diff --git a/.claude/settings.json b/.claude/settings.json
deleted file mode 100644
index 4a6c50a..0000000
--- a/.claude/settings.json
+++ /dev/null
@@ -1,15 +0,0 @@
-{
-  "hooks": {
-    "Stop": [
-      {
-        "matcher": "",
-        "hooks": [
-          {
-            "type": "command",
-            "command": "bash -c 'CHANGED=$(git -C \"$CLAUDE_PROJECT_DIR\" diff --name-only HEAD 2>/dev/null; git -C \"$CLAUDE_PROJECT_DIR\" diff --name-only --cached 2>/dev/null) && echo \"$CHANGED\" | grep -qE \"^main/opengeometry(-three)?/(src|examples-vite|tests)/\" || exit 0; cd \"$CLAUDE_PROJECT_DIR\" && echo \"[hook] running cargo fmt --check\" && cargo fmt --check --manifest-path main/opengeometry/Cargo.toml && echo \"[hook] running cargo check\" && cargo check --manifest-path main/opengeometry/Cargo.toml --quiet && echo \"[hook] running npm run lint:check\" && npm run --silent lint:check && echo \"[hook] gates passed\"'"
-          }
-        ]
-      }
-    ]
-  }
-}
diff --git a/.github/workflows/release.yml b/.github/workflows/release.yml
index bfd5911..be7d1bf 100644
--- a/.github/workflows/release.yml
+++ b/.github/workflows/release.yml
@@ -1,10 +1,7 @@
 name: Release Package
 
 on:
-  push:
-    branches: [main]
-  pull_request:
-    branches: [main]
+  workflow_dispatch:
 
 permissions:
   contents: write
@@ -16,43 +13,29 @@ jobs:
   check-version:
     runs-on: ubuntu-latest
     outputs:
-      version-changed: ${{ steps.version-check.outputs.changed }}
-      current-version: ${{ steps.version-check.outputs.current-version }}
-      previous-version: ${{ steps.version-check.outputs.previous-version }}
-      is-valid-increment: ${{ steps.version-check.outputs.is-valid-increment }}
+      current-version: ${{ steps.current-version.outputs.version }}
       npm-exists: ${{ steps.npm-check.outputs.exists }}
       should-publish: ${{ steps.publish-decision.outputs.should-publish }}
     
     steps:
       - name: Checkout current commit
         uses: actions/checkout@v4
-        with:
-          fetch-depth: 0
 
       - name: Setup Node.js
         uses: actions/setup-node@v4
         with:
-          node-version: '18'
+          node-version: '26'
 
       - name: Get current version
         id: current-version
         run: |
-          CURRENT_VERSION=$(node -p "require('./package.json').version")
+          CURRENT_VERSION=$(node -p "require('./main/package.json').version")
           echo "version=$CURRENT_VERSION" >> $GITHUB_OUTPUT
 
-      - name: Get previous version
-        id: previous-version
-        run: |
-          # Get the previous commit
-          PREV_COMMIT=$(git rev-parse HEAD~1)
-          # Get package.json from previous commit
-          PREV_VERSION=$(git show $PREV_COMMIT:package.json | node -p "JSON.parse(require('fs').readFileSync('/dev/stdin', 'utf8')).version")
-          echo "version=$PREV_VERSION" >> $GITHUB_OUTPUT
-
       - name: Check if current version exists on NPM
         id: npm-check
         run: |
-          PACKAGE_NAME=$(node -p "require('./package.json').name")
+          PACKAGE_NAME=$(node -p "require('./main/package.json').name")
           CURRENT_VERSION="${{ steps.current-version.outputs.version }}"
           
           echo "Checking if $PACKAGE_NAME@$CURRENT_VERSION exists on NPM..."
@@ -65,70 +48,27 @@ jobs:
             echo "❌ Version $CURRENT_VERSION does not exist on NPM"
           fi
 
-      - name: Check version change and validate increment
-        id: version-check
-        run: |
-          CURRENT="${{ steps.current-version.outputs.version }}"
-          PREVIOUS="${{ steps.previous-version.outputs.version }}"
-          
-          echo "current-version=$CURRENT" >> $GITHUB_OUTPUT
-          echo "previous-version=$PREVIOUS" >> $GITHUB_OUTPUT
-          
-          if [ "$CURRENT" != "$PREVIOUS" ]; then
-            echo "changed=true" >> $GITHUB_OUTPUT
-            echo "Version changed from $PREVIOUS to $CURRENT"
-            
-            # Install semver for version comparison
-            npm install -g semver
-            
-            # Check if current version is greater than previous
-            if semver gt "$CURRENT" "$PREVIOUS"; then
-              echo "is-valid-increment=true" >> $GITHUB_OUTPUT
-              echo "✅ Valid version increment: $PREVIOUS → $CURRENT"
-            else
-              echo "is-valid-increment=false" >> $GITHUB_OUTPUT
-              echo "❌ Invalid version increment: $PREVIOUS → $CURRENT"
-              echo "Current version must be greater than previous version"
-              exit 1
-            fi
-          else
-            echo "changed=false" >> $GITHUB_OUTPUT
-            echo "Version unchanged: $CURRENT"
-          fi
-
       - name: Decide whether to publish
         id: publish-decision
         run: |
-          VERSION_CHANGED="${{ steps.version-check.outputs.changed }}"
-          IS_VALID_INCREMENT="${{ steps.version-check.outputs.is-valid-increment }}"
           NPM_EXISTS="${{ steps.npm-check.outputs.exists }}"
           CURRENT_VERSION="${{ steps.current-version.outputs.version }}"
-          
-          echo "🔍 Publishing Decision Matrix:"
-          echo "  Version Changed: $VERSION_CHANGED"
-          echo "  Valid Increment: $IS_VALID_INCREMENT"  
-          echo "  Exists on NPM: $NPM_EXISTS"
-          echo "  Current Version: $CURRENT_VERSION"
-          
-          # Publish if:
-          # 1. Version changed AND it's a valid increment, OR
-          # 2. Current version doesn't exist on NPM (failed previous build)
-          if [[ "$VERSION_CHANGED" == "true" && "$IS_VALID_INCREMENT" == "true" ]] || [[ "$NPM_EXISTS" == "false" ]]; then
+
+          echo "Exists on NPM: $NPM_EXISTS"
+          echo "Current Version: $CURRENT_VERSION"
+
+          if [[ "$NPM_EXISTS" == "false" ]]; then
             echo "should-publish=true" >> $GITHUB_OUTPUT
-            if [[ "$VERSION_CHANGED" == "true" ]]; then
-              echo "✅ Will publish: Version increment detected"
-            else
-              echo "✅ Will publish: Version missing from NPM (likely failed previous build)"
-            fi
+            echo "✅ Will publish: Version $CURRENT_VERSION is not on NPM"
           else
             echo "should-publish=false" >> $GITHUB_OUTPUT
-            echo "⏭️ Will skip: Version unchanged and already exists on NPM"
+            echo "⏭️ Will skip: Version $CURRENT_VERSION already exists on NPM"
           fi
 
   build-and-publish:
     needs: check-version
     runs-on: ubuntu-latest
-    if: needs.check-version.outputs.should-publish == 'true'
+    if: github.ref == 'refs/heads/main' && needs.check-version.outputs.should-publish == 'true'
     
     steps:
       - name: Checkout code
@@ -137,67 +77,82 @@ jobs:
       - name: Setup Node.js
         uses: actions/setup-node@v4
         with:
-          node-version: '18'
+          node-version: '26'
           registry-url: 'https://registry.npmjs.org'
 
       - name: Setup Rust
-        uses: actions-rs/toolchain@v1
+        uses: dtolnay/rust-toolchain@master
         with:
-          toolchain: stable
-          target: wasm32-unknown-unknown
-          override: true
+          toolchain: '1.88.0'
+          targets: wasm32-unknown-unknown
+          components: rustfmt, clippy
+
+      - id: wasm-pack
+        uses: actions/cache@v4
+        with:
+          path: ~/.cargo/bin/wasm-pack
+          key: wasm-pack-0.13.1-${{ runner.os }}-${{ runner.arch }}
 
       - name: Install wasm-pack
-        run: curl https://rustwasm.github.io/wasm-pack/installer/init.sh -sSf | sh
+        if: steps.wasm-pack.outputs.cache-hit != 'true'
+        run: cargo install wasm-pack --version 0.13.1 --locked
 
       - name: Cache Rust dependencies
-        uses: actions/cache@v3
+        uses: actions/cache@v4
         with:
           path: |
-            ~/.cargo/registry
-            ~/.cargo/git
+            ~/.cargo/registry/index
+            ~/.cargo/registry/cache
+            ~/.cargo/git/db
             main/opengeometry/target
-          key: ${{ runner.os }}-cargo-${{ hashFiles('**/Cargo.lock') }}
-          restore-keys: |
-            ${{ runner.os }}-cargo-
+            main/opengeometry/test-support/target
+          key: cargo-${{ runner.os }}-${{ runner.arch }}-${{ hashFiles('main/**/Cargo.lock') }}
+          restore-keys: cargo-${{ runner.os }}-${{ runner.arch }}-
 
       - name: Cache Node.js dependencies
         uses: actions/cache@v3
         with:
           path: ~/.npm
-          key: ${{ runner.os }}-node-${{ hashFiles('**/package-lock.json') }}
+          key: ${{ runner.os }}-node-${{ hashFiles('main/package-lock.json') }}
           restore-keys: |
             ${{ runner.os }}-node-
 
       - name: Install dependencies
+        working-directory: main
         run: npm ci
 
-      - name: Lint TypeScript
-        run: npm run lint:check
+      - name: Fetch crate dependencies
+        working-directory: main
+        run: |
+          git ls-files '*Cargo.lock' | while read -r lock; do
+            cargo fetch --locked --manifest-path "$(dirname "$lock")/Cargo.toml"
+          done
 
       - name: Run build
+        working-directory: main
         run: npm run build
 
       - name: Verify dist directory
         run: |
           echo "Checking dist directory contents:"
-          ls -la dist/
+          ls -la main/dist/
           echo "Checking if package.json exists in dist:"
-          if [ -f "dist/package.json" ]; then
+          if [ -f "main/dist/package.json" ]; then
             echo "✅ package.json found in dist"
-            echo "Dist package version: $(node -p "require('./dist/package.json').version")"
+            echo "Dist package version: $(node -p "require('./main/dist/package.json').version")"
           else
             echo "❌ package.json not found in dist"
             exit 1
           fi
 
-      - name: Run tests
-        run: npm test
+      - name: Run checks
+        working-directory: main
+        run: npm run check
 
       - name: Final NPM existence check
         id: final-npm-check
         run: |
-          PACKAGE_NAME=$(node -p "require('./dist/package.json').name")
+          PACKAGE_NAME=$(node -p "require('./main/dist/package.json').name")
           VERSION="${{ needs.check-version.outputs.current-version }}"
           
           echo "🔍 Final check before publishing..."
@@ -211,9 +166,8 @@ jobs:
 
       - name: Publish to NPM
         if: steps.final-npm-check.outputs.exists == 'false'
-        run: |
-          cd dist
-          npm publish --access public
+        working-directory: main/dist
+        run: npm publish --access public
         env:
           NODE_AUTH_TOKEN: ${{ secrets.NPM_TOKEN }}
 
@@ -226,7 +180,7 @@ jobs:
           body: |
             ## Changes in v${{ needs.check-version.outputs.current-version }}
             
-            ${{ needs.check-version.outputs.version-changed == 'true' && format('Version bumped from {0} to {1}', needs.check-version.outputs.previous-version, needs.check-version.outputs.current-version) || format('Recovery publish for version {0}', needs.check-version.outputs.current-version) }}
+            Published from a manual run of the release workflow.
             
             ### Package Information
             - **Package Name**: opengeometry  
@@ -256,11 +210,7 @@ jobs:
           echo "**Package**: [opengeometry@${{ needs.check-version.outputs.current-version }}](https://www.npmjs.com/package/opengeometry)" >> $GITHUB_STEP_SUMMARY
           echo "" >> $GITHUB_STEP_SUMMARY
           echo "### Publish Reason" >> $GITHUB_STEP_SUMMARY
-          if [[ "${{ needs.check-version.outputs.version-changed }}" == "true" ]]; then
-            echo "- 📈 Version increment: ${{ needs.check-version.outputs.previous-version }} → ${{ needs.check-version.outputs.current-version }}" >> $GITHUB_STEP_SUMMARY
-          else
-            echo "- 🔄 Recovery publish: Version was missing from NPM registry" >> $GITHUB_STEP_SUMMARY
-          fi
+          echo "- Manual run: Version was not on NPM" >> $GITHUB_STEP_SUMMARY
           echo "" >> $GITHUB_STEP_SUMMARY
           echo "### Next Steps" >> $GITHUB_STEP_SUMMARY
           echo "- Check the [NPM package page](https://www.npmjs.com/package/opengeometry)" >> $GITHUB_STEP_SUMMARY
@@ -286,13 +236,9 @@ jobs:
         run: |
           echo "## ⏭️ Build Skipped" >> $GITHUB_STEP_SUMMARY
           echo "" >> $GITHUB_STEP_SUMMARY
-          echo "**Reason**: No version change and package already exists on NPM" >> $GITHUB_STEP_SUMMARY
+          echo "**Reason**: This version already exists on NPM" >> $GITHUB_STEP_SUMMARY
           echo "**Current Version**: ${{ needs.check-version.outputs.current-version }}" >> $GITHUB_STEP_SUMMARY
           echo "**NPM Status**: ✅ Already published" >> $GITHUB_STEP_SUMMARY
           echo "" >> $GITHUB_STEP_SUMMARY
-          echo "### To trigger a new release:" >> $GITHUB_STEP_SUMMARY
-          echo '```bash' >> $GITHUB_STEP_SUMMARY
-          echo 'npm version patch  # for bug fixes' >> $GITHUB_STEP_SUMMARY
-          echo 'npm version minor  # for new features' >> $GITHUB_STEP_SUMMARY
-          echo 'npm version major  # for breaking changes' >> $GITHUB_STEP_SUMMARY
-          echo '```' >> $GITHUB_STEP_SUMMARY
\ No newline at end of file
+          echo "### To publish a new release:" >> $GITHUB_STEP_SUMMARY
+          echo "Bump the version in main/package.json, main/package-lock.json, main/opengeometry/Cargo.toml, main/opengeometry/Cargo.lock and main/opengeometry/test-support/Cargo.lock, merge to main, then start this workflow by hand on main." >> $GITHUB_STEP_SUMMARY
\ No newline at end of file
diff --git a/.github/workflows/verify.yml b/.github/workflows/verify.yml
new file mode 100644
index 0000000..819fff8
--- /dev/null
+++ b/.github/workflows/verify.yml
@@ -0,0 +1,96 @@
+name: OpenGeometry 2.5 verification
+
+on:
+  push:
+    paths:
+      - 'main/**'
+      - 'README.md'
+      - 'MIGRATION.md'
+      - 'LICENSE.md'
+      - '.github/workflows/verify.yml'
+  pull_request:
+    paths:
+      - 'main/**'
+      - 'README.md'
+      - 'MIGRATION.md'
+      - 'LICENSE.md'
+      - '.github/workflows/verify.yml'
+  workflow_dispatch:
+
+permissions:
+  contents: read
+
+jobs:
+  verify:
+    strategy:
+      fail-fast: false
+      matrix:
+        os: [ubuntu-latest, macos-latest]
+    runs-on: ${{ matrix.os }}
+    timeout-minutes: 120
+    defaults:
+      run:
+        working-directory: main
+    steps:
+      - uses: actions/checkout@v4
+      - uses: dtolnay/rust-toolchain@master
+        with:
+          toolchain: '1.88.0'
+          targets: wasm32-unknown-unknown
+          components: rustfmt, clippy
+      - uses: actions/setup-node@v4
+        with:
+          node-version: '26'
+          cache: npm
+          cache-dependency-path: main/package-lock.json
+      - id: wasm-pack
+        uses: actions/cache@v4
+        with:
+          path: ~/.cargo/bin/wasm-pack
+          key: wasm-pack-0.13.1-${{ runner.os }}-${{ runner.arch }}
+      - name: Install wasm-pack
+        if: steps.wasm-pack.outputs.cache-hit != 'true'
+        run: cargo install wasm-pack --version 0.13.1 --locked
+      - uses: actions/cache@v4
+        with:
+          path: |
+            ~/.cargo/registry/index
+            ~/.cargo/registry/cache
+            ~/.cargo/git/db
+            main/opengeometry/target
+            main/opengeometry/test-support/target
+          key: cargo-${{ runner.os }}-${{ runner.arch }}-${{ hashFiles('main/**/Cargo.lock') }}
+          restore-keys: cargo-${{ runner.os }}-${{ runner.arch }}-
+      - name: Install SDK dependencies
+        run: npm ci
+      - name: Fetch crate dependencies
+        run: |
+          git ls-files '*Cargo.lock' | while read -r lock; do
+            cargo fetch --locked --manifest-path "$(dirname "$lock")/Cargo.toml"
+          done
+      - name: Install Chromium
+        run: npx playwright install --with-deps chromium
+      - name: Check
+        run: npm run check
+      - name: Browser three 0.168
+        if: ${{ !cancelled() }}
+        run: node scripts/check/verify.mjs --full --only browser:three-168
+      - name: Browser three 0.184
+        if: ${{ !cancelled() }}
+        run: node scripts/check/verify.mjs --full --only browser:three-184
+      - name: Kernel time budgets
+        if: ${{ !cancelled() }}
+        run: cargo run --release --offline --manifest-path opengeometry/Cargo.toml --example budgets
+      - name: Pack check logs
+        if: always()
+        run: tar czf "$RUNNER_TEMP/check-logs.tgz" .check
+      - uses: actions/upload-artifact@v4
+        if: always()
+        with:
+          name: check-logs-${{ matrix.os }}
+          path: ${{ runner.temp }}/check-logs.tgz
+      - uses: actions/upload-artifact@v4
+        if: ${{ !cancelled() && matrix.os == 'ubuntu-latest' }}
+        with:
+          name: step-exports
+          path: main/test-results/**/*.step
diff --git a/.gitignore b/.gitignore
index 429560c..d595986 100644
--- a/.gitignore
+++ b/.gitignore
@@ -25,22 +25,25 @@ node_modules/
 
 # JS/TS build artifacts
 dist/
-main/opengeometry-three/examples-dist/
-main/opengeometry-three/examples-vite/.generated/
 main/opengeometry/pkg/
+main/dist/
+main/opengeometry-three/examples-dist/
+main/**/target/
+main/test-results/
+main/playwright-report/
+main/.check/
+!main/opengeometry/Cargo.lock
+!main/opengeometry/test-support/Cargo.lock
 
 .DS_Store
 .vscode/
 settings.json
-# Track .claude/settings.json (team hook config); keep .claude/settings.local.json ignored.
-!.claude/settings.json
-.claude/settings.local.json
-.claude/scheduled_tasks.lock
+.claude/
 
 # AI and documentation files
 .requests/*.md
 .github/*.md
-# Agent instructions now live outside the repo (see AGENTS.md stub).
+# Agent instructions are never committed.
 AGENTS.md
 CLAUDE.md
 
diff --git a/MIGRATION.md b/MIGRATION.md
new file mode 100644
index 0000000..53c30ab
--- /dev/null
+++ b/MIGRATION.md
@@ -0,0 +1,198 @@
+# Migration guide
+
+This guide tells you how to move code from one OpenGeometry version to the next.
+The newest version comes first.
+It is written for people and for coding assistants alike: each section says what changed, shows the same code before and after, and lists what to replace.
+
+## How to use this guide
+
+1. Find the section for the version you are leaving.
+2. Go through its "Replace this with that" table and change your code row by row.
+3. Read its "Different behaviour" list: it says what now works differently, even where the names look the same.
+4. For a name the table does not list, look in "Partly replaced". Anything listed under "Removed" has no replacement: take that code out, or stay on the older version.
+5. Finish with its "Check your result" steps.
+
+## 2.0 to 2.5
+
+### What changed
+
+- Two classes make every body: `Wire` for wires and `Solid` for solids. You pass a kind constant, its parameters and options, for example `new Solid(OG_PRIMITIVE_CUBOID, { width, height, depth })`.
+- Points and vectors are plain arrays, `[x, y, z]`. There is no `Vector3`.
+- Booleans change the body you call them on and return nothing. In 2.0 they returned a new body.
+- Bodies move with `transform`. There is no `setPlacement`.
+- `OpenGeometry.create` takes a second argument with the URL of the display worker, `tessellation-worker.js`, which your site must serve as well as `opengeometry_bg.wasm`.
+- STEP export is `OpenGeometry.exportStep`. It returns a Promise.
+- Every failure throws one error class, `OGError`.
+
+### Before and after
+
+2.0:
+
+```js
+import { OpenGeometry, Cuboid, Vector3 } from 'opengeometry';
+await OpenGeometry.create({ wasmURL: '/opengeometry_bg.wasm' });
+const cuboid = new Cuboid({ center: new Vector3(0, 0.8, 0), width: 1.5, height: 1.6, depth: 1.2, color: 0x10b981 });
+cuboid.outline = true;
+scene.add(cuboid);
+```
+
+2.5:
+
+```ts
+import * as THREE from 'three';
+import { OpenGeometry, Solid, OG_PRIMITIVE_CUBOID } from 'opengeometry';
+
+await OpenGeometry.create({ wasmURL: '/opengeometry_bg.wasm' }, { workerURL: '/tessellation-worker.js' });
+
+const cuboid = new Solid(
+  OG_PRIMITIVE_CUBOID,
+  { width: 1.5, height: 1.6, depth: 1.2 },
+  { appearance: { color: 0x10b981, outline: true } },
+);
+
+const scene = new THREE.Scene();
+scene.add(new THREE.HemisphereLight(0xffffff, 0x444444, 2), cuboid);
+```
+
+Both make the same box: 1.5 m wide, 1.6 m high and 1.2 m deep, standing on the ground at the origin.
+The 2.5 block builds its own scene, which is why it adds a light.
+Bodies are Three.js objects in both versions, so `scene.add(body)` does not change.
+
+### Replace this with that
+
+`[cx, cy, cz]` are the three numbers of the 2.0 `center`, and `[tx, ty, tz]` are those of `translation`.
+`[rx, ry, rz]` are the three angles of the 2.0 `rotation`, in radians.
+In the 2.5 column, a `?` after a parameter name marks it as optional, and rows that end with "(!)" also behave differently, so read "Different behaviour" before you change them.
+
+| 2.0 | 2.5 |
+| --- | --- |
+| `await OpenGeometry.create({ wasmURL })` | `await OpenGeometry.create({ wasmURL }, { workerURL })`, and serve `tessellation-worker.js` too |
+| `new Vector3(x, y, z)` | `[x, y, z]` |
+| `ogid` option and property | `ogId` option and property |
+| `new Cuboid({ center, width, height, depth })` | `new Solid(OG_PRIMITIVE_CUBOID, { width, height, depth }, { plane: { origin: [cx, cy - height / 2, cz] } })`; the 2.0 constructor also took `translation`, `rotation` and `scale`, which you give as in the `setPlacement` rows, translation first (!) |
+| `new Cylinder({ center, radius, height })` | `new Solid(OG_PRIMITIVE_CYLINDER, { radius, height }, { plane: { origin: [cx, cy - height / 2, cz] } })` (!) |
+| `new AnalyticSolid({ kind: 'cylinder', radius, height, frame })` | `new Solid(OG_PRIMITIVE_CYLINDER, { radius, height }, { plane: { origin: frame.origin, normal: frame.z, xDirection: frame.x } })` |
+| `new AnalyticSolid({ kind: 'cuboid', width, depth, height, frame })` | `new Solid(OG_PRIMITIVE_CUBOID, { width, height, depth }, { plane: { origin, normal: frame.z, xDirection: frame.x } })`, with `origin` the 2.0 `frame.origin` moved by `width / 2` along `frame.x` and by `depth / 2` along `frame.y`, because 2.0 put the frame origin at a corner of the base |
+| `new Opening({ ... }).subtractFrom(wall)` | make the opening a cuboid `Solid`, then `wall.operate(OG_OPERATION_SUBTRACT, { tools: [opening] })`; do not add the opening solid to the scene (a 2.0 `Opening` was invisible; a 2.5 solid you add is drawn) (!) |
+| `new Rectangle({ center, width, breadth })` | `new Wire(OG_PRIMITIVE_RECTANGLE, { width, breadth }, { plane: { origin: [cx, cy, cz] } })`; the 2.0 constructor also took `translation`, `rotation` and `scale`, which you give as in the `setPlacement` rows, translation first |
+| `new Line({ start, end })`, `new Polyline({ points })` | `new Wire(OG_PRIMITIVE_POLYLINE, { points, closed? })`; a line is a polyline with two points; the 2.0 constructors also took `translation`, `rotation` and `scale`, which you give as in the `setPlacement` rows, translation first |
+| `new Arc({ center, radius })` as a full circle | `new Wire(OG_PRIMITIVE_CIRCLE, { radius }, { plane: { origin: [cx, cy, cz] } })` |
+| `new Polygon({ vertices, holes })` as a profile | closed polyline wires, used as `profile` and `holes` |
+| `polygon.extrude(h)`, `Solid.extrude(...)`, `extrudeBrepFace(...)` | `new Solid(OG_OPERATION_EXTRUDE, { profile, holes?, distance: h })` |
+| `new Sweep({ path, profile })` | `new Solid(OG_OPERATION_SWEEP, { profile, path })`, both wires: the path an open polyline of the 2.0 path points, the profile placed at the start of the path as "Sweeps: where the profile goes" below describes (!) |
+| `setPlacement({ translation })` | `transform(OG_TRANSFORM_TRANSLATE, { offset })`, with `offset` the new `translation` minus the old one; or `transform(OG_TRANSFORM_PLACE, { origin })` with `origin` `[cx + tx, cy + ty - height / 2, cz + tz]` for a cuboid or opening, or `[cx + tx, cy + ty, cz + tz]` for a rectangle (!) |
+| `setPlacement({ rotation })` | `transform(OG_TRANSFORM_ROTATE, { axis, degrees, pivot })`, one call per angle that is not zero, in this order: `[0, 0, 1]` by `rz`, then `[0, 1, 0]` by `ry`, then `[1, 0, 0]` by `rx`. Use `degrees = radians * 180 / Math.PI` and the same `pivot` each time (see Placement). This is for a body not turned yet: to change a turn, first `PLACE` it at the `origin` the translation row gives for a cuboid, opening or rectangle, or at `[tx, ty, tz]` for a polyline wire made without a `plane`, a solid extruded from such a wire, or a sweep along such a path (this resets turn and scale), then turn and scale it again. (!) |
+| `setPlacement({ scale })` | `transform(OG_TRANSFORM_SCALE, { factor, pivot })`, where `factor` is the new `s` divided by the current one (`s` itself on a body not scaled yet), for a 2.0 scale `(s, s, s)`. 2.5 has no uneven scale (!) |
+| `getPlacement()` gives `{ translation, rotation, scale }` | `getPlacement()` gives `{ origin, xDirection, normal, scale }` (!) |
+| `setConfig({ width })`, `cuboid.width = 3` | `rebuild(OG_PRIMITIVE_CUBOID, { width, height, depth })`, with every parameter given (!) |
+| `color` option, `body.color = c`, `body.outline = true`, `deflection` option, `setConfig({ deflection })` | `appearance: { color, outline, deflection }` in the options, or `body.setAppearance({ color, outline, deflection })` (!) |
+| `booleanUnion(a, b)`, `a.union(b)` | `a.operate(OG_OPERATION_UNION, { tools: [b] })` (!) |
+| `booleanSubtraction(a, b)`, `a.subtract([b, c])`, `executeBooleanSubtractionMany(a, [b, c])` | `a.operate(OG_OPERATION_SUBTRACT, { tools: [b, c] })` (!) |
+| `booleanIntersection(a, b)`, `a.intersection(b)` | `a.operate(OG_OPERATION_INTERSECT, { tools: [b] })` (!) |
+| `result.report` | `solid.getReport()?.report`, on the body you called `operate` on |
+| `solid.exportStep()`, `solid.exportStep('metre')` | `await OpenGeometry.exportStep({ nodes: [solid], unit: 'metre', upAxis: 'Y' })`; for `exportStep('millimetre')` pass `unit: 'millimetre'` (!) |
+| `exportBrepToStep(brepJson, configJson)` | `await OpenGeometry.exportStep({ nodes: [solid], unit: 'metre', upAxis: 'Y' })`, which keeps the numbers 2.0 wrote with its default config; the result has `report`, an object, where 2.0 had `reportJson` (!) |
+| `getBrepSerialized()` | `getBrep()`, which returns the parsed object, so drop the `JSON.parse`. It describes the shape in the body's own coordinates, without its placement, which includes the `plane` it was made with. It has the fields of the 2.0 `AnalyticSolid` JSON; the older layout that `Rectangle.getBrep()` and `Sweep.getBrep()` returned is gone |
+| `getModelBounds()` | `getBounds()` (!) |
+| `dispose()` | `dispose()`; `OpenGeometry.reset()` frees every body at once (!) |
+| catch `AnalyticGeometryError` or `WorldGraphError`, read `code` and `detail` | catch `OGError`, read `code`, `call` and `details` (!) |
+
+### Different behaviour
+
+- **Where a cuboid or cylinder sits.** In 2.0 it was centred on `center`. In 2.5 it stands on its plane origin, which is the middle of its base. That is why the table lowers the origin by `height / 2`.
+- **Booleans change the target.** In 2.0 a boolean returned a new body and left the target alone. In 2.5 `operate` changes the target and returns nothing. In both versions the tools stay as they were.
+- **No result object.** Because `operate` returns nothing, `const result = a.union(b)` has no 2.5 form: use `a` afterwards, and call `a.duplicate()` first if your code still needs `a` as it was.
+- **Placement.** `setPlacement` set absolute values and kept the ones you left out. In 2.5, `TRANSLATE`, `ROTATE` and `SCALE` apply on top of the current placement (`SCALE` multiplies), and `PLACE` sets the origin and resets the turn and scale you leave out. 2.0 turned and scaled a `Cuboid` or `Opening` about the point `translation`, a `Rectangle` about `center + translation`, and a `Line`, `Polyline`, `Polygon` or `Sweep` about the middle of the box around its points moved by `translation`. 2.5 turns and scales a body about its own origin unless you pass `pivot`: the middle of the base for a cuboid or cylinder, the `plane` origin for a rectangle or circle, `[0, 0, 0]` for a polyline made from points. To place a cuboid where a 2.0 one sat, lower its origin by half its height.
+- **`getPlacement`.** 2.5's `origin` is the body's origin (the middle of the base for a cuboid), not 2.0's `translation`.
+- **Rebuild keeps the base.** A 2.0 `Cuboid` kept its centre when `setConfig` changed its height; `rebuild` keeps the base where it is, so the centre moves. `setConfig({ center })` becomes `TRANSLATE` by the change in `center`, or `PLACE`.
+- **Sweeps: where the profile goes.** 2.0 moved the profile to the path's first point P, centred it there and turned it square to the first direction D. 2.5 sweeps the profile where it is, and throws when the profile's plane misses P or is not square to D. So build the profile there: a rectangle or circle wire with `{ plane: { origin: P, normal: D } }`, or, when the 2.0 profile points all had the same y, a closed polyline of those points moved so the average of their distinct points is `[0, 0, 0]`, given the same `plane`; if the points run clockwise seen from above, as a 2.0 `Rectangle`'s did, write each `[x, 0, z]` as `[x, 0, -z]`, or the profile comes out mirrored. A profile in the right plane but off-centre is swept beside the path. A closed path has no 2.5 form.
+- **Sweeps: how the profile is turned.** `xDirection` sets how the profile is turned about the path: when D points along x you must give it, and for a rectangle `[0, 1, 0]` matches 2.0. In every other case a profile that is not a circle can come out turned about the path: compare with your 2.0 result and set `xDirection` to match.
+- **Do not write `.position`, `.rotation` or `.scale`.** 2.0 placed some shapes that way. In 2.5 such a change is undone, with a `PlacementOverwritten` warning.
+- **`Solid` is a different class.** 2.0 had `new Solid({ brep, color })`. 2.5 has `new Solid(kind, params, options)`.
+- **No swapping objects.** A body redraws itself after `transform`, `rebuild` or `operate`. There is no `setConfig` and no new object to put into the scene. Geometry is made when the scene is rendered, not when the body is created.
+- **STEP units and axes.** `solid.exportStep()` wrote metres. `exportBrepToStep` and `WorldGraph.exportStep` wrote your numbers unchanged under a millimetre header by default. 2.5 reads model numbers as metres: `unit: 'metre'` writes them unchanged, `unit: 'millimetre'` multiplies them by 1000, and the default is millimetres with Z up. 2.0 kept Y up, so pass `upAxis: 'Y'`.
+- **Bounds.** `getModelBounds()` gave the body's own bounds as a `THREE.Box3`. `getBounds()` gives bounds in world space as `[minX, minY, minZ, maxX, maxY, maxZ]`, or `null`.
+- **`dispose()`** also removes the body from its parent.
+- **Colours** are numbers only, such as `0x10b981`. 2.0 `body.color` returned a `THREE.Color`.
+- **Errors.** There is one class, `OGError`. Codes are now PascalCase, such as `InvalidParameter`, and `detail` is now `details`.
+- **Extruded solids work in booleans.** 2.0 refused them.
+
+### Partly replaced
+
+- `WorldGraph`: nodes and hierarchy become `SystemAssembly`, `addChild` or the `parent` option; `getWorldBounds(id)` becomes `body.getBounds()`, six numbers instead of a `THREE.Box3`; `removeNode(id)` becomes `parent.removeChild(body)`, which keeps the body (pass `{ keepWorld: true }` to leave it where it is), or `body.dispose()`, which frees it and everything under it; a body with no parent has only `dispose()`; `exportStep` becomes `OpenGeometry.exportStep({ nodes })` (nodes may be bodies or assemblies). Its `clash`, `clearance`, `distance`, `projectLines`, `projectViews` and `bind` are gone.
+- The pattern helpers (`AnalyticPattern`, `linearPattern`, `rectangularPattern`, `circularPattern`): make copies with `solid.instance()` and move each with `transform`; check the positions, since 2.0 drew a pattern around its own origin. `rebuild` and `operate` on an instanced body need `{ instances: 'all' }` or `makeUnique()` first.
+- `AnalyticSolid` kinds: `linearExtrusion` becomes `OG_OPERATION_EXTRUDE` with closed polyline wires for the outline and each hole, each 2.0 point `[u, v]` written `[u, 0, -v]` when the 2.0 `frame` was the default (with another `frame`, also give each wire `plane: { origin: frame.origin, normal: frame.z, xDirection: frame.x }` and check which way it extrudes); `revolvedRectangle` (a tube) becomes `OG_OPERATION_EXTRUDE` with a circle wire as `profile` and a smaller circle wire with the same centre as the one hole.
+
+### Removed in 2.5
+
+These are gone:
+
+- STL and IFC export. PDF export was never in the browser build.
+- Projection and 2D views, offset, loft, and public triangulation (`tessellate_brep`, `tessellateFacetedBrep`).
+- `Sphere`, `Wedge`, `Curve`, `EllipticalArc`, `AnalyticCurve`, arcs that are not full circles, and cylinder sectors.
+- `AnalyticSolid` kinds other than cuboid, cylinder, `linearExtrusion` and `revolvedRectangle`, `AnalyticSolid.fromBrep`, and `new Solid({ brep })`.
+- `WorldGraph`'s queries and projection: `clash`, `clearance`, `distance`, `projectLines`, `projectViews` and `bind`.
+- The older scene manager (`add*ToScene`, `replaceBrepEntityInScene`, `refreshBrepEntityInScene`), already removed in 2.0.16.
+- `shell`, `classifyPoint` and `normalAtFace`.
+- The freeform geometry and editor classes, such as `FreeformGeometry` and `FreeformEditor`.
+- `SpotLabel`.
+- The 2D region booleans (`booleanRegions2D`, `booleanCurvedRegions2D`), `analyzeProfile`, `validateAnalyticBrep` and `WorkPlane`.
+- Sweep caps (`capStart`, `capEnd`).
+- `OpenGeometry.version`, `enableDebug` and the `debugMeshes` option.
+- The `create*Example` builders.
+
+A 2.0 export this guide does not name has no direct 2.5 form; the full 2.5 surface is `index.d.ts` in the package.
+
+### Check your result
+
+1. Open `node_modules/opengeometry/package.json`. Its `version` should start with `2.5`.
+2. Run your type check, for example `npx tsc --noEmit`. Imports that no longer exist, such as `Cuboid` or `Vector3`, fail here.
+3. Run your app. Check that bodies sit and face the way they did before, cuboids, cylinders and sweeps above all, and that STEP files have the units and up axis you expect.
+
+## Adding an entry
+
+When a change to OpenGeometry breaks code written for the previous version, add a section to this guide in the same change.
+
+- Put the new section at the top, just under "How to use this guide", and name it after the two versions, such as "2.5 to 2.6". If the next version number is not decided when you make the change, name the section "Unreleased" and rename it at release.
+- Say what changed, show the same code before and after, give the replace table, list what was removed, and say how to check the result. Add "Different behaviour" when something now works differently, and "Partly replaced" when a name has only a partial new form.
+- Code for the current version goes in a code block labelled `ts` that starts at the left margin, ends with a bare closing fence at the left margin, and is a complete module, imports included. The checks type-check every such block against the built package. The checks fail on a `ts`, `typescript` or `tsx` block written any other way, and when the guide has no `ts` block at all.
+- Code for an older version goes in a code block labelled `js`, which is not checked.
+- When a later change breaks a `ts` block in an older section, change that block's label to `js`.
+
+Copy this outline:
+
+```md
+## <old> to <new>
+
+### What changed
+
+- One short line per change.
+
+### Before and after
+
+<old>: a code block labelled js with the old code.
+
+<new>: a code block labelled ts with the same code for the new version.
+
+### Replace this with that
+
+| <old> | <new> |
+| --- | --- |
+| old call | new call |
+
+### Different behaviour
+
+- What now works differently.
+
+### Partly replaced
+
+- A name with only a partial new form, and what to use instead.
+
+### Removed in <new>
+
+- What has no replacement.
+
+### Check your result
+
+1. How to tell the change worked.
+```
diff --git a/README.md b/README.md
index 24bc3d6..40f9c09 100644
--- a/README.md
+++ b/README.md
@@ -24,17 +24,88 @@
 
 ---
 
-> **Actively maintained and growing.** We're building OpenGeometry in the open. APIs, examples, and package structure are evolving, we are actively improving and expanding the project. Star the repo to follow along. If you have questions or want to get involved, join the [Discord](https://discord.com/invite/9wJpbfgGGA) or check out the [issues](https://github.com/OpenGeometry-io/OpenGeometry/issues)
+> **Actively maintained and growing.** We're building OpenGeometry in the open. APIs, examples, and package structure are evolving, and we are actively improving and expanding the project. Star the repo to follow along. If you have questions or want to get involved, join the [Discord](https://discord.com/invite/9wJpbfgGGA) or check out the [issues](https://github.com/OpenGeometry-io/OpenGeometry/issues).
+
+> **Version note.** This README describes OpenGeometry 2.5. Check which line you have installed with `npm ls opengeometry`: the 2.0 line has a different API. The hosted documentation still describes 2.0.
 
 ---
 
 ## What is OpenGeometry?
 
-OpenGeometry is an **open-source, browser-native CAD kernel**. The geometry engine is written in **Rust**, compiled to **WebAssembly**, and paired with a **Three.js-friendly TypeScript layer** so you can build real CAD tools that run in the browser.
+OpenGeometry is an **open-source CAD kernel for the browser**. It models **B-rep solids**, runs **boolean operations** (union, subtract, intersect), builds solids by **extrude and sweep**, and writes **STEP** files. The kernel is written in **Rust** and compiled to **WebAssembly**, and a **TypeScript SDK for Three.js** puts every body straight into your scene.
 
 OpenGeometry is best suited for **browser-based CAD, configurators, and geometry-heavy web tools**. Whether you're building a parametric modeler, a solid modeling workflow, a geometry viewer, or a custom Three.js modeling tool, OpenGeometry gives you deterministic, kernel-backed primitives and operations without leaving JavaScript.
 
-It is the geometry engine layer, not a full CAD application. OpenPlans is a downstream application/toolkit built on top of OpenGeometry for AEC workflows. In this repository, OpenGeometry is the primary SDK and engine.
+It is the geometry engine layer, not a full CAD application. Floorkit is a downstream application/toolkit built on top of OpenGeometry for AEC workflows. In this repository, OpenGeometry is the primary SDK and engine.
+
+## Features
+
+| Area | What 2.5 has |
+| --- | --- |
+| **Primitives** | Wires: rectangle, circle, polyline (open or closed). Solids: cuboid, cylinder. Each can be placed on any plane. |
+| **Operations** | Extrude a closed wire into a solid, with holes. Sweep a profile along a path. Union, subtract and intersect, with one to a hundred tool solids in one call. |
+| **Parametric edits** | `rebuild` gives an existing body new parameters in place. |
+| **Assemblies** | Assemblies with parent and child placement; translate, rotate, scale and place; independent copies and shared instances. |
+| **History** | Marks with rollback and release; transactions, with a dry-run option. |
+| **Display for Three.js** | Every body is a `THREE.Group`. Level of detail that follows the camera, tessellation in a web worker or inline, picking down to face and edge, outlines, colour and opacity. |
+| **Queries** | Bounds, placements, the B-rep of a body, and the report of its last boolean. |
+| **Export** | STEP, in millimetres or metres, with Y or Z up, together with an export report. |
+
+Not in 2.5, though 2.0 had them: IFC and STL export; projection; offset; loft; triangulation as a public call; arcs, curves, spheres and wedges; and the 2.0 classes such as `Cuboid`, `Polygon`, `Opening` and `Vector3`.
+
+## Installation
+
+```bash
+npm install opengeometry three
+```
+
+- `three` is a peer dependency: versions `>=0.168.0 <0.185.0` are supported.
+- The package is ES modules only, and its TypeScript types are included.
+- The package ships `opengeometry_bg.wasm` (the kernel) and `tessellation-worker.js` (the display worker), and your page must be able to fetch both. With no arguments, `OpenGeometry.create()` looks for them next to the package's own `index.js`. If your bundler moves or rewrites `index.js` without the two files, that lookup fails, so the dependable way is the one the quick start uses: copy both files from `node_modules/opengeometry/` into the folder your site serves at its root (in Vite, the `public/` folder by default) and pass their URLs to `create`.
+
+## Quick start
+
+```ts
+import * as THREE from 'three';
+import {
+  OpenGeometry, Solid, Wire,
+  OG_OPERATION_EXTRUDE, OG_OPERATION_SUBTRACT, OG_PRIMITIVE_CUBOID, OG_PRIMITIVE_RECTANGLE, OG_TRANSFORM_TRANSLATE,
+} from 'opengeometry';
+
+await OpenGeometry.create({ wasmURL: '/opengeometry_bg.wasm' }, { workerURL: '/tessellation-worker.js' });
+
+const profile = new Wire(OG_PRIMITIVE_RECTANGLE, { width: 6, breadth: 0.2 });
+const wall = new Solid(OG_OPERATION_EXTRUDE, { profile, distance: 3 });
+const door = new Solid(OG_PRIMITIVE_CUBOID, { width: 0.9, height: 2.1, depth: 0.4 });
+door.transform(OG_TRANSFORM_TRANSLATE, { offset: [2, 0, 0] });
+wall.operate(OG_OPERATION_SUBTRACT, { tools: [door] });
+
+const scene = new THREE.Scene();
+scene.add(new THREE.HemisphereLight(0xffffff, 0x444444, 2), wall);
+const camera = new THREE.PerspectiveCamera(50, innerWidth / innerHeight, 0.1, 100);
+camera.position.set(6, 5, 8);
+camera.lookAt(0, 1.5, 0);
+const renderer = new THREE.WebGLRenderer({ antialias: true });
+renderer.setSize(innerWidth, innerHeight);
+document.body.append(renderer.domElement);
+renderer.setAnimationLoop(() => renderer.render(scene, camera));
+
+const { text, report } = await OpenGeometry.exportStep({ nodes: [wall], unit: 'millimetre', upAxis: 'Z' });
+```
+
+This loads the kernel, makes a 6 m by 0.2 m rectangle wire on the ground plane, extrudes it 3 m up into a wall, and cuts a door opening through the wall with a cuboid placed at x = 2. The wall is a `THREE.Group`, so it goes into the scene like any other object and is drawn on every frame. The last line writes the wall as a STEP file: `text` is the file and `report` counts what was written.
+
+The two URLs assume both files were copied to the site root, as described under Installation. The block uses top-level `await`, so it must run as a module. If your build rejects top-level `await`, raise its target (the examples set Vite's `build.target` to `'esnext'`) or move the code after the imports into an `async` function and call it.
+
+Runnable examples live in [`main/opengeometry-three/examples-vite/`](./main/opengeometry-three/examples-vite/): a showcase, a sweep, booleans, an opening, a cuboid, a cylinder and STEP export. From a clone, run `npm --prefix main ci`, `npm run build` and then `npm run dev-example`.
+
+## Demos
+
+See OpenGeometry in action — interactive, browser-based demos showcasing the kernel's capabilities:
+
+**[demos.opengeometry.io](https://demos.opengeometry.io?utm_source=github)**
+
+Demos include primitives rendering, shape generation, sweep operations, boolean operations, file exports, and more. All running client-side via WebAssembly.
 
 ## When to use OpenGeometry
 
@@ -42,20 +113,20 @@ Use OpenGeometry when you need:
 
 - browser-based parametric modeling with Rust + WebAssembly performance
 - cutout subtraction and other solid boolean workflows
-- polygon extrusion into solids for CAD or AEC modeling
-- IFC, STEP, STL, and PDF-style export/projection in web apps
+- profile extrusion into solids for CAD or AEC modeling
+- STEP export in web apps
 - a Three.js-friendly CAD kernel instead of ad hoc mesh math
 - a deterministic geometry engine behind AI-assisted CAD or design workflows
 
-## Why it works well for AI-powered CAD apps
+### Why it works well for AI-powered CAD apps
 
-OpenGeometry is a good fit for **AI-assisted CAD apps** because the kernel layer stays explicit and deterministic. An AI copilot or agent can suggest modeling steps, generate profiles, or orchestrate edits, while OpenGeometry executes the actual geometry operations, booleans, projections, and exports in a predictable browser runtime.
+OpenGeometry is a good fit for **AI-assisted CAD apps** because the kernel layer stays explicit and deterministic. An AI assistant or agent can suggest modeling steps, generate profiles, or orchestrate edits, while OpenGeometry executes the actual geometry operations, booleans, and exports in a predictable browser runtime.
 
 Good examples include:
 
-- AI copilots that translate user intent into concrete modeling operations
+- AI assistants that translate user intent into concrete modeling operations
 - prompt-to-geometry or agent-driven editing flows inside browser CAD tools
-- AI first design interfaces that still need reliable extrusion, boolean, projection, and export workflows
+- AI-first design interfaces that still need reliable extrusion, boolean, and export workflows
 
 ## Good fit / Not the right fit
 
@@ -63,7 +134,7 @@ Good examples include:
 
 - browser CAD, mechanical design, and geometry-heavy web applications
 - Three.js-based modeling tools that need a real kernel behind them
-- AI first CAD frontends that need deterministic geometry execution in the browser
+- AI-first CAD frontends that need deterministic geometry execution in the browser
 
 **Not the default fit**
 
@@ -71,127 +142,122 @@ Good examples include:
 - non-browser runtimes with no WebAssembly or browser delivery story
 - pure visualization-only apps where raw Three.js is enough and kernel-backed modeling is unnecessary
 
-## AI and Coding Agent Entrypoints
-
-If you are using ChatGPT, Claude, Gemini, Copilot, or other coding agents on this repository, start here:
-
-- [AGENTS.md](./AGENTS.md) - single source of truth for all coding agents (architecture, commands, gotchas, behavioral rules)
-- [README.md](./README.md) - product overview, positioning, and quick start
-- [Quickstart](https://docs.opengeometry.io/OpenGeometry/quickstart)
-- [Installation](https://docs.opengeometry.io/OpenGeometry/installation)
-- [Boolean operations](https://docs.opengeometry.io/OpenGeometry/concepts/booleans)
-- [Extrude](https://docs.opengeometry.io/OpenGeometry/api/operations/extrude)
-
-### What you can do today
-
-| Category | Capabilities |
-| --- | --- |
-| **Primitives** | Lines, arcs, curves, polylines, rectangles |
-| **Shapes** | Polygons, solids, cuboids, cylinders, spheres, wedges, sweeps, openings |
-| **Operations** | Triangulation, extrusion, sweep, offset, boolean operations |
-| **Exports** | STL, STEP, IFC, PDF projection (PDF is currently native/Node-only — browser PDF is on the roadmap) |
-| **Integration** | Three.js scene management, WebAssembly-powered performance |
-
-## Demos
-
-See OpenGeometry in action — interactive, browser-based demos showcasing the kernel's capabilities:
-
-**[demos.opengeometry.io](https://demos.opengeometry.io)**
+## Who is this for?
 
-Demos include primitives rendering, shape generation, sweep operations, boolean operations, file exports, and more. All running client-side via WebAssembly.
+- Teams building **browser-based CAD and geometry tools**
+- Developers evaluating **WebAssembly-powered 3D** for the web
+- Contributors interested in the **Rust → WASM geometry pipeline**
+- Anyone exploring **open-source CAD kernel internals**
 
-## Quick Start
+If you just want a quick look, start with the [hosted demos](https://demos.opengeometry.io?utm_source=github) or the [examples](./main/opengeometry-three/examples-vite/).
 
-Install from npm:
+## Using OpenGeometry with AI coding assistants
 
-```bash
-npm install opengeometry
-```
+This section is a compact reference for writing OpenGeometry 2.5 code, by hand or with a coding assistant.
 
-A practical browser deployment looks like this: install `opengeometry` from npm, serve `opengeometry_bg.wasm` from your app, then initialize the runtime once with `OpenGeometry.create({ wasmURL })` before creating `Vector3` values or kernel-backed wrappers.
+**Package.** `opengeometry` on npm. ES modules only, types included, peer dependency `three` `>=0.168.0 <0.185.0`.
 
-```ts
-import { Cuboid, OpenGeometry, Vector3 } from "opengeometry";
-
-await OpenGeometry.create({
-  wasmURL: new URL(
-    "node_modules/opengeometry/opengeometry_bg.wasm",
-    import.meta.url
-  ).href,
-});
-
-// Initialize once before constructing Vector3 or any wrapper.
-const cuboid = new Cuboid({
-  center: new Vector3(0, 0, 0),
-  width: 2,
-  height: 1,
-  depth: 1,
-  color: 0x33aa66,
-});
-
-// Placement is strict: scale must be positive + uniform.
-cuboid.setPlacement({
-  translation: new Vector3(1, 0, 0),
-  rotation: new Vector3(0, 0.25, 0),
-  scale: new Vector3(1.25, 1.25, 1.25),
-});
-```
+**Which line is installed.** The 2.5 entry exports `OpenGeometry.create`, `Solid` and `Wire`. Code that uses `Cuboid`, `Vector3` or `setPlacement` is written for 2.0 and does not work with 2.5. The `version` in `node_modules/opengeometry/package.json` settles it.
 
-Scenegraph behavior is snapshot-based: `add*ToScene` captures geometry at insert time. If you change placement/config later, push updates explicitly via `replaceBrepEntityInScene` or `refreshBrepEntityInScene`.
+**The whole public surface.** The entry exports `OpenGeometry`, `Solid`, `Wire`, `SystemAssembly`, `OGMark`, `OGError` and the `OG_*` constants. Every point and vector is `[x, y, z]`. Model units are metres, and Y is up.
 
-For a complete walkthrough, see the [Quick Start guide](https://docs.opengeometry.io/OpenGeometry/quickstart) or clone the [quickstart-js](https://github.com/OpenGeometry-io/quickstart-js) repo.
+| Export | Call and parameters |
+| --- | --- |
+| `OpenGeometry.create` | `await OpenGeometry.create(input?, options?)`. `input`: `{ wasmURL?, wasmModule? }`. `options`: `{ workerURL?, tessellation?: 'worker' \| 'inline' }`. |
+| `Wire` | `new Wire(kind, params, options?)`. `OG_PRIMITIVE_RECTANGLE` `{ width, breadth }`, `OG_PRIMITIVE_CIRCLE` `{ radius }`, `OG_PRIMITIVE_POLYLINE` `{ points, closed? }`. |
+| `Solid` | `new Solid(kind, params, options?)`. `OG_PRIMITIVE_CUBOID` `{ width, height, depth }`, `OG_PRIMITIVE_CYLINDER` `{ radius, height }`, `OG_OPERATION_EXTRUDE` `{ profile, holes?, distance }`, `OG_OPERATION_SWEEP` `{ profile, path }`; `profile`, `holes` and `path` are wires. |
+| Body options | `{ ogId?, parent?, appearance?, plane? }`. `plane` is `{ origin?, normal?, xDirection? }` and applies to primitives only; by default it is the ground plane through the origin, normal `[0, 1, 0]`, x direction `[1, 0, 0]`. |
+| Booleans | `solid.operate(kind, { tools, instances? })` with `OG_OPERATION_SUBTRACT`, `OG_OPERATION_UNION` or `OG_OPERATION_INTERSECT`; `tools` is one to a hundred solids. |
+| Transforms | `node.transform(kind, params)` on a body or an assembly: `OG_TRANSFORM_TRANSLATE` `{ offset }`, `OG_TRANSFORM_ROTATE` `{ axis, degrees, pivot? }`, `OG_TRANSFORM_SCALE` `{ factor, pivot? }`, `OG_TRANSFORM_PLACE` `{ origin?, xDirection?, normal?, scale? }`. `getPlacement()` and `getWorldPlacement()` return `{ origin, xDirection, normal, scale }`. |
+| Edits | `body.rebuild(kind, params, { instances? })` with the kinds and parameters above; a wire stays a wire and a solid a solid. |
+| Copies | `body.duplicate({ ogId?, parent? })` makes an independent copy; `body.instance({ ogId?, parent? })` shares the shape. `getInstanceCount()`, `makeUnique()`. |
+| `SystemAssembly` | `new SystemAssembly({ ogId?, parent? })`. `addChild(children, { keepWorld? })`, `removeChild(child, { keepWorld? })`, `getChildren()`, `getParent()`, `getBounds()`, `transform`, `dispose()`. Bodies have the same tree methods. |
+| Queries | `getBounds()` (`[minX, minY, minZ, maxX, maxY, maxZ]`, or `null`), `getBrep()`, `solid.getReport()` (the last boolean's report, or `null`). |
+| Appearance | `appearance` in the options, or `body.setAppearance({ color?, opacity?, outline?, pickOutline?, deflection? })`. |
+| Display | `OpenGeometry.settled({ deflection? })` resolves to `{ failed }`; `OpenGeometry.flush({ geometry?: 'sync' })`; `OpenGeometry.setDisplayDeflection(world?)`; `OpenGeometry.setCameraMotion(moving)`. |
+| Picking | `OpenGeometry.resolveHit(intersection)` takes a Three.js raycast hit and returns `{ ogId, shapeRevision, faceId?, edgeId? }` or `undefined`. |
+| `OGMark` | `const mark = OpenGeometry.mark()`, then `mark.rollback()` and `mark.release()`. `OpenGeometry.markStats()` returns `{ liveMarks, retainedRevisions }`. `OpenGeometry.transaction(fn, { dryRun? })` runs a synchronous `fn` and rolls back if it throws. |
+| Events | `OpenGeometry.on(event, handler)` with `'geometry'`, `'warning'`, `'error'` or `'fatal'`; it returns a function that unsubscribes. |
+| STEP | `await OpenGeometry.exportStep({ nodes, unit?, upAxis?, name?, timestamp? })` returns `{ text, report }`. `nodes`: bodies, assemblies or `ogId` strings. `unit`: `'millimetre'` (default) or `'metre'`; `upAxis`: `'Z'` (default) or `'Y'`. |
+| `OGError` | Failures throw an `OGError` with `code` (for example `InvalidParameter`, `SharedShape`, `Disposed`), `call`, `message` and `details`. |
+| Reset | `OpenGeometry.reset()` frees every body and leaves an empty document. |
+| Typed parameters | `OG_PRIMITIVE_PARAMS_<KIND>(params)`, `OG_OPERATION_PARAMS_EXTRUDE(params)` and `OG_OPERATION_PARAMS_SWEEP(params)` return their argument unchanged; they only give the object a type. |
+
+**Rules that are easy to get wrong.**
+
+- Await `OpenGeometry.create` once before creating any body.
+- `workerURL` belongs to the second argument of `create`, not the first.
+- Node has no `Worker` and cannot fetch a `file:` URL. Pass the compiled module instead; tessellation then runs inline:
+
+  ```js
+  import { readFileSync } from 'node:fs';
+  import { OpenGeometry } from 'opengeometry';
+
+  const wasm = readFileSync(new URL(import.meta.resolve('opengeometry/opengeometry_bg.wasm')));
+  await OpenGeometry.create({ wasmModule: new WebAssembly.Module(wasm) });
+  ```
+
+- `operate` changes the target's shape once. The tools stay separate, live solids: moving or disposing a tool later does not change the target, and a tool is drawn only if you add it to the scene.
+- `rebuild` replaces the shape, so an earlier `operate` result is gone; call `operate` again after it.
+- A shape shared by instances cannot be edited one node at a time: pass `{ instances: 'all' }` or call `makeUnique()` first, or the call throws `SharedShape`.
+- Move bodies with `transform`. Setting `body.position`, `rotation` or `scale` is reverted with a `PlacementOverwritten` warning.
+- Add bodies to the Three.js scene yourself; a `SystemAssembly` is not a Three.js object.
+- Surfaces use `MeshStandardMaterial`, so the scene needs a light.
+- Rendering is what asks for geometry. Render in a loop, or render once, `await OpenGeometry.settled()`, and render again. `settled` returns at once if nothing has been rendered.
+- STEP export defaults to millimetres and Z up. A wire cannot be exported on its own: the selection must contain a solid.
+- Call `dispose()` on bodies and assemblies you no longer need.
+- Catch `OGError` and branch on `code`. After a `'fatal'` event the runtime refuses every call until `OpenGeometry.reset()`.
+
+**What does not exist.** IFC, STL and PDF export, projection, offset, loft, public triangulation, arcs, curves, spheres, wedges, and the 2.0 classes. Do not call them.
+
+**Where the truth is.** `index.d.ts` in the installed package lists every export and its types. The examples in [`main/opengeometry-three/examples-vite/`](./main/opengeometry-three/examples-vite/) are working 2.5 code, except that they import the built package by path (`../../../dist/index.js`) where an app imports from `'opengeometry'`.
 
 ## Documentation
 
-Full API reference, guides, and concepts are available at:
-
-**[docs.opengeometry.io](https://docs.opengeometry.io)**
-
-Key pages:
-- [Installation](https://docs.opengeometry.io/OpenGeometry/installation)
-- [Quick Start](https://docs.opengeometry.io/OpenGeometry/quickstart)
-- [Architecture & Concepts](https://docs.opengeometry.io/OpenGeometry/concepts/architecture)
-- [API Reference](https://docs.opengeometry.io/OpenGeometry/api/)
+The hosted documentation at **[docs.opengeometry.io](https://docs.opengeometry.io?utm_source=github)** still describes the 2.0 API. For 2.5, use this README, the types in the package and the examples. To move code written for 2.0 to 2.5, follow [MIGRATION.md](./MIGRATION.md).
 
-## Repository Structure
+## Repository structure
 
-```
-main/opengeometry          Rust core → WebAssembly
-main/opengeometry-three    Three.js integration layer
-main/opengeometry-webgl    WebGL-oriented package (WIP)
-main/opengeometry-babylon  Babylon.js-oriented package (WIP)
-docs/                      Documentation source (Mintlify)
-```
+| Path | What it holds |
+| --- | --- |
+| [`main/opengeometry/`](./main/opengeometry/) | The Rust kernel, built to WebAssembly |
+| [`main/opengeometry-three/`](./main/opengeometry-three/) | The Three.js SDK, published as `opengeometry` |
+| [`main/scripts/`](./main/scripts/) | Build, check, benchmark and snapshot scripts |
+| [`docs/`](./docs/) | The 2.0 documentation source, not yet rewritten for 2.5 |
 
-## Building from Source
+## Building from source
 
-**Prerequisites:** Node.js, npm, Rust 1.89.0+ with `wasm32-unknown-unknown`, `wasm-pack`
+**Prerequisites:** Node.js 26 and npm, Rust 1.88.0 with the `wasm32-unknown-unknown` target (pinned in `main/rust-toolchain.toml`), and `wasm-pack`.
 
 ```bash
-# Install dependencies
-npm install
+npm --prefix main ci
+npm run build
+npm run dev-example
+npm test
+npm run check
+npm run check:full
+```
 
-# Build Rust core → WebAssembly
-npm run build-core
+- `npm --prefix main ci` installs the dependencies.
+- `npm run build` builds the kernel to WebAssembly and the SDK, and writes the package to `main/dist/`.
+- `npm run dev-example` serves the example pages on a local Vite server; build first.
+- `npm test` runs the kernel's Rust tests.
+- `npm run check` runs the gate: formatting, lints, type checks, source rules, the build, the Rust, WebAssembly and Node tests, and the performance budgets.
+- `npm run check:full` runs the same gate plus the browser tests on three 0.168 and 0.184. The browser tests need Playwright's Chromium, installed with `npx playwright install chromium` in `main/` (on Linux, add `--with-deps` to install the system libraries, as CI does).
 
-# Build everything (core + Three.js + WASM copy)
-npm run build
+More in [developer.md](./developer.md).
 
-# Run the Three.js example app locally
-npm --prefix main/opengeometry-three run dev-example-three
+## Built with OpenGeometry
 
-# Run tests
-npm test
-```
+If your project uses OpenGeometry, please add the badge to your README and link back to us. It helps other people find the project.
 
-## Who is this for?
+[![Built with OpenGeometry](https://img.shields.io/badge/built%20with-OpenGeometry-4460FF?style=flat-square)](https://opengeometry.io?utm_source=built-with-badge)
 
-- Teams building **browser-based CAD and geometry tools**
-- Developers evaluating **WebAssembly-powered 3D** for the web
-- Contributors interested in the **Rust → WASM geometry pipeline**
-- Anyone exploring **open-source CAD kernel internals**
+```md
+[![Built with OpenGeometry](https://img.shields.io/badge/built%20with-OpenGeometry-4460FF?style=flat-square)](https://opengeometry.io?utm_source=built-with-badge)
+```
 
-If you just want a quick look, start with the [hosted demos](https://demos.opengeometry.io) or the [quickstart repo](https://github.com/OpenGeometry-io/quickstart-js).
+Then tell us about it on [Discord](https://discord.com/invite/9wJpbfgGGA): we like to see what you build.
 
 ## Community
 
@@ -205,13 +271,11 @@ We'd love to have you involved — whether you're using OpenGeometry, building o
 
 ## Contributing
 
-OpenGeometry is open source under the [MPL-2.0 license](./LICENSE.md). Contributions are welcome — check the [issues](https://github.com/OpenGeometry-io/OpenGeometry/issues) for good starting points or open a discussion on [Discord](https://discord.com/invite/9wJpbfgGGA).
+Contributions are welcome — check the [issues](https://github.com/OpenGeometry-io/OpenGeometry/issues) for good starting points or open a discussion on [Discord](https://discord.com/invite/9wJpbfgGGA). [developer.md](./developer.md) covers building, checks and releases.
 
-## AI Agent Docs Policy
+## License
 
-- If you're an AI agent, start with [AGENTS.md](./AGENTS.md) for architecture, commands, and behavioral rules.
-- Agents should not create planning, handoff, or runbook files during a task. The
-  conversation, the diff, and the commit message are the handoff.
+OpenGeometry is released under the Mozilla Public License 2.0 (MPL-2.0). See [LICENSE.md](./LICENSE.md).
 
 ---
 
diff --git a/developer.md b/developer.md
index 27803f6..49e7e93 100644
--- a/developer.md
+++ b/developer.md
@@ -1,60 +1,139 @@
 # Developer Documentation
 
-Contributor-facing notes. For agent guidance see [AGENTS.md](./AGENTS.md). For end-user
-docs see [README.md](./README.md) and [docs.opengeometry.io](https://docs.opengeometry.io).
+Contributor-facing notes. For end-user docs see [README.md](./README.md);
+[docs.opengeometry.io](https://docs.opengeometry.io) still describes the 2.0 API.
 
 ## Prerequisites
 
-- Node.js (CI uses 18; any LTS is fine locally)
-- Rust toolchain (stable)
-- `wasm-pack` — `brew install wasm-pack` on macOS, or `cargo install wasm-pack`
+- Node.js 26 (what CI uses)
+- Rust toolchain 1.88.0
+- `wasm-pack` (CI uses 0.13.1) — `brew install wasm-pack` on macOS, or
+  `cargo install wasm-pack`
 
 ## Project layout
 
 - `main/opengeometry/` — Rust core compiled to WebAssembly
 - `main/opengeometry-three/` — Three.js wrapper (the published TypeScript SDK)
-- `main/opengeometry-{webgl,babylon,ios,export-io,export-schema}/` — empty scaffolds
-- `dist/` — generated NPM bundle (do not edit)
+- `main/dist/` — generated npm bundle (do not edit)
 
 ## Local build
 
 ```bash
-npm install
-npm run build              # Full pipeline: Rust → WASM → TS bundle → dist/
-npm test                   # Cargo unit + integration tests (no TypeScript tests yet)
+npm --prefix main ci
+npm run build              # Full pipeline: Rust → WASM → TS bundle → main/dist/
+npm test                   # Cargo unit + integration tests
 ```
 
-`npm run build` runs `build-core` (wasm-pack + cargo release), `build-three`
-(clean `dist/`, then Rollup), and `prepare-dist` (copy WASM and package metadata) in
-order. The clean step removes declarations for deleted sources before Rollup emits
-new ones. Running the stages out of order produces stale `pkg/` and bundle
-mismatches — see `.claude/skills/wasm-build-flow.md` if you hit that.
+`npm run build` runs `build-core` (wasm-pack only), then `rollup -c`, then
+`node scripts/build/prepare-dist.mjs` (copy WASM, package metadata, the README and the
+licence) in order, all inside `main/`. There is no clean step. Running the stages out of
+order produces stale `pkg/` and bundle mismatches.
 
 ## Running the example app
 
 ```bash
-npm --prefix main/opengeometry-three run dev-example-three      # Vite dev server
-npm --prefix main/opengeometry-three run build-example-three    # Static build
-npm --prefix main/opengeometry-three run preview-example-three  # Preview the build
+npm --prefix main run dev-example      # Vite dev server
+npm --prefix main run build-example    # Static build
 ```
 
+Run `npm run build` first, because the examples import `main/dist/index.js` by path and
+are served with `main/dist/` as their public folder.
+
 The example catalog lives at `main/opengeometry-three/examples-vite/`. Use it (rather
 than copying the build into a sibling repo) for local validation.
 
+## Verification and CI
+
+Both check commands work from the repository root and from the `main/` folder, and
+write their logs to `main/.check/`.
+
+- `npm run check` runs the 18-step gate: formatting, clippy and tests of the kernel
+  and `test-support` crates, the WebAssembly tests, the build, the worker-bundle check,
+  lint, type checks, source rules, import cycles, duplicates, the example build, and the
+  binding, Node and performance tests.
+- `npm run check:full` runs the same 18 steps plus the Playwright browser tests on
+  three 0.168 and 0.184 (20 steps). It needs Playwright's Chromium:
+  `npx playwright install chromium` in `main/` (on Linux with `--with-deps`, as CI does).
+
+The root `README.md` is part of the gate. In the Node tests,
+`main/scripts/build/readme-code.test.mjs` type-checks every `ts` block of the README
+against `main/dist/`, fails on a `ts`, `typescript` or `tsx` block it does not read, and
+checks that `main/opengeometry-three/tests/browser/pages/quick-start.ts` holds the README's
+`OpenGeometry.create(` line. The browser suite runs that page, which is a hand copy of the
+README's quick start, so a change to the quick start changes `pages/quick-start.ts` too.
+The same test type-checks the `ts` blocks of `MIGRATION.md` and fails on a fence it does
+not read there; the quick-start check covers the README only. The build ships the README,
+with its relative links made absolute, and `LICENSE.md` in `main/dist/`. `MIGRATION.md`
+is not shipped: the package README links to it on GitHub's `main` branch.
+
+`.github/workflows/verify.yml` runs on every push and pull request that changes `main/**`,
+`README.md`, `MIGRATION.md`, `LICENSE.md` or the workflow file, on Ubuntu and macOS. It
+runs `npm run check`, then the two browser runs (`node scripts/check/verify.mjs --full
+--only browser:three-168` and `--only browser:three-184`), then a fixed two-second guard
+on one kernel boolean (`cargo run --release --example budgets` in `main/opengeometry/`),
+which compares with no recorded result. It uploads the check logs and, from Ubuntu, the
+STEP exports. It can also be started by hand.
+
+Three checks compare with numbers recorded on one machine, so they run on a developer's
+machine and not on CI (where `CI` is `true`). Nothing is recorded on CI.
+
+- The kernel golden test compares the hash of every scene with the golden file of its
+  target; the one recorded file is
+  `main/opengeometry/tests/fixtures/golden/aarch64-apple-darwin.json`. On CI, and on a
+  target with no golden file, it still builds every scene and compares no hash. Its other
+  checks apply there too, except that on CI a boolean matrix row that differs from its
+  stored result is not a failure. `TARGETS.md` in that folder says how to record.
+- The timing budgets compare the performance medians and the storey timings with the
+  block of `timings` in `main/scripts/bench/performance-baseline.json` that is named after
+  the machine, such as `darwin-arm64`. On CI the timings are measured and printed, not
+  checked, and a machine with no block is not checked either. The size budgets in the
+  same file are checked everywhere. To record a machine, copy into its block the
+  `timings` that `npm run test:performance` prints, and the `renderMs`,
+  `transformFlushMs` and `stepMs` of the "Storey performance baseline:" line of the
+  browser run as `storeyFirstRenderMs`, `storeyTransformFlushMs` and `storeyStepMs`, and
+  set `measuredOn` to the date. A block needs the three storey keys.
+- The kernel tests of the `cases` and `step_oracle` test binaries that compare a body
+  built by the kernel or returned by a boolean, a tessellation, a STEP text or a STEP
+  report digit for digit with one stored under `main/opengeometry/tests/fixtures/cases/`
+  make that comparison off CI only. On CI they still run every case and keep their other
+  checks, such as validity, volumes, handler lists and stored errors. A stored body that
+  is only read and written back is still compared digit for digit everywhere, and
+  `main/opengeometry/tests/wasm_core.rs` compares, on every machine, the stored
+  tessellations within four ULP and the stored metre STEP texts entity for entity with
+  their numbers within four ULP.
+
+The kernel tests also read `main/opengeometry/tests/fixtures/cases/`, which holds test
+inputs and stored expected results. The BRep bodies are both: each is the stored result
+of a builder or of one of five booleans, and an input of the STEP and round-trip tests;
+the twelve builder bodies are also inputs of the tessellation tests. The boolean and
+batch matrix rows hold their inputs with their stored
+result and handlers, and each validity body has its stored verdict. The other stored
+results are tessellations, STEP texts, reports and errors, and handler lists. They were
+first recorded from the 2.0 kernel by a tool that no longer exists, so no command
+regenerates them. A change that moves one edits the stored file by hand in the same
+commit and says why. The golden file is the only fixture with a record command.
+
 ## Release process
 
-1. Bump `version` in both `package.json` and `main/opengeometry/Cargo.toml` so they
-   match.
-2. Run the full build + test locally:
+1. Bump `version` in `main/package.json`, `main/package-lock.json`,
+   `main/opengeometry/Cargo.toml`, `main/opengeometry/Cargo.lock` and
+   `main/opengeometry/test-support/Cargo.lock` so they match (CI fetches with `--locked`).
+2. If the release changes how existing code must be written, check that `MIGRATION.md`
+   has its entry (its "Adding an entry" section asks for it in the change that broke the
+   code) and rename an "Unreleased" section after the two versions, such as "2.5 to 2.6".
+3. Run both gates with `CI` unset on a machine that has a golden file for its target and
+   a `timings` block, where the golden comparison, the comparisons with stored results and
+   the timing budgets run:
    ```bash
-   npm run build
-   npm test
+   npm run check
+   npm run check:full
    ```
-3. Push to `main`. The GitHub Action at `.github/workflows/release.yml` detects the
-   version bump, rebuilds, runs tests (now required to pass), and publishes to NPM if
-   the version is not already on the registry.
-4. The action also creates a GitHub release tagged `v<version>`.
+4. Merge to the `main` branch, then start the GitHub Action at
+   `.github/workflows/release.yml` by hand on the `main` branch; a push does not publish.
+   It rebuilds, runs `npm run check` (required to pass), and publishes `main/dist/` to npm
+   if the version is not already on the registry.
+5. The action also creates a GitHub release tagged `v<version>`.
 
 If the publish step fails for an environmental reason but the version was already
-bumped, re-running the workflow will re-attempt publish (the action checks NPM and only
+bumped, re-running the workflow will re-attempt publish (the action checks npm and only
 publishes if the version is missing).
diff --git a/docs/AGENTS.md b/docs/AGENTS.md
deleted file mode 100644
index cebd973..0000000
--- a/docs/AGENTS.md
+++ /dev/null
@@ -1,33 +0,0 @@
-> **First-time setup**: Customize this file for your project. Prompt the user to customize this file for their project.
-> For Mintlify product knowledge (components, configuration, writing standards),
-> install the Mintlify skill: `npx skills add https://mintlify.com/docs`
-
-# Documentation project instructions
-
-## About this project
-
-- This is a documentation site built on [Mintlify](https://mintlify.com)
-- Pages are MDX files with YAML frontmatter
-- Configuration lives in `docs.json`
-- Run `mint dev` to preview locally
-- Run `mint broken-links` to check links
-
-## Terminology
-
-{/* Add product-specific terms and preferred usage */}
-{/* Example: Use "workspace" not "project", "member" not "user" */}
-
-## Style preferences
-
-{/* Add any project-specific style rules below */}
-
-- Use active voice and second person ("you")
-- Keep sentences concise — one idea per sentence
-- Use sentence case for headings
-- Bold for UI elements: Click **Settings**
-- Code formatting for file names, commands, paths, and code references
-
-## Content boundaries
-
-{/* Define what should and shouldn't be documented */}
-{/* Example: Don't document internal admin features */}
diff --git a/docs/README.md b/docs/README.md
index 4552fbc..055c983 100644
--- a/docs/README.md
+++ b/docs/README.md
@@ -12,18 +12,6 @@ Click the green **Use this template** button at the top of this repo to copy the
 
 **[Follow the full quickstart guide](https://starter.mintlify.com/quickstart)**
 
-## AI-assisted writing
-
-Set up your AI coding tool to work with Mintlify:
-
-```bash
-npx skills add https://mintlify.com/docs
-```
-
-This command installs Mintlify's documentation skill for your configured AI tools like Claude Code, Cursor, Windsurf, and others. The skill includes component reference, writing standards, and workflow guidance.
-
-See the [AI tools guides](/ai-tools) for tool-specific setup.
-
 ## Development
 
 Install the [Mintlify CLI](https://www.npmjs.com/package/mint) to preview your documentation changes locally. To install, use the following command:
diff --git a/docs/api/export/ifc.mdx b/docs/api/export/ifc.mdx
index bf042f4..b46c881 100644
--- a/docs/api/export/ifc.mdx
+++ b/docs/api/export/ifc.mdx
@@ -9,7 +9,7 @@ Analytic IFC export has two v2 workflows:
 
 - `solid.exportIfc()` writes one IFC4 product directly from the authoritative BRep.
 - `solid.prepareIfcExchange()` returns the strict Rust-prepared `AnalyticExchangeBodyV2` used by a
-  semantic BIM assembler such as OpenPlans and `openplans-ifc-py`.
+  semantic BIM assembler such as Floorkit and `openplans-ifc-py`.
 
 Both workflows retain analytic surfaces and curves, actual face/bound orientations, cavities,
 general bounded intersection curves, and face provenance. They do not inspect a viewport mesh.
diff --git a/docs/api/shapes/analytic-solid.mdx b/docs/api/shapes/analytic-solid.mdx
index 0327c5d..ecc60d3 100644
--- a/docs/api/shapes/analytic-solid.mdx
+++ b/docs/api/shapes/analytic-solid.mdx
@@ -132,7 +132,7 @@ Call `lod.update(camera, renderer.domElement.height)` each frame. Visible bodies
 
 Await `lod.refine(worldDeflection)` before image export to require explicit refinement. Positive uniform scale adjusts local deflection; unsupported placement returns an error. Render LOD never refreshes authored scene snapshots.
 
-OpenPlans `OpenThree.enableAnalyticLod(options)` uses this service. Await `syncAnalyticLod()` after authored tree replacements, then `refineAnalyticView(deflection)` before synchronous image capture. The downstream `views/analytic-rendering.html` example exercises those calls and semantic v2 exchange. Current development uses the local tested kernel artifact; a coordinated published major release remains pending.
+Floorkit `OpenThree.enableAnalyticLod(options)` uses this service. Await `syncAnalyticLod()` after authored tree replacements, then `refineAnalyticView(deflection)` before synchronous image capture. The downstream `views/analytic-rendering.html` example exercises those calls and semantic v2 exchange. Current development uses the local tested kernel artifact; a coordinated published major release remains pending.
 
 ## Feature outlines
 
diff --git a/docs/concepts/exports.mdx b/docs/concepts/exports.mdx
index 029b833..7d969be 100644
--- a/docs/concepts/exports.mdx
+++ b/docs/concepts/exports.mdx
@@ -42,7 +42,7 @@ quality.
 [`WorldGraph`](/api/scene/scene-management) is the kernel's single scene. Its `exportStl`,
 `exportStep`, and `exportIfc` write world-placed schema-v1 bodies and refuse analytic definitions;
 export analytic solids through their own STEP/STL/IFC methods. For semantic multi-element
-IFC, collect `prepareIfcExchange()` bodies under schema `"2.0"`; OpenPlans keeps multiple bodies of
+IFC, collect `prepareIfcExchange()` bodies under schema `"2.0"`; Floorkit keeps multiple bodies of
 one authored element in one `FREEFORM_ANALYTIC.geometries` array.
 
 ## Runtime differences
diff --git a/docs/what-is-opengeometry.mdx b/docs/what-is-opengeometry.mdx
index 66cd7c5..c8f450c 100644
--- a/docs/what-is-opengeometry.mdx
+++ b/docs/what-is-opengeometry.mdx
@@ -11,10 +11,10 @@ OpenGeometry makes it easy to build sophisticated CAD applications, browser-base
 
 OpenGeometry works with Three.js with plans to support other 3D libraries as well.
 
-OpenPlans is a dedicated toolkit/application for architects and interior designers that is built on top of OpenGeometry. It is a downstream AEC workflow layer, while OpenGeometry is the core engine.
+Floorkit is a dedicated toolkit/application for architects and interior designers that is built on top of OpenGeometry. It is a downstream AEC workflow layer, while OpenGeometry is the core engine.
 
 <Tip>
-Check out [OpenPlans](https://openplans.io) for more information.
+Check out [Floorkit](https://ploterr.com/floorkit) for more information.
 </Tip>
 
 ## Why OpenGeometry?
diff --git a/eslint.config.js b/eslint.config.js
deleted file mode 100644
index 6a11890..0000000
--- a/eslint.config.js
+++ /dev/null
@@ -1,57 +0,0 @@
-import js from '@eslint/js';
-import tseslint from '@typescript-eslint/eslint-plugin';
-import tsparser from '@typescript-eslint/parser';
-
-export default [
-  js.configs.recommended,
-  {
-    files: ['**/*.js', '**/*.mjs', '**/*.cjs'],
-    languageOptions: {
-      ecmaVersion: 2020,
-      sourceType: 'module',
-      globals: {
-        console: 'readonly',
-        process: 'readonly',
-      },
-    },
-  },
-  {
-    files: ['**/*.ts', '**/*.tsx'],
-    languageOptions: {
-      parser: tsparser,
-      parserOptions: {
-        ecmaVersion: 2020,
-        sourceType: 'module',
-        project: './tsconfig.json',
-      },
-      globals: {
-        console: 'readonly',
-        document: 'readonly',
-        window: 'readonly',
-        navigator: 'readonly',
-        URL: 'readonly',
-        Worker: 'readonly',
-        MessageEvent: 'readonly',
-        DOMException: 'readonly',
-        performance: 'readonly',
-      },
-    },
-    plugins: {
-      '@typescript-eslint': tseslint,
-    },
-    rules: {
-      'no-console': 'warn',
-      'no-unused-vars': 'off',
-      '@typescript-eslint/no-unused-vars': 'warn',
-      '@typescript-eslint/no-explicit-any': 'warn',
-    },
-  },
-  {
-    ignores: [
-      'dist/',
-      'node_modules/',
-      'main/opengeometry/pkg/',
-      'main/opengeometry/target/',
-    ],
-  },
-];
diff --git a/main/eslint.config.js b/main/eslint.config.js
new file mode 100644
index 0000000..d6d61a0
--- /dev/null
+++ b/main/eslint.config.js
@@ -0,0 +1,324 @@
+import js from '@eslint/js';
+import rawPlugin from '@typescript-eslint/eslint-plugin/use-at-your-own-risk/raw-plugin';
+import EXCEPTIONS from './scripts/check/lint-exceptions.json' with { type: 'json' };
+
+const SDK = 'opengeometry-three/src';
+const SDK_FILES = [`${SDK}/**/*.ts`, 'opengeometry-three/index.ts'];
+const CONSUMER_FILES = ['examples-vite', 'tests'].map((home) => `opengeometry-three/${home}/**/*.{ts,js,mjs}`);
+const CONSUMER_MESSAGE = 'Examples and tests use the built SDK, never src/.';
+const SDK_SOURCE_IMPORTS = ['(^|/)src/', '(^|/)(\\.\\.|opengeometry-three)(/|/index(\\.[jt]s)?)?$'];
+const JS_FILES = ['**/*.js', '**/*.mjs'];
+const WORKER_ENTRY = `${SDK}/rendering/tessellation-worker.ts`;
+const WORKER_FILES = [WORKER_ENTRY, `${SDK}/rendering/worker/**/*.ts`];
+
+const LAYERS = [
+  { name: 'dto', files: [`${SDK}/dto/**/*.ts`], imports: ['(^|/)dto/'] },
+  { name: 'errors', files: [`${SDK}/errors.ts`], imports: ['(^|/)errors(\\.js)?$'] },
+  {
+    name: 'constants',
+    files: [`${SDK}/constants/**/*.ts`, `${SDK}/limits.ts`],
+    imports: ['(^|/)constants/', '(^|/)limits(\\.js)?$'],
+  },
+  {
+    name: 'runtime-state',
+    files: [`${SDK}/runtime/runtime-state.ts`, `${SDK}/runtime/event-bus.ts`],
+    imports: ['(^|/)runtime-state(\\.js)?$', '(^|/)event-bus(\\.js)?$'],
+  },
+  { name: 'kernel', files: [`${SDK}/kernel/**/*.ts`], imports: ['(^|/)kernel/'] },
+  { name: 'world-graph', files: [`${SDK}/world-graph/**/*.ts`], imports: ['(^|/)world-graph/'] },
+  { name: 'rendering', files: [`${SDK}/rendering/**/*.ts`], imports: ['(^|/)rendering/'] },
+  { name: 'marks', files: [`${SDK}/marks/**/*.ts`], imports: ['(^|/)marks/'] },
+  { name: 'bodies', files: [`${SDK}/bodies/**/*.ts`], imports: ['(^|/)bodies/'] },
+  {
+    name: 'picking-export',
+    files: [`${SDK}/picking/**/*.ts`, `${SDK}/export/**/*.ts`],
+    imports: ['(^|/)picking/', '(^|/)export/'],
+  },
+  {
+    name: 'runtime',
+    files: [`${SDK}/runtime/create-runtime.ts`, `${SDK}/runtime/reset.ts`],
+    imports: ['(^|/)create-runtime(\\.js)?$', '(^|/)reset(\\.js)?$'],
+  },
+  { name: 'facade', files: [`${SDK}/opengeometry.ts`], imports: ['^(\\.{1,2}/)+(src/)?opengeometry(\\.js)?$'] },
+  {
+    name: 'entries',
+    files: ['opengeometry-three/index.ts', `${SDK}/testing/**/*.ts`],
+    imports: ['^(\\.\\./)*\\.\\.(/index(\\.js)?)?$', '(^|/)testing(/|$)'],
+  },
+];
+const THREE_AND_DOM_FREE = new Set(['dto', 'errors', 'constants', 'runtime-state', 'kernel', 'world-graph']);
+const THREE_IMPORTS = [{ regex: '^three(/|$)', message: 'This layer imports no three.' }];
+const GLUE_IMPORT = { regex: '(^|/)opengeometry/pkg/', message: 'Only kernel/** imports the WASM glue.' };
+const JS_SPECIFIER = {
+  regex: '^(?!.*/(dist|opengeometry/pkg)/)\\.\\.?/.*\\.js$',
+  message: 'A relative import names the TypeScript module without an extension;'
+    + ' only dist/*.js and the opengeometry/pkg glue keep .js.',
+};
+const WORKER_IMPORTS = [
+  ...THREE_IMPORTS,
+  { regex: '(^|/)(bodies|runtime)/', message: 'The worker imports no three, bodies or runtime.' },
+];
+const WORKER_BARRED_LAYERS = new Set(['bodies', 'runtime']);
+const DOM_MESSAGE = 'This layer uses no DOM.';
+const DOM_NAMES = [
+  'window', 'self', 'document', 'navigator', 'location', 'history', 'screen', 'frames', 'parent', 'top', 'opener',
+  'localStorage', 'sessionStorage', 'indexedDB', 'caches', 'customElements', 'devicePixelRatio', 'innerWidth',
+  'innerHeight', 'addEventListener', 'removeEventListener', 'dispatchEvent', 'postMessage', 'onmessage',
+  'requestAnimationFrame', 'cancelAnimationFrame', 'requestIdleCallback', 'cancelIdleCallback', 'getComputedStyle',
+  'matchMedia', 'alert', 'confirm', 'prompt', 'createImageBitmap', 'importScripts',
+  'Window', 'Document', 'Navigator', 'Node', 'Element', 'HTMLElement', 'HTMLCanvasElement', 'HTMLImageElement',
+  'SVGElement', 'Event', 'CustomEvent', 'EventTarget', 'MessageEvent', 'ErrorEvent', 'MessageChannel', 'MessagePort',
+  'BroadcastChannel', 'Worker', 'SharedWorker', 'Image', 'ImageData', 'ImageBitmap', 'OffscreenCanvas', 'Path2D',
+  'CanvasRenderingContext2D', 'OffscreenCanvasRenderingContext2D', 'WebGLRenderingContext', 'WebGL2RenderingContext',
+  'ResizeObserver', 'MutationObserver', 'IntersectionObserver', 'DOMParser', 'XMLHttpRequest', 'FileReader',
+];
+const DOM_TYPES = DOM_NAMES.filter((name) => /^[A-Z]/.test(name));
+const DOM_GLOBALS = DOM_NAMES.map((name) => ({ name, message: DOM_MESSAGE }));
+const DOM_PROPERTIES = DOM_NAMES.map((property) => ({ object: 'globalThis', property, message: DOM_MESSAGE }));
+
+const MODULE_STATE_MESSAGE = 'No module-level mutable state outside runtime/runtime-state.ts and the worker entry.';
+const MODULE_DECLARATORS = ['Program', 'Program > ExportNamedDeclaration']
+  .map((parent) => `${parent} > VariableDeclaration > VariableDeclarator`);
+const STATIC_FIELD = ':matches(PropertyDefinition, AccessorProperty)[static=true]';
+const MUTABLE_VALUE = ':matches(NewExpression, ObjectExpression, ArrayExpression, CallExpression)';
+const TYPE_WRAPPER = ':matches(TSAsExpression, TSTypeAssertion, TSSatisfiesExpression, TSNonNullExpression)'
+  + ":not([typeAnnotation.typeName.name='const'])";
+
+function mutableInitializers(holder, field) {
+  return [
+    `${holder} > ${MUTABLE_VALUE}.${field}`,
+    `${holder} > ${TYPE_WRAPPER}.${field} > ${MUTABLE_VALUE}.expression`,
+    `${holder} > ${TYPE_WRAPPER}.${field} > ${TYPE_WRAPPER}.expression > ${MUTABLE_VALUE}.expression`,
+  ];
+}
+
+export const RESTRICTED_SYNTAX = {
+  'json-parse': [{
+    selector: "MemberExpression:matches([object.name='JSON'], [object.property.name='JSON'])"
+      + ":matches([property.name='parse'], [property.value='parse'])",
+    message: 'JSON.parse only in world-graph/codec.ts and kernel/kernel-errors.ts.',
+  }],
+  'og-error-throw': [
+    { selector: "ThrowStatement > NewExpression:not([callee.name='OGError'])", message: 'Every throw is an OGError.' },
+    { selector: 'ThrowStatement > :not(NewExpression, Identifier)', message: 'Every throw is an OGError.' },
+  ],
+  'module-state': [
+    "Program > VariableDeclaration[kind!='const']",
+    "Program > ExportNamedDeclaration > VariableDeclaration[kind!='const']",
+    `${STATIC_FIELD}:not([readonly=true])`,
+    ...MODULE_DECLARATORS.flatMap((declarator) => mutableInitializers(declarator, 'init')),
+    ...mutableInitializers(STATIC_FIELD, 'value'),
+  ].map((selector) => ({ selector, message: MODULE_STATE_MESSAGE })),
+  'dom-types': [{
+    selector: `TSTypeReference > Identifier.typeName[name=/^(HTML|SVG)|^(${DOM_TYPES.join('|')})$/]`,
+    message: DOM_MESSAGE,
+  }],
+};
+const SYNTAX_HOMES = [
+  { file: `${SDK}/world-graph/codec.ts`, allows: ['json-parse'] },
+  { file: `${SDK}/kernel/kernel-errors.ts`, allows: ['json-parse'] },
+  { file: `${SDK}/runtime/runtime-state.ts`, allows: ['module-state'] },
+  { file: WORKER_ENTRY, allows: ['module-state'] },
+];
+
+function layerOf(file) {
+  return LAYERS.find((layer) => layer.files.some((pattern) => pattern === file
+    || (pattern.endsWith('/**/*.ts') && file.startsWith(pattern.slice(0, -'**/*.ts'.length)))));
+}
+
+function syntaxOptions(layer, allows) {
+  const groups = ['og-error-throw', 'json-parse', 'module-state'];
+  if (THREE_AND_DOM_FREE.has(layer.name)) groups.push('dom-types');
+  return ['error', ...groups.filter((group) => !allows.has(group)).flatMap((group) => RESTRICTED_SYNTAX[group])];
+}
+
+function syntaxAllowances(exceptions) {
+  const allowances = new Map();
+  const allow = (file, names) => {
+    allowances.set(file, new Set([...(allowances.get(file) ?? []), ...names]));
+  };
+  for (const home of SYNTAX_HOMES) allow(home.file, home.allows);
+  for (const entry of exceptions) {
+    for (const file of entry.files) if (entry.syntax) allow(file, entry.syntax);
+  }
+  return allowances;
+}
+
+function syntaxConfigs(exceptions) {
+  const layerWide = LAYERS.map((layer) => ({
+    files: layer.files,
+    rules: { 'no-restricted-syntax': syntaxOptions(layer, new Set()) },
+  }));
+  const allowed = [...syntaxAllowances(exceptions)].map(([file, allows]) => ({
+    files: [file],
+    rules: { 'no-restricted-syntax': syntaxOptions(layerOf(file), allows) },
+  }));
+  return [...layerWide, ...allowed];
+}
+
+function importOptions(layer, index, extra, barred) {
+  const upper = LAYERS.slice(index + 1)
+    .filter((above) => !barred.has(above.name))
+    .flatMap((above) => above.imports.map((regex) => ({
+      regex,
+      allowTypeImports: true,
+      message: `Layer order (D21): ${layer.name} may not value-import ${above.name}.`,
+    })));
+  const patterns = [...upper, ...extra];
+  if (layer.name !== 'kernel') patterns.push(GLUE_IMPORT);
+  if (THREE_AND_DOM_FREE.has(layer.name)) patterns.push(...THREE_IMPORTS);
+  return ['error', { patterns }];
+}
+
+function importConfigs() {
+  return LAYERS.flatMap((layer, index) => [
+    {
+      files: layer.files,
+      ignores: layer.name === 'rendering' ? WORKER_FILES : [],
+      rules: { '@typescript-eslint/no-restricted-imports': importOptions(layer, index, [], new Set()) },
+    },
+    ...(layer.name === 'rendering'
+      ? [{
+        files: WORKER_FILES,
+        rules: {
+          '@typescript-eslint/no-restricted-imports': importOptions(layer, index, WORKER_IMPORTS, WORKER_BARRED_LAYERS),
+        },
+      }]
+      : []),
+    ...(THREE_AND_DOM_FREE.has(layer.name)
+      ? [{
+        files: layer.files,
+        rules: {
+          'no-restricted-globals': ['error', ...DOM_GLOBALS],
+          'no-restricted-properties': ['error', ...DOM_PROPERTIES],
+        },
+      }]
+      : []),
+  ]);
+}
+
+function specifierSelectors(regex) {
+  const pattern = `/${regex.replaceAll('/', '\\/')}/i`;
+  return [
+    `ImportExpression > Literal.source[value=${pattern}]`,
+    `ImportExpression > TemplateLiteral.source[expressions.length=0] > TemplateElement[value.cooked=${pattern}]`,
+    `TSImportType > TSLiteralType.argument > Literal.literal[value=${pattern}]`,
+  ];
+}
+
+function consumerConfig() {
+  return {
+    files: CONSUMER_FILES,
+    rules: {
+      '@typescript-eslint/no-restricted-imports': ['error', {
+        patterns: SDK_SOURCE_IMPORTS.map((regex) => ({ regex, message: CONSUMER_MESSAGE })),
+      }],
+      'no-restricted-syntax': [
+        'error',
+        ...SDK_SOURCE_IMPORTS.flatMap(specifierSelectors).map((selector) => ({ selector, message: CONSUMER_MESSAGE })),
+      ],
+    },
+  };
+}
+
+function exceptionConfigs(exceptions) {
+  return exceptions
+    .filter((entry) => entry.rules)
+    .map((entry) => ({ files: entry.files, rules: Object.fromEntries(entry.rules.map((rule) => [rule, 'off'])) }));
+}
+
+const NAMING = [
+  'error',
+  { selector: 'default', format: ['camelCase'] },
+  { selector: 'typeLike', format: ['PascalCase'] },
+  { selector: 'enumMember', format: ['PascalCase'] },
+  { selector: 'variable', modifiers: ['const', 'global'], format: ['UPPER_CASE'] },
+  { selector: 'import', modifiers: ['namespace'], format: ['UPPER_CASE'] },
+  { selector: 'import', modifiers: ['default'], format: ['camelCase', 'PascalCase'] },
+  { selector: 'parameter', format: ['camelCase'], leadingUnderscore: 'allow' },
+  {
+    selector: ['objectLiteralProperty', 'typeProperty'],
+    format: ['camelCase'],
+    leadingUnderscore: 'allowDouble',
+  },
+  { selector: 'objectLiteralProperty', filter: { regex: '^module_or_path$', match: true }, format: null },
+  {
+    selector: ['objectLiteralProperty', 'typeProperty', 'objectLiteralMethod'],
+    modifiers: ['requiresQuotes'],
+    format: null,
+  },
+];
+const KERNEL_KEY_FILES = [`${SDK}/dto/brep.ts`, `${SDK}/dto/boolean-report.ts`];
+const KERNEL_KEY_NAMING = [
+  ...NAMING,
+  { selector: 'typeProperty', filter: { regex: '_', match: true }, format: ['snake_case'] },
+];
+
+function sharedRules(returnTypeNames) {
+  return {
+    'no-undef': 'off',
+    'max-len': ['error', { code: 120 }],
+    'max-lines': ['error', { max: 400 }],
+    'max-lines-per-function': ['error', { max: 60 }],
+    'max-classes-per-file': ['error', 1],
+    '@typescript-eslint/naming-convention': NAMING,
+    '@typescript-eslint/no-explicit-any': 'error',
+    '@typescript-eslint/no-unsafe-type-assertion': 'error',
+    '@typescript-eslint/no-non-null-assertion': 'error',
+    '@typescript-eslint/no-floating-promises': 'error',
+    '@typescript-eslint/switch-exhaustiveness-check': 'error',
+    '@typescript-eslint/only-throw-error': 'error',
+    '@typescript-eslint/consistent-type-imports': 'error',
+    '@typescript-eslint/explicit-module-boundary-types': ['error', { allowedNames: returnTypeNames }],
+    '@typescript-eslint/explicit-function-return-type': [
+      'error',
+      { allowExpressions: true, allowedNames: returnTypeNames },
+    ],
+    '@typescript-eslint/consistent-type-definitions': ['error', 'type'],
+    '@typescript-eslint/no-extraneous-class': ['error', { allowStaticOnly: true }],
+  };
+}
+
+export function lintConfig(exceptions, returnTypeNames) {
+  return [
+    {
+      ignores: [
+        'dist/**', 'opengeometry-three/examples-dist/**', 'opengeometry/**', 'tools/**', 'test-results/**',
+        'playwright-report/**', '**/*.d.ts',
+      ],
+    },
+    js.configs.recommended,
+    ...rawPlugin.flatConfigs['flat/strict-type-checked'],
+    ...rawPlugin.flatConfigs['flat/stylistic-type-checked'],
+    {
+      languageOptions: {
+        parserOptions: {
+          projectService: { allowDefaultProject: ['playwright.config.ts'], defaultProject: 'tsconfig.tests.json' },
+          tsconfigRootDir: import.meta.dirname,
+        },
+      },
+      rules: sharedRules(returnTypeNames),
+    },
+    { files: JS_FILES, ...rawPlugin.flatConfigs['flat/disable-type-checked'] },
+    {
+      files: JS_FILES,
+      rules: {
+        '@typescript-eslint/explicit-module-boundary-types': 'off',
+        '@typescript-eslint/explicit-function-return-type': 'off',
+        '@typescript-eslint/naming-convention': NAMING,
+      },
+    },
+    { files: SDK_FILES, rules: { 'max-lines': ['error', { max: 300 }] } },
+    { files: KERNEL_KEY_FILES, rules: { '@typescript-eslint/naming-convention': KERNEL_KEY_NAMING } },
+    ...importConfigs(),
+    ...syntaxConfigs(exceptions),
+    consumerConfig(),
+    {
+      files: [...SDK_FILES, 'opengeometry-three/{examples-vite,tests}/**/*.ts'],
+      rules: { 'no-restricted-imports': ['error', { patterns: [JS_SPECIFIER] }] },
+    },
+    ...exceptionConfigs(exceptions),
+  ];
+}
+
+export default lintConfig(EXCEPTIONS.exceptions, EXCEPTIONS.returnTypeNames.names);
diff --git a/main/opengeometry-babylon/README.md b/main/opengeometry-babylon/README.md
deleted file mode 100644
index 1f47de3..0000000
--- a/main/opengeometry-babylon/README.md
+++ /dev/null
@@ -1,6 +0,0 @@
-# opengeometry-babylon
-
-Scaffold, not yet implemented. A future Babylon.js adapter for the OpenGeometry kernel.
-
-For the current public SDK, see `main/opengeometry-three/` and the published
-[`opengeometry`](https://www.npmjs.com/package/opengeometry) package.
diff --git a/main/opengeometry-babylon/package.json b/main/opengeometry-babylon/package.json
deleted file mode 100644
index f6588b7..0000000
--- a/main/opengeometry-babylon/package.json
+++ /dev/null
@@ -1,17 +0,0 @@
-{
-  "name": "@opengeometry/kernel-webgl",
-  "version": "1.0.0",
-  "description": "OpenGeometry Kernel for Babylon.js",
-  "main": "index.js",
-  "scripts": {
-    "test": "echo \"Error: no test specified\" && exit 1"
-  },
-  "keywords": [
-    "opengeometry",
-    "three",
-    "geometry"
-  ],
-  "author": "Vishwajeet Mane",
-  "license": "MIT",
-  "dependencies": {}
-}
\ No newline at end of file
diff --git a/main/opengeometry-export-io/README.md b/main/opengeometry-export-io/README.md
deleted file mode 100644
index 783010f..0000000
--- a/main/opengeometry-export-io/README.md
+++ /dev/null
@@ -1,6 +0,0 @@
-# opengeometry-export-io
-
-Scaffold, not yet implemented. Reserved for future export I/O code.
-
-For current export functionality, see `main/opengeometry/src/export/` (STEP, STL, IFC,
-projection, native PDF).
diff --git a/main/opengeometry-export-schema/README.md b/main/opengeometry-export-schema/README.md
deleted file mode 100644
index de942ea..0000000
--- a/main/opengeometry-export-schema/README.md
+++ /dev/null
@@ -1,6 +0,0 @@
-# opengeometry-export-schema
-
-Scaffold, not yet implemented. Reserved for future export-schema definitions.
-
-For current export functionality, see `main/opengeometry/src/export/` (STEP, STL, IFC,
-projection, native PDF).
diff --git a/main/opengeometry-ios/README.md b/main/opengeometry-ios/README.md
deleted file mode 100644
index b84a0ca..0000000
--- a/main/opengeometry-ios/README.md
+++ /dev/null
@@ -1,6 +0,0 @@
-# opengeometry-ios
-
-Scaffold, not yet implemented. A future iOS bindings package for the OpenGeometry kernel.
-
-For the current public SDK, see `main/opengeometry-three/` and the published
-[`opengeometry`](https://www.npmjs.com/package/opengeometry) package.
diff --git a/main/opengeometry-three/examples-vite/boolean.html b/main/opengeometry-three/examples-vite/boolean.html
new file mode 100644
index 0000000..ddc9015
--- /dev/null
+++ b/main/opengeometry-three/examples-vite/boolean.html
@@ -0,0 +1,63 @@
+<!DOCTYPE html>
+<html lang="en">
+  <head>
+    <title>OpenGeometry Boolean Operations Example</title>
+    <meta charset="utf-8" />
+    <meta name="viewport" content="width=device-width, initial-scale=1" />
+    <meta
+      name="description"
+      content="Kernel-backed solid boolean operations for browser CAD and AEC workflows with OpenGeometry."
+    />
+    <meta name="author" content="Vishwajeet Mane" />
+    <link rel="stylesheet" href="./theme.css" />
+  </head>
+  <body class="og-example-page">
+    <div class="og-badge-title-card">
+      <a href="./index.html" class="og-badge-title-link">Back</a>
+      <span class="og-badge-title">Analytic Solid Booleans</span>
+    </div>
+
+    <aside class="og-controls">
+      <h3>Solid Boolean</h3>
+      <p class="og-control-summary">
+        The source solids are on the left and the exact kernel result is on the right.
+        This 2.5 example uses two cuboids because sphere primitives are planned for a later milestone.
+      </p>
+
+      <label class="og-control-row" data-control="operation">
+        <div class="og-control-header">
+          <span class="og-control-label-chip">Operation</span>
+        </div>
+        <select class="og-control-select" data-select aria-label="Operation">
+          <option value="union">Union</option>
+          <option value="intersection">Intersection</option>
+          <option value="subtraction" selected>Subtraction (inherit host)</option>
+          <option value="subtraction-override">Subtraction (override green)</option>
+        </select>
+      </label>
+
+      <label class="og-control-row" data-control="offset-x">
+        <div class="og-control-header">
+          <span class="og-control-label-chip">Tool Offset X</span>
+          <code class="og-control-value" data-value>0</code>
+        </div>
+        <div class="og-control-range">
+          <input data-range type="range" min="-0.5" max="0.5" step="0.05" value="0" />
+          <input data-number type="number" min="-0.5" max="0.5" step="0.05" value="0" />
+        </div>
+      </label>
+      <pre id="result-report" style="white-space:pre-wrap" aria-live="polite"></pre>
+      <p id="error" role="alert" style="color:#b42318"></p>
+      <p id="status" class="og-control-summary" role="status" aria-live="polite">Loading kernel…</p>
+    </aside>
+
+    <div id="app"></div>
+
+    <script>
+      if (location.protocol === 'file:') document.querySelector('#status').textContent = 'Open this page through the Vite server.';
+      window.addEventListener('error', (event) => { document.querySelector('#status').textContent = `Error: ${event.message}`; }, true);
+      window.addEventListener('unhandledrejection', (event) => { document.querySelector('#status').textContent = `Error: ${String(event.reason)}`; });
+    </script>
+    <script type="module" src="./showcase/boolean.ts"></script>
+  </body>
+</html>
diff --git a/main/opengeometry-three/examples-vite/index.html b/main/opengeometry-three/examples-vite/index.html
index ae6a2ea..24856a1 100644
--- a/main/opengeometry-three/examples-vite/index.html
+++ b/main/opengeometry-three/examples-vite/index.html
@@ -1,839 +1,33 @@
-<!DOCTYPE html>
+<!doctype html>
 <html lang="en">
   <head>
-    <meta charset="utf-8" />
+    <meta charset="UTF-8" />
     <meta name="viewport" content="width=device-width, initial-scale=1.0" />
-    <title>OpenGeometry Three Examples</title>
-    <style>
-      :root {
-        color-scheme: light;
-        --og-bg: #eef2ff;
-        --og-panel: rgba(255, 255, 255, 0.92);
-        --og-panel-soft: rgba(244, 247, 255, 0.9);
-        --og-line: rgba(68, 96, 255, 0.12);
-        --og-line-strong: rgba(68, 96, 255, 0.24);
-        --og-text: #18203d;
-        --og-muted: #5f6c9d;
-        --og-accent: #4460ff;
-        --og-accent-soft: rgba(68, 96, 255, 0.12);
-        --og-accent-strong: #2f49df;
-        --og-shadow: 0 18px 38px rgba(68, 96, 255, 0.11);
-        --og-font: "Space Grotesk", "Sora", "Avenir Next", "Segoe UI", sans-serif;
-        --og-radius: 18px;
-        --og-radius-soft: 14px;
-      }
-
-      * {
-        box-sizing: border-box;
-      }
-
-      html,
-      body {
-        margin: 0;
-        min-height: 100%;
-        color: var(--og-text);
-        font: 14px/1.5 var(--og-font);
-      }
-
-      body {
-        padding: 24px 0 40px;
-      }
-
-      main {
-        width: min(1120px, calc(100% - 28px));
-        margin: 0 auto;
-      }
-
-      .og-hero,
-      .og-section-card,
-      .og-example-card,
-      .og-footer-card,
-      .og-open,
-      .og-link-card {
-        corner-shape: squircle;
-        border-radius: var(--og-radius);
-      }
-
-      .og-hero,
-      .og-section-card,
-      .og-footer-card {
-        border: 1px solid var(--og-line);
-        background: var(--og-panel);
-        box-shadow: var(--og-shadow);
-        backdrop-filter: blur(10px);
-      }
-
-      .og-hero {
-        display: grid;
-        grid-template-columns: minmax(0, 1.3fr) minmax(260px, 0.7fr);
-        gap: 18px;
-        padding: 18px 20px;
-      }
-
-      .og-kicker,
-      .og-section-count,
-      .og-footer-label {
-        margin: 0;
-        color: var(--og-muted);
-        font-size: 11px;
-        font-weight: 600;
-        letter-spacing: 0.1em;
-        text-transform: uppercase;
-      }
-
-      .og-title {
-        margin: 8px 0 0;
-        font-size: clamp(36px, 6vw, 58px);
-        line-height: 0.96;
-        letter-spacing: -0.04em;
-      }
-
-      .og-card-desc,
-      .og-footer-copy {
-        margin: 0;
-        color: var(--og-muted);
-      }
-
-      .og-hero-copy {
-        display: grid;
-        gap: 6px;
-        align-content: start;
-      }
-
-      .og-link-panel {
-        display: flex;
-        flex-wrap: wrap;
-        gap: 10px;
-        align-content: center;
-        justify-content: flex-end;
-        padding: 8px 0 2px;
-      }
-
-      .og-tag-row,
-      .og-footer-actions {
-        display: flex;
-        flex-wrap: wrap;
-        gap: 6px;
-      }
-
-      .og-tag {
-        display: inline-flex;
-        align-items: center;
-        min-height: 24px;
-        padding: 0 10px;
-        border-radius: 999px;
-        border: 1px solid var(--og-line);
-        background: var(--og-panel-soft);
-        color: var(--og-accent-strong);
-        font-size: 11px;
-        font-weight: 600;
-        white-space: nowrap;
-      }
-
-      .og-link-card {
-        display: inline-flex;
-        align-items: center;
-        justify-content: center;
-        gap: 8px;
-        min-height: 40px;
-        padding: 0 16px;
-        border: 1px solid transparent;
-        background: var(--og-accent);
-        color: #ffffff;
-        font-size: 13px;
-        font-weight: 600;
-        text-decoration: none;
-        box-shadow: 0 10px 24px rgba(68, 96, 255, 0.22);
-        transition: background 140ms ease, transform 140ms ease, box-shadow 140ms ease;
-      }
-
-      .og-link-card:hover {
-        background: var(--og-accent-strong);
-        transform: translateY(-1px);
-        box-shadow: 0 14px 28px rgba(68, 96, 255, 0.28);
-      }
-
-      .og-link-icon {
-        width: 16px;
-        height: 16px;
-        fill: currentColor;
-      }
-
-      .og-section-card {
-        margin-top: 18px;
-        padding: 16px;
-      }
-
-      .og-section-head {
-        display: flex;
-        align-items: baseline;
-        justify-content: space-between;
-        gap: 12px;
-        margin-bottom: 14px;
-      }
-
-      .og-section-title {
-        margin: 0;
-        font-size: 24px;
-        letter-spacing: -0.03em;
-      }
-
-      .og-grid {
-        display: grid;
-        grid-template-columns: repeat(auto-fill, minmax(230px, 1fr));
-        gap: 12px;
-      }
-
-      .og-example-card {
-        display: grid;
-        gap: 12px;
-        min-height: 196px;
-        padding: 14px;
-        border: 1px solid var(--og-line);
-        background: var(--og-panel-soft);
-        transition: border-color 140ms ease, transform 140ms ease;
-      }
-
-      .og-example-card:hover {
-        border-color: rgba(68, 96, 255, 0.24);
-        transform: translateY(-2px);
-      }
-
-      .og-card-top {
-        display: flex;
-        align-items: center;
-        justify-content: space-between;
-        gap: 10px;
-      }
-
-      .og-card-title {
-        margin: 0;
-        font-size: 18px;
-        letter-spacing: -0.02em;
-      }
-
-      .og-card-desc {
-        font-size: 13px;
-      }
-
-      .og-open {
-        display: inline-flex;
-        align-items: center;
-        justify-content: center;
-        gap: 8px;
-        min-height: 34px;
-        padding: 0 12px;
-        border: 1px solid transparent;
-        background: var(--og-accent);
-        color: #ffffff;
-        font-size: 12px;
-        font-weight: 600;
-        text-decoration: none;
-        width: fit-content;
-        box-shadow: 0 10px 22px rgba(68, 96, 255, 0.2);
-      }
-
-      .og-open:hover {
-        background: var(--og-accent-strong);
-      }
-
-      .og-open-icon {
-        width: 14px;
-        height: 14px;
-        fill: currentColor;
-      }
-
-      .og-footer-card {
-        display: grid;
-        gap: 12px;
-        margin-top: 18px;
-        padding: 16px;
-      }
-
-      .og-footer-title {
-        margin: 0;
-        font-size: 18px;
-        letter-spacing: -0.02em;
-      }
-
-      @media (max-width: 840px) {
-        .og-hero {
-          grid-template-columns: 1fr;
-        }
-
-        .og-link-panel {
-          justify-content: flex-start;
-        }
-      }
-
-      @media (max-width: 640px) {
-        body {
-          padding-top: 14px;
-        }
-
-        main {
-          width: min(100%, calc(100% - 16px));
-        }
-
-        .og-hero,
-        .og-section-card,
-        .og-footer-card {
-          padding: 14px;
-        }
-
-        .og-grid {
-          grid-template-columns: 1fr;
-        }
-
-        .og-link-card {
-          width: 100%;
-        }
-      }
-
-      .og-anchor {
-        color: inherit;
-        text-decoration: none;
-      }
-
-      .og-anchor:hover {
-        text-decoration: underline;
-        text-underline-offset: 4px;
-      }
-
-      .og-section-card {
-        scroll-margin-top: 24px;
-      }
-    </style>
+    <title>OpenGeometry 2.5 Example</title>
+    <link rel="stylesheet" href="./theme.css" />
   </head>
   <body>
-    <main>
-      <section class="og-hero">
-        <div class="og-hero-copy">
-          <p class="og-kicker">OpenGeometry Three</p>
-          <h1 class="og-title">Core examples</h1>
-        </div>
-        <div class="og-link-panel">
-          <a
-            class="og-link-card"
-            href="https://github.com/OpenGeometry-io/OpenGeometry"
-            target="_blank"
-            rel="noreferrer"
-          >
-            <svg class="og-link-icon" viewBox="0 0 24 24" aria-hidden="true">
-              <path d="M12 .5a12 12 0 0 0-3.79 23.39c.6.11.82-.26.82-.58v-2.03c-3.34.73-4.04-1.41-4.04-1.41-.55-1.38-1.34-1.75-1.34-1.75-1.09-.74.08-.73.08-.73 1.2.09 1.84 1.23 1.84 1.23 1.07 1.81 2.8 1.29 3.49.99.11-.77.42-1.29.76-1.59-2.67-.3-5.47-1.31-5.47-5.86 0-1.3.47-2.37 1.24-3.2-.12-.31-.54-1.56.12-3.25 0 0 1.01-.32 3.3 1.22a11.5 11.5 0 0 1 6 0c2.29-1.54 3.3-1.22 3.3-1.22.66 1.69.24 2.94.12 3.25.77.83 1.24 1.9 1.24 3.2 0 4.56-2.81 5.56-5.49 5.85.43.36.82 1.08.82 2.18v3.23c0 .32.22.69.83.58A12 12 0 0 0 12 .5Z"></path>
-            </svg>
-            <span>GitHub Repo</span>
-          </a>
-          <a
-            class="og-link-card"
-            href="https://discord.gg/9wJpbfgGGA"
-            target="_blank"
-            rel="noreferrer"
-          >
-            <svg class="og-link-icon" viewBox="0 0 24 24" aria-hidden="true">
-              <path d="M20.32 4.37A19.8 19.8 0 0 0 15.4 2.9l-.24.49c-.29.59-.55 1.21-.74 1.84a18.3 18.3 0 0 0-4.86 0 12.4 12.4 0 0 0-.75-1.84l-.24-.49a19.74 19.74 0 0 0-4.92 1.47C.53 9.04-.14 13.6.19 18.1a19.97 19.97 0 0 0 6.04 3.03l.49-.66c.37-.5.71-1.01 1-1.55a12.95 12.95 0 0 1-1.9-.93l.46-.36.45-.37c3.66 1.72 7.62 1.72 11.23 0 .31.25.61.49.92.73-.6.39-1.24.7-1.91.94.29.53.62 1.05.99 1.55l.49.66a19.9 19.9 0 0 0 6.05-3.03c.39-5.21-.67-9.73-3.31-13.73ZM8.67 15.35c-1.1 0-1.99-1-1.99-2.24 0-1.24.88-2.24 1.99-2.24 1.11 0 2 1 1.99 2.24 0 1.24-.88 2.24-1.99 2.24Zm6.66 0c-1.1 0-1.99-1-1.99-2.24 0-1.24.88-2.24 1.99-2.24 1.11 0 2 1 1.99 2.24 0 1.24-.88 2.24-1.99 2.24Z"></path>
-            </svg>
-            <span>Discord</span>
-          </a>
-          <a
-            class="og-link-card"
-            href="https://www.linkedin.com/company/opengeometry"
-            target="_blank"
-            rel="noreferrer"
-          >
-            <svg class="og-link-icon" viewBox="0 0 24 24" aria-hidden="true">
-              <path d="M4.98 3.5A2.48 2.48 0 1 0 5 8.46a2.48 2.48 0 0 0-.02-4.96ZM2.75 9.75h4.5v11.5h-4.5V9.75Zm7.25 0h4.31v1.57h.06c.6-1.14 2.07-2.35 4.26-2.35 4.55 0 5.39 2.99 5.39 6.88v5.4h-4.5v-4.79c0-1.14-.02-2.61-1.59-2.61-1.6 0-1.85 1.25-1.85 2.53v4.87h-4.5V9.75Z"></path>
-            </svg>
-            <span>LinkedIn</span>
-          </a>
-        </div>
-      </section>
-
-      <section id="primitives" class="og-section-card">
-        <div class="og-section-head">
-          <h2 class="og-section-title"><a href="#primitives" class="og-anchor">Primitives</a></h2>
-          <p class="og-section-count">6 core demos</p>
-        </div>
-        <div class="og-grid">
-          <article class="og-example-card">
-            <div class="og-card-top">
-              <h3 class="og-card-title">Arc</h3>
-            </div>
-            <p class="og-card-desc">Analytic circular arc with radius, signed sweep, deflection, and edge picking.</p>
-            <div class="og-tag-row">
-              <span class="og-tag">Radius</span>
-              <span class="og-tag">Angles</span>
-            </div>
-            <a class="og-open" href="./primitives/arc.html">Open example</a>
-          </article>
-          <article class="og-example-card">
-            <div class="og-card-top">
-              <h3 class="og-card-title">Curve</h3>
-            </div>
-            <p class="og-card-desc">Explicit piecewise linear curve with direct edits to its sampled points.</p>
-            <div class="og-tag-row">
-              <span class="og-tag">Control Points</span>
-              <span class="og-tag">Curve</span>
-            </div>
-            <a class="og-open" href="./primitives/curve.html">Open example</a>
-          </article>
-          <article class="og-example-card">
-            <div class="og-card-top">
-              <h3 class="og-card-title">Elliptical Arc</h3>
-            </div>
-            <p class="og-card-desc">Analytic ellipse edge with major/minor radii, signed sweep, and deflection.</p>
-            <div class="og-tag-row">
-              <span class="og-tag">Major radius</span>
-              <span class="og-tag">Minor radius</span>
-              <span class="og-tag">Angles</span>
-            </div>
-            <a class="og-open" href="./primitives/elliptical_arc.html">Open example</a>
-          </article>
-          <article class="og-example-card">
-            <div class="og-card-top">
-              <h3 class="og-card-title">Line</h3>
-            </div>
-            <p class="og-card-desc">Two-point line primitive with direct start and end point controls.</p>
-            <div class="og-tag-row">
-              <span class="og-tag">Start</span>
-              <span class="og-tag">End</span>
-            </div>
-            <a class="og-open" href="./primitives/line.html">Open example</a>
-          </article>
-          <article class="og-example-card">
-            <div class="og-card-top">
-              <h3 class="og-card-title">Polyline</h3>
-            </div>
-            <p class="og-card-desc">Ordered point-list polyline example with direct edits to the inner points.</p>
-            <div class="og-tag-row">
-              <span class="og-tag">Points</span>
-              <span class="og-tag">Path</span>
-            </div>
-            <a class="og-open" href="./primitives/polyline.html">Open example</a>
-          </article>
-          <article class="og-example-card">
-            <div class="og-card-top">
-              <h3 class="og-card-title">Rectangle</h3>
-            </div>
-            <p class="og-card-desc">Parametric rectangular primitive for base profiles.</p>
-            <div class="og-tag-row">
-              <span class="og-tag">Width</span>
-              <span class="og-tag">Breadth</span>
-            </div>
-            <a class="og-open" href="./primitives/rectangle.html">Open example</a>
-          </article>
-        </div>
-      </section>
-
-      <section id="shapes" class="og-section-card">
-        <div class="og-section-head">
-          <h2 class="og-section-title"><a href="#shapes" class="og-anchor">Shapes</a></h2>
-          <p class="og-section-count">16 core demos</p>
-        </div>
-        <div class="og-grid">
-          <article class="og-example-card">
-            <div class="og-card-top">
-              <h3 class="og-card-title">Cuboid</h3>
-            </div>
-            <p class="og-card-desc">Rectangular solid for massing, rooms, and equipment blocks.</p>
-            <div class="og-tag-row">
-              <span class="og-tag">Width</span>
-              <span class="og-tag">Depth</span>
-            </div>
-            <a class="og-open" href="./shapes/cuboid.html">Open example</a>
-          </article>
-          <article class="og-example-card">
-            <div class="og-card-top">
-              <h3 class="og-card-title">Cuboid Placement</h3>
-            </div>
-            <p class="og-card-desc">Focused placement example for translation, rotation, and scale on one cuboid.</p>
-            <div class="og-tag-row">
-              <span class="og-tag">Translation</span>
-              <span class="og-tag">Rotation</span>
-              <span class="og-tag">Scale</span>
-            </div>
-            <a class="og-open" href="./shapes/cuboid-placement.html">Open example</a>
-          </article>
-          <article class="og-example-card">
-            <div class="og-card-top">
-              <h3 class="og-card-title">Cylinder</h3>
-            </div>
-            <p class="og-card-desc">Analytic cylindrical volume with chord-error tessellation and face picking.</p>
-            <div class="og-tag-row">
-              <span class="og-tag">Radius</span>
-              <span class="og-tag">Deflection</span>
-            </div>
-            <a class="og-open" href="./shapes/cylinder.html">Open example</a>
-          </article>
-          <article class="og-example-card">
-            <div class="og-card-top"><h3 class="og-card-title">Analytic cylinder sector</h3></div>
-            <p class="og-card-desc">Trimmed cylindrical side with exact radial planes and deflection-controlled rendering.</p>
-            <div class="og-tag-row"><span class="og-tag">Analytic BRep v2</span><span class="og-tag">Sweep angle</span></div>
-            <a class="og-open" href="./shapes/cylinder-sector.html">Open example</a>
-          </article>
-          <article class="og-example-card">
-            <div class="og-card-top">
-              <h3 class="og-card-title">Analytic Solids</h3>
-            </div>
-            <p class="og-card-desc">Authoritative curved surfaces with adjustable chord error and face picking.</p>
-            <div class="og-tag-row">
-              <span class="og-tag">Deflection</span>
-              <span class="og-tag">Analytic BRep v2</span>
-            </div>
-            <a class="og-open" href="./shapes/analytic-solids.html">Open example</a>
-          </article>
-          <article class="og-example-card">
-            <div class="og-card-top"><h3 class="og-card-title">Cone</h3></div>
-            <p class="og-card-desc">Analytic cone with a declared apex and a planar base.</p>
-            <div class="og-tag-row"><span class="og-tag">Analytic BRep v2</span><span class="og-tag">Deflection</span></div>
-            <a class="og-open" href="./shapes/cone.html">Open example</a>
-          </article>
-          <article class="og-example-card">
-            <div class="og-card-top"><h3 class="og-card-title">Frustum</h3></div>
-            <p class="og-card-desc">Trimmed cone with cylinder and cone limits.</p>
-            <div class="og-tag-row"><span class="og-tag">Analytic BRep v2</span><span class="og-tag">Deflection</span></div>
-            <a class="og-open" href="./shapes/frustum.html">Open example</a>
-          </article>
-          <article class="og-example-card">
-            <div class="og-card-top"><h3 class="og-card-title">Ring Torus</h3></div>
-            <p class="og-card-desc">Periodic toroidal surface with adjustable chord error.</p>
-            <div class="og-tag-row"><span class="og-tag">Analytic BRep v2</span><span class="og-tag">Deflection</span></div>
-            <a class="og-open" href="./shapes/torus.html">Open example</a>
-          </article>
-          <article class="og-example-card">
-            <div class="og-card-top"><h3 class="og-card-title">Circular Wall</h3></div>
-            <p class="og-card-desc">True inner and outer arcs, height, thickness, and signed sweep.</p>
-            <div class="og-tag-row"><span class="og-tag">Analytic BRep v2</span><span class="og-tag">Deflection</span></div>
-            <a class="og-open" href="./shapes/circular-wall.html">Open example</a>
-          </article>
-          <article class="og-example-card">
-            <div class="og-card-top"><h3 class="og-card-title">Circular Wall Arch</h3></div>
-            <p class="og-card-desc">Stationed arched opening with cylindrical header and corrected wall intersection curves.</p>
-            <div class="og-tag-row"><span class="og-tag">Curved wall</span><span class="og-tag">SSI</span></div>
-            <a class="og-open" href="./shapes/circular-wall-arched-opening.html">Open example</a>
-          </article>
-          <article class="og-example-card">
-            <div class="og-card-top"><h3 class="og-card-title">Straight Wall Arch</h3></div>
-            <p class="og-card-desc">Exact semicircle edges, planar jambs, and an authoritative cylindrical header face.</p>
-            <div class="og-tag-row"><span class="og-tag">Analytic opening</span><span class="og-tag">Shared edges</span></div>
-            <a class="og-open" href="./shapes/straight-wall-arched-opening.html">Open example</a>
-          </article>
-          <article class="og-example-card">
-            <div class="og-card-top"><h3 class="og-card-title">Analytic Patterns</h3></div>
-            <p class="og-card-desc">Linear, rectangular, and circular rigid instances sharing one authoritative BRep and render mesh.</p>
-            <div class="og-tag-row"><span class="og-tag">Instancing</span><span class="og-tag">Picking</span></div>
-            <a class="og-open" href="./shapes/analytic-patterns.html">Open example</a>
-          </article>
-          <article class="og-example-card">
-            <div class="og-card-top">
-              <h3 class="og-card-title">Opening</h3>
-            </div>
-            <p class="og-card-desc">Strict v2 opening cutter with live analytic wall subtraction.</p>
-            <div class="og-tag-row">
-              <span class="og-tag">Width</span>
-              <span class="og-tag">Height</span>
-            </div>
-            <a class="og-open" href="./shapes/opening.html">Open example</a>
-          </article>
-          <article class="og-example-card">
-            <div class="og-card-top">
-              <h3 class="og-card-title">Polygon</h3>
-            </div>
-            <p class="og-card-desc">Polygon face example with direct profile changes and an optional hole.</p>
-            <div class="og-tag-row">
-              <span class="og-tag">Vertices</span>
-              <span class="og-tag">Holes</span>
-            </div>
-            <a class="og-open" href="./shapes/polygon.html">Open example</a>
-          </article>
-          <article class="og-example-card">
-            <div class="og-card-top">
-              <h3 class="og-card-title">Sphere</h3>
-            </div>
-            <p class="og-card-desc">Authoritative spherical surface with adjustable chord error and pole handling.</p>
-            <div class="og-tag-row">
-              <span class="og-tag">Radius</span>
-              <span class="og-tag">Deflection</span>
-            </div>
-            <a class="og-open" href="./shapes/sphere.html">Open example</a>
-          </article>
-          <article class="og-example-card">
-            <div class="og-card-top">
-              <h3 class="og-card-title">Sweep</h3>
-            </div>
-            <p class="og-card-desc">Sweep solid built from a visible path and a simple profile.</p>
-            <div class="og-tag-row">
-              <span class="og-tag">Path</span>
-              <span class="og-tag">Profile</span>
-            </div>
-            <a class="og-open" href="./shapes/sweep.html">Open example</a>
-          </article>
-          <article class="og-example-card">
-            <div class="og-card-top">
-              <h3 class="og-card-title">Window Frame Sweep</h3>
-            </div>
-            <p class="og-card-desc">Closed-loop sweep regression verifier with expected-vs-observed frame dimensions.</p>
-            <div class="og-tag-row">
-              <span class="og-tag">Regression</span>
-              <span class="og-tag">Window Frame</span>
-            </div>
-            <a class="og-open" href="./shapes/window-frame-sweep.html">Open example</a>
-          </article>
-          <article class="og-example-card">
-            <div class="og-card-top">
-              <h3 class="og-card-title">Wedge</h3>
-            </div>
-            <p class="og-card-desc">Tapered solid for ramps and sloped technical elements.</p>
-            <div class="og-tag-row">
-              <span class="og-tag">Height</span>
-              <span class="og-tag">Depth</span>
-            </div>
-            <a class="og-open" href="./shapes/wedge.html">Open example</a>
-          </article>
-        </div>
-      </section>
-
-      <section id="operations" class="og-section-card">
-        <div class="og-section-head">
-          <h2 class="og-section-title"><a href="#operations" class="og-anchor">Operations</a></h2>
-          <p class="og-section-count">19 core demos</p>
-        </div>
-        <div class="og-grid">
-          <article class="og-example-card">
-            <div class="og-card-top">
-              <h3 class="og-card-title">Boolean Operations</h3>
-            </div>
-            <p class="og-card-desc">Strict BRep v2 union, intersection, and subtraction with provenance.</p>
-            <div class="og-tag-row">
-              <span class="og-tag">Solid</span>
-              <span class="og-tag">Select</span>
-            </div>
-            <a class="og-open" href="./operations/boolean-operations.html">Open example</a>
-          </article>
-          <article class="og-example-card">
-            <div class="og-card-top"><h3 class="og-card-title">Analytic Material Booleans</h3></div>
-            <p class="og-card-desc">In-house union, intersection, subtraction, cavities, contacts, round openings, cylindrical and spherical pockets, and source-face mappings across analytic families.</p>
-            <div class="og-tag-row"><span class="og-tag">Analytic trims</span><span class="og-tag">Provenance</span></div>
-            <a class="og-open" href="./operations/analytic-boolean-operations.html">Open example</a>
-          </article>
-          <article class="og-example-card">
-            <div class="og-card-top"><h3 class="og-card-title">Restricted Analytic Modeling</h3></div>
-            <p class="og-card-desc">Coaxial loft, revolve, planar chamfer, supported fillet, and shell/thicken without faceted authority.</p>
-            <div class="og-tag-row"><span class="og-tag">Modeling</span><span class="og-tag">Analytic BRep v2</span></div>
-            <a class="og-open" href="./operations/analytic-modeling.html">Open example</a>
-          </article>
-          <article class="og-example-card">
-            <div class="og-card-top"><h3 class="og-card-title">Polygon Loft</h3></div>
-            <p class="og-card-desc">Select two polygon sections and create a capped ruled Plane/Line BRep with automatic vertex correspondence.</p>
-            <div class="og-tag-row"><span class="og-tag">Ruled loft</span><span class="og-tag">Profile selection</span></div>
-            <a class="og-open" href="./operations/polygon-loft.html">Open example</a>
-          </article>
-          <article class="og-example-card">
-            <div class="og-card-top">
-              <h3 class="og-card-title">Polygon Boolean Operations</h3>
-            </div>
-            <p class="og-card-desc">Coplanar polygon union, intersection, and subtraction on one page.</p>
-            <div class="og-tag-row">
-              <span class="og-tag">Polygon</span>
-              <span class="og-tag">Select</span>
-            </div>
-            <a class="og-open" href="./operations/polygon-boolean-operations.html">Open example</a>
-          </article>
-          <article class="og-example-card">
-            <div class="og-card-top">
-              <h3 class="og-card-title">Extruded Boolean Operations</h3>
-            </div>
-            <p class="og-card-desc">Uses <code>polygon.extrude(height)</code> to build solids before booleaning them.</p>
-            <div class="og-tag-row">
-              <span class="og-tag">Extrude</span>
-              <span class="og-tag">BRep Solid</span>
-            </div>
-            <a class="og-open" href="./operations/extruded-boolean-operations.html">Open example</a>
-          </article>
-          <article class="og-example-card">
-            <div class="og-card-top">
-              <h3 class="og-card-title">Analytic Parametric Editing</h3>
-            </div>
-            <p class="og-card-desc">Regenerate an analytic cuboid and inspect its strict v2 topology.</p>
-            <div class="og-tag-row">
-              <span class="og-tag">Parametric</span>
-              <span class="og-tag">BRep v2</span>
-            </div>
-            <a class="og-open" href="./operations/editor-modes.html">Open example</a>
-          </article>
-          <article class="og-example-card">
-            <div class="og-card-top">
-              <h3 class="og-card-title">Offset</h3>
-            </div>
-            <p class="og-card-desc">Offset generation with acute-corner and bevel parameters.</p>
-            <div class="og-tag-row">
-              <span class="og-tag">Polyline</span>
-              <span class="og-tag">Offset</span>
-            </div>
-            <a class="og-open" href="./operations/offset.html">Open example</a>
-          </article>
-          <article class="og-example-card">
-            <div class="og-card-top">
-              <h3 class="og-card-title">Variable Ring Offset</h3>
-            </div>
-            <p class="og-card-desc">
-              Per-edge ring inset (setback envelope) with live front/side/rear distances and a
-              splitting dumbbell parcel.
-            </p>
-            <div class="og-tag-row">
-              <span class="og-tag">Ring</span>
-              <span class="og-tag">Offset</span>
-              <span class="og-tag">Setback</span>
-            </div>
-            <a class="og-open" href="./operations/offset-ring-variable.html">Open example</a>
-          </article>
-          <article class="og-example-card">
-            <div class="og-card-top">
-              <h3 class="og-card-title">General Extrude</h3>
-            </div>
-            <p class="og-card-desc">Directional extrude with arbitrary direction and extent type.</p>
-            <div class="og-tag-row">
-              <span class="og-tag">Extrude</span>
-              <span class="og-tag">BRep</span>
-            </div>
-            <a class="og-open" href="./operations/general-extrude.html">Open example</a>
-          </article>
-          <article class="og-example-card">
-            <div class="og-card-top">
-              <h3 class="og-card-title">Analytic STEP Export</h3>
-            </div>
-            <p class="og-card-desc">Direct STEP export of cuboids, all five surface families, circular walls, sphere cuts and cavities.</p>
-            <div class="og-tag-row">
-              <span class="og-tag">Analytic</span>
-              <span class="og-tag">STEP</span>
-            </div>
-            <a class="og-open" href="./operations/analytic-step-export.html">Open example</a>
-          </article>
-          <article class="og-example-card">
-            <div class="og-card-top">
-              <h3 class="og-card-title">Units &amp; STEP</h3>
-            </div>
-            <p class="og-card-desc">Export the same analytic model in metres or millimetres and inspect the STEP unit context.</p>
-            <div class="og-tag-row">
-              <span class="og-tag">Units</span>
-              <span class="og-tag">STEP</span>
-            </div>
-            <a class="og-open" href="./operations/units-step-export.html">Open example</a>
-          </article>
-          <article class="og-example-card">
-            <div class="og-card-top">
-              <h3 class="og-card-title">Profile Validation</h3>
-            </div>
-            <p class="og-card-desc">Winding correction, self-intersection, duplicate &amp; degeneracy diagnostics (D7).</p>
-            <div class="og-tag-row">
-              <span class="og-tag">Profile</span>
-              <span class="og-tag">Robustness</span>
-            </div>
-            <a class="og-open" href="./operations/profile-validation.html">Open example</a>
-          </article>
-          <article class="og-example-card">
-            <div class="og-card-top">
-              <h3 class="og-card-title">BRep diagnostics</h3>
-            </div>
-            <p class="og-card-desc">Strict v2 validation, detectable geometry/topology defects and regeneration from parameters.</p>
-            <div class="og-tag-row">
-              <span class="og-tag">Validity</span>
-              <span class="og-tag">Regeneration</span>
-            </div>
-            <a class="og-open" href="./operations/brep-validity.html">Open example</a>
-          </article>
-          <article class="og-example-card">
-            <div class="og-card-top">
-              <h3 class="og-card-title">Work Plane Sketch</h3>
-            </div>
-            <p class="og-card-desc">A 2D sketch lifted to 3D purely by a datum frame (origin + normal + axes) (D6).</p>
-            <div class="og-tag-row">
-              <span class="og-tag">Work Plane</span>
-              <span class="og-tag">Sketch</span>
-            </div>
-            <a class="og-open" href="./operations/work-plane-sketch.html">Open example</a>
-          </article>
-          <article class="og-example-card">
-            <div class="og-card-top">
-              <h3 class="og-card-title">STEP Export</h3>
-            </div>
-            <p class="og-card-desc">Single-shape STEP export workflow with direct download.</p>
-            <div class="og-tag-row">
-              <span class="og-tag">STEP</span>
-              <span class="og-tag">Export</span>
-            </div>
-            <a class="og-open" href="./operations/step-export.html">Open example</a>
-          </article>
-          <article class="og-example-card">
-            <div class="og-card-top">
-              <h3 class="og-card-title">STL Export</h3>
-            </div>
-            <p class="og-card-desc">Single-shape binary STL export workflow with direct download.</p>
-            <div class="og-tag-row">
-              <span class="og-tag">STL</span>
-              <span class="og-tag">Export</span>
-            </div>
-            <a class="og-open" href="./operations/stl-export.html">Open example</a>
-          </article>
-          <article class="og-example-card">
-            <div class="og-card-top">
-              <h3 class="og-card-title">Sweep Path + Profile</h3>
-            </div>
-            <p class="og-card-desc">Sweep example that keeps both the path and profile easy to follow.</p>
-            <div class="og-tag-row">
-              <span class="og-tag">Path</span>
-              <span class="og-tag">Profile</span>
-            </div>
-            <a class="og-open" href="./operations/sweep-path-profile.html">Open example</a>
-          </article>
-          <article class="og-example-card">
-            <div class="og-card-top">
-              <h3 class="og-card-title">Wall from Offsets</h3>
-            </div>
-            <p class="og-card-desc">Build a wall solid from one centerline and its two offsets.</p>
-            <div class="og-tag-row">
-              <span class="og-tag">Wall</span>
-              <span class="og-tag">Offsets</span>
-            </div>
-            <a class="og-open" href="./operations/wall-from-offsets.html">Open example</a>
-          </article>
-        </div>
-      </section>
-
-      <section class="og-footer-card">
-        <p class="og-footer-label">More examples</p>
-        <h2 class="og-footer-title">Did we miss anything?</h2>
-        <p class="og-footer-copy">Reach out if you want to see more examples.</p>
-        <div class="og-footer-actions">
-          <a class="og-open" href="https://github.com/OpenGeometry-io/OpenGeometry" target="_blank" rel="noreferrer">
-            <svg class="og-open-icon" viewBox="0 0 24 24" aria-hidden="true">
-              <path d="M12 .5a12 12 0 0 0-3.79 23.39c.6.11.82-.26.82-.58v-2.03c-3.34.73-4.04-1.41-4.04-1.41-.55-1.38-1.34-1.75-1.34-1.75-1.09-.74.08-.73.08-.73 1.2.09 1.84 1.23 1.84 1.23 1.07 1.81 2.8 1.29 3.49.99.11-.77.42-1.29.76-1.59-2.67-.3-5.47-1.31-5.47-5.86 0-1.3.47-2.37 1.24-3.2-.12-.31-.54-1.56.12-3.25 0 0 1.01-.32 3.3 1.22a11.5 11.5 0 0 1 6 0c2.29-1.54 3.3-1.22 3.3-1.22.66 1.69.24 2.94.12 3.25.77.83 1.24 1.9 1.24 3.2 0 4.56-2.81 5.56-5.49 5.85.43.36.82 1.08.82 2.18v3.23c0 .32.22.69.83.58A12 12 0 0 0 12 .5Z"></path>
-            </svg>
-            <span>GitHub Repo</span>
-          </a>
-          <a class="og-open" href="https://discord.gg/9wJpbfgGGA" target="_blank" rel="noreferrer">
-            <svg class="og-open-icon" viewBox="0 0 24 24" aria-hidden="true">
-              <path d="M20.32 4.37A19.8 19.8 0 0 0 15.4 2.9l-.24.49c-.29.59-.55 1.21-.74 1.84a18.3 18.3 0 0 0-4.86 0 12.4 12.4 0 0 0-.75-1.84l-.24-.49a19.74 19.74 0 0 0-4.92 1.47C.53 9.04-.14 13.6.19 18.1a19.97 19.97 0 0 0 6.04 3.03l.49-.66c.37-.5.71-1.01 1-1.55a12.95 12.95 0 0 1-1.9-.93l.46-.36.45-.37c3.66 1.72 7.62 1.72 11.23 0 .31.25.61.49.92.73-.6.39-1.24.7-1.91.94.29.53.62 1.05.99 1.55l.49.66a19.9 19.9 0 0 0 6.05-3.03c.39-5.21-.67-9.73-3.31-13.73ZM8.67 15.35c-1.1 0-1.99-1-1.99-2.24 0-1.24.88-2.24 1.99-2.24 1.11 0 2 1 1.99 2.24 0 1.24-.88 2.24-1.99 2.24Zm6.66 0c-1.1 0-1.99-1-1.99-2.24 0-1.24.88-2.24 1.99-2.24 1.11 0 2 1 1.99 2.24 0 1.24-.88 2.24-1.99 2.24Z"></path>
-            </svg>
-            <span>Discord</span>
-          </a>
-          <a class="og-open" href="https://www.linkedin.com/company/opengeometry" target="_blank" rel="noreferrer">
-            <svg class="og-open-icon" viewBox="0 0 24 24" aria-hidden="true">
-              <path d="M4.98 3.5A2.48 2.48 0 1 0 5 8.46a2.48 2.48 0 0 0-.02-4.96ZM2.75 9.75h4.5v11.5h-4.5V9.75Zm7.25 0h4.31v1.57h.06c.6-1.14 2.07-2.35 4.26-2.35 4.55 0 5.39 2.99 5.39 6.88v5.4h-4.5v-4.79c0-1.14-.02-2.61-1.59-2.61-1.6 0-1.85 1.25-1.85 2.53v4.87h-4.5V9.75Z"></path>
-            </svg>
-            <span>LinkedIn</span>
-          </a>
-        </div>
-      </section>
+    <main id="app">
+      <div id="viewport" aria-label="Interactive OpenGeometry model"></div>
+      <div id="controls">
+        <a class="example-link" href="./sweep.html">Sweep example</a>
+        <a class="example-link" href="./boolean.html">Boolean example</a>
+        <a class="example-link" href="./operations/analytic-boolean-operations.html">Analytic Boolean example</a>
+        <a class="example-link" href="./opening.html">Opening example</a>
+        <a class="example-link" href="./shapes/cuboid.html">Cuboid example</a>
+        <a class="example-link" href="./shapes/cylinder.html">Cylinder example</a>
+        <a class="example-link" href="./operations/step-export.html">STEP export example</a>
+        <button id="reset-view" type="button">Reset view</button>
+        <button id="toggle-edges" type="button" aria-pressed="false">Show edges</button>
+        <button id="export-step" type="button">Export STEP</button>
+        <span id="status" role="status" aria-live="polite">Loading kernel…</span>
+      </div>
     </main>
     <script>
-      // Handle hash navigation on page load
-      if (window.location.hash) {
-        const target = document.querySelector(window.location.hash);
-        if (target) {
-          setTimeout(() => target.scrollIntoView({ behavior: 'smooth' }), 100);
-        }
-      }
+      if (location.protocol === 'file:') document.querySelector('#status').textContent = 'Use the local Vite server. Open http://127.0.0.1:5100/ after starting it.';
+      window.addEventListener('error', (event) => { if (location.protocol !== 'file:') document.querySelector('#status').textContent = `Error: ${event.message}`; }, true);
+      window.addEventListener('unhandledrejection', (event) => { if (location.protocol !== 'file:') document.querySelector('#status').textContent = `Error: ${String(event.reason)}`; });
     </script>
+    <script type="module" src="./showcase/main.ts"></script>
   </body>
 </html>
diff --git a/main/opengeometry-three/examples-vite/opening.html b/main/opengeometry-three/examples-vite/opening.html
new file mode 100644
index 0000000..266668f
--- /dev/null
+++ b/main/opengeometry-three/examples-vite/opening.html
@@ -0,0 +1,79 @@
+<!DOCTYPE html>
+<html lang="en">
+  <head>
+    <title>OpenGeometry Opening Example</title>
+    <meta charset="utf-8" />
+    <meta name="viewport" content="width=device-width, initial-scale=1" />
+    <meta name="description" content="Simple OpenGeometry opening example for Three.js." />
+    <meta name="author" content="Vishwajeet Mane" />
+    <link rel="stylesheet" href="./theme.css" />
+  </head>
+  <body class="og-example-page">
+    <div class="og-badge-title-card">
+      <a href="./index.html" class="og-badge-title-link">Back</a>
+      <span class="og-badge-title">Opening</span>
+    </div>
+
+    <aside class="og-controls">
+      <h3>Opening</h3>
+      <p class="og-control-summary">
+        The orange cutter is a kernel solid. Each change subtracts it from the gray wall
+        using the 2.5 Boolean operation.
+      </p>
+
+      <label class="og-control-row" data-control="width">
+        <div class="og-control-header">
+          <span class="og-control-label-chip">Width</span>
+          <code class="og-control-value" data-value>1.4</code>
+        </div>
+        <div class="og-control-range">
+          <input data-range type="range" min="0.5" max="2.6" step="0.05" value="1.4" />
+          <input data-number type="number" min="0.5" max="2.6" step="0.05" value="1.4" />
+        </div>
+      </label>
+
+      <label class="og-control-row" data-control="height">
+        <div class="og-control-header">
+          <span class="og-control-label-chip">Height</span>
+          <code class="og-control-value" data-value>2</code>
+        </div>
+        <div class="og-control-range">
+          <input data-range type="range" min="0.5" max="2.8" step="0.05" value="2" />
+          <input data-number type="number" min="0.5" max="2.8" step="0.05" value="2" />
+        </div>
+      </label>
+
+      <label class="og-control-row" data-control="depth">
+        <div class="og-control-header">
+          <span class="og-control-label-chip">Depth</span>
+          <code class="og-control-value" data-value>0.45</code>
+        </div>
+        <div class="og-control-range">
+          <input data-range type="range" min="0.35" max="0.9" step="0.05" value="0.45" />
+          <input data-number type="number" min="0.35" max="0.9" step="0.05" value="0.45" />
+        </div>
+      </label>
+
+      <label class="og-control-row" data-control="center-y">
+        <div class="og-control-header">
+          <span class="og-control-label-chip">Center Y</span>
+          <code class="og-control-value" data-value>1.35</code>
+        </div>
+        <div class="og-control-range">
+          <input data-range type="range" min="0.5" max="2.4" step="0.05" value="1.35" />
+          <input data-number type="number" min="0.5" max="2.4" step="0.05" value="1.35" />
+        </div>
+      </label>
+      <p id="status" class="og-control-summary" role="status" aria-live="polite">Loading kernel…</p>
+    </aside>
+
+    <div id="app"></div>
+
+    <script>
+      if (location.protocol === 'file:') document.querySelector('#status').textContent = 'Open this page through the Vite server.';
+      window.addEventListener('error', (event) => { document.querySelector('#status').textContent = `Error: ${event.message}`; }, true);
+      window.addEventListener('unhandledrejection', (event) => { document.querySelector('#status').textContent = `Error: ${String(event.reason)}`; });
+    </script>
+    <script type="module" src="./showcase/opening.ts"></script>
+  </body>
+</html>
diff --git a/main/opengeometry-three/examples-vite/operations/analytic-boolean-operations.html b/main/opengeometry-three/examples-vite/operations/analytic-boolean-operations.html
index c154aa8..666ae49 100644
--- a/main/opengeometry-three/examples-vite/operations/analytic-boolean-operations.html
+++ b/main/opengeometry-three/examples-vite/operations/analytic-boolean-operations.html
@@ -4,6 +4,7 @@
     <meta charset="utf-8" />
     <meta name="viewport" content="width=device-width, initial-scale=1" />
     <title>OpenGeometry Analytic Boolean Operations</title>
+    <link rel="stylesheet" href="../theme.css" />
   </head>
   <body class="og-example-page">
     <div class="og-badge-title-card">
@@ -11,19 +12,18 @@
       <span class="og-badge-title">Analytic Boolean Operations</span>
     </div>
     <aside class="og-controls">
-      <h3>Two-sphere boolean</h3>
-      <p
-        class="og-control-summary">The orange and blue source spheres appear on the left. Their analytic result appears on the right.</p>
+      <h3>Two-cylinder boolean</h3>
+      <p class="og-control-summary">The orange and blue source cylinders appear on the left. Their analytic result appears on the right.</p>
       <label class="og-control-row">
         Operation
-        <select id="operation">
+        <select id="operation" class="og-control-select">
           <option value="union">Union</option>
           <option value="intersection">Intersection</option>
           <option value="subtraction" selected>Subtraction</option>
         </select>
       </label>
       <label class="og-control-row">
-        Sphere offset
+        Cylinder offset
         <input id="offset" type="range" min="0" max="2.5" step="0.05" value="1" />
       </label>
       <label class="og-control-row">
@@ -32,150 +32,15 @@ <h3>Two-sphere boolean</h3>
       </label>
       <pre id="report" style="white-space: pre-wrap" aria-live="polite"></pre>
       <p id="error" role="alert"></p>
-      <p><a href="./boolean-operations.html">Cuboid and sphere example</a></p>
+      <p id="status" class="og-control-summary" role="status" aria-live="polite">Loading kernel…</p>
+      <p><a href="../boolean.html">Cuboid Boolean example</a></p>
     </aside>
     <div id="app"></div>
-
-    <script type="module">
-    import "../src/styles/theme.css";
-    import * as THREE from "three";
-    import { OrbitControls } from "three/examples/jsm/controls/OrbitControls.js";
-    import wasmUrl from "../../../opengeometry/pkg/opengeometry_bg.wasm?url";
-    import {
-      AnalyticSolid,
-      booleanIntersection,
-      booleanSubtraction,
-      booleanUnion,
-      OpenGeometry,
-    } from "opengeometry";
-
-    const input = (id) => document.querySelector(`#${id}`);
-    const chordError = () => 10 ** Number(input("deflection").value);
-    const frame = (x) => ({
-      origin: [x, 1.2, 0],
-      x: [1, 0, 0],
-      y: [0, 0, -1],
-      z: [0, 1, 0],
-    });
-    const operations = {
-      union: booleanUnion,
-      intersection: booleanIntersection,
-      subtraction: booleanSubtraction,
-    };
-
-    let scene;
-    let displayed;
-
-    function disposeDisplayed() {
-      if (!displayed) return;
-      scene.remove(displayed);
-      displayed.traverse((object) => {
-        if (object instanceof AnalyticSolid) object.dispose();
-      });
-    }
-
-    function rebuild() {
-      const offset = Number(input("offset").value);
-      const host = new AnalyticSolid({
-        kind: "sphere",
-        radius: 1,
-        frame: frame(0),
-        color: 0x3b82f6,
-        deflection: chordError(),
-      });
-      const tool = new AnalyticSolid({
-        kind: "sphere",
-        radius: 1,
-        frame: frame(offset),
-        color: 0xf97316,
-        deflection: chordError(),
-      });
-
-      try {
-        const operation = input("operation").value;
-        const result = operations[operation](host, tool, {
-          color: 0x22c55e,
-          deflection: chordError(),
-          outline: true,
-        });
-        host.position.x = -3.5;
-        tool.position.x = -3.5;
-        result.position.x = 3.5;
-        const next = new THREE.Group();
-        next.add(host, tool, result);
-        disposeDisplayed();
-        displayed = next;
-        scene.add(displayed);
-        const brep = JSON.parse(result.getBrepSerialized());
-        input("report").textContent =
-          `${operation} · analytic\n${brep.topology.faces.length} result faces · ${result.report.contacts.length} contacts`;
-        input("error").textContent = "";
-      } catch (failure) {
-        host.dispose();
-        tool.dispose();
-        throw failure;
-      }
-    }
-
-    function attempt(action) {
-      try {
-        action();
-      } catch (failure) {
-        input("error").textContent = `Previous result retained. ${String(failure)}`;
-      }
-    }
-
-    async function initialize() {
-      try {
-        await OpenGeometry.create({ wasmURL: wasmUrl });
-        scene = new THREE.Scene();
-        scene.background = new THREE.Color(0xeef2ff);
-        scene.add(new THREE.GridHelper(24, 24, 0x7188aa, 0xcbd5e1));
-        scene.add(new THREE.HemisphereLight(0xffffff, 0x526070, 2));
-        const light = new THREE.DirectionalLight(0xffffff, 2);
-        light.position.set(5, 8, 5);
-        scene.add(light);
-
-        const camera = new THREE.PerspectiveCamera(
-          45,
-          innerWidth / innerHeight,
-          0.1,
-          100,
-        );
-        camera.position.set(9, 5, 9);
-        const renderer = new THREE.WebGLRenderer({ antialias: true });
-        renderer.setSize(innerWidth, innerHeight);
-        renderer.setPixelRatio(devicePixelRatio);
-        input("app").replaceChildren(renderer.domElement);
-        const controls = new OrbitControls(camera, renderer.domElement);
-        controls.target.set(0, 1, 0);
-        controls.enableDamping = true;
-
-        rebuild();
-        input("operation").addEventListener("change", () => attempt(rebuild));
-        input("offset").addEventListener("input", () => attempt(rebuild));
-        input("deflection").addEventListener("input", () => attempt(rebuild));
-        addEventListener("resize", () => {
-          camera.aspect = innerWidth / innerHeight;
-          camera.updateProjectionMatrix();
-          renderer.setSize(innerWidth, innerHeight);
-        });
-        addEventListener("pagehide", () => {
-          renderer.setAnimationLoop(null);
-          disposeDisplayed();
-          controls.dispose();
-          renderer.dispose();
-        }, { once: true });
-        renderer.setAnimationLoop(() => {
-          controls.update();
-          renderer.render(scene, camera);
-        });
-      } catch (failure) {
-        input("error").textContent = String(failure);
-      }
-    }
-
-    initialize();
+    <script>
+      if (location.protocol === 'file:') document.querySelector('#status').textContent = 'Open this page through the Vite server.';
+      window.addEventListener('error', (event) => { document.querySelector('#status').textContent = `Error: ${event.message}`; }, true);
+      window.addEventListener('unhandledrejection', (event) => { document.querySelector('#status').textContent = `Error: ${String(event.reason)}`; });
     </script>
+    <script type="module" src="./analytic-boolean-operations.ts"></script>
   </body>
 </html>
diff --git a/main/opengeometry-three/examples-vite/operations/analytic-boolean-operations.ts b/main/opengeometry-three/examples-vite/operations/analytic-boolean-operations.ts
new file mode 100644
index 0000000..3717fa9
--- /dev/null
+++ b/main/opengeometry-three/examples-vite/operations/analytic-boolean-operations.ts
@@ -0,0 +1,166 @@
+import * as THREE from 'three';
+import { OrbitControls } from 'three/examples/jsm/controls/OrbitControls.js';
+import { requiredElement } from '../shared/dom';
+import { startFpsMeter } from '../shared/fps';
+import { bootExample } from '../shared/kernel';
+import { releaseOnUnload } from '../shared/unload';
+import { fitRenderer } from '../shared/viewport';
+import {
+  OGError, OpenGeometry, Solid,
+  OG_OPERATION_INTERSECT, OG_OPERATION_SUBTRACT, OG_OPERATION_UNION,
+  OG_PRIMITIVE_CYLINDER, OG_TRANSFORM_TRANSLATE,
+} from '../../../dist/index.js';
+
+const VIEWPORT = requiredElement('#app', HTMLDivElement);
+const OPERATION_INPUT = requiredElement('#operation', HTMLSelectElement);
+const OFFSET_INPUT = requiredElement('#offset', HTMLInputElement);
+const DEFLECTION_INPUT = requiredElement('#deflection', HTMLInputElement);
+const REPORT = requiredElement('#report', HTMLElement);
+const ERROR_READOUT = requiredElement('#error', HTMLElement);
+const STATUS = requiredElement('#status', HTMLElement);
+await bootExample('../');
+
+const SCENE = new THREE.Scene();
+SCENE.background = new THREE.Color(0xeef2ff);
+SCENE.add(new THREE.GridHelper(24, 24, 0x7188aa, 0xcbd5e1));
+SCENE.add(new THREE.HemisphereLight(0xffffff, 0x526070, 2));
+const LIGHT = new THREE.DirectionalLight(0xffffff, 2);
+LIGHT.position.set(5, 8, 5);
+SCENE.add(LIGHT);
+const CAMERA = new THREE.PerspectiveCamera(45, 1, 0.1, 100);
+CAMERA.position.set(9, 5, 9);
+const RENDERER = new THREE.WebGLRenderer({ antialias: true });
+RENDERER.setPixelRatio(Math.min(window.devicePixelRatio || 1, 1.5));
+VIEWPORT.append(RENDERER.domElement);
+const CONTROLS = new OrbitControls(CAMERA, RENDERER.domElement);
+CONTROLS.target.set(0, 1, 0);
+CONTROLS.enableDamping = true;
+
+type Example = { host: Solid; tool: Solid; result: Solid | undefined; faces: number; contacts: number };
+let displayed: Example | undefined;
+let revision = 0;
+let updateFrame = 0;
+let updateGeometry = true;
+
+const CHORD_ERROR = (): number => 10 ** Number(DEFLECTION_INPUT.value);
+const OPERATION = (): string => OPERATION_INPUT.value === 'union' ? OG_OPERATION_UNION
+  : OPERATION_INPUT.value === 'intersection' ? OG_OPERATION_INTERSECT : OG_OPERATION_SUBTRACT;
+
+function bodies(example: Example): Solid[] {
+  return [example.host, example.tool, example.result].filter((body): body is Solid => Boolean(body));
+}
+function dispose(example: Example): void { bodies(example).reverse().forEach((body) => { body.dispose(); }); }
+function ready(example: Example): void {
+  SCENE.updateMatrixWorld(true);
+  OpenGeometry.flush({ geometry: 'sync' });
+  for (const body of bodies(example)) {
+    if (body.record?.revision !== body.lastInfo.shapeRevision) throw new Error('Boolean geometry did not finish');
+  }
+}
+
+function createExample(): Example {
+  const id = ++revision;
+  const created: Solid[] = [];
+  try {
+    const host = new Solid(OG_PRIMITIVE_CYLINDER, { radius: 1, height: 2.4 }, { ogId: `analytic-host-${String(id)}` });
+    created.push(host);
+    const tool = new Solid(OG_PRIMITIVE_CYLINDER, { radius: 1, height: 2.4 }, { ogId: `analytic-tool-${String(id)}` });
+    created.push(tool);
+    tool.transform(OG_TRANSFORM_TRANSLATE, { offset: [Number(OFFSET_INPUT.value), 0, 0] });
+    const result = host.duplicate({ ogId: `analytic-result-${String(id)}` });
+    created.push(result);
+    let faces = 0;
+    let contacts = 0;
+    let empty = false;
+    try {
+      result.operate(OPERATION(), { tools: [tool] });
+      faces = result.getBrep().topology.faces.length;
+      contacts = result.getReport()?.report.contacts.length ?? 0;
+    } catch (error) {
+      if (!(error instanceof OGError && error.code === 'EmptyResult')) throw error;
+      empty = true;
+    }
+    host.transform(OG_TRANSFORM_TRANSLATE, { offset: [-3.5, 0, 0] });
+    tool.transform(OG_TRANSFORM_TRANSLATE, { offset: [-3.5, 0, 0] });
+    if (!empty) result.transform(OG_TRANSFORM_TRANSLATE, { offset: [3.5, 0, 0] });
+    host.setAppearance({ color: 0x3b82f6, opacity: 0.65, outline: true, deflection: CHORD_ERROR() });
+    tool.setAppearance({ color: 0xf97316, opacity: 0.65, outline: true, deflection: CHORD_ERROR() });
+    if (!empty) result.setAppearance({ color: 0x22c55e, outline: true, deflection: CHORD_ERROR() });
+    if (empty) { result.dispose(); created.pop(); }
+    return { host, tool, result: empty ? undefined : result, faces, contacts };
+  } catch (error) {
+    created.reverse().forEach((body) => { body.dispose(); });
+    throw error;
+  }
+}
+
+function rebuild(): void {
+  const started = performance.now();
+  let next: Example | undefined;
+  try {
+    next = createExample();
+    for (const body of bodies(next)) SCENE.add(body);
+    ready(next);
+    const previous = displayed;
+    displayed = next;
+    if (previous) dispose(previous);
+    const counts = `${String(next.faces)} result faces · ${String(next.contacts)} contacts`;
+    REPORT.textContent = `${OPERATION_INPUT.value} · analytic\n${counts}`;
+    ERROR_READOUT.textContent = '';
+    STATUS.textContent = `Ready · ${(performance.now() - started).toFixed(1)} ms`;
+  } catch (error) {
+    if (next) dispose(next);
+    ERROR_READOUT.textContent = `Previous result retained. ${String(error)}`;
+    STATUS.textContent = 'Boolean error';
+  }
+}
+
+function retessellate(): void {
+  if (!displayed) { rebuild(); return; }
+  const started = performance.now();
+  try {
+    for (const body of bodies(displayed)) body.setAppearance({ deflection: CHORD_ERROR() });
+    ready(displayed);
+    ERROR_READOUT.textContent = '';
+    STATUS.textContent = `Ready · mesh ${(performance.now() - started).toFixed(1)} ms`;
+  } catch (error) {
+    ERROR_READOUT.textContent = String(error);
+    STATUS.textContent = 'Tessellation error';
+  }
+}
+
+function schedule(geometry: boolean): void {
+  updateGeometry ||= geometry;
+  if (updateFrame) return;
+  updateFrame = requestAnimationFrame(() => {
+    updateFrame = 0;
+    if (updateGeometry) rebuild(); else retessellate();
+    updateGeometry = false;
+  });
+}
+
+OPERATION_INPUT.addEventListener('change', () => { schedule(true); });
+OFFSET_INPUT.addEventListener('input', () => { schedule(true); });
+DEFLECTION_INPUT.addEventListener('input', () => { schedule(false); });
+
+const RESIZE_OBSERVER = new ResizeObserver(() => { fitRenderer(VIEWPORT, CAMERA, RENDERER); });
+RESIZE_OBSERVER.observe(VIEWPORT);
+CONTROLS.addEventListener('start', () => { OpenGeometry.setCameraMotion(true); });
+CONTROLS.addEventListener('end', () => { OpenGeometry.setCameraMotion(false); });
+const UNSUBSCRIBE_ERROR = OpenGeometry.on('error', (error) => { ERROR_READOUT.textContent = String(error); });
+rebuild();
+updateGeometry = false;
+const STOP_FPS_METER = startFpsMeter(RENDERER, SCENE, CAMERA, CONTROLS);
+
+(window as typeof window & { __ogAnalyticBooleanExample?: unknown }).__ogAnalyticBooleanExample = {
+  camera: CAMERA, controls: CONTROLS, renderer: RENDERER,
+  get current() { return displayed; },
+  rebuild,
+};
+
+releaseOnUnload({
+  resizeObserver: RESIZE_OBSERVER, stopFpsMeter: STOP_FPS_METER, unsubscribeError: UNSUBSCRIBE_ERROR,
+  controls: CONTROLS, renderer: RENDERER,
+}, () => { if (updateFrame) window.cancelAnimationFrame(updateFrame); }, () => {
+  if (displayed) dispose(displayed);
+});
diff --git a/main/opengeometry-three/examples-vite/operations/analytic-modeling.html b/main/opengeometry-three/examples-vite/operations/analytic-modeling.html
deleted file mode 100644
index 1e2a822..0000000
--- a/main/opengeometry-three/examples-vite/operations/analytic-modeling.html
+++ /dev/null
@@ -1,180 +0,0 @@
-<!doctype html>
-<html lang="en">
-  <head>
-    <meta charset="utf-8" />
-    <meta name="viewport" content="width=device-width, initial-scale=1" />
-    <title>OpenGeometry Analytic Modeling Operations</title>
-  </head>
-  <body class="og-example-page">
-    <div class="og-badge-title-card">
-      <a href="../index.html" class="og-badge-title-link">Back</a>
-      <span class="og-badge-title">Analytic Modeling Operations</span>
-    </div>
-    <aside class="og-controls">
-      <h3>Choose an operation</h3>
-      <p
-        class="og-control-summary">Each branch below is a direct public API call. Unsupported inputs fail instead of replacing the BRep with facets.</p>
-      <label class="og-control-row">
-        Operation
-        <select id="operation">
-          <option value="loft">Coaxial circle loft</option>
-          <option value="revolve">Revolved rectangle</option>
-          <option value="chamfer">Planar chamfer</option>
-          <option value="fillet">Cylinder fillet</option>
-          <option value="shell">Torus shell</option>
-        </select>
-      </label>
-      <label class="og-control-row">
-        Chord error
-        <input id="deflection" type="range" min="-3" max="-1" step="0.1" value="-2" />
-      </label>
-      <p id="statistics" role="status"></p>
-      <p id="error" role="alert"></p>
-    </aside>
-    <div id="app"></div>
-
-    <script type="module">
-    import "../src/styles/theme.css";
-    import * as THREE from "three";
-    import { OrbitControls } from "three/examples/jsm/controls/OrbitControls.js";
-    import wasmUrl from "../../../opengeometry/pkg/opengeometry_bg.wasm?url";
-    import { AnalyticSolid, OpenGeometry } from "opengeometry";
-
-    const input = (id) => document.querySelector(`#${id}`);
-    const chordError = () => 10 ** Number(input("deflection").value);
-    let scene;
-    let solid;
-
-    function createResult(operation) {
-      if (operation === "loft") {
-        return new AnalyticSolid({
-          kind: "coaxialCircleLoft",
-          lowerRadius: 1.2,
-          upperRadius: 0.55,
-          height: 2.4,
-          deflection: chordError(),
-          color: 0x329ac7,
-        });
-      }
-      if (operation === "revolve") {
-        return new AnalyticSolid({
-          kind: "revolvedRectangle",
-          innerRadius: 0.7,
-          outerRadius: 1.45,
-          height: 1.1,
-          deflection: chordError(),
-          color: 0x329ac7,
-        });
-      }
-      if (operation === "chamfer") {
-        return new AnalyticSolid({
-          kind: "chamferedCuboid",
-          width: 2.2,
-          depth: 1.7,
-          height: 1.5,
-          chamfer: 0.22,
-          deflection: chordError(),
-          color: 0x329ac7,
-        });
-      }
-      if (operation === "fillet") {
-        return new AnalyticSolid({
-          kind: "filletedCylinder",
-          radius: 1.15,
-          height: 2.2,
-          filletRadius: 0.18,
-          deflection: chordError(),
-          color: 0x329ac7,
-        });
-      }
-
-      const torus = new AnalyticSolid({
-        kind: "torus",
-        majorRadius: 1.4,
-        minorRadius: 0.45,
-        deflection: chordError(),
-      });
-      try {
-        return torus.shell(0.12, { deflection: chordError(), color: 0x329ac7 });
-      } finally {
-        torus.dispose();
-      }
-    }
-
-    function rebuild() {
-      const next = createResult(input("operation").value);
-      next.outline = true;
-      const stats = next.retessellate(chordError());
-      const brep = JSON.parse(next.getBrepSerialized());
-      if (solid) {
-        scene.remove(solid);
-        solid.dispose();
-      }
-      solid = next;
-      scene.add(solid);
-      input("statistics").textContent =
-        `${brep.topology.faces.length} analytic faces · ${stats.triangleCount.toLocaleString()} render triangles`;
-      input("error").textContent = "";
-    }
-
-    function attempt(action) {
-      try {
-        action();
-      } catch (failure) {
-        input("error").textContent = `Previous result retained. ${String(failure)}`;
-      }
-    }
-
-    async function initialize() {
-      try {
-        await OpenGeometry.create({ wasmURL: wasmUrl });
-        scene = new THREE.Scene();
-        scene.background = new THREE.Color(0xeef2ff);
-        scene.add(new THREE.GridHelper(16, 16, 0x7188aa, 0xcbd5e1));
-        scene.add(new THREE.HemisphereLight(0xffffff, 0x526070, 2));
-        const light = new THREE.DirectionalLight(0xffffff, 2);
-        light.position.set(4, 7, 5);
-        scene.add(light);
-
-        const camera = new THREE.PerspectiveCamera(
-          45,
-          innerWidth / innerHeight,
-          0.1,
-          100,
-        );
-        camera.position.set(5, 4, 5);
-        const renderer = new THREE.WebGLRenderer({ antialias: true });
-        renderer.setSize(innerWidth, innerHeight);
-        renderer.setPixelRatio(devicePixelRatio);
-        input("app").replaceChildren(renderer.domElement);
-        const controls = new OrbitControls(camera, renderer.domElement);
-        controls.target.set(0, 1, 0);
-        controls.enableDamping = true;
-
-        rebuild();
-        input("operation").addEventListener("change", () => attempt(rebuild));
-        input("deflection").addEventListener("input", () => attempt(rebuild));
-        addEventListener("resize", () => {
-          camera.aspect = innerWidth / innerHeight;
-          camera.updateProjectionMatrix();
-          renderer.setSize(innerWidth, innerHeight);
-        });
-        addEventListener("pagehide", () => {
-          renderer.setAnimationLoop(null);
-          solid?.dispose();
-          controls.dispose();
-          renderer.dispose();
-        }, { once: true });
-        renderer.setAnimationLoop(() => {
-          controls.update();
-          renderer.render(scene, camera);
-        });
-      } catch (failure) {
-        input("error").textContent = String(failure);
-      }
-    }
-
-    initialize();
-    </script>
-  </body>
-</html>
diff --git a/main/opengeometry-three/examples-vite/operations/analytic-step-export.html b/main/opengeometry-three/examples-vite/operations/analytic-step-export.html
deleted file mode 100644
index 801323e..0000000
--- a/main/opengeometry-three/examples-vite/operations/analytic-step-export.html
+++ /dev/null
@@ -1,234 +0,0 @@
-<!DOCTYPE html>
-<html lang="en">
-  <head>
-    <meta charset="utf-8">
-    <meta name="viewport" content="width=device-width, initial-scale=1">
-    <title>OpenGeometry analytic STEP export</title>
-  </head>
-  <body class="og-example-page">
-    <div
-      class="og-badge-title-card"><a class="og-badge-title-link" href="../index.html">Back</a><span class="og-badge-title">Analytic exchange · v2</span></div>
-    <aside class="og-controls">
-      <h3>Export authored geometry</h3>
-      <p
-        class="og-control-summary">Shared analytic surfaces, curves and oriented edge uses go directly to STEP. Display deflection never changes the exported model. Coordinates are authored in metres.</p>
-      <label
-        class="og-control-row">Body <select id="body" aria-label="Body"><option value="cuboid">Cuboid</option><option value="cylinder">Cylinder</option><option value="sphere">Sphere</option><option value="cone">Cone</option><option value="frustum">Frustum</option><option value="torus">Ring torus</option><option value="annularSectorExtrusion">Circular wall</option><option value="cut">Sphere subtraction</option><option value="cavity">Sphere cavity</option></select></label>
-      <label
-        class="og-control-row">STEP length unit <select id="unit" aria-label="STEP length unit"><option value="metre">Metre</option><option value="millimetre">Millimetre</option></select></label>
-      <label
-        class="og-control-row">Display chord error <input id="deflection" aria-label="Display chord error" type="range" min="-3" max="-1" step="0.1" value="-2"></label>
-      <button class="og-control-action" id="download">Download STEP</button>
-      <pre id="report" style="white-space:pre-wrap" aria-live="polite"></pre>
-      <p id="error" role="alert" style="color:#b42318"></p>
-      <p
-        class="og-control-summary">Checks cover v2 structure, sampled geometry residuals and Part-21 references. STEP schema and importer validation is pending. Numerical SSI curves require bounded export fitting.</p>
-    </aside>
-    <div id="app"></div>
-    <script type="module">
-    import "../src/styles/theme.css";
-    import * as THREE from "three";
-    import { OrbitControls } from "three/examples/jsm/controls/OrbitControls.js";
-    import wasmUrl from "../../../opengeometry/pkg/opengeometry_bg.wasm?url";
-    import { AnalyticSolid, OpenGeometry } from "opengeometry";
-
-    const body = document.querySelector("#body");
-    const unit = document.querySelector("#unit");
-    const deflection = document.querySelector("#deflection");
-    const report = document.querySelector("#report");
-    const error = document.querySelector("#error");
-    const frame = (y = 0, x = 0) => ({
-      origin: [x, y, 0],
-      x: [1, 0, 0],
-      y: [0, 0, -1],
-      z: [0, 1, 0],
-    });
-    let solid;
-    let baseline;
-    let lodVerified = false;
-    let scene;
-    const chordError = () => 10 ** Number(deflection.value);
-
-    function attempt(action) {
-      try {
-        action();
-        error.textContent = "";
-      } catch (failure) {
-        error.textContent = `Previous valid preview retained. ${String(failure)}`;
-      }
-    }
-    function currentExport(body = solid) {
-      return body.exportStep(unit.value);
-    }
-    function show(exported) {
-      const counts = [
-        "CYLINDRICAL_SURFACE",
-        "SPHERICAL_SURFACE",
-        "CONICAL_SURFACE",
-        "TOROIDAL_SURFACE",
-        "PLANE",
-        "CIRCLE",
-        "ELLIPSE",
-        "SEAM_CURVE",
-      ];
-      report.textContent =
-        `v2 · ${exported.report.faces} faces · ${exported.report.edges} regular edges · ${exported.report.solids} solids · ${exported.report.cavity_shells} cavities\n` +
-        counts.map((name) =>
-          `${name}: ${exported.text.split(`=${name}(`).length - 1}`
-        ).join("\n") +
-        `\n${unit.value} · ${
-          new TextEncoder().encode(exported.text).length.toLocaleString()
-        } bytes\nDisplay-only deflection: ${chordError().toPrecision(2)}\n${
-          lodVerified
-            ? "Export unchanged by LOD: verified"
-            : "Export uses authored analytic geometry"
-        }`;
-    }
-    function rebuild() {
-      const options = {
-        cuboid: { kind: "cuboid", width: 2, depth: 1, height: 2 },
-        cylinder: { kind: "cylinder", radius: 0.9, height: 2 },
-        sphere: { kind: "sphere", radius: 1.1, frame: frame(1.1) },
-        cone: { kind: "cone", radius: 1, height: 2 },
-        frustum: { kind: "frustum", lowerRadius: 1.2, upperRadius: 0.6, height: 2 },
-        torus: {
-          kind: "torus",
-          majorRadius: 1.4,
-          minorRadius: 0.4,
-          frame: frame(0.4),
-        },
-        annularSectorExtrusion: {
-          kind: "annularSectorExtrusion",
-          radius: 2,
-          thickness: 0.3,
-          height: 1.5,
-          startAngle: 0.3,
-          sweepAngle: 2.3,
-        },
-        cut: { kind: "sphere", radius: 1.2, frame: frame(1.2) },
-        cavity: { kind: "sphere", radius: 1.2, frame: frame(1.2) },
-      };
-      let next = new AnalyticSolid({
-        frame: frame(),
-        ...options[body.value],
-        ogid: `step-${body.value}`,
-        deflection: chordError(),
-        color: 0x329ac7,
-      });
-      try {
-        if (body.value === "cut" || body.value === "cavity") {
-          const cutter = new AnalyticSolid({
-            kind: "sphere",
-            radius: body.value === "cut" ? 0.9 : 0.5,
-            frame: frame(1.2, body.value === "cut" ? 0.9 : 0),
-            deflection: chordError(),
-          });
-          try {
-            const result = next.boolean(cutter, "subtraction", {
-              deflection: chordError(),
-            });
-            next.dispose();
-            next = result;
-          } finally {
-            cutter.dispose();
-          }
-        }
-        const exported = currentExport(next);
-        if (solid) {
-          scene.remove(solid);
-          solid.dispose();
-        }
-        solid = next;
-        scene.add(solid);
-        baseline = exported.text;
-        lodVerified = false;
-        show(exported);
-      } catch (failure) {
-        next.dispose();
-        throw failure;
-      }
-    }
-    async function initialize() {
-      try {
-        await OpenGeometry.create({ wasmURL: wasmUrl });
-        scene = new THREE.Scene();
-        scene.background = new THREE.Color(0xeef2ff);
-        scene.add(
-          new THREE.GridHelper(16, 16),
-          new THREE.HemisphereLight(0xffffff, 0x526070, 2),
-        );
-        const light = new THREE.DirectionalLight(0xffffff, 2);
-        light.position.set(4, 7, 5);
-        scene.add(light);
-        const camera = new THREE.PerspectiveCamera(
-          45,
-          innerWidth / innerHeight,
-          0.1,
-          100,
-        );
-        camera.position.set(6, 4.5, 6);
-        const renderer = new THREE.WebGLRenderer({ antialias: true });
-        renderer.setSize(innerWidth, innerHeight);
-        renderer.setPixelRatio(devicePixelRatio);
-        document.querySelector("#app").replaceChildren(renderer.domElement);
-        const controls = new OrbitControls(camera, renderer.domElement);
-        controls.target.set(0, 0.8, 0);
-        controls.enableDamping = true;
-        attempt(rebuild);
-        body.addEventListener("change", () => attempt(rebuild));
-        unit.addEventListener("change", () =>
-          attempt(() => {
-            const exported = currentExport();
-            baseline = exported.text;
-            show(exported);
-          }));
-        deflection.addEventListener("input", () =>
-          attempt(() => {
-            solid.retessellate(chordError());
-            const exported = currentExport();
-            if (baseline !== exported.text) {
-              throw new Error("LOD changed the STEP geometry");
-            }
-            lodVerified = true;
-            show(exported);
-          }));
-        document.querySelector("#download").addEventListener(
-          "click",
-          () =>
-            attempt(() => {
-              const exported = currentExport();
-              show(exported);
-              const url = URL.createObjectURL(
-                new Blob([exported.text], { type: "application/step" }),
-              );
-              const link = document.createElement("a");
-              link.href = url;
-              link.download = `analytic-${body.value}.step`;
-              link.click();
-              setTimeout(() => URL.revokeObjectURL(url), 1000);
-            }),
-        );
-        addEventListener("resize", () => {
-          camera.aspect = innerWidth / innerHeight;
-          camera.updateProjectionMatrix();
-          renderer.setSize(innerWidth, innerHeight);
-          renderer.setPixelRatio(devicePixelRatio);
-        });
-        addEventListener("pagehide", () => {
-          renderer.setAnimationLoop(null);
-          solid?.dispose();
-          controls.dispose();
-          renderer.dispose();
-        }, { once: true });
-        renderer.setAnimationLoop(() => {
-          controls.update();
-          renderer.render(scene, camera);
-        });
-      } catch (failure) {
-        error.textContent = String(failure);
-      }
-    }
-    initialize();
-    </script>
-  </body>
-</html>
diff --git a/main/opengeometry-three/examples-vite/operations/boolean-operations.html b/main/opengeometry-three/examples-vite/operations/boolean-operations.html
deleted file mode 100644
index d6b17da..0000000
--- a/main/opengeometry-three/examples-vite/operations/boolean-operations.html
+++ /dev/null
@@ -1,296 +0,0 @@
-<!DOCTYPE html>
-<html lang="en">
-  <head>
-    <title>OpenGeometry Boolean Operations Example</title>
-    <meta charset="utf-8" />
-    <meta name="viewport" content="width=device-width, initial-scale=1" />
-    <meta
-      name="description"
-      content="Kernel-backed solid boolean operations for browser CAD and AEC workflows with OpenGeometry."
-    />
-    <meta name="author" content="Vishwajeet Mane" />
-  </head>
-  <body class="og-example-page">
-    <div class="og-badge-title-card">
-      <a href="../index.html" class="og-badge-title-link">Back</a>
-      <span class="og-badge-title">Analytic Solid Booleans</span>
-    </div>
-
-    <aside class="og-controls">
-      <h3>Solid Boolean</h3>
-      <p class="og-control-summary">
-        The public boolean helpers now consume strict BRep v2 operands. The source solids are on the
-        left and the authoritative analytic result is on the right; render triangles remain transient.
-      </p>
-
-      <label class="og-control-row" data-control="operation">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Operation</span>
-        </div>
-        <select class="og-control-select" data-select aria-label="Operation">
-          <option value="union">Union</option>
-          <option value="intersection">Intersection</option>
-          <option value="subtraction" selected>Subtraction (inherit host)</option>
-          <option value="subtraction-override">Subtraction (override green)</option>
-        </select>
-      </label>
-
-      <label class="og-control-row" data-control="offset-x">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Contained Sphere Offset X</span>
-          <code class="og-control-value" data-value>0</code>
-        </div>
-        <div class="og-control-range">
-          <input data-range type="range" min="-0.5" max="0.5" step="0.05" value="0" />
-          <input data-number type="number" min="-0.5" max="0.5" step="0.05" value="0" />
-        </div>
-      </label>
-      <pre id="result-report" style="white-space:pre-wrap" aria-live="polite"></pre>
-      <p id="error" role="alert" style="color:#b42318"></p>
-    </aside>
-
-    <div id="app"></div>
-
-    <script type="module">
-      import "../src/styles/theme.css";
-      import * as THREE from "three";
-      import { OrbitControls } from "three/examples/jsm/controls/OrbitControls.js";
-      import Stats from "three/examples/jsm/libs/stats.module.js";
-      import wasmUrl from "../../../opengeometry/pkg/opengeometry_bg.wasm?url";
-      import {
-        booleanIntersection,
-        booleanSubtraction,
-        booleanUnion,
-        AnalyticSolid,
-        OpenGeometry,
-        Sphere,
-        Vector3,
-      } from "opengeometry";
-
-      const app = document.getElementById("app");
-      if (!app) {
-        throw new Error("Missing #app container");
-      }
-
-      const config = {
-        operation: "subtraction",
-        offsetX: 0,
-      };
-
-      let scene = null;
-      let currentGroup = null;
-      const readout = document.querySelector("#result-report");
-      const errorReadout = document.querySelector("#error");
-
-      function formatNumber(value) {
-        return Number(value).toFixed(2).replace(/\.?0+$/, "");
-      }
-
-      function mountStats() {
-        const stats = new Stats();
-        stats.showPanel(0);
-        stats.dom.style.position = "fixed";
-        stats.dom.style.left = "12px";
-        stats.dom.style.bottom = "12px";
-        stats.dom.style.top = "auto";
-        stats.dom.style.zIndex = "1000";
-        document.body.appendChild(stats.dom);
-        return stats;
-      }
-
-      function attachNumberControl(name, onChange) {
-        const row = document.querySelector(`[data-control="${name}"]`);
-        const range = row?.querySelector("[data-range]");
-        const number = row?.querySelector("[data-number]");
-        const value = row?.querySelector("[data-value]");
-
-        if (!row || !range || !number || !value) {
-          throw new Error(`Missing number control: ${name}`);
-        }
-
-        const commit = (nextValue) => {
-          const parsed = Number(nextValue);
-          if (String(nextValue).trim() === "" || !Number.isFinite(parsed) || parsed < Number(number.min) || parsed > Number(number.max)) {
-            errorReadout.textContent = "Enter a value within the displayed limits; previous preview retained.";
-            return;
-          }
-
-          range.value = String(parsed);
-          number.value = String(parsed);
-          value.textContent = formatNumber(parsed);
-          onChange(parsed);
-        };
-
-        range.addEventListener("input", () => commit(range.value));
-        number.addEventListener("input", () => commit(number.value));
-        commit(range.value);
-      }
-
-      function attachSelectControl(name, onChange) {
-        const row = document.querySelector(`[data-control="${name}"]`);
-        const select = row?.querySelector("[data-select]");
-
-        if (!row || !select) {
-          throw new Error(`Missing select control: ${name}`);
-        }
-
-        const commit = (value) => {
-          select.value = value;
-          onChange(value);
-        };
-
-        select.addEventListener("change", () => commit(select.value));
-        commit(select.value);
-      }
-
-      function disposeObject(object) {
-        object.traverse((child) => {
-          if (child instanceof AnalyticSolid) {
-            child.dispose();
-            return;
-          }
-          child.geometry?.dispose?.();
-          if (Array.isArray(child.material)) {
-            child.material.forEach((material) => material?.dispose?.());
-            return;
-          }
-          child.material?.dispose?.();
-        });
-      }
-
-      function getExecutor() {
-        switch (config.operation) {
-          case "union":
-            return booleanUnion;
-          case "intersection":
-            return booleanIntersection;
-          case "subtraction-override":
-            return booleanSubtraction;
-          default:
-            return booleanSubtraction;
-        }
-      }
-
-      function getRenderOverrides() {
-        if (config.operation === "subtraction-override") {
-          return { color: 0x22c55e, opacity: 0.6, transparent: true };
-        }
-        return {};
-      }
-
-      function rebuildExample() {
-        if (!scene) {
-          return;
-        }
-
-        const nextGroup = new THREE.Group();
-        try {
-
-          const cuboid = new AnalyticSolid({
-            kind: "cuboid",
-            frame: { origin: [-1.2, 0, 0.8], x: [1, 0, 0], y: [0, 0, -1], z: [0, 1, 0] },
-            width: 2.4,
-            height: 1.5,
-            depth: 1.6,
-            color: 0xdc2626,
-            deflection: 0.01,
-          });
-          nextGroup.add(cuboid);
-          cuboid.outline = true;
-
-          const sphere = new Sphere({
-            center: new Vector3(0, 0.75, 0),
-            radius: 0.5,
-            color: 0xf97316,
-            deflection: 0.01,
-          });
-          nextGroup.add(sphere);
-          sphere.outline = true;
-          sphere.position.x += config.offsetX;
-
-          const result = getExecutor()(cuboid, sphere, {
-            outline: true,
-            ...getRenderOverrides(),
-          });
-
-          cuboid.position.x = -4;
-          sphere.position.x = -4;
-          result.position.x = 4;
-
-          nextGroup.add(result);
-          if (currentGroup) { scene.remove(currentGroup); disposeObject(currentGroup); }
-          currentGroup = nextGroup;
-          scene.add(currentGroup);
-          readout.textContent = JSON.stringify(result.report, null, 2);
-          errorReadout.textContent = "";
-
-          console.groupCollapsed("[boolean-solid] rebuilt");
-          console.log("Config", { ...config });
-          console.log("Report", result.report);
-          console.groupEnd();
-        } catch (failure) {
-          disposeObject(nextGroup);
-          errorReadout.textContent = `Previous preview retained. ${String(failure)}`;
-        }
-      }
-
-      async function main() {
-        scene = new THREE.Scene();
-        scene.background = new THREE.Color(0xeef2ff);
-
-        const camera = new THREE.PerspectiveCamera(
-          55,
-          window.innerWidth / window.innerHeight,
-          0.1,
-          100
-        );
-        camera.position.set(10.5, 6.4, 11.5);
-
-        const renderer = new THREE.WebGLRenderer({ antialias: true });
-        renderer.setPixelRatio(window.devicePixelRatio);
-        renderer.setSize(window.innerWidth, window.innerHeight);
-        app.replaceChildren(renderer.domElement);
-
-        const stats = mountStats();
-        const controls = new OrbitControls(camera, renderer.domElement);
-        controls.enableDamping = true;
-        controls.target.set(0, 1.2, 0);
-        controls.update();
-
-        scene.add(new THREE.GridHelper(30, 30, 0x4460ff, 0xd5ddff));
-        scene.add(new THREE.AmbientLight(0xffffff, 0.82));
-
-        const light = new THREE.DirectionalLight(0xffffff, 1.15);
-        light.position.set(7, 9, 5);
-        scene.add(light);
-
-        await OpenGeometry.create({ wasmURL: wasmUrl });
-
-        attachSelectControl("operation", (value) => {
-          config.operation = value;
-          rebuildExample();
-        });
-        attachNumberControl("offset-x", (value) => {
-          config.offsetX = value;
-          rebuildExample();
-        });
-
-        rebuildExample();
-
-        renderer.setAnimationLoop(() => {
-          stats.update();
-          controls.update();
-          renderer.render(scene, camera);
-        });
-
-        window.addEventListener("resize", () => {
-          camera.aspect = window.innerWidth / window.innerHeight;
-          camera.updateProjectionMatrix();
-          renderer.setSize(window.innerWidth, window.innerHeight);
-        });
-      }
-
-      void main().catch(failure => { errorReadout.textContent = String(failure); });
-    </script>
-  </body>
-</html>
diff --git a/main/opengeometry-three/examples-vite/operations/brep-validity.html b/main/opengeometry-three/examples-vite/operations/brep-validity.html
deleted file mode 100644
index 029b4e2..0000000
--- a/main/opengeometry-three/examples-vite/operations/brep-validity.html
+++ /dev/null
@@ -1,167 +0,0 @@
-<!DOCTYPE html>
-<html lang="en">
-  <head>
-    <meta charset="utf-8">
-    <meta name="viewport" content="width=device-width, initial-scale=1">
-    <title>OpenGeometry v2 BRep diagnostics</title>
-  </head>
-  <body class="og-example-page">
-    <div
-      class="og-badge-title-card"><a class="og-badge-title-link" href="../index.html">Back</a><span class="og-badge-title">BRep diagnostics · v2</span></div>
-    <aside class="og-controls">
-      <h3>Validate and regenerate</h3>
-      <p
-        class="og-control-summary">Corrupt a copy of the cylinder's required geometry or topology. Rust rejects the defect while the valid display stays visible. Regeneration rebuilds from authored dimensions.</p>
-      <label
-        class="og-control-row">Radius <input id="radius" aria-label="Radius" type="number" required min="0.3" max="2" step="0.05" value="0.9"></label>
-      <label
-        class="og-control-row">Height <input id="height" aria-label="Height" type="number" required min="0.5" max="4" step="0.1" value="2"></label>
-      <label
-        class="og-control-row">Defect <select id="defect" aria-label="Defect"><option value="curve">Detach curve from support</option><option value="link">Missing halfedge link</option><option value="schema">Old schema version</option></select></label>
-      <button class="og-control-action" id="check">Check validity</button>
-      <button class="og-control-action" id="corrupt">Corrupt geometry</button>
-      <button class="og-control-action"
-        id="regenerate">Regenerate from parameters</button>
-      <p id="classification" class="og-control-summary"></p>
-      <pre id="report" style="white-space:pre-wrap" aria-live="polite"></pre>
-      <p id="error" role="alert" style="color:#b42318"></p>
-      <p
-        class="og-control-summary">Validation covers strict v2 structure and sampled curve/pcurve/support residuals. It does not certify general shell self-intersections or cavity containment. Regeneration is not arbitrary BRep healing.</p>
-    </aside>
-    <div id="app"></div>
-    <script type="module">
-    import "../src/styles/theme.css";
-    import * as THREE from "three";
-    import { OrbitControls } from "three/examples/jsm/controls/OrbitControls.js";
-    import wasmUrl from "../../../opengeometry/pkg/opengeometry_bg.wasm?url";
-    import {
-      AnalyticSolid,
-      OpenGeometry,
-      validateAnalyticBrep,
-    } from "opengeometry";
-
-    const report = document.querySelector("#report");
-    const error = document.querySelector("#error");
-    let solid;
-    let candidate;
-    let scene;
-    function check(label) {
-      const result = JSON.parse(validateAnalyticBrep(candidate));
-      report.textContent = `${label}: ${
-        result.valid ? "VALID" : "INVALID"
-      }\n${result.validation_level}\n${
-        result.error ? JSON.stringify(result.error, null, 2) : "No issues reported."
-      }`;
-      return result;
-    }
-    function regenerate() {
-      const radius = document.querySelector("#radius");
-      const height = document.querySelector("#height");
-      if (!radius.checkValidity() || !height.checkValidity()) {
-        throw new Error("Enter positive dimensions within the displayed limits.");
-      }
-      const next = new AnalyticSolid({
-        kind: "cylinder",
-        radius: Number(radius.value),
-        height: Number(height.value),
-        deflection: 0.01,
-        color: 0xf97316,
-      });
-      if (solid) {
-        scene.remove(solid);
-        solid.dispose();
-      }
-      solid = next;
-      scene.add(solid);
-      candidate = solid.getBrepSerialized();
-      check("Regenerated cylinder");
-      document.querySelector("#classification").textContent =
-        `Point query: center is ${
-          solid.classifyPoint(new THREE.Vector3(0, 1, 0))
-        }; distant point is ${solid.classifyPoint(new THREE.Vector3(4, 1, 0))}.`;
-    }
-    function attempt(action) {
-      try {
-        action();
-        error.textContent = "";
-      } catch (failure) {
-        error.textContent = String(failure);
-      }
-    }
-    async function initialize() {
-      try {
-        await OpenGeometry.create({ wasmURL: wasmUrl });
-        scene = new THREE.Scene();
-        scene.background = new THREE.Color(0xeef2ff);
-        scene.add(
-          new THREE.GridHelper(16, 16),
-          new THREE.HemisphereLight(0xffffff, 0x526070, 2),
-        );
-        const light = new THREE.DirectionalLight(0xffffff, 2);
-        light.position.set(4, 7, 5);
-        scene.add(light);
-        const camera = new THREE.PerspectiveCamera(
-          45,
-          innerWidth / innerHeight,
-          0.1,
-          100,
-        );
-        camera.position.set(6, 4.5, 6);
-        const renderer = new THREE.WebGLRenderer({ antialias: true });
-        renderer.setSize(innerWidth, innerHeight);
-        renderer.setPixelRatio(devicePixelRatio);
-        document.querySelector("#app").replaceChildren(renderer.domElement);
-        const controls = new OrbitControls(camera, renderer.domElement);
-        controls.target.set(0, 1, 0);
-        controls.enableDamping = true;
-        regenerate();
-        document.querySelector("#check").addEventListener(
-          "click",
-          () => attempt(() => check("Current candidate")),
-        );
-        document.querySelector("#corrupt").addEventListener(
-          "click",
-          () =>
-            attempt(() => {
-              const broken = JSON.parse(solid.getBrepSerialized());
-              const defect = document.querySelector("#defect").value;
-              if (defect === "link") broken.topology.halfedges[0].next = 4294967295;
-              else if (defect === "schema") broken.schema_version = 1;
-              else {broken.geometry.curves.find((curve) => curve.kind === "Circle")
-                  .radius *= 1.1;}
-              candidate = JSON.stringify(broken);
-              if (
-                check("Corrupted candidate; valid preview retained").valid
-              ) throw new Error("Diagnostic regression: the defect was accepted");
-            }),
-        );
-        for (const id of ["regenerate", "radius", "height"]) {
-          document.querySelector(`#${id}`).addEventListener(
-            id === "regenerate" ? "click" : "change",
-            () => attempt(regenerate),
-          );
-        }
-        addEventListener("resize", () => {
-          camera.aspect = innerWidth / innerHeight;
-          camera.updateProjectionMatrix();
-          renderer.setSize(innerWidth, innerHeight);
-          renderer.setPixelRatio(devicePixelRatio);
-        });
-        addEventListener("pagehide", () => {
-          renderer.setAnimationLoop(null);
-          solid?.dispose();
-          controls.dispose();
-          renderer.dispose();
-        }, { once: true });
-        renderer.setAnimationLoop(() => {
-          controls.update();
-          renderer.render(scene, camera);
-        });
-      } catch (failure) {
-        error.textContent = String(failure);
-      }
-    }
-    initialize();
-    </script>
-  </body>
-</html>
diff --git a/main/opengeometry-three/examples-vite/operations/editor-modes.html b/main/opengeometry-three/examples-vite/operations/editor-modes.html
deleted file mode 100644
index 22c2e7f..0000000
--- a/main/opengeometry-three/examples-vite/operations/editor-modes.html
+++ /dev/null
@@ -1,223 +0,0 @@
-<!DOCTYPE html>
-<html lang="en">
-  <head>
-    <title>OpenGeometry Analytic Parametric Editing Example</title>
-    <meta charset="utf-8" />
-    <meta name="viewport" content="width=device-width, initial-scale=1" />
-    <meta
-      name="description"
-      content="Strict BRep v2 parametric editing and face inspection in Three.js."
-    />
-    <meta name="author" content="Vishwajeet Mane" />
-  </head>
-  <body class="og-example-page">
-    <div class="og-badge-title-card">
-      <a href="../index.html" class="og-badge-title-link">Back</a>
-      <span class="og-badge-title">Analytic Parametric Editing</span>
-    </div>
-
-    <aside class="og-controls">
-      <h3>Guided Flow</h3>
-      <p class="og-control-summary">
-        Resize the authoritative six-plane cuboid, change its placement, then inspect its
-        strict BRep v2 face topology.
-      </p>
-
-      <div class="og-control-row">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Status</span>
-          <code class="og-control-value" data-status>ready</code>
-        </div>
-        <p class="og-control-summary" data-summary>
-          Parametric edits rebuild analytic planes and trims without converting the model to triangles.
-        </p>
-      </div>
-
-      <button class="og-control-action og-control-action-cyan" data-action="resize">
-        Resize Parametric Cuboid
-      </button>
-      <button class="og-control-action og-control-action-amber" data-action="inspect">
-        Inspect BRep v2
-      </button>
-      <button class="og-control-action og-control-action-rose" data-action="reset">
-        Reset Demo
-      </button>
-    </aside>
-
-    <div id="app"></div>
-
-    <script type="module">
-      import "../src/styles/theme.css";
-      import * as THREE from "three";
-      import { OrbitControls } from "three/examples/jsm/controls/OrbitControls.js";
-      import Stats from "three/examples/jsm/libs/stats.module.js";
-      import wasmUrl from "../../../opengeometry/pkg/opengeometry_bg.wasm?url";
-      import { Cuboid, OpenGeometry, Vector3 } from "opengeometry";
-
-      const app = document.getElementById("app");
-      const statusNode = document.querySelector("[data-status]");
-      const summaryNode = document.querySelector("[data-summary]");
-      const resizeButton = document.querySelector('[data-action="resize"]');
-      const inspectButton = document.querySelector('[data-action="inspect"]');
-      const resetButton = document.querySelector('[data-action="reset"]');
-
-      if (
-        !app ||
-        !statusNode ||
-        !summaryNode ||
-        !resizeButton ||
-        !inspectButton ||
-        !resetButton
-      ) {
-        throw new Error("Missing analytic editing example nodes");
-      }
-
-      let cuboid = null;
-      let parametricEdited = false;
-
-      function mountStats() {
-        const stats = new Stats();
-        stats.showPanel(0);
-        stats.dom.style.position = "fixed";
-        stats.dom.style.left = "12px";
-        stats.dom.style.bottom = "12px";
-        stats.dom.style.top = "auto";
-        stats.dom.style.zIndex = "1000";
-        document.body.appendChild(stats.dom);
-        return stats;
-      }
-
-      function setStatus(status, summary) {
-        statusNode.textContent = status;
-        summaryNode.textContent = summary;
-      }
-
-      function resetCuboidState() {
-        cuboid.setConfig({
-          center: new Vector3(0, 0.75, 0),
-          width: 1.4,
-          height: 1.5,
-          depth: 1.1,
-          color: 0x2563eb,
-          deflection: 0.005,
-        });
-        cuboid.setPlacement({
-          translation: new Vector3(-2.5, 0, 0),
-          rotation: new Vector3(0, 0, 0),
-          scale: new Vector3(1, 1, 1),
-        });
-        cuboid.outline = true;
-        parametricEdited = false;
-      }
-
-      function resizeParametricCuboid() {
-        cuboid.setConfig({
-          center: new Vector3(0, 0.95, 0),
-          width: 1.9,
-          height: 1.9,
-          depth: 1.25,
-          color: 0x2563eb,
-          deflection: 0.005,
-        });
-        cuboid.setPlacement({
-          translation: new Vector3(-2.5, 0, 0),
-          rotation: new Vector3(0, Math.PI / 7, 0),
-          scale: new Vector3(1, 1, 1),
-        });
-        cuboid.outline = true;
-        parametricEdited = true;
-
-        console.groupCollapsed("[editor-modes] parametric edit");
-        console.log("Cuboid config", cuboid.getConfig());
-        console.log("Placement", cuboid.getPlacement());
-        console.groupEnd();
-
-        setStatus(
-          "parametric",
-          "The cuboid was regenerated as six analytic plane faces and its placement remained separate."
-        );
-      }
-
-      function inspectBrep() {
-        const brep = cuboid.getBrepData();
-        const faces = brep.topology.faces;
-        console.groupCollapsed("[editor-modes] strict BRep v2");
-        console.log("Parametric edited", parametricEdited);
-        console.log("BRep", brep);
-        console.groupEnd();
-        setStatus("v2", `schema ${brep.schema_version}; ${faces.length} analytic plane faces; revision ${brep.revision}`);
-      }
-
-      function resetDemo() {
-        resetCuboidState();
-        setStatus(
-          "ready",
-          "Resize the cuboid, then inspect the strict analytic BRep v2 payload."
-        );
-      }
-
-      async function main() {
-        const scene = new THREE.Scene();
-        scene.background = new THREE.Color(0xeef2ff);
-
-        const camera = new THREE.PerspectiveCamera(
-          55,
-          window.innerWidth / window.innerHeight,
-          0.1,
-          100
-        );
-        camera.position.set(9.2, 5.5, 10.5);
-
-        const renderer = new THREE.WebGLRenderer({ antialias: true });
-        renderer.setPixelRatio(window.devicePixelRatio);
-        renderer.setSize(window.innerWidth, window.innerHeight);
-        app.replaceChildren(renderer.domElement);
-
-        const stats = mountStats();
-        const controls = new OrbitControls(camera, renderer.domElement);
-        controls.enableDamping = true;
-        controls.target.set(0, 1.3, 0);
-        controls.update();
-
-        scene.add(new THREE.GridHelper(28, 28, 0x4460ff, 0xd5ddff));
-        scene.add(new THREE.AmbientLight(0xffffff, 0.82));
-
-        const light = new THREE.DirectionalLight(0xffffff, 1.15);
-        light.position.set(7, 9, 5);
-        scene.add(light);
-
-        await OpenGeometry.create({ wasmURL: wasmUrl });
-
-        cuboid = new Cuboid({
-          center: new Vector3(0, 0.75, 0),
-          width: 1.4,
-          height: 1.5,
-          depth: 1.1,
-          color: 0x2563eb,
-          deflection: 0.005,
-        });
-        scene.add(cuboid);
-
-        resizeButton.addEventListener("click", resizeParametricCuboid);
-        inspectButton.addEventListener("click", inspectBrep);
-        resetButton.addEventListener("click", resetDemo);
-
-        resetDemo();
-
-        renderer.setAnimationLoop(() => {
-          stats.update();
-          controls.update();
-          renderer.render(scene, camera);
-        });
-
-        window.addEventListener("resize", () => {
-          camera.aspect = window.innerWidth / window.innerHeight;
-          camera.updateProjectionMatrix();
-          renderer.setSize(window.innerWidth, window.innerHeight);
-        });
-      }
-
-      void main();
-    </script>
-  </body>
-</html>
diff --git a/main/opengeometry-three/examples-vite/operations/extruded-boolean-operations.html b/main/opengeometry-three/examples-vite/operations/extruded-boolean-operations.html
deleted file mode 100644
index d2ab95c..0000000
--- a/main/opengeometry-three/examples-vite/operations/extruded-boolean-operations.html
+++ /dev/null
@@ -1,255 +0,0 @@
-<!DOCTYPE html>
-<html lang="en">
-  <head>
-    <title>OpenGeometry Extruded Boolean Example</title>
-    <meta charset="utf-8" />
-    <meta name="viewport" content="width=device-width, initial-scale=1" />
-    <meta
-      name="description"
-      content="Exact through-cut workflow using strict analytic profile extrusions and in-house booleans."
-    />
-    <meta name="author" content="Vishwajeet Mane" />
-  </head>
-  <body class="og-example-page">
-    <div class="og-badge-title-card">
-      <a href="../index.html" class="og-badge-title-link">Back</a>
-      <span class="og-badge-title">Extruded Boolean Operations</span>
-    </div>
-
-    <aside class="og-controls">
-      <h3>Wall Minus Through Slot</h3>
-      <p class="og-control-summary">
-        This page builds coextensive strict-v2 profile extrusions and subtracts a through slot
-        from the wall. Each result face keeps its planar support and source-face ancestry.
-      </p>
-
-      <label class="og-control-row" data-control="wall-height">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Wall Height</span>
-          <code class="og-control-value" data-value>2.8</code>
-        </div>
-        <div class="og-control-range">
-          <input data-range type="range" min="1.5" max="4" step="0.1" value="2.8" />
-          <input data-number type="number" min="1.5" max="4" step="0.1" value="2.8" />
-        </div>
-      </label>
-
-      <label class="og-control-row" data-control="opening-width">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Opening Width</span>
-          <code class="og-control-value" data-value>1.4</code>
-        </div>
-        <div class="og-control-range">
-          <input data-range type="range" min="0.6" max="2.2" step="0.05" value="1.4" />
-          <input data-number type="number" min="0.6" max="2.2" step="0.05" value="1.4" />
-        </div>
-      </label>
-
-      <pre id="result-report" style="white-space:pre-wrap" aria-live="polite"></pre>
-      <p id="error" role="alert" style="color:#b42318"></p>
-    </aside>
-
-    <div id="app"></div>
-
-    <script type="module">
-      import "../src/styles/theme.css";
-      import * as THREE from "three";
-      import { OrbitControls } from "three/examples/jsm/controls/OrbitControls.js";
-      import Stats from "three/examples/jsm/libs/stats.module.js";
-      import wasmUrl from "../../../opengeometry/pkg/opengeometry_bg.wasm?url";
-      import { AnalyticSolid, OpenGeometry } from "opengeometry";
-
-      const app = document.getElementById("app");
-      if (!app) {
-        throw new Error("Missing #app container");
-      }
-
-      const config = {
-        wallHeight: 2.8,
-        openingWidth: 1.4,
-      };
-
-      let scene = null;
-      let currentGroup = null;
-      const readout = document.querySelector("#result-report");
-      const errorReadout = document.querySelector("#error");
-
-      function formatNumber(value) {
-        return Number(value).toFixed(2).replace(/\.?0+$/, "");
-      }
-
-      function mountStats() {
-        const stats = new Stats();
-        stats.showPanel(0);
-        stats.dom.style.position = "fixed";
-        stats.dom.style.left = "12px";
-        stats.dom.style.bottom = "12px";
-        stats.dom.style.top = "auto";
-        stats.dom.style.zIndex = "1000";
-        document.body.appendChild(stats.dom);
-        return stats;
-      }
-
-      function attachNumberControl(name, onChange) {
-        const row = document.querySelector(`[data-control="${name}"]`);
-        const range = row?.querySelector("[data-range]");
-        const number = row?.querySelector("[data-number]");
-        const value = row?.querySelector("[data-value]");
-
-        if (!row || !range || !number || !value) {
-          throw new Error(`Missing number control: ${name}`);
-        }
-
-        const commit = (nextValue) => {
-          const parsed = Number(nextValue);
-          if (String(nextValue).trim() === "" || !Number.isFinite(parsed) || parsed < Number(number.min) || parsed > Number(number.max)) {
-            errorReadout.textContent = "Enter a value within the displayed limits; previous preview retained.";
-            return;
-          }
-
-          range.value = String(parsed);
-          number.value = String(parsed);
-          value.textContent = formatNumber(parsed);
-          onChange(parsed);
-        };
-
-        range.addEventListener("input", () => commit(range.value));
-        number.addEventListener("input", () => commit(number.value));
-        commit(range.value);
-      }
-
-      function disposeObject(object) {
-        object.traverse((child) => {
-          if (child instanceof AnalyticSolid) {
-            child.dispose();
-            return;
-          }
-          child.geometry?.dispose?.();
-          if (Array.isArray(child.material)) {
-            child.material.forEach((material) => material?.dispose?.());
-            return;
-          }
-          child.material?.dispose?.();
-        });
-      }
-
-      function rebuildExample() {
-        if (!scene) {
-          return;
-        }
-
-        const nextGroup = new THREE.Group();
-        try {
-
-          const wall = new AnalyticSolid({
-            kind: "linearExtrusion",
-            outer: [[-2.2, -0.18], [2.2, -0.18], [2.2, 0.18], [-2.2, 0.18]],
-            holes: [],
-            height: config.wallHeight,
-            color: 0xdc2626,
-            deflection: 0.01,
-          });
-          nextGroup.add(wall);
-          wall.outline = true;
-          wall.surface.material.transparent = true;
-          wall.surface.material.opacity = 0.6;
-          wall.surface.material.needsUpdate = true;
-
-          const openingOuter = [
-            [-config.openingWidth * 0.5, -0.26],
-            [config.openingWidth * 0.5, -0.26],
-            [config.openingWidth * 0.5, 0.26],
-            [-config.openingWidth * 0.5, 0.26],
-          ];
-          const opening = new AnalyticSolid({
-            kind: "linearExtrusion", outer: openingOuter, holes: [], height: config.wallHeight,
-            color: 0xf97316, deflection: 0.01,
-          });
-          nextGroup.add(opening);
-          opening.outline = true;
-
-          const result = wall.subtract([opening], {
-            color: 0xdc2626,
-          });
-          result.outline = true;
-
-          wall.position.x = -4;
-          opening.position.x = -4;
-          result.position.x = 4;
-
-          nextGroup.add(result);
-          if (currentGroup) { scene.remove(currentGroup); disposeObject(currentGroup); }
-          currentGroup = nextGroup;
-          scene.add(currentGroup);
-          readout.textContent = JSON.stringify(result.report, null, 2);
-          errorReadout.textContent = "";
-
-          console.groupCollapsed("[boolean-extruded] rebuilt");
-          console.log("Config", { ...config });
-          console.log("Report", result.report);
-          console.groupEnd();
-        } catch (failure) {
-          disposeObject(nextGroup);
-          errorReadout.textContent = `Previous preview retained. ${String(failure)}`;
-        }
-      }
-
-      async function main() {
-        scene = new THREE.Scene();
-        scene.background = new THREE.Color(0xeef2ff);
-
-        const camera = new THREE.PerspectiveCamera(
-          55,
-          window.innerWidth / window.innerHeight,
-          0.1,
-          100
-        );
-        camera.position.set(11.5, 6.8, 12.5);
-
-        const renderer = new THREE.WebGLRenderer({ antialias: true });
-        renderer.setPixelRatio(window.devicePixelRatio);
-        renderer.setSize(window.innerWidth, window.innerHeight);
-        app.replaceChildren(renderer.domElement);
-
-        const stats = mountStats();
-        const controls = new OrbitControls(camera, renderer.domElement);
-        controls.enableDamping = true;
-        controls.target.set(0, 1.6, 0);
-        controls.update();
-
-        scene.add(new THREE.GridHelper(30, 30, 0x4460ff, 0xd5ddff));
-        scene.add(new THREE.AmbientLight(0xffffff, 0.82));
-
-        const light = new THREE.DirectionalLight(0xffffff, 1.15);
-        light.position.set(7, 9, 5);
-        scene.add(light);
-
-        await OpenGeometry.create({ wasmURL: wasmUrl });
-
-        attachNumberControl("wall-height", (value) => {
-          config.wallHeight = value;
-          rebuildExample();
-        });
-        attachNumberControl("opening-width", (value) => {
-          config.openingWidth = value;
-          rebuildExample();
-        });
-        rebuildExample();
-
-        renderer.setAnimationLoop(() => {
-          stats.update();
-          controls.update();
-          renderer.render(scene, camera);
-        });
-
-        window.addEventListener("resize", () => {
-          camera.aspect = window.innerWidth / window.innerHeight;
-          camera.updateProjectionMatrix();
-          renderer.setSize(window.innerWidth, window.innerHeight);
-        });
-      }
-
-      void main().catch(failure => { errorReadout.textContent = String(failure); });
-    </script>
-  </body>
-</html>
diff --git a/main/opengeometry-three/examples-vite/operations/general-extrude.html b/main/opengeometry-three/examples-vite/operations/general-extrude.html
deleted file mode 100644
index 6d38c4a..0000000
--- a/main/opengeometry-three/examples-vite/operations/general-extrude.html
+++ /dev/null
@@ -1,391 +0,0 @@
-<!DOCTYPE html>
-<html lang="en">
-  <head>
-    <title>OpenGeometry General Extrude Example</title>
-    <meta charset="utf-8" />
-    <meta name="viewport" content="width=device-width, initial-scale=1" />
-    <meta name="description" content="General directional extrude with arbitrary direction and extent type using OpenGeometry." />
-    <meta name="author" content="Vishwajeet Mane" />
-  </head>
-  <body class="og-example-page">
-    <div class="og-badge-title-card">
-      <a href="../index.html" class="og-badge-title-link">Back</a>
-      <span class="og-badge-title">General Extrude</span>
-    </div>
-
-    <aside class="og-controls">
-      <h3>General Extrude</h3>
-      <p class="og-control-summary">
-        Extrude a flat square profile along an arbitrary direction. Choose the extent type to
-        offset the sweep one-sided, symmetric, or two-sided about the profile plane.
-      </p>
-
-      <label class="og-control-row" data-control="dirX">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Direction X</span>
-          <code class="og-control-value" data-value>0</code>
-        </div>
-        <div class="og-control-range">
-          <input data-range type="range" min="-1" max="1" step="0.05" value="0" />
-          <input data-number type="number" min="-1" max="1" step="0.05" value="0" />
-        </div>
-      </label>
-
-      <label class="og-control-row" data-control="dirY">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Direction Y</span>
-          <code class="og-control-value" data-value>1</code>
-        </div>
-        <div class="og-control-range">
-          <input data-range type="range" min="-1" max="1" step="0.05" value="1" />
-          <input data-number type="number" min="-1" max="1" step="0.05" value="1" />
-        </div>
-      </label>
-
-      <label class="og-control-row" data-control="dirZ">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Direction Z</span>
-          <code class="og-control-value" data-value>0</code>
-        </div>
-        <div class="og-control-range">
-          <input data-range type="range" min="-1" max="1" step="0.05" value="0" />
-          <input data-number type="number" min="-1" max="1" step="0.05" value="0" />
-        </div>
-      </label>
-
-      <label class="og-control-row" data-control="kind">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Extent Type</span>
-        </div>
-        <div class="og-control-range">
-          <select data-select class="og-control-value" style="width: 100%;">
-            <option value="one_sided">one_sided</option>
-            <option value="symmetric">symmetric</option>
-            <option value="two_sided">two_sided</option>
-          </select>
-        </div>
-      </label>
-
-      <label class="og-control-row" data-control="dPlus">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Distance +</span>
-          <code class="og-control-value" data-value>2</code>
-        </div>
-        <div class="og-control-range">
-          <input data-range type="range" min="0.2" max="4" step="0.1" value="2" />
-          <input data-number type="number" min="0.2" max="4" step="0.1" value="2" />
-        </div>
-      </label>
-
-      <label class="og-control-row" data-control="dMinus">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Distance - (two_sided)</span>
-          <code class="og-control-value" data-value>1</code>
-        </div>
-        <div class="og-control-range">
-          <input data-range type="range" min="0" max="4" step="0.1" value="1" />
-          <input data-number type="number" min="0" max="4" step="0.1" value="1" />
-        </div>
-      </label>
-
-      <pre class="og-control-summary" data-readout style="white-space: pre-wrap; margin-top: 12px;">Building…</pre>
-    </aside>
-
-    <div id="app"></div>
-
-    <script type="module">
-      import "../src/styles/theme.css";
-      import * as THREE from "three";
-      import { OrbitControls } from "three/examples/jsm/controls/OrbitControls.js";
-      import Stats from "three/examples/jsm/libs/stats.module.js";
-      import wasmUrl from "../../../opengeometry/pkg/opengeometry_bg.wasm?url";
-      import { OpenGeometry, Polygon, Vector3 } from "opengeometry";
-      import { extrudeBrepFaceDirectional } from "opengeometry";
-
-      const app = document.getElementById("app");
-      const readout = document.querySelector("[data-readout]");
-      if (!app || !readout) {
-        throw new Error("Missing general-extrude page nodes");
-      }
-
-      const config = {
-        dirX: 0,
-        dirY: 1,
-        dirZ: 0,
-        kind: "one_sided",
-        dPlus: 2,
-        dMinus: 1,
-      };
-
-      // Serialized BRep of the flat square profile (XZ plane), set once on init.
-      let profileBrepJson = null;
-
-      let wireframe = null;
-      let points = null;
-      let sceneRef = null;
-
-      function formatNumber(value) {
-        return Number(value).toFixed(2).replace(/\.?0+$/, "");
-      }
-
-      function mountStats() {
-        const stats = new Stats();
-        stats.showPanel(0);
-        stats.dom.style.position = "fixed";
-        stats.dom.style.left = "12px";
-        stats.dom.style.bottom = "12px";
-        stats.dom.style.top = "auto";
-        stats.dom.style.zIndex = "1000";
-        document.body.appendChild(stats.dom);
-        return stats;
-      }
-
-      function attachNumberControl(name, onChange) {
-        const row = document.querySelector(`[data-control="${name}"]`);
-        const range = row?.querySelector("[data-range]");
-        const number = row?.querySelector("[data-number]");
-        const value = row?.querySelector("[data-value]");
-
-        if (!row || !range || !number || !value) {
-          throw new Error(`Missing number control: ${name}`);
-        }
-
-        const commit = (nextValue) => {
-          const parsed = Number(nextValue);
-          number.setCustomValidity("");
-          if (String(nextValue).trim() === "" || !Number.isFinite(parsed)
-            || (number.min !== "" && parsed < Number(number.min))
-            || (number.max !== "" && parsed > Number(number.max))) {
-            number.setCustomValidity("Enter a finite value within the displayed limits.");
-            number.reportValidity();
-            return;
-          }
-
-          range.value = String(parsed);
-          number.value = String(parsed);
-          value.textContent = formatNumber(parsed);
-          onChange(parsed);
-        };
-
-        range.addEventListener("input", () => commit(range.value));
-        number.addEventListener("input", () => commit(number.value));
-        commit(range.value);
-      }
-
-      function attachSelectControl(name, onChange) {
-        const row = document.querySelector(`[data-control="${name}"]`);
-        const select = row?.querySelector("[data-select]");
-
-        if (!row || !select) {
-          throw new Error(`Missing select control: ${name}`);
-        }
-
-        select.addEventListener("change", () => onChange(select.value));
-        onChange(select.value);
-      }
-
-      function disposeObject(object) {
-        if (!object) {
-          return;
-        }
-        if (sceneRef) {
-          sceneRef.remove(object);
-        }
-        object.geometry?.dispose();
-        object.material?.dispose();
-      }
-
-      function buildProfileBrepJson() {
-        // Flat square profile in the XZ plane.
-        const profile = new Polygon({
-          vertices: [
-            new Vector3(-1, 0, -1),
-            new Vector3(1, 0, -1),
-            new Vector3(1, 0, 1),
-            new Vector3(-1, 0, 1),
-          ],
-          holes: [],
-          color: 0x22c55e,
-          outlineWidth: 2,
-        });
-        // getBrepData() returns the serialized BRep JSON string for the profile face.
-        try { return profile.getBrepData(); }
-        finally { disposeObject(profile); }
-      }
-
-      function updateExtrude() {
-        if (!profileBrepJson || !sceneRef) {
-          return;
-        }
-
-        const direction = [config.dirX, config.dirY, config.dirZ];
-        let parsed = null;
-        try {
-          const resultJson = extrudeBrepFaceDirectional(
-            profileBrepJson,
-            new Float64Array(direction),
-            config.kind,
-            config.dPlus,
-            config.dMinus
-          );
-          parsed = JSON.parse(resultJson);
-        } catch (error) {
-          readout.textContent = `Previous valid extrusion retained.\n${String(error?.message ?? error)}`;
-          return;
-        }
-
-        const vertices = parsed.vertices ?? [];
-        const halfedges = parsed.halfedges ?? [];
-        const edges = parsed.edges ?? [];
-        const faces = parsed.faces ?? [];
-
-        // Build wireframe line segments from each edge's halfedge endpoints.
-        const linePositions = [];
-        for (const edge of edges) {
-          const he = halfedges[edge.halfedge];
-          if (!he) {
-            continue;
-          }
-          const from = vertices[he.from]?.position;
-          const to = vertices[he.to]?.position;
-          if (!from || !to) {
-            continue;
-          }
-          linePositions.push(from.x, from.y, from.z, to.x, to.y, to.z);
-        }
-
-        disposeObject(wireframe);
-        disposeObject(points);
-        wireframe = null;
-        points = null;
-
-        const lineGeometry = new THREE.BufferGeometry();
-        lineGeometry.setAttribute(
-          "position",
-          new THREE.Float32BufferAttribute(linePositions, 3)
-        );
-        wireframe = new THREE.LineSegments(
-          lineGeometry,
-          new THREE.LineBasicMaterial({ color: 0x0ea5e9 })
-        );
-        sceneRef.add(wireframe);
-
-        // Render vertices as points.
-        const pointPositions = [];
-        let minY = Infinity;
-        let maxY = -Infinity;
-        for (const vertex of vertices) {
-          const p = vertex.position;
-          pointPositions.push(p.x, p.y, p.z);
-          minY = Math.min(minY, p.y);
-          maxY = Math.max(maxY, p.y);
-        }
-        const pointGeometry = new THREE.BufferGeometry();
-        pointGeometry.setAttribute(
-          "position",
-          new THREE.Float32BufferAttribute(pointPositions, 3)
-        );
-        points = new THREE.Points(
-          pointGeometry,
-          new THREE.PointsMaterial({ color: 0xf97316, size: 0.12 })
-        );
-        sceneRef.add(points);
-
-        const spanY = vertices.length
-          ? `${formatNumber(minY)} … ${formatNumber(maxY)}`
-          : "n/a";
-
-        readout.textContent =
-          `direction : [${direction.map(formatNumber).join(", ")}]\n` +
-          `extent    : ${config.kind}\n` +
-          `d+ / d-   : ${formatNumber(config.dPlus)} / ${formatNumber(config.dMinus)}\n` +
-          `vertices  : ${vertices.length}\n` +
-          `edges     : ${edges.length}\n` +
-          `faces     : ${faces.length}\n` +
-          `Y span    : ${spanY}`;
-
-        console.groupCollapsed("[general-extrude] updated");
-        console.log("Config", { ...config });
-        console.log("Result", { vertices: vertices.length, edges: edges.length, faces: faces.length });
-        console.groupEnd();
-      }
-
-      async function main() {
-        const scene = new THREE.Scene();
-        scene.background = new THREE.Color(0xeef2ff);
-        sceneRef = scene;
-
-        const camera = new THREE.PerspectiveCamera(
-          55,
-          window.innerWidth / window.innerHeight,
-          0.1,
-          100
-        );
-        camera.position.set(5.8, 4.5, 6.8);
-
-        const renderer = new THREE.WebGLRenderer({ antialias: true });
-        renderer.setPixelRatio(window.devicePixelRatio);
-        renderer.setSize(window.innerWidth, window.innerHeight);
-        app.replaceChildren(renderer.domElement);
-
-        const stats = mountStats();
-        const controls = new OrbitControls(camera, renderer.domElement);
-        controls.enableDamping = true;
-        controls.target.set(0, 0.9, 0);
-        controls.update();
-
-        scene.add(new THREE.GridHelper(20, 20, 0x4460ff, 0xd5ddff));
-        scene.add(new THREE.AmbientLight(0xffffff, 0.8));
-
-        const light = new THREE.DirectionalLight(0xffffff, 1.1);
-        light.position.set(6, 8, 4);
-        scene.add(light);
-
-        await OpenGeometry.create({ wasmURL: wasmUrl });
-
-        profileBrepJson = buildProfileBrepJson();
-
-        attachNumberControl("dirX", (value) => {
-          config.dirX = value;
-          updateExtrude();
-        });
-        attachNumberControl("dirY", (value) => {
-          config.dirY = value;
-          updateExtrude();
-        });
-        attachNumberControl("dirZ", (value) => {
-          config.dirZ = value;
-          updateExtrude();
-        });
-        attachSelectControl("kind", (value) => {
-          config.kind = value;
-          updateExtrude();
-        });
-        attachNumberControl("dPlus", (value) => {
-          config.dPlus = value;
-          updateExtrude();
-        });
-        attachNumberControl("dMinus", (value) => {
-          config.dMinus = value;
-          updateExtrude();
-        });
-
-        updateExtrude();
-
-        renderer.setAnimationLoop(() => {
-          stats.update();
-          controls.update();
-          renderer.render(scene, camera);
-        });
-
-        window.addEventListener("resize", () => {
-          camera.aspect = window.innerWidth / window.innerHeight;
-          camera.updateProjectionMatrix();
-          renderer.setSize(window.innerWidth, window.innerHeight);
-        });
-      }
-
-      void main();
-    </script>
-  </body>
-</html>
diff --git a/main/opengeometry-three/examples-vite/operations/offset-ring-variable.html b/main/opengeometry-three/examples-vite/operations/offset-ring-variable.html
deleted file mode 100644
index 8f11b54..0000000
--- a/main/opengeometry-three/examples-vite/operations/offset-ring-variable.html
+++ /dev/null
@@ -1,329 +0,0 @@
-<!DOCTYPE html>
-<html lang="en">
-  <head>
-    <title>OpenGeometry Variable Ring Offset Example</title>
-    <meta charset="utf-8" />
-    <meta name="viewport" content="width=device-width, initial-scale=1" />
-    <meta
-      name="description"
-      content="Per-edge ring inset (setback envelope) example for Three.js."
-    />
-    <meta name="author" content="OpenGeometry" />
-  </head>
-  <body class="og-example-page">
-    <div class="og-badge-title-card">
-      <a href="../index.html" class="og-badge-title-link">Back</a>
-      <span class="og-badge-title">Variable Ring Offset</span>
-    </div>
-
-    <aside class="og-controls">
-      <h3>Setback Envelope</h3>
-      <p class="og-control-summary">
-        The dark ring is the parcel. The green ring(s) are the buildable envelope from
-        <code>offsetRingVariable</code> — one inset distance per lot-line edge. Deepen the
-        setbacks on the dumbbell parcel and the envelope splits in two.
-      </p>
-
-      <label class="og-control-row" data-control="front">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Front Setback (m)</span>
-          <code class="og-control-value" data-value>6</code>
-        </div>
-        <div class="og-control-range">
-          <input data-range type="range" min="0" max="12" step="0.5" value="6" />
-          <input data-number type="number" min="0" max="12" step="0.5" value="6" />
-        </div>
-      </label>
-
-      <label class="og-control-row" data-control="side">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Side Setback (m)</span>
-          <code class="og-control-value" data-value>1.5</code>
-        </div>
-        <div class="og-control-range">
-          <input data-range type="range" min="0" max="9" step="0.5" value="1.5" />
-          <input data-number type="number" min="0" max="9" step="0.5" value="1.5" />
-        </div>
-      </label>
-
-      <label class="og-control-row" data-control="rear">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Rear Setback (m)</span>
-          <code class="og-control-value" data-value>3</code>
-        </div>
-        <div class="og-control-range">
-          <input data-range type="range" min="0" max="12" step="0.5" value="3" />
-          <input data-number type="number" min="0" max="12" step="0.5" value="3" />
-        </div>
-      </label>
-
-      <label class="og-control-row" data-control="dumbbell">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Dumbbell Parcel</span>
-        </div>
-        <div class="og-control-bool">
-          <input data-toggle type="checkbox" class="og-toggle" aria-label="Dumbbell Parcel" />
-          <span class="og-control-bool-state" data-state>Disabled</span>
-        </div>
-      </label>
-
-      <label class="og-control-row" data-control="waist">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Dumbbell Inset (m)</span>
-          <code class="og-control-value" data-value>3</code>
-        </div>
-        <div class="og-control-range">
-          <input data-range type="range" min="0" max="6" step="0.25" value="3" />
-          <input data-number type="number" min="0" max="6" step="0.25" value="3" />
-        </div>
-      </label>
-    </aside>
-
-    <div id="app"></div>
-
-    <script type="module">
-      import "../src/styles/theme.css";
-      import * as THREE from "three";
-      import { OrbitControls } from "three/examples/jsm/controls/OrbitControls.js";
-      import Stats from "three/examples/jsm/libs/stats.module.js";
-      import wasmUrl from "../../../opengeometry/pkg/opengeometry_bg.wasm?url";
-      import { OpenGeometry, Polyline, Vector3, offsetRingVariable } from "opengeometry";
-
-      const app = document.getElementById("app");
-      if (!app) {
-        throw new Error("Missing #app container");
-      }
-
-      // A 20 × 30 m parcel: edge 0 = front (z = 0), edges 1/3 = sides, edge 2 = rear.
-      const RECT_PARCEL = [0, 0, 0, 20, 0, 0, 20, 0, 30, 0, 0, 30];
-      // Two 20 × 14 m lobes joined by a 4 m-wide waist corridor.
-      const DUMBBELL_PARCEL = [
-        0, 0, 0, 20, 0, 0, 20, 0, 14, 12, 0, 14, 12, 0, 26, 20, 0, 26,
-        20, 0, 40, 0, 0, 40, 0, 0, 26, 8, 0, 26, 8, 0, 14, 0, 0, 14,
-      ];
-      const SCALE = 0.2; // metres → scene units
-
-      const config = {
-        front: 6,
-        side: 1.5,
-        rear: 3,
-        dumbbell: false,
-        waist: 3,
-      };
-
-      let scene = null;
-      let parcelOutline = null;
-      let envelopeOutlines = [];
-
-      function formatNumber(value) {
-        return Number(value).toFixed(2).replace(/\.?0+$/, "");
-      }
-
-      function mountStats() {
-        const stats = new Stats();
-        stats.showPanel(0);
-        stats.dom.style.position = "fixed";
-        stats.dom.style.left = "12px";
-        stats.dom.style.bottom = "12px";
-        stats.dom.style.top = "auto";
-        stats.dom.style.zIndex = "1000";
-        document.body.appendChild(stats.dom);
-        return stats;
-      }
-
-      function attachNumberControl(name, onChange) {
-        const row = document.querySelector(`[data-control="${name}"]`);
-        const range = row?.querySelector("[data-range]");
-        const number = row?.querySelector("[data-number]");
-        const value = row?.querySelector("[data-value]");
-        if (!row || !range || !number || !value) {
-          throw new Error(`Missing number control: ${name}`);
-        }
-        const commit = (nextValue) => {
-          const parsed = Number(nextValue);
-          number.setCustomValidity("");
-          if (String(nextValue).trim() === "" || !Number.isFinite(parsed)
-            || (number.min !== "" && parsed < Number(number.min))
-            || (number.max !== "" && parsed > Number(number.max))) {
-            number.setCustomValidity("Enter a finite value within the displayed limits.");
-            number.reportValidity();
-            return;
-          }
-          range.value = String(parsed);
-          number.value = String(parsed);
-          value.textContent = formatNumber(parsed);
-          onChange(parsed);
-        };
-        range.addEventListener("input", () => commit(range.value));
-        number.addEventListener("input", () => commit(number.value));
-        commit(range.value);
-      }
-
-      function attachBooleanControl(name, onChange) {
-        const row = document.querySelector(`[data-control="${name}"]`);
-        const toggle = row?.querySelector("[data-toggle]");
-        const state = row?.querySelector("[data-state]");
-        if (!row || !toggle || !state) {
-          throw new Error(`Missing boolean control: ${name}`);
-        }
-        const commit = (checked) => {
-          toggle.checked = checked;
-          state.textContent = checked ? "Enabled" : "Disabled";
-          onChange(checked);
-        };
-        toggle.addEventListener("change", () => commit(toggle.checked));
-        commit(toggle.checked);
-      }
-
-      function ringToScenePoints(flat) {
-        const points = [];
-        for (let i = 0; i < flat.length; i += 3) {
-          points.push(new Vector3(flat[i] * SCALE, flat[i + 1] * SCALE, flat[i + 2] * SCALE));
-        }
-        if (points.length > 0) {
-          points.push(new Vector3(flat[0] * SCALE, flat[1] * SCALE, flat[2] * SCALE));
-        }
-        return points;
-      }
-
-      function regionToScenePoints(region) {
-        const points = region.outer.map(
-          (p) => new Vector3(p.x * SCALE, p.y * SCALE, p.z * SCALE)
-        );
-        if (region.outer.length > 0) {
-          const first = region.outer[0];
-          points.push(new Vector3(first.x * SCALE, first.y * SCALE, first.z * SCALE));
-        }
-        return points;
-      }
-
-      function currentParcelAndDistances() {
-        if (config.dumbbell) {
-          return {
-            parcel: DUMBBELL_PARCEL,
-            distances: new Array(12).fill(config.waist),
-          };
-        }
-        // Rect edge order: front (z=0), side (x=20), rear (z=30), side (x=0).
-        return {
-          parcel: RECT_PARCEL,
-          distances: [config.front, config.side, config.rear, config.side],
-        };
-      }
-
-      function updateEnvelope() {
-        if (!scene || !parcelOutline) {
-          return;
-        }
-        const { parcel, distances } = currentParcelAndDistances();
-        parcelOutline.setConfig({ points: ringToScenePoints(parcel), color: 0x1f2937 });
-
-        for (const outline of envelopeOutlines) {
-          scene.remove(outline);
-        }
-        envelopeOutlines = [];
-
-        let regions = [];
-        try {
-          regions = offsetRingVariable(parcel, distances);
-        } catch (error) {
-          console.error("[offset-ring-variable]", error);
-          return;
-        }
-
-        for (const region of regions) {
-          const outline = new Polyline({
-            points: regionToScenePoints(region),
-            color: regions.length > 1 ? 0xdc2626 : 0x16a34a,
-          });
-          envelopeOutlines.push(outline);
-          scene.add(outline);
-        }
-
-        console.groupCollapsed("[offset-ring-variable] updated");
-        console.log("Config", { ...config });
-        console.log(
-          `Regions: ${regions.length}`,
-          regions.map((region) => `${region.outer.length} verts`)
-        );
-        console.groupEnd();
-      }
-
-      async function main() {
-        scene = new THREE.Scene();
-        scene.background = new THREE.Color(0xeef2ff);
-
-        const camera = new THREE.PerspectiveCamera(
-          55,
-          window.innerWidth / window.innerHeight,
-          0.1,
-          100
-        );
-        camera.position.set(8.5, 7.5, 10.2);
-
-        const renderer = new THREE.WebGLRenderer({ antialias: true });
-        renderer.setPixelRatio(window.devicePixelRatio);
-        renderer.setSize(window.innerWidth, window.innerHeight);
-        app.replaceChildren(renderer.domElement);
-
-        const stats = mountStats();
-        const controls = new OrbitControls(camera, renderer.domElement);
-        controls.enableDamping = true;
-        controls.target.set(2, 0, 3);
-        controls.update();
-
-        scene.add(new THREE.GridHelper(24, 24, 0x4460ff, 0xd5ddff));
-        scene.add(new THREE.AmbientLight(0xffffff, 0.82));
-
-        const light = new THREE.DirectionalLight(0xffffff, 1.1);
-        light.position.set(6, 8, 4);
-        scene.add(light);
-
-        await OpenGeometry.create({ wasmURL: wasmUrl });
-
-        parcelOutline = new Polyline({
-          points: ringToScenePoints(RECT_PARCEL),
-          color: 0x1f2937,
-        });
-        scene.add(parcelOutline);
-
-        attachNumberControl("front", (value) => {
-          config.front = value;
-          updateEnvelope();
-        });
-        attachNumberControl("side", (value) => {
-          config.side = value;
-          updateEnvelope();
-        });
-        attachNumberControl("rear", (value) => {
-          config.rear = value;
-          updateEnvelope();
-        });
-        attachNumberControl("waist", (value) => {
-          config.waist = value;
-          updateEnvelope();
-        });
-        attachBooleanControl("dumbbell", (value) => {
-          config.dumbbell = value;
-          updateEnvelope();
-        });
-
-        updateEnvelope();
-
-        renderer.setAnimationLoop(() => {
-          stats.update();
-          controls.update();
-          renderer.render(scene, camera);
-        });
-
-        window.addEventListener("resize", () => {
-          camera.aspect = window.innerWidth / window.innerHeight;
-          camera.updateProjectionMatrix();
-          renderer.setSize(window.innerWidth, window.innerHeight);
-        });
-      }
-
-      main();
-    </script>
-  </body>
-</html>
diff --git a/main/opengeometry-three/examples-vite/operations/offset.html b/main/opengeometry-three/examples-vite/operations/offset.html
deleted file mode 100644
index 87fb220..0000000
--- a/main/opengeometry-three/examples-vite/operations/offset.html
+++ /dev/null
@@ -1,275 +0,0 @@
-<!DOCTYPE html>
-<html lang="en">
-  <head>
-    <title>OpenGeometry Offset Example</title>
-    <meta charset="utf-8" />
-    <meta name="viewport" content="width=device-width, initial-scale=1" />
-    <meta name="description" content="Simple OpenGeometry offset example for Three.js." />
-    <meta name="author" content="Vishwajeet Mane" />
-  </head>
-  <body class="og-example-page">
-    <div class="og-badge-title-card">
-      <a href="../index.html" class="og-badge-title-link">Back</a>
-      <span class="og-badge-title">Offset</span>
-    </div>
-
-    <aside class="og-controls">
-      <h3>Offset</h3>
-      <p class="og-control-summary">
-        The dark polyline is the input. The red polyline is generated by the current offset
-        settings.
-      </p>
-
-      <label class="og-control-row" data-control="distance">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Offset Distance</span>
-          <code class="og-control-value" data-value>0.45</code>
-        </div>
-        <div class="og-control-range">
-          <input data-range type="range" min="-1.2" max="1.2" step="0.05" value="0.45" />
-          <input data-number type="number" min="-1.2" max="1.2" step="0.05" value="0.45" />
-        </div>
-      </label>
-
-      <label class="og-control-row" data-control="acute">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Acute Threshold</span>
-          <code class="og-control-value" data-value>35</code>
-        </div>
-        <div class="og-control-range">
-          <input data-range type="range" min="1" max="179" step="1" value="35" />
-          <input data-number type="number" min="1" max="179" step="1" value="35" />
-        </div>
-      </label>
-
-      <label class="og-control-row" data-control="point-3-x">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Point 3 X</span>
-          <code class="og-control-value" data-value>-0.2</code>
-        </div>
-        <div class="og-control-range">
-          <input data-range type="range" min="-1.5" max="1.5" step="0.05" value="-0.2" />
-          <input data-number type="number" min="-1.5" max="1.5" step="0.05" value="-0.2" />
-        </div>
-      </label>
-
-      <label class="og-control-row" data-control="bevel">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Bevel</span>
-        </div>
-        <div class="og-control-bool">
-          <input data-toggle type="checkbox" class="og-toggle" aria-label="Bevel" checked />
-          <span class="og-control-bool-state" data-state>Enabled</span>
-        </div>
-      </label>
-    </aside>
-
-    <div id="app"></div>
-
-    <script type="module">
-      import "../src/styles/theme.css";
-      import * as THREE from "three";
-      import { OrbitControls } from "three/examples/jsm/controls/OrbitControls.js";
-      import Stats from "three/examples/jsm/libs/stats.module.js";
-      import wasmUrl from "../../../opengeometry/pkg/opengeometry_bg.wasm?url";
-      import { OpenGeometry, Polyline, Vector3 } from "opengeometry";
-
-      const app = document.getElementById("app");
-      if (!app) {
-        throw new Error("Missing #app container");
-      }
-
-      const config = {
-        distance: 0.45,
-        acute: 35,
-        point3X: -0.2,
-        bevel: true,
-      };
-
-      let basePolyline = null;
-      let offsetPolyline = null;
-
-      function formatNumber(value) {
-        return Number(value).toFixed(2).replace(/\.?0+$/, "");
-      }
-
-      function mountStats() {
-        const stats = new Stats();
-        stats.showPanel(0);
-        stats.dom.style.position = "fixed";
-        stats.dom.style.left = "12px";
-        stats.dom.style.bottom = "12px";
-        stats.dom.style.top = "auto";
-        stats.dom.style.zIndex = "1000";
-        document.body.appendChild(stats.dom);
-        return stats;
-      }
-
-      function attachNumberControl(name, onChange) {
-        const row = document.querySelector(`[data-control="${name}"]`);
-        const range = row?.querySelector("[data-range]");
-        const number = row?.querySelector("[data-number]");
-        const value = row?.querySelector("[data-value]");
-
-        if (!row || !range || !number || !value) {
-          throw new Error(`Missing number control: ${name}`);
-        }
-
-        const commit = (nextValue) => {
-          const parsed = Number(nextValue);
-          number.setCustomValidity("");
-          if (String(nextValue).trim() === "" || !Number.isFinite(parsed)
-            || (number.min !== "" && parsed < Number(number.min))
-            || (number.max !== "" && parsed > Number(number.max))) {
-            number.setCustomValidity("Enter a finite value within the displayed limits.");
-            number.reportValidity();
-            return;
-          }
-
-          range.value = String(parsed);
-          number.value = String(parsed);
-          value.textContent = formatNumber(parsed);
-          onChange(parsed);
-        };
-
-        range.addEventListener("input", () => commit(range.value));
-        number.addEventListener("input", () => commit(number.value));
-        commit(range.value);
-      }
-
-      function attachBooleanControl(name, onChange) {
-        const row = document.querySelector(`[data-control="${name}"]`);
-        const toggle = row?.querySelector("[data-toggle]");
-        const state = row?.querySelector("[data-state]");
-
-        if (!row || !toggle || !state) {
-          throw new Error(`Missing boolean control: ${name}`);
-        }
-
-        const commit = (checked) => {
-          toggle.checked = checked;
-          state.textContent = checked ? "Enabled" : "Disabled";
-          onChange(checked);
-        };
-
-        toggle.addEventListener("change", () => commit(toggle.checked));
-        commit(toggle.checked);
-      }
-
-      function buildPoints() {
-        return [
-          new Vector3(-2.4, 0, -1.8),
-          new Vector3(-0.8, 0, -0.5),
-          new Vector3(config.point3X, 0, 0.7),
-          new Vector3(1.9, 0, 1.7),
-        ];
-      }
-
-      function updateOffset() {
-        if (!basePolyline || !offsetPolyline) {
-          return;
-        }
-
-        const points = buildPoints();
-        basePolyline.setConfig({
-          points,
-          color: 0x111827,
-        });
-
-        const offsetResult = basePolyline.getOffset(
-          config.distance,
-          config.acute,
-          config.bevel
-        );
-
-        offsetPolyline.setConfig({
-          points: offsetResult.points,
-          color: 0xdc2626,
-        });
-
-        console.groupCollapsed("[offset] updated");
-        console.log("Config", { ...config });
-        console.log("Offset result", offsetResult);
-        console.groupEnd();
-      }
-
-      async function main() {
-        const scene = new THREE.Scene();
-        scene.background = new THREE.Color(0xeef2ff);
-
-        const camera = new THREE.PerspectiveCamera(
-          55,
-          window.innerWidth / window.innerHeight,
-          0.1,
-          100
-        );
-        camera.position.set(6.5, 4.5, 7.2);
-
-        const renderer = new THREE.WebGLRenderer({ antialias: true });
-        renderer.setPixelRatio(window.devicePixelRatio);
-        renderer.setSize(window.innerWidth, window.innerHeight);
-        app.replaceChildren(renderer.domElement);
-
-        const stats = mountStats();
-        const controls = new OrbitControls(camera, renderer.domElement);
-        controls.enableDamping = true;
-        controls.target.set(0, 0.2, 0);
-        controls.update();
-
-        scene.add(new THREE.GridHelper(24, 24, 0x4460ff, 0xd5ddff));
-        scene.add(new THREE.AmbientLight(0xffffff, 0.82));
-
-        const light = new THREE.DirectionalLight(0xffffff, 1.1);
-        light.position.set(6, 8, 4);
-        scene.add(light);
-
-        await OpenGeometry.create({ wasmURL: wasmUrl });
-
-        basePolyline = new Polyline({
-          points: buildPoints(),
-          color: 0x111827,
-        });
-        offsetPolyline = new Polyline({
-          points: buildPoints(),
-          color: 0xdc2626,
-        });
-
-        scene.add(basePolyline);
-        scene.add(offsetPolyline);
-
-        attachNumberControl("distance", (value) => {
-          config.distance = value;
-          updateOffset();
-        });
-        attachNumberControl("acute", (value) => {
-          config.acute = value;
-          updateOffset();
-        });
-        attachNumberControl("point-3-x", (value) => {
-          config.point3X = value;
-          updateOffset();
-        });
-        attachBooleanControl("bevel", (value) => {
-          config.bevel = value;
-          updateOffset();
-        });
-
-        updateOffset();
-
-        renderer.setAnimationLoop(() => {
-          stats.update();
-          controls.update();
-          renderer.render(scene, camera);
-        });
-
-        window.addEventListener("resize", () => {
-          camera.aspect = window.innerWidth / window.innerHeight;
-          camera.updateProjectionMatrix();
-          renderer.setSize(window.innerWidth, window.innerHeight);
-        });
-      }
-
-      void main();
-    </script>
-  </body>
-</html>
diff --git a/main/opengeometry-three/examples-vite/operations/polygon-boolean-operations.html b/main/opengeometry-three/examples-vite/operations/polygon-boolean-operations.html
deleted file mode 100644
index 55b5a6d..0000000
--- a/main/opengeometry-three/examples-vite/operations/polygon-boolean-operations.html
+++ /dev/null
@@ -1,297 +0,0 @@
-<!DOCTYPE html>
-<html lang="en">
-  <head>
-    <title>OpenGeometry Polygon Boolean Operations</title>
-    <meta charset="utf-8" />
-    <meta name="viewport" content="width=device-width, initial-scale=1" />
-    <meta
-      name="description"
-      content="Simple OpenGeometry polygon boolean example for Three.js."
-    />
-    <meta name="author" content="Vishwajeet Mane" />
-    <style>
-      @media (max-width: 640px) {
-        body.og-example-page { height: auto; overflow: auto; }
-        .og-controls {
-          position: relative;
-          top: auto;
-          right: auto;
-          max-height: none;
-          margin: 64px 12px 12px;
-        }
-        #app { height: max(360px, 50vh); }
-      }
-    </style>
-  </head>
-  <body class="og-example-page">
-    <div class="og-badge-title-card">
-      <a href="../index.html" class="og-badge-title-link">Back</a>
-      <span class="og-badge-title">Polygon Boolean Operations</span>
-    </div>
-
-    <aside class="og-controls">
-      <h3>Planar polygon Boolean</h3>
-      <p class="og-control-summary">
-        Two flat polygons are shown on the left. Their exact 2D union, intersection, or
-        subtraction is shown on the right. This operation produces planar regions, not solids.
-      </p>
-
-      <label class="og-control-row" data-control="operation">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Operation</span>
-        </div>
-        <select class="og-control-select" data-select aria-label="Operation">
-          <option value="union">Union</option>
-          <option value="intersection">Intersection</option>
-          <option value="subtraction" selected>Subtraction</option>
-        </select>
-      </label>
-
-      <label class="og-control-row" data-control="offset-x">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Tool Offset X</span>
-          <code class="og-control-value" data-value>0.45</code>
-        </div>
-        <div class="og-control-range">
-          <input data-range type="range" min="-1.2" max="1.2" step="0.05" value="0.45" />
-          <input data-number type="number" min="-1.2" max="1.2" step="0.05" value="0.45" />
-        </div>
-      </label>
-      <pre id="result-report" style="white-space:pre-wrap" aria-live="polite"></pre>
-      <p id="error" role="alert" style="color:#b42318"></p>
-    </aside>
-
-    <div id="app"></div>
-
-    <script type="module">
-      import "../src/styles/theme.css";
-      import * as THREE from "three";
-      import { OrbitControls } from "three/examples/jsm/controls/OrbitControls.js";
-      import Stats from "three/examples/jsm/libs/stats.module.js";
-      import wasmUrl from "../../../opengeometry/pkg/opengeometry_bg.wasm?url";
-      import {
-        booleanRegions2D,
-        OpenGeometry,
-        Polygon,
-        Vector3,
-      } from "opengeometry";
-
-      const app = document.getElementById("app");
-      if (!app) {
-        throw new Error("Missing #app container");
-      }
-
-      const config = {
-        operation: "subtraction",
-        offsetX: 0.45,
-      };
-
-      let scene = null;
-      let currentGroup = null;
-      const readout = document.querySelector("#result-report");
-      const errorReadout = document.querySelector("#error");
-
-      function formatNumber(value) {
-        return Number(value).toFixed(2).replace(/\.?0+$/, "");
-      }
-
-      function mountStats() {
-        const stats = new Stats();
-        stats.showPanel(0);
-        stats.dom.style.position = "fixed";
-        stats.dom.style.left = "12px";
-        stats.dom.style.bottom = "12px";
-        stats.dom.style.top = "auto";
-        stats.dom.style.zIndex = "1000";
-        document.body.appendChild(stats.dom);
-        return stats;
-      }
-
-      function attachNumberControl(name, onChange) {
-        const row = document.querySelector(`[data-control="${name}"]`);
-        const range = row?.querySelector("[data-range]");
-        const number = row?.querySelector("[data-number]");
-        const value = row?.querySelector("[data-value]");
-
-        if (!row || !range || !number || !value) {
-          throw new Error(`Missing number control: ${name}`);
-        }
-
-        const commit = (nextValue) => {
-          const parsed = Number(nextValue);
-          if (String(nextValue).trim() === "" || !Number.isFinite(parsed) || parsed < Number(number.min) || parsed > Number(number.max)) {
-            errorReadout.textContent = "Enter a value within the displayed limits; previous preview retained.";
-            return;
-          }
-
-          range.value = String(parsed);
-          number.value = String(parsed);
-          value.textContent = formatNumber(parsed);
-          onChange(parsed);
-        };
-
-        range.addEventListener("input", () => commit(range.value));
-        number.addEventListener("input", () => commit(number.value));
-        commit(range.value);
-      }
-
-      function attachSelectControl(name, onChange) {
-        const row = document.querySelector(`[data-control="${name}"]`);
-        const select = row?.querySelector("[data-select]");
-
-        if (!row || !select) {
-          throw new Error(`Missing select control: ${name}`);
-        }
-
-        const commit = (value) => {
-          select.value = value;
-          onChange(value);
-        };
-
-        select.addEventListener("change", () => commit(select.value));
-        commit(select.value);
-      }
-
-      function disposeObject(object) {
-        object.traverse((child) => {
-          if (child instanceof Polygon) {
-            child.dispose();
-            child.polygon.free();
-          }
-        });
-      }
-
-      // booleanRegions2D accepts clockwise outer rings in the XZ plane.
-      function rectangle(xMin, zMin, xMax, zMax) {
-        return {
-          outer: [
-            { x: xMin, y: 0, z: zMax },
-            { x: xMax, y: 0, z: zMax },
-            { x: xMax, y: 0, z: zMin },
-            { x: xMin, y: 0, z: zMin },
-          ],
-          holes: [],
-        };
-      }
-
-      function ringArea(ring) {
-        return Math.abs(ring.reduce((sum, point, index) => {
-          const next = ring[(index + 1) % ring.length];
-          return sum + point.x * next.z - next.x * point.z;
-        }, 0)) / 2;
-      }
-
-      function regionArea(region) {
-        return ringArea(region.outer) - region.holes.reduce((sum, hole) => sum + ringArea(hole), 0);
-      }
-
-      function addPlanarPolygon(group, region, color, xOffset, yOffset = 0, opacity = 1) {
-        const toVector = (point) => new Vector3(point.x, point.y, point.z);
-        const polygon = new Polygon({
-          vertices: region.outer.map(toVector),
-          holes: region.holes.map((hole) => hole.map(toVector)),
-          color,
-        });
-        polygon.position.set(xOffset, yOffset, 0);
-        polygon.outline = true;
-        polygon.material.transparent = opacity < 1;
-        polygon.material.opacity = opacity;
-        polygon.material.depthWrite = opacity === 1;
-        group.add(polygon);
-      }
-
-      function rebuildExample() {
-        if (!scene) return;
-
-        const nextGroup = new THREE.Group();
-        try {
-          const base = rectangle(-1.8, -1, 0.6, 0.8);
-          const tool = rectangle(-0.5 + config.offsetX, -0.7, 1.1 + config.offsetX, 0.4);
-          const regions = booleanRegions2D([base], [tool], config.operation);
-
-          addPlanarPolygon(nextGroup, base, 0x60a5fa, -4, 0, 0.65);
-          addPlanarPolygon(nextGroup, tool, 0xf97316, -4, 0.005, 0.65);
-          regions.forEach((region) => addPlanarPolygon(nextGroup, region, 0x22c55e, 4));
-
-          if (currentGroup) {
-            scene.remove(currentGroup);
-            disposeObject(currentGroup);
-          }
-          currentGroup = nextGroup;
-          scene.add(currentGroup);
-          readout.textContent = JSON.stringify({
-            operation: config.operation,
-            geometry: "2D regions",
-            regionCount: regions.length,
-            area: Number(regions.reduce((sum, region) => sum + regionArea(region), 0).toFixed(6)),
-            holes: regions.reduce((sum, region) => sum + region.holes.length, 0),
-          }, null, 2);
-          errorReadout.textContent = "";
-        } catch (failure) {
-          disposeObject(nextGroup);
-          errorReadout.textContent = `Previous preview retained. ${String(failure)}`;
-        }
-      }
-
-      async function main() {
-        scene = new THREE.Scene();
-        scene.background = new THREE.Color(0xeef2ff);
-
-        const camera = new THREE.OrthographicCamera(-7.5, 7.5, 5, -5, 0.1, 100);
-        camera.position.set(0, 10, 12);
-        function resizeViewer() {
-          const aspect = app.clientWidth / app.clientHeight;
-          camera.left = -7.5;
-          camera.right = 7.5;
-          camera.top = 7.5 / aspect;
-          camera.bottom = -camera.top;
-          camera.updateProjectionMatrix();
-          renderer.setSize(app.clientWidth, app.clientHeight);
-        }
-
-        const renderer = new THREE.WebGLRenderer({ antialias: true });
-        renderer.setPixelRatio(window.devicePixelRatio);
-        app.replaceChildren(renderer.domElement);
-        resizeViewer();
-
-        const stats = mountStats();
-        const controls = new OrbitControls(camera, renderer.domElement);
-        controls.enableDamping = true;
-        controls.target.set(0, 0, 0);
-        controls.update();
-
-        const grid = new THREE.GridHelper(30, 30, 0x4460ff, 0xd5ddff);
-        grid.position.y = -0.03;
-        scene.add(grid);
-        scene.add(new THREE.AmbientLight(0xffffff, 0.82));
-
-        const light = new THREE.DirectionalLight(0xffffff, 1.15);
-        light.position.set(7, 9, 5);
-        scene.add(light);
-
-        await OpenGeometry.create({ wasmURL: wasmUrl });
-
-        attachSelectControl("operation", (value) => {
-          config.operation = value;
-          rebuildExample();
-        });
-        attachNumberControl("offset-x", (value) => {
-          config.offsetX = value;
-          rebuildExample();
-        });
-
-        rebuildExample();
-
-        renderer.setAnimationLoop(() => {
-          stats.update();
-          controls.update();
-          renderer.render(scene, camera);
-        });
-
-        window.addEventListener("resize", resizeViewer);
-      }
-
-      void main().catch(failure => { errorReadout.textContent = String(failure); });
-    </script>
-  </body>
-</html>
diff --git a/main/opengeometry-three/examples-vite/operations/polygon-loft.html b/main/opengeometry-three/examples-vite/operations/polygon-loft.html
deleted file mode 100644
index d844db2..0000000
--- a/main/opengeometry-three/examples-vite/operations/polygon-loft.html
+++ /dev/null
@@ -1,198 +0,0 @@
-<!doctype html>
-<html lang="en">
-  <head>
-    <meta charset="utf-8">
-    <meta name="viewport" content="width=device-width,initial-scale=1">
-    <title>OpenGeometry Polygon Loft</title>
-  </head>
-  <body class="og-example-page">
-    <div
-      class="og-badge-title-card"><a href="../index.html" class="og-badge-title-link">Back</a><span class="og-badge-title">Polygon Loft</span></div>
-    <aside class="og-controls">
-      <h3>Capped ruled loft</h3>
-      <p
-        class="og-control-summary">Click both polygon profiles, then build the exact Plane/Line BRep between them. Shift is optional; clicking a selected profile deselects it.</p>
-      <button id="loft" type="button" disabled>Loft selected profiles</button>
-      <button id="reset" type="button">Reset profiles</button>
-      <label
-        class="og-control-row">Upper scale<input id="upper-scale" type="range" min="0.4" max="1.4" step="0.05" value="0.7"></label>
-      <label
-        class="og-control-row">Upper height<input id="upper-height" type="range" min="0.5" max="4" step="0.1" value="2.4"></label>
-      <p id="selection" role="status"></p>
-      <p id="statistics" role="status"></p>
-      <p id="error" role="alert"></p>
-    </aside>
-    <div id="app"></div>
-    <script type="module">
-    import "../src/styles/theme.css";
-    import * as THREE from "three";
-    import { OrbitControls } from "three/examples/jsm/controls/OrbitControls.js";
-    import wasmUrl from "../../../opengeometry/pkg/opengeometry_bg.wasm?url";
-    import { OpenGeometry, Polygon, Vector3 } from "opengeometry";
-
-    const selected = [];
-    const error = document.querySelector("#error");
-    const selection = document.querySelector("#selection");
-    const statistics = document.querySelector("#statistics");
-    const loftButton = document.querySelector("#loft");
-    let scene;
-    let profiles = [];
-    let result;
-
-    function profilePoints(y, scale) {
-      return [
-        [-1.6, -1.0],
-        [0.25, -1.0],
-        [1.35, -0.35],
-        [1.1, 1.0],
-        [-0.4, 1.25],
-        [-1.6, 0.45],
-      ].map(([x, z]) => new Vector3(x * scale, y, z * scale));
-    }
-
-    function updateSelection() {
-      profiles.forEach((profile) => {
-        profile.color = selected.includes(profile) ? 0xff8a3d : 0x5875d8;
-      });
-      loftButton.disabled = selected.length !== 2;
-      selection.textContent = selected.length === 2
-        ? "Two compatible polygon sections selected."
-        : `Select ${2 - selected.length} more polygon profile${
-          selected.length === 1 ? "" : "s"
-        }.`;
-    }
-
-    function resetProfiles() {
-      if (result) {
-        scene.remove(result);
-        result.dispose();
-        result = undefined;
-      }
-      profiles.forEach((profile) => {
-        scene.remove(profile);
-        profile.dispose();
-      });
-      profiles = [
-        new Polygon({ vertices: profilePoints(0, 1), color: 0x5875d8 }),
-        new Polygon({
-          vertices: profilePoints(
-            Number(document.querySelector("#upper-height").value),
-            Number(document.querySelector("#upper-scale").value),
-          ).reverse(),
-          color: 0x5875d8,
-        }),
-      ];
-      profiles.forEach((profile) => {
-        profile.outline = true;
-        profile.material.transparent = true;
-        profile.material.opacity = 0.45;
-        scene.add(profile);
-      });
-      selected.length = 0;
-      error.textContent = "";
-      statistics.textContent = "";
-      updateSelection();
-    }
-
-    function buildLoft() {
-      try {
-        const next = selected[0].loftTo(selected[1], {
-          deflection: 0.01,
-          color: 0x329ac7,
-        });
-        next.outline = true;
-        if (result) {
-          scene.remove(result);
-          result.dispose();
-        }
-        result = next;
-        scene.add(result);
-        const model = JSON.parse(result.getBrepSerialized());
-        statistics.textContent =
-          `${model.topology.faces.length} planar faces · ${model.topology.edges.length} shared edges · ${model.solids.length} closed solid`;
-        error.textContent = "";
-      } catch (failure) {
-        error.textContent = String(failure);
-      }
-    }
-
-    async function initialize() {
-      try {
-        await OpenGeometry.create({ wasmURL: wasmUrl });
-        scene = new THREE.Scene();
-        scene.background = new THREE.Color(0xeef2ff);
-        scene.add(
-          new THREE.GridHelper(16, 16, 0x7188aa, 0xcbd5e1),
-          new THREE.HemisphereLight(0xffffff, 0x526070, 2),
-        );
-        const light = new THREE.DirectionalLight(0xffffff, 2);
-        light.position.set(5, 8, 5);
-        scene.add(light);
-        const camera = new THREE.PerspectiveCamera(
-          45,
-          innerWidth / innerHeight,
-          0.1,
-          100,
-        );
-        camera.position.set(6, 4.5, 6);
-        const renderer = new THREE.WebGLRenderer({ antialias: true });
-        renderer.setSize(innerWidth, innerHeight);
-        renderer.setPixelRatio(devicePixelRatio);
-        document.querySelector("#app").replaceChildren(renderer.domElement);
-        const controls = new OrbitControls(camera, renderer.domElement);
-        controls.target.set(0, 1.2, 0);
-        controls.enableDamping = true;
-        resetProfiles();
-        const raycaster = new THREE.Raycaster();
-        renderer.domElement.addEventListener("pointerdown", (event) => {
-          const rect = renderer.domElement.getBoundingClientRect();
-          raycaster.setFromCamera(
-            new THREE.Vector2(
-              (event.clientX - rect.left) / rect.width * 2 - 1,
-              -(event.clientY - rect.top) / rect.height * 2 + 1,
-            ),
-            camera,
-          );
-          const hit = raycaster.intersectObjects(profiles, false)[0]?.object;
-          if (!hit) return;
-          const index = selected.indexOf(hit);
-          if (index >= 0) selected.splice(index, 1);
-          else if (selected.length < 2) selected.push(hit);
-          updateSelection();
-        });
-        loftButton.addEventListener("click", buildLoft);
-        document.querySelector("#reset").addEventListener("click", resetProfiles);
-        document.querySelector("#upper-scale").addEventListener(
-          "input",
-          resetProfiles,
-        );
-        document.querySelector("#upper-height").addEventListener(
-          "input",
-          resetProfiles,
-        );
-        addEventListener("resize", () => {
-          camera.aspect = innerWidth / innerHeight;
-          camera.updateProjectionMatrix();
-          renderer.setSize(innerWidth, innerHeight);
-          renderer.setPixelRatio(devicePixelRatio);
-        });
-        addEventListener("pagehide", () => {
-          renderer.setAnimationLoop(null);
-          result?.dispose();
-          profiles.forEach((profile) => profile.dispose());
-          controls.dispose();
-          renderer.dispose();
-        }, { once: true });
-        renderer.setAnimationLoop(() => {
-          controls.update();
-          renderer.render(scene, camera);
-        });
-      } catch (failure) {
-        error.textContent = String(failure);
-      }
-    }
-
-    initialize();
-    </script>
-  </body>
-</html>
diff --git a/main/opengeometry-three/examples-vite/operations/profile-validation.html b/main/opengeometry-three/examples-vite/operations/profile-validation.html
deleted file mode 100644
index 1d6c66f..0000000
--- a/main/opengeometry-three/examples-vite/operations/profile-validation.html
+++ /dev/null
@@ -1,232 +0,0 @@
-<!DOCTYPE html>
-<html lang="en">
-  <head>
-    <title>OpenGeometry Profile Robustness Analyzer Example</title>
-    <meta charset="utf-8" />
-    <meta name="viewport" content="width=device-width, initial-scale=1" />
-    <meta name="description" content="Analyze profile loops for validity, winding, self-intersection and degeneracy with OpenGeometry." />
-    <meta name="author" content="Vishwajeet Mane" />
-  </head>
-  <body class="og-example-page">
-    <div class="og-badge-title-card">
-      <a href="../index.html" class="og-badge-title-link">Back</a>
-      <span class="og-badge-title">Profile Validation</span>
-    </div>
-
-    <aside class="og-controls">
-      <h3>Profile Robustness Analyzer</h3>
-      <p class="og-control-summary">
-        Pick a profile loop preset. The kernel analyzes it for validity, winding, self-intersection,
-        degeneracy and duplicate points, and draws the loop in the scene.
-      </p>
-
-      <button type="button" class="og-control-action" data-preset="clean">
-        Clean CCW square
-      </button>
-      <button type="button" class="og-control-action" data-preset="cw">
-        Clockwise square (winding-corrected)
-      </button>
-      <button type="button" class="og-control-action" data-preset="bowtie">
-        Bowtie (self-intersecting)
-      </button>
-      <button type="button" class="og-control-action" data-preset="duplicate">
-        Duplicate point
-      </button>
-      <button type="button" class="og-control-action" data-preset="collinear">
-        Collinear (degenerate)
-      </button>
-
-      <div class="og-control-readout" data-readout>
-        <p class="og-control-summary">Select a preset to run the analyzer.</p>
-      </div>
-    </aside>
-
-    <div id="app"></div>
-
-    <script type="module">
-      import "../src/styles/theme.css";
-      import * as THREE from "three";
-      import { OrbitControls } from "three/examples/jsm/controls/OrbitControls.js";
-      import Stats from "three/examples/jsm/libs/stats.module.js";
-      import wasmUrl from "../../../opengeometry/pkg/opengeometry_bg.wasm?url";
-      import { OpenGeometry, Vector3 } from "opengeometry";
-      import { analyzeProfile } from "opengeometry";
-
-      const app = document.getElementById("app");
-      const readout = document.querySelector("[data-readout]");
-
-      if (!app || !readout) {
-        throw new Error("Missing profile validation page nodes");
-      }
-
-      // All loops lie in the XZ plane (y = 0), stored as flat [x0,y0,z0, x1,y1,z1, ...].
-      const PRESETS = {
-        clean: {
-          label: "Clean CCW square",
-          points: [0, 0, 0, 1, 0, 0, 1, 0, 1, 0, 0, 1],
-        },
-        cw: {
-          label: "Clockwise square",
-          points: [0, 0, 0, 0, 0, 1, 1, 0, 1, 1, 0, 0],
-        },
-        bowtie: {
-          label: "Bowtie (self-intersecting)",
-          points: [0, 0, 0, 1, 0, 1, 1, 0, 0, 0, 0, 1],
-        },
-        duplicate: {
-          label: "Duplicate point",
-          points: [0, 0, 0, 0, 0, 0, 1, 0, 0, 1, 0, 1, 0, 0, 1],
-        },
-        collinear: {
-          label: "Collinear (degenerate)",
-          points: [0, 0, 0, 1, 0, 0, 2, 0, 0],
-        },
-      };
-
-      let lineLoop = null;
-      let sceneRef = null;
-
-      function mountStats() {
-        const stats = new Stats();
-        stats.showPanel(0);
-        stats.dom.style.position = "fixed";
-        stats.dom.style.left = "12px";
-        stats.dom.style.bottom = "12px";
-        stats.dom.style.top = "auto";
-        stats.dom.style.zIndex = "1000";
-        document.body.appendChild(stats.dom);
-        return stats;
-      }
-
-      function boolRow(label, value, badIsTrue) {
-        const flagged = badIsTrue ? value : !value;
-        const color = flagged ? "#dc2626" : "#16a34a";
-        return `<li><strong>${label}:</strong> <span style="color:${color}">${value}</span></li>`;
-      }
-
-      function renderReport(label, report) {
-        const verdictColor = report.is_valid ? "#16a34a" : "#dc2626";
-        const verdictText = report.is_valid ? "VALID" : "INVALID";
-
-        const diagnostics =
-          Array.isArray(report.diagnostics) && report.diagnostics.length
-            ? `<ul class="og-control-diagnostics">${report.diagnostics
-                .map((line) => `<li>${line}</li>`)
-                .join("")}</ul>`
-            : `<p class="og-control-summary">No diagnostics.</p>`;
-
-        readout.innerHTML = `
-          <p class="og-control-summary"><strong>${label}</strong></p>
-          <p style="font-weight:700;font-size:1.05rem;color:${verdictColor};margin:0.25rem 0;">
-            ${verdictText}
-          </p>
-          <ul class="og-control-flags">
-            ${boolRow("is_valid", report.is_valid, false)}
-            ${boolRow("winding_corrected", report.winding_corrected, true)}
-            ${boolRow("self_intersecting", report.self_intersecting, true)}
-            ${boolRow("degenerate", report.degenerate, true)}
-            <li><strong>removed_duplicates:</strong> ${report.removed_duplicates}</li>
-          </ul>
-          <p class="og-control-summary"><strong>Diagnostics</strong></p>
-          ${diagnostics}
-        `;
-      }
-
-      function drawLoop(points) {
-        if (!sceneRef) {
-          return;
-        }
-
-        if (lineLoop) {
-          sceneRef.remove(lineLoop);
-          lineLoop.geometry.dispose();
-          lineLoop.material.dispose();
-          lineLoop = null;
-        }
-
-        const positions = new Float32Array(points);
-        const geometry = new THREE.BufferGeometry();
-        geometry.setAttribute("position", new THREE.BufferAttribute(positions, 3));
-
-        const material = new THREE.LineBasicMaterial({ color: 0x0ea5e9 });
-        lineLoop = new THREE.LineLoop(geometry, material);
-        sceneRef.add(lineLoop);
-      }
-
-      function runPreset(key) {
-        const preset = PRESETS[key];
-        if (!preset) {
-          return;
-        }
-
-        const result = analyzeProfile(preset.points);
-        const report = JSON.parse(result);
-
-        renderReport(preset.label, report);
-        drawLoop(preset.points);
-
-        console.groupCollapsed(`[profile-validation] ${preset.label}`);
-        console.log("Flat points", preset.points);
-        console.log("Report", report);
-        console.groupEnd();
-      }
-
-      async function main() {
-        const scene = new THREE.Scene();
-        scene.background = new THREE.Color(0xeef2ff);
-        sceneRef = scene;
-
-        const camera = new THREE.PerspectiveCamera(
-          55,
-          window.innerWidth / window.innerHeight,
-          0.1,
-          100
-        );
-        camera.position.set(3.2, 3.4, 3.6);
-
-        const renderer = new THREE.WebGLRenderer({ antialias: true });
-        renderer.setPixelRatio(window.devicePixelRatio);
-        renderer.setSize(window.innerWidth, window.innerHeight);
-        app.replaceChildren(renderer.domElement);
-
-        const stats = mountStats();
-        const controls = new OrbitControls(camera, renderer.domElement);
-        controls.enableDamping = true;
-        controls.target.set(0.5, 0, 0.5);
-        controls.update();
-
-        scene.add(new THREE.GridHelper(20, 20, 0x4460ff, 0xd5ddff));
-        scene.add(new THREE.AmbientLight(0xffffff, 0.8));
-
-        const light = new THREE.DirectionalLight(0xffffff, 1.1);
-        light.position.set(6, 8, 4);
-        scene.add(light);
-
-        await OpenGeometry.create({ wasmURL: wasmUrl });
-
-        document.querySelectorAll("[data-preset]").forEach((button) => {
-          button.addEventListener("click", () => {
-            runPreset(button.getAttribute("data-preset"));
-          });
-        });
-
-        // Show the clean square by default once the kernel is ready.
-        runPreset("clean");
-
-        renderer.setAnimationLoop(() => {
-          stats.update();
-          controls.update();
-          renderer.render(scene, camera);
-        });
-
-        window.addEventListener("resize", () => {
-          camera.aspect = window.innerWidth / window.innerHeight;
-          camera.updateProjectionMatrix();
-          renderer.setSize(window.innerWidth, window.innerHeight);
-        });
-      }
-
-      void main();
-    </script>
-  </body>
-</html>
diff --git a/main/opengeometry-three/examples-vite/operations/step-export.html b/main/opengeometry-three/examples-vite/operations/step-export.html
index ceebbe1..900989d 100644
--- a/main/opengeometry-three/examples-vite/operations/step-export.html
+++ b/main/opengeometry-three/examples-vite/operations/step-export.html
@@ -4,8 +4,9 @@
     <title>OpenGeometry STEP Export Example</title>
     <meta charset="utf-8" />
     <meta name="viewport" content="width=device-width, initial-scale=1" />
-    <meta name="description" content="Browser CAD STEP export from an authoritative OpenGeometry BRep v2 solid." />
+    <meta name="description" content="Browser CAD STEP export from an authoritative OpenGeometry BRep solid." />
     <meta name="author" content="Vishwajeet Mane" />
+    <link rel="stylesheet" href="../theme.css" />
   </head>
   <body class="og-example-page">
     <div class="og-badge-title-card">
@@ -16,8 +17,7 @@
     <aside class="og-controls">
       <h3>STEP Export</h3>
       <p class="og-control-summary">
-        Build one kernel-backed cuboid, then export it as a STEP file. The export report stays in
-        the console.
+        Build one kernel-backed cuboid, then export it as a STEP file. The export report appears below.
       </p>
 
       <label class="og-control-row" data-control="width">
@@ -59,201 +59,16 @@ <h3>STEP Export</h3>
       <a hidden data-download></a>
       <pre id="export-report" style="white-space:pre-wrap" aria-live="polite"></pre>
       <p id="error" role="alert" style="color:#b42318"></p>
+      <p id="status" class="og-control-summary" role="status" aria-live="polite">Loading kernel…</p>
     </aside>
 
     <div id="app"></div>
 
-    <script type="module">
-      import "../src/styles/theme.css";
-      import * as THREE from "three";
-      import { OrbitControls } from "three/examples/jsm/controls/OrbitControls.js";
-      import Stats from "three/examples/jsm/libs/stats.module.js";
-      import wasmUrl from "../../../opengeometry/pkg/opengeometry_bg.wasm?url";
-      import { Cuboid, OpenGeometry, Vector3 } from "opengeometry";
-
-      const app = document.getElementById("app");
-      const exportButton = document.querySelector("[data-export]");
-      const downloadLink = document.querySelector("[data-download]");
-
-      if (!app || !exportButton || !downloadLink) {
-        throw new Error("Missing STEP export page nodes");
-      }
-
-      const config = {
-        width: 1.8,
-        height: 1.4,
-        depth: 1.1,
-      };
-
-      let cuboid = null;
-      const exportReadout = document.querySelector("#export-report");
-      const errorReadout = document.querySelector("#error");
-
-      function formatNumber(value) {
-        return Number(value).toFixed(2).replace(/\.?0+$/, "");
-      }
-
-      function mountStats() {
-        const stats = new Stats();
-        stats.showPanel(0);
-        stats.dom.style.position = "fixed";
-        stats.dom.style.left = "12px";
-        stats.dom.style.bottom = "12px";
-        stats.dom.style.top = "auto";
-        stats.dom.style.zIndex = "1000";
-        document.body.appendChild(stats.dom);
-        return stats;
-      }
-
-      function attachNumberControl(name, onChange) {
-        const row = document.querySelector(`[data-control="${name}"]`);
-        const range = row?.querySelector("[data-range]");
-        const number = row?.querySelector("[data-number]");
-        const value = row?.querySelector("[data-value]");
-
-        if (!row || !range || !number || !value) {
-          throw new Error(`Missing number control: ${name}`);
-        }
-
-        const commit = (nextValue) => {
-          const parsed = Number(nextValue);
-          number.setCustomValidity("");
-          if (String(nextValue).trim() === "" || !Number.isFinite(parsed)
-            || (number.min !== "" && parsed < Number(number.min))
-            || (number.max !== "" && parsed > Number(number.max))) {
-            number.setCustomValidity("Enter a finite value within the displayed limits.");
-            number.reportValidity();
-            return;
-          }
-
-          range.value = String(parsed);
-          number.value = String(parsed);
-          value.textContent = formatNumber(parsed);
-          onChange(parsed);
-        };
-
-        range.addEventListener("input", () => commit(range.value));
-        number.addEventListener("input", () => commit(number.value));
-        commit(range.value);
-      }
-
-      function downloadText(text, filename) {
-        const blob = new Blob([text], { type: "application/step" });
-        const url = URL.createObjectURL(blob);
-        downloadLink.href = url;
-        downloadLink.download = filename;
-        downloadLink.click();
-        setTimeout(() => URL.revokeObjectURL(url), 1000);
-      }
-
-      function updateCuboid() {
-        if (!cuboid) {
-          return;
-        }
-
-        cuboid.setConfig({
-          center: new Vector3(0, config.height * 0.5, 0),
-          width: config.width,
-          height: config.height,
-          depth: config.depth,
-          color: 0x0ea5e9,
-          deflection: 0.005,
-        });
-        cuboid.outline = true;
-
-        console.groupCollapsed("[step-export] shape updated");
-        console.log("Config", { ...config });
-        console.groupEnd();
-      }
-
-      async function main() {
-        const scene = new THREE.Scene();
-        scene.background = new THREE.Color(0xeef2ff);
-
-        const camera = new THREE.PerspectiveCamera(
-          55,
-          window.innerWidth / window.innerHeight,
-          0.1,
-          100
-        );
-        camera.position.set(5.8, 4.5, 6.8);
-
-        const renderer = new THREE.WebGLRenderer({ antialias: true });
-        renderer.setPixelRatio(window.devicePixelRatio);
-        renderer.setSize(window.innerWidth, window.innerHeight);
-        app.replaceChildren(renderer.domElement);
-
-        const stats = mountStats();
-        const controls = new OrbitControls(camera, renderer.domElement);
-        controls.enableDamping = true;
-        controls.target.set(0, 0.9, 0);
-        controls.update();
-
-        scene.add(new THREE.GridHelper(20, 20, 0x4460ff, 0xd5ddff));
-        scene.add(new THREE.AmbientLight(0xffffff, 0.8));
-
-        const light = new THREE.DirectionalLight(0xffffff, 1.1);
-        light.position.set(6, 8, 4);
-        scene.add(light);
-
-        await OpenGeometry.create({ wasmURL: wasmUrl });
-
-        cuboid = new Cuboid({
-          center: new Vector3(0, config.height * 0.5, 0),
-          width: config.width,
-          height: config.height,
-          depth: config.depth,
-          color: 0x0ea5e9,
-          deflection: 0.005,
-        });
-        scene.add(cuboid);
-
-        attachNumberControl("width", (value) => {
-          config.width = value;
-          updateCuboid();
-        });
-        attachNumberControl("height", (value) => {
-          config.height = value;
-          updateCuboid();
-        });
-        attachNumberControl("depth", (value) => {
-          config.depth = value;
-          updateCuboid();
-        });
-
-        updateCuboid();
-
-        exportButton.addEventListener("click", () => {
-          try {
-            const result = cuboid.exportStep("metre");
-            const report = result.report;
-            exportReadout.textContent = JSON.stringify(report, null, 2);
-            errorReadout.textContent = "";
-            downloadText(result.text, "opengeometry-cuboid.step");
-
-            console.groupCollapsed("[step-export] export complete");
-            console.log("Config", { ...config });
-            console.log("Report", report);
-            console.groupEnd();
-          } catch (failure) {
-            errorReadout.textContent = `Export failed: ${String(failure)}`;
-          }
-        });
-
-        renderer.setAnimationLoop(() => {
-          stats.update();
-          controls.update();
-          renderer.render(scene, camera);
-        });
-
-        window.addEventListener("resize", () => {
-          camera.aspect = window.innerWidth / window.innerHeight;
-          camera.updateProjectionMatrix();
-          renderer.setSize(window.innerWidth, window.innerHeight);
-        });
-      }
-
-      void main().catch(failure => { errorReadout.textContent = String(failure); });
+    <script>
+      if (location.protocol === 'file:') document.querySelector('#status').textContent = 'Open this page through the Vite server.';
+      window.addEventListener('error', (event) => { document.querySelector('#status').textContent = `Error: ${event.message}`; }, true);
+      window.addEventListener('unhandledrejection', (event) => { document.querySelector('#status').textContent = `Error: ${String(event.reason)}`; });
     </script>
+    <script type="module" src="./step-export.ts"></script>
   </body>
 </html>
diff --git a/main/opengeometry-three/examples-vite/operations/step-export.ts b/main/opengeometry-three/examples-vite/operations/step-export.ts
new file mode 100644
index 0000000..edea86a
--- /dev/null
+++ b/main/opengeometry-three/examples-vite/operations/step-export.ts
@@ -0,0 +1,109 @@
+import * as THREE from 'three';
+import { OrbitControls } from 'three/examples/jsm/controls/OrbitControls.js';
+import { numberControl, onNumberInput } from '../shared/controls';
+import { requiredElement } from '../shared/dom';
+import { startFpsMeter } from '../shared/fps';
+import { bootExample } from '../shared/kernel';
+import { releaseOnUnload } from '../shared/unload';
+import { fitRenderer } from '../shared/viewport';
+import { OpenGeometry, Solid, OG_PRIMITIVE_CUBOID } from '../../../dist/index.js';
+
+const APP = requiredElement('#app', HTMLDivElement);
+const STATUS = requiredElement('#status', HTMLElement);
+const REPORT = requiredElement('#export-report', HTMLElement);
+const ERROR = requiredElement('#error', HTMLElement);
+const DOWNLOAD = requiredElement('[data-download]', HTMLAnchorElement);
+const EXPORT_BUTTON = requiredElement('[data-export]', HTMLButtonElement);
+await bootExample('../');
+
+const SCENE = new THREE.Scene();
+SCENE.background = new THREE.Color(0xeef2ff);
+SCENE.add(new THREE.HemisphereLight(0xffffff, 0x526070, 2));
+const LIGHT = new THREE.DirectionalLight(0xffffff, 2);
+LIGHT.position.set(5, 8, 5);
+SCENE.add(LIGHT);
+SCENE.add(new THREE.GridHelper(20, 20, 0x4460ff, 0xd5ddff));
+const CAMERA = new THREE.PerspectiveCamera(55, 1, 0.1, 100);
+CAMERA.position.set(5.8, 4.5, 6.8);
+const RENDERER = new THREE.WebGLRenderer({ antialias: true });
+RENDERER.setPixelRatio(Math.min(window.devicePixelRatio || 1, 1.5));
+APP.append(RENDERER.domElement);
+const CONTROLS = new OrbitControls(CAMERA, RENDERER.domElement);
+CONTROLS.target.set(0, 0.9, 0);
+CONTROLS.update();
+
+const DIMENSIONS = { width: 1.8, height: 1.4, depth: 1.1 };
+const CUBOID = new Solid(OG_PRIMITIVE_CUBOID, DIMENSIONS, { ogId: 'step-cuboid' });
+CUBOID.setAppearance({ color: 0x0ea5e9, outline: true, deflection: 0.005 });
+SCENE.add(CUBOID);
+
+function render(): void { RENDERER.render(SCENE, CAMERA); }
+
+function resize(): void {
+  fitRenderer(APP, CAMERA, RENDERER);
+  render();
+}
+
+let updateFrame = 0;
+function updateCuboid(): boolean {
+  const started = performance.now();
+  try {
+    CUBOID.rebuild(OG_PRIMITIVE_CUBOID, DIMENSIONS);
+    SCENE.updateMatrixWorld(true);
+    OpenGeometry.flush({ geometry: 'sync' });
+    if (CUBOID.record?.revision !== CUBOID.lastInfo.shapeRevision) {
+      throw new Error('Cuboid geometry did not finish');
+    }
+    STATUS.textContent = `Cuboid ready · ${(performance.now() - started).toFixed(1)} ms`;
+    ERROR.textContent = '';
+    return true;
+  } catch (failure) { ERROR.textContent = String(failure); return false; }
+}
+
+function scheduleUpdate(): void {
+  if (updateFrame) return;
+  updateFrame = window.requestAnimationFrame(() => { updateFrame = 0; updateCuboid(); });
+}
+
+for (const name of ['width', 'height', 'depth'] as const) {
+  onNumberInput(numberControl(name), (value) => {
+    DIMENSIONS[name] = value;
+    scheduleUpdate();
+  });
+}
+
+async function exportCuboid(): Promise<void> {
+  try {
+    EXPORT_BUTTON.disabled = true;
+    if (updateFrame) { window.cancelAnimationFrame(updateFrame); updateFrame = 0; if (!updateCuboid()) return; }
+    const result = await OpenGeometry.exportStep({ nodes: [CUBOID], unit: 'metre', name: 'OpenGeometry cuboid' });
+    REPORT.textContent = JSON.stringify(result.report, null, 2);
+    ERROR.textContent = '';
+    const url = URL.createObjectURL(new Blob([result.text], { type: 'application/step' }));
+    DOWNLOAD.href = url;
+    DOWNLOAD.download = 'opengeometry-cuboid.step';
+    DOWNLOAD.click();
+    window.setTimeout(() => { URL.revokeObjectURL(url); }, 1000);
+  } catch (failure) { ERROR.textContent = `Export failed: ${String(failure)}`; }
+  finally { EXPORT_BUTTON.disabled = false; }
+}
+EXPORT_BUTTON.addEventListener('click', () => { void exportCuboid(); });
+
+const RESIZE_OBSERVER = new ResizeObserver(resize);
+RESIZE_OBSERVER.observe(APP);
+CONTROLS.addEventListener('start', () => { OpenGeometry.setCameraMotion(true); });
+CONTROLS.addEventListener('end', () => { OpenGeometry.setCameraMotion(false); render(); });
+const UNSUBSCRIBE_ERROR = OpenGeometry.on('error', (failure) => { ERROR.textContent = String(failure); });
+resize();
+const READY = await OpenGeometry.settled();
+if (READY.failed.length) throw new Error('Cuboid geometry failed');
+render();
+STATUS.textContent = 'Cuboid ready';
+const STOP_FPS_METER = startFpsMeter(RENDERER, SCENE, CAMERA, CONTROLS);
+
+releaseOnUnload({
+  resizeObserver: RESIZE_OBSERVER, stopFpsMeter: STOP_FPS_METER, unsubscribeError: UNSUBSCRIBE_ERROR,
+  controls: CONTROLS, renderer: RENDERER,
+}, () => { if (updateFrame) window.cancelAnimationFrame(updateFrame); }, () => {
+  CUBOID.dispose();
+});
diff --git a/main/opengeometry-three/examples-vite/operations/stl-export.html b/main/opengeometry-three/examples-vite/operations/stl-export.html
deleted file mode 100644
index 97600fe..0000000
--- a/main/opengeometry-three/examples-vite/operations/stl-export.html
+++ /dev/null
@@ -1,260 +0,0 @@
-<!DOCTYPE html>
-<html lang="en">
-  <head>
-    <title>OpenGeometry STL Export Example</title>
-    <meta charset="utf-8" />
-    <meta name="viewport" content="width=device-width, initial-scale=1" />
-    <meta name="description" content="Binary STL tessellation from an authoritative OpenGeometry BRep v2 solid." />
-    <meta name="author" content="Vishwajeet Mane" />
-  </head>
-  <body class="og-example-page">
-    <div class="og-badge-title-card">
-      <a href="../index.html" class="og-badge-title-link">Back</a>
-      <span class="og-badge-title">STL Export</span>
-    </div>
-
-    <aside class="og-controls">
-      <h3>STL Export</h3>
-      <p class="og-control-summary">
-        Build one kernel-backed cuboid, then export it as a binary STL file. The export report stays
-        in the console.
-      </p>
-
-      <label class="og-control-row" data-control="width">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Width</span>
-          <code class="og-control-value" data-value>1.8</code>
-        </div>
-        <div class="og-control-range">
-          <input data-range type="range" min="0.5" max="4" step="0.1" value="1.8" />
-          <input data-number type="number" min="0.5" max="4" step="0.1" value="1.8" />
-        </div>
-      </label>
-
-      <label class="og-control-row" data-control="height">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Height</span>
-          <code class="og-control-value" data-value>1.4</code>
-        </div>
-        <div class="og-control-range">
-          <input data-range type="range" min="0.5" max="4" step="0.1" value="1.4" />
-          <input data-number type="number" min="0.5" max="4" step="0.1" value="1.4" />
-        </div>
-      </label>
-
-      <label class="og-control-row" data-control="depth">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Depth</span>
-          <code class="og-control-value" data-value>1.1</code>
-        </div>
-        <div class="og-control-range">
-          <input data-range type="range" min="0.5" max="4" step="0.1" value="1.1" />
-          <input data-number type="number" min="0.5" max="4" step="0.1" value="1.1" />
-        </div>
-      </label>
-
-      <button type="button" class="og-control-action og-control-action-cyan" data-export>
-        Export Binary STL
-      </button>
-      <a hidden data-download></a>
-      <pre id="export-report" style="white-space:pre-wrap" aria-live="polite"></pre>
-      <p id="error" role="alert" style="color:#b42318"></p>
-    </aside>
-
-    <div id="app"></div>
-
-    <script type="module">
-      import "../src/styles/theme.css";
-      import * as THREE from "three";
-      import { OrbitControls } from "three/examples/jsm/controls/OrbitControls.js";
-      import Stats from "three/examples/jsm/libs/stats.module.js";
-      import wasmUrl from "../../../opengeometry/pkg/opengeometry_bg.wasm?url";
-      import { Cuboid, OpenGeometry, Vector3 } from "opengeometry";
-
-      const app = document.getElementById("app");
-      const exportButton = document.querySelector("[data-export]");
-      const downloadLink = document.querySelector("[data-download]");
-
-      if (!app || !exportButton || !downloadLink) {
-        throw new Error("Missing STL export page nodes");
-      }
-
-      const config = {
-        width: 1.8,
-        height: 1.4,
-        depth: 1.1,
-      };
-
-      let cuboid = null;
-      const exportReadout = document.querySelector("#export-report");
-      const errorReadout = document.querySelector("#error");
-
-      function formatNumber(value) {
-        return Number(value).toFixed(2).replace(/\.?0+$/, "");
-      }
-
-      function mountStats() {
-        const stats = new Stats();
-        stats.showPanel(0);
-        stats.dom.style.position = "fixed";
-        stats.dom.style.left = "12px";
-        stats.dom.style.bottom = "12px";
-        stats.dom.style.top = "auto";
-        stats.dom.style.zIndex = "1000";
-        document.body.appendChild(stats.dom);
-        return stats;
-      }
-
-      function attachNumberControl(name, onChange) {
-        const row = document.querySelector(`[data-control="${name}"]`);
-        const range = row?.querySelector("[data-range]");
-        const number = row?.querySelector("[data-number]");
-        const value = row?.querySelector("[data-value]");
-
-        if (!row || !range || !number || !value) {
-          throw new Error(`Missing number control: ${name}`);
-        }
-
-        const commit = (nextValue) => {
-          const parsed = Number(nextValue);
-          number.setCustomValidity("");
-          if (String(nextValue).trim() === "" || !Number.isFinite(parsed)
-            || (number.min !== "" && parsed < Number(number.min))
-            || (number.max !== "" && parsed > Number(number.max))) {
-            number.setCustomValidity("Enter a finite value within the displayed limits.");
-            number.reportValidity();
-            return;
-          }
-
-          range.value = String(parsed);
-          number.value = String(parsed);
-          value.textContent = formatNumber(parsed);
-          onChange(parsed);
-        };
-
-        range.addEventListener("input", () => commit(range.value));
-        number.addEventListener("input", () => commit(number.value));
-        commit(range.value);
-      }
-
-      function downloadBytes(bytes, filename) {
-        const blob = new Blob([bytes], { type: "model/stl" });
-        const url = URL.createObjectURL(blob);
-        downloadLink.href = url;
-        downloadLink.download = filename;
-        downloadLink.click();
-        setTimeout(() => URL.revokeObjectURL(url), 1000);
-      }
-
-      function updateCuboid() {
-        if (!cuboid) {
-          return;
-        }
-
-        cuboid.setConfig({
-          center: new Vector3(0, config.height * 0.5, 0),
-          width: config.width,
-          height: config.height,
-          depth: config.depth,
-          color: 0x0ea5e9,
-          deflection: 0.005,
-        });
-        cuboid.outline = true;
-
-        console.groupCollapsed("[stl-export] shape updated");
-        console.log("Config", { ...config });
-        console.groupEnd();
-      }
-
-      async function main() {
-        const scene = new THREE.Scene();
-        scene.background = new THREE.Color(0xeef2ff);
-
-        const camera = new THREE.PerspectiveCamera(
-          55,
-          window.innerWidth / window.innerHeight,
-          0.1,
-          100
-        );
-        camera.position.set(5.8, 4.5, 6.8);
-
-        const renderer = new THREE.WebGLRenderer({ antialias: true });
-        renderer.setPixelRatio(window.devicePixelRatio);
-        renderer.setSize(window.innerWidth, window.innerHeight);
-        app.replaceChildren(renderer.domElement);
-
-        const stats = mountStats();
-        const controls = new OrbitControls(camera, renderer.domElement);
-        controls.enableDamping = true;
-        controls.target.set(0, 0.9, 0);
-        controls.update();
-
-        scene.add(new THREE.GridHelper(20, 20, 0x4460ff, 0xd5ddff));
-        scene.add(new THREE.AmbientLight(0xffffff, 0.8));
-
-        const light = new THREE.DirectionalLight(0xffffff, 1.1);
-        light.position.set(6, 8, 4);
-        scene.add(light);
-
-        await OpenGeometry.create({ wasmURL: wasmUrl });
-
-        cuboid = new Cuboid({
-          center: new Vector3(0, config.height * 0.5, 0),
-          width: config.width,
-          height: config.height,
-          depth: config.depth,
-          color: 0x0ea5e9,
-          deflection: 0.005,
-        });
-        scene.add(cuboid);
-
-        attachNumberControl("width", (value) => {
-          config.width = value;
-          updateCuboid();
-        });
-        attachNumberControl("height", (value) => {
-          config.height = value;
-          updateCuboid();
-        });
-        attachNumberControl("depth", (value) => {
-          config.depth = value;
-          updateCuboid();
-        });
-
-        updateCuboid();
-
-        exportButton.addEventListener("click", () => {
-          try {
-            const result = cuboid.exportStl(0.005);
-            const report = result.report;
-            exportReadout.textContent = JSON.stringify(report, null, 2);
-            errorReadout.textContent = "";
-            downloadBytes(result.bytes, "opengeometry-cuboid.stl");
-
-            console.groupCollapsed("[stl-export] export complete");
-            console.log("Config", { ...config });
-            console.log("Report", report);
-            console.log("Bytes", result.bytes.length);
-            console.groupEnd();
-          } catch (failure) {
-            errorReadout.textContent = `Export failed: ${String(failure)}`;
-          }
-        });
-
-        renderer.setAnimationLoop(() => {
-          stats.update();
-          controls.update();
-          renderer.render(scene, camera);
-        });
-
-        window.addEventListener("resize", () => {
-          camera.aspect = window.innerWidth / window.innerHeight;
-          camera.updateProjectionMatrix();
-          renderer.setSize(window.innerWidth, window.innerHeight);
-        });
-      }
-
-      void main().catch(failure => { errorReadout.textContent = String(failure); });
-    </script>
-  </body>
-</html>
diff --git a/main/opengeometry-three/examples-vite/operations/sweep-path-profile.html b/main/opengeometry-three/examples-vite/operations/sweep-path-profile.html
deleted file mode 100644
index d046062..0000000
--- a/main/opengeometry-three/examples-vite/operations/sweep-path-profile.html
+++ /dev/null
@@ -1,276 +0,0 @@
-<!DOCTYPE html>
-<html lang="en">
-  <head>
-    <title>OpenGeometry Sweep Path and Profile Example</title>
-    <meta charset="utf-8" />
-    <meta name="viewport" content="width=device-width, initial-scale=1" />
-    <meta
-      name="description"
-      content="Simple OpenGeometry sweep path and profile example for Three.js."
-    />
-    <meta name="author" content="Vishwajeet Mane" />
-  </head>
-  <body class="og-example-page">
-    <div class="og-badge-title-card">
-      <a href="../index.html" class="og-badge-title-link">Back</a>
-      <span class="og-badge-title">Sweep Path + Profile</span>
-    </div>
-
-    <aside class="og-controls">
-      <h3>Sweep Inputs</h3>
-      <p class="og-control-summary">
-        This example keeps the path and profile visible in code. The line is the path, and the
-        solid comes from sweeping the profile along it.
-      </p>
-
-      <label class="og-control-row" data-control="path-mid-x">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Path Point 3 X</span>
-          <code class="og-control-value" data-value>0.4</code>
-        </div>
-        <div class="og-control-range">
-          <input data-range type="range" min="-1.5" max="1.5" step="0.05" value="0.4" />
-          <input data-number type="number" min="-1.5" max="1.5" step="0.05" value="0.4" />
-        </div>
-      </label>
-
-      <label class="og-control-row" data-control="path-end-y">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Path End Y</span>
-          <code class="og-control-value" data-value>2.4</code>
-        </div>
-        <div class="og-control-range">
-          <input data-range type="range" min="1" max="4" step="0.1" value="2.4" />
-          <input data-number type="number" min="1" max="4" step="0.1" value="2.4" />
-        </div>
-      </label>
-
-      <label class="og-control-row" data-control="profile-width">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Profile Width</span>
-          <code class="og-control-value" data-value>0.8</code>
-        </div>
-        <div class="og-control-range">
-          <input data-range type="range" min="0.3" max="1.8" step="0.05" value="0.8" />
-          <input data-number type="number" min="0.3" max="1.8" step="0.05" value="0.8" />
-        </div>
-      </label>
-
-      <label class="og-control-row" data-control="profile-depth">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Profile Depth</span>
-          <code class="og-control-value" data-value>0.5</code>
-        </div>
-        <div class="og-control-range">
-          <input data-range type="range" min="0.2" max="1.4" step="0.05" value="0.5" />
-          <input data-number type="number" min="0.2" max="1.4" step="0.05" value="0.5" />
-        </div>
-      </label>
-    </aside>
-
-    <div id="app"></div>
-
-    <script type="module">
-      import "../src/styles/theme.css";
-      import * as THREE from "three";
-      import { OrbitControls } from "three/examples/jsm/controls/OrbitControls.js";
-      import Stats from "three/examples/jsm/libs/stats.module.js";
-      import wasmUrl from "../../../opengeometry/pkg/opengeometry_bg.wasm?url";
-      import { OpenGeometry, Polyline, Sweep, Vector3 } from "opengeometry";
-
-      const app = document.getElementById("app");
-      if (!app) {
-        throw new Error("Missing #app container");
-      }
-
-      const config = {
-        pathMidX: 0.4,
-        pathEndY: 2.4,
-        profileWidth: 0.8,
-        profileDepth: 0.5,
-      };
-
-      let pathGuide = null;
-      let sweep = null;
-
-      function formatNumber(value) {
-        return Number(value).toFixed(2).replace(/\.?0+$/, "");
-      }
-
-      function mountStats() {
-        const stats = new Stats();
-        stats.showPanel(0);
-        stats.dom.style.position = "fixed";
-        stats.dom.style.left = "12px";
-        stats.dom.style.bottom = "12px";
-        stats.dom.style.top = "auto";
-        stats.dom.style.zIndex = "1000";
-        document.body.appendChild(stats.dom);
-        return stats;
-      }
-
-      function attachNumberControl(name, onChange) {
-        const row = document.querySelector(`[data-control="${name}"]`);
-        const range = row?.querySelector("[data-range]");
-        const number = row?.querySelector("[data-number]");
-        const value = row?.querySelector("[data-value]");
-
-        if (!row || !range || !number || !value) {
-          throw new Error(`Missing number control: ${name}`);
-        }
-
-        const commit = (nextValue) => {
-          const parsed = Number(nextValue);
-          number.setCustomValidity("");
-          if (String(nextValue).trim() === "" || !Number.isFinite(parsed)
-            || (number.min !== "" && parsed < Number(number.min))
-            || (number.max !== "" && parsed > Number(number.max))) {
-            number.setCustomValidity("Enter a finite value within the displayed limits.");
-            number.reportValidity();
-            return;
-          }
-
-          range.value = String(parsed);
-          number.value = String(parsed);
-          value.textContent = formatNumber(parsed);
-          onChange(parsed);
-        };
-
-        range.addEventListener("input", () => commit(range.value));
-        number.addEventListener("input", () => commit(number.value));
-        commit(range.value);
-      }
-
-      function buildPath() {
-        return [
-          new Vector3(-1.4, 0, -1.6),
-          new Vector3(-0.5, 0.6, -0.5),
-          new Vector3(config.pathMidX, 1.3, 0.8),
-          new Vector3(1.2, config.pathEndY, 2.1),
-        ];
-      }
-
-      function buildProfile() {
-        const halfWidth = config.profileWidth * 0.5;
-        const halfDepth = config.profileDepth * 0.5;
-        return [
-          new Vector3(-halfWidth, 0, -halfDepth),
-          new Vector3(halfWidth, 0, -halfDepth),
-          new Vector3(halfWidth, 0, halfDepth),
-          new Vector3(-halfWidth, 0, halfDepth),
-        ];
-      }
-
-      function updateSweep() {
-        if (!pathGuide || !sweep) {
-          return;
-        }
-
-        const path = buildPath();
-        const profile = buildProfile();
-
-        pathGuide.setConfig({
-          points: path,
-          color: 0x111827,
-        });
-        sweep.setConfig({
-          path,
-          profile,
-          capStart: true,
-          capEnd: true,
-          color: 0x3b82f6,
-          outlineWidth: 2,
-        });
-        sweep.outline = true;
-
-        console.groupCollapsed("[sweep-path-profile] updated");
-        console.log("Config", { ...config });
-        console.log("Path", path);
-        console.log("Profile", profile);
-        console.groupEnd();
-      }
-
-      async function main() {
-        const scene = new THREE.Scene();
-        scene.background = new THREE.Color(0xeef2ff);
-
-        const camera = new THREE.PerspectiveCamera(
-          55,
-          window.innerWidth / window.innerHeight,
-          0.1,
-          100
-        );
-        camera.position.set(6.8, 5.2, 8.4);
-
-        const renderer = new THREE.WebGLRenderer({ antialias: true });
-        renderer.setPixelRatio(window.devicePixelRatio);
-        renderer.setSize(window.innerWidth, window.innerHeight);
-        app.replaceChildren(renderer.domElement);
-
-        const stats = mountStats();
-        const controls = new OrbitControls(camera, renderer.domElement);
-        controls.enableDamping = true;
-        controls.target.set(0, 1.2, 0.5);
-        controls.update();
-
-        scene.add(new THREE.GridHelper(24, 24, 0x4460ff, 0xd5ddff));
-        scene.add(new THREE.AmbientLight(0xffffff, 0.82));
-
-        const light = new THREE.DirectionalLight(0xffffff, 1.1);
-        light.position.set(6, 8, 4);
-        scene.add(light);
-
-        await OpenGeometry.create({ wasmURL: wasmUrl });
-
-        pathGuide = new Polyline({
-          points: buildPath(),
-          color: 0x111827,
-        });
-        sweep = new Sweep({
-          path: buildPath(),
-          profile: buildProfile(),
-          capStart: true,
-          capEnd: true,
-          color: 0x3b82f6,
-          outlineWidth: 2,
-        });
-
-        scene.add(pathGuide);
-        scene.add(sweep);
-
-        attachNumberControl("path-mid-x", (value) => {
-          config.pathMidX = value;
-          updateSweep();
-        });
-        attachNumberControl("path-end-y", (value) => {
-          config.pathEndY = value;
-          updateSweep();
-        });
-        attachNumberControl("profile-width", (value) => {
-          config.profileWidth = value;
-          updateSweep();
-        });
-        attachNumberControl("profile-depth", (value) => {
-          config.profileDepth = value;
-          updateSweep();
-        });
-
-        updateSweep();
-
-        renderer.setAnimationLoop(() => {
-          stats.update();
-          controls.update();
-          renderer.render(scene, camera);
-        });
-
-        window.addEventListener("resize", () => {
-          camera.aspect = window.innerWidth / window.innerHeight;
-          camera.updateProjectionMatrix();
-          renderer.setSize(window.innerWidth, window.innerHeight);
-        });
-      }
-
-      void main();
-    </script>
-  </body>
-</html>
diff --git a/main/opengeometry-three/examples-vite/operations/units-step-export.html b/main/opengeometry-three/examples-vite/operations/units-step-export.html
deleted file mode 100644
index d1ba705..0000000
--- a/main/opengeometry-three/examples-vite/operations/units-step-export.html
+++ /dev/null
@@ -1,289 +0,0 @@
-<!DOCTYPE html>
-<html lang="en">
-  <head>
-    <title>OpenGeometry Units STEP Export Example</title>
-    <meta charset="utf-8" />
-    <meta name="viewport" content="width=device-width, initial-scale=1" />
-    <meta name="description" content="Analytic BRep v2 STEP export with selectable length units." />
-    <meta name="author" content="Vishwajeet Mane" />
-  </head>
-  <body class="og-example-page">
-    <div class="og-badge-title-card">
-      <a href="../index.html" class="og-badge-title-link">Back</a>
-      <span class="og-badge-title">Units STEP Export</span>
-    </div>
-
-    <aside class="og-controls">
-      <h3>Units STEP Export</h3>
-      <p class="og-control-summary">
-        Build one kernel-backed cuboid, pick a length unit, then export it as a STEP file. The
-        emitted unit context is shown below.
-      </p>
-
-      <label class="og-control-row" data-control="width">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Width</span>
-          <code class="og-control-value" data-value>1.8</code>
-        </div>
-        <div class="og-control-range">
-          <input data-range type="range" min="0.5" max="4" step="0.1" value="1.8" />
-          <input data-number type="number" min="0.5" max="4" step="0.1" value="1.8" />
-        </div>
-      </label>
-
-      <label class="og-control-row" data-control="height">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Height</span>
-          <code class="og-control-value" data-value>1.4</code>
-        </div>
-        <div class="og-control-range">
-          <input data-range type="range" min="0.5" max="4" step="0.1" value="1.4" />
-          <input data-number type="number" min="0.5" max="4" step="0.1" value="1.4" />
-        </div>
-      </label>
-
-      <label class="og-control-row" data-control="depth">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Depth</span>
-          <code class="og-control-value" data-value>1.1</code>
-        </div>
-        <div class="og-control-range">
-          <input data-range type="range" min="0.5" max="4" step="0.1" value="1.1" />
-          <input data-number type="number" min="0.5" max="4" step="0.1" value="1.1" />
-        </div>
-      </label>
-
-      <label class="og-control-row" data-control="unit">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Length Unit</span>
-        </div>
-        <select data-unit>
-          <option value="millimetre">Millimetre</option>
-          <option value="metre" selected>Metre</option>
-        </select>
-      </label>
-
-      <button type="button" class="og-control-action og-control-action-amber" data-export>
-        Export STEP
-      </button>
-      <a hidden data-download></a>
-
-      <div class="og-control-readout" data-readout>Unit context: (export to see)</div>
-      <pre id="export-report" style="white-space:pre-wrap" aria-live="polite"></pre>
-      <p id="error" role="alert" style="color:#b42318"></p>
-    </aside>
-
-    <div id="app"></div>
-
-    <script type="module">
-      import "../src/styles/theme.css";
-      import * as THREE from "three";
-      import { OrbitControls } from "three/examples/jsm/controls/OrbitControls.js";
-      import Stats from "three/examples/jsm/libs/stats.module.js";
-      import wasmUrl from "../../../opengeometry/pkg/opengeometry_bg.wasm?url";
-      import { Cuboid, OpenGeometry, Vector3 } from "opengeometry";
-
-      const app = document.getElementById("app");
-      const exportButton = document.querySelector("[data-export]");
-      const downloadLink = document.querySelector("[data-download]");
-      const unitSelect = document.querySelector("[data-unit]");
-      const readout = document.querySelector("[data-readout]");
-
-      if (!app || !exportButton || !downloadLink || !unitSelect || !readout) {
-        throw new Error("Missing units STEP export page nodes");
-      }
-
-      const config = {
-        width: 1.8,
-        height: 1.4,
-        depth: 1.1,
-      };
-
-      let cuboid = null;
-      const exportReadout = document.querySelector("#export-report");
-      const errorReadout = document.querySelector("#error");
-
-      function formatNumber(value) {
-        return Number(value).toFixed(2).replace(/\.?0+$/, "");
-      }
-
-      function mountStats() {
-        const stats = new Stats();
-        stats.showPanel(0);
-        stats.dom.style.position = "fixed";
-        stats.dom.style.left = "12px";
-        stats.dom.style.bottom = "12px";
-        stats.dom.style.top = "auto";
-        stats.dom.style.zIndex = "1000";
-        document.body.appendChild(stats.dom);
-        return stats;
-      }
-
-      function attachNumberControl(name, onChange) {
-        const row = document.querySelector(`[data-control="${name}"]`);
-        const range = row?.querySelector("[data-range]");
-        const number = row?.querySelector("[data-number]");
-        const value = row?.querySelector("[data-value]");
-
-        if (!row || !range || !number || !value) {
-          throw new Error(`Missing number control: ${name}`);
-        }
-
-        const commit = (nextValue) => {
-          const parsed = Number(nextValue);
-          number.setCustomValidity("");
-          if (String(nextValue).trim() === "" || !Number.isFinite(parsed)
-            || (number.min !== "" && parsed < Number(number.min))
-            || (number.max !== "" && parsed > Number(number.max))) {
-            number.setCustomValidity("Enter a finite value within the displayed limits.");
-            number.reportValidity();
-            return;
-          }
-
-          range.value = String(parsed);
-          number.value = String(parsed);
-          value.textContent = formatNumber(parsed);
-          onChange(parsed);
-        };
-
-        range.addEventListener("input", () => commit(range.value));
-        number.addEventListener("input", () => commit(number.value));
-        commit(range.value);
-      }
-
-      function downloadText(text, filename) {
-        const blob = new Blob([text], { type: "application/step" });
-        const url = URL.createObjectURL(blob);
-        downloadLink.href = url;
-        downloadLink.download = filename;
-        downloadLink.click();
-        setTimeout(() => URL.revokeObjectURL(url), 1000);
-      }
-
-      function extractUnitContext(text) {
-        const lines = String(text).split(/\r?\n/);
-        const match = lines.find(line => line.includes("CONVERSION_BASED_UNIT"))
-          ?? lines.find(line => line.includes("LENGTH_UNIT") && line.includes("SI_UNIT"));
-        return match ? match.trim() : null;
-      }
-
-      function updateCuboid() {
-        if (!cuboid) {
-          return;
-        }
-
-        cuboid.setConfig({
-          center: new Vector3(0, config.height * 0.5, 0),
-          width: config.width,
-          height: config.height,
-          depth: config.depth,
-          color: 0x0ea5e9,
-          deflection: 0.005,
-        });
-        cuboid.outline = true;
-
-        console.groupCollapsed("[units-step-export] shape updated");
-        console.log("Config", { ...config });
-        console.groupEnd();
-      }
-
-      async function main() {
-        const scene = new THREE.Scene();
-        scene.background = new THREE.Color(0xeef2ff);
-
-        const camera = new THREE.PerspectiveCamera(
-          55,
-          window.innerWidth / window.innerHeight,
-          0.1,
-          100
-        );
-        camera.position.set(5.8, 4.5, 6.8);
-
-        const renderer = new THREE.WebGLRenderer({ antialias: true });
-        renderer.setPixelRatio(window.devicePixelRatio);
-        renderer.setSize(window.innerWidth, window.innerHeight);
-        app.replaceChildren(renderer.domElement);
-
-        const stats = mountStats();
-        const controls = new OrbitControls(camera, renderer.domElement);
-        controls.enableDamping = true;
-        controls.target.set(0, 0.9, 0);
-        controls.update();
-
-        scene.add(new THREE.GridHelper(20, 20, 0x4460ff, 0xd5ddff));
-        scene.add(new THREE.AmbientLight(0xffffff, 0.8));
-
-        const light = new THREE.DirectionalLight(0xffffff, 1.1);
-        light.position.set(6, 8, 4);
-        scene.add(light);
-
-        await OpenGeometry.create({ wasmURL: wasmUrl });
-
-        cuboid = new Cuboid({
-          center: new Vector3(0, config.height * 0.5, 0),
-          width: config.width,
-          height: config.height,
-          depth: config.depth,
-          color: 0x0ea5e9,
-          deflection: 0.005,
-        });
-        scene.add(cuboid);
-
-        attachNumberControl("width", (value) => {
-          config.width = value;
-          updateCuboid();
-        });
-        attachNumberControl("height", (value) => {
-          config.height = value;
-          updateCuboid();
-        });
-        attachNumberControl("depth", (value) => {
-          config.depth = value;
-          updateCuboid();
-        });
-
-        updateCuboid();
-
-        exportButton.addEventListener("click", () => {
-          const lengthUnit = unitSelect.value;
-
-          try {
-            const result = cuboid.exportStep(lengthUnit);
-            const report = result.report;
-            exportReadout.textContent = JSON.stringify(report, null, 2);
-            errorReadout.textContent = "";
-            const unitContext = extractUnitContext(result.text);
-            readout.textContent = unitContext
-              ? `Unit context: ${unitContext}`
-              : `Unit context: (not found for ${lengthUnit})`;
-
-            downloadText(result.text, "opengeometry-cuboid-units.step");
-
-            console.groupCollapsed("[units-step-export] export complete");
-            console.log("Length unit", lengthUnit);
-            console.log("Unit context", unitContext);
-            console.log("Config", { ...config });
-            console.log("Report", report);
-            console.groupEnd();
-          } catch (failure) {
-            errorReadout.textContent = `Export failed: ${String(failure)}`;
-          }
-        });
-
-        renderer.setAnimationLoop(() => {
-          stats.update();
-          controls.update();
-          renderer.render(scene, camera);
-        });
-
-        window.addEventListener("resize", () => {
-          camera.aspect = window.innerWidth / window.innerHeight;
-          camera.updateProjectionMatrix();
-          renderer.setSize(window.innerWidth, window.innerHeight);
-        });
-      }
-
-      void main().catch(failure => { errorReadout.textContent = String(failure); });
-    </script>
-  </body>
-</html>
diff --git a/main/opengeometry-three/examples-vite/operations/wall-from-offsets.html b/main/opengeometry-three/examples-vite/operations/wall-from-offsets.html
deleted file mode 100644
index bf7aaa9..0000000
--- a/main/opengeometry-three/examples-vite/operations/wall-from-offsets.html
+++ /dev/null
@@ -1,419 +0,0 @@
-<!DOCTYPE html>
-<html lang="en">
-  <head>
-    <title>OpenGeometry Wall from Offsets Example</title>
-    <meta charset="utf-8" />
-    <meta name="viewport" content="width=device-width, initial-scale=1" />
-    <meta
-      name="description"
-      content="Simple OpenGeometry wall from offsets example for Three.js."
-    />
-    <meta name="author" content="Vishwajeet Mane" />
-  </head>
-  <body class="og-example-page">
-    <div class="og-badge-title-card">
-      <a href="../index.html" class="og-badge-title-link">Back</a>
-      <span class="og-badge-title">Wall from Offsets</span>
-    </div>
-
-    <aside class="og-controls">
-      <h3>Wall from Offsets</h3>
-      <p class="og-control-summary">
-        The centerline is dark, the two offsets are green and orange, and the wall solid comes from
-        turning that offset outline into an analytic profile extrusion. The optional red cutter is
-        a coextensive analytic profile that creates an exact through slot.
-      </p>
-
-      <label class="og-control-row" data-control="thickness">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Thickness</span>
-          <code class="og-control-value" data-value>0.45</code>
-        </div>
-        <div class="og-control-range">
-          <input data-range type="range" min="0.15" max="1.2" step="0.05" value="0.45" />
-          <input data-number type="number" min="0.15" max="1.2" step="0.05" value="0.45" />
-        </div>
-      </label>
-
-      <label class="og-control-row" data-control="acute">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Acute Threshold</span>
-          <code class="og-control-value" data-value>35</code>
-        </div>
-        <div class="og-control-range">
-          <input data-range type="range" min="1" max="179" step="1" value="35" />
-          <input data-number type="number" min="1" max="179" step="1" value="35" />
-        </div>
-      </label>
-
-      <label class="og-control-row" data-control="point-4-x">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Point 4 X</span>
-          <code class="og-control-value" data-value>0.7</code>
-        </div>
-        <div class="og-control-range">
-          <input data-range type="range" min="-0.5" max="1.8" step="0.05" value="0.7" />
-          <input data-number type="number" min="-0.5" max="1.8" step="0.05" value="0.7" />
-        </div>
-      </label>
-
-      <label class="og-control-row" data-control="bevel">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Bevel</span>
-        </div>
-        <div class="og-control-bool">
-          <input data-toggle type="checkbox" class="og-toggle" aria-label="Bevel" checked />
-          <span class="og-control-bool-state" data-state>Enabled</span>
-        </div>
-      </label>
-
-      <label class="og-control-row" data-control="cut-slot">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Cut Through Slot</span>
-        </div>
-        <div class="og-control-bool">
-          <input data-toggle type="checkbox" class="og-toggle" aria-label="Cut Through Slot" checked />
-          <span class="og-control-bool-state" data-state>Enabled</span>
-        </div>
-      </label>
-
-      <div id="cut-status" class="og-control-row" style="display: block; padding: 8px; border-radius: 6px; background: #f3f4f6; font-size: 12px; line-height: 1.4;">
-        <strong>Status:</strong> <span id="cut-status-text">Building exact through slot.</span>
-      </div>
-    </aside>
-
-    <div id="app"></div>
-
-    <script type="module">
-      import "../src/styles/theme.css";
-      import * as THREE from "three";
-      import { OrbitControls } from "three/examples/jsm/controls/OrbitControls.js";
-      import Stats from "three/examples/jsm/libs/stats.module.js";
-      import wasmUrl from "../../../opengeometry/pkg/opengeometry_bg.wasm?url";
-      import {
-        AnalyticSolid,
-        OpenGeometry,
-        Polyline,
-        Vector3,
-      } from "opengeometry";
-
-      const app = document.getElementById("app");
-      if (!app) {
-        throw new Error("Missing #app container");
-      }
-
-      const config = {
-        thickness: 0.45,
-        acute: 35,
-        point4X: 0.7,
-        bevel: true,
-        cutSlot: true,
-      };
-
-      let scene = null;
-      let currentGroup = null;
-
-      function formatNumber(value) {
-        return Number(value).toFixed(2).replace(/\.?0+$/, "");
-      }
-
-      function mountStats() {
-        const stats = new Stats();
-        stats.showPanel(0);
-        stats.dom.style.position = "fixed";
-        stats.dom.style.left = "12px";
-        stats.dom.style.bottom = "12px";
-        stats.dom.style.top = "auto";
-        stats.dom.style.zIndex = "1000";
-        document.body.appendChild(stats.dom);
-        return stats;
-      }
-
-      function attachNumberControl(name, onChange) {
-        const row = document.querySelector(`[data-control="${name}"]`);
-        const range = row?.querySelector("[data-range]");
-        const number = row?.querySelector("[data-number]");
-        const value = row?.querySelector("[data-value]");
-
-        if (!row || !range || !number || !value) {
-          throw new Error(`Missing number control: ${name}`);
-        }
-
-        const commit = (nextValue) => {
-          const parsed = Number(nextValue);
-          number.setCustomValidity("");
-          if (String(nextValue).trim() === "" || !Number.isFinite(parsed)
-            || (number.min !== "" && parsed < Number(number.min))
-            || (number.max !== "" && parsed > Number(number.max))) {
-            number.setCustomValidity("Enter a finite value within the displayed limits.");
-            number.reportValidity();
-            return;
-          }
-
-          range.value = String(parsed);
-          number.value = String(parsed);
-          value.textContent = formatNumber(parsed);
-          onChange(parsed);
-        };
-
-        range.addEventListener("input", () => commit(range.value));
-        number.addEventListener("input", () => commit(number.value));
-        commit(range.value);
-      }
-
-      function attachBooleanControl(name, onChange) {
-        const row = document.querySelector(`[data-control="${name}"]`);
-        const toggle = row?.querySelector("[data-toggle]");
-        const state = row?.querySelector("[data-state]");
-
-        if (!row || !toggle || !state) {
-          throw new Error(`Missing boolean control: ${name}`);
-        }
-
-        const commit = (checked) => {
-          toggle.checked = checked;
-          state.textContent = checked ? "Enabled" : "Disabled";
-          onChange(checked);
-        };
-
-        toggle.addEventListener("change", () => commit(toggle.checked));
-        commit(toggle.checked);
-      }
-
-      function disposeObject(object) {
-        object.traverse((child) => {
-          if (child instanceof AnalyticSolid) {
-            child.dispose();
-            return;
-          }
-          child.geometry?.dispose?.();
-          if (Array.isArray(child.material)) {
-            child.material.forEach((material) => material?.dispose?.());
-            return;
-          }
-          child.material?.dispose?.();
-        });
-      }
-
-      function buildCenterline() {
-        return [
-          new Vector3(-2.6, 0, -1.9),
-          new Vector3(-1.2, 0, -1),
-          new Vector3(-0.2, 0, 0.1),
-          new Vector3(config.point4X, 0, 0.2),
-          new Vector3(0.1, 0, 1),
-          new Vector3(2.6, 0, 2),
-        ];
-      }
-
-      function buildWallOutline(left, right) {
-        return left.map((point) => point.clone()).concat(
-          right.map((point) => point.clone()).reverse()
-        );
-      }
-
-      function midpoint(a, b) {
-        return new Vector3((a.x + b.x) * 0.5, (a.y + b.y) * 0.5, (a.z + b.z) * 0.5);
-      }
-
-      function buildThroughSlot(centerlinePoints) {
-        const a = centerlinePoints[2];
-        const b = centerlinePoints[3];
-        const mid = midpoint(a, b);
-        const length = Math.hypot(b.x - a.x, b.z - a.z);
-        const tangent = [(b.x - a.x) / length, (b.z - a.z) / length];
-        const normal = [-tangent[1], tangent[0]];
-        const halfWidth = 0.3;
-        const halfDepth = config.thickness * 0.5 + 0.1;
-        const point = (along, across) => [
-          mid.x + tangent[0] * along + normal[0] * across,
-          -(mid.z + tangent[1] * along + normal[1] * across),
-        ];
-        return new AnalyticSolid({
-          kind: "linearExtrusion",
-          outer: [
-            point(-halfWidth, -halfDepth), point(halfWidth, -halfDepth),
-            point(halfWidth, halfDepth), point(-halfWidth, halfDepth),
-          ],
-          holes: [],
-          height: 2.6,
-          color: 0xef4444,
-          deflection: 0.01,
-        });
-      }
-
-      function setStatus(message, color) {
-        const el = document.getElementById("cut-status-text");
-        if (!el) return;
-        el.textContent = message;
-        const wrapper = document.getElementById("cut-status");
-        if (wrapper) {
-          wrapper.style.background = color || "#f3f4f6";
-        }
-      }
-
-      function describeBooleanError(error) {
-        return error instanceof Error ? error.message : String(error);
-      }
-
-      function rebuildExample() {
-        if (!scene) {
-          return;
-        }
-
-        if (currentGroup) {
-          scene.remove(currentGroup);
-          disposeObject(currentGroup);
-        }
-
-        const centerline = new Polyline({
-          points: buildCenterline(),
-          color: 0x111827,
-        });
-
-        const leftOffset = centerline.getOffset(
-          config.thickness * 0.5,
-          config.acute,
-          config.bevel
-        );
-        const rightOffset = centerline.getOffset(
-          -config.thickness * 0.5,
-          config.acute,
-          config.bevel
-        );
-
-        const leftGuide = new Polyline({
-          points: leftOffset.points,
-          color: 0x22c55e,
-        });
-        const rightGuide = new Polyline({
-          points: rightOffset.points,
-          color: 0xf97316,
-        });
-
-        const wallOutline = buildWallOutline(leftOffset.points, rightOffset.points);
-        const wall = new AnalyticSolid({
-          kind: "linearExtrusion",
-          outer: wallOutline.map((point) => [point.x, -point.z]),
-          holes: [],
-          height: 2.6,
-          color: 0x3b82f6,
-          deflection: 0.01,
-        });
-        wall.outline = true;
-
-        currentGroup = new THREE.Group();
-        currentGroup.add(centerline);
-        currentGroup.add(leftGuide);
-        currentGroup.add(rightGuide);
-
-        if (config.cutSlot) {
-          const cutter = buildThroughSlot(buildCenterline());
-          try {
-            const cutWall = wall.subtract([cutter], {
-              color: 0x3b82f6,
-            });
-            cutWall.outline = true;
-            currentGroup.add(cutWall);
-            cutter.surface.material.transparent = true;
-            cutter.surface.material.opacity = 0.18;
-            currentGroup.add(cutter);
-            setStatus(
-              `OK — exact coextensive profile subtraction. Result mesh: ${
-                cutWall.surface.geometry?.attributes?.position?.count ?? "n/a"
-              } verts.`,
-              "#dcfce7"
-            );
-          } catch (error) {
-            // Render the unmodified wall when cutting fails so the scene
-            // stays usable, and surface the typed error in the status panel.
-            currentGroup.add(wall);
-            setStatus(describeBooleanError(error), "#fee2e2");
-            console.error("[wall-from-offsets] subtract failed", error);
-          }
-        } else {
-          currentGroup.add(wall);
-          setStatus("Toggle \"Cut Through Slot\" to run the analytic subtraction.", "#f3f4f6");
-        }
-
-        scene.add(currentGroup);
-
-        console.groupCollapsed("[wall-from-offsets] rebuilt");
-        console.log("Config", { ...config });
-        console.log("Left offset", leftOffset);
-        console.log("Right offset", rightOffset);
-        console.groupEnd();
-      }
-
-      async function main() {
-        scene = new THREE.Scene();
-        scene.background = new THREE.Color(0xeef2ff);
-
-        const camera = new THREE.PerspectiveCamera(
-          55,
-          window.innerWidth / window.innerHeight,
-          0.1,
-          100
-        );
-        camera.position.set(8.8, 6.2, 9.8);
-
-        const renderer = new THREE.WebGLRenderer({ antialias: true });
-        renderer.setPixelRatio(window.devicePixelRatio);
-        renderer.setSize(window.innerWidth, window.innerHeight);
-        app.replaceChildren(renderer.domElement);
-
-        const stats = mountStats();
-        const controls = new OrbitControls(camera, renderer.domElement);
-        controls.enableDamping = true;
-        controls.target.set(0, 1.4, 0);
-        controls.update();
-
-        scene.add(new THREE.GridHelper(30, 30, 0x4460ff, 0xd5ddff));
-        scene.add(new THREE.AmbientLight(0xffffff, 0.82));
-
-        const light = new THREE.DirectionalLight(0xffffff, 1.1);
-        light.position.set(6, 8, 4);
-        scene.add(light);
-
-        await OpenGeometry.create({ wasmURL: wasmUrl });
-
-        attachNumberControl("thickness", (value) => {
-          config.thickness = value;
-          rebuildExample();
-        });
-        attachNumberControl("acute", (value) => {
-          config.acute = value;
-          rebuildExample();
-        });
-        attachNumberControl("point-4-x", (value) => {
-          config.point4X = value;
-          rebuildExample();
-        });
-        attachBooleanControl("bevel", (value) => {
-          config.bevel = value;
-          rebuildExample();
-        });
-        attachBooleanControl("cut-slot", (value) => {
-          config.cutSlot = value;
-          rebuildExample();
-        });
-
-        rebuildExample();
-
-        renderer.setAnimationLoop(() => {
-          stats.update();
-          controls.update();
-          renderer.render(scene, camera);
-        });
-
-        window.addEventListener("resize", () => {
-          camera.aspect = window.innerWidth / window.innerHeight;
-          camera.updateProjectionMatrix();
-          renderer.setSize(window.innerWidth, window.innerHeight);
-        });
-      }
-
-      void main();
-    </script>
-  </body>
-</html>
diff --git a/main/opengeometry-three/examples-vite/operations/work-plane-sketch.html b/main/opengeometry-three/examples-vite/operations/work-plane-sketch.html
deleted file mode 100644
index cb7eea1..0000000
--- a/main/opengeometry-three/examples-vite/operations/work-plane-sketch.html
+++ /dev/null
@@ -1,327 +0,0 @@
-<!DOCTYPE html>
-<html lang="en">
-  <head>
-    <title>OpenGeometry WorkPlane Sketch Example</title>
-    <meta charset="utf-8" />
-    <meta name="viewport" content="width=device-width, initial-scale=1" />
-    <meta name="description" content="Lift a fixed 2D sketch into 3D using an OpenGeometry WorkPlane frame." />
-    <meta name="author" content="Vishwajeet Mane" />
-  </head>
-  <body class="og-example-page">
-    <div class="og-badge-title-card">
-      <a href="../index.html" class="og-badge-title-link">Back</a>
-      <span class="og-badge-title">WorkPlane Sketch</span>
-    </div>
-
-    <aside class="og-controls">
-      <h3>WorkPlane Sketch</h3>
-      <p class="og-control-summary">
-        A fixed 2D 1.4-unit square sketch in (u, v) is lifted to 3D purely by the work-plane frame.
-        Tilt the plane normal and the square follows, with no hand-written transforms.
-      </p>
-
-      <label class="og-control-row" data-control="normalX">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Normal X</span>
-          <code class="og-control-value" data-value>0</code>
-        </div>
-        <div class="og-control-range">
-          <input data-range type="range" min="-1" max="1" step="0.05" value="0" />
-          <input data-number type="number" min="-1" max="1" step="0.05" value="0" />
-        </div>
-      </label>
-
-      <label class="og-control-row" data-control="normalY">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Normal Y</span>
-          <code class="og-control-value" data-value>1</code>
-        </div>
-        <div class="og-control-range">
-          <input data-range type="range" min="-1" max="1" step="0.05" value="1" />
-          <input data-number type="number" min="-1" max="1" step="0.05" value="1" />
-        </div>
-      </label>
-
-      <label class="og-control-row" data-control="normalZ">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Normal Z</span>
-          <code class="og-control-value" data-value>0</code>
-        </div>
-        <div class="og-control-range">
-          <input data-range type="range" min="-1" max="1" step="0.05" value="0" />
-          <input data-number type="number" min="-1" max="1" step="0.05" value="0" />
-        </div>
-      </label>
-
-      <label class="og-control-row" data-control="originY">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Origin Y</span>
-          <code class="og-control-value" data-value>1</code>
-        </div>
-        <div class="og-control-range">
-          <input data-range type="range" min="0" max="3" step="0.05" value="1" />
-          <input data-number type="number" min="0" max="3" step="0.05" value="1" />
-        </div>
-      </label>
-
-      <div class="og-control-summary" data-readout style="white-space: pre-line; font-family: monospace;">
-        Lifted corners appear here.
-      </div>
-    </aside>
-
-    <div id="app"></div>
-
-    <script type="module">
-      import "../src/styles/theme.css";
-      import * as THREE from "three";
-      import { OrbitControls } from "three/examples/jsm/controls/OrbitControls.js";
-      import Stats from "three/examples/jsm/libs/stats.module.js";
-      import wasmUrl from "../../../opengeometry/pkg/opengeometry_bg.wasm?url";
-      import { OpenGeometry, Vector3 } from "opengeometry";
-      import { WorkPlane } from "opengeometry";
-
-      const app = document.getElementById("app");
-      const readout = document.querySelector("[data-readout]");
-
-      if (!app || !readout) {
-        throw new Error("Missing WorkPlane sketch page nodes");
-      }
-
-      // Fixed 2D 1.4-unit square sketch defined purely in plane coordinates (u, v).
-      const SKETCH_UV = [
-        [-0.7, -0.7],
-        [0.7, -0.7],
-        [0.7, 0.7],
-        [-0.7, 0.7],
-      ];
-
-      const config = {
-        normalX: 0,
-        normalY: 1,
-        normalZ: 0,
-        originY: 1,
-      };
-
-      function formatNumber(value) {
-        return Number(value).toFixed(2).replace(/\.?0+$/, "");
-      }
-
-      function mountStats() {
-        const stats = new Stats();
-        stats.showPanel(0);
-        stats.dom.style.position = "fixed";
-        stats.dom.style.left = "12px";
-        stats.dom.style.bottom = "12px";
-        stats.dom.style.top = "auto";
-        stats.dom.style.zIndex = "1000";
-        document.body.appendChild(stats.dom);
-        return stats;
-      }
-
-      function attachNumberControl(name, onChange) {
-        const row = document.querySelector(`[data-control="${name}"]`);
-        const range = row?.querySelector("[data-range]");
-        const number = row?.querySelector("[data-number]");
-        const value = row?.querySelector("[data-value]");
-
-        if (!row || !range || !number || !value) {
-          throw new Error(`Missing number control: ${name}`);
-        }
-
-        const commit = (nextValue) => {
-          const parsed = Number(nextValue);
-          number.setCustomValidity("");
-          if (String(nextValue).trim() === "" || !Number.isFinite(parsed)
-            || (number.min !== "" && parsed < Number(number.min))
-            || (number.max !== "" && parsed > Number(number.max))) {
-            number.setCustomValidity("Enter a finite value within the displayed limits.");
-            number.reportValidity();
-            return;
-          }
-
-          range.value = String(parsed);
-          number.value = String(parsed);
-          value.textContent = formatNumber(parsed);
-          onChange(parsed);
-        };
-
-        range.addEventListener("input", () => commit(range.value));
-        number.addEventListener("input", () => commit(number.value));
-        commit(range.value);
-      }
-
-      async function main() {
-        const scene = new THREE.Scene();
-        scene.background = new THREE.Color(0xeef2ff);
-
-        const camera = new THREE.PerspectiveCamera(
-          55,
-          window.innerWidth / window.innerHeight,
-          0.1,
-          100
-        );
-        camera.position.set(5.8, 4.5, 6.8);
-
-        const renderer = new THREE.WebGLRenderer({ antialias: true });
-        renderer.setPixelRatio(window.devicePixelRatio);
-        renderer.setSize(window.innerWidth, window.innerHeight);
-        app.replaceChildren(renderer.domElement);
-
-        const stats = mountStats();
-        const controls = new OrbitControls(camera, renderer.domElement);
-        controls.enableDamping = true;
-        controls.target.set(0, 1, 0);
-        controls.update();
-
-        scene.add(new THREE.GridHelper(20, 20, 0x4460ff, 0xd5ddff));
-        scene.add(new THREE.AmbientLight(0xffffff, 0.8));
-
-        const light = new THREE.DirectionalLight(0xffffff, 1.1);
-        light.position.set(6, 8, 4);
-        scene.add(light);
-
-        await OpenGeometry.create({ wasmURL: wasmUrl });
-
-        // Group that holds the recreated sketch objects each update.
-        const sketchGroup = new THREE.Group();
-        scene.add(sketchGroup);
-
-        const cornerMaterial = new THREE.MeshStandardMaterial({ color: 0xf97316 });
-        const cornerGeometry = new THREE.SphereGeometry(0.06, 16, 16);
-
-        function clearSketchGroup() {
-          for (let i = sketchGroup.children.length - 1; i >= 0; i--) {
-            const child = sketchGroup.children[i];
-            sketchGroup.remove(child);
-            if (child.geometry && child.geometry !== cornerGeometry) {
-              child.geometry.dispose();
-            }
-            if (child.material && child.material !== cornerMaterial) {
-              if (Array.isArray(child.material)) {
-                child.material.forEach((m) => m.dispose());
-              } else {
-                child.material.dispose();
-              }
-            }
-            if (child.dispose) {
-              child.dispose();
-            }
-          }
-        }
-
-        function updateSketch() {
-          const nx = config.normalX;
-          const ny = config.normalY;
-          const nz = config.normalZ;
-
-          // Guard against a degenerate (zero-length) normal.
-          if (nx === 0 && ny === 0 && nz === 0) {
-            readout.textContent = "Normal is zero-length; previous sketch retained. Pick a non-zero direction.";
-            return;
-          }
-
-          const origin = new Vector3(0, config.originY, 0);
-          const normal = new Vector3(nx, ny, nz);
-          const plane = WorkPlane.fromOriginNormal(origin, normal);
-          try {
-
-            // Lift the fixed 2D sketch into 3D world space via the frame only.
-            const positions = [];
-            const liftedCorners = [];
-            for (const [u, v] of SKETCH_UV) {
-              const p = plane.liftPoint(u, v);
-              positions.push(p.x, p.y, p.z);
-              liftedCorners.push({ u, v, x: p.x, y: p.y, z: p.z });
-              p.free();
-            }
-
-            // Lifted square as a closed line loop.
-            clearSketchGroup();
-            const loopGeometry = new THREE.BufferGeometry();
-            loopGeometry.setAttribute(
-              "position",
-              new THREE.Float32BufferAttribute(positions, 3)
-            );
-            const loopMaterial = new THREE.LineBasicMaterial({ color: 0x0ea5e9 });
-            const lineLoop = new THREE.LineLoop(loopGeometry, loopMaterial);
-            sketchGroup.add(lineLoop);
-
-            // Small sphere at each lifted corner.
-            for (const c of liftedCorners) {
-              const sphere = new THREE.Mesh(cornerGeometry, cornerMaterial);
-              sphere.position.set(c.x, c.y, c.z);
-              sketchGroup.add(sphere);
-            }
-
-            // Arrow for the plane normal, anchored at the plane origin.
-            const planeOrigin = plane.origin;
-            const planeNormal = plane.normal;
-            const arrowDir = new THREE.Vector3(
-              planeNormal.x,
-              planeNormal.y,
-              planeNormal.z
-            ).normalize();
-            const arrowOrigin = new THREE.Vector3(
-              planeOrigin.x,
-              planeOrigin.y,
-              planeOrigin.z
-            );
-            planeOrigin.free(); planeNormal.free();
-            const arrow = new THREE.ArrowHelper(arrowDir, arrowOrigin, 1.2, 0x16a34a, 0.3, 0.18);
-            sketchGroup.add(arrow);
-
-            // On-screen readout of the 2D -> 3D mapping.
-            const lines = liftedCorners.map(
-              (c) =>
-                `(u ${formatNumber(c.u)}, v ${formatNumber(c.v)})  ->  ` +
-                `(${formatNumber(c.x)}, ${formatNumber(c.y)}, ${formatNumber(c.z)})`
-            );
-            readout.textContent =
-              `normal (${formatNumber(arrowDir.x)}, ${formatNumber(arrowDir.y)}, ${formatNumber(arrowDir.z)})\n` +
-              lines.join("\n");
-
-            console.groupCollapsed("[work-plane-sketch] sketch lifted");
-            console.log("Config", { ...config });
-            console.log("Lifted corners", liftedCorners);
-            console.groupEnd();
-          } catch (failure) {
-            readout.textContent = String(failure);
-          } finally { plane.free(); }
-        }
-
-        attachNumberControl("normalX", (value) => {
-          config.normalX = value;
-          updateSketch();
-        });
-        attachNumberControl("normalY", (value) => {
-          config.normalY = value;
-          updateSketch();
-        });
-        attachNumberControl("normalZ", (value) => {
-          config.normalZ = value;
-          updateSketch();
-        });
-        attachNumberControl("originY", (value) => {
-          config.originY = value;
-          updateSketch();
-        });
-
-        updateSketch();
-
-        renderer.setAnimationLoop(() => {
-          stats.update();
-          controls.update();
-          renderer.render(scene, camera);
-        });
-
-        window.addEventListener("resize", () => {
-          camera.aspect = window.innerWidth / window.innerHeight;
-          camera.updateProjectionMatrix();
-          renderer.setSize(window.innerWidth, window.innerHeight);
-        });
-      }
-
-      void main();
-    </script>
-  </body>
-</html>
diff --git a/main/opengeometry-three/examples-vite/primitives/arc.html b/main/opengeometry-three/examples-vite/primitives/arc.html
deleted file mode 100644
index b90b1d9..0000000
--- a/main/opengeometry-three/examples-vite/primitives/arc.html
+++ /dev/null
@@ -1,165 +0,0 @@
-<!doctype html>
-<html lang="en">
-  <head>
-    <meta charset="utf-8" />
-    <meta name="viewport" content="width=device-width, initial-scale=1" />
-    <title>OpenGeometry Analytic Arc Example</title>
-  </head>
-  <body class="og-example-page">
-    <div class="og-badge-title-card">
-      <a href="../index.html" class="og-badge-title-link">Back</a>
-      <span class="og-badge-title">Analytic Arc</span>
-    </div>
-    <aside class="og-controls">
-      <h3>Analytic Arc</h3>
-      <p
-        class="og-control-summary">A circular arc is one authoritative Circle edge. Chord error changes only its render sampling.</p>
-      <label class="og-control-row">
-        <span class="og-control-label-chip">Radius</span>
-        <input id="radius" type="number" min="0.5" max="4" step="0.05"
-          value="2.2" required />
-      </label>
-      <label class="og-control-row">
-        <span class="og-control-label-chip">Start (degrees)</span>
-        <input id="start-angle" type="number" min="-360" max="360" step="5"
-          value="0" required />
-      </label>
-      <label class="og-control-row">
-        <span class="og-control-label-chip">Sweep (degrees)</span>
-        <input id="sweep-angle" type="number" min="-360" max="360" step="5"
-          value="270" required />
-      </label>
-      <label class="og-control-row">
-        <span class="og-control-label-chip">Chord error</span>
-        <input id="deflection" type="range" min="-3" max="-0.5" step="0.1"
-          value="-2" />
-      </label>
-      <p id="statistics" role="status"></p>
-      <p id="selection">Click the curve to inspect its edge.</p>
-      <p id="error" role="alert"></p>
-    </aside>
-    <div id="app"></div>
-
-    <script type="module">
-    import "../src/styles/theme.css";
-    import * as THREE from "three";
-    import { OrbitControls } from "three/examples/jsm/controls/OrbitControls.js";
-    import wasmUrl from "../../../opengeometry/pkg/opengeometry_bg.wasm?url";
-    import { AnalyticCurve, OpenGeometry } from "opengeometry";
-
-    const input = (id) => document.querySelector(`#${id}`);
-    const value = (id) => Number(input(id).value);
-    const radians = (id) => THREE.MathUtils.degToRad(value(id));
-    const chordError = () => 10 ** value("deflection");
-    let scene;
-    let curve;
-
-    function createCurve() {
-      return new AnalyticCurve({
-        kind: "arc",
-        radius: value("radius"),
-        startAngle: radians("start-angle"),
-        sweepAngle: radians("sweep-angle"),
-        deflection: chordError(),
-        color: 0x329ac7,
-      });
-    }
-
-    function showStatistics(stats) {
-      const brep = JSON.parse(curve.getBrepSerialized());
-      input("statistics").textContent =
-        `${brep.topology.edges.length} analytic edge · ${stats.segmentCount} render segments`;
-    }
-
-    function rebuild() {
-      const next = createCurve();
-      if (curve) {
-        scene.remove(curve);
-        curve.dispose();
-      }
-      curve = next;
-      scene.add(curve);
-      showStatistics(curve.retessellate(chordError()));
-      input("error").textContent = "";
-    }
-
-    function attempt(action) {
-      try {
-        action();
-      } catch (failure) {
-        input("error").textContent = `Previous result retained. ${String(failure)}`;
-      }
-    }
-
-    async function initialize() {
-      try {
-        await OpenGeometry.create({ wasmURL: wasmUrl });
-        scene = new THREE.Scene();
-        scene.background = new THREE.Color(0xeef2ff);
-        scene.add(new THREE.GridHelper(12, 12, 0x7188aa, 0xcbd5e1));
-
-        const camera = new THREE.PerspectiveCamera(
-          45,
-          innerWidth / innerHeight,
-          0.1,
-          100,
-        );
-        camera.position.set(6, 7, 7);
-        const renderer = new THREE.WebGLRenderer({ antialias: true });
-        renderer.setSize(innerWidth, innerHeight);
-        renderer.setPixelRatio(devicePixelRatio);
-        input("app").replaceChildren(renderer.domElement);
-        const controls = new OrbitControls(camera, renderer.domElement);
-        controls.enableDamping = true;
-
-        rebuild();
-        document.querySelectorAll('input[type="number"]').forEach((control) =>
-          control.addEventListener("change", () => attempt(rebuild))
-        );
-        input("deflection").addEventListener(
-          "input",
-          () => attempt(() => showStatistics(curve.retessellate(chordError()))),
-        );
-
-        const raycaster = new THREE.Raycaster();
-        raycaster.params.Line.threshold = 0.08;
-        renderer.domElement.addEventListener("pointerdown", (event) => {
-          const bounds = renderer.domElement.getBoundingClientRect();
-          raycaster.setFromCamera(
-            new THREE.Vector2(
-              ((event.clientX - bounds.left) / bounds.width) * 2 - 1,
-              -((event.clientY - bounds.top) / bounds.height) * 2 + 1,
-            ),
-            camera,
-          );
-          const hit = raycaster.intersectObject(curve.line)[0];
-          if (hit?.index != null) {
-            input("selection").textContent = `Edge ${
-              curve.edgeIdForSegment(Math.floor(hit.index / 2))
-            }`;
-          }
-        });
-
-        addEventListener("resize", () => {
-          camera.aspect = innerWidth / innerHeight;
-          camera.updateProjectionMatrix();
-          renderer.setSize(innerWidth, innerHeight);
-        });
-        addEventListener("pagehide", () => {
-          curve?.dispose();
-          controls.dispose();
-          renderer.dispose();
-        }, { once: true });
-        renderer.setAnimationLoop(() => {
-          controls.update();
-          renderer.render(scene, camera);
-        });
-      } catch (failure) {
-        input("error").textContent = String(failure);
-      }
-    }
-
-    initialize();
-    </script>
-  </body>
-</html>
diff --git a/main/opengeometry-three/examples-vite/primitives/curve.html b/main/opengeometry-three/examples-vite/primitives/curve.html
deleted file mode 100644
index ba55f8d..0000000
--- a/main/opengeometry-three/examples-vite/primitives/curve.html
+++ /dev/null
@@ -1,236 +0,0 @@
-<!DOCTYPE html>
-<html lang="en">
-  <head>
-    <title>OpenGeometry Curve Example</title>
-    <meta charset="utf-8" />
-    <meta name="viewport" content="width=device-width, initial-scale=1" />
-    <meta name="description" content="Simple OpenGeometry curve example for Three.js." />
-    <meta name="author" content="Vishwajeet Mane" />
-  </head>
-  <body class="og-example-page">
-    <div class="og-badge-title-card">
-      <a href="../index.html" class="og-badge-title-link">Back</a>
-      <span class="og-badge-title">Curve</span>
-    </div>
-
-    <aside class="og-controls">
-      <h3>Curve</h3>
-      <p class="og-control-summary">
-        This sampled Curve is explicitly piecewise linear. Its points define straight segments;
-        edit the middle two points to change the path.
-      </p>
-
-      <label class="og-control-row" data-control="cp2-z">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Point 2 Z</span>
-          <code class="og-control-value" data-value>0.8</code>
-        </div>
-        <div class="og-control-range">
-          <input data-range type="range" min="-1.2" max="1.5" step="0.05" value="0.8" />
-          <input data-number type="number" min="-1.2" max="1.5" step="0.05" value="0.8" />
-        </div>
-      </label>
-
-      <label class="og-control-row" data-control="cp2-y">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Point 2 Y</span>
-          <code class="og-control-value" data-value>0</code>
-        </div>
-        <div class="og-control-range">
-          <input data-range type="range" min="-1.5" max="1.5" step="0.05" value="0" />
-          <input data-number type="number" min="-1.5" max="1.5" step="0.05" value="0" />
-        </div>
-      </label>
-
-      <label class="og-control-row" data-control="cp3-z">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Point 3 Z</span>
-          <code class="og-control-value" data-value>0.55</code>
-        </div>
-        <div class="og-control-range">
-          <input data-range type="range" min="-1.2" max="1.5" step="0.05" value="0.55" />
-          <input data-number type="number" min="-1.2" max="1.5" step="0.05" value="0.55" />
-        </div>
-      </label>
-
-      <label class="og-control-row" data-control="cp3-y">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Point 3 Y</span>
-          <code class="og-control-value" data-value>0</code>
-        </div>
-        <div class="og-control-range">
-          <input data-range type="range" min="-1.5" max="1.5" step="0.05" value="0" />
-          <input data-number type="number" min="-1.5" max="1.5" step="0.05" value="0" />
-        </div>
-      </label>
-    </aside>
-
-    <div id="app"></div>
-
-    <script type="module">
-      import "../src/styles/theme.css";
-      import * as THREE from "three";
-      import { OrbitControls } from "three/examples/jsm/controls/OrbitControls.js";
-      import Stats from "three/examples/jsm/libs/stats.module.js";
-      import wasmUrl from "../../../opengeometry/pkg/opengeometry_bg.wasm?url";
-      import { Curve, OpenGeometry, Vector3 } from "opengeometry";
-
-      const app = document.getElementById("app");
-      if (!app) {
-        throw new Error("Missing #app container");
-      }
-
-      let config = null;
-
-      function createConfig() {
-        return {
-          controlPoints: [
-            new Vector3(-2.5, 0, -1.5),
-            new Vector3(-0.9, 0, 0.8),
-            new Vector3(0.8, 0, 0.55),
-            new Vector3(2.4, 0, 1.4),
-          ],
-          color: 0x16a34a,
-        };
-      }
-
-      let curve = null;
-
-      function formatNumber(value) {
-        return Number(value).toFixed(2).replace(/\.?0+$/, "");
-      }
-
-      function mountStats() {
-        const stats = new Stats();
-        stats.showPanel(0);
-        stats.dom.style.position = "fixed";
-        stats.dom.style.left = "12px";
-        stats.dom.style.bottom = "12px";
-        stats.dom.style.top = "auto";
-        stats.dom.style.zIndex = "1000";
-        document.body.appendChild(stats.dom);
-        return stats;
-      }
-
-      function attachNumberControl(name, onChange) {
-        const row = document.querySelector(`[data-control="${name}"]`);
-        const range = row?.querySelector("[data-range]");
-        const number = row?.querySelector("[data-number]");
-        const value = row?.querySelector("[data-value]");
-
-        if (!row || !range || !number || !value) {
-          throw new Error(`Missing number control: ${name}`);
-        }
-
-        const commit = (nextValue) => {
-          const parsed = Number(nextValue);
-          number.setCustomValidity("");
-          if (String(nextValue).trim() === "" || !Number.isFinite(parsed)
-            || (number.min !== "" && parsed < Number(number.min))
-            || (number.max !== "" && parsed > Number(number.max))) {
-            number.setCustomValidity("Enter a finite value within the displayed limits.");
-            number.reportValidity();
-            return;
-          }
-
-          range.value = String(parsed);
-          number.value = String(parsed);
-          value.textContent = formatNumber(parsed);
-          onChange(parsed);
-        };
-
-        range.addEventListener("input", () => commit(range.value));
-        number.addEventListener("input", () => commit(number.value));
-        commit(range.value);
-      }
-
-      function updateCurve() {
-        if (!curve) {
-          return;
-        }
-
-        curve.setConfig({
-          controlPoints: config.controlPoints.map((point) => point.clone()),
-          color: config.color,
-        });
-
-        console.groupCollapsed("[curve] updated");
-        console.log("Config", config);
-        console.groupEnd();
-      }
-
-      async function main() {
-        const scene = new THREE.Scene();
-        scene.background = new THREE.Color(0xeef2ff);
-
-        const camera = new THREE.PerspectiveCamera(
-          55,
-          window.innerWidth / window.innerHeight,
-          0.1,
-          100
-        );
-        camera.position.set(5.8, 4.1, 6.5);
-
-        const renderer = new THREE.WebGLRenderer({ antialias: true });
-        renderer.setPixelRatio(window.devicePixelRatio);
-        renderer.setSize(window.innerWidth, window.innerHeight);
-        app.replaceChildren(renderer.domElement);
-
-        const stats = mountStats();
-        const controls = new OrbitControls(camera, renderer.domElement);
-        controls.enableDamping = true;
-        controls.target.set(0, 0.2, 0);
-        controls.update();
-
-        scene.add(new THREE.GridHelper(20, 20, 0x4460ff, 0xd5ddff));
-        scene.add(new THREE.AmbientLight(0xffffff, 0.8));
-
-        const light = new THREE.DirectionalLight(0xffffff, 1.1);
-        light.position.set(6, 8, 4);
-        scene.add(light);
-
-        await OpenGeometry.create({ wasmURL: wasmUrl });
-        config = createConfig();
-
-        curve = new Curve({
-          controlPoints: config.controlPoints.map((point) => point.clone()),
-          color: config.color,
-        });
-        scene.add(curve);
-
-        attachNumberControl("cp2-z", (value) => {
-          config.controlPoints[1].z = value;
-          updateCurve();
-        });
-        attachNumberControl("cp2-y", (value) => {
-          config.controlPoints[1].y = value;
-          updateCurve();
-        });
-        attachNumberControl("cp3-z", (value) => {
-          config.controlPoints[2].z = value;
-          updateCurve();
-        });
-        attachNumberControl("cp3-y", (value) => {
-          config.controlPoints[2].y = value;
-          updateCurve();
-        });
-
-        updateCurve();
-
-        renderer.setAnimationLoop(() => {
-          stats.update();
-          controls.update();
-          renderer.render(scene, camera);
-        });
-
-        window.addEventListener("resize", () => {
-          camera.aspect = window.innerWidth / window.innerHeight;
-          camera.updateProjectionMatrix();
-          renderer.setSize(window.innerWidth, window.innerHeight);
-        });
-      }
-
-      void main();
-    </script>
-  </body>
-</html>
diff --git a/main/opengeometry-three/examples-vite/primitives/elliptical_arc.html b/main/opengeometry-three/examples-vite/primitives/elliptical_arc.html
deleted file mode 100644
index 99443dc..0000000
--- a/main/opengeometry-three/examples-vite/primitives/elliptical_arc.html
+++ /dev/null
@@ -1,171 +0,0 @@
-<!doctype html>
-<html lang="en">
-  <head>
-    <meta charset="utf-8" />
-    <meta name="viewport" content="width=device-width, initial-scale=1" />
-    <title>OpenGeometry Analytic Elliptical Arc Example</title>
-  </head>
-  <body class="og-example-page">
-    <div class="og-badge-title-card">
-      <a href="../index.html" class="og-badge-title-link">Back</a>
-      <span class="og-badge-title">Analytic Elliptical Arc</span>
-    </div>
-    <aside class="og-controls">
-      <h3>Analytic Elliptical Arc</h3>
-      <p
-        class="og-control-summary">An elliptical arc is one authoritative Ellipse edge. Chord error changes only its render sampling.</p>
-      <label class="og-control-row">
-        <span class="og-control-label-chip">Major radius</span>
-        <input id="major-radius" type="number" min="0.5" max="4" step="0.05"
-          value="2.2" required />
-      </label>
-      <label class="og-control-row">
-        <span class="og-control-label-chip">Minor radius</span>
-        <input id="minor-radius" type="number" min="0.1" max="4" step="0.05"
-          value="1.1" required />
-      </label>
-      <label class="og-control-row">
-        <span class="og-control-label-chip">Start (degrees)</span>
-        <input id="start-angle" type="number" min="-360" max="360" step="5"
-          value="0" required />
-      </label>
-      <label class="og-control-row">
-        <span class="og-control-label-chip">Sweep (degrees)</span>
-        <input id="sweep-angle" type="number" min="-360" max="360" step="5"
-          value="270" required />
-      </label>
-      <label class="og-control-row">
-        <span class="og-control-label-chip">Chord error</span>
-        <input id="deflection" type="range" min="-3" max="-0.5" step="0.1"
-          value="-2" />
-      </label>
-      <p id="statistics" role="status"></p>
-      <p id="selection">Click the curve to inspect its edge.</p>
-      <p id="error" role="alert"></p>
-    </aside>
-    <div id="app"></div>
-
-    <script type="module">
-    import "../src/styles/theme.css";
-    import * as THREE from "three";
-    import { OrbitControls } from "three/examples/jsm/controls/OrbitControls.js";
-    import wasmUrl from "../../../opengeometry/pkg/opengeometry_bg.wasm?url";
-    import { AnalyticCurve, OpenGeometry } from "opengeometry";
-
-    const input = (id) => document.querySelector(`#${id}`);
-    const value = (id) => Number(input(id).value);
-    const radians = (id) => THREE.MathUtils.degToRad(value(id));
-    const chordError = () => 10 ** value("deflection");
-    let scene;
-    let curve;
-
-    function createCurve() {
-      return new AnalyticCurve({
-        kind: "ellipticalArc",
-        majorRadius: value("major-radius"),
-        minorRadius: value("minor-radius"),
-        startAngle: radians("start-angle"),
-        sweepAngle: radians("sweep-angle"),
-        deflection: chordError(),
-        color: 0x329ac7,
-      });
-    }
-
-    function showStatistics(stats) {
-      const brep = JSON.parse(curve.getBrepSerialized());
-      input("statistics").textContent =
-        `${brep.topology.edges.length} analytic edge · ${stats.segmentCount} render segments`;
-    }
-
-    function rebuild() {
-      const next = createCurve();
-      if (curve) {
-        scene.remove(curve);
-        curve.dispose();
-      }
-      curve = next;
-      scene.add(curve);
-      showStatistics(curve.retessellate(chordError()));
-      input("error").textContent = "";
-    }
-
-    function attempt(action) {
-      try {
-        action();
-      } catch (failure) {
-        input("error").textContent = `Previous result retained. ${String(failure)}`;
-      }
-    }
-
-    async function initialize() {
-      try {
-        await OpenGeometry.create({ wasmURL: wasmUrl });
-        scene = new THREE.Scene();
-        scene.background = new THREE.Color(0xeef2ff);
-        scene.add(new THREE.GridHelper(12, 12, 0x7188aa, 0xcbd5e1));
-
-        const camera = new THREE.PerspectiveCamera(
-          45,
-          innerWidth / innerHeight,
-          0.1,
-          100,
-        );
-        camera.position.set(6, 7, 7);
-        const renderer = new THREE.WebGLRenderer({ antialias: true });
-        renderer.setSize(innerWidth, innerHeight);
-        renderer.setPixelRatio(devicePixelRatio);
-        input("app").replaceChildren(renderer.domElement);
-        const controls = new OrbitControls(camera, renderer.domElement);
-        controls.enableDamping = true;
-
-        rebuild();
-        document.querySelectorAll('input[type="number"]').forEach((control) =>
-          control.addEventListener("change", () => attempt(rebuild))
-        );
-        input("deflection").addEventListener(
-          "input",
-          () => attempt(() => showStatistics(curve.retessellate(chordError()))),
-        );
-
-        const raycaster = new THREE.Raycaster();
-        raycaster.params.Line.threshold = 0.08;
-        renderer.domElement.addEventListener("pointerdown", (event) => {
-          const bounds = renderer.domElement.getBoundingClientRect();
-          raycaster.setFromCamera(
-            new THREE.Vector2(
-              ((event.clientX - bounds.left) / bounds.width) * 2 - 1,
-              -((event.clientY - bounds.top) / bounds.height) * 2 + 1,
-            ),
-            camera,
-          );
-          const hit = raycaster.intersectObject(curve.line)[0];
-          if (hit?.index != null) {
-            input("selection").textContent = `Edge ${
-              curve.edgeIdForSegment(Math.floor(hit.index / 2))
-            }`;
-          }
-        });
-
-        addEventListener("resize", () => {
-          camera.aspect = innerWidth / innerHeight;
-          camera.updateProjectionMatrix();
-          renderer.setSize(innerWidth, innerHeight);
-        });
-        addEventListener("pagehide", () => {
-          curve?.dispose();
-          controls.dispose();
-          renderer.dispose();
-        }, { once: true });
-        renderer.setAnimationLoop(() => {
-          controls.update();
-          renderer.render(scene, camera);
-        });
-      } catch (failure) {
-        input("error").textContent = String(failure);
-      }
-    }
-
-    initialize();
-    </script>
-  </body>
-</html>
diff --git a/main/opengeometry-three/examples-vite/primitives/line.html b/main/opengeometry-three/examples-vite/primitives/line.html
deleted file mode 100644
index abe736b..0000000
--- a/main/opengeometry-three/examples-vite/primitives/line.html
+++ /dev/null
@@ -1,273 +0,0 @@
-<!DOCTYPE html>
-<html lang="en">
-  <head>
-    <title>OpenGeometry Line Example</title>
-    <meta charset="utf-8" />
-    <meta name="viewport" content="width=device-width, initial-scale=1" />
-    <meta name="description" content="Simple OpenGeometry line example for Three.js." />
-    <meta name="author" content="Vishwajeet Mane" />
-  </head>
-  <body class="og-example-page">
-    <div class="og-badge-title-card">
-      <a href="../index.html" class="og-badge-title-link">Back</a>
-      <span class="og-badge-title">Line</span>
-    </div>
-
-    <aside class="og-controls">
-      <h3>Line</h3>
-      <p class="og-control-summary">
-        This page keeps the line example aligned with the real API: you are editing the `start`
-        and `end` points directly.
-      </p>
-
-      <label class="og-control-row" data-control="start-x">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Start X</span>
-          <code class="og-control-value" data-value>-2</code>
-        </div>
-        <div class="og-control-range">
-          <input data-range type="range" min="-4" max="4" step="0.1" value="-2" />
-          <input data-number type="number" min="-4" max="4" step="0.1" value="-2" />
-        </div>
-      </label>
-
-      <label class="og-control-row" data-control="start-z">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Start Z</span>
-          <code class="og-control-value" data-value>-0.8</code>
-        </div>
-        <div class="og-control-range">
-          <input data-range type="range" min="-4" max="4" step="0.1" value="-0.8" />
-          <input data-number type="number" min="-4" max="4" step="0.1" value="-0.8" />
-        </div>
-      </label>
-
-      <label class="og-control-row" data-control="end-x">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">End X</span>
-          <code class="og-control-value" data-value>2</code>
-        </div>
-        <div class="og-control-range">
-          <input data-range type="range" min="-4" max="4" step="0.1" value="2" />
-          <input data-number type="number" min="-4" max="4" step="0.1" value="2" />
-        </div>
-      </label>
-
-      <label class="og-control-row" data-control="end-z">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">End Z</span>
-          <code class="og-control-value" data-value>0.8</code>
-        </div>
-        <div class="og-control-range">
-          <input data-range type="range" min="-4" max="4" step="0.1" value="0.8" />
-          <input data-number type="number" min="-4" max="4" step="0.1" value="0.8" />
-        </div>
-      </label>
-
-      <label class="og-control-row" data-control="fat-lines">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Fat Lines</span>
-        </div>
-        <div class="og-control-bool">
-          <input data-toggle type="checkbox" class="og-toggle" aria-label="Fat lines" />
-          <span class="og-control-bool-state" data-state>Disabled</span>
-        </div>
-      </label>
-    </aside>
-
-    <div id="app"></div>
-
-    <script type="module">
-      import "../src/styles/theme.css";
-      import * as THREE from "three";
-      import { OrbitControls } from "three/examples/jsm/controls/OrbitControls.js";
-      import Stats from "three/examples/jsm/libs/stats.module.js";
-      import wasmUrl from "../../../opengeometry/pkg/opengeometry_bg.wasm?url";
-      import { Line, OpenGeometry, Vector3 } from "opengeometry";
-
-      const app = document.getElementById("app");
-      if (!app) {
-        throw new Error("Missing #app container");
-      }
-
-      let config = null;
-
-      function createConfig() {
-        return {
-          start: new Vector3(-2, 0, -0.8),
-          end: new Vector3(2, 0, 0.8),
-          color: 0x111827,
-          fatLines: false,
-          width: 2,
-        };
-      }
-
-      let line = null;
-
-      function formatNumber(value) {
-        return Number(value).toFixed(2).replace(/\.?0+$/, "");
-      }
-
-      function mountStats() {
-        const stats = new Stats();
-        stats.showPanel(0);
-        stats.dom.style.position = "fixed";
-        stats.dom.style.left = "12px";
-        stats.dom.style.bottom = "12px";
-        stats.dom.style.top = "auto";
-        stats.dom.style.zIndex = "1000";
-        document.body.appendChild(stats.dom);
-        return stats;
-      }
-
-      function attachNumberControl(name, onChange) {
-        const row = document.querySelector(`[data-control="${name}"]`);
-        const range = row?.querySelector("[data-range]");
-        const number = row?.querySelector("[data-number]");
-        const value = row?.querySelector("[data-value]");
-
-        if (!row || !range || !number || !value) {
-          throw new Error(`Missing number control: ${name}`);
-        }
-
-        const commit = (nextValue) => {
-          const parsed = Number(nextValue);
-          number.setCustomValidity("");
-          if (String(nextValue).trim() === "" || !Number.isFinite(parsed)
-            || (number.min !== "" && parsed < Number(number.min))
-            || (number.max !== "" && parsed > Number(number.max))) {
-            number.setCustomValidity("Enter a finite value within the displayed limits.");
-            number.reportValidity();
-            return;
-          }
-
-          range.value = String(parsed);
-          number.value = String(parsed);
-          value.textContent = formatNumber(parsed);
-          onChange(parsed);
-        };
-
-        range.addEventListener("input", () => commit(range.value));
-        number.addEventListener("input", () => commit(number.value));
-        commit(range.value);
-      }
-
-      function attachBooleanControl(name, onChange) {
-        const row = document.querySelector(`[data-control="${name}"]`);
-        const toggle = row?.querySelector("[data-toggle]");
-        const state = row?.querySelector("[data-state]");
-
-        if (!row || !toggle || !state) {
-          throw new Error(`Missing boolean control: ${name}`);
-        }
-
-        const commit = (checked) => {
-          toggle.checked = checked;
-          state.textContent = checked ? "Enabled" : "Disabled";
-          onChange(checked);
-        };
-
-        toggle.addEventListener("change", () => commit(toggle.checked));
-        commit(toggle.checked);
-      }
-
-      function updateLine() {
-        if (!line) {
-          return;
-        }
-
-        config.width = config.fatLines ? 10 : 2;
-
-        line.setConfig({
-          start: config.start.clone(),
-          end: config.end.clone(),
-          color: config.color,
-          fatLines: config.fatLines,
-          width: config.width,
-        });
-
-        console.groupCollapsed("[line] updated");
-        console.log("Config", config);
-        console.groupEnd();
-      }
-
-      async function main() {
-        const scene = new THREE.Scene();
-        scene.background = new THREE.Color(0xeef2ff);
-
-        const camera = new THREE.PerspectiveCamera(
-          55,
-          window.innerWidth / window.innerHeight,
-          0.1,
-          100
-        );
-        camera.position.set(5.5, 4, 6.2);
-
-        const renderer = new THREE.WebGLRenderer({ antialias: true });
-        renderer.setPixelRatio(window.devicePixelRatio);
-        renderer.setSize(window.innerWidth, window.innerHeight);
-        app.replaceChildren(renderer.domElement);
-
-        const stats = mountStats();
-        const controls = new OrbitControls(camera, renderer.domElement);
-        controls.enableDamping = true;
-        controls.target.set(0, 0.2, 0);
-        controls.update();
-
-        scene.add(new THREE.GridHelper(20, 20, 0x4460ff, 0xd5ddff));
-        scene.add(new THREE.AmbientLight(0xffffff, 0.8));
-
-        const light = new THREE.DirectionalLight(0xffffff, 1.1);
-        light.position.set(6, 8, 4);
-        scene.add(light);
-
-        await OpenGeometry.create({ wasmURL: wasmUrl });
-        config = createConfig();
-
-        line = new Line({
-          start: config.start.clone(),
-          end: config.end.clone(),
-          color: config.color,
-        });
-        scene.add(line);
-
-        attachNumberControl("start-x", (value) => {
-          config.start.x = value;
-          updateLine();
-        });
-        attachNumberControl("start-z", (value) => {
-          config.start.z = value;
-          updateLine();
-        });
-        attachNumberControl("end-x", (value) => {
-          config.end.x = value;
-          updateLine();
-        });
-        attachNumberControl("end-z", (value) => {
-          config.end.z = value;
-          updateLine();
-        });
-        attachBooleanControl("fat-lines", (value) => {
-          config.fatLines = value;
-          updateLine();
-        });
-
-        updateLine();
-
-        renderer.setAnimationLoop(() => {
-          stats.update();
-          controls.update();
-          renderer.render(scene, camera);
-        });
-
-        window.addEventListener("resize", () => {
-          camera.aspect = window.innerWidth / window.innerHeight;
-          camera.updateProjectionMatrix();
-          renderer.setSize(window.innerWidth, window.innerHeight);
-        });
-      }
-
-      void main();
-    </script>
-  </body>
-</html>
diff --git a/main/opengeometry-three/examples-vite/primitives/polyline.html b/main/opengeometry-three/examples-vite/primitives/polyline.html
deleted file mode 100644
index 7b3fe7a..0000000
--- a/main/opengeometry-three/examples-vite/primitives/polyline.html
+++ /dev/null
@@ -1,274 +0,0 @@
-<!DOCTYPE html>
-<html lang="en">
-  <head>
-    <title>OpenGeometry Polyline Example</title>
-    <meta charset="utf-8" />
-    <meta name="viewport" content="width=device-width, initial-scale=1" />
-    <meta name="description" content="Simple OpenGeometry polyline example for Three.js." />
-    <meta name="author" content="Vishwajeet Mane" />
-  </head>
-  <body class="og-example-page">
-    <div class="og-badge-title-card">
-      <a href="../index.html" class="og-badge-title-link">Back</a>
-      <span class="og-badge-title">Polyline</span>
-    </div>
-
-    <aside class="og-controls">
-      <h3>Polyline</h3>
-      <p class="og-control-summary">
-        A polyline is just an ordered list of points. This example edits the inner points directly.
-      </p>
-
-      <label class="og-control-row" data-control="p2-x">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Point 2 X</span>
-          <code class="og-control-value" data-value>-1.2</code>
-        </div>
-        <div class="og-control-range">
-          <input data-range type="range" min="-3" max="3" step="0.05" value="-1.2" />
-          <input data-number type="number" min="-3" max="3" step="0.05" value="-1.2" />
-        </div>
-      </label>
-
-      <label class="og-control-row" data-control="p2-z">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Point 2 Z</span>
-          <code class="og-control-value" data-value>-0.9</code>
-        </div>
-        <div class="og-control-range">
-          <input data-range type="range" min="-3" max="3" step="0.05" value="-0.9" />
-          <input data-number type="number" min="-3" max="3" step="0.05" value="-0.9" />
-        </div>
-      </label>
-
-      <label class="og-control-row" data-control="p3-x">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Point 3 X</span>
-          <code class="og-control-value" data-value>0.3</code>
-        </div>
-        <div class="og-control-range">
-          <input data-range type="range" min="-3" max="3" step="0.05" value="0.3" />
-          <input data-number type="number" min="-3" max="3" step="0.05" value="0.3" />
-        </div>
-      </label>
-
-      <label class="og-control-row" data-control="p3-z">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Point 3 Z</span>
-          <code class="og-control-value" data-value>0.1</code>
-        </div>
-        <div class="og-control-range">
-          <input data-range type="range" min="-3" max="3" step="0.05" value="0.1" />
-          <input data-number type="number" min="-3" max="3" step="0.05" value="0.1" />
-        </div>
-      </label>
-
-      <label class="og-control-row" data-control="fat-lines">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Fat Lines</span>
-        </div>
-        <div class="og-control-bool">
-          <input data-toggle type="checkbox" class="og-toggle" aria-label="Fat lines" />
-          <span class="og-control-bool-state" data-state>Disabled</span>
-        </div>
-      </label>
-    </aside>
-
-    <div id="app"></div>
-
-    <script type="module">
-      import "../src/styles/theme.css";
-      import * as THREE from "three";
-      import { OrbitControls } from "three/examples/jsm/controls/OrbitControls.js";
-      import Stats from "three/examples/jsm/libs/stats.module.js";
-      import wasmUrl from "../../../opengeometry/pkg/opengeometry_bg.wasm?url";
-      import { OpenGeometry, Polyline, Vector3 } from "opengeometry";
-
-      const app = document.getElementById("app");
-      if (!app) {
-        throw new Error("Missing #app container");
-      }
-
-      let config = null;
-
-      function createConfig() {
-        return {
-          points: [
-            new Vector3(-2.5, 0, -1.7),
-            new Vector3(-1.2, 0, -0.9),
-            new Vector3(0.3, 0, 0.1),
-            new Vector3(1.1, 0, 0.9),
-            new Vector3(2.4, 0, 1.7),
-          ],
-          color: 0x0f172a,
-          fatLines: false,
-          width: 2,
-        };
-      }
-
-      let polyline = null;
-
-      function formatNumber(value) {
-        return Number(value).toFixed(2).replace(/\.?0+$/, "");
-      }
-
-      function mountStats() {
-        const stats = new Stats();
-        stats.showPanel(0);
-        stats.dom.style.position = "fixed";
-        stats.dom.style.left = "12px";
-        stats.dom.style.bottom = "12px";
-        stats.dom.style.top = "auto";
-        stats.dom.style.zIndex = "1000";
-        document.body.appendChild(stats.dom);
-        return stats;
-      }
-
-      function attachNumberControl(name, onChange) {
-        const row = document.querySelector(`[data-control="${name}"]`);
-        const range = row?.querySelector("[data-range]");
-        const number = row?.querySelector("[data-number]");
-        const value = row?.querySelector("[data-value]");
-
-        if (!row || !range || !number || !value) {
-          throw new Error(`Missing number control: ${name}`);
-        }
-
-        const commit = (nextValue) => {
-          const parsed = Number(nextValue);
-          number.setCustomValidity("");
-          if (String(nextValue).trim() === "" || !Number.isFinite(parsed)
-            || (number.min !== "" && parsed < Number(number.min))
-            || (number.max !== "" && parsed > Number(number.max))) {
-            number.setCustomValidity("Enter a finite value within the displayed limits.");
-            number.reportValidity();
-            return;
-          }
-
-          range.value = String(parsed);
-          number.value = String(parsed);
-          value.textContent = formatNumber(parsed);
-          onChange(parsed);
-        };
-
-        range.addEventListener("input", () => commit(range.value));
-        number.addEventListener("input", () => commit(number.value));
-        commit(range.value);
-      }
-
-      function attachBooleanControl(name, onChange) {
-        const row = document.querySelector(`[data-control="${name}"]`);
-        const toggle = row?.querySelector("[data-toggle]");
-        const state = row?.querySelector("[data-state]");
-
-        if (!row || !toggle || !state) {
-          throw new Error(`Missing boolean control: ${name}`);
-        }
-
-        const commit = (checked) => {
-          toggle.checked = checked;
-          state.textContent = checked ? "Enabled" : "Disabled";
-          onChange(checked);
-        };
-
-        toggle.addEventListener("change", () => commit(toggle.checked));
-        commit(toggle.checked);
-      }
-
-      function updatePolyline() {
-        if (!polyline) {
-          return;
-        }
-
-        config.width = config.fatLines ? 10 : 2;
-        polyline.setConfig({
-          points: config.points.map((point) => point.clone()),
-          color: config.color,
-          fatLines: config.fatLines,
-          width: config.width,
-        });
-
-        console.groupCollapsed("[polyline] updated");
-        console.log("Config", config);
-        console.groupEnd();
-      }
-
-      async function main() {
-        const scene = new THREE.Scene();
-        scene.background = new THREE.Color(0xeef2ff);
-
-        const camera = new THREE.PerspectiveCamera(
-          55,
-          window.innerWidth / window.innerHeight,
-          0.1,
-          100
-        );
-        camera.position.set(6.2, 4.2, 6.7);
-
-        const renderer = new THREE.WebGLRenderer({ antialias: true });
-        renderer.setPixelRatio(window.devicePixelRatio);
-        renderer.setSize(window.innerWidth, window.innerHeight);
-        app.replaceChildren(renderer.domElement);
-
-        const stats = mountStats();
-        const controls = new OrbitControls(camera, renderer.domElement);
-        controls.enableDamping = true;
-        controls.target.set(0, 0.2, 0);
-        controls.update();
-
-        scene.add(new THREE.GridHelper(20, 20, 0x4460ff, 0xd5ddff));
-        scene.add(new THREE.AmbientLight(0xffffff, 0.8));
-
-        const light = new THREE.DirectionalLight(0xffffff, 1.1);
-        light.position.set(6, 8, 4);
-        scene.add(light);
-
-        await OpenGeometry.create({ wasmURL: wasmUrl });
-        config = createConfig();
-
-        polyline = new Polyline({
-          points: config.points.map((point) => point.clone()),
-          color: config.color,
-        });
-        scene.add(polyline);
-
-        attachNumberControl("p2-x", (value) => {
-          config.points[1].x = value;
-          updatePolyline();
-        });
-        attachNumberControl("p2-z", (value) => {
-          config.points[1].z = value;
-          updatePolyline();
-        });
-        attachNumberControl("p3-x", (value) => {
-          config.points[2].x = value;
-          updatePolyline();
-        });
-        attachNumberControl("p3-z", (value) => {
-          config.points[2].z = value;
-          updatePolyline();
-        });
-        attachBooleanControl("fat-lines", (value) => {
-          config.fatLines = value;
-          updatePolyline();
-        });
-
-        updatePolyline();
-
-        renderer.setAnimationLoop(() => {
-          stats.update();
-          controls.update();
-          renderer.render(scene, camera);
-        });
-
-        window.addEventListener("resize", () => {
-          camera.aspect = window.innerWidth / window.innerHeight;
-          camera.updateProjectionMatrix();
-          renderer.setSize(window.innerWidth, window.innerHeight);
-        });
-      }
-
-      void main();
-    </script>
-  </body>
-</html>
diff --git a/main/opengeometry-three/examples-vite/primitives/rectangle.html b/main/opengeometry-three/examples-vite/primitives/rectangle.html
deleted file mode 100644
index 1285479..0000000
--- a/main/opengeometry-three/examples-vite/primitives/rectangle.html
+++ /dev/null
@@ -1,236 +0,0 @@
-<!DOCTYPE html>
-<html lang="en">
-  <head>
-    <title>OpenGeometry Rectangle Example</title>
-    <meta charset="utf-8" />
-    <meta name="viewport" content="width=device-width, initial-scale=1" />
-    <meta name="description" content="Simple OpenGeometry rectangle example for Three.js." />
-    <meta name="author" content="Vishwajeet Mane" />
-  </head>
-  <body class="og-example-page">
-    <div class="og-badge-title-card">
-      <a href="../index.html" class="og-badge-title-link">Back</a>
-      <span class="og-badge-title">Rectangle</span>
-    </div>
-
-    <aside class="og-controls">
-      <h3>Rectangle</h3>
-      <p class="og-control-summary">
-        A rectangle is just a simple closed profile. This page keeps the example focused on width,
-        breadth, and line style.
-      </p>
-
-      <label class="og-control-row" data-control="width">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Width</span>
-          <code class="og-control-value" data-value>3</code>
-        </div>
-        <div class="og-control-range">
-          <input data-range type="range" min="0.5" max="6" step="0.1" value="3" />
-          <input data-number type="number" min="0.5" max="6" step="0.1" value="3" />
-        </div>
-      </label>
-
-      <label class="og-control-row" data-control="breadth">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Breadth</span>
-          <code class="og-control-value" data-value>2</code>
-        </div>
-        <div class="og-control-range">
-          <input data-range type="range" min="0.5" max="5" step="0.1" value="2" />
-          <input data-number type="number" min="0.5" max="5" step="0.1" value="2" />
-        </div>
-      </label>
-
-      <label class="og-control-row" data-control="fat-lines">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Fat Lines</span>
-        </div>
-        <div class="og-control-bool">
-          <input data-toggle type="checkbox" class="og-toggle" aria-label="Fat lines" />
-          <span class="og-control-bool-state" data-state>Disabled</span>
-        </div>
-      </label>
-    </aside>
-
-    <div id="app"></div>
-
-    <script type="module">
-      import "../src/styles/theme.css";
-      import * as THREE from "three";
-      import { OrbitControls } from "three/examples/jsm/controls/OrbitControls.js";
-      import Stats from "three/examples/jsm/libs/stats.module.js";
-      import wasmUrl from "../../../opengeometry/pkg/opengeometry_bg.wasm?url";
-      import { OpenGeometry, Rectangle, Vector3 } from "opengeometry";
-
-      const app = document.getElementById("app");
-      if (!app) {
-        throw new Error("Missing #app container");
-      }
-
-      const config = {
-        width: 3,
-        breadth: 2,
-        fatLines: false,
-      };
-
-      let rectangle = null;
-
-      function formatNumber(value) {
-        return Number(value).toFixed(2).replace(/\.?0+$/, "");
-      }
-
-      function mountStats() {
-        const stats = new Stats();
-        stats.showPanel(0);
-        stats.dom.style.position = "fixed";
-        stats.dom.style.left = "12px";
-        stats.dom.style.bottom = "12px";
-        stats.dom.style.top = "auto";
-        stats.dom.style.zIndex = "1000";
-        document.body.appendChild(stats.dom);
-        return stats;
-      }
-
-      function attachNumberControl(name, onChange) {
-        const row = document.querySelector(`[data-control="${name}"]`);
-        const range = row?.querySelector("[data-range]");
-        const number = row?.querySelector("[data-number]");
-        const value = row?.querySelector("[data-value]");
-
-        if (!row || !range || !number || !value) {
-          throw new Error(`Missing number control: ${name}`);
-        }
-
-        const commit = (nextValue) => {
-          const parsed = Number(nextValue);
-          number.setCustomValidity("");
-          if (String(nextValue).trim() === "" || !Number.isFinite(parsed)
-            || (number.min !== "" && parsed < Number(number.min))
-            || (number.max !== "" && parsed > Number(number.max))) {
-            number.setCustomValidity("Enter a finite value within the displayed limits.");
-            number.reportValidity();
-            return;
-          }
-
-          range.value = String(parsed);
-          number.value = String(parsed);
-          value.textContent = formatNumber(parsed);
-          onChange(parsed);
-        };
-
-        range.addEventListener("input", () => commit(range.value));
-        number.addEventListener("input", () => commit(number.value));
-        commit(range.value);
-      }
-
-      function attachBooleanControl(name, onChange) {
-        const row = document.querySelector(`[data-control="${name}"]`);
-        const toggle = row?.querySelector("[data-toggle]");
-        const state = row?.querySelector("[data-state]");
-
-        if (!row || !toggle || !state) {
-          throw new Error(`Missing boolean control: ${name}`);
-        }
-
-        const commit = (checked) => {
-          toggle.checked = checked;
-          state.textContent = checked ? "Enabled" : "Disabled";
-          onChange(checked);
-        };
-
-        toggle.addEventListener("change", () => commit(toggle.checked));
-        commit(toggle.checked);
-      }
-
-      function updateRectangle() {
-        if (!rectangle) {
-          return;
-        }
-
-        rectangle.setConfig({
-          center: new Vector3(0, 0, 0),
-          width: config.width,
-          breadth: config.breadth,
-          color: 0x7c3aed,
-          fatLines: config.fatLines,
-          lineWidth: config.fatLines ? 10 : 2,
-        });
-
-        console.groupCollapsed("[rectangle] updated");
-        console.log("Config", { ...config });
-        console.groupEnd();
-      }
-
-      async function main() {
-        const scene = new THREE.Scene();
-        scene.background = new THREE.Color(0xeef2ff);
-
-        const camera = new THREE.PerspectiveCamera(
-          55,
-          window.innerWidth / window.innerHeight,
-          0.1,
-          100
-        );
-        camera.position.set(5.6, 4.2, 6.4);
-
-        const renderer = new THREE.WebGLRenderer({ antialias: true });
-        renderer.setPixelRatio(window.devicePixelRatio);
-        renderer.setSize(window.innerWidth, window.innerHeight);
-        app.replaceChildren(renderer.domElement);
-
-        const stats = mountStats();
-        const controls = new OrbitControls(camera, renderer.domElement);
-        controls.enableDamping = true;
-        controls.target.set(0, 0.2, 0);
-        controls.update();
-
-        scene.add(new THREE.GridHelper(20, 20, 0x4460ff, 0xd5ddff));
-        scene.add(new THREE.AmbientLight(0xffffff, 0.8));
-
-        const light = new THREE.DirectionalLight(0xffffff, 1.1);
-        light.position.set(6, 8, 4);
-        scene.add(light);
-
-        await OpenGeometry.create({ wasmURL: wasmUrl });
-
-        rectangle = new Rectangle({
-          center: new Vector3(0, 0, 0),
-          width: config.width,
-          breadth: config.breadth,
-          color: 0x7c3aed,
-        });
-        scene.add(rectangle);
-
-        attachNumberControl("width", (value) => {
-          config.width = value;
-          updateRectangle();
-        });
-        attachNumberControl("breadth", (value) => {
-          config.breadth = value;
-          updateRectangle();
-        });
-        attachBooleanControl("fat-lines", (value) => {
-          config.fatLines = value;
-          updateRectangle();
-        });
-
-        updateRectangle();
-
-        renderer.setAnimationLoop(() => {
-          stats.update();
-          controls.update();
-          renderer.render(scene, camera);
-        });
-
-        window.addEventListener("resize", () => {
-          camera.aspect = window.innerWidth / window.innerHeight;
-          camera.updateProjectionMatrix();
-          renderer.setSize(window.innerWidth, window.innerHeight);
-        });
-      }
-
-      void main();
-    </script>
-  </body>
-</html>
diff --git a/main/opengeometry-three/examples-vite/shapes/analytic-patterns.html b/main/opengeometry-three/examples-vite/shapes/analytic-patterns.html
deleted file mode 100644
index 48b9fb0..0000000
--- a/main/opengeometry-three/examples-vite/shapes/analytic-patterns.html
+++ /dev/null
@@ -1,163 +0,0 @@
-<!doctype html>
-<html lang="en">
-  <head>
-    <meta charset="UTF-8" />
-    <meta name="viewport" content="width=device-width, initial-scale=1.0" />
-    <title>OpenGeometry Analytic Patterns</title>
-  </head>
-  <body class="og-example-page">
-    <div
-      class="og-badge-title-card"><a href="../index.html" class="og-badge-title-link">Back</a><span class="og-badge-title">Analytic Patterns</span></div>
-    <aside class="og-controls">
-      <h3>Shared analytic instances</h3>
-      <p
-        class="og-control-summary">One authoritative cylinder BRep supplies every rendered instance. Each repeated item stores only its identity and rigid placement.</p>
-      <label class="og-control-row">Pattern
-        <select id="pattern"><option value="linear">Linear</option><option value="rectangular">Rectangular</option><option value="circular">Circular</option></select>
-      </label>
-      <label
-        class="og-control-row">Count<input id="count" type="number" min="1" max="64" value="12" /></label>
-      <p id="statistics" role="status"></p>
-      <p
-        id="selection">Click an instance to inspect its identity and source face.</p>
-      <p id="error" role="alert"></p>
-    </aside>
-    <div id="app"></div>
-    <script type="module">
-    import "../src/styles/theme.css";
-    import * as THREE from "three";
-    import { OrbitControls } from "three/examples/jsm/controls/OrbitControls.js";
-    import wasmUrl from "../../../opengeometry/pkg/opengeometry_bg.wasm?url";
-    import {
-      AnalyticSolid,
-      circularPattern,
-      linearPattern,
-      OpenGeometry,
-      rectangularPattern,
-    } from "opengeometry";
-
-    const error = document.querySelector("#error");
-    const statistics = document.querySelector("#statistics");
-    const selection = document.querySelector("#selection");
-    let source;
-    let pattern;
-    let scene;
-
-    function rebuild() {
-      const count = Number(document.querySelector("#count").value);
-      const kind = document.querySelector("#pattern").value;
-      const next = kind === "linear"
-        ? linearPattern(source, count, new THREE.Vector3(0.75, 0, 0))
-        : kind === "rectangular"
-        ? rectangularPattern(source, [
-          Math.ceil(Math.sqrt(count)),
-          Math.ceil(count / Math.ceil(Math.sqrt(count))),
-        ], [new THREE.Vector3(0.8, 0, 0), new THREE.Vector3(0, 0, 0.8)])
-        : circularPattern(source, count, 2.8);
-      if (pattern) {
-        scene.remove(pattern);
-        pattern.dispose();
-      }
-      pattern = next;
-      scene.add(pattern);
-      statistics.textContent =
-        `${pattern.count} placements · one analytic BRep · one shared render mesh`;
-      selection.textContent =
-        "Click an instance to inspect its identity and source face.";
-      error.textContent = "";
-    }
-
-    async function initialize() {
-      try {
-        await OpenGeometry.create({ wasmURL: wasmUrl });
-        source = new AnalyticSolid({
-          kind: "cylinder",
-          radius: 0.24,
-          height: 1.5,
-          color: 0x329ac7,
-          deflection: 0.01,
-        });
-        scene = new THREE.Scene();
-        scene.background = new THREE.Color(0xeef2ff);
-        scene.add(new THREE.GridHelper(16, 16, 0x7188aa, 0xcbd5e1));
-        scene.add(new THREE.HemisphereLight(0xffffff, 0x526070, 2));
-        const light = new THREE.DirectionalLight(0xffffff, 2);
-        light.position.set(4, 7, 5);
-        scene.add(light);
-        const camera = new THREE.PerspectiveCamera(
-          45,
-          innerWidth / innerHeight,
-          0.1,
-          100,
-        );
-        camera.position.set(7, 5, 7);
-        const renderer = new THREE.WebGLRenderer({ antialias: true });
-        renderer.setSize(innerWidth, innerHeight);
-        renderer.setPixelRatio(devicePixelRatio);
-        document.querySelector("#app").replaceChildren(renderer.domElement);
-        const controls = new OrbitControls(camera, renderer.domElement);
-        controls.target.set(1.5, 0.7, 0);
-        controls.enableDamping = true;
-        rebuild();
-        document.querySelector("#pattern").addEventListener("change", () => {
-          try {
-            rebuild();
-          } catch (failure) {
-            error.textContent = String(failure);
-          }
-        });
-        document.querySelector("#count").addEventListener("change", (event) => {
-          if (!event.target.checkValidity()) {
-            error.textContent = "Count must be between 1 and 64.";
-            return;
-          }
-          try {
-            rebuild();
-          } catch (failure) {
-            error.textContent = String(failure);
-          }
-        });
-        const raycaster = new THREE.Raycaster();
-        renderer.domElement.addEventListener("pointerdown", (event) => {
-          const rect = renderer.domElement.getBoundingClientRect();
-          raycaster.setFromCamera(
-            new THREE.Vector2(
-              (event.clientX - rect.left) / rect.width * 2 - 1,
-              -(event.clientY - rect.top) / rect.height * 2 + 1,
-            ),
-            camera,
-          );
-          const hit = raycaster.intersectObject(pattern.surface)[0];
-          const resolved = hit && pattern.resolveIntersection(hit);
-          if (resolved) {
-            selection.textContent =
-              `${resolved.instanceId} · source ${resolved.source.ogid} · face ${
-                resolved.faceId ?? "unknown"
-              }`;
-          }
-        });
-        addEventListener("resize", () => {
-          camera.aspect = innerWidth / innerHeight;
-          camera.updateProjectionMatrix();
-          renderer.setSize(innerWidth, innerHeight);
-          renderer.setPixelRatio(devicePixelRatio);
-        });
-        addEventListener("pagehide", () => {
-          renderer.setAnimationLoop(null);
-          pattern?.dispose();
-          source?.dispose();
-          controls.dispose();
-          renderer.dispose();
-        }, { once: true });
-        renderer.setAnimationLoop(() => {
-          controls.update();
-          renderer.render(scene, camera);
-        });
-      } catch (failure) {
-        error.textContent = String(failure);
-      }
-    }
-    initialize();
-    </script>
-  </body>
-</html>
diff --git a/main/opengeometry-three/examples-vite/shapes/analytic-solids.html b/main/opengeometry-three/examples-vite/shapes/analytic-solids.html
deleted file mode 100644
index bf4d490..0000000
--- a/main/opengeometry-three/examples-vite/shapes/analytic-solids.html
+++ /dev/null
@@ -1,142 +0,0 @@
-<!doctype html>
-<html lang="en">
-  <head>
-    <meta charset="utf-8" />
-    <meta name="viewport" content="width=device-width, initial-scale=1" />
-    <title>Analytic solids and deflection</title>
-    <style>
-      body { margin: 0; font: 14px system-ui; background: #e9edf4; }
-      canvas { display: block; }
-      aside { position: fixed; z-index: 2; top: 18px; left: 18px; padding: 18px; border-radius: 12px; background: #fff; box-shadow: 0 4px 20px #0002; max-width: 300px; }
-      h1 { font-size: 18px; margin: 0 0 10px; }
-      p { line-height: 1.5; }
-      input[type=range] { width: 100%; }
-      output { display: block; margin-top: 10px; }
-      #error { color: #a22020; }
-    </style>
-  </head>
-  <body>
-    <aside>
-      <a href="../index.html">All examples</a>
-      <h1>Analytic solids</h1>
-      <p>Orbit the analytic primitives, circular wall, restricted coaxial loft, revolve, fillet, shell, and a line-profile extrusion with a true cap hole. A WASM worker refines visible bodies to 0.5 physical pixels at rest and 2 pixels during motion. Manual chord error retains the same authored surfaces.</p>
-      <label><input id="automatic" type="checkbox" checked /> Camera LOD</label><br />
-      <label for="deflection">Chord error</label>
-      <input id="deflection" type="range" min="-3" max="-0.5" step="0.1" value="-2" disabled />
-      <output id="stats"></output>
-      <output id="selection">Click a solid to inspect its surface.</output>
-      <output id="error"></output>
-    </aside>
-    <script type="module">
-      import * as THREE from "three";
-      import { OrbitControls } from "three/examples/jsm/controls/OrbitControls.js";
-      import { OpenGeometry, AnalyticSolid, AnalyticTessellationWorker, AnalyticLodController } from "opengeometry";
-      import wasmUrl from "../../../opengeometry/pkg/opengeometry_bg.wasm?url";
-      import kernelUrl from "../../../opengeometry/pkg/opengeometry.js?url&no-inline";
-      import workerUrl from "../../src/rendering/analytic-worker.js?url&no-inline";
-
-      const stats = document.querySelector("#stats");
-      const error = document.querySelector("#error");
-      async function initialize() {
-        try {
-          await OpenGeometry.create({ wasmURL: wasmUrl });
-          const scene = new THREE.Scene();
-          scene.background = new THREE.Color(0xe9edf4);
-          const camera = new THREE.PerspectiveCamera(45, innerWidth / innerHeight, 0.1, 100);
-          camera.position.set(8, 6, 12);
-          const renderer = new THREE.WebGLRenderer({ antialias: true });
-          renderer.setPixelRatio(Math.min(devicePixelRatio, 2));
-          renderer.setSize(innerWidth, innerHeight);
-          document.body.append(renderer.domElement);
-          const controls = new OrbitControls(camera, renderer.domElement);
-          controls.target.set(0, 1, 0);
-          controls.enableDamping = true;
-          scene.add(new THREE.HemisphereLight(0xffffff, 0x667788, 2));
-          const light = new THREE.DirectionalLight(0xffffff, 3);
-          light.position.set(3, 6, 5);
-          scene.add(light, new THREE.GridHelper(16, 32, 0xb0bac8, 0xcbd3df));
-          const definitions = [
-            { kind: "cylinder", radius: 0.7, height: 1.8, color: 0xdf9b4e },
-            { kind: "cone", radius: 0.7, height: 1.8, color: 0xaf83cf },
-            { kind: "sphere", radius: 0.8, color: 0x639bd0 },
-            { kind: "frustum", lowerRadius: 0.8, upperRadius: 0.45, height: 1.8, color: 0x61b0c1 },
-            { kind: "torus", majorRadius: 0.75, minorRadius: 0.25, color: 0x7cba83 },
-            { kind: "annularSectorExtrusionWithOpenings", radius: 2.4, thickness: 0.3, height: 1.4, startAngle: 0.15, sweepAngle: 1.8, openings: [{ id: "gallery-window", angle: 1.0, width: 0.7, bottom: 0.35, height: 0.7 }], color: 0xd89a88 },
-            { kind: "linearExtrusion", outer: [[-1, -0.75], [1, -0.75], [1, 0.75], [-1, 0.75]], holes: [[[-0.45, -0.3], [-0.45, 0.3], [0.45, 0.3], [0.45, -0.3]]], height: 1.5, color: 0x4d9b86 },
-            { kind: "coaxialCircleLoft", lowerRadius: 0.8, upperRadius: 0.25, height: 1.6, color: 0xd97757 },
-            { kind: "revolvedRectangle", innerRadius: 0.45, outerRadius: 0.85, height: 1.5, color: 0x6763c8 },
-            { kind: "chamferedCuboid", width: 1.6, depth: 1.4, height: 1.5, chamfer: 0.2, color: 0xb86d9b },
-            { kind: "filletedCylinder", radius: 0.9, height: 1.8, filletRadius: 0.18, color: 0x4a9ca1 },
-          ];
-          const placements = [[-4, 0, 0], [-2, 0, 0], [0, 0.9, 0], [2, 0, 0], [4, 0.9, 0], [-5.5, 0, -3], [-2.5, 0, -3], [0.2, 0, -3], [2.3, 0, -3], [4.4, 0, -3], [6.5, 0, -3]];
-          const solids = definitions.map((definition, i) => {
-            const solid = new AnalyticSolid({ ...definition, deflection: 0.01 });
-            if (solid.getModelBounds().isEmpty()) throw new Error("Missing analytic body bounds");
-            solid.name = definition.kind;
-            solid.position.set(...placements[i]);
-            scene.add(solid);
-            return solid;
-          });
-          const shellSource = new AnalyticSolid({ kind: "cuboid", width: 1.6, depth: 1.6, height: 1.6, deflection: 0.01 });
-          const shell = shellSource.shell(0.2, { color: 0x6a86c7, deflection: 0.01 });
-          shellSource.dispose();
-          shell.name = "cuboid shell";
-          shell.position.set(8.4, 0, -3);
-          scene.add(shell);
-          solids.push(shell);
-          const coneShellSource = new AnalyticSolid({ kind: "cone", radius: 0.85, height: 1.8, deflection: 0.01 });
-          const coneShell = coneShellSource.shell(0.12, { color: 0xc07b55, deflection: 0.01 });
-          coneShellSource.dispose();
-          coneShell.name = "cone shell";
-          coneShell.position.set(6.3, 0, 0);
-          scene.add(coneShell);
-          solids.push(coneShell);
-          const original = solids.map(solid => solid.getBrepSerialized());
-          const worker = new AnalyticTessellationWorker({ workerURL: workerUrl, kernelURL: kernelUrl, wasmURL: wasmUrl });
-          const lod = new AnalyticLodController(worker, {
-            onUpdate(solid, result) {
-              if (solid.getBrepSerialized() !== original[solids.indexOf(solid)]) { error.textContent = "Tessellation changed authored geometry"; return; }
-              const faces = solids.reduce((sum, body) => sum + JSON.parse(body.getBrepSerialized()).topology.faces.length, 0);
-              stats.textContent = `${document.querySelector("#automatic").checked ? "Camera LOD" : "Manual worker LOD"} · ${solids.reduce((sum, body) => sum + body.surface.geometry.index.count / 3, 0).toLocaleString()} triangles · ${faces} surfaces · last achieved error ${result.achievedDeflection.toPrecision(3)} · authored geometry unchanged`;
-              error.textContent = "";
-            },
-            onError(solid, failure) { error.textContent = `${solid.name}: ${failure.message}; previous mesh retained`; },
-          });
-          await Promise.all(solids.map(solid => lod.register(solid)));
-          function updateMode() {
-            const automatic = document.querySelector("#automatic").checked;
-            const slider = document.querySelector("#deflection");
-            slider.disabled = automatic;
-            lod.setDeflection(automatic ? undefined : 10 ** Number(slider.value));
-          }
-          document.querySelector("#automatic").addEventListener("change", updateMode);
-          document.querySelector("#deflection").addEventListener("input", updateMode);
-          const raycaster = new THREE.Raycaster();
-          renderer.domElement.addEventListener("pointerdown", event => {
-            const rect = renderer.domElement.getBoundingClientRect();
-            raycaster.setFromCamera(new THREE.Vector2((event.clientX - rect.left) / rect.width * 2 - 1, -(event.clientY - rect.top) / rect.height * 2 + 1), camera);
-            const hit = raycaster.intersectObjects(solids.map(solid => solid.surface))[0];
-            if (!hit || hit.faceIndex == null) return;
-            const solid = solids.find(solid => solid.surface === hit.object);
-            try {
-              const face = solid.faceIdForTriangle(hit.faceIndex);
-              const normal = solid.normalAtFace(face, solid.worldToLocal(hit.point.clone()));
-              document.querySelector("#selection").textContent = `${solid.name} · face ${face} · analytic normal (${normal.toArray().map(v => v.toFixed(3)).join(", ")})`;
-            } catch (failure) { error.textContent = String(failure); }
-          });
-          window.addEventListener("resize", () => {
-            camera.aspect = innerWidth / innerHeight;
-            camera.updateProjectionMatrix();
-            renderer.setSize(innerWidth, innerHeight);
-            renderer.setPixelRatio(devicePixelRatio);
-          });
-          window.addEventListener("pagehide", () => { renderer.setAnimationLoop(null); lod.dispose(); worker.dispose(); solids.forEach(solid => solid.dispose()); controls.dispose(); renderer.dispose(); }, { once: true });
-          renderer.setAnimationLoop(() => { controls.update(); lod.update(camera, renderer.domElement.height); renderer.render(scene, camera); });
-        } catch (failure) {
-          error.textContent = String(failure);
-        }
-      }
-      initialize();
-    </script>
-  </body>
-</html>
diff --git a/main/opengeometry-three/examples-vite/shapes/circular-wall-arched-opening.html b/main/opengeometry-three/examples-vite/shapes/circular-wall-arched-opening.html
deleted file mode 100644
index 1e86fe4..0000000
--- a/main/opengeometry-three/examples-vite/shapes/circular-wall-arched-opening.html
+++ /dev/null
@@ -1,232 +0,0 @@
-<!doctype html>
-<html lang="en">
-  <head>
-    <meta charset="utf-8" />
-    <meta name="viewport" content="width=device-width, initial-scale=1" />
-    <title>OpenGeometry Circular Wall Arched Opening Example</title>
-  </head>
-  <body class="og-example-page">
-    <div class="og-badge-title-card">
-      <a href="../index.html" class="og-badge-title-link">Back</a>
-      <span class="og-badge-title">Circular Wall Arched Opening</span>
-    </div>
-    <aside class="og-controls">
-      <h3>Circular Wall Arched Opening</h3>
-      <p
-        class="og-control-summary">A circular wall with an exact arched local-normal opening.</p>
-      <label class="og-control-row">
-        <span class="og-control-label-chip">Centerline radius</span>
-        <input id="radius" type="number" min="0.8" max="3" step="0.05" value="2"
-          required />
-      </label>
-      <label class="og-control-row">
-        <span class="og-control-label-chip">Thickness</span>
-        <input id="thickness" type="number" min="0.1" max="0.8" step="0.05"
-          value="0.3" required />
-      </label>
-      <label class="og-control-row">
-        <span class="og-control-label-chip">Height</span>
-        <input id="height" type="number" min="1.5" max="4" step="0.1"
-          value="2.4" required />
-      </label>
-      <label class="og-control-row">
-        <span class="og-control-label-chip">Start (degrees)</span>
-        <input id="start-angle" type="number" min="-180" max="180" step="5"
-          value="20" required />
-      </label>
-      <label class="og-control-row">
-        <span class="og-control-label-chip">Sweep (degrees)</span>
-        <input id="sweep-angle" type="number" min="-330" max="330" step="5"
-          value="130" required />
-      </label>
-      <label class="og-control-row">
-        <span class="og-control-label-chip">Opening angle (degrees)</span>
-        <input id="opening-angle" type="number" min="-170" max="170" step="5"
-          value="80" required />
-      </label>
-      <label class="og-control-row">
-        <span class="og-control-label-chip">Opening width</span>
-        <input id="opening-width" type="number" min="0.2" max="1.4" step="0.05"
-          value="0.8" required />
-      </label>
-      <label class="og-control-row">
-        <span class="og-control-label-chip">Sill</span>
-        <input id="opening-bottom" type="number" min="0" max="1.2" step="0.05"
-          value="0.35" required />
-      </label>
-      <label class="og-control-row">
-        <span class="og-control-label-chip">Opening height</span>
-        <input id="opening-height" type="number" min="0.5" max="2" step="0.05"
-          value="1.25" required />
-      </label>
-      <label class="og-control-row">
-        <span class="og-control-label-chip">Chord error</span>
-        <input id="deflection" type="range" min="-3" max="-0.5" step="0.1"
-          value="-2" />
-      </label>
-      <label
-        class="og-control-row"><input id="wireframe" type="checkbox" /> Show render triangles</label>
-      <label
-        class="og-control-row"><input id="outline" type="checkbox" checked /> Show feature outlines</label>
-      <p id="statistics" role="status"></p>
-      <p id="selection">Click a surface to inspect its analytic face.</p>
-      <p id="error" role="alert"></p>
-    </aside>
-    <div id="app"></div>
-
-    <script type="module">
-    import "../src/styles/theme.css";
-    import * as THREE from "three";
-    import { OrbitControls } from "three/examples/jsm/controls/OrbitControls.js";
-    import wasmUrl from "../../../opengeometry/pkg/opengeometry_bg.wasm?url";
-    import { AnalyticSolid, OpenGeometry } from "opengeometry";
-
-    const input = (id) => document.querySelector(`#${id}`);
-    const value = (id) => Number(input(id).value);
-    const degrees = (id) => THREE.MathUtils.degToRad(value(id));
-    const chordError = () => 10 ** value("deflection");
-    const verticalFrame = (height = 0) => ({
-      origin: [0, height, 0],
-      x: [1, 0, 0],
-      y: [0, 0, -1],
-      z: [0, 1, 0],
-    });
-
-    let scene;
-    let solid;
-
-    function createSolid() {
-      return new AnalyticSolid({
-        kind: "annularSectorExtrusionWithArchedOpening",
-        radius: value("radius"),
-        thickness: value("thickness"),
-        height: value("height"),
-        startAngle: degrees("start-angle"),
-        sweepAngle: degrees("sweep-angle"),
-        opening: {
-          id: "example-arched-opening",
-          angle: degrees("opening-angle"),
-          width: value("opening-width"),
-          bottom: value("opening-bottom"),
-          height: value("opening-height"),
-        },
-        frame: verticalFrame(),
-        deflection: chordError(),
-        color: 0x329ac7,
-      });
-    }
-
-    function showStatistics(stats) {
-      const brep = JSON.parse(solid.getBrepSerialized());
-      input("statistics").textContent =
-        `${brep.topology.faces.length} analytic faces · ${stats.triangleCount.toLocaleString()} render triangles`;
-    }
-
-    function rebuild() {
-      const next = createSolid();
-      next.outline = input("outline").checked;
-      next.surface.material.wireframe = input("wireframe").checked;
-      if (solid) {
-        scene.remove(solid);
-        solid.dispose();
-      }
-      solid = next;
-      scene.add(solid);
-      showStatistics(solid.retessellate(chordError()));
-      input("error").textContent = "";
-    }
-
-    function attempt(action) {
-      try {
-        action();
-      } catch (failure) {
-        input("error").textContent = `Previous result retained. ${String(failure)}`;
-      }
-    }
-
-    async function initialize() {
-      try {
-        await OpenGeometry.create({ wasmURL: wasmUrl });
-
-        scene = new THREE.Scene();
-        scene.background = new THREE.Color(0xeef2ff);
-        scene.add(new THREE.GridHelper(16, 16, 0x7188aa, 0xcbd5e1));
-        scene.add(new THREE.HemisphereLight(0xffffff, 0x526070, 2));
-        const light = new THREE.DirectionalLight(0xffffff, 2);
-        light.position.set(4, 7, 5);
-        scene.add(light);
-
-        const camera = new THREE.PerspectiveCamera(
-          45,
-          innerWidth / innerHeight,
-          0.1,
-          100,
-        );
-        camera.position.set(6, 4.5, 6);
-        const renderer = new THREE.WebGLRenderer({ antialias: true });
-        renderer.setSize(innerWidth, innerHeight);
-        renderer.setPixelRatio(devicePixelRatio);
-        input("app").replaceChildren(renderer.domElement);
-
-        const controls = new OrbitControls(camera, renderer.domElement);
-        controls.target.set(0, 0.8, 0);
-        controls.enableDamping = true;
-
-        rebuild();
-        document.querySelectorAll('input[type="number"]').forEach((control) => {
-          control.addEventListener("change", () => attempt(rebuild));
-        });
-        input("deflection").addEventListener("input", () =>
-          attempt(() => {
-            const brep = solid.getBrepSerialized();
-            showStatistics(solid.retessellate(chordError()));
-            if (solid.getBrepSerialized() !== brep) {
-              throw new Error("Tessellation changed the BRep");
-            }
-          }));
-        input("wireframe").addEventListener("change", () => {
-          solid.surface.material.wireframe = input("wireframe").checked;
-        });
-        input("outline").addEventListener("change", () => {
-          solid.outline = input("outline").checked;
-        });
-
-        const raycaster = new THREE.Raycaster();
-        renderer.domElement.addEventListener("pointerdown", (event) => {
-          const bounds = renderer.domElement.getBoundingClientRect();
-          const pointer = new THREE.Vector2(
-            ((event.clientX - bounds.left) / bounds.width) * 2 - 1,
-            -((event.clientY - bounds.top) / bounds.height) * 2 + 1,
-          );
-          raycaster.setFromCamera(pointer, camera);
-          const hit = raycaster.intersectObject(solid.surface)[0];
-          if (hit?.faceIndex == null) return;
-          const faceId = solid.faceIdForTriangle(hit.faceIndex);
-          input("selection").textContent = `Face ${faceId}`;
-        });
-
-        addEventListener("resize", () => {
-          camera.aspect = innerWidth / innerHeight;
-          camera.updateProjectionMatrix();
-          renderer.setSize(innerWidth, innerHeight);
-          renderer.setPixelRatio(devicePixelRatio);
-        });
-        addEventListener("pagehide", () => {
-          renderer.setAnimationLoop(null);
-          solid?.dispose();
-          controls.dispose();
-          renderer.dispose();
-        }, { once: true });
-        renderer.setAnimationLoop(() => {
-          controls.update();
-          renderer.render(scene, camera);
-        });
-      } catch (failure) {
-        input("error").textContent = String(failure);
-      }
-    }
-
-    initialize();
-    </script>
-  </body>
-</html>
diff --git a/main/opengeometry-three/examples-vite/shapes/circular-wall.html b/main/opengeometry-three/examples-vite/shapes/circular-wall.html
deleted file mode 100644
index 87a6349..0000000
--- a/main/opengeometry-three/examples-vite/shapes/circular-wall.html
+++ /dev/null
@@ -1,232 +0,0 @@
-<!doctype html>
-<html lang="en">
-  <head>
-    <meta charset="utf-8" />
-    <meta name="viewport" content="width=device-width, initial-scale=1" />
-    <title>OpenGeometry Analytic Circular Wall Example</title>
-  </head>
-  <body class="og-example-page">
-    <div class="og-badge-title-card">
-      <a href="../index.html" class="og-badge-title-link">Back</a>
-      <span class="og-badge-title">Analytic Circular Wall</span>
-    </div>
-    <aside class="og-controls">
-      <h3>Analytic Circular Wall</h3>
-      <p
-        class="og-control-summary">An annular-sector wall with a straight local-normal opening. Set the sill to zero for a door cut at the base.</p>
-      <label class="og-control-row">
-        <span class="og-control-label-chip">Centerline radius</span>
-        <input id="radius" type="number" min="0.5" max="3" step="0.05" value="2"
-          required />
-      </label>
-      <label class="og-control-row">
-        <span class="og-control-label-chip">Thickness</span>
-        <input id="thickness" type="number" min="0.1" max="1" step="0.05"
-          value="0.3" required />
-      </label>
-      <label class="og-control-row">
-        <span class="og-control-label-chip">Height</span>
-        <input id="height" type="number" min="0.5" max="3" step="0.1"
-          value="1.5" required />
-      </label>
-      <label class="og-control-row">
-        <span class="og-control-label-chip">Start (degrees)</span>
-        <input id="start-angle" type="number" min="-180" max="180" step="5"
-          value="20" required />
-      </label>
-      <label class="og-control-row">
-        <span class="og-control-label-chip">Sweep (degrees)</span>
-        <input id="sweep-angle" type="number" min="-330" max="330" step="5"
-          value="130" required />
-      </label>
-      <label class="og-control-row">
-        <span class="og-control-label-chip">Opening angle (degrees)</span>
-        <input id="opening-angle" type="number" min="-170" max="170" step="5"
-          value="80" required />
-      </label>
-      <label class="og-control-row">
-        <span class="og-control-label-chip">Opening width</span>
-        <input id="opening-width" type="number" min="0.1" max="1.5" step="0.05"
-          value="0.7" required />
-      </label>
-      <label class="og-control-row">
-        <span class="og-control-label-chip">Sill</span>
-        <input id="opening-bottom" type="number" min="0" max="1.2" step="0.05"
-          value="0" required />
-      </label>
-      <label class="og-control-row">
-        <span class="og-control-label-chip">Opening height</span>
-        <input id="opening-height" type="number" min="0.1" max="1.2" step="0.05"
-          value="1" required />
-      </label>
-      <label class="og-control-row">
-        <span class="og-control-label-chip">Chord error</span>
-        <input id="deflection" type="range" min="-3" max="-0.5" step="0.1"
-          value="-2" />
-      </label>
-      <label
-        class="og-control-row"><input id="wireframe" type="checkbox" /> Show render triangles</label>
-      <label
-        class="og-control-row"><input id="outline" type="checkbox" checked /> Show feature outlines</label>
-      <p id="statistics" role="status"></p>
-      <p id="selection">Click a surface to inspect its analytic face.</p>
-      <p id="error" role="alert"></p>
-    </aside>
-    <div id="app"></div>
-
-    <script type="module">
-    import "../src/styles/theme.css";
-    import * as THREE from "three";
-    import { OrbitControls } from "three/examples/jsm/controls/OrbitControls.js";
-    import wasmUrl from "../../../opengeometry/pkg/opengeometry_bg.wasm?url";
-    import { AnalyticSolid, OpenGeometry } from "opengeometry";
-
-    const input = (id) => document.querySelector(`#${id}`);
-    const value = (id) => Number(input(id).value);
-    const degrees = (id) => THREE.MathUtils.degToRad(value(id));
-    const chordError = () => 10 ** value("deflection");
-    const verticalFrame = (height = 0) => ({
-      origin: [0, height, 0],
-      x: [1, 0, 0],
-      y: [0, 0, -1],
-      z: [0, 1, 0],
-    });
-
-    let scene;
-    let solid;
-
-    function createSolid() {
-      return new AnalyticSolid({
-        kind: "annularSectorExtrusionWithOpenings",
-        radius: value("radius"),
-        thickness: value("thickness"),
-        height: value("height"),
-        startAngle: degrees("start-angle"),
-        sweepAngle: degrees("sweep-angle"),
-        openings: [{
-          id: "example-opening",
-          angle: degrees("opening-angle"),
-          width: value("opening-width"),
-          bottom: value("opening-bottom"),
-          height: value("opening-height"),
-        }],
-        frame: verticalFrame(),
-        deflection: chordError(),
-        color: 0x329ac7,
-      });
-    }
-
-    function showStatistics(stats) {
-      const brep = JSON.parse(solid.getBrepSerialized());
-      input("statistics").textContent =
-        `${brep.topology.faces.length} analytic faces · ${stats.triangleCount.toLocaleString()} render triangles`;
-    }
-
-    function rebuild() {
-      const next = createSolid();
-      next.outline = input("outline").checked;
-      next.surface.material.wireframe = input("wireframe").checked;
-      if (solid) {
-        scene.remove(solid);
-        solid.dispose();
-      }
-      solid = next;
-      scene.add(solid);
-      showStatistics(solid.retessellate(chordError()));
-      input("error").textContent = "";
-    }
-
-    function attempt(action) {
-      try {
-        action();
-      } catch (failure) {
-        input("error").textContent = `Previous result retained. ${String(failure)}`;
-      }
-    }
-
-    async function initialize() {
-      try {
-        await OpenGeometry.create({ wasmURL: wasmUrl });
-
-        scene = new THREE.Scene();
-        scene.background = new THREE.Color(0xeef2ff);
-        scene.add(new THREE.GridHelper(16, 16, 0x7188aa, 0xcbd5e1));
-        scene.add(new THREE.HemisphereLight(0xffffff, 0x526070, 2));
-        const light = new THREE.DirectionalLight(0xffffff, 2);
-        light.position.set(4, 7, 5);
-        scene.add(light);
-
-        const camera = new THREE.PerspectiveCamera(
-          45,
-          innerWidth / innerHeight,
-          0.1,
-          100,
-        );
-        camera.position.set(6, 4.5, 6);
-        const renderer = new THREE.WebGLRenderer({ antialias: true });
-        renderer.setSize(innerWidth, innerHeight);
-        renderer.setPixelRatio(devicePixelRatio);
-        input("app").replaceChildren(renderer.domElement);
-
-        const controls = new OrbitControls(camera, renderer.domElement);
-        controls.target.set(0, 0.8, 0);
-        controls.enableDamping = true;
-
-        rebuild();
-        document.querySelectorAll('input[type="number"]').forEach((control) => {
-          control.addEventListener("change", () => attempt(rebuild));
-        });
-        input("deflection").addEventListener("input", () =>
-          attempt(() => {
-            const brep = solid.getBrepSerialized();
-            showStatistics(solid.retessellate(chordError()));
-            if (solid.getBrepSerialized() !== brep) {
-              throw new Error("Tessellation changed the BRep");
-            }
-          }));
-        input("wireframe").addEventListener("change", () => {
-          solid.surface.material.wireframe = input("wireframe").checked;
-        });
-        input("outline").addEventListener("change", () => {
-          solid.outline = input("outline").checked;
-        });
-
-        const raycaster = new THREE.Raycaster();
-        renderer.domElement.addEventListener("pointerdown", (event) => {
-          const bounds = renderer.domElement.getBoundingClientRect();
-          const pointer = new THREE.Vector2(
-            ((event.clientX - bounds.left) / bounds.width) * 2 - 1,
-            -((event.clientY - bounds.top) / bounds.height) * 2 + 1,
-          );
-          raycaster.setFromCamera(pointer, camera);
-          const hit = raycaster.intersectObject(solid.surface)[0];
-          if (hit?.faceIndex == null) return;
-          const faceId = solid.faceIdForTriangle(hit.faceIndex);
-          input("selection").textContent = `Face ${faceId}`;
-        });
-
-        addEventListener("resize", () => {
-          camera.aspect = innerWidth / innerHeight;
-          camera.updateProjectionMatrix();
-          renderer.setSize(innerWidth, innerHeight);
-          renderer.setPixelRatio(devicePixelRatio);
-        });
-        addEventListener("pagehide", () => {
-          renderer.setAnimationLoop(null);
-          solid?.dispose();
-          controls.dispose();
-          renderer.dispose();
-        }, { once: true });
-        renderer.setAnimationLoop(() => {
-          controls.update();
-          renderer.render(scene, camera);
-        });
-      } catch (failure) {
-        input("error").textContent = String(failure);
-      }
-    }
-
-    initialize();
-    </script>
-  </body>
-</html>
diff --git a/main/opengeometry-three/examples-vite/shapes/cone.html b/main/opengeometry-three/examples-vite/shapes/cone.html
deleted file mode 100644
index 574033c..0000000
--- a/main/opengeometry-three/examples-vite/shapes/cone.html
+++ /dev/null
@@ -1,187 +0,0 @@
-<!doctype html>
-<html lang="en">
-  <head>
-    <meta charset="utf-8" />
-    <meta name="viewport" content="width=device-width, initial-scale=1" />
-    <title>OpenGeometry Analytic Cone Example</title>
-  </head>
-  <body class="og-example-page">
-    <div class="og-badge-title-card">
-      <a href="../index.html" class="og-badge-title-link">Back</a>
-      <span class="og-badge-title">Analytic Cone</span>
-    </div>
-    <aside class="og-controls">
-      <h3>Analytic Cone</h3>
-      <p
-        class="og-control-summary">An analytic cone with a declared apex and planar base.</p>
-      <label class="og-control-row">
-        <span class="og-control-label-chip">Base radius</span>
-        <input id="radius" type="number" min="0.3" max="2" step="0.05" value="1"
-          required />
-      </label>
-      <label class="og-control-row">
-        <span class="og-control-label-chip">Height</span>
-        <input id="height" type="number" min="0.5" max="4" step="0.1" value="2"
-          required />
-      </label>
-      <label class="og-control-row">
-        <span class="og-control-label-chip">Chord error</span>
-        <input id="deflection" type="range" min="-3" max="-0.5" step="0.1"
-          value="-2" />
-      </label>
-      <label
-        class="og-control-row"><input id="wireframe" type="checkbox" /> Show render triangles</label>
-      <label
-        class="og-control-row"><input id="outline" type="checkbox" checked /> Show feature outlines</label>
-      <p id="statistics" role="status"></p>
-      <p id="selection">Click a surface to inspect its analytic face.</p>
-      <p id="error" role="alert"></p>
-    </aside>
-    <div id="app"></div>
-
-    <script type="module">
-    import "../src/styles/theme.css";
-    import * as THREE from "three";
-    import { OrbitControls } from "three/examples/jsm/controls/OrbitControls.js";
-    import wasmUrl from "../../../opengeometry/pkg/opengeometry_bg.wasm?url";
-    import { AnalyticSolid, OpenGeometry } from "opengeometry";
-
-    const input = (id) => document.querySelector(`#${id}`);
-    const value = (id) => Number(input(id).value);
-    const degrees = (id) => THREE.MathUtils.degToRad(value(id));
-    const chordError = () => 10 ** value("deflection");
-    const verticalFrame = (height = 0) => ({
-      origin: [0, height, 0],
-      x: [1, 0, 0],
-      y: [0, 0, -1],
-      z: [0, 1, 0],
-    });
-
-    let scene;
-    let solid;
-
-    function createSolid() {
-      return new AnalyticSolid({
-        kind: "cone",
-        radius: value("radius"),
-        height: value("height"),
-        frame: verticalFrame(),
-        deflection: chordError(),
-        color: 0x329ac7,
-      });
-    }
-
-    function showStatistics(stats) {
-      const brep = JSON.parse(solid.getBrepSerialized());
-      input("statistics").textContent =
-        `${brep.topology.faces.length} analytic faces · ${stats.triangleCount.toLocaleString()} render triangles`;
-    }
-
-    function rebuild() {
-      const next = createSolid();
-      next.outline = input("outline").checked;
-      next.surface.material.wireframe = input("wireframe").checked;
-      if (solid) {
-        scene.remove(solid);
-        solid.dispose();
-      }
-      solid = next;
-      scene.add(solid);
-      showStatistics(solid.retessellate(chordError()));
-      input("error").textContent = "";
-    }
-
-    function attempt(action) {
-      try {
-        action();
-      } catch (failure) {
-        input("error").textContent = `Previous result retained. ${String(failure)}`;
-      }
-    }
-
-    async function initialize() {
-      try {
-        await OpenGeometry.create({ wasmURL: wasmUrl });
-
-        scene = new THREE.Scene();
-        scene.background = new THREE.Color(0xeef2ff);
-        scene.add(new THREE.GridHelper(16, 16, 0x7188aa, 0xcbd5e1));
-        scene.add(new THREE.HemisphereLight(0xffffff, 0x526070, 2));
-        const light = new THREE.DirectionalLight(0xffffff, 2);
-        light.position.set(4, 7, 5);
-        scene.add(light);
-
-        const camera = new THREE.PerspectiveCamera(
-          45,
-          innerWidth / innerHeight,
-          0.1,
-          100,
-        );
-        camera.position.set(6, 4.5, 6);
-        const renderer = new THREE.WebGLRenderer({ antialias: true });
-        renderer.setSize(innerWidth, innerHeight);
-        renderer.setPixelRatio(devicePixelRatio);
-        input("app").replaceChildren(renderer.domElement);
-
-        const controls = new OrbitControls(camera, renderer.domElement);
-        controls.target.set(0, 0.8, 0);
-        controls.enableDamping = true;
-
-        rebuild();
-        document.querySelectorAll('input[type="number"]').forEach((control) => {
-          control.addEventListener("change", () => attempt(rebuild));
-        });
-        input("deflection").addEventListener("input", () =>
-          attempt(() => {
-            const brep = solid.getBrepSerialized();
-            showStatistics(solid.retessellate(chordError()));
-            if (solid.getBrepSerialized() !== brep) {
-              throw new Error("Tessellation changed the BRep");
-            }
-          }));
-        input("wireframe").addEventListener("change", () => {
-          solid.surface.material.wireframe = input("wireframe").checked;
-        });
-        input("outline").addEventListener("change", () => {
-          solid.outline = input("outline").checked;
-        });
-
-        const raycaster = new THREE.Raycaster();
-        renderer.domElement.addEventListener("pointerdown", (event) => {
-          const bounds = renderer.domElement.getBoundingClientRect();
-          const pointer = new THREE.Vector2(
-            ((event.clientX - bounds.left) / bounds.width) * 2 - 1,
-            -((event.clientY - bounds.top) / bounds.height) * 2 + 1,
-          );
-          raycaster.setFromCamera(pointer, camera);
-          const hit = raycaster.intersectObject(solid.surface)[0];
-          if (hit?.faceIndex == null) return;
-          const faceId = solid.faceIdForTriangle(hit.faceIndex);
-          input("selection").textContent = `Face ${faceId}`;
-        });
-
-        addEventListener("resize", () => {
-          camera.aspect = innerWidth / innerHeight;
-          camera.updateProjectionMatrix();
-          renderer.setSize(innerWidth, innerHeight);
-          renderer.setPixelRatio(devicePixelRatio);
-        });
-        addEventListener("pagehide", () => {
-          renderer.setAnimationLoop(null);
-          solid?.dispose();
-          controls.dispose();
-          renderer.dispose();
-        }, { once: true });
-        renderer.setAnimationLoop(() => {
-          controls.update();
-          renderer.render(scene, camera);
-        });
-      } catch (failure) {
-        input("error").textContent = String(failure);
-      }
-    }
-
-    initialize();
-    </script>
-  </body>
-</html>
diff --git a/main/opengeometry-three/examples-vite/shapes/cuboid-placement.html b/main/opengeometry-three/examples-vite/shapes/cuboid-placement.html
deleted file mode 100644
index a8cad57..0000000
--- a/main/opengeometry-three/examples-vite/shapes/cuboid-placement.html
+++ /dev/null
@@ -1,243 +0,0 @@
-<!DOCTYPE html>
-<html lang="en">
-  <head>
-    <title>OpenGeometry Cuboid Placement Example</title>
-    <meta charset="utf-8" />
-    <meta name="viewport" content="width=device-width, initial-scale=1" />
-    <meta
-      name="description"
-      content="Simple OpenGeometry cuboid placement example for Three.js."
-    />
-    <meta name="author" content="Vishwajeet Mane" />
-  </head>
-  <body class="og-example-page">
-    <div class="og-badge-title-card">
-      <a href="../index.html" class="og-badge-title-link">Back</a>
-      <span class="og-badge-title">Cuboid Placement</span>
-    </div>
-
-    <aside class="og-controls">
-      <h3>Placement</h3>
-      <p class="og-control-summary">
-        The shape stays the same. Only the placement object changes: `translation`, `rotation`,
-        and `scale`.
-      </p>
-
-      <label class="og-control-row" data-control="x">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Translate X</span>
-          <code class="og-control-value" data-value>0</code>
-        </div>
-        <div class="og-control-range">
-          <input data-range type="range" min="-2.5" max="2.5" step="0.05" value="0" />
-          <input data-number type="number" min="-2.5" max="2.5" step="0.05" value="0" />
-        </div>
-      </label>
-
-      <label class="og-control-row" data-control="z">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Translate Z</span>
-          <code class="og-control-value" data-value>0</code>
-        </div>
-        <div class="og-control-range">
-          <input data-range type="range" min="-2.5" max="2.5" step="0.05" value="0" />
-          <input data-number type="number" min="-2.5" max="2.5" step="0.05" value="0" />
-        </div>
-      </label>
-
-      <label class="og-control-row" data-control="rotation">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Rotate Y (deg)</span>
-          <code class="og-control-value" data-value>0</code>
-        </div>
-        <div class="og-control-range">
-          <input data-range type="range" min="-180" max="180" step="1" value="0" />
-          <input data-number type="number" min="-180" max="180" step="1" value="0" />
-        </div>
-      </label>
-
-      <label class="og-control-row" data-control="scale">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Scale</span>
-          <code class="og-control-value" data-value>1</code>
-        </div>
-        <div class="og-control-range">
-          <input data-range type="range" min="0.5" max="1.8" step="0.05" value="1" />
-          <input data-number type="number" min="0.5" max="1.8" step="0.05" value="1" />
-        </div>
-      </label>
-    </aside>
-
-    <div id="app"></div>
-
-    <script type="module">
-      import "../src/styles/theme.css";
-      import * as THREE from "three";
-      import { OrbitControls } from "three/examples/jsm/controls/OrbitControls.js";
-      import Stats from "three/examples/jsm/libs/stats.module.js";
-      import wasmUrl from "../../../opengeometry/pkg/opengeometry_bg.wasm?url";
-      import { Cuboid, OpenGeometry, Vector3 } from "opengeometry";
-
-      const app = document.getElementById("app");
-      if (!app) {
-        throw new Error("Missing #app container");
-      }
-
-      let config = null;
-
-      function createConfig() {
-        return {
-          translation: new Vector3(0, 0, 0),
-          rotation: new Vector3(0, 0, 0),
-          scale: new Vector3(1, 1, 1),
-        };
-      }
-
-      let cuboid = null;
-
-      function formatNumber(value) {
-        return Number(value).toFixed(2).replace(/\.?0+$/, "");
-      }
-
-      function mountStats() {
-        const stats = new Stats();
-        stats.showPanel(0);
-        stats.dom.style.position = "fixed";
-        stats.dom.style.left = "12px";
-        stats.dom.style.bottom = "12px";
-        stats.dom.style.top = "auto";
-        stats.dom.style.zIndex = "1000";
-        document.body.appendChild(stats.dom);
-        return stats;
-      }
-
-      function attachNumberControl(name, onChange) {
-        const row = document.querySelector(`[data-control="${name}"]`);
-        const range = row?.querySelector("[data-range]");
-        const number = row?.querySelector("[data-number]");
-        const value = row?.querySelector("[data-value]");
-
-        if (!row || !range || !number || !value) {
-          throw new Error(`Missing number control: ${name}`);
-        }
-
-        const commit = (nextValue) => {
-          const parsed = Number(nextValue);
-          number.setCustomValidity("");
-          if (String(nextValue).trim() === "" || !Number.isFinite(parsed)
-            || (number.min !== "" && parsed < Number(number.min))
-            || (number.max !== "" && parsed > Number(number.max))) {
-            number.setCustomValidity("Enter a finite value within the displayed limits.");
-            number.reportValidity();
-            return;
-          }
-
-          range.value = String(parsed);
-          number.value = String(parsed);
-          value.textContent = formatNumber(parsed);
-          onChange(parsed);
-        };
-
-        range.addEventListener("input", () => commit(range.value));
-        number.addEventListener("input", () => commit(number.value));
-        commit(range.value);
-      }
-
-      function updatePlacement() {
-        if (!cuboid) {
-          return;
-        }
-
-        cuboid.setPlacement({
-          translation: config.translation.clone(),
-          rotation: config.rotation.clone(),
-          scale: config.scale.clone(),
-        });
-
-        console.groupCollapsed("[cuboid-placement] updated");
-        console.log("Placement", config);
-        console.groupEnd();
-      }
-
-      async function main() {
-        const scene = new THREE.Scene();
-        scene.background = new THREE.Color(0xeef2ff);
-
-        const camera = new THREE.PerspectiveCamera(
-          55,
-          window.innerWidth / window.innerHeight,
-          0.1,
-          100
-        );
-        camera.position.set(6.2, 4.6, 7.1);
-
-        const renderer = new THREE.WebGLRenderer({ antialias: true });
-        renderer.setPixelRatio(window.devicePixelRatio);
-        renderer.setSize(window.innerWidth, window.innerHeight);
-        app.replaceChildren(renderer.domElement);
-
-        const stats = mountStats();
-        const controls = new OrbitControls(camera, renderer.domElement);
-        controls.enableDamping = true;
-        controls.target.set(0, 1, 0);
-        controls.update();
-
-        scene.add(new THREE.GridHelper(20, 20, 0x4460ff, 0xd5ddff));
-        scene.add(new THREE.AmbientLight(0xffffff, 0.8));
-
-        const light = new THREE.DirectionalLight(0xffffff, 1.1);
-        light.position.set(6, 8, 4);
-        scene.add(light);
-
-        await OpenGeometry.create({ wasmURL: wasmUrl });
-        config = createConfig();
-
-        cuboid = new Cuboid({
-          center: new Vector3(0, 0.85, 0),
-          width: 1.9,
-          height: 1.7,
-          depth: 1.2,
-          color: 0x2563eb,
-          deflection: 0.005,
-        });
-        cuboid.outline = true;
-        scene.add(cuboid);
-
-        attachNumberControl("x", (value) => {
-          config.translation.x = value;
-          updatePlacement();
-        });
-        attachNumberControl("z", (value) => {
-          config.translation.z = value;
-          updatePlacement();
-        });
-        attachNumberControl("rotation", (value) => {
-          config.rotation.y = (value * Math.PI) / 180;
-          updatePlacement();
-        });
-        attachNumberControl("scale", (value) => {
-          config.scale.x = value;
-          config.scale.y = value;
-          config.scale.z = value;
-          updatePlacement();
-        });
-
-        updatePlacement();
-
-        renderer.setAnimationLoop(() => {
-          stats.update();
-          controls.update();
-          renderer.render(scene, camera);
-        });
-
-        window.addEventListener("resize", () => {
-          camera.aspect = window.innerWidth / window.innerHeight;
-          camera.updateProjectionMatrix();
-          renderer.setSize(window.innerWidth, window.innerHeight);
-        });
-      }
-
-      void main();
-    </script>
-  </body>
-</html>
diff --git a/main/opengeometry-three/examples-vite/shapes/cuboid.html b/main/opengeometry-three/examples-vite/shapes/cuboid.html
index aac1b6a..b294833 100644
--- a/main/opengeometry-three/examples-vite/shapes/cuboid.html
+++ b/main/opengeometry-three/examples-vite/shapes/cuboid.html
@@ -6,6 +6,7 @@
     <meta name="viewport" content="width=device-width, initial-scale=1" />
     <meta name="description" content="Simple OpenGeometry cuboid example for Three.js." />
     <meta name="author" content="Vishwajeet Mane" />
+    <link rel="stylesheet" href="../theme.css" />
   </head>
   <body class="og-example-page">
     <div class="og-badge-title-card">
@@ -61,206 +62,16 @@ <h3>Cuboid</h3>
           <span class="og-control-bool-state" data-state>Enabled</span>
         </div>
       </label>
+      <p id="status" class="og-control-summary" role="status" aria-live="polite">Loading kernel…</p>
     </aside>
 
     <div id="app"></div>
 
-    <script type="module">
-      import "../src/styles/theme.css";
-      import * as THREE from "three";
-      import { OrbitControls } from "three/examples/jsm/controls/OrbitControls.js";
-      import Stats from "three/examples/jsm/libs/stats.module.js";
-      import wasmUrl from "../../../opengeometry/pkg/opengeometry_bg.wasm?url";
-      import { Cuboid, OpenGeometry, Vector3 } from "opengeometry";
-
-      const app = document.getElementById("app");
-      if (!app) {
-        throw new Error("Missing #app container");
-      }
-
-      let config = null;
-
-      function createConfig() {
-        return {
-          center: new Vector3(0, 0.8, 0),
-          width: 2,
-          height: 1.6,
-          depth: 1.2,
-          color: 0x0ea5e9,
-          deflection: 0.005,
-        };
-      }
-      const viewState = {
-        outline: true,
-      };
-
-      let cuboid = null;
-
-      function formatNumber(value) {
-        return Number(value).toFixed(2).replace(/\.?0+$/, "");
-      }
-
-      function mountStats() {
-        const stats = new Stats();
-        stats.showPanel(0);
-        stats.dom.style.position = "fixed";
-        stats.dom.style.left = "12px";
-        stats.dom.style.bottom = "12px";
-        stats.dom.style.top = "auto";
-        stats.dom.style.zIndex = "1000";
-        document.body.appendChild(stats.dom);
-        return stats;
-      }
-
-      function attachNumberControl(name, onChange) {
-        const row = document.querySelector(`[data-control="${name}"]`);
-        const range = row?.querySelector("[data-range]");
-        const number = row?.querySelector("[data-number]");
-        const value = row?.querySelector("[data-value]");
-
-        if (!row || !range || !number || !value) {
-          throw new Error(`Missing number control: ${name}`);
-        }
-
-        const commit = (nextValue) => {
-          const parsed = Number(nextValue);
-          number.setCustomValidity("");
-          if (String(nextValue).trim() === "" || !Number.isFinite(parsed)
-            || (number.min !== "" && parsed < Number(number.min))
-            || (number.max !== "" && parsed > Number(number.max))) {
-            number.setCustomValidity("Enter a finite value within the displayed limits.");
-            number.reportValidity();
-            return;
-          }
-
-          range.value = String(parsed);
-          number.value = String(parsed);
-          value.textContent = formatNumber(parsed);
-          onChange(parsed);
-        };
-
-        range.addEventListener("input", () => commit(range.value));
-        number.addEventListener("input", () => commit(number.value));
-        commit(range.value);
-      }
-
-      function attachBooleanControl(name, onChange) {
-        const row = document.querySelector(`[data-control="${name}"]`);
-        const toggle = row?.querySelector("[data-toggle]");
-        const state = row?.querySelector("[data-state]");
-
-        if (!row || !toggle || !state) {
-          throw new Error(`Missing boolean control: ${name}`);
-        }
-
-        const commit = (checked) => {
-          toggle.checked = checked;
-          state.textContent = checked ? "Enabled" : "Disabled";
-          onChange(checked);
-        };
-
-        toggle.addEventListener("change", () => commit(toggle.checked));
-        commit(toggle.checked);
-      }
-
-      function updateCuboid() {
-        if (!cuboid) {
-          return;
-        }
-
-        cuboid.setConfig({
-          center: config.center.clone(),
-          width: config.width,
-          height: config.height,
-          depth: config.depth,
-          color: config.color,
-          deflection: config.deflection,
-        });
-        cuboid.outline = viewState.outline;
-
-        console.groupCollapsed("[cuboid] updated");
-        console.log("Config", config);
-        console.log("View", viewState);
-        console.groupEnd();
-      }
-
-      async function main() {
-        const scene = new THREE.Scene();
-        scene.background = new THREE.Color(0xeef2ff);
-
-        const camera = new THREE.PerspectiveCamera(
-          55,
-          window.innerWidth / window.innerHeight,
-          0.1,
-          100
-        );
-        camera.position.set(5.8, 4.4, 6.8);
-
-        const renderer = new THREE.WebGLRenderer({ antialias: true });
-        renderer.setPixelRatio(window.devicePixelRatio);
-        renderer.setSize(window.innerWidth, window.innerHeight);
-        app.replaceChildren(renderer.domElement);
-
-        const stats = mountStats();
-        const controls = new OrbitControls(camera, renderer.domElement);
-        controls.enableDamping = true;
-        controls.target.set(0, 1, 0);
-        controls.update();
-
-        scene.add(new THREE.GridHelper(20, 20, 0x4460ff, 0xd5ddff));
-        scene.add(new THREE.AmbientLight(0xffffff, 0.8));
-
-        const light = new THREE.DirectionalLight(0xffffff, 1.1);
-        light.position.set(6, 8, 4);
-        scene.add(light);
-
-        await OpenGeometry.create({ wasmURL: wasmUrl });
-        config = createConfig();
-
-        cuboid = new Cuboid({
-          center: config.center.clone(),
-          width: config.width,
-          height: config.height,
-          depth: config.depth,
-          color: config.color,
-          deflection: config.deflection,
-        });
-        scene.add(cuboid);
-
-        attachNumberControl("width", (value) => {
-          config.width = value;
-          updateCuboid();
-        });
-        attachNumberControl("height", (value) => {
-          config.height = value;
-          config.center.y = value * 0.5;
-          updateCuboid();
-        });
-        attachNumberControl("depth", (value) => {
-          config.depth = value;
-          updateCuboid();
-        });
-        attachBooleanControl("outline", (value) => {
-          viewState.outline = value;
-          updateCuboid();
-        });
-
-        updateCuboid();
-
-        renderer.setAnimationLoop(() => {
-          stats.update();
-          controls.update();
-          renderer.render(scene, camera);
-        });
-
-        window.addEventListener("resize", () => {
-          camera.aspect = window.innerWidth / window.innerHeight;
-          camera.updateProjectionMatrix();
-          renderer.setSize(window.innerWidth, window.innerHeight);
-        });
-      }
-
-      void main();
+    <script>
+      if (location.protocol === 'file:') document.querySelector('#status').textContent = 'Open this page through the Vite server.';
+      window.addEventListener('error', (event) => { document.querySelector('#status').textContent = `Error: ${event.message}`; }, true);
+      window.addEventListener('unhandledrejection', (event) => { document.querySelector('#status').textContent = `Error: ${String(event.reason)}`; });
     </script>
+    <script type="module" src="./cuboid.ts"></script>
   </body>
 </html>
diff --git a/main/opengeometry-three/examples-vite/shapes/cuboid.ts b/main/opengeometry-three/examples-vite/shapes/cuboid.ts
new file mode 100644
index 0000000..014e7e5
--- /dev/null
+++ b/main/opengeometry-three/examples-vite/shapes/cuboid.ts
@@ -0,0 +1,103 @@
+import * as THREE from 'three';
+import { OrbitControls } from 'three/examples/jsm/controls/OrbitControls.js';
+import { numberControl, onNumberInput } from '../shared/controls';
+import { requiredElement } from '../shared/dom';
+import { startFpsMeter } from '../shared/fps';
+import { bootExample } from '../shared/kernel';
+import { releaseOnUnload } from '../shared/unload';
+import { fitRenderer } from '../shared/viewport';
+import { OpenGeometry, Solid, OG_PRIMITIVE_CUBOID } from '../../../dist/index.js';
+
+const APP = requiredElement('#app', HTMLDivElement);
+const STATUS = requiredElement('#status', HTMLElement);
+await bootExample('../');
+
+const SCENE = new THREE.Scene();
+SCENE.background = new THREE.Color(0xeef2ff);
+SCENE.add(new THREE.HemisphereLight(0xffffff, 0x526070, 2));
+const LIGHT = new THREE.DirectionalLight(0xffffff, 2);
+LIGHT.position.set(5, 8, 5);
+SCENE.add(LIGHT);
+SCENE.add(new THREE.GridHelper(20, 20, 0x4460ff, 0xd5ddff));
+const CAMERA = new THREE.PerspectiveCamera(55, 1, 0.1, 100);
+CAMERA.position.set(5.8, 4.4, 6.8);
+const RENDERER = new THREE.WebGLRenderer({ antialias: true });
+RENDERER.setPixelRatio(Math.min(window.devicePixelRatio || 1, 1.5));
+APP.append(RENDERER.domElement);
+const CONTROLS = new OrbitControls(CAMERA, RENDERER.domElement);
+CONTROLS.target.set(0, 0.8, 0);
+CONTROLS.update();
+
+const CONFIG = { width: 2, height: 1.6, depth: 1.2, outline: true };
+const CUBOID = new Solid(
+  OG_PRIMITIVE_CUBOID, { width: CONFIG.width, height: CONFIG.height, depth: CONFIG.depth }, { ogId: 'cuboid' },
+);
+CUBOID.setAppearance({ color: 0x0ea5e9, outline: true, deflection: 0.005 });
+SCENE.add(CUBOID);
+
+function render(): void { RENDERER.render(SCENE, CAMERA); }
+
+function resize(): void {
+  fitRenderer(APP, CAMERA, RENDERER);
+  render();
+}
+
+let updateFrame = 0;
+function updateCuboid(): void {
+  const started = performance.now();
+  try {
+    CUBOID.rebuild(OG_PRIMITIVE_CUBOID, { width: CONFIG.width, height: CONFIG.height, depth: CONFIG.depth });
+    SCENE.updateMatrixWorld(true);
+    OpenGeometry.flush({ geometry: 'sync' });
+    if (CUBOID.record?.revision !== CUBOID.lastInfo.shapeRevision) {
+      throw new Error('Cuboid geometry did not finish');
+    }
+    STATUS.textContent = `Cuboid ready · ${(performance.now() - started).toFixed(1)} ms`;
+  } catch (error) { STATUS.textContent = `Cuboid error: ${String(error)}`; }
+}
+
+function scheduleUpdate(): void {
+  if (updateFrame) return;
+  updateFrame = window.requestAnimationFrame(() => { updateFrame = 0; updateCuboid(); });
+}
+
+function attachNumberControl(name: 'width' | 'height' | 'depth'): void {
+  onNumberInput(numberControl(name), (value) => {
+    CONFIG[name] = value;
+    scheduleUpdate();
+  });
+}
+
+attachNumberControl('width');
+attachNumberControl('height');
+attachNumberControl('depth');
+const OUTLINE_ROW = requiredElement('[data-control="outline"]', HTMLElement);
+const OUTLINE = requiredElement('[data-toggle]', HTMLInputElement, OUTLINE_ROW);
+const OUTLINE_STATE = requiredElement('[data-state]', HTMLElement, OUTLINE_ROW);
+OUTLINE.addEventListener('change', () => {
+  CONFIG.outline = OUTLINE.checked;
+  OUTLINE_STATE.textContent = OUTLINE.checked ? 'Enabled' : 'Disabled';
+  CUBOID.setAppearance({ outline: OUTLINE.checked });
+  render();
+});
+
+const RESIZE_OBSERVER = new ResizeObserver(resize);
+RESIZE_OBSERVER.observe(APP);
+CONTROLS.addEventListener('start', () => { OpenGeometry.setCameraMotion(true); });
+CONTROLS.addEventListener('end', () => { OpenGeometry.setCameraMotion(false); render(); });
+const UNSUBSCRIBE_ERROR = OpenGeometry.on('error', (error) => {
+  STATUS.textContent = `Geometry error: ${String(error)}`;
+});
+resize();
+const READY = await OpenGeometry.settled();
+if (READY.failed.length) throw new Error('Cuboid geometry failed');
+render();
+STATUS.textContent = 'Cuboid ready';
+const STOP_FPS_METER = startFpsMeter(RENDERER, SCENE, CAMERA, CONTROLS);
+
+releaseOnUnload({
+  resizeObserver: RESIZE_OBSERVER, stopFpsMeter: STOP_FPS_METER, unsubscribeError: UNSUBSCRIBE_ERROR,
+  controls: CONTROLS, renderer: RENDERER,
+}, () => { if (updateFrame) window.cancelAnimationFrame(updateFrame); }, () => {
+  CUBOID.dispose();
+});
diff --git a/main/opengeometry-three/examples-vite/shapes/cylinder-sector.html b/main/opengeometry-three/examples-vite/shapes/cylinder-sector.html
deleted file mode 100644
index 62006d4..0000000
--- a/main/opengeometry-three/examples-vite/shapes/cylinder-sector.html
+++ /dev/null
@@ -1,198 +0,0 @@
-<!doctype html>
-<html lang="en">
-  <head>
-    <meta charset="utf-8" />
-    <meta name="viewport" content="width=device-width, initial-scale=1" />
-    <title>OpenGeometry Analytic Cylinder Sector Example</title>
-  </head>
-  <body class="og-example-page">
-    <div class="og-badge-title-card">
-      <a href="../index.html" class="og-badge-title-link">Back</a>
-      <span class="og-badge-title">Analytic Cylinder Sector</span>
-    </div>
-    <aside class="og-controls">
-      <h3>Analytic Cylinder Sector</h3>
-      <p
-        class="og-control-summary">A trimmed analytic cylinder sector. The angles define the authoritative side-face trims, not a faceted approximation.</p>
-      <label class="og-control-row">
-        <span class="og-control-label-chip">Radius</span>
-        <input id="radius" type="number" min="0.3" max="2" step="0.05"
-          value="0.9" required />
-      </label>
-      <label class="og-control-row">
-        <span class="og-control-label-chip">Height</span>
-        <input id="height" type="number" min="0.5" max="4" step="0.1" value="2"
-          required />
-      </label>
-      <label class="og-control-row">
-        <span class="og-control-label-chip">Start (degrees)</span>
-        <input id="start-angle" type="number" min="-180" max="180" step="5"
-          value="0" required />
-      </label>
-      <label class="og-control-row">
-        <span class="og-control-label-chip">Sweep (degrees)</span>
-        <input id="sweep-angle" type="number" min="-330" max="330" step="5"
-          value="120" required />
-      </label>
-      <label class="og-control-row">
-        <span class="og-control-label-chip">Chord error</span>
-        <input id="deflection" type="range" min="-3" max="-0.5" step="0.1"
-          value="-2" />
-      </label>
-      <label
-        class="og-control-row"><input id="wireframe" type="checkbox" /> Show render triangles</label>
-      <label
-        class="og-control-row"><input id="outline" type="checkbox" checked /> Show feature outlines</label>
-      <p id="statistics" role="status"></p>
-      <p id="selection">Click a surface to inspect its analytic face.</p>
-      <p id="error" role="alert"></p>
-    </aside>
-    <div id="app"></div>
-
-    <script type="module">
-    import "../src/styles/theme.css";
-    import * as THREE from "three";
-    import { OrbitControls } from "three/examples/jsm/controls/OrbitControls.js";
-    import wasmUrl from "../../../opengeometry/pkg/opengeometry_bg.wasm?url";
-    import { Cylinder, OpenGeometry, Vector3 } from "opengeometry";
-
-    const input = (id) => document.querySelector(`#${id}`);
-    const value = (id) => Number(input(id).value);
-    const degrees = (id) => THREE.MathUtils.degToRad(value(id));
-    const chordError = () => 10 ** value("deflection");
-    const verticalFrame = (height = 0) => ({
-      origin: [0, height, 0],
-      x: [1, 0, 0],
-      y: [0, 0, -1],
-      z: [0, 1, 0],
-    });
-
-    let scene;
-    let solid;
-
-    function createSolid() {
-      return new Cylinder({
-        center: new Vector3(0, value("height") / 2, 0),
-        radius: value("radius"),
-        height: value("height"),
-        startAngle: degrees("start-angle"),
-        sweepAngle: degrees("sweep-angle"),
-        deflection: chordError(),
-        color: 0x329ac7,
-      });
-    }
-
-    function showStatistics(stats) {
-      const brep = JSON.parse(solid.getBrepSerialized());
-      input("statistics").textContent =
-        `${brep.topology.faces.length} analytic faces · ${stats.triangleCount.toLocaleString()} render triangles`;
-    }
-
-    function rebuild() {
-      const next = createSolid();
-      next.outline = input("outline").checked;
-      next.surface.material.wireframe = input("wireframe").checked;
-      if (solid) {
-        scene.remove(solid);
-        solid.dispose();
-      }
-      solid = next;
-      scene.add(solid);
-      showStatistics(solid.retessellate(chordError()));
-      input("error").textContent = "";
-    }
-
-    function attempt(action) {
-      try {
-        action();
-      } catch (failure) {
-        input("error").textContent = `Previous result retained. ${String(failure)}`;
-      }
-    }
-
-    async function initialize() {
-      try {
-        await OpenGeometry.create({ wasmURL: wasmUrl });
-
-        scene = new THREE.Scene();
-        scene.background = new THREE.Color(0xeef2ff);
-        scene.add(new THREE.GridHelper(16, 16, 0x7188aa, 0xcbd5e1));
-        scene.add(new THREE.HemisphereLight(0xffffff, 0x526070, 2));
-        const light = new THREE.DirectionalLight(0xffffff, 2);
-        light.position.set(4, 7, 5);
-        scene.add(light);
-
-        const camera = new THREE.PerspectiveCamera(
-          45,
-          innerWidth / innerHeight,
-          0.1,
-          100,
-        );
-        camera.position.set(6, 4.5, 6);
-        const renderer = new THREE.WebGLRenderer({ antialias: true });
-        renderer.setSize(innerWidth, innerHeight);
-        renderer.setPixelRatio(devicePixelRatio);
-        input("app").replaceChildren(renderer.domElement);
-
-        const controls = new OrbitControls(camera, renderer.domElement);
-        controls.target.set(0, 0.8, 0);
-        controls.enableDamping = true;
-
-        rebuild();
-        document.querySelectorAll('input[type="number"]').forEach((control) => {
-          control.addEventListener("change", () => attempt(rebuild));
-        });
-        input("deflection").addEventListener("input", () =>
-          attempt(() => {
-            const brep = solid.getBrepSerialized();
-            showStatistics(solid.retessellate(chordError()));
-            if (solid.getBrepSerialized() !== brep) {
-              throw new Error("Tessellation changed the BRep");
-            }
-          }));
-        input("wireframe").addEventListener("change", () => {
-          solid.surface.material.wireframe = input("wireframe").checked;
-        });
-        input("outline").addEventListener("change", () => {
-          solid.outline = input("outline").checked;
-        });
-
-        const raycaster = new THREE.Raycaster();
-        renderer.domElement.addEventListener("pointerdown", (event) => {
-          const bounds = renderer.domElement.getBoundingClientRect();
-          const pointer = new THREE.Vector2(
-            ((event.clientX - bounds.left) / bounds.width) * 2 - 1,
-            -((event.clientY - bounds.top) / bounds.height) * 2 + 1,
-          );
-          raycaster.setFromCamera(pointer, camera);
-          const hit = raycaster.intersectObject(solid.surface)[0];
-          if (hit?.faceIndex == null) return;
-          const faceId = solid.faceIdForTriangle(hit.faceIndex);
-          input("selection").textContent = `Face ${faceId}`;
-        });
-
-        addEventListener("resize", () => {
-          camera.aspect = innerWidth / innerHeight;
-          camera.updateProjectionMatrix();
-          renderer.setSize(innerWidth, innerHeight);
-          renderer.setPixelRatio(devicePixelRatio);
-        });
-        addEventListener("pagehide", () => {
-          renderer.setAnimationLoop(null);
-          solid?.dispose();
-          controls.dispose();
-          renderer.dispose();
-        }, { once: true });
-        renderer.setAnimationLoop(() => {
-          controls.update();
-          renderer.render(scene, camera);
-        });
-      } catch (failure) {
-        input("error").textContent = String(failure);
-      }
-    }
-
-    initialize();
-    </script>
-  </body>
-</html>
diff --git a/main/opengeometry-three/examples-vite/shapes/cylinder.html b/main/opengeometry-three/examples-vite/shapes/cylinder.html
index 6e0139b..cac42b7 100644
--- a/main/opengeometry-three/examples-vite/shapes/cylinder.html
+++ b/main/opengeometry-three/examples-vite/shapes/cylinder.html
@@ -4,6 +4,7 @@
     <meta charset="utf-8" />
     <meta name="viewport" content="width=device-width, initial-scale=1" />
     <title>OpenGeometry Analytic Cylinder Example</title>
+    <link rel="stylesheet" href="../theme.css" />
   </head>
   <body class="og-example-page">
     <div class="og-badge-title-card">
@@ -13,7 +14,7 @@
     <aside class="og-controls">
       <h3>Analytic Cylinder</h3>
       <p
-        class="og-control-summary">Full authoritative cylinder with deflection tessellation. The sector example uses the same analytic public API.</p>
+        class="og-control-summary">Full authoritative cylinder with deflection tessellation.</p>
       <label class="og-control-row">
         <span class="og-control-label-chip">Radius</span>
         <input id="radius" type="number" min="0.3" max="2" step="0.05"
@@ -36,151 +37,15 @@ <h3>Analytic Cylinder</h3>
       <p id="statistics" role="status"></p>
       <p id="selection">Click a surface to inspect its analytic face.</p>
       <p id="error" role="alert"></p>
+      <p id="status" class="og-control-summary" role="status" aria-live="polite">Loading kernel…</p>
     </aside>
     <div id="app"></div>
 
-    <script type="module">
-    import "../src/styles/theme.css";
-    import * as THREE from "three";
-    import { OrbitControls } from "three/examples/jsm/controls/OrbitControls.js";
-    import wasmUrl from "../../../opengeometry/pkg/opengeometry_bg.wasm?url";
-    import { Cylinder, OpenGeometry, Vector3 } from "opengeometry";
-
-    const input = (id) => document.querySelector(`#${id}`);
-    const value = (id) => Number(input(id).value);
-    const degrees = (id) => THREE.MathUtils.degToRad(value(id));
-    const chordError = () => 10 ** value("deflection");
-    const verticalFrame = (height = 0) => ({
-      origin: [0, height, 0],
-      x: [1, 0, 0],
-      y: [0, 0, -1],
-      z: [0, 1, 0],
-    });
-
-    let scene;
-    let solid;
-
-    function createSolid() {
-      return new Cylinder({
-        center: new Vector3(0, value("height") / 2, 0),
-        radius: value("radius"),
-        height: value("height"),
-        deflection: chordError(),
-        color: 0x329ac7,
-      });
-    }
-
-    function showStatistics(stats) {
-      const brep = JSON.parse(solid.getBrepSerialized());
-      input("statistics").textContent =
-        `${brep.topology.faces.length} analytic faces · ${stats.triangleCount.toLocaleString()} render triangles`;
-    }
-
-    function rebuild() {
-      const next = createSolid();
-      next.outline = input("outline").checked;
-      next.surface.material.wireframe = input("wireframe").checked;
-      if (solid) {
-        scene.remove(solid);
-        solid.dispose();
-      }
-      solid = next;
-      scene.add(solid);
-      showStatistics(solid.retessellate(chordError()));
-      input("error").textContent = "";
-    }
-
-    function attempt(action) {
-      try {
-        action();
-      } catch (failure) {
-        input("error").textContent = `Previous result retained. ${String(failure)}`;
-      }
-    }
-
-    async function initialize() {
-      try {
-        await OpenGeometry.create({ wasmURL: wasmUrl });
-
-        scene = new THREE.Scene();
-        scene.background = new THREE.Color(0xeef2ff);
-        scene.add(new THREE.GridHelper(16, 16, 0x7188aa, 0xcbd5e1));
-        scene.add(new THREE.HemisphereLight(0xffffff, 0x526070, 2));
-        const light = new THREE.DirectionalLight(0xffffff, 2);
-        light.position.set(4, 7, 5);
-        scene.add(light);
-
-        const camera = new THREE.PerspectiveCamera(
-          45,
-          innerWidth / innerHeight,
-          0.1,
-          100,
-        );
-        camera.position.set(6, 4.5, 6);
-        const renderer = new THREE.WebGLRenderer({ antialias: true });
-        renderer.setSize(innerWidth, innerHeight);
-        renderer.setPixelRatio(devicePixelRatio);
-        input("app").replaceChildren(renderer.domElement);
-
-        const controls = new OrbitControls(camera, renderer.domElement);
-        controls.target.set(0, 0.8, 0);
-        controls.enableDamping = true;
-
-        rebuild();
-        document.querySelectorAll('input[type="number"]').forEach((control) => {
-          control.addEventListener("change", () => attempt(rebuild));
-        });
-        input("deflection").addEventListener("input", () =>
-          attempt(() => {
-            const brep = solid.getBrepSerialized();
-            showStatistics(solid.retessellate(chordError()));
-            if (solid.getBrepSerialized() !== brep) {
-              throw new Error("Tessellation changed the BRep");
-            }
-          }));
-        input("wireframe").addEventListener("change", () => {
-          solid.surface.material.wireframe = input("wireframe").checked;
-        });
-        input("outline").addEventListener("change", () => {
-          solid.outline = input("outline").checked;
-        });
-
-        const raycaster = new THREE.Raycaster();
-        renderer.domElement.addEventListener("pointerdown", (event) => {
-          const bounds = renderer.domElement.getBoundingClientRect();
-          const pointer = new THREE.Vector2(
-            ((event.clientX - bounds.left) / bounds.width) * 2 - 1,
-            -((event.clientY - bounds.top) / bounds.height) * 2 + 1,
-          );
-          raycaster.setFromCamera(pointer, camera);
-          const hit = raycaster.intersectObject(solid.surface)[0];
-          if (hit?.faceIndex == null) return;
-          const faceId = solid.faceIdForTriangle(hit.faceIndex);
-          input("selection").textContent = `Face ${faceId}`;
-        });
-
-        addEventListener("resize", () => {
-          camera.aspect = innerWidth / innerHeight;
-          camera.updateProjectionMatrix();
-          renderer.setSize(innerWidth, innerHeight);
-          renderer.setPixelRatio(devicePixelRatio);
-        });
-        addEventListener("pagehide", () => {
-          renderer.setAnimationLoop(null);
-          solid?.dispose();
-          controls.dispose();
-          renderer.dispose();
-        }, { once: true });
-        renderer.setAnimationLoop(() => {
-          controls.update();
-          renderer.render(scene, camera);
-        });
-      } catch (failure) {
-        input("error").textContent = String(failure);
-      }
-    }
-
-    initialize();
+    <script>
+      if (location.protocol === 'file:') document.querySelector('#status').textContent = 'Open this page through the Vite server.';
+      window.addEventListener('error', (event) => { document.querySelector('#status').textContent = `Error: ${event.message}`; }, true);
+      window.addEventListener('unhandledrejection', (event) => { document.querySelector('#status').textContent = `Error: ${String(event.reason)}`; });
     </script>
+    <script type="module" src="./cylinder.ts"></script>
   </body>
 </html>
diff --git a/main/opengeometry-three/examples-vite/shapes/cylinder.ts b/main/opengeometry-three/examples-vite/shapes/cylinder.ts
new file mode 100644
index 0000000..129134a
--- /dev/null
+++ b/main/opengeometry-three/examples-vite/shapes/cylinder.ts
@@ -0,0 +1,134 @@
+import * as THREE from 'three';
+import { OrbitControls } from 'three/examples/jsm/controls/OrbitControls.js';
+import { requiredElement } from '../shared/dom';
+import { startFpsMeter } from '../shared/fps';
+import { bootExample } from '../shared/kernel';
+import { releaseOnUnload } from '../shared/unload';
+import { fitRenderer } from '../shared/viewport';
+import { OpenGeometry, Solid, OG_PRIMITIVE_CYLINDER } from '../../../dist/index.js';
+
+const APP = requiredElement('#app', HTMLDivElement);
+const STATUS = requiredElement('#status', HTMLElement);
+const RADIUS_INPUT = requiredElement('#radius', HTMLInputElement);
+const HEIGHT_INPUT = requiredElement('#height', HTMLInputElement);
+const DEFLECTION_INPUT = requiredElement('#deflection', HTMLInputElement);
+const WIREFRAME_INPUT = requiredElement('#wireframe', HTMLInputElement);
+const OUTLINE_INPUT = requiredElement('#outline', HTMLInputElement);
+const STATISTICS = requiredElement('#statistics', HTMLElement);
+const SELECTION = requiredElement('#selection', HTMLElement);
+await bootExample('../');
+
+const SCENE = new THREE.Scene();
+SCENE.background = new THREE.Color(0xeef2ff);
+SCENE.add(new THREE.HemisphereLight(0xffffff, 0x526070, 2));
+const LIGHT = new THREE.DirectionalLight(0xffffff, 2);
+LIGHT.position.set(5, 8, 5);
+SCENE.add(LIGHT);
+SCENE.add(new THREE.GridHelper(16, 16, 0x7188aa, 0xcbd5e1));
+const CAMERA = new THREE.PerspectiveCamera(45, 1, 0.1, 100);
+CAMERA.position.set(6, 4.5, 6);
+const RENDERER = new THREE.WebGLRenderer({ antialias: true });
+RENDERER.setPixelRatio(Math.min(window.devicePixelRatio || 1, 1.5));
+APP.append(RENDERER.domElement);
+const CONTROLS = new OrbitControls(CAMERA, RENDERER.domElement);
+CONTROLS.target.set(0, 0.8, 0);
+CONTROLS.update();
+
+const CYLINDER = new Solid(OG_PRIMITIVE_CYLINDER, {
+  radius: Number(RADIUS_INPUT.value), height: Number(HEIGHT_INPUT.value),
+}, { ogId: 'cylinder' });
+CYLINDER.setAppearance({ color: 0x329ac7, outline: true, deflection: 10 ** Number(DEFLECTION_INPUT.value) });
+SCENE.add(CYLINDER);
+
+function applyWireframe(): void {
+  const material = CYLINDER.surface.material;
+  if (Array.isArray(material) || !('wireframe' in material)) throw new Error('The cylinder surface has no wireframe');
+  if (material.wireframe !== WIREFRAME_INPUT.checked) {
+    material.wireframe = WIREFRAME_INPUT.checked;
+    material.needsUpdate = true;
+  }
+}
+
+function render(): void { RENDERER.render(SCENE, CAMERA); }
+
+function resize(): void {
+  fitRenderer(APP, CAMERA, RENDERER);
+  render();
+}
+
+function showStatistics(): void {
+  const faces = String(CYLINDER.getBrep().topology.faces.length);
+  const triangles = (CYLINDER.record?.triangles ?? 0).toLocaleString();
+  STATISTICS.textContent = `${faces} analytic faces · ${triangles} render triangles`;
+}
+
+function updateCylinder(rebuild: boolean): void {
+  const started = performance.now();
+  try {
+    if (rebuild) {
+      CYLINDER.rebuild(OG_PRIMITIVE_CYLINDER, {
+        radius: Number(RADIUS_INPUT.value), height: Number(HEIGHT_INPUT.value),
+      });
+    }
+    CYLINDER.setAppearance({ outline: OUTLINE_INPUT.checked, deflection: 10 ** Number(DEFLECTION_INPUT.value) });
+    applyWireframe();
+    SCENE.updateMatrixWorld(true);
+    OpenGeometry.flush({ geometry: 'sync' });
+    if (CYLINDER.record?.revision !== CYLINDER.lastInfo.shapeRevision) {
+      throw new Error('Cylinder geometry did not finish');
+    }
+    showStatistics();
+    STATUS.textContent = `Cylinder ready · ${(performance.now() - started).toFixed(1)} ms`;
+  } catch (error) { STATUS.textContent = `Cylinder error: ${String(error)}`; }
+}
+
+let updateFrame = 0;
+function scheduleUpdate(rebuild: boolean): void {
+  if (updateFrame) window.cancelAnimationFrame(updateFrame);
+  updateFrame = window.requestAnimationFrame(() => { updateFrame = 0; updateCylinder(rebuild); });
+}
+
+RADIUS_INPUT.addEventListener('change', () => { scheduleUpdate(true); });
+HEIGHT_INPUT.addEventListener('change', () => { scheduleUpdate(true); });
+DEFLECTION_INPUT.addEventListener('input', () => { scheduleUpdate(false); });
+WIREFRAME_INPUT.addEventListener('change', () => { applyWireframe(); render(); });
+OUTLINE_INPUT.addEventListener('change', () => {
+  CYLINDER.setAppearance({ outline: OUTLINE_INPUT.checked });
+  applyWireframe();
+  render();
+});
+const RAYCASTER = new THREE.Raycaster();
+RENDERER.domElement.addEventListener('pointerdown', (event) => {
+  const bounds = RENDERER.domElement.getBoundingClientRect();
+  const pointer = new THREE.Vector2(
+    ((event.clientX - bounds.left) / bounds.width) * 2 - 1, -((event.clientY - bounds.top) / bounds.height) * 2 + 1,
+  );
+  RAYCASTER.setFromCamera(pointer, CAMERA);
+  const hit = RAYCASTER.intersectObject(CYLINDER.surface)[0];
+  if (!hit) return;
+  const resolved = OpenGeometry.resolveHit(hit);
+  if (resolved?.faceId !== undefined) SELECTION.textContent = `Face ${String(resolved.faceId)}`;
+});
+
+const RESIZE_OBSERVER = new ResizeObserver(resize);
+RESIZE_OBSERVER.observe(APP);
+CONTROLS.addEventListener('start', () => { OpenGeometry.setCameraMotion(true); });
+CONTROLS.addEventListener('end', () => { OpenGeometry.setCameraMotion(false); render(); });
+const UNSUBSCRIBE_ERROR = OpenGeometry.on('error', (error) => {
+  STATUS.textContent = `Geometry error: ${String(error)}`;
+});
+resize();
+const READY = await OpenGeometry.settled();
+if (READY.failed.length) throw new Error('Cylinder geometry failed');
+applyWireframe();
+render();
+showStatistics();
+STATUS.textContent = 'Cylinder ready';
+const STOP_FPS_METER = startFpsMeter(RENDERER, SCENE, CAMERA, CONTROLS);
+
+releaseOnUnload({
+  resizeObserver: RESIZE_OBSERVER, stopFpsMeter: STOP_FPS_METER, unsubscribeError: UNSUBSCRIBE_ERROR,
+  controls: CONTROLS, renderer: RENDERER,
+}, () => { if (updateFrame) window.cancelAnimationFrame(updateFrame); }, () => {
+  CYLINDER.dispose();
+});
diff --git a/main/opengeometry-three/examples-vite/shapes/frustum.html b/main/opengeometry-three/examples-vite/shapes/frustum.html
deleted file mode 100644
index 4893c96..0000000
--- a/main/opengeometry-three/examples-vite/shapes/frustum.html
+++ /dev/null
@@ -1,193 +0,0 @@
-<!doctype html>
-<html lang="en">
-  <head>
-    <meta charset="utf-8" />
-    <meta name="viewport" content="width=device-width, initial-scale=1" />
-    <title>OpenGeometry Analytic Frustum Example</title>
-  </head>
-  <body class="og-example-page">
-    <div class="og-badge-title-card">
-      <a href="../index.html" class="og-badge-title-link">Back</a>
-      <span class="og-badge-title">Analytic Frustum</span>
-    </div>
-    <aside class="og-controls">
-      <h3>Analytic Frustum</h3>
-      <p
-        class="og-control-summary">A frustum is stored as a trimmed cone; equal radii produce a cylinder.</p>
-      <label class="og-control-row">
-        <span class="og-control-label-chip">Lower radius</span>
-        <input id="lower-radius" type="number" min="0.3" max="2" step="0.05"
-          value="1.2" required />
-      </label>
-      <label class="og-control-row">
-        <span class="og-control-label-chip">Upper radius</span>
-        <input id="upper-radius" type="number" min="0" max="2" step="0.05"
-          value="0.6" required />
-      </label>
-      <label class="og-control-row">
-        <span class="og-control-label-chip">Height</span>
-        <input id="height" type="number" min="0.5" max="4" step="0.1" value="2"
-          required />
-      </label>
-      <label class="og-control-row">
-        <span class="og-control-label-chip">Chord error</span>
-        <input id="deflection" type="range" min="-3" max="-0.5" step="0.1"
-          value="-2" />
-      </label>
-      <label
-        class="og-control-row"><input id="wireframe" type="checkbox" /> Show render triangles</label>
-      <label
-        class="og-control-row"><input id="outline" type="checkbox" checked /> Show feature outlines</label>
-      <p id="statistics" role="status"></p>
-      <p id="selection">Click a surface to inspect its analytic face.</p>
-      <p id="error" role="alert"></p>
-    </aside>
-    <div id="app"></div>
-
-    <script type="module">
-    import "../src/styles/theme.css";
-    import * as THREE from "three";
-    import { OrbitControls } from "three/examples/jsm/controls/OrbitControls.js";
-    import wasmUrl from "../../../opengeometry/pkg/opengeometry_bg.wasm?url";
-    import { AnalyticSolid, OpenGeometry } from "opengeometry";
-
-    const input = (id) => document.querySelector(`#${id}`);
-    const value = (id) => Number(input(id).value);
-    const degrees = (id) => THREE.MathUtils.degToRad(value(id));
-    const chordError = () => 10 ** value("deflection");
-    const verticalFrame = (height = 0) => ({
-      origin: [0, height, 0],
-      x: [1, 0, 0],
-      y: [0, 0, -1],
-      z: [0, 1, 0],
-    });
-
-    let scene;
-    let solid;
-
-    function createSolid() {
-      return new AnalyticSolid({
-        kind: "frustum",
-        lowerRadius: value("lower-radius"),
-        upperRadius: value("upper-radius"),
-        height: value("height"),
-        frame: verticalFrame(),
-        deflection: chordError(),
-        color: 0x329ac7,
-      });
-    }
-
-    function showStatistics(stats) {
-      const brep = JSON.parse(solid.getBrepSerialized());
-      input("statistics").textContent =
-        `${brep.topology.faces.length} analytic faces · ${stats.triangleCount.toLocaleString()} render triangles`;
-    }
-
-    function rebuild() {
-      const next = createSolid();
-      next.outline = input("outline").checked;
-      next.surface.material.wireframe = input("wireframe").checked;
-      if (solid) {
-        scene.remove(solid);
-        solid.dispose();
-      }
-      solid = next;
-      scene.add(solid);
-      showStatistics(solid.retessellate(chordError()));
-      input("error").textContent = "";
-    }
-
-    function attempt(action) {
-      try {
-        action();
-      } catch (failure) {
-        input("error").textContent = `Previous result retained. ${String(failure)}`;
-      }
-    }
-
-    async function initialize() {
-      try {
-        await OpenGeometry.create({ wasmURL: wasmUrl });
-
-        scene = new THREE.Scene();
-        scene.background = new THREE.Color(0xeef2ff);
-        scene.add(new THREE.GridHelper(16, 16, 0x7188aa, 0xcbd5e1));
-        scene.add(new THREE.HemisphereLight(0xffffff, 0x526070, 2));
-        const light = new THREE.DirectionalLight(0xffffff, 2);
-        light.position.set(4, 7, 5);
-        scene.add(light);
-
-        const camera = new THREE.PerspectiveCamera(
-          45,
-          innerWidth / innerHeight,
-          0.1,
-          100,
-        );
-        camera.position.set(6, 4.5, 6);
-        const renderer = new THREE.WebGLRenderer({ antialias: true });
-        renderer.setSize(innerWidth, innerHeight);
-        renderer.setPixelRatio(devicePixelRatio);
-        input("app").replaceChildren(renderer.domElement);
-
-        const controls = new OrbitControls(camera, renderer.domElement);
-        controls.target.set(0, 0.8, 0);
-        controls.enableDamping = true;
-
-        rebuild();
-        document.querySelectorAll('input[type="number"]').forEach((control) => {
-          control.addEventListener("change", () => attempt(rebuild));
-        });
-        input("deflection").addEventListener("input", () =>
-          attempt(() => {
-            const brep = solid.getBrepSerialized();
-            showStatistics(solid.retessellate(chordError()));
-            if (solid.getBrepSerialized() !== brep) {
-              throw new Error("Tessellation changed the BRep");
-            }
-          }));
-        input("wireframe").addEventListener("change", () => {
-          solid.surface.material.wireframe = input("wireframe").checked;
-        });
-        input("outline").addEventListener("change", () => {
-          solid.outline = input("outline").checked;
-        });
-
-        const raycaster = new THREE.Raycaster();
-        renderer.domElement.addEventListener("pointerdown", (event) => {
-          const bounds = renderer.domElement.getBoundingClientRect();
-          const pointer = new THREE.Vector2(
-            ((event.clientX - bounds.left) / bounds.width) * 2 - 1,
-            -((event.clientY - bounds.top) / bounds.height) * 2 + 1,
-          );
-          raycaster.setFromCamera(pointer, camera);
-          const hit = raycaster.intersectObject(solid.surface)[0];
-          if (hit?.faceIndex == null) return;
-          const faceId = solid.faceIdForTriangle(hit.faceIndex);
-          input("selection").textContent = `Face ${faceId}`;
-        });
-
-        addEventListener("resize", () => {
-          camera.aspect = innerWidth / innerHeight;
-          camera.updateProjectionMatrix();
-          renderer.setSize(innerWidth, innerHeight);
-          renderer.setPixelRatio(devicePixelRatio);
-        });
-        addEventListener("pagehide", () => {
-          renderer.setAnimationLoop(null);
-          solid?.dispose();
-          controls.dispose();
-          renderer.dispose();
-        }, { once: true });
-        renderer.setAnimationLoop(() => {
-          controls.update();
-          renderer.render(scene, camera);
-        });
-      } catch (failure) {
-        input("error").textContent = String(failure);
-      }
-    }
-
-    initialize();
-    </script>
-  </body>
-</html>
diff --git a/main/opengeometry-three/examples-vite/shapes/opening.html b/main/opengeometry-three/examples-vite/shapes/opening.html
deleted file mode 100644
index 4b144ba..0000000
--- a/main/opengeometry-three/examples-vite/shapes/opening.html
+++ /dev/null
@@ -1,264 +0,0 @@
-<!DOCTYPE html>
-<html lang="en">
-  <head>
-    <title>OpenGeometry Opening Example</title>
-    <meta charset="utf-8" />
-    <meta name="viewport" content="width=device-width, initial-scale=1" />
-    <meta name="description" content="Simple OpenGeometry opening example for Three.js." />
-    <meta name="author" content="Vishwajeet Mane" />
-  </head>
-  <body class="og-example-page">
-    <div class="og-badge-title-card">
-      <a href="../index.html" class="og-badge-title-link">Back</a>
-      <span class="og-badge-title">Opening</span>
-    </div>
-
-    <aside class="og-controls">
-      <h3>Opening</h3>
-      <p class="og-control-summary">
-        The orange outline is an authoritative v2 opening volume. Each change runs an in-house
-        analytic subtraction and rebuilds the gray wall result without a mesh bridge.
-      </p>
-
-      <label class="og-control-row" data-control="width">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Width</span>
-          <code class="og-control-value" data-value>1.4</code>
-        </div>
-        <div class="og-control-range">
-          <input data-range type="range" min="0.5" max="2.6" step="0.05" value="1.4" />
-          <input data-number type="number" min="0.5" max="2.6" step="0.05" value="1.4" />
-        </div>
-      </label>
-
-      <label class="og-control-row" data-control="height">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Height</span>
-          <code class="og-control-value" data-value>2</code>
-        </div>
-        <div class="og-control-range">
-          <input data-range type="range" min="0.5" max="2.8" step="0.05" value="2" />
-          <input data-number type="number" min="0.5" max="2.8" step="0.05" value="2" />
-        </div>
-      </label>
-
-      <label class="og-control-row" data-control="depth">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Depth</span>
-          <code class="og-control-value" data-value>0.45</code>
-        </div>
-        <div class="og-control-range">
-          <input data-range type="range" min="0.35" max="0.9" step="0.05" value="0.45" />
-          <input data-number type="number" min="0.35" max="0.9" step="0.05" value="0.45" />
-        </div>
-      </label>
-
-      <label class="og-control-row" data-control="center-y">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Center Y</span>
-          <code class="og-control-value" data-value>1.35</code>
-        </div>
-        <div class="og-control-range">
-          <input data-range type="range" min="0.5" max="2.4" step="0.05" value="1.35" />
-          <input data-number type="number" min="0.5" max="2.4" step="0.05" value="1.35" />
-        </div>
-      </label>
-    </aside>
-
-    <div id="app"></div>
-
-    <script type="module">
-      import "../src/styles/theme.css";
-      import * as THREE from "three";
-      import { OrbitControls } from "three/examples/jsm/controls/OrbitControls.js";
-      import Stats from "three/examples/jsm/libs/stats.module.js";
-      import wasmUrl from "../../../opengeometry/pkg/opengeometry_bg.wasm?url";
-      import { Cuboid, Opening, OpenGeometry, Vector3 } from "opengeometry";
-
-      const app = document.getElementById("app");
-      if (!app) {
-        throw new Error("Missing #app container");
-      }
-
-      let config = null;
-
-      function createConfig() {
-        return {
-          center: new Vector3(0, 1.35, 0),
-          width: 1.4,
-          height: 2,
-          depth: 0.45,
-          color: 0xf97316,
-          deflection: 0.005,
-        };
-      }
-
-      let wall = null;
-      let opening = null;
-      let cutWall = null;
-      let scene = null;
-
-      function formatNumber(value) {
-        return Number(value).toFixed(2).replace(/\.?0+$/, "");
-      }
-
-      function mountStats() {
-        const stats = new Stats();
-        stats.showPanel(0);
-        stats.dom.style.position = "fixed";
-        stats.dom.style.left = "12px";
-        stats.dom.style.bottom = "12px";
-        stats.dom.style.top = "auto";
-        stats.dom.style.zIndex = "1000";
-        document.body.appendChild(stats.dom);
-        return stats;
-      }
-
-      function attachNumberControl(name, onChange) {
-        const row = document.querySelector(`[data-control="${name}"]`);
-        const range = row?.querySelector("[data-range]");
-        const number = row?.querySelector("[data-number]");
-        const value = row?.querySelector("[data-value]");
-
-        if (!row || !range || !number || !value) {
-          throw new Error(`Missing number control: ${name}`);
-        }
-
-        const commit = (nextValue) => {
-          const parsed = Number(nextValue);
-          number.setCustomValidity("");
-          if (String(nextValue).trim() === "" || !Number.isFinite(parsed)
-            || (number.min !== "" && parsed < Number(number.min))
-            || (number.max !== "" && parsed > Number(number.max))) {
-            number.setCustomValidity("Enter a finite value within the displayed limits.");
-            number.reportValidity();
-            return;
-          }
-
-          range.value = String(parsed);
-          number.value = String(parsed);
-          value.textContent = formatNumber(parsed);
-          onChange(parsed);
-        };
-
-        range.addEventListener("input", () => commit(range.value));
-        number.addEventListener("input", () => commit(number.value));
-        commit(range.value);
-      }
-
-      function updateOpening() {
-        if (!opening) {
-          return;
-        }
-
-        opening.setConfig({
-          center: config.center.clone(),
-          width: config.width,
-          height: config.height,
-          depth: config.depth,
-          color: config.color,
-          deflection: config.deflection,
-        });
-        opening.outline = true;
-        const next = opening.subtractFrom(wall, { deflection: config.deflection, color: 0xcbd5e1 });
-        next.outline = true;
-        if (cutWall) {
-          scene.remove(cutWall);
-          cutWall.dispose();
-        }
-        cutWall = next;
-        scene.add(cutWall);
-
-        console.groupCollapsed("[opening] updated");
-        console.log("Config", config);
-        console.groupEnd();
-      }
-
-      async function main() {
-        scene = new THREE.Scene();
-        scene.background = new THREE.Color(0xeef2ff);
-
-        const camera = new THREE.PerspectiveCamera(
-          55,
-          window.innerWidth / window.innerHeight,
-          0.1,
-          100
-        );
-        camera.position.set(6.2, 4.7, 7.4);
-
-        const renderer = new THREE.WebGLRenderer({ antialias: true });
-        renderer.setPixelRatio(window.devicePixelRatio);
-        renderer.setSize(window.innerWidth, window.innerHeight);
-        app.replaceChildren(renderer.domElement);
-
-        const stats = mountStats();
-        const controls = new OrbitControls(camera, renderer.domElement);
-        controls.enableDamping = true;
-        controls.target.set(0, 1.6, 0);
-        controls.update();
-
-        scene.add(new THREE.GridHelper(20, 20, 0x4460ff, 0xd5ddff));
-        scene.add(new THREE.AmbientLight(0xffffff, 0.85));
-
-        const light = new THREE.DirectionalLight(0xffffff, 1.1);
-        light.position.set(6, 8, 4);
-        scene.add(light);
-
-        await OpenGeometry.create({ wasmURL: wasmUrl });
-        config = createConfig();
-
-        wall = new Cuboid({
-          center: new Vector3(0, 1.6, 0),
-          width: 4.4,
-          height: 3.2,
-          depth: 0.32,
-          color: 0xcbd5e1,
-        });
-        wall.outline = true;
-
-        opening = new Opening({
-          center: config.center.clone(),
-          width: config.width,
-          height: config.height,
-          depth: config.depth,
-          color: config.color,
-          deflection: config.deflection,
-        });
-        scene.add(opening);
-
-        attachNumberControl("width", (value) => {
-          config.width = value;
-          updateOpening();
-        });
-        attachNumberControl("height", (value) => {
-          config.height = value;
-          updateOpening();
-        });
-        attachNumberControl("depth", (value) => {
-          config.depth = value;
-          updateOpening();
-        });
-        attachNumberControl("center-y", (value) => {
-          config.center.y = value;
-          updateOpening();
-        });
-
-        updateOpening();
-
-        renderer.setAnimationLoop(() => {
-          stats.update();
-          controls.update();
-          renderer.render(scene, camera);
-        });
-
-        window.addEventListener("resize", () => {
-          camera.aspect = window.innerWidth / window.innerHeight;
-          camera.updateProjectionMatrix();
-          renderer.setSize(window.innerWidth, window.innerHeight);
-        });
-      }
-
-      void main();
-    </script>
-  </body>
-</html>
diff --git a/main/opengeometry-three/examples-vite/shapes/polygon.html b/main/opengeometry-three/examples-vite/shapes/polygon.html
deleted file mode 100644
index 112de79..0000000
--- a/main/opengeometry-three/examples-vite/shapes/polygon.html
+++ /dev/null
@@ -1,315 +0,0 @@
-<!DOCTYPE html>
-<html lang="en">
-  <head>
-    <title>OpenGeometry Polygon Example</title>
-    <meta charset="utf-8" />
-    <meta name="viewport" content="width=device-width, initial-scale=1" />
-    <meta name="description" content="Simple OpenGeometry polygon example for Three.js." />
-    <meta name="author" content="Vishwajeet Mane" />
-  </head>
-  <body class="og-example-page">
-    <div class="og-badge-title-card">
-      <a href="../index.html" class="og-badge-title-link">Back</a>
-      <span class="og-badge-title">Polygon</span>
-    </div>
-
-    <aside class="og-controls">
-      <h3>Polygon</h3>
-      <p class="og-control-summary">
-        This page edits the real polygon `vertices` array. The hole toggle adds or removes the
-        `holes` array.
-      </p>
-
-      <label class="og-control-row" data-control="vertex-2-x">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Vertex 2 X</span>
-          <code class="og-control-value" data-value>1.7</code>
-        </div>
-        <div class="og-control-range">
-          <input data-range type="range" min="0.8" max="3" step="0.05" value="1.7" />
-          <input data-number type="number" min="0.8" max="3" step="0.05" value="1.7" />
-        </div>
-      </label>
-
-      <label class="og-control-row" data-control="vertex-3-z">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Vertex 3 Z</span>
-          <code class="og-control-value" data-value>1.2</code>
-        </div>
-        <div class="og-control-range">
-          <input data-range type="range" min="0.6" max="2.2" step="0.05" value="1.2" />
-          <input data-number type="number" min="0.6" max="2.2" step="0.05" value="1.2" />
-        </div>
-      </label>
-
-      <label class="og-control-row" data-control="vertex-4-z">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Vertex 4 Z</span>
-          <code class="og-control-value" data-value>0.55</code>
-        </div>
-        <div class="og-control-range">
-          <input data-range type="range" min="0.2" max="1.4" step="0.05" value="0.55" />
-          <input data-number type="number" min="0.2" max="1.4" step="0.05" value="0.55" />
-        </div>
-      </label>
-
-      <label class="og-control-row" data-control="hole">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Add Hole</span>
-        </div>
-        <div class="og-control-bool">
-          <input data-toggle type="checkbox" class="og-toggle" aria-label="Add hole" />
-          <span class="og-control-bool-state" data-state>Disabled</span>
-        </div>
-      </label>
-      <button id="check-tessellation" type="button">Check kernel triangulation</button>
-      <p id="tessellation-report" role="status"></p>
-      <p id="error" role="alert"></p>
-    </aside>
-
-    <div id="app"></div>
-
-    <script type="module">
-      import "../src/styles/theme.css";
-      import * as THREE from "three";
-      import { OrbitControls } from "three/examples/jsm/controls/OrbitControls.js";
-      import Stats from "three/examples/jsm/libs/stats.module.js";
-      import wasmUrl from "../../../opengeometry/pkg/opengeometry_bg.wasm?url";
-      import { OpenGeometry, Polygon, Vector3, tessellateFacetedBrep } from "opengeometry";
-
-      const app = document.getElementById("app");
-      if (!app) {
-        throw new Error("Missing #app container");
-      }
-
-      let config = null;
-
-      function createConfig() {
-        return {
-          vertices: [
-            new Vector3(-1.7, 0, -1.2),
-            new Vector3(1.7, 0, -1.2),
-            new Vector3(1.7, 0, 1.2),
-            new Vector3(0, 0, 0.55),
-            new Vector3(-1.7, 0, 1.2),
-          ],
-          holes: [],
-          color: 0x22c55e,
-          outlineWidth: 2,
-        };
-      }
-
-      let polygon = null;
-
-      function formatNumber(value) {
-        return Number(value).toFixed(2).replace(/\.?0+$/, "");
-      }
-
-      function mountStats() {
-        const stats = new Stats();
-        stats.showPanel(0);
-        stats.dom.style.position = "fixed";
-        stats.dom.style.left = "12px";
-        stats.dom.style.bottom = "12px";
-        stats.dom.style.top = "auto";
-        stats.dom.style.zIndex = "1000";
-        document.body.appendChild(stats.dom);
-        return stats;
-      }
-
-      function attachNumberControl(name, onChange) {
-        const row = document.querySelector(`[data-control="${name}"]`);
-        const range = row?.querySelector("[data-range]");
-        const number = row?.querySelector("[data-number]");
-        const value = row?.querySelector("[data-value]");
-
-        if (!row || !range || !number || !value) {
-          throw new Error(`Missing number control: ${name}`);
-        }
-
-        const commit = (nextValue) => {
-          const parsed = Number(nextValue);
-          number.setCustomValidity("");
-          if (String(nextValue).trim() === "" || !Number.isFinite(parsed)
-            || (number.min !== "" && parsed < Number(number.min))
-            || (number.max !== "" && parsed > Number(number.max))) {
-            number.setCustomValidity("Enter a finite value within the displayed limits.");
-            number.reportValidity();
-            return;
-          }
-
-          range.value = String(parsed);
-          number.value = String(parsed);
-          value.textContent = formatNumber(parsed);
-          onChange(parsed);
-        };
-
-        range.addEventListener("input", () => commit(range.value));
-        number.addEventListener("input", () => commit(number.value));
-        commit(range.value);
-      }
-
-      function attachBooleanControl(name, onChange) {
-        const row = document.querySelector(`[data-control="${name}"]`);
-        const toggle = row?.querySelector("[data-toggle]");
-        const state = row?.querySelector("[data-state]");
-
-        if (!row || !toggle || !state) {
-          throw new Error(`Missing boolean control: ${name}`);
-        }
-
-        const commit = (checked) => {
-          toggle.checked = checked;
-          state.textContent = checked ? "Enabled" : "Disabled";
-          onChange(checked);
-        };
-
-        toggle.addEventListener("change", () => commit(toggle.checked));
-        commit(toggle.checked);
-      }
-
-      function createDefaultHole() {
-        return [[
-          new Vector3(-0.45, 0, -0.35),
-          new Vector3(0.45, 0, -0.35),
-          new Vector3(0.45, 0, 0.35),
-          new Vector3(-0.45, 0, 0.35),
-        ]];
-      }
-
-      function updatePolygon() {
-        if (!polygon) {
-          return;
-        }
-
-        try {
-          if (config.holes.length && config.vertices[3].z <= 0.35) {
-            throw new Error("The hole overlaps the boundary. Set Vertex 4 Z above 0.35.");
-          }
-          const next = new Polygon({
-            ogid: polygon.ogid,
-            vertices: config.vertices.map((vertex) => vertex.clone()),
-            holes: config.holes.map((hole) => hole.map((vertex) => vertex.clone())),
-            color: config.color,
-            outlineWidth: config.outlineWidth,
-          });
-          next.outline = true;
-          const previous = polygon;
-          previous.parent?.add(next);
-          previous.removeFromParent();
-          polygon = next;
-          previous.dispose();
-          previous.polygon.free();
-          document.querySelector("#tessellation-report").textContent = "";
-          document.querySelector("#error").textContent = "";
-        } catch (failure) {
-          document.querySelector("#error").textContent = `Previous valid preview retained. ${String(failure)}`;
-          return;
-        }
-
-        console.groupCollapsed("[polygon] updated");
-        console.log("Config", config);
-        console.groupEnd();
-      }
-
-      async function main() {
-        const scene = new THREE.Scene();
-        scene.background = new THREE.Color(0xeef2ff);
-
-        const camera = new THREE.PerspectiveCamera(
-          55,
-          window.innerWidth / window.innerHeight,
-          0.1,
-          100
-        );
-        camera.position.set(5.8, 4.2, 6.9);
-
-        const renderer = new THREE.WebGLRenderer({ antialias: true });
-        renderer.setPixelRatio(window.devicePixelRatio);
-        renderer.setSize(window.innerWidth, window.innerHeight);
-        app.replaceChildren(renderer.domElement);
-
-        const stats = mountStats();
-        const controls = new OrbitControls(camera, renderer.domElement);
-        controls.enableDamping = true;
-        controls.target.set(0, 0.2, 0);
-        controls.update();
-
-        scene.add(new THREE.GridHelper(20, 20, 0x4460ff, 0xd5ddff));
-        scene.add(new THREE.AmbientLight(0xffffff, 0.8));
-
-        const light = new THREE.DirectionalLight(0xffffff, 1.1);
-        light.position.set(6, 8, 4);
-        scene.add(light);
-
-        await OpenGeometry.create({ wasmURL: wasmUrl });
-        config = createConfig();
-
-        polygon = new Polygon({
-          vertices: config.vertices.map((vertex) => vertex.clone()),
-          holes: config.holes.map((hole) => hole.map((vertex) => vertex.clone())),
-          color: config.color,
-          outlineWidth: config.outlineWidth,
-        });
-        scene.add(polygon);
-
-        attachNumberControl("vertex-2-x", (value) => {
-          config.vertices[1].x = value;
-          config.vertices[2].x = value;
-          updatePolygon();
-        });
-        attachNumberControl("vertex-3-z", (value) => {
-          config.vertices[2].z = value;
-          config.vertices[4].z = value;
-          updatePolygon();
-        });
-        attachNumberControl("vertex-4-z", (value) => {
-          config.vertices[3].z = value;
-          updatePolygon();
-        });
-        attachBooleanControl("hole", (value) => {
-          config.holes = value ? createDefaultHole() : [];
-          updatePolygon();
-        });
-
-        updatePolygon();
-
-        document.querySelector("#check-tessellation").addEventListener("click", () => {
-          const report = document.querySelector("#tessellation-report");
-          try {
-            const positions = tessellateFacetedBrep(polygon.getBrepData());
-            let area = 0;
-            for (let i = 0; i < positions.length; i += 9) {
-              area += Math.abs((positions[i + 3] - positions[i]) * (positions[i + 8] - positions[i + 2])
-                - (positions[i + 5] - positions[i + 2]) * (positions[i + 6] - positions[i])) / 2;
-            }
-            report.textContent = `${positions.length / 9} kernel triangles · area ${area.toFixed(3)} · ${config.holes.length} holes retained`;
-          } catch (failure) { report.textContent = `Triangulation unavailable: ${String(failure)}`; }
-        });
-
-        renderer.setAnimationLoop(() => {
-          stats.update();
-          controls.update();
-          renderer.render(scene, camera);
-        });
-
-        window.addEventListener("pagehide", () => {
-          renderer.setAnimationLoop(null);
-          polygon?.dispose();
-          polygon?.polygon.free();
-          controls.dispose();
-          renderer.dispose();
-          stats.dom.remove();
-        }, { once: true });
-
-        window.addEventListener("resize", () => {
-          camera.aspect = window.innerWidth / window.innerHeight;
-          camera.updateProjectionMatrix();
-          renderer.setSize(window.innerWidth, window.innerHeight);
-        });
-      }
-
-      void main();
-    </script>
-  </body>
-</html>
diff --git a/main/opengeometry-three/examples-vite/shapes/sphere.html b/main/opengeometry-three/examples-vite/shapes/sphere.html
deleted file mode 100644
index 9c95870..0000000
--- a/main/opengeometry-three/examples-vite/shapes/sphere.html
+++ /dev/null
@@ -1,181 +0,0 @@
-<!doctype html>
-<html lang="en">
-  <head>
-    <meta charset="utf-8" />
-    <meta name="viewport" content="width=device-width, initial-scale=1" />
-    <title>OpenGeometry Analytic Sphere Example</title>
-  </head>
-  <body class="og-example-page">
-    <div class="og-badge-title-card">
-      <a href="../index.html" class="og-badge-title-link">Back</a>
-      <span class="og-badge-title">Analytic Sphere</span>
-    </div>
-    <aside class="og-controls">
-      <h3>Analytic Sphere</h3>
-      <p
-        class="og-control-summary">A sphere remains one authoritative analytic surface while display tessellation follows the requested chord error.</p>
-      <label class="og-control-row">
-        <span class="og-control-label-chip">Radius</span>
-        <input id="radius" type="number" min="0.4" max="2.2" step="0.05"
-          value="1.1" required />
-      </label>
-      <label class="og-control-row">
-        <span class="og-control-label-chip">Chord error</span>
-        <input id="deflection" type="range" min="-3" max="-0.5" step="0.1"
-          value="-2" />
-      </label>
-      <label
-        class="og-control-row"><input id="wireframe" type="checkbox" /> Show render triangles</label>
-      <label
-        class="og-control-row"><input id="outline" type="checkbox" checked /> Show feature outlines</label>
-      <p id="statistics" role="status"></p>
-      <p id="selection">Click a surface to inspect its analytic face.</p>
-      <p id="error" role="alert"></p>
-    </aside>
-    <div id="app"></div>
-
-    <script type="module">
-    import "../src/styles/theme.css";
-    import * as THREE from "three";
-    import { OrbitControls } from "three/examples/jsm/controls/OrbitControls.js";
-    import wasmUrl from "../../../opengeometry/pkg/opengeometry_bg.wasm?url";
-    import { OpenGeometry, Sphere, Vector3 } from "opengeometry";
-
-    const input = (id) => document.querySelector(`#${id}`);
-    const value = (id) => Number(input(id).value);
-    const degrees = (id) => THREE.MathUtils.degToRad(value(id));
-    const chordError = () => 10 ** value("deflection");
-    const verticalFrame = (height = 0) => ({
-      origin: [0, height, 0],
-      x: [1, 0, 0],
-      y: [0, 0, -1],
-      z: [0, 1, 0],
-    });
-
-    let scene;
-    let solid;
-
-    function createSolid() {
-      const radius = value("radius");
-      return new Sphere({
-        center: new Vector3(0, radius, 0),
-        radius,
-        deflection: chordError(),
-        color: 0x329ac7,
-      });
-    }
-
-    function showStatistics(stats) {
-      const brep = JSON.parse(solid.getBrepSerialized());
-      input("statistics").textContent =
-        `${brep.topology.faces.length} analytic faces · ${stats.triangleCount.toLocaleString()} render triangles`;
-    }
-
-    function rebuild() {
-      const next = createSolid();
-      next.outline = input("outline").checked;
-      next.surface.material.wireframe = input("wireframe").checked;
-      if (solid) {
-        scene.remove(solid);
-        solid.dispose();
-      }
-      solid = next;
-      scene.add(solid);
-      showStatistics(solid.retessellate(chordError()));
-      input("error").textContent = "";
-    }
-
-    function attempt(action) {
-      try {
-        action();
-      } catch (failure) {
-        input("error").textContent = `Previous result retained. ${String(failure)}`;
-      }
-    }
-
-    async function initialize() {
-      try {
-        await OpenGeometry.create({ wasmURL: wasmUrl });
-
-        scene = new THREE.Scene();
-        scene.background = new THREE.Color(0xeef2ff);
-        scene.add(new THREE.GridHelper(16, 16, 0x7188aa, 0xcbd5e1));
-        scene.add(new THREE.HemisphereLight(0xffffff, 0x526070, 2));
-        const light = new THREE.DirectionalLight(0xffffff, 2);
-        light.position.set(4, 7, 5);
-        scene.add(light);
-
-        const camera = new THREE.PerspectiveCamera(
-          45,
-          innerWidth / innerHeight,
-          0.1,
-          100,
-        );
-        camera.position.set(6, 4.5, 6);
-        const renderer = new THREE.WebGLRenderer({ antialias: true });
-        renderer.setSize(innerWidth, innerHeight);
-        renderer.setPixelRatio(devicePixelRatio);
-        input("app").replaceChildren(renderer.domElement);
-
-        const controls = new OrbitControls(camera, renderer.domElement);
-        controls.target.set(0, 0.8, 0);
-        controls.enableDamping = true;
-
-        rebuild();
-        document.querySelectorAll('input[type="number"]').forEach((control) => {
-          control.addEventListener("change", () => attempt(rebuild));
-        });
-        input("deflection").addEventListener("input", () =>
-          attempt(() => {
-            const brep = solid.getBrepSerialized();
-            showStatistics(solid.retessellate(chordError()));
-            if (solid.getBrepSerialized() !== brep) {
-              throw new Error("Tessellation changed the BRep");
-            }
-          }));
-        input("wireframe").addEventListener("change", () => {
-          solid.surface.material.wireframe = input("wireframe").checked;
-        });
-        input("outline").addEventListener("change", () => {
-          solid.outline = input("outline").checked;
-        });
-
-        const raycaster = new THREE.Raycaster();
-        renderer.domElement.addEventListener("pointerdown", (event) => {
-          const bounds = renderer.domElement.getBoundingClientRect();
-          const pointer = new THREE.Vector2(
-            ((event.clientX - bounds.left) / bounds.width) * 2 - 1,
-            -((event.clientY - bounds.top) / bounds.height) * 2 + 1,
-          );
-          raycaster.setFromCamera(pointer, camera);
-          const hit = raycaster.intersectObject(solid.surface)[0];
-          if (hit?.faceIndex == null) return;
-          const faceId = solid.faceIdForTriangle(hit.faceIndex);
-          input("selection").textContent = `Face ${faceId}`;
-        });
-
-        addEventListener("resize", () => {
-          camera.aspect = innerWidth / innerHeight;
-          camera.updateProjectionMatrix();
-          renderer.setSize(innerWidth, innerHeight);
-          renderer.setPixelRatio(devicePixelRatio);
-        });
-        addEventListener("pagehide", () => {
-          renderer.setAnimationLoop(null);
-          solid?.dispose();
-          controls.dispose();
-          renderer.dispose();
-        }, { once: true });
-        renderer.setAnimationLoop(() => {
-          controls.update();
-          renderer.render(scene, camera);
-        });
-      } catch (failure) {
-        input("error").textContent = String(failure);
-      }
-    }
-
-    initialize();
-    </script>
-  </body>
-</html>
diff --git a/main/opengeometry-three/examples-vite/shapes/straight-wall-arched-opening.html b/main/opengeometry-three/examples-vite/shapes/straight-wall-arched-opening.html
deleted file mode 100644
index a16f1cc..0000000
--- a/main/opengeometry-three/examples-vite/shapes/straight-wall-arched-opening.html
+++ /dev/null
@@ -1,220 +0,0 @@
-<!doctype html>
-<html lang="en">
-  <head>
-    <meta charset="utf-8" />
-    <meta name="viewport" content="width=device-width, initial-scale=1" />
-    <title>OpenGeometry Straight Wall Arched Opening Example</title>
-  </head>
-  <body class="og-example-page">
-    <div class="og-badge-title-card">
-      <a href="../index.html" class="og-badge-title-link">Back</a>
-      <span class="og-badge-title">Straight Wall Arched Opening</span>
-    </div>
-    <aside class="og-controls">
-      <h3>Straight Wall Arched Opening</h3>
-      <p
-        class="og-control-summary">A planar wall with exact jambs, semicircular edges, and a cylindrical header face.</p>
-      <label class="og-control-row">
-        <span class="og-control-label-chip">Wall length</span>
-        <input id="width" type="number" min="2" max="8" step="0.1" value="4"
-          required />
-      </label>
-      <label class="og-control-row">
-        <span class="og-control-label-chip">Thickness</span>
-        <input id="depth" type="number" min="0.1" max="0.8" step="0.05"
-          value="0.3" required />
-      </label>
-      <label class="og-control-row">
-        <span class="og-control-label-chip">Height</span>
-        <input id="height" type="number" min="1.5" max="5" step="0.1" value="3"
-          required />
-      </label>
-      <label class="og-control-row">
-        <span class="og-control-label-chip">Opening station</span>
-        <input id="opening-station" type="number" min="0.8" max="3.2"
-          step="0.05" value="2" required />
-      </label>
-      <label class="og-control-row">
-        <span class="og-control-label-chip">Opening width</span>
-        <input id="opening-width" type="number" min="0.2" max="1.6" step="0.05"
-          value="1" required />
-      </label>
-      <label class="og-control-row">
-        <span class="og-control-label-chip">Sill</span>
-        <input id="opening-bottom" type="number" min="0" max="1.5" step="0.05"
-          value="0.4" required />
-      </label>
-      <label class="og-control-row">
-        <span class="og-control-label-chip">Opening height</span>
-        <input id="opening-height" type="number" min="0.6" max="2.2" step="0.05"
-          value="1.4" required />
-      </label>
-      <label class="og-control-row">
-        <span class="og-control-label-chip">Chord error</span>
-        <input id="deflection" type="range" min="-3" max="-0.5" step="0.1"
-          value="-2" />
-      </label>
-      <label
-        class="og-control-row"><input id="wireframe" type="checkbox" /> Show render triangles</label>
-      <label
-        class="og-control-row"><input id="outline" type="checkbox" checked /> Show feature outlines</label>
-      <p id="statistics" role="status"></p>
-      <p id="selection">Click a surface to inspect its analytic face.</p>
-      <p id="error" role="alert"></p>
-    </aside>
-    <div id="app"></div>
-
-    <script type="module">
-    import "../src/styles/theme.css";
-    import * as THREE from "three";
-    import { OrbitControls } from "three/examples/jsm/controls/OrbitControls.js";
-    import wasmUrl from "../../../opengeometry/pkg/opengeometry_bg.wasm?url";
-    import { AnalyticSolid, OpenGeometry } from "opengeometry";
-
-    const input = (id) => document.querySelector(`#${id}`);
-    const value = (id) => Number(input(id).value);
-    const degrees = (id) => THREE.MathUtils.degToRad(value(id));
-    const chordError = () => 10 ** value("deflection");
-    const verticalFrame = (height = 0) => ({
-      origin: [0, height, 0],
-      x: [1, 0, 0],
-      y: [0, 0, -1],
-      z: [0, 1, 0],
-    });
-
-    let scene;
-    let solid;
-
-    function createSolid() {
-      return new AnalyticSolid({
-        kind: "boxWithArchedOpening",
-        width: value("width"),
-        depth: value("depth"),
-        height: value("height"),
-        opening: {
-          id: "example-arched-opening",
-          station: value("opening-station"),
-          width: value("opening-width"),
-          bottom: value("opening-bottom"),
-          height: value("opening-height"),
-        },
-        frame: verticalFrame(),
-        deflection: chordError(),
-        color: 0x329ac7,
-      });
-    }
-
-    function showStatistics(stats) {
-      const brep = JSON.parse(solid.getBrepSerialized());
-      input("statistics").textContent =
-        `${brep.topology.faces.length} analytic faces · ${stats.triangleCount.toLocaleString()} render triangles`;
-    }
-
-    function rebuild() {
-      const next = createSolid();
-      next.outline = input("outline").checked;
-      next.surface.material.wireframe = input("wireframe").checked;
-      if (solid) {
-        scene.remove(solid);
-        solid.dispose();
-      }
-      solid = next;
-      scene.add(solid);
-      showStatistics(solid.retessellate(chordError()));
-      input("error").textContent = "";
-    }
-
-    function attempt(action) {
-      try {
-        action();
-      } catch (failure) {
-        input("error").textContent = `Previous result retained. ${String(failure)}`;
-      }
-    }
-
-    async function initialize() {
-      try {
-        await OpenGeometry.create({ wasmURL: wasmUrl });
-
-        scene = new THREE.Scene();
-        scene.background = new THREE.Color(0xeef2ff);
-        scene.add(new THREE.GridHelper(16, 16, 0x7188aa, 0xcbd5e1));
-        scene.add(new THREE.HemisphereLight(0xffffff, 0x526070, 2));
-        const light = new THREE.DirectionalLight(0xffffff, 2);
-        light.position.set(4, 7, 5);
-        scene.add(light);
-
-        const camera = new THREE.PerspectiveCamera(
-          45,
-          innerWidth / innerHeight,
-          0.1,
-          100,
-        );
-        camera.position.set(6, 4.5, 6);
-        const renderer = new THREE.WebGLRenderer({ antialias: true });
-        renderer.setSize(innerWidth, innerHeight);
-        renderer.setPixelRatio(devicePixelRatio);
-        input("app").replaceChildren(renderer.domElement);
-
-        const controls = new OrbitControls(camera, renderer.domElement);
-        controls.target.set(0, 0.8, 0);
-        controls.enableDamping = true;
-
-        rebuild();
-        document.querySelectorAll('input[type="number"]').forEach((control) => {
-          control.addEventListener("change", () => attempt(rebuild));
-        });
-        input("deflection").addEventListener("input", () =>
-          attempt(() => {
-            const brep = solid.getBrepSerialized();
-            showStatistics(solid.retessellate(chordError()));
-            if (solid.getBrepSerialized() !== brep) {
-              throw new Error("Tessellation changed the BRep");
-            }
-          }));
-        input("wireframe").addEventListener("change", () => {
-          solid.surface.material.wireframe = input("wireframe").checked;
-        });
-        input("outline").addEventListener("change", () => {
-          solid.outline = input("outline").checked;
-        });
-
-        const raycaster = new THREE.Raycaster();
-        renderer.domElement.addEventListener("pointerdown", (event) => {
-          const bounds = renderer.domElement.getBoundingClientRect();
-          const pointer = new THREE.Vector2(
-            ((event.clientX - bounds.left) / bounds.width) * 2 - 1,
-            -((event.clientY - bounds.top) / bounds.height) * 2 + 1,
-          );
-          raycaster.setFromCamera(pointer, camera);
-          const hit = raycaster.intersectObject(solid.surface)[0];
-          if (hit?.faceIndex == null) return;
-          const faceId = solid.faceIdForTriangle(hit.faceIndex);
-          input("selection").textContent = `Face ${faceId}`;
-        });
-
-        addEventListener("resize", () => {
-          camera.aspect = innerWidth / innerHeight;
-          camera.updateProjectionMatrix();
-          renderer.setSize(innerWidth, innerHeight);
-          renderer.setPixelRatio(devicePixelRatio);
-        });
-        addEventListener("pagehide", () => {
-          renderer.setAnimationLoop(null);
-          solid?.dispose();
-          controls.dispose();
-          renderer.dispose();
-        }, { once: true });
-        renderer.setAnimationLoop(() => {
-          controls.update();
-          renderer.render(scene, camera);
-        });
-      } catch (failure) {
-        input("error").textContent = String(failure);
-      }
-    }
-
-    initialize();
-    </script>
-  </body>
-</html>
diff --git a/main/opengeometry-three/examples-vite/shapes/sweep.html b/main/opengeometry-three/examples-vite/shapes/sweep.html
deleted file mode 100644
index 97bf16b..0000000
--- a/main/opengeometry-three/examples-vite/shapes/sweep.html
+++ /dev/null
@@ -1,412 +0,0 @@
-<!DOCTYPE html>
-<html lang="en">
-  <head>
-    <title>OpenGeometry Sweep Example</title>
-    <meta charset="utf-8" />
-    <meta name="viewport" content="width=device-width, initial-scale=1" />
-    <meta name="description" content="Simple OpenGeometry sweep example for Three.js." />
-    <meta name="author" content="Vishwajeet Mane" />
-  </head>
-  <body class="og-example-page">
-    <div class="og-badge-title-card">
-      <a href="../index.html" class="og-badge-title-link">Back</a>
-      <span class="og-badge-title">Sweep</span>
-    </div>
-
-    <aside class="og-controls">
-      <h3>Sweep</h3>
-      <p class="og-control-summary">
-        This page now shows three closed four-sided sweep frames: an adjustable skewed opening in
-        blue, a door-like frame in amber, and a window-like frame in teal. The dark polylines are
-        the sweep paths so you can inspect corner closure directly.
-      </p>
-
-      <label class="og-control-row" data-control="top-right-y">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Top Right Y</span>
-          <code class="og-control-value" data-value>2.3</code>
-        </div>
-        <div class="og-control-range">
-          <input data-range type="range" min="1.4" max="3.2" step="0.05" value="2.3" />
-          <input data-number type="number" min="1.4" max="3.2" step="0.05" value="2.3" />
-        </div>
-      </label>
-
-      <label class="og-control-row" data-control="top-left-x">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Top Left X</span>
-          <code class="og-control-value" data-value>-1.25</code>
-        </div>
-        <div class="og-control-range">
-          <input data-range type="range" min="-1.8" max="-0.4" step="0.05" value="-1.25" />
-          <input data-number type="number" min="-1.8" max="-0.4" step="0.05" value="-1.25" />
-        </div>
-      </label>
-
-      <label class="og-control-row" data-control="frame-width">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Frame Width</span>
-          <code class="og-control-value" data-value>0.24</code>
-        </div>
-        <div class="og-control-range">
-          <input data-range type="range" min="0.12" max="0.5" step="0.02" value="0.24" />
-          <input data-number type="number" min="0.12" max="0.5" step="0.02" value="0.24" />
-        </div>
-      </label>
-
-      <label class="og-control-row" data-control="frame-depth">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Frame Depth</span>
-          <code class="og-control-value" data-value>0.22</code>
-        </div>
-        <div class="og-control-range">
-          <input data-range type="range" min="0.1" max="0.45" step="0.02" value="0.22" />
-          <input data-number type="number" min="0.1" max="0.45" step="0.02" value="0.22" />
-        </div>
-      </label>
-    </aside>
-
-    <div id="app"></div>
-
-    <script type="module">
-      import "../src/styles/theme.css";
-      import * as THREE from "three";
-      import { OrbitControls } from "three/examples/jsm/controls/OrbitControls.js";
-      import Stats from "three/examples/jsm/libs/stats.module.js";
-      import wasmUrl from "../../../opengeometry/pkg/opengeometry_bg.wasm?url";
-      import { OpenGeometry, Polyline, Sweep, Vector3 } from "opengeometry";
-
-      const app = document.getElementById("app");
-      if (!app) {
-        throw new Error("Missing #app container");
-      }
-
-      let config = null;
-
-      function createConfig() {
-        return {
-          path: [
-            new Vector3(-1.6, 0.1, 0),
-            new Vector3(1.6, 0.1, 0),
-            new Vector3(1.15, 2.3, 0),
-            new Vector3(-1.25, 1.95, 0),
-            new Vector3(-1.6, 0.1, 0),
-          ],
-          profile: createFrameProfile(0.24, 0.22),
-          capStart: true,
-          capEnd: true,
-          color: 0x3b82f6,
-          outlineWidth: 2,
-        };
-      }
-
-      let primaryPathGuide = null;
-      let primarySweep = null;
-      let primaryBackdrop = null;
-
-      function formatNumber(value) {
-        return Number(value).toFixed(2).replace(/\.?0+$/, "");
-      }
-
-      function clonePoints(points) {
-        return points.map((point) => point.clone());
-      }
-
-      function createFrameProfile(frameWidth, frameDepth) {
-        const halfWidth = frameWidth * 0.5;
-        const halfDepth = frameDepth * 0.5;
-        return [
-          new Vector3(0, -halfWidth, -halfDepth),
-          new Vector3(0, halfWidth, -halfDepth),
-          new Vector3(0, halfWidth, halfDepth),
-          new Vector3(0, -halfWidth, halfDepth),
-        ];
-      }
-
-      function isClosedPath(points) {
-        if (points.length < 2) {
-          return false;
-        }
-
-        const first = points[0];
-        const last = points[points.length - 1];
-        const dx = first.x - last.x;
-        const dy = first.y - last.y;
-        const dz = first.z - last.z;
-        return dx * dx + dy * dy + dz * dz <= 1.0e-9;
-      }
-
-      function getPathBounds(points) {
-        const source =
-          isClosedPath(points) && points.length > 2 ? points.slice(0, -1) : points;
-
-        let minX = source[0].x;
-        let maxX = source[0].x;
-        let minY = source[0].y;
-        let maxY = source[0].y;
-        let avgZ = 0;
-
-        source.forEach((point) => {
-          minX = Math.min(minX, point.x);
-          maxX = Math.max(maxX, point.x);
-          minY = Math.min(minY, point.y);
-          maxY = Math.max(maxY, point.y);
-          avgZ += point.z;
-        });
-
-        return {
-          centerX: (minX + maxX) * 0.5,
-          centerY: (minY + maxY) * 0.5,
-          centerZ: avgZ / source.length,
-          width: Math.max(maxX - minX, 0.25),
-          height: Math.max(maxY - minY, 0.25),
-        };
-      }
-
-      function createBackdropPanel(path, color, opacity, zOffset = -0.16) {
-        const bounds = getPathBounds(path);
-        const panel = new THREE.Mesh(
-          new THREE.PlaneGeometry(bounds.width * 1.14, bounds.height * 1.14),
-          new THREE.MeshStandardMaterial({
-            color,
-            transparent: true,
-            opacity,
-            roughness: 0.78,
-            metalness: 0.04,
-            side: THREE.DoubleSide,
-          })
-        );
-        panel.position.set(bounds.centerX, bounds.centerY, bounds.centerZ + zOffset);
-        return panel;
-      }
-
-      function updateBackdropPanel(panel, path, zOffset = -0.16) {
-        const bounds = getPathBounds(path);
-        panel.geometry.dispose();
-        panel.geometry = new THREE.PlaneGeometry(bounds.width * 1.14, bounds.height * 1.14);
-        panel.position.set(bounds.centerX, bounds.centerY, bounds.centerZ + zOffset);
-      }
-
-      function createFrameExample({
-        path,
-        profile,
-        frameColor,
-        guideColor,
-        panelColor,
-        panelOpacity,
-      }) {
-        const group = new THREE.Group();
-        const backdrop = createBackdropPanel(path, panelColor, panelOpacity);
-        const guide = new Polyline({
-          points: clonePoints(path),
-          color: guideColor,
-        });
-        const frame = new Sweep({
-          path: clonePoints(path),
-          profile: clonePoints(profile),
-          color: frameColor,
-          capStart: true,
-          capEnd: true,
-          outlineWidth: 2,
-        });
-        frame.outline = true;
-
-        group.add(backdrop);
-        group.add(guide);
-        group.add(frame);
-
-        return group;
-      }
-
-      function mountStats() {
-        const stats = new Stats();
-        stats.showPanel(0);
-        stats.dom.style.position = "fixed";
-        stats.dom.style.left = "12px";
-        stats.dom.style.bottom = "12px";
-        stats.dom.style.top = "auto";
-        stats.dom.style.zIndex = "1000";
-        document.body.appendChild(stats.dom);
-        return stats;
-      }
-
-      function attachNumberControl(name, onChange) {
-        const row = document.querySelector(`[data-control="${name}"]`);
-        const range = row?.querySelector("[data-range]");
-        const number = row?.querySelector("[data-number]");
-        const value = row?.querySelector("[data-value]");
-
-        if (!row || !range || !number || !value) {
-          throw new Error(`Missing number control: ${name}`);
-        }
-
-        const commit = (nextValue) => {
-          const parsed = Number(nextValue);
-          number.setCustomValidity("");
-          if (String(nextValue).trim() === "" || !Number.isFinite(parsed)
-            || (number.min !== "" && parsed < Number(number.min))
-            || (number.max !== "" && parsed > Number(number.max))) {
-            number.setCustomValidity("Enter a finite value within the displayed limits.");
-            number.reportValidity();
-            return;
-          }
-
-          range.value = String(parsed);
-          number.value = String(parsed);
-          value.textContent = formatNumber(parsed);
-          onChange(parsed);
-        };
-
-        range.addEventListener("input", () => commit(range.value));
-        number.addEventListener("input", () => commit(number.value));
-        commit(range.value);
-      }
-
-      function updateSweep() {
-        if (!primaryPathGuide || !primarySweep || !primaryBackdrop) {
-          return;
-        }
-
-        primaryPathGuide.setConfig({
-          points: clonePoints(config.path),
-          color: 0x111827,
-        });
-
-        primarySweep.setConfig({
-          path: clonePoints(config.path),
-          profile: clonePoints(config.profile),
-          capStart: config.capStart,
-          capEnd: config.capEnd,
-          color: config.color,
-          outlineWidth: config.outlineWidth,
-        });
-        primarySweep.outline = true;
-        updateBackdropPanel(primaryBackdrop, config.path);
-
-        console.groupCollapsed("[sweep] updated");
-        console.log("Config", config);
-        console.groupEnd();
-      }
-
-      async function main() {
-        const scene = new THREE.Scene();
-        scene.background = new THREE.Color(0xeef2ff);
-
-        const camera = new THREE.PerspectiveCamera(
-          55,
-          window.innerWidth / window.innerHeight,
-          0.1,
-          100
-        );
-        camera.position.set(0.6, 2.6, 11.8);
-
-        const renderer = new THREE.WebGLRenderer({ antialias: true });
-        renderer.setPixelRatio(window.devicePixelRatio);
-        renderer.setSize(window.innerWidth, window.innerHeight);
-        app.replaceChildren(renderer.domElement);
-
-        const stats = mountStats();
-        const controls = new OrbitControls(camera, renderer.domElement);
-        controls.enableDamping = true;
-        controls.target.set(0, 1.45, -0.1);
-        controls.update();
-
-        scene.add(new THREE.GridHelper(20, 20, 0x4460ff, 0xd5ddff));
-        scene.add(new THREE.AmbientLight(0xffffff, 0.8));
-
-        const light = new THREE.DirectionalLight(0xffffff, 1.1);
-        light.position.set(6, 8, 4);
-        scene.add(light);
-
-        await OpenGeometry.create({ wasmURL: wasmUrl });
-        config = createConfig();
-
-        primaryBackdrop = createBackdropPanel(config.path, 0xe2e8f0, 0.4);
-        scene.add(primaryBackdrop);
-
-        primaryPathGuide = new Polyline({
-          points: clonePoints(config.path),
-          color: 0x111827,
-        });
-        scene.add(primaryPathGuide);
-
-        primarySweep = new Sweep({
-          path: clonePoints(config.path),
-          profile: clonePoints(config.profile),
-          color: config.color,
-          capStart: config.capStart,
-          capEnd: config.capEnd,
-          outlineWidth: config.outlineWidth,
-        });
-        primarySweep.outline = true;
-        scene.add(primarySweep);
-
-        scene.add(
-          createFrameExample({
-            path: [
-              new Vector3(-6.2, 0.0, 0),
-              new Vector3(-4.5, 0.0, 0),
-              new Vector3(-4.5, 2.75, 0),
-              new Vector3(-6.2, 2.75, 0),
-              new Vector3(-6.2, 0.0, 0),
-            ],
-            profile: createFrameProfile(0.2, 0.18),
-            frameColor: 0xd97706,
-            guideColor: 0x7c2d12,
-            panelColor: 0xf9e1b0,
-            panelOpacity: 0.33,
-          })
-        );
-        scene.add(
-          createFrameExample({
-            path: [
-              new Vector3(3.7, 0.8, 0),
-              new Vector3(6.5, 0.8, 0),
-              new Vector3(6.1, 2.25, 0),
-              new Vector3(4.0, 2.05, 0),
-              new Vector3(3.7, 0.8, 0),
-            ],
-            profile: createFrameProfile(0.18, 0.16),
-            frameColor: 0x0f766e,
-            guideColor: 0x134e4a,
-            panelColor: 0xbfe9f5,
-            panelOpacity: 0.38,
-          })
-        );
-
-        attachNumberControl("top-right-y", (value) => {
-          config.path[2].y = value;
-          updateSweep();
-        });
-        attachNumberControl("top-left-x", (value) => {
-          config.path[3].x = value;
-          updateSweep();
-        });
-        attachNumberControl("frame-width", (value) => {
-          config.profile = createFrameProfile(value, config.profile[2].z - config.profile[1].z);
-          updateSweep();
-        });
-        attachNumberControl("frame-depth", (value) => {
-          config.profile = createFrameProfile(config.profile[1].y - config.profile[0].y, value);
-          updateSweep();
-        });
-
-        updateSweep();
-
-        renderer.setAnimationLoop(() => {
-          stats.update();
-          controls.update();
-          renderer.render(scene, camera);
-        });
-
-        window.addEventListener("resize", () => {
-          camera.aspect = window.innerWidth / window.innerHeight;
-          camera.updateProjectionMatrix();
-          renderer.setSize(window.innerWidth, window.innerHeight);
-        });
-      }
-
-      void main();
-    </script>
-  </body>
-</html>
diff --git a/main/opengeometry-three/examples-vite/shapes/torus.html b/main/opengeometry-three/examples-vite/shapes/torus.html
deleted file mode 100644
index 00dbfbf..0000000
--- a/main/opengeometry-three/examples-vite/shapes/torus.html
+++ /dev/null
@@ -1,188 +0,0 @@
-<!doctype html>
-<html lang="en">
-  <head>
-    <meta charset="utf-8" />
-    <meta name="viewport" content="width=device-width, initial-scale=1" />
-    <title>OpenGeometry Analytic Ring Torus Example</title>
-  </head>
-  <body class="og-example-page">
-    <div class="og-badge-title-card">
-      <a href="../index.html" class="og-badge-title-link">Back</a>
-      <span class="og-badge-title">Analytic Ring Torus</span>
-    </div>
-    <aside class="og-controls">
-      <h3>Analytic Ring Torus</h3>
-      <p
-        class="og-control-summary">A ring torus keeps its major and minor radii as authoritative geometry.</p>
-      <label class="og-control-row">
-        <span class="og-control-label-chip">Major radius</span>
-        <input id="major-radius" type="number" min="0.5" max="2.5" step="0.05"
-          value="1.4" required />
-      </label>
-      <label class="og-control-row">
-        <span class="og-control-label-chip">Minor radius</span>
-        <input id="minor-radius" type="number" min="0.1" max="1.2" step="0.05"
-          value="0.4" required />
-      </label>
-      <label class="og-control-row">
-        <span class="og-control-label-chip">Chord error</span>
-        <input id="deflection" type="range" min="-3" max="-0.5" step="0.1"
-          value="-2" />
-      </label>
-      <label
-        class="og-control-row"><input id="wireframe" type="checkbox" /> Show render triangles</label>
-      <label
-        class="og-control-row"><input id="outline" type="checkbox" checked /> Show feature outlines</label>
-      <p id="statistics" role="status"></p>
-      <p id="selection">Click a surface to inspect its analytic face.</p>
-      <p id="error" role="alert"></p>
-    </aside>
-    <div id="app"></div>
-
-    <script type="module">
-    import "../src/styles/theme.css";
-    import * as THREE from "three";
-    import { OrbitControls } from "three/examples/jsm/controls/OrbitControls.js";
-    import wasmUrl from "../../../opengeometry/pkg/opengeometry_bg.wasm?url";
-    import { AnalyticSolid, OpenGeometry } from "opengeometry";
-
-    const input = (id) => document.querySelector(`#${id}`);
-    const value = (id) => Number(input(id).value);
-    const degrees = (id) => THREE.MathUtils.degToRad(value(id));
-    const chordError = () => 10 ** value("deflection");
-    const verticalFrame = (height = 0) => ({
-      origin: [0, height, 0],
-      x: [1, 0, 0],
-      y: [0, 0, -1],
-      z: [0, 1, 0],
-    });
-
-    let scene;
-    let solid;
-
-    function createSolid() {
-      const minorRadius = value("minor-radius");
-      return new AnalyticSolid({
-        kind: "torus",
-        majorRadius: value("major-radius"),
-        minorRadius,
-        frame: verticalFrame(minorRadius),
-        deflection: chordError(),
-        color: 0x329ac7,
-      });
-    }
-
-    function showStatistics(stats) {
-      const brep = JSON.parse(solid.getBrepSerialized());
-      input("statistics").textContent =
-        `${brep.topology.faces.length} analytic faces · ${stats.triangleCount.toLocaleString()} render triangles`;
-    }
-
-    function rebuild() {
-      const next = createSolid();
-      next.outline = input("outline").checked;
-      next.surface.material.wireframe = input("wireframe").checked;
-      if (solid) {
-        scene.remove(solid);
-        solid.dispose();
-      }
-      solid = next;
-      scene.add(solid);
-      showStatistics(solid.retessellate(chordError()));
-      input("error").textContent = "";
-    }
-
-    function attempt(action) {
-      try {
-        action();
-      } catch (failure) {
-        input("error").textContent = `Previous result retained. ${String(failure)}`;
-      }
-    }
-
-    async function initialize() {
-      try {
-        await OpenGeometry.create({ wasmURL: wasmUrl });
-
-        scene = new THREE.Scene();
-        scene.background = new THREE.Color(0xeef2ff);
-        scene.add(new THREE.GridHelper(16, 16, 0x7188aa, 0xcbd5e1));
-        scene.add(new THREE.HemisphereLight(0xffffff, 0x526070, 2));
-        const light = new THREE.DirectionalLight(0xffffff, 2);
-        light.position.set(4, 7, 5);
-        scene.add(light);
-
-        const camera = new THREE.PerspectiveCamera(
-          45,
-          innerWidth / innerHeight,
-          0.1,
-          100,
-        );
-        camera.position.set(6, 4.5, 6);
-        const renderer = new THREE.WebGLRenderer({ antialias: true });
-        renderer.setSize(innerWidth, innerHeight);
-        renderer.setPixelRatio(devicePixelRatio);
-        input("app").replaceChildren(renderer.domElement);
-
-        const controls = new OrbitControls(camera, renderer.domElement);
-        controls.target.set(0, 0.8, 0);
-        controls.enableDamping = true;
-
-        rebuild();
-        document.querySelectorAll('input[type="number"]').forEach((control) => {
-          control.addEventListener("change", () => attempt(rebuild));
-        });
-        input("deflection").addEventListener("input", () =>
-          attempt(() => {
-            const brep = solid.getBrepSerialized();
-            showStatistics(solid.retessellate(chordError()));
-            if (solid.getBrepSerialized() !== brep) {
-              throw new Error("Tessellation changed the BRep");
-            }
-          }));
-        input("wireframe").addEventListener("change", () => {
-          solid.surface.material.wireframe = input("wireframe").checked;
-        });
-        input("outline").addEventListener("change", () => {
-          solid.outline = input("outline").checked;
-        });
-
-        const raycaster = new THREE.Raycaster();
-        renderer.domElement.addEventListener("pointerdown", (event) => {
-          const bounds = renderer.domElement.getBoundingClientRect();
-          const pointer = new THREE.Vector2(
-            ((event.clientX - bounds.left) / bounds.width) * 2 - 1,
-            -((event.clientY - bounds.top) / bounds.height) * 2 + 1,
-          );
-          raycaster.setFromCamera(pointer, camera);
-          const hit = raycaster.intersectObject(solid.surface)[0];
-          if (hit?.faceIndex == null) return;
-          const faceId = solid.faceIdForTriangle(hit.faceIndex);
-          input("selection").textContent = `Face ${faceId}`;
-        });
-
-        addEventListener("resize", () => {
-          camera.aspect = innerWidth / innerHeight;
-          camera.updateProjectionMatrix();
-          renderer.setSize(innerWidth, innerHeight);
-          renderer.setPixelRatio(devicePixelRatio);
-        });
-        addEventListener("pagehide", () => {
-          renderer.setAnimationLoop(null);
-          solid?.dispose();
-          controls.dispose();
-          renderer.dispose();
-        }, { once: true });
-        renderer.setAnimationLoop(() => {
-          controls.update();
-          renderer.render(scene, camera);
-        });
-      } catch (failure) {
-        input("error").textContent = String(failure);
-      }
-    }
-
-    initialize();
-    </script>
-  </body>
-</html>
diff --git a/main/opengeometry-three/examples-vite/shapes/wedge.html b/main/opengeometry-three/examples-vite/shapes/wedge.html
deleted file mode 100644
index 63a8a9f..0000000
--- a/main/opengeometry-three/examples-vite/shapes/wedge.html
+++ /dev/null
@@ -1,266 +0,0 @@
-<!DOCTYPE html>
-<html lang="en">
-  <head>
-    <title>OpenGeometry Wedge Example</title>
-    <meta charset="utf-8" />
-    <meta name="viewport" content="width=device-width, initial-scale=1" />
-    <meta name="description" content="Simple OpenGeometry wedge example for Three.js." />
-    <meta name="author" content="Vishwajeet Mane" />
-  </head>
-  <body class="og-example-page">
-    <div class="og-badge-title-card">
-      <a href="../index.html" class="og-badge-title-link">Back</a>
-      <span class="og-badge-title">Wedge</span>
-    </div>
-
-    <aside class="og-controls">
-      <h3>Wedge</h3>
-      <p class="og-control-summary">
-        A wedge is a simple sloped solid. Keep the controls to width, height, depth, and outline.
-      </p>
-
-      <label class="og-control-row" data-control="width">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Width</span>
-          <code class="og-control-value" data-value>2.2</code>
-        </div>
-        <div class="og-control-range">
-          <input data-range type="range" min="0.6" max="4" step="0.1" value="2.2" />
-          <input data-number type="number" min="0.6" max="4" step="0.1" value="2.2" />
-        </div>
-      </label>
-
-      <label class="og-control-row" data-control="height">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Height</span>
-          <code class="og-control-value" data-value>1.7</code>
-        </div>
-        <div class="og-control-range">
-          <input data-range type="range" min="0.5" max="4" step="0.1" value="1.7" />
-          <input data-number type="number" min="0.5" max="4" step="0.1" value="1.7" />
-        </div>
-      </label>
-
-      <label class="og-control-row" data-control="depth">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Depth</span>
-          <code class="og-control-value" data-value>1.4</code>
-        </div>
-        <div class="og-control-range">
-          <input data-range type="range" min="0.5" max="4" step="0.1" value="1.4" />
-          <input data-number type="number" min="0.5" max="4" step="0.1" value="1.4" />
-        </div>
-      </label>
-
-      <label class="og-control-row" data-control="outline">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Outline</span>
-        </div>
-        <div class="og-control-bool">
-          <input data-toggle type="checkbox" class="og-toggle" aria-label="Outline" checked />
-          <span class="og-control-bool-state" data-state>Enabled</span>
-        </div>
-      </label>
-    </aside>
-
-    <div id="app"></div>
-
-    <script type="module">
-      import "../src/styles/theme.css";
-      import * as THREE from "three";
-      import { OrbitControls } from "three/examples/jsm/controls/OrbitControls.js";
-      import Stats from "three/examples/jsm/libs/stats.module.js";
-      import wasmUrl from "../../../opengeometry/pkg/opengeometry_bg.wasm?url";
-      import { OpenGeometry, Vector3, Wedge } from "opengeometry";
-
-      const app = document.getElementById("app");
-      if (!app) {
-        throw new Error("Missing #app container");
-      }
-
-      let config = null;
-
-      function createConfig() {
-        return {
-          center: new Vector3(0, 0.85, 0),
-          width: 2.2,
-          height: 1.7,
-          depth: 1.4,
-          color: 0x7c3aed,
-          outlineWidth: 2,
-        };
-      }
-      const viewState = {
-        outline: true,
-      };
-
-      let wedge = null;
-
-      function formatNumber(value) {
-        return Number(value).toFixed(2).replace(/\.?0+$/, "");
-      }
-
-      function mountStats() {
-        const stats = new Stats();
-        stats.showPanel(0);
-        stats.dom.style.position = "fixed";
-        stats.dom.style.left = "12px";
-        stats.dom.style.bottom = "12px";
-        stats.dom.style.top = "auto";
-        stats.dom.style.zIndex = "1000";
-        document.body.appendChild(stats.dom);
-        return stats;
-      }
-
-      function attachNumberControl(name, onChange) {
-        const row = document.querySelector(`[data-control="${name}"]`);
-        const range = row?.querySelector("[data-range]");
-        const number = row?.querySelector("[data-number]");
-        const value = row?.querySelector("[data-value]");
-
-        if (!row || !range || !number || !value) {
-          throw new Error(`Missing number control: ${name}`);
-        }
-
-        const commit = (nextValue) => {
-          const parsed = Number(nextValue);
-          number.setCustomValidity("");
-          if (String(nextValue).trim() === "" || !Number.isFinite(parsed)
-            || (number.min !== "" && parsed < Number(number.min))
-            || (number.max !== "" && parsed > Number(number.max))) {
-            number.setCustomValidity("Enter a finite value within the displayed limits.");
-            number.reportValidity();
-            return;
-          }
-
-          range.value = String(parsed);
-          number.value = String(parsed);
-          value.textContent = formatNumber(parsed);
-          onChange(parsed);
-        };
-
-        range.addEventListener("input", () => commit(range.value));
-        number.addEventListener("input", () => commit(number.value));
-        commit(range.value);
-      }
-
-      function attachBooleanControl(name, onChange) {
-        const row = document.querySelector(`[data-control="${name}"]`);
-        const toggle = row?.querySelector("[data-toggle]");
-        const state = row?.querySelector("[data-state]");
-
-        if (!row || !toggle || !state) {
-          throw new Error(`Missing boolean control: ${name}`);
-        }
-
-        const commit = (checked) => {
-          toggle.checked = checked;
-          state.textContent = checked ? "Enabled" : "Disabled";
-          onChange(checked);
-        };
-
-        toggle.addEventListener("change", () => commit(toggle.checked));
-        commit(toggle.checked);
-      }
-
-      function updateWedge() {
-        if (!wedge) {
-          return;
-        }
-
-        wedge.setConfig({
-          center: config.center.clone(),
-          width: config.width,
-          height: config.height,
-          depth: config.depth,
-          color: config.color,
-          outlineWidth: config.outlineWidth,
-        });
-        wedge.outline = viewState.outline;
-
-        console.groupCollapsed("[wedge] updated");
-        console.log("Config", config);
-        console.log("View", viewState);
-        console.groupEnd();
-      }
-
-      async function main() {
-        const scene = new THREE.Scene();
-        scene.background = new THREE.Color(0xeef2ff);
-
-        const camera = new THREE.PerspectiveCamera(
-          55,
-          window.innerWidth / window.innerHeight,
-          0.1,
-          100
-        );
-        camera.position.set(5.9, 4.5, 7.2);
-
-        const renderer = new THREE.WebGLRenderer({ antialias: true });
-        renderer.setPixelRatio(window.devicePixelRatio);
-        renderer.setSize(window.innerWidth, window.innerHeight);
-        app.replaceChildren(renderer.domElement);
-
-        const stats = mountStats();
-        const controls = new OrbitControls(camera, renderer.domElement);
-        controls.enableDamping = true;
-        controls.target.set(0, 0.9, 0);
-        controls.update();
-
-        scene.add(new THREE.GridHelper(20, 20, 0x4460ff, 0xd5ddff));
-        scene.add(new THREE.AmbientLight(0xffffff, 0.8));
-
-        const light = new THREE.DirectionalLight(0xffffff, 1.1);
-        light.position.set(6, 8, 4);
-        scene.add(light);
-
-        await OpenGeometry.create({ wasmURL: wasmUrl });
-        config = createConfig();
-
-        wedge = new Wedge({
-          center: config.center.clone(),
-          width: config.width,
-          height: config.height,
-          depth: config.depth,
-          color: config.color,
-          outlineWidth: config.outlineWidth,
-        });
-        scene.add(wedge);
-
-        attachNumberControl("width", (value) => {
-          config.width = value;
-          updateWedge();
-        });
-        attachNumberControl("height", (value) => {
-          config.height = value;
-          config.center.y = value * 0.5;
-          updateWedge();
-        });
-        attachNumberControl("depth", (value) => {
-          config.depth = value;
-          updateWedge();
-        });
-        attachBooleanControl("outline", (value) => {
-          viewState.outline = value;
-          updateWedge();
-        });
-
-        updateWedge();
-
-        renderer.setAnimationLoop(() => {
-          stats.update();
-          controls.update();
-          renderer.render(scene, camera);
-        });
-
-        window.addEventListener("resize", () => {
-          camera.aspect = window.innerWidth / window.innerHeight;
-          camera.updateProjectionMatrix();
-          renderer.setSize(window.innerWidth, window.innerHeight);
-        });
-      }
-
-      void main();
-    </script>
-  </body>
-</html>
diff --git a/main/opengeometry-three/examples-vite/shapes/window-frame-sweep.html b/main/opengeometry-three/examples-vite/shapes/window-frame-sweep.html
deleted file mode 100644
index 664ec6b..0000000
--- a/main/opengeometry-three/examples-vite/shapes/window-frame-sweep.html
+++ /dev/null
@@ -1,562 +0,0 @@
-<!DOCTYPE html>
-<html lang="en">
-  <head>
-    <title>OpenGeometry Window Frame Sweep</title>
-    <meta charset="utf-8" />
-    <meta name="viewport" content="width=device-width, initial-scale=1" />
-    <meta
-      name="description"
-      content="Closed-path window frame sweep regression verifier for OpenGeometry."
-    />
-    <meta name="author" content="Vishwajeet Mane" />
-    <style>
-      .og-legend,
-      .og-metrics {
-        display: grid;
-        gap: 8px;
-        margin-top: 8px;
-      }
-
-      .og-legend-row,
-      .og-metric-row {
-        display: grid;
-        gap: 8px;
-        padding: 10px;
-        border: 1px solid var(--og-line);
-        border-radius: var(--og-radius-soft);
-        background: var(--og-panel-soft);
-      }
-
-      .og-legend-row {
-        grid-template-columns: 14px 1fr;
-        align-items: center;
-      }
-
-      .og-legend-chip {
-        width: 14px;
-        height: 14px;
-        border-radius: 999px;
-        box-shadow: inset 0 0 0 1px rgba(24, 32, 61, 0.12);
-      }
-
-      .og-metric-head {
-        display: flex;
-        align-items: center;
-        justify-content: space-between;
-        gap: 12px;
-      }
-
-      .og-metric-label {
-        font-size: 11px;
-        font-weight: 600;
-        letter-spacing: 0.05em;
-        text-transform: uppercase;
-        color: var(--og-muted);
-      }
-
-      .og-metric-status {
-        padding: 4px 8px;
-        border-radius: 999px;
-        font-size: 10px;
-        font-weight: 700;
-        letter-spacing: 0.04em;
-        text-transform: uppercase;
-      }
-
-      .og-metric-status[data-state="ok"] {
-        background: rgba(22, 163, 74, 0.14);
-        color: #166534;
-      }
-
-      .og-metric-status[data-state="drift"] {
-        background: rgba(220, 38, 38, 0.14);
-        color: #991b1b;
-      }
-
-      .og-metric-values {
-        display: grid;
-        grid-template-columns: repeat(3, minmax(0, 1fr));
-        gap: 8px;
-      }
-
-      .og-metric-value {
-        display: grid;
-        gap: 4px;
-      }
-
-      .og-metric-value span {
-        color: var(--og-muted);
-        font-size: 10px;
-        text-transform: uppercase;
-        letter-spacing: 0.04em;
-      }
-
-      .og-metric-value code {
-        font-size: 12px;
-      }
-    </style>
-  </head>
-  <body class="og-example-page">
-    <div class="og-badge-title-card">
-      <a href="../index.html" class="og-badge-title-link">Back</a>
-      <span class="og-badge-title">Window Frame Sweep</span>
-    </div>
-
-    <aside class="og-controls">
-      <h3>Window Frame Sweep</h3>
-      <p class="og-control-summary">
-        Dedicated regression verifier for the closed rectangular frame sweep used by OpenPlans
-        windows. The dark loop is the centerline path, the green loop is the expected outer frame,
-        and the amber loop is the expected inner opening.
-      </p>
-
-      <div class="og-legend">
-        <div class="og-legend-row">
-          <span class="og-legend-chip" style="background: #111827"></span>
-          <span>Centerline path fed into <code>Sweep</code></span>
-        </div>
-        <div class="og-legend-row">
-          <span class="og-legend-chip" style="background: #16a34a"></span>
-          <span>Expected outer frame bounds</span>
-        </div>
-        <div class="og-legend-row">
-          <span class="og-legend-chip" style="background: #d97706"></span>
-          <span>Expected inner opening bounds</span>
-        </div>
-      </div>
-
-      <label class="og-control-row" data-control="opening-width">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Opening Width</span>
-          <code class="og-control-value" data-value>1.20</code>
-        </div>
-        <div class="og-control-range">
-          <input data-range type="range" min="0.6" max="3.5" step="0.02" value="1.2" />
-          <input data-number type="number" min="0.6" max="3.5" step="0.02" value="1.2" />
-        </div>
-      </label>
-
-      <label class="og-control-row" data-control="frame-height">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Frame Height</span>
-          <code class="og-control-value" data-value>1.00</code>
-        </div>
-        <div class="og-control-range">
-          <input data-range type="range" min="0.5" max="3.0" step="0.02" value="1.0" />
-          <input data-number type="number" min="0.5" max="3.0" step="0.02" value="1.0" />
-        </div>
-      </label>
-
-      <label class="og-control-row" data-control="frame-width">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Frame Width</span>
-          <code class="og-control-value" data-value>0.12</code>
-        </div>
-        <div class="og-control-range">
-          <input data-range type="range" min="0.04" max="0.4" step="0.01" value="0.12" />
-          <input data-number type="number" min="0.04" max="0.4" step="0.01" value="0.12" />
-        </div>
-      </label>
-
-      <label class="og-control-row" data-control="frame-depth">
-        <div class="og-control-header">
-          <span class="og-control-label-chip">Frame Depth</span>
-          <code class="og-control-value" data-value>0.12</code>
-        </div>
-        <div class="og-control-range">
-          <input data-range type="range" min="0.04" max="0.5" step="0.01" value="0.12" />
-          <input data-number type="number" min="0.04" max="0.5" step="0.01" value="0.12" />
-        </div>
-      </label>
-
-      <div class="og-metrics" id="metrics"></div>
-    </aside>
-
-    <div id="app"></div>
-
-    <script type="module">
-      import "../src/styles/theme.css";
-      import * as THREE from "three";
-      import { OrbitControls } from "three/examples/jsm/controls/OrbitControls.js";
-      import Stats from "three/examples/jsm/libs/stats.module.js";
-      import wasmUrl from "../../../opengeometry/pkg/opengeometry_bg.wasm?url";
-      import { OpenGeometry, Polyline, Sweep, Vector3 } from "opengeometry";
-
-      const app = document.getElementById("app");
-      const metricsRoot = document.getElementById("metrics");
-      if (!app || !metricsRoot) {
-        throw new Error("Missing required page containers");
-      }
-
-      const state = {
-        openingWidth: 1.2,
-        frameHeight: 1.0,
-        frameWidth: 0.12,
-        frameDepth: 0.12,
-        sillHeight: 0.95,
-      };
-
-      const epsilon = 1.0e-6;
-      const metricFields = [
-        { key: "outerWidth", label: "Outer Width" },
-        { key: "innerWidth", label: "Inner Width" },
-        { key: "outerHeight", label: "Outer Height" },
-        { key: "innerHeight", label: "Inner Height" },
-      ];
-
-      let frameSweep = null;
-      let centerlineGuide = null;
-      let outerGuide = null;
-      let innerGuide = null;
-      let openingPlane = null;
-
-      function formatNumber(value) {
-        return Number(value).toFixed(4).replace(/\.?0+$/, "");
-      }
-
-      function clonePoints(points) {
-        return points.map((point) => point.clone());
-      }
-
-      function createClosedLoop(width, height, baseHeight, zOffset = 0) {
-        return [
-          new Vector3(-width * 0.5, baseHeight, zOffset),
-          new Vector3(-width * 0.5, baseHeight + height, zOffset),
-          new Vector3(width * 0.5, baseHeight + height, zOffset),
-          new Vector3(width * 0.5, baseHeight, zOffset),
-          new Vector3(-width * 0.5, baseHeight, zOffset),
-        ];
-      }
-
-      function createWindowFramePath() {
-        const halfOpeningWidth = state.openingWidth * 0.5;
-        const halfFrameWidth = state.frameWidth * 0.5;
-        const x = halfOpeningWidth + halfFrameWidth;
-        const bottom = state.sillHeight - halfFrameWidth;
-        const top = state.sillHeight + state.frameHeight + halfFrameWidth;
-
-        return [
-          new Vector3(-x, bottom, 0),
-          new Vector3(-x, top, 0),
-          new Vector3(x, top, 0),
-          new Vector3(x, bottom, 0),
-          new Vector3(-x, bottom, 0),
-        ];
-      }
-
-      function createFrameProfile() {
-        const halfFrameWidth = state.frameWidth * 0.5;
-        const halfFrameDepth = state.frameDepth * 0.5;
-        return [
-          new Vector3(-halfFrameWidth, 0, -halfFrameDepth),
-          new Vector3(-halfFrameWidth, 0, halfFrameDepth),
-          new Vector3(halfFrameWidth, 0, halfFrameDepth),
-          new Vector3(halfFrameWidth, 0, -halfFrameDepth),
-          new Vector3(-halfFrameWidth, 0, -halfFrameDepth),
-        ];
-      }
-
-      function expectedDimensions() {
-        return {
-          outerWidth: state.openingWidth + state.frameWidth * 2,
-          innerWidth: state.openingWidth,
-          outerHeight: state.frameHeight + state.frameWidth * 2,
-          innerHeight: state.frameHeight,
-        };
-      }
-
-      function uniqueSorted(values) {
-        const ordered = [...values].sort((lhs, rhs) => lhs - rhs);
-        const unique = [];
-        ordered.forEach((value) => {
-          const last = unique[unique.length - 1];
-          if (last !== undefined && Math.abs(value - last) <= epsilon) {
-            return;
-          }
-          unique.push(value);
-        });
-        return unique;
-      }
-
-      function observedDimensions() {
-        const brep = frameSweep.getBrep();
-        const xs = uniqueSorted(brep.vertices.map((vertex) => vertex.position.x));
-        const ys = uniqueSorted(brep.vertices.map((vertex) => vertex.position.y));
-
-        if (xs.length < 4 || ys.length < 4) {
-          throw new Error("Window frame sweep should expose four x bands and four y bands.");
-        }
-
-        return {
-          outerWidth: xs[xs.length - 1] - xs[0],
-          innerWidth: xs[xs.length - 2] - xs[1],
-          outerHeight: ys[ys.length - 1] - ys[0],
-          innerHeight: ys[ys.length - 2] - ys[1],
-        };
-      }
-
-      function ensureMetricRows() {
-        if (metricsRoot.children.length > 0) {
-          return;
-        }
-
-        metricFields.forEach(({ key, label }) => {
-          const row = document.createElement("div");
-          row.className = "og-metric-row";
-          row.dataset.metric = key;
-          row.innerHTML = `
-            <div class="og-metric-head">
-              <span class="og-metric-label">${label}</span>
-              <span class="og-metric-status" data-state>Aligned</span>
-            </div>
-            <div class="og-metric-values">
-              <div class="og-metric-value">
-                <span>Expected</span>
-                <code data-expected>0</code>
-              </div>
-              <div class="og-metric-value">
-                <span>Observed</span>
-                <code data-observed>0</code>
-              </div>
-              <div class="og-metric-value">
-                <span>Delta</span>
-                <code data-delta>0</code>
-              </div>
-            </div>
-          `;
-          metricsRoot.appendChild(row);
-        });
-      }
-
-      function updateMetrics() {
-        ensureMetricRows();
-        const expected = expectedDimensions();
-        const observed = observedDimensions();
-
-        metricFields.forEach(({ key }) => {
-          const row = metricsRoot.querySelector(`[data-metric="${key}"]`);
-          if (!row) {
-            return;
-          }
-
-          const delta = observed[key] - expected[key];
-          const status = row.querySelector("[data-state]");
-          const expectedNode = row.querySelector("[data-expected]");
-          const observedNode = row.querySelector("[data-observed]");
-          const deltaNode = row.querySelector("[data-delta]");
-
-          expectedNode.textContent = formatNumber(expected[key]);
-          observedNode.textContent = formatNumber(observed[key]);
-          deltaNode.textContent = formatNumber(delta);
-
-          const withinTolerance = Math.abs(delta) <= epsilon * 20;
-          status.textContent = withinTolerance ? "Aligned" : "Drift";
-          status.dataset.state = withinTolerance ? "ok" : "drift";
-        });
-      }
-
-      function createGuide(points, color) {
-        return new Polyline({
-          points: clonePoints(points),
-          color,
-        });
-      }
-
-      function updateOpeningPlane(expected) {
-        const zOffset = -state.frameDepth * 0.35;
-        if (!openingPlane) {
-          openingPlane = new THREE.Mesh(
-            new THREE.PlaneGeometry(expected.innerWidth, expected.innerHeight),
-            new THREE.MeshStandardMaterial({
-              color: 0x8ecae6,
-              transparent: true,
-              opacity: 0.18,
-              side: THREE.DoubleSide,
-            })
-          );
-          openingPlane.renderOrder = 0;
-          scene.add(openingPlane);
-        } else {
-          openingPlane.geometry.dispose();
-          openingPlane.geometry = new THREE.PlaneGeometry(expected.innerWidth, expected.innerHeight);
-        }
-
-        openingPlane.position.set(0, state.sillHeight + state.frameHeight * 0.5, zOffset);
-      }
-
-      function updateGeometry() {
-        const framePath = createWindowFramePath();
-        const frameProfile = createFrameProfile();
-        const expected = expectedDimensions();
-        const guideZ = state.frameDepth * 0.68 + 0.02;
-        const outerGuidePoints = createClosedLoop(
-          expected.outerWidth,
-          expected.outerHeight,
-          state.sillHeight - state.frameWidth,
-          guideZ
-        );
-        const innerGuidePoints = createClosedLoop(
-          expected.innerWidth,
-          expected.innerHeight,
-          state.sillHeight,
-          guideZ
-        );
-
-        frameSweep.setConfig({
-          path: clonePoints(framePath),
-          profile: clonePoints(frameProfile),
-          color: 0x2f2f2f,
-          outlineWidth: 2,
-        });
-        frameSweep.outline = true;
-
-        centerlineGuide.setConfig({
-          points: clonePoints(framePath),
-          color: 0x111827,
-        });
-        outerGuide.setConfig({
-          points: clonePoints(outerGuidePoints),
-          color: 0x16a34a,
-        });
-        innerGuide.setConfig({
-          points: clonePoints(innerGuidePoints),
-          color: 0xd97706,
-        });
-
-        updateOpeningPlane(expected);
-        updateMetrics();
-
-        console.groupCollapsed("[window-frame-sweep] updated");
-        console.log("Path", framePath);
-        console.log("Profile", frameProfile);
-        console.log("Expected", expected);
-        console.log("Observed", observedDimensions());
-        console.groupEnd();
-      }
-
-      function attachNumberControl(name, onChange) {
-        const row = document.querySelector(`[data-control="${name}"]`);
-        const range = row?.querySelector("[data-range]");
-        const number = row?.querySelector("[data-number]");
-        const value = row?.querySelector("[data-value]");
-
-        if (!row || !range || !number || !value) {
-          throw new Error(`Missing number control: ${name}`);
-        }
-
-        const commit = (nextValue) => {
-          const parsed = Number(nextValue);
-          number.setCustomValidity("");
-          if (String(nextValue).trim() === "" || !Number.isFinite(parsed)
-            || (number.min !== "" && parsed < Number(number.min))
-            || (number.max !== "" && parsed > Number(number.max))) {
-            number.setCustomValidity("Enter a finite value within the displayed limits.");
-            number.reportValidity();
-            return;
-          }
-
-          range.value = String(parsed);
-          number.value = String(parsed);
-          value.textContent = formatNumber(parsed);
-          onChange(parsed);
-        };
-
-        range.addEventListener("input", () => commit(range.value));
-        number.addEventListener("input", () => commit(number.value));
-        commit(range.value);
-      }
-
-      let scene;
-
-      async function main() {
-        scene = new THREE.Scene();
-        scene.background = new THREE.Color(0xeef2ff);
-
-        const camera = new THREE.PerspectiveCamera(
-          52,
-          window.innerWidth / window.innerHeight,
-          0.1,
-          100
-        );
-        camera.position.set(0.8, 2.6, 9.2);
-
-        const renderer = new THREE.WebGLRenderer({ antialias: true });
-        renderer.setPixelRatio(window.devicePixelRatio);
-        renderer.setSize(window.innerWidth, window.innerHeight);
-        app.replaceChildren(renderer.domElement);
-
-        const stats = new Stats();
-        stats.showPanel(0);
-        stats.dom.style.position = "fixed";
-        stats.dom.style.left = "12px";
-        stats.dom.style.bottom = "12px";
-        stats.dom.style.top = "auto";
-        stats.dom.style.zIndex = "1000";
-        document.body.appendChild(stats.dom);
-
-        const controls = new OrbitControls(camera, renderer.domElement);
-        controls.enableDamping = true;
-        controls.target.set(0, 1.55, 0);
-        controls.update();
-
-        scene.add(new THREE.GridHelper(16, 16, 0x4460ff, 0xd5ddff));
-        scene.add(new THREE.AmbientLight(0xffffff, 0.82));
-
-        const light = new THREE.DirectionalLight(0xffffff, 1.14);
-        light.position.set(6, 8, 5);
-        scene.add(light);
-
-        await OpenGeometry.create({ wasmURL: wasmUrl });
-
-        frameSweep = new Sweep({
-          path: clonePoints(createWindowFramePath()),
-          profile: clonePoints(createFrameProfile()),
-          color: 0x2f2f2f,
-          outlineWidth: 2,
-        });
-        frameSweep.outline = true;
-        scene.add(frameSweep);
-
-        centerlineGuide = createGuide(createWindowFramePath(), 0x111827);
-        outerGuide = createGuide(createClosedLoop(1, 1, 0), 0x16a34a);
-        innerGuide = createGuide(createClosedLoop(1, 1, 0), 0xd97706);
-        scene.add(centerlineGuide);
-        scene.add(outerGuide);
-        scene.add(innerGuide);
-
-        attachNumberControl("opening-width", (value) => {
-          state.openingWidth = value;
-          updateGeometry();
-        });
-        attachNumberControl("frame-height", (value) => {
-          state.frameHeight = value;
-          updateGeometry();
-        });
-        attachNumberControl("frame-width", (value) => {
-          state.frameWidth = value;
-          updateGeometry();
-        });
-        attachNumberControl("frame-depth", (value) => {
-          state.frameDepth = value;
-          updateGeometry();
-        });
-
-        updateGeometry();
-
-        renderer.setAnimationLoop(() => {
-          stats.update();
-          controls.update();
-          renderer.render(scene, camera);
-        });
-
-        window.addEventListener("resize", () => {
-          camera.aspect = window.innerWidth / window.innerHeight;
-          camera.updateProjectionMatrix();
-          renderer.setSize(window.innerWidth, window.innerHeight);
-        });
-      }
-
-      void main();
-    </script>
-  </body>
-</html>
diff --git a/main/opengeometry-three/examples-vite/shared/controls.ts b/main/opengeometry-three/examples-vite/shared/controls.ts
new file mode 100644
index 0000000..30b98db
--- /dev/null
+++ b/main/opengeometry-three/examples-vite/shared/controls.ts
@@ -0,0 +1,26 @@
+import { requiredElement } from './dom';
+
+export type NumberControl = { range: HTMLInputElement; number: HTMLInputElement; value: HTMLElement };
+
+export function numberControl(name: string): NumberControl {
+  const row = requiredElement(`[data-control="${name}"]`, HTMLElement);
+  return {
+    range: requiredElement('[data-range]', HTMLInputElement, row),
+    number: requiredElement('[data-number]', HTMLInputElement, row),
+    value: requiredElement('[data-value]', HTMLElement, row),
+  };
+}
+
+export function onNumberInput(control: NumberControl, accept: (value: number) => void): void {
+  const commit = (raw: string): void => {
+    const parsed = Number(raw);
+    if (raw.trim() === '' || !Number.isFinite(parsed)) return;
+    if (parsed < Number(control.range.min) || parsed > Number(control.range.max)) return;
+    control.range.value = String(parsed);
+    control.number.value = String(parsed);
+    control.value.textContent = parsed.toFixed(2).replace(/\.?0+$/, '');
+    accept(parsed);
+  };
+  control.range.addEventListener('input', () => { commit(control.range.value); });
+  control.number.addEventListener('input', () => { commit(control.number.value); });
+}
diff --git a/main/opengeometry-three/examples-vite/shared/dom.ts b/main/opengeometry-three/examples-vite/shared/dom.ts
new file mode 100644
index 0000000..1081aeb
--- /dev/null
+++ b/main/opengeometry-three/examples-vite/shared/dom.ts
@@ -0,0 +1,9 @@
+export function requiredElement<T extends Element>(
+  selector: string,
+  type: abstract new () => T,
+  parent: ParentNode = document,
+): T {
+  const element = parent.querySelector(selector);
+  if (!(element instanceof type)) throw new Error(`Example page has no ${type.name} at ${selector}`);
+  return element;
+}
diff --git a/main/opengeometry-three/examples-vite/shared/fps.ts b/main/opengeometry-three/examples-vite/shared/fps.ts
new file mode 100644
index 0000000..f34a816
--- /dev/null
+++ b/main/opengeometry-three/examples-vite/shared/fps.ts
@@ -0,0 +1,29 @@
+import type * as THREE from 'three';
+import type { OrbitControls } from 'three/examples/jsm/controls/OrbitControls.js';
+import Stats from 'three/examples/jsm/libs/stats.module.js';
+
+export function startFpsMeter(
+  renderer: THREE.WebGLRenderer,
+  scene: THREE.Scene,
+  camera: THREE.Camera,
+  controls: OrbitControls,
+): () => void {
+  const stats = new Stats();
+  stats.showPanel(0);
+  stats.dom.style.position = 'fixed';
+  stats.dom.style.left = '12px';
+  stats.dom.style.bottom = '12px';
+  stats.dom.style.top = 'auto';
+  stats.dom.style.zIndex = '1000';
+  document.body.append(stats.dom);
+  renderer.setAnimationLoop(() => {
+    if (document.hidden) return;
+    controls.update();
+    renderer.render(scene, camera);
+    stats.update();
+  });
+  return () => {
+    renderer.setAnimationLoop(null);
+    stats.dom.remove();
+  };
+}
diff --git a/main/opengeometry-three/examples-vite/shared/kernel.ts b/main/opengeometry-three/examples-vite/shared/kernel.ts
new file mode 100644
index 0000000..f9a9b95
--- /dev/null
+++ b/main/opengeometry-three/examples-vite/shared/kernel.ts
@@ -0,0 +1,9 @@
+import { OpenGeometry } from '../../../dist/index.js';
+
+export async function bootExample(base: string): Promise<void> {
+  const wasmURL = new URL(`${base}opengeometry_bg.wasm`, document.baseURI);
+  const workerURL = new URL(`${base}tessellation-worker.js`, document.baseURI);
+  const module = await WebAssembly.compileStreaming(fetch(wasmURL));
+  const backend = new URLSearchParams(location.search).get('backend') === 'inline' ? 'inline' : 'worker';
+  await OpenGeometry.create({ wasmModule: module }, { workerURL, tessellation: backend });
+}
diff --git a/main/opengeometry-three/examples-vite/shared/unload.ts b/main/opengeometry-three/examples-vite/shared/unload.ts
new file mode 100644
index 0000000..b489dbe
--- /dev/null
+++ b/main/opengeometry-three/examples-vite/shared/unload.ts
@@ -0,0 +1,29 @@
+import type * as THREE from 'three';
+import type { OrbitControls } from 'three/examples/jsm/controls/OrbitControls.js';
+import { OpenGeometry } from '../../../dist/index.js';
+
+export type ExampleResources = {
+  resizeObserver: ResizeObserver;
+  stopFpsMeter: () => void;
+  unsubscribeError: () => void;
+  controls: OrbitControls;
+  renderer: THREE.WebGLRenderer;
+};
+
+export function releaseOnUnload(
+  resources: ExampleResources,
+  cancelUpdate: () => void,
+  disposeBodies: () => void,
+): void {
+  window.addEventListener('beforeunload', () => {
+    cancelUpdate();
+    resources.resizeObserver.disconnect();
+    resources.stopFpsMeter();
+    resources.unsubscribeError();
+    resources.controls.dispose();
+    disposeBodies();
+    OpenGeometry.reset();
+    resources.renderer.dispose();
+    resources.renderer.forceContextLoss();
+  }, { once: true });
+}
diff --git a/main/opengeometry-three/examples-vite/shared/viewport.ts b/main/opengeometry-three/examples-vite/shared/viewport.ts
new file mode 100644
index 0000000..c472940
--- /dev/null
+++ b/main/opengeometry-three/examples-vite/shared/viewport.ts
@@ -0,0 +1,30 @@
+import type * as THREE from 'three';
+
+export type ExampleView = { resetView(): void; render(): void };
+
+export function fitRenderer(
+  container: HTMLElement,
+  camera: THREE.PerspectiveCamera,
+  renderer: THREE.WebGLRenderer,
+): number {
+  const width = Math.max(1, container.clientWidth);
+  const height = Math.max(1, container.clientHeight);
+  camera.aspect = width / height;
+  camera.updateProjectionMatrix();
+  renderer.setSize(width, height, false);
+  return width;
+}
+
+export function narrowAwareResize(
+  container: HTMLElement,
+  camera: THREE.PerspectiveCamera,
+  renderer: THREE.WebGLRenderer,
+  view: ExampleView,
+): () => void {
+  let previousNarrow: boolean | undefined;
+  return () => {
+    const narrow = fitRenderer(container, camera, renderer) < 700;
+    if (previousNarrow !== narrow) { previousNarrow = narrow; view.resetView(); }
+    else view.render();
+  };
+}
diff --git a/main/opengeometry-three/examples-vite/showcase/boolean.ts b/main/opengeometry-three/examples-vite/showcase/boolean.ts
new file mode 100644
index 0000000..af3372d
--- /dev/null
+++ b/main/opengeometry-three/examples-vite/showcase/boolean.ts
@@ -0,0 +1,156 @@
+import * as THREE from 'three';
+import { OrbitControls } from 'three/examples/jsm/controls/OrbitControls.js';
+import { numberControl, onNumberInput } from '../shared/controls';
+import { requiredElement } from '../shared/dom';
+import { startFpsMeter } from '../shared/fps';
+import { bootExample } from '../shared/kernel';
+import { releaseOnUnload } from '../shared/unload';
+import { narrowAwareResize } from '../shared/viewport';
+import {
+  OpenGeometry, Solid,
+  OG_OPERATION_INTERSECT, OG_OPERATION_SUBTRACT, OG_OPERATION_UNION,
+  OG_PRIMITIVE_CUBOID, OG_TRANSFORM_TRANSLATE,
+} from '../../../dist/index.js';
+
+const VIEWPORT = requiredElement('#app', HTMLDivElement);
+const STATUS = requiredElement('#status', HTMLElement);
+const OPERATION_INPUT = requiredElement('[data-control="operation"] [data-select]', HTMLSelectElement);
+const OFFSET = numberControl('offset-x');
+const REPORT = requiredElement('#result-report', HTMLElement);
+const ERROR_READOUT = requiredElement('#error', HTMLElement);
+await bootExample('./');
+
+const SCENE = new THREE.Scene();
+SCENE.background = new THREE.Color(0xeef2ff);
+SCENE.add(new THREE.HemisphereLight(0xffffff, 0x526070, 2));
+const LIGHT = new THREE.DirectionalLight(0xffffff, 2);
+LIGHT.position.set(5, 8, 5);
+SCENE.add(LIGHT);
+SCENE.add(new THREE.GridHelper(30, 30, 0x4460ff, 0xd5ddff));
+const CAMERA = new THREE.PerspectiveCamera(48, 1, 0.1, 100);
+const RENDERER = new THREE.WebGLRenderer({ antialias: true });
+RENDERER.setPixelRatio(Math.min(window.devicePixelRatio || 1, 1.5));
+VIEWPORT.append(RENDERER.domElement);
+const CONTROLS = new OrbitControls(CAMERA, RENDERER.domElement);
+CONTROLS.enableDamping = false;
+CONTROLS.minDistance = 4;
+CONTROLS.maxDistance = 35;
+
+type BooleanBodies = { host: Solid; tool: Solid; result: Solid };
+
+let revision = 0;
+let current: BooleanBodies | undefined;
+let updateFrame = 0;
+
+function disposeBodies(bodies: Solid[]): void { bodies.slice().reverse().forEach((body) => { body.dispose(); }); }
+
+function createExample(): BooleanBodies {
+  const id = ++revision;
+  const created: Solid[] = [];
+  try {
+    const host = new Solid(OG_PRIMITIVE_CUBOID, { width: 2, height: 2, depth: 2 }, { ogId: `host-${String(id)}` });
+    created.push(host);
+    const tool = new Solid(OG_PRIMITIVE_CUBOID, { width: 2, height: 2, depth: 2 }, { ogId: `tool-${String(id)}` });
+    created.push(tool);
+    tool.transform(OG_TRANSFORM_TRANSLATE, { offset: [Number(OFFSET.range.value), 0.4, 0.4] });
+    const result = host.duplicate({ ogId: `result-${String(id)}` });
+    created.push(result);
+    const operation = OPERATION_INPUT.value === 'union' ? OG_OPERATION_UNION
+      : OPERATION_INPUT.value === 'intersection' ? OG_OPERATION_INTERSECT : OG_OPERATION_SUBTRACT;
+    result.operate(operation, { tools: [tool] });
+    host.transform(OG_TRANSFORM_TRANSLATE, { offset: [-4, 0, -1] });
+    tool.transform(OG_TRANSFORM_TRANSLATE, { offset: [-4, 0, -1] });
+    result.transform(OG_TRANSFORM_TRANSLATE, { offset: [3, 0, -1] });
+    host.setAppearance({ color: 0xdc2626, opacity: 0.6, outline: true, deflection: 0.01 });
+    tool.setAppearance({ color: 0xf97316, opacity: 0.6, outline: true, deflection: 0.01 });
+    const override = OPERATION_INPUT.value === 'subtraction-override';
+    result.setAppearance({
+      color: override ? 0x22c55e : 0xdc2626, opacity: override ? 0.6 : 1, outline: true, deflection: 0.01,
+    });
+    return { host, tool, result };
+  } catch (error) {
+    disposeBodies(created);
+    throw error;
+  }
+}
+
+function render(): void { RENDERER.render(SCENE, CAMERA); }
+
+function resetView(): void {
+  const narrow = VIEWPORT.clientWidth < 700;
+  CAMERA.position.set(narrow ? 9 : 8, narrow ? 6 : 5, narrow ? 19 : 12);
+  CONTROLS.target.set(-0.1, 1, 0);
+  CONTROLS.update();
+  render();
+}
+
+const RESIZE = narrowAwareResize(VIEWPORT, CAMERA, RENDERER, { resetView, render });
+
+function rebuild(): void {
+  let next: BooleanBodies | undefined;
+  const started = performance.now();
+  try {
+    next = createExample();
+    SCENE.add(next.host, next.tool, next.result);
+    SCENE.updateMatrixWorld(true);
+    OpenGeometry.flush({ geometry: 'sync' });
+    if ([next.host, next.tool, next.result].some((body) => body.record?.revision !== body.lastInfo.shapeRevision)) {
+      throw new Error('Boolean geometry did not finish');
+    }
+    const previous = current;
+    current = next;
+    if (previous) disposeBodies([previous.host, previous.tool, previous.result]);
+    REPORT.textContent = JSON.stringify(next.result.getReport(), null, 2);
+    ERROR_READOUT.textContent = '';
+    const selected = OPERATION_INPUT.selectedOptions[0];
+    if (!selected) throw new Error('No Boolean operation is selected');
+    const faces = String(next.result.getBrep().topology.faces.length);
+    const elapsed = (performance.now() - started).toFixed(1);
+    STATUS.textContent = `${selected.text} ready · ${faces} faces · ${elapsed} ms`;
+  } catch (error) {
+    if (next && next !== current) disposeBodies([next.host, next.tool, next.result]);
+    ERROR_READOUT.textContent = `Previous result retained. ${String(error)}`;
+    STATUS.textContent = 'Boolean error';
+  }
+}
+
+function scheduleRebuild(): void {
+  if (updateFrame) return;
+  updateFrame = window.requestAnimationFrame(() => { updateFrame = 0; rebuild(); });
+}
+
+function rebuildNow(): void {
+  if (updateFrame) window.cancelAnimationFrame(updateFrame);
+  updateFrame = 0;
+  rebuild();
+}
+
+OPERATION_INPUT.addEventListener('change', scheduleRebuild);
+onNumberInput(OFFSET, () => { scheduleRebuild(); });
+OFFSET.range.addEventListener('change', rebuildNow);
+OFFSET.number.addEventListener('change', rebuildNow);
+
+const RESIZE_OBSERVER = new ResizeObserver(RESIZE);
+RESIZE_OBSERVER.observe(VIEWPORT);
+CONTROLS.addEventListener('start', () => { OpenGeometry.setCameraMotion(true); });
+CONTROLS.addEventListener('end', () => { OpenGeometry.setCameraMotion(false); render(); });
+const UNSUBSCRIBE_ERROR = OpenGeometry.on('error', (error) => {
+  STATUS.textContent = `Geometry error: ${String(error)}`;
+});
+RESIZE();
+resetView();
+rebuild();
+const STOP_FPS_METER = startFpsMeter(RENDERER, SCENE, CAMERA, CONTROLS);
+
+(window as typeof window & { __ogBooleanExample?: unknown }).__ogBooleanExample = {
+  camera: CAMERA, controls: CONTROLS, renderer: RENDERER,
+  get current() { return current; },
+  render, rebuild,
+};
+
+releaseOnUnload({
+  resizeObserver: RESIZE_OBSERVER, stopFpsMeter: STOP_FPS_METER, unsubscribeError: UNSUBSCRIBE_ERROR,
+  controls: CONTROLS, renderer: RENDERER,
+}, () => { if (updateFrame) window.cancelAnimationFrame(updateFrame); }, () => {
+  if (current) disposeBodies([current.host, current.tool, current.result]);
+});
diff --git a/main/opengeometry-three/examples-vite/showcase/main.ts b/main/opengeometry-three/examples-vite/showcase/main.ts
new file mode 100644
index 0000000..1cf0ec0
--- /dev/null
+++ b/main/opengeometry-three/examples-vite/showcase/main.ts
@@ -0,0 +1,161 @@
+import * as THREE from 'three';
+import { OrbitControls } from 'three/examples/jsm/controls/OrbitControls.js';
+import { requiredElement } from '../shared/dom';
+import { startFpsMeter } from '../shared/fps';
+import { bootExample } from '../shared/kernel';
+import { releaseOnUnload } from '../shared/unload';
+import { fitRenderer } from '../shared/viewport';
+import {
+  OpenGeometry, Solid, SystemAssembly, Wire,
+  OG_OPERATION_EXTRUDE, OG_OPERATION_SUBTRACT, OG_OPERATION_SWEEP,
+  OG_PRIMITIVE_CIRCLE, OG_PRIMITIVE_CUBOID, OG_PRIMITIVE_CYLINDER,
+  OG_PRIMITIVE_POLYLINE, OG_PRIMITIVE_RECTANGLE, OG_TRANSFORM_TRANSLATE,
+} from '../../../dist/index.js';
+
+const VIEWPORT = requiredElement('#viewport', HTMLDivElement);
+const STATUS = requiredElement('#status', HTMLElement);
+const RESET_BUTTON = requiredElement('#reset-view', HTMLButtonElement);
+const EDGES_BUTTON = requiredElement('#toggle-edges', HTMLButtonElement);
+const EXPORT_BUTTON = requiredElement('#export-step', HTMLButtonElement);
+await bootExample('./');
+
+const SCENE = new THREE.Scene();
+SCENE.background = new THREE.Color(0xf1f5f8);
+SCENE.add(new THREE.HemisphereLight(0xffffff, 0x526070, 2));
+const LIGHT = new THREE.DirectionalLight(0xffffff, 2);
+LIGHT.position.set(5, 8, 5);
+SCENE.add(LIGHT);
+const CAMERA = new THREE.PerspectiveCamera(48, 1, 0.1, 100);
+const RENDERER = new THREE.WebGLRenderer({ antialias: true });
+RENDERER.setPixelRatio(Math.min(window.devicePixelRatio || 1, 1.5));
+VIEWPORT.append(RENDERER.domElement);
+const CONTROLS = new OrbitControls(CAMERA, RENDERER.domElement);
+CONTROLS.enableDamping = false;
+CONTROLS.minDistance = 4;
+CONTROLS.maxDistance = 35;
+CONTROLS.maxPolarAngle = Math.PI * 0.93;
+
+const SOLIDS: Solid[] = [];
+const LEVEL = new SystemAssembly({ ogId: 'example-level' });
+const PLACE = (solid: Solid, offset: [number, number, number], color: number): Solid => {
+  solid.transform(OG_TRANSFORM_TRANSLATE, { offset });
+  solid.setAppearance({ color });
+  SOLIDS.push(solid);
+  SCENE.add(solid);
+  return solid;
+};
+
+PLACE(new Solid(OG_PRIMITIVE_CUBOID, { width: 7, height: 0.24, depth: 6 }, { ogId: 'floor' }), [0, -0.24, 0], 0xc7d6df);
+const FLOOR_SURFACE = { width: 6.6, height: 0.07, depth: 5.6 };
+PLACE(new Solid(OG_PRIMITIVE_CUBOID, FLOOR_SURFACE, { ogId: 'floor-surface' }), [0, 0, 0], 0xe5edf1);
+
+const WALL_PROFILE = new Wire(OG_PRIMITIVE_RECTANGLE, { width: 6, breadth: 0.2 }, { ogId: 'wall-profile' });
+const WALL = new Solid(OG_OPERATION_EXTRUDE, { profile: WALL_PROFILE, distance: 3 }, { ogId: 'entry-wall' });
+const OPENING = new Solid(OG_PRIMITIVE_CUBOID, { width: 0.9, height: 2.1, depth: 0.4 }, { ogId: 'door-opening' });
+OPENING.transform(OG_TRANSFORM_TRANSLATE, { offset: [2, 0, 0] });
+WALL.operate(OG_OPERATION_SUBTRACT, { tools: [OPENING] });
+PLACE(WALL, [0, 0, -2.7], 0x7c9db3);
+const SIDE_WALL = { width: 0.2, height: 2.45, depth: 4.9 };
+PLACE(new Solid(OG_PRIMITIVE_CUBOID, SIDE_WALL, { ogId: 'side-wall' }), [-3, 0, 0], 0xa7bcc9);
+
+const RAIL_PATH = new Wire(
+  OG_PRIMITIVE_POLYLINE, { points: [[0, 1, 1], [4, 1, 1], [4, 1, 4]], closed: false }, { ogId: 'rail-path' },
+);
+const RAIL_PROFILE = new Wire(OG_PRIMITIVE_CIRCLE, { radius: 0.055 }, {
+  ogId: 'rail-profile', plane: { origin: [0, 1, 1], normal: [1, 0, 0], xDirection: [0, 0, 1] },
+});
+const RAIL = new Solid(OG_OPERATION_SWEEP, { profile: RAIL_PROFILE, path: RAIL_PATH }, { ogId: 'swept-rail' });
+PLACE(RAIL, [-2, 0, -2.2], 0x2476a5);
+
+const POST_LOCATIONS: [number, number, number][] = [
+  [-2, 0, -1.2], [-1, 0, -1.2], [0, 0, -1.2], [1, 0, -1.2], [2, 0, -1.2],
+  [2, 0, -0.2], [2, 0, 0.8], [2, 0, 1.8],
+];
+const POST = new Solid(OG_PRIMITIVE_CYLINDER, { radius: 0.055, height: 1 }, { ogId: 'rail-post-1' });
+const POSTS = POST_LOCATIONS.map((location, index) => ({
+  solid: index === 0 ? POST : POST.instance({ ogId: `rail-post-${String(index + 1)}` }),
+  location,
+}));
+POSTS.forEach(({ solid, location }) => PLACE(solid, location, 0x2476a5));
+LEVEL.addChild(SOLIDS);
+OPENING.dispose();
+WALL_PROFILE.dispose();
+RAIL_PATH.dispose();
+RAIL_PROFILE.dispose();
+
+const GRID = new THREE.GridHelper(24, 24, 0xc3d1db, 0xd8e1e8);
+GRID.position.y = -0.25;
+SCENE.add(GRID);
+
+function resetView(): void {
+  const mobile = VIEWPORT.clientWidth < 600;
+  const scale = mobile ? 1.45 : 1;
+  CAMERA.position.set(8 * scale, 6 * scale, 10 * scale);
+  CONTROLS.target.set(0, 0.85, 0);
+  CONTROLS.update();
+  render();
+}
+
+function resize(): void {
+  fitRenderer(VIEWPORT, CAMERA, RENDERER);
+  render();
+}
+
+function render(): void { RENDERER.render(SCENE, CAMERA); }
+
+const RESIZE_OBSERVER = new ResizeObserver(resize);
+RESIZE_OBSERVER.observe(VIEWPORT);
+CONTROLS.addEventListener('start', () => { OpenGeometry.setCameraMotion(true); });
+CONTROLS.addEventListener('end', () => { OpenGeometry.setCameraMotion(false); render(); });
+const UNSUBSCRIBE_ERROR = OpenGeometry.on('error', (error) => {
+  STATUS.textContent = `Geometry error: ${String(error)}`;
+});
+RESET_BUTTON.addEventListener('click', resetView);
+EDGES_BUTTON.addEventListener('click', () => {
+  const enabled = EDGES_BUTTON.getAttribute('aria-pressed') !== 'true';
+  EDGES_BUTTON.setAttribute('aria-pressed', String(enabled));
+  EDGES_BUTTON.textContent = enabled ? 'Hide edges' : 'Show edges';
+  SOLIDS.forEach((solid) => { solid.setAppearance({ outline: enabled }); });
+  render();
+});
+async function exportLevel(): Promise<void> {
+  EXPORT_BUTTON.disabled = true;
+  STATUS.textContent = 'Exporting STEP…';
+  try {
+    const result = await OpenGeometry.exportStep({ nodes: [LEVEL], name: 'OpenGeometry 2.5 example' });
+    const url = URL.createObjectURL(new Blob([result.text], { type: 'application/step' }));
+    const link = document.createElement('a');
+    link.href = url;
+    link.download = 'opengeometry-example.step';
+    link.click();
+    setTimeout(() => { URL.revokeObjectURL(url); }, 1000);
+    STATUS.textContent = 'STEP exported';
+  } catch (error) {
+    STATUS.textContent = `Export failed: ${String(error)}`;
+  } finally {
+    EXPORT_BUTTON.disabled = false;
+  }
+}
+EXPORT_BUTTON.addEventListener('click', () => { void exportLevel(); });
+
+resize();
+resetView();
+const READY = await OpenGeometry.settled();
+if (READY.failed.length) throw new Error(`${String(READY.failed.length)} solids failed to tessellate`);
+render();
+STATUS.textContent = `${String(SOLIDS.length)} solids ready · drag to orbit · scroll to zoom`;
+const STOP_FPS_METER = startFpsMeter(RENDERER, SCENE, CAMERA, CONTROLS);
+
+(window as typeof window & { __ogExample?: unknown }).__ogExample = {
+  camera: CAMERA, controls: CONTROLS, renderer: RENDERER, scene: SCENE, solids: SOLIDS, level: LEVEL,
+  render, resetView,
+  exportStep: () => OpenGeometry.exportStep({ nodes: [LEVEL] }),
+};
+
+releaseOnUnload({
+  resizeObserver: RESIZE_OBSERVER, stopFpsMeter: STOP_FPS_METER, unsubscribeError: UNSUBSCRIBE_ERROR,
+  controls: CONTROLS, renderer: RENDERER,
+}, () => undefined, () => {
+  SOLIDS.slice().reverse().forEach((solid) => { solid.dispose(); });
+  LEVEL.dispose();
+});
diff --git a/main/opengeometry-three/examples-vite/showcase/opening.ts b/main/opengeometry-three/examples-vite/showcase/opening.ts
new file mode 100644
index 0000000..f94c66e
--- /dev/null
+++ b/main/opengeometry-three/examples-vite/showcase/opening.ts
@@ -0,0 +1,152 @@
+import * as THREE from 'three';
+import { OrbitControls } from 'three/examples/jsm/controls/OrbitControls.js';
+import { numberControl, onNumberInput } from '../shared/controls';
+import { requiredElement } from '../shared/dom';
+import { startFpsMeter } from '../shared/fps';
+import { bootExample } from '../shared/kernel';
+import { releaseOnUnload } from '../shared/unload';
+import { narrowAwareResize } from '../shared/viewport';
+import {
+  OpenGeometry, Solid,
+  OG_OPERATION_SUBTRACT, OG_PRIMITIVE_CUBOID, OG_TRANSFORM_TRANSLATE,
+} from '../../../dist/index.js';
+
+const VIEWPORT = requiredElement('#app', HTMLDivElement);
+const STATUS = requiredElement('#status', HTMLElement);
+const WIDTH_INPUT = requiredElement('[data-control="width"] [data-range]', HTMLInputElement);
+const HEIGHT_INPUT = requiredElement('[data-control="height"] [data-range]', HTMLInputElement);
+const DEPTH_INPUT = requiredElement('[data-control="depth"] [data-range]', HTMLInputElement);
+const CENTER_INPUT = requiredElement('[data-control="center-y"] [data-range]', HTMLInputElement);
+await bootExample('./');
+
+const SCENE = new THREE.Scene();
+SCENE.background = new THREE.Color(0xeef2ff);
+SCENE.add(new THREE.HemisphereLight(0xffffff, 0x526070, 2));
+const LIGHT = new THREE.DirectionalLight(0xffffff, 2);
+LIGHT.position.set(5, 8, 5);
+SCENE.add(LIGHT);
+SCENE.add(new THREE.GridHelper(20, 20, 0x4460ff, 0xd5ddff));
+const CAMERA = new THREE.PerspectiveCamera(48, 1, 0.1, 100);
+const RENDERER = new THREE.WebGLRenderer({ antialias: true });
+RENDERER.setPixelRatio(Math.min(window.devicePixelRatio || 1, 1.5));
+VIEWPORT.append(RENDERER.domElement);
+const CONTROLS = new OrbitControls(CAMERA, RENDERER.domElement);
+CONTROLS.enableDamping = false;
+CONTROLS.minDistance = 3;
+CONTROLS.maxDistance = 30;
+
+type OpeningBodies = { wall: Solid; cutter: Solid };
+type OpeningValues = { width: number; height: number; depth: number; centerY: number };
+
+let revision = 0;
+let current: OpeningBodies | undefined;
+let updateFrame = 0;
+const VALUES = (): OpeningValues => ({
+  width: Number(WIDTH_INPUT.value), height: Number(HEIGHT_INPUT.value),
+  depth: Number(DEPTH_INPUT.value), centerY: Number(CENTER_INPUT.value),
+});
+
+function createExample(): OpeningBodies {
+  const id = ++revision;
+  const created: Solid[] = [];
+  try {
+    const wallSize = { width: 4.4, height: 3.2, depth: 0.32 };
+    const wall = new Solid(OG_PRIMITIVE_CUBOID, wallSize, { ogId: `wall-${String(id)}` });
+    created.push(wall);
+    const { width, height, depth, centerY } = VALUES();
+    const cutter = new Solid(OG_PRIMITIVE_CUBOID, { width, height, depth }, { ogId: `opening-${String(id)}` });
+    created.push(cutter);
+    cutter.transform(OG_TRANSFORM_TRANSLATE, { offset: [0, centerY - height / 2, 0] });
+    wall.operate(OG_OPERATION_SUBTRACT, { tools: [cutter] });
+    wall.setAppearance({ color: 0xcbd5e1, outline: true, deflection: 0.005 });
+    cutter.setAppearance({ color: 0xf97316, opacity: 0.22, outline: true, deflection: 0.005 });
+    return { wall, cutter };
+  } catch (error) {
+    created.slice().reverse().forEach((body) => { body.dispose(); });
+    throw error;
+  }
+}
+
+function render(): void { RENDERER.render(SCENE, CAMERA); }
+
+function resetView(): void {
+  const narrow = VIEWPORT.clientWidth < 700;
+  CAMERA.position.set(narrow ? 6 : 6, 4.5, narrow ? 12 : 8);
+  CONTROLS.target.set(0, 1.55, 0);
+  CONTROLS.update();
+  render();
+}
+
+const RESIZE = narrowAwareResize(VIEWPORT, CAMERA, RENDERER, { resetView, render });
+
+function finished(body: Solid): boolean {
+  return body.record?.revision === body.lastInfo.shapeRevision;
+}
+
+function rebuild(): void {
+  let next: OpeningBodies | undefined;
+  const started = performance.now();
+  try {
+    next = createExample();
+    SCENE.add(next.wall, next.cutter);
+    SCENE.updateMatrixWorld(true);
+    OpenGeometry.flush({ geometry: 'sync' });
+    if (!finished(next.wall) || !finished(next.cutter)) throw new Error('Opening geometry did not finish');
+    const previous = current;
+    current = next;
+    if (previous) { previous.cutter.dispose(); previous.wall.dispose(); }
+    const faces = String(next.wall.getBrep().topology.faces.length);
+    STATUS.textContent = `Opening ready · ${faces} wall faces · ${(performance.now() - started).toFixed(1)} ms`;
+  } catch (error) {
+    if (next && next !== current) { next.cutter.dispose(); next.wall.dispose(); }
+    STATUS.textContent = `Opening error: ${String(error)}`;
+  }
+}
+
+function scheduleRebuild(): void {
+  if (updateFrame) return;
+  updateFrame = window.requestAnimationFrame(() => { updateFrame = 0; rebuild(); });
+}
+
+function rebuildNow(): void {
+  if (updateFrame) window.cancelAnimationFrame(updateFrame);
+  updateFrame = 0;
+  rebuild();
+}
+
+function attachNumberControl(name: string): void {
+  const control = numberControl(name);
+  onNumberInput(control, () => { scheduleRebuild(); });
+  control.range.addEventListener('change', rebuildNow);
+  control.number.addEventListener('change', rebuildNow);
+}
+
+attachNumberControl('width');
+attachNumberControl('height');
+attachNumberControl('depth');
+attachNumberControl('center-y');
+
+const RESIZE_OBSERVER = new ResizeObserver(RESIZE);
+RESIZE_OBSERVER.observe(VIEWPORT);
+CONTROLS.addEventListener('start', () => { OpenGeometry.setCameraMotion(true); });
+CONTROLS.addEventListener('end', () => { OpenGeometry.setCameraMotion(false); render(); });
+const UNSUBSCRIBE_ERROR = OpenGeometry.on('error', (error) => {
+  STATUS.textContent = `Geometry error: ${String(error)}`;
+});
+RESIZE();
+resetView();
+rebuild();
+const STOP_FPS_METER = startFpsMeter(RENDERER, SCENE, CAMERA, CONTROLS);
+
+(window as typeof window & { __ogOpeningExample?: unknown }).__ogOpeningExample = {
+  camera: CAMERA, controls: CONTROLS, renderer: RENDERER,
+  get current() { return current; },
+  render, rebuild,
+};
+
+releaseOnUnload({
+  resizeObserver: RESIZE_OBSERVER, stopFpsMeter: STOP_FPS_METER, unsubscribeError: UNSUBSCRIBE_ERROR,
+  controls: CONTROLS, renderer: RENDERER,
+}, () => { if (updateFrame) window.cancelAnimationFrame(updateFrame); }, () => {
+  if (current) { current.cutter.dispose(); current.wall.dispose(); }
+});
diff --git a/main/opengeometry-three/examples-vite/showcase/sweep.ts b/main/opengeometry-three/examples-vite/showcase/sweep.ts
new file mode 100644
index 0000000..47e0582
--- /dev/null
+++ b/main/opengeometry-three/examples-vite/showcase/sweep.ts
@@ -0,0 +1,199 @@
+import * as THREE from 'three';
+import { OrbitControls } from 'three/examples/jsm/controls/OrbitControls.js';
+import { numberControl, onNumberInput } from '../shared/controls';
+import { requiredElement } from '../shared/dom';
+import { startFpsMeter } from '../shared/fps';
+import { bootExample } from '../shared/kernel';
+import { releaseOnUnload } from '../shared/unload';
+import { fitRenderer } from '../shared/viewport';
+import {
+  OpenGeometry, Solid, Wire,
+  OG_OPERATION_SWEEP, OG_PRIMITIVE_POLYLINE,
+} from '../../../dist/index.js';
+
+type Point = [number, number, number];
+type Path = [Point, ...Point[]];
+type Frame = {
+  profile: Wire;
+  path: Wire;
+  solid: Solid;
+  guide: THREE.Line<THREE.BufferGeometry, THREE.LineBasicMaterial>;
+  profileGuide: THREE.LineLoop<THREE.BufferGeometry, THREE.LineBasicMaterial>;
+};
+
+const VIEWPORT = requiredElement('#app', HTMLDivElement);
+const STATUS = requiredElement('#status', HTMLElement);
+await bootExample('./');
+
+const SCENE = new THREE.Scene();
+SCENE.background = new THREE.Color(0xeef2ff);
+SCENE.add(new THREE.HemisphereLight(0xffffff, 0x526070, 2));
+const LIGHT = new THREE.DirectionalLight(0xffffff, 2);
+LIGHT.position.set(5, 8, 5);
+SCENE.add(LIGHT);
+const CAMERA = new THREE.PerspectiveCamera(48, 1, 0.1, 100);
+const RENDERER = new THREE.WebGLRenderer({ antialias: true });
+RENDERER.setPixelRatio(Math.min(window.devicePixelRatio || 1, 1.5));
+VIEWPORT.append(RENDERER.domElement);
+const CONTROLS = new OrbitControls(CAMERA, RENDERER.domElement);
+CONTROLS.enableDamping = false;
+CONTROLS.minDistance = 4;
+CONTROLS.maxDistance = 40;
+
+const CONFIG = { topRight: 2.3, topLeft: -1.25, width: 0.24, depth: 0.22 };
+const FRAMES: Frame[] = [];
+const GUIDE_MATERIAL = (color: number): THREE.LineBasicMaterial =>
+  new THREE.LineBasicMaterial({ color, depthTest: false });
+const PROFILE_POINTS = (start: Point, width: number, depth: number): Point[] => [
+  [start[0], start[1] - width / 2, start[2] - depth / 2],
+  [start[0], start[1] + width / 2, start[2] - depth / 2],
+  [start[0], start[1] + width / 2, start[2] + depth / 2],
+  [start[0], start[1] - width / 2, start[2] + depth / 2],
+];
+const PRIMARY_PATH = (): Path => [
+  [-1.6, 0.1, 0], [1.6, 0.1, 0], [1.15, CONFIG.topRight, 0], [CONFIG.topLeft, 1.95, 0],
+];
+
+function setGuide(guide: THREE.Line, points: Point[]): void {
+  guide.geometry.dispose();
+  guide.geometry = new THREE.BufferGeometry().setFromPoints(points.map((point) => new THREE.Vector3(...point)));
+}
+
+function addFrame(id: string, points: Path, width: number, depth: number, color: number, guideColor: number): Frame {
+  const path = new Wire(OG_PRIMITIVE_POLYLINE, { points, closed: false }, { ogId: `${id}-path` });
+  const profile = new Wire(
+    OG_PRIMITIVE_POLYLINE, { points: PROFILE_POINTS(points[0], width, depth), closed: true }, { ogId: `${id}-profile` },
+  );
+  const solid = new Solid(OG_OPERATION_SWEEP, { profile, path }, { ogId: id });
+  solid.setAppearance({ color, outline: true, deflection: 0.01 });
+  const guide = new THREE.Line(new THREE.BufferGeometry(), GUIDE_MATERIAL(guideColor));
+  const profileGuide = new THREE.LineLoop(new THREE.BufferGeometry(), GUIDE_MATERIAL(0xc54b42));
+  guide.position.z = 0.18;
+  guide.renderOrder = 10;
+  profileGuide.position.z = 0.24;
+  profileGuide.renderOrder = 11;
+  setGuide(guide, points);
+  setGuide(profileGuide, PROFILE_POINTS(points[0], width, depth));
+  SCENE.add(solid, guide, profileGuide);
+  const frame = { profile, path, solid, guide, profileGuide };
+  FRAMES.push(frame);
+  return frame;
+}
+
+const PRIMARY = addFrame('adjustable-frame', PRIMARY_PATH(), CONFIG.width, CONFIG.depth, 0x3b82f6, 0x111827);
+const DOOR = addFrame(
+  'door-frame', [[-6.1, 0.1, 0], [-4.3, 0.1, 0], [-4.3, 2.8, 0], [-6.1, 2.8, 0]], 0.2, 0.18, 0xd97706, 0x7c2d12,
+);
+const WINDOW_FRAME = addFrame(
+  'window-frame', [[3.8, 0.75, 0], [6.4, 0.75, 0], [6.1, 2.35, 0], [4.1, 2.1, 0]], 0.18, 0.16, 0x0f766e, 0x134e4a,
+);
+SCENE.add(new THREE.GridHelper(20, 20, 0x4460ff, 0xd5ddff));
+
+function render(): void { RENDERER.render(SCENE, CAMERA); }
+
+function resetView(): void {
+  const narrow = VIEWPORT.clientWidth < 700;
+  DOOR.solid.visible = DOOR.guide.visible = DOOR.profileGuide.visible = !narrow;
+  WINDOW_FRAME.solid.visible = WINDOW_FRAME.guide.visible = WINDOW_FRAME.profileGuide.visible = !narrow;
+  CAMERA.position.set(narrow ? 1 : 0.6, 2.7, narrow ? 15 : 17.5);
+  CONTROLS.target.set(narrow ? 0.6 : 0, 1.35, 0);
+  CONTROLS.update();
+  render();
+}
+
+let previousNarrow: boolean | undefined;
+function resize(): void {
+  const narrow = fitRenderer(VIEWPORT, CAMERA, RENDERER) < 700;
+  DOOR.solid.visible = DOOR.guide.visible = DOOR.profileGuide.visible = !narrow;
+  WINDOW_FRAME.solid.visible = WINDOW_FRAME.guide.visible = WINDOW_FRAME.profileGuide.visible = !narrow;
+  if (previousNarrow !== narrow) {
+    previousNarrow = narrow;
+    resetView();
+  } else render();
+}
+
+let updateFrame = 0;
+function updateSweep(): void {
+  const points = PRIMARY_PATH();
+  const started = performance.now();
+  try {
+    PRIMARY.path.rebuild(OG_PRIMITIVE_POLYLINE, { points, closed: false });
+    PRIMARY.profile.rebuild(OG_PRIMITIVE_POLYLINE, {
+      points: PROFILE_POINTS(points[0], CONFIG.width, CONFIG.depth), closed: true,
+    });
+    PRIMARY.solid.rebuild(OG_OPERATION_SWEEP, { profile: PRIMARY.profile, path: PRIMARY.path });
+    setGuide(PRIMARY.guide, points);
+    setGuide(PRIMARY.profileGuide, PROFILE_POINTS(points[0], CONFIG.width, CONFIG.depth));
+    SCENE.updateMatrixWorld(true);
+    OpenGeometry.flush({ geometry: 'sync' });
+    if (PRIMARY.solid.record?.revision !== PRIMARY.solid.lastInfo.shapeRevision) {
+      throw new Error('Sweep geometry did not finish');
+    }
+    STATUS.textContent = `Sweep ready · ${(performance.now() - started).toFixed(1)} ms`;
+  } catch (error) {
+    STATUS.textContent = `Sweep error: ${String(error)}`;
+  }
+}
+
+function scheduleUpdate(): void {
+  if (updateFrame) return;
+  updateFrame = window.requestAnimationFrame(() => { updateFrame = 0; updateSweep(); });
+}
+
+function updateNow(): void {
+  if (updateFrame) window.cancelAnimationFrame(updateFrame);
+  updateFrame = 0;
+  updateSweep();
+}
+
+function attachNumberControl(name: string, key: keyof typeof CONFIG): void {
+  const control = numberControl(name);
+  onNumberInput(control, (value) => {
+    CONFIG[key] = value;
+    scheduleUpdate();
+  });
+  control.range.addEventListener('change', updateNow);
+  control.number.addEventListener('change', updateNow);
+}
+
+attachNumberControl('top-right-y', 'topRight');
+attachNumberControl('top-left-x', 'topLeft');
+attachNumberControl('frame-width', 'width');
+attachNumberControl('frame-depth', 'depth');
+
+const RESIZE_OBSERVER = new ResizeObserver(resize);
+RESIZE_OBSERVER.observe(VIEWPORT);
+CONTROLS.addEventListener('start', () => { OpenGeometry.setCameraMotion(true); });
+CONTROLS.addEventListener('end', () => { OpenGeometry.setCameraMotion(false); render(); });
+const UNSUBSCRIBE_ERROR = OpenGeometry.on('error', (error) => {
+  STATUS.textContent = `Geometry error: ${String(error)}`;
+});
+
+resize();
+resetView();
+const READY = await OpenGeometry.settled();
+if (READY.failed.length) throw new Error(`${String(READY.failed.length)} sweeps failed to tessellate`);
+render();
+STATUS.textContent = 'Sweep ready';
+const STOP_FPS_METER = startFpsMeter(RENDERER, SCENE, CAMERA, CONTROLS);
+
+(window as typeof window & { __ogSweepExample?: unknown }).__ogSweepExample = {
+  camera: CAMERA, controls: CONTROLS, renderer: RENDERER, frames: FRAMES,
+  render, resetView, updateSweep,
+  exportStep: () => OpenGeometry.exportStep({ nodes: FRAMES.map((frame) => frame.solid) }),
+};
+
+releaseOnUnload({
+  resizeObserver: RESIZE_OBSERVER, stopFpsMeter: STOP_FPS_METER, unsubscribeError: UNSUBSCRIBE_ERROR,
+  controls: CONTROLS, renderer: RENDERER,
+}, () => { if (updateFrame) window.cancelAnimationFrame(updateFrame); }, () => {
+  FRAMES.slice().reverse().forEach((frame) => {
+    frame.solid.dispose();
+    frame.profile.dispose();
+    frame.path.dispose();
+    frame.guide.geometry.dispose();
+    frame.guide.material.dispose();
+    frame.profileGuide.geometry.dispose();
+    frame.profileGuide.material.dispose();
+  });
+});
diff --git a/main/opengeometry-three/examples-vite/sweep.html b/main/opengeometry-three/examples-vite/sweep.html
new file mode 100644
index 0000000..8b5c5bb
--- /dev/null
+++ b/main/opengeometry-three/examples-vite/sweep.html
@@ -0,0 +1,79 @@
+<!DOCTYPE html>
+<html lang="en">
+  <head>
+    <title>OpenGeometry Sweep Example</title>
+    <meta charset="utf-8" />
+    <meta name="viewport" content="width=device-width, initial-scale=1" />
+    <meta name="description" content="Simple OpenGeometry sweep example for Three.js." />
+    <meta name="author" content="Vishwajeet Mane" />
+    <link rel="stylesheet" href="./theme.css" />
+  </head>
+  <body class="og-example-page">
+    <div class="og-badge-title-card">
+      <a href="./index.html" class="og-badge-title-link">Back</a>
+      <span class="og-badge-title">Sweep</span>
+    </div>
+
+    <aside class="og-controls">
+      <h3>Sweep</h3>
+      <p class="og-control-summary">
+        Three open sweep frames: an adjustable skewed frame in blue, a door-like frame in
+        amber, and a window-like frame in teal. The dark polylines show the sweep paths.
+      </p>
+
+      <label class="og-control-row" data-control="top-right-y">
+        <div class="og-control-header">
+          <span class="og-control-label-chip">Top Right Y</span>
+          <code class="og-control-value" data-value>2.3</code>
+        </div>
+        <div class="og-control-range">
+          <input data-range type="range" min="1.4" max="3.2" step="0.05" value="2.3" />
+          <input data-number type="number" min="1.4" max="3.2" step="0.05" value="2.3" />
+        </div>
+      </label>
+
+      <label class="og-control-row" data-control="top-left-x">
+        <div class="og-control-header">
+          <span class="og-control-label-chip">Top Left X</span>
+          <code class="og-control-value" data-value>-1.25</code>
+        </div>
+        <div class="og-control-range">
+          <input data-range type="range" min="-1.8" max="-0.4" step="0.05" value="-1.25" />
+          <input data-number type="number" min="-1.8" max="-0.4" step="0.05" value="-1.25" />
+        </div>
+      </label>
+
+      <label class="og-control-row" data-control="frame-width">
+        <div class="og-control-header">
+          <span class="og-control-label-chip">Frame Width</span>
+          <code class="og-control-value" data-value>0.24</code>
+        </div>
+        <div class="og-control-range">
+          <input data-range type="range" min="0.12" max="0.5" step="0.02" value="0.24" />
+          <input data-number type="number" min="0.12" max="0.5" step="0.02" value="0.24" />
+        </div>
+      </label>
+
+      <label class="og-control-row" data-control="frame-depth">
+        <div class="og-control-header">
+          <span class="og-control-label-chip">Frame Depth</span>
+          <code class="og-control-value" data-value>0.22</code>
+        </div>
+        <div class="og-control-range">
+          <input data-range type="range" min="0.1" max="0.45" step="0.02" value="0.22" />
+          <input data-number type="number" min="0.1" max="0.45" step="0.02" value="0.22" />
+        </div>
+      </label>
+      <p id="status" class="og-control-summary" role="status" aria-live="polite">Loading kernel…</p>
+    </aside>
+
+    <div id="app"></div>
+
+    <script>
+      if (location.protocol === 'file:') document.querySelector('#status').textContent = 'Open this page through the Vite server.';
+      window.addEventListener('error', (event) => { document.querySelector('#status').textContent = `Error: ${event.message}`; }, true);
+      window.addEventListener('unhandledrejection', (event) => { document.querySelector('#status').textContent = `Error: ${String(event.reason)}`; });
+    </script>
+    <script type="module" src="./showcase/sweep.ts"></script>
+  </body>
+</html>
diff --git a/main/opengeometry-three/examples-vite/src/styles/theme.css b/main/opengeometry-three/examples-vite/theme.css
similarity index 80%
rename from main/opengeometry-three/examples-vite/src/styles/theme.css
rename to main/opengeometry-three/examples-vite/theme.css
index bdd826d..a9fc9f6 100644
--- a/main/opengeometry-three/examples-vite/src/styles/theme.css
+++ b/main/opengeometry-three/examples-vite/theme.css
@@ -26,6 +26,7 @@ html,
 body {
   margin: 0;
   width: 100%;
+  height: 100%;
   min-height: 100%;
   background:
     radial-gradient(circle at top left, rgba(68, 96, 255, 0.16), rgba(255, 255, 255, 0)),
@@ -54,6 +55,12 @@ code {
   height: 100%;
 }
 
+#app canvas {
+  display: block;
+  width: 100%;
+  height: 100%;
+}
+
 .og-badge-title-card,
 .og-controls {
   corner-shape: squircle;
@@ -310,3 +317,58 @@ code {
     bottom: 10px;
   }
 }
+
+* { box-sizing: border-box; }
+
+html, body, #app { width: 100%; height: 100%; margin: 0; }
+
+body { overflow: hidden; font: 13px system-ui, sans-serif; }
+
+#app { position: relative; height: 100dvh; }
+
+#viewport { width: 100%; height: 100%; }
+
+#viewport canvas { display: block; width: 100%; height: 100%; touch-action: none; }
+
+#controls {
+  position: absolute;
+  top: 16px;
+  left: 16px;
+  display: flex;
+  flex-wrap: wrap;
+  align-items: center;
+  gap: 8px;
+  max-width: calc(100% - 32px);
+  padding: 8px;
+  border: 1px solid #d8e1e8;
+  border-radius: 9px;
+  background: rgba(255, 255, 255, .94);
+  box-shadow: 0 3px 12px #17304716;
+}
+
+button, .example-link {
+  display: inline-flex;
+  align-items: center;
+  text-decoration: none;
+  min-height: 34px;
+  padding: 0 11px;
+  border: 1px solid #c4d2dc;
+  border-radius: 5px;
+  background: white;
+  color: #173047;
+  font: inherit;
+  cursor: pointer;
+}
+
+button:hover, button[aria-pressed="true"], .example-link:hover { background: #e6f1f8; }
+
+button:focus-visible, .example-link:focus-visible { outline: 2px solid #2e7eb3; outline-offset: 2px; }
+
+button:disabled { opacity: .5; cursor: wait; }
+
+#status { padding: 0 5px; color: #42566a; }
+
+@media (max-width: 560px) {
+  #controls { top: 8px; left: 8px; max-width: calc(100% - 16px); }
+  #status { flex-basis: 100%; padding: 0 3px 2px; }
+}
diff --git a/main/opengeometry-three/examples-vite/tsconfig.json b/main/opengeometry-three/examples-vite/tsconfig.json
index 7561cd8..150a096 100644
--- a/main/opengeometry-three/examples-vite/tsconfig.json
+++ b/main/opengeometry-three/examples-vite/tsconfig.json
@@ -1,18 +1,3 @@
 {
-  "compilerOptions": {
-    "target": "ES2020",
-    "module": "ESNext",
-    "moduleResolution": "Bundler",
-    "strict": true,
-    "baseUrl": ".",
-    "paths": {
-      "@og-three": ["../index.ts"]
-    },
-    "types": ["vite/client"],
-    "allowSyntheticDefaultImports": true,
-    "esModuleInterop": true,
-    "skipLibCheck": true,
-    "noEmit": true
-  },
-  "include": ["src/**/*.ts"]
+  "extends": "../../tsconfig.examples.json"
 }
diff --git a/main/opengeometry-three/examples-vite/vite.config.ts b/main/opengeometry-three/examples-vite/vite.config.ts
new file mode 100644
index 0000000..449c1ad
--- /dev/null
+++ b/main/opengeometry-three/examples-vite/vite.config.ts
@@ -0,0 +1,28 @@
+import { defineConfig } from 'vite';
+
+const ROOT = decodeURIComponent(new URL('.', import.meta.url).pathname);
+
+export default defineConfig({
+  root: ROOT,
+  cacheDir: `../../node_modules/.vite/examples-three-${process.env.OG_THREE_VERSION ?? '168'}`,
+  ...(process.env.OG_THREE_VERSION === '184' ? { resolve: { alias: { three: 'three-184' } } } : {}),
+  publicDir: decodeURIComponent(new URL('../../dist', import.meta.url).pathname),
+  build: {
+    target: 'esnext',
+    outDir: '../examples-dist',
+    emptyOutDir: true,
+    rollupOptions: {
+      input: {
+        index: `${ROOT}/index.html`,
+        sweep: `${ROOT}/sweep.html`,
+        boolean: `${ROOT}/boolean.html`,
+        analyticBoolean: `${ROOT}/operations/analytic-boolean-operations.html`,
+        opening: `${ROOT}/opening.html`,
+        cuboid: `${ROOT}/shapes/cuboid.html`,
+        cylinder: `${ROOT}/shapes/cylinder.html`,
+        stepExport: `${ROOT}/operations/step-export.html`,
+      },
+    },
+  },
+  optimizeDeps: { exclude: ['opengeometry'] },
+});
diff --git a/main/opengeometry-three/index.ts b/main/opengeometry-three/index.ts
index ae4a0d3..9a8b29b 100644
--- a/main/opengeometry-three/index.ts
+++ b/main/opengeometry-three/index.ts
@@ -1,169 +1,7 @@
-/**
- * Public OpenGeometry JavaScript entrypoint.
- */
-import init, {
-  OGAnalyticBrep,
-  OGAnalyticTessellation,
-  WorkPlane,
-  exportBrepToIfc,
-  exportBrepToStep,
-  exportBrepToStl,
-  analyzeProfile,
-  extrudeBrepFaceDirectional,
-  validateAnalyticBrep,
-  tessellate_brep,
-  Vector3,
-} from "../opengeometry/pkg/opengeometry";
-import { SpotLabel } from "./src/markup/spotMarker";
-import { OPEN_GEOMETRY_THREE_VERSION, OpenGeometryOptions } from "./src/base-types";
-
-export type OUTLINE_TYPE = "front" | "side" | "top";
-
-/**
- * Binary STL export payload returned by export helpers.
- */
-export interface OGStlExportResult {
-  bytes: Uint8Array;
-  reportJson: string;
-}
-
-/**
- * STEP text export payload returned by export helpers.
- */
-export interface OGStepExportResult {
-  text: string;
-  reportJson: string;
-}
-
-/**
- * IFC text export payload returned by export helpers.
- */
-export interface OGIfcExportResult {
-  text: string;
-  reportJson: string;
-}
-
-/**
- * Shared runtime entrypoint used to initialize the OpenGeometry wasm module.
- */
-export class OpenGeometry {
-  static version = OPEN_GEOMETRY_THREE_VERSION;
-  static instance: OpenGeometry | null = null;
-
-  private _enableDebug: boolean = false;
-
-  get enableDebug() {
-    return this._enableDebug;
-  }
-
-  /**
-   * Enables or disables debug mode for OpenGeometry.
-   * When enabled, it logs debug information to the console.
-   * Addtionally,
-   * 1. The geometry will be rendered with a semi-transparent material.
-   * 2. The faces will be rendered with a random color.
-   * 3. The normals will be rendered for better visualization.
-   * @param value - A boolean indicating whether to enable or disable debug mode.
-   */
-  set enableDebug(value: boolean) {
-    this._enableDebug = value;
-    if (this._enableDebug) {
-      console.log("OpenGeometry Debug Mode Enabled");
-    }
-  }
-
-  constructor() {}
-
-  /**
-   * Asynchronously initializes the OpenGeometry wasm runtime and returns a
-   * cached singleton instance on subsequent calls.
-   *
-   * Call this before constructing `Vector3` or any kernel-backed wrapper.
-   *
-   * @param options - Configuration object for initializing OpenGeometry.
-   * @returns A promise that resolves to a fully initialized OpenGeometry instance.
-   *
-   * @example
-   * ```ts
-   * await OpenGeometry.create({
-   *   wasmURL: "/opengeometry_bg.wasm",
-   * });
-   * ```
-   */
-  static async create(options: OpenGeometryOptions) {
-    if (!OpenGeometry.instance) {
-      const og = new OpenGeometry();
-      await og.setup(options.wasmURL);
-      OpenGeometry.instance = og;
-    }
-    return OpenGeometry.instance;
-  }
-
-  private async setup(wasmURL?: string) {
-    if (wasmURL) {
-      await init({ module_or_path: wasmURL });
-      return;
-    }
-
-    await init();
-  }
-}
-
-export { exportBrepToIfc, exportBrepToStep, exportBrepToStl };
-export { OGAnalyticBrep, OGAnalyticTessellation };
-export { WorkPlane, analyzeProfile, extrudeBrepFaceDirectional, validateAnalyticBrep };
-export { tessellate_brep };
-export { AnalyticSolid } from "./src/shapes/analytic-solid";
-export { WorldGraph, WorldGraphError, matrixToWorldTransform } from "./src/world/world-graph";
-export type {
-  WorldClash, WorldClashKind, WorldClashOptions, WorldExportedFile, WorldExportedMesh, WorldGraphErrorCode, WorldNodeOptions,
-  WorldProjectedLine, WorldProjectedLines, WorldProjectedScene, WorldProjectedSegment, WorldProjectionView, WorldProximity, WorldTransform,
-} from "./src/world/world-graph";
-export { AnalyticPattern, circularPattern, linearPattern, rectangularPattern } from "./src/shapes/analytic-pattern";
-export type { AnalyticPatternHit, AnalyticPatternInstance } from "./src/shapes/analytic-pattern";
-export type {
-  AnalyticBooleanOp, AnalyticBooleanReport, AnalyticBrepOptions, AnalyticFrame, AnalyticAccuracy, AnalyticAnnularSectorOpening, AnalyticProfileEdge, AnalyticPolygonLoftAlignment, AnalyticProjectionCamera, AnalyticProjectionHlr, AnalyticPrimitiveOptions, AnalyticTessellationStats, AnalyticTessellationOptions, AnalyticStepExport, AnalyticStlExport,
-} from "./src/shapes/analytic-solid";
-
-/**
- * Shared wasm-backed vector type used throughout the public API.
- *
- * Initialize `OpenGeometry.create(...)` before constructing `Vector3`.
- */
-export { Vector3 };
-
-export { SpotLabel };
-
-/**
- * Primitive wrappers (line/polyline/arc/rectangle/curve).
- */
-export * from "./src/primitives/index";
-/**
- * Shape wrappers (polygon/cuboid/cylinder/wedge/opening/sweep/sphere).
- */
-export * from "./src/shapes/index";
-/**
- * Reusable example builders for quickly wiring demo scenes.
- */
-export * from "./src/examples/index";
-/**
- * First-class freeform geometry wrapper around the kernel OGFreeformGeometry API.
- */
-export * from "./src/freeform/index";
-/**
- * Editing helpers that operate on parametric entities and freeform geometry.
- */
-export * from "./src/editor/index";
-/**
- * Kernel-backed modeling operations (incl. analytic polyline offset → regions).
- */
-export * from "./src/operations/index";
-
-export { AnalyticCurve } from "./src/primitives/analytic-curve";
-export type { AnalyticCurveOptions, AnalyticCurveStats } from "./src/primitives/analytic-curve";
-export { AnalyticTessellationWorker } from "./src/rendering/analytic-tessellation";
-export type { AnalyticWorkerOptions, AnalyticTessellationData } from "./src/rendering/analytic-tessellation";
-export { AnalyticLodController, deflectionBucket, worldUnitsPerPixel, uniformScale } from "./src/rendering/analytic-lod";
-export type { AnalyticLodOptions } from "./src/rendering/analytic-lod";
-export { analyticIfcText } from "./src/export/analytic-ifc";
-export type { AnalyticExchangeBodyV2, IfcPreparedValue } from "./src/export/analytic-ifc";
+export { OpenGeometry } from './src/opengeometry';
+export { OGMark } from './src/marks/og-mark';
+export { SystemAssembly } from './src/bodies/system-assembly';
+export { Wire } from './src/bodies/wire';
+export { Solid } from './src/bodies/solid';
+export { OGError } from './src/errors';
+export * from './src/constants/index';
diff --git a/main/opengeometry-three/package-lock.json b/main/opengeometry-three/package-lock.json
deleted file mode 100644
index 78d2249..0000000
--- a/main/opengeometry-three/package-lock.json
+++ /dev/null
@@ -1,307 +0,0 @@
-{
-  "name": "@opengeometry/kernel-three",
-  "version": "2.0.3",
-  "lockfileVersion": 3,
-  "requires": true,
-  "packages": {
-    "": {
-      "name": "@opengeometry/kernel-three",
-      "version": "2.0.3",
-      "license": "MIT",
-      "dependencies": {
-        "@fortawesome/fontawesome-svg-core": "^6.7.2",
-        "@fortawesome/free-solid-svg-icons": "^6.7.2",
-        "@opengeometry/openmaths": "^0.2.3"
-      },
-      "devDependencies": {
-        "typedoc": "^0.28.14"
-      }
-    },
-    "node_modules/@fortawesome/fontawesome-common-types": {
-      "version": "6.7.2",
-      "resolved": "https://registry.npmjs.org/@fortawesome/fontawesome-common-types/-/fontawesome-common-types-6.7.2.tgz",
-      "integrity": "sha512-Zs+YeHUC5fkt7Mg1l6XTniei3k4bwG/yo3iFUtZWd/pMx9g3fdvkSK9E0FOC+++phXOka78uJcYb8JaFkW52Xg==",
-      "license": "MIT",
-      "engines": {
-        "node": ">=6"
-      }
-    },
-    "node_modules/@fortawesome/fontawesome-svg-core": {
-      "version": "6.7.2",
-      "resolved": "https://registry.npmjs.org/@fortawesome/fontawesome-svg-core/-/fontawesome-svg-core-6.7.2.tgz",
-      "integrity": "sha512-yxtOBWDrdi5DD5o1pmVdq3WMCvnobT0LU6R8RyyVXPvFRd2o79/0NCuQoCjNTeZz9EzA9xS3JxNWfv54RIHFEA==",
-      "license": "MIT",
-      "dependencies": {
-        "@fortawesome/fontawesome-common-types": "6.7.2"
-      },
-      "engines": {
-        "node": ">=6"
-      }
-    },
-    "node_modules/@fortawesome/free-solid-svg-icons": {
-      "version": "6.7.2",
-      "resolved": "https://registry.npmjs.org/@fortawesome/free-solid-svg-icons/-/free-solid-svg-icons-6.7.2.tgz",
-      "integrity": "sha512-GsBrnOzU8uj0LECDfD5zomZJIjrPhIlWU82AHwa2s40FKH+kcxQaBvBo3Z4TxyZHIyX8XTDxsyA33/Vx9eFuQA==",
-      "license": "(CC-BY-4.0 AND MIT)",
-      "dependencies": {
-        "@fortawesome/fontawesome-common-types": "6.7.2"
-      },
-      "engines": {
-        "node": ">=6"
-      }
-    },
-    "node_modules/@gerrit0/mini-shiki": {
-      "version": "3.23.0",
-      "resolved": "https://registry.npmjs.org/@gerrit0/mini-shiki/-/mini-shiki-3.23.0.tgz",
-      "integrity": "sha512-bEMORlG0cqdjVyCEuU0cDQbORWX+kYCeo0kV1lbxF5bt4r7SID2l9bqsxJEM0zndaxpOUT7riCyIVEuqq/Ynxg==",
-      "dev": true,
-      "license": "MIT",
-      "dependencies": {
-        "@shikijs/engine-oniguruma": "^3.23.0",
-        "@shikijs/langs": "^3.23.0",
-        "@shikijs/themes": "^3.23.0",
-        "@shikijs/types": "^3.23.0",
-        "@shikijs/vscode-textmate": "^10.0.2"
-      }
-    },
-    "node_modules/@opengeometry/openmaths": {
-      "version": "0.2.3",
-      "resolved": "https://registry.npmjs.org/@opengeometry/openmaths/-/openmaths-0.2.3.tgz",
-      "integrity": "sha512-WgMeBkpjGzSLf6YZHDB6KBqpAoqec9iwLLsY7fPWYxG5+1O1A631Sdgg42RDTSiVtvXRXRNgYiuhI+soqJGshA==",
-      "license": "MIT/Apache-2.0"
-    },
-    "node_modules/@shikijs/engine-oniguruma": {
-      "version": "3.23.0",
-      "resolved": "https://registry.npmjs.org/@shikijs/engine-oniguruma/-/engine-oniguruma-3.23.0.tgz",
-      "integrity": "sha512-1nWINwKXxKKLqPibT5f4pAFLej9oZzQTsby8942OTlsJzOBZ0MWKiwzMsd+jhzu8YPCHAswGnnN1YtQfirL35g==",
-      "dev": true,
-      "license": "MIT",
-      "dependencies": {
-        "@shikijs/types": "3.23.0",
-        "@shikijs/vscode-textmate": "^10.0.2"
-      }
-    },
-    "node_modules/@shikijs/langs": {
-      "version": "3.23.0",
-      "resolved": "https://registry.npmjs.org/@shikijs/langs/-/langs-3.23.0.tgz",
-      "integrity": "sha512-2Ep4W3Re5aB1/62RSYQInK9mM3HsLeB91cHqznAJMuylqjzNVAVCMnNWRHFtcNHXsoNRayP9z1qj4Sq3nMqYXg==",
-      "dev": true,
-      "license": "MIT",
-      "dependencies": {
-        "@shikijs/types": "3.23.0"
-      }
-    },
-    "node_modules/@shikijs/themes": {
-      "version": "3.23.0",
-      "resolved": "https://registry.npmjs.org/@shikijs/themes/-/themes-3.23.0.tgz",
-      "integrity": "sha512-5qySYa1ZgAT18HR/ypENL9cUSGOeI2x+4IvYJu4JgVJdizn6kG4ia5Q1jDEOi7gTbN4RbuYtmHh0W3eccOrjMA==",
-      "dev": true,
-      "license": "MIT",
-      "dependencies": {
-        "@shikijs/types": "3.23.0"
-      }
-    },
-    "node_modules/@shikijs/types": {
-      "version": "3.23.0",
-      "resolved": "https://registry.npmjs.org/@shikijs/types/-/types-3.23.0.tgz",
-      "integrity": "sha512-3JZ5HXOZfYjsYSk0yPwBrkupyYSLpAE26Qc0HLghhZNGTZg/SKxXIIgoxOpmmeQP0RRSDJTk1/vPfw9tbw+jSQ==",
-      "dev": true,
-      "license": "MIT",
-      "dependencies": {
-        "@shikijs/vscode-textmate": "^10.0.2",
-        "@types/hast": "^3.0.4"
-      }
-    },
-    "node_modules/@shikijs/vscode-textmate": {
-      "version": "10.0.2",
-      "resolved": "https://registry.npmjs.org/@shikijs/vscode-textmate/-/vscode-textmate-10.0.2.tgz",
-      "integrity": "sha512-83yeghZ2xxin3Nj8z1NMd/NCuca+gsYXswywDy5bHvwlWL8tpTQmzGeUuHd9FC3E/SBEMvzJRwWEOz5gGes9Qg==",
-      "dev": true,
-      "license": "MIT"
-    },
-    "node_modules/@types/hast": {
-      "version": "3.0.4",
-      "resolved": "https://registry.npmjs.org/@types/hast/-/hast-3.0.4.tgz",
-      "integrity": "sha512-WPs+bbQw5aCj+x6laNGWLH3wviHtoCv/P3+otBhbOhJgG8qtpdAMlTCxLtsTWA7LH1Oh/bFCHsBn0TPS5m30EQ==",
-      "dev": true,
-      "license": "MIT",
-      "dependencies": {
-        "@types/unist": "*"
-      }
-    },
-    "node_modules/@types/unist": {
-      "version": "3.0.3",
-      "resolved": "https://registry.npmjs.org/@types/unist/-/unist-3.0.3.tgz",
-      "integrity": "sha512-ko/gIFJRv177XgZsZcBwnqJN5x/Gien8qNOn0D5bQU/zAzVf9Zt3BlcUiLqhV9y4ARk0GbT3tnUiPNgnTXzc/Q==",
-      "dev": true,
-      "license": "MIT"
-    },
-    "node_modules/argparse": {
-      "version": "2.0.1",
-      "resolved": "https://registry.npmjs.org/argparse/-/argparse-2.0.1.tgz",
-      "integrity": "sha512-8+9WqebbFzpX9OR+Wa6O29asIogeRMzcGtAINdpMHHyAg10f05aSFVBbcEqGf/PXw1EjAZ+q2/bEBg3DvurK3Q==",
-      "dev": true,
-      "license": "Python-2.0"
-    },
-    "node_modules/balanced-match": {
-      "version": "1.0.2",
-      "resolved": "https://registry.npmjs.org/balanced-match/-/balanced-match-1.0.2.tgz",
-      "integrity": "sha512-3oSeUO0TMV67hN1AmbXsK4yaqU7tjiHlbxRDZOpH0KW9+CeX4bRAaX0Anxt0tx2MrpRpWwQaPwIlISEJhYU5Pw==",
-      "dev": true,
-      "license": "MIT"
-    },
-    "node_modules/brace-expansion": {
-      "version": "2.0.2",
-      "resolved": "https://registry.npmjs.org/brace-expansion/-/brace-expansion-2.0.2.tgz",
-      "integrity": "sha512-Jt0vHyM+jmUBqojB7E1NIYadt0vI0Qxjxd2TErW94wDz+E2LAm5vKMXXwg6ZZBTHPuUlDgQHKXvjGBdfcF1ZDQ==",
-      "dev": true,
-      "license": "MIT",
-      "dependencies": {
-        "balanced-match": "^1.0.0"
-      }
-    },
-    "node_modules/entities": {
-      "version": "4.5.0",
-      "resolved": "https://registry.npmjs.org/entities/-/entities-4.5.0.tgz",
-      "integrity": "sha512-V0hjH4dGPh9Ao5p0MoRY6BVqtwCjhz6vI5LT8AJ55H+4g9/4vbHx1I54fS0XuclLhDHArPQCiMjDxjaL8fPxhw==",
-      "dev": true,
-      "license": "BSD-2-Clause",
-      "engines": {
-        "node": ">=0.12"
-      },
-      "funding": {
-        "url": "https://github.com/fb55/entities?sponsor=1"
-      }
-    },
-    "node_modules/linkify-it": {
-      "version": "5.0.0",
-      "resolved": "https://registry.npmjs.org/linkify-it/-/linkify-it-5.0.0.tgz",
-      "integrity": "sha512-5aHCbzQRADcdP+ATqnDuhhJ/MRIqDkZX5pyjFHRRysS8vZ5AbqGEoFIb6pYHPZ+L/OC2Lc+xT8uHVVR5CAK/wQ==",
-      "dev": true,
-      "license": "MIT",
-      "dependencies": {
-        "uc.micro": "^2.0.0"
-      }
-    },
-    "node_modules/lunr": {
-      "version": "2.3.9",
-      "resolved": "https://registry.npmjs.org/lunr/-/lunr-2.3.9.tgz",
-      "integrity": "sha512-zTU3DaZaF3Rt9rhN3uBMGQD3dD2/vFQqnvZCDv4dl5iOzq2IZQqTxu90r4E5J+nP70J3ilqVCrbho2eWaeW8Ow==",
-      "dev": true,
-      "license": "MIT"
-    },
-    "node_modules/markdown-it": {
-      "version": "14.1.1",
-      "resolved": "https://registry.npmjs.org/markdown-it/-/markdown-it-14.1.1.tgz",
-      "integrity": "sha512-BuU2qnTti9YKgK5N+IeMubp14ZUKUUw7yeJbkjtosvHiP0AZ5c8IAgEMk79D0eC8F23r4Ac/q8cAIFdm2FtyoA==",
-      "dev": true,
-      "license": "MIT",
-      "dependencies": {
-        "argparse": "^2.0.1",
-        "entities": "^4.4.0",
-        "linkify-it": "^5.0.0",
-        "mdurl": "^2.0.0",
-        "punycode.js": "^2.3.1",
-        "uc.micro": "^2.1.0"
-      },
-      "bin": {
-        "markdown-it": "bin/markdown-it.mjs"
-      }
-    },
-    "node_modules/mdurl": {
-      "version": "2.0.0",
-      "resolved": "https://registry.npmjs.org/mdurl/-/mdurl-2.0.0.tgz",
-      "integrity": "sha512-Lf+9+2r+Tdp5wXDXC4PcIBjTDtq4UKjCPMQhKIuzpJNW0b96kVqSwW0bT7FhRSfmAiFYgP+SCRvdrDozfh0U5w==",
-      "dev": true,
-      "license": "MIT"
-    },
-    "node_modules/minimatch": {
-      "version": "9.0.9",
-      "resolved": "https://registry.npmjs.org/minimatch/-/minimatch-9.0.9.tgz",
-      "integrity": "sha512-OBwBN9AL4dqmETlpS2zasx+vTeWclWzkblfZk7KTA5j3jeOONz/tRCnZomUyvNg83wL5Zv9Ss6HMJXAgL8R2Yg==",
-      "dev": true,
-      "license": "ISC",
-      "dependencies": {
-        "brace-expansion": "^2.0.2"
-      },
-      "engines": {
-        "node": ">=16 || 14 >=14.17"
-      },
-      "funding": {
-        "url": "https://github.com/sponsors/isaacs"
-      }
-    },
-    "node_modules/punycode.js": {
-      "version": "2.3.1",
-      "resolved": "https://registry.npmjs.org/punycode.js/-/punycode.js-2.3.1.tgz",
-      "integrity": "sha512-uxFIHU0YlHYhDQtV4R9J6a52SLx28BCjT+4ieh7IGbgwVJWO+km431c4yRlREUAsAmt/uMjQUyQHNEPf0M39CA==",
-      "dev": true,
-      "license": "MIT",
-      "engines": {
-        "node": ">=6"
-      }
-    },
-    "node_modules/typedoc": {
-      "version": "0.28.17",
-      "resolved": "https://registry.npmjs.org/typedoc/-/typedoc-0.28.17.tgz",
-      "integrity": "sha512-ZkJ2G7mZrbxrKxinTQMjFqsCoYY6a5Luwv2GKbTnBCEgV2ihYm5CflA9JnJAwH0pZWavqfYxmDkFHPt4yx2oDQ==",
-      "dev": true,
-      "license": "Apache-2.0",
-      "dependencies": {
-        "@gerrit0/mini-shiki": "^3.17.0",
-        "lunr": "^2.3.9",
-        "markdown-it": "^14.1.0",
-        "minimatch": "^9.0.5",
-        "yaml": "^2.8.1"
-      },
-      "bin": {
-        "typedoc": "bin/typedoc"
-      },
-      "engines": {
-        "node": ">= 18",
-        "pnpm": ">= 10"
-      },
-      "peerDependencies": {
-        "typescript": "5.0.x || 5.1.x || 5.2.x || 5.3.x || 5.4.x || 5.5.x || 5.6.x || 5.7.x || 5.8.x || 5.9.x"
-      }
-    },
-    "node_modules/typescript": {
-      "version": "5.9.3",
-      "resolved": "https://registry.npmjs.org/typescript/-/typescript-5.9.3.tgz",
-      "integrity": "sha512-jl1vZzPDinLr9eUt3J/t7V6FgNEw9QjvBPdysz9KfQDD41fQrC2Y4vKQdiaUpFT4bXlb1RHhLpp8wtm6M5TgSw==",
-      "dev": true,
-      "license": "Apache-2.0",
-      "peer": true,
-      "bin": {
-        "tsc": "bin/tsc",
-        "tsserver": "bin/tsserver"
-      },
-      "engines": {
-        "node": ">=14.17"
-      }
-    },
-    "node_modules/uc.micro": {
-      "version": "2.1.0",
-      "resolved": "https://registry.npmjs.org/uc.micro/-/uc.micro-2.1.0.tgz",
-      "integrity": "sha512-ARDJmphmdvUk6Glw7y9DQ2bFkKBHwQHLi2lsaH6PPmz/Ka9sFOBsBluozhDltWmnv9u/cF6Rt87znRTPV+yp/A==",
-      "dev": true,
-      "license": "MIT"
-    },
-    "node_modules/yaml": {
-      "version": "2.8.2",
-      "resolved": "https://registry.npmjs.org/yaml/-/yaml-2.8.2.tgz",
-      "integrity": "sha512-mplynKqc1C2hTVYxd0PU2xQAc22TI1vShAYGksCCfxbn/dFwnHTNi1bvYsBTkhdUNtGIf5xNOg938rrSSYvS9A==",
-      "dev": true,
-      "license": "ISC",
-      "bin": {
-        "yaml": "bin.mjs"
-      },
-      "engines": {
-        "node": ">= 14.6"
-      },
-      "funding": {
-        "url": "https://github.com/sponsors/eemeli"
-      }
-    }
-  }
-}
diff --git a/main/opengeometry-three/package.json b/main/opengeometry-three/package.json
deleted file mode 100644
index f59be68..0000000
--- a/main/opengeometry-three/package.json
+++ /dev/null
@@ -1,39 +0,0 @@
-{
-  "name": "@opengeometry/kernel-three",
-  "author": "Vishwajeet Vinayak Mane",
-  "license": "MPL-2.0",
-  "version": "2.0.14",
-  "description": "Three.js adapter for OpenGeometry, a CAD kernel for the web built with Rust and WebAssembly.",
-  "main": "index.js",
-  "homepage": "https://docs.opengeometry.io",
-  "scripts": {
-    "dev-example-three": "vite --config ./vite.examples.config.mjs",
-    "build-example-three": "vite build --config ./vite.examples.config.mjs && node ./scripts/copy-wasm-assets.mjs",
-    "preview-example-three": "vite preview --config ./vite.examples.config.mjs",
-    "docs:api": "typedoc --options ./typedoc.json",
-    "docs:api:watch": "typedoc --options ./typedoc.json --watch"
-  },
-  "keywords": [
-    "opengeometry",
-    "cad",
-    "cad-kernel",
-    "browser-cad",
-    "threejs",
-    "three.js",
-    "geometry",
-    "webassembly",
-    "wasm",
-    "ifc",
-    "step",
-    "stl",
-    "parametric-modeling"
-  ],
-  "dependencies": {
-    "@opengeometry/openmaths": "^0.2.3"
-  },
-  "devDependencies": {
-    "@fortawesome/fontawesome-svg-core": "^6.7.2",
-    "@fortawesome/free-solid-svg-icons": "^6.7.2",
-    "typedoc": "^0.28.14"
-  }
-}
diff --git a/main/opengeometry-three/scripts/copy-wasm-assets.mjs b/main/opengeometry-three/scripts/copy-wasm-assets.mjs
deleted file mode 100644
index ea3769d..0000000
--- a/main/opengeometry-three/scripts/copy-wasm-assets.mjs
+++ /dev/null
@@ -1,25 +0,0 @@
-import { copyFileSync, existsSync, mkdirSync } from "node:fs";
-import { dirname, resolve } from "node:path";
-import { fileURLToPath } from "node:url";
-
-const __filename = fileURLToPath(import.meta.url);
-const __dirname = dirname(__filename);
-const packageRoot = resolve(__dirname, "..");
-
-const sourceWasm = resolve(packageRoot, "../opengeometry/pkg/opengeometry_bg.wasm");
-const sourceWasmTypes = resolve(packageRoot, "../opengeometry/pkg/opengeometry_bg.wasm.d.ts");
-const targetDir = resolve(packageRoot, "examples-dist/assets/wasm");
-
-mkdirSync(targetDir, { recursive: true });
-
-if (!existsSync(sourceWasm)) {
-  throw new Error(`WASM source not found at ${sourceWasm}`);
-}
-
-copyFileSync(sourceWasm, resolve(targetDir, "opengeometry_bg.wasm"));
-
-if (existsSync(sourceWasmTypes)) {
-  copyFileSync(sourceWasmTypes, resolve(targetDir, "opengeometry_bg.wasm.d.ts"));
-}
-
-console.log(`Copied wasm assets to ${targetDir}`);
diff --git a/main/opengeometry-three/scripts/examples-header-script.mjs b/main/opengeometry-three/scripts/examples-header-script.mjs
deleted file mode 100644
index 92d5230..0000000
--- a/main/opengeometry-three/scripts/examples-header-script.mjs
+++ /dev/null
@@ -1,131 +0,0 @@
-const MIXPANEL_MARKER = "<!-- Mixpanel -->";
-const MIXPANEL_TOKEN = "46cc87ad3cea4d093ec0bc61b0b774d9";
-const MIXPANEL_HOST = "https://api-eu.mixpanel.com";
-
-function normalizePagePath(pagePath) {
-  if (!pagePath || pagePath === "/") {
-    return "/index.html";
-  }
-
-  return pagePath.endsWith(".html") ? pagePath : `${pagePath}.html`;
-}
-
-function createMixpanelSnippet(pagePath) {
-  return `<!-- Mixpanel -->
-<script type="text/javascript">
-  (function(e,c){if(!c.__SV){var l,h;window.mixpanel=c;c._i=[];c.init=function(q,r,f){function t(d,a){var g=a.split(".");2==g.length&&(d=d[g[0]],a=g[1]);d[a]=function(){d.push([a].concat(Array.prototype.slice.call(arguments,0)))}}var b=c;"undefined"!==typeof f?b=c[f]=[]:f="mixpanel";b.people=b.people||[];b.toString=function(d){var a="mixpanel";"mixpanel"!==f&&(a+="."+f);d||(a+=" (stub)");return a};b.people.toString=function(){return b.toString(1)+".people (stub)"};l="disable time_event track track_pageview track_links track_forms track_with_groups add_group set_group remove_group register register_once alias unregister identify name_tag set_config reset opt_in_tracking opt_out_tracking has_opted_in_tracking has_opted_out_tracking clear_opt_in_out_tracking start_batch_senders start_session_recording stop_session_recording people.set people.set_once people.unset people.increment people.append people.union people.track_charge people.clear_charges people.delete_user people.remove".split(" ");
-  for(h=0;h<l.length;h++)t(b,l[h]);var n="set set_once union unset remove delete".split(" ");b.get_group=function(){function d(p){a[p]=function(){b.push([g,[p].concat(Array.prototype.slice.call(arguments,0))])}}for(var a={},g=["get_group"].concat(Array.prototype.slice.call(arguments,0)),m=0;m<n.length;m++)d(n[m]);return a};c._i.push([q,r,f])};c.__SV=1.2;var k=e.createElement("script");k.type="text/javascript";k.async=!0;k.src="undefined"!==typeof MIXPANEL_CUSTOM_LIB_URL?MIXPANEL_CUSTOM_LIB_URL:"file:"===
-  e.location.protocol&&"//cdn.mxpnl.com/libs/mixpanel-2-latest.min.js".match(/^\\/\\//)?"https://cdn.mxpnl.com/libs/mixpanel-2-latest.min.js":"//cdn.mxpnl.com/libs/mixpanel-2-latest.min.js";e=e.getElementsByTagName("script")[0];e.parentNode.insertBefore(k,e)}})(document,window.mixpanel||[]);
-
-  mixpanel.init('${MIXPANEL_TOKEN}', {
-    autocapture: true,
-    track_pageview: true,
-    record_sessions_percent: 100,
-    api_host: '${MIXPANEL_HOST}',
-  });
-
-  (function () {
-    var pagePath = ${JSON.stringify(pagePath)};
-    var pageName = pagePath.split("/").pop().replace(/\\.html$/, "") || "index";
-    var pageSection = pagePath.split("/").length > 2 ? pagePath.split("/")[1] : "catalog";
-    var distinctId = null;
-    var pageProperties = {
-      example_name: pageName,
-      example_path: pagePath,
-      example_section: pageSection,
-      page_title: document.title,
-    };
-
-    if (typeof mixpanel !== "undefined" && typeof mixpanel.get_distinct_id === "function") {
-      distinctId = mixpanel.get_distinct_id();
-    }
-
-    if (distinctId && typeof mixpanel !== "undefined" && typeof mixpanel.identify === "function") {
-      mixpanel.identify(distinctId);
-    }
-
-    if (typeof mixpanel !== "undefined" && typeof mixpanel.register === "function") {
-      mixpanel.register(pageProperties);
-    }
-
-    if (
-      distinctId
-      && typeof mixpanel !== "undefined"
-      && typeof mixpanel.people === "object"
-      && typeof mixpanel.people.set_once === "function"
-    ) {
-      mixpanel.people.set_once({
-        first_example_name: pageName,
-        first_example_path: pagePath,
-        first_example_section: pageSection,
-        first_seen_page_title: document.title,
-      });
-    }
-
-    if (typeof mixpanel !== "undefined" && typeof mixpanel.track === "function") {
-      mixpanel.track("Example Loaded", pageProperties);
-    }
-
-    function normalizeLabel(value) {
-      if (!value) {
-        return null;
-      }
-
-      var normalized = value.replace(/\\s+/g, " ").trim();
-      if (!normalized) {
-        return null;
-      }
-
-      return normalized.length > 80 ? normalized.slice(0, 80) + "..." : normalized;
-    }
-
-    document.addEventListener("click", function (event) {
-      if (typeof mixpanel === "undefined" || typeof mixpanel.track !== "function") {
-        return;
-      }
-
-      var target = event.target instanceof Element ? event.target.closest("button, a") : null;
-      if (!target) {
-        return;
-      }
-
-      mixpanel.track("Example Button Clicked", {
-        example_name: pageName,
-        example_path: pagePath,
-        example_section: pageSection,
-        button_label: normalizeLabel(target.textContent),
-        button_id: target.id || null,
-        button_href: target.tagName === "A" ? target.getAttribute("href") || null : null,
-        button_role: target.getAttribute("role") || null,
-      });
-    }, true);
-  })();
-</script>`;
-}
-
-export function createExamplesHeaderPlugin() {
-  return {
-    name: "opengeometry-examples-mixpanel",
-    apply: "build",
-    transformIndexHtml(html, context) {
-      if (html.includes("mixpanel.init(")) {
-        return html;
-      }
-
-      const pagePath = normalizePagePath(context?.path);
-      const snippet = createMixpanelSnippet(pagePath);
-
-      if (html.includes(MIXPANEL_MARKER)) {
-        return html.replace(MIXPANEL_MARKER, snippet);
-      }
-
-      if (!html.includes("</head>")) {
-        return html;
-      }
-
-      return html.replace("</head>", `${snippet}\n  </head>`);
-    },
-  };
-}
-
-export const createExamplesMixpanelPlugin = createExamplesHeaderPlugin;
diff --git a/main/opengeometry-three/src/base-types.ts b/main/opengeometry-three/src/base-types.ts
deleted file mode 100644
index a3434e8..0000000
--- a/main/opengeometry-three/src/base-types.ts
+++ /dev/null
@@ -1,14 +0,0 @@
-/**
- * Version string exposed by the Three.js adapter at runtime.
- */
-export const OPEN_GEOMETRY_THREE_VERSION = "2.0.3";
-
-/**
- * Options accepted when initializing the OpenGeometry runtime.
- * - `wasmURL`: Optional URL to the OpenGeometry wasm binary. If not provided, it defaults to a relative path.
- * - `debugMeshes`: Optional flag to enable debug meshes for visualizing geometry. Defaults to `false`.
- */
-export interface OpenGeometryOptions {
-  wasmURL?: string;
-  debugMeshes?: boolean;
-}
diff --git a/main/opengeometry-three/src/bodies/body-factory.ts b/main/opengeometry-three/src/bodies/body-factory.ts
new file mode 100644
index 0000000..7a147f9
--- /dev/null
+++ b/main/opengeometry-three/src/bodies/body-factory.ts
@@ -0,0 +1,32 @@
+import { call } from '../kernel/kernel-session';
+import { encode, operationParams, polylinePoints } from '../world-graph/codec';
+import { creation, worldGraph } from '../world-graph/world-graph-client';
+import type { BodyOptions } from './body-options';
+
+export function existingParams(ogId: string): Record<string, unknown> {
+  return { existing: existingNodeId, ogId };
+}
+
+export function createBody(
+  kind: string, params: Record<string, unknown>, options: BodyOptions, bodyType: 'Wire' | 'Solid',
+): string {
+  const existing = existingNodeId(params);
+  if (existing !== undefined) return existing;
+  const graph = worldGraph();
+  const settings = { ogId: options.ogId, parent: options.parent?.ogId, plane: options.plane, bodyType };
+  const label = `${bodyType}.constructor`;
+  if (kind === 'Polyline') {
+    const points = polylinePoints(params, label);
+    const closed = Boolean(params['closed']);
+    return creation(call(label, () => graph.createPolyline(points, closed, encode(settings))), label);
+  }
+  const operation = kind === 'Extrude' || kind === 'Sweep';
+  return creation(call(label, () => operation
+    ? graph.createOperation(encode(operationParams(kind, params, label)), encode(settings))
+    : graph.createPrimitive(encode({ kind, ...params }), encode(settings))), label);
+}
+
+function existingNodeId(params: Record<string, unknown>): string | undefined {
+  const ogId = params['ogId'];
+  return params['existing'] === existingNodeId && typeof ogId === 'string' ? ogId : undefined;
+}
diff --git a/main/opengeometry-three/src/bodies/body-options.ts b/main/opengeometry-three/src/bodies/body-options.ts
new file mode 100644
index 0000000..5433e6a
--- /dev/null
+++ b/main/opengeometry-three/src/bodies/body-options.ts
@@ -0,0 +1,19 @@
+import type { SystemAssembly } from './system-assembly';
+
+export type BodyOptions = {
+  ogId?: string;
+  parent?: SystemAssembly;
+  plane?: {
+    origin?: [number, number, number];
+    normal?: [number, number, number];
+    xDirection?: [number, number, number];
+  };
+  appearance?: Partial<Appearance>;
+};
+export type Appearance = {
+  color: number;
+  opacity: number;
+  outline: boolean;
+  pickOutline: boolean;
+  deflection?: number;
+};
diff --git a/main/opengeometry-three/src/bodies/body-placement.ts b/main/opengeometry-three/src/bodies/body-placement.ts
new file mode 100644
index 0000000..bd97f95
--- /dev/null
+++ b/main/opengeometry-three/src/bodies/body-placement.ts
@@ -0,0 +1,42 @@
+import * as THREE from 'three';
+import { emit } from '../runtime/event-bus';
+
+export type PoseMemory = {
+  position: THREE.Vector3;
+  quaternion: THREE.Quaternion;
+  scale: THREE.Vector3;
+  parentWorld: THREE.Matrix4;
+};
+
+export function poseMemory(): PoseMemory {
+  return {
+    position: new THREE.Vector3(), quaternion: new THREE.Quaternion(), scale: new THREE.Vector3(1, 1, 1),
+    parentWorld: new THREE.Matrix4(),
+  };
+}
+
+export function derivePose(memory: PoseMemory, object: THREE.Object3D): void {
+  if (object.parent) {
+    object.matrix.copy(object.parent.matrixWorld).invert().multiply(object.matrixWorld);
+    memory.parentWorld.copy(object.parent.matrixWorld);
+  } else {
+    object.matrix.copy(object.matrixWorld);
+    memory.parentWorld.identity();
+  }
+  object.matrix.decompose(object.position, object.quaternion, object.scale);
+  memory.position.copy(object.position);
+  memory.quaternion.copy(object.quaternion);
+  memory.scale.copy(object.scale);
+}
+
+export function keepPose(memory: PoseMemory, object: THREE.Object3D, ogId: string): void {
+  if (!object.position.equals(memory.position) || !object.quaternion.equals(memory.quaternion)
+    || !object.scale.equals(memory.scale)) {
+    emit('warning', { code: 'PlacementOverwritten', ogId });
+    object.position.copy(memory.position);
+    object.quaternion.copy(memory.quaternion);
+    object.scale.copy(memory.scale);
+  }
+  const parentWorld = object.parent ? object.parent.matrixWorld : new THREE.Matrix4();
+  if (!parentWorld.equals(memory.parentWorld)) derivePose(memory, object);
+}
diff --git a/main/opengeometry-three/src/bodies/body-registry.ts b/main/opengeometry-three/src/bodies/body-registry.ts
new file mode 100644
index 0000000..67ce361
--- /dev/null
+++ b/main/opengeometry-three/src/bodies/body-registry.ts
@@ -0,0 +1,23 @@
+import { bodyKey, reindexShape, releaseShapeIfEmpty, runtime } from '../runtime/runtime-state';
+import type { Body } from './body';
+
+export function register(body: Body): void {
+  const state = runtime();
+  state.bodies.set(bodyKey(body.handle, body.generation), body);
+  state.pickTargets.set(body.surface, body).set(body.outline, body);
+  reindexShape(state, body, null);
+}
+
+export function unregister(body: Body): void {
+  const state = runtime();
+  state.displayed.delete(body);
+  state.limbo.delete(body);
+  state.bodies.delete(bodyKey(body.handle, body.generation));
+  state.pickTargets.delete(body.surface);
+  state.pickTargets.delete(body.outline);
+  if (body.record) state.records.release(body.record);
+  const info = body.lastInfo;
+  if (!info.shapeId) return;
+  state.byShape.get(info.shapeId)?.delete(body);
+  releaseShapeIfEmpty(state, info.shapeId, info.shapeRevision ?? 0);
+}
diff --git a/main/opengeometry-three/src/bodies/body.ts b/main/opengeometry-three/src/bodies/body.ts
new file mode 100644
index 0000000..e8b0126
--- /dev/null
+++ b/main/opengeometry-three/src/bodies/body.ts
@@ -0,0 +1,254 @@
+import * as THREE from 'three';
+import type { Brep } from '../dto/brep';
+import type { NodeInfo } from '../dto/node-info';
+import type { Placement } from '../dto/placement';
+import { OGError } from '../errors';
+import { call } from '../kernel/kernel-session';
+import { enterLimbo, revive } from '../marks/limbo';
+import { flush, wanted } from '../rendering/geometry/geometry-scheduler';
+import { noteDisplayed } from '../rendering/geometry/render-pass';
+import { observeCamera } from '../rendering/lod/camera-observer';
+import { overrideChanged } from '../rendering/lod/lod-controller';
+import {
+  lineMaterial, releaseLine, releaseSurface, surfaceMaterial, type MaterialAppearance,
+} from '../rendering/materials/material-pool';
+import type { GeometryRecord } from '../rendering/records/geometry-record';
+import { bodyKey, runtime } from '../runtime/runtime-state';
+import { encode, operationParams, polylinePoints, scope } from '../world-graph/codec';
+import { node, worldGraph } from '../world-graph/world-graph-client';
+import type { Appearance, BodyOptions } from './body-options';
+import { derivePose, keepPose, poseMemory } from './body-placement';
+import { register, unregister } from './body-registry';
+import { DisplayClone } from './display-clone';
+import {
+  addChild, checkNode, getBounds, getBrep, getChildren, getInstanceCount, getParent, getPlacement, getWorldPlacement,
+  localBounds, removeChild,
+} from './node-methods';
+import type { SystemAssembly } from './system-assembly';
+
+function singleMaterial(material: THREE.Material | THREE.Material[], label: string): THREE.Material {
+  if (Array.isArray(material)) throw new OGError('InvalidOperand', label, 'display material must be a single material');
+  return material;
+}
+
+function lineStyle(bodyType: 'Wire' | 'Solid', appearance: Appearance): MaterialAppearance {
+  return { color: bodyType === 'Wire' ? appearance.color : 0x243040, opacity: appearance.opacity };
+}
+
+export abstract class Body extends THREE.Group {
+  readonly ogId: string;
+  readonly handle: number;
+  readonly generation: number;
+  readonly surface: THREE.Mesh;
+  readonly outline: THREE.LineSegments;
+  readonly bodyType: 'Wire' | 'Solid';
+  appearance: Appearance;
+  lastInfo: NodeInfo;
+  record?: GeometryRecord;
+  inLimbo = false;
+  private surfaceKey: string;
+  private lineKey: string;
+  private readonly epoch = runtime().epoch;
+  private readonly pose = poseMemory();
+
+  protected constructor(ogId: string, bodyType: 'Wire' | 'Solid', options: BodyOptions) {
+    super();
+    this.ogId = ogId;
+    this.lastInfo = node(ogId, `${bodyType}.constructor`);
+    this.handle = this.lastInfo.handle;
+    this.generation = this.lastInfo.generation;
+    this.bodyType = bodyType;
+    this.appearance = {
+      color: bodyType === 'Wire' ? 0x2563eb : 0x6699dd, opacity: 1, outline: bodyType === 'Wire',
+      pickOutline: bodyType === 'Wire', ...options.appearance,
+    };
+    this.matrixAutoUpdate = false;
+    this.matrixWorldAutoUpdate = false;
+    const { shapeId, shapeRevision } = this.lastInfo;
+    const placeholder = shapeId && shapeRevision !== null
+      ? runtime().records.placeholder(shapeId, shapeRevision, () => localBounds(`${bodyType}.constructor`, ogId))
+      : undefined;
+    const surfaceStyle = surfaceMaterial(this.appearance);
+    this.surfaceKey = surfaceStyle.key;
+    this.surface = new THREE.Mesh(placeholder ?? new THREE.BufferGeometry(), surfaceStyle.material);
+    this.surface.visible = Boolean(placeholder) && bodyType === 'Solid';
+    const outlineStyle = lineMaterial(lineStyle(bodyType, this.appearance));
+    this.lineKey = outlineStyle.key;
+    this.outline = new THREE.LineSegments(placeholder ?? new THREE.BufferGeometry(), outlineStyle.material);
+    this.outline.visible = Boolean(placeholder) && this.appearance.outline;
+    if (!this.appearance.pickOutline) this.outline.raycast = THREE.Object3D.prototype.raycast.bind(this.outline);
+    this.add(this.surface, this.outline);
+    this.surface.onBeforeRender = (renderer, _scene, camera) => { observeCamera(renderer, camera); };
+    this.outline.onBeforeRender = (renderer, _scene, camera) => { observeCamera(renderer, camera); };
+    register(this);
+    this.applyWorldMatrix(call(`${bodyType}.constructor`, () => worldGraph().worldMatrix(ogId)));
+  }
+
+  protected check(call: string): void { checkNode(call, 'body', this.epoch, this.handle, this.generation); }
+
+  applyWorldMatrix(values: ArrayLike<number>): void {
+    this.matrixWorld.fromArray(values);
+    derivePose(this.pose, this);
+    super.updateMatrixWorld(true);
+  }
+
+  override updateMatrixWorld(force?: boolean): void {
+    keepPose(this.pose, this, this.ogId);
+    if (this.visible) noteDisplayed(this);
+    super.updateMatrixWorld(force);
+  }
+
+  swapReadyRecord(): void {
+    if (!this.visible || !this.lastInfo.shapeId || this.lastInfo.shapeRevision === null) return;
+    const bucket = wanted(this);
+    if (bucket === undefined) return;
+    const record = runtime().records.get(this.lastInfo.shapeId, this.lastInfo.shapeRevision, bucket);
+    if (record) this.install(record);
+  }
+
+  install(record: GeometryRecord): void {
+    if (this.record === record) return;
+    const pool = runtime().records;
+    if (this.record) pool.release(this.record);
+    this.record = record;
+    pool.retain(record);
+    const held = pool.releasePlaceholder(this.outline.geometry);
+    if (record.surface) this.surface.geometry = record.surface;
+    else if (held) this.surface.geometry = new THREE.BufferGeometry();
+    this.outline.geometry = record.outline;
+    this.surface.position.copy(record.origin);
+    this.outline.position.copy(record.origin);
+    this.surface.visible = this.bodyType === 'Solid';
+    this.outline.visible = this.appearance.outline;
+  }
+
+  setAppearance(partial: Partial<Appearance>): void {
+    this.check(`${this.bodyType}.setAppearance`);
+    const previous = this.appearance;
+    this.appearance = { ...previous, ...partial };
+    if (previous.color !== this.appearance.color || previous.opacity !== this.appearance.opacity) {
+      const surfaceStyle = surfaceMaterial(this.appearance);
+      const outlineStyle = lineMaterial(lineStyle(this.bodyType, this.appearance));
+      releaseSurface(this.surfaceKey);
+      releaseLine(this.lineKey);
+      this.surfaceKey = surfaceStyle.key;
+      this.lineKey = outlineStyle.key;
+      this.surface.material = surfaceStyle.material;
+      this.outline.material = outlineStyle.material;
+    }
+    this.outline.visible = this.appearance.outline;
+    if (previous.pickOutline !== this.appearance.pickOutline) {
+      this.outline.raycast = this.appearance.pickOutline
+        ? THREE.LineSegments.prototype.raycast.bind(this.outline)
+        : THREE.Object3D.prototype.raycast.bind(this.outline);
+    }
+    const shapeId = this.lastInfo.shapeId;
+    if (shapeId && previous.deflection !== this.appearance.deflection) overrideChanged(runtime(), shapeId);
+  }
+
+  transform(kind: string, params: Record<string, unknown>): void {
+    this.check(`${this.bodyType}.transform`);
+    call(`${this.bodyType}.transform`, () => worldGraph().transform(this.ogId, encode({ kind, ...params })));
+  }
+
+  getPlacement(): Placement {
+    this.check(`${this.bodyType}.getPlacement`);
+    return getPlacement(this.bodyType, this.ogId);
+  }
+
+  getWorldPlacement(): Placement {
+    this.check(`${this.bodyType}.getWorldPlacement`);
+    return getWorldPlacement(this.bodyType, this.ogId);
+  }
+
+  addChild(children: (Body | SystemAssembly)[], options: { keepWorld?: boolean } = {}): void {
+    this.check(`${this.bodyType}.addChild`);
+    addChild(this.bodyType, this.ogId, children, Boolean(options.keepWorld));
+  }
+
+  removeChild(child: Body | SystemAssembly, options: { keepWorld?: boolean } = {}): void {
+    this.check(`${this.bodyType}.removeChild`);
+    removeChild(this.bodyType, this.ogId, child.ogId, Boolean(options.keepWorld));
+  }
+
+  getChildren(): string[] { this.check(`${this.bodyType}.getChildren`); return getChildren(this.bodyType, this.ogId); }
+
+  getParent(): string | null { this.check(`${this.bodyType}.getParent`); return getParent(this.bodyType, this.ogId); }
+
+  getBounds(): [number, number, number, number, number, number] | null {
+    this.check(`${this.bodyType}.getBounds`);
+    return getBounds(this.bodyType, this.ogId);
+  }
+
+  getBrep(): Brep { this.check(`${this.bodyType}.getBrep`); return getBrep(this.bodyType, this.ogId); }
+
+  getInstanceCount(): number {
+    this.check(`${this.bodyType}.getInstanceCount`);
+    return getInstanceCount(this.bodyType, this.ogId);
+  }
+
+  makeUnique(): void {
+    this.check(`${this.bodyType}.makeUnique`);
+    call(`${this.bodyType}.makeUnique`, () => worldGraph().makeUnique(this.ogId));
+    flush();
+  }
+
+  rebuild(kind: string, params: Record<string, unknown>, options: { instances?: 'all' } = {}): void {
+    this.check(`${this.bodyType}.rebuild`);
+    const graph = worldGraph();
+    const label = `${this.bodyType}.rebuild`;
+    if (kind === 'Polyline') {
+      const points = polylinePoints(params, label);
+      call(label, () => graph.rebuildPolyline(this.ogId, points, Boolean(params['closed']), scope(options)));
+    } else if (kind === 'Extrude' || kind === 'Sweep') {
+      const operation = encode(operationParams(kind, params, label));
+      call(label, () => graph.rebuildOperation(this.ogId, operation, scope(options)));
+    } else {
+      call(label, () => graph.rebuildPrimitive(this.ogId, encode({ kind, ...params }), scope(options)));
+    }
+    flush();
+  }
+
+  hideForDispose(): void { enterLimbo(this); }
+
+  reviveIfRestored(): void { revive(this); }
+
+  finalize(): void {
+    const state = runtime();
+    if (this.epoch !== state.epoch || state.bodies.get(bodyKey(this.handle, this.generation)) !== this) return;
+    unregister(this);
+    this.inLimbo = false;
+    delete this.record;
+    state.records.releasePlaceholder(this.outline.geometry);
+    this.surface.geometry = new THREE.BufferGeometry();
+    this.outline.geometry = new THREE.BufferGeometry();
+    releaseSurface(this.surfaceKey);
+    releaseLine(this.lineKey);
+  }
+
+  dispose(): void {
+    this.check(`${this.bodyType}.dispose`);
+    call(`${this.bodyType}.dispose`, () => worldGraph().dispose(this.ogId));
+    this.hideForDispose();
+    flush();
+  }
+
+  override clone(): this {
+    const label = `${this.bodyType}.clone`;
+    const surface = this.record ? this.surface.geometry : new THREE.BufferGeometry();
+    const lines = this.record ? this.outline.geometry : new THREE.BufferGeometry();
+    const mesh = new THREE.Mesh(surface, singleMaterial(this.surface.material, label).clone());
+    const outline = new THREE.LineSegments(lines, singleMaterial(this.outline.material, label).clone());
+    mesh.position.copy(this.surface.position);
+    outline.position.copy(this.outline.position);
+    const display = new DisplayClone(this.record, mesh, outline);
+    display.matrix.copy(this.matrixWorld);
+    display.matrix.decompose(display.position, display.quaternion, display.scale);
+    display.matrixWorld.copy(this.matrixWorld);
+    return display as unknown as this;
+  }
+
+  override copy(): this {
+    throw new OGError('InvalidOperand', `${this.bodyType}.copy`, 'Use duplicate() for an independent body');
+  }
+}
diff --git a/main/opengeometry-three/src/bodies/display-clone.ts b/main/opengeometry-three/src/bodies/display-clone.ts
new file mode 100644
index 0000000..78910b5
--- /dev/null
+++ b/main/opengeometry-three/src/bodies/display-clone.ts
@@ -0,0 +1,27 @@
+import * as THREE from 'three';
+import { OGError } from '../errors';
+import type { GeometryRecord } from '../rendering/records/geometry-record';
+import { runtime } from '../runtime/runtime-state';
+
+export class DisplayClone extends THREE.Group {
+  constructor(
+    readonly sourceRecord: GeometryRecord | undefined,
+    readonly mesh: THREE.Mesh<THREE.BufferGeometry, THREE.Material>,
+    readonly lines: THREE.LineSegments<THREE.BufferGeometry, THREE.Material>,
+  ) {
+    super();
+    this.add(mesh, lines);
+    if (sourceRecord) runtime().records.retain(sourceRecord);
+  }
+
+  dispose(): void {
+    if (this.sourceRecord) runtime().records.release(this.sourceRecord);
+    this.mesh.material.dispose();
+    this.lines.material.dispose();
+    this.parent?.remove(this);
+  }
+
+  override clone(): this {
+    throw new OGError('InvalidOperand', 'DisplayClone.clone', 'a display clone cannot be cloned');
+  }
+}
diff --git a/main/opengeometry-three/src/bodies/node-methods.ts b/main/opengeometry-three/src/bodies/node-methods.ts
new file mode 100644
index 0000000..29a0aac
--- /dev/null
+++ b/main/opengeometry-three/src/bodies/node-methods.ts
@@ -0,0 +1,61 @@
+import type { Bounds } from '../dto/bounds';
+import type { Brep } from '../dto/brep';
+import type { Placement } from '../dto/placement';
+import { OGError } from '../errors';
+import { call } from '../kernel/kernel-session';
+import { runtime } from '../runtime/runtime-state';
+import {
+  decodeBounds, decodeBrep, decodeChildren, decodeParent, decodePlacement, encode,
+} from '../world-graph/codec';
+import { worldGraph } from '../world-graph/world-graph-client';
+
+export function checkNode(label: string, noun: string, epoch: number, handle: number, generation: number): void {
+  if (runtime().epoch !== epoch) throw new OGError('Disposed', label, `${noun} belongs to a reset runtime`);
+  call(label, () => worldGraph().nodeByHandle(handle, generation));
+}
+
+export function getPlacement(owner: string, ogId: string): Placement {
+  const label = `${owner}.getPlacement`;
+  return decodePlacement(call(label, () => worldGraph().placement(ogId)), label);
+}
+
+export function getWorldPlacement(owner: string, ogId: string): Placement {
+  const label = `${owner}.getWorldPlacement`;
+  return decodePlacement(call(label, () => worldGraph().worldPlacement(ogId)), label);
+}
+
+export function addChild(owner: string, ogId: string, children: { ogId: string }[], keepWorld: boolean): void {
+  call(`${owner}.addChild`, () => worldGraph().addChild(ogId, encode(children.map((child) => child.ogId)), keepWorld));
+}
+
+export function removeChild(owner: string, ogId: string, childId: string, keepWorld: boolean): void {
+  call(`${owner}.removeChild`, () => worldGraph().removeChild(ogId, childId, keepWorld));
+}
+
+export function getChildren(owner: string, ogId: string): string[] {
+  const label = `${owner}.getChildren`;
+  return decodeChildren(call(label, () => worldGraph().children(ogId)), label);
+}
+
+export function getParent(owner: string, ogId: string): string | null {
+  const label = `${owner}.getParent`;
+  return decodeParent(call(label, () => worldGraph().parent(ogId)), label);
+}
+
+export function getBounds(owner: string, ogId: string): Bounds | null {
+  const label = `${owner}.getBounds`;
+  return decodeBounds(call(label, () => worldGraph().bounds(ogId)), label);
+}
+
+export function localBounds(label: string, ogId: string): Bounds | null {
+  return decodeBounds(call(label, () => worldGraph().localBounds(ogId)), label);
+}
+
+export function getBrep(owner: string, ogId: string): Brep {
+  const label = `${owner}.getBrep`;
+  return decodeBrep(call(label, () => worldGraph().brep(ogId)), label);
+}
+
+export function getInstanceCount(owner: string, ogId: string): number {
+  return call(`${owner}.getInstanceCount`, () => worldGraph().instanceCount(ogId));
+}
diff --git a/main/opengeometry-three/src/bodies/solid.ts b/main/opengeometry-three/src/bodies/solid.ts
new file mode 100644
index 0000000..4f647aa
--- /dev/null
+++ b/main/opengeometry-three/src/bodies/solid.ts
@@ -0,0 +1,44 @@
+import { OGError } from '../errors';
+import { call } from '../kernel/kernel-session';
+import { flush } from '../rendering/geometry/geometry-scheduler';
+import type { ShapeReport } from '../dto/boolean-report';
+import { decodeShapeReport, encode, scope } from '../world-graph/codec';
+import { creation, worldGraph } from '../world-graph/world-graph-client';
+import { Body } from './body';
+import { createBody, existingParams } from './body-factory';
+import type { BodyOptions } from './body-options';
+import type { SystemAssembly } from './system-assembly';
+
+export class Solid extends Body {
+  constructor(kind: string, params: Record<string, unknown>, options: BodyOptions = {}) {
+    super(createBody(kind, params, options, 'Solid'), 'Solid', options);
+    if (this.lastInfo.bodyType !== 'Solid') {
+      throw new OGError('BodyTypeMismatch', 'Solid.constructor', 'expected Solid');
+    }
+  }
+  operate(kind: string, options: { tools: Solid[]; instances?: 'all' }): void {
+    this.check('Solid.operate');
+    call('Solid.operate', () => worldGraph().operate(
+      this.ogId, encode(kind), encode(options.tools.map((tool) => tool.ogId)), scope(options),
+    ));
+    flush();
+  }
+  getReport(): ShapeReport | null {
+    this.check('Solid.getReport');
+    return decodeShapeReport(call('Solid.getReport', () => worldGraph().report(this.ogId)), 'Solid.getReport');
+  }
+  instance(options: { ogId?: string; parent?: SystemAssembly } = {}): Solid {
+    this.check('Solid.instance');
+    const ogId = creation(call('Solid.instance', () => worldGraph().instance(
+      this.ogId, encode({ ogId: options.ogId, parent: options.parent?.ogId }),
+    )), 'Solid.instance');
+    return new Solid('', existingParams(ogId));
+  }
+  duplicate(options: { ogId?: string; parent?: SystemAssembly } = {}): Solid {
+    this.check('Solid.duplicate');
+    const ogId = creation(call('Solid.duplicate', () => worldGraph().duplicate(
+      this.ogId, encode({ ogId: options.ogId, parent: options.parent?.ogId }),
+    )), 'Solid.duplicate');
+    return new Solid('', existingParams(ogId));
+  }
+}
diff --git a/main/opengeometry-three/src/bodies/system-assembly.ts b/main/opengeometry-three/src/bodies/system-assembly.ts
new file mode 100644
index 0000000..23b8468
--- /dev/null
+++ b/main/opengeometry-three/src/bodies/system-assembly.ts
@@ -0,0 +1,68 @@
+import type { Placement } from '../dto/placement';
+import { call } from '../kernel/kernel-session';
+import { flush } from '../rendering/geometry/geometry-scheduler';
+import { runtime } from '../runtime/runtime-state';
+import { encode } from '../world-graph/codec';
+import { creation, node, worldGraph } from '../world-graph/world-graph-client';
+import type { Body } from './body';
+import {
+  addChild, checkNode, getBounds, getChildren, getParent, getPlacement, getWorldPlacement, removeChild,
+} from './node-methods';
+
+export class SystemAssembly {
+  readonly ogId: string;
+  readonly handle: number;
+  readonly generation: number;
+  private readonly epoch = runtime().epoch;
+
+  constructor(options: { ogId?: string; parent?: SystemAssembly } = {}) {
+    this.ogId = creation(call('SystemAssembly.constructor', () => worldGraph().createSystemAssembly(
+      encode({ ogId: options.ogId, parent: options.parent?.ogId }),
+    )), 'SystemAssembly.constructor');
+    const info = node(this.ogId, 'SystemAssembly.constructor');
+    this.handle = info.handle;
+    this.generation = info.generation;
+  }
+
+  protected check(call: string): void { checkNode(call, 'assembly', this.epoch, this.handle, this.generation); }
+
+  transform(kind: string, params: Record<string, unknown>): void {
+    this.check('SystemAssembly.transform');
+    call('SystemAssembly.transform', () => worldGraph().transform(this.ogId, encode({ kind, ...params })));
+  }
+
+  getPlacement(): Placement {
+    this.check('SystemAssembly.getPlacement');
+    return getPlacement('SystemAssembly', this.ogId);
+  }
+
+  getWorldPlacement(): Placement {
+    this.check('SystemAssembly.getWorldPlacement');
+    return getWorldPlacement('SystemAssembly', this.ogId);
+  }
+
+  addChild(children: (Body | SystemAssembly)[], options: { keepWorld?: boolean } = {}): void {
+    this.check('SystemAssembly.addChild');
+    addChild('SystemAssembly', this.ogId, children, Boolean(options.keepWorld));
+  }
+
+  removeChild(child: Body | SystemAssembly, options: { keepWorld?: boolean } = {}): void {
+    this.check('SystemAssembly.removeChild');
+    removeChild('SystemAssembly', this.ogId, child.ogId, Boolean(options.keepWorld));
+  }
+
+  getChildren(): string[] { this.check('SystemAssembly.getChildren'); return getChildren('SystemAssembly', this.ogId); }
+
+  getParent(): string | null { this.check('SystemAssembly.getParent'); return getParent('SystemAssembly', this.ogId); }
+
+  getBounds(): [number, number, number, number, number, number] | null {
+    this.check('SystemAssembly.getBounds');
+    return getBounds('SystemAssembly', this.ogId);
+  }
+
+  dispose(): void {
+    this.check('SystemAssembly.dispose');
+    call('SystemAssembly.dispose', () => worldGraph().dispose(this.ogId));
+    flush();
+  }
+}
diff --git a/main/opengeometry-three/src/bodies/wire.ts b/main/opengeometry-three/src/bodies/wire.ts
new file mode 100644
index 0000000..5e7a7e6
--- /dev/null
+++ b/main/opengeometry-three/src/bodies/wire.ts
@@ -0,0 +1,29 @@
+import { OGError } from '../errors';
+import { call } from '../kernel/kernel-session';
+import { encode } from '../world-graph/codec';
+import { creation, worldGraph } from '../world-graph/world-graph-client';
+import { Body } from './body';
+import { createBody, existingParams } from './body-factory';
+import type { BodyOptions } from './body-options';
+import type { SystemAssembly } from './system-assembly';
+
+export class Wire extends Body {
+  constructor(kind: string, params: Record<string, unknown>, options: BodyOptions = {}) {
+    super(createBody(kind, params, options, 'Wire'), 'Wire', options);
+    if (this.lastInfo.bodyType !== 'Wire') throw new OGError('BodyTypeMismatch', 'Wire.constructor', 'expected Wire');
+  }
+  instance(options: { ogId?: string; parent?: SystemAssembly } = {}): Wire {
+    this.check('Wire.instance');
+    const ogId = creation(call('Wire.instance', () => worldGraph().instance(
+      this.ogId, encode({ ogId: options.ogId, parent: options.parent?.ogId }),
+    )), 'Wire.instance');
+    return new Wire('', existingParams(ogId));
+  }
+  duplicate(options: { ogId?: string; parent?: SystemAssembly } = {}): Wire {
+    this.check('Wire.duplicate');
+    const ogId = creation(call('Wire.duplicate', () => worldGraph().duplicate(
+      this.ogId, encode({ ogId: options.ogId, parent: options.parent?.ogId }),
+    )), 'Wire.duplicate');
+    return new Wire('', existingParams(ogId));
+  }
+}
diff --git a/main/opengeometry-three/src/constants/index.ts b/main/opengeometry-three/src/constants/index.ts
new file mode 100644
index 0000000..c9a0ffc
--- /dev/null
+++ b/main/opengeometry-three/src/constants/index.ts
@@ -0,0 +1,3 @@
+export * from './primitives';
+export * from './operations';
+export * from './transforms';
diff --git a/main/opengeometry-three/src/constants/operations.ts b/main/opengeometry-three/src/constants/operations.ts
new file mode 100644
index 0000000..5dba4b5
--- /dev/null
+++ b/main/opengeometry-three/src/constants/operations.ts
@@ -0,0 +1,12 @@
+export const OG_OPERATION_EXTRUDE = 'Extrude' as const;
+export const OG_OPERATION_SWEEP = 'Sweep' as const;
+export const OG_OPERATION_UNION = 'Union' as const;
+export const OG_OPERATION_SUBTRACT = 'Subtract' as const;
+export const OG_OPERATION_INTERSECT = 'Intersect' as const;
+
+export const OG_OPERATION_PARAMS_EXTRUDE = (
+  value: { profile: { ogId: string }; holes?: { ogId: string }[]; distance: number },
+): { profile: { ogId: string }; holes?: { ogId: string }[]; distance: number } => value;
+export const OG_OPERATION_PARAMS_SWEEP = (
+  value: { profile: { ogId: string }; path: { ogId: string } },
+): { profile: { ogId: string }; path: { ogId: string } } => value;
diff --git a/main/opengeometry-three/src/constants/primitives.ts b/main/opengeometry-three/src/constants/primitives.ts
new file mode 100644
index 0000000..04be247
--- /dev/null
+++ b/main/opengeometry-three/src/constants/primitives.ts
@@ -0,0 +1,19 @@
+export const OG_PRIMITIVE_RECTANGLE = 'Rectangle' as const;
+export const OG_PRIMITIVE_CIRCLE = 'Circle' as const;
+export const OG_PRIMITIVE_POLYLINE = 'Polyline' as const;
+export const OG_PRIMITIVE_CUBOID = 'Cuboid' as const;
+export const OG_PRIMITIVE_CYLINDER = 'Cylinder' as const;
+
+export const OG_PRIMITIVE_PARAMS_RECTANGLE = (
+  value: { width: number; breadth: number },
+): { width: number; breadth: number } => value;
+export const OG_PRIMITIVE_PARAMS_CIRCLE = (value: { radius: number }): { radius: number } => value;
+export const OG_PRIMITIVE_PARAMS_POLYLINE = (
+  value: { points: [number, number, number][]; closed?: boolean },
+): { points: [number, number, number][]; closed?: boolean } => value;
+export const OG_PRIMITIVE_PARAMS_CUBOID = (
+  value: { width: number; height: number; depth: number },
+): { width: number; height: number; depth: number } => value;
+export const OG_PRIMITIVE_PARAMS_CYLINDER = (
+  value: { radius: number; height: number },
+): { radius: number; height: number } => value;
diff --git a/main/opengeometry-three/src/constants/transforms.ts b/main/opengeometry-three/src/constants/transforms.ts
new file mode 100644
index 0000000..ea94380
--- /dev/null
+++ b/main/opengeometry-three/src/constants/transforms.ts
@@ -0,0 +1,4 @@
+export const OG_TRANSFORM_TRANSLATE = 'Translate' as const;
+export const OG_TRANSFORM_ROTATE = 'Rotate' as const;
+export const OG_TRANSFORM_SCALE = 'Scale' as const;
+export const OG_TRANSFORM_PLACE = 'Place' as const;
diff --git a/main/opengeometry-three/src/dto/boolean-report.ts b/main/opengeometry-three/src/dto/boolean-report.ts
new file mode 100644
index 0000000..e56bef9
--- /dev/null
+++ b/main/opengeometry-three/src/dto/boolean-report.ts
@@ -0,0 +1,13 @@
+import type { FaceSource, GeometryQuality } from './brep';
+
+export type FaceMapping = { source: FaceSource; result_faces: number[] };
+
+export type BooleanReport = {
+  operation: 'union' | 'intersection' | 'subtraction';
+  quality: GeometryQuality;
+  contacts: [number, number, number][];
+  coincident: boolean;
+  face_mappings: FaceMapping[];
+};
+
+export type ShapeReport = { report: BooleanReport; handlers: string[]; revision: number };
diff --git a/main/opengeometry-three/src/dto/bounds.ts b/main/opengeometry-three/src/dto/bounds.ts
new file mode 100644
index 0000000..920de1f
--- /dev/null
+++ b/main/opengeometry-three/src/dto/bounds.ts
@@ -0,0 +1 @@
+export type Bounds = [number, number, number, number, number, number];
diff --git a/main/opengeometry-three/src/dto/brep.ts b/main/opengeometry-three/src/dto/brep.ts
new file mode 100644
index 0000000..75616c5
--- /dev/null
+++ b/main/opengeometry-three/src/dto/brep.ts
@@ -0,0 +1,72 @@
+export type GeometryQuality = { kind: 'Analytic' } | { kind: 'Approximate'; max_error: number };
+
+export type FaceSource = { entity: string; body: string; key: string; face: number };
+
+export type BrepVertex = {
+  id: number;
+  position: [number, number, number];
+  outgoing_halfedge: number | null;
+  tolerance: number;
+};
+
+export type BrepEdge = {
+  id: number;
+  geometry: unknown;
+  halfedge: number;
+  twin_halfedge: number | null;
+  tolerance: number;
+  chart_seam: boolean;
+};
+
+export type BrepHalfedge = {
+  id: number;
+  from: number;
+  to: number;
+  twin: number | null;
+  next: number | null;
+  prev: number | null;
+  edge: number;
+  face: number | null;
+  loop_ref: number | null;
+  wire_ref: number | null;
+  geometry_use: unknown;
+};
+
+export type BrepLoop = { id: number; start_halfedge: number; face_ref: number; is_hole: boolean };
+
+export type BrepFace = {
+  id: number;
+  key: string;
+  surface: number;
+  sense: 'Forward' | 'Reverse';
+  trim: unknown;
+  shell_ref: number | null;
+  provenance: {
+    sources: FaceSource[];
+    role: 'Authored' | 'Preserved' | 'Split' | 'Cut' | 'Coincident';
+    reversed: boolean;
+  };
+};
+
+export type BrepWire = { id: number; start_halfedge: number; is_closed: boolean };
+
+export type BrepShell = { id: number; faces: number[]; is_closed: boolean };
+
+export type Brep = {
+  schema_version: number;
+  id: string;
+  revision: number;
+  geometry: { surfaces: unknown[]; curves: unknown[]; pcurves: unknown[]; intersections: unknown[] };
+  topology: {
+    vertices: BrepVertex[];
+    edges: BrepEdge[];
+    halfedges: BrepHalfedge[];
+    loops: BrepLoop[];
+    faces: BrepFace[];
+    wires: BrepWire[];
+    shells: BrepShell[];
+  };
+  solids: { outer_shell: number; cavity_shells: number[] }[];
+  accuracy: { geometric: number; intersection: number; tessellation: number; exchange: number };
+  quality: GeometryQuality;
+};
diff --git a/main/opengeometry-three/src/dto/change-set.ts b/main/opengeometry-three/src/dto/change-set.ts
new file mode 100644
index 0000000..606e2cf
--- /dev/null
+++ b/main/opengeometry-three/src/dto/change-set.ts
@@ -0,0 +1,14 @@
+export type NodeChange = {
+  ogId: string;
+  handle: number;
+  generation: number;
+  shapeId: string | null;
+  shapeRevision: number | null;
+};
+
+export type ChangeSet = {
+  revision: number;
+  added: NodeChange[];
+  changed: NodeChange[];
+  removed: NodeChange[];
+};
diff --git a/main/opengeometry-three/src/dto/creation.ts b/main/opengeometry-three/src/dto/creation.ts
new file mode 100644
index 0000000..4a1eb22
--- /dev/null
+++ b/main/opengeometry-three/src/dto/creation.ts
@@ -0,0 +1 @@
+export type Creation = { ogId: string };
diff --git a/main/opengeometry-three/src/dto/display-buffers.ts b/main/opengeometry-three/src/dto/display-buffers.ts
new file mode 100644
index 0000000..333adc3
--- /dev/null
+++ b/main/opengeometry-three/src/dto/display-buffers.ts
@@ -0,0 +1,13 @@
+export type DisplayBuffers = {
+  positions: Float32Array;
+  normals: Float32Array;
+  indices: Uint32Array;
+  faceRanges: Uint32Array;
+  outline: Float32Array;
+  edgeIds: Uint32Array;
+  origin: Float64Array;
+  revision: number;
+  bucket: number;
+  achievedDeflection: number;
+  triangles: number;
+};
diff --git a/main/opengeometry-three/src/dto/events.ts b/main/opengeometry-three/src/dto/events.ts
new file mode 100644
index 0000000..5ba07b4
--- /dev/null
+++ b/main/opengeometry-three/src/dto/events.ts
@@ -0,0 +1,2 @@
+export type Events = 'geometry' | 'warning' | 'error' | 'fatal';
+export type Listener = (event: unknown) => void;
diff --git a/main/opengeometry-three/src/dto/mark-stats.ts b/main/opengeometry-three/src/dto/mark-stats.ts
new file mode 100644
index 0000000..5c09cb4
--- /dev/null
+++ b/main/opengeometry-three/src/dto/mark-stats.ts
@@ -0,0 +1 @@
+export type MarkStats = { liveMarks: number; retainedRevisions: number };
diff --git a/main/opengeometry-three/src/dto/node-info.ts b/main/opengeometry-three/src/dto/node-info.ts
new file mode 100644
index 0000000..66e0800
--- /dev/null
+++ b/main/opengeometry-three/src/dto/node-info.ts
@@ -0,0 +1,11 @@
+export type NodeInfo = {
+  ogId: string;
+  handle: number;
+  generation: number;
+  parent: string | null;
+  children: string[];
+  kind: string;
+  shapeId: string | null;
+  shapeRevision: number | null;
+  bodyType: string | null;
+};
diff --git a/main/opengeometry-three/src/dto/pick-result.ts b/main/opengeometry-three/src/dto/pick-result.ts
new file mode 100644
index 0000000..0a98353
--- /dev/null
+++ b/main/opengeometry-three/src/dto/pick-result.ts
@@ -0,0 +1 @@
+export type PickResult = { ogId: string; shapeRevision: number; faceId?: number; edgeId?: number };
diff --git a/main/opengeometry-three/src/dto/placement.ts b/main/opengeometry-three/src/dto/placement.ts
new file mode 100644
index 0000000..28fd463
--- /dev/null
+++ b/main/opengeometry-three/src/dto/placement.ts
@@ -0,0 +1,6 @@
+export type Placement = {
+  origin: [number, number, number];
+  xDirection: [number, number, number];
+  normal: [number, number, number];
+  scale: number;
+};
diff --git a/main/opengeometry-three/src/dto/step-export.ts b/main/opengeometry-three/src/dto/step-export.ts
new file mode 100644
index 0000000..c5fb76d
--- /dev/null
+++ b/main/opengeometry-three/src/dto/step-export.ts
@@ -0,0 +1,39 @@
+export type StepBodyReport = {
+  ogId: string;
+  shapeId: string;
+  shapeRevision: number;
+  solids: number;
+  faces: number;
+  edges: number;
+  cavityShells: number;
+  collapsedChartUses: number;
+  fittedCurves: number;
+  pcurvelessEdges: number;
+  exchangeErrorBound: number;
+  geometricTolerance: number;
+};
+
+export type StepSkipped = { ogId: string; reason: string };
+
+export type StepExportReport = {
+  unit: string;
+  upAxis: string;
+  timestamp: string;
+  products: number;
+  solids: number;
+  faces: number;
+  edges: number;
+  cavityShells: number;
+  collapsedChartUses: number;
+  fittedCurves: number;
+  pcurvelessEdges: number;
+  entities: number;
+  bytes: number;
+  exchangeErrorBound: number;
+  geometricTolerance: number;
+  validationLevel: string;
+  bodies: StepBodyReport[];
+  skipped: StepSkipped[];
+};
+
+export type StepExport = { text: string; report: StepExportReport };
diff --git a/main/opengeometry-three/src/editor/freeform.ts b/main/opengeometry-three/src/editor/freeform.ts
deleted file mode 100644
index ab3a02b..0000000
--- a/main/opengeometry-three/src/editor/freeform.ts
+++ /dev/null
@@ -1,485 +0,0 @@
-import {
-  OGFreeformEditor as KernelFreeformEditor,
-  Vector3,
-} from "../../../opengeometry/pkg/opengeometry";
-
-import { FreeformGeometry } from "../freeform";
-import type { ObjectTransformation } from "../freeform/types";
-import type {
-  EdgeInfo,
-  EditOperationOptions,
-  FaceInfo,
-  FreeformEditCapabilities,
-  FreeformEditResult,
-  FreeformFeatureEditCapabilities,
-  TopologyId,
-  TopologyRenderData,
-  TopologyVertexRenderData,
-  VertexInfo,
-} from "./types";
-
-type RawFreeformOperationCapabilities = {
-  can_push_pull_face: boolean;
-  can_move_face: boolean;
-  can_extrude_face: boolean;
-  can_cut_face: boolean;
-  can_move_edge: boolean;
-  can_move_vertex: boolean;
-  can_insert_vertex_on_edge: boolean;
-  can_remove_vertex: boolean;
-  can_split_edge: boolean;
-  can_loop_cut: boolean;
-  reasons?: string[];
-};
-
-type RawFreeformFeatureEditCapabilities = RawFreeformOperationCapabilities & {
-  domain: "face" | "edge" | "vertex";
-  topology_id: TopologyId;
-};
-
-function parseJson<T>(payload: string): T {
-  return JSON.parse(payload) as T;
-}
-
-function toVector3(value: { x: number; y: number; z: number }): Vector3 {
-  return new Vector3(value.x, value.y, value.z);
-}
-
-function toPlainVector3(value: { x: number; y: number; z: number }) {
-  return {
-    x: value.x,
-    y: value.y,
-    z: value.z,
-  };
-}
-
-function normalizePlacement(
-  placement: ObjectTransformation
-): ObjectTransformation {
-  return {
-    anchor: toVector3(placement.anchor),
-    translation: toVector3(placement.translation),
-    rotation: toVector3(placement.rotation),
-    scale: toVector3(placement.scale),
-  };
-}
-
-function normalizeFaceInfo(face: FaceInfo): FaceInfo {
-  return {
-    ...face,
-    centroid: toVector3(face.centroid),
-    normal: toVector3(face.normal),
-  };
-}
-
-function normalizeEdgeInfo(edge: EdgeInfo): EdgeInfo {
-  return {
-    ...edge,
-    start: toVector3(edge.start),
-    end: toVector3(edge.end),
-  };
-}
-
-function normalizeVertexInfo(vertex: VertexInfo): VertexInfo {
-  return {
-    ...vertex,
-    position: toVector3(vertex.position),
-  };
-}
-
-function normalizeTopologyRenderData(
-  topology: TopologyRenderData
-): TopologyRenderData {
-  return {
-    ...topology,
-    vertices: topology.vertices.map((vertex) =>
-      normalizeTopologyVertex(vertex)
-    ),
-  };
-}
-
-function normalizeTopologyVertex(
-  vertex: TopologyVertexRenderData
-): TopologyVertexRenderData {
-  return {
-    ...vertex,
-    position: toVector3(vertex.position),
-  };
-}
-
-function normalizeFeatureCapabilities(
-  raw: RawFreeformFeatureEditCapabilities
-): FreeformFeatureEditCapabilities {
-  return {
-    domain: raw.domain,
-    topologyId: raw.topology_id,
-    canPushPullFace: raw.can_push_pull_face,
-    canMoveFace: raw.can_move_face,
-    canExtrudeFace: raw.can_extrude_face,
-    canCutFace: raw.can_cut_face,
-    canMoveEdge: raw.can_move_edge,
-    canMoveVertex: raw.can_move_vertex,
-    canInsertVertexOnEdge: raw.can_insert_vertex_on_edge,
-    canRemoveVertex: raw.can_remove_vertex,
-    canSplitEdge: raw.can_split_edge,
-    canLoopCut: raw.can_loop_cut,
-    reasons: raw.reasons,
-  };
-}
-
-function normalizeFreeformCapabilities(
-  raw: RawFreeformOperationCapabilities
-): FreeformEditCapabilities {
-  return {
-    editingMode: "freeform",
-    entityType: "freeform",
-    editFamily: "freeform",
-    canEditConfig: false,
-    canEditPlacement: false,
-    canConvertToFreeform: false,
-    canPushPullFace: raw.can_push_pull_face,
-    canMoveFace: raw.can_move_face,
-    canExtrudeFace: raw.can_extrude_face,
-    canCutFace: raw.can_cut_face,
-    canMoveEdge: raw.can_move_edge,
-    canMoveVertex: raw.can_move_vertex,
-    canInsertVertexOnEdge: raw.can_insert_vertex_on_edge,
-    canRemoveVertex: raw.can_remove_vertex,
-    canSplitEdge: raw.can_split_edge,
-    canLoopCut: raw.can_loop_cut,
-    reasons: raw.reasons,
-  };
-}
-
-function parseEditResult(payload: string): FreeformEditResult {
-  const result = parseJson<FreeformEditResult>(payload);
-  return {
-    ...result,
-    placement: normalizePlacement(result.placement),
-  };
-}
-
-function serializeOptions(options?: EditOperationOptions): string | undefined {
-  if (!options) {
-    return undefined;
-  }
-
-  return JSON.stringify({
-    ...options,
-    constraintAxis: options.constraintAxis
-      ? toPlainVector3(options.constraintAxis)
-      : undefined,
-    constraintPlaneNormal: options.constraintPlaneNormal
-      ? toPlainVector3(options.constraintPlaneNormal)
-      : undefined,
-  });
-}
-
-/**
- * High-level editor facade over the kernel freeform editing API.
- */
-export class FreeformEditor {
-  private readonly geometry: FreeformGeometry;
-  private readonly editor: KernelFreeformEditor;
-
-  constructor(
-    geometry: FreeformGeometry,
-    editor: KernelFreeformEditor = new KernelFreeformEditor()
-  ) {
-    this.geometry = geometry;
-    this.editor = editor;
-  }
-
-  /**
-   * Returns the freeform geometry currently managed by this editor.
-   */
-  getFreeformGeometry(): FreeformGeometry {
-    return this.geometry;
-  }
-
-  /**
-   * Returns renderable topology buffers for faces, edges, and vertices.
-   */
-  getTopologyRenderData(): TopologyRenderData {
-    return normalizeTopologyRenderData(
-      parseJson<TopologyRenderData>(
-        this.editor.getTopologyRenderData(this.geometry.getKernelGeometry())
-      )
-    );
-  }
-
-  /**
-   * Returns semantic and topological information for a face id.
-   */
-  getFaceInfo(faceId: TopologyId): FaceInfo {
-    return normalizeFaceInfo(
-      parseJson<FaceInfo>(
-        this.editor.getFaceInfo(this.geometry.getKernelGeometry(), faceId)
-      )
-    );
-  }
-
-  /**
-   * Returns semantic and topological information for an edge id.
-   */
-  getEdgeInfo(edgeId: TopologyId): EdgeInfo {
-    return normalizeEdgeInfo(
-      parseJson<EdgeInfo>(
-        this.editor.getEdgeInfo(this.geometry.getKernelGeometry(), edgeId)
-      )
-    );
-  }
-
-  /**
-   * Returns semantic and topological information for a vertex id.
-   */
-  getVertexInfo(vertexId: TopologyId): VertexInfo {
-    return normalizeVertexInfo(
-      parseJson<VertexInfo>(
-        this.editor.getVertexInfo(this.geometry.getKernelGeometry(), vertexId)
-      )
-    );
-  }
-
-  /**
-   * Returns global edit capabilities for the current freeform model.
-   */
-  getEditCapabilities(): FreeformEditCapabilities {
-    return normalizeFreeformCapabilities(
-      parseJson<RawFreeformOperationCapabilities>(
-        this.editor.getEditCapabilities(this.geometry.getKernelGeometry())
-      )
-    );
-  }
-
-  /**
-   * Returns edit capabilities scoped to a single face.
-   */
-  getFaceEditCapabilities(faceId: TopologyId): FreeformFeatureEditCapabilities {
-    return normalizeFeatureCapabilities(
-      parseJson<RawFreeformFeatureEditCapabilities>(
-        this.editor.getFaceEditCapabilities(this.geometry.getKernelGeometry(), faceId)
-      )
-    );
-  }
-
-  /**
-   * Returns edit capabilities scoped to a single edge.
-   */
-  getEdgeEditCapabilities(edgeId: TopologyId): FreeformFeatureEditCapabilities {
-    return normalizeFeatureCapabilities(
-      parseJson<RawFreeformFeatureEditCapabilities>(
-        this.editor.getEdgeEditCapabilities(this.geometry.getKernelGeometry(), edgeId)
-      )
-    );
-  }
-
-  /**
-   * Returns edit capabilities scoped to a single vertex.
-   */
-  getVertexEditCapabilities(
-    vertexId: TopologyId
-  ): FreeformFeatureEditCapabilities {
-    return normalizeFeatureCapabilities(
-      parseJson<RawFreeformFeatureEditCapabilities>(
-        this.editor.getVertexEditCapabilities(
-          this.geometry.getKernelGeometry(),
-          vertexId
-        )
-      )
-    );
-  }
-
-  /**
-   * Offset a face along its editable normal direction.
-   */
-  pushPullFace(
-    faceId: TopologyId,
-    distance: number,
-    options?: EditOperationOptions
-  ): FreeformEditResult {
-    return parseEditResult(
-      this.editor.pushPullFace(
-        this.geometry.getKernelGeometry(),
-        faceId,
-        distance,
-        serializeOptions(options)
-      )
-    );
-  }
-
-  /**
-   * Creates new side faces by extruding a face region.
-   */
-  extrudeFace(
-    faceId: TopologyId,
-    distance: number,
-    options?: EditOperationOptions
-  ): FreeformEditResult {
-    return parseEditResult(
-      this.editor.extrudeFace(
-        this.geometry.getKernelGeometry(),
-        faceId,
-        distance,
-        serializeOptions(options)
-      )
-    );
-  }
-
-  /**
-   * Splits a face by connecting two points sampled on its boundary edges.
-   */
-  cutFace(
-    faceId: TopologyId,
-    startEdgeId: TopologyId,
-    startT: number,
-    endEdgeId: TopologyId,
-    endT: number,
-    options?: EditOperationOptions
-  ): FreeformEditResult {
-    return parseEditResult(
-      this.editor.cutFace(
-        this.geometry.getKernelGeometry(),
-        faceId,
-        startEdgeId,
-        startT,
-        endEdgeId,
-        endT,
-        serializeOptions(options)
-      )
-    );
-  }
-
-  /**
-   * Moves a face by a translation vector, subject to kernel constraints.
-   */
-  moveFace(
-    faceId: TopologyId,
-    translation: Vector3,
-    options?: EditOperationOptions
-  ): FreeformEditResult {
-    return parseEditResult(
-      this.editor.moveFace(
-        this.geometry.getKernelGeometry(),
-        faceId,
-        translation,
-        serializeOptions(options)
-      )
-    );
-  }
-
-  /**
-   * Moves an edge by a translation vector, subject to kernel constraints.
-   */
-  moveEdge(
-    edgeId: TopologyId,
-    translation: Vector3,
-    options?: EditOperationOptions
-  ): FreeformEditResult {
-    return parseEditResult(
-      this.editor.moveEdge(
-        this.geometry.getKernelGeometry(),
-        edgeId,
-        translation,
-        serializeOptions(options)
-      )
-    );
-  }
-
-  /**
-   * Moves a vertex by a translation vector, subject to kernel constraints.
-   */
-  moveVertex(
-    vertexId: TopologyId,
-    translation: Vector3,
-    options?: EditOperationOptions
-  ): FreeformEditResult {
-    return parseEditResult(
-      this.editor.moveVertex(
-        this.geometry.getKernelGeometry(),
-        vertexId,
-        translation,
-        serializeOptions(options)
-      )
-    );
-  }
-
-  /**
-   * Inserts a vertex at parametric position `t` along an edge.
-   */
-  insertVertexOnEdge(
-    edgeId: TopologyId,
-    t: number,
-    options?: EditOperationOptions
-  ): FreeformEditResult {
-    return parseEditResult(
-      this.editor.insertVertexOnEdge(
-        this.geometry.getKernelGeometry(),
-        edgeId,
-        t,
-        serializeOptions(options)
-      )
-    );
-  }
-
-  /**
-   * Splits an edge at parametric position `t`.
-   */
-  splitEdge(
-    edgeId: TopologyId,
-    t: number,
-    options?: EditOperationOptions
-  ): FreeformEditResult {
-    return parseEditResult(
-      this.editor.splitEdge(
-        this.geometry.getKernelGeometry(),
-        edgeId,
-        t,
-        serializeOptions(options)
-      )
-    );
-  }
-
-  /**
-   * Creates a loop cut that propagates from the selected edge when possible.
-   */
-  loopCut(
-    edgeId: TopologyId,
-    t: number,
-    options?: EditOperationOptions
-  ): FreeformEditResult {
-    return parseEditResult(
-      this.editor.loopCut(
-        this.geometry.getKernelGeometry(),
-        edgeId,
-        t,
-        serializeOptions(options)
-      )
-    );
-  }
-
-  /**
-   * Removes a vertex when the current topology allows the edit.
-   */
-  removeVertex(
-    vertexId: TopologyId,
-    options?: EditOperationOptions
-  ): FreeformEditResult {
-    return parseEditResult(
-      this.editor.removeVertex(
-        this.geometry.getKernelGeometry(),
-        vertexId,
-        serializeOptions(options)
-      )
-    );
-  }
-}
-
-/**
- * Convenience factory for creating a freeform editor around a geometry wrapper.
- */
-export function createFreeformEditor(
-  geometry: FreeformGeometry
-): FreeformEditor {
-  return new FreeformEditor(geometry);
-}
diff --git a/main/opengeometry-three/src/editor/index.ts b/main/opengeometry-three/src/editor/index.ts
deleted file mode 100644
index 2837da3..0000000
--- a/main/opengeometry-three/src/editor/index.ts
+++ /dev/null
@@ -1,10 +0,0 @@
-/**
- * Public editor helpers for parametric and freeform modeling workflows.
- */
-export * from "./types";
-export {
-  clonePlacement,
-  createParametricEditCapabilities,
-  toObjectTransformation,
-} from "./parametric";
-export { FreeformEditor, createFreeformEditor } from "./freeform";
diff --git a/main/opengeometry-three/src/editor/parametric.ts b/main/opengeometry-three/src/editor/parametric.ts
deleted file mode 100644
index 133b834..0000000
--- a/main/opengeometry-three/src/editor/parametric.ts
+++ /dev/null
@@ -1,70 +0,0 @@
-import { Vector3 } from "../../../opengeometry/pkg/opengeometry";
-
-import type {
-  ParametricEditCapabilities,
-  ParametricEditFamily,
-  ParametricEntityType,
-  ParametricPlacement,
-} from "./types";
-import type { ObjectTransformation } from "../freeform/types";
-
-function cloneVector(
-  vector: Vector3 | undefined,
-  fallback: [number, number, number]
-): Vector3 {
-  return vector?.clone() ?? new Vector3(...fallback);
-}
-
-/**
- * Returns the canonical capability payload exposed by parametric wrappers.
- */
-export function createParametricEditCapabilities(
-  entityType: ParametricEntityType,
-  editFamily: ParametricEditFamily
-): ParametricEditCapabilities {
-  return {
-    editingMode: "parametric",
-    entityType,
-    editFamily,
-    canEditConfig: true,
-    canEditPlacement: true,
-    canConvertToFreeform: true,
-  };
-}
-
-/**
- * Normalizes optional placement fields into concrete vectors.
- */
-export function clonePlacement(
-  placement: Partial<ParametricPlacement>
-): ParametricPlacement {
-  return {
-    translation: cloneVector(placement.translation, [0, 0, 0]),
-    rotation: cloneVector(placement.rotation, [0, 0, 0]),
-    scale: cloneVector(placement.scale, [1, 1, 1]),
-  };
-}
-
-/**
- * Converts a parametric placement payload into the freeform/object transform
- * structure expected by BRep-backed helpers.
- */
-export function toObjectTransformation(
-  placement: ParametricPlacement | ObjectTransformation
-): ObjectTransformation {
-  if ("anchor" in placement) {
-    return {
-      anchor: cloneVector(placement.anchor, [0, 0, 0]),
-      translation: cloneVector(placement.translation, [0, 0, 0]),
-      rotation: cloneVector(placement.rotation, [0, 0, 0]),
-      scale: cloneVector(placement.scale, [1, 1, 1]),
-    };
-  }
-
-  return {
-    anchor: new Vector3(0, 0, 0),
-    translation: cloneVector(placement.translation, [0, 0, 0]),
-    rotation: cloneVector(placement.rotation, [0, 0, 0]),
-    scale: cloneVector(placement.scale, [1, 1, 1]),
-  };
-}
diff --git a/main/opengeometry-three/src/editor/types.ts b/main/opengeometry-three/src/editor/types.ts
deleted file mode 100644
index 8c846f7..0000000
--- a/main/opengeometry-three/src/editor/types.ts
+++ /dev/null
@@ -1,269 +0,0 @@
-import { Vector3 } from "../../../opengeometry/pkg/opengeometry";
-
-import type { ObjectTransformation } from "../freeform/types";
-
-/**
- * Numeric identifier used for faces, edges, and vertices in freeform topology APIs.
- */
-export type TopologyId = number;
-
-/**
- * Kernel edit permissions shared by global and feature-scoped freeform capabilities.
- */
-export interface FreeformOperationCapabilities {
-  canPushPullFace: boolean;
-  canMoveFace: boolean;
-  canExtrudeFace: boolean;
-  canCutFace: boolean;
-  canMoveEdge: boolean;
-  canMoveVertex: boolean;
-  canInsertVertexOnEdge: boolean;
-  canRemoveVertex: boolean;
-  canSplitEdge: boolean;
-  canLoopCut: boolean;
-  reasons?: string[];
-}
-
-/**
- * Global editing capabilities for a freeform geometry object.
- */
-export interface FreeformEditCapabilities extends FreeformOperationCapabilities {
-  editingMode: "freeform";
-  entityType: "freeform";
-  editFamily: "freeform";
-  canEditConfig: false;
-  canEditPlacement: false;
-  canConvertToFreeform: false;
-}
-
-/**
- * Feature-scoped editing capabilities for a single face, edge, or vertex.
- */
-export interface FreeformFeatureEditCapabilities
-  extends FreeformOperationCapabilities {
-  domain: "face" | "edge" | "vertex";
-  topologyId: TopologyId;
-}
-
-/**
- * How a topology id changed after an edit.
- */
-export type TopologyRemapStatus = "unchanged" | "split" | "merged" | "deleted";
-
-/**
- * Maps an old topology id to the ids that replaced it.
- */
-export interface TopologyRemapEntry {
-  old_id: TopologyId;
-  new_ids: TopologyId[];
-  primary_id: TopologyId | null;
-  status: TopologyRemapStatus;
-}
-
-/**
- * Newly created topology ids emitted by a freeform edit.
- */
-export interface TopologyCreatedIds {
-  faces: TopologyId[];
-  edges: TopologyId[];
-  vertices: TopologyId[];
-}
-
-/**
- * Topology remap payload returned by edits that change face/edge/vertex ids.
- */
-export interface TopologyRemap {
-  faces: TopologyRemapEntry[];
-  edges: TopologyRemapEntry[];
-  vertices: TopologyRemapEntry[];
-  created_ids: TopologyCreatedIds;
-}
-
-/**
- * Diagnostic severities returned by freeform validity checks.
- */
-export type DiagnosticSeverity = "info" | "warning" | "error";
-
-/**
- * Individual diagnostic emitted by a freeform edit or validation pass.
- */
-export interface FreeformDiagnostic {
-  code: string;
-  severity: DiagnosticSeverity;
-  message: string;
-  domain?: string;
-  topology_id?: TopologyId;
-}
-
-/**
- * Validity summary returned after a freeform edit.
- */
-export interface FreeformValidity {
-  ok: boolean;
-  healed?: boolean;
-  diagnostics: FreeformDiagnostic[];
-}
-
-/**
- * Face metadata returned by the freeform editor.
- */
-export interface FaceInfo {
-  face_id: TopologyId;
-  centroid: Vector3;
-  normal: Vector3;
-  surface_type: string;
-  loop_ids: TopologyId[];
-  edge_ids: TopologyId[];
-  vertex_ids: TopologyId[];
-  adjacent_face_ids: TopologyId[];
-}
-
-/**
- * Edge metadata returned by the freeform editor.
- */
-export interface EdgeInfo {
-  edge_id: TopologyId;
-  curve_type: string;
-  start_vertex_id: TopologyId;
-  end_vertex_id: TopologyId;
-  start: Vector3;
-  end: Vector3;
-  incident_face_ids: TopologyId[];
-}
-
-/**
- * Vertex metadata returned by the freeform editor.
- */
-export interface VertexInfo {
-  vertex_id: TopologyId;
-  position: Vector3;
-  edge_ids: TopologyId[];
-  face_ids: TopologyId[];
-}
-
-/**
- * Triangulated face render data for topology overlays.
- */
-export interface TopologyFaceRenderData {
-  face_id: TopologyId;
-  positions: number[];
-  indices: number[];
-}
-
-/**
- * Edge polyline render data for topology overlays.
- */
-export interface TopologyEdgeRenderData {
-  edge_id: TopologyId;
-  positions: number[];
-}
-
-/**
- * Vertex render data for topology overlays.
- */
-export interface TopologyVertexRenderData {
-  vertex_id: TopologyId;
-  position: Vector3;
-}
-
-/**
- * Full renderable topology payload emitted by the freeform editor.
- */
-export interface TopologyRenderData {
-  faces: TopologyFaceRenderData[];
-  edges: TopologyEdgeRenderData[];
-  vertices: TopologyVertexRenderData[];
-}
-
-/**
- * Structured result payload returned by freeform edit operations.
- */
-export interface FreeformEditResult {
-  entity_id: string;
-  brep_serialized?: string;
-  local_brep_serialized?: string;
-  geometry_serialized?: string;
-  outline_geometry_serialized?: string;
-  topology_changed: boolean;
-  topology_remap?: TopologyRemap;
-  changed_faces?: TopologyId[];
-  changed_edges?: TopologyId[];
-  changed_vertices?: TopologyId[];
-  validity: FreeformValidity;
-  placement: ObjectTransformation;
-}
-
-/**
- * Optional flags that control how much auxiliary data an edit returns.
- */
-export interface EditOperationOptions {
-  includeBrepSerialized?: boolean;
-  includeLocalBrepSerialized?: boolean;
-  includeGeometrySerialized?: boolean;
-  includeOutlineGeometrySerialized?: boolean;
-  includeTopologyRemap?: boolean;
-  includeDeltas?: boolean;
-  constraintAxis?: Vector3;
-  constraintPlaneNormal?: Vector3;
-  preserveCoplanarity?: boolean;
-  constraintFrame?: "local" | "world";
-  openSurfaceMode?: boolean;
-}
-
-/**
- * High-level editing mode families exposed by public wrappers.
- */
-export type EditingMode = "parametric" | "freeform";
-export type ParametricEntityType =
-  | "line"
-  | "polyline"
-  | "arc"
-  | "curve"
-  | "elliptical_arc"
-  | "rectangle"
-  | "polygon"
-  | "cuboid"
-  | "cylinder"
-  | "sphere"
-  | "wedge"
-  | "opening"
-  | "sweep";
-export type EntityType = ParametricEntityType | "freeform";
-export type EditFamily =
-  | "profile"
-  | "curve"
-  | "box"
-  | "radial"
-  | "wedge"
-  | "sweep"
-  | "freeform";
-export type ParametricEditFamily = Exclude<EditFamily, "freeform">;
-
-/**
- * Shared placement structure for parametric wrappers.
- */
-export interface ParametricPlacement {
-  translation: Vector3;
-  rotation: Vector3;
-  scale: Vector3;
-}
-
-/**
- * Base capability payload shared by parametric and freeform wrappers.
- */
-export interface BaseEditCapabilities {
-  editingMode: EditingMode;
-  entityType: EntityType;
-  editFamily: EditFamily;
-  canEditConfig: boolean;
-  canEditPlacement: boolean;
-  canConvertToFreeform: boolean;
-}
-
-/**
- * Capability payload returned by parametric wrappers such as `Polygon` or `Cuboid`.
- */
-export interface ParametricEditCapabilities extends BaseEditCapabilities {
-  editingMode: "parametric";
-  entityType: ParametricEntityType;
-}
diff --git a/main/opengeometry-three/src/errors.ts b/main/opengeometry-three/src/errors.ts
new file mode 100644
index 0000000..28370ca
--- /dev/null
+++ b/main/opengeometry-three/src/errors.ts
@@ -0,0 +1,21 @@
+export class OGError extends Error {
+  readonly code: string;
+  readonly call: string;
+  readonly details: unknown;
+
+  constructor(code: string, call: string, message: string, details: unknown = {}) {
+    super(message);
+    this.name = 'OGError';
+    this.code = code;
+    this.call = call;
+    this.details = details;
+  }
+
+  toJSON(): { code: string; call: string; message: string; details: unknown } {
+    return { code: this.code, call: this.call, message: this.message, details: this.details };
+  }
+
+  static fromJSON(value: { code: string; call: string; message: string; details?: unknown }): OGError {
+    return new OGError(value.code, value.call, value.message, value.details);
+  }
+}
diff --git a/main/opengeometry-three/src/examples/booleans.ts b/main/opengeometry-three/src/examples/booleans.ts
deleted file mode 100644
index cc98daf..0000000
--- a/main/opengeometry-three/src/examples/booleans.ts
+++ /dev/null
@@ -1,245 +0,0 @@
-import * as THREE from "three";
-import { Vector3 } from "../../../opengeometry/pkg/opengeometry";
-
-import {
-  BooleanExecutionOptions,
-  booleanIntersection,
-  booleanSubtraction,
-  booleanUnion,
-} from "../operations/boolean";
-import { AnalyticSolid } from "../shapes/analytic-solid";
-
-export type BooleanExampleOperation = "union" | "intersection" | "subtraction";
-export type BooleanExampleMode = "solid" | "polygon" | "extruded";
-
-export interface BooleanExampleBuildOptions extends BooleanExecutionOptions {
-  mode: BooleanExampleMode;
-  sphereCenter?: Vector3;
-  polygonOffset?: Vector3;
-  extrudedOffset?: Vector3;
-}
-
-export interface BooleanExampleBuildResult {
-  group: THREE.Group;
-  lhs: THREE.Object3D;
-  rhs: THREE.Object3D;
-  result: AnalyticSolid;
-  title: string;
-  description: string;
-}
-
-/**
- * Builds a complete operand/result scene group for a boolean example page.
- */
-export function createBooleanExample(
-  operation: BooleanExampleOperation,
-  options: BooleanExampleBuildOptions
-): BooleanExampleBuildResult {
-  const preset = createPreset(operation, options);
-
-  const execute = getBooleanExecutor(operation);
-  const result = execute(preset.lhsOperand, preset.rhsOperand, options);
-
-  const group = new THREE.Group();
-  group.add(preset.lhsVisual);
-  group.add(preset.rhsVisual);
-  group.add(result);
-
-  return {
-    group,
-    lhs: preset.lhsVisual,
-    rhs: preset.rhsVisual,
-    result,
-    title: preset.title,
-    description: preset.description,
-  };
-}
-
-function createPreset(
-  operation: BooleanExampleOperation,
-  options: BooleanExampleBuildOptions
-) {
-  switch (options.mode) {
-    case "solid":
-      return createSolidPreset(operation, options);
-    case "polygon":
-      return createPolygonPreset(operation, options);
-    case "extruded":
-      return createExtrudedPreset(operation, options);
-  }
-}
-
-/**
- * Builds the solid-operand preset used by the example pages.
- */
-function createSolidPreset(
-  operation: BooleanExampleOperation,
-  options: BooleanExampleBuildOptions
-) {
-  const base = new AnalyticSolid({
-    kind: "sphere",
-    radius: 1,
-    color: 0x60a5fa,
-    deflection: 0.01,
-  });
-  base.position.set(-0.45, 1, 0);
-
-  const tool = new AnalyticSolid({
-    kind: "sphere",
-    radius: operation === "intersection" ? 0.95 : 0.85,
-    color: 0xf97316,
-    deflection: 0.01,
-  });
-  const center = options.sphereCenter ?? new Vector3(0.45, 1, 0.1);
-  tool.position.set(center.x, center.y, center.z);
-
-  base.outline = options.outline ?? true;
-  tool.outline = options.outline ?? true;
-
-  return {
-    title: `${capitalize(operation)} Analytic Spheres`,
-    description: "Two exact spheres exercise the in-house analytic boolean path and retain face ancestry.",
-    lhsOperand: base,
-    rhsOperand: tool,
-    lhsVisual: base,
-    rhsVisual: tool,
-  };
-}
-
-/**
- * Builds the thin planar-profile solid preset used by the example pages.
- */
-function createPolygonPreset(
-  operation: BooleanExampleOperation,
-  options: BooleanExampleBuildOptions
-) {
-  const polygonOffset = options.polygonOffset ?? new Vector3(0.0, 0.0, 0.0);
-  const lhsVertices = [
-    new Vector3(-1.8, 0.0, -0.8),
-    new Vector3(0.4, 0.0, -0.8),
-    new Vector3(0.4, 0.0, 1.0),
-    new Vector3(-1.8, 0.0, 1.0),
-  ];
-  const rhsVertices = translateVertices(
-    operation === "subtraction"
-      ? [
-          new Vector3(-0.55, 0.0, -0.35),
-          new Vector3(1.2, 0.0, -0.35),
-          new Vector3(1.2, 0.0, 0.65),
-          new Vector3(-0.55, 0.0, 0.65),
-        ]
-      : [
-          new Vector3(-0.4, 0.0, -1.1),
-          new Vector3(1.55, 0.0, -1.1),
-          new Vector3(1.55, 0.0, 0.7),
-          new Vector3(-0.4, 0.0, 0.7),
-        ],
-    polygonOffset
-  );
-
-  const lhs = new AnalyticSolid({
-    kind: "linearExtrusion",
-    outer: lhsVertices.map((point) => [point.x, -point.z]),
-    holes: [],
-    height: 0.12,
-    color: 0x60a5fa,
-    deflection: 0.01,
-  });
-  const rhs = new AnalyticSolid({
-    kind: "linearExtrusion",
-    outer: rhsVertices.map((point) => [point.x, -point.z]),
-    holes: [],
-    height: 0.12,
-    color: 0xf97316,
-    deflection: 0.01,
-  });
-
-  lhs.outline = options.outline ?? true;
-  rhs.outline = options.outline ?? true;
-
-  return {
-    title: `${capitalize(operation)} Planar Profile Solids`,
-    description: "Two authoritative line-profile extrusions exercise planar imprint, classify, select, and sew.",
-    lhsOperand: lhs,
-    rhsOperand: rhs,
-    lhsVisual: lhs,
-    rhsVisual: rhs,
-  };
-}
-
-/**
- * Builds a strict-v2 line-profile extrusion preset with a coextensive slab.
- */
-function createExtrudedPreset(
-  operation: BooleanExampleOperation,
-  options: BooleanExampleBuildOptions
-) {
-  const extrudedOffset = options.extrudedOffset ?? new Vector3(0.0, 0.0, 0.0);
-
-  const host = new AnalyticSolid({
-    kind: "linearExtrusion",
-    outer: [[-2.2, -0.18], [2.2, -0.18], [2.2, 0.18], [-2.2, 0.18]],
-    holes: [],
-    height: 2.8,
-    color: 0x60a5fa,
-    deflection: 0.01,
-  });
-  const cutter = new AnalyticSolid({
-    kind: "linearExtrusion",
-    outer: [[-0.7, -0.34], [0.9, -0.34], [0.9, 0.34], [-0.7, 0.34]],
-    holes: [],
-    height: 2.8,
-    color: 0xf97316,
-    deflection: 0.01,
-  });
-  cutter.position.set(extrudedOffset.x, 0, extrudedOffset.z);
-
-  host.outline = options.outline ?? true;
-  cutter.outline = options.outline ?? true;
-
-  return {
-    title: `${capitalize(operation)} Extruded Solid`,
-    description:
-      "Two coextensive authoritative line-profile extrusions use the in-house planar arrangement.",
-    lhsOperand: host,
-    rhsOperand: cutter,
-    lhsVisual: host,
-    rhsVisual: cutter,
-  };
-}
-
-/**
- * Selects the exported boolean helper that matches the current example mode.
- */
-function getBooleanExecutor(operation: BooleanExampleOperation) {
-  switch (operation) {
-    case "union":
-      return booleanUnion;
-    case "intersection":
-      return booleanIntersection;
-    case "subtraction":
-      return booleanSubtraction;
-  }
-}
-
-/**
- * Formats the operation name for example titles.
- */
-function capitalize(value: string) {
-  return value.charAt(0).toUpperCase() + value.slice(1);
-}
-
-/**
- * Applies a uniform translation to the polygon operand so examples can move it
- * interactively without mutating the base preset coordinates.
- */
-function translateVertices(vertices: Vector3[], offset: Vector3) {
-  return vertices.map(
-    (vertex) =>
-      new Vector3(
-        vertex.x + offset.x,
-        vertex.y + offset.y,
-        vertex.z + offset.z
-      )
-  );
-}
diff --git a/main/opengeometry-three/src/examples/editor-modes.ts b/main/opengeometry-three/src/examples/editor-modes.ts
deleted file mode 100644
index 5313a08..0000000
--- a/main/opengeometry-three/src/examples/editor-modes.ts
+++ /dev/null
@@ -1,98 +0,0 @@
-import * as THREE from "three";
-import { Vector3 } from "../../../opengeometry/pkg/opengeometry";
-import { FreeformEditResult, createFreeformEditor } from "../editor";
-import { Line } from "../primitives/line";
-import { Polygon } from "../shapes/polygon";
-import { Cuboid } from "../shapes/cuboid";
-
-/**
- * Demonstrates strict v2 parametric solid edits and the separate sampled-wire
- * freeform editor. Analytic solid freeform conversion is intentionally unsupported.
- */
-export function createEditorModesExample(scene: THREE.Scene) {
-  const polygon = new Polygon({
-    vertices: [
-      new Vector3(-3.2, 0.0, -0.8),
-      new Vector3(-2.2, 0.0, 0.4),
-      new Vector3(-1.0, 0.0, 0.0),
-      new Vector3(-1.5, 0.0, -1.2),
-    ],
-    color: 0x2563eb,
-    fatOutlines: true,
-    outlineWidth: 4,
-  });
-  polygon.outline = true;
-
-  const polygonCapabilities = polygon.getEditCapabilities();
-  polygon.setConfig({
-    vertices: [
-      new Vector3(-3.4, 0.0, -0.9),
-      new Vector3(-2.0, 0.0, 0.6),
-      new Vector3(-0.8, 0.0, -0.1),
-      new Vector3(-1.6, 0.0, -1.4),
-    ],
-  });
-  polygon.setPlacement({
-    translation: new Vector3(0.0, 0.0, -0.2),
-  });
-
-  const cuboid = new Cuboid({
-    center: new Vector3(1.2, 0.8, 0.0),
-    width: 1.2,
-    height: 1.4,
-    depth: 1.0,
-    color: 0x10b981,
-    deflection: 0.01,
-  });
-  cuboid.outline = true;
-
-  const cuboidCapabilities = cuboid.getEditCapabilities();
-  cuboid.setConfig({
-    width: 1.6,
-    height: 1.8,
-  });
-  cuboid.setPlacement({
-    translation: new Vector3(0.2, 0.0, 0.0),
-    rotation: new Vector3(0.0, Math.PI / 9.0, 0.0),
-  });
-
-  const guideLine = new Line({
-    start: new Vector3(-3.4, 0.0, 1.6),
-    end: new Vector3(-0.8, 0.0, 1.6),
-    color: 0x475569,
-    fatLines: true,
-    width: 4,
-  });
-  guideLine.setPlacement({
-    translation: new Vector3(0.0, 0.0, 0.2),
-  });
-
-  const guideLineCapabilities = guideLine.getEditCapabilities();
-  const guideLineFreeform = guideLine.toFreeform(`${guideLine.ogid}-freeform`);
-  const guideLineEditor = createFreeformEditor(guideLineFreeform);
-  const guideLineEdge =
-    guideLineEditor.getTopologyRenderData().edges[0]?.edge_id ?? null;
-  let guideLineSplitResult: FreeformEditResult | null = null;
-
-  if (guideLineEdge !== null) {
-    guideLineSplitResult = guideLineEditor.splitEdge(guideLineEdge, 0.5, {
-      includeTopologyRemap: true,
-    });
-  }
-
-  scene.add(polygon);
-  scene.add(cuboid);
-  scene.add(guideLine);
-
-  return {
-    polygon,
-    cuboid,
-    guideLine,
-    polygonCapabilities,
-    cuboidCapabilities,
-    guideLineCapabilities,
-    guideLineFreeform,
-    guideLineEditor,
-    guideLineSplitResult,
-  };
-}
diff --git a/main/opengeometry-three/src/examples/index.ts b/main/opengeometry-three/src/examples/index.ts
deleted file mode 100644
index 4978f70..0000000
--- a/main/opengeometry-three/src/examples/index.ts
+++ /dev/null
@@ -1,11 +0,0 @@
-/**
- * Reusable scene example builders for primitives, shapes, and operations.
- */
-export * from './primitives';
-export * from './shapes';
-export * from './sweep';
-export * from './offset';
-export * from './offset-ring-variable';
-export * from './ribbon-from-offsets';
-export * from './booleans';
-export * from './editor-modes';
diff --git a/main/opengeometry-three/src/examples/offset-ring-variable.ts b/main/opengeometry-three/src/examples/offset-ring-variable.ts
deleted file mode 100644
index e40cfff..0000000
--- a/main/opengeometry-three/src/examples/offset-ring-variable.ts
+++ /dev/null
@@ -1,71 +0,0 @@
-import * as THREE from "three";
-import { Vector3 } from "../../../opengeometry/pkg/opengeometry";
-import { Polyline } from "../primitives/polyline";
-import { offsetRingVariable } from "../operations/offset-regions";
-
-/** Close a kernel ring for Polyline rendering (repeat the first point). */
-function closedRingPoints(ring: { x: number; y: number; z: number }[]): Vector3[] {
-  const points = ring.map((point) => new Vector3(point.x, point.y, point.z));
-  if (points.length > 0) {
-    const first = ring[0];
-    points.push(new Vector3(first.x, first.y, first.z));
-  }
-  return points;
-}
-
-/**
- * Variable (per-edge) ring inset: a rectangular "parcel" inset by front 6 /
- * side 1.5 / rear 3 setbacks, and a waisted (dumbbell) parcel whose uniform
- * 3 m inset SPLITS into two disjoint buildable envelopes — the case a uniform
- * offset cannot express.
- */
-export function createOffsetRingVariableExample(scene: THREE.Scene) {
-  const scale = 0.2; // metres → scene units, keeps both parcels in frame
-
-  const parcel = [0, 0, 0, 20, 0, 0, 20, 0, 30, 0, 0, 30].map((v) => v * scale);
-  const parcelSetbacks = [6, 1.5, 3, 1.5].map((v) => v * scale);
-
-  const dumbbell = [
-    0, 0, 0, 20, 0, 0, 20, 0, 14, 12, 0, 14, 12, 0, 26, 20, 0, 26, 20, 0, 40, 0, 0, 40, 0, 0, 26,
-    8, 0, 26, 8, 0, 14, 0, 0, 14,
-  ].map((v, index) => (index % 3 === 0 ? v * scale + 6 : v * scale)); // shifted +x
-  const dumbbellSetbacks = new Array(12).fill(3 * scale);
-
-  const parcelOutline = new Polyline({
-    points: closedRingPoints(
-      Array.from({ length: parcel.length / 3 }, (_, i) => ({
-        x: parcel[i * 3],
-        y: parcel[i * 3 + 1],
-        z: parcel[i * 3 + 2],
-      })),
-    ),
-    color: 0x1f2937,
-  });
-  scene.add(parcelOutline);
-
-  const dumbbellOutline = new Polyline({
-    points: closedRingPoints(
-      Array.from({ length: dumbbell.length / 3 }, (_, i) => ({
-        x: dumbbell[i * 3],
-        y: dumbbell[i * 3 + 1],
-        z: dumbbell[i * 3 + 2],
-      })),
-    ),
-    color: 0x1f2937,
-  });
-  scene.add(dumbbellOutline);
-
-  const envelopes: Polyline[] = [];
-  for (const region of offsetRingVariable(parcel, parcelSetbacks)) {
-    const envelope = new Polyline({ points: closedRingPoints(region.outer), color: 0x16a34a });
-    envelopes.push(envelope);
-    scene.add(envelope);
-  }
-  for (const region of offsetRingVariable(dumbbell, dumbbellSetbacks)) {
-    const envelope = new Polyline({ points: closedRingPoints(region.outer), color: 0xdc2626 });
-    envelopes.push(envelope);
-    scene.add(envelope);
-  }
-
-  return { parcelOutline, dumbbellOutline, envelopes };
-}
diff --git a/main/opengeometry-three/src/examples/offset.ts b/main/opengeometry-three/src/examples/offset.ts
deleted file mode 100644
index 52fb82e..0000000
--- a/main/opengeometry-three/src/examples/offset.ts
+++ /dev/null
@@ -1,112 +0,0 @@
-import * as THREE from "three";
-import { Vector3 } from "../../../opengeometry/pkg/opengeometry";
-import { Line } from "../primitives/line";
-import { Polyline } from "../primitives/polyline";
-import { Rectangle } from "../primitives/rectangle";
-import { Curve } from "../primitives/curve";
-
-const EPSILON = 1.0e-9;
-
-function areClose(a: Vector3, b: Vector3): boolean {
-  const dx = a.x - b.x;
-  const dy = a.y - b.y;
-  const dz = a.z - b.z;
-  return (dx * dx + dy * dy + dz * dz) <= EPSILON * EPSILON;
-}
-
-function toRenderableOffsetPoints(points: Vector3[], isClosed: boolean): Vector3[] {
-  const output = points.map((point) => point.clone());
-  if (!isClosed || output.length === 0) {
-    return output;
-  }
-
-  if (!areClose(output[0], output[output.length - 1])) {
-    output.push(output[0].clone());
-  }
-
-  return output;
-}
-
-export function createOffsetExample(scene: THREE.Scene) {
-  const baseLine = new Line({
-    start: new Vector3(-3.0, 0.0, -2.2),
-    end: new Vector3(-0.7, 0.0, -1.1),
-    color: 0x1f2937,
-  });
-
-  const lineOffset = baseLine.getOffset(0.35, 35.0, true);
-  const lineOffsetPrimitive = new Line({
-    start: lineOffset.points[0],
-    end: lineOffset.points[1],
-    color: 0xef4444,
-  });
-
-  const basePolyline = new Polyline({
-    points: [
-      new Vector3(-1.2, 0.0, -2.4),
-      new Vector3(0.2, 0.0, -1.6),
-      new Vector3(0.8, 0.0, -0.4),
-      new Vector3(0.0, 0.0, -0.2),
-      new Vector3(2.5, 0.0, 1.2),
-    ],
-    color: 0x0f172a,
-  });
-
-  const polylineOffset = basePolyline.getOffset(0.45, 35.0, true);
-  const polylineOffsetPrimitive = new Polyline({
-    points: polylineOffset.points,
-    color: 0xdc2626,
-  });
-
-  const baseRectangle = new Rectangle({
-    center: new Vector3(1.2, 0.0, -2.1),
-    width: 1.6,
-    breadth: 1.0,
-    color: 0x1d4ed8,
-  });
-
-  const rectangleOffset = baseRectangle.getOffset(0.25, 40.0, true);
-  const rectangleOffsetPrimitive = new Polyline({
-    points: toRenderableOffsetPoints(rectangleOffset.points, rectangleOffset.isClosed),
-    color: 0xf97316,
-  });
-
-  const baseCurve = new Curve({
-    controlPoints: [
-      new Vector3(-3.0, 0.0, 1.3),
-      new Vector3(-2.0, 0.0, 1.7),
-      new Vector3(-1.1, 0.0, 1.6),
-      new Vector3(-0.4, 0.0, 2.0),
-    ],
-    color: 0x0ea5e9,
-  });
-
-  const curveOffset = baseCurve.getOffset(0.3, 45.0, true);
-  const curveOffsetPrimitive = new Polyline({
-    points: curveOffset.points,
-    color: 0xbe123c,
-  });
-
-  scene.add(baseLine);
-  scene.add(lineOffsetPrimitive);
-  scene.add(basePolyline);
-  scene.add(polylineOffsetPrimitive);
-  scene.add(baseRectangle);
-  scene.add(rectangleOffsetPrimitive);
-  scene.add(baseCurve);
-  scene.add(curveOffsetPrimitive);
-
-  return {
-    baseLine,
-    lineOffsetPrimitive,
-    basePolyline,
-    polylineOffsetPrimitive,
-    baseRectangle,
-    rectangleOffsetPrimitive,
-    baseCurve,
-    curveOffsetPrimitive,
-    polylineOffset,
-    rectangleOffset,
-    curveOffset,
-  };
-}
diff --git a/main/opengeometry-three/src/examples/primitives.ts b/main/opengeometry-three/src/examples/primitives.ts
deleted file mode 100644
index 849d327..0000000
--- a/main/opengeometry-three/src/examples/primitives.ts
+++ /dev/null
@@ -1,62 +0,0 @@
-import * as THREE from "three";
-import { Vector3 } from "../../../opengeometry/pkg/opengeometry";
-import { Arc } from "../primitives/arc";
-import { Curve } from "../primitives/curve";
-import { Line } from "../primitives/line";
-import { Polyline } from "../primitives/polyline";
-import { Rectangle } from "../primitives/rectangle";
-
-/**
- * Adds a basic primitives showcase to the provided scene.
- */
-export function createPrimitivesExample(scene: THREE.Scene) {
-  const line = new Line({
-    start: new Vector3(-3.0, 0.0, -2.0),
-    end: new Vector3(-1.0, 0.0, -1.0),
-    color: 0x111827,
-  });
-
-  const polyline = new Polyline({
-    points: [
-      new Vector3(-2.0, 0.0, 1.6),
-      new Vector3(-1.4, 0.0, 2.4),
-      new Vector3(-0.7, 0.0, 1.8),
-      new Vector3(-0.2, 0.0, 2.6),
-    ],
-    color: 0x0284c7,
-  });
-
-  const arc = new Arc({
-    center: new Vector3(1.0, 0.0, -1.0),
-    radius: 1.0,
-    startAngle: 0.0,
-    sweepAngle: Math.PI * 1.5,
-    deflection: 0.01,
-    color: 0xb91c1c,
-  });
-
-  const rectangle = new Rectangle({
-    center: new Vector3(2.0, 0.0, 1.8),
-    width: 1.5,
-    breadth: 0.9,
-    color: 0x1d4ed8,
-  });
-
-  const curve = new Curve({
-    controlPoints: [
-      new Vector3(-0.8, 0.0, -2.2),
-      new Vector3(0.0, 0.0, -2.4),
-      new Vector3(0.9, 0.0, -1.8),
-      new Vector3(1.6, 0.0, -2.0),
-    ],
-    color: 0x7c3aed,
-  });
-
-  scene.add(line);
-  scene.add(polyline);
-  scene.add(arc);
-  scene.add(rectangle);
-  scene.add(curve);
-
-  return { line, polyline, arc, rectangle, curve };
-}
diff --git a/main/opengeometry-three/src/examples/ribbon-from-offsets.ts b/main/opengeometry-three/src/examples/ribbon-from-offsets.ts
deleted file mode 100644
index 165b22f..0000000
--- a/main/opengeometry-three/src/examples/ribbon-from-offsets.ts
+++ /dev/null
@@ -1,192 +0,0 @@
-import * as THREE from "three";
-import { Vector3 } from "../../../opengeometry/pkg/opengeometry";
-import { Polyline } from "../primitives/polyline";
-import { AnalyticSolid } from "../shapes/analytic-solid";
-import { Polygon } from "../shapes/polygon";
-
-const EPSILON = 1.0e-9;
-
-function areClose(a: Vector3, b: Vector3): boolean {
-  const dx = a.x - b.x;
-  const dy = a.y - b.y;
-  const dz = a.z - b.z;
-  return (dx * dx + dy * dy + dz * dz) <= EPSILON * EPSILON;
-}
-
-function buildRibbonOutline(left: Vector3[], right: Vector3[]): Vector3[] {
-  if (left.length === 0 || right.length === 0) {
-    return [];
-  }
-
-  const outline = [...left.map((point) => point.clone())];
-  const rightReversed = [...right.map((point) => point.clone())].reverse();
-  outline.push(...rightReversed);
-
-  if (outline.length > 2 && areClose(outline[0], outline[outline.length - 1])) {
-    outline.pop();
-  }
-
-  return outline;
-}
-
-export interface RibbonFromOffsetsOptions {
-  /** Subtract one exact coextensive through slot. Default `false`. */
-  cutThroughSlot?: boolean;
-  /** Width of the through slot along its centerline segment. Default `0.6`. */
-  slotWidth?: number;
-  /**
-   * Ribbon extrusion height in meters. Default `2.6` to match the example HTML.
-   */
-  height?: number;
-}
-
-function midpoint(a: Vector3, b: Vector3): Vector3 {
-  return new Vector3((a.x + b.x) * 0.5, (a.y + b.y) * 0.5, (a.z + b.z) * 0.5);
-}
-
-function buildThroughSlot(
-  centerlinePoints: Vector3[],
-  ribbonThickness: number,
-  height: number,
-  width: number,
-): AnalyticSolid {
-  const a = centerlinePoints[2];
-  const b = centerlinePoints[3];
-  const mid = midpoint(a, b);
-  const length = Math.hypot(b.x - a.x, b.z - a.z);
-  const tangent = [(b.x - a.x) / length, (b.z - a.z) / length];
-  const normal = [-tangent[1], tangent[0]];
-  const halfWidth = width * 0.5;
-  const halfDepth = ribbonThickness * 0.5 + 0.1;
-  const point = (along: number, across: number): [number, number] => [
-    mid.x + tangent[0] * along + normal[0] * across,
-    -(mid.z + tangent[1] * along + normal[1] * across),
-  ];
-  return new AnalyticSolid({
-    kind: "linearExtrusion",
-    outer: [
-      point(-halfWidth, -halfDepth),
-      point(halfWidth, -halfDepth),
-      point(halfWidth, halfDepth),
-      point(-halfWidth, halfDepth),
-    ],
-    holes: [],
-    height,
-    color: 0xef4444,
-    deflection: 0.01,
-  });
-}
-
-/**
- * Renders a human-readable description for an analytic geometry error (or any
- * other thrown value). Used by the example HTML to surface kernel failures
- * in a status panel without losing the structured payload.
- */
-export function describeRibbonSubtractError(error: unknown): string {
-  if (error instanceof Error) {
-    return error.message;
-  }
-  return String(error);
-}
-
-export function createRibbonFromOffsetsExample(
-  scene: THREE.Scene,
-  options: RibbonFromOffsetsOptions = {}
-) {
-  const centerline = new Polyline({
-    points: [
-      new Vector3(-2.6, 0.0, -1.9),
-      new Vector3(-1.2, 0.0, -1.0),
-      new Vector3(-0.2, 0.0, 0.1),
-      new Vector3(0.6, 0.0, 0.2),
-      new Vector3(0.1, 0.0, 1.0),
-      new Vector3(2.6, 0.0, 2.0),
-    ],
-    color: 0x1f2937,
-  });
-
-  const ribbonThickness = 0.45;
-  const half = ribbonThickness * 0.5;
-  const acuteThreshold = 35.0;
-  const bevel = true;
-  const ribbonHeight = options.height ?? 2.6;
-
-  const leftOffset = centerline.getOffset(half, acuteThreshold, bevel);
-  const rightOffset = centerline.getOffset(-half, acuteThreshold, bevel);
-
-  const leftOffsetPolyline = new Polyline({
-    points: leftOffset.points,
-    color: 0x22c55e,
-  });
-
-  const rightOffsetPolyline = new Polyline({
-    points: rightOffset.points,
-    color: 0xf97316,
-  });
-
-  const ribbonOutline = buildRibbonOutline(leftOffset.points, rightOffset.points);
-  if (ribbonOutline.length < 3) {
-    throw new Error("Failed to create ribbon polygon from offsets.");
-  }
-
-  const ribbonPolygon = new Polygon({
-    vertices: ribbonOutline,
-    color: 0x3b82f6,
-  });
-
-  ribbonPolygon.position.y = 0.01;
-
-  scene.add(centerline);
-  scene.add(leftOffsetPolyline);
-  scene.add(rightOffsetPolyline);
-  scene.add(ribbonPolygon);
-
-  let cutResult: { ribbon: THREE.Object3D; cutters: AnalyticSolid[] } | null = null;
-  let cutError: unknown = null;
-
-  if (options.cutThroughSlot ?? false) {
-    const ribbonSolid = new AnalyticSolid({
-      kind: "linearExtrusion",
-      outer: ribbonOutline.map((point) => [point.x, -point.z]),
-      holes: [],
-      height: ribbonHeight,
-      color: 0x3b82f6,
-      deflection: 0.01,
-    });
-    const cutter = buildThroughSlot(
-      [
-        new Vector3(-2.6, 0.0, -1.9),
-        new Vector3(-1.2, 0.0, -1.0),
-        new Vector3(-0.2, 0.0, 0.1),
-        new Vector3(0.6, 0.0, 0.2),
-        new Vector3(0.1, 0.0, 1.0),
-        new Vector3(2.6, 0.0, 2.0),
-      ],
-      ribbonThickness,
-      ribbonHeight,
-      options.slotWidth ?? 0.6,
-    );
-    const cutters = [cutter];
-
-    try {
-      const cutRibbon = ribbonSolid.subtract(cutters, { color: 0x3b82f6 });
-      scene.add(cutRibbon);
-      cutResult = { ribbon: cutRibbon, cutters };
-    } catch (error) {
-      cutError = error;
-      scene.add(ribbonSolid);
-      cutResult = { ribbon: ribbonSolid, cutters };
-    }
-  }
-
-  return {
-    centerline,
-    leftOffsetPolyline,
-    rightOffsetPolyline,
-    ribbonPolygon,
-    leftOffset,
-    rightOffset,
-    cutResult,
-    cutError,
-  };
-}
diff --git a/main/opengeometry-three/src/examples/shapes.ts b/main/opengeometry-three/src/examples/shapes.ts
deleted file mode 100644
index e0d956c..0000000
--- a/main/opengeometry-three/src/examples/shapes.ts
+++ /dev/null
@@ -1,108 +0,0 @@
-import * as THREE from "three";
-import { Vector3 } from "../../../opengeometry/pkg/opengeometry";
-import { Cuboid } from "../shapes/cuboid";
-import { Cylinder } from "../shapes/cylinder";
-import { Opening } from "../shapes/opening";
-import { Polygon } from "../shapes/polygon";
-import { Sweep } from "../shapes/sweep";
-import { Sphere } from "../shapes/sphere";
-import { Wedge } from "../shapes/wedge";
-
-/**
- * Adds a basic shapes showcase to the provided scene.
- */
-export function createShapesExample(scene: THREE.Scene) {
-  const fatOutlineWidth = 4;
-
-  const polygon = new Polygon({
-    vertices: [
-      new Vector3(-3.0, 0.0, -0.5),
-      new Vector3(-2.2, 0.0, 0.5),
-      new Vector3(-1.2, 0.0, 0.2),
-      new Vector3(-1.5, 0.0, -0.8),
-    ],
-    color: 0x2563eb,
-    fatOutlines: true,
-    outlineWidth: fatOutlineWidth,
-  });
-  polygon.outline = true;
-
-  const cuboid = new Cuboid({
-    center: new Vector3(0.0, 0.8, -1.2),
-    width: 1.2,
-    height: 1.6,
-    depth: 1.0,
-    color: 0x10b981,
-    deflection: 0.01,
-  });
-  cuboid.outline = true;
-
-  const cylinder = new Cylinder({
-    center: new Vector3(1.8, 0.8, -0.8),
-    radius: 0.6,
-    height: 1.6,
-    color: 0xf97316,
-    deflection: 0.01,
-  });
-  cylinder.outline = true;
-
-  const wedge = new Wedge({
-    center: new Vector3(3.4, 0.8, -1.0),
-    width: 1.2,
-    height: 1.4,
-    depth: 1.0,
-    color: 0x7c3aed,
-    fatOutlines: true,
-    outlineWidth: fatOutlineWidth,
-  });
-  wedge.outline = true;
-
-  const sphere = new Sphere({
-    center: new Vector3(0.6, 1, 1.2),
-    radius: 0.9,
-    color: 0x0ea5e9,
-    deflection: 0.01,
-  });
-  sphere.outline = true;
-
-  const opening = new Opening({
-    center: new Vector3(2.4, 0.9, 1.2),
-    width: 1.0,
-    height: 1.8,
-    depth: 0.3,
-    color: 0x9ca3af,
-    deflection: 0.01,
-  });
-  opening.outline = true;
-
-  const sweep = new Sweep({
-    path: [
-      new Vector3(-2.8, 0.0, 2.4),
-      new Vector3(-2.2, 0.6, 2.8),
-      new Vector3(-1.4, 1.2, 2.4),
-      new Vector3(-0.8, 1.7, 1.8),
-    ],
-    profile: [
-      new Vector3(-0.2, 0.0, -0.2),
-      new Vector3(0.2, 0.0, -0.2),
-      new Vector3(0.2, 0.0, 0.2),
-      new Vector3(-0.2, 0.0, 0.2),
-    ],
-    color: 0x14b8a6,
-    capStart: true,
-    capEnd: true,
-    fatOutlines: true,
-    outlineWidth: fatOutlineWidth,
-  });
-  sweep.outline = true;
-
-  scene.add(polygon);
-  scene.add(cuboid);
-  scene.add(cylinder);
-  scene.add(wedge);
-  scene.add(sphere);
-  scene.add(opening);
-  scene.add(sweep);
-
-  return { polygon, cuboid, cylinder, wedge, sphere, opening, sweep };
-}
diff --git a/main/opengeometry-three/src/examples/sweep.ts b/main/opengeometry-three/src/examples/sweep.ts
deleted file mode 100644
index ac51e6c..0000000
--- a/main/opengeometry-three/src/examples/sweep.ts
+++ /dev/null
@@ -1,69 +0,0 @@
-import * as THREE from "three";
-import { Vector3 } from "../../../opengeometry/pkg/opengeometry";
-import { Polyline } from "../primitives/polyline";
-import { Rectangle } from "../primitives/rectangle";
-import { Sweep } from "../shapes/sweep";
-
-type KernelVertex = {
-  position: {
-    x: number;
-    y: number;
-    z: number;
-  };
-};
-
-type KernelBrep = {
-  vertices: KernelVertex[];
-};
-
-function toVector3List(vertices: KernelVertex[]): Vector3[] {
-  return vertices.map((vertex) => {
-    const { x, y, z } = vertex.position;
-    return new Vector3(x, y, z);
-  });
-}
-
-export function createSweepExample(scene: THREE.Scene) {
-  const pathPrimitive = new Polyline({
-    points: [
-      new Vector3(-2.0, 0.0, -1.0),
-      new Vector3(-1.2, 0.5, 0.2),
-      new Vector3(0.0, 1.1, 0.9),
-      new Vector3(1.1, 1.7, 0.3),
-      new Vector3(2.0, 2.2, -0.8),
-    ],
-    color: 0x444444,
-  });
-
-  const profilePrimitive = new Rectangle({
-    center: new Vector3(0, 0, 0),
-    width: 0.7,
-    breadth: 0.4,
-    color: 0x1f77b4,
-  });
-
-  // const profilePrimitive = new Arc();
-
-  const profileBrep = profilePrimitive.getBrep() as KernelBrep;
-  const profilePoints = toVector3List(profileBrep.vertices);
-
-  const sweep = new Sweep({
-    path: pathPrimitive.options.points.map((point) => point.clone()),
-    profile: profilePoints,
-    color: 0x2a9d8f,
-    capStart: true,
-    capEnd: false,
-    fatOutlines: true,
-    outlineWidth: 4,
-  });
-
-  scene.add(pathPrimitive);
-  scene.add(profilePrimitive);
-  scene.add(sweep);
-
-  return {
-    pathPrimitive,
-    profilePrimitive,
-    sweep,
-  };
-}
diff --git a/main/opengeometry-three/src/export/analytic-ifc.ts b/main/opengeometry-three/src/export/analytic-ifc.ts
deleted file mode 100644
index 61745c3..0000000
--- a/main/opengeometry-three/src/export/analytic-ifc.ts
+++ /dev/null
@@ -1,131 +0,0 @@
-import { getUUID } from "../utils/randomizer";
-
-export type IfcPreparedValue =
-  | { kind: "Ref"; id: number }
-  | { kind: "List"; values: IfcPreparedValue[] }
-  | { kind: "Real"; value: number }
-  | { kind: "Integer"; value: number }
-  | { kind: "Text" | "Enum"; value: string }
-  | { kind: "Bool"; value: boolean }
-  | { kind: "Null" | "Derived" };
-
-export interface AnalyticExchangeBodyV2 {
-  schema_version: 2;
-  revision: string;
-  length_unit: "metre";
-  up_axis: "Z";
-  coordinate_space: "world";
-  representation_type: "AdvancedBrep" | "CSG";
-  quality: { kind: "Analytic" } | { kind: "Approximate"; max_error: number };
-  geometric_tolerance: number;
-  exchange_error_bound: number;
-  validation_level: string;
-  entities: { id: number; entity_type: string; attributes: IfcPreparedValue[] }[];
-  solids: number[];
-  faces: {
-    face: number; key: string; entity: number;
-    provenance: {
-      sources: { entity: string; body: string; key: string; face: number }[];
-      role: "Authored" | "Preserved" | "Split" | "Cut" | "Coincident"; reversed: boolean;
-    };
-  }[];
-}
-
-function quoted(text: string): string {
-  let escaped = "";
-  for (const character of text) {
-    const code = character.charCodeAt(0);
-    if (character === "'") escaped += "''";
-    else if (code === 92) escaped += "\\\\";
-    else if (code >= 32 && code <= 126) escaped += character;
-    else {
-      const utf16 = Array.from({ length: character.length }, (_, i) => ("0000" + character.charCodeAt(i).toString(16).toUpperCase()).slice(-4)).join("");
-      escaped += "\\X2\\" + utf16 + "\\X0\\";
-    }
-  }
-  return "'" + escaped + "'";
-}
-function guid(): string {
-  const alphabet = "0123456789ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz_$";
-  const uuid = getUUID().replace(/-/g, "");
-  const first = parseInt(uuid.slice(0, 2), 16);
-  let value = alphabet[Math.floor(first / 64)] + alphabet[first % 64];
-  for (let i = 2; i < 32; i += 6) {
-    let block = parseInt(uuid.slice(i, i + 6), 16);
-    let digits = "";
-    for (let j = 0; j < 4; j++) { digits = alphabet[block % 64] + digits; block = Math.floor(block / 64); }
-    value += digits;
-  }
-  return value;
-}
-
-/** Serializes Rust-prepared geometry; this function does not fit curves or tessellate surfaces. */
-export function analyticIfcText(body: AnalyticExchangeBodyV2, name = "Analytic body"): string {
-  if (body.schema_version !== 2 || body.length_unit !== "metre" || body.up_axis !== "Z" || body.coordinate_space !== "world"
-    || !Array.isArray(body.entities) || !body.entities.length || body.entities.length > 100_000
-    || !Array.isArray(body.solids) || !body.solids.length || !Array.isArray(body.faces)
-    || !/^(0|[1-9][0-9]{0,19})$/.test(body.revision) || (body.revision.length === 20 && body.revision > "18446744073709551615")
-    || !Number.isFinite(body.geometric_tolerance) || body.geometric_tolerance <= 0
-    || !Number.isFinite(body.exchange_error_bound) || body.exchange_error_bound < body.geometric_tolerance
-    || typeof name !== "string" || name.length > 4096) throw new Error("Invalid analytic IFC exchange contract");
-  const entities: string[] = [];
-  let budget = 500_000;
-  function encode(value: IfcPreparedValue, before: number, depth = 0): string {
-    if (--budget < 0 || depth > 16 || !value || typeof value !== "object") throw new Error("IFC aggregate resource limit exceeded");
-    switch (value.kind) {
-      case "Ref":
-        if (!Number.isInteger(value.id) || value.id <= 0 || value.id >= before) throw new Error("Invalid IFC entity reference");
-        return "#" + value.id;
-      case "List":
-        if (!Array.isArray(value.values)) throw new Error("IFC aggregate must be an array");
-        return "(" + value.values.map(v => encode(v, before, depth + 1)).join(",") + ")";
-      case "Real":
-        if (!Number.isFinite(value.value)) throw new Error("Non-finite IFC real value");
-        return value.value.toExponential(17);
-      case "Integer":
-        if (!Number.isSafeInteger(value.value)) throw new Error("Invalid IFC integer value");
-        return String(value.value);
-      case "Text":
-        if (typeof value.value !== "string" || value.value.length > 4096) throw new Error("Invalid IFC string");
-        return quoted(value.value);
-      case "Enum":
-        if (!/^[A-Z][A-Z0-9_]*$/.test(value.value)) throw new Error("Invalid IFC enumeration");
-        return "." + value.value + ".";
-      case "Bool":
-        if (typeof value.value !== "boolean") throw new Error("IFC logical value must be boolean");
-        return value.value ? ".T." : ".F.";
-      case "Null": return "$";
-      case "Derived": return "*";
-      default: throw new Error("Unsupported IFC prepared value");
-    }
-  }
-  for (const entity of body.entities) {
-    if (entity.id !== entities.length + 1 || !/^Ifc[A-Za-z0-9]+$/.test(entity.entity_type)
-      || !Array.isArray(entity.attributes) || entity.attributes.length > 16) throw new Error("Invalid IFC prepared entity");
-    entities.push("#" + entity.id + "=" + entity.entity_type.toUpperCase() + "(" + entity.attributes.map(value => encode(value, entity.id)).join(",") + ");");
-  }
-  const add = (expression: string) => { const id = entities.length + 1; entities.push("#" + id + "=" + expression + ";"); return id; };
-  const origin = add("IFCCARTESIANPOINT((0.,0.,0.))");
-  const z = add("IFCDIRECTION((0.,0.,1.))");
-  const x = add("IFCDIRECTION((1.,0.,0.))");
-  const placement = add("IFCAXIS2PLACEMENT3D(#" + origin + ",#" + z + ",#" + x + ")");
-  const context = add("IFCGEOMETRICREPRESENTATIONCONTEXT($,'Model',3," + body.exchange_error_bound.toExponential(17) + ",#" + placement + ",$)");
-  const length = add("IFCSIUNIT(*,.LENGTHUNIT.,$,.METRE.)");
-  const units = add("IFCUNITASSIGNMENT((#" + length + "))");
-  add("IFCPROJECT(" + quoted(guid()) + ",$," + quoted(name) + ",$,$,$,$,(#" + context + "),#" + units + ")");
-  const solidRefs = body.solids.map(id => {
-    const expected = body.representation_type === "AdvancedBrep" ? "IfcAdvancedBrep" : "IfcBooleanResult";
-    if (!Number.isInteger(id) || body.entities[id - 1]?.entity_type !== expected) throw new Error("Invalid IFC solid reference");
-    return "#" + id;
-  }).join(",");
-  if (["AdvancedBrep", "CSG"].indexOf(body.representation_type) < 0) throw new Error("Invalid IFC representation type");
-  const representation = add("IFCSHAPEREPRESENTATION(#" + context + ",'Body'," + quoted(body.representation_type) + ",(" + solidRefs + "))");
-  const productShape = add("IFCPRODUCTDEFINITIONSHAPE($,$,(#" + representation + "))");
-  const objectPlacement = add("IFCLOCALPLACEMENT($,#" + placement + ")");
-  add("IFCBUILDINGELEMENTPROXY(" + quoted(guid()) + ",$," + quoted(name) + ",$,$,#" + objectPlacement + ",#" + productShape + ",$,.NOTDEFINED.)");
-  return [
-    "ISO-10303-21;", "HEADER;", "FILE_DESCRIPTION(('OpenGeometry analytic BRep v2'),'2;1');",
-    "FILE_NAME(" + quoted(name + ".ifc") + ",'1970-01-01T00:00:00',(''),(''),'OpenGeometry','OpenGeometry','');",
-    "FILE_SCHEMA(('IFC4'));", "ENDSEC;", "DATA;", ...entities, "ENDSEC;", "END-ISO-10303-21;", "",
-  ].join("\n");
-}
diff --git a/main/opengeometry-three/src/export/export-step.ts b/main/opengeometry-three/src/export/export-step.ts
new file mode 100644
index 0000000..1e83908
--- /dev/null
+++ b/main/opengeometry-three/src/export/export-step.ts
@@ -0,0 +1,36 @@
+import type { Body } from '../bodies/body';
+import { SystemAssembly } from '../bodies/system-assembly';
+import type { StepExport } from '../dto/step-export';
+import { OGError } from '../errors';
+import { call } from '../kernel/kernel-session';
+import { bodyKey, runtime } from '../runtime/runtime-state';
+import { decodeStepExport, encode } from '../world-graph/codec';
+import { checkHandle, worldGraph } from '../world-graph/world-graph-client';
+
+const LABEL = 'OpenGeometry.exportStep';
+
+export function exportStep(options: {
+  nodes: (Body | SystemAssembly | string)[];
+  unit?: 'metre' | 'millimetre';
+  upAxis?: 'Y' | 'Z';
+  name?: string;
+  timestamp?: string;
+}): Promise<StepExport> {
+  const { nodes, ...other } = options;
+  return new Promise((resolve) => {
+    for (const item of nodes) checkLive(item);
+    const value = call(LABEL, (): unknown => worldGraph().exportStep(
+      encode(nodes.map((item) => typeof item === 'string' ? item : item.ogId)),
+      encode(other),
+    ));
+    resolve(decodeStepExport(value, LABEL));
+  });
+}
+
+function checkLive(item: Body | SystemAssembly | string): void {
+  if (typeof item === 'string') return;
+  if (!(item instanceof SystemAssembly) && runtime().bodies.get(bodyKey(item.handle, item.generation)) !== item) {
+    throw new OGError('Disposed', LABEL, `${item.ogId} is not a live body`);
+  }
+  checkHandle(LABEL, item);
+}
diff --git a/main/opengeometry-three/src/freeform/geometry.ts b/main/opengeometry-three/src/freeform/geometry.ts
deleted file mode 100644
index 51e87bd..0000000
--- a/main/opengeometry-three/src/freeform/geometry.ts
+++ /dev/null
@@ -1,277 +0,0 @@
-import {
-  OGFreeformGeometry,
-  Vector3,
-} from "../../../opengeometry/pkg/opengeometry";
-
-import type {
-  CreateFreeformGeometryOptions,
-  FreeformSource,
-  ObjectTransformation,
-} from "./types";
-
-function parseJson<T>(payload: string): T {
-  return JSON.parse(payload) as T;
-}
-
-function toVector3(value: { x: number; y: number; z: number }): Vector3 {
-  return new Vector3(value.x, value.y, value.z);
-}
-
-function toPlainVector3(value: { x: number; y: number; z: number }) {
-  return {
-    x: value.x,
-    y: value.y,
-    z: value.z,
-  };
-}
-
-function cloneVector(
-  vector: Vector3 | undefined,
-  fallback: [number, number, number]
-): Vector3 {
-  return vector?.clone() ?? new Vector3(...fallback);
-}
-
-function normalizePlacement(
-  placement: ObjectTransformation
-): ObjectTransformation {
-  return {
-    anchor: toVector3(placement.anchor),
-    translation: toVector3(placement.translation),
-    rotation: toVector3(placement.rotation),
-    scale: toVector3(placement.scale),
-  };
-}
-
-function toObjectTransformation(
-  placement: NonNullable<CreateFreeformGeometryOptions["placement"]>
-): ObjectTransformation {
-  return {
-    anchor: cloneVector(placement.anchor, [0, 0, 0]),
-    translation: cloneVector(placement.translation, [0, 0, 0]),
-    rotation: cloneVector(placement.rotation, [0, 0, 0]),
-    scale: cloneVector(placement.scale, [1, 1, 1]),
-  };
-}
-
-function toPlainObjectTransformation(transform: ObjectTransformation) {
-  return {
-    anchor: toPlainVector3(transform.anchor),
-    translation: toPlainVector3(transform.translation),
-    rotation: toPlainVector3(transform.rotation),
-    scale: toPlainVector3(transform.scale),
-  };
-}
-
-function serializeBrepLike(value: unknown): string {
-  return typeof value === "string" ? value : JSON.stringify(value);
-}
-
-function normalizeFreeformSerialized(source: FreeformSource): string {
-  if (typeof source === "string") {
-    return source;
-  }
-
-  if (typeof source.getLocalBrepSerialized === "function") {
-    return source.getLocalBrepSerialized();
-  }
-
-  if (typeof source.getLocalBrepData === "function") {
-    return serializeBrepLike(source.getLocalBrepData());
-  }
-
-  if (typeof source.getBrepSerialized === "function") {
-    return source.getBrepSerialized();
-  }
-
-  if (typeof source.getBrepData === "function") {
-    return serializeBrepLike(source.getBrepData());
-  }
-
-  if (typeof source.getBrep === "function") {
-    return serializeBrepLike(source.getBrep());
-  }
-
-  return JSON.stringify(source);
-}
-
-/**
- * Thin client-side wrapper around the kernel `OGFreeformGeometry` object.
- */
-export class FreeformGeometry {
-  private readonly geometry: OGFreeformGeometry;
-
-  constructor(geometry: OGFreeformGeometry) {
-    this.geometry = geometry;
-  }
-
-  /**
-   * Returns the stable kernel-side id for this freeform geometry object.
-   */
-  getId(): string {
-    return this.geometry.id;
-  }
-
-  /**
-   * Returns the world-space serialized BRep payload.
-   */
-  getBrepSerialized(): string {
-    return this.geometry.getBrepSerialized();
-  }
-
-  /**
-   * Returns the local-space serialized BRep payload.
-   */
-  getLocalBrepSerialized(): string {
-    return this.geometry.getLocalBrepSerialized();
-  }
-
-  /**
-   * Returns the serialized triangle position buffer emitted by the kernel.
-   */
-  getGeometrySerialized(): string {
-    return this.geometry.getGeometrySerialized();
-  }
-
-  /**
-   * Returns world-space triangle positions as a plain number array.
-   */
-  getGeometryBuffer(): number[] {
-    return Array.from(this.geometry.getGeometryBuffer());
-  }
-
-  /**
-   * Returns local-space triangle positions as a plain number array.
-   */
-  getLocalGeometryBuffer(): number[] {
-    return Array.from(this.geometry.getLocalGeometryBuffer());
-  }
-
-  /**
-   * Returns the serialized outline buffer emitted by the kernel.
-   */
-  getOutlineGeometrySerialized(): string {
-    return this.geometry.getOutlineGeometrySerialized();
-  }
-
-  /**
-   * Returns world-space outline segment positions as a plain number array.
-   */
-  getOutlineGeometryBuffer(): number[] {
-    return Array.from(this.geometry.getOutlineGeometryBuffer());
-  }
-
-  /**
-   * Returns local-space outline segment positions as a plain number array.
-   */
-  getLocalOutlineGeometryBuffer(): number[] {
-    return Array.from(this.geometry.getLocalOutlineGeometryBuffer());
-  }
-
-  /**
-   * Returns the current normalized placement for this freeform geometry.
-   */
-  getPlacement(): ObjectTransformation {
-    return normalizePlacement(
-      parseJson<ObjectTransformation>(this.geometry.getPlacementSerialized())
-    );
-  }
-
-  /**
-   * Replaces the full placement transform in one call.
-   */
-  setPlacement(transform: ObjectTransformation): void {
-    this.geometry.setPlacementSerialized(
-      JSON.stringify(toPlainObjectTransformation(transform))
-    );
-  }
-
-  /**
-   * Sets translation, rotation, and scale without changing the current anchor.
-   */
-  setTransform(translation: Vector3, rotation: Vector3, scale: Vector3): void {
-    this.geometry.setTransform(translation, rotation, scale);
-  }
-
-  /**
-   * Updates only the translation component of the placement.
-   */
-  setTranslation(translation: Vector3): void {
-    this.geometry.setTranslation(translation);
-  }
-
-  /**
-   * Updates only the rotation component of the placement.
-   */
-  setRotation(rotation: Vector3): void {
-    this.geometry.setRotation(rotation);
-  }
-
-  /**
-   * Updates only the scale component of the placement.
-   */
-  setScale(scale: Vector3): void {
-    this.geometry.setScale(scale);
-  }
-
-  /**
-   * Updates the explicit modeling anchor used by downstream transforms.
-   */
-  setAnchor(anchor: Vector3): void {
-    this.geometry.setAnchor(anchor);
-  }
-
-  /** @internal */
-  getKernelGeometry(): OGFreeformGeometry {
-    return this.geometry;
-  }
-}
-
-/**
- * Creates a `FreeformGeometry` wrapper from serialized BRep JSON, a parsed
- * BRep object, or another wrapper exposing BRep accessors.
- */
-export function createFreeformGeometry(
-  source: FreeformSource,
-  options?: CreateFreeformGeometryOptions
-): FreeformGeometry {
-  const id = options?.id ?? `freeform-${Date.now()}`;
-  const localBrepSerialized = normalizeFreeformSerialized(source);
-  const geometry = new FreeformGeometry(
-    new OGFreeformGeometry(id, localBrepSerialized)
-  );
-
-  if (options?.placement) {
-    geometry.setPlacement(toObjectTransformation(options.placement));
-  }
-
-  return geometry;
-}
-
-/** Triangulates an explicitly faceted BRep, including its planar face holes. */
-export function tessellateFacetedBrep(serialized: string): Float64Array {
-  if (typeof serialized !== "string" || serialized.length > 64 * 1024 * 1024) {
-    throw new Error("Faceted BRep must be serialized JSON within the 64 MiB limit");
-  }
-  const data = JSON.parse(serialized) as Record<string, unknown>;
-  if (data === null || typeof data !== "object" || "schema_version" in data) {
-    throw new Error("Use analytic tessellation for a versioned analytic BRep");
-  }
-  for (const name of ["vertices", "edges", "halfedges", "loops", "faces", "wires", "shells"]) {
-    const table = data[name];
-    if (!Array.isArray(table) || table.length > 2_000_000) {
-      throw new Error(`Faceted BRep requires a bounded ${name} table`);
-    }
-  }
-  const geometry = new OGFreeformGeometry("faceted-tessellation", serialized);
-  try {
-    const positions = geometry.getLocalGeometryBuffer();
-    if (!positions.length || positions.length % 9 !== 0 || positions.length > 18_000_000
-      || positions.some(value => !Number.isFinite(value))) {
-      throw new Error("Faceted BRep triangulation did not produce a finite mesh within the triangle limit");
-    }
-    return positions;
-  } finally {
-    geometry.free();
-  }
-}
diff --git a/main/opengeometry-three/src/freeform/index.ts b/main/opengeometry-three/src/freeform/index.ts
deleted file mode 100644
index 5079641..0000000
--- a/main/opengeometry-three/src/freeform/index.ts
+++ /dev/null
@@ -1,5 +0,0 @@
-/**
- * Freeform geometry types and helpers for working with raw BRep-backed models.
- */
-export * from "./types";
-export { FreeformGeometry, createFreeformGeometry, tessellateFacetedBrep } from "./geometry";
diff --git a/main/opengeometry-three/src/freeform/types.ts b/main/opengeometry-three/src/freeform/types.ts
deleted file mode 100644
index f2bffdb..0000000
--- a/main/opengeometry-three/src/freeform/types.ts
+++ /dev/null
@@ -1,43 +0,0 @@
-import { Vector3 } from "../../../opengeometry/pkg/opengeometry";
-
-/**
- * Placement values accepted when constructing freeform geometry wrappers.
- */
-export interface FreeformPlacementInput {
-  anchor?: Vector3;
-  translation: Vector3;
-  rotation: Vector3;
-  scale: Vector3;
-}
-
-/**
- * Fully normalized placement state used by freeform editing APIs.
- */
-export interface ObjectTransformation {
-  anchor: Vector3;
-  translation: Vector3;
-  rotation: Vector3;
-  scale: Vector3;
-}
-
-/**
- * Options for building a `FreeformGeometry` wrapper from a BRep-like source.
- */
-export interface CreateFreeformGeometryOptions {
-  id?: string;
-  placement?: FreeformPlacementInput | ObjectTransformation;
-}
-
-/**
- * Accepted sources for creating a freeform wrapper.
- */
-export type FreeformSource =
-  | string
-  | Record<string, unknown>
-  | {
-      getLocalBrepSerialized?: () => string;
-      getLocalBrepData?: () => unknown;
-      getBrepSerialized?: () => string;
-      getBrepData?: () => unknown;
-      getBrep?: () => unknown;
-    };
diff --git a/main/opengeometry-three/src/kernel/kernel-errors.ts b/main/opengeometry-three/src/kernel/kernel-errors.ts
new file mode 100644
index 0000000..58cf4cd
--- /dev/null
+++ b/main/opengeometry-three/src/kernel/kernel-errors.ts
@@ -0,0 +1,12 @@
+export function parseKernelError(text: string): { code: string; message: string; details: unknown } | undefined {
+  let value: unknown;
+  try {
+    value = JSON.parse(text);
+  } catch {
+    return undefined;
+  }
+  if (typeof value !== 'object' || value === null || !('code' in value) || !('message' in value)) return undefined;
+  const { code, message } = value;
+  if (typeof code !== 'string' || typeof message !== 'string' || !code || !message) return undefined;
+  return { code, message, details: 'details' in value ? value.details : undefined };
+}
diff --git a/main/opengeometry-three/src/kernel/kernel-loader.ts b/main/opengeometry-three/src/kernel/kernel-loader.ts
new file mode 100644
index 0000000..38e001d
--- /dev/null
+++ b/main/opengeometry-three/src/kernel/kernel-loader.ts
@@ -0,0 +1,19 @@
+import initializeKernel, {
+  initSync, OGTessellator, OGWorldGraph, type InitOutput,
+} from '../../../opengeometry/pkg/opengeometry.js';
+
+export { initializeKernel, initSync, OGTessellator, OGWorldGraph };
+
+export function compileKernel(wasmURL: string | URL): Promise<WebAssembly.Module> {
+  return WebAssembly.compileStreaming(fetch(wasmURL));
+}
+
+export function initKernel(module: WebAssembly.Module): Promise<InitOutput> {
+  return initializeKernel({ module_or_path: module });
+}
+
+export function takePanicMessage(): string | undefined {
+  const message: unknown = Reflect.get(globalThis, '__opengeometryPanic');
+  Reflect.deleteProperty(globalThis, '__opengeometryPanic');
+  return typeof message === 'string' ? message : undefined;
+}
diff --git a/main/opengeometry-three/src/kernel/kernel-session.ts b/main/opengeometry-three/src/kernel/kernel-session.ts
new file mode 100644
index 0000000..0525144
--- /dev/null
+++ b/main/opengeometry-three/src/kernel/kernel-session.ts
@@ -0,0 +1,33 @@
+import { OGError } from '../errors';
+import { emit } from '../runtime/event-bus';
+import { runtime as runtimeState } from '../runtime/runtime-state';
+import { parseKernelError } from './kernel-errors';
+import { takePanicMessage } from './kernel-loader';
+
+export function kernelCall<T>(call: string, fn: () => T): T {
+  try {
+    return fn();
+  } catch (cause) {
+    if (cause instanceof OGError) throw cause;
+    if (cause instanceof WebAssembly.RuntimeError) {
+      throw new OGError('KernelPanic', call, takePanicMessage() ?? cause.message);
+    }
+    const value = typeof cause === 'string' ? parseKernelError(cause) : undefined;
+    if (value) throw new OGError(value.code, call, value.message, value.details);
+    throw new OGError('InvalidGeometry', call, String(cause));
+  }
+}
+
+export function call<T>(name: string, fn: () => T): T {
+  const runtime = runtimeState();
+  if (runtime.poisoned) throw new OGError('KernelPanic', name, 'kernel runtime is poisoned');
+  try {
+    return kernelCall(name, fn);
+  } catch (error) {
+    if (error instanceof OGError && error.code === 'KernelPanic') {
+      runtime.poisoned = true;
+      emit('fatal', error);
+    }
+    throw error;
+  }
+}
diff --git a/main/opengeometry-three/src/limits.ts b/main/opengeometry-three/src/limits.ts
new file mode 100644
index 0000000..5935df9
--- /dev/null
+++ b/main/opengeometry-three/src/limits.ts
@@ -0,0 +1,7 @@
+export const ACCURACY = { geometric: 1e-8, intersection: 1e-9, tessellation: 0.01, exchange: 1e-6 } as const;
+export const MAX_TRIANGLES = 2_000_000 as const;
+export const HYSTERESIS_KEEP = [0.75, 4] as const;
+export const PIXELS_AT_REST = 0.5 as const;
+export const PIXELS_MOVING = 2 as const;
+export const EVALUATION_INTERVAL_MS = 100 as const;
+export const MOTION_WINDOW_MS = 150 as const;
diff --git a/main/opengeometry-three/src/marks/limbo.ts b/main/opengeometry-three/src/marks/limbo.ts
new file mode 100644
index 0000000..beae591
--- /dev/null
+++ b/main/opengeometry-three/src/marks/limbo.ts
@@ -0,0 +1,56 @@
+import type { Body } from '../bodies/body';
+import { call } from '../kernel/kernel-session';
+import { bodyKey, reindexShape, runtime, type Runtime } from '../runtime/runtime-state';
+import { node, worldGraph } from '../world-graph/world-graph-client';
+
+export function enterLimbo(body: Body): void {
+  if (body.inLimbo) return;
+  const state = runtime();
+  const parent = body.parent;
+  hide(state, body);
+  body.inLimbo = true;
+  if (state.marks.size === 0) {
+    body.finalize();
+    return;
+  }
+  state.limbo.set(body, { watermark: Math.max(...state.marks.keys()), parent });
+}
+
+export function finalizeSettled(state: Runtime): void {
+  const oldest = Math.min(...state.marks.keys());
+  for (const [body, entry] of [...state.limbo]) if (entry.watermark < oldest) body.finalize();
+}
+
+export function revive(body: Body): void {
+  const state = runtime();
+  const entry = state.limbo.get(body);
+  if (!entry) return;
+  try {
+    call('OGMark.rollback', () => worldGraph().nodeByHandle(body.handle, body.generation));
+    state.limbo.delete(body);
+    body.inLimbo = false;
+    body.visible = true;
+    entry.parent?.add(body);
+    const previous = body.lastInfo.shapeId;
+    body.lastInfo = node(body.ogId, 'OGMark.rollback');
+    reindexShape(state, body, previous);
+  } catch { body.visible = false; }
+}
+
+export function finalizeNow(body: Body): void {
+  if (!body.inLimbo) hide(runtime(), body);
+  body.finalize();
+}
+
+function hide(state: Runtime, body: Body): void {
+  body.visible = false;
+  state.displayed.delete(body);
+  const parent = body.parent;
+  if (state.flushing || state.renderPassActive) {
+    queueMicrotask(() => { if (!revived(state, body)) parent?.remove(body); });
+  } else parent?.remove(body);
+}
+
+function revived(state: Runtime, body: Body): boolean {
+  return !body.inLimbo && state.bodies.get(bodyKey(body.handle, body.generation)) === body;
+}
diff --git a/main/opengeometry-three/src/marks/og-mark.ts b/main/opengeometry-three/src/marks/og-mark.ts
new file mode 100644
index 0000000..5922acc
--- /dev/null
+++ b/main/opengeometry-three/src/marks/og-mark.ts
@@ -0,0 +1,46 @@
+import type { MarkStats } from '../dto/mark-stats';
+import { OGError } from '../errors';
+import { call } from '../kernel/kernel-session';
+import { flush } from '../rendering/geometry/geometry-scheduler';
+import { bodyKey, runtime } from '../runtime/runtime-state';
+import { decodeChanges, decodeMarkStats } from '../world-graph/codec';
+import { worldGraph } from '../world-graph/world-graph-client';
+import { finalizeNow, finalizeSettled, revive } from './limbo';
+
+export class OGMark {
+  constructor(private slot: number) {}
+  private get active(): boolean { return runtime().marks.get(this.slot) === this; }
+  rollback(): void {
+    if (!this.active) throw new OGError('InvalidMark', 'OGMark.rollback', 'mark is released');
+    const changes = decodeChanges(call('OGMark.rollback', () => worldGraph().rollback(this.slot)), 'OGMark.rollback');
+    const state = runtime();
+    for (const slot of [...state.marks.keys()]) if (slot > this.slot) state.marks.delete(slot);
+    for (const change of changes.removed) {
+      const body = state.bodies.get(bodyKey(change.handle, change.generation));
+      if (body) finalizeNow(body);
+    }
+    flush();
+    for (const change of changes.added) {
+      const body = state.bodies.get(bodyKey(change.handle, change.generation));
+      if (body) revive(body);
+    }
+  }
+  release(): void {
+    if (!this.active) throw new OGError('InvalidMark', 'OGMark.release', 'mark is released');
+    call('OGMark.release', () => { worldGraph().release(this.slot); });
+    const state = runtime();
+    state.marks.delete(this.slot);
+    finalizeSettled(state);
+  }
+}
+
+export function createMark(): OGMark {
+  const slot = call('OpenGeometry.mark', () => worldGraph().mark());
+  const mark = new OGMark(slot);
+  runtime().marks.set(slot, mark);
+  return mark;
+}
+
+export function markStats(): MarkStats {
+  return decodeMarkStats(call('OpenGeometry.markStats', () => worldGraph().markStats()), 'OpenGeometry.markStats');
+}
diff --git a/main/opengeometry-three/src/marks/transaction.ts b/main/opengeometry-three/src/marks/transaction.ts
new file mode 100644
index 0000000..4ea29da
--- /dev/null
+++ b/main/opengeometry-three/src/marks/transaction.ts
@@ -0,0 +1,19 @@
+import { OGError } from '../errors';
+import { createMark } from './og-mark';
+
+export function transaction<T>(fn: () => T, options: { dryRun?: boolean } = {}): T {
+  const mark = createMark();
+  try {
+    const result = fn();
+    if (result && typeof (result as { then?: unknown }).then === 'function') {
+      throw new OGError('InvalidParameter', 'OpenGeometry.transaction', 'transaction callback must be synchronous');
+    }
+    if (options.dryRun) mark.rollback();
+    mark.release();
+    return result;
+  } catch (error) {
+    mark.rollback();
+    mark.release();
+    throw error;
+  }
+}
diff --git a/main/opengeometry-three/src/markup/spotMarker.ts b/main/opengeometry-three/src/markup/spotMarker.ts
deleted file mode 100644
index 8932aeb..0000000
--- a/main/opengeometry-three/src/markup/spotMarker.ts
+++ /dev/null
@@ -1,20 +0,0 @@
-import { CSS2DObject } from "three/examples/jsm/renderers/CSS2DRenderer.js";
-
-function spotLabelElement() {
-  const spotLabelElement = document.createElement("div");
-  spotLabelElement.style.position = "absolute";
-  spotLabelElement.style.width = "3px";
-  spotLabelElement.style.height = "3px";
-  spotLabelElement.style.backgroundColor = "blue";
-  spotLabelElement.style.pointerEvents = "none";
-  // spotLabelElement.style.borderRadius = "50%";
-  spotLabelElement.style.border = "1px solid black";
-  return spotLabelElement;
-}
-
-export class SpotLabel extends CSS2DObject {
-  constructor() {
-    const spotLabel = spotLabelElement();
-    super(spotLabel);
-  }
-}
diff --git a/main/opengeometry-three/src/opengeometry.ts b/main/opengeometry-three/src/opengeometry.ts
new file mode 100644
index 0000000..4967e47
--- /dev/null
+++ b/main/opengeometry-three/src/opengeometry.ts
@@ -0,0 +1,68 @@
+import type * as THREE from 'three';
+import type { Body } from './bodies/body';
+import type { SystemAssembly } from './bodies/system-assembly';
+import type { Events, Listener } from './dto/events';
+import type { MarkStats } from './dto/mark-stats';
+import type { StepExport } from './dto/step-export';
+import { OGError } from './errors';
+import { exportStep } from './export/export-step';
+import { createMark, markStats, type OGMark } from './marks/og-mark';
+import { transaction } from './marks/transaction';
+import { resolveHit } from './picking/resolve-hit';
+import { flush } from './rendering/geometry/geometry-scheduler';
+import { settled } from './rendering/geometry/settle';
+import { motionHint, overrideChanged } from './rendering/lod/lod-controller';
+import { createRuntimeOnce } from './runtime/create-runtime';
+import { on } from './runtime/event-bus';
+import { reset } from './runtime/reset';
+import { currentRuntime, runtime } from './runtime/runtime-state';
+
+export class OpenGeometry {
+  static async create(
+    input: { wasmURL?: string | URL; wasmModule?: WebAssembly.Module } = {},
+    options: { workerURL?: string | URL; tessellation?: 'worker' | 'inline' } = {},
+  ): Promise<typeof OpenGeometry> {
+    if (currentRuntime()) return this;
+    await createRuntimeOnce(input, options);
+    return this;
+  }
+
+  static on(event: Events, handler: Listener): () => boolean { return on(event, handler); }
+  static flush(options: { geometry?: 'sync' } = {}): void { flush(options); }
+  static settled(options: { deflection?: number } = {}): Promise<{ failed: { ogId: string; error: unknown }[] }> {
+    return settled(options);
+  }
+
+  static setDisplayDeflection(world?: number): void {
+    if (world !== undefined && (!Number.isFinite(world) || world <= 0)) {
+      throw new OGError('InvalidParameter', 'setDisplayDeflection', 'deflection must be positive');
+    }
+    Object.assign(runtime(), { displayDeflection: world });
+    overrideChanged(runtime());
+  }
+
+  static setCameraMotion(moving: boolean): void {
+    const state = runtime();
+    if (moving) motionHint(state, Date.now());
+  }
+
+  static resolveHit(
+    hit: THREE.Intersection,
+  ): { ogId: string; shapeRevision: number; faceId?: number; edgeId?: number } | undefined {
+    return resolveHit(hit);
+  }
+
+  static exportStep(options: {
+    nodes: (Body | SystemAssembly | string)[];
+    unit?: 'metre' | 'millimetre';
+    upAxis?: 'Y' | 'Z';
+    name?: string;
+    timestamp?: string;
+  }): Promise<StepExport> { return exportStep(options); }
+
+  static mark(): OGMark { return createMark(); }
+  static markStats(): MarkStats { return markStats(); }
+  static transaction<T>(fn: () => T, options: { dryRun?: boolean } = {}): T { return transaction(fn, options); }
+
+  static reset(): void { reset(); }
+}
diff --git a/main/opengeometry-three/src/operations/analytic-errors.ts b/main/opengeometry-three/src/operations/analytic-errors.ts
deleted file mode 100644
index 10c5bc0..0000000
--- a/main/opengeometry-three/src/operations/analytic-errors.ts
+++ /dev/null
@@ -1,106 +0,0 @@
-export type AnalyticGeometryErrorCode =
-  | "math"
-  | "invalid_geometry"
-  | "invalid_topology"
-  | "unsupported_geometry"
-  | "ambiguous_profile_alignment"
-  | "coverage_gap"
-  | "singular_parameterization"
-  | "missing_reference"
-  | "unsupported_schema"
-  | "unresolved_intersection"
-  | "unresolved_tessellation"
-  | "limit_exceeded"
-  | "unknown";
-
-export class AnalyticGeometryError extends Error {
-  readonly code: AnalyticGeometryErrorCode;
-  readonly detail: unknown;
-  readonly families?: readonly [string, string];
-
-  constructor(code: AnalyticGeometryErrorCode, message: string, detail?: unknown) {
-    super(message);
-    this.name = "AnalyticGeometryError";
-    this.code = code;
-    this.detail = detail;
-    if (code === "coverage_gap" && isRecord(detail) && isStringPair(detail.families)) {
-      this.families = detail.families;
-    }
-  }
-}
-
-export function parseAnalyticGeometryError(raw: unknown): AnalyticGeometryError {
-  const serialized = extractMessage(raw);
-  try {
-    const payload = JSON.parse(serialized) as unknown;
-    if (typeof payload === "string") {
-      const code = errorCode(payload);
-      return new AnalyticGeometryError(code, messageFor(code));
-    }
-    if (isRecord(payload)) {
-      const variant = Object.keys(payload)[0];
-      if (variant) {
-        const detail = payload[variant];
-        const code = errorCode(variant);
-        return new AnalyticGeometryError(code, messageFor(code, detail), detail);
-      }
-    }
-  } catch {
-    // The fallback below preserves non-kernel JavaScript failures.
-  }
-  return new AnalyticGeometryError("unknown", serialized || "Unknown analytic geometry error", raw);
-}
-
-function messageFor(code: AnalyticGeometryErrorCode, detail?: unknown): string {
-  if (code === "coverage_gap" && isRecord(detail) && isStringPair(detail.families)) {
-    return `Analytic boolean coverage is unavailable for ${detail.families[0]} and ${detail.families[1]}.`;
-  }
-  if (code === "missing_reference" && isRecord(detail)) {
-    return `Missing ${String(detail.kind ?? "geometry")} reference ${String(detail.index ?? "")}.`.trim();
-  }
-  if (code === "unsupported_schema" && isRecord(detail)) {
-    return `Unsupported BRep schema version ${String(detail.found ?? "unknown")}; schema version 2 is required.`;
-  }
-  if (typeof detail === "string" && detail.length > 0) return detail;
-  return code.replace(/_/g, " ");
-}
-
-function errorCode(variant: string): AnalyticGeometryErrorCode {
-  const code = variant.replace(/([a-z0-9])([A-Z])/g, "$1_$2").toLowerCase();
-  switch (code) {
-    case "math":
-    case "invalid_geometry":
-    case "invalid_topology":
-    case "unsupported_geometry":
-    case "ambiguous_profile_alignment":
-    case "coverage_gap":
-    case "singular_parameterization":
-    case "missing_reference":
-    case "unsupported_schema":
-    case "unresolved_intersection":
-    case "unresolved_tessellation":
-    case "limit_exceeded":
-      return code;
-    default:
-      return "unknown";
-  }
-}
-
-function isRecord(value: unknown): value is Record<string, unknown> {
-  return typeof value === "object" && value !== null && !Array.isArray(value);
-}
-
-function isStringPair(value: unknown): value is [string, string] {
-  return Array.isArray(value) && value.length === 2 && value.every((item) => typeof item === "string");
-}
-
-function extractMessage(raw: unknown): string {
-  if (typeof raw === "string") return raw;
-  if (raw instanceof Error) return raw.message;
-  if (isRecord(raw) && typeof raw.message === "string") return raw.message;
-  try {
-    return String(raw ?? "");
-  } catch {
-    return "Unknown analytic geometry error";
-  }
-}
diff --git a/main/opengeometry-three/src/operations/boolean-regions.ts b/main/opengeometry-three/src/operations/boolean-regions.ts
deleted file mode 100644
index fe26642..0000000
--- a/main/opengeometry-three/src/operations/boolean-regions.ts
+++ /dev/null
@@ -1,61 +0,0 @@
-import * as OGKernel from "../../../opengeometry/pkg/opengeometry";
-import type { OffsetRegion, OffsetRegionPoint } from "./offset-regions";
-
-export type PlanarBooleanOperation = "union" | "intersection" | "subtraction";
-
-export type CurvedRegionEdge =
-  | { kind: "line"; from: [number, number]; to: [number, number] }
-  | { kind: "arc"; center: [number, number]; radius: number; start_angle: number; sweep_angle: number };
-
-export interface CurvedRegion2D {
-  outer: CurvedRegionEdge[];
-  holes: CurvedRegionEdge[][];
-}
-
-type KernelRegionsResult = { regionsSerialized: string };
-type KernelBooleanRegions = (
-  aJson: string,
-  bJson: string,
-  operation: PlanarBooleanOperation,
-) => KernelRegionsResult;
-
-export function booleanRegions2D(
-  a: readonly OffsetRegion[],
-  b: readonly OffsetRegion[],
-  operation: PlanarBooleanOperation,
-): OffsetRegion[] {
-  const kernelExport = (OGKernel as Record<string, unknown>).booleanRegions2D;
-  if (typeof kernelExport !== "function") {
-    throw new Error("booleanRegions2D is unavailable in the loaded WASM package");
-  }
-  const point = (value: OffsetRegionPoint): [number, number, number] => [
-    value.x,
-    value.y,
-    value.z,
-  ];
-  const encode = (regions: readonly OffsetRegion[]) =>
-    JSON.stringify(
-      regions.map((region) => ({
-        outer: region.outer.map(point),
-        holes: region.holes.map((hole) => hole.map(point)),
-      })),
-    );
-  const result = (kernelExport as KernelBooleanRegions)(encode(a), encode(b), operation);
-  return JSON.parse(result.regionsSerialized) as OffsetRegion[];
-}
-
-/** Analytic line/arc region Boolean; output arcs retain their exact circles. */
-export function booleanCurvedRegions2D(
-  a: readonly CurvedRegion2D[],
-  b: readonly CurvedRegion2D[],
-  operation: PlanarBooleanOperation,
-): CurvedRegion2D[] {
-  const kernelExport = (OGKernel as Record<string, unknown>).booleanCurvedRegions2D;
-  if (typeof kernelExport !== "function") {
-    throw new Error("booleanCurvedRegions2D is unavailable in the loaded WASM package");
-  }
-  const result = (kernelExport as (a: string, b: string, operation: PlanarBooleanOperation) => string)(
-    JSON.stringify(a), JSON.stringify(b), operation,
-  );
-  return JSON.parse(result) as CurvedRegion2D[];
-}
diff --git a/main/opengeometry-three/src/operations/boolean.ts b/main/opengeometry-three/src/operations/boolean.ts
deleted file mode 100644
index 4a26cd8..0000000
--- a/main/opengeometry-three/src/operations/boolean.ts
+++ /dev/null
@@ -1,108 +0,0 @@
-import * as THREE from "three";
-
-import { AnalyticSolid, type AnalyticBooleanOp } from "../shapes/analytic-solid";
-
-/** Rendering and tessellation options applied to an analytic boolean result. */
-export interface BooleanExecutionOptions {
-  deflection?: number;
-  color?: THREE.ColorRepresentation;
-  opacity?: number;
-  transparent?: boolean;
-  side?: THREE.Side;
-  outline?: boolean;
-}
-
-export type BooleanOperand = AnalyticSolid;
-
-export function booleanUnion(
-  lhs: AnalyticSolid,
-  rhs: AnalyticSolid,
-  options?: BooleanExecutionOptions,
-): AnalyticSolid {
-  return executeBoolean(lhs, rhs, "union", options);
-}
-
-export function booleanIntersection(
-  lhs: AnalyticSolid,
-  rhs: AnalyticSolid,
-  options?: BooleanExecutionOptions,
-): AnalyticSolid {
-  return executeBoolean(lhs, rhs, "intersection", options);
-}
-
-export function booleanSubtraction(
-  lhs: AnalyticSolid,
-  rhs: AnalyticSolid,
-  options?: BooleanExecutionOptions,
-): AnalyticSolid {
-  return executeBoolean(lhs, rhs, "subtraction", options);
-}
-
-export function executeBooleanSubtractionMany(
-  lhs: BooleanOperand,
-  cutters: BooleanOperand[],
-  options?: BooleanExecutionOptions,
-): AnalyticSolid {
-  const host = analyticOperand(lhs);
-  if (!Array.isArray(cutters) || cutters.length === 0) {
-    throw new Error("Analytic subtraction requires a nonempty operand array.");
-  }
-  const analyticCutters = cutters.map(analyticOperand);
-  let result = host.boolean(analyticCutters[0], "subtraction", {
-    deflection: options?.deflection ?? host.deflection,
-    color: options?.color,
-  });
-  try {
-    for (const cutter of analyticCutters.slice(1)) {
-      const next = result.boolean(cutter, "subtraction", {
-        deflection: options?.deflection ?? result.deflection,
-        color: options?.color,
-      });
-      result.dispose();
-      result = next;
-    }
-  } catch (error) {
-    result.dispose();
-    throw error;
-  }
-  applyRenderOptions(result, options);
-  return result;
-}
-
-function executeBoolean(
-  lhs: AnalyticSolid,
-  rhs: AnalyticSolid,
-  operation: AnalyticBooleanOp,
-  options?: BooleanExecutionOptions,
-): AnalyticSolid {
-  const host = analyticOperand(lhs);
-  const tool = analyticOperand(rhs);
-  const result = host.boolean(tool, operation, {
-    deflection: options?.deflection ?? host.deflection,
-    color: options?.color,
-  });
-  applyRenderOptions(result, options);
-  return result;
-}
-
-function analyticOperand(operand: BooleanOperand): AnalyticSolid {
-  if (!(operand instanceof AnalyticSolid)) {
-    throw new Error(
-      "Boolean operations require strict analytic BRep v2 operands; faceted BRep operands are unsupported.",
-    );
-  }
-  return operand;
-}
-
-function applyRenderOptions(result: AnalyticSolid, options?: BooleanExecutionOptions): void {
-  const material = result.surface.material;
-  if (options?.color !== undefined) material.color.set(options.color);
-  if (options?.opacity !== undefined) {
-    material.opacity = options.opacity;
-    material.transparent = options.opacity < 1 || material.transparent;
-  }
-  if (options?.transparent !== undefined) material.transparent = options.transparent;
-  if (options?.side !== undefined) material.side = options.side;
-  material.needsUpdate = true;
-  result.outline = options?.outline ?? true;
-}
diff --git a/main/opengeometry-three/src/operations/editor/freeform.ts b/main/opengeometry-three/src/operations/editor/freeform.ts
deleted file mode 100644
index 74b506f..0000000
--- a/main/opengeometry-three/src/operations/editor/freeform.ts
+++ /dev/null
@@ -1 +0,0 @@
-export { FreeformEditor, createFreeformEditor } from "../../editor/freeform";
diff --git a/main/opengeometry-three/src/operations/editor/index.ts b/main/opengeometry-three/src/operations/editor/index.ts
deleted file mode 100644
index cb6455a..0000000
--- a/main/opengeometry-three/src/operations/editor/index.ts
+++ /dev/null
@@ -1 +0,0 @@
-export * from "../../editor";
diff --git a/main/opengeometry-three/src/operations/editor/parametric.ts b/main/opengeometry-three/src/operations/editor/parametric.ts
deleted file mode 100644
index 9457e3e..0000000
--- a/main/opengeometry-three/src/operations/editor/parametric.ts
+++ /dev/null
@@ -1,5 +0,0 @@
-export {
-  clonePlacement,
-  createParametricEditCapabilities,
-  toObjectTransformation,
-} from "../../editor/parametric";
diff --git a/main/opengeometry-three/src/operations/editor/types.ts b/main/opengeometry-three/src/operations/editor/types.ts
deleted file mode 100644
index 65b1767..0000000
--- a/main/opengeometry-three/src/operations/editor/types.ts
+++ /dev/null
@@ -1 +0,0 @@
-export * from "../../editor/types";
diff --git a/main/opengeometry-three/src/operations/extrude.ts b/main/opengeometry-three/src/operations/extrude.ts
deleted file mode 100644
index 2462d46..0000000
--- a/main/opengeometry-three/src/operations/extrude.ts
+++ /dev/null
@@ -1,62 +0,0 @@
-import * as OGKernel from "../../../opengeometry/pkg/opengeometry";
-
-import type { FreeformSource } from "../freeform";
-
-
-type KernelExtrudeBrepFace = (...args: [string, number]) => string;
-
-
-/**
- * Sources accepted by the BRep-face extrusion helper.
- */
-export type ExtrudeBrepSource = FreeformSource;
-
-/**
- * Extrudes the first face or wire in a local BRep payload into a closed solid BRep.
- */
-export function extrudeBrepFace(
-  source: ExtrudeBrepSource,
-  height: number
-): string {
-  const extrudeExport = (OGKernel as Record<string, unknown>).extrudeBrepFace;
-  if (typeof extrudeExport !== "function") {
-    throw new Error(
-      "extrudeBrepFace is not available in the loaded wasm package. Rebuild opengeometry wasm bindings."
-    );
-  }
-
-  const kernelFunction = extrudeExport as KernelExtrudeBrepFace;
-  return kernelFunction(resolveLocalBrepSerialized(source), height);
-}
-
-function resolveLocalBrepSerialized(source: ExtrudeBrepSource): string {
-  if (typeof source === "string") {
-    return source;
-  }
-
-  if (typeof source.getLocalBrepSerialized === "function") {
-    return source.getLocalBrepSerialized();
-  }
-
-  if (typeof source.getLocalBrepData === "function") {
-    return serializeBrepLike(source.getLocalBrepData());
-  }
-
-  if (typeof source.getBrepSerialized === "function") {
-    return source.getBrepSerialized();
-  }
-
-  if (typeof source.getBrepData === "function") {
-    return serializeBrepLike(source.getBrepData());
-  }
-
-  if (typeof source.getBrep === "function") {
-    return serializeBrepLike(source.getBrep());
-  }
-
-  return JSON.stringify(source);
-}
-
-function serializeBrepLike(value: unknown): string {
-  return typeof value === "string" ? value : JSON.stringify(value);
-}
diff --git a/main/opengeometry-three/src/operations/index.ts b/main/opengeometry-three/src/operations/index.ts
deleted file mode 100644
index 99e2985..0000000
--- a/main/opengeometry-three/src/operations/index.ts
+++ /dev/null
@@ -1,9 +0,0 @@
-/**
- * Kernel-backed boolean helpers and renderable result mesh.
- */
-export * from "./boolean";
-export * from "./boolean-regions";
-export * from "./analytic-errors";
-export * from "./extrude";
-export * from "./loft";
-export * from "./offset-regions";
diff --git a/main/opengeometry-three/src/operations/loft.ts b/main/opengeometry-three/src/operations/loft.ts
deleted file mode 100644
index 679ec31..0000000
--- a/main/opengeometry-three/src/operations/loft.ts
+++ /dev/null
@@ -1,46 +0,0 @@
-import * as THREE from "three";
-
-import {
-  AnalyticSolid,
-  type AnalyticPolygonLoftAlignment,
-} from "../shapes/analytic-solid";
-
-export type PolygonLoftPoint = readonly [number, number, number];
-
-export interface PolygonLoftOptions {
-  alignment?: AnalyticPolygonLoftAlignment;
-  deflection?: number;
-  color?: THREE.ColorRepresentation;
-}
-
-/**
- * Creates a capped ruled solid between two planar polygon sections.
- * Sections must have equal vertex counts and produce planar side faces.
- */
-export function loftPolygonSections(
-  sections: readonly [readonly PolygonLoftPoint[], readonly PolygonLoftPoint[]],
-  options: PolygonLoftOptions = {},
-): AnalyticSolid {
-  const [lower, upper] = sections;
-  return new AnalyticSolid({
-    kind: "polygonLoft",
-    lower: copySection(lower, "lower"),
-    upper: copySection(upper, "upper"),
-    alignment: options.alignment ?? "auto",
-    deflection: options.deflection,
-    color: options.color,
-  });
-}
-
-function copySection(
-  section: readonly PolygonLoftPoint[],
-  label: string,
-): [number, number, number][] {
-  if (section.length < 3) throw new Error(`${label} loft section requires at least three points`);
-  return section.map((point) => {
-    if (point.length !== 3 || !point.every(Number.isFinite)) {
-      throw new Error(`${label} loft section points must contain three finite coordinates`);
-    }
-    return [point[0], point[1], point[2]];
-  });
-}
diff --git a/main/opengeometry-three/src/operations/offset-regions.ts b/main/opengeometry-three/src/operations/offset-regions.ts
deleted file mode 100644
index 86b4335..0000000
--- a/main/opengeometry-three/src/operations/offset-regions.ts
+++ /dev/null
@@ -1,147 +0,0 @@
-import * as OGKernel from "../../../opengeometry/pkg/opengeometry";
-
-/** A point of a returned offset region ring (kernel `Vector3` shape). */
-export interface OffsetRegionPoint {
-  x: number;
-  y: number;
-  z: number;
-}
-
-/** One offset region: a CW outer ring + its CCW inner-void hole rings. */
-export interface OffsetRegion {
-  /** Outer ring (CW, canonical start). */
-  outer: OffsetRegionPoint[];
-  /** Inner-void hole rings (CCW), e.g. the interior void of a closed loop. */
-  holes: OffsetRegionPoint[][];
-}
-
-type KernelOffsetRegionsResult = {
-  regionsSerialized: string;
-};
-
-type KernelOffsetPolylineRegions = (
-  centreline: Float64Array,
-  width: number,
-  closed: boolean,
-  miterLimit: number,
-) => KernelOffsetRegionsResult;
-
-/**
- * Offset a centreline by ±half-width into one or more filled REGIONS, via the
- * deterministic analytic offset — miters / flat bevels at `miterLimit`, concave
- * trims, and nonzero-winding resolution of reflex / closed loops. NO boolean union
- * (so it is deterministic, unlike the 3D-mesh CSG path). A simple centreline returns
- * one region; a self-crossing closed centreline (e.g. a figure-8) returns one per
- * simple sub-loop. Returns an EMPTY array for a collapsed input (does
- * not throw, so it never looks like a kernel crash). Rings are CW-outer / CCW-holes.
- *
- * @param centrelineFlat centreline points as `[x,y,z, …]`.
- * @param width full stroke width (offset ±width/2 on each side).
- * @param miterLimit SVG stroke-miterlimit; corners sharper than this bevel. Default 4.
- */
-export function offsetPolylineRegions(
-  centrelineFlat: number[] | Float64Array,
-  width: number,
-  closed: boolean,
-  miterLimit = 4,
-): OffsetRegion[] {
-  const buildExport = (OGKernel as Record<string, unknown>).offsetPolylineRegions;
-  if (typeof buildExport !== "function") {
-    throw new Error(
-      "offsetPolylineRegions is not available in the loaded wasm package. Rebuild opengeometry wasm bindings.",
-    );
-  }
-  const flat =
-    centrelineFlat instanceof Float64Array ? centrelineFlat : new Float64Array(centrelineFlat);
-  const result = (buildExport as KernelOffsetPolylineRegions)(flat, width, closed, miterLimit);
-  return JSON.parse(result.regionsSerialized);
-}
-
-type KernelOffsetRingVariable = (
-  ringFlat: Float64Array,
-  distances: Float64Array,
-  holesJson: string,
-) => KernelOffsetRegionsResult;
-
-/** An excluded interior ring of a variable inset. Its closed ring has one
- * clearance distance per edge; the inset grows the hole by those distances. */
-export interface OffsetHole {
-  ring: number[] | Float64Array;
-  distances: number[] | Float64Array;
-}
-
-/**
- * Inset a CLOSED ring inward with one distance per edge (edge i =
- * `ring[i] → ring[i+1]`; an explicit closing duplicate point is accepted and
- * stripped, the distance count stays one per unique edge). The result is a
- * clearance-exact inset region: the ring's interior minus every point within
- * `distances[i]` of edge i's segment. Distant boundary segments remain
- * effective across notches; different distances produce circumscribed
- * clearance arcs. There is no
- * `miterLimit` parameter, deliberately: miters and bevels only approximate the
- * clearance arc, and a bevel would claim points inside the required distance.
- *
- * `holes` are excluded interior rings, each grown outward by its own per-edge
- * distances — the region keeps clear of a hole's edges exactly as it keeps
- * clear of the outer boundary, so a hole can split the region or swallow it.
- *
- * Returns CW-outer / CCW-hole regions (canonical start vertex), possibly
- * SEVERAL when a deep inset (or a hole) splits a waisted ring into disjoint
- * lobes, and an EMPTY array when the inset collapses or the outer ring is
- * degenerate (< 3 unique points, zero area, self-intersecting). THROWS on
- * malformed arguments: a distance count that does not match an edge count, a
- * negative / non-finite distance, or a degenerate hole — those are caller
- * bugs, not geometry.
- *
- * @param ring closed ring points as `[x,y,z, …]` (Y is carried through).
- * @param distances inward inset distance per edge, metres, each >= 0
- *                  (0 keeps that boundary edge in place).
- * @param holes excluded interior rings with their own per-edge distances.
- */
-export function offsetRingVariable(
-  ring: number[] | Float64Array,
-  distances: number[] | Float64Array,
-  holes: OffsetHole[] = [],
-): OffsetRegion[] {
-  const buildExport = (OGKernel as Record<string, unknown>).offsetRingVariable;
-  if (typeof buildExport !== "function") {
-    throw new Error(
-      "offsetRingVariable is not available in the loaded wasm package. It requires opengeometry >= 2.0.12 — rebuild or upgrade the opengeometry wasm bindings.",
-    );
-  }
-  const flatRing = ring instanceof Float64Array ? ring : new Float64Array(ring);
-  const flatDistances =
-    distances instanceof Float64Array ? distances : new Float64Array(distances);
-  const holesJson = JSON.stringify(
-    holes.map((hole) => ({ ring: Array.from(hole.ring), distances: Array.from(hole.distances) })),
-  );
-  const result = (buildExport as KernelOffsetRingVariable)(flatRing, flatDistances, holesJson);
-  return JSON.parse(result.regionsSerialized);
-}
-
-/** One polyline in an offset group: centreline `[x,y,z, …]`, stroke width, closed flag. */
-export interface OffsetPolyline {
-  centreline: number[];
-  width: number;
-  closed: boolean;
-}
-
-type KernelOffsetPolylineGroupRegions = (polylinesJson: string) => KernelOffsetRegionsResult;
-
-/**
- * Merge a GROUP of separate polylines (a crossing T / X / L overlap) into one clean
- * region by nonzero-winding union of their mitered bands — the overlapping strokes
- * merge into a single region with mitered/bevelled corners, no internal edges.
- * Returns CW-outer / CCW-hole regions (one or more); empty if no region remains.
- * No CSG. Used to render/extrude an overlapping crossing as one joined mass.
- */
-export function offsetPolylineGroupRegions(polylines: OffsetPolyline[]): OffsetRegion[] {
-  const buildExport = (OGKernel as Record<string, unknown>).offsetPolylineGroupRegions;
-  if (typeof buildExport !== "function") {
-    throw new Error(
-      "offsetPolylineGroupRegions is not available in the loaded wasm package. Rebuild opengeometry wasm bindings.",
-    );
-  }
-  const result = (buildExport as KernelOffsetPolylineGroupRegions)(JSON.stringify(polylines));
-  return JSON.parse(result.regionsSerialized);
-}
diff --git a/main/opengeometry-three/src/picking/pick-targets.ts b/main/opengeometry-three/src/picking/pick-targets.ts
new file mode 100644
index 0000000..b910e4b
--- /dev/null
+++ b/main/opengeometry-three/src/picking/pick-targets.ts
@@ -0,0 +1,35 @@
+import type * as THREE from 'three';
+import type { Body } from '../bodies/body';
+import { OGError } from '../errors';
+import type { GeometryRecord } from '../rendering/records/geometry-record';
+import { runtime } from '../runtime/runtime-state';
+
+function faceRangeValue(ranges: Uint32Array, index: number): number {
+  const value = ranges[index];
+  if (value === undefined) throw new OGError('InvalidGeometry', 'OpenGeometry.resolveHit', 'face range out of bounds');
+  return value;
+}
+
+export function pickTarget(object: THREE.Object3D): Body | undefined {
+  return runtime().pickTargets.get(object);
+}
+
+export function faceIdAt(ranges: Uint32Array, faceIndex: number): number | undefined {
+  const length = ranges.length;
+  if (length % 3 !== 0) throw new OGError('InvalidGeometry', 'OpenGeometry.resolveHit', 'face ranges are not triples');
+  let low = 0;
+  let high = length / 3;
+  while (low < high) {
+    const middle = Math.floor((low + high) / 2);
+    if (faceRangeValue(ranges, 3 * middle + 1) <= faceIndex) low = middle + 1;
+    else high = middle;
+  }
+  if (low === 0) return undefined;
+  const offset = 3 * (low - 1);
+  const start = faceRangeValue(ranges, offset + 1);
+  return faceIndex < start + faceRangeValue(ranges, offset + 2) ? faceRangeValue(ranges, offset) : undefined;
+}
+
+export function edgeIdAt(record: GeometryRecord, index: number): number | undefined {
+  return record.edgeIds[Math.floor(index / 2)];
+}
diff --git a/main/opengeometry-three/src/picking/resolve-hit.ts b/main/opengeometry-three/src/picking/resolve-hit.ts
new file mode 100644
index 0000000..45fa876
--- /dev/null
+++ b/main/opengeometry-three/src/picking/resolve-hit.ts
@@ -0,0 +1,14 @@
+import type * as THREE from 'three';
+import type { PickResult } from '../dto/pick-result';
+import { edgeIdAt, faceIdAt, pickTarget } from './pick-targets';
+
+export function resolveHit(hit: THREE.Intersection): PickResult | undefined {
+  const body = pickTarget(hit.object);
+  if (!body?.record) return undefined;
+  const result: PickResult = { ogId: body.ogId, shapeRevision: body.record.revision };
+  if (hit.object === body.surface && hit.faceIndex !== undefined) {
+    const faceId = faceIdAt(body.record.faceRanges, hit.faceIndex);
+    if (faceId !== undefined) result.faceId = faceId;
+  } else if (hit.index !== undefined) Object.assign(result, { edgeId: edgeIdAt(body.record, hit.index) });
+  return result;
+}
diff --git a/main/opengeometry-three/src/primitives/analytic-curve.ts b/main/opengeometry-three/src/primitives/analytic-curve.ts
deleted file mode 100644
index 7c7709a..0000000
--- a/main/opengeometry-three/src/primitives/analytic-curve.ts
+++ /dev/null
@@ -1,146 +0,0 @@
-import * as THREE from "three";
-import { OGAnalyticBrep } from "../../../opengeometry/pkg/opengeometry";
-import type { AnalyticAccuracy, AnalyticFrame } from "../shapes/analytic-solid";
-import { getUUID } from "../utils/randomizer";
-import { GEOMETRY_DEFLECTION_SHARE } from "../rendering/analytic-tessellation";
-
-export type AnalyticCurveOptions = {
-  ogid?: string;
-  frame?: AnalyticFrame;
-  accuracy?: AnalyticAccuracy;
-  startAngle: number;
-  sweepAngle: number;
-  deflection?: number;
-  color?: THREE.ColorRepresentation;
-} & (
-  | { kind: "arc"; radius: number }
-  | { kind: "ellipticalArc"; majorRadius: number; minorRadius: number }
-);
-
-export interface AnalyticCurveStats {
-  requestedDeflection: number;
-  achievedDeflection: number;
-  segmentCount: number;
-  revision: bigint;
-}
-
-export class AnalyticCurve extends THREE.Group {
-  readonly ogid: string;
-  readonly line: THREE.LineSegments<THREE.BufferGeometry, THREE.LineBasicMaterial>;
-  protected kernel: OGAnalyticBrep;
-  private segmentEdges = new Uint32Array(0);
-  private disposed = false;
-
-  get color(): THREE.Color { return this.line.material.color; }
-  set color(value: THREE.ColorRepresentation) {
-    this.checkActive();
-    this.line.material.color.set(value);
-    this.line.material.needsUpdate = true;
-  }
-
-  constructor(options: AnalyticCurveOptions) {
-    super();
-    this.ogid = options.ogid ?? getUUID();
-    const frame = options.frame ?? {
-      origin: [0, 0, 0], x: [1, 0, 0], y: [0, 0, -1], z: [0, 1, 0],
-    };
-    const radius = options.kind === "arc" ? options.radius : options.majorRadius;
-    const geometric = Math.max(1e-9, 2 * radius * 1e-8, ...frame.origin.map(value => Math.abs(value) * 64 * Number.EPSILON));
-    const accuracy = options.accuracy ?? { geometric, intersection: geometric / 4, tessellation: 0.001, exchange: 0.00001 };
-    this.kernel = createKernel(options, this.ogid, frame, accuracy);
-    this.line = new THREE.LineSegments(new THREE.BufferGeometry(), new THREE.LineBasicMaterial({ color: options.color ?? 0x2563eb }));
-    this.line.userData.ogid = this.ogid;
-    this.add(this.line);
-    try { this.retessellate(options.deflection ?? accuracy.tessellation); }
-    catch (error) { this.dispose(); throw error; }
-  }
-
-  getBrepSerialized(): string {
-    this.checkActive();
-    return this.kernel.get_brep_serialized();
-  }
-
-  getBrepData(): Record<string, unknown> {
-    return JSON.parse(this.getBrepSerialized()) as Record<string, unknown>;
-  }
-
-  protected replaceDefinition(options: AnalyticCurveOptions): AnalyticCurveStats {
-    this.checkActive();
-    const frame = options.frame ?? {
-      origin: [0, 0, 0], x: [1, 0, 0], y: [0, 0, -1], z: [0, 1, 0],
-    };
-    const radius = options.kind === "arc" ? options.radius : options.majorRadius;
-    const geometric = Math.max(1e-9, 2 * radius * 1e-8, ...frame.origin.map(value => Math.abs(value) * 64 * Number.EPSILON));
-    const accuracy = options.accuracy ?? { geometric, intersection: geometric / 4, tessellation: 0.001, exchange: 0.00001 };
-    const next = createKernel(options, this.ogid, frame, accuracy);
-    const previous = this.kernel;
-    this.kernel = next;
-    try {
-      const statistics = this.retessellate(options.deflection ?? accuracy.tessellation);
-      if (options.color !== undefined) this.color = options.color;
-      previous.free();
-      return statistics;
-    } catch (error) {
-      this.kernel = previous;
-      next.free();
-      throw error;
-    }
-  }
-
-  edgeIdForSegment(segment: number): number | undefined {
-    if (!Number.isInteger(segment) || segment < 0) return undefined;
-    return this.segmentEdges[segment];
-  }
-
-  retessellate(deflection: number): AnalyticCurveStats {
-    this.checkActive();
-    if (!Number.isFinite(deflection) || deflection <= 0) throw new Error("Deflection must be finite and positive");
-    const result = this.kernel.tessellate(deflection * GEOMETRY_DEFLECTION_SHARE);
-    try {
-      const bounds = this.kernel.get_bounds();
-      const origin = [0, 1, 2].map(i => bounds[i] / 2 + bounds[i + 3] / 2);
-      const positions = result.outline_positions();
-      const packed = new Float32Array(positions.length);
-      let encodingError = 0;
-      for (let i = 0; i < positions.length; i += 3) {
-        const errors = [0, 0, 0];
-        for (let j = 0; j < 3; j++) {
-          const local = positions[i + j] - origin[j]; packed[i + j] = local;
-          errors[j] = Math.abs(local - packed[i + j]);
-        }
-        encodingError = Math.max(encodingError, Math.hypot(...errors));
-      }
-      if (!Number.isFinite(encodingError) || encodingError > deflection / 4) throw new Error("GPU coordinate precision cannot represent the requested deflection");
-      const edgeIds = result.outline_edge_ids();
-      const geometry = new THREE.BufferGeometry();
-      geometry.setAttribute("position", new THREE.BufferAttribute(packed, 3));
-      geometry.computeBoundingBox(); geometry.computeBoundingSphere();
-      const previous = this.line.geometry;
-      this.line.geometry = geometry; this.line.position.set(origin[0], origin[1], origin[2]);
-      this.segmentEdges = edgeIds; previous.dispose();
-      return { requestedDeflection: deflection, achievedDeflection: result.achieved_deflection() + encodingError, segmentCount: edgeIds.length, revision: result.revision() };
-    } finally { result.free(); }
-  }
-
-  dispose(): void {
-    if (this.disposed) return;
-    this.disposed = true;
-    this.line.geometry.dispose(); this.line.material.dispose(); this.kernel.free();
-  }
-  private checkActive(): void { if (this.disposed) throw new Error("AnalyticCurve has been disposed"); }
-}
-
-function createKernel(
-  options: AnalyticCurveOptions,
-  id: string,
-  frame: AnalyticFrame,
-  accuracy: AnalyticAccuracy,
-): OGAnalyticBrep {
-  return OGAnalyticBrep.from_primitive(JSON.stringify({
-    kind: options.kind === "arc" ? "arc" : "elliptical_arc", id, frame, accuracy,
-    start_angle: options.startAngle, sweep_angle: options.sweepAngle,
-    ...(options.kind === "arc"
-      ? { radius: options.radius }
-      : { major_radius: options.majorRadius, minor_radius: options.minorRadius }),
-  }));
-}
diff --git a/main/opengeometry-three/src/primitives/arc.ts b/main/opengeometry-three/src/primitives/arc.ts
deleted file mode 100644
index 5722499..0000000
--- a/main/opengeometry-three/src/primitives/arc.ts
+++ /dev/null
@@ -1,105 +0,0 @@
-import * as THREE from "three";
-import { Vector3 } from "../../../opengeometry/pkg/opengeometry";
-
-import { AnalyticCurve, type AnalyticCurveStats } from "./analytic-curve";
-import type { AnalyticAccuracy, AnalyticFrame } from "../shapes/analytic-solid";
-
-export interface IArcOptions {
-  ogid?: string;
-  center?: Vector3;
-  radius?: number;
-  startAngle?: number;
-  sweepAngle?: number;
-  deflection?: number;
-  accuracy?: AnalyticAccuracy;
-  color?: THREE.ColorRepresentation;
-}
-
-export type ArcConfigUpdate = Partial<Omit<IArcOptions, "ogid">>;
-
-interface NormalizedArcOptions {
-  ogid?: string;
-  center: Vector3;
-  radius: number;
-  startAngle: number;
-  sweepAngle: number;
-  deflection: number;
-  accuracy?: AnalyticAccuracy;
-  color: THREE.ColorRepresentation;
-}
-
-/** Authoritative circular edge with transient deflection tessellation. */
-export class Arc extends AnalyticCurve {
-  options: Readonly<NormalizedArcOptions>;
-
-  constructor(options: IArcOptions = {}) {
-    const normalized = normalizeOptions(options);
-    super({
-      kind: "arc",
-      ogid: normalized.ogid,
-      frame: curveFrame(normalized.center),
-      accuracy: normalized.accuracy,
-      radius: normalized.radius,
-      startAngle: normalized.startAngle,
-      sweepAngle: normalized.sweepAngle,
-      deflection: normalized.deflection,
-      color: normalized.color,
-    });
-    this.options = normalized;
-  }
-
-  getAnchor(): Vector3 {
-    return this.options.center.clone();
-  }
-
-  getConfig(): Readonly<NormalizedArcOptions> {
-    return this.options;
-  }
-
-  setConfig(update: ArcConfigUpdate): AnalyticCurveStats {
-    const next = normalizeOptions({ ...this.options, ...update, ogid: this.ogid });
-    const statistics = this.replaceDefinition({
-      kind: "arc",
-      ogid: this.ogid,
-      frame: curveFrame(next.center),
-      accuracy: next.accuracy,
-      radius: next.radius,
-      startAngle: next.startAngle,
-      sweepAngle: next.sweepAngle,
-      deflection: next.deflection,
-      color: next.color,
-    });
-    this.options = next;
-    return statistics;
-  }
-
-  getBrep(): Record<string, unknown> {
-    return this.getBrepData();
-  }
-
-  retessellate(deflection: number): AnalyticCurveStats {
-    return super.retessellate(deflection);
-  }
-}
-
-function normalizeOptions(options: IArcOptions): NormalizedArcOptions {
-  return {
-    ogid: options.ogid,
-    center: options.center ?? new Vector3(0, 0, 0),
-    radius: options.radius ?? 1,
-    startAngle: options.startAngle ?? 0,
-    sweepAngle: options.sweepAngle ?? Math.PI * 2,
-    deflection: options.deflection ?? 0.01,
-    accuracy: options.accuracy,
-    color: options.color ?? 0x00ff00,
-  };
-}
-
-function curveFrame(center: Vector3): AnalyticFrame {
-  return {
-    origin: [center.x, center.y, center.z],
-    x: [1, 0, 0],
-    y: [0, 0, -1],
-    z: [0, 1, 0],
-  };
-}
diff --git a/main/opengeometry-three/src/primitives/curve.ts b/main/opengeometry-three/src/primitives/curve.ts
deleted file mode 100644
index 60537b3..0000000
--- a/main/opengeometry-three/src/primitives/curve.ts
+++ /dev/null
@@ -1,275 +0,0 @@
-import * as THREE from "three";
-import { OGCurve, Vector3 } from "../../../opengeometry/pkg/opengeometry";
-import { getUUID } from "../utils/randomizer";
-import {
-  clonePlacement,
-  createParametricEditCapabilities,
-} from "../editor";
-import { createFreeformGeometry } from "../freeform";
-
-/**
- * Construction options for a control-point-driven curve.
- */
-export interface ICurveOptions {
-  ogid?: string;
-  controlPoints: Vector3[];
-  color: number;
-  translation?: Vector3;
-  rotation?: Vector3;
-  scale?: Vector3;
-}
-
-/**
- * Placement updates accepted by `Curve`.
- */
-export interface CurvePlacementOptions {
-  translation?: Vector3;
-  rotation?: Vector3;
-  scale?: Vector3;
-}
-
-/**
- * Partial config payload accepted by `Curve.setConfig(...)`.
- */
-export type CurveConfigUpdate = Partial<
-  Omit<ICurveOptions, "translation" | "rotation" | "scale">
->;
-
-/**
- * Alias for `Curve` placement updates.
- */
-export type CurvePlacementUpdate = CurvePlacementOptions;
-
-/**
- * Offset result returned by `Curve.offset(...)`.
- */
-export interface ICurveOffsetResult {
-  points: Vector3[];
-  beveledVertexIndices: number[];
-  isClosed: boolean;
-}
-
-type OffsetKernelOutput = {
-  points: Array<{ x: number; y: number; z: number }>;
-  beveled_vertex_indices: number[];
-  is_closed: boolean;
-};
-
-
-type OffsetKernelFn = (
-  distance: number,
-  acuteThresholdDegrees: number,
-  bevel: boolean
-) => string;
-
-
-/**
- * Curve wrapper backed by the kernel OGCurve primitive.
- */
-export class Curve extends THREE.Line {
-  ogid: string;
-  options: ICurveOptions = {
-    controlPoints: [],
-    color: 0x00aa55,
-    translation: new Vector3(0, 0, 0),
-    rotation: new Vector3(0, 0, 0),
-    scale: new Vector3(1, 1, 1),
-  };
-
-  private curve: OGCurve;
-
-  set color(color: number) {
-    this.options.color = color;
-    if (this.material instanceof THREE.LineBasicMaterial) {
-      this.material.color.set(color);
-    }
-  }
-
-  constructor(options?: ICurveOptions) {
-    super();
-
-    this.ogid = options?.ogid ?? getUUID();
-    this.curve = new OGCurve(this.ogid);
-
-    this.options = { ...this.options, ...options };
-    this.options.ogid = this.ogid;
-
-    this.setConfig({
-      controlPoints: this.options.controlPoints.map((point) => point.clone()),
-      color: this.options.color,
-    });
-    this.setPlacement({
-      translation: this.options.translation?.clone(),
-      rotation: this.options.rotation?.clone(),
-      scale: this.options.scale?.clone(),
-    });
-  }
-
-  setConfig(options: CurveConfigUpdate) {
-    const nextOptions = { ...this.options, ...options };
-    const geometryChanged = "controlPoints" in options;
-    const colorChanged = "color" in options;
-
-    this.options = nextOptions;
-
-    if (geometryChanged) {
-      this.curve.set_config(
-        nextOptions.controlPoints.map((point) => point.clone())
-      );
-      this.generateGeometry();
-      return;
-    }
-
-    if (colorChanged && this.material instanceof THREE.LineBasicMaterial) {
-      this.material.color.set(this.options.color);
-    }
-  }
-
-  getConfig() {
-    return this.options;
-  }
-
-  getAnchor() {
-    const anchor = this.curve.get_anchor();
-    return new Vector3(anchor.x, anchor.y, anchor.z);
-  }
-
-  setAnchor(anchor: Vector3) {
-    this.curve.set_anchor(anchor.clone());
-    this.generateGeometry();
-  }
-
-  resetAnchor() {
-    this.curve.reset_anchor();
-    this.generateGeometry();
-  }
-
-  setPlacement(placement: CurvePlacementUpdate) {
-    this.options.translation = placement.translation?.clone() ?? this.options.translation;
-    this.options.rotation = placement.rotation?.clone() ?? this.options.rotation;
-    this.options.scale = placement.scale?.clone() ?? this.options.scale;
-
-    this.curve.set_transform(
-      this.options.translation?.clone() ?? new Vector3(0, 0, 0),
-      this.options.rotation?.clone() ?? new Vector3(0, 0, 0),
-      this.options.scale?.clone() ?? new Vector3(1, 1, 1)
-    );
-    this.generateGeometry();
-  }
-
-  setTransform(translation: Vector3, rotation: Vector3, scale: Vector3) {
-    this.setPlacement({
-      translation,
-      rotation,
-      scale,
-    });
-  }
-
-  setTranslation(translation: Vector3) {
-    this.setPlacement({ translation });
-  }
-
-  setRotation(rotation: Vector3) {
-    this.setPlacement({ rotation });
-  }
-
-  setScale(scale: Vector3) {
-    this.setPlacement({ scale });
-  }
-
-  getPlacement() {
-    return clonePlacement({
-      translation: this.options.translation,
-      rotation: this.options.rotation,
-      scale: this.options.scale,
-    });
-  }
-
-  getEditCapabilities() {
-    return createParametricEditCapabilities("curve", "curve");
-  }
-
-  canConvertToFreeform() {
-    return true;
-  }
-
-  toFreeform(id: string = this.ogid) {
-    if (!this.canConvertToFreeform()) {
-      throw new Error("This entity cannot be converted to freeform.");
-    }
-    return createFreeformGeometry(this.curve.get_local_brep_serialized(), {
-      id,
-      placement: this.getPlacement(),
-    });
-  }
-
-  private generateGeometry() {
-    const bufferData = Array.from(this.curve.get_geometry_buffer());
-
-    this.writePositionsToGeometry(this.geometry, bufferData);
-    this.geometry.computeBoundingBox();
-    this.geometry.computeBoundingSphere();
-
-    if (this.material instanceof THREE.LineBasicMaterial) {
-      this.material.color.set(this.options.color);
-    } else {
-      if (Array.isArray(this.material)) {
-        this.material.forEach((material) => material.dispose());
-      } else {
-        this.material.dispose();
-      }
-
-      this.material = new THREE.LineBasicMaterial({ color: this.options.color });
-    }
-  }
-
-  getOffset(
-    distance: number,
-    acuteThresholdDegrees: number = 35.0,
-    bevel: boolean = true
-  ): ICurveOffsetResult {
-    const kernel = this.curve as unknown as {
-      get_offset_serialized?: OffsetKernelFn;
-    };
-    if (typeof kernel.get_offset_serialized !== "function") {
-      throw new Error(
-        "Offset API is not available in OGCurve. Rebuild opengeometry wasm bindings."
-      );
-    }
-
-    const serialized = kernel.get_offset_serialized(
-      distance,
-      acuteThresholdDegrees,
-      bevel
-    );
-    const parsed = JSON.parse(serialized) as OffsetKernelOutput;
-
-    return {
-      points: parsed.points.map((point) => new Vector3(point.x, point.y, point.z)),
-      beveledVertexIndices: parsed.beveled_vertex_indices ?? [],
-      isClosed: Boolean(parsed.is_closed),
-    };
-  }
-
-  private writePositionsToGeometry(
-    geometry: THREE.BufferGeometry,
-    positions: number[]
-  ) {
-    const existing = geometry.getAttribute("position");
-    if (
-      !(existing instanceof THREE.BufferAttribute) ||
-      existing.itemSize !== 3 ||
-      existing.count !== positions.length / 3
-    ) {
-      geometry.setAttribute(
-        "position",
-        new THREE.Float32BufferAttribute(positions, 3)
-      );
-      return;
-    }
-
-    const array = existing.array as Float32Array;
-    array.set(positions);
-    existing.needsUpdate = true;
-  }
-}
diff --git a/main/opengeometry-three/src/primitives/elliptical_arc.ts b/main/opengeometry-three/src/primitives/elliptical_arc.ts
deleted file mode 100644
index 2c425f8..0000000
--- a/main/opengeometry-three/src/primitives/elliptical_arc.ts
+++ /dev/null
@@ -1,110 +0,0 @@
-import * as THREE from "three";
-import { Vector3 } from "../../../opengeometry/pkg/opengeometry";
-
-import { AnalyticCurve, type AnalyticCurveStats } from "./analytic-curve";
-import type { AnalyticAccuracy, AnalyticFrame } from "../shapes/analytic-solid";
-
-export interface IEllipticalArcOptions {
-  ogid?: string;
-  center?: Vector3;
-  majorRadius?: number;
-  minorRadius?: number;
-  startAngle?: number;
-  sweepAngle?: number;
-  deflection?: number;
-  accuracy?: AnalyticAccuracy;
-  color?: THREE.ColorRepresentation;
-}
-
-export type EllipticalArcConfigUpdate = Partial<Omit<IEllipticalArcOptions, "ogid">>;
-
-interface NormalizedEllipticalArcOptions {
-  ogid?: string;
-  center: Vector3;
-  majorRadius: number;
-  minorRadius: number;
-  startAngle: number;
-  sweepAngle: number;
-  deflection: number;
-  accuracy?: AnalyticAccuracy;
-  color: THREE.ColorRepresentation;
-}
-
-/** Authoritative elliptical edge with transient deflection tessellation. */
-export class EllipticalArc extends AnalyticCurve {
-  options: Readonly<NormalizedEllipticalArcOptions>;
-
-  constructor(options: IEllipticalArcOptions = {}) {
-    const normalized = normalizeOptions(options);
-    super({
-      kind: "ellipticalArc",
-      ogid: normalized.ogid,
-      frame: curveFrame(normalized.center),
-      accuracy: normalized.accuracy,
-      majorRadius: normalized.majorRadius,
-      minorRadius: normalized.minorRadius,
-      startAngle: normalized.startAngle,
-      sweepAngle: normalized.sweepAngle,
-      deflection: normalized.deflection,
-      color: normalized.color,
-    });
-    this.options = normalized;
-  }
-
-  getAnchor(): Vector3 {
-    return this.options.center.clone();
-  }
-
-  getConfig(): Readonly<NormalizedEllipticalArcOptions> {
-    return this.options;
-  }
-
-  setConfig(update: EllipticalArcConfigUpdate): AnalyticCurveStats {
-    const next = normalizeOptions({ ...this.options, ...update, ogid: this.ogid });
-    const statistics = this.replaceDefinition({
-      kind: "ellipticalArc",
-      ogid: this.ogid,
-      frame: curveFrame(next.center),
-      accuracy: next.accuracy,
-      majorRadius: next.majorRadius,
-      minorRadius: next.minorRadius,
-      startAngle: next.startAngle,
-      sweepAngle: next.sweepAngle,
-      deflection: next.deflection,
-      color: next.color,
-    });
-    this.options = next;
-    return statistics;
-  }
-
-  getBrep(): Record<string, unknown> {
-    return this.getBrepData();
-  }
-
-  retessellate(deflection: number): AnalyticCurveStats {
-    return super.retessellate(deflection);
-  }
-}
-
-function normalizeOptions(options: IEllipticalArcOptions): NormalizedEllipticalArcOptions {
-  return {
-    ogid: options.ogid,
-    center: options.center ?? new Vector3(0, 0, 0),
-    majorRadius: options.majorRadius ?? 1,
-    minorRadius: options.minorRadius ?? 0.5,
-    startAngle: options.startAngle ?? 0,
-    sweepAngle: options.sweepAngle ?? Math.PI * 2,
-    deflection: options.deflection ?? 0.01,
-    accuracy: options.accuracy,
-    color: options.color ?? 0x00ff00,
-  };
-}
-
-function curveFrame(center: Vector3): AnalyticFrame {
-  return {
-    origin: [center.x, center.y, center.z],
-    x: [1, 0, 0],
-    y: [0, 0, -1],
-    z: [0, 1, 0],
-  };
-}
diff --git a/main/opengeometry-three/src/primitives/index.ts b/main/opengeometry-three/src/primitives/index.ts
deleted file mode 100644
index 38ec9eb..0000000
--- a/main/opengeometry-three/src/primitives/index.ts
+++ /dev/null
@@ -1,9 +0,0 @@
-/**
- * 2D and path primitive wrappers backed by the OpenGeometry kernel.
- */
-export * from './line';
-export * from './polyline';
-export * from './arc';
-export * from './rectangle';
-export * from './curve';
-export * from "./elliptical_arc";
\ No newline at end of file
diff --git a/main/opengeometry-three/src/primitives/line.ts b/main/opengeometry-three/src/primitives/line.ts
deleted file mode 100644
index 8940520..0000000
--- a/main/opengeometry-three/src/primitives/line.ts
+++ /dev/null
@@ -1,370 +0,0 @@
-import { OGLine, Vector3 } from "../../../opengeometry/pkg/opengeometry";
-import * as THREE from "three";
-import { getUUID } from "../utils/randomizer";
-import { Line2 } from 'three/examples/jsm/lines/Line2.js';
-import { LineMaterial } from 'three/examples/jsm/lines/LineMaterial.js';
-import { LineGeometry } from 'three/examples/jsm/lines/LineGeometry.js';
-import {
-  clonePlacement,
-  createParametricEditCapabilities,
-} from "../editor";
-import { createFreeformGeometry } from "../freeform";
-
-/**
- * Construction options for a line segment wrapper.
- */
-export interface ILineOptions {
-  ogid?: string;
-  start: Vector3;
-  end: Vector3;
-  color: number;
-  fatLines?: boolean;
-  width?: number;
-  translation?: Vector3;
-  rotation?: Vector3;
-  scale?: Vector3;
-}
-
-/**
- * Placement updates accepted by `Line`.
- */
-export interface LinePlacementOptions {
-  translation?: Vector3;
-  rotation?: Vector3;
-  scale?: Vector3;
-}
-
-/**
- * Partial config payload accepted by `Line.setConfig(...)`.
- */
-export type LineConfigUpdate = Partial<
-  Omit<ILineOptions, "translation" | "rotation" | "scale">
->;
-
-/**
- * Alias for `Line` placement updates.
- */
-export type LinePlacementUpdate = LinePlacementOptions;
-
-/**
- * Offset result returned by `Line.offset(...)`.
- */
-export interface ILineOffsetResult {
-  points: Vector3[];
-  beveledVertexIndices: number[];
-  isClosed: boolean;
-}
-
-type OffsetKernelOutput = {
-  points: Array<{ x: number; y: number; z: number }>;
-  beveled_vertex_indices: number[];
-  is_closed: boolean;
-};
-
-
-type OffsetKernelFn = (
-  distance: number,
-  acuteThresholdDegrees: number,
-  bevel: boolean
-) => string;
-
-
-/**
- * Simple Line defined by Two Points
- */
-export class Line extends THREE.Line {
-  ogid: string;
-  options: ILineOptions = {
-    start: new Vector3(0, 0, 0.5),
-    end: new Vector3(1, 0, 0.5),
-    color: 0x000000,
-    fatLines: false,
-    width: 20,
-    translation: new Vector3(0, 0, 0),
-    rotation: new Vector3(0, 0, 0),
-    scale: new Vector3(1, 1, 1),
-  };
-
-  private line: OGLine;
-  private fatLine: Line2 | null = null;
-
-  set color(color: number) {
-    this.options.color = color;
-    if (this.material instanceof THREE.LineBasicMaterial) {
-      this.material.color.set(color);
-    }
-    if (this.fatLine && this.fatLine.material instanceof LineMaterial) {
-      this.fatLine.material.color.set(color);
-    }
-  }
-
-  constructor(options?: ILineOptions) {
-    super();
-
-    this.ogid = options?.ogid ?? getUUID();
-    this.line = new OGLine(this.ogid);
-
-    this.options = { ...this.options, ...options };
-    this.options.ogid = this.ogid;
-
-    this.setConfig({
-      start: this.options.start.clone(),
-      end: this.options.end.clone(),
-      color: this.options.color,
-      fatLines: this.options.fatLines,
-      width: this.options.width,
-    });
-    this.setPlacement({
-      translation: this.options.translation?.clone(),
-      rotation: this.options.rotation?.clone(),
-      scale: this.options.scale?.clone(),
-    });
-  }
-
-  validateOptions() {
-    if (!this.options) {
-      throw new Error("Options are not defined for Line");
-    }
-  }
-
-  setConfig(options: LineConfigUpdate) {
-    this.validateOptions();
-
-    const nextOptions = { ...this.options, ...options };
-    const geometryChanged = "start" in options || "end" in options;
-    const renderChanged =
-      "color" in options ||
-      "fatLines" in options ||
-      "width" in options;
-
-    this.options = nextOptions;
-
-    if (geometryChanged) {
-      this.line.set_config(
-        nextOptions.start.clone(),
-        nextOptions.end.clone()
-      );
-      this.generateGeometry();
-      return;
-    }
-
-    if (renderChanged) {
-      this.updateRenderStyle();
-    }
-  }
-
-  getConfig() {
-    return this.options;
-  }
-
-  getAnchor() {
-    const anchor = this.line.get_anchor();
-    return new Vector3(anchor.x, anchor.y, anchor.z);
-  }
-
-  setAnchor(anchor: Vector3) {
-    this.line.set_anchor(anchor.clone());
-    this.generateGeometry();
-  }
-
-  resetAnchor() {
-    this.line.reset_anchor();
-    this.generateGeometry();
-  }
-
-  setPlacement(placement: LinePlacementUpdate) {
-    this.options.translation = placement.translation?.clone() ?? this.options.translation;
-    this.options.rotation = placement.rotation?.clone() ?? this.options.rotation;
-    this.options.scale = placement.scale?.clone() ?? this.options.scale;
-
-    this.line.set_transform(
-      this.options.translation?.clone() ?? new Vector3(0, 0, 0),
-      this.options.rotation?.clone() ?? new Vector3(0, 0, 0),
-      this.options.scale?.clone() ?? new Vector3(1, 1, 1)
-    );
-    this.generateGeometry();
-  }
-
-  setTransform(translation: Vector3, rotation: Vector3, scale: Vector3) {
-    this.setPlacement({
-      translation,
-      rotation,
-      scale,
-    });
-  }
-
-  setTranslation(translation: Vector3) {
-    this.setPlacement({ translation });
-  }
-
-  setRotation(rotation: Vector3) {
-    this.setPlacement({ rotation });
-  }
-
-  setScale(scale: Vector3) {
-    this.setPlacement({ scale });
-  }
-
-  getPlacement() {
-    return clonePlacement({
-      translation: this.options.translation,
-      rotation: this.options.rotation,
-      scale: this.options.scale,
-    });
-  }
-
-  getEditCapabilities() {
-    return createParametricEditCapabilities("line", "profile");
-  }
-
-  canConvertToFreeform() {
-    return true;
-  }
-
-  toFreeform(id: string = this.ogid) {
-    if (!this.canConvertToFreeform()) {
-      throw new Error("This entity cannot be converted to freeform.");
-    }
-    return createFreeformGeometry(this.line.get_local_brep_serialized(), {
-      id,
-      placement: this.getPlacement(),
-    });
-  }
-
-  /**
-   * Every time there are property changes, geometry needs to be discarded and regenerated.
-   * This is to ensure that the geometry is always up-to-date with the current state.
-   */
-  discardGeometry() {
-    this.geometry.dispose();
-  }
-
-  private getCurrentPositions() {
-    const attribute = this.geometry.getAttribute("position");
-    if (!attribute || attribute.itemSize !== 3) {
-      return [];
-    }
-
-    const positions = [];
-    for (let index = 0; index < attribute.count; index += 1) {
-      positions.push(
-        attribute.getX(index),
-        attribute.getY(index),
-        attribute.getZ(index)
-      );
-    }
-
-    return positions;
-  }
-
-  private updateRenderStyle(bufferData?: number[]) {
-    const positions = bufferData ?? this.getCurrentPositions();
-
-    if (this.options.fatLines) {
-      if (!this.fatLine) {
-        this.fatLine = new Line2(
-          new LineGeometry(),
-          new LineMaterial({
-            color: this.options.color,
-            linewidth: this.options.width,
-            resolution: new THREE.Vector2(window.innerWidth, window.innerHeight),
-          })
-        );
-        this.add(this.fatLine);
-      }
-
-      this.fatLine.geometry.setPositions(positions);
-      (this.fatLine.material as LineMaterial).color.set(this.options.color);
-      (this.fatLine.material as LineMaterial).linewidth = this.options.width ?? 5;
-      (this.fatLine.material as LineMaterial).resolution.set(
-        window.innerWidth,
-        window.innerHeight
-      );
-      this.fatLine.visible = true;
-    } else if (this.fatLine) {
-      this.fatLine.visible = false;
-    }
-
-    if (this.material instanceof THREE.LineBasicMaterial) {
-      this.material.color.set(this.options.color);
-      this.material.visible = !this.options.fatLines;
-    }
-  }
-
-  private generateGeometry() {
-    const bufferData = Array.from(this.line.get_geometry_buffer());
-
-    this.writePositionsToGeometry(this.geometry, bufferData);
-    this.geometry.computeBoundingBox();
-    this.geometry.computeBoundingSphere();
-
-    if (this.material instanceof THREE.LineBasicMaterial) {
-      this.material.color.set(this.options.color);
-    } else {
-      if (Array.isArray(this.material)) {
-        this.material.forEach((material) => material.dispose());
-      } else {
-        this.material.dispose();
-      }
-
-      this.material = new THREE.LineBasicMaterial({ color: this.options.color });
-    }
-
-    this.updateRenderStyle(bufferData);
-  }
-
-  getDXF() {
-    const dxfData = this.line.get_dxf_serialized();
-    return dxfData;
-  }
-
-  getOffset(
-    distance: number,
-    acuteThresholdDegrees: number = 35.0,
-    bevel: boolean = true
-  ): ILineOffsetResult {
-    const kernel = this.line as unknown as {
-      get_offset_serialized?: OffsetKernelFn;
-    };
-    if (typeof kernel.get_offset_serialized !== "function") {
-      throw new Error(
-        "Offset API is not available in OGLine. Rebuild opengeometry wasm bindings."
-      );
-    }
-
-    const serialized = kernel.get_offset_serialized(
-      distance,
-      acuteThresholdDegrees,
-      bevel
-    );
-
-    const parsed = JSON.parse(serialized) as OffsetKernelOutput;
-    return {
-      points: parsed.points.map((point) => new Vector3(point.x, point.y, point.z)),
-      beveledVertexIndices: parsed.beveled_vertex_indices ?? [],
-      isClosed: Boolean(parsed.is_closed),
-    };
-  }
-
-  private writePositionsToGeometry(
-    geometry: THREE.BufferGeometry,
-    positions: number[]
-  ) {
-    const existing = geometry.getAttribute("position");
-    if (
-      !(existing instanceof THREE.BufferAttribute) ||
-      existing.itemSize !== 3 ||
-      existing.count !== positions.length / 3
-    ) {
-      geometry.setAttribute(
-        "position",
-        new THREE.Float32BufferAttribute(positions, 3)
-      );
-      return;
-    }
-
-    const array = existing.array as Float32Array;
-    array.set(positions);
-    existing.needsUpdate = true;
-  }
-}
diff --git a/main/opengeometry-three/src/primitives/polyline.ts b/main/opengeometry-three/src/primitives/polyline.ts
deleted file mode 100644
index fad1b41..0000000
--- a/main/opengeometry-three/src/primitives/polyline.ts
+++ /dev/null
@@ -1,377 +0,0 @@
-import * as THREE from 'three';
-import { OGPolyline, Vector3 } from '../../../opengeometry/pkg/opengeometry';
-import { getUUID } from "../utils/randomizer";
-import { Line2 } from 'three/examples/jsm/lines/Line2.js';
-import { LineMaterial } from 'three/examples/jsm/lines/LineMaterial.js';
-import { LineGeometry } from 'three/examples/jsm/lines/LineGeometry.js';
-import {
-  clonePlacement,
-  createParametricEditCapabilities,
-} from "../editor";
-import { createFreeformGeometry } from "../freeform";
-
-/**
- * Construction options for an ordered polyline wrapper.
- */
-export interface IPolylineOptions {
-  ogid?: string;
-  color: number;
-  points: Vector3[];
-  fatLines?: boolean;
-  width?: number;
-  translation?: Vector3;
-  rotation?: Vector3;
-  scale?: Vector3;
-}
-
-/**
- * Placement updates accepted by `Polyline`.
- */
-export interface PolylinePlacementOptions {
-  translation?: Vector3;
-  rotation?: Vector3;
-  scale?: Vector3;
-}
-
-/**
- * Partial config payload accepted by `Polyline.setConfig(...)`.
- */
-export type PolylineConfigUpdate = Partial<
-  Omit<IPolylineOptions, "translation" | "rotation" | "scale">
->;
-
-/**
- * Alias for `Polyline` placement updates.
- */
-export type PolylinePlacementUpdate = PolylinePlacementOptions;
-
-/**
- * Offset result returned by `Polyline.offset(...)`.
- */
-export interface IOffsetResult {
-  points: Vector3[];
-  beveledVertexIndices: number[];
-  isClosed: boolean;
-}
-
-type OffsetKernelOutput = {
-  points: Array<{ x: number; y: number; z: number }>;
-  beveled_vertex_indices: number[];
-  is_closed: boolean;
-};
-
-
-type OffsetKernelFn = (
-  distance: number,
-  acuteThresholdDegrees: number,
-  bevel: boolean
-) => string;
-
-
-/**
- * Polyline wrapper backed by the kernel OGPolyline primitive.
- */
-export class Polyline extends THREE.Line {
-  ogid: string;
-  options: IPolylineOptions = {
-    points: [],
-    color: 0x00ff00,
-    fatLines: false,
-    width: 20,
-    translation: new Vector3(0, 0, 0),
-    rotation: new Vector3(0, 0, 0),
-    scale: new Vector3(1, 1, 1),
-  };
-
-  isClosed: boolean = false;
-
-  private polyline: OGPolyline;
-  private fatLine: Line2 | null = null;
-
-  transformationMatrix: THREE.Matrix4 = new THREE.Matrix4();
-
-  set color(color: number) {
-    this.options.color = color;
-    if (this.material instanceof THREE.LineBasicMaterial) {
-      this.material.color.set(color);
-    }
-    if (this.fatLine && this.fatLine.material instanceof LineMaterial) {
-      this.fatLine.material.color.set(color);
-    }
-  }
-
-  constructor(options?: IPolylineOptions) {
-    super();
-
-    this.ogid = options?.ogid ?? getUUID();
-    this.polyline = new OGPolyline(this.ogid);
-
-    this.options = { ...this.options, ...options };
-    this.options.ogid = this.ogid;
-
-    this.setConfig({
-      points: this.options.points.map((point) => point.clone()),
-      color: this.options.color,
-      fatLines: this.options.fatLines,
-      width: this.options.width,
-    });
-    this.setPlacement({
-      translation: this.options.translation?.clone(),
-      rotation: this.options.rotation?.clone(),
-      scale: this.options.scale?.clone(),
-    });
-  }
-
-  validateOptions() {
-    if (!this.options) {
-      throw new Error("Options are not defined for Polyline");
-    }
-  }
-
-  setConfig(options: PolylineConfigUpdate) {
-    this.validateOptions();
-
-    const nextOptions = { ...this.options, ...options };
-    const geometryChanged = "points" in options;
-    const renderChanged =
-      "color" in options ||
-      "fatLines" in options ||
-      "width" in options;
-
-    this.options = nextOptions;
-
-    if (geometryChanged) {
-      this.polyline.set_config(nextOptions.points.map((point) => point.clone()));
-      this.generateGeometry();
-      return;
-    }
-
-    if (renderChanged) {
-      this.updateRenderStyle();
-    }
-  }
-
-  getConfig() {
-    return this.options;
-  }
-
-  getAnchor() {
-    const anchor = this.polyline.get_anchor();
-    return new Vector3(anchor.x, anchor.y, anchor.z);
-  }
-
-  setAnchor(anchor: Vector3) {
-    this.polyline.set_anchor(anchor.clone());
-    this.generateGeometry();
-  }
-
-  resetAnchor() {
-    this.polyline.reset_anchor();
-    this.generateGeometry();
-  }
-
-  setPlacement(placement: PolylinePlacementUpdate) {
-    this.options.translation = placement.translation?.clone() ?? this.options.translation;
-    this.options.rotation = placement.rotation?.clone() ?? this.options.rotation;
-    this.options.scale = placement.scale?.clone() ?? this.options.scale;
-
-    this.polyline.set_transform(
-      this.options.translation?.clone() ?? new Vector3(0, 0, 0),
-      this.options.rotation?.clone() ?? new Vector3(0, 0, 0),
-      this.options.scale?.clone() ?? new Vector3(1, 1, 1)
-    );
-    this.generateGeometry();
-  }
-
-  setTransform(translation: Vector3, rotation: Vector3, scale: Vector3) {
-    this.setPlacement({
-      translation,
-      rotation,
-      scale,
-    });
-  }
-
-  setTranslation(translation: Vector3) {
-    this.setPlacement({ translation });
-  }
-
-  setRotation(rotation: Vector3) {
-    this.setPlacement({ rotation });
-  }
-
-  setScale(scale: Vector3) {
-    this.setPlacement({ scale });
-  }
-
-  getPlacement() {
-    return clonePlacement({
-      translation: this.options.translation,
-      rotation: this.options.rotation,
-      scale: this.options.scale,
-    });
-  }
-
-  getEditCapabilities() {
-    return createParametricEditCapabilities("polyline", "profile");
-  }
-
-  canConvertToFreeform() {
-    return true;
-  }
-
-  toFreeform(id: string = this.ogid) {
-    if (!this.canConvertToFreeform()) {
-      throw new Error("This entity cannot be converted to freeform.");
-    }
-    return createFreeformGeometry(this.polyline.get_local_brep_serialized(), {
-      id,
-      placement: this.getPlacement(),
-    });
-  }
-
-  addPoint(point: Vector3) {
-    if (!this.polyline) return;
-
-    const { points } = this.options;
-    points.push(point);
-
-    if (this.options.points.length < 2) return;
-    this.setConfig({
-      points: this.options.points.map((currentPoint) => currentPoint.clone()),
-    });
-  }
-
-  /**
-   * Every time there are property changes, geometry needs to be discarded and regenerated.
-   * This is to ensure that the geometry is always up-to-date with the current state.
-   */
-  discardGeometry() {
-    this.geometry.dispose();
-  }
-
-  private getCurrentPositions() {
-    const attribute = this.geometry.getAttribute("position");
-    if (!attribute || attribute.itemSize !== 3) {
-      return [];
-    }
-
-    const positions = [];
-    for (let index = 0; index < attribute.count; index += 1) {
-      positions.push(
-        attribute.getX(index),
-        attribute.getY(index),
-        attribute.getZ(index)
-      );
-    }
-
-    return positions;
-  }
-
-  private updateRenderStyle(bufferData?: number[]) {
-    const positions = bufferData ?? this.getCurrentPositions();
-
-    if (this.options.fatLines) {
-      if (!this.fatLine) {
-        this.fatLine = new Line2(
-          new LineGeometry(),
-          new LineMaterial({
-            color: this.options.color,
-            linewidth: this.options.width,
-            resolution: new THREE.Vector2(window.innerWidth, window.innerHeight),
-          })
-        );
-        this.add(this.fatLine);
-      }
-
-      this.fatLine.geometry.setPositions(positions);
-      (this.fatLine.material as LineMaterial).color.set(this.options.color);
-      (this.fatLine.material as LineMaterial).linewidth = this.options.width ?? 5;
-      (this.fatLine.material as LineMaterial).resolution.set(
-        window.innerWidth,
-        window.innerHeight
-      );
-      this.fatLine.visible = true;
-    } else if (this.fatLine) {
-      this.fatLine.visible = false;
-    }
-
-    if (this.material instanceof THREE.LineBasicMaterial) {
-      this.material.color.set(this.options.color);
-      this.material.visible = !this.options.fatLines;
-    }
-  }
-
-  private generateGeometry() {
-    const bufferData = Array.from(this.polyline.get_geometry_buffer());
-
-    this.writePositionsToGeometry(this.geometry, bufferData);
-    this.geometry.computeBoundingBox();
-    this.geometry.computeBoundingSphere();
-
-    if (this.material instanceof THREE.LineBasicMaterial) {
-      this.material.color.set(this.options.color);
-    } else {
-      if (Array.isArray(this.material)) {
-        this.material.forEach((material) => material.dispose());
-      } else {
-        this.material.dispose();
-      }
-
-      this.material = new THREE.LineBasicMaterial({ color: this.options.color });
-    }
-
-    this.updateRenderStyle(bufferData);
-
-    this.isClosed = this.polyline.is_closed();
-  }
-
-  getOffset(
-    distance: number,
-    acuteThresholdDegrees: number = 35.0,
-    bevel: boolean = true
-  ): IOffsetResult {
-    const kernel = this.polyline as unknown as {
-      get_offset_serialized?: OffsetKernelFn;
-    };
-    if (typeof kernel.get_offset_serialized !== "function") {
-      throw new Error(
-        "Offset API is not available in OGPolyline. Rebuild opengeometry wasm bindings."
-      );
-    }
-
-    const serialized = kernel.get_offset_serialized(
-      distance,
-      acuteThresholdDegrees,
-      bevel
-    );
-
-    const parsed = JSON.parse(serialized) as OffsetKernelOutput;
-    return {
-      points: parsed.points.map((point) => new Vector3(point.x, point.y, point.z)),
-      beveledVertexIndices: parsed.beveled_vertex_indices ?? [],
-      isClosed: Boolean(parsed.is_closed),
-    };
-  }
-
-  private writePositionsToGeometry(
-    geometry: THREE.BufferGeometry,
-    positions: number[]
-  ) {
-    const existing = geometry.getAttribute("position");
-    if (
-      !(existing instanceof THREE.BufferAttribute) ||
-      existing.itemSize !== 3 ||
-      existing.count !== positions.length / 3
-    ) {
-      geometry.setAttribute(
-        "position",
-        new THREE.Float32BufferAttribute(positions, 3)
-      );
-      return;
-    }
-
-    const array = existing.array as Float32Array;
-    array.set(positions);
-    existing.needsUpdate = true;
-  }
-}
diff --git a/main/opengeometry-three/src/primitives/rectangle.ts b/main/opengeometry-three/src/primitives/rectangle.ts
deleted file mode 100644
index 2baac03..0000000
--- a/main/opengeometry-three/src/primitives/rectangle.ts
+++ /dev/null
@@ -1,393 +0,0 @@
-import { OGRectangle, Vector3 } from "./../../../opengeometry/pkg/opengeometry";
-import * as THREE from "three";
-import { getUUID } from "../utils/randomizer";
-import { Line2 } from 'three/examples/jsm/lines/Line2.js';
-import { LineMaterial } from 'three/examples/jsm/lines/LineMaterial.js';
-import { LineGeometry } from 'three/examples/jsm/lines/LineGeometry.js';
-import {
-  clonePlacement,
-  createParametricEditCapabilities,
-} from "../editor";
-import { createFreeformGeometry } from "../freeform";
-
-/**
- * Construction options for a rectangle profile wrapper.
- */
-export interface IRectangleOptions {
-  ogid?: string;
-  center: Vector3;
-  width: number;
-  breadth: number;
-  color: number;
-  fatLines?: boolean;
-  lineWidth?: number;
-  translation?: Vector3;
-  rotation?: Vector3;
-  scale?: Vector3;
-}
-
-/**
- * Placement updates accepted by `Rectangle`.
- */
-export interface RectanglePlacementOptions {
-  translation?: Vector3;
-  rotation?: Vector3;
-  scale?: Vector3;
-}
-
-/**
- * Partial config payload accepted by `Rectangle.setConfig(...)`.
- */
-export type RectangleConfigUpdate = Partial<
-  Omit<IRectangleOptions, "translation" | "rotation" | "scale">
->;
-
-/**
- * Alias for `Rectangle` placement updates.
- */
-export type RectanglePlacementUpdate = RectanglePlacementOptions;
-
-/**
- * Offset result returned by `Rectangle.offset(...)`.
- */
-export interface IRectangleOffsetResult {
-  points: Vector3[];
-  beveledVertexIndices: number[];
-  isClosed: boolean;
-}
-
-type OffsetKernelOutput = {
-  points: Array<{ x: number; y: number; z: number }>;
-  beveled_vertex_indices: number[];
-  is_closed: boolean;
-};
-
-
-type OffsetKernelFn = (
-  distance: number,
-  acuteThresholdDegrees: number,
-  bevel: boolean
-) => string;
-
-
-/**
- * Rectangle wrapper backed by the kernel OGRectangle primitive.
- */
-export class Rectangle extends THREE.Line {
-  ogid: string;
-  options: IRectangleOptions = {
-    center: new Vector3(0, 0, 0),
-    width: 1,
-    breadth: 1,
-    color: 0x00ff00,
-    translation: new Vector3(0, 0, 0),
-    rotation: new Vector3(0, 0, 0),
-    scale: new Vector3(1, 1, 1),
-  };
-
-  private polyLineRectangle: OGRectangle;
-  private fatLine: Line2 | null = null;
-
-  // set width(width: number) {
-  //   this.options.width = width;
-  //   this.polyLineRectangle.update_width(width);
-  //   this.generateGeometry();
-  // }
-
-  // set breadth(breadth: number) {
-  //   this.options.breadth = breadth;
-  //   this.polyLineRectangle.update_breadth(breadth);
-  //   this.generateGeometry();
-  // }
-
-  // set center(center: Vector3) {
-  //   this.options.center = center;
-  //   this.polyLineRectangle.update_center(center);
-  //   this.generateGeometry();
-  // }
-
-  set color(color: number) {
-    this.options.color = color;
-    if (this.material instanceof THREE.LineBasicMaterial) {
-      this.material.color.set(color);
-    }
-    if (this.fatLine && this.fatLine.material instanceof LineMaterial) {
-      this.fatLine.material.color.set(color);
-    }
-  }
-
-  // set lineWidth(lineWidth: number) {
-  //   this.options.lineWidth = lineWidth;
-  //   if (this.material instanceof THREE.LineBasicMaterial) {
-  //     (this.material as THREE.LineBasicMaterial).linewidth = lineWidth;
-  //   }
-  // }
-
-  // FINAL: This flow should be used for other primitives
-  constructor(options?: IRectangleOptions) {
-    super();
-    this.ogid = options?.ogid ?? getUUID();
-    this.polyLineRectangle = new OGRectangle(this.ogid);
-
-    this.options = { ...this.options, ...options };
-    this.options.ogid = this.ogid;
-
-    this.setConfig({
-      center: this.options.center.clone(),
-      width: this.options.width,
-      breadth: this.options.breadth,
-      color: this.options.color,
-      fatLines: this.options.fatLines,
-      lineWidth: this.options.lineWidth,
-    });
-    
-    this.setPlacement({
-      translation: this.options.translation?.clone(),
-      rotation: this.options.rotation?.clone(),
-      scale: this.options.scale?.clone(),
-    });
-  }
-
-  validateOptions() {
-    if (!this.options) {
-      throw new Error("Options are not defined for Rectangle");
-    }
-  }
-
-  setConfig(options: RectangleConfigUpdate) {
-    this.validateOptions();
-
-    const nextOptions = { ...this.options, ...options };
-    const geometryChanged =
-      "center" in options ||
-      "width" in options ||
-      "breadth" in options;
-    const renderChanged =
-      "color" in options ||
-      "fatLines" in options ||
-      "lineWidth" in options;
-
-    this.options = nextOptions;
-
-    if (geometryChanged) {
-      this.polyLineRectangle.set_config(
-        nextOptions.center.clone(),
-        nextOptions.width,
-        nextOptions.breadth,
-      );
-      this.generateGeometry();
-      return;
-    }
-
-    if (renderChanged) {
-      this.updateRenderStyle();
-    }
-  }
-
-  getAnchor() {
-    const anchor = this.polyLineRectangle.get_anchor();
-    return new Vector3(anchor.x, anchor.y, anchor.z);
-  }
-
-  setPlacement(placement: RectanglePlacementUpdate) {
-    this.options.translation = placement.translation?.clone() ?? this.options.translation;
-    this.options.rotation = placement.rotation?.clone() ?? this.options.rotation;
-    this.options.scale = placement.scale?.clone() ?? this.options.scale;
-
-    this.polyLineRectangle.set_transform(
-      this.options.translation?.clone() ?? new Vector3(0, 0, 0),
-      this.options.rotation?.clone() ?? new Vector3(0, 0, 0),
-      this.options.scale?.clone() ?? new Vector3(1, 1, 1)
-    );
-    this.generateGeometry();
-  }
-
-  setTransform(translation: Vector3, rotation: Vector3, scale: Vector3) {
-    this.setPlacement({
-      translation,
-      rotation,
-      scale,
-    });
-  }
-
-  setTranslation(translation: Vector3) {
-    this.setPlacement({ translation });
-  }
-
-  setRotation(rotation: Vector3) {
-    this.setPlacement({ rotation });
-  }
-
-  setScale(scale: Vector3) {
-    this.setPlacement({ scale });
-  }
-
-  getConfig() {
-    return this.options;
-  }
-
-  getPlacement() {
-    return clonePlacement({
-      translation: this.options.translation,
-      rotation: this.options.rotation,
-      scale: this.options.scale,
-    });
-  }
-
-  getEditCapabilities() {
-    return createParametricEditCapabilities("rectangle", "profile");
-  }
-
-  canConvertToFreeform() {
-    return true;
-  }
-
-  toFreeform(id: string = this.ogid) {
-    if (!this.canConvertToFreeform()) {
-      throw new Error("This entity cannot be converted to freeform.");
-    }
-    return createFreeformGeometry(
-      this.polyLineRectangle.get_local_brep_serialized(),
-      {
-        id,
-        placement: this.getPlacement(),
-      }
-    );
-  }
-
-  private getCurrentPositions() {
-    const attribute = this.geometry.getAttribute("position");
-    if (!attribute || attribute.itemSize !== 3) {
-      return [];
-    }
-
-    const positions = [];
-    for (let index = 0; index < attribute.count; index += 1) {
-      positions.push(
-        attribute.getX(index),
-        attribute.getY(index),
-        attribute.getZ(index)
-      );
-    }
-
-    return positions;
-  }
-
-  private updateRenderStyle(bufferData?: number[]) {
-    const positions = bufferData ?? this.getCurrentPositions();
-
-    if (this.options.fatLines) {
-      if (!this.fatLine) {
-        this.fatLine = new Line2(
-          new LineGeometry(),
-          new LineMaterial({
-            color: this.options.color,
-            linewidth: this.options.lineWidth,
-            resolution: new THREE.Vector2(window.innerWidth, window.innerHeight),
-          })
-        );
-        this.add(this.fatLine);
-      }
-
-      this.fatLine.geometry.setPositions(positions);
-      (this.fatLine.material as LineMaterial).color.set(this.options.color);
-      (this.fatLine.material as LineMaterial).linewidth = this.options.lineWidth ?? 1;
-      (this.fatLine.material as LineMaterial).resolution.set(
-        window.innerWidth,
-        window.innerHeight
-      );
-      this.fatLine.visible = true;
-    } else if (this.fatLine) {
-      this.fatLine.visible = false;
-    }
-
-    if (this.material instanceof THREE.LineBasicMaterial) {
-      this.material.color.set(this.options.color);
-      this.material.visible = !this.options.fatLines;
-    }
-  }
-
-  private generateGeometry() {
-    const bufferData = Array.from(this.polyLineRectangle.get_geometry_buffer());
-
-    this.writePositionsToGeometry(this.geometry, bufferData);
-    this.geometry.computeBoundingBox();
-    this.geometry.computeBoundingSphere();
-
-    if (this.material instanceof THREE.LineBasicMaterial) {
-      this.material.color.set(this.options.color);
-    } else {
-      if (Array.isArray(this.material)) {
-        this.material.forEach((material) => material.dispose());
-      } else {
-        this.material.dispose();
-      }
-
-      this.material = new THREE.LineBasicMaterial({ color: this.options.color });
-    }
-
-    this.updateRenderStyle(bufferData);
-  }
-
-  getBrep() {
-    const brepData = this.polyLineRectangle.get_brep_serialized();
-    if (!brepData) {
-      throw new Error("Brep data is not available for Rectangle");
-    }
-    return JSON.parse(brepData);
-  }
-
-  getOffset(
-    distance: number,
-    acuteThresholdDegrees: number = 35.0,
-    bevel: boolean = true
-  ): IRectangleOffsetResult {
-    const kernel = this.polyLineRectangle as unknown as {
-      get_offset_serialized?: OffsetKernelFn;
-    };
-    if (typeof kernel.get_offset_serialized !== "function") {
-      throw new Error(
-        "Offset API is not available in OGRectangle. Rebuild opengeometry wasm bindings."
-      );
-    }
-
-    const serialized = kernel.get_offset_serialized(
-      distance,
-      acuteThresholdDegrees,
-      bevel
-    );
-    const parsed = JSON.parse(serialized) as OffsetKernelOutput;
-
-    return {
-      points: parsed.points.map((point) => new Vector3(point.x, point.y, point.z)),
-      beveledVertexIndices: parsed.beveled_vertex_indices ?? [],
-      isClosed: Boolean(parsed.is_closed),
-    };
-  }
-
-  discardGeometry() {
-    this.geometry.dispose();
-  }
-
-  private writePositionsToGeometry(
-    geometry: THREE.BufferGeometry,
-    positions: number[]
-  ) {
-    const existing = geometry.getAttribute("position");
-    if (
-      !(existing instanceof THREE.BufferAttribute) ||
-      existing.itemSize !== 3 ||
-      existing.count !== positions.length / 3
-    ) {
-      geometry.setAttribute(
-        "position",
-        new THREE.Float32BufferAttribute(positions, 3)
-      );
-      return;
-    }
-
-    const array = existing.array as Float32Array;
-    array.set(positions);
-    existing.needsUpdate = true;
-  }
-}
diff --git a/main/opengeometry-three/src/rendering/analytic-lod.ts b/main/opengeometry-three/src/rendering/analytic-lod.ts
deleted file mode 100644
index 5de71b8..0000000
--- a/main/opengeometry-three/src/rendering/analytic-lod.ts
+++ /dev/null
@@ -1,190 +0,0 @@
-import * as THREE from "three";
-import type { AnalyticSolid, AnalyticTessellationStats } from "../shapes/analytic-solid";
-import { AnalyticTessellationWorker, GEOMETRY_DEFLECTION_SHARE } from "./analytic-tessellation";
-import { getUUID } from "../utils/randomizer";
-
-export function deflectionBucket(target: number, previous?: number): number {
-  if (!Number.isFinite(target) || target <= 0) throw new Error("LOD target must be finite and positive");
-  if (previous && target >= previous * 0.75 && target <= previous * 2.5) return previous;
-  const bucket = 2 ** Math.floor(Math.log2(target));
-  if (!Number.isFinite(bucket) || bucket <= 0) throw new Error("LOD target is outside the representable range");
-  return bucket;
-}
-
-export function worldUnitsPerPixel(camera: THREE.PerspectiveCamera | THREE.OrthographicCamera, depth: number, physicalHeight: number): number {
-  if (!Number.isFinite(physicalHeight) || physicalHeight <= 0) throw new Error("Physical viewport height must be positive");
-  if (camera instanceof THREE.OrthographicCamera) return (camera.top - camera.bottom) / (camera.zoom * physicalHeight);
-  if (!Number.isFinite(depth) || depth <= 0) throw new Error("Perspective depth must be positive");
-  return 2 * depth * Math.tan(THREE.MathUtils.degToRad(camera.getEffectiveFOV()) / 2) / physicalHeight;
-}
-
-interface Entry {
-  handle: string;
-  solid: AnalyticSolid;
-  bounds: THREE.Box3;
-  ready: boolean;
-  desired?: number;
-  accepted?: number;
-  generation: number;
-  failed?: number;
-}
-
-export interface AnalyticLodOptions {
-  fixedDeflection?: number;
-  onUpdate?: (solid: AnalyticSolid, statistics: AnalyticTessellationStats) => void;
-  onError?: (solid: AnalyticSolid, error: Error) => void;
-}
-
-/** Register authored changes explicitly; camera meshes never refresh a scene's authored BRep snapshots. */
-export class AnalyticLodController {
-  private readonly entries = new Map<AnalyticSolid, Entry>();
-  private readonly cameraState = new Float64Array(34);
-  private lastMotion = -Infinity;
-  private lastSchedule = -Infinity;
-  private initialized = false;
-  private closed = false;
-  private refining = false;
-  private fixedDeflection?: number;
-
-  constructor(private readonly worker: AnalyticTessellationWorker, private readonly options: AnalyticLodOptions = {}) {
-    this.setDeflection(options.fixedDeflection);
-  }
-
-  setDeflection(deflection?: number): void {
-    if (deflection !== undefined && (!Number.isFinite(deflection) || deflection <= 0)) throw new Error("Deflection must be finite and positive");
-    this.fixedDeflection = deflection;
-    for (const entry of this.entries.values()) {
-      entry.generation++;
-      entry.desired = entry.failed = undefined;
-      this.worker.cancel(entry.handle);
-    }
-  }
-
-  async register(solid: AnalyticSolid): Promise<void> {
-    if (this.closed) throw new Error("LOD controller has been disposed");
-    await this.unregister(solid);
-    if (this.entries.size >= 64) throw new Error("LOD body limit exceeded");
-    const entry: Entry = {
-      handle: `lod-${getUUID()}`, solid, bounds: solid.getModelBounds(), ready: false, generation: 0,
-    };
-    this.entries.set(solid, entry);
-    try {
-      await this.worker.setModel(entry.handle, solid.getBrepSerialized());
-      if (this.entries.get(solid) === entry) entry.ready = true;
-      else await this.worker.removeModel(entry.handle);
-    } catch (error) {
-      if (this.entries.get(solid) === entry) this.entries.delete(solid);
-      throw error;
-    }
-  }
-
-  async unregister(solid: AnalyticSolid): Promise<void> {
-    const entry = this.entries.get(solid);
-    if (!entry) return;
-    this.entries.delete(solid);
-    entry.generation++;
-    await this.worker.removeModel(entry.handle);
-  }
-
-  update(camera: THREE.PerspectiveCamera | THREE.OrthographicCamera, physicalHeight: number, now = performance.now(), motion = false): void {
-    if (this.closed || this.refining) return;
-    camera.updateMatrixWorld();
-    let changed = !this.initialized || physicalHeight !== this.cameraState[32];
-    for (let i = 0; i < 16; i++) {
-      if (camera.matrixWorld.elements[i] !== this.cameraState[i] || camera.projectionMatrix.elements[i] !== this.cameraState[16 + i]) changed = true;
-      this.cameraState[i] = camera.matrixWorld.elements[i];
-      this.cameraState[16 + i] = camera.projectionMatrix.elements[i];
-    }
-    this.cameraState[32] = physicalHeight;
-    if (this.initialized && (changed || motion)) this.lastMotion = now;
-    this.initialized = true;
-    const moving = now - this.lastMotion < 150;
-    if (now - this.lastSchedule < 100) return;
-    this.lastSchedule = now;
-    const frustum = new THREE.Frustum().setFromProjectionMatrix(new THREE.Matrix4().multiplyMatrices(camera.projectionMatrix, camera.matrixWorldInverse));
-    const candidates: { entry: Entry; deflection: number; distance: number }[] = [];
-    for (const entry of this.entries.values()) {
-      if (!entry.ready || entry.solid.isDisposed || !visible(entry.solid.surface) || !entry.solid.surface.layers.test(camera.layers) || entry.bounds.isEmpty()) continue;
-      entry.solid.updateWorldMatrix(true, false);
-      const bounds = entry.bounds.clone().applyMatrix4(entry.solid.matrixWorld);
-      if (!frustum.intersectsBox(bounds)) continue;
-      try {
-        const scale = uniformScale(entry.solid.matrixWorld);
-        const cameraBounds = bounds.clone().applyMatrix4(camera.matrixWorldInverse);
-        const depth = Math.max(camera.near, -cameraBounds.max.z);
-        const target = (this.fixedDeflection ?? worldUnitsPerPixel(camera, depth, physicalHeight) * (moving ? 2 : 0.5)) / scale;
-        const deflection = this.fixedDeflection === undefined ? deflectionBucket(target, entry.desired) : target;
-        if (entry.desired === deflection || entry.failed === deflection) continue;
-        candidates.push({ entry, deflection, distance: depth });
-      } catch (error) { this.options.onError?.(entry.solid, asError(error)); }
-    }
-    candidates.sort((a, b) => a.distance - b.distance);
-    for (const { entry, deflection } of candidates) {
-      entry.desired = deflection;
-      const generation = ++entry.generation;
-      const revision = entry.solid.modelRevision;
-      void this.worker.tessellate(entry.handle, deflection * GEOMETRY_DEFLECTION_SHARE).then((mesh) => {
-        if (this.closed || this.entries.get(entry.solid) !== entry || generation !== entry.generation || entry.solid.modelRevision !== revision) return;
-        const stats = entry.solid.applyTessellation(mesh, deflection);
-        entry.accepted = deflection;
-        entry.failed = undefined;
-        this.options.onUpdate?.(entry.solid, stats);
-      }).catch((error) => {
-        if (this.closed || this.entries.get(entry.solid) !== entry || generation !== entry.generation || error?.name === "AbortError") return;
-        entry.failed = deflection;
-        entry.desired = entry.accepted;
-        this.options.onError?.(entry.solid, asError(error));
-      });
-    }
-  }
-
-  /** Explicit export refinement; a resource or precision failure rejects and retains each body's prior mesh. */
-  async refine(deflection: number): Promise<void> {
-    if (!Number.isFinite(deflection) || deflection <= 0) throw new Error("Deflection must be finite and positive");
-    if (this.closed || this.refining) throw new Error("LOD controller is disposed or export refinement is already running");
-    this.refining = true;
-    try {
-    for (const entry of [...this.entries.values()]) {
-      if (!visible(entry.solid.surface)) continue;
-      if (!entry.ready) throw new Error("Await model registration before export refinement");
-      entry.solid.updateWorldMatrix(true, false);
-      const local = deflection / uniformScale(entry.solid.matrixWorld);
-      const generation = ++entry.generation;
-      const mesh = await this.worker.tessellate(entry.handle, local * GEOMETRY_DEFLECTION_SHARE);
-      if (this.closed || this.entries.get(entry.solid) !== entry || generation !== entry.generation) throw new DOMException("Export refinement superseded", "AbortError");
-      const stats = entry.solid.applyTessellation(mesh, local);
-      entry.desired = entry.accepted = local;
-      entry.failed = undefined;
-      this.options.onUpdate?.(entry.solid, stats);
-    }
-    } finally { this.refining = false; }
-  }
-
-  dispose(): void {
-    if (this.closed) return;
-    this.closed = true;
-    for (const entry of this.entries.values()) {
-      entry.generation++;
-      void this.worker.removeModel(entry.handle).catch((error) => {
-        if (error?.name !== "AbortError") this.options.onError?.(entry.solid, asError(error));
-      });
-    }
-    this.entries.clear();
-  }
-}
-
-function visible(object: THREE.Object3D): boolean {
-  for (let current: THREE.Object3D | null = object; current; current = current.parent) if (!current.visible) return false;
-  return true;
-}
-function asError(error: unknown): Error { return error instanceof Error ? error : new Error(String(error)); }
-export function uniformScale(matrix: THREE.Matrix4): number {
-  const x = new THREE.Vector3().setFromMatrixColumn(matrix, 0);
-  const y = new THREE.Vector3().setFromMatrixColumn(matrix, 1);
-  const z = new THREE.Vector3().setFromMatrixColumn(matrix, 2);
-  const scale = x.length();
-  if (!Number.isFinite(scale) || scale <= 0 || Math.abs(y.length() / scale - 1) > 1e-9 || Math.abs(z.length() / scale - 1) > 1e-9
-    || Math.abs(x.dot(y) / scale ** 2) > 1e-9 || Math.abs(x.dot(z) / scale ** 2) > 1e-9 || Math.abs(y.dot(z) / scale ** 2) > 1e-9
-    || matrix.determinant() <= 0) throw new Error("Analytic placement requires positive uniform scale and a rigid frame");
-  return scale;
-}
diff --git a/main/opengeometry-three/src/rendering/analytic-tessellation.ts b/main/opengeometry-three/src/rendering/analytic-tessellation.ts
deleted file mode 100644
index 89c304b..0000000
--- a/main/opengeometry-three/src/rendering/analytic-tessellation.ts
+++ /dev/null
@@ -1,113 +0,0 @@
-export interface AnalyticTessellationData {
-  positions: Float64Array;
-  normals: Float32Array;
-  indices: Uint32Array;
-  triangleFaceIds: Uint32Array;
-  outlinePositions: Float64Array;
-  outlineEdgeIds: Uint32Array;
-  revision: bigint;
-  achievedDeflection: number;
-}
-
-export const GEOMETRY_DEFLECTION_SHARE = 0.75;
-
-export interface AnalyticWorkerOptions {
-  workerURL: string | URL;
-  kernelURL: string | URL;
-  wasmURL: string | URL;
-}
-
-interface Pending {
-  resolve: (value: unknown) => void;
-  reject: (reason: Error) => void;
-  handle?: string;
-  generation?: number;
-}
-
-export class AnalyticTessellationWorker {
-  private readonly worker: Worker;
-  private readonly pending = new Map<number, Pending>();
-  private readonly generations = new Map<string, number>();
-  private readonly ready: Promise<unknown>;
-  private serial = 0;
-  private closed = false;
-
-  constructor(options: AnalyticWorkerOptions) {
-    const base = document.baseURI;
-    this.worker = new Worker(new URL(options.workerURL, base), { type: "module" });
-    this.worker.onmessage = (event: MessageEvent) => {
-      const message = event.data;
-      const pending = this.pending.get(message?.request);
-      if (!pending) return;
-      this.pending.delete(message.request);
-      if (pending.handle && pending.generation !== this.generations.get(pending.handle)) {
-        pending.reject(new DOMException("Superseded tessellation request", "AbortError"));
-      } else if (message.error) {
-        pending.reject(new Error(typeof message.error === "string" ? message.error : JSON.stringify(message.error)));
-      } else {
-        pending.resolve(message.result);
-      }
-    };
-    this.worker.onerror = (event) => this.fail(new Error(event.message || "Analytic worker failed"));
-    this.worker.onmessageerror = () => this.fail(new Error("Analytic worker response could not be decoded"));
-    this.ready = this.send({
-      kind: "init", kernelURL: new URL(options.kernelURL, base).href, wasmURL: new URL(options.wasmURL, base).href,
-    });
-    // Initialization errors remain observable through every public operation.
-    void this.ready.catch(() => undefined);
-  }
-
-  async setModel(handle: string, serialized: string): Promise<void> {
-    await this.ready;
-    if (!handle || handle.length > 1024) throw new Error("Worker model handle must contain 1–1024 characters");
-    this.cancel(handle);
-    await this.send({ kind: "model", handle, serialized });
-  }
-
-  async tessellate(handle: string, deflection: number): Promise<AnalyticTessellationData> {
-    await this.ready;
-    if (!Number.isFinite(deflection) || deflection <= 0) throw new Error("Deflection must be finite and positive");
-    const generation = this.cancel(handle);
-    return await this.send({ kind: "tessellate", handle, generation, deflection }, handle, generation) as AnalyticTessellationData;
-  }
-
-  cancel(handle: string): number {
-    const generation = (this.generations.get(handle) ?? 0) + 1;
-    this.generations.set(handle, generation);
-    return generation;
-  }
-
-  async removeModel(handle: string): Promise<void> {
-    this.cancel(handle);
-    await this.ready;
-    await this.send({ kind: "remove", handle });
-    this.generations.delete(handle);
-  }
-
-  dispose(): void {
-    this.fail(new DOMException("Analytic worker disposed", "AbortError"));
-  }
-
-  private send(message: Record<string, unknown>, handle?: string, generation?: number): Promise<unknown> {
-    if (this.closed) return Promise.reject(new Error("Analytic worker is closed"));
-    if (this.pending.size >= 128) return Promise.reject(new Error("Analytic worker request limit exceeded; previous mesh retained"));
-    const request = ++this.serial;
-    return new Promise((resolve, reject) => {
-      this.pending.set(request, { resolve, reject, handle, generation });
-      try { this.worker.postMessage({ ...message, request }); }
-      catch (error) {
-        this.pending.delete(request);
-        reject(error instanceof Error ? error : new Error(String(error)));
-      }
-    });
-  }
-
-  private fail(error: Error): void {
-    if (this.closed) return;
-    this.closed = true;
-    this.worker.terminate();
-    for (const pending of this.pending.values()) pending.reject(error);
-    this.pending.clear();
-    this.generations.clear();
-  }
-}
diff --git a/main/opengeometry-three/src/rendering/analytic-worker.js b/main/opengeometry-three/src/rendering/analytic-worker.js
deleted file mode 100644
index 33175d1..0000000
--- a/main/opengeometry-three/src/rendering/analytic-worker.js
+++ /dev/null
@@ -1,90 +0,0 @@
-let runtime;
-let initialization;
-let totalBytes = 0;
-const models = new Map();
-const jobs = new Map();
-let scheduled = false;
-
-function respond(request, result, transfer = []) {
-  self.postMessage({ request, result }, transfer);
-}
-function reject(request, error) {
-  self.postMessage({ request, error: error instanceof Error ? error.message : error });
-}
-function drain() {
-  scheduled = false;
-  const entry = jobs.entries().next();
-  if (entry.done) return;
-  const [handle, job] = entry.value;
-  jobs.delete(handle);
-  let mesh;
-  try {
-    const model = models.get(handle);
-    if (!model) throw new Error("Unknown analytic worker model handle");
-    mesh = model.brep.tessellate(job.deflection);
-    const result = {
-      positions: mesh.positions(), normals: mesh.normals(), indices: mesh.indices(),
-      triangleFaceIds: mesh.triangle_face_ids(), outlinePositions: mesh.outline_positions(),
-      outlineEdgeIds: mesh.outline_edge_ids(), revision: mesh.revision(), achievedDeflection: mesh.achieved_deflection(),
-    };
-    const transfer = [result.positions, result.normals, result.indices, result.triangleFaceIds,
-      result.outlinePositions, result.outlineEdgeIds].map((array) => array.buffer);
-    respond(job.request, result, transfer);
-  } catch (error) { reject(job.request, error); }
-  finally { mesh?.free(); }
-  schedule();
-}
-function schedule() {
-  if (scheduled || !jobs.size) return;
-  scheduled = true;
-  setTimeout(drain, 0);
-}
-function invalidate(handle) {
-  const job = jobs.get(handle);
-  if (job) {
-    reject(job.request, "Superseded tessellation request");
-    jobs.delete(handle);
-  }
-}
-async function receive(message) {
-  const { request, kind, handle } = message;
-  try {
-    if (kind === "init") {
-      if (initialization) throw new Error("Analytic worker already initialized");
-      initialization = (async () => {
-      runtime = await import(/* @vite-ignore */ message.kernelURL);
-        await runtime.default({ module_or_path: message.wasmURL });
-      })();
-      await initialization;
-      respond(request, true);
-      return;
-    }
-    if (!initialization) throw new Error("Analytic worker has not been initialized");
-    await initialization;
-    if (typeof handle !== "string" || !handle || handle.length > 1024) throw new Error("Invalid analytic worker handle");
-    if (kind === "model") {
-      const bytes = typeof message.serialized === "string" ? new TextEncoder().encode(message.serialized).length : Infinity;
-      const previous = models.get(handle);
-      if (bytes > 64 * 1024 * 1024 || totalBytes - (previous?.bytes ?? 0) + bytes > 128 * 1024 * 1024
-        || (!previous && models.size >= 64)) throw new Error("Analytic worker model resource limit exceeded");
-      const brep = new runtime.OGAnalyticBrep(message.serialized);
-      invalidate(handle);
-      previous?.brep.free();
-      models.set(handle, { brep, bytes });
-      totalBytes += bytes - (previous?.bytes ?? 0);
-      respond(request, { revision: brep.get_revision() });
-    } else if (kind === "remove") {
-      invalidate(handle);
-      const previous = models.get(handle);
-      if (previous) { previous.brep.free(); totalBytes -= previous.bytes; models.delete(handle); }
-      respond(request, true);
-    } else if (kind === "tessellate") {
-      if (!models.has(handle)) throw new Error("Unknown analytic worker model handle");
-      if (!Number.isFinite(message.deflection) || message.deflection <= 0) throw new Error("Invalid tessellation deflection");
-      invalidate(handle);
-      jobs.set(handle, message);
-      schedule();
-    } else throw new Error("Unknown analytic worker operation");
-  } catch (error) { reject(request, error); }
-}
-self.onmessage = (event) => { void receive(event.data); };
diff --git a/main/opengeometry-three/src/rendering/deferred.ts b/main/opengeometry-three/src/rendering/deferred.ts
new file mode 100644
index 0000000..9b19549
--- /dev/null
+++ b/main/opengeometry-three/src/rendering/deferred.ts
@@ -0,0 +1,15 @@
+import type { OGError } from '../errors';
+
+export class Deferred<T> {
+  resolve!: (value: T) => void;
+  reject!: (reason: OGError) => void;
+  readonly promise: Promise<T>;
+
+  constructor() {
+    this.promise = new Promise<T>((resolve, reject) => {
+      this.resolve = resolve;
+      this.reject = reject;
+    });
+    this.promise.catch(() => undefined);
+  }
+}
diff --git a/main/opengeometry-three/src/rendering/geometry/geometry-scheduler.ts b/main/opengeometry-three/src/rendering/geometry/geometry-scheduler.ts
new file mode 100644
index 0000000..9875ee2
--- /dev/null
+++ b/main/opengeometry-three/src/rendering/geometry/geometry-scheduler.ts
@@ -0,0 +1,197 @@
+import type { ChangeSet } from '../../dto/change-set';
+import type { DisplayBuffers } from '../../dto/display-buffers';
+import { OGError } from '../../errors';
+import { MAX_TRIANGLES } from '../../limits';
+import { call } from '../../kernel/kernel-session';
+import type { Body } from '../../bodies/body';
+import { emit } from '../../runtime/event-bus';
+import { bodyKey, currentRuntime, reindexShape, runtime, type Runtime } from '../../runtime/runtime-state';
+import { decodeChangeSet } from '../../world-graph/codec';
+import {
+  clearError, displayedBodies, isDisplayed, markFailed, recordError, retryBucket, shapePriority, wantedKey,
+} from '../lod/lod-controller';
+import type { TessellationRequest } from '../provider';
+import { GeometryRecord } from '../records/geometry-record';
+import { validateDisplayBuffers } from '../records/validate-display-buffers';
+
+type GeometryTarget = { body: Body; shapeId: string; revision: number; bucket: number; key: string };
+
+export function flush(options: { geometry?: 'sync' } = {}): void {
+  const state = runtime();
+  const revision = call('OpenGeometry.flush', () => state.graph.revision());
+  if (!state.flushing
+    && (revision !== state.revision || (!state.renderPassActive && state.readyVersion !== state.flushedReadyVersion))) {
+    state.flushing = true;
+    try {
+      const packet = call('OpenGeometry.flush', (): unknown => state.graph.changesSince(state.revision));
+      const { changes, matrices } = decodeChangeSet(packet, 'OpenGeometry.flush');
+      state.revision = revision;
+      applyChanges(state, changes, matrices);
+      for (const body of state.bodies.values()) body.swapReadyRecord();
+      purgeChanged(state, changes);
+      state.flushedReadyVersion = state.readyVersion;
+      state.flushes++;
+    } finally {
+      state.flushing = false;
+    }
+  }
+  if (options.geometry === 'sync') {
+    for (const body of displayedBodies(state)) ensureGeometry(body, true);
+    if (state.readyVersion !== state.flushedReadyVersion) flush();
+  }
+}
+
+function applyChanges(state: Runtime, changes: ChangeSet, matrices: Float64Array): void {
+  let offset = 0;
+  for (const change of [...changes.added, ...changes.changed]) {
+    const body = state.bodies.get(bodyKey(change.handle, change.generation));
+    if (body) {
+      const previous = body.lastInfo.shapeId;
+      body.lastInfo = { ...body.lastInfo, shapeId: change.shapeId, shapeRevision: change.shapeRevision };
+      reindexShape(state, body, previous);
+      body.applyWorldMatrix(matrices.subarray(offset, offset + 16));
+    }
+    offset += 16;
+  }
+  for (const change of changes.removed) state.bodies.get(bodyKey(change.handle, change.generation))?.hideForDispose();
+}
+
+function purgeChanged(state: Runtime, changes: ChangeSet): void {
+  const shapes = new Map<string, { shapeId: string; revision: number }>();
+  for (const { shapeId, shapeRevision } of [...changes.added, ...changes.changed]) {
+    if (shapeId !== null && shapeRevision !== null) {
+      shapes.set(`${shapeId}@${String(shapeRevision)}`, { shapeId, revision: shapeRevision });
+    }
+  }
+  for (const { shapeId, revision } of shapes.values()) state.records.purge(shapeId, revision);
+}
+
+export function wanted(body: Body): number | undefined {
+  return wantedKey(runtime(), body);
+}
+
+export function ensureGeometry(body: Body, sync = false): void {
+  const state = runtime();
+  const target = geometryTarget(state, body);
+  if (!target) return;
+  const record = state.records.get(target.shapeId, target.revision, target.bucket);
+  if (record) {
+    body.install(record);
+    return;
+  }
+  if (sync || state.provider.compute) {
+    computeNow(state, target, sync);
+    return;
+  }
+  if (state.pending.has(target.key)) return;
+  requestLater(state, target);
+}
+
+function geometryTarget(state: Runtime, body: Body): GeometryTarget | undefined {
+  const { shapeId, shapeRevision: revision } = body.lastInfo;
+  if (!shapeId || revision === null || !body.visible) return undefined;
+  const bucket = wantedKey(state, body);
+  if (bucket === undefined) return undefined;
+  return { body, shapeId, revision, bucket, key: pendingKey(shapeId, revision, bucket) };
+}
+
+function pendingKey(shapeId: string, revision: number, bucket: number): string {
+  return `${shapeId}@${String(revision)}#${String(bucket)}`;
+}
+
+function computeNow(state: Runtime, target: GeometryTarget, sync: boolean): void {
+  const first = computeFailure(state, target, sync);
+  if (!first) return;
+  const retry = coarserRetry(state, target, first.error);
+  const failure = retry ? computeFailure(state, retry, false) : first;
+  if (failure) reportFailure(state, target, failure.error);
+}
+
+function computeFailure(state: Runtime, target: GeometryTarget, sync: boolean): { error: unknown } | undefined {
+  try {
+    const request = requestFor(state, target);
+    if (sync) state.provider.cancelShape(target.shapeId, request.generation);
+    receive(state, target, computed(state, request));
+    return undefined;
+  } catch (error) {
+    if (fatal(state, error)) throw error;
+    return { error };
+  }
+}
+
+function coarserRetry(state: Runtime, target: GeometryTarget, error: unknown): GeometryTarget | undefined {
+  const { shapeId, revision, bucket } = target;
+  if (!(error instanceof OGError && error.code === 'LimitExceeded') || !markFailed(state, shapeId, revision, bucket)) {
+    return undefined;
+  }
+  emit('warning', { code: 'LimitExceeded', shapeId, revision, bucket, retryBucket: bucket * 2 });
+  return { ...target, bucket: bucket * 2, key: pendingKey(shapeId, revision, bucket * 2) };
+}
+
+function reportFailure(state: Runtime, target: GeometryTarget, error: unknown): void {
+  recordError(state, target.shapeId, target.revision, error);
+  emit('error', error);
+}
+
+function computed(state: Runtime, request: TessellationRequest): DisplayBuffers {
+  if (state.provider.compute) return state.provider.compute(request);
+  return validateDisplayBuffers(call('OpenGeometry.flush', (): unknown =>
+    state.graph.buffers(request.shapeId, request.bucket, request.maxTriangles)));
+}
+
+function fatal(state: Runtime, error: unknown): boolean {
+  return state.poisoned && error instanceof OGError && error.code === 'KernelPanic';
+}
+
+function requestLater(state: Runtime, target: GeometryTarget): void {
+  let request = requestFor(state, target);
+  const promise = state.provider.request(request).catch(async (error: unknown) => {
+    const retry = currentRuntime() === state ? coarserRetry(state, target, error) : undefined;
+    if (!retry) throw error;
+    request = requestFor(state, retry);
+    return state.provider.request(request);
+  }).then((buffers) => {
+    if (currentRuntime() === state && accepted(state, target, buffers, request.generation)) {
+      receive(state, target, buffers);
+    }
+  }).catch((error: unknown) => {
+    if (currentRuntime() !== state || fatal(state, error)) return;
+    if (!(error instanceof OGError && error.code === 'Cancelled')) reportFailure(state, target, error);
+  }).finally(() => { state.pending.delete(target.key); });
+  state.pending.set(target.key, promise);
+}
+
+function accepted(state: Runtime, target: GeometryTarget, buffers: DisplayBuffers, generation: number): boolean {
+  const { body, shapeId, revision } = target;
+  if (generation === (state.generations.get(shapeId) ?? 0)) return true;
+  if (buffers.bucket === retryBucket(state, shapeId, revision)) return true;
+  const wanted = wantedKey(state, body);
+  if (wanted === undefined) return false;
+  const shown = body.record?.shapeId === shapeId && body.record.revision === revision ? body.record.bucket : undefined;
+  return shown === undefined || Math.abs(Math.log2(buffers.bucket / wanted)) < Math.abs(Math.log2(shown / wanted));
+}
+
+function requestFor(state: Runtime, target: GeometryTarget): TessellationRequest {
+  const { shapeId, revision, bucket } = target;
+  const generation = (state.generations.get(shapeId) ?? 0) + 1;
+  state.generations.set(shapeId, generation);
+  const priority = shapePriority(state, shapeId);
+  return { shapeId, revision, bucket, priority, maxTriangles: MAX_TRIANGLES, generation };
+}
+
+function receive(state: Runtime, target: GeometryTarget, buffers: DisplayBuffers): void {
+  const { shapeId, revision } = target;
+  const holders = [...(state.byShape.get(shapeId) ?? [])];
+  const current = holders.filter((body) => body.lastInfo.shapeRevision === revision);
+  if (current.length === 0) return;
+  const record = state.records.put(new GeometryRecord(shapeId, buffers));
+  state.readyVersion++;
+  clearError(state, shapeId, revision);
+  if (state.renderPassActive) {
+    for (const body of current) if (isDisplayed(state, body)) body.install(record);
+  }
+  const ogIds = holders.map((body) => body.ogId);
+  emit('geometry', { shapeId, revision, bucket: buffers.bucket, ogIds, stats: { triangles: record.triangles } });
+  if (!state.renderPassActive) flush();
+  state.records.purge(shapeId, revision);
+}
diff --git a/main/opengeometry-three/src/rendering/geometry/render-pass.ts b/main/opengeometry-three/src/rendering/geometry/render-pass.ts
new file mode 100644
index 0000000..c191606
--- /dev/null
+++ b/main/opengeometry-three/src/rendering/geometry/render-pass.ts
@@ -0,0 +1,27 @@
+import type { Body } from '../../bodies/body';
+import { currentRuntime, runtime, type Runtime } from '../../runtime/runtime-state';
+import { displayedBodies, evaluatePass, stampDisplayed } from '../lod/lod-controller';
+import { ensureGeometry, flush } from './geometry-scheduler';
+
+export function noteDisplayed(body: Body): void {
+  const state = runtime();
+  if (!state.renderPassActive) {
+    state.renderPassActive = true;
+    queueMicrotask(() => { endPass(state); });
+  }
+  stampDisplayed(state, body);
+  flush();
+  ensureGeometry(body);
+}
+
+function endPass(state: Runtime): void {
+  if (currentRuntime() !== state) return;
+  state.renderPassActive = false;
+  state.pass++;
+  if (state.readyVersion !== state.flushedReadyVersion) flush();
+  if (evaluatePass(state, Date.now(), false)) refreshDisplayed(state);
+}
+
+export function refreshDisplayed(state: Runtime): void {
+  for (const body of displayedBodies(state)) ensureGeometry(body);
+}
diff --git a/main/opengeometry-three/src/rendering/geometry/settle.ts b/main/opengeometry-three/src/rendering/geometry/settle.ts
new file mode 100644
index 0000000..e52f443
--- /dev/null
+++ b/main/opengeometry-three/src/rendering/geometry/settle.ts
@@ -0,0 +1,35 @@
+import { OGError } from '../../errors';
+import { runtime, type Runtime } from '../../runtime/runtime-state';
+import {
+  capturedError, displayedBodies, popTemporaryTarget, pushTemporaryTarget, settleNow, wantedKey,
+} from '../lod/lod-controller';
+import { flush } from './geometry-scheduler';
+import { refreshDisplayed } from './render-pass';
+
+type Failure = { ogId: string; error: unknown };
+
+export async function settled(options: { deflection?: number } = {}): Promise<{ failed: Failure[] }> {
+  const state = runtime();
+  const token = options.deflection === undefined ? undefined : pushTemporaryTarget(state, options.deflection);
+  try {
+    settleNow(state);
+    refreshDisplayed(state);
+    await Promise.all([...state.pending.values()]);
+    flush();
+    return { failed: failures(state) };
+  } finally {
+    if (token) popTemporaryTarget(state, token);
+  }
+}
+
+function failures(state: Runtime): Failure[] {
+  const failed: Failure[] = [];
+  for (const body of displayedBodies(state)) {
+    const { record, lastInfo } = body;
+    const current = record?.shapeId === lastInfo.shapeId && record.revision === lastInfo.shapeRevision;
+    if (current && record.bucket === wantedKey(state, body)) continue;
+    const error = capturedError(state, body) ?? new OGError('Cancelled', 'OpenGeometry.settled', 'no current record');
+    failed.push({ ogId: body.ogId, error });
+  }
+  return failed;
+}
diff --git a/main/opengeometry-three/src/rendering/inline-backend.ts b/main/opengeometry-three/src/rendering/inline-backend.ts
new file mode 100644
index 0000000..f2ec2c0
--- /dev/null
+++ b/main/opengeometry-three/src/rendering/inline-backend.ts
@@ -0,0 +1,29 @@
+import type { DisplayBuffers } from '../dto/display-buffers';
+import type { OGWorldGraph } from '../kernel/kernel-loader';
+import { call } from '../kernel/kernel-session';
+import type { TessellationProvider, TessellationRequest } from './provider';
+import { validateDisplayBuffers } from './records/validate-display-buffers';
+
+export class InlineBackend implements TessellationProvider {
+  readonly activeBackend = 'inline' as const;
+
+  constructor(private graph: OGWorldGraph) {}
+
+  ensureSnapshot(): Promise<void> {
+    return Promise.resolve();
+  }
+
+  compute(value: TessellationRequest): DisplayBuffers {
+    const { shapeId, bucket, maxTriangles } = value;
+    const buffers = call('tessellation', (): unknown => this.graph.buffers(shapeId, bucket, maxTriangles));
+    return validateDisplayBuffers(buffers);
+  }
+
+  request(value: TessellationRequest): Promise<DisplayBuffers> {
+    return new Promise((resolve) => { resolve(this.compute(value)); });
+  }
+
+  cancelShape(): void {}
+  drop(): void {}
+  dispose(): void {}
+}
diff --git a/main/opengeometry-three/src/rendering/lod/body-size.ts b/main/opengeometry-three/src/rendering/lod/body-size.ts
new file mode 100644
index 0000000..43b8170
--- /dev/null
+++ b/main/opengeometry-three/src/rendering/lod/body-size.ts
@@ -0,0 +1,45 @@
+import type { Body } from '../../bodies/body';
+import { OGError } from '../../errors';
+import type { Runtime } from '../../runtime/runtime-state';
+import { displayBuckets } from '../../world-graph/world-graph-client';
+
+export type ShapeBuckets = { revision: number; floor: number; static: number; error?: unknown };
+
+export function shapeBuckets(state: Runtime, body: Body): ShapeBuckets | undefined {
+  const { shapeId, shapeRevision } = body.lastInfo;
+  if (!shapeId || shapeRevision === null) return undefined;
+  let entry = state.shapeBuckets.get(shapeId);
+  if (entry?.revision !== shapeRevision) {
+    entry = readBuckets(body.ogId, shapeRevision);
+    state.shapeBuckets.set(shapeId, entry);
+  }
+  return entry.error === undefined ? entry : undefined;
+}
+
+function readBuckets(ogId: string, revision: number): ShapeBuckets {
+  try {
+    return { revision, ...displayBuckets(ogId, 'OpenGeometry.flush') };
+  } catch (error) {
+    if (!(error instanceof OGError) || error.code === 'KernelPanic') throw error;
+    return { revision, floor: 0, static: 0, error };
+  }
+}
+
+export function localTarget(world: number, body: Body): number | undefined {
+  const scale = worldScale(body);
+  return scale > 0 && Number.isFinite(scale) ? world / scale : undefined;
+}
+
+function worldScale(body: Body): number {
+  return Math.cbrt(Math.abs(body.matrixWorld.determinant()));
+}
+
+export function finestLocal(bodies: Iterable<Body>, valueOf: (body: Body) => number | undefined): number | undefined {
+  let finest: number | undefined;
+  for (const body of bodies) {
+    const value = valueOf(body);
+    const target = value === undefined ? undefined : localTarget(value, body);
+    if (target !== undefined) finest = finest === undefined ? target : Math.min(finest, target);
+  }
+  return finest;
+}
diff --git a/main/opengeometry-three/src/rendering/lod/camera-observer.ts b/main/opengeometry-three/src/rendering/lod/camera-observer.ts
new file mode 100644
index 0000000..c8e1c7f
--- /dev/null
+++ b/main/opengeometry-three/src/rendering/lod/camera-observer.ts
@@ -0,0 +1,7 @@
+import * as THREE from 'three';
+import { runtime } from '../../runtime/runtime-state';
+import { observe } from './lod-controller';
+
+export function observeCamera(renderer: THREE.WebGLRenderer, camera: THREE.Camera): void {
+  observe(runtime(), camera, renderer.getDrawingBufferSize(new THREE.Vector2()).y, Date.now());
+}
diff --git a/main/opengeometry-three/src/rendering/lod/deflection.ts b/main/opengeometry-three/src/rendering/lod/deflection.ts
new file mode 100644
index 0000000..0a50388
--- /dev/null
+++ b/main/opengeometry-three/src/rendering/lod/deflection.ts
@@ -0,0 +1,18 @@
+import { OGError } from '../../errors';
+import { HYSTERESIS_KEEP } from '../../limits';
+
+export function deflectionBucket(target: number): number {
+  if (!Number.isFinite(target) || target <= 0) {
+    throw new OGError('InvalidParameter', 'deflection', 'invalid display deflection');
+  }
+  return 2 ** Math.floor(Math.log2(target));
+}
+
+export function wantedBucket(target: number, floor: number, previous?: number, moving = false): number {
+  const value = Math.max(floor, deflectionBucket(target));
+  if (previous === undefined) return value;
+  const [low, high] = HYSTERESIS_KEEP;
+  const kept = moving ? target >= low * previous : target >= low * previous && target <= high * previous;
+  if (kept) return previous;
+  return value;
+}
diff --git a/main/opengeometry-three/src/rendering/lod/lod-controller.ts b/main/opengeometry-three/src/rendering/lod/lod-controller.ts
new file mode 100644
index 0000000..be99c17
--- /dev/null
+++ b/main/opengeometry-three/src/rendering/lod/lod-controller.ts
@@ -0,0 +1,249 @@
+import type * as THREE from 'three';
+import type { Body } from '../../bodies/body';
+import { EVALUATION_INTERVAL_MS, MOTION_WINDOW_MS, PIXELS_AT_REST, PIXELS_MOVING } from '../../limits';
+import { currentRuntime, type Runtime } from '../../runtime/runtime-state';
+import { finestLocal, localTarget, shapeBuckets, type ShapeBuckets } from './body-size';
+import { deflectionBucket, wantedBucket } from './deflection';
+import { worldUnitsPerPixel } from './screen-metrics';
+
+type Tiers = { temporary: number | undefined; own: number | undefined; global: number | undefined };
+type SeenCamera = { camera: THREE.Camera; height: number };
+type ShapeTarget = { target: number; body: Body };
+type TemporaryTarget = { deflection: number };
+
+type ShapeLod = {
+  shapeId: string;
+  target?: number;
+  previous?: number;
+  failed: Set<string>;
+  pinned?: { revision: number; bucket: number };
+  forced?: number;
+  error?: { revision: number; error: unknown };
+  overrides?: { pass: number; tiers: Tiers };
+};
+
+export type LodState = {
+  shapes: Map<string, ShapeLod>;
+  camera: Float64Array;
+  initialised: boolean;
+  lastMotion: number;
+  lastSchedule: number;
+  settleTimer?: ReturnType<typeof setTimeout>;
+  lastSeen?: SeenCamera;
+  temporaries: TemporaryTarget[];
+  refresh: () => void;
+};
+
+export function createLodState(refresh: () => void): LodState {
+  return {
+    shapes: new Map(), camera: new Float64Array(33), initialised: false, lastMotion: -Infinity,
+    lastSchedule: -Infinity, temporaries: [], refresh,
+  };
+}
+
+export function isDisplayed(state: Runtime, body: Body): boolean {
+  return body.visible && (state.displayed.get(body) ?? -Infinity) >= state.pass - 1;
+}
+
+export function displayedBodies(state: Runtime): Body[] {
+  return [...state.displayed.keys()].filter((body) => isDisplayed(state, body));
+}
+
+export function stampDisplayed(state: Runtime, body: Body): void {
+  const shapeId = body.lastInfo.shapeId;
+  if (shapeId && !isDisplayed(state, body)) delete state.lod.shapes.get(shapeId)?.overrides;
+  state.displayed.set(body, state.pass);
+}
+
+export function observe(state: Runtime, camera: THREE.Camera, height: number, now: number): void {
+  const lod = state.lod;
+  const values = [...camera.matrixWorld.elements, ...camera.projectionMatrix.elements, height];
+  const changed = values.some((value, index) => value !== lod.camera[index]);
+  lod.camera.set(values);
+  if (lod.initialised && changed) motionHint(state, now);
+  lod.initialised = true;
+  lod.lastSeen = { camera, height };
+}
+
+export function motionHint(state: Runtime, now: number): void {
+  const lod = state.lod;
+  lod.lastMotion = now;
+  clearTimeout(lod.settleTimer);
+  lod.settleTimer = setTimeout(() => { fireSettle(state); }, MOTION_WINDOW_MS);
+}
+
+function fireSettle(state: Runtime): void {
+  delete state.lod.settleTimer;
+  if (currentRuntime() !== state || state.poisoned) return;
+  if (evaluatePass(state, Date.now(), true)) state.lod.refresh();
+}
+
+export function settleNow(state: Runtime): void {
+  clearTimeout(state.lod.settleTimer);
+  delete state.lod.settleTimer;
+  evaluatePass(state, Date.now(), true);
+}
+
+export function evaluatePass(state: Runtime, now: number, forced: boolean): boolean {
+  const lod = state.lod;
+  const seen = lod.lastSeen;
+  if (!seen || state.poisoned || (!forced && now - lod.lastSchedule < EVALUATION_INTERVAL_MS)) return false;
+  lod.lastSchedule = now;
+  const moving = !forced && now - lod.lastMotion < MOTION_WINDOW_MS;
+  let changed = false;
+  for (const [shapeId, { target, body }] of shapeTargets(state, seen, moving ? PIXELS_MOVING : PIXELS_AT_REST)) {
+    const buckets = shapeBuckets(state, body);
+    if (!buckets) continue;
+    const entry = shapeLod(state, shapeId);
+    const previous = entry.previous;
+    entry.target = target;
+    entry.previous = wantedBucket(target, buckets.floor, previous, moving);
+    changed ||= entry.previous !== previous;
+  }
+  return changed;
+}
+
+function shapeTargets(state: Runtime, seen: SeenCamera, pixels: number): Map<string, ShapeTarget> {
+  const targets = new Map<string, ShapeTarget>();
+  for (const body of displayedBodies(state)) {
+    const shapeId = body.lastInfo.shapeId;
+    const bounds = shapeId ? body.getBounds() : null;
+    const world = bounds ? worldUnitsPerPixel(seen.camera, bounds, seen.height) * pixels : undefined;
+    const target = world === undefined ? undefined : localTarget(world, body);
+    if (!shapeId || target === undefined || !Number.isFinite(target) || target <= 0) continue;
+    const best = targets.get(shapeId);
+    if (!best || target < best.target) targets.set(shapeId, { target, body });
+  }
+  return targets;
+}
+
+export function wantedKey(state: Runtime, body: Body): number | undefined {
+  const { shapeId, shapeRevision: revision } = body.lastInfo;
+  if (!shapeId || revision === null) return undefined;
+  const buckets = shapeBuckets(state, body);
+  if (!buckets) return undefined;
+  const entry = shapeLod(state, shapeId);
+  const forced = entry.forced;
+  if (forced !== undefined) {
+    delete entry.forced;
+    return forced;
+  }
+  if (entry.pinned?.revision === revision) return entry.pinned.bucket;
+  let bucket = chosenBucket(state, body, entry, buckets);
+  while (entry.failed.has(failedKey(revision, bucket))) bucket *= 2;
+  return bucket;
+}
+
+function chosenBucket(state: Runtime, body: Body, entry: ShapeLod, buckets: ShapeBuckets): number {
+  const override = overrideTarget(state, body, entry);
+  if (override !== undefined) return Math.max(buckets.floor, deflectionBucket(override));
+  if (entry.previous !== undefined) return Math.max(buckets.floor, entry.previous);
+  return buckets.static;
+}
+
+function overrideTarget(state: Runtime, body: Body, entry: ShapeLod): number | undefined {
+  if (entry.overrides?.pass !== state.pass) {
+    const members = [...(state.byShape.get(entry.shapeId) ?? [])].filter((member) => isDisplayed(state, member));
+    entry.overrides = { pass: state.pass, tiers: tiers(state, members) };
+  }
+  const shape = entry.overrides.tiers;
+  const own = tiers(state, [body]);
+  return finer(shape.temporary, own.temporary) ?? finer(shape.own, own.own) ?? finer(shape.global, own.global);
+}
+
+function tiers(state: Runtime, bodies: Body[]): Tiers {
+  return {
+    temporary: finestLocal(bodies, () => state.lod.temporaries.at(-1)?.deflection),
+    own: finestLocal(bodies, (body) => body.appearance.deflection),
+    global: finestLocal(bodies, () => state.displayDeflection),
+  };
+}
+
+function finer(first: number | undefined, second: number | undefined): number | undefined {
+  if (first === undefined) return second;
+  return second === undefined ? first : Math.min(first, second);
+}
+
+function shapeLod(state: Runtime, shapeId: string): ShapeLod {
+  let entry = state.lod.shapes.get(shapeId);
+  if (!entry) {
+    entry = { shapeId, failed: new Set() };
+    state.lod.shapes.set(shapeId, entry);
+  }
+  return entry;
+}
+
+function failedKey(revision: number, bucket: number): string {
+  return `${String(revision)}#${String(bucket)}`;
+}
+
+export function overrideChanged(state: Runtime, shapeId?: string): void {
+  const entries = shapeId === undefined ? [...state.lod.shapes.values()] : [state.lod.shapes.get(shapeId)];
+  for (const entry of entries) {
+    if (!entry) continue;
+    clearMarks(entry);
+    delete entry.previous;
+  }
+}
+
+export function pushTemporaryTarget(state: Runtime, deflection: number): TemporaryTarget {
+  const token = { deflection };
+  state.lod.temporaries.push(token);
+  clearAllMarks(state);
+  return token;
+}
+
+export function popTemporaryTarget(state: Runtime, token: TemporaryTarget): void {
+  const temporaries = state.lod.temporaries;
+  temporaries.splice(temporaries.indexOf(token), 1);
+  clearAllMarks(state);
+}
+
+function clearAllMarks(state: Runtime): void {
+  for (const entry of state.lod.shapes.values()) clearMarks(entry);
+}
+
+function clearMarks(entry: ShapeLod): void {
+  entry.failed.clear();
+  delete entry.pinned;
+  delete entry.overrides;
+}
+
+export function markFailed(state: Runtime, shapeId: string, revision: number, bucket: number): boolean {
+  const entry = shapeLod(state, shapeId);
+  const key = failedKey(revision, bucket);
+  if (entry.failed.has(key)) return false;
+  entry.failed.add(key);
+  entry.pinned = { revision, bucket: bucket * 2 };
+  return true;
+}
+
+export function retryBucket(state: Runtime, shapeId: string, revision: number): number | undefined {
+  const pinned = state.lod.shapes.get(shapeId)?.pinned;
+  return pinned?.revision === revision ? pinned.bucket : undefined;
+}
+
+export function shapePriority(state: Runtime, shapeId: string): number {
+  return state.lod.shapes.get(shapeId)?.target ?? 0;
+}
+
+export function recordError(state: Runtime, shapeId: string, revision: number, error: unknown): void {
+  shapeLod(state, shapeId).error = { revision, error };
+}
+
+export function clearError(state: Runtime, shapeId: string, revision: number): void {
+  const entry = state.lod.shapes.get(shapeId);
+  if (entry?.error?.revision === revision) delete entry.error;
+}
+
+export function capturedError(state: Runtime, body: Body): unknown {
+  const { shapeId, shapeRevision } = body.lastInfo;
+  const failure = shapeId ? state.lod.shapes.get(shapeId)?.error : undefined;
+  if (failure?.revision === shapeRevision) return failure.error;
+  const buckets = shapeId ? state.shapeBuckets.get(shapeId) : undefined;
+  return buckets?.revision === shapeRevision ? buckets.error : undefined;
+}
+
+export function forceNextBucket(state: Runtime, shapeId: string, bucket: number): void {
+  shapeLod(state, shapeId).forced = bucket;
+}
diff --git a/main/opengeometry-three/src/rendering/lod/screen-metrics.ts b/main/opengeometry-three/src/rendering/lod/screen-metrics.ts
new file mode 100644
index 0000000..1c9197a
--- /dev/null
+++ b/main/opengeometry-three/src/rendering/lod/screen-metrics.ts
@@ -0,0 +1,17 @@
+import * as THREE from 'three';
+
+export function worldUnitsPerPixel(
+  camera: THREE.Camera,
+  bounds: [number, number, number, number, number, number],
+  height: number,
+): number {
+  if (camera instanceof THREE.OrthographicCamera) return (camera.top - camera.bottom) / (camera.zoom * height);
+  if (!(camera instanceof THREE.PerspectiveCamera)) return 1 / height;
+  const centre = new THREE.Vector3(
+    (bounds[0] + bounds[3]) / 2, (bounds[1] + bounds[4]) / 2, (bounds[2] + bounds[5]) / 2,
+  );
+  centre.applyMatrix4(camera.matrixWorldInverse);
+  const extent = Math.hypot(bounds[3] - bounds[0], bounds[4] - bounds[1], bounds[5] - bounds[2]) / 2;
+  const depth = Math.max(camera.near, -centre.z - extent);
+  return 2 * depth * Math.tan(THREE.MathUtils.degToRad(camera.getEffectiveFOV()) / 2) / height;
+}
diff --git a/main/opengeometry-three/src/rendering/materials/material-pool.ts b/main/opengeometry-three/src/rendering/materials/material-pool.ts
new file mode 100644
index 0000000..994bd5a
--- /dev/null
+++ b/main/opengeometry-three/src/rendering/materials/material-pool.ts
@@ -0,0 +1,32 @@
+import * as THREE from 'three';
+import { runtime } from '../../runtime/runtime-state';
+import { acquire, release, type PoolEntry, type PooledMaterial } from './ref-counted-pool';
+
+export type MaterialAppearance = { color: number; opacity: number };
+export type SurfaceEntry = PoolEntry<THREE.MeshStandardMaterial>;
+export type LineEntry = PoolEntry<THREE.LineBasicMaterial>;
+
+function styleKey(value: MaterialAppearance): string {
+  return `${String(value.color)}:${String(value.opacity)}`;
+}
+
+export function surfaceMaterial(value: MaterialAppearance): PooledMaterial<THREE.MeshStandardMaterial> {
+  return acquire(runtime().surfacePool, styleKey(value), () => new THREE.MeshStandardMaterial({
+    color: value.color, opacity: value.opacity, transparent: value.opacity < 1, side: THREE.FrontSide,
+    polygonOffset: true, polygonOffsetFactor: 1, polygonOffsetUnits: 1,
+  }));
+}
+
+export function lineMaterial(value: MaterialAppearance): PooledMaterial<THREE.LineBasicMaterial> {
+  return acquire(runtime().linePool, styleKey(value), () => new THREE.LineBasicMaterial({
+    color: value.color, opacity: value.opacity, transparent: value.opacity < 1,
+  }));
+}
+
+export function releaseSurface(key: string): void {
+  release(runtime().surfacePool, key);
+}
+
+export function releaseLine(key: string): void {
+  release(runtime().linePool, key);
+}
diff --git a/main/opengeometry-three/src/rendering/materials/ref-counted-pool.ts b/main/opengeometry-three/src/rendering/materials/ref-counted-pool.ts
new file mode 100644
index 0000000..d13c6db
--- /dev/null
+++ b/main/opengeometry-three/src/rendering/materials/ref-counted-pool.ts
@@ -0,0 +1,21 @@
+export type PoolEntry<M> = { material: M; refs: number };
+export type PooledMaterial<M> = { key: string; material: M };
+
+export function acquire<M>(pool: Map<string, PoolEntry<M>>, key: string, create: () => M): PooledMaterial<M> {
+  let entry = pool.get(key);
+  if (!entry) {
+    entry = { material: create(), refs: 0 };
+    pool.set(key, entry);
+  }
+  entry.refs++;
+  return { key, material: entry.material };
+}
+
+export function release<M extends { dispose(): void }>(pool: Map<string, PoolEntry<M>>, key: string): void {
+  const entry = pool.get(key);
+  if (!entry) return;
+  if (--entry.refs <= 0) {
+    entry.material.dispose();
+    pool.delete(key);
+  }
+}
diff --git a/main/opengeometry-three/src/rendering/provider.ts b/main/opengeometry-three/src/rendering/provider.ts
new file mode 100644
index 0000000..b7d9a5f
--- /dev/null
+++ b/main/opengeometry-three/src/rendering/provider.ts
@@ -0,0 +1,20 @@
+import type { DisplayBuffers } from '../dto/display-buffers';
+
+export type TessellationRequest = {
+  shapeId: string;
+  revision: number;
+  bucket: number;
+  priority: number;
+  maxTriangles: number;
+  generation: number;
+};
+
+export type TessellationProvider = {
+  readonly activeBackend: 'worker' | 'inline';
+  ensureSnapshot(shapeId: string, revision: number): Promise<void>;
+  request(value: TessellationRequest): Promise<DisplayBuffers>;
+  cancelShape(shapeId: string, generation: number): void;
+  drop(shapeId: string, revision: number): void;
+  dispose(): void;
+  compute?(value: TessellationRequest): DisplayBuffers;
+};
diff --git a/main/opengeometry-three/src/rendering/records/geometry-record.ts b/main/opengeometry-three/src/rendering/records/geometry-record.ts
new file mode 100644
index 0000000..804ca4c
--- /dev/null
+++ b/main/opengeometry-three/src/rendering/records/geometry-record.ts
@@ -0,0 +1,50 @@
+import * as THREE from 'three';
+import type { DisplayBuffers } from '../../dto/display-buffers';
+import { validateDisplayBuffers } from './validate-display-buffers';
+
+export class GeometryRecord {
+  readonly key: string;
+  readonly surface: THREE.BufferGeometry | null;
+  readonly outline: THREE.BufferGeometry;
+  readonly origin: THREE.Vector3;
+  readonly faceRanges: Uint32Array;
+  readonly edgeIds: Uint32Array;
+  readonly revision: number;
+  readonly bucket: number;
+  readonly triangles: number;
+  readonly bytes: number;
+  refs = 0;
+  lastUse = 0;
+
+  constructor(readonly shapeId: string, buffers: DisplayBuffers) {
+    validateDisplayBuffers(buffers);
+    this.key = `${shapeId}@${String(buffers.revision)}#${String(Math.log2(buffers.bucket))}`;
+    this.revision = buffers.revision;
+    this.bucket = buffers.bucket;
+    this.triangles = buffers.triangles;
+    this.origin = new THREE.Vector3(buffers.origin[0], buffers.origin[1], buffers.origin[2]);
+    this.faceRanges = buffers.faceRanges;
+    this.edgeIds = buffers.edgeIds;
+    this.bytes = buffers.positions.byteLength + buffers.normals.byteLength + buffers.indices.byteLength
+      + buffers.faceRanges.byteLength + buffers.outline.byteLength + buffers.edgeIds.byteLength;
+    this.surface = buffers.indices.length ? new THREE.BufferGeometry() : null;
+    if (this.surface) {
+      this.surface.setAttribute('position', new THREE.BufferAttribute(buffers.positions, 3));
+      this.surface.setAttribute('normal', new THREE.BufferAttribute(buffers.normals, 3));
+      this.surface.setIndex(new THREE.BufferAttribute(buffers.indices, 1));
+      this.surface.computeBoundingBox();
+      this.surface.computeBoundingSphere();
+    }
+    this.outline = new THREE.BufferGeometry();
+    this.outline.setAttribute('position', new THREE.BufferAttribute(buffers.outline, 3));
+    if (buffers.outline.length) {
+      this.outline.computeBoundingBox();
+      this.outline.computeBoundingSphere();
+    }
+  }
+
+  dispose(): void {
+    this.surface?.dispose();
+    this.outline.dispose();
+  }
+}
diff --git a/main/opengeometry-three/src/rendering/records/record-pool.ts b/main/opengeometry-three/src/rendering/records/record-pool.ts
new file mode 100644
index 0000000..f4ee22c
--- /dev/null
+++ b/main/opengeometry-three/src/rendering/records/record-pool.ts
@@ -0,0 +1,104 @@
+import * as THREE from 'three';
+import type { Bounds } from '../../dto/bounds';
+import type { GeometryRecord } from './geometry-record';
+
+type Placeholder = { key: string; geometry: THREE.BufferGeometry; holders: number };
+
+function placeholderGeometry(bounds: Bounds | null): THREE.BufferGeometry {
+  const geometry = new THREE.BufferGeometry();
+  geometry.setAttribute('position', new THREE.BufferAttribute(new Float32Array(0), 3));
+  geometry.boundingBox = bounds ? new THREE.Box3().setFromArray(bounds) : new THREE.Box3();
+  geometry.boundingSphere = geometry.boundingBox.getBoundingSphere(new THREE.Sphere());
+  return geometry;
+}
+
+export class RecordPool {
+  private records = new Map<string, GeometryRecord>();
+  private placeholders = new Map<string, Placeholder>();
+  private placeholderOf = new Map<THREE.BufferGeometry, Placeholder>();
+  private clock = 0;
+
+  get(shapeId: string, revision: number, bucket: number): GeometryRecord | undefined {
+    const record = this.records.get(`${shapeId}@${String(revision)}#${String(Math.log2(bucket))}`);
+    if (record) record.lastUse = ++this.clock;
+    return record;
+  }
+
+  put(record: GeometryRecord): GeometryRecord {
+    const previous = this.records.get(record.key);
+    if (previous) {
+      record.dispose();
+      return previous;
+    }
+    record.lastUse = ++this.clock;
+    this.records.set(record.key, record);
+    this.evict();
+    return record;
+  }
+
+  retain(record: GeometryRecord): void {
+    record.refs++;
+    record.lastUse = ++this.clock;
+  }
+
+  release(record: GeometryRecord): void {
+    record.refs = Math.max(0, record.refs - 1);
+    record.lastUse = ++this.clock;
+    this.evict();
+  }
+
+  purge(shapeId: string, revision?: number): void {
+    for (const [key, record] of this.records) {
+      if (record.shapeId === shapeId && (revision === undefined || record.revision !== revision) && record.refs === 0) {
+        record.dispose();
+        this.records.delete(key);
+      }
+    }
+  }
+
+  placeholder(shapeId: string, revision: number, bounds: () => Bounds | null): THREE.BufferGeometry {
+    const key = `${shapeId}@${String(revision)}`;
+    let entry = this.placeholders.get(key);
+    if (!entry) {
+      entry = { key, geometry: placeholderGeometry(bounds()), holders: 0 };
+      this.placeholders.set(key, entry);
+      this.placeholderOf.set(entry.geometry, entry);
+    }
+    entry.holders++;
+    return entry.geometry;
+  }
+
+  releasePlaceholder(geometry: THREE.BufferGeometry): boolean {
+    const entry = this.placeholderOf.get(geometry);
+    if (!entry) return false;
+    if (--entry.holders <= 0) {
+      geometry.dispose();
+      this.placeholders.delete(entry.key);
+      this.placeholderOf.delete(geometry);
+    }
+    return true;
+  }
+
+  clear(): void {
+    for (const record of this.records.values()) record.dispose();
+    this.records.clear();
+    for (const entry of this.placeholders.values()) entry.geometry.dispose();
+    this.placeholders.clear();
+    this.placeholderOf.clear();
+  }
+
+  private evict(): void {
+    const idle = [...this.records.values()].filter((record) => record.refs === 0).sort((a, b) => a.lastUse - b.lastUse);
+    const perShape = new Map<string, number>();
+    let total = idle.reduce((sum, record) => sum + record.bytes, 0);
+    for (const record of idle.slice().reverse()) perShape.set(record.shapeId, (perShape.get(record.shapeId) ?? 0) + 1);
+    for (const record of idle) {
+      const count = perShape.get(record.shapeId) ?? 0;
+      if (count <= 2 && total <= 256 * 1024 * 1024) continue;
+      record.dispose();
+      this.records.delete(record.key);
+      total -= record.bytes;
+      perShape.set(record.shapeId, count - 1);
+    }
+  }
+}
diff --git a/main/opengeometry-three/src/rendering/records/validate-display-buffers.ts b/main/opengeometry-three/src/rendering/records/validate-display-buffers.ts
new file mode 100644
index 0000000..9fa0b3a
--- /dev/null
+++ b/main/opengeometry-three/src/rendering/records/validate-display-buffers.ts
@@ -0,0 +1,28 @@
+import type { DisplayBuffers } from '../../dto/display-buffers';
+import { OGError } from '../../errors';
+
+const SCALARS = ['revision', 'bucket', 'achievedDeflection', 'triangles'] as const;
+
+export function validateDisplayBuffers(value: unknown): DisplayBuffers {
+  if (!isDisplayBuffers(value) || !hasConsistentLengths(value)) {
+    throw new OGError('WorkerFailure', 'tessellation', 'invalid display buffer structure');
+  }
+  return value;
+}
+
+function isDisplayBuffers(value: unknown): value is DisplayBuffers {
+  if (typeof value !== 'object' || value === null) return false;
+  const field = (key: string): unknown => Reflect.get(value, key);
+  return field('positions') instanceof Float32Array && field('normals') instanceof Float32Array
+    && field('indices') instanceof Uint32Array && field('faceRanges') instanceof Uint32Array
+    && field('outline') instanceof Float32Array && field('edgeIds') instanceof Uint32Array
+    && field('origin') instanceof Float64Array && SCALARS.every((key) => typeof field(key) === 'number');
+}
+
+function hasConsistentLengths(buffers: DisplayBuffers): boolean {
+  return buffers.origin.length === 3 && buffers.positions.length % 3 === 0
+    && buffers.normals.length === buffers.positions.length
+    && buffers.indices.length % 3 === 0 && buffers.indices.length <= 6_000_000
+    && buffers.outline.length % 6 === 0 && buffers.outline.length <= 12_000_000
+    && buffers.edgeIds.length === buffers.outline.length / 6 && buffers.faceRanges.length % 3 === 0;
+}
diff --git a/main/opengeometry-three/src/rendering/tessellation-worker.ts b/main/opengeometry-three/src/rendering/tessellation-worker.ts
new file mode 100644
index 0000000..aa837bc
--- /dev/null
+++ b/main/opengeometry-three/src/rendering/tessellation-worker.ts
@@ -0,0 +1,106 @@
+import { parseKernelError } from '../kernel/kernel-errors';
+import { initSync, OGTessellator, takePanicMessage } from '../kernel/kernel-loader';
+import { validateDisplayBuffers } from './records/validate-display-buffers';
+import { JobQueue } from './worker/job-queue';
+import { parseWorkerMessage } from './worker/message-guards';
+import { SnapshotCache } from './worker/snapshot-cache';
+import type { TessellateMessage, WorkerError, WorkerMessage, WorkerReply } from './worker-protocol';
+
+let tessellator: OGTessellator | undefined;
+let scheduled = false;
+const SNAPSHOTS = new SnapshotCache();
+const JOBS = new JobQueue();
+const CHANNEL = new MessageChannel();
+
+function error(value: unknown): WorkerError {
+  if (value instanceof WebAssembly.RuntimeError) {
+    return { code: 'KernelPanic', message: takePanicMessage() ?? value.message, details: {} };
+  }
+  const parsed = typeof value === 'string' ? parseKernelError(value) : undefined;
+  return parsed ?? { code: 'WorkerFailure', message: String(value), details: {} };
+}
+
+function reply(message: WorkerReply, transfer: Transferable[] = []): void {
+  self.postMessage(message, transfer);
+}
+
+function postEvicted(key: string): void {
+  const at = key.lastIndexOf('@');
+  reply({ kind: 'evicted', shapeId: key.slice(0, at), revision: Number(key.slice(at + 1)) });
+}
+
+function answerSuperseded(request: number | undefined): void {
+  if (request !== undefined) reply({ request, superseded: true });
+}
+
+function schedule(): void {
+  if (scheduled || JOBS.size === 0) return;
+  scheduled = true;
+  CHANNEL.port2.postMessage(null);
+}
+
+function run(job: TessellateMessage): void {
+  const slot = SNAPSHOTS.touch(`${job.shapeId}@${String(job.revision)}`);
+  if (slot === undefined || !tessellator) {
+    reply({ request: job.request, missingSnapshot: true });
+    return;
+  }
+  try {
+    const buffers = validateDisplayBuffers(tessellator.buffers(slot, job.bucket, job.maxTriangles));
+    reply({ request: job.request, ok: true, buffers }, [
+      buffers.positions.buffer, buffers.normals.buffer, buffers.indices.buffer,
+      buffers.faceRanges.buffer, buffers.outline.buffer, buffers.edgeIds.buffer, buffers.origin.buffer,
+    ]);
+  } catch (cause) {
+    reply({ request: job.request, error: error(cause) });
+  }
+}
+
+CHANNEL.port1.onmessage = () => {
+  scheduled = false;
+  const next = JOBS.next();
+  if (!next) return;
+  run(next);
+  schedule();
+};
+
+function init(module: WebAssembly.Module): void {
+  initSync({ module });
+  tessellator = new OGTessellator();
+  reply({ request: 0, ok: true });
+}
+
+function handle(message: Exclude<WorkerMessage, { kind: 'init' }>, loaded: OGTessellator): void {
+  switch (message.kind) {
+    case 'snapshot': {
+      const key = `${message.shapeId}@${String(message.revision)}`;
+      SNAPSHOTS.load(key, message.bytes, loaded);
+      for (const evicted of SNAPSHOTS.evict(key, loaded)) postEvicted(evicted);
+      reply({ request: message.request, ok: true });
+      break;
+    }
+    case 'tessellate':
+      answerSuperseded(JOBS.push(message));
+      schedule();
+      break;
+    case 'cancel':
+      answerSuperseded(JOBS.cancel(message.shapeId, message.generation));
+      break;
+    case 'drop':
+      SNAPSHOTS.drop(`${message.shapeId}@${String(message.revision)}`, loaded);
+      break;
+  }
+}
+
+self.onmessage = (event: MessageEvent<unknown>) => {
+  const message = parseWorkerMessage(event.data);
+  const request = 'request' in message ? message.request : undefined;
+  try {
+    if ('error' in message) reply(message);
+    else if (message.kind === 'init') init(message.module);
+    else if (tessellator) handle(message, tessellator);
+    else reply({ request, error: { code: 'WorkerFailure', message: 'tessellation worker is not initialised' } });
+  } catch (cause) {
+    reply({ request, error: error(cause) });
+  }
+};
diff --git a/main/opengeometry-three/src/rendering/worker-backend.ts b/main/opengeometry-three/src/rendering/worker-backend.ts
new file mode 100644
index 0000000..44dd96d
--- /dev/null
+++ b/main/opengeometry-three/src/rendering/worker-backend.ts
@@ -0,0 +1,206 @@
+import type { DisplayBuffers } from '../dto/display-buffers';
+import { OGError } from '../errors';
+import type { OGWorldGraph } from '../kernel/kernel-loader';
+import { call } from '../kernel/kernel-session';
+import { Deferred } from './deferred';
+import { InlineBackend } from './inline-backend';
+import type { TessellationProvider, TessellationRequest } from './provider';
+import type { SnapshotMessage, TessellateMessage, WorkerMessage, WorkerReply } from './worker-protocol';
+
+export type WorkerSend = { kind: 'tessellate'; shapeId: string; bucket: number; priority: number; generation: number };
+
+type SendBody = Omit<SnapshotMessage, 'request'> | Omit<TessellateMessage, 'request'>;
+type PendingSend = {
+  value: TessellationRequest | undefined;
+  resolve: (reply: WorkerReply | undefined) => void;
+  reject: (error: unknown) => void;
+};
+
+const SEND_LOG_LIMIT = 1_000;
+
+export class WorkerBackend implements TessellationProvider {
+  readonly activeBackend = 'worker' as const;
+  readonly sendLog: WorkerSend[] = [];
+  private live: Worker | undefined;
+  private nextRequest = 1;
+  private pending = new Map<number, PendingSend>();
+  private snapshots = new Set<string>();
+  private latestGenerations = new Map<string, number>();
+  private readonly ready = new Deferred<void>();
+  private restarts = 0;
+  private failed = false;
+  private disposed = false;
+  private fallback: InlineBackend;
+
+  constructor(
+    private graph: OGWorldGraph,
+    private module: WebAssembly.Module,
+    private workerURL: string | URL,
+    private onFailure: (error: OGError) => void,
+  ) {
+    this.fallback = new InlineBackend(graph);
+    this.boot();
+  }
+
+  get worker(): Worker | undefined {
+    return this.live;
+  }
+
+  private boot(): void {
+    try {
+      const worker = new Worker(this.workerURL, { type: 'module' });
+      this.live = worker;
+      worker.onmessage = (event: MessageEvent<WorkerReply>) => { this.receive(event.data); };
+      worker.onerror = () => { this.crash(); };
+      worker.onmessageerror = () => { this.crash(); };
+      worker.postMessage({ kind: 'init', request: 0, module: this.module } satisfies WorkerMessage);
+    } catch {
+      this.crash();
+    }
+  }
+
+  private crash(): void {
+    if (this.disposed || this.failed) return;
+    this.live?.terminate();
+    this.live = undefined;
+    this.snapshots.clear();
+    if (this.restarts > 0) {
+      this.fail();
+      return;
+    }
+    this.restarts++;
+    this.drain();
+    this.boot();
+  }
+
+  private fail(): void {
+    this.failed = true;
+    const error = new OGError('WorkerFailure', 'tessellation', 'tessellation worker failed');
+    this.ready.reject(error);
+    this.drain();
+    queueMicrotask(() => { if (!this.disposed) this.onFailure(error); });
+  }
+
+  private drain(): void {
+    const entries = [...this.pending.entries()];
+    this.pending.clear();
+    for (const [request, { value, resolve, reject }] of entries) {
+      try {
+        resolve(value ? { request, ok: true, buffers: this.fallback.compute(value) } : undefined);
+      } catch (error) {
+        reject(error);
+      }
+    }
+  }
+
+  private receive(reply: WorkerReply): void {
+    if ('kind' in reply) {
+      this.snapshots.delete(`${reply.shapeId}@${String(reply.revision)}`);
+      return;
+    }
+    if (reply.request === 0) {
+      if ('ok' in reply) this.ready.resolve();
+      else this.crash();
+      return;
+    }
+    if (reply.request === undefined) return;
+    const pending = this.pending.get(reply.request);
+    if (!pending) return;
+    this.pending.delete(reply.request);
+    if ('error' in reply) {
+      pending.reject(new OGError(reply.error.code, 'tessellation', reply.error.message, reply.error.details));
+      if (reply.error.code === 'KernelPanic') this.crash();
+    } else pending.resolve(reply);
+  }
+
+  private async send(message: SendBody, transfer: Transferable[] = []): Promise<WorkerReply | undefined> {
+    try {
+      await this.ready.promise;
+    } catch {
+      return undefined;
+    }
+    const worker = this.live;
+    if (this.failed || this.disposed || !worker) return undefined;
+    const request = this.nextRequest++;
+    const value = message.kind === 'tessellate' ? message : undefined;
+    if (value) this.recordSend(value);
+    return new Promise((resolve, reject) => {
+      this.pending.set(request, { value, resolve, reject });
+      worker.postMessage({ ...message, request }, transfer);
+    });
+  }
+
+  private recordSend(value: TessellationRequest): void {
+    const { shapeId, bucket, priority, generation } = value;
+    this.sendLog.push({ kind: 'tessellate', shapeId, bucket, priority, generation });
+    if (this.sendLog.length > SEND_LOG_LIMIT) this.sendLog.shift();
+  }
+
+  async ensureSnapshot(shapeId: string, revision: number): Promise<void> {
+    const key = `${shapeId}@${String(revision)}`;
+    if (this.failed || this.snapshots.has(key)) return;
+    const bytes = call('tessellation', () => this.graph.snapshot(shapeId));
+    const reply = await this.send({ kind: 'snapshot', shapeId, revision, bytes }, [bytes.buffer]);
+    if (!reply) {
+      if (this.live) await this.ensureSnapshot(shapeId, revision);
+      return;
+    }
+    if (!('ok' in reply)) throw new OGError('WorkerFailure', 'snapshot', 'worker rejected snapshot');
+    this.snapshots.add(key);
+  }
+
+  async request(value: TessellationRequest): Promise<DisplayBuffers> {
+    if (this.failed) return this.fallback.compute(value);
+    this.latestGenerations.set(value.shapeId, value.generation);
+    await Promise.resolve();
+    if (this.latestGenerations.get(value.shapeId) !== value.generation) {
+      throw new OGError('Cancelled', 'tessellation', 'tessellation request superseded');
+    }
+    await this.ensureSnapshot(value.shapeId, value.revision);
+    if (this.latestGenerations.get(value.shapeId) !== value.generation) {
+      throw new OGError('Cancelled', 'tessellation', 'tessellation request superseded');
+    }
+    let reply = await this.send(tessellate(value));
+    if (reply && 'missingSnapshot' in reply) {
+      this.snapshots.delete(`${value.shapeId}@${String(value.revision)}`);
+      await this.ensureSnapshot(value.shapeId, value.revision);
+      reply = await this.send(tessellate(value));
+    }
+    return this.buffersFrom(value, reply);
+  }
+
+  private buffersFrom(value: TessellationRequest, reply: WorkerReply | undefined): DisplayBuffers {
+    if (!reply) {
+      if (this.failed) return this.fallback.compute(value);
+      throw new OGError('WorkerFailure', 'tessellation', 'runtime disposed');
+    }
+    if ('superseded' in reply) throw new OGError('Cancelled', 'tessellation', 'tessellation request superseded');
+    if ('buffers' in reply) return reply.buffers;
+    throw new OGError('WorkerFailure', 'tessellation', 'worker returned no buffers');
+  }
+
+  cancelShape(shapeId: string, generation: number): void {
+    this.live?.postMessage({ kind: 'cancel', shapeId, generation } satisfies WorkerMessage);
+  }
+
+  drop(shapeId: string, revision: number): void {
+    this.snapshots.delete(`${shapeId}@${String(revision)}`);
+    this.live?.postMessage({ kind: 'drop', shapeId, revision } satisfies WorkerMessage);
+  }
+
+  dispose(): void {
+    this.disposed = true;
+    this.live?.terminate();
+    this.live = undefined;
+    const error = new OGError('WorkerFailure', 'tessellation', 'runtime disposed');
+    for (const pending of this.pending.values()) pending.reject(error);
+    this.pending.clear();
+    this.snapshots.clear();
+    this.ready.reject(error);
+  }
+}
+
+function tessellate(value: TessellationRequest): Omit<TessellateMessage, 'request'> {
+  const { shapeId, revision, bucket, priority, maxTriangles, generation } = value;
+  return { kind: 'tessellate', shapeId, revision, bucket, priority, maxTriangles, generation };
+}
diff --git a/main/opengeometry-three/src/rendering/worker-protocol.ts b/main/opengeometry-three/src/rendering/worker-protocol.ts
new file mode 100644
index 0000000..f0378c3
--- /dev/null
+++ b/main/opengeometry-three/src/rendering/worker-protocol.ts
@@ -0,0 +1,29 @@
+import type { DisplayBuffers } from '../dto/display-buffers';
+import type { TessellationRequest } from './provider';
+
+export type WorkerError = { code: string; message: string; details?: unknown };
+
+export type SnapshotMessage = {
+  kind: 'snapshot';
+  request: number;
+  shapeId: string;
+  revision: number;
+  bytes: Uint8Array;
+};
+
+export type TessellateMessage = TessellationRequest & { kind: 'tessellate'; request: number };
+
+export type WorkerMessage =
+  | { kind: 'init'; request: 0; module: WebAssembly.Module }
+  | SnapshotMessage
+  | TessellateMessage
+  | { kind: 'cancel'; shapeId: string; generation: number }
+  | { kind: 'drop'; shapeId: string; revision: number };
+
+export type WorkerReply =
+  | { request: number; ok: true }
+  | { request: number; ok: true; buffers: DisplayBuffers }
+  | { request: number | undefined; error: WorkerError }
+  | { request: number; superseded: true }
+  | { request: number; missingSnapshot: true }
+  | { kind: 'evicted'; shapeId: string; revision: number };
diff --git a/main/opengeometry-three/src/rendering/worker/job-queue.ts b/main/opengeometry-three/src/rendering/worker/job-queue.ts
new file mode 100644
index 0000000..17202da
--- /dev/null
+++ b/main/opengeometry-three/src/rendering/worker/job-queue.ts
@@ -0,0 +1,28 @@
+import type { TessellateMessage } from '../worker-protocol';
+
+export class JobQueue {
+  private readonly jobs = new Map<string, TessellateMessage>();
+
+  get size(): number {
+    return this.jobs.size;
+  }
+
+  push(job: TessellateMessage): number | undefined {
+    const previous = this.jobs.get(job.shapeId);
+    this.jobs.set(job.shapeId, job);
+    return previous?.request;
+  }
+
+  cancel(shapeId: string, generation: number): number | undefined {
+    const previous = this.jobs.get(shapeId);
+    if (!previous || previous.generation > generation) return undefined;
+    this.jobs.delete(shapeId);
+    return previous.request;
+  }
+
+  next(): TessellateMessage | undefined {
+    const next = [...this.jobs.values()].sort((a, b) => a.priority - b.priority)[0];
+    if (next) this.jobs.delete(next.shapeId);
+    return next;
+  }
+}
diff --git a/main/opengeometry-three/src/rendering/worker/message-guards.ts b/main/opengeometry-three/src/rendering/worker/message-guards.ts
new file mode 100644
index 0000000..7f2ef89
--- /dev/null
+++ b/main/opengeometry-three/src/rendering/worker/message-guards.ts
@@ -0,0 +1,67 @@
+import type { WorkerMessage } from '../worker-protocol';
+
+export type GuardFailure = { request: number | undefined; error: { code: 'InvalidParameter'; message: string } };
+
+type Check = (value: unknown) => boolean;
+
+const KINDS = ['init', 'snapshot', 'tessellate', 'cancel', 'drop'] as const;
+
+export function parseWorkerMessage(data: unknown): WorkerMessage | GuardFailure {
+  if (isWorkerMessage(data)) return data;
+  const message = problemOf(data) ?? 'invalid worker message';
+  return { request: requestOf(data), error: { code: 'InvalidParameter', message } };
+}
+
+function isWorkerMessage(data: unknown): data is WorkerMessage {
+  return problemOf(data) === undefined;
+}
+
+function problemOf(data: unknown): string | undefined {
+  if (typeof data !== 'object' || data === null) return 'worker message is not an object';
+  const kind: unknown = Reflect.get(data, 'kind');
+  const known = KINDS.find((name) => name === kind);
+  if (known === undefined) return `worker message field kind has unknown value ${String(kind)}`;
+  const checks = fieldChecks(known);
+  const extra = Object.keys(data).find((key) => !Object.hasOwn(checks, key));
+  if (extra !== undefined) return `unknown worker message field ${extra}`;
+  const invalid = Object.entries(checks).find(([key, check]) => !check(Reflect.get(data, key)));
+  return invalid === undefined ? undefined : `worker message field ${invalid[0]} is missing or invalid`;
+}
+
+function fieldChecks(kind: (typeof KINDS)[number]): Record<string, Check> {
+  switch (kind) {
+    case 'init':
+      return { kind: isKind, request: (value) => value === 0, module: (value) => value instanceof WebAssembly.Module };
+    case 'snapshot':
+      return {
+        kind: isKind, request: isFiniteNumber, shapeId: isShapeId, revision: isFiniteNumber,
+        bytes: (value) => value instanceof Uint8Array,
+      };
+    case 'tessellate':
+      return {
+        kind: isKind, request: isFiniteNumber, shapeId: isShapeId, revision: isFiniteNumber, bucket: isFiniteNumber,
+        priority: isFiniteNumber, maxTriangles: isFiniteNumber, generation: isFiniteNumber,
+      };
+    case 'cancel':
+      return { kind: isKind, shapeId: isShapeId, generation: isFiniteNumber };
+    case 'drop':
+      return { kind: isKind, shapeId: isShapeId, revision: isFiniteNumber };
+  }
+}
+
+function requestOf(data: unknown): number | undefined {
+  const request: unknown = typeof data === 'object' && data !== null ? Reflect.get(data, 'request') : undefined;
+  return isFiniteNumber(request) ? request : undefined;
+}
+
+function isKind(): boolean {
+  return true;
+}
+
+function isFiniteNumber(value: unknown): value is number {
+  return typeof value === 'number' && Number.isFinite(value);
+}
+
+function isShapeId(value: unknown): boolean {
+  return typeof value === 'string' && value.length > 0;
+}
diff --git a/main/opengeometry-three/src/rendering/worker/snapshot-cache.ts b/main/opengeometry-three/src/rendering/worker/snapshot-cache.ts
new file mode 100644
index 0000000..5c4f7ba
--- /dev/null
+++ b/main/opengeometry-three/src/rendering/worker/snapshot-cache.ts
@@ -0,0 +1,44 @@
+import type { OGTessellator } from '../../kernel/kernel-loader';
+
+type Slot = { slot: number; bytes: number; lastUse: number };
+
+export class SnapshotCache {
+  private readonly entries = new Map<string, Slot>();
+  private totalBytes = 0;
+  private clock = 0;
+
+  load(key: string, bytes: Uint8Array, tessellator: OGTessellator): void {
+    this.drop(key, tessellator);
+    const slot = tessellator.load(bytes);
+    this.entries.set(key, { slot, bytes: bytes.byteLength, lastUse: ++this.clock });
+    this.totalBytes += bytes.byteLength;
+  }
+
+  drop(key: string, tessellator: OGTessellator): void {
+    const old = this.entries.get(key);
+    if (!old) return;
+    tessellator.drop(old.slot);
+    this.entries.delete(key);
+    this.totalBytes -= old.bytes;
+  }
+
+  touch(key: string): number | undefined {
+    const entry = this.entries.get(key);
+    if (!entry) return undefined;
+    entry.lastUse = ++this.clock;
+    return entry.slot;
+  }
+
+  evict(except: string, tessellator: OGTessellator): string[] {
+    const evicted: string[] = [];
+    while (this.totalBytes > 128 * 1024 * 1024) {
+      const oldest = [...this.entries.entries()]
+        .filter(([key]) => key !== except)
+        .sort((a, b) => a[1].lastUse - b[1].lastUse)[0];
+      if (!oldest) break;
+      this.drop(oldest[0], tessellator);
+      evicted.push(oldest[0]);
+    }
+    return evicted;
+  }
+}
diff --git a/main/opengeometry-three/src/runtime/create-runtime.ts b/main/opengeometry-three/src/runtime/create-runtime.ts
new file mode 100644
index 0000000..4d62ff1
--- /dev/null
+++ b/main/opengeometry-three/src/runtime/create-runtime.ts
@@ -0,0 +1,62 @@
+import type { Events, Listener } from '../dto/events';
+import type { OGError } from '../errors';
+import { compileKernel, initKernel, OGWorldGraph } from '../kernel/kernel-loader';
+import { ACCURACY } from '../limits';
+import { refreshDisplayed } from '../rendering/geometry/render-pass';
+import { InlineBackend } from '../rendering/inline-backend';
+import { createLodState } from '../rendering/lod/lod-controller';
+import { RecordPool } from '../rendering/records/record-pool';
+import { WorkerBackend } from '../rendering/worker-backend';
+import { encode } from '../world-graph/codec';
+import { emit } from './event-bus';
+import {
+  nextEpoch, pendingCreate, setPendingCreate, setRuntime, type CreateOptions, type Runtime,
+} from './runtime-state';
+
+export type KernelInput = { wasmURL?: string | URL; wasmModule?: WebAssembly.Module };
+
+export function createRuntimeOnce(input: KernelInput, options: CreateOptions): Promise<Runtime> {
+  const pending = pendingCreate();
+  if (pending) return pending;
+  const created = loadRuntime(input, options).finally(() => { setPendingCreate(undefined); });
+  setPendingCreate(created);
+  return created;
+}
+
+async function loadRuntime(input: KernelInput, options: CreateOptions): Promise<Runtime> {
+  const wasmURL = input.wasmURL ?? new URL('./opengeometry_bg.wasm', import.meta.url);
+  const module = input.wasmModule ?? await compileKernel(wasmURL);
+  await initKernel(module);
+  const state = createRuntime(module, options);
+  setRuntime(state);
+  return state;
+}
+
+export function createRuntime(module: WebAssembly.Module, options: CreateOptions): Runtime {
+  const graph = new OGWorldGraph(encode(ACCURACY));
+  const listeners = new Map<Events, Set<Listener>>();
+  const provider = options.tessellation === 'inline' || typeof Worker === 'undefined'
+    ? new InlineBackend(graph)
+    : new WorkerBackend(
+      graph,
+      module,
+      options.workerURL ?? new URL('./tessellation-worker.js', import.meta.url),
+      (error) => { fallBack(state, error); },
+    );
+  const state: Runtime = {
+    graph, provider, records: new RecordPool(), bodies: new Map(), pickTargets: new WeakMap(), byShape: new Map(),
+    limbo: new Map(), listeners,
+    revision: 0n, readyVersion: 0, flushedReadyVersion: -1, renderPassActive: false, pass: 0, displayed: new Map(),
+    pending: new Map(), generations: new Map(), shapeBuckets: new Map(),
+    lod: createLodState(() => { refreshDisplayed(state); }), module, createOptions: options, poisoned: false,
+    flushes: 0, marks: new Map(), flushing: false, surfacePool: new Map(), linePool: new Map(), epoch: nextEpoch(),
+  };
+  return state;
+}
+
+function fallBack(state: Runtime, error: OGError): void {
+  const worker = state.provider;
+  state.provider = new InlineBackend(state.graph);
+  worker.dispose();
+  emit('error', error);
+}
diff --git a/main/opengeometry-three/src/runtime/event-bus.ts b/main/opengeometry-three/src/runtime/event-bus.ts
new file mode 100644
index 0000000..b45eadf
--- /dev/null
+++ b/main/opengeometry-three/src/runtime/event-bus.ts
@@ -0,0 +1,14 @@
+import type { Events, Listener } from '../dto/events';
+import { currentRuntime, runtime } from './runtime-state';
+
+export function on(event: Events, handler: Listener): () => boolean {
+  const listeners = runtime().listeners;
+  const group = listeners.get(event) ?? new Set<Listener>();
+  group.add(handler);
+  listeners.set(event, group);
+  return () => group.delete(handler);
+}
+
+export function emit(event: Events, detail: unknown): void {
+  for (const handler of currentRuntime()?.listeners.get(event) ?? []) handler(detail);
+}
diff --git a/main/opengeometry-three/src/runtime/reset.ts b/main/opengeometry-three/src/runtime/reset.ts
new file mode 100644
index 0000000..cc146aa
--- /dev/null
+++ b/main/opengeometry-three/src/runtime/reset.ts
@@ -0,0 +1,18 @@
+import { createRuntime } from './create-runtime';
+import { currentRuntime, setRuntime } from './runtime-state';
+
+export function reset(): void {
+  const state = currentRuntime();
+  if (!state) return;
+  for (const body of [...state.bodies.values()]) {
+    body.visible = false;
+    body.finalize();
+  }
+  state.provider.dispose();
+  state.records.clear();
+  for (const entry of [...state.surfacePool.values(), ...state.linePool.values()]) entry.material.dispose();
+  state.surfacePool.clear();
+  state.linePool.clear();
+  state.graph.free();
+  setRuntime(createRuntime(state.module, state.createOptions));
+}
diff --git a/main/opengeometry-three/src/runtime/runtime-state.ts b/main/opengeometry-three/src/runtime/runtime-state.ts
new file mode 100644
index 0000000..4e6a42d
--- /dev/null
+++ b/main/opengeometry-three/src/runtime/runtime-state.ts
@@ -0,0 +1,104 @@
+import type { Body } from '../bodies/body';
+import type { Events, Listener } from '../dto/events';
+import { OGError } from '../errors';
+import type { OGWorldGraph } from '../kernel/kernel-loader';
+import type { OGMark } from '../marks/og-mark';
+import type { LodState } from '../rendering/lod/lod-controller';
+import type { LineEntry, SurfaceEntry } from '../rendering/materials/material-pool';
+import type { TessellationProvider } from '../rendering/provider';
+import type { RecordPool } from '../rendering/records/record-pool';
+
+export type CreateOptions = { workerURL?: string | URL; tessellation?: 'worker' | 'inline' };
+
+export type LimboEntry = { watermark: number; parent: Body['parent'] };
+
+export type Runtime = {
+  graph: OGWorldGraph;
+  provider: TessellationProvider;
+  records: RecordPool;
+  bodies: Map<string, Body>;
+  pickTargets: WeakMap<object, Body>;
+  byShape: Map<string, Set<Body>>;
+  limbo: Map<Body, LimboEntry>;
+  listeners: Map<Events, Set<Listener>>;
+  revision: bigint;
+  readyVersion: number;
+  flushedReadyVersion: number;
+  renderPassActive: boolean;
+  pass: number;
+  displayed: Map<Body, number>;
+  pending: Map<string, Promise<void>>;
+  generations: Map<string, number>;
+  shapeBuckets: Map<string, { revision: number; floor: number; static: number; error?: unknown }>;
+  lod: LodState;
+  module: WebAssembly.Module;
+  createOptions: CreateOptions;
+  displayDeflection?: number;
+  poisoned: boolean;
+  flushes: number;
+  marks: Map<number, OGMark>;
+  flushing: boolean;
+  surfacePool: Map<string, SurfaceEntry>;
+  linePool: Map<string, LineEntry>;
+  epoch: number;
+};
+
+let state: Runtime | undefined;
+let creating: Promise<Runtime> | undefined;
+let epochs = 0;
+
+export function runtime(): Runtime {
+  if (!state) throw new OGError('NotInitialised', 'OpenGeometry', 'call OpenGeometry.create() first');
+  return state;
+}
+
+export function currentRuntime(): Runtime | undefined {
+  return state;
+}
+
+export function setRuntime(value: Runtime | undefined): void {
+  state = value;
+}
+
+export function pendingCreate(): Promise<Runtime> | undefined {
+  return creating;
+}
+
+export function setPendingCreate(value: Promise<Runtime> | undefined): void {
+  creating = value;
+}
+
+export function nextEpoch(): number {
+  return ++epochs;
+}
+
+export function bodyKey(handle: number, generation: number): string {
+  return `${String(handle)}:${String(generation)}`;
+}
+
+export function reindexShape(state: Runtime, body: Body, previousShapeId: string | null): void {
+  const shapeId = body.lastInfo.shapeId;
+  if (shapeId === previousShapeId) return;
+  if (previousShapeId) {
+    const previous = state.byShape.get(previousShapeId);
+    previous?.delete(body);
+    if (previous?.size === 0) {
+      state.byShape.delete(previousShapeId);
+      forgetShape(state, previousShapeId);
+    }
+  }
+  if (shapeId) state.byShape.set(shapeId, (state.byShape.get(shapeId) ?? new Set<Body>()).add(body));
+}
+
+export function releaseShapeIfEmpty(state: Runtime, shapeId: string, revision: number): void {
+  if (state.byShape.get(shapeId)?.size) return;
+  state.byShape.delete(shapeId);
+  forgetShape(state, shapeId);
+  state.records.purge(shapeId);
+  state.provider.drop(shapeId, revision);
+}
+
+function forgetShape(state: Runtime, shapeId: string): void {
+  state.lod.shapes.delete(shapeId);
+  state.shapeBuckets.delete(shapeId);
+}
diff --git a/main/opengeometry-three/src/shapes/analytic-pattern.ts b/main/opengeometry-three/src/shapes/analytic-pattern.ts
deleted file mode 100644
index f694f14..0000000
--- a/main/opengeometry-three/src/shapes/analytic-pattern.ts
+++ /dev/null
@@ -1,173 +0,0 @@
-import * as THREE from "three";
-import { AnalyticSolid } from "./analytic-solid";
-
-export interface AnalyticPatternInstance {
-  id?: string;
-  matrix: THREE.Matrix4;
-}
-
-export interface AnalyticPatternHit {
-  pattern: AnalyticPattern;
-  instanceIndex: number;
-  instanceId: string;
-  source: AnalyticSolid;
-  faceId?: number;
-}
-
-function finiteMatrix(matrix: THREE.Matrix4): boolean {
-  return matrix.elements.every(Number.isFinite);
-}
-
-/**
- * Renders many rigid placements of one authoritative analytic body. The source
- * owns the BRep; instances own only identity and placement matrices.
- */
-export class AnalyticPattern extends THREE.Group {
-  readonly source: AnalyticSolid;
-  readonly surface: THREE.InstancedMesh<THREE.BufferGeometry, THREE.Material>;
-  readonly instanceIds: readonly string[];
-  private disposed = false;
-
-  constructor(source: AnalyticSolid, instances: readonly AnalyticPatternInstance[]) {
-    super();
-    if (!(source instanceof AnalyticSolid) || source.isDisposed) {
-      throw new Error("Analytic patterns require an active AnalyticSolid source");
-    }
-    if (instances.length === 0 || instances.length > 100_000) {
-      throw new Error("Analytic patterns require 1–100,000 instances");
-    }
-    if (instances.some(({ matrix }) => !(matrix instanceof THREE.Matrix4) || !finiteMatrix(matrix))) {
-      throw new Error("Analytic pattern placements must be finite Matrix4 values");
-    }
-    const ids = instances.map((instance, index) => instance.id ?? `${source.ogid}:instance-${index}`);
-    if (ids.some((id) => !id) || new Set(ids).size !== ids.length) {
-      throw new Error("Analytic pattern instance identities must be nonempty and unique");
-    }
-    this.source = source;
-    this.instanceIds = ids;
-    this.surface = new THREE.InstancedMesh(
-      source.surface.geometry,
-      source.surface.material,
-      instances.length,
-    );
-    this.surface.name = `${source.name || source.ogid} pattern`;
-    this.surface.userData.ogid = source.ogid;
-    this.surface.userData.analyticPattern = this;
-    instances.forEach((instance, index) => this.surface.setMatrixAt(index, instance.matrix));
-    this.surface.instanceMatrix.needsUpdate = true;
-    this.add(this.surface);
-  }
-
-  get count(): number { return this.instanceIds.length; }
-
-  setInstanceMatrix(index: number, matrix: THREE.Matrix4): void {
-    this.checkActive();
-    if (!Number.isInteger(index) || index < 0 || index >= this.count) {
-      throw new Error("Analytic pattern instance index is outside the pattern");
-    }
-    if (!(matrix instanceof THREE.Matrix4) || !finiteMatrix(matrix)) {
-      throw new Error("Analytic pattern placement must be a finite Matrix4");
-    }
-    this.surface.setMatrixAt(index, matrix);
-    this.surface.instanceMatrix.needsUpdate = true;
-    this.surface.computeBoundingBox();
-    this.surface.computeBoundingSphere();
-  }
-
-  resolveIntersection(intersection: THREE.Intersection): AnalyticPatternHit | undefined {
-    if (intersection.object !== this.surface || intersection.instanceId === undefined) return undefined;
-    const instanceIndex = intersection.instanceId;
-    if (instanceIndex < 0 || instanceIndex >= this.count) return undefined;
-    const triangleIndex = intersection.faceIndex;
-    const faceId = triangleIndex === undefined ? undefined : this.source.faceIdForTriangle(triangleIndex);
-    return {
-      pattern: this,
-      instanceIndex,
-      instanceId: this.instanceIds[instanceIndex],
-      source: this.source,
-      faceId,
-    };
-  }
-
-  dispose(): void {
-    if (this.disposed) return;
-    this.disposed = true;
-    this.remove(this.surface);
-    this.surface.dispose();
-  }
-
-  private checkActive(): void {
-    if (this.disposed) throw new Error("Analytic pattern has been disposed");
-    if (this.source.isDisposed) throw new Error("Analytic pattern source has been disposed");
-  }
-}
-
-export function linearPattern(
-  source: AnalyticSolid,
-  count: number,
-  spacing: THREE.Vector3,
-): AnalyticPattern {
-  if (!Number.isInteger(count) || count < 1 || count > 100_000) {
-    throw new Error("Linear pattern count must be an integer from 1 to 100,000");
-  }
-  if (!(spacing instanceof THREE.Vector3) || ![spacing.x, spacing.y, spacing.z].every(Number.isFinite)) {
-    throw new Error("Linear pattern spacing must be a finite Vector3");
-  }
-  return new AnalyticPattern(source, Array.from({ length: count }, (_, index) => ({
-    matrix: new THREE.Matrix4().makeTranslation(spacing.x * index, spacing.y * index, spacing.z * index),
-  })));
-}
-
-export function rectangularPattern(
-  source: AnalyticSolid,
-  counts: readonly [number, number],
-  spacing: readonly [THREE.Vector3, THREE.Vector3],
-): AnalyticPattern {
-  if (counts.some((count) => !Number.isInteger(count) || count < 1) || counts[0] * counts[1] > 100_000) {
-    throw new Error("Rectangular pattern counts must be positive integers with at most 100,000 instances");
-  }
-  if (spacing.some((vector) => !(vector instanceof THREE.Vector3)
-    || ![vector.x, vector.y, vector.z].every(Number.isFinite))) {
-    throw new Error("Rectangular pattern spacing vectors must be finite");
-  }
-  const instances: AnalyticPatternInstance[] = [];
-  for (let row = 0; row < counts[1]; row += 1) {
-    for (let column = 0; column < counts[0]; column += 1) {
-      instances.push({
-        id: `${source.ogid}:instance-${column}-${row}`,
-        matrix: new THREE.Matrix4().makeTranslation(
-          spacing[0].x * column + spacing[1].x * row,
-          spacing[0].y * column + spacing[1].y * row,
-          spacing[0].z * column + spacing[1].z * row,
-        ),
-      });
-    }
-  }
-  return new AnalyticPattern(source, instances);
-}
-
-export function circularPattern(
-  source: AnalyticSolid,
-  count: number,
-  radius: number,
-  options: { startAngle?: number; sweepAngle?: number; rotateInstances?: boolean } = {},
-): AnalyticPattern {
-  if (!Number.isInteger(count) || count < 1 || count > 100_000) {
-    throw new Error("Circular pattern count must be an integer from 1 to 100,000");
-  }
-  if (!Number.isFinite(radius) || radius < 0) throw new Error("Circular pattern radius must be finite and nonnegative");
-  const start = options.startAngle ?? 0;
-  const sweep = options.sweepAngle ?? Math.PI * 2;
-  if (![start, sweep].every(Number.isFinite) || sweep === 0) {
-    throw new Error("Circular pattern angles must be finite with a nonzero sweep");
-  }
-  const closed = Math.abs(Math.abs(sweep) - Math.PI * 2) <= 64 * Number.EPSILON;
-  const denominator = closed ? count : Math.max(1, count - 1);
-  const instances = Array.from({ length: count }, (_, index) => {
-    const angle = start + sweep * index / denominator;
-    const matrix = new THREE.Matrix4().makeTranslation(radius * Math.cos(angle), 0, radius * Math.sin(angle));
-    if (options.rotateInstances ?? true) matrix.multiply(new THREE.Matrix4().makeRotationY(-angle));
-    return { id: `${source.ogid}:instance-${index}`, matrix };
-  });
-  return new AnalyticPattern(source, instances);
-}
diff --git a/main/opengeometry-three/src/shapes/analytic-solid.ts b/main/opengeometry-three/src/shapes/analytic-solid.ts
deleted file mode 100644
index def85c1..0000000
--- a/main/opengeometry-three/src/shapes/analytic-solid.ts
+++ /dev/null
@@ -1,760 +0,0 @@
-import * as THREE from "three";
-import { OGAnalyticBrep, tessellate_brep } from "../../../opengeometry/pkg/opengeometry";
-import { getUUID } from "../utils/randomizer";
-import { GEOMETRY_DEFLECTION_SHARE, type AnalyticTessellationData } from "../rendering/analytic-tessellation";
-import { matrixToWorldTransform } from "../world/world-graph";
-import { analyticIfcText, AnalyticExchangeBodyV2 } from "../export/analytic-ifc";
-import { parseAnalyticGeometryError } from "../operations/analytic-errors";
-
-export interface AnalyticFrame {
-  origin: [number, number, number];
-  x: [number, number, number];
-  y: [number, number, number];
-  z: [number, number, number];
-}
-
-export interface AnalyticAccuracy {
-  geometric: number;
-  intersection: number;
-  tessellation: number;
-  exchange: number;
-}
-
-export interface AnalyticAnnularSectorOpening {
-  id: string;
-  angle: number;
-  width: number;
-  bottom: number;
-  height: number;
-}
-
-export type AnalyticProfileEdge =
-  | { kind: "line"; from: [number, number]; to: [number, number] }
-  | { kind: "arc"; center: [number, number]; radius: number; startAngle: number; sweepAngle: number };
-
-export type AnalyticPolygonLoftAlignment = "auto" | {
-  upperStartIndex: number;
-  reverseUpper?: boolean;
-};
-
-export interface AnalyticProjectionCamera {
-  position: { x: number; y: number; z: number };
-  target: { x: number; y: number; z: number };
-  up: { x: number; y: number; z: number };
-  near: number;
-  projection_mode: "Orthographic" | "Perspective";
-}
-
-export interface AnalyticProjectionHlr {
-  hide_hidden_edges: boolean;
-}
-
-interface AnalyticOptions {
-  ogid?: string;
-  frame?: AnalyticFrame;
-  accuracy?: AnalyticAccuracy;
-  deflection?: number;
-  color?: THREE.ColorRepresentation;
-}
-
-export type AnalyticPrimitiveOptions = AnalyticOptions & (
-  | { kind: "cuboid"; width: number; depth: number; height: number }
-  | { kind: "linearExtrusion"; outer: [number, number][]; holes: [number, number][][]; height: number }
-  | { kind: "arcEdgedExtrusion"; outer: AnalyticProfileEdge[]; holes?: AnalyticProfileEdge[][]; height: number }
-  | { kind: "polygonLoft"; lower: [number, number, number][]; upper: [number, number, number][]; alignment?: AnalyticPolygonLoftAlignment }
-  | { kind: "boxWithArchedOpening"; width: number; depth: number; height: number; opening: { id: string; station: number; width: number; bottom: number; height: number } }
-  | { kind: "planarPolyhedron"; vertices: [number, number, number][]; faces: number[][] }
-  | { kind: "cylinder" | "cone"; radius: number; height: number }
-  | { kind: "cylinderSector"; radius: number; height: number; startAngle: number; sweepAngle: number }
-  | { kind: "sphere"; radius: number }
-  | { kind: "frustum"; lowerRadius: number; upperRadius: number; height: number }
-  | { kind: "torus"; majorRadius: number; minorRadius: number }
-  | { kind: "annularSectorExtrusion"; radius: number; thickness: number; height: number; startAngle: number; sweepAngle: number }
-  | { kind: "annularSectorExtrusionWithOpenings"; radius: number; thickness: number; height: number; startAngle: number; sweepAngle: number; openings: AnalyticAnnularSectorOpening[] }
-  | { kind: "annularSectorExtrusionWithArchedOpening"; radius: number; thickness: number; height: number; startAngle: number; sweepAngle: number; opening: AnalyticAnnularSectorOpening }
-  | { kind: "coaxialCircleLoft"; lowerRadius: number; upperRadius: number; height: number }
-  | { kind: "revolvedRectangle"; innerRadius: number; outerRadius: number; height: number }
-  | { kind: "chamferedCuboid"; width: number; depth: number; height: number; chamfer: number }
-  | { kind: "filletedCylinder"; radius: number; height: number; filletRadius: number }
-);
-
-export type AnalyticBooleanOp = "union" | "intersection" | "subtraction";
-export type AnalyticPointClassification = "inside" | "outside" | "boundary" | "unknown";
-
-export interface AnalyticBooleanReport {
-  operation: AnalyticBooleanOp;
-  quality: { kind: "Analytic" };
-  contacts: [number, number, number][];
-  coincident: boolean;
-  face_mappings: {
-    source: { entity: string; body: string; key: string; face: number };
-    result_faces: number[];
-  }[];
-}
-
-export interface AnalyticBrepOptions extends Omit<AnalyticOptions, "ogid" | "frame" | "accuracy"> {
-  kind: "brep";
-  serialized: string;
-}
-
-export interface AnalyticTessellationStats {
-  requestedDeflection: number;
-  achievedDeflection: number;
-  triangleCount: number;
-  faceCount: number;
-  revision: bigint;
-}
-
-export interface AnalyticTessellationOptions {
-  maxTriangles?: number;
-}
-
-export interface AnalyticStepExport {
-  text: string;
-  report: {
-    schema_version: 2;
-    revision: string;
-    length_unit: "metre" | "millimetre";
-    quality: { kind: string };
-    faces: number;
-    edges: number;
-    solids: number;
-    cavity_shells: number;
-    collapsed_chart_uses: number;
-    geometric_tolerance: number;
-    exchange_error_bound: number;
-    validation_level: string;
-  };
-}
-
-export interface AnalyticStlExport {
-  bytes: Uint8Array;
-  report: {
-    schema_version: 2;
-    revision: string;
-    triangle_count: number;
-    requested_deflection: number;
-    achieved_deflection: number;
-    float32_encoding_error: number;
-    quality: "tessellated_from_analytic_brep";
-  };
-}
-
-export class AnalyticSolid extends THREE.Group {
-  readonly ogid: string;
-  readonly surface: THREE.Mesh<THREE.BufferGeometry, THREE.MeshStandardMaterial>;
-  readonly featureOutline: THREE.LineSegments<THREE.BufferGeometry, THREE.LineBasicMaterial>;
-  private kernel: OGAnalyticBrep;
-  private triangleFaces = new Uint32Array(0);
-  private outlineEdges = new Uint32Array(0);
-  private disposed = false;
-  private lastDeflection = 0.001;
-  private booleanReport?: AnalyticBooleanReport;
-
-  get report(): AnalyticBooleanReport | undefined { return this.booleanReport; }
-  get isDisposed(): boolean { return this.disposed; }
-  get modelRevision(): bigint { this.checkActive(); return this.kernel.get_revision(); }
-  get deflection(): number { return this.lastDeflection; }
-  get color(): THREE.Color { return this.surface.material.color; }
-  set color(value: THREE.ColorRepresentation) {
-    this.checkActive();
-    this.surface.material.color.set(value);
-    this.surface.material.needsUpdate = true;
-  }
-  get outline(): boolean { return this.featureOutline.visible; }
-  set outline(value: boolean) {
-    this.checkActive();
-    this.featureOutline.visible = value;
-    this.surface.material.polygonOffset = value;
-    this.surface.material.polygonOffsetFactor = 1;
-    this.surface.material.polygonOffsetUnits = 1;
-  }
-
-  constructor(options: AnalyticPrimitiveOptions | AnalyticBrepOptions) {
-    super();
-    const id = options.kind === "brep" ? "" : options.ogid ?? getUUID();
-    this.kernel = options.kind === "brep"
-      ? new OGAnalyticBrep(options.serialized)
-      : createPrimitiveKernel(options, id);
-    this.ogid = this.kernel.get_id();
-    this.surface = new THREE.Mesh(
-      new THREE.BufferGeometry(),
-      new THREE.MeshStandardMaterial({ color: options.color ?? 0x6699dd }),
-    );
-    this.surface.userData.ogid = this.ogid;
-    this.featureOutline = new THREE.LineSegments(new THREE.BufferGeometry(), new THREE.LineBasicMaterial({ color: 0x243040 }));
-    this.featureOutline.visible = false;
-    this.featureOutline.userData.ogid = this.ogid;
-    this.add(this.surface, this.featureOutline);
-    try {
-      this.retessellate(options.deflection ?? (options.kind === "brep" ? 0.001 : options.accuracy?.tessellation ?? 0.001));
-    } catch (error) {
-      this.dispose();
-      throw error;
-    }
-  }
-
-  static fromBrep(serialized: string, options: Omit<AnalyticBrepOptions, "kind" | "serialized"> = {}): AnalyticSolid {
-    return new AnalyticSolid({ ...options, kind: "brep", serialized });
-  }
-
-  boolean(other: AnalyticSolid, operation: AnalyticBooleanOp, options: { deflection?: number; color?: THREE.ColorRepresentation } = {}): AnalyticSolid {
-    this.checkActive();
-    other.checkActive();
-    const host = this.worldKernel();
-    let cutter: OGAnalyticBrep | undefined;
-    let result: OGAnalyticBrep | undefined;
-    try {
-      cutter = other.worldKernel();
-      result = host.boolean_brep(cutter, operation, getUUID());
-      const report = result.get_boolean_report_serialized();
-      const solid = AnalyticSolid.fromBrep(result.get_brep_serialized(), {
-        deflection: options.deflection ?? this.lastDeflection,
-        color: options.color ?? this.surface.material.color,
-      });
-      solid.booleanReport = report ? JSON.parse(report) as AnalyticBooleanReport : undefined;
-      solid.name = this.name;
-      solid.userData = { ...this.userData };
-      solid.outline = this.outline;
-      return solid;
-    } catch (error) {
-      throw parseAnalyticGeometryError(error);
-    } finally {
-      result?.free();
-      cutter?.free();
-      host.free();
-    }
-  }
-
-  union(other: AnalyticSolid, options: { deflection?: number; color?: THREE.ColorRepresentation } = {}): AnalyticSolid {
-    return this.boolean(other, "union", options);
-  }
-
-  intersection(other: AnalyticSolid, options: { deflection?: number; color?: THREE.ColorRepresentation } = {}): AnalyticSolid {
-    return this.boolean(other, "intersection", options);
-  }
-
-  subtract(cutters: AnalyticSolid[], options: { deflection?: number; color?: THREE.ColorRepresentation } = {}): AnalyticSolid {
-    if (!Array.isArray(cutters) || cutters.length === 0 || cutters.some((cutter) => !(cutter instanceof AnalyticSolid))) {
-      throw new Error("Analytic subtraction requires a nonempty AnalyticSolid array");
-    }
-    if (cutters.length > 1) {
-      const host = this.worldKernel();
-      const cutterKernels: OGAnalyticBrep[] = [];
-      let result: OGAnalyticBrep | undefined;
-      try {
-        for (const cutter of cutters) cutterKernels.push(cutter.worldKernel());
-        const payload = `[${cutterKernels.map((cutter) => cutter.get_brep_serialized()).join(",")}]`;
-        result = host.subtract_planar_cutters(payload, getUUID());
-        const report = result.get_boolean_report_serialized();
-        const solid = AnalyticSolid.fromBrep(result.get_brep_serialized(), {
-          deflection: options.deflection ?? this.lastDeflection,
-          color: options.color ?? this.surface.material.color,
-        });
-        solid.booleanReport = report ? JSON.parse(report) as AnalyticBooleanReport : undefined;
-        solid.name = this.name;
-        solid.userData = { ...this.userData };
-        solid.outline = this.outline;
-        return solid;
-      } catch (error) {
-        const parsed = parseAnalyticGeometryError(error);
-        // The native mixed-cutter path already chose a safe cutter order and
-        // checked spatial overlap. A serial fallback may drop an earlier
-        // cylindrical void or accept an invalid arched profile.
-        if (parsed.code !== "coverage_gap"
-          || parsed.families?.[0]?.includes("mixed cutter batch")) throw parsed;
-      } finally {
-        result?.free();
-        cutterKernels.forEach((cutter) => cutter.free());
-        host.free();
-      }
-    }
-    let result: AnalyticSolid | undefined;
-    try {
-      for (const cutter of cutters) {
-        const next = (result ?? this).boolean(cutter, "subtraction", options);
-        result?.dispose();
-        result = next;
-      }
-      return result!;
-    } catch (error) {
-      result?.dispose();
-      throw error;
-    }
-  }
-
-  shell(thickness: number, options: { deflection?: number; color?: THREE.ColorRepresentation } = {}): AnalyticSolid {
-    this.checkActive();
-    if (!Number.isFinite(thickness) || thickness <= 0) throw new Error("Shell thickness must be finite and positive");
-    const host = this.worldKernel();
-    let result: OGAnalyticBrep | undefined;
-    try {
-      result = host.shell(thickness, getUUID());
-      const report = result.get_boolean_report_serialized();
-      const solid = AnalyticSolid.fromBrep(result.get_brep_serialized(), {
-        deflection: options.deflection ?? this.lastDeflection,
-        color: options.color ?? this.surface.material.color,
-      });
-      solid.booleanReport = report ? JSON.parse(report) as AnalyticBooleanReport : undefined;
-      solid.name = this.name;
-      solid.userData = { ...this.userData };
-      solid.outline = this.outline;
-      return solid;
-    } catch (error) {
-      throw parseAnalyticGeometryError(error);
-    } finally {
-      result?.free();
-      host.free();
-    }
-  }
-
-  getBrepSerialized(): string {
-    this.checkActive();
-    return this.kernel.get_brep_serialized();
-  }
-
-  getBrepData(): Record<string, unknown> {
-    return JSON.parse(this.getBrepSerialized()) as Record<string, unknown>;
-  }
-
-  /** Rebuilds authored analytic geometry while preserving the wrapper and placement. */
-  protected replaceDefinition(options: AnalyticPrimitiveOptions): AnalyticTessellationStats {
-    this.checkActive();
-    const next = createPrimitiveKernel(options, this.ogid);
-    const previous = this.kernel;
-    this.kernel = next;
-    try {
-      const stats = this.retessellate(options.deflection ?? this.lastDeflection);
-      previous.free();
-      this.booleanReport = undefined;
-      return stats;
-    } catch (error) {
-      this.kernel = previous;
-      next.free();
-      throw error;
-    }
-  }
-
-  getWorldBrepSerialized(): string {
-    const placed = this.worldKernel();
-    try { return placed.get_brep_serialized(); }
-    finally { placed.free(); }
-  }
-
-  prepareIfcExchange(): AnalyticExchangeBodyV2 {
-    const placed = this.worldKernel();
-    try { return JSON.parse(placed.prepare_ifc_exchange()) as AnalyticExchangeBodyV2; }
-    finally { placed.free(); }
-  }
-
-  exportIfc(): { text: string; report: AnalyticExchangeBodyV2 } {
-    const report = this.prepareIfcExchange();
-    return { text: analyticIfcText(report, this.ogid), report };
-  }
-
-  /** Exports world placement and authored metre geometry, converted once to the selected STEP unit. */
-  exportStep(lengthUnit: "metre" | "millimetre" = "metre"): AnalyticStepExport {
-    const placed = this.worldKernel();
-    try { return JSON.parse(placed.export_step(lengthUnit)) as AnalyticStepExport; }
-    finally { placed.free(); }
-  }
-
-  /** Exports a binary STL tessellated from the placed analytic BRep at an explicit error budget. */
-  exportStl(deflection = this.lastDeflection): AnalyticStlExport {
-    if (!Number.isFinite(deflection) || deflection <= 0) {
-      throw new Error("STL deflection must be finite and positive");
-    }
-    const placed = this.worldKernel();
-    const result = tessellate_brep(
-      placed.get_brep_serialized(),
-      deflection * GEOMETRY_DEFLECTION_SHARE,
-    );
-    try {
-      const positions = result.positions();
-      const indices = result.indices();
-      const triangleCount = indices.length / 3;
-      if (!Number.isSafeInteger(triangleCount) || triangleCount > 0xffffffff) {
-        throw new Error("STL triangle count exceeds the binary format limit");
-      }
-      const bytes = new Uint8Array(84 + triangleCount * 50);
-      const header = "OpenGeometry BRep v2 analytic tessellation";
-      for (let index = 0; index < Math.min(header.length, 80); index += 1) {
-        bytes[index] = header.charCodeAt(index);
-      }
-      const view = new DataView(bytes.buffer);
-      view.setUint32(80, triangleCount, true);
-      let encodingError = 0;
-      const writeFloat = (offset: number, value: number): void => {
-        view.setFloat32(offset, value, true);
-        encodingError = Math.max(encodingError, Math.abs(value - view.getFloat32(offset, true)));
-      };
-      for (let triangle = 0; triangle < triangleCount; triangle += 1) {
-        const ids = [indices[triangle * 3], indices[triangle * 3 + 1], indices[triangle * 3 + 2]];
-        const points = ids.map((id) => [
-          positions[id * 3], positions[id * 3 + 1], positions[id * 3 + 2],
-        ] as [number, number, number]);
-        const ab = points[1].map((value, axis) => value - points[0][axis]);
-        const ac = points[2].map((value, axis) => value - points[0][axis]);
-        const cross = [
-          ab[1] * ac[2] - ab[2] * ac[1],
-          ab[2] * ac[0] - ab[0] * ac[2],
-          ab[0] * ac[1] - ab[1] * ac[0],
-        ];
-        const length = Math.hypot(...cross);
-        if (!Number.isFinite(length) || length === 0) {
-          throw new Error("Analytic tessellation produced a degenerate STL triangle");
-        }
-        const offset = 84 + triangle * 50;
-        cross.forEach((value, axis) => writeFloat(offset + axis * 4, value / length));
-        points.forEach((point, vertex) => point.forEach((value, axis) => {
-          writeFloat(offset + 12 + (vertex * 3 + axis) * 4, value);
-        }));
-        view.setUint16(offset + 48, 0, true);
-      }
-      const achievedDeflection = result.achieved_deflection() + encodingError;
-      if (achievedDeflection > deflection) {
-        throw new Error("Binary STL precision cannot represent the requested deflection");
-      }
-      return {
-        bytes,
-        report: {
-          schema_version: 2,
-          revision: result.revision().toString(),
-          triangle_count: triangleCount,
-          requested_deflection: deflection,
-          achieved_deflection: achievedDeflection,
-          float32_encoding_error: encodingError,
-          quality: "tessellated_from_analytic_brep",
-        },
-      };
-    } finally {
-      result.free();
-      placed.free();
-    }
-  }
-
-  faceIdForTriangle(triangle: number): number | undefined {
-    if (!Number.isInteger(triangle) || triangle < 0) return undefined;
-    return this.triangleFaces[triangle];
-  }
-
-  edgeIdForOutlineSegment(segment: number): number | undefined {
-    if (!Number.isInteger(segment) || segment < 0) return undefined;
-    return this.outlineEdges[segment];
-  }
-
-  /** Evaluates the oriented support normal at a projected model-space point; this does not classify trim membership. */
-  normalAtFace(faceId: number, modelPoint: THREE.Vector3): THREE.Vector3 {
-    this.checkActive();
-    if (!Number.isInteger(faceId) || faceId < 0 || faceId > 0xffffffff) throw new Error("Face ID must be an unsigned integer");
-    const normal = this.kernel.face_normal_at(faceId, new Float64Array(modelPoint.toArray()));
-    return new THREE.Vector3(normal[0], normal[1], normal[2]);
-  }
-
-  /** Classifies a world-space point against the regularized material represented by this solid. */
-  classifyPoint(worldPoint: THREE.Vector3): AnalyticPointClassification {
-    if (![worldPoint.x, worldPoint.y, worldPoint.z].every(Number.isFinite)) {
-      throw new Error("Point coordinates must be finite");
-    }
-    const placed = this.worldKernel();
-    try {
-      return placed.classify_point(new Float64Array(worldPoint.toArray())) as AnalyticPointClassification;
-    } finally {
-      placed.free();
-    }
-  }
-
-  projectTo2DLines(
-    camera: AnalyticProjectionCamera,
-    hlr: AnalyticProjectionHlr,
-    deflection = this.lastDeflection,
-  ): string {
-    if (!Number.isFinite(deflection) || deflection <= 0) {
-      throw new Error("Projection deflection must be finite and positive");
-    }
-    const placed = this.worldKernel();
-    try {
-      return placed.project_to_2d_lines(JSON.stringify(camera), JSON.stringify(hlr), deflection);
-    } finally {
-      placed.free();
-    }
-  }
-
-  getModelBounds(): THREE.Box3 {
-    this.checkActive();
-    const bounds = this.kernel.get_bounds();
-    if (bounds.length === 0) return new THREE.Box3();
-    return new THREE.Box3(
-      new THREE.Vector3(bounds[0], bounds[1], bounds[2]),
-      new THREE.Vector3(bounds[3], bounds[4], bounds[5]),
-    );
-  }
-
-  retessellate(deflection: number): AnalyticTessellationStats {
-    this.checkActive();
-    return this.applyTessellation(this.tessellate(deflection * GEOMETRY_DEFLECTION_SHARE), deflection);
-  }
-
-  tessellate(deflection: number, options: AnalyticTessellationOptions = {}): AnalyticTessellationData {
-    this.checkActive();
-    if (!Number.isFinite(deflection) || deflection <= 0) throw new Error("Deflection must be finite and positive");
-    if (options.maxTriangles !== undefined
-      && (!Number.isSafeInteger(options.maxTriangles) || options.maxTriangles <= 0 || options.maxTriangles > 2_000_000)) {
-      throw new Error("maxTriangles must be an integer between 1 and 2000000");
-    }
-    const result = tessellate_brep(
-      this.kernel.get_brep_serialized(),
-      deflection,
-      options.maxTriangles === undefined ? undefined : JSON.stringify({ max_triangles: options.maxTriangles }),
-    );
-    try {
-      return {
-        positions: result.positions(), normals: result.normals(), indices: result.indices(),
-        triangleFaceIds: result.triangle_face_ids(), outlinePositions: result.outline_positions(),
-        outlineEdgeIds: result.outline_edge_ids(), revision: result.revision(), achievedDeflection: result.achieved_deflection(),
-      };
-    } finally {
-      result.free();
-    }
-  }
-
-  /** Applies a transient worker mesh only when it still matches this authored model revision. */
-  applyTessellation(result: AnalyticTessellationData, deflection: number): AnalyticTessellationStats {
-      this.checkActive();
-      if (!Number.isFinite(deflection) || deflection <= 0 || !Number.isFinite(result.achievedDeflection)
-        || result.achievedDeflection < 0 || result.achievedDeflection > deflection || result.revision !== this.modelRevision) {
-        throw new Error("Tessellation does not match the model revision or requested deflection");
-      }
-      const positions = result.positions;
-      const indices = result.indices;
-      const faceIds = result.triangleFaceIds;
-      const outline = result.outlinePositions;
-      const edgeIds = result.outlineEdgeIds;
-      if (!(positions instanceof Float64Array) || !(result.normals instanceof Float32Array)
-        || !(indices instanceof Uint32Array) || !(faceIds instanceof Uint32Array)
-        || positions.length % 3 || result.normals.length !== positions.length || indices.length % 3
-        || indices.length > 6_000_000 || faceIds.length !== indices.length / 3
-        || !(outline instanceof Float64Array) || !(edgeIds instanceof Uint32Array)
-        || outline.length % 6 || outline.length > 12_000_000 || edgeIds.length !== outline.length / 6) {
-        throw new Error("Invalid or oversized tessellation buffers");
-      }
-      const faceCount = this.kernel.get_face_count();
-      const edgeCount = this.kernel.get_edge_count();
-      if (indices.some((index) => index >= positions.length / 3) || faceIds.some((id) => id >= faceCount)
-        || positions.some((value) => !Number.isFinite(value)) || result.normals.some((value) => !Number.isFinite(value))
-        || outline.some((value) => !Number.isFinite(value)) || edgeIds.some((id) => id >= edgeCount)) {
-        throw new Error("Invalid tessellation coordinates or topology mappings");
-      }
-      const min = [Infinity, Infinity, Infinity];
-      const max = [-Infinity, -Infinity, -Infinity];
-      for (let i = 0; i < positions.length; i++) {
-        min[i % 3] = Math.min(min[i % 3], positions[i]);
-        max[i % 3] = Math.max(max[i % 3], positions[i]);
-      }
-      const origin = positions.length
-        ? min.map((value, i) => value / 2 + max[i] / 2)
-        : [0, 0, 0];
-      let encodingError = 0;
-      const encode = (coordinates: Float64Array): Float32Array => {
-        const encoded = new Float32Array(coordinates.length);
-        for (let i = 0; i < coordinates.length; i += 3) {
-          const errors = [0, 0, 0];
-          for (let j = 0; j < 3; j++) {
-            const local = coordinates[i + j] - origin[j];
-            encoded[i + j] = local;
-            errors[j] = Math.abs(local - encoded[i + j]);
-          }
-          encodingError = Math.max(encodingError, Math.hypot(...errors));
-        }
-        return encoded;
-      };
-      const gpuPositions = encode(positions);
-      const gpuOutline = encode(outline);
-      if (!Number.isFinite(encodingError) || encodingError > deflection / 4) {
-        throw new Error("GPU coordinate precision cannot represent the requested deflection");
-      }
-      if (result.achievedDeflection + encodingError > deflection) {
-        throw new Error("Combined tessellation and GPU encoding error exceeds requested deflection");
-      }
-      const geometry = new THREE.BufferGeometry();
-      geometry.setAttribute("position", new THREE.BufferAttribute(gpuPositions, 3));
-      geometry.setAttribute("normal", new THREE.BufferAttribute(result.normals, 3));
-      geometry.setIndex(new THREE.BufferAttribute(indices, 1));
-      geometry.computeBoundingBox();
-      geometry.computeBoundingSphere();
-      const outlineGeometry = new THREE.BufferGeometry();
-      outlineGeometry.setAttribute("position", new THREE.BufferAttribute(gpuOutline, 3));
-      if (gpuOutline.length) { outlineGeometry.computeBoundingBox(); outlineGeometry.computeBoundingSphere(); }
-      const previous = this.surface.geometry;
-      const previousOutline = this.featureOutline.geometry;
-      this.surface.geometry = geometry;
-      this.surface.position.set(origin[0], origin[1], origin[2]);
-      this.featureOutline.geometry = outlineGeometry;
-      this.featureOutline.position.copy(this.surface.position);
-      this.triangleFaces = faceIds;
-      this.outlineEdges = edgeIds;
-      previous.dispose();
-      previousOutline.dispose();
-      this.lastDeflection = deflection;
-      return {
-        requestedDeflection: deflection,
-        achievedDeflection: result.achievedDeflection + encodingError,
-        triangleCount: indices.length / 3,
-        faceCount,
-        revision: result.revision,
-      };
-  }
-
-  dispose(): void {
-    if (this.disposed) return;
-    this.disposed = true;
-    this.surface.geometry.dispose();
-    this.surface.material.dispose();
-    this.featureOutline.geometry.dispose();
-    this.featureOutline.material.dispose();
-    this.kernel.free();
-  }
-
-  private checkActive(): void {
-    if (this.disposed) throw new Error("AnalyticSolid has been disposed");
-  }
-
-  private worldKernel(): OGAnalyticBrep {
-    this.checkActive();
-    this.updateWorldMatrix(true, false);
-    const elements = this.matrixWorld.elements;
-    if (elements.every((value, index) => value === (index % 5 === 0 ? 1 : 0))) {
-      return new OGAnalyticBrep(this.kernel.get_brep_serialized());
-    }
-    const { frame, scale } = matrixToWorldTransform(this.matrixWorld);
-    return this.kernel.placed(JSON.stringify(frame), scale);
-  }
-}
-
-function createPrimitiveKernel(options: AnalyticPrimitiveOptions, ogid: string): OGAnalyticBrep {
-    const frame = options.frame ?? (options.kind === "planarPolyhedron" || options.kind === "polygonLoft"
-      ? { origin: [0, 0, 0], x: [1, 0, 0], y: [0, 1, 0], z: [0, 0, 1] }
-      : { origin: [0, 0, 0], x: [1, 0, 0], y: [0, 0, -1], z: [0, 1, 0] });
-    const profileExtent = options.kind === "linearExtrusion"
-      ? [options.outer, ...options.holes].reduce((extent, loop) => (
-        loop.reduce((loopExtent, point) => Math.max(loopExtent, Math.abs(point[0]), Math.abs(point[1])), extent)
-      ), 0)
-      : options.kind === "arcEdgedExtrusion"
-        ? [options.outer, ...(options.holes ?? [])].reduce((extent, ring) => ring.reduce((loopExtent, edge) => edge.kind === "line"
-          ? Math.max(loopExtent, ...edge.from.map(Math.abs), ...edge.to.map(Math.abs))
-          : Math.max(loopExtent, Math.abs(edge.center[0]) + edge.radius, Math.abs(edge.center[1]) + edge.radius), extent), 0)
-      : 0;
-    const loftExtent = options.kind === "polygonLoft"
-      ? [...options.lower, ...options.upper].reduce((extent, point) => Math.max(extent, ...point.map(Math.abs)), 0)
-      : 0;
-    const polyhedronExtent = options.kind === "planarPolyhedron"
-      ? options.vertices.reduce((extent, point) => Math.max(extent, Math.abs(point[0]), Math.abs(point[1]), Math.abs(point[2])), 0)
-      : 0;
-    const size = options.kind === "torus"
-      ? 2 * (options.majorRadius + options.minorRadius)
-      : options.kind === "coaxialCircleLoft"
-        ? Math.max(2 * options.lowerRadius, 2 * options.upperRadius, options.height)
-      : options.kind === "revolvedRectangle"
-        ? Math.max(2 * options.outerRadius, options.height)
-      : options.kind === "chamferedCuboid"
-        ? Math.max(options.width, options.depth, options.height)
-      : options.kind === "linearExtrusion" || options.kind === "arcEdgedExtrusion"
-        ? Math.max(options.height, profileExtent)
-      : options.kind === "polygonLoft"
-        ? loftExtent
-      : options.kind === "boxWithArchedOpening"
-        ? Math.max(options.width, options.depth, options.height)
-      : options.kind === "planarPolyhedron"
-        ? polyhedronExtent
-      : options.kind === "frustum"
-        ? Math.max(2 * options.lowerRadius, 2 * options.upperRadius, options.height)
-        : options.kind === "annularSectorExtrusion" || options.kind === "annularSectorExtrusionWithOpenings" || options.kind === "annularSectorExtrusionWithArchedOpening"
-          ? Math.max(2 * options.radius + options.thickness, options.height)
-        : options.kind === "cuboid"
-          ? Math.max(options.width, options.depth, options.height)
-        : options.kind === "sphere"
-          ? 2 * options.radius
-          : Math.max(2 * options.radius, options.height);
-    const coordinateFloor = Math.max(...frame.origin.map(Math.abs)) * 64 * Number.EPSILON;
-    const geometric = Math.max(1e-9, size * 1e-8, coordinateFloor);
-    const accuracy = options.accuracy ?? {
-      geometric, intersection: geometric / 4, tessellation: 0.001, exchange: 0.00001,
-    };
-    const dimensions = options.kind === "torus"
-      ? { major_radius: options.majorRadius, minor_radius: options.minorRadius }
-      : options.kind === "coaxialCircleLoft"
-        ? { lower_radius: options.lowerRadius, upper_radius: options.upperRadius, height: options.height }
-      : options.kind === "revolvedRectangle"
-        ? { inner_radius: options.innerRadius, outer_radius: options.outerRadius, height: options.height }
-      : options.kind === "chamferedCuboid"
-        ? { size: [options.width, options.depth, options.height], chamfer: options.chamfer }
-      : options.kind === "filletedCylinder"
-        ? { radius: options.radius, height: options.height, fillet_radius: options.filletRadius }
-      : options.kind === "linearExtrusion"
-        ? { outer: options.outer, holes: options.holes, height: options.height }
-      : options.kind === "arcEdgedExtrusion"
-        ? { outer: options.outer.map((edge) => edge.kind === "line" ? edge : {
-            kind: "arc", center: edge.center, radius: edge.radius,
-            start_angle: edge.startAngle, sweep_angle: edge.sweepAngle,
-          }), holes: (options.holes ?? []).map((ring) => ring.map((edge) => edge.kind === "line" ? edge : {
-            kind: "arc", center: edge.center, radius: edge.radius,
-            start_angle: edge.startAngle, sweep_angle: edge.sweepAngle,
-          })), height: options.height }
-      : options.kind === "polygonLoft"
-        ? {
-            lower: options.lower,
-            upper: options.upper,
-            alignment: options.alignment === undefined || options.alignment === "auto"
-              ? { kind: "auto" }
-              : {
-                  kind: "indexed",
-                  upper_start: options.alignment.upperStartIndex,
-                  reverse_upper: options.alignment.reverseUpper ?? false,
-                },
-          }
-      : options.kind === "boxWithArchedOpening"
-        ? { width: options.width, depth: options.depth, height: options.height, opening: options.opening }
-      : options.kind === "planarPolyhedron"
-        ? { vertices: options.vertices, faces: options.faces }
-      : options.kind === "frustum"
-        ? { lower_radius: options.lowerRadius, upper_radius: options.upperRadius, height: options.height }
-        : options.kind === "annularSectorExtrusion" || options.kind === "annularSectorExtrusionWithOpenings" || options.kind === "annularSectorExtrusionWithArchedOpening"
-          ? { radius: options.radius, thickness: options.thickness, height: options.height, start_angle: options.startAngle, sweep_angle: options.sweepAngle, ...(options.kind === "annularSectorExtrusionWithOpenings" ? { openings: options.openings.map((opening) => ({ id: opening.id, angle: opening.angle, width: opening.width, bottom: opening.bottom, height: opening.height })) } : options.kind === "annularSectorExtrusionWithArchedOpening" ? { opening: { id: options.opening.id, angle: options.opening.angle, width: options.opening.width, bottom: options.opening.bottom, height: options.opening.height } } : {}) }
-        : options.kind === "cylinderSector"
-          ? { radius: options.radius, height: options.height, start_angle: options.startAngle, sweep_angle: options.sweepAngle }
-        : options.kind === "cuboid"
-          ? { size: [options.width, options.depth, options.height] }
-        : options.kind === "sphere"
-          ? { radius: options.radius }
-          : { radius: options.radius, height: options.height };
-    return OGAnalyticBrep.from_primitive(JSON.stringify({
-      kind: options.kind === "annularSectorExtrusion"
-        ? "annular_sector_extrusion"
-        : options.kind === "annularSectorExtrusionWithOpenings"
-          ? "annular_sector_extrusion_with_openings"
-        : options.kind === "annularSectorExtrusionWithArchedOpening"
-          ? "annular_sector_extrusion_with_arched_opening"
-        : options.kind === "coaxialCircleLoft"
-          ? "coaxial_circle_loft"
-        : options.kind === "revolvedRectangle"
-          ? "revolved_rectangle"
-        : options.kind === "chamferedCuboid"
-          ? "chamfered_cuboid"
-        : options.kind === "filletedCylinder"
-          ? "filleted_cylinder"
-        : options.kind === "linearExtrusion"
-          ? "linear_extrusion"
-        : options.kind === "arcEdgedExtrusion"
-          ? "arc_edged_extrusion"
-        : options.kind === "polygonLoft"
-          ? "polygon_loft"
-        : options.kind === "boxWithArchedOpening"
-          ? "box_with_arched_opening"
-        : options.kind === "planarPolyhedron"
-          ? "planar_polyhedron"
-        : options.kind === "cylinderSector"
-          ? "cylinder_sector"
-          : options.kind,
-      id: ogid, frame, accuracy, ...dimensions,
-    }));
-}
diff --git a/main/opengeometry-three/src/shapes/cuboid.ts b/main/opengeometry-three/src/shapes/cuboid.ts
deleted file mode 100644
index c7af15d..0000000
--- a/main/opengeometry-three/src/shapes/cuboid.ts
+++ /dev/null
@@ -1,178 +0,0 @@
-import { Vector3 } from "../../../opengeometry/pkg/opengeometry";
-import * as THREE from "three";
-
-import { createParametricEditCapabilities } from "../editor";
-import {
-  AnalyticSolid,
-  type AnalyticAccuracy,
-  type AnalyticPrimitiveOptions,
-} from "./analytic-solid";
-
-export interface CuboidPlacementOptions {
-  translation?: Vector3;
-  rotation?: Vector3;
-  scale?: Vector3;
-}
-
-export interface ICuboidOptions extends CuboidPlacementOptions {
-  ogid?: string;
-  center?: Vector3;
-  width?: number;
-  height?: number;
-  depth?: number;
-  color?: THREE.ColorRepresentation;
-  deflection?: number;
-  accuracy?: AnalyticAccuracy;
-}
-
-export type CuboidConfigUpdate = Partial<
-  Omit<ICuboidOptions, "ogid" | "translation" | "rotation" | "scale">
->;
-export type CuboidPlacementUpdate = CuboidPlacementOptions;
-
-interface NormalizedCuboidOptions {
-  ogid?: string;
-  center: Vector3;
-  width: number;
-  height: number;
-  depth: number;
-  color: THREE.ColorRepresentation;
-  deflection: number;
-  accuracy?: AnalyticAccuracy;
-  translation: Vector3;
-  rotation: Vector3;
-  scale: Vector3;
-}
-
-/** Authoritative six-plane BRep with transient tessellation. */
-export class Cuboid extends AnalyticSolid {
-  options: NormalizedCuboidOptions;
-
-  constructor(options: ICuboidOptions = {}) {
-    const normalized = normalizeOptions(options);
-    super(primitiveOptions(normalized));
-    this.options = normalized;
-    this.applyPlacement();
-  }
-
-  set width(value: number) { this.setConfig({ width: value }); }
-  get width(): number { return this.options.width; }
-  set height(value: number) { this.setConfig({ height: value }); }
-  get height(): number { return this.options.height; }
-  set depth(value: number) { this.setConfig({ depth: value }); }
-  get depth(): number { return this.options.depth; }
-  override set color(value: THREE.ColorRepresentation) {
-    this.options.color = value;
-    this.surface.material.color.set(value);
-    this.surface.material.needsUpdate = true;
-  }
-  override get color(): THREE.Color { return this.surface.material.color; }
-
-  setConfig(update: CuboidConfigUpdate): void {
-    const geometryChanged = ["center", "width", "height", "depth", "accuracy"]
-      .some((key) => key in update);
-    const next = {
-      ...this.options,
-      ...update,
-      center: update.center?.clone() ?? this.options.center,
-    };
-    if (geometryChanged) this.replaceDefinition(primitiveOptions(next));
-    else if (update.deflection !== undefined) this.retessellate(update.deflection);
-    this.options = next;
-    if (update.color !== undefined) this.color = update.color;
-  }
-
-  getConfig(): Readonly<NormalizedCuboidOptions> {
-    return this.options;
-  }
-
-  setPlacement(update: CuboidPlacementUpdate): void {
-    this.options.translation = update.translation?.clone() ?? this.options.translation;
-    this.options.rotation = update.rotation?.clone() ?? this.options.rotation;
-    this.options.scale = update.scale?.clone() ?? this.options.scale;
-    this.applyPlacement();
-  }
-
-  setTransform(translation: Vector3, rotation: Vector3, scale: Vector3): void {
-    this.setPlacement({ translation, rotation, scale });
-  }
-
-  setTranslation(translation: Vector3): void { this.setPlacement({ translation }); }
-  setRotation(rotation: Vector3): void { this.setPlacement({ rotation }); }
-  setScale(scale: Vector3): void { this.setPlacement({ scale }); }
-
-  getPlacement(): Required<CuboidPlacementOptions> {
-    return {
-      translation: this.options.translation.clone(),
-      rotation: this.options.rotation.clone(),
-      scale: this.options.scale.clone(),
-    };
-  }
-
-  getAnchor(): Vector3 {
-    return this.options.center.clone();
-  }
-
-  getEditCapabilities() {
-    return createParametricEditCapabilities("cuboid", "box");
-  }
-
-  canConvertToFreeform(): false { return false; }
-
-  toFreeform(): never {
-    throw new Error("UnsupportedAnalyticEdit: BRep v2 freeform conversion is not implemented");
-  }
-
-  cleanGeometry(): void { this.dispose(); }
-  discardGeometry(): void { this.surface.geometry.dispose(); }
-
-  private applyPlacement(): void {
-    this.position.copy(this.options.translation);
-    this.rotation.set(
-      this.options.rotation.x,
-      this.options.rotation.y,
-      this.options.rotation.z,
-    );
-    this.scale.copy(this.options.scale);
-    this.updateMatrix();
-  }
-}
-
-function normalizeOptions(options: ICuboidOptions): NormalizedCuboidOptions {
-  return {
-    ogid: options.ogid,
-    center: options.center?.clone() ?? new Vector3(0, 0, 0),
-    width: options.width ?? 1,
-    height: options.height ?? 1,
-    depth: options.depth ?? 1,
-    color: options.color ?? 0x00ff00,
-    deflection: options.deflection ?? 0.01,
-    accuracy: options.accuracy,
-    translation: options.translation?.clone() ?? new Vector3(0, 0, 0),
-    rotation: options.rotation?.clone() ?? new Vector3(0, 0, 0),
-    scale: options.scale?.clone() ?? new Vector3(1, 1, 1),
-  };
-}
-
-function primitiveOptions(options: NormalizedCuboidOptions): AnalyticPrimitiveOptions {
-  return {
-    kind: "cuboid",
-    ogid: options.ogid,
-    width: options.width,
-    depth: options.depth,
-    height: options.height,
-    frame: {
-      origin: [
-        options.center.x - options.width / 2,
-        options.center.y - options.height / 2,
-        options.center.z + options.depth / 2,
-      ],
-      x: [1, 0, 0],
-      y: [0, 0, -1],
-      z: [0, 1, 0],
-    },
-    accuracy: options.accuracy,
-    deflection: options.deflection,
-    color: options.color,
-  };
-}
diff --git a/main/opengeometry-three/src/shapes/cylinder.ts b/main/opengeometry-three/src/shapes/cylinder.ts
deleted file mode 100644
index b356f19..0000000
--- a/main/opengeometry-three/src/shapes/cylinder.ts
+++ /dev/null
@@ -1,93 +0,0 @@
-import { Vector3 } from "../../../opengeometry/pkg/opengeometry";
-import * as THREE from "three";
-
-import {
-  AnalyticSolid,
-  type AnalyticAccuracy,
-  type AnalyticPrimitiveOptions,
-} from "./analytic-solid";
-
-export interface ICylinderOptions {
-  ogid?: string;
-  center?: Vector3;
-  radius?: number;
-  height?: number;
-  startAngle?: number;
-  sweepAngle?: number;
-  deflection?: number;
-  accuracy?: AnalyticAccuracy;
-  color?: THREE.ColorRepresentation;
-}
-
-interface NormalizedCylinderOptions {
-  ogid?: string;
-  center: Vector3;
-  radius: number;
-  height: number;
-  startAngle: number;
-  sweepAngle: number;
-  deflection: number;
-  accuracy?: AnalyticAccuracy;
-  color: THREE.ColorRepresentation;
-}
-
-/** Authoritative Plane/Cylinder BRep with transient deflection tessellation. */
-export class Cylinder extends AnalyticSolid {
-  readonly options: Readonly<NormalizedCylinderOptions>;
-
-  constructor(options: ICylinderOptions = {}) {
-    const normalized = normalizeOptions(options);
-    super(primitiveOptions(normalized));
-    this.options = normalized;
-    this.position.set(normalized.center.x, normalized.center.y, normalized.center.z);
-  }
-
-  get radius(): number { return this.options.radius; }
-  get height(): number { return this.options.height; }
-  get startAngle(): number { return this.options.startAngle; }
-  get sweepAngle(): number { return this.options.sweepAngle; }
-
-  getAnchor(): THREE.Vector3 {
-    return this.position.clone();
-  }
-}
-
-function normalizeOptions(options: ICylinderOptions): NormalizedCylinderOptions {
-  return {
-    ogid: options.ogid,
-    center: options.center ?? new Vector3(0, 0, 0),
-    radius: options.radius ?? 1,
-    height: options.height ?? 1,
-    startAngle: options.startAngle ?? 0,
-    sweepAngle: options.sweepAngle ?? Math.PI * 2,
-    deflection: options.deflection ?? 0.01,
-    accuracy: options.accuracy,
-    color: options.color ?? 0x00ff00,
-  };
-}
-
-function primitiveOptions(options: NormalizedCylinderOptions): AnalyticPrimitiveOptions {
-  const frame = {
-    origin: [0, -options.height / 2, 0] as [number, number, number],
-    x: [1, 0, 0] as [number, number, number],
-    y: [0, 0, -1] as [number, number, number],
-    z: [0, 1, 0] as [number, number, number],
-  };
-  const common = {
-    ogid: options.ogid,
-    frame,
-    accuracy: options.accuracy,
-    deflection: options.deflection,
-    color: options.color,
-    radius: options.radius,
-    height: options.height,
-  };
-  return Math.abs(Math.abs(options.sweepAngle) - Math.PI * 2) <= 64 * Number.EPSILON
-    ? { ...common, kind: "cylinder" }
-    : {
-        ...common,
-        kind: "cylinderSector",
-        startAngle: options.startAngle,
-        sweepAngle: options.sweepAngle,
-      };
-}
diff --git a/main/opengeometry-three/src/shapes/index.ts b/main/opengeometry-three/src/shapes/index.ts
deleted file mode 100644
index 367737e..0000000
--- a/main/opengeometry-three/src/shapes/index.ts
+++ /dev/null
@@ -1,11 +0,0 @@
-/**
- * High-level 3D shape wrappers backed by the OpenGeometry kernel.
- */
-export * from './polygon';
-export * from './solid';
-export * from './cylinder';
-export * from './cuboid';
-export * from './opening';
-export * from './sphere';
-export * from './wedge';
-export * from './sweep';
diff --git a/main/opengeometry-three/src/shapes/opening.ts b/main/opengeometry-three/src/shapes/opening.ts
deleted file mode 100644
index f00d21a..0000000
--- a/main/opengeometry-three/src/shapes/opening.ts
+++ /dev/null
@@ -1,63 +0,0 @@
-import { Vector3 } from "../../../opengeometry/pkg/opengeometry";
-import * as THREE from "three";
-
-import { createParametricEditCapabilities } from "../editor";
-import { AnalyticSolid, type AnalyticAccuracy } from "./analytic-solid";
-import {
-  Cuboid,
-  type CuboidConfigUpdate,
-  type CuboidPlacementOptions,
-  type ICuboidOptions,
-} from "./cuboid";
-
-export interface IOpeningOptions extends CuboidPlacementOptions {
-  ogid?: string;
-  center?: Vector3;
-  width?: number;
-  height?: number;
-  depth?: number;
-  color?: THREE.ColorRepresentation;
-  deflection?: number;
-  accuracy?: AnalyticAccuracy;
-}
-
-export type OpeningPlacementOptions = CuboidPlacementOptions;
-export type OpeningConfigUpdate = CuboidConfigUpdate;
-export type OpeningPlacementUpdate = OpeningPlacementOptions;
-
-/** Strict BRep v2 subtractive box. */
-export class Opening extends Cuboid {
-  constructor(options: IOpeningOptions = {}) {
-    const normalized: ICuboidOptions = {
-      center: options.center ?? new Vector3(0, 0, 0),
-      width: options.width ?? 1,
-      height: options.height ?? 1,
-      depth: options.depth ?? 0.2,
-      color: options.color ?? 0xdad7cd,
-      ...options,
-    };
-    super(normalized);
-    this.surface.material.transparent = true;
-    this.surface.material.opacity = 0;
-    this.surface.material.depthWrite = false;
-    this.surface.material.needsUpdate = true;
-  }
-
-  get dimensions() {
-    return { width: this.width, height: this.height, depth: this.depth };
-  }
-
-  override getEditCapabilities() {
-    return createParametricEditCapabilities("opening", "box");
-  }
-
-  subtractFrom(
-    host: AnalyticSolid,
-    options: { deflection?: number; color?: THREE.ColorRepresentation } = {},
-  ): AnalyticSolid {
-    if (!(host instanceof AnalyticSolid)) {
-      throw new Error("Opening subtraction requires a strict analytic BRep v2 host");
-    }
-    return host.subtract([this], options);
-  }
-}
diff --git a/main/opengeometry-three/src/shapes/outline-utils.ts b/main/opengeometry-three/src/shapes/outline-utils.ts
deleted file mode 100644
index edd1c46..0000000
--- a/main/opengeometry-three/src/shapes/outline-utils.ts
+++ /dev/null
@@ -1,127 +0,0 @@
-import * as THREE from "three";
-import { LineMaterial } from "three/examples/jsm/lines/LineMaterial.js";
-import { LineSegments2 } from "three/examples/jsm/lines/LineSegments2.js";
-import { LineSegmentsGeometry } from "three/examples/jsm/lines/LineSegmentsGeometry.js";
-
-/**
- * Outline mesh variants used by shape wrappers.
- */
-export type ShapeOutlineMesh = THREE.LineSegments | LineSegments2;
-
-/**
- * Options for building a shape outline mesh.
- */
-export interface ShapeOutlineMeshOptions {
-  positions: number[];
-  color?: number;
-  fatOutlines?: boolean;
-  outlineWidth?: number;
-}
-
-const DEFAULT_OUTLINE_COLOR = 0x000000;
-const DEFAULT_OUTLINE_WIDTH = 1;
-
-function getOutlineResolution() {
-  if (typeof window === "undefined") {
-    return new THREE.Vector2(1, 1);
-  }
-  return new THREE.Vector2(window.innerWidth, window.innerHeight);
-}
-
-/**
- * Clamps outline width inputs to the supported positive finite range.
- */
-export function sanitizeOutlineWidth(width?: number) {
-  if (!Number.isFinite(width) || typeof width !== "number" || width <= 0) {
-    return DEFAULT_OUTLINE_WIDTH;
-  }
-  return width;
-}
-
-/**
- * Creates either a thin or fat outline mesh from line segment positions.
- */
-export function createShapeOutlineMesh({
-  positions,
-  color = DEFAULT_OUTLINE_COLOR,
-  fatOutlines = false,
-  outlineWidth = DEFAULT_OUTLINE_WIDTH,
-}: ShapeOutlineMeshOptions): ShapeOutlineMesh {
-  if (fatOutlines) {
-    const fatGeometry = new LineSegmentsGeometry();
-    fatGeometry.setPositions(positions);
-    const fatMaterial = new LineMaterial({
-      color,
-      linewidth: sanitizeOutlineWidth(outlineWidth),
-      resolution: getOutlineResolution(),
-    });
-    const fatMesh = new LineSegments2(fatGeometry, fatMaterial);
-    fatMesh.computeLineDistances();
-    return fatMesh;
-  }
-
-  const outlineGeometry = new THREE.BufferGeometry();
-  outlineGeometry.setAttribute(
-    "position",
-    new THREE.Float32BufferAttribute(positions, 3)
-  );
-
-  const outlineMaterial = new THREE.LineBasicMaterial({ color });
-  return new THREE.LineSegments(outlineGeometry, outlineMaterial);
-}
-
-/**
- * Disposes the geometry and material owned by an outline mesh.
- */
-export function disposeShapeOutlineMesh(mesh: ShapeOutlineMesh | null) {
-  if (!mesh) {
-    return;
-  }
-
-  mesh.geometry.dispose();
-  if (Array.isArray(mesh.material)) {
-    mesh.material.forEach((material) => material.dispose());
-    return;
-  }
-  mesh.material.dispose();
-}
-
-/**
- * Updates the color of an existing outline mesh in place.
- */
-export function setShapeOutlineColor(mesh: ShapeOutlineMesh | null, color: number) {
-  if (!mesh) {
-    return;
-  }
-
-  if (mesh.material instanceof THREE.LineBasicMaterial) {
-    mesh.material.color.set(color);
-    return;
-  }
-
-  if (mesh.material instanceof LineMaterial) {
-    mesh.material.color.set(color);
-  }
-}
-
-/**
- * Reads the current outline color, falling back when no outline exists.
- */
-export function getShapeOutlineColor(
-  mesh: ShapeOutlineMesh | null,
-  fallback: number = DEFAULT_OUTLINE_COLOR
-) {
-  if (!mesh) {
-    return fallback;
-  }
-
-  if (mesh.material instanceof THREE.LineBasicMaterial) {
-    return mesh.material.color.getHex();
-  }
-
-  if (mesh.material instanceof LineMaterial) {
-    return mesh.material.color.getHex();
-  }
-
-  return fallback;
-}
diff --git a/main/opengeometry-three/src/shapes/polygon.ts b/main/opengeometry-three/src/shapes/polygon.ts
deleted file mode 100644
index b01a003..0000000
--- a/main/opengeometry-three/src/shapes/polygon.ts
+++ /dev/null
@@ -1,501 +0,0 @@
-import * as THREE from "three";
-import { OGPolygon, Vector3 } from "../../../opengeometry/pkg/opengeometry";
-import { LineSegmentsGeometry } from "three/examples/jsm/lines/LineSegmentsGeometry.js";
-import { getUUID } from "../utils/randomizer";
-import {
-  createShapeOutlineMesh,
-  disposeShapeOutlineMesh,
-  getShapeOutlineColor,
-  sanitizeOutlineWidth,
-  setShapeOutlineColor,
-  ShapeOutlineMesh,
-} from "./outline-utils";
-import {
-  clonePlacement,
-  createParametricEditCapabilities,
-} from "../editor";
-import { createFreeformGeometry } from "../freeform";
-import { Solid } from "./solid";
-import { extrudeBrepFace } from "../operations/extrude";
-import {
-  loftPolygonSections,
-  type PolygonLoftOptions,
-  type PolygonLoftPoint,
-} from "../operations/loft";
-
-/**
- * Construction options for a planar polygon.
- */
-export interface IPolygonOptions {
-  ogid?: string;
-  vertices: Vector3[];
-  holes?: Vector3[][];
-  color: number;
-  fatOutlines?: boolean;
-  outlineWidth?: number;
-  translation?: Vector3;
-  rotation?: Vector3;
-  scale?: Vector3;
-}
-
-export interface PolygonPlacementOptions {
-  translation?: Vector3;
-  rotation?: Vector3;
-  scale?: Vector3;
-}
-
-/**
- * Partial polygon config updates that regenerate the profile when geometry changes.
- */
-export type PolygonConfigUpdate = Partial<
-  Omit<IPolygonOptions, "translation" | "rotation" | "scale">
->;
-
-/**
- * Placement updates accepted by `Polygon`.
- */
-export type PolygonPlacementUpdate = PolygonPlacementOptions;
-
-/**
- * Planar polygon mesh with support for holes, booleans, and extrusion to `Solid`.
- */
-export class Polygon extends THREE.Mesh {
-  ogid: string;
-  options: IPolygonOptions = {
-    vertices: [],
-    holes: [],
-    color: 0x00ff00,
-    fatOutlines: false,
-    outlineWidth: 1,
-    translation: new Vector3(0, 0, 0),
-    rotation: new Vector3(0, 0, 0),
-    scale: new Vector3(1, 1, 1),
-  };
-  polygon: OGPolygon;
-  #outlineMesh: ShapeOutlineMesh | null = null;
-  private _outlineEnabled = false;
-  private _fatOutlines = false;
-  private _outlineWidth = 1;
-  private _outlineColor = 0x000000;
-
-  set color(color: number) {
-    this.options.color = color;
-    if (this.material instanceof THREE.MeshBasicMaterial) {
-      this.material.color.set(color);
-    }
-  }
-
-  get color() {
-    return this.options.color;
-  }
-
-  constructor(options?: IPolygonOptions) {
-    super();
-    this.ogid = options?.ogid ?? getUUID();
-    this.polygon = new OGPolygon(this.ogid);
-
-    this.options = { ...this.options, ...options };
-    this.options.ogid = this.ogid;
-
-    this.setConfig({
-      vertices: this.options.vertices.map((vertex) => vertex.clone()),
-      holes: (this.options.holes ?? []).map((hole) =>
-        hole.map((vertex) => vertex.clone())
-      ),
-      color: this.options.color,
-      fatOutlines: this.options.fatOutlines,
-      outlineWidth: this.options.outlineWidth,
-    });
-    this.setPlacement({
-      translation: this.options.translation?.clone(),
-      rotation: this.options.rotation?.clone(),
-      scale: this.options.scale?.clone(),
-    });
-  }
-
-  validateOptions() {
-    if (!this.options) {
-      throw new Error("Options are not defined for Polygon");
-    }
-  }
-
-  setConfig(options: PolygonConfigUpdate) {
-    this.validateOptions();
-
-    const nextOptions = { ...this.options, ...options };
-    const geometryChanged =
-      "vertices" in options ||
-      "holes" in options;
-    const colorChanged = "color" in options;
-    const outlineStyleChanged =
-      "fatOutlines" in options ||
-      "outlineWidth" in options;
-
-    this.options = nextOptions;
-    this._fatOutlines = this.options.fatOutlines ?? false;
-    this._outlineWidth = sanitizeOutlineWidth(this.options.outlineWidth);
-    this.options.fatOutlines = this._fatOutlines;
-    this.options.outlineWidth = this._outlineWidth;
-
-    if (geometryChanged) {
-      this.polygon.set_config(this.options.vertices.map((vertex) => vertex.clone()));
-      (this.options.holes ?? []).forEach((hole) => {
-        this.polygon.add_holes(hole.map((vertex) => vertex.clone()));
-      });
-      this.generateGeometry();
-      return;
-    }
-
-    if (colorChanged) {
-      this.color = this.options.color;
-    }
-
-    if (outlineStyleChanged && this._outlineEnabled) {
-      this.outline = true;
-    }
-  }
-
-  getConfig() {
-    return this.options;
-  }
-
-  getAnchor() {
-    const anchor = this.polygon.get_anchor();
-    return new Vector3(anchor.x, anchor.y, anchor.z);
-  }
-
-  setAnchor(anchor: Vector3) {
-    this.polygon.set_anchor(anchor.clone());
-    this.generateGeometry();
-  }
-
-  resetAnchor() {
-    this.polygon.reset_anchor();
-    this.generateGeometry();
-  }
-
-  setPlacement(placement: PolygonPlacementUpdate) {
-    this.options.translation = placement.translation?.clone() ?? this.options.translation;
-    this.options.rotation = placement.rotation?.clone() ?? this.options.rotation;
-    this.options.scale = placement.scale?.clone() ?? this.options.scale;
-
-    this.polygon.set_transform(
-      this.options.translation?.clone() ?? new Vector3(0, 0, 0),
-      this.options.rotation?.clone() ?? new Vector3(0, 0, 0),
-      this.options.scale?.clone() ?? new Vector3(1, 1, 1)
-    );
-    this.generateGeometry();
-  }
-
-  setTransform(translation: Vector3, rotation: Vector3, scale: Vector3) {
-    this.setPlacement({
-      translation,
-      rotation,
-      scale,
-    });
-  }
-
-  setTranslation(translation: Vector3) {
-    this.setPlacement({ translation });
-  }
-
-  setRotation(rotation: Vector3) {
-    this.setPlacement({ rotation });
-  }
-
-  setScale(scale: Vector3) {
-    this.setPlacement({ scale });
-  }
-
-  getPlacement() {
-    return clonePlacement({
-      translation: this.options.translation,
-      rotation: this.options.rotation,
-      scale: this.options.scale,
-    });
-  }
-
-  /**
-   * Returns the editing capability payload advertised by parametric wrappers.
-   */
-  getEditCapabilities() {
-    return createParametricEditCapabilities("polygon", "profile");
-  }
-
-  /**
-   * Polygon always supports conversion into the freeform editing wrapper.
-   */
-  canConvertToFreeform() {
-    return true;
-  }
-
-  /**
-   * Returns a freeform wrapper for direct BRep editing of this polygon.
-   */
-  toFreeform(id: string = this.ogid) {
-    if (!this.canConvertToFreeform()) {
-      throw new Error("This entity cannot be converted to freeform.");
-    }
-    return createFreeformGeometry(this.polygon.get_local_brep_serialized(), {
-      id,
-      placement: this.getPlacement(),
-    });
-  }
-
-  cleanGeometry() {
-    this.disposeResources();
-  }
-
-  generateGeometry() {
-    const bufferData = Array.from(this.polygon.get_geometry_buffer());
-
-    this.writePositionsToGeometry(this.geometry, bufferData);
-
-    if (this.material instanceof THREE.MeshBasicMaterial) {
-      this.material.color.set(this.options.color);
-      this.material.side = THREE.DoubleSide;
-    } else {
-      if (Array.isArray(this.material)) {
-        this.material.forEach((material) => material.dispose());
-      } else {
-        this.material.dispose();
-      }
-
-      this.material = new THREE.MeshBasicMaterial({
-        color: this.options.color,
-        side: THREE.DoubleSide,
-      });
-    }
-
-    if (bufferData.length > 0) {
-      this.geometry.computeVertexNormals();
-      this.geometry.computeBoundingBox();
-      this.geometry.computeBoundingSphere();
-    } else {
-      this.geometry.deleteAttribute("normal");
-      this.geometry.boundingBox = null;
-      this.geometry.boundingSphere = null;
-    }
-
-    if (!this._outlineEnabled) {
-      return;
-    }
-
-    const outlineData = Array.from(this.polygon.get_outline_geometry_buffer());
-    if (!this.#outlineMesh) {
-      this.outline = true;
-      return;
-    }
-
-    if (this.#outlineMesh instanceof THREE.LineSegments) {
-      this.writePositionsToGeometry(this.#outlineMesh.geometry, outlineData);
-      this.#outlineMesh.geometry.computeBoundingBox();
-      this.#outlineMesh.geometry.computeBoundingSphere();
-      return;
-    }
-
-    const fatGeometry = this.#outlineMesh.geometry as LineSegmentsGeometry;
-    fatGeometry.setPositions(outlineData);
-
-    const fatOutline = this.#outlineMesh as ShapeOutlineMesh & {
-      computeLineDistances?: () => void;
-    };
-    fatOutline.computeLineDistances?.();
-  }
-
-  addVertices(vertices: Vector3[]) {
-    if (!this.polygon) return;
-    this.setConfig({
-      vertices: vertices.map((vertex) => vertex.clone()),
-    });
-  }
-
-  addHole(holeVertices: Vector3[]) {
-    if (!this.polygon) return;
-    this.options.holes = [
-      ...(this.options.holes ?? []),
-      holeVertices.map((vertex) => vertex.clone()),
-    ];
-    this.setConfig({
-      holes: (this.options.holes ?? []).map((hole) =>
-        hole.map((vertex) => vertex.clone())
-      ),
-    });
-  }
-
-  /**
-   * Builds a kernel-backed `Solid` by extruding this polygon face by `height`.
-   *
-   * This is the recommended public path when a browser CAD or AEC workflow
-   * starts from a planar profile and needs a boolean-ready solid.
-   */
-  extrude(height: number) {
-    const config = this.getConfig();
-    const placement = this.getPlacement();
-    const solid = new Solid({
-      brep: extrudeBrepFace(this.polygon.get_local_brep_serialized(), height),
-      color: config.color,
-      fatOutlines: config.fatOutlines,
-      outlineWidth: config.outlineWidth,
-      anchor: this.getAnchor(),
-      translation: placement.translation.clone(),
-      rotation: placement.rotation.clone(),
-      scale: placement.scale.clone(),
-    });
-
-    solid.outline = this.outline;
-    solid.outlineColor = this.outlineColor;
-    return solid;
-  }
-
-  /** Builds a capped analytic ruled loft from this profile to `other`. */
-  loftTo(other: Polygon, options: PolygonLoftOptions = {}) {
-    if (!(other instanceof Polygon)) throw new Error("Polygon.loftTo requires another Polygon");
-    if ((this.options.holes?.length ?? 0) > 0 || (other.options.holes?.length ?? 0) > 0) {
-      throw new Error("Polygon loft holes are not supported yet");
-    }
-    return loftPolygonSections(
-      [this.worldProfilePoints(), other.worldProfilePoints()],
-      { color: this.options.color, ...options },
-    );
-  }
-
-  /**
-   * Returns the serialized BRep payload for this polygon.
-   */
-  getBrepData() {
-    if (!this.polygon) return null;
-    const brepData = this.polygon.get_brep_serialized();
-    return brepData;
-  }
-
-  private worldProfilePoints(): PolygonLoftPoint[] {
-    const anchor = this.getAnchor();
-    const placement = this.getPlacement();
-    const matrix = new THREE.Matrix4().compose(
-      new THREE.Vector3(
-        anchor.x + placement.translation.x,
-        anchor.y + placement.translation.y,
-        anchor.z + placement.translation.z,
-      ),
-      new THREE.Quaternion().setFromEuler(new THREE.Euler(
-        placement.rotation.x,
-        placement.rotation.y,
-        placement.rotation.z,
-        "XYZ",
-      )),
-      new THREE.Vector3(placement.scale.x, placement.scale.y, placement.scale.z),
-    );
-    return this.options.vertices.map((point) => {
-      const transformed = new THREE.Vector3(
-        point.x - anchor.x,
-        point.y - anchor.y,
-        point.z - anchor.z,
-      ).applyMatrix4(matrix);
-      return [transformed.x, transformed.y, transformed.z] as const;
-    });
-  }
-
-  set outlineColor(color: number) {
-    this._outlineColor = color;
-    setShapeOutlineColor(this.#outlineMesh, color);
-  }
-
-  get outlineColor() {
-    return getShapeOutlineColor(this.#outlineMesh, this._outlineColor);
-  }
-
-  set outline(enable: boolean) {
-    this._outlineEnabled = enable;
-    this.clearOutlineMesh();
-    if (enable) {
-      const outline_buf = Array.from(this.polygon.get_outline_geometry_buffer());
-      this.#outlineMesh = createShapeOutlineMesh({
-        positions: outline_buf,
-        color: this._outlineColor,
-        fatOutlines: this._fatOutlines,
-        outlineWidth: this._outlineWidth,
-      });
-      this.add(this.#outlineMesh);
-    }
-  }
-
-  get outline() {
-    return this._outlineEnabled;
-  }
-
-  set fatOutlines(value: boolean) {
-    this._fatOutlines = value;
-    this.options.fatOutlines = value;
-    if (this._outlineEnabled) {
-      this.outline = true;
-    }
-  }
-
-  get fatOutlines() {
-    return this._fatOutlines;
-  }
-
-  set outlineWidth(value: number) {
-    this._outlineWidth = sanitizeOutlineWidth(value);
-    this.options.outlineWidth = this._outlineWidth;
-    if (this._outlineEnabled) {
-      this.outline = true;
-    }
-  }
-
-  get outlineWidth() {
-    return this._outlineWidth;
-  }
-
-  disposeGeometryMaterial() {
-    this.disposeResources();
-  }
-
-  private clearOutlineMesh() {
-    if (!this.#outlineMesh) {
-      return;
-    }
-    this.remove(this.#outlineMesh);
-    disposeShapeOutlineMesh(this.#outlineMesh);
-    this.#outlineMesh = null;
-  }
-
-  dispose() {
-    this.disposeResources();
-  }
-
-  private writePositionsToGeometry(
-    geometry: THREE.BufferGeometry,
-    positions: number[]
-  ) {
-    const existing = geometry.getAttribute("position");
-    if (
-      !(existing instanceof THREE.BufferAttribute) ||
-      existing.itemSize !== 3 ||
-      existing.count !== positions.length / 3
-    ) {
-      geometry.setAttribute(
-        "position",
-        new THREE.Float32BufferAttribute(positions, 3)
-      );
-      return;
-    }
-
-    const array = existing.array as Float32Array;
-    array.set(positions);
-    existing.needsUpdate = true;
-  }
-
-  private disposeResources() {
-    if (this.geometry) {
-      this.geometry.dispose();
-    }
-    if (Array.isArray(this.material)) {
-      this.material.forEach((material) => material.dispose());
-    } else if (this.material instanceof THREE.Material) {
-      this.material.dispose();
-    }
-    this.clearOutlineMesh();
-  }
-}
diff --git a/main/opengeometry-three/src/shapes/solid.ts b/main/opengeometry-three/src/shapes/solid.ts
deleted file mode 100644
index b5b9965..0000000
--- a/main/opengeometry-three/src/shapes/solid.ts
+++ /dev/null
@@ -1,400 +0,0 @@
-import { Vector3 } from "../../../opengeometry/pkg/opengeometry";
-import * as THREE from "three";
-import { LineSegmentsGeometry } from "three/examples/jsm/lines/LineSegmentsGeometry.js";
-
-import { clonePlacement, toObjectTransformation } from "../editor";
-import { createFreeformGeometry, type FreeformGeometry } from "../freeform";
-import type { FreeformSource, ObjectTransformation } from "../freeform/types";
-import { extrudeBrepFace } from "../operations/extrude";
-import { getUUID } from "../utils/randomizer";
-import {
-  createShapeOutlineMesh,
-  disposeShapeOutlineMesh,
-  getShapeOutlineColor,
-  sanitizeOutlineWidth,
-  setShapeOutlineColor,
-  ShapeOutlineMesh,
-} from "./outline-utils";
-
-/**
- * Construction options for a generic BRep-backed solid.
- */
-export interface ISolidOptions {
-  ogid?: string;
-  brep: FreeformSource;
-  color: number;
-  fatOutlines?: boolean;
-  outlineWidth?: number;
-  anchor?: Vector3;
-  translation?: Vector3;
-  rotation?: Vector3;
-  scale?: Vector3;
-}
-
-/**
- * Placement updates accepted by `Solid`.
- */
-export interface SolidPlacementOptions {
-  translation?: Vector3;
-  rotation?: Vector3;
-  scale?: Vector3;
-}
-
-/**
- * Additional options accepted when creating a `Solid` through face extrusion.
- */
-export interface ExtrudeSolidOptions
-  extends Omit<ISolidOptions, "brep" | "ogid" | "anchor" | "translation" | "rotation" | "scale"> {
-  ogid?: string;
-  anchor?: Vector3;
-  translation?: Vector3;
-  rotation?: Vector3;
-  scale?: Vector3;
-}
-
-/**
- * Generic renderable BRep-backed solid used for extrusion outputs and other
- * kernel results that are not dedicated parametric shapes.
- */
-export class Solid extends THREE.Mesh {
-  ogid: string;
-  options: ISolidOptions = {
-    brep: "{}",
-    color: 0x00ff00,
-    fatOutlines: false,
-    outlineWidth: 1,
-    anchor: new Vector3(0, 0, 0),
-    translation: new Vector3(0, 0, 0),
-    rotation: new Vector3(0, 0, 0),
-    scale: new Vector3(1, 1, 1),
-  };
-
-  private solid: FreeformGeometry;
-  #outlineMesh: ShapeOutlineMesh | null = null;
-  private _outlineEnabled = false;
-  private _fatOutlines = false;
-  private _outlineWidth = 1;
-  private _outlineColor = 0x000000;
-
-  set color(color: number) {
-    this.options.color = color;
-    if (this.material instanceof THREE.MeshStandardMaterial) {
-      this.material.color.set(color);
-    }
-  }
-
-  get color() {
-    return this.options.color;
-  }
-
-  constructor(options: ISolidOptions) {
-    super();
-
-    this.ogid = options.ogid ?? getUUID();
-    this.options = {
-      ...this.options,
-      ...options,
-      ogid: this.ogid,
-      anchor: cloneVector(options.anchor, [0, 0, 0]),
-      translation: cloneVector(options.translation, [0, 0, 0]),
-      rotation: cloneVector(options.rotation, [0, 0, 0]),
-      scale: cloneVector(options.scale, [1, 1, 1]),
-    };
-    this._fatOutlines = this.options.fatOutlines ?? false;
-    this._outlineWidth = sanitizeOutlineWidth(this.options.outlineWidth);
-    this.options.fatOutlines = this._fatOutlines;
-    this.options.outlineWidth = this._outlineWidth;
-
-    this.solid = createFreeformGeometry(this.options.brep, {
-      id: this.ogid,
-      placement: this.getPlacementTransform(),
-    });
-    this.generateGeometry();
-  }
-
-  /**
-   * Extrudes a face-like BRep source and wraps the result as a renderable solid.
-   *
-   * Prefer `polygon.extrude(height)` when the source is already a `Polygon`.
-   */
-  static extrude(
-    source: FreeformSource,
-    height: number,
-    options: ExtrudeSolidOptions
-  ) {
-    return new Solid({
-      ...options,
-      brep: extrudeBrepFace(source, height),
-    });
-  }
-
-  /**
-   * Returns the current placement values as cloned vectors.
-   */
-  getPlacement() {
-    return clonePlacement(this.getPlacementTransform());
-  }
-
-  /**
-   * Applies translation, rotation, and scale updates to the wrapped BRep.
-   */
-  setPlacement(placement: SolidPlacementOptions) {
-    this.options.translation = cloneVector(
-      placement.translation ?? this.options.translation,
-      [0, 0, 0]
-    );
-    this.options.rotation = cloneVector(
-      placement.rotation ?? this.options.rotation,
-      [0, 0, 0]
-    );
-    this.options.scale = cloneVector(
-      placement.scale ?? this.options.scale,
-      [1, 1, 1]
-    );
-
-    this.solid.setPlacement(this.getPlacementTransform());
-    this.generateGeometry();
-  }
-
-  setTransform(translation: Vector3, rotation: Vector3, scale: Vector3) {
-    this.setPlacement({
-      translation,
-      rotation,
-      scale,
-    });
-  }
-
-  setTranslation(translation: Vector3) {
-    this.setPlacement({ translation });
-  }
-
-  setRotation(rotation: Vector3) {
-    this.setPlacement({ rotation });
-  }
-
-  setScale(scale: Vector3) {
-    this.setPlacement({ scale });
-  }
-
-  getAnchor() {
-    return this.getPlacementTransform().anchor.clone();
-  }
-
-  setAnchor(anchor: Vector3) {
-    this.options.anchor = anchor.clone();
-    this.solid.setPlacement(this.getPlacementTransform());
-    this.generateGeometry();
-  }
-
-  /**
-   * Solid is always convertible back to the freeform editing wrapper.
-   */
-  canConvertToFreeform() {
-    return true;
-  }
-
-  /**
-   * Returns a freeform wrapper for direct editing of this solid's BRep.
-   */
-  toFreeform(id: string = this.ogid) {
-    if (!this.canConvertToFreeform()) {
-      throw new Error("This entity cannot be converted to freeform.");
-    }
-    return createFreeformGeometry(this.getLocalBrepSerialized(), {
-      id,
-      placement: this.getPlacementTransform(),
-    });
-  }
-
-  /**
-   * Returns the world-space serialized BRep payload for this solid.
-   */
-  getBrepSerialized() {
-    return this.solid.getBrepSerialized();
-  }
-
-  /**
-   * Returns the local-space serialized BRep payload for this solid.
-   */
-  getLocalBrepSerialized() {
-    return this.solid.getLocalBrepSerialized();
-  }
-
-  /**
-   * Returns the parsed world-space BRep object for this solid.
-   */
-  getBrepData() {
-    const brepSerialized = this.getBrepSerialized();
-    if (!brepSerialized) {
-      throw new Error("Brep data is not available for this solid.");
-    }
-    return JSON.parse(brepSerialized);
-  }
-
-  /**
-   * Rebuilds the visible mesh and outline from the current freeform geometry.
-   */
-  generateGeometry() {
-    const bufferData = this.solid.getGeometryBuffer();
-    this.writePositionsToGeometry(this.geometry, bufferData);
-
-    let material: THREE.MeshStandardMaterial;
-    if (this.material instanceof THREE.MeshStandardMaterial) {
-      material = this.material;
-    } else {
-      if (Array.isArray(this.material)) {
-        this.material.forEach((material) => material.dispose());
-      } else {
-        this.material.dispose();
-      }
-
-      material = new THREE.MeshStandardMaterial({
-        color: this.options.color,
-        transparent: false,
-        opacity: 1,
-        depthWrite: true,
-        side: THREE.FrontSide,
-      });
-      this.material = material;
-    }
-
-    material.color.set(this.options.color);
-    material.transparent = false;
-    material.opacity = 1;
-    material.depthWrite = true;
-    material.side = THREE.FrontSide;
-    material.needsUpdate = true;
-
-    if (bufferData.length > 0) {
-      this.geometry.computeVertexNormals();
-      this.geometry.computeBoundingBox();
-      this.geometry.computeBoundingSphere();
-    } else {
-      this.geometry.deleteAttribute("normal");
-      this.geometry.boundingBox = null;
-      this.geometry.boundingSphere = null;
-    }
-
-    if (!this._outlineEnabled) {
-      return;
-    }
-
-    const outlineData = this.solid.getOutlineGeometryBuffer();
-    if (!this.#outlineMesh) {
-      this.outline = true;
-      return;
-    }
-
-    if (this.#outlineMesh instanceof THREE.LineSegments) {
-      this.writePositionsToGeometry(this.#outlineMesh.geometry, outlineData);
-      this.#outlineMesh.geometry.computeBoundingBox();
-      this.#outlineMesh.geometry.computeBoundingSphere();
-      return;
-    }
-
-    const fatGeometry = this.#outlineMesh.geometry as LineSegmentsGeometry;
-    fatGeometry.setPositions(outlineData);
-
-    const fatOutline = this.#outlineMesh as ShapeOutlineMesh & {
-      computeLineDistances?: () => void;
-    };
-    fatOutline.computeLineDistances?.();
-  }
-
-  set outlineColor(color: number) {
-    this._outlineColor = color;
-    setShapeOutlineColor(this.#outlineMesh, color);
-  }
-
-  get outlineColor() {
-    return getShapeOutlineColor(this.#outlineMesh, this._outlineColor);
-  }
-
-  set outline(enable: boolean) {
-    this._outlineEnabled = enable;
-    this.clearOutlineMesh();
-    if (enable) {
-      this.#outlineMesh = createShapeOutlineMesh({
-        positions: this.solid.getOutlineGeometryBuffer(),
-        color: this._outlineColor,
-        fatOutlines: this._fatOutlines,
-        outlineWidth: this._outlineWidth,
-      });
-      this.add(this.#outlineMesh);
-    }
-  }
-
-  get outline() {
-    return this._outlineEnabled;
-  }
-
-  set fatOutlines(value: boolean) {
-    this._fatOutlines = value;
-    this.options.fatOutlines = value;
-    if (this._outlineEnabled) {
-      this.outline = true;
-    }
-  }
-
-  get fatOutlines() {
-    return this._fatOutlines;
-  }
-
-  set outlineWidth(value: number) {
-    this._outlineWidth = sanitizeOutlineWidth(value);
-    this.options.outlineWidth = this._outlineWidth;
-    if (this._outlineEnabled) {
-      this.outline = true;
-    }
-  }
-
-  get outlineWidth() {
-    return this._outlineWidth;
-  }
-
-  clearOutlineMesh() {
-    if (!this.#outlineMesh) {
-      return;
-    }
-    this.remove(this.#outlineMesh);
-    disposeShapeOutlineMesh(this.#outlineMesh);
-    this.#outlineMesh = null;
-  }
-
-  private getPlacementTransform(): ObjectTransformation {
-    return toObjectTransformation({
-      anchor: cloneVector(this.options.anchor, [0, 0, 0]),
-      translation: cloneVector(this.options.translation, [0, 0, 0]),
-      rotation: cloneVector(this.options.rotation, [0, 0, 0]),
-      scale: cloneVector(this.options.scale, [1, 1, 1]),
-    });
-  }
-
-  private writePositionsToGeometry(
-    geometry: THREE.BufferGeometry,
-    positions: number[]
-  ) {
-    const attribute = geometry.getAttribute("position");
-    if (
-      !(attribute instanceof THREE.BufferAttribute) ||
-      attribute.itemSize !== 3 ||
-      attribute.count !== positions.length / 3
-    ) {
-      geometry.setAttribute(
-        "position",
-        new THREE.Float32BufferAttribute(positions, 3)
-      );
-      return;
-    }
-
-    (attribute.array as Float32Array).set(positions);
-    attribute.needsUpdate = true;
-  }
-}
-
-function cloneVector(
-  vector: Vector3 | undefined,
-  fallback: [number, number, number]
-): Vector3 {
-  return vector?.clone() ?? new Vector3(...fallback);
-}
diff --git a/main/opengeometry-three/src/shapes/sphere.ts b/main/opengeometry-three/src/shapes/sphere.ts
deleted file mode 100644
index e762b2d..0000000
--- a/main/opengeometry-three/src/shapes/sphere.ts
+++ /dev/null
@@ -1,58 +0,0 @@
-import { Vector3 } from "../../../opengeometry/pkg/opengeometry";
-import * as THREE from "three";
-
-import { AnalyticSolid, type AnalyticAccuracy } from "./analytic-solid";
-
-export interface ISphereOptions {
-  ogid?: string;
-  center?: Vector3;
-  radius?: number;
-  deflection?: number;
-  accuracy?: AnalyticAccuracy;
-  color?: THREE.ColorRepresentation;
-}
-
-interface NormalizedSphereOptions {
-  ogid?: string;
-  center: Vector3;
-  radius: number;
-  deflection: number;
-  accuracy?: AnalyticAccuracy;
-  color: THREE.ColorRepresentation;
-}
-
-/** Authoritative spherical BRep with explicit poles and transient deflection tessellation. */
-export class Sphere extends AnalyticSolid {
-  readonly options: Readonly<NormalizedSphereOptions>;
-
-  constructor(options: ISphereOptions = {}) {
-    const normalized = normalizeOptions(options);
-    super({
-      kind: "sphere",
-      ogid: normalized.ogid,
-      radius: normalized.radius,
-      accuracy: normalized.accuracy,
-      deflection: normalized.deflection,
-      color: normalized.color,
-    });
-    this.options = normalized;
-    this.position.set(normalized.center.x, normalized.center.y, normalized.center.z);
-  }
-
-  get radius(): number { return this.options.radius; }
-
-  getAnchor(): THREE.Vector3 {
-    return this.position.clone();
-  }
-}
-
-function normalizeOptions(options: ISphereOptions): NormalizedSphereOptions {
-  return {
-    ogid: options.ogid,
-    center: options.center ?? new Vector3(0, 0, 0),
-    radius: options.radius ?? 1,
-    deflection: options.deflection ?? 0.01,
-    accuracy: options.accuracy,
-    color: options.color ?? 0x00ff00,
-  };
-}
diff --git a/main/opengeometry-three/src/shapes/sweep.ts b/main/opengeometry-three/src/shapes/sweep.ts
deleted file mode 100644
index a2b8cc2..0000000
--- a/main/opengeometry-three/src/shapes/sweep.ts
+++ /dev/null
@@ -1,425 +0,0 @@
-import * as OGKernel from "../../../opengeometry/pkg/opengeometry";
-import { Vector3 } from "../../../opengeometry/pkg/opengeometry";
-import * as THREE from "three";
-import { LineSegmentsGeometry } from "three/examples/jsm/lines/LineSegmentsGeometry.js";
-import { getUUID } from "../utils/randomizer";
-import {
-  createShapeOutlineMesh,
-  disposeShapeOutlineMesh,
-  sanitizeOutlineWidth,
-  ShapeOutlineMesh,
-} from "./outline-utils";
-import {
-  clonePlacement,
-  createParametricEditCapabilities,
-} from "../editor";
-import { createFreeformGeometry } from "../freeform";
-
-/**
- * Construction options for a swept solid.
- */
-export interface ISweepOptions {
-  ogid?: string;
-  path: Vector3[];
-  profile: Vector3[];
-  color: number;
-  capStart?: boolean;
-  capEnd?: boolean;
-  fatOutlines?: boolean;
-  outlineWidth?: number;
-  translation?: Vector3;
-  rotation?: Vector3;
-  scale?: Vector3;
-}
-
-/**
- * Placement updates accepted by `Sweep`.
- */
-export interface SweepPlacementOptions {
-  translation?: Vector3;
-  rotation?: Vector3;
-  scale?: Vector3;
-}
-
-/**
- * Partial config payload accepted by `Sweep.setConfig(...)`.
- */
-export type SweepConfigUpdate = Partial<
-  Omit<ISweepOptions, "translation" | "rotation" | "scale">
->;
-
-/**
- * Alias for `Sweep` placement updates.
- */
-export type SweepPlacementUpdate = SweepPlacementOptions;
-
-
-interface ISweepKernelInstance {
-  set_config_with_caps: (
-    ..._args: [Vector3[], Vector3[], boolean, boolean]
-  ) => void;
-  set_transform: (..._args: [Vector3, Vector3, Vector3]) => void;
-  set_anchor: (..._args: [Vector3]) => void;
-  reset_anchor: () => void;
-  get_geometry_buffer(): Float64Array;
-  get_brep_serialized(): string;
-  get_local_brep_serialized(): string;
-  get_outline_geometry_buffer(): Float64Array;
-  get_anchor(): Vector3;
-}
-
-type SweepKernelConstructor = new (..._args: [string]) => ISweepKernelInstance;
-
-
-/**
- * Sweep wrapper backed by the kernel sweep primitive.
- */
-export class Sweep extends THREE.Mesh {
-  ogid: string;
-  options: ISweepOptions = {
-    path: [
-      new Vector3(0, 0, 0),
-      new Vector3(0, 1, 0),
-    ],
-    profile: [
-      new Vector3(-0.25, 0, -0.25),
-      new Vector3(0.25, 0, -0.25),
-      new Vector3(0.25, 0, 0.25),
-      new Vector3(-0.25, 0, 0.25),
-    ],
-    color: 0x00ff00,
-    capStart: true,
-    capEnd: true,
-    fatOutlines: false,
-    outlineWidth: 1,
-    translation: new Vector3(0, 0, 0),
-    rotation: new Vector3(0, 0, 0),
-    scale: new Vector3(1, 1, 1),
-  };
-
-  private sweep: ISweepKernelInstance;
-  #outlineMesh: ShapeOutlineMesh | null = null;
-  private _outlineEnabled = false;
-  private _fatOutlines = false;
-  private _outlineWidth = 1;
-
-  set color(color: number) {
-    this.options.color = color;
-    if (this.material instanceof THREE.MeshStandardMaterial) {
-      this.material.color.set(color);
-    }
-  }
-
-  constructor(options?: ISweepOptions) {
-    super();
-
-    this.ogid = options?.ogid ?? getUUID();
-    const sweepExport = (OGKernel as Record<string, unknown>)["OGSweep"];
-    if (typeof sweepExport !== "function") {
-      throw new Error(
-        "OGSweep is not available in the loaded wasm package. Rebuild opengeometry wasm bindings."
-      );
-    }
-    const SweepKernel = sweepExport as SweepKernelConstructor;
-    this.sweep = new SweepKernel(this.ogid);
-
-    this.options = { ...this.options, ...options };
-    this.options.ogid = this.ogid;
-
-    this.setConfig({
-      path: this.options.path.map((point) => point.clone()),
-      profile: this.options.profile.map((point) => point.clone()),
-      color: this.options.color,
-      capStart: this.options.capStart,
-      capEnd: this.options.capEnd,
-      fatOutlines: this.options.fatOutlines,
-      outlineWidth: this.options.outlineWidth,
-    });
-    this.setPlacement({
-      translation: this.options.translation?.clone(),
-      rotation: this.options.rotation?.clone(),
-      scale: this.options.scale?.clone(),
-    });
-  }
-
-  validateOptions() {
-    if (!this.options) {
-      throw new Error("Options are not defined for Sweep");
-    }
-
-    if (this.options.path.length < 2) {
-      throw new Error("Sweep path requires at least 2 points.");
-    }
-
-    if (this.options.profile.length < 3) {
-      throw new Error("Sweep profile requires at least 3 points.");
-    }
-  }
-
-  setConfig(options: SweepConfigUpdate) {
-    const nextOptions = { ...this.options, ...options };
-    const geometryChanged =
-      "path" in options ||
-      "profile" in options ||
-      "capStart" in options ||
-      "capEnd" in options;
-    const colorChanged = "color" in options;
-    const outlineStyleChanged =
-      "fatOutlines" in options ||
-      "outlineWidth" in options;
-
-    this.options = nextOptions;
-    this._fatOutlines = this.options.fatOutlines ?? false;
-    this._outlineWidth = sanitizeOutlineWidth(this.options.outlineWidth);
-    this.options.fatOutlines = this._fatOutlines;
-    this.options.outlineWidth = this._outlineWidth;
-
-    if (geometryChanged) {
-      this.validateOptions();
-
-      const path = this.options.path.map((point) => point.clone());
-      const profile = this.options.profile.map((point) => point.clone());
-      const capStart = this.options.capStart ?? true;
-      const capEnd = this.options.capEnd ?? true;
-
-      this.sweep.set_config_with_caps(path, profile, capStart, capEnd);
-      this.generateGeometry();
-      return;
-    }
-
-    if (colorChanged) {
-      this.color = this.options.color;
-    }
-
-    if (outlineStyleChanged && this._outlineEnabled) {
-      this.outline = true;
-    }
-  }
-
-  getConfig() {
-    return this.options;
-  }
-
-  getAnchor() {
-    const anchor = this.sweep.get_anchor();
-    return new Vector3(anchor.x, anchor.y, anchor.z);
-  }
-
-  setAnchor(anchor: Vector3) {
-    this.sweep.set_anchor(anchor.clone());
-    this.generateGeometry();
-  }
-
-  resetAnchor() {
-    this.sweep.reset_anchor();
-    this.generateGeometry();
-  }
-
-  setPlacement(placement: SweepPlacementUpdate) {
-    this.options.translation = placement.translation?.clone() ?? this.options.translation;
-    this.options.rotation = placement.rotation?.clone() ?? this.options.rotation;
-    this.options.scale = placement.scale?.clone() ?? this.options.scale;
-
-    this.sweep.set_transform(
-      this.options.translation?.clone() ?? new Vector3(0, 0, 0),
-      this.options.rotation?.clone() ?? new Vector3(0, 0, 0),
-      this.options.scale?.clone() ?? new Vector3(1, 1, 1)
-    );
-    this.generateGeometry();
-  }
-
-  setTransform(translation: Vector3, rotation: Vector3, scale: Vector3) {
-    this.setPlacement({
-      translation,
-      rotation,
-      scale,
-    });
-  }
-
-  setTranslation(translation: Vector3) {
-    this.setPlacement({ translation });
-  }
-
-  setRotation(rotation: Vector3) {
-    this.setPlacement({ rotation });
-  }
-
-  setScale(scale: Vector3) {
-    this.setPlacement({ scale });
-  }
-
-  getPlacement() {
-    return clonePlacement({
-      translation: this.options.translation,
-      rotation: this.options.rotation,
-      scale: this.options.scale,
-    });
-  }
-
-  getEditCapabilities() {
-    return createParametricEditCapabilities("sweep", "sweep");
-  }
-
-  canConvertToFreeform() {
-    return true;
-  }
-
-  toFreeform(id: string = this.ogid) {
-    if (!this.canConvertToFreeform()) {
-      throw new Error("This entity cannot be converted to freeform.");
-    }
-    return createFreeformGeometry(this.sweep.get_local_brep_serialized(), {
-      id,
-      placement: this.getPlacement(),
-    });
-  }
-
-  cleanGeometry() {
-    this.geometry.dispose();
-    if (Array.isArray(this.material)) {
-      this.material.forEach((mat) => mat.dispose());
-    } else {
-      this.material.dispose();
-    }
-  }
-
-  generateGeometry() {
-    const bufferData = Array.from(this.sweep.get_geometry_buffer());
-
-    this.writePositionsToGeometry(this.geometry, bufferData);
-
-    if (this.material instanceof THREE.MeshStandardMaterial) {
-      this.material.color.set(this.options.color);
-      // this.material.transparent = true;
-      // this.material.opacity = 0.6;
-    } else {
-      if (Array.isArray(this.material)) {
-        this.material.forEach((material) => material.dispose());
-      } else {
-        this.material.dispose();
-      }
-
-      this.material = new THREE.MeshStandardMaterial({
-        color: this.options.color,
-        // transparent: true,
-        // opacity: 0.6,
-      });
-    }
-
-    this.geometry.computeVertexNormals();
-    this.geometry.computeBoundingBox();
-    this.geometry.computeBoundingSphere();
-
-    if (!this._outlineEnabled) {
-      return;
-    }
-
-    const outlineData = Array.from(this.sweep.get_outline_geometry_buffer());
-    if (!this.#outlineMesh) {
-      this.outline = true;
-      return;
-    }
-
-    if (this.#outlineMesh instanceof THREE.LineSegments) {
-      this.writePositionsToGeometry(this.#outlineMesh.geometry, outlineData);
-      this.#outlineMesh.geometry.computeBoundingBox();
-      this.#outlineMesh.geometry.computeBoundingSphere();
-      return;
-    }
-
-    const fatGeometry = this.#outlineMesh.geometry as LineSegmentsGeometry;
-    fatGeometry.setPositions(outlineData);
-
-    const fatOutline = this.#outlineMesh as ShapeOutlineMesh & {
-      computeLineDistances?: () => void;
-    };
-    fatOutline.computeLineDistances?.();
-  }
-
-  getBrep() {
-    const brepData = this.sweep.get_brep_serialized();
-    if (!brepData) {
-      throw new Error("Brep data is not available for Sweep.");
-    }
-    return JSON.parse(brepData);
-  }
-
-  set outline(enable: boolean) {
-    this._outlineEnabled = enable;
-    this.clearOutlineMesh();
-    if (enable) {
-      const outlineData = Array.from(this.sweep.get_outline_geometry_buffer());
-      this.#outlineMesh = createShapeOutlineMesh({
-        positions: outlineData,
-        color: 0x000000,
-        fatOutlines: this._fatOutlines,
-        outlineWidth: this._outlineWidth,
-      });
-
-      this.add(this.#outlineMesh);
-    }
-  }
-
-  get outline() {
-    return this._outlineEnabled;
-  }
-
-  set fatOutlines(value: boolean) {
-    this._fatOutlines = value;
-    this.options.fatOutlines = value;
-    if (this._outlineEnabled) {
-      this.outline = true;
-    }
-  }
-
-  get fatOutlines() {
-    return this._fatOutlines;
-  }
-
-  set outlineWidth(value: number) {
-    this._outlineWidth = sanitizeOutlineWidth(value);
-    this.options.outlineWidth = this._outlineWidth;
-    if (this._outlineEnabled) {
-      this.outline = true;
-    }
-  }
-
-  get outlineWidth() {
-    return this._outlineWidth;
-  }
-
-  private clearOutlineMesh() {
-    if (!this.#outlineMesh) {
-      return;
-    }
-    this.remove(this.#outlineMesh);
-    disposeShapeOutlineMesh(this.#outlineMesh);
-    this.#outlineMesh = null;
-  }
-
-  discardGeometry() {
-    this.geometry.dispose();
-  }
-
-  private writePositionsToGeometry(
-    geometry: THREE.BufferGeometry,
-    positions: number[]
-  ) {
-    const existing = geometry.getAttribute("position");
-    if (
-      !(existing instanceof THREE.BufferAttribute) ||
-      existing.itemSize !== 3 ||
-      existing.count !== positions.length / 3
-    ) {
-      geometry.setAttribute(
-        "position",
-        new THREE.Float32BufferAttribute(positions, 3)
-      );
-      return;
-    }
-
-    const array = existing.array as Float32Array;
-    array.set(positions);
-    existing.needsUpdate = true;
-  }
-}
diff --git a/main/opengeometry-three/src/shapes/wedge.ts b/main/opengeometry-three/src/shapes/wedge.ts
deleted file mode 100644
index 34830ff..0000000
--- a/main/opengeometry-three/src/shapes/wedge.ts
+++ /dev/null
@@ -1,371 +0,0 @@
-import { OGWedge, Vector3 } from "../../../opengeometry/pkg/opengeometry";
-import * as THREE from "three";
-import { LineSegmentsGeometry } from "three/examples/jsm/lines/LineSegmentsGeometry.js";
-import { getUUID } from "../utils/randomizer";
-import {
-  createShapeOutlineMesh,
-  disposeShapeOutlineMesh,
-  sanitizeOutlineWidth,
-  ShapeOutlineMesh,
-} from "./outline-utils";
-import {
-  clonePlacement,
-  createParametricEditCapabilities,
-} from "../editor";
-import { createFreeformGeometry } from "../freeform";
-
-/**
- * Construction options for a wedge/prism shape.
- */
-export interface IWedgeOptions {
-  ogid?: string;
-  center: Vector3;
-  width: number;
-  height: number;
-  depth: number;
-  color: number;
-  fatOutlines?: boolean;
-  outlineWidth?: number;
-  translation?: Vector3;
-  rotation?: Vector3;
-  scale?: Vector3;
-}
-
-/**
- * Placement updates accepted by `Wedge`.
- */
-export interface WedgePlacementOptions {
-  translation?: Vector3;
-  rotation?: Vector3;
-  scale?: Vector3;
-}
-
-/**
- * Partial config payload accepted by `Wedge.setConfig(...)`.
- */
-export type WedgeConfigUpdate = Partial<
-  Omit<IWedgeOptions, "translation" | "rotation" | "scale">
->;
-
-/**
- * Alias for `Wedge` placement updates.
- */
-export type WedgePlacementUpdate = WedgePlacementOptions;
-
-/**
- * Wedge wrapper backed by the kernel wedge primitive.
- */
-export class Wedge extends THREE.Mesh {
-  ogid: string;
-  options: IWedgeOptions = {
-    center: new Vector3(0, 0, 0),
-    width: 1,
-    height: 1,
-    depth: 1,
-    color: 0x00ff00,
-    fatOutlines: false,
-    outlineWidth: 1,
-    translation: new Vector3(0, 0, 0),
-    rotation: new Vector3(0, 0, 0),
-    scale: new Vector3(1, 1, 1),
-  };
-
-  private wedge: OGWedge;
-  #outlineMesh: ShapeOutlineMesh | null = null;
-  private _outlineEnabled = false;
-  private _fatOutlines = false;
-  private _outlineWidth = 1;
-
-  set color(color: number) {
-    this.options.color = color;
-    if (this.material instanceof THREE.MeshStandardMaterial) {
-      this.material.color.set(color);
-    }
-  }
-
-  constructor(options?: IWedgeOptions) {
-    super();
-    this.ogid = options?.ogid ?? getUUID();
-    this.wedge = new OGWedge(this.ogid);
-
-    this.options = { ...this.options, ...options };
-    this.options.ogid = this.ogid;
-
-    this.setConfig({
-      center: this.options.center.clone(),
-      width: this.options.width,
-      height: this.options.height,
-      depth: this.options.depth,
-      color: this.options.color,
-      fatOutlines: this.options.fatOutlines,
-      outlineWidth: this.options.outlineWidth,
-    });
-    this.setPlacement({
-      translation: this.options.translation?.clone(),
-      rotation: this.options.rotation?.clone(),
-      scale: this.options.scale?.clone(),
-    });
-  }
-
-  validateOptions() {
-    if (!this.options) {
-      throw new Error("Options are not defined for Wedge");
-    }
-  }
-
-  setConfig(options: WedgeConfigUpdate) {
-    this.validateOptions();
-
-    const nextOptions = { ...this.options, ...options };
-    const geometryChanged =
-      "center" in options ||
-      "width" in options ||
-      "height" in options ||
-      "depth" in options;
-    const colorChanged = "color" in options;
-    const outlineStyleChanged =
-      "fatOutlines" in options ||
-      "outlineWidth" in options;
-
-    this.options = nextOptions;
-    this._fatOutlines = this.options.fatOutlines ?? false;
-    this._outlineWidth = sanitizeOutlineWidth(this.options.outlineWidth);
-    this.options.fatOutlines = this._fatOutlines;
-    this.options.outlineWidth = this._outlineWidth;
-
-    if (geometryChanged) {
-      const { width, height, depth, center } = this.options;
-      this.wedge.set_config(center.clone(), width, height, depth);
-      this.generateGeometry();
-      return;
-    }
-
-    if (colorChanged) {
-      this.color = this.options.color;
-    }
-
-    if (outlineStyleChanged && this._outlineEnabled) {
-      this.outline = true;
-    }
-  }
-
-  getConfig() {
-    return this.options;
-  }
-
-  getAnchor() {
-    const anchor = this.wedge.get_anchor();
-    return new Vector3(anchor.x, anchor.y, anchor.z);
-  }
-
-  setPlacement(placement: WedgePlacementUpdate) {
-    this.options.translation = placement.translation?.clone() ?? this.options.translation;
-    this.options.rotation = placement.rotation?.clone() ?? this.options.rotation;
-    this.options.scale = placement.scale?.clone() ?? this.options.scale;
-
-    this.wedge.set_transform(
-      this.options.translation?.clone() ?? new Vector3(0, 0, 0),
-      this.options.rotation?.clone() ?? new Vector3(0, 0, 0),
-      this.options.scale?.clone() ?? new Vector3(1, 1, 1)
-    );
-    this.generateGeometry();
-  }
-
-  setTransform(translation: Vector3, rotation: Vector3, scale: Vector3) {
-    this.setPlacement({
-      translation,
-      rotation,
-      scale,
-    });
-  }
-
-  setTranslation(translation: Vector3) {
-    this.setPlacement({ translation });
-  }
-
-  setRotation(rotation: Vector3) {
-    this.setPlacement({ rotation });
-  }
-
-  setScale(scale: Vector3) {
-    this.setPlacement({ scale });
-  }
-
-  getPlacement() {
-    return clonePlacement({
-      translation: this.options.translation,
-      rotation: this.options.rotation,
-      scale: this.options.scale,
-    });
-  }
-
-  getEditCapabilities() {
-    return createParametricEditCapabilities("wedge", "wedge");
-  }
-
-  canConvertToFreeform() {
-    return true;
-  }
-
-  toFreeform(id: string = this.ogid) {
-    if (!this.canConvertToFreeform()) {
-      throw new Error("This entity cannot be converted to freeform.");
-    }
-    return createFreeformGeometry(this.wedge.get_local_brep_serialized(), {
-      id,
-      placement: this.getPlacement(),
-    });
-  }
-
-  cleanGeometry() {
-    this.geometry.dispose();
-    if (Array.isArray(this.material)) {
-      this.material.forEach((mat) => mat.dispose());
-    } else {
-      this.material.dispose();
-    }
-  }
-
-  generateGeometry() {
-    const bufferData = Array.from(this.wedge.get_geometry_buffer());
-
-    this.writePositionsToGeometry(this.geometry, bufferData);
-
-    if (this.material instanceof THREE.MeshStandardMaterial) {
-      this.material.color.set(this.options.color);
-      // this.material.transparent = true;
-      // this.material.opacity = 0.6;
-    } else {
-      if (Array.isArray(this.material)) {
-        this.material.forEach((material) => material.dispose());
-      } else {
-        this.material.dispose();
-      }
-
-      this.material = new THREE.MeshStandardMaterial({
-        color: this.options.color,
-        // transparent: true,
-        // opacity: 0.6,
-      });
-    }
-
-    this.geometry.computeVertexNormals();
-    this.geometry.computeBoundingBox();
-    this.geometry.computeBoundingSphere();
-
-    if (!this._outlineEnabled) {
-      return;
-    }
-
-    const outlineData = Array.from(this.wedge.get_outline_geometry_buffer());
-    if (!this.#outlineMesh) {
-      this.outline = true;
-      return;
-    }
-
-    if (this.#outlineMesh instanceof THREE.LineSegments) {
-      this.writePositionsToGeometry(this.#outlineMesh.geometry, outlineData);
-      this.#outlineMesh.geometry.computeBoundingBox();
-      this.#outlineMesh.geometry.computeBoundingSphere();
-      return;
-    }
-
-    const fatGeometry = this.#outlineMesh.geometry as LineSegmentsGeometry;
-    fatGeometry.setPositions(outlineData);
-
-    const fatOutline = this.#outlineMesh as ShapeOutlineMesh & {
-      computeLineDistances?: () => void;
-    };
-    fatOutline.computeLineDistances?.();
-  }
-
-  getBrepData() {
-    const brepData = this.wedge.get_brep_serialized();
-    if (!brepData) {
-      throw new Error("Brep data is not available for this wedge.");
-    }
-    return JSON.parse(brepData);
-  }
-
-  set outline(enable: boolean) {
-    this._outlineEnabled = enable;
-    this.clearOutlineMesh();
-    if (enable) {
-      const outlineData = Array.from(this.wedge.get_outline_geometry_buffer());
-      this.#outlineMesh = createShapeOutlineMesh({
-        positions: outlineData,
-        color: 0x000000,
-        fatOutlines: this._fatOutlines,
-        outlineWidth: this._outlineWidth,
-      });
-      this.add(this.#outlineMesh);
-    }
-  }
-
-  get outline() {
-    return this._outlineEnabled;
-  }
-
-  set fatOutlines(value: boolean) {
-    this._fatOutlines = value;
-    this.options.fatOutlines = value;
-    if (this._outlineEnabled) {
-      this.outline = true;
-    }
-  }
-
-  get fatOutlines() {
-    return this._fatOutlines;
-  }
-
-  set outlineWidth(value: number) {
-    this._outlineWidth = sanitizeOutlineWidth(value);
-    this.options.outlineWidth = this._outlineWidth;
-    if (this._outlineEnabled) {
-      this.outline = true;
-    }
-  }
-
-  get outlineWidth() {
-    return this._outlineWidth;
-  }
-
-  get outlineMesh() {
-    return this.#outlineMesh;
-  }
-
-  private clearOutlineMesh() {
-    if (!this.#outlineMesh) {
-      return;
-    }
-    this.remove(this.#outlineMesh);
-    disposeShapeOutlineMesh(this.#outlineMesh);
-    this.#outlineMesh = null;
-  }
-
-  discardGeometry() {
-    this.geometry.dispose();
-  }
-
-  private writePositionsToGeometry(
-    geometry: THREE.BufferGeometry,
-    positions: number[]
-  ) {
-    const existing = geometry.getAttribute("position");
-    if (
-      !(existing instanceof THREE.BufferAttribute) ||
-      existing.itemSize !== 3 ||
-      existing.count !== positions.length / 3
-    ) {
-      geometry.setAttribute(
-        "position",
-        new THREE.Float32BufferAttribute(positions, 3)
-      );
-      return;
-    }
-
-    const array = existing.array as Float32Array;
-    array.set(positions);
-    existing.needsUpdate = true;
-  }
-}
diff --git a/main/opengeometry-three/src/testing/internals.ts b/main/opengeometry-three/src/testing/internals.ts
new file mode 100644
index 0000000..59f786b
--- /dev/null
+++ b/main/opengeometry-three/src/testing/internals.ts
@@ -0,0 +1,35 @@
+import { OGError } from '../errors';
+import { forceNextBucket } from '../rendering/lod/lod-controller';
+import { WorkerBackend, type WorkerSend } from '../rendering/worker-backend';
+import { runtime } from '../runtime/runtime-state';
+
+export { register, unregister } from '../bodies/body-registry';
+export { ensureGeometry, flush, wanted } from '../rendering/geometry/geometry-scheduler';
+export { noteDisplayed } from '../rendering/geometry/render-pass';
+export { wantedBucket } from '../rendering/lod/deflection';
+export { parseWorkerMessage } from '../rendering/worker/message-guards';
+export { emit } from '../runtime/event-bus';
+export { currentRuntime, runtime } from '../runtime/runtime-state';
+export { worldGraph as graph } from '../world-graph/world-graph-client';
+
+export function activeBackend(): 'worker' | 'inline' { return runtime().provider.activeBackend; }
+
+export function flushCount(): number { return runtime().flushes; }
+
+export function pinWantedBucket(shapeId: string, bucket: number): void { forceNextBucket(runtime(), shapeId, bucket); }
+
+export function workerSendLog(): WorkerSend[] {
+  const provider = runtime().provider;
+  return provider instanceof WorkerBackend ? [...provider.sendLog] : [];
+}
+
+export function postToWorker(message: unknown, options: { awaitCrash?: boolean } = {}): Promise<void> {
+  const provider = runtime().provider;
+  const worker = provider instanceof WorkerBackend ? provider.worker : undefined;
+  if (!worker) return Promise.reject(new OGError('WorkerFailure', 'testing', 'no live worker'));
+  const crashed = options.awaitCrash
+    ? new Promise<void>((resolve) => { worker.addEventListener('error', () => { resolve(); }, { once: true }); })
+    : Promise.resolve();
+  worker.postMessage(message);
+  return crashed;
+}
diff --git a/main/opengeometry-three/src/utils/event.ts b/main/opengeometry-three/src/utils/event.ts
deleted file mode 100644
index 9e36c40..0000000
--- a/main/opengeometry-three/src/utils/event.ts
+++ /dev/null
@@ -1,39 +0,0 @@
-/**
- * Original source: Simple event handler by [Jason Kleban](https://gist.github.com/JasonKleban/50cee44960c225ac1993c922563aa540). Keep in mind that if you want to remove it later, you might want to declare the callback as an object. If you want to maintain the reference to `this`, you will need to declare the callback as an arrow function.
- * Adapted to TypeScript by ThatOpen Company
- */
-
-
-export class Event<T> {
-  /**
-   * Add a callback to this event instance.
-   * @param handler - the callback to be added to this event.
-   */
-  add(handler: T extends void ? { (): void } : { (data: T): void }): void {
-    this.handlers.push(handler);
-  }
-
-  /**
-   * Removes a callback from this event instance.
-   * @param handler - the callback to be removed from this event.
-   */
-  remove(handler: T extends void ? { (): void } : { (data: T): void }): void {
-    this.handlers = this.handlers.filter((h) => h !== handler);
-  }
-
-  /** Triggers all the callbacks assigned to this event. */
-  trigger = (data?: T) => {
-    const handlers = this.handlers.slice(0);
-    for (const handler of handlers) {
-      (handler as (data?: T) => void)(data);
-    }
-  };
-
-  /** Gets rid of all the suscribed events. */
-  reset() {
-    this.handlers.length = 0;
-  }
-
-  private handlers: (T extends void ? { (): void } : { (data: T): void })[] =
-    [];
-}
\ No newline at end of file
diff --git a/main/opengeometry-three/src/utils/randomizer.ts b/main/opengeometry-three/src/utils/randomizer.ts
deleted file mode 100644
index e9fdee8..0000000
--- a/main/opengeometry-three/src/utils/randomizer.ts
+++ /dev/null
@@ -1,6 +0,0 @@
-import { v4 as uuidv4 } from 'uuid';
-
-export function getUUID() {
-  const uuid = uuidv4();
-  return uuid;
-}
diff --git a/main/opengeometry-three/src/world-graph/codec.ts b/main/opengeometry-three/src/world-graph/codec.ts
new file mode 100644
index 0000000..9f4b923
--- /dev/null
+++ b/main/opengeometry-three/src/world-graph/codec.ts
@@ -0,0 +1,199 @@
+import type { ShapeReport } from '../dto/boolean-report';
+import type { Bounds } from '../dto/bounds';
+import type { Brep } from '../dto/brep';
+import type { ChangeSet } from '../dto/change-set';
+import type { Creation } from '../dto/creation';
+import type { MarkStats } from '../dto/mark-stats';
+import type { NodeInfo } from '../dto/node-info';
+import type { Placement } from '../dto/placement';
+import type { StepExport, StepExportReport } from '../dto/step-export';
+import { OGError } from '../errors';
+
+type Fields = Record<string, unknown>;
+type Check<T> = (value: unknown) => value is T;
+type ChangePacket = { changesJson: string; matrices: Float64Array };
+type StepGlue = { text: string; reportJson: string };
+
+const BREP_TOPOLOGY = ['vertices', 'edges', 'halfedges', 'loops', 'faces', 'wires', 'shells'] as const;
+const STEP_COUNTS = ['products', 'solids', 'faces', 'edges', 'pcurvelessEdges', 'entities', 'bytes'] as const;
+
+export function encode(value: unknown): string {
+  return JSON.stringify(value);
+}
+
+export function scope(options?: { instances?: 'all' }): string {
+  return encode(options?.instances === 'all' ? 'AllInstances' : 'Node');
+}
+
+export function operationParams(kind: string, params: Record<string, unknown>, call: string): Record<string, unknown> {
+  if (kind === 'Extrude') {
+    const holes = params['holes'] ?? [];
+    if (!Array.isArray(holes)) throw new OGError('InvalidParameter', call, 'holes must be a list of bodies');
+    const holeIds = holes.map((hole: unknown) => ogIdOf(hole, call, 'hole'));
+    return { kind, profile: ogIdOf(params['profile'], call, 'profile'), holes: holeIds, distance: params['distance'] };
+  }
+  if (kind === 'Sweep') {
+    return { kind, profile: ogIdOf(params['profile'], call, 'profile'), path: ogIdOf(params['path'], call, 'path') };
+  }
+  return { kind, ...params };
+}
+
+export function polylinePoints(params: Record<string, unknown>, call: string): Float64Array {
+  const points = params['points'];
+  if (!Array.isArray(points) || !points.every(isPoint)) {
+    throw new OGError('InvalidParameter', call, 'points must be a list of [x, y, z] points');
+  }
+  return new Float64Array(points.flat());
+}
+
+function decode<T>(text: string, call: string, payload: string, check: Check<T>): T {
+  return checked(parsed(text), call, payload, check);
+}
+
+export function decodeNodeInfo(text: string, call: string): NodeInfo {
+  return decode(text, call, 'node info', isNodeInfo);
+}
+
+export function decodeCreation(text: string, call: string): Creation {
+  return decode(text, call, 'creation', (value): value is Creation => isFields(value) && isString(value['ogId']));
+}
+
+export function decodePlacement(text: string, call: string): Placement {
+  return decode(text, call, 'placement', isPlacement);
+}
+
+export function decodeChildren(text: string, call: string): string[] {
+  return decode(text, call, 'children', isStrings);
+}
+
+export function decodeParent(text: string, call: string): string | null {
+  return decode(text, call, 'parent', (value): value is string | null => value === null || isString(value));
+}
+
+export function decodeBounds(text: string, call: string): Bounds | null {
+  return decode(text, call, 'bounds', (value): value is Bounds | null => value === null || isNumbers(value, 6));
+}
+
+export function decodeBrep(text: string, call: string): Brep {
+  return decode(text, call, 'brep', isBrep);
+}
+
+export function decodeShapeReport(text: string, call: string): ShapeReport | null {
+  return decode(text, call, 'report', (value): value is ShapeReport | null => value === null || isShapeReport(value));
+}
+
+export function decodeMarkStats(text: string, call: string): MarkStats {
+  return decode(text, call, 'mark stats', (value): value is MarkStats => isFields(value)
+    && isNumber(value['liveMarks']) && isNumber(value['retainedRevisions']));
+}
+
+export function decodeDisplayBuckets(text: string, call: string): { floor: number; static: number } {
+  return decode(text, call, 'display buckets', (value): value is { floor: number; static: number } => isFields(value)
+    && Number.isFinite(value['floor']) && Number.isFinite(value['static']));
+}
+
+export function decodeChangeSet(packet: unknown, call: string): { changes: ChangeSet; matrices: Float64Array } {
+  const glue = checked(packet, call, 'change packet', isChangePacket);
+  return { changes: decode(glue.changesJson, call, 'change set', isChangeSet), matrices: glue.matrices };
+}
+
+export function decodeChanges(text: string, call: string): ChangeSet {
+  return decode(text, call, 'change set', isChangeSet);
+}
+
+export function decodeStepExport(value: unknown, call: string): StepExport {
+  const glue = checked(value, call, 'STEP export', isStepGlue);
+  return { text: glue.text, report: decode(glue.reportJson, call, 'STEP report', isStepReport) };
+}
+
+function checked<T>(value: unknown, call: string, payload: string, check: Check<T>): T {
+  if (!check(value)) throw new OGError('InvalidGeometry', call, `malformed ${payload}`);
+  return value;
+}
+
+function parsed(text: string): unknown {
+  try {
+    return JSON.parse(text);
+  } catch {
+    return undefined;
+  }
+}
+
+function ogIdOf(value: unknown, call: string, role: string): string {
+  if (isFields(value) && isString(value['ogId'])) return value['ogId'];
+  throw new OGError('InvalidParameter', call, `${role} must be a body`);
+}
+
+function isFields(value: unknown): value is Fields {
+  return typeof value === 'object' && value !== null && !Array.isArray(value);
+}
+
+function isString(value: unknown): value is string {
+  return typeof value === 'string';
+}
+
+function isNumber(value: unknown): value is number {
+  return typeof value === 'number';
+}
+
+function isStrings(value: unknown): value is string[] {
+  return Array.isArray(value) && value.every(isString);
+}
+
+function isNumbers(value: unknown, length: number): boolean {
+  return Array.isArray(value) && value.length === length && value.every(isNumber);
+}
+
+function isPoint(value: unknown): value is [number, number, number] {
+  return isNumbers(value, 3);
+}
+
+function isNodeInfo(value: unknown): value is NodeInfo {
+  return isFields(value) && isString(value['ogId']) && isNumber(value['handle']) && isNumber(value['generation'])
+    && isNullable(value['parent'], isString) && isStrings(value['children']) && isString(value['kind'])
+    && isNullable(value['shapeId'], isString) && isNullable(value['shapeRevision'], isNumber)
+    && isNullable(value['bodyType'], isString);
+}
+
+function isNullable(value: unknown, check: (item: unknown) => boolean): boolean {
+  return value === null || check(value);
+}
+
+function isPlacement(value: unknown): value is Placement {
+  return isFields(value) && isPoint(value['origin']) && isPoint(value['xDirection']) && isPoint(value['normal'])
+    && isNumber(value['scale']);
+}
+
+function isBrep(value: unknown): value is Brep {
+  if (!isFields(value) || !isFields(value['topology'])) return false;
+  const topology = value['topology'];
+  return isString(value['id']) && isNumber(value['revision']) && isNumber(value['schema_version'])
+    && isFields(value['geometry']) && isFields(value['accuracy']) && isFields(value['quality'])
+    && Array.isArray(value['solids']) && BREP_TOPOLOGY.every((key) => Array.isArray(topology[key]));
+}
+
+function isShapeReport(value: unknown): value is ShapeReport {
+  return isFields(value) && isFields(value['report']) && isStrings(value['handlers']) && isNumber(value['revision']);
+}
+
+function isChangePacket(value: unknown): value is ChangePacket {
+  return isFields(value) && isString(value['changesJson']) && value['matrices'] instanceof Float64Array;
+}
+
+function isChangeSet(value: unknown): value is ChangeSet {
+  const isChanges = (list: unknown): boolean => Array.isArray(list)
+    && list.every((item: unknown) => isFields(item) && isString(item['ogId']) && isNumber(item['handle'])
+      && isNumber(item['generation']) && isNullable(item['shapeId'], isString)
+      && isNullable(item['shapeRevision'], isNumber));
+  return isFields(value) && isNumber(value['revision'])
+    && isChanges(value['added']) && isChanges(value['changed']) && isChanges(value['removed']);
+}
+
+function isStepGlue(value: unknown): value is StepGlue {
+  return isFields(value) && isString(value['text']) && isString(value['reportJson']);
+}
+
+function isStepReport(value: unknown): value is StepExportReport {
+  return isFields(value) && STEP_COUNTS.every((key) => isNumber(value[key]))
+    && Array.isArray(value['bodies']) && Array.isArray(value['skipped']);
+}
diff --git a/main/opengeometry-three/src/world-graph/world-graph-client.ts b/main/opengeometry-three/src/world-graph/world-graph-client.ts
new file mode 100644
index 0000000..152a78a
--- /dev/null
+++ b/main/opengeometry-three/src/world-graph/world-graph-client.ts
@@ -0,0 +1,25 @@
+import type { NodeInfo } from '../dto/node-info';
+import type { OGWorldGraph } from '../kernel/kernel-loader';
+import { call } from '../kernel/kernel-session';
+import { runtime } from '../runtime/runtime-state';
+import { decodeCreation, decodeDisplayBuckets, decodeNodeInfo } from './codec';
+
+export function worldGraph(): OGWorldGraph {
+  return runtime().graph;
+}
+
+export function node(ogId: string, label: string): NodeInfo {
+  return decodeNodeInfo(call(label, () => worldGraph().node(ogId)), label);
+}
+
+export function checkHandle(label: string, target: { handle: number; generation: number }): void {
+  call(label, () => worldGraph().nodeByHandle(target.handle, target.generation));
+}
+
+export function creation(value: string, label: string): string {
+  return decodeCreation(value, label).ogId;
+}
+
+export function displayBuckets(ogId: string, label: string): { floor: number; static: number } {
+  return decodeDisplayBuckets(call(label, () => worldGraph().displayBuckets(ogId)), label);
+}
diff --git a/main/opengeometry-three/src/world/world-graph.ts b/main/opengeometry-three/src/world/world-graph.ts
deleted file mode 100644
index 87cf534..0000000
--- a/main/opengeometry-three/src/world/world-graph.ts
+++ /dev/null
@@ -1,349 +0,0 @@
-import * as THREE from "three";
-import { OGWorldGraph } from "../../../opengeometry/pkg/opengeometry";
-import { uniformScale } from "../rendering/analytic-lod";
-import type { AnalyticFrame, AnalyticProjectionCamera, AnalyticProjectionHlr, AnalyticSolid } from "../shapes/analytic-solid";
-
-export interface WorldTransform {
-  frame: AnalyticFrame;
-  scale: number;
-}
-
-export interface WorldNodeOptions {
-  id: string;
-  parent?: string;
-  definition?: string;
-  local?: THREE.Matrix4;
-  kind?: string;
-}
-
-export interface WorldProjectedLine {
-  start: { x: number; y: number };
-  end: { x: number; y: number };
-  stroke_width: number | null;
-  stroke_color: [number, number, number] | null;
-  class?: string;
-}
-
-export interface WorldProjectedLines {
-  name: string | null;
-  lines: WorldProjectedLine[];
-}
-
-export interface WorldProjectedSegment {
-  geometry: unknown;
-  class: string;
-  layer?: string | null;
-  source_entity_id?: string | null;
-}
-
-export interface WorldProjectedScene {
-  name: string | null;
-  segments: WorldProjectedSegment[];
-}
-
-export interface WorldProjectionView {
-  id: string;
-  camera: AnalyticProjectionCamera;
-  hlr?: AnalyticProjectionHlr;
-}
-
-export interface WorldExportedMesh {
-  bytes: Uint8Array;
-  report: unknown;
-}
-
-export interface WorldExportedFile {
-  text: string;
-  report: unknown;
-}
-
-export type WorldClashKind = "hard" | "touch" | "unresolved";
-
-export interface WorldClash {
-  a: string;
-  b: string;
-  kind: WorldClashKind;
-  parts: [string, string];
-  detail?: string;
-}
-
-export interface WorldClashOptions {
-  depth?: number;
-}
-
-export interface WorldProximity {
-  a: string;
-  b: string;
-  distance: number;
-  errorBound: number;
-  parts: [string, string];
-  points: [[number, number, number], [number, number, number]];
-}
-
-export type WorldGraphErrorCode =
-  | "duplicate_node"
-  | "unknown_node"
-  | "duplicate_definition"
-  | "unknown_definition"
-  | "definition_in_use"
-  | "cycle"
-  | "invalid_input"
-  | "export"
-  | "geometry"
-  | "unknown";
-
-export class WorldGraphError extends Error {
-  readonly code: WorldGraphErrorCode;
-  readonly detail: unknown;
-
-  constructor(code: WorldGraphErrorCode, message: string, detail?: unknown) {
-    super(message);
-    this.name = "WorldGraphError";
-    this.code = code;
-    this.detail = detail;
-  }
-}
-
-const KNOWN_CODES = new Set<WorldGraphErrorCode>([
-  "duplicate_node", "unknown_node", "duplicate_definition", "unknown_definition",
-  "definition_in_use", "cycle", "invalid_input", "export", "geometry",
-]);
-
-function toWorldGraphError(raw: unknown): WorldGraphError {
-  const text = typeof raw === "string" ? raw : raw instanceof Error ? raw.message : String(raw);
-  try {
-    const payload = JSON.parse(text) as unknown;
-    if (typeof payload === "object" && payload !== null && !Array.isArray(payload)) {
-      const variant = Object.keys(payload)[0];
-      if (variant) {
-        const detail = (payload as Record<string, unknown>)[variant];
-        const snake = variant.replace(/([a-z0-9])([A-Z])/g, "$1_$2").toLowerCase() as WorldGraphErrorCode;
-        const code = KNOWN_CODES.has(snake) ? snake : "unknown";
-        const message = typeof detail === "string" ? `${snake.replace(/_/g, " ")}: ${detail}` : snake.replace(/_/g, " ");
-        return new WorldGraphError(code, message, detail);
-      }
-    }
-  } catch {
-    return new WorldGraphError("unknown", text, raw);
-  }
-  return new WorldGraphError("unknown", text, raw);
-}
-
-function kernelCall<T>(call: () => T): T {
-  try {
-    return call();
-  } catch (error) {
-    throw toWorldGraphError(error);
-  }
-}
-
-export function matrixToWorldTransform(matrix: THREE.Matrix4): WorldTransform {
-  const scale = uniformScale(matrix);
-  const elements = matrix.elements;
-  const axis = (column: number): [number, number, number] => [
-    elements[column * 4] / scale, elements[column * 4 + 1] / scale, elements[column * 4 + 2] / scale,
-  ];
-  return {
-    frame: { origin: [elements[12], elements[13], elements[14]], x: axis(0), y: axis(1), z: axis(2) },
-    scale,
-  };
-}
-
-export class WorldGraph {
-  private readonly kernel = new OGWorldGraph();
-  private readonly bindings = new Map<string, THREE.Object3D>();
-  private bindingOrder: [string, THREE.Object3D][] | undefined;
-  private disposed = false;
-
-  get nodeCount(): number {
-    this.checkActive();
-    return this.kernel.node_count();
-  }
-
-  get definitionCount(): number {
-    this.checkActive();
-    return this.kernel.definition_count();
-  }
-
-  define(id: string, solid: AnalyticSolid): void {
-    this.checkActive();
-    const brep = solid.getBrepSerialized();
-    kernelCall(() => this.kernel.define(id, brep));
-  }
-
-  defineLegacy(id: string, brepSerialized: string): void {
-    this.checkActive();
-    kernelCall(() => this.kernel.define_legacy(id, brepSerialized));
-  }
-
-  hasDefinition(id: string): boolean {
-    this.checkActive();
-    return this.kernel.has_definition(id);
-  }
-
-  undefine(id: string): void {
-    this.checkActive();
-    kernelCall(() => this.kernel.undefine(id));
-  }
-
-  addNode(options: WorldNodeOptions): void {
-    this.checkActive();
-    const spec = JSON.stringify({
-      id: options.id,
-      parent: options.parent,
-      definition: options.definition,
-      local: matrixToWorldTransform(options.local ?? new THREE.Matrix4()),
-      kind: options.kind,
-    });
-    kernelCall(() => this.kernel.add_node(spec));
-  }
-
-  hasNode(id: string): boolean {
-    this.checkActive();
-    return this.kernel.has_node(id);
-  }
-
-  setLocal(id: string, local: THREE.Matrix4): void {
-    this.checkActive();
-    const transform = JSON.stringify(matrixToWorldTransform(local));
-    kernelCall(() => this.kernel.set_local(id, transform));
-    this.sync();
-  }
-
-  reparent(id: string, parent?: string): void {
-    this.checkActive();
-    kernelCall(() => this.kernel.reparent(id, parent));
-    this.sync();
-  }
-
-  removeNode(id: string): void {
-    this.checkActive();
-    kernelCall(() => this.kernel.remove_node(id));
-    for (const nodeId of [...this.bindings.keys()]) {
-      if (!this.kernel.has_node(nodeId)) this.bindings.delete(nodeId);
-    }
-    this.bindingOrder = undefined;
-  }
-
-  getWorldMatrix(id: string): THREE.Matrix4 {
-    this.checkActive();
-    return new THREE.Matrix4().fromArray(kernelCall(() => this.kernel.get_world(id)));
-  }
-
-  getWorldBounds(id: string): THREE.Box3 | null {
-    this.checkActive();
-    const bounds = kernelCall(() => this.kernel.get_world_bounds(id));
-    if (bounds.length !== 6) return null;
-    return new THREE.Box3(
-      new THREE.Vector3(bounds[0], bounds[1], bounds[2]),
-      new THREE.Vector3(bounds[3], bounds[4], bounds[5]),
-    );
-  }
-
-  clash(itemsA: string[], itemsB: string[], options: WorldClashOptions = {}): WorldClash[] {
-    this.checkActive();
-    const depth = options.depth ?? 0.001;
-    return JSON.parse(kernelCall(() => this.kernel.clash(JSON.stringify(itemsA), JSON.stringify(itemsB), depth))) as WorldClash[];
-  }
-
-  clearance(itemsA: string[], itemsB: string[], clearance: number): WorldProximity[] {
-    this.checkActive();
-    return JSON.parse(kernelCall(() => this.kernel.clearance(JSON.stringify(itemsA), JSON.stringify(itemsB), clearance))) as WorldProximity[];
-  }
-
-  distance(itemA: string, itemB: string, tolerance = 0.001): WorldProximity | null {
-    this.checkActive();
-    return JSON.parse(kernelCall(() => this.kernel.distance(itemA, itemB, tolerance))) as WorldProximity | null;
-  }
-
-  projectLines(items: string[], camera: AnalyticProjectionCamera, hlr?: AnalyticProjectionHlr, deflection = 0.01): WorldProjectedLines {
-    this.checkActive();
-    const hlrJson = hlr === undefined ? undefined : JSON.stringify(hlr);
-    return JSON.parse(kernelCall(() => this.kernel.project_lines(JSON.stringify(items), JSON.stringify(camera), hlrJson, deflection))) as WorldProjectedLines;
-  }
-
-  projectViews(items: string[], views: WorldProjectionView[], deflection = 0.01): Record<string, WorldProjectedScene> {
-    this.checkActive();
-    return JSON.parse(kernelCall(() => this.kernel.project_views(JSON.stringify(items), JSON.stringify(views), deflection))) as Record<string, WorldProjectedScene>;
-  }
-
-  exportStl(items: string[], config?: Record<string, unknown>): WorldExportedMesh {
-    this.checkActive();
-    const result = kernelCall(() => this.kernel.export_stl(JSON.stringify(items), config && JSON.stringify(config)));
-    try {
-      return { bytes: result.bytes, report: JSON.parse(result.reportJson) };
-    } finally {
-      result.free();
-    }
-  }
-
-  exportStep(items: string[], config?: Record<string, unknown>): WorldExportedFile {
-    this.checkActive();
-    const result = kernelCall(() => this.kernel.export_step(JSON.stringify(items), config && JSON.stringify(config)));
-    try {
-      return { text: result.text, report: JSON.parse(result.reportJson) };
-    } finally {
-      result.free();
-    }
-  }
-
-  exportIfc(items: string[], config?: Record<string, unknown>): WorldExportedFile {
-    this.checkActive();
-    const result = kernelCall(() => this.kernel.export_ifc(JSON.stringify(items), config && JSON.stringify(config)));
-    try {
-      return { text: result.text, report: JSON.parse(result.reportJson) };
-    } finally {
-      result.free();
-    }
-  }
-
-  bind(object: THREE.Object3D, id: string): void {
-    this.checkActive();
-    if (!this.kernel.has_node(id)) throw new WorldGraphError("unknown_node", `unknown node: ${id}`, id);
-    object.matrixAutoUpdate = false;
-    this.bindings.set(id, object);
-    this.bindingOrder = undefined;
-    this.syncObject(id, object);
-  }
-
-  unbind(id: string): void {
-    this.checkActive();
-    this.bindings.delete(id);
-    this.bindingOrder = undefined;
-  }
-
-  sync(): void {
-    this.checkActive();
-    this.bindingOrder ??= [...this.bindings].sort(([, a], [, b]) => depth(a) - depth(b));
-    for (const [id, object] of this.bindingOrder) this.syncObject(id, object);
-  }
-
-  dispose(): void {
-    if (this.disposed) return;
-    this.disposed = true;
-    this.bindings.clear();
-    this.bindingOrder = undefined;
-    this.kernel.free();
-  }
-
-  private syncObject(id: string, object: THREE.Object3D): void {
-    const world = this.getWorldMatrix(id);
-    if (object.parent) {
-      object.parent.updateWorldMatrix(true, false);
-      world.premultiply(new THREE.Matrix4().copy(object.parent.matrixWorld).invert());
-    }
-    object.matrix.copy(world);
-    object.matrix.decompose(object.position, object.quaternion, object.scale);
-    object.updateMatrixWorld(true);
-  }
-
-  private checkActive(): void {
-    if (this.disposed) throw new WorldGraphError("invalid_input", "WorldGraph has been disposed");
-  }
-}
-
-function depth(object: THREE.Object3D): number {
-  let count = 0;
-  for (let parent = object.parent; parent; parent = parent.parent) count += 1;
-  return count;
-}
diff --git a/main/opengeometry-three/tests/browser/pages/acceptance-probes.ts b/main/opengeometry-three/tests/browser/pages/acceptance-probes.ts
new file mode 100644
index 0000000..13d1ffb
--- /dev/null
+++ b/main/opengeometry-three/tests/browser/pages/acceptance-probes.ts
@@ -0,0 +1,244 @@
+import * as THREE from 'three';
+import {
+  OpenGeometry, Solid, OGError, OG_PRIMITIVE_CUBOID, OG_OPERATION_SUBTRACT, OG_TRANSFORM_TRANSLATE,
+} from '../../../../dist/index.js';
+import { activeBackend, graph, postToWorker, runtime, workerSendLog } from '../../../../dist/testing.js';
+import type {
+  CrashResult, FailureResult, InstanceMemory, MemoryResult, PixelResult, ReuseResult, StaleResult, TransactionResult,
+} from '../support/fixture-types';
+import { recordedErrors, required } from '../support/test-page';
+
+export type AcceptancePage = {
+  renderer: THREE.WebGLRenderer;
+  scene: THREE.Scene;
+  camera: THREE.PerspectiveCamera;
+  wall: Solid;
+  rail: Solid;
+};
+
+export async function memoryProbe(page: AcceptancePage): Promise<MemoryResult> {
+  const { renderer, scene, camera } = page;
+  renderer.render(scene, camera);
+  await OpenGeometry.settled();
+  const baseline = renderer.info.memory.geometries;
+  const plain = await instanceMemory(page, 'memory', false);
+  const outlined = await instanceMemory(page, 'memory-outline', true);
+  return {
+    baseline, ...plain, outlineOne: outlined.one, outlineShared: outlined.shared, outlineUnique: outlined.unique,
+    outlineAfter: outlined.after,
+  };
+}
+
+async function instanceMemory(page: AcceptancePage, prefix: string, outline: boolean): Promise<InstanceMemory> {
+  const { renderer, scene, camera } = page;
+  const size = { width: 2, height: 2, depth: 2 };
+  const target = new Solid(OG_PRIMITIVE_CUBOID, size, { ogId: `${prefix}-target`, appearance: { outline } });
+  const tool = new Solid(OG_PRIMITIVE_CUBOID, { width: 0.5, height: 0.5, depth: 0.5 }, { ogId: `${prefix}-tool` });
+  tool.transform(OG_TRANSFORM_TRANSLATE, { offset: [0.5, 0, 0] });
+  scene.add(target);
+  renderer.render(scene, camera);
+  await OpenGeometry.settled();
+  renderer.render(scene, camera);
+  await OpenGeometry.settled();
+  const one = renderer.info.memory.geometries;
+  const copy = target.instance({ ogId: `${prefix}-instance` });
+  copy.setAppearance({ outline });
+  scene.add(copy);
+  renderer.render(scene, camera);
+  await OpenGeometry.settled();
+  const shared = renderer.info.memory.geometries;
+  const sameGeometry = target.surface.geometry === copy.surface.geometry;
+  const sharedDetails = { target: target.record?.key, copy: copy.record?.key, same: sameGeometry };
+  copy.makeUnique();
+  copy.operate(OG_OPERATION_SUBTRACT, { tools: [tool] });
+  renderer.render(scene, camera);
+  await OpenGeometry.settled();
+  const unique = renderer.info.memory.geometries;
+  copy.dispose();
+  target.dispose();
+  tool.dispose();
+  renderer.render(scene, camera);
+  return { one, shared, unique, after: renderer.info.memory.geometries, sharedDetails };
+}
+
+function errorCodes(): string[] {
+  return recordedErrors().map((event) => (event instanceof OGError ? event.code : String(event)));
+}
+
+export function tessellateSends(shapeId: string): number {
+  return workerSendLog().filter((send) => send.shapeId === shapeId).length;
+}
+
+export async function workerCrashProbe(page: AcceptancePage): Promise<CrashResult> {
+  const { renderer, scene, camera, wall } = page;
+  const record = wall.record;
+  await postToWorker({ kind: 'throw' }, { awaitCrash: true });
+  const info = JSON.parse(graph().node(wall.ogId)) as { shapeId: string; shapeRevision: number };
+  await runtime().provider.ensureSnapshot(info.shapeId, info.shapeRevision);
+  const afterRestart = activeBackend();
+  await postToWorker({ kind: 'throw' }, { awaitCrash: true });
+  const errors = errorCodes();
+  const afterFallback = activeBackend();
+  const body = new Solid(OG_PRIMITIVE_CUBOID, { width: 0.3, height: 0.3, depth: 0.3 }, { ogId: 'after-fallback' });
+  scene.add(body);
+  renderer.render(scene, camera);
+  const drawnInSameRender = Boolean(body.record);
+  body.dispose();
+  return { afterRestart, afterFallback, sameRecord: wall.record === record, errors, drawnInSameRender };
+}
+
+export async function workerFailureProbe(page: AcceptancePage): Promise<FailureResult> {
+  const { failed } = await OpenGeometry.settled();
+  const hasRecord = Boolean(page.wall.record);
+  return { failed: failed.length, hasRecord, errors: errorCodes(), backend: activeBackend() };
+}
+
+export function placementPixelProbe(page: AcceptancePage): PixelResult {
+  const { renderer } = page;
+  const isolated = new THREE.Scene();
+  isolated.background = new THREE.Color(0xffffff);
+  isolated.add(new THREE.HemisphereLight(0xffffff, 0x526070, 2));
+  const light = new THREE.DirectionalLight(0xffffff, 2);
+  light.position.set(5, 8, 5);
+  isolated.add(light);
+  const view = new THREE.OrthographicCamera(-2, 2, 1.5, -1.5, 0.1, 20);
+  view.position.set(0, 1, 5);
+  view.lookAt(0, 0.5, 0);
+  const cube = new Solid(OG_PRIMITIVE_CUBOID, { width: 1, height: 1, depth: 1 }, { ogId: 'pixel-cube' });
+  isolated.add(cube);
+  renderer.render(isolated, view);
+  OpenGeometry.flush({ geometry: 'sync' });
+  const ray = new THREE.Raycaster(new THREE.Vector3(0, 0.5, 5), new THREE.Vector3(0, 0, -1));
+  const syncHit = ray.intersectObject(cube.surface).length > 0;
+  renderer.render(isolated, view);
+  const gl = renderer.getContext();
+  const pixel = (): number[] => {
+    const value = new Uint8Array(4);
+    gl.readPixels(320, 240, 1, 1, gl.RGBA, gl.UNSIGNED_BYTE, value);
+    return Array.from(value);
+  };
+  const before = pixel();
+  const geometry = cube.surface.geometry;
+  const position = geometry.getAttribute('position');
+  if (!(position instanceof THREE.BufferAttribute)) throw new Error('Test page expected a position BufferAttribute');
+  const version = position.version;
+  const revision = cube.getBrep().revision;
+  cube.transform(OG_TRANSFORM_TRANSLATE, { offset: [4, 0, 0] });
+  renderer.render(isolated, view);
+  const after = pixel();
+  const kernel = graph().worldMatrix(cube.ogId);
+  const matrixMatches = cube.matrixWorld.elements
+    .every((value, index) => Math.abs(value - (kernel[index] ?? Number.NaN)) <= 1e-12);
+  const geometryMatches = cube.surface.geometry === geometry && geometry.getAttribute('position') === position
+    && position.version === version && cube.getBrep().revision === revision;
+  cube.dispose();
+  return { before, after, matrixMatches, geometryMatches, syncHit };
+}
+
+export async function onDemandProbe(page: AcceptancePage): Promise<{ events: number; appeared: boolean }> {
+  const { renderer, scene, camera } = page;
+  const body = new Solid(OG_PRIMITIVE_CUBOID, { width: 0.4, height: 0.4, depth: 0.4 }, { ogId: 'on-demand' });
+  scene.add(body);
+  let events = 0;
+  const ready = new Promise<void>((resolve) => {
+    const unsubscribe = OpenGeometry.on('geometry', (event) => {
+      const value = event as { ogIds: string[] };
+      if (value.ogIds.includes(body.ogId)) {
+        events++;
+        unsubscribe();
+        renderer.render(scene, camera);
+        resolve();
+      }
+    });
+  });
+  renderer.render(scene, camera);
+  await ready;
+  const appeared = Boolean(body.record && body.surface.geometry.getAttribute('position'));
+  body.dispose();
+  return { events, appeared };
+}
+
+export async function staleWorkerProbe(page: AcceptancePage): Promise<StaleResult> {
+  const { renderer, scene, camera } = page;
+  const body = new Solid(OG_PRIMITIVE_CUBOID, { width: 1, height: 1, depth: 1 }, { ogId: 'rapid-rebuild' });
+  scene.add(body);
+  renderer.render(scene, camera);
+  await OpenGeometry.settled();
+  const info = JSON.parse(graph().node(body.ogId)) as { shapeId: string };
+  const before = tessellateSends(info.shapeId);
+  for (let i = 0; i < 10; i++) {
+    body.rebuild(OG_PRIMITIVE_CUBOID, { width: 1 + i * 0.1, height: 1, depth: 1 });
+    renderer.render(scene, camera);
+  }
+  await OpenGeometry.settled();
+  const after = tessellateSends(info.shapeId);
+  const current = body.getBrep().revision;
+  const displayed = body.record?.revision;
+  body.dispose();
+  return { current, displayed, jobs: after - before };
+}
+
+export async function snapshotResendProbe(page: AcceptancePage): Promise<{ triangles: number }> {
+  const info = JSON.parse(graph().node(page.rail.ogId)) as { shapeId: string; shapeRevision: number };
+  const provider = runtime().provider;
+  await provider.ensureSnapshot(info.shapeId, info.shapeRevision);
+  await postToWorker({ kind: 'drop', shapeId: info.shapeId, revision: info.shapeRevision });
+  const buffers = await provider.request({
+    shapeId: info.shapeId, revision: info.shapeRevision, bucket: required(page.rail.record, 'a rail record').bucket * 2,
+    maxTriangles: 2_000_000, priority: 0, generation: 1,
+  });
+  return { triangles: buffers.triangles };
+}
+
+export function transactionProbe(): TransactionResult {
+  const body = new Solid(OG_PRIMITIVE_CUBOID, { width: 1, height: 1, depth: 1 }, { ogId: 'transaction-cube' });
+  const before = JSON.stringify(body.getBrep());
+  const placement = JSON.stringify(body.getPlacement());
+  try {
+    let threw = false;
+    try {
+      OpenGeometry.transaction(() => {
+        OpenGeometry.transaction(() => { body.dispose(); });
+        throw new Error('outer rollback');
+      });
+    } catch (error) { threw = error instanceof Error && error.message === 'outer rollback'; }
+    const revived = JSON.stringify(body.getBrep()) === before && !body.inLimbo;
+    const dryResult = OpenGeometry.transaction(() => {
+      body.transform(OG_TRANSFORM_TRANSLATE, { offset: [3, 0, 0] });
+      return 'trial';
+    }, { dryRun: true });
+    const dryRestored = JSON.stringify(body.getPlacement()) === placement;
+    let thenableCode = '';
+    try { OpenGeometry.transaction(() => ({ then: () => undefined })); }
+    catch (error) { if (error instanceof OGError) thenableCode = error.code; }
+    return { threw, revived, dryResult, dryRestored, thenableCode };
+  } finally { body.dispose(); }
+}
+
+export async function reuseProbe(page: AcceptancePage): Promise<ReuseResult> {
+  const { renderer, scene, camera } = page;
+  const errors: unknown[] = [];
+  const stopErrors = OpenGeometry.on('error', (event) => { errors.push(event); });
+  const size = { width: 1, height: 1, depth: 1 };
+  const first = new Solid(OG_PRIMITIVE_CUBOID, size, { ogId: 'reuse-cube' });
+  try {
+    scene.add(first);
+    renderer.render(scene, camera);
+    await OpenGeometry.settled();
+    const mark = OpenGeometry.mark();
+    first.dispose();
+    const second = new Solid(OG_PRIMITIVE_CUBOID, size, { ogId: 'reuse-cube' });
+    scene.add(second);
+    renderer.render(scene, camera);
+    await OpenGeometry.settled();
+    mark.rollback();
+    mark.release();
+    renderer.render(scene, camera);
+    await OpenGeometry.settled();
+    const revived = first.parent === scene && !first.inLimbo && Boolean(first.record);
+    return { revived, gone: second.parent === null && !second.inLimbo, errors };
+  } finally {
+    stopErrors();
+    first.dispose();
+  }
+}
diff --git a/main/opengeometry-three/tests/browser/pages/acceptance.html b/main/opengeometry-three/tests/browser/pages/acceptance.html
new file mode 100644
index 0000000..0d5a49a
--- /dev/null
+++ b/main/opengeometry-three/tests/browser/pages/acceptance.html
@@ -0,0 +1,23 @@
+<!doctype html>
+<html lang="en">
+  <head>
+    <meta charset="UTF-8" />
+    <meta name="viewport" content="width=device-width, initial-scale=1.0" />
+    <title>OpenGeometry 2.5 acceptance</title>
+  </head>
+  <body>
+    <main id="status">Building acceptance scene</main>
+    <script>
+      if (location.protocol === 'file:') {
+        document.querySelector('#status').textContent = 'Use the local Vite server for this example. From the repository root, run: npm --prefix main run dev-test-pages -- --host 127.0.0.1 --port 5100 --strictPort. Then open http://127.0.0.1:5100/acceptance.html';
+      }
+      window.addEventListener('error', (event) => {
+        if (location.protocol !== 'file:') document.querySelector('#status').textContent = `Kernel failed to load: ${event.message || 'check the browser console'}`;
+      }, true);
+      window.addEventListener('unhandledrejection', (event) => {
+        if (location.protocol !== 'file:') document.querySelector('#status').textContent = `Kernel failed to load: ${String(event.reason)}`;
+      });
+    </script>
+    <script type="module" src="./acceptance.ts"></script>
+  </body>
+</html>
diff --git a/main/opengeometry-three/tests/browser/pages/acceptance.ts b/main/opengeometry-three/tests/browser/pages/acceptance.ts
new file mode 100644
index 0000000..2dbb186
--- /dev/null
+++ b/main/opengeometry-three/tests/browser/pages/acceptance.ts
@@ -0,0 +1,193 @@
+import * as THREE from 'three';
+import {
+  OpenGeometry, SystemAssembly, Wire, Solid, OGError,
+  OG_PRIMITIVE_RECTANGLE, OG_PRIMITIVE_CUBOID, OG_PRIMITIVE_POLYLINE, OG_PRIMITIVE_CIRCLE,
+  OG_OPERATION_EXTRUDE, OG_OPERATION_SWEEP, OG_OPERATION_SUBTRACT,
+  OG_TRANSFORM_TRANSLATE, OG_TRANSFORM_ROTATE, OG_TRANSFORM_PLACE,
+} from '../../../../dist/index.js';
+import { activeBackend, graph } from '../../../../dist/testing.js';
+import {
+  bootKernel, createRenderer, publishFixture, releasePage, required, statusElement,
+} from '../support/test-page';
+import {
+  memoryProbe, onDemandProbe, placementPixelProbe, reuseProbe, snapshotResendProbe, staleWorkerProbe,
+  transactionProbe, workerCrashProbe, workerFailureProbe,
+} from './acceptance-probes';
+import { coarserRetryProbe, lodHysteresisProbe, lodProbe, orbitProbe } from './acceptance/probes/lod';
+import { buildStorey, storeyPerformanceProbe } from './acceptance/probes/storey';
+
+type Point = [number, number, number];
+
+window.addEventListener('error', (event) => { statusElement().textContent = `Error: ${event.message}`; });
+window.addEventListener('unhandledrejection', (event) => {
+  statusElement().textContent = `Error: ${String(event.reason)}`;
+});
+
+await bootKernel();
+const SCENE = new THREE.Scene();
+SCENE.background = new THREE.Color(0xf7f8fb);
+SCENE.add(new THREE.HemisphereLight(0xffffff, 0x526070, 2));
+const LIGHT = new THREE.DirectionalLight(0xffffff, 2);
+LIGHT.position.set(5, 8, 5);
+SCENE.add(LIGHT);
+const CAMERA = new THREE.PerspectiveCamera(50, 640 / 480, 0.1, 1000);
+CAMERA.position.set(9, 9, 14);
+CAMERA.lookAt(2, 3, 1);
+const RENDERER = createRenderer(640, 480);
+const BODIES: Solid[] = [];
+
+function assertNear(actual: number, expected: number, tolerance: number, label: string): void {
+  if (Math.abs(actual - expected) > tolerance) {
+    throw new Error(`${label}: ${String(actual)} expected ${String(expected)}`);
+  }
+}
+
+function meshValue(values: ArrayLike<number>, index: number): number {
+  return required(values[index], `mesh value ${String(index)}`);
+}
+
+function volume(body: Solid, bucket = 0.01): number {
+  const info = JSON.parse(graph().node(body.ogId)) as { shapeId: string };
+  const buffers = graph().buffers(info.shapeId, bucket, 2_000_000) as {
+    positions: Float32Array; indices: Uint32Array; origin: Float64Array;
+  };
+  let sum = 0;
+  for (let i = 0; i < buffers.indices.length; i += 3) {
+    const a = meshValue(buffers.indices, i) * 3;
+    const b = meshValue(buffers.indices, i + 1) * 3;
+    const c = meshValue(buffers.indices, i + 2) * 3;
+    const point = (index: number): Point => [
+      meshValue(buffers.positions, index) + meshValue(buffers.origin, 0),
+      meshValue(buffers.positions, index + 1) + meshValue(buffers.origin, 1),
+      meshValue(buffers.positions, index + 2) + meshValue(buffers.origin, 2),
+    ];
+    const pointA = point(a); const pointB = point(b); const pointC = point(c);
+    sum += pointA[0] * (pointB[1] * pointC[2] - pointB[2] * pointC[1])
+      + pointA[1] * (pointB[2] * pointC[0] - pointB[0] * pointC[2])
+      + pointA[2] * (pointB[0] * pointC[1] - pointB[1] * pointC[0]);
+  }
+  return Math.abs(sum / 6);
+}
+
+const LEVEL = new SystemAssembly({ ogId: 'level-1' });
+const PROFILE = new Wire(OG_PRIMITIVE_RECTANGLE, { width: 6, breadth: 0.2 }, { ogId: 'wall-profile' });
+const WALL = new Solid(OG_OPERATION_EXTRUDE, { profile: PROFILE, distance: 3 }, { ogId: 'wall-1' });
+const CUTTER = new Solid(OG_PRIMITIVE_CUBOID, { width: 0.9, height: 2.1, depth: 0.4 }, { ogId: 'door-cutter' });
+const BASE_VOLUME = volume(WALL);
+assertNear(BASE_VOLUME, 3.6, 1e-5, 'wall base volume');
+CUTTER.transform(OG_TRANSFORM_TRANSLATE, { offset: [2, 0, 0] });
+WALL.operate(OG_OPERATION_SUBTRACT, { tools: [CUTTER] });
+const CUT_VOLUME = volume(WALL);
+assertNear(CUT_VOLUME, 3.222, 1e-5, 'wall cut volume');
+const PATH = new Wire(
+  OG_PRIMITIVE_POLYLINE, { points: [[0, 1, 1], [4, 1, 1], [4, 1, 4]], closed: false }, { ogId: 'rail-path' },
+);
+const DISC = new Wire(OG_PRIMITIVE_CIRCLE, { radius: 0.05 }, {
+  ogId: 'rail-disc', plane: { origin: [0, 1, 1], normal: [1, 0, 0], xDirection: [0, 0, 1] },
+});
+const RAIL = new Solid(OG_OPERATION_SWEEP, { profile: DISC, path: PATH }, { ogId: 'rail-1' });
+const RAIL_VOLUME = volume(RAIL, 2 ** -14);
+assertNear(RAIL_VOLUME, Math.PI * 0.05 ** 2 * 7, 5e-5, 'swept rail volume');
+LEVEL.addChild([PROFILE, WALL, CUTTER, PATH, DISC, RAIL]);
+SCENE.add(WALL, RAIL);
+BODIES.push(WALL, RAIL);
+const SHAPE_REVISIONS = [WALL.getBrep().revision, RAIL.getBrep().revision];
+LEVEL.transform(OG_TRANSFORM_PLACE, { origin: [0, 3, 0] });
+RAIL.transform(OG_TRANSFORM_ROTATE, { axis: [0, 1, 0], degrees: 90 });
+if (WALL.getBrep().revision !== SHAPE_REVISIONS[0] || RAIL.getBrep().revision !== SHAPE_REVISIONS[1]) {
+  throw new Error('Placement changed a shape revision');
+}
+const RAIL_BOUNDS = required(RAIL.getBounds(), 'rail bounds');
+const MOVED_BOUNDS = required(WALL.getBounds(), 'wall bounds');
+assertNear(MOVED_BOUNDS[1], 3, 1e-6, 'moved wall low y');
+WALL.rebuild(OG_OPERATION_EXTRUDE, { profile: PROFILE, distance: 4 });
+const REBUILT_VOLUME = volume(WALL);
+assertNear(REBUILT_VOLUME, 4.8, 1e-5, 'wall rebuild volume');
+WALL.operate(OG_OPERATION_SUBTRACT, { tools: [CUTTER] });
+const RECUT_VOLUME = volume(WALL);
+assertNear(RECUT_VOLUME, 4.422, 1e-5, 'wall recut volume');
+let coverageGap = false;
+const BEFORE_COVERAGE_GAP = performance.now();
+try {
+  RAIL.operate(OG_OPERATION_SUBTRACT, { tools: [WALL] });
+} catch (error) { coverageGap = error instanceof OGError && error.code === 'CoverageGap'; }
+const COVERAGE_GAP_MS = performance.now() - BEFORE_COVERAGE_GAP;
+if (!coverageGap) throw new Error('CoverageGap pair did not return CoverageGap');
+const BEFORE_TRIAL = JSON.stringify(WALL.getBrep());
+const MARK = OpenGeometry.mark();
+WALL.rebuild(OG_OPERATION_EXTRUDE, { profile: PROFILE, distance: 5 });
+MARK.rollback();
+MARK.release();
+if (JSON.stringify(WALL.getBrep()) !== BEFORE_TRIAL) throw new Error('Mark rollback changed the wall');
+const RAILS: Solid[] = [RAIL];
+for (let i = 2; i <= 11; i++) {
+  const copy = RAIL.instance({ ogId: `rail-${String(i)}` });
+  copy.transform(OG_TRANSFORM_TRANSLATE, { offset: [0, 0, i * 2] });
+  RAILS.push(copy);
+  BODIES.push(copy);
+  SCENE.add(copy);
+}
+const REPARENT = new SystemAssembly({ ogId: 'reparent' });
+const TEST_CHILD = new Solid(OG_PRIMITIVE_CUBOID, { width: 0.1, height: 0.1, depth: 0.1 }, { ogId: 'reparent-test' });
+const BEFORE_KEEP = required(TEST_CHILD.getBounds(), 'child bounds');
+REPARENT.transform(OG_TRANSFORM_TRANSLATE, { offset: [10, 0, 0] });
+REPARENT.addChild([TEST_CHILD], { keepWorld: true });
+assertNear(required(TEST_CHILD.getBounds(), 'child bounds')[0], BEFORE_KEEP[0], 1e-6, 'keepWorld');
+REPARENT.removeChild(TEST_CHILD, { keepWorld: true });
+REPARENT.addChild([TEST_CHILD]);
+assertNear(required(TEST_CHILD.getBounds(), 'child bounds')[0], BEFORE_KEEP[0] + 10, 1e-6, 'default local reparent');
+TEST_CHILD.dispose();
+CUTTER.dispose();
+RENDERER.render(SCENE, CAMERA);
+await OpenGeometry.settled();
+const FIRST_EXPORT = await OpenGeometry.exportStep({ nodes: [LEVEL] });
+const SECOND_EXPORT = await OpenGeometry.exportStep({ nodes: [LEVEL] });
+if (FIRST_EXPORT.text !== SECOND_EXPORT.text || FIRST_EXPORT.report.products !== 12) {
+  throw new Error('Level STEP export is not deterministic');
+}
+const SKIPPED = FIRST_EXPORT.report.skipped;
+const SKIPPED_WIRES = ['wall-profile', 'rail-path', 'rail-disc'];
+if (SKIPPED.length !== 3 || !SKIPPED_WIRES.every((id) => SKIPPED.some((item) => item.ogId === id))) {
+  throw new Error('STEP wire skips differ');
+}
+if (FIRST_EXPORT.report.pcurvelessEdges <= 0) throw new Error('Swept rail lost pcurve-less edges');
+const RAIL_PCURVELESS = FIRST_EXPORT.report.bodies
+  .filter((body) => body.ogId.startsWith('rail-'))
+  .map((body) => body.pcurvelessEdges);
+const RESULT = {
+  baseVolume: BASE_VOLUME, cutVolume: CUT_VOLUME, railVolume: RAIL_VOLUME, rebuiltVolume: REBUILT_VOLUME,
+  recutVolume: RECUT_VOLUME, railBounds: RAIL_BOUNDS, wallBounds: MOVED_BOUNDS, coverageGap,
+  coverageGapMs: COVERAGE_GAP_MS, railPcurveless: RAIL_PCURVELESS, products: FIRST_EXPORT.report.products,
+  skipped: SKIPPED.length,
+  pcurvelessEdges: FIRST_EXPORT.report.pcurvelessEdges, stepBytes: FIRST_EXPORT.text.length,
+};
+const PAGE = { renderer: RENDERER, scene: SCENE, camera: CAMERA, wall: WALL, rail: RAIL };
+
+publishFixture('ogAcceptance', {
+  bodies: BODIES, renderer: RENDERER, scene: SCENE, camera: CAMERA, level: LEVEL, wall: WALL, rail: RAIL, rails: RAILS,
+  result: RESULT,
+  get backend() { return activeBackend(); },
+  flush: () => { OpenGeometry.flush(); },
+  settled: () => OpenGeometry.settled(),
+  render: () => { RENDERER.render(SCENE, CAMERA); },
+  exportStep: (options = {}) => OpenGeometry.exportStep({ nodes: [LEVEL], ...options }),
+  buildStorey: () => buildStorey(PAGE),
+  storeyPerformanceProbe,
+  memoryProbe: () => memoryProbe(PAGE),
+  lodProbe: () => lodProbe(PAGE),
+  workerCrashProbe: () => workerCrashProbe(PAGE),
+  workerFailureProbe: () => workerFailureProbe(PAGE),
+  placementPixelProbe: () => placementPixelProbe(PAGE),
+  onDemandProbe: () => onDemandProbe(PAGE),
+  staleWorkerProbe: () => staleWorkerProbe(PAGE),
+  snapshotResendProbe: () => snapshotResendProbe(PAGE),
+  lodHysteresisProbe: () => lodHysteresisProbe(PAGE),
+  orbitProbe: () => orbitProbe(PAGE),
+  coarserRetryProbe,
+  transactionProbe,
+  reuseProbe: () => reuseProbe(PAGE),
+  dispose: () => {
+    for (const body of [...BODIES].reverse()) { try { body.dispose(); } catch { continue; } }
+    releasePage(RENDERER);
+  },
+}, 'Acceptance ready');
diff --git a/main/opengeometry-three/tests/browser/pages/acceptance/probes/lod.ts b/main/opengeometry-three/tests/browser/pages/acceptance/probes/lod.ts
new file mode 100644
index 0000000..a2e0824
--- /dev/null
+++ b/main/opengeometry-three/tests/browser/pages/acceptance/probes/lod.ts
@@ -0,0 +1,116 @@
+import * as THREE from 'three';
+import { OpenGeometry, Solid, OG_PRIMITIVE_CUBOID } from '../../../../../../dist/index.js';
+import * as TESTING from '../../../../../../dist/testing.js';
+import type { RetryResult } from '../../../support/fixture-types';
+import { required } from '../../../support/test-page';
+import { tessellateSends, type AcceptancePage } from '../../acceptance-probes';
+
+type RetryWarning = NonNullable<RetryResult['warning']>;
+
+function wallBucket(page: AcceptancePage): number {
+  return required(page.wall.record, 'a wall record').bucket;
+}
+
+async function renderSettled(page: AcceptancePage): Promise<number> {
+  page.renderer.render(page.scene, page.camera);
+  await OpenGeometry.settled();
+  return wallBucket(page);
+}
+
+function aimAt(camera: THREE.PerspectiveCamera, centre: THREE.Vector3): void {
+  camera.lookAt(centre);
+  camera.updateMatrixWorld();
+}
+
+export async function lodProbe(page: AcceptancePage): Promise<{ before: number; after: number }> {
+  const before = await renderSettled(page);
+  const centre = new THREE.Vector3(2, 3, 1);
+  page.camera.position.sub(centre).multiplyScalar(0.25).add(centre);
+  aimAt(page.camera, centre);
+  return { before, after: await renderSettled(page) };
+}
+
+function placeForTarget(page: AcceptancePage, target: number): void {
+  const { renderer, camera, wall } = page;
+  const box = new THREE.Box3().setFromArray(required(wall.getBounds(), 'wall bounds'));
+  const centre = box.getCenter(new THREE.Vector3());
+  const extent = box.getSize(new THREE.Vector3()).length() / 2;
+  const height = renderer.getDrawingBufferSize(new THREE.Vector2()).y;
+  const depth = target * height / Math.tan(THREE.MathUtils.degToRad(camera.getEffectiveFOV()) / 2);
+  const direction = camera.position.clone().sub(centre).normalize();
+  camera.position.copy(centre).addScaledVector(direction, depth + extent);
+  aimAt(camera, centre);
+}
+
+export async function lodHysteresisProbe(page: AcceptancePage): Promise<{ p: number; buckets: number[] }> {
+  const home = page.camera.position.clone();
+  const p = await renderSettled(page);
+  const buckets: number[] = [];
+  for (const target of [3.96 * p, 4.04 * p, 0.76 * 4 * p, 0.74 * 4 * p]) {
+    placeForTarget(page, target);
+    buckets.push(await renderSettled(page));
+  }
+  page.camera.position.copy(home);
+  aimAt(page.camera, new THREE.Vector3(2, 3, 1));
+  await renderSettled(page);
+  return { p, buckets };
+}
+
+export async function orbitProbe(
+  page: AcceptancePage,
+): Promise<{ jobs: number; buckets: number[]; sendBuckets: number[] }> {
+  const { renderer, scene, camera } = page;
+  const shapeId = required(page.wall.lastInfo.shapeId, 'a wall shape');
+  const buckets = [await renderSettled(page)];
+  const before = tessellateSends(shapeId);
+  const start = performance.now();
+  OpenGeometry.setCameraMotion(true);
+  while (performance.now() - start <= 150) {
+    await new Promise<void>((resolve) => requestAnimationFrame(() => { resolve(); }));
+    camera.position.x += 0.02;
+    aimAt(camera, new THREE.Vector3(2, 3, 1));
+    renderer.render(scene, camera);
+    buckets.push(wallBucket(page));
+  }
+  await OpenGeometry.settled();
+  OpenGeometry.setCameraMotion(false);
+  buckets.push(wallBucket(page));
+  const sends = TESTING.workerSendLog().filter((send) => send.shapeId === shapeId).slice(before);
+  return { jobs: sends.length, buckets, sendBuckets: sends.map((send) => send.bucket) };
+}
+
+function pinWantedBucket(shapeId: string, bucket: number): void {
+  const pin: unknown = Reflect.get(TESTING, 'pinWantedBucket');
+  if (typeof pin !== 'function') throw new Error('Test page expected pinWantedBucket in dist/testing.js');
+  Reflect.apply(pin, undefined, [shapeId, bucket]);
+}
+
+function kernelFloor(body: Solid): number {
+  const buckets: unknown = JSON.parse(TESTING.graph().displayBuckets(body.ogId));
+  const floor: unknown = typeof buckets === 'object' && buckets !== null ? Reflect.get(buckets, 'floor') : undefined;
+  if (typeof floor !== 'number') throw new Error('Test page expected a display bucket floor');
+  return floor;
+}
+
+function isRetryWarning(value: unknown): value is RetryWarning {
+  return typeof value === 'object' && value !== null && typeof Reflect.get(value, 'code') === 'string'
+    && typeof Reflect.get(value, 'bucket') === 'number' && typeof Reflect.get(value, 'retryBucket') === 'number';
+}
+
+export async function coarserRetryProbe(): Promise<RetryResult> {
+  const body = new Solid(OG_PRIMITIVE_CUBOID, { width: 1, height: 1, depth: 1 }, { ogId: 'retry-cube' });
+  let warning: RetryWarning | undefined;
+  const errors: unknown[] = [];
+  const stopWarnings = OpenGeometry.on('warning', (event) => { if (isRetryWarning(event)) warning = event; });
+  const stopErrors = OpenGeometry.on('error', (event) => { errors.push(event); });
+  try {
+    pinWantedBucket(required(body.lastInfo.shapeId, 'a shape id'), kernelFloor(body) / 2);
+    TESTING.ensureGeometry(body);
+    await OpenGeometry.settled();
+    return { warning, bucket: body.record?.bucket, errors };
+  } finally {
+    stopWarnings();
+    stopErrors();
+    body.dispose();
+  }
+}
diff --git a/main/opengeometry-three/tests/browser/pages/acceptance/probes/storey.ts b/main/opengeometry-three/tests/browser/pages/acceptance/probes/storey.ts
new file mode 100644
index 0000000..224a4fa
--- /dev/null
+++ b/main/opengeometry-three/tests/browser/pages/acceptance/probes/storey.ts
@@ -0,0 +1,133 @@
+import * as THREE from 'three';
+import {
+  OpenGeometry, SystemAssembly, Wire, Solid,
+  OG_PRIMITIVE_RECTANGLE, OG_PRIMITIVE_CUBOID, OG_OPERATION_EXTRUDE, OG_OPERATION_SUBTRACT, OG_TRANSFORM_TRANSLATE,
+} from '../../../../../../dist/index.js';
+import { flushCount } from '../../../../../../dist/testing.js';
+import type { StoreyPerformance, StoreyResult } from '../../../support/fixture-types';
+import { required } from '../../../support/test-page';
+import type { AcceptancePage } from '../../acceptance-probes';
+
+type StoreyRender = Pick<StoreyResult, 'renderMs' | 'renderFlushes' | 'geometryCount' | 'failed'>;
+
+const WALLS = 200;
+const RAIL_INSTANCES = 1000;
+const OPENING = { width: 0.6, height: 2.0, depth: 0.4 };
+
+let storeyData: { root: SystemAssembly; bodies: Solid[] } | undefined;
+
+function nextFrame(): Promise<void> {
+  return new Promise<void>((resolve) => requestAnimationFrame(() => { resolve(); }));
+}
+
+function grid(index: number, columns: number): [number, number, number] {
+  return [(index % columns) * 8, 0, Math.floor(index / columns) * 8];
+}
+
+function buildWall(index: number, members: (Wire | Solid)[]): Solid {
+  const name = String(index);
+  const profile = new Wire(OG_PRIMITIVE_RECTANGLE, { width: 6, breadth: 0.2 }, { ogId: `storey-profile-${name}` });
+  const wall = new Solid(OG_OPERATION_EXTRUDE, { profile, distance: 3 }, { ogId: `storey-wall-${name}` });
+  const cutters: Solid[] = [];
+  for (let opening = 0; opening < 4; opening++) {
+    const cutter = new Solid(OG_PRIMITIVE_CUBOID, OPENING, { ogId: `storey-opening-${name}-${String(opening)}` });
+    cutter.transform(OG_TRANSFORM_TRANSLATE, { offset: [-2.1 + 1.4 * opening, 0, 0] });
+    cutters.push(cutter);
+  }
+  wall.operate(OG_OPERATION_SUBTRACT, { tools: cutters });
+  for (const cutter of cutters) cutter.dispose();
+  wall.transform(OG_TRANSFORM_TRANSLATE, { offset: grid(index, 20) });
+  members.push(profile, wall);
+  return wall;
+}
+
+async function buildWalls(members: (Wire | Solid)[]): Promise<Solid[]> {
+  const walls: Solid[] = [];
+  for (let index = 0; index < WALLS; index++) {
+    walls.push(buildWall(index, members));
+    if (index % 10 === 9) await nextFrame();
+  }
+  return walls;
+}
+
+async function buildRails(rail: Solid): Promise<Solid[]> {
+  const rails: Solid[] = [];
+  for (let index = 0; index < RAIL_INSTANCES; index++) {
+    const copy = rail.instance({ ogId: `storey-rail-${String(index)}` });
+    copy.transform(OG_TRANSFORM_TRANSLATE, { offset: grid(index, 40) });
+    rails.push(copy);
+    if (index % 50 === 0) await nextFrame();
+  }
+  return rails;
+}
+
+function openingCount(wall: Solid): number {
+  const cuts = wall.getBrep().topology.faces.filter((face) => face.provenance.role === 'Cut');
+  return new Set(cuts.flatMap((face) => face.provenance.sources.map((source) => source.body))).size;
+}
+
+function openingRange(walls: Solid[]): { min: number; max: number } {
+  const counts = walls.map(openingCount);
+  return { min: Math.min(...counts), max: Math.max(...counts) };
+}
+
+function storeyCamera(bodies: Solid[]): THREE.PerspectiveCamera {
+  const box = new THREE.Box3();
+  for (const body of bodies) {
+    box.union(new THREE.Box3().setFromArray(required(body.getBounds(), `${body.ogId} bounds`)));
+  }
+  const sphere = box.getBoundingSphere(new THREE.Sphere());
+  const camera = new THREE.PerspectiveCamera(50, 640 / 480);
+  const distance = sphere.radius / Math.sin(THREE.MathUtils.degToRad(camera.fov / 2));
+  camera.position.copy(sphere.center).addScaledVector(new THREE.Vector3(1, 1.2, 1).normalize(), distance);
+  camera.near = (distance - sphere.radius) * 0.9;
+  camera.far = (distance + sphere.radius) * 1.1;
+  camera.lookAt(sphere.center);
+  camera.updateProjectionMatrix();
+  camera.updateMatrixWorld();
+  return camera;
+}
+
+async function renderStorey(page: AcceptancePage, camera: THREE.PerspectiveCamera): Promise<StoreyRender> {
+  const beforeRenderFlush = flushCount();
+  const beforeRender = performance.now();
+  page.renderer.render(page.scene, camera);
+  const renderMs = performance.now() - beforeRender;
+  const renderFlushes = flushCount() - beforeRenderFlush;
+  const { failed } = await OpenGeometry.settled();
+  page.renderer.render(page.scene, camera);
+  return { renderMs, renderFlushes, geometryCount: page.renderer.info.memory.geometries, failed: failed.length };
+}
+
+export async function buildStorey(page: AcceptancePage): Promise<StoreyResult> {
+  const storey = new SystemAssembly({ ogId: 'storey' });
+  const members: (Wire | Solid)[] = [];
+  const walls = await buildWalls(members);
+  const rails = await buildRails(page.rail);
+  storey.addChild([...members, ...rails]);
+  storeyData = { root: storey, bodies: [...walls, ...rails] };
+  page.scene.add(...walls, ...rails);
+  const rendered = await renderStorey(page, storeyCamera(storeyData.bodies));
+  return {
+    walls: walls.length, uniqueWalls: walls.filter((wall) => wall.getInstanceCount() === 1).length,
+    openingsPerWall: openingRange(walls), instances: rails.length, flushCount: flushCount(), ...rendered,
+  };
+}
+
+export async function storeyPerformanceProbe(): Promise<StoreyPerformance> {
+  if (!storeyData) throw new Error('buildStorey must run first');
+  const startTransform = performance.now();
+  storeyData.root.transform(OG_TRANSFORM_TRANSLATE, { offset: [1, 0, 0] });
+  const transformMs = performance.now() - startTransform;
+  const startFlush = performance.now();
+  OpenGeometry.flush();
+  const flushMs = performance.now() - startFlush;
+  const transformFlushMs = transformMs + flushMs;
+  const startStep = performance.now();
+  const exported = await OpenGeometry.exportStep({ nodes: storeyData.bodies });
+  const stepMs = performance.now() - startStep;
+  return {
+    transformFlushMs, transformMs, flushMs, stepMs, bytes: exported.text.length,
+    products: exported.report.products, entities: exported.report.entities,
+  };
+}
diff --git a/main/opengeometry-three/tests/browser/pages/crash-worker.ts b/main/opengeometry-three/tests/browser/pages/crash-worker.ts
new file mode 100644
index 0000000..313a659
--- /dev/null
+++ b/main/opengeometry-three/tests/browser/pages/crash-worker.ts
@@ -0,0 +1,8 @@
+import '../../../../dist/tessellation-worker.js';
+
+self.addEventListener('message', (event: MessageEvent<unknown>) => {
+  const data = event.data;
+  if (typeof data === 'object' && data !== null && Reflect.get(data, 'kind') === 'throw') {
+    throw new Error('crash page worker threw on request');
+  }
+});
diff --git a/main/opengeometry-three/tests/browser/pages/quick-start.html b/main/opengeometry-three/tests/browser/pages/quick-start.html
new file mode 100644
index 0000000..aadf35e
--- /dev/null
+++ b/main/opengeometry-three/tests/browser/pages/quick-start.html
@@ -0,0 +1,12 @@
+<!doctype html>
+<html lang="en">
+  <head>
+    <meta charset="UTF-8" />
+    <meta name="viewport" content="width=device-width, initial-scale=1.0" />
+    <title>OpenGeometry quick start test</title>
+  </head>
+  <body>
+    <main id="status">Loading kernel</main>
+    <script type="module" src="./quick-start.ts"></script>
+  </body>
+</html>
diff --git a/main/opengeometry-three/tests/browser/pages/quick-start.ts b/main/opengeometry-three/tests/browser/pages/quick-start.ts
new file mode 100644
index 0000000..ca660ba
--- /dev/null
+++ b/main/opengeometry-three/tests/browser/pages/quick-start.ts
@@ -0,0 +1,45 @@
+import * as THREE from 'three';
+import {
+  OpenGeometry, Solid, Wire,
+  OG_OPERATION_EXTRUDE, OG_OPERATION_SUBTRACT, OG_PRIMITIVE_CUBOID, OG_PRIMITIVE_RECTANGLE, OG_TRANSFORM_TRANSLATE,
+} from '../../../../dist/index.js';
+import { activeBackend } from '../../../../dist/testing.js';
+import { createRenderer, publishFixture, releasePage } from '../support/test-page';
+
+await OpenGeometry.create({ wasmURL: '/opengeometry_bg.wasm' }, { workerURL: '/tessellation-worker.js' });
+const ERRORS: unknown[] = [];
+OpenGeometry.on('error', (event) => { ERRORS.push(event); });
+
+const PROFILE = new Wire(OG_PRIMITIVE_RECTANGLE, { width: 6, breadth: 0.2 });
+const WALL = new Solid(OG_OPERATION_EXTRUDE, { profile: PROFILE, distance: 3 });
+const DOOR = new Solid(OG_PRIMITIVE_CUBOID, { width: 0.9, height: 2.1, depth: 0.4 });
+DOOR.transform(OG_TRANSFORM_TRANSLATE, { offset: [2, 0, 0] });
+WALL.operate(OG_OPERATION_SUBTRACT, { tools: [DOOR] });
+
+const SCENE = new THREE.Scene();
+SCENE.add(new THREE.HemisphereLight(0xffffff, 0x444444, 2), WALL);
+const CAMERA = new THREE.PerspectiveCamera(50, innerWidth / innerHeight, 0.1, 100);
+CAMERA.position.set(6, 5, 8);
+CAMERA.lookAt(0, 1.5, 0);
+const RENDERER = createRenderer(innerWidth, innerHeight);
+RENDERER.render(SCENE, CAMERA);
+const SETTLED = await OpenGeometry.settled();
+RENDERER.render(SCENE, CAMERA);
+RENDERER.setAnimationLoop(() => { RENDERER.render(SCENE, CAMERA); });
+
+const STEP = await OpenGeometry.exportStep({ nodes: [WALL], unit: 'millimetre', upAxis: 'Z' });
+
+publishFixture('ogQuickStart', {
+  wall: WALL,
+  bounds: WALL.getBounds(),
+  renderer: RENDERER,
+  settled: SETTLED,
+  report: STEP.report,
+  text: STEP.text,
+  errors: ERRORS,
+  get backend() { return activeBackend(); },
+  dispose: () => {
+    RENDERER.setAnimationLoop(null);
+    releasePage(RENDERER);
+  },
+}, 'Quick start ready');
diff --git a/main/opengeometry-three/tests/browser/pages/smoke.html b/main/opengeometry-three/tests/browser/pages/smoke.html
new file mode 100644
index 0000000..28f584c
--- /dev/null
+++ b/main/opengeometry-three/tests/browser/pages/smoke.html
@@ -0,0 +1,12 @@
+<!doctype html>
+<html lang="en">
+  <head>
+    <meta charset="UTF-8" />
+    <meta name="viewport" content="width=device-width, initial-scale=1.0" />
+    <title>OpenGeometry smoke test</title>
+  </head>
+  <body>
+    <main id="status">Loading kernel</main>
+    <script type="module" src="./smoke.ts"></script>
+  </body>
+</html>
diff --git a/main/opengeometry-three/tests/browser/pages/smoke.ts b/main/opengeometry-three/tests/browser/pages/smoke.ts
new file mode 100644
index 0000000..b383550
--- /dev/null
+++ b/main/opengeometry-three/tests/browser/pages/smoke.ts
@@ -0,0 +1,86 @@
+import * as THREE from 'three';
+import { OpenGeometry, Solid, Wire, OG_PRIMITIVE_CUBOID, OG_PRIMITIVE_RECTANGLE } from '../../../../dist/index.js';
+import { activeBackend, graph } from '../../../../dist/testing.js';
+import type { SmokeFixture } from '../support/fixture-types';
+import { bootKernel, createRenderer, publishFixture, releasePage, required } from '../support/test-page';
+import { reservedNameCollisions } from './smoke/reserved-names';
+
+const WORKER_URL = await bootKernel();
+const SCENE = new THREE.Scene();
+SCENE.background = new THREE.Color(0xf7f8fb);
+SCENE.add(new THREE.HemisphereLight(0xffffff, 0x526070, 2));
+const LIGHT = new THREE.DirectionalLight(0xffffff, 2);
+LIGHT.position.set(5, 8, 5);
+SCENE.add(LIGHT);
+const CAMERA = new THREE.PerspectiveCamera(60, 1, 0.1, 100);
+CAMERA.position.set(3, 3, 5);
+CAMERA.lookAt(0, 0.5, 0);
+const RENDERER = createRenderer(320, 240);
+const BODY = new Solid(OG_PRIMITIVE_CUBOID, { width: 1, height: 1, depth: 1 }, { ogId: 'smoke-cube' });
+const WIRE = new Wire(OG_PRIMITIVE_RECTANGLE, { width: 1, breadth: 1 }, { ogId: 'smoke-wire' });
+SCENE.add(BODY);
+RENDERER.render(SCENE, CAMERA);
+const READY = await OpenGeometry.settled();
+if (READY.failed.length) throw new Error('Cube geometry did not settle');
+RENDERER.render(SCENE, CAMERA);
+const RESERVED = reservedNameCollisions({ solid: BODY, wire: WIRE });
+const WORKER_PROBES = [
+  { kind: 'init', request: 0, module: 'invalid' }, { kind: 'nonsense', request: 7 }, { kind: 'snapshot', request: 8 },
+];
+
+function sceneHit(): ReturnType<SmokeFixture['resolveSceneHit']> {
+  const origin = new THREE.Vector3(0.9, 0.5, 5);
+  const ray = new THREE.Raycaster(origin, new THREE.Vector3(0.45, 0.5, 0.5).sub(origin).normalize());
+  const hits = ray.intersectObjects(SCENE.children, true);
+  const first = hits[0];
+  return {
+    hit: first && OpenGeometry.resolveHit(first),
+    outlineHit: hits.some((hit) => hit.object === BODY.outline),
+  };
+}
+
+function nextReply(worker: Worker, message: object): Promise<unknown> {
+  return new Promise((resolve) => {
+    const timer = setTimeout(() => { resolve(undefined); }, 2_000);
+    worker.onmessage = (event) => {
+      clearTimeout(timer);
+      resolve(event.data);
+    };
+    worker.postMessage(message);
+  });
+}
+
+publishFixture('ogSmoke', {
+  body: BODY, renderer: RENDERER, scene: SCENE, camera: CAMERA,
+  threeRevision: THREE.REVISION,
+  reservedNameCollisions: RESERVED.collisions,
+  reservedNamesDerived: RESERVED.derived,
+  get backend() { return activeBackend(); },
+  render: () => { RENDERER.render(SCENE, CAMERA); },
+  settled: () => OpenGeometry.settled(),
+  exportStep: () => OpenGeometry.exportStep({ nodes: [BODY] }),
+  resolveHit: () => {
+    const ray = new THREE.Raycaster();
+    ray.set(new THREE.Vector3(2, 0.5, 5), new THREE.Vector3(0, 0, -1));
+    const hit = ray.intersectObject(BODY.surface)[0];
+    return hit && OpenGeometry.resolveHit(hit);
+  },
+  resolveSceneHit: sceneHit,
+  getInlineBuffers: () => {
+    const info = JSON.parse(graph().node(BODY.ogId)) as { shapeId: string };
+    return graph().buffers(info.shapeId, required(BODY.record, 'a cube record').bucket, 2_000_000);
+  },
+  workerReplies: async () => {
+    const worker = new Worker(WORKER_URL, { type: 'module' });
+    const replies: unknown[] = [];
+    try {
+      for (const message of WORKER_PROBES) replies.push(await nextReply(worker, message));
+      return replies;
+    } finally { worker.terminate(); }
+  },
+  dispose: () => {
+    WIRE.dispose();
+    BODY.dispose();
+    releasePage(RENDERER);
+  },
+}, 'Kernel loaded');
diff --git a/main/opengeometry-three/tests/browser/pages/smoke/reserved-names.ts b/main/opengeometry-three/tests/browser/pages/smoke/reserved-names.ts
new file mode 100644
index 0000000..37ea34f
--- /dev/null
+++ b/main/opengeometry-three/tests/browser/pages/smoke/reserved-names.ts
@@ -0,0 +1,26 @@
+import * as THREE from 'three';
+import { Solid, Wire } from '../../../../../dist/index.js';
+
+const OVERRIDES = new Set(['updateMatrixWorld', 'clone', 'copy']);
+
+function ownNames(objects: (object | null)[]): Set<string> {
+  return new Set(objects.flatMap((object) => (object ? Object.getOwnPropertyNames(object) : [])));
+}
+
+export function reservedNameCollisions(
+  sample: { solid: Solid; wire: Wire },
+): { collisions: string[]; derived: number } {
+  const reserved = new Set<string>();
+  for (let object: object | null = new THREE.Group(); object; object = Reflect.getPrototypeOf(object)) {
+    for (const key of Object.getOwnPropertyNames(object)) reserved.add(key);
+  }
+  const prototypes = ownNames([Reflect.getPrototypeOf(Wire.prototype), Wire.prototype, Solid.prototype]);
+  prototypes.delete('constructor');
+  const group = ownNames([new THREE.Group()]);
+  const added = [...new Set([...prototypes, ...ownNames([sample.solid, sample.wire])])]
+    .filter((name) => !group.has(name));
+  return {
+    collisions: added.filter((name) => reserved.has(name) && !OVERRIDES.has(name)),
+    derived: added.length,
+  };
+}
diff --git a/main/opengeometry-three/tests/browser/specs/examples.spec.ts b/main/opengeometry-three/tests/browser/specs/examples.spec.ts
new file mode 100644
index 0000000..2cd2dd5
--- /dev/null
+++ b/main/opengeometry-three/tests/browser/specs/examples.spec.ts
@@ -0,0 +1,60 @@
+import { expect, test } from '@playwright/test';
+import { EXAMPLES_URL } from '../support/servers';
+
+test('source pages explain how to start the local server when opened as files', async ({ page }) => {
+  for (const source of ['../../../examples-vite/index.html', '../pages/acceptance.html']) {
+    await page.goto(new URL(source, import.meta.url).href);
+    await expect(page.locator('#status')).toContainText('Use the local Vite server');
+  }
+});
+
+for (const backend of ['inline', 'worker'] as const) {
+  test(`analytic Boolean example updates without errors with ${backend}`, async ({ page }) => {
+    await page.goto(`${EXAMPLES_URL}/operations/analytic-boolean-operations.html?backend=${backend}`);
+    await expect(page.locator('#status')).toContainText('Ready');
+    await expect(page.locator('#report')).toContainText('subtraction · analytic');
+    await expect(page.locator('#error')).toBeEmpty();
+    expect(await page.locator('#app canvas').evaluate(
+      (canvas: HTMLCanvasElement) => canvas.width > 0 && canvas.height > 0,
+    )).toBe(true);
+
+    await page.locator('#offset').evaluate((element: HTMLInputElement) => {
+      element.value = '0';
+      element.dispatchEvent(new globalThis.Event('input', { bubbles: true }));
+    });
+    await expect(page.locator('#report')).toContainText('0 result faces');
+    await expect(page.locator('#error')).toBeEmpty();
+
+    await page.locator('#operation').selectOption('intersection');
+    await page.locator('#offset').evaluate((element: HTMLInputElement) => {
+      element.value = '2.5';
+      element.dispatchEvent(new globalThis.Event('input', { bubbles: true }));
+    });
+    await expect(page.locator('#report')).toContainText('intersection · analytic');
+    await expect(page.locator('#report')).toContainText('0 result faces');
+    await expect(page.locator('#error')).toBeEmpty();
+
+    await page.locator('#operation').selectOption('union');
+    await page.locator('#offset').evaluate((element: HTMLInputElement) => {
+      element.value = '1';
+      element.dispatchEvent(new globalThis.Event('input', { bubbles: true }));
+    });
+    await expect(page.locator('#report')).toContainText('union · analytic');
+    await expect.poll(async () => page.evaluate(() => {
+      const example: unknown = Reflect.get(window, '__ogAnalyticBooleanExample');
+      const current: unknown = typeof example === 'object' && example !== null
+        ? Reflect.get(example, 'current') : undefined;
+      const faces: unknown = typeof current === 'object' && current !== null
+        ? Reflect.get(current, 'faces') : undefined;
+      return typeof faces === 'number' ? faces : 0;
+    })).toBeGreaterThan(0);
+    await expect(page.locator('#error')).toBeEmpty();
+
+    await page.locator('#deflection').evaluate((element: HTMLInputElement) => {
+      element.value = '-1.5';
+      element.dispatchEvent(new globalThis.Event('input', { bubbles: true }));
+    });
+    await expect(page.locator('#status')).toContainText('Ready · mesh');
+    await expect(page.locator('#error')).toBeEmpty();
+  });
+}
diff --git a/main/opengeometry-three/tests/browser/specs/lod.spec.ts b/main/opengeometry-three/tests/browser/specs/lod.spec.ts
new file mode 100644
index 0000000..587bd83
--- /dev/null
+++ b/main/opengeometry-three/tests/browser/specs/lod.spec.ts
@@ -0,0 +1,68 @@
+import { expect, test } from '@playwright/test';
+import { disposeFixture } from '../support/acceptance-page';
+
+for (const backend of ['inline', 'worker'] as const) {
+  test(`LimitExceeded retries one coarser bucket and reports a warning with ${backend}`, async ({ page }) => {
+    test.setTimeout(45_000);
+    await page.goto(`/acceptance.html?backend=${backend}`);
+    await expect(page.locator('#status')).toHaveText('Acceptance ready', { timeout: 20_000 });
+    try {
+      await page.evaluate(async () => {
+        const fixture = window.ogAcceptance;
+        if (!fixture) throw new Error('The acceptance page published no fixture');
+        const result = await fixture.coarserRetryProbe();
+        if (result.errors.length !== 0 || result.warning?.code !== 'LimitExceeded'
+          || result.warning.retryBucket !== result.warning.bucket * 2 || result.bucket !== result.warning.retryBucket) {
+          throw new Error(`Coarser retry failed: ${JSON.stringify(result)}`);
+        }
+      });
+    } finally {
+      await disposeFixture(page);
+    }
+  });
+}
+
+for (const backend of ['inline', 'worker'] as const) {
+  test(`zoom selects a finer LOD bucket with ${backend}`, async ({ page }) => {
+    test.setTimeout(45_000);
+    await page.goto(`/acceptance.html?backend=${backend}`);
+    await expect(page.locator('#status')).toHaveText('Acceptance ready', { timeout: 20_000 });
+    try {
+      await page.evaluate(async () => {
+        const fixture = window.ogAcceptance;
+        if (!fixture) throw new Error('The acceptance page published no fixture');
+        const result = await fixture.lodProbe();
+        if (result.after > result.before / 2) {
+          throw new Error(`LOD did not refine after 4x zoom: ${JSON.stringify(result)}`);
+        }
+      });
+    } finally {
+      await disposeFixture(page);
+    }
+  });
+}
+
+test('LOD hysteresis keeps stable buckets and an orbit queues at most one job', async ({ page }) => {
+  test.setTimeout(45_000);
+  await page.goto('/acceptance.html?backend=worker');
+  await expect(page.locator('#status')).toHaveText('Acceptance ready', { timeout: 20_000 });
+  try {
+    await page.evaluate(async () => {
+      const fixture = window.ogAcceptance;
+      if (!fixture) throw new Error('The acceptance page published no fixture');
+      const values = await fixture.lodHysteresisProbe();
+      const [kept, raised, held, lowered] = values.buckets;
+      if (kept !== values.p || raised !== 4 * values.p || held !== raised
+        || lowered === undefined || lowered >= raised) {
+        throw new Error(`LOD hysteresis edges differ: ${JSON.stringify(values)}`);
+      }
+      const orbit = await fixture.orbitProbe();
+      const start = orbit.buckets[0] ?? 0;
+      const coarsened = orbit.buckets.some((bucket, index) => bucket > (orbit.buckets[index - 1] ?? bucket))
+        || orbit.sendBuckets.some((bucket) => bucket > start);
+      if (orbit.jobs > 1 || coarsened) throw new Error(`Orbit coarsened or queued jobs: ${JSON.stringify(orbit)}`);
+    });
+  } finally {
+    await disposeFixture(page);
+  }
+});
diff --git a/main/opengeometry-three/tests/browser/specs/memory.spec.ts b/main/opengeometry-three/tests/browser/specs/memory.spec.ts
new file mode 100644
index 0000000..f598eb3
--- /dev/null
+++ b/main/opengeometry-three/tests/browser/specs/memory.spec.ts
@@ -0,0 +1,27 @@
+import { expect, test } from '@playwright/test';
+import { disposeFixture } from '../support/acceptance-page';
+
+test('instance geometry memory returns to baseline after disposal', async ({ page }) => {
+  test.setTimeout(45_000);
+  await page.goto('/acceptance.html?backend=inline');
+  await expect(page.locator('#status')).toHaveText('Acceptance ready', { timeout: 20_000 });
+  try {
+    await page.evaluate(async () => {
+      const fixture = window.ogAcceptance;
+      if (!fixture) throw new Error('The acceptance page published no fixture');
+      const result = await fixture.memoryProbe();
+      if (result.one <= result.baseline || result.shared !== result.one || result.unique !== result.shared + 1
+        || result.after !== result.baseline) {
+        throw new Error(`Geometry memory changed unexpectedly: ${JSON.stringify(result)}`);
+      }
+      if (result.outlineOne - result.after !== 2 * (result.one - result.baseline)
+        || result.outlineShared !== result.outlineOne
+        || result.outlineUnique - result.outlineShared !== 2 * (result.unique - result.shared)
+        || result.outlineAfter !== result.baseline) {
+        throw new Error(`Outline geometry memory changed unexpectedly: ${JSON.stringify(result)}`);
+      }
+    });
+  } finally {
+    await disposeFixture(page);
+  }
+});
diff --git a/main/opengeometry-three/tests/browser/specs/placement.spec.ts b/main/opengeometry-three/tests/browser/specs/placement.spec.ts
new file mode 100644
index 0000000..5ffe7ef
--- /dev/null
+++ b/main/opengeometry-three/tests/browser/specs/placement.spec.ts
@@ -0,0 +1,22 @@
+import { expect, test } from '@playwright/test';
+import { disposeFixture } from '../support/acceptance-page';
+
+test('transform updates a known pixel without changing geometry buffers', async ({ page }) => {
+  test.setTimeout(45_000);
+  await page.goto('/acceptance.html?backend=inline');
+  await expect(page.locator('#status')).toHaveText('Acceptance ready', { timeout: 20_000 });
+  try {
+    await page.evaluate(() => {
+      const fixture = window.ogAcceptance;
+      if (!fixture) throw new Error('The acceptance page published no fixture');
+      const result = fixture.placementPixelProbe();
+      if (!result.matrixMatches || !result.geometryMatches || !result.syncHit) {
+        throw new Error('Transform changed geometry, matrix diverged or sync hit failed');
+      }
+      if ((result.before[2] ?? 0) <= (result.before[0] ?? 0) || result.after[0] !== 255 || result.after[1] !== 255
+        || result.after[2] !== 255) throw new Error(`Known pixel did not move: ${JSON.stringify(result)}`);
+    });
+  } finally {
+    await disposeFixture(page);
+  }
+});
diff --git a/main/opengeometry-three/tests/browser/specs/quick-start.spec.ts b/main/opengeometry-three/tests/browser/specs/quick-start.spec.ts
new file mode 100644
index 0000000..2b508a1
--- /dev/null
+++ b/main/opengeometry-three/tests/browser/specs/quick-start.spec.ts
@@ -0,0 +1,52 @@
+import { expect, test } from '@playwright/test';
+
+function checkQuickStart(): void {
+  const fixture = window.ogQuickStart;
+  if (!fixture) throw new Error('The quick start page published no fixture');
+  if (fixture.errors.length) throw new Error(`The SDK emitted errors: ${JSON.stringify(fixture.errors)}`);
+  if (fixture.backend !== 'worker') throw new Error(`Expected worker, got ${fixture.backend}`);
+  if (fixture.settled.failed.length || !fixture.wall.record) throw new Error('The wall did not settle');
+  const { products, solids, faces } = fixture.report;
+  if (products !== 1 || solids !== 1 || faces !== 22) {
+    throw new Error(`STEP counts differ: ${JSON.stringify({ products, solids, faces })}`);
+  }
+  if (!fixture.text.startsWith('ISO-10303-21')) throw new Error('The STEP text does not start with ISO-10303-21');
+  const bounds = fixture.bounds;
+  const near = (actual: number, target: number): boolean => Math.abs(actual - target) <= 1e-6;
+  if (!bounds || !near(bounds[0], -3) || !near(bounds[3], 3) || !near(bounds[1], 0) || !near(bounds[4], 3)) {
+    throw new Error(`The wall bounds differ: ${JSON.stringify(bounds)}`);
+  }
+}
+
+function countDrawnPixels(): number {
+  const fixture = window.ogQuickStart;
+  if (!fixture) throw new Error('The quick start page published no fixture');
+  const canvas = document.createElement('canvas');
+  canvas.width = fixture.renderer.domElement.width;
+  canvas.height = fixture.renderer.domElement.height;
+  const context = canvas.getContext('2d');
+  if (!context) throw new Error('The 2D canvas context is unavailable');
+  context.drawImage(fixture.renderer.domElement, 0, 0);
+  const pixels = context.getImageData(0, 0, canvas.width, canvas.height).data;
+  let drawn = 0;
+  for (let index = 0; index < pixels.length; index += 4) {
+    const black = pixels[index] === 0 && pixels[index + 1] === 0 && pixels[index + 2] === 0;
+    if (pixels[index + 3] === 255 && !black) drawn++;
+  }
+  return drawn;
+}
+
+test('the README quick start boots from URLs, draws the wall and exports it', async ({ page }) => {
+  const problems: string[] = [];
+  page.on('pageerror', (error) => { problems.push(error.message); });
+  page.on('console', (message) => { if (message.type() === 'error') problems.push(message.text()); });
+  await page.goto('/quick-start.html');
+  try {
+    await expect(page.locator('#status')).toHaveText('Quick start ready');
+    await page.evaluate(checkQuickStart);
+    expect(await page.evaluate(countDrawnPixels)).toBeGreaterThan(1_000);
+    expect(problems).toEqual([]);
+  } finally {
+    await page.evaluate(() => { window.ogQuickStart?.dispose(); });
+  }
+});
diff --git a/main/opengeometry-three/tests/browser/specs/scene.spec.ts b/main/opengeometry-three/tests/browser/specs/scene.spec.ts
new file mode 100644
index 0000000..003874b
--- /dev/null
+++ b/main/opengeometry-three/tests/browser/specs/scene.spec.ts
@@ -0,0 +1,49 @@
+import { expect, test } from '@playwright/test';
+import { disposeFixture } from '../support/acceptance-page';
+
+for (const backend of ['inline', 'worker'] as const) {
+  test(`acceptance scene has expected geometry and STEP with ${backend}`, async ({ page }) => {
+    test.setTimeout(40_000);
+    await page.goto(`/acceptance.html?backend=${backend}`);
+    await expect(page.locator('#status')).toHaveText('Acceptance ready', { timeout: 20_000 });
+    try {
+      await page.evaluate(async (expected) => {
+        const fixture = window.ogAcceptance;
+        if (!fixture) throw new Error('The acceptance page published no fixture');
+        if (fixture.backend !== expected) throw new Error(`Expected ${expected}, got ${fixture.backend}`);
+        const result = fixture.result;
+        const near = (actual: number, target: number, tolerance: number): boolean =>
+          Math.abs(actual - target) <= tolerance;
+        if (!near(result.baseVolume, 3.6, 1e-5) || !near(result.cutVolume, 3.222, 1e-5)
+          || !near(result.rebuiltVolume, 4.8, 1e-5) || !near(result.recutVolume, 4.422, 1e-5)
+          || !near(result.railVolume, Math.PI * 0.05 ** 2 * 7, 5e-5) || !result.coverageGap) {
+          throw new Error(`Scene volumes or CoverageGap changed: ${JSON.stringify(result)}`);
+        }
+        const railBounds = [0.95, 3.95, -4.05, 4.0, 4.05, 0];
+        if (!result.railBounds.every((value, index) => near(value, railBounds[index] ?? Number.NaN, 1e-6))
+          || !near(result.wallBounds[1], 3, 1e-6)) {
+          throw new Error(`Placed bounds changed: ${JSON.stringify([result.railBounds, result.wallBounds])}`);
+        }
+        if (result.products !== 12 || result.skipped !== 3 || result.pcurvelessEdges <= 0) {
+          throw new Error('STEP counts changed');
+        }
+        if (result.railPcurveless.length !== 11 || !result.railPcurveless.every((edges) => edges > 0)) {
+          throw new Error(`Rail pcurve-less edges changed: ${JSON.stringify(result.railPcurveless)}`);
+        }
+        if (result.coverageGapMs > 2000) {
+          throw new Error(`Rail minus wall took ${String(result.coverageGapMs)} ms to return CoverageGap`);
+        }
+        const rails = fixture.rails;
+        if (!rails.every((rail) => rail.record !== undefined && rail.record === rails[0]?.record)) {
+          throw new Error('Rail instances do not share one record');
+        }
+        const second = await fixture.exportStep();
+        if (second.report.products !== 12 || !second.text.includes('MANIFOLD_SOLID_BREP')) {
+          throw new Error('STEP export changed');
+        }
+      }, backend);
+    } finally {
+      await disposeFixture(page);
+    }
+  });
+}
diff --git a/main/opengeometry-three/tests/browser/specs/smoke.spec.ts b/main/opengeometry-three/tests/browser/specs/smoke.spec.ts
new file mode 100644
index 0000000..9ffb2cc
--- /dev/null
+++ b/main/opengeometry-three/tests/browser/specs/smoke.spec.ts
@@ -0,0 +1,101 @@
+import { expect, test } from '@playwright/test';
+import { disposeFixture } from '../support/acceptance-page';
+
+async function checkSmokeScene({ expected, version }: { expected: string; version: string }): Promise<void> {
+  const fixture = window.ogSmoke;
+  if (!fixture) throw new Error('The smoke page published no fixture');
+  if (fixture.backend !== expected) throw new Error(`Expected ${expected}, got ${fixture.backend}`);
+  if (fixture.threeRevision !== version) throw new Error('unexpected three revision');
+  if (fixture.reservedNameCollisions.length) {
+    throw new Error(`Reserved name collision: ${fixture.reservedNameCollisions.join(', ')}`);
+  }
+  if (fixture.reservedNamesDerived < 30) {
+    throw new Error(`Only ${String(fixture.reservedNamesDerived)} added names were derived`);
+  }
+  const settled = await fixture.settled();
+  if (settled.failed.length || !fixture.body.record) throw new Error('Geometry did not settle');
+  const canvas = document.createElement('canvas');
+  canvas.width = fixture.renderer.domElement.width;
+  canvas.height = fixture.renderer.domElement.height;
+  const context = canvas.getContext('2d');
+  if (!context) throw new Error('The 2D canvas context is unavailable');
+  context.drawImage(fixture.renderer.domElement, 0, 0);
+  const pixels = context.getImageData(0, 0, canvas.width, canvas.height).data;
+  const channel = (offset: number): number => pixels[offset] ?? Number.NaN;
+  let bluePixels = 0;
+  for (let index = 0; index < pixels.length; index += 4) {
+    if (channel(index + 2) > channel(index) + 30 && channel(index + 2) > channel(index + 1) + 20) bluePixels++;
+  }
+  if (bluePixels < 100) throw new Error(`The canvas did not draw the cube: ${String(bluePixels)} blue pixels`);
+  const inline = fixture.getInlineBuffers();
+  const record = fixture.body.record;
+  const surfaceIndex = record.surface?.getIndex();
+  if (!record.surface || !surfaceIndex) throw new Error('The cube record has no indexed surface');
+  const equalBytes = (a: ArrayBufferView, b: ArrayBufferView): boolean => {
+    const left = new Uint8Array(a.buffer, a.byteOffset, a.byteLength);
+    const right = new Uint8Array(b.buffer, b.byteOffset, b.byteLength);
+    return left.length === right.length && left.every((value, index) => value === right[index]);
+  };
+  if (!equalBytes(inline.positions, record.surface.getAttribute('position').array)
+    || !equalBytes(inline.normals, record.surface.getAttribute('normal').array)
+    || !equalBytes(inline.indices, surfaceIndex.array)
+    || !equalBytes(inline.faceRanges, record.faceRanges)
+    || !equalBytes(inline.outline, record.outline.getAttribute('position').array)
+    || !equalBytes(inline.edgeIds, record.edgeIds)
+    || !equalBytes(inline.origin, new Float64Array(record.origin.toArray()))
+    || inline.revision !== record.revision || inline.bucket !== record.bucket
+    || inline.triangles !== record.triangles) throw new Error('Inline and worker buffers differ');
+}
+
+async function checkPickAndExport(): Promise<void> {
+  const fixture = window.ogSmoke;
+  if (!fixture) throw new Error('The smoke page published no fixture');
+  const initial = fixture.body.getBrep().revision;
+  const scene = fixture.resolveSceneHit();
+  if (scene.hit?.faceId === undefined || scene.hit.edgeId !== undefined || scene.outlineHit) {
+    throw new Error(`An oblique scene ray did not pick a face: ${JSON.stringify(scene)}`);
+  }
+  fixture.body.transform('Translate', { offset: [2, 0, 0] });
+  fixture.render();
+  const translation = fixture.body.matrixWorld.elements[12];
+  if (Math.abs(translation - 2) > 1e-9) throw new Error('Placement was not flushed');
+  if (fixture.body.getBrep().revision !== initial) throw new Error('Transform changed the BRep revision');
+  const hit = fixture.resolveHit();
+  if (hit?.ogId !== fixture.body.ogId || hit.faceId === undefined
+    || hit.shapeRevision !== fixture.body.getBrep().revision) {
+    throw new Error('Picking did not resolve a face');
+  }
+  const exported = await fixture.exportStep();
+  if (exported.report.products !== 1 || !exported.text.includes('MANIFOLD_SOLID_BREP')) {
+    throw new Error('STEP export failed');
+  }
+}
+
+async function checkWorkerGuards(): Promise<void> {
+  const fixture = window.ogSmoke;
+  if (!fixture) throw new Error('The smoke page published no fixture');
+  const field = (value: unknown, key: string): unknown =>
+    (typeof value === 'object' && value !== null ? Reflect.get(value, key) : undefined);
+  const [init, nonsense, snapshot] = await fixture.workerReplies();
+  if (field(init, 'request') !== 0 || field(init, 'error') === undefined || field(nonsense, 'request') !== 7
+    || field(field(nonsense, 'error'), 'code') !== 'InvalidParameter' || field(snapshot, 'request') !== 8
+    || field(field(snapshot, 'error'), 'code') !== 'InvalidParameter') {
+    throw new Error(`Worker guard replies differ: ${JSON.stringify([init, nonsense, snapshot])}`);
+  }
+}
+
+for (const backend of ['inline', 'worker'] as const) {
+  test(`SDK renders, transforms, picks and exports with ${backend}`, async ({ page }) => {
+    await page.goto(`/smoke.html?backend=${backend}`);
+    await expect(page.locator('#status')).toHaveText('Kernel loaded');
+    try {
+      await page.evaluate(checkSmokeScene, {
+        expected: backend, version: process.env.OG_THREE_VERSION === '184' ? '184' : '168',
+      });
+      await page.evaluate(checkPickAndExport);
+      if (backend === 'worker') await page.evaluate(checkWorkerGuards);
+    } finally {
+      await disposeFixture(page);
+    }
+  });
+}
diff --git a/main/opengeometry-three/tests/browser/specs/step.spec.ts b/main/opengeometry-three/tests/browser/specs/step.spec.ts
new file mode 100644
index 0000000..7c64113
--- /dev/null
+++ b/main/opengeometry-three/tests/browser/specs/step.spec.ts
@@ -0,0 +1,63 @@
+import { expect, test } from '@playwright/test';
+import { disposeFixture } from '../support/acceptance-page';
+import { part21Check, writeStep } from '../support/step-output';
+
+const LEVEL_EXPORTS = [
+  { name: 'level-mm-z', unit: 'millimetre', upAxis: 'Z' },
+  { name: 'level-m-y', unit: 'metre', upAxis: 'Y' },
+] as const;
+const STOREY_NODES = [
+  ...Array.from({ length: 200 }, (_, index) => `storey-wall-${String(index)}`),
+  ...Array.from({ length: 1000 }, (_, index) => `storey-rail-${String(index)}`),
+];
+
+async function expectOracle(args: string[], log: string): Promise<void> {
+  const started = performance.now();
+  const status = await part21Check(args, log);
+  const elapsed = Math.round(performance.now() - started);
+  console.log(`part21_check ${args.join(' ')}: exit ${String(status)} in ${String(elapsed)} ms`);
+  expect(status, `part21_check failed, see ${log}`).toBe(0);
+}
+
+for (const backend of ['inline', 'worker'] as const) {
+  const title = `acceptance STEP passes the Part-21 oracle and equals the native scene with ${backend}`;
+  test(title, async ({ page }, testInfo) => {
+    test.setTimeout(120_000);
+    await page.goto(`/acceptance.html?backend=${backend}`);
+    await expect(page.locator('#status')).toHaveText('Acceptance ready', { timeout: 20_000 });
+    try {
+      for (const { name, unit, upAxis } of LEVEL_EXPORTS) {
+        const exported = await page.evaluate(async (options) => {
+          const fixture = window.ogAcceptance;
+          if (!fixture) throw new Error('The acceptance page published no fixture');
+          if (fixture.backend !== options.backend) {
+            throw new Error(`Expected ${options.backend}, got ${fixture.backend}`);
+          }
+          return fixture.exportStep({ unit: options.unit, upAxis: options.upAxis });
+        }, { backend, unit, upAxis });
+        const files = await writeStep(testInfo, name, exported);
+        await expectOracle(['acceptance', files.step, files.report, unit, upAxis], files.log);
+      }
+    } finally {
+      await disposeFixture(page);
+    }
+  });
+}
+
+test('storey STEP passes the Part-21 oracle', async ({ page }, testInfo) => {
+  test.setTimeout(240_000);
+  await page.goto('/acceptance.html?backend=inline');
+  await expect(page.locator('#status')).toHaveText('Acceptance ready', { timeout: 20_000 });
+  try {
+    const exported = await page.evaluate(async (nodes) => {
+      const fixture = window.ogAcceptance;
+      if (!fixture) throw new Error('The acceptance page published no fixture');
+      await fixture.buildStorey();
+      return fixture.exportStep({ nodes });
+    }, STOREY_NODES);
+    const files = await writeStep(testInfo, 'storey', exported);
+    await expectOracle(['storey', files.step, files.report], files.log);
+  } finally {
+    await disposeFixture(page);
+  }
+});
diff --git a/main/opengeometry-three/tests/browser/specs/storey.spec.ts b/main/opengeometry-three/tests/browser/specs/storey.spec.ts
new file mode 100644
index 0000000..a4be4c7
--- /dev/null
+++ b/main/opengeometry-three/tests/browser/specs/storey.spec.ts
@@ -0,0 +1,95 @@
+import { expect, test } from '@playwright/test';
+import BASELINE from '../../../../scripts/bench/performance-baseline.json' with { type: 'json' };
+import { disposeFixture } from '../support/acceptance-page';
+
+const GEOMETRY_FLOOR = 100;
+const GEOMETRY_BOUND = 600;
+const PROBE_RUNS = 5;
+const MARGIN = 1.25;
+
+type TimingBlock = (typeof BASELINE.timings)[keyof typeof BASELINE.timings];
+
+function median(values: number[]): number {
+  const sorted = [...values].sort((a, b) => a - b);
+  return sorted[Math.floor(sorted.length / 2)] ?? Number.NaN;
+}
+
+function timingBaseline(): TimingBlock | undefined {
+  if (process.env.CI === 'true') return undefined;
+  return new Map(Object.entries(BASELINE.timings)).get(`${process.platform}-${process.arch}`);
+}
+
+for (const backend of ['inline', 'worker'] as const) {
+  test(
+    `storey has 200 distinct walls with four measured openings each and 1000 instances with ${backend}`,
+    async ({ page }) => {
+      test.setTimeout(120_000);
+      await page.goto(`/acceptance.html?backend=${backend}`);
+      await expect(page.locator('#status')).toHaveText('Acceptance ready', { timeout: 20_000 });
+      try {
+        const measured = await page.evaluate(async (geometry) => {
+          const fixture = window.ogAcceptance;
+          if (!fixture) throw new Error('The acceptance page published no fixture');
+          const started = performance.now();
+          const result = await fixture.buildStorey();
+          const buildMs = performance.now() - started;
+          if (result.walls !== 200 || result.uniqueWalls !== 200 || result.instances !== 1000) {
+            throw new Error(`Storey scene counts changed: ${JSON.stringify(result)}`);
+          }
+          const { min, max } = result.openingsPerWall;
+          if (min !== max || min !== 4) throw new Error(`Storey walls have ${String(min)} to ${String(max)} openings`);
+          if (result.renderFlushes > 1) {
+            throw new Error(`Storey scene flushed ${String(result.renderFlushes)} times in one render`);
+          }
+          if (result.geometryCount < geometry.floor || result.geometryCount > geometry.bound) {
+            throw new Error(`Storey scene uploaded ${String(result.geometryCount)} geometries`);
+          }
+          if (result.failed !== 0) {
+            throw new Error(`Storey scene left ${String(result.failed)} bodies without current geometry`);
+          }
+          return { geometryCount: result.geometryCount, buildMs };
+        }, { floor: GEOMETRY_FLOOR, bound: GEOMETRY_BOUND });
+        console.log(`Storey scene with ${backend}: ${JSON.stringify(measured)}`);
+      } finally {
+        await disposeFixture(page);
+      }
+    },
+  );
+}
+
+test('storey transform flush and STEP export stay within file limits', async ({ page }) => {
+  test.setTimeout(120_000);
+  await page.goto('/acceptance.html?backend=inline');
+  await expect(page.locator('#status')).toHaveText('Acceptance ready', { timeout: 20_000 });
+  try {
+    const probed = await page.evaluate(async (runs) => {
+      const fixture = window.ogAcceptance;
+      if (!fixture) throw new Error('The acceptance page published no fixture');
+      const built = await fixture.buildStorey();
+      let measured = await fixture.storeyPerformanceProbe();
+      const flushRuns = [measured.transformFlushMs];
+      const stepRuns = [measured.stepMs];
+      for (let run = 1; run < runs; run += 1) {
+        measured = await fixture.storeyPerformanceProbe();
+        flushRuns.push(measured.transformFlushMs);
+        stepRuns.push(measured.stepMs);
+      }
+      if (measured.products !== 1200 || measured.entities > 2_000_000 || measured.bytes > 64 * 1024 * 1024) {
+        throw new Error(`Storey export exceeded expected limits: ${JSON.stringify(measured)}`);
+      }
+      return { renderMs: built.renderMs, ...measured, flushRuns, stepRuns };
+    }, PROBE_RUNS);
+    const result = { ...probed, transformFlushMs: median(probed.flushRuns), stepMs: median(probed.stepRuns) };
+    console.log(`Storey performance baseline: ${JSON.stringify(result)}`);
+    const timings = timingBaseline();
+    if (timings) {
+      expect(result.renderMs).toBeLessThanOrEqual(timings.storeyFirstRenderMs * MARGIN);
+      expect(result.transformFlushMs).toBeLessThanOrEqual(timings.storeyTransformFlushMs * MARGIN);
+      expect(result.stepMs).toBeLessThanOrEqual(timings.storeyStepMs * MARGIN);
+    }
+    expect(result.bytes).toBeLessThanOrEqual(BASELINE.sizes.storeyStepBytes * MARGIN);
+    expect(result.entities).toBeLessThanOrEqual(BASELINE.sizes.storeyStepEntities * MARGIN);
+  } finally {
+    await disposeFixture(page);
+  }
+});
diff --git a/main/opengeometry-three/tests/browser/specs/transactions.spec.ts b/main/opengeometry-three/tests/browser/specs/transactions.spec.ts
new file mode 100644
index 0000000..5479434
--- /dev/null
+++ b/main/opengeometry-three/tests/browser/specs/transactions.spec.ts
@@ -0,0 +1,41 @@
+import { expect, test } from '@playwright/test';
+import { disposeFixture } from '../support/acceptance-page';
+
+test('nested transaction rollback revives a disposed body and dry run restores placement', async ({ page }) => {
+  test.setTimeout(45_000);
+  await page.goto('/acceptance.html?backend=inline');
+  await expect(page.locator('#status')).toHaveText('Acceptance ready', { timeout: 20_000 });
+  try {
+    await page.evaluate(() => {
+      const fixture = window.ogAcceptance;
+      if (!fixture) throw new Error('The acceptance page published no fixture');
+      const result = fixture.transactionProbe();
+      if (!result.threw || !result.revived || result.dryResult !== 'trial' || !result.dryRestored
+        || result.thenableCode !== 'InvalidParameter') {
+        throw new Error(`Transaction behavior changed: ${JSON.stringify(result)}`);
+      }
+    });
+  } finally {
+    await disposeFixture(page);
+  }
+});
+
+for (const backend of ['inline', 'worker'] as const) {
+  test(`dispose, reuse the ogId and rollback revive the old object with ${backend}`, async ({ page }) => {
+    test.setTimeout(45_000);
+    await page.goto(`/acceptance.html?backend=${backend}`);
+    await expect(page.locator('#status')).toHaveText('Acceptance ready', { timeout: 20_000 });
+    try {
+      await page.evaluate(async () => {
+        const fixture = window.ogAcceptance;
+        if (!fixture) throw new Error('The acceptance page published no fixture');
+        const result = await fixture.reuseProbe();
+        if (!result.revived || !result.gone || result.errors.length !== 0) {
+          throw new Error(`Reuse rollback failed: ${JSON.stringify(result)}`);
+        }
+      });
+    } finally {
+      await disposeFixture(page);
+    }
+  });
+}
diff --git a/main/opengeometry-three/tests/browser/specs/worker.spec.ts b/main/opengeometry-three/tests/browser/specs/worker.spec.ts
new file mode 100644
index 0000000..5d126e7
--- /dev/null
+++ b/main/opengeometry-three/tests/browser/specs/worker.spec.ts
@@ -0,0 +1,90 @@
+import { expect, test } from '@playwright/test';
+import { disposeFixture } from '../support/acceptance-page';
+
+test('a missing worker script falls back inline, emits WorkerFailure and settles', async ({ page }) => {
+  test.setTimeout(45_000);
+  await page.goto('/acceptance.html?backend=worker&worker=missing');
+  await expect(page.locator('#status')).toHaveText('Acceptance ready', { timeout: 20_000 });
+  try {
+    const result = await page.evaluate(() => {
+      const fixture = window.ogAcceptance;
+      if (!fixture) throw new Error('The acceptance page published no fixture');
+      return fixture.workerFailureProbe();
+    });
+    expect(result).toEqual({ failed: 0, hasRecord: true, errors: ['WorkerFailure'], backend: 'inline' });
+  } finally {
+    await disposeFixture(page);
+  }
+});
+
+test('a real post-init worker crash restarts once, then falls back with the record intact and '
+  + 'draws new bodies in the same render', async ({ page }) => {
+  test.setTimeout(45_000);
+  await page.goto('/acceptance.html?backend=worker&worker=crash');
+  await expect(page.locator('#status')).toHaveText('Acceptance ready', { timeout: 20_000 });
+  try {
+    const result = await page.evaluate(() => {
+      const fixture = window.ogAcceptance;
+      if (!fixture) throw new Error('The acceptance page published no fixture');
+      return fixture.workerCrashProbe();
+    });
+    expect(result).toEqual({
+      afterRestart: 'worker', afterFallback: 'inline', sameRecord: true, errors: ['WorkerFailure'],
+      drawnInSameRender: true,
+    });
+  } finally {
+    await disposeFixture(page);
+  }
+});
+
+test('worker geometry event lets a render-on-demand app render again', async ({ page }) => {
+  test.setTimeout(45_000);
+  await page.goto('/acceptance.html?backend=worker');
+  await expect(page.locator('#status')).toHaveText('Acceptance ready', { timeout: 20_000 });
+  try {
+    await page.evaluate(async () => {
+      const fixture = window.ogAcceptance;
+      if (!fixture) throw new Error('The acceptance page published no fixture');
+      const result = await fixture.onDemandProbe();
+      if (result.events < 1 || !result.appeared) {
+        throw new Error('Render-on-demand body did not appear after geometry event');
+      }
+    });
+  } finally {
+    await disposeFixture(page);
+  }
+});
+
+test('rapid worker rebuilds keep the latest revision with at most two jobs', async ({ page }) => {
+  test.setTimeout(45_000);
+  await page.goto('/acceptance.html?backend=worker');
+  await expect(page.locator('#status')).toHaveText('Acceptance ready', { timeout: 20_000 });
+  try {
+    await page.evaluate(async () => {
+      const fixture = window.ogAcceptance;
+      if (!fixture) throw new Error('The acceptance page published no fixture');
+      const result = await fixture.staleWorkerProbe();
+      if (result.displayed !== result.current || result.jobs > 2) {
+        throw new Error(`Worker showed stale geometry or ran too many jobs: ${JSON.stringify(result)}`);
+      }
+    });
+  } finally {
+    await disposeFixture(page);
+  }
+});
+
+test('worker re-sends a missing snapshot and retries once', async ({ page }) => {
+  test.setTimeout(45_000);
+  await page.goto('/acceptance.html?backend=worker');
+  await expect(page.locator('#status')).toHaveText('Acceptance ready', { timeout: 20_000 });
+  try {
+    await page.evaluate(async () => {
+      const fixture = window.ogAcceptance;
+      if (!fixture) throw new Error('The acceptance page published no fixture');
+      const result = await fixture.snapshotResendProbe();
+      if (result.triangles <= 0) throw new Error('Snapshot retry produced no geometry');
+    });
+  } finally {
+    await disposeFixture(page);
+  }
+});
diff --git a/main/opengeometry-three/tests/browser/support/acceptance-page.ts b/main/opengeometry-three/tests/browser/support/acceptance-page.ts
new file mode 100644
index 0000000..c3010bc
--- /dev/null
+++ b/main/opengeometry-three/tests/browser/support/acceptance-page.ts
@@ -0,0 +1,5 @@
+import type { Page } from '@playwright/test';
+
+export async function disposeFixture(page: Page): Promise<void> {
+  await page.evaluate(() => { (window.ogAcceptance ?? window.ogSmoke)?.dispose(); });
+}
diff --git a/main/opengeometry-three/tests/browser/support/fixture-types.ts b/main/opengeometry-three/tests/browser/support/fixture-types.ts
new file mode 100644
index 0000000..75dee82
--- /dev/null
+++ b/main/opengeometry-three/tests/browser/support/fixture-types.ts
@@ -0,0 +1,183 @@
+import type * as THREE from 'three';
+import type { OpenGeometry, Solid, SystemAssembly } from '../../../../dist/index.js';
+
+type Bounds = [number, number, number, number, number, number];
+type Settled = ReturnType<typeof OpenGeometry.settled>;
+type StepExport = Awaited<ReturnType<typeof OpenGeometry.exportStep>>;
+type PickResult = ReturnType<typeof OpenGeometry.resolveHit>;
+
+export type InlineBuffers = {
+  positions: Float32Array;
+  normals: Float32Array;
+  indices: Uint32Array;
+  faceRanges: Uint32Array;
+  outline: Float32Array;
+  edgeIds: Uint32Array;
+  origin: Float64Array;
+  revision: number;
+  bucket: number;
+  triangles: number;
+};
+
+export type SmokeFixture = {
+  body: Solid;
+  renderer: THREE.WebGLRenderer;
+  scene: THREE.Scene;
+  camera: THREE.PerspectiveCamera;
+  threeRevision: string;
+  reservedNameCollisions: string[];
+  reservedNamesDerived: number;
+  readonly backend: string;
+  render(): void;
+  settled(): Settled;
+  exportStep(): Promise<StepExport>;
+  resolveHit(): PickResult;
+  resolveSceneHit(): { hit: PickResult; outlineHit: boolean };
+  getInlineBuffers(): InlineBuffers;
+  workerReplies(): Promise<unknown[]>;
+  dispose(): void;
+};
+
+export type AcceptanceResult = {
+  baseVolume: number;
+  cutVolume: number;
+  railVolume: number;
+  rebuiltVolume: number;
+  recutVolume: number;
+  railBounds: Bounds;
+  wallBounds: Bounds;
+  coverageGap: boolean;
+  coverageGapMs: number;
+  railPcurveless: number[];
+  products: number;
+  skipped: number;
+  pcurvelessEdges: number;
+  stepBytes: number;
+};
+
+export type StoreyResult = {
+  walls: number;
+  uniqueWalls: number;
+  openingsPerWall: { min: number; max: number };
+  instances: number;
+  flushCount: number;
+  renderFlushes: number;
+  geometryCount: number;
+  renderMs: number;
+  failed: number;
+};
+
+export type StoreyPerformance = {
+  transformFlushMs: number;
+  transformMs: number;
+  flushMs: number;
+  stepMs: number;
+  bytes: number;
+  products: number;
+  entities: number;
+};
+
+export type InstanceMemory = {
+  one: number;
+  shared: number;
+  unique: number;
+  after: number;
+  sharedDetails: { target: string | undefined; copy: string | undefined; same: boolean };
+};
+
+export type MemoryResult = InstanceMemory & {
+  baseline: number;
+  outlineOne: number;
+  outlineShared: number;
+  outlineUnique: number;
+  outlineAfter: number;
+};
+
+export type CrashResult = {
+  afterRestart: string;
+  afterFallback: string;
+  sameRecord: boolean;
+  errors: string[];
+  drawnInSameRender: boolean;
+};
+
+export type FailureResult = { failed: number; hasRecord: boolean; errors: string[]; backend: string };
+
+export type PixelResult = {
+  before: number[];
+  after: number[];
+  matrixMatches: boolean;
+  geometryMatches: boolean;
+  syncHit: boolean;
+};
+
+export type StaleResult = { current: number; displayed: number | undefined; jobs: number };
+
+export type TransactionResult = {
+  threw: boolean;
+  revived: boolean;
+  dryResult: string;
+  dryRestored: boolean;
+  thenableCode: string;
+};
+
+export type ReuseResult = { revived: boolean; gone: boolean; errors: unknown[] };
+
+export type RetryResult = {
+  warning: { code: string; bucket: number; retryBucket: number } | undefined;
+  bucket: number | undefined;
+  errors: unknown[];
+};
+
+export type OrbitResult = { jobs: number; buckets: number[]; sendBuckets: number[] };
+
+export type AcceptanceFixture = {
+  bodies: Solid[];
+  renderer: THREE.WebGLRenderer;
+  scene: THREE.Scene;
+  camera: THREE.PerspectiveCamera;
+  level: SystemAssembly;
+  wall: Solid;
+  rail: Solid;
+  rails: Solid[];
+  result: AcceptanceResult;
+  readonly backend: string;
+  flush(): void;
+  settled(): Settled;
+  render(): void;
+  exportStep(options?: { nodes?: string[]; unit?: 'metre' | 'millimetre'; upAxis?: 'Y' | 'Z' }): Promise<StepExport>;
+  buildStorey(): Promise<StoreyResult>;
+  storeyPerformanceProbe(): Promise<StoreyPerformance>;
+  memoryProbe(): Promise<MemoryResult>;
+  lodProbe(): Promise<{ before: number; after: number }>;
+  workerCrashProbe(): Promise<CrashResult>;
+  workerFailureProbe(): Promise<FailureResult>;
+  placementPixelProbe(): PixelResult;
+  onDemandProbe(): Promise<{ events: number; appeared: boolean }>;
+  staleWorkerProbe(): Promise<StaleResult>;
+  snapshotResendProbe(): Promise<{ triangles: number }>;
+  lodHysteresisProbe(): Promise<{ p: number; buckets: number[] }>;
+  orbitProbe(): Promise<OrbitResult>;
+  coarserRetryProbe(): Promise<RetryResult>;
+  transactionProbe(): TransactionResult;
+  reuseProbe(): Promise<ReuseResult>;
+  dispose(): void;
+};
+
+export type QuickStartFixture = {
+  wall: Solid;
+  bounds: Bounds | null;
+  renderer: THREE.WebGLRenderer;
+  settled: Awaited<Settled>;
+  report: StepExport['report'];
+  text: StepExport['text'];
+  errors: unknown[];
+  readonly backend: string;
+  dispose(): void;
+};
+
+declare global {
+  var ogSmoke: SmokeFixture | undefined;
+  var ogAcceptance: AcceptanceFixture | undefined;
+  var ogQuickStart: QuickStartFixture | undefined;
+}
diff --git a/main/opengeometry-three/tests/browser/support/servers.ts b/main/opengeometry-three/tests/browser/support/servers.ts
new file mode 100644
index 0000000..62af5a6
--- /dev/null
+++ b/main/opengeometry-three/tests/browser/support/servers.ts
@@ -0,0 +1,3 @@
+export const PORT_BASE = Number(process.env.OG_PW_PORT_BASE ?? '4175');
+export const EXAMPLES_URL = `http://127.0.0.1:${String(PORT_BASE)}`;
+export const PAGES_URL = `http://127.0.0.1:${String(PORT_BASE + 1)}`;
diff --git a/main/opengeometry-three/tests/browser/support/step-output.ts b/main/opengeometry-three/tests/browser/support/step-output.ts
new file mode 100644
index 0000000..9a79567
--- /dev/null
+++ b/main/opengeometry-three/tests/browser/support/step-output.ts
@@ -0,0 +1,35 @@
+import type { TestInfo } from '@playwright/test';
+import { spawn } from 'node:child_process';
+import { closeSync, openSync } from 'node:fs';
+import { writeFile } from 'node:fs/promises';
+import path from 'node:path';
+
+const REPOSITORY_ROOT = path.resolve(import.meta.dirname, '../../../..');
+const MANIFEST = path.join(REPOSITORY_ROOT, 'opengeometry', 'Cargo.toml');
+
+export type StepFiles = { step: string; report: string; log: string };
+
+export async function writeStep(
+  testInfo: TestInfo,
+  name: string,
+  exported: { text: string; report: unknown },
+): Promise<StepFiles> {
+  const files = {
+    step: testInfo.outputPath(`${name}.step`),
+    report: testInfo.outputPath(`${name}.report.json`),
+    log: testInfo.outputPath(`${name}.check.log`),
+  };
+  await writeFile(files.step, exported.text);
+  await writeFile(files.report, JSON.stringify(exported.report));
+  return files;
+}
+
+export function part21Check(args: string[], log: string): Promise<number> {
+  const fd = openSync(log, 'w');
+  const command = ['run', '--offline', '--manifest-path', MANIFEST, '--example', 'part21_check', '--', ...args];
+  const child = spawn('cargo', command, { cwd: REPOSITORY_ROOT, env: process.env, stdio: ['ignore', fd, fd] });
+  return new Promise<number>((resolve, reject) => {
+    child.on('error', reject);
+    child.on('close', (code) => { resolve(code ?? -1); });
+  }).finally(() => { closeSync(fd); });
+}
diff --git a/main/opengeometry-three/tests/browser/support/test-page.ts b/main/opengeometry-three/tests/browser/support/test-page.ts
new file mode 100644
index 0000000..ac0d84c
--- /dev/null
+++ b/main/opengeometry-three/tests/browser/support/test-page.ts
@@ -0,0 +1,57 @@
+import * as THREE from 'three';
+import { OpenGeometry } from '../../../../dist/index.js';
+
+const ERRORS: unknown[] = [];
+
+export async function bootKernel(): Promise<URL> {
+  const params = new URLSearchParams(location.search);
+  const wasmURL = new URL('./opengeometry_bg.wasm', document.baseURI);
+  const workerURL = new URL(workerPath(params.get('worker')), document.baseURI);
+  const module = await WebAssembly.compileStreaming(fetch(wasmURL));
+  const backend = params.get('backend') === 'inline' ? 'inline' : 'worker';
+  await OpenGeometry.create({ wasmModule: module }, { workerURL, tessellation: backend });
+  OpenGeometry.on('error', (event) => { ERRORS.push(event); });
+  return workerURL;
+}
+
+function workerPath(name: string | null): string {
+  if (name === 'missing') return './missing-worker.js';
+  if (name === 'crash') return './crash-worker.ts';
+  return './tessellation-worker.js';
+}
+
+export function recordedErrors(): unknown[] {
+  return [...ERRORS];
+}
+
+export function createRenderer(width: number, height: number): THREE.WebGLRenderer {
+  const renderer = new THREE.WebGLRenderer({ antialias: false, preserveDrawingBuffer: true });
+  renderer.setSize(width, height);
+  document.body.append(renderer.domElement);
+  return renderer;
+}
+
+export function releasePage(renderer: THREE.WebGLRenderer): void {
+  OpenGeometry.reset();
+  renderer.dispose();
+  renderer.forceContextLoss();
+  renderer.domElement.remove();
+}
+
+export function required<T>(value: T | null | undefined, label: string): T {
+  if (value === null || value === undefined) throw new Error(`Test page expected ${label}`);
+  return value;
+}
+
+export function statusElement(): Element {
+  const status = document.querySelector('#status');
+  if (!status) throw new Error('test page has no #status element');
+  return status;
+}
+
+export function publishFixture<K extends 'ogSmoke' | 'ogAcceptance' | 'ogQuickStart'>(
+  key: K, fixture: NonNullable<(typeof globalThis)[K]>, status: string,
+): void {
+  globalThis[key] = fixture;
+  statusElement().textContent = status;
+}
diff --git a/main/opengeometry-three/tests/browser/vite.config.ts b/main/opengeometry-three/tests/browser/vite.config.ts
new file mode 100644
index 0000000..ceb1731
--- /dev/null
+++ b/main/opengeometry-three/tests/browser/vite.config.ts
@@ -0,0 +1,11 @@
+import { defineConfig } from 'vite';
+
+const ROOT = decodeURIComponent(new URL('./pages', import.meta.url).pathname);
+
+export default defineConfig({
+  root: ROOT,
+  cacheDir: `../../../../node_modules/.vite/pages-three-${process.env.OG_THREE_VERSION ?? '168'}`,
+  ...(process.env.OG_THREE_VERSION === '184' ? { resolve: { alias: { three: 'three-184' } } } : {}),
+  publicDir: decodeURIComponent(new URL('../../../dist', import.meta.url).pathname),
+  optimizeDeps: { exclude: ['opengeometry'] },
+});
diff --git a/main/opengeometry-three/tests/node/display.test.mjs b/main/opengeometry-three/tests/node/display.test.mjs
new file mode 100644
index 0000000..b53ecd9
--- /dev/null
+++ b/main/opengeometry-three/tests/node/display.test.mjs
@@ -0,0 +1,75 @@
+import assert from 'node:assert/strict';
+import { test } from 'node:test';
+import * as THREE from 'three';
+import { OG_TRANSFORM_TRANSLATE } from '../../../dist/index.js';
+import { graph } from '../../../dist/testing.js';
+import { boot, cuboid, listen, nextTask } from './support.mjs';
+
+function assertNear(actual, expected, tolerance) {
+  assert.equal(actual.length, expected.length);
+  actual.forEach((value, index) => {
+    assert(Math.abs(value - (expected[index] ?? Number.NaN)) <= tolerance, `${String(value)} at ${String(index)}`);
+  });
+}
+
+test('a body without a record is visible, culled and bounded by the kernel local bounds', async () => {
+  await boot();
+  await nextTask();
+  const body = cuboid('placeholder-cube', 2);
+  body.transform(OG_TRANSFORM_TRANSLATE, { offset: [5, 0, 0] });
+  const copy = body.instance({ ogId: 'placeholder-copy' });
+  try {
+    assert.equal(body.surface.visible, true);
+    assert.equal(body.surface.frustumCulled, true);
+    const box = body.surface.geometry.boundingBox;
+    assert(box);
+    assertNear([...box.min.toArray(), ...box.max.toArray()], [-1, 0, -0.5, 1, 1, 0.5], 1e-7);
+    assert.equal(copy.surface.geometry, body.surface.geometry);
+  } finally {
+    copy.dispose();
+    body.dispose();
+  }
+});
+
+test("writing a body's position emits a placement warning at the next matrix update", async () => {
+  await boot();
+  await nextTask();
+  const body = cuboid('overwritten-cube');
+  const scene = new THREE.Scene();
+  scene.add(body);
+  const warnings = listen('warning');
+  try {
+    body.position.set(1, 2, 3);
+    scene.updateMatrixWorld(true);
+    assert.deepEqual(warnings.events, [{ code: 'PlacementOverwritten', ogId: body.ogId }]);
+    assert.deepEqual(body.position.toArray(), [0, 0, 0]);
+  } finally {
+    warnings.stop();
+    body.dispose();
+  }
+});
+
+test('a Three parent that moves after placement keeps the body at the kernel world matrix', async () => {
+  await boot();
+  await nextTask();
+  const body = cuboid('moved-parent-cube');
+  body.transform(OG_TRANSFORM_TRANSLATE, { offset: [1, 2, 3] });
+  const scene = new THREE.Scene();
+  const group = new THREE.Group();
+  scene.add(group);
+  group.add(body);
+  const warnings = listen('warning');
+  try {
+    scene.updateMatrixWorld(true);
+    group.position.set(3, 0, 0);
+    group.rotation.set(0, 0.5, 0);
+    scene.updateMatrixWorld(true);
+    assertNear(body.matrixWorld.elements, Array.from(graph().worldMatrix(body.ogId)), 1e-12);
+    const local = group.matrixWorld.clone().invert().multiply(body.matrixWorld);
+    assertNear(body.matrix.elements, local.elements, 1e-12);
+    assert.deepEqual(warnings.events, []);
+  } finally {
+    warnings.stop();
+    body.dispose();
+  }
+});
diff --git a/main/opengeometry-three/tests/node/export-step.test.mjs b/main/opengeometry-three/tests/node/export-step.test.mjs
new file mode 100644
index 0000000..56226c2
--- /dev/null
+++ b/main/opengeometry-three/tests/node/export-step.test.mjs
@@ -0,0 +1,41 @@
+import assert from 'node:assert/strict';
+import { test } from 'node:test';
+import { OpenGeometry, SystemAssembly } from '../../../dist/index.js';
+import { boot, cuboid, failsWith } from './support.mjs';
+
+function rejection(promise) {
+  return promise.then(() => undefined, (reason) => reason);
+}
+
+test('exportStep on a disposed body whose ogId was reused rejects with Disposed', async () => {
+  await boot();
+  const stale = cuboid('reuse-1');
+  stale.dispose();
+  cuboid('reuse-1');
+  assert(failsWith('Disposed')(await rejection(OpenGeometry.exportStep({ nodes: [stale] }))));
+});
+
+test('every handle is checked in order', async () => {
+  await boot();
+  const live = cuboid('export-live');
+  const stale = cuboid('reuse-2');
+  stale.dispose();
+  cuboid('reuse-2');
+  assert(failsWith('Disposed')(await rejection(OpenGeometry.exportStep({ nodes: [live, stale] }))));
+});
+
+test('a disposed assembly rejects with Disposed, not UnknownNode', async () => {
+  await boot();
+  const assembly = new SystemAssembly({ ogId: 'export-assembly' });
+  assembly.dispose();
+  assert(failsWith('Disposed')(await rejection(OpenGeometry.exportStep({ nodes: [assembly] }))));
+});
+
+test('a body from a reset runtime rejects with Disposed', async () => {
+  await boot();
+  const stale = cuboid('reset-export');
+  OpenGeometry.reset();
+  await boot();
+  cuboid('reset-export');
+  assert(failsWith('Disposed')(await rejection(OpenGeometry.exportStep({ nodes: [stale] }))));
+});
diff --git a/main/opengeometry-three/tests/node/flush.test.mjs b/main/opengeometry-three/tests/node/flush.test.mjs
new file mode 100644
index 0000000..1f5d62b
--- /dev/null
+++ b/main/opengeometry-three/tests/node/flush.test.mjs
@@ -0,0 +1,56 @@
+import assert from 'node:assert/strict';
+import { test } from 'node:test';
+import * as THREE from 'three';
+import { OpenGeometry, OG_TRANSFORM_TRANSLATE } from '../../../dist/index.js';
+import { graph, runtime } from '../../../dist/testing.js';
+import { boot, cuboid, nextTask } from './support.mjs';
+
+function cuboids(prefix) {
+  return Array.from({ length: 50 }, (_, index) => cuboid(`${prefix}-${String(index)}`, 1 + index / 100));
+}
+
+function disposeAll(bodies) {
+  for (const body of bodies) body.dispose();
+}
+
+test('flush after a transform makes no node call', async () => {
+  await boot();
+  await nextTask();
+  const bodies = cuboids('node-call');
+  OpenGeometry.flush();
+  const target = Object(graph());
+  const node = target.node;
+  let calls = 0;
+  target.node = (...args) => { calls++; return Reflect.apply(node, target, args); };
+  try {
+    bodies[0]?.transform(OG_TRANSFORM_TRANSLATE, { offset: [1, 0, 0] });
+    OpenGeometry.flush();
+  } finally {
+    delete target.node;
+    disposeAll(bodies);
+  }
+  assert.equal(calls, 0);
+});
+
+test('flush purges records only for the shapes in the change set', async () => {
+  await boot();
+  await nextTask();
+  const bodies = cuboids('purge');
+  const scene = new THREE.Scene();
+  scene.add(...bodies);
+  scene.updateMatrixWorld(true);
+  OpenGeometry.flush({ geometry: 'sync' });
+  await nextTask();
+  const records = Object(runtime().records);
+  const purge = records.purge;
+  let calls = 0;
+  records.purge = (...args) => { calls++; return Reflect.apply(purge, records, args); };
+  try {
+    bodies[0]?.transform(OG_TRANSFORM_TRANSLATE, { offset: [1, 0, 0] });
+    OpenGeometry.flush();
+  } finally {
+    delete records.purge;
+    disposeAll(bodies);
+  }
+  assert(calls <= 1, `${String(calls)} purge calls`);
+});
diff --git a/main/opengeometry-three/tests/node/kernel-session.test.mjs b/main/opengeometry-three/tests/node/kernel-session.test.mjs
new file mode 100644
index 0000000..6929a71
--- /dev/null
+++ b/main/opengeometry-three/tests/node/kernel-session.test.mjs
@@ -0,0 +1,133 @@
+import assert from 'node:assert/strict';
+import { readFileSync } from 'node:fs';
+import { test } from 'node:test';
+import { OpenGeometry, OGError, Solid, OG_PRIMITIVE_CUBOID, OG_PRIMITIVE_POLYLINE } from '../../../dist/index.js';
+import * as TESTING from '../../../dist/testing.js';
+import { ensureGeometry, graph, runtime, wanted } from '../../../dist/testing.js';
+
+const MODULE = new WebAssembly.Module(readFileSync(new URL('../../../dist/opengeometry_bg.wasm', import.meta.url)));
+await OpenGeometry.create({ wasmModule: MODULE });
+
+function cube(ogId) {
+  return new Solid(OG_PRIMITIVE_CUBOID, { width: 1, height: 1, depth: 1 }, { ogId });
+}
+
+function failsWith(code, call) {
+  return (error) => error instanceof OGError && error.code === code && error.call === call;
+}
+
+function listen(event) {
+  const events = [];
+  const stop = OpenGeometry.on(event, (detail) => { events.push(detail); });
+  return { events, stop };
+}
+
+test('a real LimitExceeded from the inline backend gives a warning and a coarser record', () => {
+  const body = cube('limit-cube');
+  const warnings = listen('warning');
+  const errors = listen('error');
+  try {
+    const { floor } = JSON.parse(graph().displayBuckets(body.ogId));
+    const shapeId = body.lastInfo.shapeId;
+    assert(shapeId);
+    Reflect.get(TESTING, 'pinWantedBucket')(shapeId, floor / 2);
+    ensureGeometry(body, true);
+    assert.deepEqual(errors.events, []);
+    assert.equal(warnings.events.length, 1);
+    const warning = warnings.events[0];
+    assert.equal(Object.getPrototypeOf(warning), Object.prototype);
+    assert.equal(warning.code, 'LimitExceeded');
+    assert.equal(warning.retryBucket, 2 * warning.bucket);
+    assert.equal(body.record?.bucket, warning.retryBucket);
+  } finally {
+    warnings.stop();
+    errors.stop();
+    body.dispose();
+  }
+});
+
+test('a stale handle error names the public method', () => {
+  const body = cube('stale-cube');
+  body.dispose();
+  assert.throws(() => body.getBounds(), failsWith('Disposed', 'Solid.getBounds'));
+  assert.throws(() => body.getReport(), failsWith('Disposed', 'Solid.getReport'));
+  const points = [[0, 0, 0], [1, 0, 0], [1, 1, 0]];
+  assert.throws(() => new Solid(OG_PRIMITIVE_POLYLINE, { points }, { ogId: 'solid-polyline' }), (error) =>
+    error instanceof OGError && error.call === 'Solid.constructor');
+});
+
+test('a malformed display buffer is reported as an OGError', () => {
+  const body = cube('malformed-buffer-cube');
+  const provider = Object(runtime().provider);
+  const errors = listen('error');
+  provider.compute = () => ({});
+  try {
+    ensureGeometry(body, true);
+    assert.equal(errors.events.length, 1);
+    assert(errors.events[0] instanceof OGError);
+    assert.equal(errors.events[0].code, 'WorkerFailure');
+  } finally {
+    delete provider.compute;
+    errors.stop();
+    body.dispose();
+  }
+});
+
+test('a malformed kernel payload is rejected by the decoder', () => {
+  const body = cube('malformed-brep-cube');
+  const graph = Object(runtime().graph);
+  graph.brep = () => '{}';
+  try {
+    assert.throws(() => body.getBrep(), failsWith('InvalidGeometry', 'Solid.getBrep'));
+  } finally {
+    delete graph.brep;
+    body.dispose();
+  }
+  const before = runtime().bodies.size;
+  graph.node = () => '{}';
+  try {
+    assert.throws(() => cube('malformed-node-cube'), failsWith('InvalidGeometry', 'Solid.constructor'));
+  } finally {
+    delete graph.node;
+  }
+  assert.equal(runtime().bodies.size, before);
+});
+
+test('an invalid deflection is an OGError', () => {
+  const body = cube('nan-deflection-cube');
+  try {
+    body.setAppearance({ deflection: Number.NaN });
+    assert.throws(() => wanted(body), (error) => error instanceof OGError && error.code === 'InvalidParameter');
+  } finally {
+    body.dispose();
+  }
+});
+
+test('a stubbed RuntimeError poisons the runtime emits fatal and names the method', () => {
+  const body = cube('panic-cube');
+  const graph = Object(runtime().graph);
+  const fatal = listen('fatal');
+  runtime().displayed.set(body, runtime().pass);
+  graph.buffers = () => { throw new WebAssembly.RuntimeError('unreachable'); };
+  Reflect.set(globalThis, '__opengeometryPanic', 'index out of bounds');
+  try {
+    try {
+      OpenGeometry.flush({ geometry: 'sync' });
+    } catch (error) {
+      assert(error instanceof OGError && error.code === 'KernelPanic');
+    }
+    assert.equal(fatal.events.length, 1);
+    const [panic] = fatal.events;
+    assert(panic instanceof OGError);
+    assert.equal(panic.code, 'KernelPanic');
+    assert.equal(panic.call, 'tessellation');
+    assert.equal(panic.message, 'index out of bounds');
+    assert.throws(() => cube('after-panic-cube'), (error) =>
+      error instanceof OGError && error.code === 'KernelPanic' && error.message === 'kernel runtime is poisoned');
+  } finally {
+    delete graph.buffers;
+    Reflect.deleteProperty(globalThis, '__opengeometryPanic');
+    fatal.stop();
+    OpenGeometry.reset();
+  }
+});
diff --git a/main/opengeometry-three/tests/node/lifecycle.test.mjs b/main/opengeometry-three/tests/node/lifecycle.test.mjs
new file mode 100644
index 0000000..14dd9bf
--- /dev/null
+++ b/main/opengeometry-three/tests/node/lifecycle.test.mjs
@@ -0,0 +1,159 @@
+import assert from 'node:assert/strict';
+import { test } from 'node:test';
+import * as THREE from 'three';
+import { OpenGeometry, OGError, Solid, OG_TRANSFORM_TRANSLATE } from '../../../dist/index.js';
+import * as TESTING from '../../../dist/testing.js';
+import { boot, cuboid, failsWith, nextTask } from './support.mjs';
+
+function runtime() {
+  return (Reflect.get(TESTING, 'runtime') ?? Reflect.get(OpenGeometry, 'runtime'))();
+}
+
+function flushCount() {
+  const read = Reflect.get(TESTING, 'flushCount');
+  return read ? read() : Reflect.get(OpenGeometry, 'flushCount');
+}
+
+function thrownBy(block) {
+  try {
+    block();
+    return undefined;
+  } catch (error) {
+    return error;
+  }
+}
+
+test('a create that cannot load the kernel rejects and leaves no runtime', async () => {
+  const error = await OpenGeometry.create().then(() => undefined, (reason) => reason);
+  assert(error instanceof Error);
+  assert.throws(() => runtime(), failsWith('NotInitialised'));
+});
+
+test('two concurrent create calls share one runtime', async () => {
+  const instantiate = WebAssembly.instantiate;
+  let instantiations = 0;
+  Reflect.set(WebAssembly, 'instantiate', (...args) => {
+    instantiations++;
+    return Reflect.apply(instantiate, WebAssembly, args);
+  });
+  try {
+    const [first, second] = await Promise.all([boot().then(() => runtime()), boot().then(() => runtime())]);
+    assert.equal(first, second);
+    assert.equal(instantiations, 1);
+  } finally {
+    Reflect.set(WebAssembly, 'instantiate', instantiate);
+  }
+});
+
+test('instance and duplicate wrap the new node without the __existing kind', async () => {
+  await boot();
+  const rail = cuboid('rail');
+  const instance = rail.instance({ ogId: 'rail-instance' });
+  const copy = rail.duplicate({ ogId: 'rail-copy' });
+  assert.equal([...runtime().bodies.values()].find((body) => body.ogId === 'rail-instance'), instance);
+  assert.equal([...runtime().bodies.values()].find((body) => body.ogId === 'rail-copy'), copy);
+  const wall = cuboid('wall', 2);
+  const count = runtime().bodies.size;
+  assert.throws(() => new Solid('__existing', {}, { ogId: 'wall' }), (error) => error instanceof OGError);
+  assert.equal([...runtime().bodies.values()].find((body) => body.ogId === 'wall'), wall);
+  assert.equal(runtime().bodies.size, count);
+});
+
+test("clone places the display copy at the body's world matrix", async () => {
+  await boot();
+  const body = cuboid('clone-source');
+  body.transform(OG_TRANSFORM_TRANSLATE, { offset: [1, 2, 3] });
+  OpenGeometry.flush();
+  const display = body.clone();
+  const scene = new THREE.Scene();
+  scene.add(display);
+  scene.updateMatrixWorld(true);
+  assert.deepEqual(new THREE.Vector3().setFromMatrixPosition(display.matrixWorld).toArray(), [1, 2, 3]);
+});
+
+test('cloning a display clone throws InvalidOperand', async () => {
+  await boot();
+  const display = cuboid('clone-twice').clone();
+  assert.throws(() => display.clone(), failsWith('InvalidOperand'));
+});
+
+test('rollback in the same tick as a deferred removal keeps the revived body in its parent', async () => {
+  await boot();
+  await nextTask();
+  const body = cuboid('revived', 3);
+  const scene = new THREE.Scene();
+  scene.add(body);
+  const mark = OpenGeometry.mark();
+  scene.updateMatrixWorld(true);
+  body.dispose();
+  mark.rollback();
+  mark.release();
+  await nextTask();
+  assert.equal(body.parent, scene);
+  assert.equal(body.visible, true);
+});
+
+test('disposing a sibling from a geometry listener during a render traversal defers its removal', async () => {
+  await boot();
+  await nextTask();
+  const scene = new THREE.Scene();
+  const first = cuboid('first-sibling', 4);
+  const sibling = cuboid('second-sibling', 5);
+  scene.add(first);
+  scene.add(sibling);
+  const stop = OpenGeometry.on('geometry', () => { if (sibling.visible) sibling.dispose(); });
+  try {
+    assert.equal(thrownBy(() => { scene.updateMatrixWorld(true); }), undefined);
+    assert.equal(sibling.visible, false);
+    await nextTask();
+    assert.equal(sibling.parent, null);
+  } finally {
+    stop();
+  }
+});
+
+test('reset disposes every body material', async () => {
+  await boot();
+  const body = cuboid('material-owner', 6);
+  const disposed = [];
+  Object(body.surface.material).addEventListener('dispose', () => { disposed.push('surface'); });
+  Object(body.outline.material).addEventListener('dispose', () => { disposed.push('outline'); });
+  OpenGeometry.reset();
+  assert.deepEqual(disposed.sort(), ['outline', 'surface']);
+});
+
+test('a body from a reset runtime throws Disposed instead of validating against the new graph', async () => {
+  OpenGeometry.reset();
+  await boot();
+  const stale = cuboid('stale-body');
+  OpenGeometry.reset();
+  await boot();
+  cuboid('fresh-body');
+  assert.throws(() => stale.getBounds(), failsWith('Disposed'));
+});
+
+test('reset leaves a usable empty document', async () => {
+  await boot();
+  const before = runtime();
+  OpenGeometry.reset();
+  assert.notEqual(runtime(), before);
+  assert.equal(runtime().bodies.size, 0);
+  const body = cuboid('after-reset');
+  assert.equal([...runtime().bodies.values()].find((body) => body.ogId === 'after-reset'), body);
+});
+
+test('a Solid inside a Solid flushes once on updateMatrixWorld', async () => {
+  await boot();
+  await nextTask();
+  const outer = cuboid('outer', 7);
+  const inner = cuboid('inner', 8);
+  const scene = new THREE.Scene();
+  outer.add(inner);
+  scene.add(outer);
+  const before = flushCount();
+  const caught = thrownBy(() => { scene.updateMatrixWorld(true); });
+  const flushes = flushCount() - before;
+  outer.remove(inner);
+  assert.equal(caught, undefined);
+  assert.equal(flushes, 1);
+});
diff --git a/main/opengeometry-three/tests/node/lod.test.mjs b/main/opengeometry-three/tests/node/lod.test.mjs
new file mode 100644
index 0000000..361cbbe
--- /dev/null
+++ b/main/opengeometry-three/tests/node/lod.test.mjs
@@ -0,0 +1,304 @@
+import assert from 'node:assert/strict';
+import * as NODE_TEST from 'node:test';
+import { test } from 'node:test';
+import * as THREE from 'three';
+import {
+  OpenGeometry, OGError, OG_PRIMITIVE_CUBOID, OG_TRANSFORM_ROTATE, OG_TRANSFORM_TRANSLATE,
+} from '../../../dist/index.js';
+import * as TESTING from '../../../dist/testing.js';
+import { boot, cuboid, listen } from './support.mjs';
+
+const RENDERER = { getDrawingBufferSize: (target) => target.set(1000, 1000) };
+const P = 2 ** -10;
+const TIMERS = Reflect.get(NODE_TEST, 'mock').timers;
+
+async function fresh() {
+  await boot();
+  OpenGeometry.reset();
+}
+
+function aim(camera, target) {
+  camera.zoom = 1 / (1000 * target);
+  camera.updateProjectionMatrix();
+  camera.updateMatrixWorld();
+  return camera;
+}
+
+function ortho(target) {
+  return aim(new THREE.OrthographicCamera(-1, 1, 1, -1, 0.1, 1000), target);
+}
+
+async function frame(scene, camera) {
+  scene.updateMatrixWorld(true);
+  scene.traverseVisible((object) => {
+    if (object instanceof THREE.Mesh) Reflect.apply(object.onBeforeRender, object, [RENDERER, scene, camera]);
+  });
+  await Promise.resolve();
+}
+
+function computeLog() {
+  const provider = Object(TESTING.runtime().provider);
+  const compute = provider.compute.bind(provider);
+  const requests = [];
+  provider.compute = (request) => { requests.push(request); return compute(request); };
+  return { requests, stop: () => { delete provider.compute; } };
+}
+
+function kernelBuckets(body) {
+  return JSON.parse(TESTING.graph().displayBuckets(body.ogId));
+}
+
+function pinWantedBucket(shapeId, bucket) {
+  Reflect.get(TESTING, 'pinWantedBucket')(shapeId, bucket);
+}
+
+test('a body removed from the scene is not computed', async () => {
+  await fresh();
+  const scene = new THREE.Scene();
+  const body = cuboid('removed-cube');
+  const other = cuboid('kept-cube', 2);
+  scene.add(body, other);
+  const log = computeLog();
+  const mine = () => log.requests.filter((request) => request.shapeId !== other.lastInfo.shapeId).length;
+  try {
+    scene.updateMatrixWorld(true);
+    await Promise.resolve();
+    const before = mine();
+    scene.remove(body);
+    scene.updateMatrixWorld(true);
+    await Promise.resolve();
+    body.rebuild(OG_PRIMITIVE_CUBOID, { width: 1.5, height: 1, depth: 1 });
+    OpenGeometry.flush({ geometry: 'sync' });
+    const { failed } = await OpenGeometry.settled();
+    assert.equal(mine(), before);
+    assert.deepEqual(failed, []);
+  } finally {
+    log.stop();
+    other.dispose();
+    body.dispose();
+  }
+});
+
+test('a hidden rebuilt body is not reported failed', async () => {
+  await fresh();
+  const scene = new THREE.Scene();
+  const body = cuboid('hidden-cube');
+  scene.add(body);
+  try {
+    scene.updateMatrixWorld(true);
+    await Promise.resolve();
+    assert.deepEqual((await OpenGeometry.settled()).failed, []);
+    body.visible = false;
+    body.rebuild(OG_PRIMITIVE_CUBOID, { width: 1.5, height: 1, depth: 1 });
+    assert.deepEqual((await OpenGeometry.settled()).failed, []);
+  } finally {
+    body.dispose();
+  }
+});
+
+test("settled's deflection is temporary and checks the wanted key", async () => {
+  await fresh();
+  const scene = new THREE.Scene();
+  const body = cuboid('temporary-cube');
+  scene.add(body);
+  try {
+    scene.updateMatrixWorld(true);
+    assert.deepEqual((await OpenGeometry.settled({ deflection: 0.05 })).failed, []);
+    assert.equal(body.appearance.deflection, undefined);
+    assert.equal(body.record?.bucket, 2 ** -5);
+    await frame(scene, ortho(1.5 * P));
+    assert.equal(body.record?.bucket, P);
+  } finally {
+    body.dispose();
+  }
+});
+
+test('settled returns the captured OGError', async () => {
+  await fresh();
+  const scene = new THREE.Scene();
+  const body = cuboid('failing-cube');
+  scene.add(body);
+  const failure = new OGError('InvalidGeometry', 'tessellation', 'stubbed tessellation failure');
+  const provider = Object(TESTING.runtime().provider);
+  const errors = listen('error');
+  provider.compute = () => { throw failure; };
+  try {
+    scene.updateMatrixWorld(true);
+    const { failed } = await OpenGeometry.settled();
+    assert.equal(failed.length, 1);
+    assert.equal(failed[0]?.error, failure);
+  } finally {
+    delete provider.compute;
+    errors.stop();
+    body.dispose();
+  }
+});
+
+test('hysteresis keeps the bucket inside 0.75p and 4p and leaves it outside', async () => {
+  await fresh();
+  TIMERS.enable({ apis: ['setTimeout', 'Date'] });
+  const scene = new THREE.Scene();
+  const body = cuboid('hysteresis-cube');
+  scene.add(body);
+  const camera = ortho(1.5 * P);
+  try {
+    await frame(scene, camera);
+    assert.equal(body.record?.bucket, P);
+    const steps = [
+      { target: 3.99999 * P, bucket: P }, { target: 4.00001 * P, bucket: 4 * P },
+      { target: 3.00003 * P, bucket: 4 * P }, { target: 2.99997 * P, bucket: 2 * P },
+    ];
+    for (const { target, bucket } of steps) {
+      await frame(scene, aim(camera, target));
+      TIMERS.tick(151);
+      assert.equal(body.record?.bucket, bucket, `target ${String(target / P)}p`);
+    }
+  } finally {
+    TIMERS.reset();
+    body.dispose();
+  }
+});
+
+test('moving never coarsens and the settle timer refines 150 ms after the last change', async () => {
+  await fresh();
+  TIMERS.enable({ apis: ['setTimeout', 'Date'] });
+  const scene = new THREE.Scene();
+  const body = cuboid('moving-cube');
+  scene.add(body);
+  const camera = ortho(1.5 * P);
+  let log;
+  try {
+    await frame(scene, camera);
+    assert.equal(body.record?.bucket, P);
+    log = computeLog();
+    const buckets = () => log?.requests.map((request) => request.bucket);
+    TIMERS.tick(100);
+    await frame(scene, aim(camera, 6 * P));
+    TIMERS.tick(100);
+    await frame(scene, aim(camera, 0.19 * P));
+    assert.deepEqual(buckets(), []);
+    TIMERS.tick(149);
+    assert.deepEqual(buckets(), []);
+    TIMERS.tick(1);
+    assert.deepEqual(buckets(), [P / 8]);
+    assert.equal(body.record?.bucket, P / 8);
+  } finally {
+    log?.stop();
+    TIMERS.reset();
+    body.dispose();
+  }
+});
+
+test('near and far instances share the finest bucket in both add orders', async () => {
+  const half = Math.sqrt(3) / 2;
+  const expected = 2 ** Math.floor(Math.log2(0.5 * 2 * Math.tan(Math.PI / 6) / 1000));
+  for (const nearFirst of [true, false]) {
+    await fresh();
+    const near = cuboid('near-cube');
+    const far = near.instance({ ogId: 'far-cube' });
+    near.transform(OG_TRANSFORM_TRANSLATE, { offset: [0, -0.5, -(1 + half)] });
+    far.transform(OG_TRANSFORM_TRANSLATE, { offset: [0, -0.5, -(100 + half)] });
+    OpenGeometry.flush();
+    const scene = new THREE.Scene();
+    scene.add(...(nearFirst ? [near, far] : [far, near]));
+    const camera = new THREE.PerspectiveCamera(60, 1, 0.1, 1000);
+    camera.updateMatrixWorld();
+    try {
+      await frame(scene, camera);
+      assert.equal(expected, 2 ** -11);
+      assert.equal(near.record?.bucket, expected, nearFirst ? 'near first' : 'far first');
+      assert.equal(far.record?.bucket, expected, nearFirst ? 'near first' : 'far first');
+    } finally {
+      far.dispose();
+      near.dispose();
+    }
+  }
+});
+
+test('a failed bucket is skipped and the coarser record is installed', async () => {
+  await fresh();
+  const body = cuboid('failed-bucket-cube');
+  const warnings = listen('warning');
+  const errors = listen('error');
+  const log = computeLog();
+  try {
+    const { floor } = kernelBuckets(body);
+    pinWantedBucket(body.lastInfo.shapeId, floor / 2);
+    TESTING.ensureGeometry(body, true);
+    assert.deepEqual(errors.events, []);
+    assert.deepEqual(warnings.events, [{
+      code: 'LimitExceeded', shapeId: body.lastInfo.shapeId, revision: body.lastInfo.shapeRevision,
+      bucket: floor / 2, retryBucket: floor,
+    }]);
+    assert.equal(body.record?.bucket, floor);
+    assert.equal(TESTING.wanted(body), floor);
+    assert.equal(TESTING.wanted(body), floor);
+    TESTING.ensureGeometry(body, true);
+    assert.deepEqual(log.requests.map((request) => request.bucket), [floor / 2, floor]);
+  } finally {
+    log.stop();
+    warnings.stop();
+    errors.stop();
+    body.dispose();
+  }
+});
+
+test('the finest per-body override wins for one shape', async () => {
+  for (const finerFirst of [true, false]) {
+    await fresh();
+    const first = cuboid('override-cube');
+    const second = first.instance({ ogId: 'override-instance' });
+    const [fine, coarse] = finerFirst ? [first, second] : [second, first];
+    fine.setAppearance({ deflection: 0.01 });
+    coarse.setAppearance({ deflection: 0.1 });
+    const scene = new THREE.Scene();
+    scene.add(first, second);
+    try {
+      scene.updateMatrixWorld(true);
+      assert.equal(TESTING.wanted(first), 2 ** -7);
+      assert.equal(TESTING.wanted(second), 2 ** -7);
+    } finally {
+      second.dispose();
+      first.dispose();
+    }
+  }
+});
+
+test("the unit cube's floor and static bucket are the kernel's", async () => {
+  await fresh();
+  const aligned = cuboid('aligned-cube');
+  const rotated = cuboid('rotated-cube');
+  try {
+    rotated.transform(OG_TRANSFORM_ROTATE, { axis: [0, 1, 0], degrees: 45, pivot: [0, 0, 0] });
+    OpenGeometry.flush();
+    aligned.setAppearance({ deflection: 1e-12 });
+    assert.equal(kernelBuckets(aligned).floor, 2 ** -21);
+    assert.equal(TESTING.wanted(aligned), 2 ** -21);
+    assert.equal(kernelBuckets(rotated).static, 2 ** -9);
+    assert.equal(TESTING.wanted(rotated), 2 ** -9);
+  } finally {
+    rotated.dispose();
+    aligned.dispose();
+  }
+});
+
+test('overlapping settled calls leave no temporary target behind', async () => {
+  await fresh();
+  const scene = new THREE.Scene();
+  const body = cuboid('overlapping-cube');
+  scene.add(body);
+  try {
+    scene.updateMatrixWorld(true);
+    assert.deepEqual((await OpenGeometry.settled()).failed, []);
+    const before = TESTING.wanted(body);
+    assert.equal(before, 2 ** -9);
+    const first = OpenGeometry.settled({ deflection: 2 ** -6 });
+    const second = await OpenGeometry.settled({ deflection: 2 ** -8 });
+    await first;
+    assert.deepEqual(second.failed, []);
+    assert.deepEqual((await OpenGeometry.settled()).failed, []);
+    assert.equal(TESTING.wanted(body), before);
+  } finally {
+    body.dispose();
+  }
+});
diff --git a/main/opengeometry-three/tests/node/marks.test.mjs b/main/opengeometry-three/tests/node/marks.test.mjs
new file mode 100644
index 0000000..e36119f
--- /dev/null
+++ b/main/opengeometry-three/tests/node/marks.test.mjs
@@ -0,0 +1,61 @@
+import assert from 'node:assert/strict';
+import { test } from 'node:test';
+import * as THREE from 'three';
+import { OpenGeometry, OGError } from '../../../dist/index.js';
+import { boot, cuboid, failsWith, nextTask } from './support.mjs';
+
+test('rollback revives the old object after its ogId was reused under a mark', async () => {
+  await boot();
+  await nextTask();
+  const scene = new THREE.Scene();
+  const first = cuboid('reused-id');
+  scene.add(first);
+  scene.updateMatrixWorld(true);
+  const mark = OpenGeometry.mark();
+  first.dispose();
+  const second = cuboid('reused-id', 2);
+  scene.add(second);
+  mark.rollback();
+  mark.release();
+  await nextTask();
+  try {
+    assert.equal(first.parent, scene);
+    assert.equal(first.visible, true);
+    assert.equal(first.inLimbo, false);
+    assert.notEqual(first.getBounds(), null);
+    assert.equal(second.parent, null);
+    assert.equal(second.inLimbo, false);
+    assert.throws(() => second.getBounds(), failsWith('Disposed'));
+  } finally {
+    first.dispose();
+  }
+});
+
+test('a mark truncated by an earlier rollback is released in the SDK and later limbo bodies finalise', async () => {
+  await boot();
+  await nextTask();
+  const first = OpenGeometry.mark();
+  const second = OpenGeometry.mark();
+  first.rollback();
+  first.release();
+  const body = cuboid('after-truncation');
+  body.dispose();
+  assert.equal(body.inLimbo, false);
+  assert.throws(() => { second.release(); }, (error) =>
+    error instanceof OGError && error.code === 'InvalidMark' && error.message === 'mark is released');
+});
+
+test('a limbo body is finalised when no live mark older than its dispose remains', async () => {
+  await boot();
+  await nextTask();
+  const body = cuboid('older-mark-body');
+  const first = OpenGeometry.mark();
+  body.dispose();
+  const second = OpenGeometry.mark();
+  try {
+    first.release();
+    assert.equal(body.inLimbo, false);
+  } finally {
+    second.release();
+  }
+});
diff --git a/main/opengeometry-three/tests/node/materials.test.mjs b/main/opengeometry-three/tests/node/materials.test.mjs
new file mode 100644
index 0000000..bb4b1b7
--- /dev/null
+++ b/main/opengeometry-three/tests/node/materials.test.mjs
@@ -0,0 +1,65 @@
+import assert from 'node:assert/strict';
+import { test } from 'node:test';
+import * as THREE from 'three';
+import { OpenGeometry, Wire, OG_PRIMITIVE_RECTANGLE } from '../../../dist/index.js';
+import { runtime } from '../../../dist/testing.js';
+import { boot, cuboid, failsWith } from './support.mjs';
+
+function rectangle(ogId, appearance = {}) {
+  return new Wire(OG_PRIMITIVE_RECTANGLE, { width: 1, breadth: 1 }, { ogId, appearance });
+}
+
+function lineMaterialOf(body) {
+  const material = body.outline.material;
+  assert(material instanceof THREE.LineBasicMaterial);
+  return material;
+}
+
+test("a wire's colour and opacity follow setAppearance", async () => {
+  await boot();
+  const wire = rectangle('appearance-wire');
+  try {
+    wire.setAppearance({ color: 0xff0000, opacity: 0.5 });
+    const material = lineMaterialOf(wire);
+    assert.equal(material.color.getHex(), 0xff0000);
+    assert.equal(material.opacity, 0.5);
+    assert.equal(material.transparent, true);
+  } finally {
+    wire.dispose();
+  }
+});
+
+test('surface materials are shaded and line materials are pooled by colour and opacity', async () => {
+  await boot();
+  const first = rectangle('pooled-wire-1', { color: 0x00ff00 });
+  const second = rectangle('pooled-wire-2', { color: 0x00ff00 });
+  const solid = cuboid('shaded-solid');
+  try {
+    assert.equal(lineMaterialOf(first), lineMaterialOf(second));
+    assert.notEqual(lineMaterialOf(solid), lineMaterialOf(first));
+    const surface = solid.surface.material;
+    assert(surface instanceof THREE.MeshStandardMaterial);
+    assert.equal(surface.polygonOffset, true);
+  } finally {
+    first.dispose();
+    second.dispose();
+    solid.dispose();
+  }
+});
+
+test('setAppearance on a body from a reset runtime throws Disposed and leaves the new pool alone', async () => {
+  await boot();
+  const stale = cuboid('stale-appearance');
+  OpenGeometry.reset();
+  await boot();
+  const fresh = cuboid('fresh-appearance');
+  try {
+    assert.throws(() => { stale.setAppearance({ color: 0x123456 }); }, failsWith('Disposed'));
+    const entry = runtime().surfacePool.get(`${String(0x6699dd)}:1`);
+    assert(entry);
+    assert.equal(entry.refs, 1);
+    assert.equal(entry.material, fresh.surface.material);
+  } finally {
+    fresh.dispose();
+  }
+});
diff --git a/main/opengeometry-three/tests/node/picking.test.mjs b/main/opengeometry-three/tests/node/picking.test.mjs
new file mode 100644
index 0000000..9757086
--- /dev/null
+++ b/main/opengeometry-three/tests/node/picking.test.mjs
@@ -0,0 +1,100 @@
+import assert from 'node:assert/strict';
+import { test } from 'node:test';
+import * as THREE from 'three';
+import { OpenGeometry } from '../../../dist/index.js';
+import { runtime } from '../../../dist/testing.js';
+import { boot, cuboid } from './support.mjs';
+
+function linearFaceId(ranges, faceIndex) {
+  for (let offset = 0; offset < ranges.length; offset += 3) {
+    if (faceIndex >= ranges[offset + 1] && faceIndex < ranges[offset + 1] + ranges[offset + 2]) return ranges[offset];
+  }
+  return undefined;
+}
+
+function hitOn(object, fields) {
+  return { distance: 0, point: new THREE.Vector3(), object, ...fields };
+}
+
+function displayed(bodies) {
+  const scene = new THREE.Scene();
+  scene.add(...bodies);
+  scene.updateMatrixWorld(true);
+  OpenGeometry.flush({ geometry: 'sync' });
+  for (const body of bodies) assert(body.record, `${body.ogId} has a record`);
+}
+
+function countedRanges(faces) {
+  const ranges = new Uint32Array(faces * 3);
+  let start = 0;
+  for (let face = 0; face < faces; face++) {
+    const count = 1 + (face % 3);
+    ranges.set([(face * 7919) % faces, start, count], face * 3);
+    start += count;
+  }
+  const counter = { reads: 0, triangles: start };
+  const proxy = new Proxy(ranges, {
+    get(target, property) {
+      counter.reads++;
+      return Reflect.get(target, property);
+    },
+  });
+  return { ranges, proxy, counter };
+}
+
+test('resolveHit maps a hit object to its body without scanning the body map', async () => {
+  await boot();
+  const middle = cuboid('pick-b', 2);
+  const solids = [cuboid('pick-a', 1), middle, cuboid('pick-c', 3)];
+  displayed(solids);
+  const record = middle.record;
+  assert(record);
+  const bodies = Object(runtime().bodies);
+  bodies.values = () => { throw new Error('resolveHit scanned the body map'); };
+  try {
+    assert.deepEqual(OpenGeometry.resolveHit(hitOn(middle.surface, { faceIndex: 0 })), {
+      ogId: 'pick-b', shapeRevision: record.revision, faceId: linearFaceId(record.faceRanges, 0),
+    });
+  } finally {
+    delete bodies.values;
+  }
+  for (const solid of solids) solid.dispose();
+});
+
+test('resolveHit finds the face by binary search over the face ranges', async () => {
+  await boot();
+  const body = cuboid('pick-search');
+  const faces = 4096;
+  const { ranges, proxy, counter } = countedRanges(faces);
+  const target = Object(body);
+  const kept = target.record;
+  target.record = { revision: 7, faceRanges: proxy, edgeIds: new Uint32Array(0) };
+  const pick = (faceIndex) => OpenGeometry.resolveHit(hitOn(body.surface, { faceIndex }))?.faceId;
+  try {
+    const lastStart = ranges[faces * 3 - 2];
+    counter.reads = 0;
+    assert.equal(pick(lastStart), linearFaceId(ranges, lastStart));
+    const limit = 3 * (Math.log2(faces) + 2);
+    assert(counter.reads <= limit, `${String(counter.reads)} reads for the last face, limit ${String(limit)}`);
+    for (let offset = 0; offset < ranges.length; offset += 3) {
+      const first = Number(ranges[offset + 1]);
+      const last = first + Number(ranges[offset + 2]) - 1;
+      assert.equal(pick(first), linearFaceId(ranges, first));
+      assert.equal(pick(last), linearFaceId(ranges, last));
+    }
+    assert.equal(pick(counter.triangles), undefined);
+  } finally {
+    target.record = kept;
+  }
+  body.dispose();
+});
+
+test("a hit on a disposed body's mesh resolves nothing", async () => {
+  await boot();
+  const body = cuboid('pick-disposed');
+  displayed([body]);
+  const { surface, outline } = body;
+  body.dispose();
+  assert.equal(OpenGeometry.resolveHit(hitOn(surface, { faceIndex: 0 })), undefined);
+  assert.equal(OpenGeometry.resolveHit(hitOn(outline, { index: 0 })), undefined);
+});
diff --git a/main/opengeometry-three/tests/node/sdk.test.mjs b/main/opengeometry-three/tests/node/sdk.test.mjs
new file mode 100644
index 0000000..3dc1769
--- /dev/null
+++ b/main/opengeometry-three/tests/node/sdk.test.mjs
@@ -0,0 +1,111 @@
+import assert from 'node:assert/strict';
+import { readFileSync } from 'node:fs';
+import { test } from 'node:test';
+import * as THREE from 'three';
+import {
+  OpenGeometry, OGError, Solid, Wire, OG_PRIMITIVE_CUBOID, OG_PRIMITIVE_PARAMS_RECTANGLE,
+  OG_PRIMITIVE_RECTANGLE, OG_TRANSFORM_ROTATE, OG_TRANSFORM_TRANSLATE,
+} from '../../../dist/index.js';
+import { activeBackend, ensureGeometry, graph, noteDisplayed, runtime, wanted } from '../../../dist/testing.js';
+
+const BYTES = readFileSync(new URL('../../../dist/opengeometry_bg.wasm', import.meta.url));
+await OpenGeometry.create({ wasmModule: new WebAssembly.Module(BYTES) });
+assert.equal(activeBackend(), 'inline');
+const BODY = new Solid(OG_PRIMITIVE_CUBOID, { width: 1, height: 1, depth: 1 }, { ogId: 'node-cube' });
+const EXPORTED = await OpenGeometry.exportStep({ nodes: [BODY] });
+assert.equal(EXPORTED.report.products, 1);
+noteDisplayed(BODY);
+assert.equal((await OpenGeometry.settled()).failed.length, 0);
+BODY.dispose();
+assert.equal((await OpenGeometry.settled()).failed.length, 0);
+const STYLED = new Solid(OG_PRIMITIVE_CUBOID, { width: 1, height: 1, depth: 1 }, { ogId: 'styled-cube' });
+const MATERIAL = STYLED.surface.material;
+STYLED.setAppearance({ deflection: 0.01 });
+assert.equal(STYLED.surface.material, MATERIAL);
+STYLED.setAppearance({ color: 0x22c55e });
+assert.notEqual(STYLED.surface.material, MATERIAL);
+STYLED.dispose();
+const VISIBLE = new Solid(OG_PRIMITIVE_CUBOID, { width: 2, height: 1, depth: 1 }, { ogId: 'visible-cube' });
+noteDisplayed(VISIBLE);
+const PROVIDER = Object(runtime().provider);
+const COMPUTE = PROVIDER.compute.bind(PROVIDER);
+PROVIDER.compute = undefined;
+PROVIDER.request = async (request) => {
+  await new Promise((resolve) => setTimeout(resolve, 2));
+  return COMPUTE(request);
+};
+const PREPARED = new Solid(OG_PRIMITIVE_CUBOID, { width: 3, height: 1, depth: 1 }, { ogId: 'prepared-cube' });
+ensureGeometry(PREPARED);
+assert(VISIBLE.record);
+assert.equal(PREPARED.record, undefined);
+assert.equal((await OpenGeometry.settled()).failed.length, 0);
+assert(PREPARED.record);
+assert(VISIBLE.record);
+let cancelled = 0;
+PROVIDER.cancelShape = () => { cancelled++; };
+const RAPID = new Solid(OG_PRIMITIVE_CUBOID, { width: 2.5, height: 1, depth: 1 }, { ogId: 'rapid-cube' });
+ensureGeometry(RAPID);
+ensureGeometry(RAPID, true);
+assert(RAPID.record);
+assert.equal(cancelled, 1);
+assert.equal((await OpenGeometry.settled()).failed.length, 0);
+assert(RAPID.record);
+RAPID.dispose();
+PREPARED.dispose();
+VISIBLE.dispose();
+delete PROVIDER.compute;
+delete PROVIDER.request;
+delete PROVIDER.cancelShape;
+assert.equal((await OpenGeometry.settled()).failed.length, 0);
+for (let index = 0; index < 24; index++) {
+  const size = { width: 1 + index / 10, height: 1, depth: 1 };
+  const replacement = new Solid(OG_PRIMITIVE_CUBOID, size, { ogId: `replacement-${index}` });
+  ensureGeometry(replacement);
+  assert(replacement.record);
+  replacement.dispose();
+  assert.equal((await OpenGeometry.settled()).failed.length, 0);
+}
+const LEAK_PARAMS = OG_PRIMITIVE_PARAMS_RECTANGLE({ width: 1, breadth: 1 });
+assert.throws(
+  () => new Solid(OG_PRIMITIVE_RECTANGLE, LEAK_PARAMS, { ogId: 'leak' }),
+  (error) => error instanceof OGError && error.code === 'BodyTypeMismatch',
+);
+new Wire(OG_PRIMITIVE_RECTANGLE, LEAK_PARAMS, { ogId: 'leak' });
+assert.equal((await OpenGeometry.settled()).failed.length, 0);
+OpenGeometry.reset();
+console.log('Node SDK passed');
+
+test('display buckets are read once per shape and revision', () => {
+  const sized = new Solid(OG_PRIMITIVE_CUBOID, { width: 1, height: 1, depth: 1 }, { ogId: 'size-cache' });
+  const target = Object(graph());
+  const read = target.displayBuckets;
+  let reads = 0;
+  target.displayBuckets = (...args) => { reads++; return Reflect.apply(read, target, args); };
+  const camera = new THREE.PerspectiveCamera(55, 1, 0.1, 100);
+  camera.position.set(3, 3, 3);
+  camera.lookAt(0, 0, 0);
+  camera.updateMatrixWorld();
+  const renderer = { getDrawingBufferSize: (size) => size.set(800, 600) };
+  try {
+    for (let index = 0; index < 100; index++) wanted(sized);
+    assert.equal(reads, 1);
+    for (let index = 0; index < 100; index++) {
+      Reflect.apply(sized.surface.onBeforeRender, sized.surface, [renderer, null, camera]);
+    }
+    assert.equal(reads, 1);
+    sized.transform(OG_TRANSFORM_TRANSLATE, { offset: [1, 0, 0] });
+    OpenGeometry.flush();
+    wanted(sized);
+    assert.equal(reads, 1);
+    sized.transform(OG_TRANSFORM_ROTATE, { axis: [0, 1, 0], degrees: 30, pivot: [0, 0, 0] });
+    OpenGeometry.flush();
+    wanted(sized);
+    assert.equal(reads, 1);
+    sized.rebuild(OG_PRIMITIVE_CUBOID, { width: 2, height: 1, depth: 1 });
+    wanted(sized);
+    assert.equal(reads, 2);
+  } finally {
+    delete target.displayBuckets;
+    sized.dispose();
+  }
+});
diff --git a/main/opengeometry-three/tests/node/support.mjs b/main/opengeometry-three/tests/node/support.mjs
new file mode 100644
index 0000000..e38634e
--- /dev/null
+++ b/main/opengeometry-three/tests/node/support.mjs
@@ -0,0 +1,26 @@
+import { readFileSync } from 'node:fs';
+import { OpenGeometry, OGError, Solid, OG_PRIMITIVE_CUBOID } from '../../../dist/index.js';
+
+const MODULE = new WebAssembly.Module(readFileSync(new URL('../../../dist/opengeometry_bg.wasm', import.meta.url)));
+
+export function boot() {
+  return OpenGeometry.create({ wasmModule: MODULE });
+}
+
+export function nextTask() {
+  return new Promise((resolve) => setTimeout(resolve, 0));
+}
+
+export function cuboid(ogId, width = 1) {
+  return new Solid(OG_PRIMITIVE_CUBOID, { width, height: 1, depth: 1 }, { ogId });
+}
+
+export function failsWith(code) {
+  return (error) => error instanceof OGError && error.code === code;
+}
+
+export function listen(event) {
+  const events = [];
+  const stop = OpenGeometry.on(event, (detail) => { events.push(detail); });
+  return { events, stop };
+}
diff --git a/main/opengeometry-three/tests/node/worker-guards.test.mjs b/main/opengeometry-three/tests/node/worker-guards.test.mjs
new file mode 100644
index 0000000..fa54184
--- /dev/null
+++ b/main/opengeometry-three/tests/node/worker-guards.test.mjs
@@ -0,0 +1,39 @@
+import assert from 'node:assert/strict';
+import { test } from 'node:test';
+import * as TESTING from '../../../dist/testing.js';
+
+const MODULE = new WebAssembly.Module(new Uint8Array([0, 97, 115, 109, 1, 0, 0, 0]));
+const JOB = { shapeId: 'shape-1', revision: 2, bucket: 0.01, priority: 0, maxTriangles: 1000, generation: 3 };
+
+function parse(message) {
+  return Reflect.get(TESTING, 'parseWorkerMessage')(message);
+}
+
+test('worker messages with unknown kinds, extra keys or wrong field types are rejected with InvalidParameter', () => {
+  const rows = [
+    { message: { kind: 'nonsense', request: 7 }, key: 'kind', request: 7 },
+    { message: { kind: 'init', request: 0, module: 'invalid' }, key: 'module', request: 0 },
+    { message: { kind: 'snapshot', request: 2, shapeId: 'shape-1', revision: 2 }, key: 'bytes', request: 2 },
+    { message: { kind: 'tessellate', request: 4, ...JOB, extra: 1 }, key: 'extra', request: 4 },
+    { message: { kind: 'cancel', shapeId: 'shape-1', generation: Infinity }, key: 'generation', request: undefined },
+  ];
+  for (const row of rows) {
+    const failure = parse(row.message);
+    assert('error' in failure, row.key);
+    assert.equal(failure.error.code, 'InvalidParameter', row.key);
+    assert(failure.error.message.includes(row.key), failure.error.message);
+    assert(Object.hasOwn(failure, 'request'), row.key);
+    assert.equal(failure.request, row.request, row.key);
+  }
+});
+
+test('well-formed worker messages pass the guard unchanged', () => {
+  const messages = [
+    { kind: 'init', request: 0, module: MODULE },
+    { kind: 'snapshot', request: 1, shapeId: 'shape-1', revision: 2, bytes: new Uint8Array([1, 2, 3]) },
+    { kind: 'tessellate', request: 2, ...JOB },
+    { kind: 'cancel', shapeId: 'shape-1', generation: 3 },
+    { kind: 'drop', shapeId: 'shape-1', revision: 2 },
+  ];
+  for (const message of messages) assert.equal(parse(message), message, message.kind);
+});
diff --git a/main/opengeometry-three/tests/tsconfig.json b/main/opengeometry-three/tests/tsconfig.json
new file mode 100644
index 0000000..52e3466
--- /dev/null
+++ b/main/opengeometry-three/tests/tsconfig.json
@@ -0,0 +1,3 @@
+{
+  "extends": "../../tsconfig.tests.json"
+}
diff --git a/main/opengeometry-three/typedoc.json b/main/opengeometry-three/typedoc.json
deleted file mode 100644
index e2635e4..0000000
--- a/main/opengeometry-three/typedoc.json
+++ /dev/null
@@ -1,38 +0,0 @@
-{
-  "$schema": "https://typedoc.org/schema.json",
-  "entryPoints": [
-    "index.ts",
-    "src/base-types.ts",
-    "src/primitives/index.ts",
-    "src/shapes/index.ts",
-    "src/examples/index.ts"
-  ],
-  "entryPointStrategy": "resolve",
-  "compilerOptions": {
-    "lib": [
-      "ES2022",
-      "DOM",
-      "ESNext.Disposable"
-    ]
-  },
-  "exclude": [
-    "**/*.test.ts",
-    "**/*.spec.ts",
-    "examples-vite/**",
-    "scripts/**",
-    "docs/**",
-    "jsdoc-dist/**",
-    "**/*.d.ts"
-  ],
-  "out": "jsdoc-dist",
-  "readme": "none",
-  "categorizeByGroup": false,
-  "sort": [
-    "source-order"
-  ],
-  "excludePrivate": true,
-  "excludeProtected": false,
-  "excludeExternals": true,
-  "includeVersion": true,
-  "name": "OpenGeometry Three API"
-}
diff --git a/main/opengeometry-three/vite.examples.config.mjs b/main/opengeometry-three/vite.examples.config.mjs
deleted file mode 100644
index e068db4..0000000
--- a/main/opengeometry-three/vite.examples.config.mjs
+++ /dev/null
@@ -1,103 +0,0 @@
-import { readdirSync, statSync } from "node:fs";
-import { dirname, extname, join, relative, resolve } from "node:path";
-import { fileURLToPath } from "node:url";
-
-import { defineConfig } from "vite";
-import { createExamplesHeaderPlugin } from "./scripts/examples-header-script.mjs";
-
-const __filename = fileURLToPath(import.meta.url);
-const __dirname = dirname(__filename);
-
-const examplesRoot = resolve(__dirname, "examples-vite");
-
-function collectFiles(dir, extension, files = []) {
-  for (const entry of readdirSync(dir)) {
-    if (entry.startsWith(".")) {
-      continue;
-    }
-
-    const fullPath = join(dir, entry);
-    const stats = statSync(fullPath);
-    if (stats.isDirectory()) {
-      collectFiles(fullPath, extension, files);
-      continue;
-    }
-
-    if (extname(fullPath) === extension) {
-      files.push(fullPath);
-    }
-  }
-
-  return files;
-}
-
-function toPosixPath(path) {
-  return path.replace(/\\/g, "/");
-}
-
-function createManualChunk(id) {
-  const normalized = toPosixPath(id);
-
-  if (normalized.includes("/node_modules/three/examples/jsm/libs/stats.module")) {
-    return "vendor-stats";
-  }
-
-  if (normalized.includes("/node_modules/three/examples/jsm/")) {
-    return "vendor-three-extras";
-  }
-
-  if (normalized.includes("/node_modules/three/")) {
-    return "vendor-three";
-  }
-
-  if (
-    normalized.includes("/main/opengeometry-three/index.ts")
-    || normalized.includes("/main/opengeometry-three/src/")
-    || normalized.includes("/main/opengeometry/pkg/")
-  ) {
-    return "vendor-opengeometry";
-  }
-
-  return undefined;
-}
-
-function collectHtmlInputs() {
-  const htmlFiles = collectFiles(examplesRoot, ".html");
-  const inputs = {};
-
-  for (const htmlPath of htmlFiles) {
-    const key = toPosixPath(relative(examplesRoot, htmlPath)).replace(/\.html$/, "");
-    inputs[key] = htmlPath;
-  }
-
-  return inputs;
-}
-
-const input = collectHtmlInputs();
-
-export default defineConfig({
-  root: examplesRoot,
-  base: "./",
-  plugins: [createExamplesHeaderPlugin()],
-  build: {
-    outDir: resolve(__dirname, "examples-dist"),
-    emptyOutDir: true,
-    rollupOptions: {
-      input,
-      output: {
-        manualChunks: createManualChunk,
-      },
-    },
-  },
-  resolve: {
-    alias: {
-      opengeometry: resolve(__dirname, "index.ts"),
-      "@og-three": resolve(__dirname, "index.ts"),
-    },
-  },
-  server: {
-    fs: {
-      allow: [resolve(__dirname, ".."), __dirname],
-    },
-  },
-});
diff --git a/main/opengeometry-webgl/README.md b/main/opengeometry-webgl/README.md
deleted file mode 100644
index 4a2728c..0000000
--- a/main/opengeometry-webgl/README.md
+++ /dev/null
@@ -1,6 +0,0 @@
-# opengeometry-webgl
-
-Scaffold, not yet implemented. A future direct-WebGL adapter for the OpenGeometry kernel.
-
-For the current public SDK, see `main/opengeometry-three/` and the published
-[`opengeometry`](https://www.npmjs.com/package/opengeometry) package.
diff --git a/main/opengeometry-webgl/package.json b/main/opengeometry-webgl/package.json
deleted file mode 100644
index 5a670d8..0000000
--- a/main/opengeometry-webgl/package.json
+++ /dev/null
@@ -1,17 +0,0 @@
-{
-  "name": "@opengeometry/kernel-webgl",
-  "version": "1.0.0",
-  "description": "OpenGeometry Kernel for WebGL",
-  "main": "index.js",
-  "scripts": {
-    "test": "echo \"Error: no test specified\" && exit 1"
-  },
-  "keywords": [
-    "opengeometry",
-    "three",
-    "geometry"
-  ],
-  "author": "Vishwajeet Mane",
-  "license": "MIT",
-  "dependencies": {}
-}
\ No newline at end of file
diff --git a/main/opengeometry/Cargo.lock b/main/opengeometry/Cargo.lock
new file mode 100644
index 0000000..ba3caf4
--- /dev/null
+++ b/main/opengeometry/Cargo.lock
@@ -0,0 +1,464 @@
+# This file is automatically @generated by Cargo.
+# It is not intended for manual editing.
+version = 4
+
+[[package]]
+name = "autocfg"
+version = "1.5.1"
+source = "registry+https://github.com/rust-lang/crates.io-index"
+checksum = "f2032f911046de80f0a198e0901378627c33f59ea0ac00e363d481118bd70a53"
+
+[[package]]
+name = "block-buffer"
+version = "0.10.4"
+source = "registry+https://github.com/rust-lang/crates.io-index"
+checksum = "3078c7629b62d3f0439517fa394996acacc5cbc91c5a20d8c658e77abd503a71"
+dependencies = [
+ "generic-array",
+]
+
+[[package]]
+name = "bumpalo"
+version = "3.20.3"
+source = "registry+https://github.com/rust-lang/crates.io-index"
+checksum = "72f5acc6cb2ba439de613abc23857ec3d78374d8ed5ac84e9d11336e87da8649"
+
+[[package]]
+name = "cc"
+version = "1.5.1"
+source = "registry+https://github.com/rust-lang/crates.io-index"
+checksum = "f360145194ee8e21db5ee7f3fcd4fe52210864c75c985dae33218202c8bbe040"
+dependencies = [
+ "find-msvc-tools",
+ "shlex",
+]
+
+[[package]]
+name = "cfg-if"
+version = "1.0.5"
+source = "registry+https://github.com/rust-lang/crates.io-index"
+checksum = "4e7648175b45a9a48536d676f68d918270699102aa8dab5496df06904c914600"
+
+[[package]]
+name = "console_error_panic_hook"
+version = "0.1.7"
+source = "registry+https://github.com/rust-lang/crates.io-index"
+checksum = "a06aeb73f470f66dcdbf7223caeebb85984942f22f1adb2a088cf9668146bbbc"
+dependencies = [
+ "cfg-if",
+ "wasm-bindgen",
+]
+
+[[package]]
+name = "cpufeatures"
+version = "0.2.17"
+source = "registry+https://github.com/rust-lang/crates.io-index"
+checksum = "59ed5838eebb26a2bb2e58f6d5b5316989ae9d08bab10e0e6d103e656d1b0280"
+dependencies = [
+ "libc",
+]
+
+[[package]]
+name = "crypto-common"
+version = "0.1.7"
+source = "registry+https://github.com/rust-lang/crates.io-index"
+checksum = "78c8292055d1c1df0cce5d180393dc8cce0abec0a7102adb6c7b1eef6016d60a"
+dependencies = [
+ "generic-array",
+ "typenum",
+]
+
+[[package]]
+name = "digest"
+version = "0.10.7"
+source = "registry+https://github.com/rust-lang/crates.io-index"
+checksum = "9ed9a281f7bc9b7576e61468ba615a66a5c8cfdff42420a70aa82701a3b1e292"
+dependencies = [
+ "block-buffer",
+ "crypto-common",
+]
+
+[[package]]
+name = "earcutr"
+version = "0.3.0"
+source = "registry+https://github.com/rust-lang/crates.io-index"
+checksum = "a09f1c588d65581e4f4ce412fa239dbc2aced01504891cd12360fc1c0e7776a0"
+dependencies = [
+ "num-traits",
+]
+
+[[package]]
+name = "find-msvc-tools"
+version = "0.1.14"
+source = "registry+https://github.com/rust-lang/crates.io-index"
+checksum = "aedcfb3409746eddb02b9e19ebda1c3394f759a152e48ee875a0844d1b955484"
+
+[[package]]
+name = "generic-array"
+version = "0.14.7"
+source = "registry+https://github.com/rust-lang/crates.io-index"
+checksum = "85649ca51fd72272d7821adaf274ad91c288277713d9c18820d8499a7ff69e9a"
+dependencies = [
+ "typenum",
+ "version_check",
+]
+
+[[package]]
+name = "itoa"
+version = "1.0.18"
+source = "registry+https://github.com/rust-lang/crates.io-index"
+checksum = "8f42a60cbdf9a97f5d2305f08a87dc4e09308d1276d28c869c684d7777685682"
+
+[[package]]
+name = "js-sys"
+version = "0.3.77"
+source = "registry+https://github.com/rust-lang/crates.io-index"
+checksum = "1cfaf33c695fc6e08064efbc1f72ec937429614f25eef83af942d0e227c3a28f"
+dependencies = [
+ "once_cell",
+ "wasm-bindgen",
+]
+
+[[package]]
+name = "libc"
+version = "0.2.189"
+source = "registry+https://github.com/rust-lang/crates.io-index"
+checksum = "3eaf3ede3fee6db1a4c2ee091bf8a8b4dccdc6d17f656fb07896ee72867612f2"
+
+[[package]]
+name = "log"
+version = "0.4.34"
+source = "registry+https://github.com/rust-lang/crates.io-index"
+checksum = "f9f8bd3e56ce4dfc153cf470fffbfa98c7620958b312ca5c3a4b8d5181fd13c6"
+
+[[package]]
+name = "memchr"
+version = "2.8.3"
+source = "registry+https://github.com/rust-lang/crates.io-index"
+checksum = "cf8baf1c55e62ffcace7a9f06f4bd9cd3f0c4beb022d3b367256b91b87513d98"
+
+[[package]]
+name = "minicov"
+version = "0.3.9"
+source = "registry+https://github.com/rust-lang/crates.io-index"
+checksum = "c3aa3aa12b448ac225b3102217d1ac5cc717908f02722926524b0599c933c7a0"
+dependencies = [
+ "cc",
+ "walkdir",
+]
+
+[[package]]
+name = "num-traits"
+version = "0.2.19"
+source = "registry+https://github.com/rust-lang/crates.io-index"
+checksum = "071dfc062690e90b734c0b2273ce72ad0ffa95f0c74596bc250dcfd960262841"
+dependencies = [
+ "autocfg",
+]
+
+[[package]]
+name = "once_cell"
+version = "1.21.4"
+source = "registry+https://github.com/rust-lang/crates.io-index"
+checksum = "9f7c3e4beb33f85d45ae3e3a1792185706c8e16d043238c593331cc7cd313b50"
+
+[[package]]
+name = "opengeometry"
+version = "2.5.0"
+dependencies = [
+ "console_error_panic_hook",
+ "earcutr",
+ "js-sys",
+ "opengeometry-test-support",
+ "serde",
+ "serde_json",
+ "sha2",
+ "wasm-bindgen",
+ "wasm-bindgen-test",
+]
+
+[[package]]
+name = "opengeometry-test-support"
+version = "2.5.0"
+dependencies = [
+ "opengeometry",
+ "serde_json",
+]
+
+[[package]]
+name = "proc-macro2"
+version = "1.0.107"
+source = "registry+https://github.com/rust-lang/crates.io-index"
+checksum = "985e7ec9bb745e6ce6535b544d84d6cd6f7ad8bd711c398938ae983b91a766d9"
+dependencies = [
+ "unicode-ident",
+]
+
+[[package]]
+name = "quote"
+version = "1.0.47"
+source = "registry+https://github.com/rust-lang/crates.io-index"
+checksum = "1fbf4db142a473a8d80c26bbf18454ed458bf8d26c8219c331daecfdbd079001"
+dependencies = [
+ "proc-macro2",
+]
+
+[[package]]
+name = "rustversion"
+version = "1.0.23"
+source = "registry+https://github.com/rust-lang/crates.io-index"
+checksum = "cf54715a573b99ac80df0bc206da022bcd442c974952c7b9720069370852e21f"
+
+[[package]]
+name = "same-file"
+version = "1.0.6"
+source = "registry+https://github.com/rust-lang/crates.io-index"
+checksum = "93fc1dc3aaa9bfed95e02e6eadabb4baf7e3078b0bd1b4d7b6b0b68378900502"
+dependencies = [
+ "winapi-util",
+]
+
+[[package]]
+name = "serde"
+version = "1.0.229"
+source = "registry+https://github.com/rust-lang/crates.io-index"
+checksum = "4148590afebada386688f18773da617792bf2ef03ffc1e4cbd2b1d45b023e0ba"
+dependencies = [
+ "serde_core",
+ "serde_derive",
+]
+
+[[package]]
+name = "serde_core"
+version = "1.0.229"
+source = "registry+https://github.com/rust-lang/crates.io-index"
+checksum = "67dca2c9c51e58a4791a4b1ed58308b39c64224d349a935ab5039aa360942a48"
+dependencies = [
+ "serde_derive",
+]
+
+[[package]]
+name = "serde_derive"
+version = "1.0.229"
+source = "registry+https://github.com/rust-lang/crates.io-index"
+checksum = "e7a5d71263a5a7d47b41f6b3f06ba276f10cc18b0931f1799f710578e2309348"
+dependencies = [
+ "proc-macro2",
+ "quote",
+ "syn 3.0.6",
+]
+
+[[package]]
+name = "serde_json"
+version = "1.0.151"
+source = "registry+https://github.com/rust-lang/crates.io-index"
+checksum = "c841b55ecdae098c80dcae9cf767f6f8a0c2cdb3416bbef72181df4d0fe73f14"
+dependencies = [
+ "itoa",
+ "memchr",
+ "serde",
+ "serde_core",
+ "zmij",
+]
+
+[[package]]
+name = "sha2"
+version = "0.10.9"
+source = "registry+https://github.com/rust-lang/crates.io-index"
+checksum = "a7507d819769d01a365ab707794a4084392c824f54a7a6a7862f8c3d0892b283"
+dependencies = [
+ "cfg-if",
+ "cpufeatures",
+ "digest",
+]
+
+[[package]]
+name = "shlex"
+version = "2.0.1"
+source = "registry+https://github.com/rust-lang/crates.io-index"
+checksum = "f8fadd59c855ef2080decdef8ff161eb6661b86933c9d82e5ba29dc602a55aba"
+
+[[package]]
+name = "syn"
+version = "2.0.119"
+source = "registry+https://github.com/rust-lang/crates.io-index"
+checksum = "872831b642d1a07999a962a351ed35b955ea2cfc8f3862091e2a240a84f17297"
+dependencies = [
+ "proc-macro2",
+ "quote",
+ "unicode-ident",
+]
+
+[[package]]
+name = "syn"
+version = "3.0.6"
+source = "registry+https://github.com/rust-lang/crates.io-index"
+checksum = "8593e8e72159ed2257d083c7a454a85cbf854f37a0966d8d483aff8c8a3ebcee"
+dependencies = [
+ "proc-macro2",
+ "quote",
+ "unicode-ident",
+]
+
+[[package]]
+name = "typenum"
+version = "1.20.1"
+source = "registry+https://github.com/rust-lang/crates.io-index"
+checksum = "b6f5e870be6c3b371b77fe0ee0bafb859fa4964b4404c27de1d380043c4dda20"
+
+[[package]]
+name = "unicode-ident"
+version = "1.0.26"
+source = "registry+https://github.com/rust-lang/crates.io-index"
+checksum = "d245f478577f809a851594d02313b640fb437e0bb33866753cff937863096954"
+
+[[package]]
+name = "version_check"
+version = "0.9.5"
+source = "registry+https://github.com/rust-lang/crates.io-index"
+checksum = "0b928f33d975fc6ad9f86c8f283853ad26bdd5b10b7f1542aa2fa15e2289105a"
+
+[[package]]
+name = "walkdir"
+version = "2.5.0"
+source = "registry+https://github.com/rust-lang/crates.io-index"
+checksum = "29790946404f91d9c5d06f9874efddea1dc06c5efe94541a7d6863108e3a5e4b"
+dependencies = [
+ "same-file",
+ "winapi-util",
+]
+
+[[package]]
+name = "wasm-bindgen"
+version = "0.2.100"
+source = "registry+https://github.com/rust-lang/crates.io-index"
+checksum = "1edc8929d7499fc4e8f0be2262a241556cfc54a0bea223790e71446f2aab1ef5"
+dependencies = [
+ "cfg-if",
+ "once_cell",
+ "rustversion",
+ "wasm-bindgen-macro",
+]
+
+[[package]]
+name = "wasm-bindgen-backend"
+version = "0.2.100"
+source = "registry+https://github.com/rust-lang/crates.io-index"
+checksum = "2f0a0651a5c2bc21487bde11ee802ccaf4c51935d0d3d42a6101f98161700bc6"
+dependencies = [
+ "bumpalo",
+ "log",
+ "proc-macro2",
+ "quote",
+ "syn 2.0.119",
+ "wasm-bindgen-shared",
+]
+
+[[package]]
+name = "wasm-bindgen-futures"
+version = "0.4.50"
+source = "registry+https://github.com/rust-lang/crates.io-index"
+checksum = "555d470ec0bc3bb57890405e5d4322cc9ea83cebb085523ced7be4144dac1e61"
+dependencies = [
+ "cfg-if",
+ "js-sys",
+ "once_cell",
+ "wasm-bindgen",
+ "web-sys",
+]
+
+[[package]]
+name = "wasm-bindgen-macro"
+version = "0.2.100"
+source = "registry+https://github.com/rust-lang/crates.io-index"
+checksum = "7fe63fc6d09ed3792bd0897b314f53de8e16568c2b3f7982f468c0bf9bd0b407"
+dependencies = [
+ "quote",
+ "wasm-bindgen-macro-support",
+]
+
+[[package]]
+name = "wasm-bindgen-macro-support"
+version = "0.2.100"
+source = "registry+https://github.com/rust-lang/crates.io-index"
+checksum = "8ae87ea40c9f689fc23f209965b6fb8a99ad69aeeb0231408be24920604395de"
+dependencies = [
+ "proc-macro2",
+ "quote",
+ "syn 2.0.119",
+ "wasm-bindgen-backend",
+ "wasm-bindgen-shared",
+]
+
+[[package]]
+name = "wasm-bindgen-shared"
+version = "0.2.100"
+source = "registry+https://github.com/rust-lang/crates.io-index"
+checksum = "1a05d73b933a847d6cccdda8f838a22ff101ad9bf93e33684f39c1f5f0eece3d"
+dependencies = [
+ "unicode-ident",
+]
+
+[[package]]
+name = "wasm-bindgen-test"
+version = "0.3.50"
+source = "registry+https://github.com/rust-lang/crates.io-index"
+checksum = "66c8d5e33ca3b6d9fa3b4676d774c5778031d27a578c2b007f905acf816152c3"
+dependencies = [
+ "js-sys",
+ "minicov",
+ "wasm-bindgen",
+ "wasm-bindgen-futures",
+ "wasm-bindgen-test-macro",
+]
+
+[[package]]
+name = "wasm-bindgen-test-macro"
+version = "0.3.50"
+source = "registry+https://github.com/rust-lang/crates.io-index"
+checksum = "17d5042cc5fa009658f9a7333ef24291b1291a25b6382dd68862a7f3b969f69b"
+dependencies = [
+ "proc-macro2",
+ "quote",
+ "syn 2.0.119",
+]
+
+[[package]]
+name = "web-sys"
+version = "0.3.77"
+source = "registry+https://github.com/rust-lang/crates.io-index"
+checksum = "33b6dd2ef9186f1f2072e409e99cd22a975331a6b3591b12c764e0e55c60d5d2"
+dependencies = [
+ "js-sys",
+ "wasm-bindgen",
+]
+
+[[package]]
+name = "winapi-util"
+version = "0.1.11"
+source = "registry+https://github.com/rust-lang/crates.io-index"
+checksum = "c2a7b1c03c876122aa43f3020e6c3c3ee5c05081c9a00739faf7503aeba10d22"
+dependencies = [
+ "windows-sys",
+]
+
+[[package]]
+name = "windows-link"
+version = "0.2.1"
+source = "registry+https://github.com/rust-lang/crates.io-index"
+checksum = "f0805222e57f7521d6a62e36fa9163bc891acd422f971defe97d64e70d0a4fe5"
+
+[[package]]
+name = "windows-sys"
+version = "0.61.2"
+source = "registry+https://github.com/rust-lang/crates.io-index"
+checksum = "ae137229bcbd6cdf0f7b80a31df61766145077ddf49416a728b02cb3921ff3fc"
+dependencies = [
+ "windows-link",
+]
+
+[[package]]
+name = "zmij"
+version = "1.0.23"
+source = "registry+https://github.com/rust-lang/crates.io-index"
+checksum = "29666d0abbfad1e3dc4dcf6144730dd3a3ab225bbbdac83319345b1b44ccfc1b"
diff --git a/main/opengeometry/Cargo.toml b/main/opengeometry/Cargo.toml
index c442e3b..6e4e42c 100644
--- a/main/opengeometry/Cargo.toml
+++ b/main/opengeometry/Cargo.toml
@@ -1,27 +1,24 @@
 [package]
 name = "opengeometry"
-version = "1.0.10"
-authors = ["Vishwajeet Mane <manevishwajeet1@gmail.com>"]
-description = "Graphics Kernel for Next Gen"
-license = "MIT/Apache-2.0"
-repository = "https://github.com/OpenGeometry-io/OpenGeometry"
+version = "2.5.0"
 edition = "2021"
+license = "MPL-2.0"
 
 [lib]
 crate-type = ["cdylib", "rlib"]
 
 [dependencies]
-wasm-bindgen = "0.2"
+wasm-bindgen = "=0.2.100"
+js-sys = "=0.3.77"
 serde = { version = "1.0", features = ["derive"] }
-serde-wasm-bindgen = "0.4"
-serde_json = { version = "1.0.127", features = ["float_roundtrip"] }
-web-sys = { version = "0.3", features = ["console"] }
-openmaths = "0.2.4"
-uuid = { version = "1.17.0", features = ["v4", "v5", "serde", "js"] }
-getrandom = { version = "0.2", features = ["js"] }
+serde_json = { version = "1.0", features = ["float_roundtrip"] }
 earcutr = "=0.3.0"
-dxf = "0.6.0"
-stl_io = "0.8"
+console_error_panic_hook = "0.1"
 
-[target.'cfg(not(target_arch = "wasm32"))'.dependencies]
-printpdf = "0.5"
+[dev-dependencies]
+wasm-bindgen-test = "=0.3.50"
+sha2 = "0.10"
+opengeometry-test-support = { path = "test-support" }
+
+[profile.release]
+codegen-units = 1
diff --git a/main/opengeometry/cad.md b/main/opengeometry/cad.md
deleted file mode 100644
index ea988b6..0000000
--- a/main/opengeometry/cad.md
+++ /dev/null
@@ -1,28 +0,0 @@
-### Creation of Elements and Primitives
-
-#### Cyclinder
-There are two ways to create a Cyclinder
-1. Create a Circle Primitive, then create Circle Poly Face and Then Extrude The Polygon by given height
-2. Create a Cylinder Primitive and provide height and radius
-
-### Kernel Validation
-
-Run from `main/opengeometry`:
-
-```bash
-cargo fmt --check
-cargo check --all-targets
-cargo test
-```
-
-Targeted export and projection checks:
-
-```bash
-cargo test test_scene_projection_from_edge_entity
-cargo test test_scene_projection_lines_json_payload
-cargo test test_scene_stl_export_binary_payload
-cargo test test_scene_step_export_text_payload
-cargo test test_scene_ifc_export_text_payload
-```
-
-The crate no longer ships standalone Rust examples, scripts, or the native sandbox. Release validation now happens through compiled library tests and downstream consumers that call the public APIs directly.
diff --git a/main/opengeometry/clippy.toml b/main/opengeometry/clippy.toml
new file mode 100644
index 0000000..7bada54
--- /dev/null
+++ b/main/opengeometry/clippy.toml
@@ -0,0 +1,3 @@
+allow-unwrap-in-tests = true
+allow-expect-in-tests = true
+allow-panic-in-tests = true
diff --git a/main/opengeometry/examples/analytic_exchange_fixtures.rs b/main/opengeometry/examples/analytic_exchange_fixtures.rs
deleted file mode 100644
index f9d8c4e..0000000
--- a/main/opengeometry/examples/analytic_exchange_fixtures.rs
+++ /dev/null
@@ -1,108 +0,0 @@
-use opengeometry::analytic::{
-    booleans::{boolean_brep, BooleanOp},
-    ifc_exchange::prepare_ifc_body,
-    primitives,
-    topology::Accuracy,
-    Frame3,
-};
-use std::{error::Error, fs, path::PathBuf};
-
-fn main() -> Result<(), Box<dyn Error>> {
-    let output = std::env::args()
-        .nth(1)
-        .map(PathBuf::from)
-        .ok_or("provide an output JSON path")?;
-    let accuracy = Accuracy {
-        geometric: 1e-8,
-        intersection: 1e-9,
-        tessellation: 0.01,
-        exchange: 1e-6,
-    };
-    let frame = Frame3 {
-        origin: [1.0, 2.0, 3.0],
-        y: [0.0, 0.0, -1.0],
-        z: [0.0, 1.0, 0.0],
-        ..Frame3::IDENTITY
-    };
-    let host = primitives::sphere("host".into(), frame, 2.0, accuracy)?;
-    let cutter = primitives::sphere(
-        "cutter".into(),
-        Frame3 {
-            origin: [2.7, 2.0, 3.0],
-            ..frame
-        },
-        1.0,
-        accuracy,
-    )?;
-    let inner = primitives::sphere("inner".into(), frame, 0.5, accuracy)?;
-    let box_host = primitives::cuboid("box-host".into(), frame, [3.0; 3], accuracy)?;
-    let box_cutter = primitives::cuboid(
-        "box-cutter".into(),
-        Frame3 {
-            origin: frame.point([1.5, 0.5, 0.5]),
-            ..frame
-        },
-        [3.0; 3],
-        accuracy,
-    )?;
-    let box_inner = primitives::cuboid(
-        "box-inner".into(),
-        Frame3 {
-            origin: frame.point([1.0; 3]),
-            ..frame
-        },
-        [1.0; 3],
-        accuracy,
-    )?;
-    let bodies = vec![
-        primitives::cuboid("cuboid".into(), frame, [2.0, 1.0, 3.0], accuracy)?,
-        primitives::cylinder("cylinder".into(), frame, 1.0, 2.0, accuracy)?,
-        primitives::sphere("sphere".into(), frame, 1.0, accuracy)?,
-        primitives::cone("cone".into(), frame, 1.0, 2.0, accuracy)?,
-        primitives::frustum("frustum".into(), frame, 1.0, 0.4, 2.0, accuracy)?,
-        primitives::torus("torus".into(), frame, 2.0, 0.5, accuracy)?,
-        primitives::annular_sector_extrusion(
-            "wall".into(),
-            frame,
-            2.4,
-            0.3,
-            1.4,
-            0.15,
-            -1.8,
-            accuracy,
-        )?,
-        boolean_brep(&host, &cutter, BooleanOp::Subtraction, "cut".into())?.brep,
-        boolean_brep(&host, &inner, BooleanOp::Subtraction, "cavity".into())?.brep,
-        boolean_brep(&box_host, &box_cutter, BooleanOp::Union, "box-union".into())?.brep,
-        boolean_brep(
-            &box_host,
-            &box_cutter,
-            BooleanOp::Intersection,
-            "box-intersection".into(),
-        )?
-        .brep,
-        boolean_brep(
-            &box_host,
-            &box_cutter,
-            BooleanOp::Subtraction,
-            "box-cut".into(),
-        )?
-        .brep,
-        boolean_brep(
-            &box_host,
-            &box_inner,
-            BooleanOp::Subtraction,
-            "box-cavity".into(),
-        )?
-        .brep,
-    ];
-    let mut records = Vec::new();
-    for body in bodies {
-        records.push(serde_json::json!({
-            "name": body.id, "serialized_brep": body.to_json()?,
-            "exchange_body": prepare_ifc_body(&body)?,
-        }));
-    }
-    fs::write(output, serde_json::to_string_pretty(&records)?)?;
-    Ok(())
-}
diff --git a/main/opengeometry/examples/budgets.rs b/main/opengeometry/examples/budgets.rs
new file mode 100644
index 0000000..f20c402
--- /dev/null
+++ b/main/opengeometry/examples/budgets.rs
@@ -0,0 +1,35 @@
+use opengeometry::brep::{BrepEnvelope, GeometryError};
+use opengeometry::operations::modifying::boolean::{boolean_brep_outcome_with_handlers, BooleanOp};
+use serde_json::Value;
+use std::error::Error;
+use std::time::{Duration, Instant};
+
+const ROTATED_BOX_UNION: &str =
+    include_str!("../tests/fixtures/cases/boolean-matrix/rotated-box-union.json");
+const COVERAGE_GAP_BOUND: Duration = Duration::from_secs(2);
+
+fn main() -> Result<(), Box<dyn Error>> {
+    let fixture: Value = serde_json::from_str(ROTATED_BOX_UNION)?;
+    let a: BrepEnvelope = serde_json::from_value(fixture["a"].clone())?;
+    let b: BrepEnvelope = serde_json::from_value(fixture["b"].clone())?;
+    let started = Instant::now();
+    let (result, _) = boolean_brep_outcome_with_handlers(
+        &a,
+        &b,
+        BooleanOp::Union,
+        "budgets-rotated-box-union".into(),
+    );
+    let elapsed = started.elapsed();
+    println!(
+        "rotated-box union: {} ms against a bound of {} ms",
+        elapsed.as_secs_f64() * 1000.0,
+        COVERAGE_GAP_BOUND.as_millis()
+    );
+    if !matches!(result, Err(GeometryError::CoverageGap { .. })) {
+        return Err("the rotated-box union no longer returns CoverageGap".into());
+    }
+    if elapsed >= COVERAGE_GAP_BOUND {
+        return Err("the rotated-box union CoverageGap exceeded its bound".into());
+    }
+    Ok(())
+}
diff --git a/main/opengeometry/examples/part21_check.rs b/main/opengeometry/examples/part21_check.rs
new file mode 100644
index 0000000..306f8b5
--- /dev/null
+++ b/main/opengeometry/examples/part21_check.rs
@@ -0,0 +1,124 @@
+use opengeometry_test_support::part21::{bits, check_report_matches, Document};
+use opengeometry_test_support::scenes::acceptance::{acceptance_scene, level_export};
+use serde_json::Value;
+use std::{env, error::Error, fs};
+
+const USAGE: &str = "usage: part21_check acceptance <step> <report.json> <unit> <upAxis> | storey <step> <report.json>";
+
+struct BrowserExport {
+    text: String,
+    report: Value,
+    document: Document,
+}
+
+fn main() -> Result<(), Box<dyn Error>> {
+    let args: Vec<String> = env::args().skip(1).collect();
+    let args: Vec<&str> = args.iter().map(String::as_str).collect();
+    match args.as_slice() {
+        ["acceptance", step, report, unit, up_axis] => {
+            check_acceptance(step, report, unit, up_axis)?
+        }
+        ["storey", step, report] => check_storey(step, report)?,
+        _ => return Err(USAGE.into()),
+    }
+    println!("part21_check {}: ok", args[0]);
+    Ok(())
+}
+
+fn browser_export(step: &str, report: &str, unit: &str) -> Result<BrowserExport, Box<dyn Error>> {
+    let text = fs::read_to_string(step)?;
+    let report: Value = serde_json::from_str(&fs::read_to_string(report)?)?;
+    let document = Document::parse(&text)?;
+    document.check_length_unit(unit)?;
+    check_report_matches(&document, &text, &report)?;
+    Ok(BrowserExport {
+        text,
+        report,
+        document,
+    })
+}
+
+fn check_acceptance(
+    step: &str,
+    report: &str,
+    unit: &str,
+    up_axis: &str,
+) -> Result<(), Box<dyn Error>> {
+    let browser = browser_export(step, report, unit)?;
+    let (native_text, native_report) = level_export(&acceptance_scene(), unit, up_axis);
+    let native_report = serde_json::to_value(&native_report)?;
+    check_same_value("report", &browser.report, &native_report)?;
+    check_same_text(&browser.text, &native_text)?;
+    Ok(())
+}
+
+fn check_same_value(path: &str, browser: &Value, native: &Value) -> Result<(), String> {
+    match (browser, native) {
+        (Value::Object(left), Value::Object(right)) => {
+            if !left.keys().eq(right.keys()) {
+                return Err(format!("{path}: keys differ from the native report"));
+            }
+            left.iter().try_for_each(|(key, value)| {
+                check_same_value(&format!("{path}.{key}"), value, &right[key])
+            })
+        }
+        (Value::Array(left), Value::Array(right)) => {
+            if left.len() != right.len() {
+                return Err(format!(
+                    "{path}: {} items, native {}",
+                    left.len(),
+                    right.len()
+                ));
+            }
+            left.iter()
+                .zip(right)
+                .enumerate()
+                .try_for_each(|(index, (a, b))| check_same_value(&format!("{path}[{index}]"), a, b))
+        }
+        (Value::Number(left), Value::Number(right))
+            if left
+                .as_f64()
+                .zip(right.as_f64())
+                .is_some_and(|(a, b)| bits([a]) == bits([b])) =>
+        {
+            Ok(())
+        }
+        _ if browser == native => Ok(()),
+        _ => Err(format!(
+            "{path}: browser {browser} differs from native {native}"
+        )),
+    }
+}
+
+fn check_same_text(browser: &str, native: &str) -> Result<(), String> {
+    if browser == native {
+        return Ok(());
+    }
+    let (line, left, right) = browser
+        .lines()
+        .zip(native.lines())
+        .enumerate()
+        .find(|(_, (left, right))| left != right)
+        .map_or((0, "", ""), |(index, (left, right))| {
+            (index + 1, left, right)
+        });
+    Err(format!(
+        "text differs from the native export at line {line}: browser {left:?}, native {right:?} ({} and {} bytes)",
+        browser.len(),
+        native.len()
+    ))
+}
+
+fn check_storey(step: &str, report: &str) -> Result<(), Box<dyn Error>> {
+    let browser = browser_export(step, report, "millimetre")?;
+    let products = browser.document.product_names()?.len();
+    let entities = browser.document.entity_count();
+    let bytes = browser.text.len();
+    if products != 1200 || entities > 2_000_000 || bytes > 64 * 1024 * 1024 {
+        return Err(format!(
+            "storey export has {products} products (want 1200), {entities} entities (at most 2000000) and {bytes} bytes (at most 64 MiB)"
+        )
+        .into());
+    }
+    Ok(())
+}
diff --git a/main/opengeometry/rust-toolchain.toml b/main/opengeometry/rust-toolchain.toml
new file mode 100644
index 0000000..e8346a8
--- /dev/null
+++ b/main/opengeometry/rust-toolchain.toml
@@ -0,0 +1,3 @@
+[toolchain]
+channel = "1.88.0"
+targets = ["wasm32-unknown-unknown"]
diff --git a/main/opengeometry/src/analytic/booleans.rs b/main/opengeometry/src/analytic/booleans.rs
deleted file mode 100644
index a57be1b..0000000
--- a/main/opengeometry/src/analytic/booleans.rs
+++ /dev/null
@@ -1,13466 +0,0 @@
-use super::{
-    face_intersection::{intersect_breps, intersect_faces, FaceView},
-    geometry::{add, cross, dot, norm, scale, sub, unit},
-    intersection::IntersectionDefinition,
-    primitives::{self, boundary, plane_boundary, uv_line, Builder},
-    query::{classify_point, face_contains_uv, PointClassification},
-    ssi::intersect_surfaces,
-    topology::*,
-    Curve, CurveGeometry, Frame3, GeometryError, Point3, Surface, SurfaceGeometry,
-};
-use crate::{
-    geometry::{
-        boolean2d::{boolean_oriented_regions, PlanarBooleanOp, RingRegion},
-        poly2d::{self, Pt2},
-    },
-    math::{
-        interval::Interval,
-        predicates::{sphere_sphere_relation, Sign},
-    },
-};
-use serde::{Deserialize, Serialize};
-
-#[derive(Clone, Copy, Debug, PartialEq, Eq, Serialize, Deserialize)]
-#[serde(rename_all = "snake_case")]
-pub enum BooleanOp {
-    Union,
-    Intersection,
-    Subtraction,
-}
-
-#[derive(Clone, Debug, Serialize)]
-pub struct FaceMapping {
-    pub source: FaceSource,
-    pub result_faces: Vec<u32>,
-}
-#[derive(Clone, Debug, Serialize)]
-pub struct BooleanReport {
-    pub operation: BooleanOp,
-    pub quality: GeometryQuality,
-    pub contacts: Vec<Point3>,
-    pub coincident: bool,
-    pub face_mappings: Vec<FaceMapping>,
-}
-pub struct BooleanResult {
-    pub brep: BrepEnvelope,
-    pub report: BooleanReport,
-}
-
-fn comparable<T: Serialize>(input: &T) -> Result<serde_json::Value, GeometryError> {
-    serde_json::to_value(input).map_err(|error| GeometryError::InvalidGeometry(error.to_string()))
-}
-
-fn coordinates_match<const N: usize>(a: [f64; N], b: [f64; N], tolerance: f64) -> bool {
-    a.into_iter()
-        .zip(b)
-        .all(|(left, right)| (left - right).abs() <= tolerance)
-}
-
-fn frames_match(a: Frame3, b: Frame3, geometric: f64) -> bool {
-    coordinates_match(a.origin, b.origin, geometric)
-        && coordinates_match(a.x, b.x, 1e-12)
-        && coordinates_match(a.y, b.y, 1e-12)
-        && coordinates_match(a.z, b.z, 1e-12)
-}
-
-fn cylinder_geometry_matches(
-    actual: &GeometryStore,
-    expected: &GeometryStore,
-    geometric: f64,
-) -> bool {
-    if actual.surfaces.len() != expected.surfaces.len()
-        || actual.curves.len() != expected.curves.len()
-        || actual.pcurves.len() != expected.pcurves.len()
-        || !actual.intersections.is_empty()
-        || !expected.intersections.is_empty()
-    {
-        return false;
-    }
-    let scalar = geometric.max(1e-12);
-    let surfaces = actual
-        .surfaces
-        .iter()
-        .zip(&expected.surfaces)
-        .all(|(actual, expected)| match (actual, expected) {
-            (
-                SurfaceGeometry::Plane { frame: actual },
-                SurfaceGeometry::Plane { frame: expected },
-            ) => frames_match(*actual, *expected, geometric),
-            (
-                SurfaceGeometry::Cylinder {
-                    frame: actual_frame,
-                    radius: actual_radius,
-                },
-                SurfaceGeometry::Cylinder {
-                    frame: expected_frame,
-                    radius: expected_radius,
-                },
-            ) => {
-                frames_match(*actual_frame, *expected_frame, geometric)
-                    && (actual_radius - expected_radius).abs() <= geometric
-            }
-            (
-                SurfaceGeometry::Cone {
-                    frame: actual_frame,
-                    semi_angle: actual_angle,
-                },
-                SurfaceGeometry::Cone {
-                    frame: expected_frame,
-                    semi_angle: expected_angle,
-                },
-            ) => {
-                frames_match(*actual_frame, *expected_frame, geometric)
-                    && (actual_angle - expected_angle).abs() <= 1.0e-12
-            }
-            _ => false,
-        });
-    let curves = actual
-        .curves
-        .iter()
-        .zip(&expected.curves)
-        .all(|(actual, expected)| match (actual, expected) {
-            (
-                CurveGeometry::Circle {
-                    frame: actual_frame,
-                    radius: actual_radius,
-                },
-                CurveGeometry::Circle {
-                    frame: expected_frame,
-                    radius: expected_radius,
-                },
-            ) => {
-                frames_match(*actual_frame, *expected_frame, geometric)
-                    && (actual_radius - expected_radius).abs() <= geometric
-            }
-            (
-                CurveGeometry::Line {
-                    origin: actual_origin,
-                    direction: actual_direction,
-                },
-                CurveGeometry::Line {
-                    origin: expected_origin,
-                    direction: expected_direction,
-                },
-            ) => {
-                coordinates_match(*actual_origin, *expected_origin, geometric)
-                    && coordinates_match(*actual_direction, *expected_direction, 1e-12)
-            }
-            _ => false,
-        });
-    let pcurves = actual
-        .pcurves
-        .iter()
-        .zip(&expected.pcurves)
-        .all(|(actual, expected)| match (actual, expected) {
-            (
-                PcurveGeometry::Line2 {
-                    origin: actual_origin,
-                    direction: actual_direction,
-                },
-                PcurveGeometry::Line2 {
-                    origin: expected_origin,
-                    direction: expected_direction,
-                },
-            ) => {
-                coordinates_match(*actual_origin, *expected_origin, scalar)
-                    && coordinates_match(*actual_direction, *expected_direction, 1e-12)
-            }
-            (
-                PcurveGeometry::Conic2 {
-                    origin: actual_origin,
-                    axis_a: actual_a,
-                    axis_b: actual_b,
-                },
-                PcurveGeometry::Conic2 {
-                    origin: expected_origin,
-                    axis_a: expected_a,
-                    axis_b: expected_b,
-                },
-            ) => {
-                coordinates_match(*actual_origin, *expected_origin, scalar)
-                    && coordinates_match(*actual_a, *expected_a, scalar)
-                    && coordinates_match(*actual_b, *expected_b, scalar)
-            }
-            _ => false,
-        });
-    surfaces && curves && pcurves
-}
-
-fn normalize_cylinder_topology(actual: &mut Topology, expected: &Topology, geometric: f64) -> bool {
-    if actual.vertices.len() != expected.vertices.len()
-        || actual.edges.len() != expected.edges.len()
-        || actual.faces.len() != expected.faces.len()
-    {
-        return false;
-    }
-    let scalar = geometric.max(1e-12);
-    for (actual, expected) in actual.edges.iter_mut().zip(&expected.edges) {
-        match (&mut actual.geometry, &expected.geometry) {
-            (
-                EdgeGeometry::Curve {
-                    curve: actual_curve,
-                    range: actual_range,
-                },
-                EdgeGeometry::Curve {
-                    curve: expected_curve,
-                    range: expected_range,
-                },
-            ) if actual_curve == expected_curve
-                && (actual_range.lo - expected_range.lo).abs() <= scalar
-                && (actual_range.hi - expected_range.hi).abs() <= scalar =>
-            {
-                *actual_range = *expected_range;
-            }
-            (
-                EdgeGeometry::Collapsed { vertex: actual },
-                EdgeGeometry::Collapsed { vertex: expected },
-            ) if actual == expected => {}
-            _ => return false,
-        }
-    }
-    for (actual, expected) in actual.faces.iter_mut().zip(&expected.faces) {
-        for axis in 0..2 {
-            let a = &mut actual.trim.uv_bounds[axis];
-            let e = expected.trim.uv_bounds[axis];
-            if (a.lo - e.lo).abs() > scalar || (a.hi - e.hi).abs() > scalar {
-                return false;
-            }
-            *a = e;
-        }
-    }
-    true
-}
-
-struct SphereInput<'a> {
-    brep: &'a BrepEnvelope,
-    frame: Frame3,
-    radius: f64,
-}
-
-struct CylinderInput<'a> {
-    brep: &'a BrepEnvelope,
-    frame: Frame3,
-    radius: f64,
-    height: f64,
-}
-
-struct TorusInput<'a> {
-    brep: &'a BrepEnvelope,
-    frame: Frame3,
-    major_radius: f64,
-    minor_radius: f64,
-}
-
-struct ConicSectionInput<'a> {
-    brep: &'a BrepEnvelope,
-    frame: Frame3,
-    semi_angle: f64,
-    axial_range: Interval,
-    lower_radius: f64,
-    upper_radius: f64,
-}
-
-fn torus_gap() -> GeometryError {
-    GeometryError::CoverageGap {
-        families: ["canonical full ring torus".into(), "analytic solid".into()],
-    }
-}
-
-fn full_torus(brep: &BrepEnvelope) -> Result<TorusInput<'_>, GeometryError> {
-    brep.validate()?;
-    let (frame, major_radius, minor_radius) = match brep.geometry.surfaces.as_slice() {
-        [SurfaceGeometry::Torus {
-            frame,
-            major_radius,
-            minor_radius,
-        }] => (*frame, *major_radius, *minor_radius),
-        _ => return Err(torus_gap()),
-    };
-    if !matches!(brep.quality, GeometryQuality::Analytic)
-        || !brep.geometry.intersections.is_empty()
-        || brep.topology.vertices.len() != 1
-        || brep.topology.edges.len() != 2
-        || brep.topology.halfedges.len() != 4
-        || brep.topology.loops.len() != 1
-        || brep.topology.faces.len() != 1
-        || !brep.topology.wires.is_empty()
-        || brep.topology.shells.len() != 1
-        || brep.solids.len() != 1
-    {
-        return Err(torus_gap());
-    }
-    let canonical = primitives::torus(
-        brep.id.clone(),
-        frame,
-        major_radius,
-        minor_radius,
-        brep.accuracy,
-    )?;
-    let mut topology = brep.topology.clone();
-    for (actual, expected) in topology
-        .vertices
-        .iter_mut()
-        .zip(&canonical.topology.vertices)
-    {
-        if norm(sub(actual.position, expected.position)) > brep.accuracy.geometric {
-            return Err(torus_gap());
-        }
-        actual.position = expected.position;
-        actual.tolerance = expected.tolerance;
-    }
-    for (actual, expected) in topology.edges.iter_mut().zip(&canonical.topology.edges) {
-        actual.tolerance = expected.tolerance;
-        let (
-            EdgeGeometry::Curve {
-                curve: actual_curve,
-                range: actual_range,
-            },
-            EdgeGeometry::Curve {
-                curve: expected_curve,
-                range: expected_range,
-            },
-        ) = (&mut actual.geometry, &expected.geometry)
-        else {
-            return Err(torus_gap());
-        };
-        if actual_curve != expected_curve
-            || (actual_range.lo - expected_range.lo).abs() > brep.accuracy.geometric
-            || (actual_range.hi - expected_range.hi).abs() > brep.accuracy.geometric
-        {
-            return Err(torus_gap());
-        }
-        *actual_range = *expected_range;
-    }
-    topology.faces[0].key = canonical.topology.faces[0].key.clone();
-    topology.faces[0].provenance = canonical.topology.faces[0].provenance.clone();
-    topology.faces[0].trim.uv_bounds = canonical.topology.faces[0].trim.uv_bounds;
-    if comparable(&brep.geometry)? != comparable(&canonical.geometry)?
-        || comparable(&topology)? != comparable(&canonical.topology)?
-        || comparable(&brep.solids)? != comparable(&canonical.solids)?
-    {
-        return Err(torus_gap());
-    }
-    Ok(TorusInput {
-        brep,
-        frame,
-        major_radius,
-        minor_radius,
-    })
-}
-
-fn cylinder_gap() -> GeometryError {
-    GeometryError::CoverageGap {
-        families: [
-            "canonical full cylinder".into(),
-            "canonical full cylinder".into(),
-        ],
-    }
-}
-
-fn full_cylinder(brep: &BrepEnvelope) -> Result<CylinderInput<'_>, GeometryError> {
-    brep.validate()?;
-    let (frame, radius) = match brep.geometry.surfaces.as_slice() {
-        [SurfaceGeometry::Cylinder { frame, radius }, SurfaceGeometry::Plane { .. }, SurfaceGeometry::Plane { .. }] => {
-            (*frame, *radius)
-        }
-        _ => return Err(cylinder_gap()),
-    };
-    if !matches!(brep.quality, GeometryQuality::Analytic)
-        || !brep.geometry.intersections.is_empty()
-        || brep.topology.faces.len() != 3
-        || brep.topology.vertices.len() != 2
-        || brep.topology.edges.len() != 3
-        || brep.topology.halfedges.len() != 6
-        || brep.topology.loops.len() != 3
-        || !brep.topology.wires.is_empty()
-        || brep.topology.shells.len() != 1
-        || brep.solids.len() != 1
-    {
-        return Err(cylinder_gap());
-    }
-    let axial_range = brep.topology.faces[0].trim.uv_bounds[1];
-    if axial_range.lo != 0.0 {
-        return Err(cylinder_gap());
-    }
-    let height = axial_range.hi;
-    let canonical = primitives::cylinder(brep.id.clone(), frame, radius, height, brep.accuracy)?;
-    let mut topology = brep.topology.clone();
-    for (face, expected) in topology.faces.iter_mut().zip(&canonical.topology.faces) {
-        face.key = expected.key.clone();
-        face.provenance = expected.provenance.clone();
-    }
-    for vertex in &mut topology.vertices {
-        vertex.tolerance = brep.accuracy.geometric;
-        let expected = canonical.topology.vertices[vertex.id as usize].position;
-        if norm(sub(vertex.position, expected)) > brep.accuracy.geometric {
-            return Err(cylinder_gap());
-        }
-        vertex.position = expected;
-    }
-    for edge in &mut topology.edges {
-        edge.tolerance = brep.accuracy.geometric;
-    }
-    if !normalize_cylinder_topology(&mut topology, &canonical.topology, brep.accuracy.geometric) {
-        return Err(cylinder_gap());
-    }
-    if !cylinder_geometry_matches(&brep.geometry, &canonical.geometry, brep.accuracy.geometric)
-        || comparable(&topology)? != comparable(&canonical.topology)?
-        || comparable(&brep.solids)? != comparable(&canonical.solids)?
-    {
-        return Err(cylinder_gap());
-    }
-    Ok(CylinderInput {
-        brep,
-        frame,
-        radius,
-        height,
-    })
-}
-
-fn conic_section_gap() -> GeometryError {
-    GeometryError::CoverageGap {
-        families: ["canonical cone or frustum".into(), "analytic solid".into()],
-    }
-}
-
-fn full_conic_section(brep: &BrepEnvelope) -> Result<ConicSectionInput<'_>, GeometryError> {
-    brep.validate()?;
-    let (frame, semi_angle) = match brep.geometry.surfaces.first() {
-        Some(SurfaceGeometry::Cone { frame, semi_angle }) => (*frame, *semi_angle),
-        _ => return Err(conic_section_gap()),
-    };
-    if !matches!(brep.quality, GeometryQuality::Analytic)
-        || !brep.geometry.intersections.is_empty()
-        || !brep.topology.wires.is_empty()
-        || brep.topology.shells.len() != 1
-        || brep.solids.len() != 1
-        || !brep.solids[0].cavity_shells.is_empty()
-        || !matches!(brep.geometry.surfaces.len(), 2 | 3)
-        || brep.geometry.surfaces[1..]
-            .iter()
-            .any(|surface| !matches!(surface, SurfaceGeometry::Plane { .. }))
-        || brep.topology.faces.len() != brep.geometry.surfaces.len()
-    {
-        return Err(conic_section_gap());
-    }
-    let axial_range = brep.topology.faces[0].trim.uv_bounds[1];
-    if axial_range.lo < 0.0
-        || axial_range.hi <= axial_range.lo
-        || semi_angle <= 0.0
-        || semi_angle >= std::f64::consts::FRAC_PI_2
-    {
-        return Err(conic_section_gap());
-    }
-    let slope = semi_angle.tan();
-    let lower_radius = axial_range.lo * slope;
-    let upper_radius = axial_range.hi * slope;
-    let canonical = if axial_range.lo <= brep.accuracy.geometric {
-        if axial_range.lo != 0.0 || brep.geometry.surfaces.len() != 2 {
-            return Err(conic_section_gap());
-        }
-        let base_frame = Frame3 {
-            origin: frame.point([0.0, 0.0, axial_range.hi]),
-            x: frame.x,
-            y: scale(frame.y, -1.0),
-            z: scale(frame.z, -1.0),
-        };
-        primitives::cone(
-            brep.id.clone(),
-            base_frame,
-            upper_radius,
-            axial_range.hi,
-            brep.accuracy,
-        )?
-    } else {
-        if brep.geometry.surfaces.len() != 3 {
-            return Err(conic_section_gap());
-        }
-        let base_frame = Frame3 {
-            origin: frame.point([0.0, 0.0, axial_range.lo]),
-            ..frame
-        };
-        primitives::frustum(
-            brep.id.clone(),
-            base_frame,
-            lower_radius,
-            upper_radius,
-            axial_range.width(),
-            brep.accuracy,
-        )?
-    };
-    let mut topology = brep.topology.clone();
-    for (face, expected) in topology.faces.iter_mut().zip(&canonical.topology.faces) {
-        face.key = expected.key.clone();
-        face.provenance = expected.provenance.clone();
-    }
-    for vertex in &mut topology.vertices {
-        vertex.tolerance = brep.accuracy.geometric;
-        let expected = canonical
-            .topology
-            .vertices
-            .get(vertex.id as usize)
-            .ok_or_else(conic_section_gap)?
-            .position;
-        if norm(sub(vertex.position, expected)) > brep.accuracy.geometric {
-            return Err(conic_section_gap());
-        }
-        vertex.position = expected;
-    }
-    for edge in &mut topology.edges {
-        edge.tolerance = brep.accuracy.geometric;
-    }
-    if !normalize_cylinder_topology(&mut topology, &canonical.topology, brep.accuracy.geometric)
-        || !cylinder_geometry_matches(&brep.geometry, &canonical.geometry, brep.accuracy.geometric)
-        || comparable(&topology)? != comparable(&canonical.topology)?
-        || comparable(&brep.solids)? != comparable(&canonical.solids)?
-    {
-        return Err(conic_section_gap());
-    }
-    Ok(ConicSectionInput {
-        brep,
-        frame,
-        semi_angle,
-        axial_range,
-        lower_radius,
-        upper_radius,
-    })
-}
-fn gap() -> GeometryError {
-    GeometryError::CoverageGap {
-        families: ["full sphere input".into(), "full sphere input".into()],
-    }
-}
-fn full_sphere(brep: &BrepEnvelope) -> Result<SphereInput<'_>, GeometryError> {
-    brep.validate()?;
-    let (frame, radius) = match brep.geometry.surfaces.as_slice() {
-        [SurfaceGeometry::Sphere { frame, radius }] => (*frame, *radius),
-        _ => return Err(gap()),
-    };
-    if !matches!(brep.quality, GeometryQuality::Analytic)
-        || brep.geometry.curves.len() != 1
-        || brep.geometry.pcurves.len() != 4
-        || !brep.geometry.intersections.is_empty()
-        || brep.topology.faces.len() != 1
-        || brep.topology.vertices.len() != 2
-        || brep.topology.edges.len() != 3
-        || brep.topology.halfedges.len() != 4
-        || brep.topology.loops.len() != 1
-        || !brep.topology.wires.is_empty()
-        || brep.topology.shells.len() != 1
-        || brep.solids.len() != 1
-    {
-        return Err(gap());
-    }
-    let canonical = primitives::sphere(brep.id.clone(), frame, radius, brep.accuracy)?;
-    let mut topology = brep.topology.clone();
-    topology.faces[0].key = canonical.topology.faces[0].key.clone();
-    topology.faces[0].provenance = canonical.topology.faces[0].provenance.clone();
-    for vertex in &mut topology.vertices {
-        vertex.tolerance = brep.accuracy.geometric;
-        let expected = canonical.topology.vertices[vertex.id as usize].position;
-        if norm(sub(vertex.position, expected)) > brep.accuracy.geometric {
-            return Err(gap());
-        }
-        vertex.position = expected;
-    }
-    for edge in &mut topology.edges {
-        edge.tolerance = brep.accuracy.geometric;
-    }
-    let value = |input| {
-        serde_json::to_value(input).map_err(|e| GeometryError::InvalidGeometry(e.to_string()))
-    };
-    if value(&brep.geometry)? != value(&canonical.geometry)?
-        || serde_json::to_value(&topology)
-            .map_err(|e| GeometryError::InvalidGeometry(e.to_string()))?
-            != serde_json::to_value(&canonical.topology)
-                .map_err(|e| GeometryError::InvalidGeometry(e.to_string()))?
-        || serde_json::to_value(&brep.solids)
-            .map_err(|e| GeometryError::InvalidGeometry(e.to_string()))?
-            != serde_json::to_value(&canonical.solids)
-                .map_err(|e| GeometryError::InvalidGeometry(e.to_string()))?
-    {
-        return Err(gap());
-    }
-    Ok(SphereInput {
-        brep,
-        frame,
-        radius,
-    })
-}
-fn source(input: &SphereInput<'_>) -> FaceSource {
-    FaceSource {
-        entity: input.brep.id.clone(),
-        body: input.brep.id.clone(),
-        key: input.brep.topology.faces[0].key.clone(),
-        face: 0,
-    }
-}
-fn provenance(input: &SphereInput<'_>, role: FaceRole, reversed: bool) -> FaceProvenance {
-    FaceProvenance {
-        sources: vec![source(input)],
-        role,
-        reversed,
-    }
-}
-fn reverse(sense: Orientation) -> Orientation {
-    if sense == Orientation::Forward {
-        Orientation::Reverse
-    } else {
-        Orientation::Forward
-    }
-}
-fn reverse_face(brep: &mut BrepEnvelope, face: u32) {
-    brep.topology.faces[face as usize].sense = reverse(brep.topology.faces[face as usize].sense);
-    for h in &mut brep.topology.halfedges {
-        if h.face == Some(face) {
-            std::mem::swap(&mut h.from, &mut h.to);
-            std::mem::swap(&mut h.next, &mut h.prev);
-            h.geometry_use.sense = reverse(h.geometry_use.sense);
-        }
-    }
-    for vertex in &mut brep.topology.vertices {
-        vertex.outgoing_halfedge = brep
-            .topology
-            .halfedges
-            .iter()
-            .find(|h| h.from == vertex.id)
-            .map(|h| h.id);
-    }
-}
-
-fn append_analytic_input(
-    out: &mut BrepEnvelope,
-    input: &BrepEnvelope,
-) -> Result<Vec<FaceMapping>, GeometryError> {
-    let offset = |value: usize, table: &str| {
-        u32::try_from(value).map_err(|_| GeometryError::LimitExceeded(table.into()))
-    };
-    let surface_offset = offset(out.geometry.surfaces.len(), "surface IDs")?;
-    let curve_offset = offset(out.geometry.curves.len(), "curve IDs")?;
-    let pcurve_offset = offset(out.geometry.pcurves.len(), "pcurve IDs")?;
-    let intersection_offset = offset(out.geometry.intersections.len(), "intersection IDs")?;
-    let vertex_offset = offset(out.topology.vertices.len(), "vertex IDs")?;
-    let edge_offset = offset(out.topology.edges.len(), "edge IDs")?;
-    let halfedge_offset = offset(out.topology.halfedges.len(), "halfedge IDs")?;
-    let loop_offset = offset(out.topology.loops.len(), "loop IDs")?;
-    let face_offset = offset(out.topology.faces.len(), "face IDs")?;
-    let wire_offset = offset(out.topology.wires.len(), "wire IDs")?;
-    let shell_offset = offset(out.topology.shells.len(), "shell IDs")?;
-
-    out.geometry
-        .surfaces
-        .extend(input.geometry.surfaces.clone());
-    out.geometry
-        .intersections
-        .extend(
-            input
-                .geometry
-                .intersections
-                .iter()
-                .cloned()
-                .map(|mut definition| {
-                    definition.surfaces = definition.surfaces.map(|id| id + surface_offset);
-                    definition
-                }),
-        );
-    out.geometry
-        .curves
-        .extend(input.geometry.curves.iter().cloned().map(|mut curve| {
-            if let CurveGeometry::Intersection { definition } = &mut curve {
-                *definition += intersection_offset;
-            }
-            curve
-        }));
-    out.geometry
-        .pcurves
-        .extend(input.geometry.pcurves.iter().cloned().map(|mut pcurve| {
-            match &mut pcurve {
-                PcurveGeometry::ProjectedCurve { curve, surface, .. } => {
-                    *curve += curve_offset;
-                    *surface += surface_offset;
-                }
-                PcurveGeometry::IntersectionSide { definition, .. } => {
-                    *definition += intersection_offset;
-                }
-                PcurveGeometry::Line2 { .. } | PcurveGeometry::Conic2 { .. } => {}
-            }
-            pcurve
-        }));
-
-    out.topology
-        .vertices
-        .extend(input.topology.vertices.iter().cloned().map(|mut vertex| {
-            vertex.id += vertex_offset;
-            vertex.outgoing_halfedge = vertex.outgoing_halfedge.map(|id| id + halfedge_offset);
-            vertex
-        }));
-    out.topology
-        .edges
-        .extend(input.topology.edges.iter().cloned().map(|mut edge| {
-            edge.id += edge_offset;
-            edge.halfedge += halfedge_offset;
-            edge.twin_halfedge = edge.twin_halfedge.map(|id| id + halfedge_offset);
-            match &mut edge.geometry {
-                EdgeGeometry::Curve { curve, .. } => *curve += curve_offset,
-                EdgeGeometry::Collapsed { vertex } => *vertex += vertex_offset,
-            }
-            edge
-        }));
-    out.topology.halfedges.extend(
-        input
-            .topology
-            .halfedges
-            .iter()
-            .cloned()
-            .map(|mut halfedge| {
-                halfedge.id += halfedge_offset;
-                halfedge.from += vertex_offset;
-                halfedge.to += vertex_offset;
-                halfedge.edge += edge_offset;
-                halfedge.twin = halfedge.twin.map(|id| id + halfedge_offset);
-                halfedge.next = halfedge.next.map(|id| id + halfedge_offset);
-                halfedge.prev = halfedge.prev.map(|id| id + halfedge_offset);
-                halfedge.face = halfedge.face.map(|id| id + face_offset);
-                halfedge.loop_ref = halfedge.loop_ref.map(|id| id + loop_offset);
-                halfedge.wire_ref = halfedge.wire_ref.map(|id| id + wire_offset);
-                halfedge.geometry_use.pcurve =
-                    halfedge.geometry_use.pcurve.map(|id| id + pcurve_offset);
-                halfedge
-            }),
-    );
-    out.topology
-        .loops
-        .extend(input.topology.loops.iter().cloned().map(|mut loop_| {
-            loop_.id += loop_offset;
-            loop_.start_halfedge += halfedge_offset;
-            loop_.face_ref += face_offset;
-            loop_
-        }));
-
-    let mut mappings = Vec::with_capacity(input.topology.faces.len());
-    out.topology
-        .faces
-        .extend(input.topology.faces.iter().cloned().map(|mut face| {
-            let source = FaceSource {
-                entity: input.id.clone(),
-                body: input.id.clone(),
-                key: face.key.clone(),
-                face: face.id,
-            };
-            face.id += face_offset;
-            face.key = format!("{}:{}", input.id, face.key);
-            face.surface += surface_offset;
-            face.trim.outer += loop_offset;
-            for hole in &mut face.trim.holes {
-                *hole += loop_offset;
-            }
-            face.shell_ref = face.shell_ref.map(|id| id + shell_offset);
-            face.provenance = FaceProvenance {
-                sources: vec![source.clone()],
-                role: FaceRole::Preserved,
-                reversed: false,
-            };
-            mappings.push(FaceMapping {
-                source,
-                result_faces: vec![face.id],
-            });
-            face
-        }));
-    out.topology
-        .wires
-        .extend(input.topology.wires.iter().cloned().map(|mut wire| {
-            wire.id += wire_offset;
-            wire.start_halfedge += halfedge_offset;
-            wire
-        }));
-    out.topology
-        .shells
-        .extend(input.topology.shells.iter().cloned().map(|mut shell| {
-            shell.id += shell_offset;
-            for face in &mut shell.faces {
-                *face += face_offset;
-            }
-            shell
-        }));
-    out.solids
-        .extend(input.solids.iter().cloned().map(|mut solid| {
-            solid.outer_shell += shell_offset;
-            for shell in &mut solid.cavity_shells {
-                *shell += shell_offset;
-            }
-            solid
-        }));
-    Ok(mappings)
-}
-
-fn disjoint_boolean(
-    a: &BrepEnvelope,
-    b: &BrepEnvelope,
-    operation: BooleanOp,
-    id: String,
-) -> Result<Option<BooleanResult>, GeometryError> {
-    let (Some(a_bounds), Some(b_bounds)) = (a.bounds()?, b.bounds()?) else {
-        return Ok(None);
-    };
-    let clearance = 4.0 * a.accuracy.geometric.max(b.accuracy.geometric);
-    let separated = (0..3).any(|axis| {
-        a_bounds.axes[axis].hi + clearance < b_bounds.axes[axis].lo
-            || b_bounds.axes[axis].hi + clearance < a_bounds.axes[axis].lo
-    });
-    if !separated {
-        return Ok(None);
-    }
-    Ok(Some(separate_boolean(a, b, operation, id, Vec::new())?))
-}
-
-fn separate_boolean(
-    a: &BrepEnvelope,
-    b: &BrepEnvelope,
-    operation: BooleanOp,
-    id: String,
-    contacts: Vec<Point3>,
-) -> Result<BooleanResult, GeometryError> {
-    if !matches!(a.quality, GeometryQuality::Analytic)
-        || !matches!(b.quality, GeometryQuality::Analytic)
-    {
-        return Err(GeometryError::UnsupportedGeometry(
-            "analytic boolean operands must have analytic quality".into(),
-        ));
-    }
-    let accuracy = Accuracy {
-        geometric: a.accuracy.geometric.max(b.accuracy.geometric),
-        intersection: a.accuracy.intersection.max(b.accuracy.intersection),
-        tessellation: a.accuracy.tessellation.max(b.accuracy.tessellation),
-        exchange: a.accuracy.exchange.max(b.accuracy.exchange),
-    };
-    let mut out = BrepEnvelope::new(id, accuracy)?;
-    let mut mappings = match operation {
-        BooleanOp::Union | BooleanOp::Subtraction => append_analytic_input(&mut out, a)?,
-        BooleanOp::Intersection => a
-            .topology
-            .faces
-            .iter()
-            .map(|face| FaceMapping {
-                source: FaceSource {
-                    entity: a.id.clone(),
-                    body: a.id.clone(),
-                    key: face.key.clone(),
-                    face: face.id,
-                },
-                result_faces: Vec::new(),
-            })
-            .collect(),
-    };
-    match operation {
-        BooleanOp::Union => mappings.extend(append_analytic_input(&mut out, b)?),
-        BooleanOp::Intersection | BooleanOp::Subtraction => {
-            mappings.extend(b.topology.faces.iter().map(|face| FaceMapping {
-                source: FaceSource {
-                    entity: b.id.clone(),
-                    body: b.id.clone(),
-                    key: face.key.clone(),
-                    face: face.id,
-                },
-                result_faces: Vec::new(),
-            }))
-        }
-    }
-    out.revision = a
-        .revision
-        .max(b.revision)
-        .checked_add(1)
-        .ok_or_else(|| GeometryError::LimitExceeded("boolean revision overflow".into()))?;
-    out.validate()?;
-    Ok(BooleanResult {
-        brep: out,
-        report: BooleanReport {
-            operation,
-            quality: GeometryQuality::Analytic,
-            contacts,
-            coincident: false,
-            face_mappings: mappings,
-        },
-    })
-}
-
-pub(super) fn analytic_face_mappings<'a>(
-    out: &BrepEnvelope,
-    inputs: impl IntoIterator<Item = &'a BrepEnvelope>,
-) -> Vec<FaceMapping> {
-    inputs
-        .into_iter()
-        .flat_map(|input| {
-            input.topology.faces.iter().map(|face| {
-                let source = FaceSource {
-                    entity: input.id.clone(),
-                    body: input.id.clone(),
-                    key: face.key.clone(),
-                    face: face.id,
-                };
-                let result_faces = out
-                    .topology
-                    .faces
-                    .iter()
-                    .filter(|result| {
-                        result.provenance.sources.iter().any(|candidate| {
-                            candidate.entity == source.entity
-                                && candidate.body == source.body
-                                && candidate.key == source.key
-                                && candidate.face == source.face
-                        })
-                    })
-                    .map(|result| result.id)
-                    .collect();
-                FaceMapping {
-                    source,
-                    result_faces,
-                }
-            })
-        })
-        .collect()
-}
-
-#[derive(Clone)]
-struct PrismaticSide {
-    from: Point3,
-    to: Point3,
-    source: FaceSource,
-}
-
-pub(super) struct PrismaticInput<'a> {
-    pub(super) brep: &'a BrepEnvelope,
-    pub(super) frame: Frame3,
-    pub(super) height: f64,
-    pub(super) contours: Vec<Vec<Point3>>,
-    sides: Vec<PrismaticSide>,
-}
-
-fn prismatic_gap() -> GeometryError {
-    GeometryError::CoverageGap {
-        families: [
-            "canonical planar profile extrusion".into(),
-            "canonical planar profile extrusion".into(),
-        ],
-    }
-}
-
-pub(super) fn brep_face_source(brep: &BrepEnvelope, face: u32) -> FaceSource {
-    FaceSource {
-        entity: brep.id.clone(),
-        body: brep.id.clone(),
-        key: brep.topology.faces[face as usize].key.clone(),
-        face,
-    }
-}
-
-fn loop_points(
-    brep: &BrepEnvelope,
-    loop_id: u32,
-    frame: Frame3,
-) -> Result<Vec<[f64; 2]>, GeometryError> {
-    let start = brep
-        .topology
-        .loops
-        .get(loop_id as usize)
-        .ok_or_else(prismatic_gap)?
-        .start_halfedge;
-    let mut current = start;
-    let mut result = Vec::new();
-    loop {
-        let halfedge = brep
-            .topology
-            .halfedges
-            .get(current as usize)
-            .ok_or_else(prismatic_gap)?;
-        let position = brep
-            .topology
-            .vertices
-            .get(halfedge.from as usize)
-            .ok_or_else(prismatic_gap)?
-            .position;
-        let local = frame.local(position);
-        if local[2].abs() > brep.accuracy.geometric {
-            return Err(prismatic_gap());
-        }
-        result.push([local[0], local[1]]);
-        current = halfedge.next.ok_or_else(prismatic_gap)?;
-        if current == start {
-            break;
-        }
-        if result.len() > brep.topology.halfedges.len() {
-            return Err(prismatic_gap());
-        }
-    }
-    Ok(result)
-}
-
-fn planar_extrusion_geometry_matches(
-    actual: &GeometryStore,
-    expected: &GeometryStore,
-    geometric: f64,
-) -> bool {
-    if actual.surfaces.len() != expected.surfaces.len()
-        || actual.curves.len() != expected.curves.len()
-        || actual.pcurves.len() != expected.pcurves.len()
-        || !actual.intersections.is_empty()
-        || !expected.intersections.is_empty()
-    {
-        return false;
-    }
-    let surfaces = actual
-        .surfaces
-        .iter()
-        .zip(&expected.surfaces)
-        .all(|(actual, expected)| match (actual, expected) {
-            (
-                SurfaceGeometry::Plane { frame: actual },
-                SurfaceGeometry::Plane { frame: expected },
-            ) => frames_match(*actual, *expected, geometric),
-            _ => false,
-        });
-    let curves = actual
-        .curves
-        .iter()
-        .zip(&expected.curves)
-        .all(|(actual, expected)| match (actual, expected) {
-            (
-                CurveGeometry::Line {
-                    origin: actual_origin,
-                    direction: actual_direction,
-                },
-                CurveGeometry::Line {
-                    origin: expected_origin,
-                    direction: expected_direction,
-                },
-            ) => {
-                coordinates_match(*actual_origin, *expected_origin, geometric)
-                    && coordinates_match(*actual_direction, *expected_direction, 1.0e-12)
-            }
-            _ => false,
-        });
-    let pcurves = actual
-        .pcurves
-        .iter()
-        .zip(&expected.pcurves)
-        .all(|(actual, expected)| match (actual, expected) {
-            (
-                PcurveGeometry::Line2 {
-                    origin: actual_origin,
-                    direction: actual_direction,
-                },
-                PcurveGeometry::Line2 {
-                    origin: expected_origin,
-                    direction: expected_direction,
-                },
-            ) => {
-                coordinates_match(*actual_origin, *expected_origin, geometric)
-                    && coordinates_match(*actual_direction, *expected_direction, 1.0e-12)
-            }
-            _ => false,
-        });
-    surfaces && curves && pcurves
-}
-
-fn planar_extrusion_topology_matches(
-    actual: &Topology,
-    expected: &Topology,
-    geometric: f64,
-) -> Result<bool, GeometryError> {
-    if actual.vertices.len() != expected.vertices.len()
-        || actual.edges.len() != expected.edges.len()
-        || actual.halfedges.len() != expected.halfedges.len()
-        || actual.loops.len() != expected.loops.len()
-        || actual.faces.len() != expected.faces.len()
-        || actual.shells.len() != expected.shells.len()
-        || actual.wires.len() != expected.wires.len()
-    {
-        return Ok(false);
-    }
-    let mut normalized = actual.clone();
-    for (vertex, expected) in normalized.vertices.iter_mut().zip(&expected.vertices) {
-        if norm(sub(vertex.position, expected.position)) > geometric {
-            return Ok(false);
-        }
-        vertex.position = expected.position;
-        vertex.tolerance = expected.tolerance;
-    }
-    for (edge, expected) in normalized.edges.iter_mut().zip(&expected.edges) {
-        edge.tolerance = expected.tolerance;
-        match (&mut edge.geometry, &expected.geometry) {
-            (
-                EdgeGeometry::Curve {
-                    curve: actual_curve,
-                    range: actual_range,
-                },
-                EdgeGeometry::Curve {
-                    curve: expected_curve,
-                    range: expected_range,
-                },
-            ) if actual_curve == expected_curve
-                && (actual_range.lo - expected_range.lo).abs() <= geometric
-                && (actual_range.hi - expected_range.hi).abs() <= geometric =>
-            {
-                *actual_range = *expected_range;
-            }
-            _ => return Ok(false),
-        }
-    }
-    for (face, expected) in normalized.faces.iter_mut().zip(&expected.faces) {
-        for axis in 0..2 {
-            if (face.trim.uv_bounds[axis].lo - expected.trim.uv_bounds[axis].lo).abs() > geometric
-                || (face.trim.uv_bounds[axis].hi - expected.trim.uv_bounds[axis].hi).abs()
-                    > geometric
-            {
-                return Ok(false);
-            }
-        }
-        face.trim.uv_bounds = expected.trim.uv_bounds;
-        face.key = expected.key.clone();
-        face.provenance = expected.provenance.clone();
-    }
-    Ok(comparable(&normalized)? == comparable(expected)?)
-}
-
-pub(super) fn full_planar_extrusion(
-    brep: &BrepEnvelope,
-) -> Result<PrismaticInput<'_>, GeometryError> {
-    brep.validate()?;
-    if !matches!(brep.quality, GeometryQuality::Analytic)
-        || brep.topology.faces.len() < 5
-        || brep.topology.shells.len() != 1
-        || brep.solids.len() != 1
-        || !brep.solids[0].cavity_shells.is_empty()
-        || !brep.topology.wires.is_empty()
-    {
-        return Err(prismatic_gap());
-    }
-    let (top_frame, bottom_frame) = match (
-        brep.geometry
-            .surfaces
-            .get(brep.topology.faces[0].surface as usize),
-        brep.geometry
-            .surfaces
-            .get(brep.topology.faces[1].surface as usize),
-    ) {
-        (
-            Some(SurfaceGeometry::Plane { frame: top }),
-            Some(SurfaceGeometry::Plane { frame: bottom }),
-        ) => (*top, *bottom),
-        _ => return Err(prismatic_gap()),
-    };
-    let height = dot(sub(top_frame.origin, bottom_frame.origin), top_frame.z);
-    if height <= 4.0 * brep.accuracy.geometric {
-        return Err(prismatic_gap());
-    }
-    let frame = Frame3 {
-        origin: sub(top_frame.origin, scale(top_frame.z, height)),
-        x: top_frame.x,
-        y: top_frame.y,
-        z: top_frame.z,
-    };
-    frame.validate().map_err(|_| prismatic_gap())?;
-    if norm(sub(bottom_frame.origin, frame.origin)) > brep.accuracy.geometric
-        || norm(sub(bottom_frame.x, frame.x)) > 1.0e-12
-        || norm(sub(bottom_frame.y, scale(frame.y, -1.0))) > 1.0e-12
-        || norm(sub(bottom_frame.z, scale(frame.z, -1.0))) > 1.0e-12
-    {
-        return Err(prismatic_gap());
-    }
-    let top = &brep.topology.faces[0];
-    let mut profile = Vec::with_capacity(top.trim.holes.len() + 1);
-    profile.push(loop_points(brep, top.trim.outer, top_frame)?);
-    for &hole in &top.trim.holes {
-        profile.push(loop_points(brep, hole, top_frame)?);
-    }
-    let canonical = primitives::linear_extrusion(
-        brep.id.clone(),
-        frame,
-        profile[0].clone(),
-        profile[1..].to_vec(),
-        height,
-        brep.accuracy,
-    )?;
-    if !planar_extrusion_geometry_matches(
-        &brep.geometry,
-        &canonical.geometry,
-        brep.accuracy.geometric,
-    ) || !planar_extrusion_topology_matches(
-        &brep.topology,
-        &canonical.topology,
-        brep.accuracy.geometric,
-    )? || comparable(&brep.solids)? != comparable(&canonical.solids)?
-    {
-        return Err(prismatic_gap());
-    }
-    let contours = profile
-        .iter()
-        .map(|ring| {
-            ring.iter()
-                .map(|point| frame.point([point[0], point[1], 0.0]))
-                .collect::<Vec<_>>()
-        })
-        .collect::<Vec<_>>();
-    let mut face = 2_u32;
-    let mut sides = Vec::new();
-    for contour in &contours {
-        for index in 0..contour.len() {
-            sides.push(PrismaticSide {
-                from: contour[index],
-                to: contour[(index + 1) % contour.len()],
-                source: brep_face_source(brep, face),
-            });
-            face += 1;
-        }
-    }
-    Ok(PrismaticInput {
-        brep,
-        frame,
-        height,
-        contours,
-        sides,
-    })
-}
-
-fn segment_contains(side: &PrismaticSide, from: Point3, to: Point3, tolerance: f64) -> bool {
-    let edge = sub(side.to, side.from);
-    let length = norm(edge);
-    if length <= tolerance {
-        return false;
-    }
-    let direction = scale(edge, 1.0 / length);
-    [from, to].into_iter().all(|point| {
-        let delta = sub(point, side.from);
-        let parameter = dot(delta, direction);
-        let closest = add(side.from, scale(direction, parameter));
-        norm(sub(point, closest)) <= tolerance
-            && parameter >= -tolerance
-            && parameter <= length + tolerance
-    })
-}
-
-fn unique_sources(sources: impl IntoIterator<Item = FaceSource>) -> Vec<FaceSource> {
-    let mut result = Vec::new();
-    for source in sources {
-        if !result.iter().any(|existing: &FaceSource| {
-            existing.entity == source.entity
-                && existing.body == source.body
-                && existing.face == source.face
-                && existing.key == source.key
-        }) {
-            result.push(source);
-        }
-    }
-    result
-}
-
-fn prismatic_face_provenance(
-    a: &PrismaticInput<'_>,
-    b: &PrismaticInput<'_>,
-    from: Point3,
-    to: Point3,
-    operation: BooleanOp,
-    tolerance: f64,
-) -> Result<FaceProvenance, GeometryError> {
-    let a_sources = a
-        .sides
-        .iter()
-        .filter(|side| segment_contains(side, from, to, tolerance))
-        .map(|side| side.source.clone())
-        .collect::<Vec<_>>();
-    let b_sources = b
-        .sides
-        .iter()
-        .filter(|side| segment_contains(side, from, to, tolerance))
-        .map(|side| side.source.clone())
-        .collect::<Vec<_>>();
-    if a_sources.is_empty() && b_sources.is_empty() {
-        return Err(GeometryError::InvalidTopology(
-            "planar boolean produced a boundary without source ancestry".into(),
-        ));
-    }
-    let reversed = operation == BooleanOp::Subtraction && a_sources.is_empty();
-    let role = if !a_sources.is_empty() && !b_sources.is_empty() {
-        FaceRole::Coincident
-    } else if reversed {
-        FaceRole::Cut
-    } else {
-        FaceRole::Split
-    };
-    Ok(FaceProvenance {
-        sources: unique_sources(a_sources.into_iter().chain(b_sources)),
-        role,
-        reversed,
-    })
-}
-
-fn region_profiles(region: &RingRegion) -> (Vec<[f64; 2]>, Vec<Vec<[f64; 2]>>) {
-    let convert = |ring: &[Pt2]| ring.iter().map(|point| [point.x, point.z]).collect();
-    (
-        convert(&region.outer),
-        region.holes.iter().map(|hole| convert(hole)).collect(),
-    )
-}
-
-fn profile_rings_match(a: &[Pt2], b: &[Pt2], tolerance: f64) -> bool {
-    a.len() == b.len()
-        && (0..b.len()).any(|offset| {
-            a.iter().enumerate().all(|(index, point)| {
-                let candidate = b[(index + offset) % b.len()];
-                (point.x - candidate.x).abs() <= tolerance
-                    && (point.z - candidate.z).abs() <= tolerance
-            })
-        })
-}
-
-fn profiles_match(a: &[Vec<Pt2>], b: &[Vec<Pt2>], tolerance: f64) -> bool {
-    if a.len() != b.len() || a.is_empty() || !profile_rings_match(&a[0], &b[0], tolerance) {
-        return false;
-    }
-    let mut matched = vec![false; b.len() - 1];
-    a[1..].iter().all(|ring| {
-        let Some(index) = b[1..].iter().enumerate().position(|(index, candidate)| {
-            !matched[index] && profile_rings_match(ring, candidate, tolerance)
-        }) else {
-            return false;
-        };
-        matched[index] = true;
-        true
-    })
-}
-
-fn projected_segment_contains(
-    side: &PrismaticSide,
-    frame: Frame3,
-    from: Pt2,
-    to: Pt2,
-    tolerance: f64,
-) -> bool {
-    let project = |point: Point3| {
-        let local = frame.local(point);
-        Pt2::new(local[0], local[1])
-    };
-    let start = project(side.from);
-    let end = project(side.to);
-    let edge = Pt2::new(end.x - start.x, end.z - start.z);
-    let length = (edge.x * edge.x + edge.z * edge.z).sqrt();
-    if length <= tolerance {
-        return false;
-    }
-    let direction = Pt2::new(edge.x / length, edge.z / length);
-    [from, to].into_iter().all(|point| {
-        let delta = Pt2::new(point.x - start.x, point.z - start.z);
-        let parameter = delta.x * direction.x + delta.z * direction.z;
-        let closest = Pt2::new(
-            start.x + parameter * direction.x,
-            start.z + parameter * direction.z,
-        );
-        let distance = ((point.x - closest.x).powi(2) + (point.z - closest.z).powi(2)).sqrt();
-        distance <= tolerance && parameter >= -tolerance && parameter <= length + tolerance
-    })
-}
-
-pub(super) fn prismatic_profile_sources(
-    input: &PrismaticInput<'_>,
-    common_frame: Frame3,
-    from: Pt2,
-    to: Pt2,
-    tolerance: f64,
-) -> Vec<FaceSource> {
-    input
-        .sides
-        .iter()
-        .filter(|side| projected_segment_contains(side, common_frame, from, to, tolerance))
-        .map(|side| side.source.clone())
-        .collect()
-}
-
-#[derive(Clone)]
-struct PrismaticAxialSegment {
-    lo: f64,
-    hi: f64,
-    lower: FaceProvenance,
-    upper: FaceProvenance,
-    include_a_sides: bool,
-    include_b_sides: bool,
-    side_role: FaceRole,
-}
-
-fn axial_profile_boolean(
-    a: &PrismaticInput<'_>,
-    b: &PrismaticInput<'_>,
-    a_contours: &[Vec<Pt2>],
-    a_span: [f64; 2],
-    b_span: [f64; 2],
-    operation: BooleanOp,
-    id: String,
-    accuracy: Accuracy,
-) -> Result<BooleanResult, GeometryError> {
-    let a_caps = [brep_face_source(a.brep, 1), brep_face_source(a.brep, 0)];
-    let b_caps = [brep_face_source(b.brep, 1), brep_face_source(b.brep, 0)];
-    let cap_at = |boundary: f64, span: [f64; 2], caps: &[FaceSource; 2]| {
-        if (boundary - span[0]).abs() <= accuracy.geometric {
-            Some(caps[0].clone())
-        } else if (boundary - span[1]).abs() <= accuracy.geometric {
-            Some(caps[1].clone())
-        } else {
-            None
-        }
-    };
-    let preserved_cap = |sources: Vec<FaceSource>| {
-        let role = if sources.len() > 1 {
-            FaceRole::Coincident
-        } else {
-            FaceRole::Preserved
-        };
-        FaceProvenance {
-            sources,
-            role,
-            reversed: false,
-        }
-    };
-    let overlap = a_span[1].min(b_span[1]) - a_span[0].max(b_span[0]);
-    if overlap != 0.0 && overlap.abs() <= 4.0 * accuracy.geometric {
-        return Err(GeometryError::UnresolvedIntersection(
-            "profile extrusion axial overlap or clearance is below geometric resolution".into(),
-        ));
-    }
-    let mut segments = Vec::new();
-    match operation {
-        BooleanOp::Union if overlap >= 0.0 => {
-            let lo = a_span[0].min(b_span[0]);
-            let hi = a_span[1].max(b_span[1]);
-            let lower = [cap_at(lo, a_span, &a_caps), cap_at(lo, b_span, &b_caps)]
-                .into_iter()
-                .flatten()
-                .collect();
-            let upper = [cap_at(hi, a_span, &a_caps), cap_at(hi, b_span, &b_caps)]
-                .into_iter()
-                .flatten()
-                .collect();
-            segments.push(PrismaticAxialSegment {
-                lo,
-                hi,
-                lower: preserved_cap(lower),
-                upper: preserved_cap(upper),
-                include_a_sides: true,
-                include_b_sides: true,
-                side_role: FaceRole::Coincident,
-            });
-        }
-        BooleanOp::Union => {
-            for (span, caps, include_a_sides, include_b_sides) in [
-                (a_span, a_caps.clone(), true, false),
-                (b_span, b_caps.clone(), false, true),
-            ] {
-                segments.push(PrismaticAxialSegment {
-                    lo: span[0],
-                    hi: span[1],
-                    lower: preserved_cap(vec![caps[0].clone()]),
-                    upper: preserved_cap(vec![caps[1].clone()]),
-                    include_a_sides,
-                    include_b_sides,
-                    side_role: FaceRole::Preserved,
-                });
-            }
-        }
-        BooleanOp::Intersection if overlap > 0.0 => {
-            let lo = a_span[0].max(b_span[0]);
-            let hi = a_span[1].min(b_span[1]);
-            let lower = [cap_at(lo, a_span, &a_caps), cap_at(lo, b_span, &b_caps)]
-                .into_iter()
-                .flatten()
-                .collect();
-            let upper = [cap_at(hi, a_span, &a_caps), cap_at(hi, b_span, &b_caps)]
-                .into_iter()
-                .flatten()
-                .collect();
-            segments.push(PrismaticAxialSegment {
-                lo,
-                hi,
-                lower: preserved_cap(lower),
-                upper: preserved_cap(upper),
-                include_a_sides: true,
-                include_b_sides: true,
-                side_role: FaceRole::Coincident,
-            });
-        }
-        BooleanOp::Intersection => {}
-        BooleanOp::Subtraction if overlap <= 0.0 => {
-            segments.push(PrismaticAxialSegment {
-                lo: a_span[0],
-                hi: a_span[1],
-                lower: preserved_cap(vec![a_caps[0].clone()]),
-                upper: preserved_cap(vec![a_caps[1].clone()]),
-                include_a_sides: true,
-                include_b_sides: false,
-                side_role: FaceRole::Preserved,
-            });
-        }
-        BooleanOp::Subtraction => {
-            if b_span[0] > a_span[0] {
-                segments.push(PrismaticAxialSegment {
-                    lo: a_span[0],
-                    hi: b_span[0].min(a_span[1]),
-                    lower: preserved_cap(vec![a_caps[0].clone()]),
-                    upper: FaceProvenance {
-                        sources: vec![b_caps[0].clone()],
-                        role: FaceRole::Cut,
-                        reversed: true,
-                    },
-                    include_a_sides: true,
-                    include_b_sides: false,
-                    side_role: FaceRole::Split,
-                });
-            }
-            if b_span[1] < a_span[1] {
-                segments.push(PrismaticAxialSegment {
-                    lo: b_span[1].max(a_span[0]),
-                    hi: a_span[1],
-                    lower: FaceProvenance {
-                        sources: vec![b_caps[1].clone()],
-                        role: FaceRole::Cut,
-                        reversed: true,
-                    },
-                    upper: preserved_cap(vec![a_caps[1].clone()]),
-                    include_a_sides: true,
-                    include_b_sides: false,
-                    side_role: FaceRole::Split,
-                });
-            }
-        }
-    }
-
-    let outer = a_contours[0]
-        .iter()
-        .map(|point| [point.x, point.z])
-        .collect::<Vec<_>>();
-    let holes = a_contours[1..]
-        .iter()
-        .map(|ring| ring.iter().map(|point| [point.x, point.z]).collect())
-        .collect::<Vec<Vec<_>>>();
-    let mut out = BrepEnvelope::new(id, accuracy)?;
-    for (index, segment) in segments.into_iter().enumerate() {
-        let mut frame = a.frame;
-        frame.origin = a.frame.point([0.0, 0.0, segment.lo]);
-        let part = primitives::linear_extrusion(
-            format!("{}:axial-region-{index}", out.id),
-            frame,
-            outer.clone(),
-            holes.clone(),
-            segment.hi - segment.lo,
-            accuracy,
-        )?;
-        let face_offset = out.topology.faces.len() as u32;
-        append_analytic_input(&mut out, &part)?;
-        out.topology.faces[face_offset as usize].provenance = segment.upper;
-        out.topology.faces[(face_offset + 1) as usize].provenance = segment.lower;
-        let mut local_face = 2_u32;
-        for ring in a_contours {
-            for edge in 0..ring.len() {
-                let from = ring[edge];
-                let to = ring[(edge + 1) % ring.len()];
-                let mut sources = Vec::new();
-                if segment.include_a_sides {
-                    sources.extend(prismatic_profile_sources(
-                        a,
-                        a.frame,
-                        from,
-                        to,
-                        accuracy.geometric,
-                    ));
-                }
-                if segment.include_b_sides {
-                    sources.extend(prismatic_profile_sources(
-                        b,
-                        a.frame,
-                        from,
-                        to,
-                        accuracy.geometric,
-                    ));
-                }
-                let sources = unique_sources(sources);
-                if sources.is_empty() {
-                    return Err(GeometryError::InvalidTopology(
-                        "axial profile boolean produced a side without source ancestry".into(),
-                    ));
-                }
-                out.topology.faces[(face_offset + local_face) as usize].provenance =
-                    FaceProvenance {
-                        sources,
-                        role: segment.side_role,
-                        reversed: false,
-                    };
-                local_face += 1;
-            }
-        }
-    }
-    out.revision = a
-        .brep
-        .revision
-        .max(b.brep.revision)
-        .checked_add(1)
-        .ok_or_else(|| GeometryError::LimitExceeded("boolean revision overflow".into()))?;
-    out.validate()?;
-    let face_mappings = analytic_face_mappings(&out, [a.brep, b.brep]);
-    Ok(BooleanResult {
-        brep: out,
-        report: BooleanReport {
-            operation,
-            quality: GeometryQuality::Analytic,
-            contacts: Vec::new(),
-            coincident: overlap >= 0.0,
-            face_mappings,
-        },
-    })
-}
-
-fn boolean_planar_extrusions(
-    a: &BrepEnvelope,
-    b: &BrepEnvelope,
-    operation: BooleanOp,
-    id: String,
-) -> Result<BooleanResult, GeometryError> {
-    let a = full_planar_extrusion(a)?;
-    let b = full_planar_extrusion(b)?;
-    let accuracy = Accuracy {
-        geometric: a.brep.accuracy.geometric.max(b.brep.accuracy.geometric),
-        intersection: a
-            .brep
-            .accuracy
-            .intersection
-            .max(b.brep.accuracy.intersection),
-        tessellation: a
-            .brep
-            .accuracy
-            .tessellation
-            .max(b.brep.accuracy.tessellation),
-        exchange: a.brep.accuracy.exchange.max(b.brep.accuracy.exchange),
-    };
-    if dot(a.frame.z, b.frame.z) < 1.0 - 1.0e-12 {
-        return Err(prismatic_gap());
-    }
-    let to_common = |contours: &[Vec<Point3>]| {
-        contours
-            .iter()
-            .map(|ring| {
-                ring.iter()
-                    .map(|point| {
-                        let local = a.frame.local(*point);
-                        Pt2::new(local[0], local[1])
-                    })
-                    .collect::<Vec<_>>()
-            })
-            .collect::<Vec<_>>()
-    };
-    let a_contours = to_common(&a.contours);
-    let b_contours = to_common(&b.contours);
-    let b_lo = dot(sub(b.frame.origin, a.frame.origin), a.frame.z);
-    let b_hi = b_lo + b.height;
-    if b.contours
-        .iter()
-        .flatten()
-        .any(|point| (a.frame.local(*point)[2] - b_lo).abs() > accuracy.geometric)
-    {
-        return Err(prismatic_gap());
-    }
-    let a_span = [0.0, a.height];
-    let b_span = [b_lo, b_hi];
-    let coextensive =
-        b_lo.abs() <= accuracy.geometric && (a.height - b_hi).abs() <= accuracy.geometric;
-    if !coextensive {
-        if !profiles_match(&a_contours, &b_contours, accuracy.geometric) {
-            return Err(prismatic_gap());
-        }
-        return axial_profile_boolean(&a, &b, &a_contours, a_span, b_span, operation, id, accuracy);
-    }
-    let planar_operation = match operation {
-        BooleanOp::Union => PlanarBooleanOp::Union,
-        BooleanOp::Intersection => PlanarBooleanOp::Intersection,
-        BooleanOp::Subtraction => PlanarBooleanOp::Subtraction,
-    };
-    let regions = boolean_oriented_regions(
-        &a_contours,
-        &b_contours,
-        planar_operation,
-        accuracy.intersection,
-    );
-    let mut out = BrepEnvelope::new(id, accuracy)?;
-    for (region_index, region) in regions.iter().enumerate() {
-        let (outer, holes) = region_profiles(region);
-        let part = primitives::linear_extrusion(
-            format!("{}:region-{region_index}", out.id),
-            a.frame,
-            outer,
-            holes,
-            a.height,
-            accuracy,
-        )?;
-        let face_offset = out.topology.faces.len() as u32;
-        append_analytic_input(&mut out, &part)?;
-        let cap_sources = if operation == BooleanOp::Subtraction {
-            [
-                vec![brep_face_source(a.brep, 0)],
-                vec![brep_face_source(a.brep, 1)],
-            ]
-        } else {
-            [
-                vec![brep_face_source(a.brep, 0), brep_face_source(b.brep, 0)],
-                vec![brep_face_source(a.brep, 1), brep_face_source(b.brep, 1)],
-            ]
-        };
-        for local in 0..2 {
-            out.topology.faces[(face_offset + local) as usize].provenance = FaceProvenance {
-                sources: cap_sources[local as usize].clone(),
-                role: FaceRole::Split,
-                reversed: false,
-            };
-        }
-        let mut local_face = 2_u32;
-        for ring in std::iter::once(&region.outer).chain(&region.holes) {
-            for index in 0..ring.len() {
-                let from = a.frame.point([ring[index].x, ring[index].z, 0.0]);
-                let next = ring[(index + 1) % ring.len()];
-                let to = a.frame.point([next.x, next.z, 0.0]);
-                out.topology.faces[(face_offset + local_face) as usize].provenance =
-                    prismatic_face_provenance(&a, &b, from, to, operation, accuracy.geometric)?;
-                local_face += 1;
-            }
-        }
-    }
-    out.revision = a
-        .brep
-        .revision
-        .max(b.brep.revision)
-        .checked_add(1)
-        .ok_or_else(|| GeometryError::LimitExceeded("boolean revision overflow".into()))?;
-    out.validate()?;
-    let face_mappings = analytic_face_mappings(&out, [a.brep, b.brep]);
-    Ok(BooleanResult {
-        brep: out,
-        report: BooleanReport {
-            operation,
-            quality: GeometryQuality::Analytic,
-            contacts: Vec::new(),
-            coincident: false,
-            face_mappings,
-        },
-    })
-}
-
-fn analytic_containment_boolean(
-    a: &BrepEnvelope,
-    b: &BrepEnvelope,
-    b_inside_a: bool,
-    operation: BooleanOp,
-    id: String,
-) -> Result<BooleanResult, GeometryError> {
-    let accuracy = Accuracy {
-        geometric: a.accuracy.geometric.max(b.accuracy.geometric),
-        intersection: a.accuracy.intersection.max(b.accuracy.intersection),
-        tessellation: a.accuracy.tessellation.max(b.accuracy.tessellation),
-        exchange: a.accuracy.exchange.max(b.accuracy.exchange),
-    };
-    let mut out = BrepEnvelope::new(id, accuracy)?;
-    let (contained, enclosing) = if b_inside_a { (b, a) } else { (a, b) };
-    match operation {
-        BooleanOp::Union => {
-            append_analytic_input(&mut out, enclosing)?;
-        }
-        BooleanOp::Intersection => {
-            append_analytic_input(&mut out, contained)?;
-        }
-        BooleanOp::Subtraction if b_inside_a => {
-            append_analytic_input(&mut out, a)?;
-            let face_offset = out.topology.faces.len() as u32;
-            append_analytic_input(&mut out, b)?;
-            let cavity = out
-                .solids
-                .pop()
-                .ok_or_else(|| GeometryError::InvalidTopology("missing cutter solid".into()))?
-                .outer_shell;
-            out.solids[0].cavity_shells.push(cavity);
-            for face in face_offset..out.topology.faces.len() as u32 {
-                reverse_face(&mut out, face);
-                out.topology.faces[face as usize].provenance.role = FaceRole::Cut;
-                out.topology.faces[face as usize].provenance.reversed = true;
-            }
-        }
-        BooleanOp::Subtraction => {}
-    }
-    out.revision = a
-        .revision
-        .max(b.revision)
-        .checked_add(1)
-        .ok_or_else(|| GeometryError::LimitExceeded("boolean revision overflow".into()))?;
-    out.validate()?;
-    let face_mappings = analytic_face_mappings(&out, [a, b]);
-    Ok(BooleanResult {
-        brep: out,
-        report: BooleanReport {
-            operation,
-            quality: GeometryQuality::Analytic,
-            contacts: Vec::new(),
-            coincident: false,
-            face_mappings,
-        },
-    })
-}
-
-fn interior_sample(brep: &BrepEnvelope) -> Result<Point3, GeometryError> {
-    let bounds = brep.bounds()?.ok_or_else(|| {
-        GeometryError::InvalidTopology("cannot classify an empty solid boundary".into())
-    })?;
-    let model_scale = bounds
-        .axes
-        .iter()
-        .map(|axis| axis.width())
-        .fold(brep.accuracy.geometric, f64::max);
-    let offsets = [
-        (model_scale * 1.0e-6).max(32.0 * brep.accuracy.geometric),
-        16.0 * brep.accuracy.geometric,
-        8.0 * brep.accuracy.geometric,
-        4.0 * brep.accuracy.geometric,
-    ];
-    let samples = [0.5, 0.25, 0.75, 0.125, 0.875];
-    for face in &brep.topology.faces {
-        let surface = brep.geometry.surface(face.surface)?;
-        for u in samples {
-            for v in samples {
-                let uv = [
-                    face.trim.uv_bounds[0].lo + u * face.trim.uv_bounds[0].width(),
-                    face.trim.uv_bounds[1].lo + v * face.trim.uv_bounds[1].width(),
-                ];
-                if face_contains_uv(brep, face, uv)? != Some(true) {
-                    continue;
-                }
-                let boundary = surface.point_at(uv)?;
-                let outward = scale(unit(surface.normal_at(uv)?)?, face.sense.multiplier());
-                for offset in offsets {
-                    let candidate = sub(boundary, scale(outward, offset));
-                    if classify_point(brep, candidate)? == PointClassification::Inside {
-                        return Ok(candidate);
-                    }
-                }
-            }
-        }
-    }
-    Err(GeometryError::UnresolvedIntersection(
-        "could not certify an interior classification sample".into(),
-    ))
-}
-
-fn generic_non_intersecting_boolean(
-    a: &BrepEnvelope,
-    b: &BrepEnvelope,
-    operation: BooleanOp,
-    id: String,
-) -> Result<Option<BooleanResult>, GeometryError> {
-    let graph = match intersect_breps(a, b) {
-        Ok(graph) => graph,
-        Err(GeometryError::CoverageGap { .. }) => return Ok(None),
-        Err(error) => return Err(error),
-    };
-    if graph
-        .pairs
-        .iter()
-        .any(|pair| pair.graph.coincident || !pair.graph.branches.is_empty())
-    {
-        return Ok(None);
-    }
-    let mut contacts = graph
-        .pairs
-        .into_iter()
-        .flat_map(|pair| pair.graph.contacts)
-        .collect::<Vec<_>>();
-    let tolerance = a.accuracy.geometric.max(b.accuracy.geometric);
-    let mut unique = Vec::new();
-    for point in contacts.drain(..) {
-        if unique
-            .iter()
-            .all(|existing| norm(sub(*existing, point)) > tolerance)
-        {
-            unique.push(point);
-        }
-    }
-
-    let a_in_b = classify_point(b, interior_sample(a)?)?;
-    let b_in_a = classify_point(a, interior_sample(b)?)?;
-    if matches!(
-        a_in_b,
-        PointClassification::Unknown | PointClassification::Boundary
-    ) || matches!(
-        b_in_a,
-        PointClassification::Unknown | PointClassification::Boundary
-    ) {
-        return Err(GeometryError::UnresolvedIntersection(
-            "generic boolean containment classification is unresolved".into(),
-        ));
-    }
-    let a_inside_b = a_in_b == PointClassification::Inside;
-    let b_inside_a = b_in_a == PointClassification::Inside;
-    if a_inside_b && b_inside_a {
-        return Err(GeometryError::UnresolvedIntersection(
-            "mutual containment without a coincident boundary is unresolved".into(),
-        ));
-    }
-    if a_inside_b || b_inside_a {
-        return analytic_containment_boolean(a, b, b_inside_a, operation, id).map(Some);
-    }
-    separate_boolean(a, b, operation, id, unique).map(Some)
-}
-
-fn remap_closed_loop_pcurve(
-    pcurve: &PcurveGeometry,
-    curve: u32,
-    surface: u32,
-) -> Result<PcurveGeometry, GeometryError> {
-    Ok(match pcurve {
-        PcurveGeometry::Line2 { .. } | PcurveGeometry::Conic2 { .. } => pcurve.clone(),
-        PcurveGeometry::ProjectedCurve {
-            chart,
-            uv_hint,
-            uv_rate,
-            parameter_origin,
-            ..
-        } => PcurveGeometry::ProjectedCurve {
-            curve,
-            surface,
-            chart: *chart,
-            uv_hint: *uv_hint,
-            uv_rate: *uv_rate,
-            parameter_origin: *parameter_origin,
-        },
-        PcurveGeometry::IntersectionSide { .. } => {
-            return Err(GeometryError::InvalidGeometry(
-                "intersection-side pcurve requires a remapped intersection definition".into(),
-            ))
-        }
-    })
-}
-
-fn exact_closed_circle_pcurve(
-    source_geometry: &GeometryStore,
-    target_geometry: &GeometryStore,
-    source_pcurve: u32,
-    circle: &CurveGeometry,
-    surface: u32,
-    tolerance: f64,
-) -> Result<Option<PcurveGeometry>, GeometryError> {
-    if !matches!(
-        source_geometry.pcurves.get(source_pcurve as usize),
-        Some(PcurveGeometry::ProjectedCurve { .. })
-    ) {
-        return Ok(None);
-    }
-    let CurveGeometry::Circle {
-        frame: circle,
-        radius,
-    } = circle
-    else {
-        return Ok(None);
-    };
-    let support = target_geometry.surface(surface)?;
-    let frame = support.frame();
-    let centre = frame.local(circle.origin);
-    let axis_x = [dot(circle.x, frame.x), dot(circle.x, frame.y)];
-    let axis_y = [dot(circle.y, frame.x), dot(circle.y, frame.y)];
-    match support {
-        SurfaceGeometry::Plane { .. }
-            if centre[2].abs() <= tolerance
-                && dot(circle.x, frame.z).abs() * radius <= tolerance
-                && dot(circle.y, frame.z).abs() * radius <= tolerance =>
-        {
-            Ok(Some(PcurveGeometry::Conic2 {
-                origin: [centre[0], centre[1]],
-                axis_a: axis_x.map(|value| value * radius),
-                axis_b: axis_y.map(|value| value * radius),
-            }))
-        }
-        SurfaceGeometry::Cylinder {
-            radius: support_radius,
-            ..
-        } if centre[0].hypot(centre[1]) <= tolerance
-            && (radius - support_radius).abs() <= tolerance
-            && (dot(circle.z, frame.z).abs() - 1.0).abs() <= 1.0e-10 =>
-        {
-            let rate = dot(cross(circle.x, circle.y), frame.z).signum();
-            let phase = axis_x[1].atan2(axis_x[0]);
-            let original = source_geometry.pcurve_at(source_pcurve, 0.0)?;
-            let lifted_phase = phase
-                + ((original[0] - phase) / std::f64::consts::TAU).round() * std::f64::consts::TAU;
-            Ok(Some(PcurveGeometry::Line2 {
-                origin: [lifted_phase, centre[2]],
-                direction: [rate, 0.0],
-            }))
-        }
-        _ => Ok(None),
-    }
-}
-
-fn pcurve_winding(
-    geometry: &GeometryStore,
-    surface: u32,
-    pcurve: u32,
-    range: Interval,
-) -> Result<[i32; 2], GeometryError> {
-    let chart = &geometry.surface(surface)?.charts()[0];
-    let start = geometry.pcurve_at(pcurve, range.lo)?;
-    let end = geometry.pcurve_at(pcurve, range.hi)?;
-    Ok(std::array::from_fn(|axis| {
-        chart.periods[axis].map_or(0, |period| {
-            ((end[axis] - start[axis]) / period).round() as i32
-        })
-    }))
-}
-
-fn pcurve_support_surface(geometry: &GeometryStore, pcurve: u32) -> Result<u32, GeometryError> {
-    match geometry.pcurves.get(pcurve as usize) {
-        Some(PcurveGeometry::ProjectedCurve { surface, .. }) => Ok(*surface),
-        Some(PcurveGeometry::IntersectionSide { definition, side }) => {
-            let definition = geometry
-                .intersections
-                .get(*definition as usize)
-                .ok_or_else(|| GeometryError::MissingReference {
-                    kind: "intersection definition".into(),
-                    index: *definition,
-                })?;
-            Ok(definition.surfaces[if *side == IntersectionSide::A { 0 } else { 1 }])
-        }
-        Some(_) => Err(GeometryError::InvalidGeometry(
-            "periodic pcurve has no support surface reference".into(),
-        )),
-        None => Err(GeometryError::MissingReference {
-            kind: "pcurve".into(),
-            index: pcurve,
-        }),
-    }
-}
-
-fn reframe_sphere_intersection(
-    geometry: &mut GeometryStore,
-    definition: &mut IntersectionDefinition,
-    side: usize,
-) -> Result<(), GeometryError> {
-    let surface_id = definition.surfaces[side];
-    let (frame, radius) = match geometry.surface(surface_id)? {
-        SurfaceGeometry::Sphere { frame, radius } => (*frame, *radius),
-        _ => {
-            return Err(GeometryError::CoverageGap {
-                families: ["periodic winding".into(), "non-spherical support".into()],
-            })
-        }
-    };
-    let references = [frame.x, frame.y, frame.z];
-    let mut best: Option<(f64, SurfaceGeometry, Vec<[f64; 2]>)> = None;
-    for i in -1..=1 {
-        for j in -1..=1 {
-            for k in -1..=1 {
-                if [i, j, k] == [0, 0, 0] {
-                    continue;
-                }
-                let axis = unit(frame.vector([i as f64, j as f64, k as f64]))?;
-                let reference = references
-                    .into_iter()
-                    .min_by(|left, right| {
-                        dot(*left, axis).abs().total_cmp(&dot(*right, axis).abs())
-                    })
-                    .unwrap();
-                let candidate = SurfaceGeometry::Sphere {
-                    frame: Frame3::from_axis(frame.origin, axis, reference)?,
-                    radius,
-                };
-                let mut coordinates = Vec::with_capacity(definition.anchors.len());
-                let mut hint = None;
-                let mut failed = false;
-                for anchor in &definition.anchors {
-                    match candidate.project(anchor.point, hint) {
-                        Ok(uv) => {
-                            coordinates.push(uv);
-                            hint = Some(uv);
-                        }
-                        Err(_) => {
-                            failed = true;
-                            break;
-                        }
-                    }
-                }
-                if failed {
-                    continue;
-                }
-                let longitude_span = (coordinates.last().unwrap()[0] - coordinates[0][0]).abs();
-                let pole_proximity = coordinates
-                    .iter()
-                    .map(|uv| uv[1].abs())
-                    .fold(0.0_f64, f64::max);
-                if longitude_span >= std::f64::consts::PI
-                    || pole_proximity >= std::f64::consts::FRAC_PI_2 - 1.0e-6
-                {
-                    continue;
-                }
-                let score = pole_proximity + longitude_span;
-                if best
-                    .as_ref()
-                    .is_none_or(|(best_score, _, _)| score < *best_score)
-                {
-                    best = Some((score, candidate, coordinates));
-                }
-            }
-        }
-    }
-    let (_, candidate, coordinates) = best.ok_or_else(|| GeometryError::CoverageGap {
-        families: ["sphere".into(), "unresolved periodic winding".into()],
-    })?;
-    geometry.surfaces[surface_id as usize] = candidate;
-    for (anchor, uv) in definition.anchors.iter_mut().zip(&coordinates) {
-        if side == 0 {
-            anchor.uv_a = *uv;
-        } else {
-            anchor.uv_b = *uv;
-        }
-    }
-    let offset = side * 2;
-    for (index, tube) in definition.uv_tubes.iter_mut().enumerate() {
-        for axis in 0..2 {
-            let a = coordinates[index][axis];
-            let b = coordinates[index + 1][axis];
-            let padding = (a - b).abs().max(definition.residual_tolerance / radius) * 2.0;
-            tube[offset + axis] = Interval::new(a.min(b) - padding, a.max(b) + padding)?;
-        }
-    }
-    definition.validate(geometry)
-}
-
-fn generic_single_closed_loop_boolean(
-    a: &BrepEnvelope,
-    b: &BrepEnvelope,
-    operation: BooleanOp,
-    id: String,
-) -> Result<Option<BooleanResult>, GeometryError> {
-    if a.solids.len() != 1
-        || b.solids.len() != 1
-        || a.topology.shells.len() != 1
-        || b.topology.shells.len() != 1
-        || !a.solids[0].cavity_shells.is_empty()
-        || !b.solids[0].cavity_shells.is_empty()
-    {
-        return Ok(None);
-    }
-    let body_graph = intersect_breps(a, b)?;
-    if body_graph.pairs.len() != 1 {
-        return Ok(None);
-    }
-    let pair = &body_graph.pairs[0];
-    if pair.graph.coincident || !pair.graph.contacts.is_empty() || pair.graph.branches.len() != 1 {
-        return Ok(None);
-    }
-    let graph = &pair.graph;
-    let branch = &graph.branches[0];
-    let accuracy = Accuracy {
-        geometric: a.accuracy.geometric.max(b.accuracy.geometric),
-        intersection: a.accuracy.intersection.max(b.accuracy.intersection),
-        tessellation: a.accuracy.tessellation.max(b.accuracy.tessellation),
-        exchange: a.accuracy.exchange.max(b.accuracy.exchange),
-    };
-    if norm(sub(branch.endpoints[0], branch.endpoints[1])) > accuracy.intersection {
-        return Ok(None);
-    }
-    let windings = [
-        pcurve_winding(
-            &graph.geometry,
-            pcurve_support_surface(&graph.geometry, branch.pcurves[0])?,
-            branch.pcurves[0],
-            branch.range,
-        )?,
-        pcurve_winding(
-            &graph.geometry,
-            pcurve_support_surface(&graph.geometry, branch.pcurves[1])?,
-            branch.pcurves[1],
-            branch.range,
-        )?,
-    ];
-    for side in 0..2 {
-        if windings[side] != [0, 0]
-            && !matches!(
-                graph.geometry.surface(pcurve_support_surface(
-                    &graph.geometry,
-                    branch.pcurves[side],
-                )?)?,
-                SurfaceGeometry::Sphere { .. }
-            )
-        {
-            return Ok(None);
-        }
-    }
-    let inputs = [a, b];
-    let face_ids = pair.faces;
-    let loop_inside_other = [
-        classify_point(
-            b,
-            graph.geometry.surfaces[0].point_at(intersection_loop_sample(graph, branch, 0)?)?,
-        )?,
-        classify_point(
-            a,
-            graph.geometry.surfaces[1].point_at(intersection_loop_sample(graph, branch, 1)?)?,
-        )?,
-    ];
-    if loop_inside_other.iter().any(|classification| {
-        matches!(
-            classification,
-            PointClassification::Unknown | PointClassification::Boundary
-        )
-    }) {
-        return Err(GeometryError::UnresolvedIntersection(
-            "closed SSI loop interior is unclassified".into(),
-        ));
-    }
-    let loop_inside_other = loop_inside_other.map(|value| value == PointClassification::Inside);
-    let (want_inside, reverse_selected) = match operation {
-        BooleanOp::Union => ([false, false], [false, false]),
-        BooleanOp::Intersection => ([true, true], [false, false]),
-        BooleanOp::Subtraction => ([false, true], [false, true]),
-    };
-    let regions: [LoopRegion; 2] = std::array::from_fn(|side| {
-        if loop_inside_other[side] == want_inside[side] {
-            LoopRegion::Patch
-        } else {
-            LoopRegion::Complement
-        }
-    });
-
-    let mut out = BrepEnvelope::new(id, accuracy)?;
-    let mut selected_faces = [None; 2];
-    let mut selected_surfaces = [None; 2];
-    let mut selected_shells = Vec::new();
-    for side in 0..2 {
-        if regions[side] != LoopRegion::Complement {
-            continue;
-        }
-        let face_offset = out.topology.faces.len() as u32;
-        let shell_offset = out.topology.shells.len() as u32;
-        append_analytic_input(&mut out, inputs[side])?;
-        let selected_face = face_offset + face_ids[side];
-        selected_faces[side] = Some(selected_face);
-        selected_surfaces[side] = Some(out.topology.faces[selected_face as usize].surface);
-        selected_shells.push(shell_offset);
-        for face in face_offset..out.topology.faces.len() as u32 {
-            out.topology.faces[face as usize].provenance.role = if face == selected_face {
-                FaceRole::Split
-            } else {
-                FaceRole::Preserved
-            };
-        }
-    }
-    if selected_shells.is_empty() {
-        out.topology.shells.push(Shell {
-            id: 0,
-            faces: Vec::new(),
-            is_closed: true,
-        });
-        out.solids.push(SolidRegion {
-            outer_shell: 0,
-            cavity_shells: Vec::new(),
-        });
-    } else if selected_shells.len() == 2 {
-        let faces = out.topology.shells[1].faces.clone();
-        for face in &faces {
-            out.topology.faces[*face as usize].shell_ref = Some(0);
-        }
-        out.topology.shells[0].faces.extend(faces);
-        out.topology.shells.pop();
-        out.solids.clear();
-        out.solids.push(SolidRegion {
-            outer_shell: 0,
-            cavity_shells: Vec::new(),
-        });
-    }
-    for side in 0..2 {
-        if regions[side] == LoopRegion::Patch {
-            selected_surfaces[side] = Some(out.geometry.surfaces.len() as u32);
-            out.geometry
-                .surfaces
-                .push(graph.geometry.surfaces[side].clone());
-        }
-    }
-
-    let source_curve = graph
-        .geometry
-        .curves
-        .get(branch.curve as usize)
-        .ok_or_else(|| GeometryError::MissingReference {
-            kind: "curve".into(),
-            index: branch.curve,
-        })?
-        .clone();
-    let curve = out.geometry.curves.len() as u32;
-    let pcurves: [PcurveGeometry; 2] = match source_curve {
-        CurveGeometry::Intersection { definition } => {
-            let mut definition_geometry = graph
-                .geometry
-                .intersections
-                .get(definition as usize)
-                .ok_or_else(|| GeometryError::MissingReference {
-                    kind: "intersection definition".into(),
-                    index: definition,
-                })?
-                .clone();
-            definition_geometry.surfaces = [
-                selected_surfaces[definition_geometry.surfaces[0] as usize].ok_or_else(|| {
-                    GeometryError::InvalidTopology(
-                        "closed-loop first support surface was not retained".into(),
-                    )
-                })?,
-                selected_surfaces[definition_geometry.surfaces[1] as usize].ok_or_else(|| {
-                    GeometryError::InvalidTopology(
-                        "closed-loop second support surface was not retained".into(),
-                    )
-                })?,
-            ];
-            for side in 0..2 {
-                if windings[side] == [0, 0] {
-                    continue;
-                }
-                let definition_side = match graph.geometry.pcurves[branch.pcurves[side] as usize] {
-                    PcurveGeometry::IntersectionSide {
-                        side: IntersectionSide::A,
-                        ..
-                    } => 0,
-                    PcurveGeometry::IntersectionSide {
-                        side: IntersectionSide::B,
-                        ..
-                    } => 1,
-                    _ => {
-                        return Err(GeometryError::InvalidGeometry(
-                            "winding intersection loop is missing its support pcurve".into(),
-                        ))
-                    }
-                };
-                reframe_sphere_intersection(
-                    &mut out.geometry,
-                    &mut definition_geometry,
-                    definition_side,
-                )?;
-            }
-            let definition = out.geometry.intersections.len() as u32;
-            out.geometry.intersections.push(definition_geometry);
-            out.geometry
-                .curves
-                .push(CurveGeometry::Intersection { definition });
-            [0, 1]
-                .map(
-                    |side| match graph.geometry.pcurves.get(branch.pcurves[side] as usize) {
-                        Some(PcurveGeometry::IntersectionSide {
-                            side: intersection_side,
-                            ..
-                        }) => Ok(PcurveGeometry::IntersectionSide {
-                            definition,
-                            side: *intersection_side,
-                        }),
-                        Some(_) => Err(GeometryError::InvalidGeometry(
-                            "intersection curve requires intersection-side pcurves".into(),
-                        )),
-                        None => Err(GeometryError::MissingReference {
-                            kind: "pcurve".into(),
-                            index: branch.pcurves[side],
-                        }),
-                    },
-                )
-                .into_iter()
-                .collect::<Result<Vec<_>, _>>()?
-                .try_into()
-                .map_err(|_| {
-                    GeometryError::InvalidGeometry("closed SSI loop requires two pcurves".into())
-                })?
-        }
-        curve_geometry => {
-            out.geometry.curves.push(curve_geometry.clone());
-            [0, 1]
-                .map(|side| {
-                    if let Some(exact) = exact_closed_circle_pcurve(
-                        &graph.geometry,
-                        &out.geometry,
-                        branch.pcurves[side],
-                        &curve_geometry,
-                        selected_surfaces[side].unwrap(),
-                        out.accuracy.geometric,
-                    )? {
-                        return Ok(exact);
-                    }
-                    remap_closed_loop_pcurve(
-                        &graph.geometry.pcurves[branch.pcurves[side] as usize],
-                        curve,
-                        selected_surfaces[side].unwrap(),
-                    )
-                })
-                .into_iter()
-                .collect::<Result<Vec<_>, _>>()?
-                .try_into()
-                .map_err(|_| {
-                    GeometryError::InvalidGeometry("closed SSI loop requires two pcurves".into())
-                })?
-        }
-    };
-    let vertex = out.topology.vertices.len() as u32;
-    out.topology.vertices.push(Vertex {
-        id: vertex,
-        position: branch.endpoints[0],
-        outgoing_halfedge: None,
-        tolerance: accuracy.geometric,
-    });
-    let edge = out.topology.edges.len() as u32;
-    out.topology.edges.push(Edge {
-        id: edge,
-        geometry: EdgeGeometry::Curve {
-            curve,
-            range: branch.range,
-        },
-        halfedge: u32::MAX,
-        twin_halfedge: None,
-        tolerance: accuracy.geometric,
-        chart_seam: false,
-    });
-    for side in 0..2 {
-        let nominal_sense = if side == 0 {
-            Orientation::Forward
-        } else {
-            Orientation::Reverse
-        };
-        let loop_sense = if reverse_selected[side] {
-            reverse(nominal_sense)
-        } else {
-            nominal_sense
-        };
-        if regions[side] == LoopRegion::Complement {
-            let face = selected_faces[side].unwrap();
-            let loop_id = add_closed_intersection_loop(
-                &mut out,
-                edge,
-                vertex,
-                face,
-                pcurves[side].clone(),
-                loop_sense,
-                true,
-            )?;
-            let loop_bounds = topology_loop_bounds(&out, loop_id, accuracy.intersection)?;
-            for axis in 0..2 {
-                let bounds = out.topology.faces[face as usize].trim.uv_bounds[axis];
-                out.topology.faces[face as usize].trim.uv_bounds[axis] = Interval::new(
-                    bounds.lo.min(loop_bounds[axis].lo),
-                    bounds.hi.max(loop_bounds[axis].hi),
-                )?;
-            }
-            out.topology.faces[face as usize].trim.holes.push(loop_id);
-        } else {
-            let face = out.topology.faces.len() as u32;
-            let loop_id = add_closed_intersection_loop(
-                &mut out,
-                edge,
-                vertex,
-                face,
-                pcurves[side].clone(),
-                loop_sense,
-                false,
-            )?;
-            let uv_bounds = topology_loop_bounds(&out, loop_id, accuracy.intersection)?;
-            let source_face = &inputs[side].topology.faces[face_ids[side] as usize];
-            out.topology.faces.push(Face {
-                id: face,
-                key: format!("{}:intersection-patch", source_face.key),
-                surface: selected_surfaces[side].unwrap(),
-                sense: source_face.sense,
-                trim: TrimRegion {
-                    chart: source_face.trim.chart,
-                    uv_bounds,
-                    outer: loop_id,
-                    holes: Vec::new(),
-                },
-                shell_ref: Some(0),
-                provenance: FaceProvenance {
-                    sources: vec![brep_face_source(inputs[side], face_ids[side])],
-                    role: if reverse_selected[side] {
-                        FaceRole::Cut
-                    } else {
-                        FaceRole::Split
-                    },
-                    reversed: reverse_selected[side],
-                },
-            });
-            out.topology.shells[0].faces.push(face);
-            selected_faces[side] = Some(face);
-        }
-    }
-    for side in 0..2 {
-        if reverse_selected[side] {
-            reverse_face(&mut out, selected_faces[side].unwrap());
-        }
-    }
-    out.revision = a
-        .revision
-        .max(b.revision)
-        .checked_add(1)
-        .ok_or_else(|| GeometryError::LimitExceeded("boolean revision overflow".into()))?;
-    out.validate()?;
-    Ok(Some(BooleanResult {
-        report: BooleanReport {
-            operation,
-            quality: GeometryQuality::Analytic,
-            contacts: Vec::new(),
-            coincident: false,
-            face_mappings: analytic_face_mappings(&out, [a, b]),
-        },
-        brep: out,
-    }))
-}
-
-fn generic_multiple_closed_loops_boolean(
-    a: &BrepEnvelope,
-    b: &BrepEnvelope,
-    operation: BooleanOp,
-    id: String,
-) -> Result<Option<BooleanResult>, GeometryError> {
-    if a.solids.len() != 1
-        || b.solids.len() != 1
-        || a.topology.shells.len() != 1
-        || b.topology.shells.len() != 1
-        || !a.solids[0].cavity_shells.is_empty()
-        || !b.solids[0].cavity_shells.is_empty()
-    {
-        return Ok(None);
-    }
-    let body_graph = intersect_breps(a, b)?;
-    if body_graph.pairs.len() != 1 {
-        return Ok(None);
-    }
-    let pair = &body_graph.pairs[0];
-    if pair.graph.coincident || !pair.graph.contacts.is_empty() || pair.graph.branches.len() < 2 {
-        return Ok(None);
-    }
-    let graph = &pair.graph;
-    let accuracy = Accuracy {
-        geometric: a.accuracy.geometric.max(b.accuracy.geometric),
-        intersection: a.accuracy.intersection.max(b.accuracy.intersection),
-        tessellation: a.accuracy.tessellation.max(b.accuracy.tessellation),
-        exchange: a.accuracy.exchange.max(b.accuracy.exchange),
-    };
-    for branch in &graph.branches {
-        if norm(sub(branch.endpoints[0], branch.endpoints[1])) > accuracy.intersection {
-            return Ok(None);
-        }
-        for side in 0..2 {
-            if pcurve_winding(
-                &graph.geometry,
-                pcurve_support_surface(&graph.geometry, branch.pcurves[side])?,
-                branch.pcurves[side],
-                branch.range,
-            )? != [0, 0]
-            {
-                return Ok(None);
-            }
-        }
-    }
-
-    let inputs = [a, b];
-    let face_ids = pair.faces;
-    let (want_inside, reverse_selected) = match operation {
-        BooleanOp::Union => ([false, false], [false, false]),
-        BooleanOp::Intersection => ([true, true], [false, false]),
-        BooleanOp::Subtraction => ([false, true], [false, true]),
-    };
-    let mut loop_regions = [Vec::new(), Vec::new()];
-    for branch in &graph.branches {
-        for side in 0..2 {
-            let uv = intersection_loop_sample(graph, branch, side)?;
-            let point = graph.geometry.surfaces[side].point_at(uv)?;
-            let inside = match classify_point(inputs[1 - side], point)? {
-                PointClassification::Inside => true,
-                PointClassification::Outside => false,
-                PointClassification::Unknown | PointClassification::Boundary => {
-                    return Err(GeometryError::UnresolvedIntersection(
-                        "closed SSI loop interior is unclassified".into(),
-                    ))
-                }
-            };
-            loop_regions[side].push(if inside == want_inside[side] {
-                LoopRegion::Patch
-            } else {
-                LoopRegion::Complement
-            });
-        }
-    }
-    if [0, 1].into_iter().any(|side| {
-        loop_regions[side]
-            .iter()
-            .any(|region| *region != loop_regions[side][0])
-    }) {
-        return Ok(None);
-    }
-    let selected_regions = [loop_regions[0][0], loop_regions[1][0]];
-    for side in 0..2 {
-        if selected_regions[side] == LoopRegion::Patch && inputs[side].topology.faces.len() != 1 {
-            return Ok(None);
-        }
-    }
-
-    let mut out = BrepEnvelope::new(id, accuracy)?;
-    let mut selected_faces = [Vec::new(), Vec::new()];
-    let mut selected_surfaces = [None, None];
-    let mut selected_shells = Vec::new();
-    for side in 0..2 {
-        if selected_regions[side] == LoopRegion::Complement {
-            let face_offset = out.topology.faces.len() as u32;
-            let shell_offset = out.topology.shells.len() as u32;
-            append_analytic_input(&mut out, inputs[side])?;
-            let face = face_offset + face_ids[side];
-            selected_faces[side].push(face);
-            selected_surfaces[side] = Some(out.topology.faces[face as usize].surface);
-            selected_shells.push(shell_offset);
-            for candidate in face_offset..out.topology.faces.len() as u32 {
-                out.topology.faces[candidate as usize].provenance.role = if candidate == face {
-                    FaceRole::Split
-                } else {
-                    FaceRole::Preserved
-                };
-            }
-        } else {
-            selected_surfaces[side] = Some(out.geometry.surfaces.len() as u32);
-            out.geometry
-                .surfaces
-                .push(graph.geometry.surfaces[side].clone());
-        }
-    }
-    if selected_shells.is_empty() {
-        out.topology.shells.push(Shell {
-            id: 0,
-            faces: Vec::new(),
-            is_closed: true,
-        });
-        out.solids.push(SolidRegion {
-            outer_shell: 0,
-            cavity_shells: Vec::new(),
-        });
-    } else if selected_shells.len() == 2 {
-        let faces = out.topology.shells[1].faces.clone();
-        for face in &faces {
-            out.topology.faces[*face as usize].shell_ref = Some(0);
-        }
-        out.topology.shells[0].faces.extend(faces);
-        out.topology.shells.pop();
-        out.solids.clear();
-        out.solids.push(SolidRegion {
-            outer_shell: 0,
-            cavity_shells: Vec::new(),
-        });
-    }
-
-    let selected_surfaces = [selected_surfaces[0].unwrap(), selected_surfaces[1].unwrap()];
-    for (branch_index, branch) in graph.branches.iter().enumerate() {
-        let (edge, vertex, pcurves) =
-            append_closed_branch_geometry(&mut out, graph, branch, selected_surfaces)?;
-        for side in 0..2 {
-            let nominal_sense = if side == 0 {
-                Orientation::Forward
-            } else {
-                Orientation::Reverse
-            };
-            let loop_sense = if reverse_selected[side] {
-                reverse(nominal_sense)
-            } else {
-                nominal_sense
-            };
-            if selected_regions[side] == LoopRegion::Complement {
-                let face = selected_faces[side][0];
-                let loop_id = add_closed_intersection_loop(
-                    &mut out,
-                    edge,
-                    vertex,
-                    face,
-                    pcurves[side].clone(),
-                    loop_sense,
-                    true,
-                )?;
-                let loop_bounds = topology_loop_bounds(&out, loop_id, accuracy.intersection)?;
-                for axis in 0..2 {
-                    let bounds = out.topology.faces[face as usize].trim.uv_bounds[axis];
-                    out.topology.faces[face as usize].trim.uv_bounds[axis] = Interval::new(
-                        bounds.lo.min(loop_bounds[axis].lo),
-                        bounds.hi.max(loop_bounds[axis].hi),
-                    )?;
-                }
-                out.topology.faces[face as usize].trim.holes.push(loop_id);
-            } else {
-                let face = out.topology.faces.len() as u32;
-                let loop_id = add_closed_intersection_loop(
-                    &mut out,
-                    edge,
-                    vertex,
-                    face,
-                    pcurves[side].clone(),
-                    loop_sense,
-                    false,
-                )?;
-                let uv_bounds = topology_loop_bounds(&out, loop_id, accuracy.intersection)?;
-                let source_face = &inputs[side].topology.faces[face_ids[side] as usize];
-                out.topology.faces.push(Face {
-                    id: face,
-                    key: format!("{}:intersection-patch-{branch_index}", source_face.key),
-                    surface: selected_surfaces[side],
-                    sense: source_face.sense,
-                    trim: TrimRegion {
-                        chart: source_face.trim.chart,
-                        uv_bounds,
-                        outer: loop_id,
-                        holes: Vec::new(),
-                    },
-                    shell_ref: Some(0),
-                    provenance: FaceProvenance {
-                        sources: vec![brep_face_source(inputs[side], face_ids[side])],
-                        role: if reverse_selected[side] {
-                            FaceRole::Cut
-                        } else {
-                            FaceRole::Split
-                        },
-                        reversed: reverse_selected[side],
-                    },
-                });
-                out.topology.shells[0].faces.push(face);
-                selected_faces[side].push(face);
-            }
-        }
-    }
-    for side in 0..2 {
-        if reverse_selected[side] {
-            for face in selected_faces[side].clone() {
-                reverse_face(&mut out, face);
-            }
-        }
-    }
-    out.revision = a
-        .revision
-        .max(b.revision)
-        .checked_add(1)
-        .ok_or_else(|| GeometryError::LimitExceeded("boolean revision overflow".into()))?;
-    out.validate()?;
-    Ok(Some(BooleanResult {
-        report: BooleanReport {
-            operation,
-            quality: GeometryQuality::Analytic,
-            contacts: Vec::new(),
-            coincident: false,
-            face_mappings: analytic_face_mappings(&out, [a, b]),
-        },
-        brep: out,
-    }))
-}
-
-fn generic_two_sided_cutter_band_subtraction(
-    host: &BrepEnvelope,
-    cutter: &BrepEnvelope,
-    operation: BooleanOp,
-    id: String,
-) -> Result<Option<BooleanResult>, GeometryError> {
-    if operation != BooleanOp::Subtraction
-        || host.solids.len() != 1
-        || cutter.solids.len() != 1
-        || host.topology.shells.len() != 1
-        || cutter.topology.shells.len() != 1
-        || !host.solids[0].cavity_shells.is_empty()
-        || !cutter.solids[0].cavity_shells.is_empty()
-    {
-        return Ok(None);
-    }
-    let body_graph = intersect_breps(host, cutter)?;
-    if body_graph.pairs.len() != 2
-        || body_graph.pairs[0].faces[1] != body_graph.pairs[1].faces[1]
-        || body_graph.pairs[0].faces[0] == body_graph.pairs[1].faces[0]
-    {
-        return Ok(None);
-    }
-    let mut closed_branches = Vec::with_capacity(2);
-    for pair in &body_graph.pairs {
-        if pair.graph.coincident
-            || !pair.graph.contacts.is_empty()
-            || pair.graph.branches.len() != 1
-        {
-            return Ok(None);
-        }
-        let branch = &pair.graph.branches[0];
-        let closure = norm(sub(branch.endpoints[0], branch.endpoints[1]));
-        let intersection = host.accuracy.intersection.max(cutter.accuracy.intersection);
-        let geometric = host.accuracy.geometric.max(cutter.accuracy.geometric);
-        let closed = if closure <= intersection {
-            super::face_intersection::IntersectionBranch {
-                curve: branch.curve,
-                pcurves: branch.pcurves,
-                range: branch.range,
-                endpoints: branch.endpoints,
-            }
-        } else if let Some(CurveGeometry::Circle { frame, radius }) =
-            pair.graph.geometry.curves.get(branch.curve as usize)
-        {
-            let tau = std::f64::consts::TAU;
-            if closure > 4.0 * geometric
-                || branch.range.lo.abs() * radius > 4.0 * geometric
-                || (branch.range.hi - tau).abs() * radius > 4.0 * geometric
-            {
-                return Ok(None);
-            }
-            let point = add(frame.origin, scale(frame.x, *radius));
-            super::face_intersection::IntersectionBranch {
-                curve: branch.curve,
-                pcurves: branch.pcurves,
-                range: Interval::new(0.0, tau)?,
-                endpoints: [point, point],
-            }
-        } else {
-            return Ok(None);
-        };
-        if pcurve_winding(
-            &pair.graph.geometry,
-            pcurve_support_surface(&pair.graph.geometry, closed.pcurves[0])?,
-            closed.pcurves[0],
-            closed.range,
-        )? != [0, 0]
-        {
-            return Ok(None);
-        }
-        closed_branches.push(closed);
-    }
-
-    let accuracy = Accuracy {
-        geometric: host.accuracy.geometric.max(cutter.accuracy.geometric),
-        intersection: host.accuracy.intersection.max(cutter.accuracy.intersection),
-        tessellation: host.accuracy.tessellation.max(cutter.accuracy.tessellation),
-        exchange: host.accuracy.exchange.max(cutter.accuracy.exchange),
-    };
-    let mut out = BrepEnvelope::new(id, accuracy)?;
-    append_analytic_input(&mut out, host)?;
-    let cutter_surface = out.geometry.surfaces.len() as u32;
-    out.geometry
-        .surfaces
-        .push(body_graph.pairs[0].graph.geometry.surfaces[1].clone());
-    let cut_face = out.topology.faces.len() as u32;
-    let mut cut_loops = Vec::with_capacity(2);
-    let mut cut_bounds: Option<[Interval; 2]> = None;
-    for (pair, branch) in body_graph.pairs.iter().zip(&closed_branches) {
-        let host_face = pair.faces[0];
-        let host_surface = out.topology.faces[host_face as usize].surface;
-        let (edge, vertex, pcurves) = append_closed_branch_geometry(
-            &mut out,
-            &pair.graph,
-            branch,
-            [host_surface, cutter_surface],
-        )?;
-        let host_loop = add_closed_intersection_loop(
-            &mut out,
-            edge,
-            vertex,
-            host_face,
-            pcurves[0].clone(),
-            Orientation::Forward,
-            true,
-        )?;
-        let host_bounds = topology_loop_bounds(&out, host_loop, accuracy.intersection)?;
-        for axis in 0..2 {
-            let bounds = out.topology.faces[host_face as usize].trim.uv_bounds[axis];
-            out.topology.faces[host_face as usize].trim.uv_bounds[axis] = Interval::new(
-                bounds.lo.min(host_bounds[axis].lo),
-                bounds.hi.max(host_bounds[axis].hi),
-            )?;
-        }
-        out.topology.faces[host_face as usize]
-            .trim
-            .holes
-            .push(host_loop);
-        out.topology.faces[host_face as usize].provenance.role = FaceRole::Split;
-
-        let cutter_loop = add_closed_intersection_loop(
-            &mut out,
-            edge,
-            vertex,
-            cut_face,
-            pcurves[1].clone(),
-            Orientation::Forward,
-            !cut_loops.is_empty(),
-        )?;
-        let bounds = topology_loop_bounds(&out, cutter_loop, accuracy.intersection)?;
-        cut_bounds = Some(match cut_bounds {
-            Some(previous) => [0, 1]
-                .map(|axis| {
-                    Interval::new(
-                        previous[axis].lo.min(bounds[axis].lo),
-                        previous[axis].hi.max(bounds[axis].hi),
-                    )
-                })
-                .into_iter()
-                .collect::<Result<Vec<_>, _>>()?
-                .try_into()
-                .map_err(|_| GeometryError::InvalidGeometry("cutter band UV bounds".into()))?,
-            None => bounds,
-        });
-        cut_loops.push(cutter_loop);
-    }
-    let source_face = &cutter.topology.faces[body_graph.pairs[0].faces[1] as usize];
-    out.topology.faces.push(Face {
-        id: cut_face,
-        key: format!("{}:through-cut", source_face.key),
-        surface: cutter_surface,
-        sense: source_face.sense,
-        trim: TrimRegion {
-            chart: source_face.trim.chart,
-            uv_bounds: cut_bounds.ok_or_else(|| {
-                GeometryError::InvalidTopology("cutter band has no trim bounds".into())
-            })?,
-            outer: cut_loops[0],
-            holes: cut_loops[1..].to_vec(),
-        },
-        shell_ref: Some(0),
-        provenance: FaceProvenance {
-            sources: vec![brep_face_source(cutter, source_face.id)],
-            role: FaceRole::Cut,
-            reversed: true,
-        },
-    });
-    out.topology.shells[0].faces.push(cut_face);
-    reverse_face(&mut out, cut_face);
-    out.revision = host
-        .revision
-        .max(cutter.revision)
-        .checked_add(1)
-        .ok_or_else(|| GeometryError::LimitExceeded("boolean revision overflow".into()))?;
-    out.validate()?;
-    Ok(Some(BooleanResult {
-        report: BooleanReport {
-            operation,
-            quality: GeometryQuality::Analytic,
-            contacts: Vec::new(),
-            coincident: false,
-            face_mappings: analytic_face_mappings(&out, [host, cutter]),
-        },
-        brep: out,
-    }))
-}
-
-fn append_closed_branch_geometry(
-    out: &mut BrepEnvelope,
-    graph: &super::face_intersection::IntersectionGraph,
-    branch: &super::face_intersection::IntersectionBranch,
-    selected_surfaces: [u32; 2],
-) -> Result<(u32, u32, [PcurveGeometry; 2]), GeometryError> {
-    let source_curve = graph
-        .geometry
-        .curves
-        .get(branch.curve as usize)
-        .ok_or_else(|| GeometryError::MissingReference {
-            kind: "curve".into(),
-            index: branch.curve,
-        })?
-        .clone();
-    let curve = out.geometry.curves.len() as u32;
-    let pcurves = match source_curve {
-        CurveGeometry::Intersection { definition } => {
-            let mut definition_geometry = graph
-                .geometry
-                .intersections
-                .get(definition as usize)
-                .ok_or_else(|| GeometryError::MissingReference {
-                    kind: "intersection definition".into(),
-                    index: definition,
-                })?
-                .clone();
-            definition_geometry.surfaces = definition_geometry
-                .surfaces
-                .map(|surface| selected_surfaces[surface as usize]);
-            let definition = out.geometry.intersections.len() as u32;
-            out.geometry.intersections.push(definition_geometry);
-            out.geometry
-                .curves
-                .push(CurveGeometry::Intersection { definition });
-            [0, 1]
-                .map(
-                    |side| match graph.geometry.pcurves.get(branch.pcurves[side] as usize) {
-                        Some(PcurveGeometry::IntersectionSide {
-                            side: intersection_side,
-                            ..
-                        }) => Ok(PcurveGeometry::IntersectionSide {
-                            definition,
-                            side: *intersection_side,
-                        }),
-                        Some(_) => Err(GeometryError::InvalidGeometry(
-                            "intersection curve requires intersection-side pcurves".into(),
-                        )),
-                        None => Err(GeometryError::MissingReference {
-                            kind: "pcurve".into(),
-                            index: branch.pcurves[side],
-                        }),
-                    },
-                )
-                .into_iter()
-                .collect::<Result<Vec<_>, _>>()?
-                .try_into()
-                .map_err(|_| {
-                    GeometryError::InvalidGeometry("closed SSI loop requires two pcurves".into())
-                })?
-        }
-        curve_geometry => {
-            out.geometry.curves.push(curve_geometry.clone());
-            [0, 1]
-                .map(|side| {
-                    if let Some(exact) = exact_closed_circle_pcurve(
-                        &graph.geometry,
-                        &out.geometry,
-                        branch.pcurves[side],
-                        &curve_geometry,
-                        selected_surfaces[side],
-                        out.accuracy.geometric,
-                    )? {
-                        return Ok(exact);
-                    }
-                    remap_closed_loop_pcurve(
-                        &graph.geometry.pcurves[branch.pcurves[side] as usize],
-                        curve,
-                        selected_surfaces[side],
-                    )
-                })
-                .into_iter()
-                .collect::<Result<Vec<_>, _>>()?
-                .try_into()
-                .map_err(|_| {
-                    GeometryError::InvalidGeometry("closed SSI loop requires two pcurves".into())
-                })?
-        }
-    };
-    let vertex = out.topology.vertices.len() as u32;
-    out.topology.vertices.push(Vertex {
-        id: vertex,
-        position: branch.endpoints[0],
-        outgoing_halfedge: None,
-        tolerance: out.accuracy.geometric,
-    });
-    let edge = out.topology.edges.len() as u32;
-    out.topology.edges.push(Edge {
-        id: edge,
-        geometry: EdgeGeometry::Curve {
-            curve,
-            range: branch.range,
-        },
-        halfedge: u32::MAX,
-        twin_halfedge: None,
-        tolerance: out.accuracy.geometric,
-        chart_seam: false,
-    });
-    Ok((edge, vertex, pcurves))
-}
-
-fn coincident_boolean(
-    a: &BrepEnvelope,
-    b: &BrepEnvelope,
-    operation: BooleanOp,
-    id: String,
-) -> Result<BooleanResult, GeometryError> {
-    let accuracy = Accuracy {
-        geometric: a.accuracy.geometric.max(b.accuracy.geometric),
-        intersection: a.accuracy.intersection.max(b.accuracy.intersection),
-        tessellation: a.accuracy.tessellation.max(b.accuracy.tessellation),
-        exchange: a.accuracy.exchange.max(b.accuracy.exchange),
-    };
-    let mut out = BrepEnvelope::new(id, accuracy)?;
-    if operation != BooleanOp::Subtraction {
-        append_analytic_input(&mut out, a)?;
-        for face in &mut out.topology.faces {
-            let counterpart = b.topology.faces.get(face.id as usize).ok_or_else(|| {
-                GeometryError::InvalidTopology(
-                    "coincident operands have incompatible face ownership".into(),
-                )
-            })?;
-            face.provenance.sources.push(FaceSource {
-                entity: b.id.clone(),
-                body: b.id.clone(),
-                key: counterpart.key.clone(),
-                face: counterpart.id,
-            });
-            face.provenance.role = FaceRole::Coincident;
-        }
-    }
-    out.revision = a
-        .revision
-        .max(b.revision)
-        .checked_add(1)
-        .ok_or_else(|| GeometryError::LimitExceeded("boolean revision overflow".into()))?;
-    out.validate()?;
-    Ok(BooleanResult {
-        report: BooleanReport {
-            operation,
-            quality: GeometryQuality::Analytic,
-            contacts: Vec::new(),
-            coincident: true,
-            face_mappings: analytic_face_mappings(&out, [a, b]),
-        },
-        brep: out,
-    })
-}
-
-fn torus_containment_boolean(
-    a: &BrepEnvelope,
-    b: &BrepEnvelope,
-    operation: BooleanOp,
-    id: String,
-) -> Result<BooleanResult, GeometryError> {
-    let a = full_torus(a)?;
-    let b = full_torus(b)?;
-    let accuracy = a.brep.accuracy.geometric.max(b.brep.accuracy.geometric);
-    let axes_match = norm(cross(a.frame.z, b.frame.z)) <= 1e-12 && dot(a.frame.z, b.frame.z) > 0.0;
-    let displacement = a.frame.local(b.frame.origin);
-    let radial_offset = displacement[0].hypot(displacement[1]);
-    if !axes_match || radial_offset > accuracy {
-        return Err(GeometryError::CoverageGap {
-            families: ["ring torus".into(), "noncoaxial ring torus".into()],
-        });
-    }
-    let centerline_distance = (a.major_radius - b.major_radius).hypot(displacement[2]);
-    let a_contains_b = centerline_distance + b.minor_radius < a.minor_radius - accuracy;
-    let b_contains_a = centerline_distance + a.minor_radius < b.minor_radius - accuracy;
-    let same =
-        centerline_distance <= accuracy && (a.minor_radius - b.minor_radius).abs() <= accuracy;
-    if same {
-        return coincident_boolean(a.brep, b.brep, operation, id);
-    }
-    if a_contains_b || b_contains_a {
-        return analytic_containment_boolean(a.brep, b.brep, a_contains_b, operation, id);
-    }
-    if (centerline_distance + b.minor_radius - a.minor_radius).abs() <= accuracy
-        || (centerline_distance + a.minor_radius - b.minor_radius).abs() <= accuracy
-    {
-        return Err(GeometryError::UnresolvedIntersection(
-            "torus containment boundary is below geometric resolution".into(),
-        ));
-    }
-    Err(GeometryError::CoverageGap {
-        families: ["ring torus".into(), "intersecting ring torus".into()],
-    })
-}
-
-fn conic_radius_at(input: &ConicSectionInput<'_>, axial: f64) -> f64 {
-    axial * input.semi_angle.tan()
-}
-
-fn conic_containment_boolean(
-    a: &BrepEnvelope,
-    b: &BrepEnvelope,
-    operation: BooleanOp,
-    id: String,
-) -> Result<BooleanResult, GeometryError> {
-    let a = full_conic_section(a)?;
-    let b = full_conic_section(b)?;
-    let accuracy = a.brep.accuracy.geometric.max(b.brep.accuracy.geometric);
-    if norm(cross(a.frame.z, b.frame.z)) > 1.0e-12 || dot(a.frame.z, b.frame.z) <= 0.0 {
-        return Err(GeometryError::CoverageGap {
-            families: [
-                "cone or frustum".into(),
-                "noncoaxial cone or frustum".into(),
-            ],
-        });
-    }
-    let displacement = sub(b.frame.origin, a.frame.origin);
-    let axial_offset = dot(displacement, a.frame.z);
-    let radial_offset = norm(sub(displacement, scale(a.frame.z, axial_offset)));
-    if radial_offset > accuracy {
-        return Err(GeometryError::CoverageGap {
-            families: [
-                "cone or frustum".into(),
-                "noncoaxial cone or frustum".into(),
-            ],
-        });
-    }
-
-    let b_in_a_range = Interval::new(
-        axial_offset + b.axial_range.lo,
-        axial_offset + b.axial_range.hi,
-    )?;
-    let a_in_b_range = Interval::new(
-        a.axial_range.lo - axial_offset,
-        a.axial_range.hi - axial_offset,
-    )?;
-    let containment_margins =
-        |inner: &ConicSectionInput<'_>, outer: &ConicSectionInput<'_>, inner_in_outer: Interval| {
-            [
-                inner_in_outer.lo - outer.axial_range.lo,
-                outer.axial_range.hi - inner_in_outer.hi,
-                conic_radius_at(outer, inner_in_outer.lo) - inner.lower_radius,
-                conic_radius_at(outer, inner_in_outer.hi) - inner.upper_radius,
-            ]
-        };
-    let b_in_a = containment_margins(&b, &a, b_in_a_range);
-    let a_in_b = containment_margins(&a, &b, a_in_b_range);
-    let strictly_inside = |margins: [f64; 4]| margins.into_iter().all(|margin| margin > accuracy);
-    let near_inside = |margins: [f64; 4]| {
-        margins.into_iter().all(|margin| margin >= -accuracy)
-            && margins.into_iter().any(|margin| margin.abs() <= accuracy)
-    };
-    let b_inside_a = strictly_inside(b_in_a);
-    let a_inside_b = strictly_inside(a_in_b);
-    if b_inside_a || a_inside_b {
-        return analytic_containment_boolean(a.brep, b.brep, b_inside_a, operation, id);
-    }
-
-    let same = a.brep.topology.faces.len() == b.brep.topology.faces.len()
-        && (b_in_a_range.lo - a.axial_range.lo).abs() <= accuracy
-        && (b_in_a_range.hi - a.axial_range.hi).abs() <= accuracy
-        && (b.lower_radius - a.lower_radius).abs() <= accuracy
-        && (b.upper_radius - a.upper_radius).abs() <= accuracy;
-    if same {
-        return coincident_boolean(a.brep, b.brep, operation, id);
-    }
-    if near_inside(b_in_a) || near_inside(a_in_b) {
-        return Err(GeometryError::UnresolvedIntersection(
-            "cone/frustum containment boundary is below geometric resolution".into(),
-        ));
-    }
-    Err(GeometryError::CoverageGap {
-        families: [
-            "cone or frustum".into(),
-            "intersecting cone or frustum".into(),
-        ],
-    })
-}
-
-fn sphere_conic_containment(
-    a: &BrepEnvelope,
-    b: &BrepEnvelope,
-    operation: BooleanOp,
-    id: String,
-) -> Result<BooleanResult, GeometryError> {
-    let (sphere, conic, sphere_is_a) = if matches!(
-        a.geometry.surfaces.first(),
-        Some(SurfaceGeometry::Sphere { .. })
-    ) {
-        (full_sphere(a)?, full_conic_section(b)?, true)
-    } else {
-        (full_sphere(b)?, full_conic_section(a)?, false)
-    };
-    let clearance = 4.0
-        * sphere
-            .brep
-            .accuracy
-            .geometric
-            .max(conic.brep.accuracy.geometric);
-    let center = conic.frame.local(sphere.frame.origin);
-    let radial = center[0].hypot(center[1]);
-    let (sin_angle, cos_angle) = conic.semi_angle.sin_cos();
-    let sphere_margin = (center[2] - conic.axial_range.lo - sphere.radius)
-        .min(conic.axial_range.hi - center[2] - sphere.radius)
-        .min(center[2] * sin_angle - radial * cos_angle - sphere.radius);
-    let conic_extent = [
-        (radial + conic.lower_radius).hypot(conic.axial_range.lo - center[2]),
-        (radial + conic.upper_radius).hypot(conic.axial_range.hi - center[2]),
-    ]
-    .into_iter()
-    .fold(0.0_f64, f64::max);
-    let conic_margin = sphere.radius - conic_extent;
-    let sphere_inside_conic = sphere_margin > clearance;
-    let conic_inside_sphere = conic_margin > clearance;
-    if sphere_inside_conic || conic_inside_sphere {
-        let b_inside_a = if sphere_is_a {
-            conic_inside_sphere
-        } else {
-            sphere_inside_conic
-        };
-        return analytic_containment_boolean(a, b, b_inside_a, operation, id);
-    }
-    if sphere_margin.abs() <= clearance || conic_margin.abs() <= clearance {
-        return Err(GeometryError::UnresolvedIntersection(
-            "sphere/cone containment boundary is below geometric resolution".into(),
-        ));
-    }
-    Err(GeometryError::CoverageGap {
-        families: ["sphere".into(), "intersecting cone or frustum".into()],
-    })
-}
-
-fn cylinder_conic_containment(
-    a: &BrepEnvelope,
-    b: &BrepEnvelope,
-    operation: BooleanOp,
-    id: String,
-) -> Result<BooleanResult, GeometryError> {
-    let (cylinder, conic, cylinder_is_a) = if matches!(
-        a.geometry.surfaces.first(),
-        Some(SurfaceGeometry::Cylinder { .. })
-    ) {
-        (full_cylinder(a)?, full_conic_section(b)?, true)
-    } else {
-        (full_cylinder(b)?, full_conic_section(a)?, false)
-    };
-    let clearance = 4.0
-        * cylinder
-            .brep
-            .accuracy
-            .geometric
-            .max(conic.brep.accuracy.geometric);
-    let alignment = dot(cylinder.frame.z, conic.frame.z);
-    if norm(cross(cylinder.frame.z, conic.frame.z)) > 1.0e-12 {
-        return Err(GeometryError::CoverageGap {
-            families: ["cylinder".into(), "noncoaxial cone or frustum".into()],
-        });
-    }
-    let displacement = sub(conic.frame.origin, cylinder.frame.origin);
-    let cylinder_axis_offset = dot(displacement, cylinder.frame.z);
-    let radial_offset = norm(sub(
-        displacement,
-        scale(cylinder.frame.z, cylinder_axis_offset),
-    ));
-    if radial_offset > clearance {
-        return Err(GeometryError::CoverageGap {
-            families: ["cylinder".into(), "noncoaxial cone or frustum".into()],
-        });
-    }
-
-    let conic_ends_in_cylinder = [
-        cylinder_axis_offset + alignment * conic.axial_range.lo,
-        cylinder_axis_offset + alignment * conic.axial_range.hi,
-    ];
-    let conic_axial_lo = conic_ends_in_cylinder[0].min(conic_ends_in_cylinder[1]);
-    let conic_axial_hi = conic_ends_in_cylinder[0].max(conic_ends_in_cylinder[1]);
-    let conic_margin = conic_axial_lo
-        .min(cylinder.height - conic_axial_hi)
-        .min(cylinder.radius - conic.lower_radius.max(conic.upper_radius));
-
-    let cylinder_origin_in_conic = dot(
-        sub(cylinder.frame.origin, conic.frame.origin),
-        conic.frame.z,
-    );
-    let cylinder_ends_in_conic = [
-        cylinder_origin_in_conic,
-        cylinder_origin_in_conic + alignment * cylinder.height,
-    ];
-    let cylinder_axial_lo = cylinder_ends_in_conic[0].min(cylinder_ends_in_conic[1]);
-    let cylinder_axial_hi = cylinder_ends_in_conic[0].max(cylinder_ends_in_conic[1]);
-    let cylinder_margin = (cylinder_axial_lo - conic.axial_range.lo)
-        .min(conic.axial_range.hi - cylinder_axial_hi)
-        .min(conic_radius_at(&conic, cylinder_ends_in_conic[0]) - cylinder.radius)
-        .min(conic_radius_at(&conic, cylinder_ends_in_conic[1]) - cylinder.radius);
-
-    let conic_inside_cylinder = conic_margin > clearance;
-    let cylinder_inside_conic = cylinder_margin > clearance;
-    if conic_inside_cylinder || cylinder_inside_conic {
-        let b_inside_a = if cylinder_is_a {
-            conic_inside_cylinder
-        } else {
-            cylinder_inside_conic
-        };
-        return analytic_containment_boolean(a, b, b_inside_a, operation, id);
-    }
-    if conic_margin.abs() <= clearance || cylinder_margin.abs() <= clearance {
-        return Err(GeometryError::UnresolvedIntersection(
-            "cylinder/cone containment boundary is below geometric resolution".into(),
-        ));
-    }
-    Err(GeometryError::CoverageGap {
-        families: ["cylinder".into(), "intersecting cone or frustum".into()],
-    })
-}
-
-fn conic_box_containment(
-    a: &BrepEnvelope,
-    b: &BrepEnvelope,
-    operation: BooleanOp,
-    id: String,
-) -> Result<BooleanResult, GeometryError> {
-    let (conic, box_, conic_is_a) = if matches!(
-        a.geometry.surfaces.first(),
-        Some(SurfaceGeometry::Cone { .. })
-    ) {
-        (
-            full_conic_section(a)?,
-            super::box_booleans::full_box(b)?,
-            true,
-        )
-    } else {
-        (
-            full_conic_section(b)?,
-            super::box_booleans::full_box(a)?,
-            false,
-        )
-    };
-    let clearance = 4.0
-        * conic
-            .brep
-            .accuracy
-            .geometric
-            .max(box_.brep.accuracy.geometric);
-    let box_axes = [box_.frame.x, box_.frame.y, box_.frame.z];
-    let endpoint_centers = [
-        conic.frame.point([0.0, 0.0, conic.axial_range.lo]),
-        conic.frame.point([0.0, 0.0, conic.axial_range.hi]),
-    ];
-    let endpoint_radii = [conic.lower_radius, conic.upper_radius];
-    let mut conic_margin = f64::INFINITY;
-    for axis in 0..3 {
-        let radial_extent_rate = (1.0 - dot(conic.frame.z, box_axes[axis]).powi(2))
-            .max(0.0)
-            .sqrt();
-        let extents = [0, 1].map(|endpoint| {
-            let center = dot(
-                sub(endpoint_centers[endpoint], box_.frame.origin),
-                box_axes[axis],
-            );
-            let radial = endpoint_radii[endpoint] * radial_extent_rate;
-            [center - radial, center + radial]
-        });
-        let lo = extents[0][0].min(extents[1][0]);
-        let hi = extents[0][1].max(extents[1][1]);
-        conic_margin = conic_margin.min(lo).min(box_.size[axis] - hi);
-    }
-
-    let mut box_margin = f64::INFINITY;
-    for corner in 0..8 {
-        let point = box_.frame.point(std::array::from_fn(|axis| {
-            if corner & (1 << axis) == 0 {
-                0.0
-            } else {
-                box_.size[axis]
-            }
-        }));
-        let local = conic.frame.local(point);
-        box_margin = box_margin
-            .min(local[2] - conic.axial_range.lo)
-            .min(conic.axial_range.hi - local[2])
-            .min(conic_radius_at(&conic, local[2]) - local[0].hypot(local[1]));
-    }
-    let conic_inside_box = conic_margin > clearance;
-    let box_inside_conic = box_margin > clearance;
-    if conic_inside_box || box_inside_conic {
-        let b_inside_a = if conic_is_a {
-            box_inside_conic
-        } else {
-            conic_inside_box
-        };
-        return analytic_containment_boolean(a, b, b_inside_a, operation, id);
-    }
-    if conic_margin.abs() <= clearance || box_margin.abs() <= clearance {
-        return Err(GeometryError::UnresolvedIntersection(
-            "cone/cuboid containment boundary is below geometric resolution".into(),
-        ));
-    }
-    Err(GeometryError::CoverageGap {
-        families: ["cone or frustum".into(), "cuboid".into()],
-    })
-}
-
-fn torus_cylinder_containment(
-    a: &BrepEnvelope,
-    b: &BrepEnvelope,
-    operation: BooleanOp,
-    id: String,
-) -> Result<BooleanResult, GeometryError> {
-    let (torus, cylinder, torus_is_a) = if matches!(
-        a.geometry.surfaces.first(),
-        Some(SurfaceGeometry::Torus { .. })
-    ) {
-        (full_torus(a)?, full_cylinder(b)?, true)
-    } else {
-        (full_torus(b)?, full_cylinder(a)?, false)
-    };
-    let clearance = 4.0
-        * torus
-            .brep
-            .accuracy
-            .geometric
-            .max(cylinder.brep.accuracy.geometric);
-    if norm(cross(torus.frame.z, cylinder.frame.z)) > 1.0e-12 {
-        return Err(GeometryError::CoverageGap {
-            families: ["ring torus".into(), "noncoaxial cylinder".into()],
-        });
-    }
-    let center = cylinder.frame.local(torus.frame.origin);
-    let radial = center[0].hypot(center[1]);
-    let torus_margin = (cylinder.radius - radial - torus.major_radius - torus.minor_radius)
-        .min(center[2] - torus.minor_radius)
-        .min(cylinder.height - center[2] - torus.minor_radius);
-    if torus_margin > clearance {
-        let b_inside_a = !torus_is_a;
-        return analytic_containment_boolean(a, b, b_inside_a, operation, id);
-    }
-    if torus_margin.abs() <= clearance {
-        return Err(GeometryError::UnresolvedIntersection(
-            "torus/cylinder containment boundary is below geometric resolution".into(),
-        ));
-    }
-    Err(GeometryError::CoverageGap {
-        families: ["ring torus".into(), "intersecting cylinder".into()],
-    })
-}
-
-fn torus_box_containment(
-    a: &BrepEnvelope,
-    b: &BrepEnvelope,
-    operation: BooleanOp,
-    id: String,
-) -> Result<BooleanResult, GeometryError> {
-    let (torus, box_, torus_is_a) = if matches!(
-        a.geometry.surfaces.first(),
-        Some(SurfaceGeometry::Torus { .. })
-    ) {
-        (full_torus(a)?, super::box_booleans::full_box(b)?, true)
-    } else {
-        (full_torus(b)?, super::box_booleans::full_box(a)?, false)
-    };
-    let clearance = 4.0
-        * torus
-            .brep
-            .accuracy
-            .geometric
-            .max(box_.brep.accuracy.geometric);
-    let box_axes = [box_.frame.x, box_.frame.y, box_.frame.z];
-    let center = box_.frame.local(torus.frame.origin);
-    let torus_margin = (0..3).fold(f64::INFINITY, |margin, axis| {
-        let axial_rate = dot(torus.frame.z, box_axes[axis]);
-        let radial_rate = (1.0 - axial_rate * axial_rate).max(0.0).sqrt();
-        let extent = torus.major_radius * radial_rate + torus.minor_radius;
-        margin
-            .min(center[axis] - extent)
-            .min(box_.size[axis] - center[axis] - extent)
-    });
-    if torus_margin > clearance {
-        let b_inside_a = !torus_is_a;
-        return analytic_containment_boolean(a, b, b_inside_a, operation, id);
-    }
-    if torus_margin.abs() <= clearance {
-        return Err(GeometryError::UnresolvedIntersection(
-            "torus/cuboid containment boundary is below geometric resolution".into(),
-        ));
-    }
-    Err(GeometryError::CoverageGap {
-        families: ["ring torus".into(), "cuboid".into()],
-    })
-}
-
-fn torus_conic_containment(
-    a: &BrepEnvelope,
-    b: &BrepEnvelope,
-    operation: BooleanOp,
-    id: String,
-) -> Result<BooleanResult, GeometryError> {
-    let (torus, conic, torus_is_a) = if matches!(
-        a.geometry.surfaces.first(),
-        Some(SurfaceGeometry::Torus { .. })
-    ) {
-        (full_torus(a)?, full_conic_section(b)?, true)
-    } else {
-        (full_torus(b)?, full_conic_section(a)?, false)
-    };
-    let clearance = 4.0
-        * torus
-            .brep
-            .accuracy
-            .geometric
-            .max(conic.brep.accuracy.geometric);
-    if norm(cross(torus.frame.z, conic.frame.z)) > 1.0e-12 {
-        return Err(GeometryError::CoverageGap {
-            families: ["ring torus".into(), "noncoaxial cone or frustum".into()],
-        });
-    }
-    let center = conic.frame.local(torus.frame.origin);
-    let radial = center[0].hypot(center[1]);
-    let (sin_angle, cos_angle) = conic.semi_angle.sin_cos();
-    let torus_margin = (center[2] - conic.axial_range.lo - torus.minor_radius)
-        .min(conic.axial_range.hi - center[2] - torus.minor_radius)
-        .min(
-            center[2] * sin_angle - (radial + torus.major_radius) * cos_angle - torus.minor_radius,
-        );
-    if torus_margin > clearance {
-        let b_inside_a = !torus_is_a;
-        return analytic_containment_boolean(a, b, b_inside_a, operation, id);
-    }
-    if torus_margin.abs() <= clearance {
-        return Err(GeometryError::UnresolvedIntersection(
-            "torus/cone containment boundary is below geometric resolution".into(),
-        ));
-    }
-    Err(GeometryError::CoverageGap {
-        families: ["ring torus".into(), "intersecting cone or frustum".into()],
-    })
-}
-
-fn sphere_torus_containment(
-    a: &BrepEnvelope,
-    b: &BrepEnvelope,
-    operation: BooleanOp,
-    id: String,
-) -> Result<BooleanResult, GeometryError> {
-    let (sphere, torus, sphere_is_a) = if matches!(
-        a.geometry.surfaces.first(),
-        Some(SurfaceGeometry::Sphere { .. })
-    ) {
-        (full_sphere(a)?, full_torus(b)?, true)
-    } else {
-        (full_sphere(b)?, full_torus(a)?, false)
-    };
-    let accuracy = sphere
-        .brep
-        .accuracy
-        .geometric
-        .max(torus.brep.accuracy.geometric);
-    let center = torus.frame.local(sphere.frame.origin);
-    let radial = center[0].hypot(center[1]);
-    let centerline_minimum = (radial - torus.major_radius).hypot(center[2]);
-    let centerline_maximum = (radial + torus.major_radius).hypot(center[2]);
-    let sphere_inside_torus = centerline_minimum + sphere.radius < torus.minor_radius - accuracy;
-    let torus_inside_sphere = centerline_maximum + torus.minor_radius < sphere.radius - accuracy;
-    if sphere_inside_torus || torus_inside_sphere {
-        let b_inside_a = if sphere_is_a {
-            torus_inside_sphere
-        } else {
-            sphere_inside_torus
-        };
-        return analytic_containment_boolean(a, b, b_inside_a, operation, id);
-    }
-    if (centerline_minimum + sphere.radius - torus.minor_radius).abs() <= accuracy
-        || (centerline_maximum + torus.minor_radius - sphere.radius).abs() <= accuracy
-    {
-        return Err(GeometryError::UnresolvedIntersection(
-            "sphere/torus containment boundary is below geometric resolution".into(),
-        ));
-    }
-    Err(GeometryError::CoverageGap {
-        families: ["sphere".into(), "intersecting ring torus".into()],
-    })
-}
-
-fn sphere_cylinder_boolean(
-    a: &BrepEnvelope,
-    b: &BrepEnvelope,
-    operation: BooleanOp,
-    id: String,
-) -> Result<BooleanResult, GeometryError> {
-    let (sphere, cylinder, sphere_is_a) = if matches!(
-        a.geometry.surfaces.first(),
-        Some(SurfaceGeometry::Sphere { .. })
-    ) {
-        (full_sphere(a)?, full_cylinder(b)?, true)
-    } else {
-        (full_sphere(b)?, full_cylinder(a)?, false)
-    };
-    let clearance = 4.0
-        * sphere
-            .brep
-            .accuracy
-            .geometric
-            .max(cylinder.brep.accuracy.geometric);
-    let local = cylinder.frame.local(sphere.frame.origin);
-    let radial = local[0].hypot(local[1]);
-    let sphere_margin = (cylinder.radius - radial - sphere.radius)
-        .min(local[2] - sphere.radius)
-        .min(cylinder.height - local[2] - sphere.radius);
-    let axial_extent = local[2].abs().max((cylinder.height - local[2]).abs());
-    let cylinder_extent = (radial + cylinder.radius).hypot(axial_extent);
-    let cylinder_margin = sphere.radius - cylinder_extent;
-    let sphere_inside_cylinder = sphere_margin > clearance;
-    let cylinder_inside_sphere = cylinder_margin > clearance;
-    if sphere_inside_cylinder || cylinder_inside_sphere {
-        let b_inside_a = if sphere_is_a {
-            cylinder_inside_sphere
-        } else {
-            sphere_inside_cylinder
-        };
-        return analytic_containment_boolean(a, b, b_inside_a, operation, id);
-    }
-    if sphere_margin.abs() <= clearance || cylinder_margin.abs() <= clearance {
-        return Err(GeometryError::UnresolvedIntersection(
-            "sphere/cylinder containment boundary is below geometric resolution".into(),
-        ));
-    }
-    offset_sphere_cylinder_boolean(&sphere, &cylinder, sphere_is_a, operation, id, clearance)
-}
-
-#[derive(Clone, Copy, Debug, Eq, PartialEq)]
-enum LoopRegion {
-    Patch,
-    Complement,
-}
-
-fn intersection_loop_sample(
-    graph: &super::face_intersection::IntersectionGraph,
-    branch: &super::face_intersection::IntersectionBranch,
-    side: usize,
-) -> Result<[f64; 2], GeometryError> {
-    let subdivisions = 128;
-    let mut points = Vec::with_capacity(subdivisions);
-    for index in 0..subdivisions {
-        let parameter = branch.range.lo + branch.range.width() * index as f64 / subdivisions as f64;
-        points.push(graph.geometry.pcurve_at(branch.pcurves[side], parameter)?);
-    }
-    let mut twice_area = 0.0;
-    let mut centroid = [0.0; 2];
-    for index in 0..points.len() {
-        let a = points[index];
-        let b = points[(index + 1) % points.len()];
-        let cross = a[0] * b[1] - b[0] * a[1];
-        twice_area += cross;
-        centroid[0] += (a[0] + b[0]) * cross;
-        centroid[1] += (a[1] + b[1]) * cross;
-    }
-    if twice_area.abs() <= f64::EPSILON {
-        return Ok([
-            points.iter().map(|point| point[0]).sum::<f64>() / points.len() as f64,
-            points.iter().map(|point| point[1]).sum::<f64>() / points.len() as f64,
-        ]);
-    }
-    Ok([
-        centroid[0] / (3.0 * twice_area),
-        centroid[1] / (3.0 * twice_area),
-    ])
-}
-
-fn intersection_loop_bounds(
-    graph: &super::face_intersection::IntersectionGraph,
-    branch: &super::face_intersection::IntersectionBranch,
-    side: usize,
-    tolerance: f64,
-) -> Result<[Interval; 2], GeometryError> {
-    pcurve_loop_bounds(
-        &graph.geometry,
-        branch.pcurves[side],
-        branch.range,
-        tolerance,
-    )
-}
-
-fn topology_loop_bounds(
-    brep: &BrepEnvelope,
-    loop_id: u32,
-    tolerance: f64,
-) -> Result<[Interval; 2], GeometryError> {
-    let loop_record = brep.topology.loops.get(loop_id as usize).ok_or_else(|| {
-        GeometryError::MissingReference {
-            kind: "loop".into(),
-            index: loop_id,
-        }
-    })?;
-    let halfedge = &brep.topology.halfedges[loop_record.start_halfedge as usize];
-    let pcurve = halfedge.geometry_use.pcurve.ok_or_else(|| {
-        GeometryError::InvalidTopology("intersection loop is missing its pcurve".into())
-    })?;
-    pcurve_loop_bounds(
-        &brep.geometry,
-        pcurve,
-        brep.topology.edges[halfedge.edge as usize].geometry.range(),
-        tolerance,
-    )
-}
-
-fn pcurve_loop_bounds(
-    geometry: &GeometryStore,
-    pcurve: u32,
-    range: Interval,
-    tolerance: f64,
-) -> Result<[Interval; 2], GeometryError> {
-    let mut lo = [f64::INFINITY; 2];
-    let mut hi = [f64::NEG_INFINITY; 2];
-    for index in 0..=256 {
-        let parameter = range.lo + range.width() * index as f64 / 256.0;
-        let uv = geometry.pcurve_at(pcurve, parameter)?;
-        for axis in 0..2 {
-            lo[axis] = lo[axis].min(uv[axis]);
-            hi[axis] = hi[axis].max(uv[axis]);
-        }
-    }
-    let padding =
-        [0, 1].map(|axis| (hi[axis] - lo[axis]).abs().max(tolerance) * 1.0e-6 + tolerance);
-    Ok([
-        Interval::new(lo[0] - padding[0], hi[0] + padding[0])?,
-        Interval::new(lo[1] - padding[1], hi[1] + padding[1])?,
-    ])
-}
-
-fn add_closed_intersection_loop(
-    brep: &mut BrepEnvelope,
-    edge: u32,
-    vertex: u32,
-    face: u32,
-    pcurve_geometry: PcurveGeometry,
-    sense: Orientation,
-    is_hole: bool,
-) -> Result<u32, GeometryError> {
-    let loop_id = brep.topology.loops.len() as u32;
-    let halfedge = brep.topology.halfedges.len() as u32;
-    let pcurve = brep.geometry.pcurves.len() as u32;
-    brep.geometry.pcurves.push(pcurve_geometry);
-    let edge_record = brep.topology.edges.get_mut(edge as usize).ok_or_else(|| {
-        GeometryError::InvalidTopology("intersection loop edge is missing".into())
-    })?;
-    let twin = if edge_record.halfedge == u32::MAX {
-        edge_record.halfedge = halfedge;
-        None
-    } else {
-        if edge_record.twin_halfedge.is_some() {
-            return Err(GeometryError::InvalidTopology(
-                "intersection loop edge is nonmanifold".into(),
-            ));
-        }
-        edge_record.twin_halfedge = Some(halfedge);
-        brep.topology.halfedges[edge_record.halfedge as usize].twin = Some(halfedge);
-        Some(edge_record.halfedge)
-    };
-    brep.topology.halfedges.push(HalfEdge {
-        id: halfedge,
-        from: vertex,
-        to: vertex,
-        twin,
-        next: Some(halfedge),
-        prev: Some(halfedge),
-        edge,
-        face: Some(face),
-        loop_ref: Some(loop_id),
-        wire_ref: None,
-        geometry_use: HalfEdgeGeometryUse {
-            sense,
-            pcurve: Some(pcurve),
-            periodic_lift: [0; 2],
-        },
-    });
-    if brep.topology.vertices[vertex as usize]
-        .outgoing_halfedge
-        .is_none()
-    {
-        brep.topology.vertices[vertex as usize].outgoing_halfedge = Some(halfedge);
-    }
-    brep.topology.loops.push(Loop {
-        id: loop_id,
-        start_halfedge: halfedge,
-        face_ref: face,
-        is_hole,
-    });
-    Ok(loop_id)
-}
-
-fn offset_sphere_cylinder_boolean(
-    sphere: &SphereInput<'_>,
-    cylinder: &CylinderInput<'_>,
-    sphere_is_a: bool,
-    operation: BooleanOp,
-    id: String,
-    clearance: f64,
-) -> Result<BooleanResult, GeometryError> {
-    let local = cylinder.frame.local(sphere.frame.origin);
-    let radial = local[0].hypot(local[1]);
-    let scale = sphere
-        .radius
-        .max(cylinder.radius)
-        .max(cylinder.height)
-        .max(1.0);
-    let roundoff = 128.0 * f64::EPSILON * scale;
-    if radial <= roundoff {
-        return coaxial_sphere_cylinder_boolean(
-            sphere,
-            cylinder,
-            sphere_is_a,
-            operation,
-            id,
-            clearance,
-        );
-    }
-    let sphere_low = local[2] - sphere.radius;
-    let sphere_high = local[2] + sphere.radius;
-    if sphere_low <= clearance || cylinder.height - sphere_high <= clearance {
-        return Err(GeometryError::CoverageGap {
-            families: ["sphere".into(), "finite cylinder cap intersection".into()],
-        });
-    }
-    let graph = intersect_faces(
-        FaceView {
-            brep: sphere.brep,
-            face: 0,
-        },
-        FaceView {
-            brep: cylinder.brep,
-            face: 0,
-        },
-    )?;
-    if graph.coincident || !graph.contacts.is_empty() || graph.branches.len() != 1 {
-        return Err(GeometryError::CoverageGap {
-            families: ["sphere".into(), "multi-branch or tangent cylinder".into()],
-        });
-    }
-    let branch = &graph.branches[0];
-    if norm(sub(branch.endpoints[0], branch.endpoints[1])) > clearance {
-        return Err(GeometryError::CoverageGap {
-            families: ["sphere".into(), "open cylinder intersection branch".into()],
-        });
-    }
-    let curve_definition = match graph.geometry.curves[branch.curve as usize] {
-        CurveGeometry::Intersection { definition } => definition,
-        _ => {
-            return Err(GeometryError::CoverageGap {
-                families: ["sphere".into(), "non-numerical cylinder branch".into()],
-            })
-        }
-    };
-    let loop_inside_other = [
-        classify_point(
-            cylinder.brep,
-            graph.geometry.surfaces[0].point_at(intersection_loop_sample(&graph, branch, 0)?)?,
-        )?,
-        classify_point(
-            sphere.brep,
-            graph.geometry.surfaces[1].point_at(intersection_loop_sample(&graph, branch, 1)?)?,
-        )?,
-    ];
-    if loop_inside_other.iter().any(|classification| {
-        matches!(
-            classification,
-            PointClassification::Unknown | PointClassification::Boundary
-        )
-    }) {
-        return Err(GeometryError::UnresolvedIntersection(
-            "sphere/cylinder intersection loop interior is unclassified".into(),
-        ));
-    }
-    let loop_inside_other = loop_inside_other.map(|value| value == PointClassification::Inside);
-    let (want_inside, reverse_selected) = match operation {
-        BooleanOp::Union => ([false, false], [false, false]),
-        BooleanOp::Intersection => ([true, true], [false, false]),
-        BooleanOp::Subtraction if sphere_is_a => ([false, true], [false, true]),
-        BooleanOp::Subtraction => ([true, false], [true, false]),
-    };
-    let regions: [LoopRegion; 2] = std::array::from_fn(|side| {
-        if loop_inside_other[side] == want_inside[side] {
-            LoopRegion::Patch
-        } else {
-            LoopRegion::Complement
-        }
-    });
-    let inputs = [sphere.brep, cylinder.brep];
-    let mut out = BrepEnvelope::new(
-        id,
-        Accuracy {
-            geometric: sphere
-                .brep
-                .accuracy
-                .geometric
-                .max(cylinder.brep.accuracy.geometric),
-            intersection: sphere
-                .brep
-                .accuracy
-                .intersection
-                .max(cylinder.brep.accuracy.intersection),
-            tessellation: sphere
-                .brep
-                .accuracy
-                .tessellation
-                .max(cylinder.brep.accuracy.tessellation),
-            exchange: sphere
-                .brep
-                .accuracy
-                .exchange
-                .max(cylinder.brep.accuracy.exchange),
-        },
-    )?;
-    let mut selected_faces = [None; 2];
-    let mut selected_surfaces = [None; 2];
-    let mut selected_shells = Vec::new();
-    for side in 0..2 {
-        if regions[side] != LoopRegion::Complement {
-            continue;
-        }
-        let face_offset = out.topology.faces.len() as u32;
-        let shell_offset = out.topology.shells.len() as u32;
-        append_analytic_input(&mut out, inputs[side])?;
-        selected_faces[side] = Some(face_offset);
-        selected_surfaces[side] = Some(out.topology.faces[face_offset as usize].surface);
-        selected_shells.push(shell_offset);
-        let next_face = out.topology.faces.len() as u32;
-        for face in face_offset..next_face {
-            out.topology.faces[face as usize].provenance.role = if face == face_offset {
-                FaceRole::Split
-            } else {
-                FaceRole::Preserved
-            };
-        }
-    }
-    if selected_shells.is_empty() {
-        out.topology.shells.push(Shell {
-            id: 0,
-            faces: Vec::new(),
-            is_closed: true,
-        });
-        out.solids.push(SolidRegion {
-            outer_shell: 0,
-            cavity_shells: Vec::new(),
-        });
-    } else if selected_shells.len() == 2 {
-        let faces = out.topology.shells[1].faces.clone();
-        for face in &faces {
-            out.topology.faces[*face as usize].shell_ref = Some(0);
-        }
-        out.topology.shells[0].faces.extend(faces);
-        out.topology.shells.pop();
-        out.solids.clear();
-        out.solids.push(SolidRegion {
-            outer_shell: 0,
-            cavity_shells: Vec::new(),
-        });
-    }
-    for side in 0..2 {
-        if regions[side] == LoopRegion::Patch {
-            selected_surfaces[side] = Some(out.geometry.surfaces.len() as u32);
-            out.geometry
-                .surfaces
-                .push(graph.geometry.surfaces[side].clone());
-        }
-    }
-    let mut definition_geometry = graph.geometry.intersections[curve_definition as usize].clone();
-    definition_geometry.surfaces = [
-        selected_surfaces[definition_geometry.surfaces[0] as usize].ok_or_else(|| {
-            GeometryError::InvalidTopology(
-                "sphere-cylinder first support surface was not retained".into(),
-            )
-        })?,
-        selected_surfaces[definition_geometry.surfaces[1] as usize].ok_or_else(|| {
-            GeometryError::InvalidTopology(
-                "sphere-cylinder second support surface was not retained".into(),
-            )
-        })?,
-    ];
-    let definition = out.geometry.intersections.len() as u32;
-    out.geometry.intersections.push(definition_geometry);
-    let curve = out.geometry.curves.len() as u32;
-    out.geometry
-        .curves
-        .push(CurveGeometry::Intersection { definition });
-    let vertex = out.topology.vertices.len() as u32;
-    out.topology.vertices.push(Vertex {
-        id: vertex,
-        position: branch.endpoints[0],
-        outgoing_halfedge: None,
-        tolerance: out.accuracy.geometric,
-    });
-    let edge = out.topology.edges.len() as u32;
-    out.topology.edges.push(Edge {
-        id: edge,
-        geometry: EdgeGeometry::Curve {
-            curve,
-            range: branch.range,
-        },
-        halfedge: u32::MAX,
-        twin_halfedge: None,
-        tolerance: out.accuracy.geometric,
-        chart_seam: false,
-    });
-    for side in 0..2 {
-        let pcurve = match graph.geometry.pcurves[branch.pcurves[side] as usize] {
-            PcurveGeometry::IntersectionSide {
-                side: intersection_side,
-                ..
-            } => PcurveGeometry::IntersectionSide {
-                definition,
-                side: intersection_side,
-            },
-            _ => {
-                return Err(GeometryError::InvalidGeometry(
-                    "numerical sphere-cylinder curve is missing an intersection-side pcurve".into(),
-                ))
-            }
-        };
-        let nominal_sense = if side == 0 {
-            Orientation::Forward
-        } else {
-            Orientation::Reverse
-        };
-        let loop_sense = if reverse_selected[side] {
-            reverse(nominal_sense)
-        } else {
-            nominal_sense
-        };
-        if regions[side] == LoopRegion::Complement {
-            let face = selected_faces[side].unwrap();
-            let loop_bounds =
-                intersection_loop_bounds(&graph, branch, side, out.accuracy.intersection)?;
-            for axis in 0..2 {
-                let bounds = out.topology.faces[face as usize].trim.uv_bounds[axis];
-                out.topology.faces[face as usize].trim.uv_bounds[axis] = Interval::new(
-                    bounds.lo.min(loop_bounds[axis].lo),
-                    bounds.hi.max(loop_bounds[axis].hi),
-                )?;
-            }
-            let loop_id = add_closed_intersection_loop(
-                &mut out, edge, vertex, face, pcurve, loop_sense, true,
-            )?;
-            out.topology.faces[face as usize].trim.holes.push(loop_id);
-        } else {
-            let face = out.topology.faces.len() as u32;
-            let loop_id = add_closed_intersection_loop(
-                &mut out, edge, vertex, face, pcurve, loop_sense, false,
-            )?;
-            out.topology.faces.push(Face {
-                id: face,
-                key: format!("{}:intersection-patch", inputs[side].topology.faces[0].key),
-                surface: selected_surfaces[side].unwrap(),
-                sense: Orientation::Forward,
-                trim: TrimRegion {
-                    chart: 0,
-                    uv_bounds: intersection_loop_bounds(
-                        &graph,
-                        branch,
-                        side,
-                        out.accuracy.intersection,
-                    )?,
-                    outer: loop_id,
-                    holes: Vec::new(),
-                },
-                shell_ref: Some(0),
-                provenance: FaceProvenance {
-                    sources: vec![brep_face_source(inputs[side], 0)],
-                    role: if reverse_selected[side] {
-                        FaceRole::Cut
-                    } else {
-                        FaceRole::Split
-                    },
-                    reversed: reverse_selected[side],
-                },
-            });
-            out.topology.shells[0].faces.push(face);
-            selected_faces[side] = Some(face);
-        }
-    }
-    for side in 0..2 {
-        if reverse_selected[side] {
-            reverse_face(&mut out, selected_faces[side].unwrap());
-        }
-    }
-    out.revision = sphere
-        .brep
-        .revision
-        .max(cylinder.brep.revision)
-        .checked_add(1)
-        .ok_or_else(|| GeometryError::LimitExceeded("boolean revision overflow".into()))?;
-    out.validate()?;
-    let mappings = if sphere_is_a {
-        analytic_face_mappings(&out, [sphere.brep, cylinder.brep])
-    } else {
-        analytic_face_mappings(&out, [cylinder.brep, sphere.brep])
-    };
-    Ok(BooleanResult {
-        brep: out,
-        report: BooleanReport {
-            operation,
-            quality: GeometryQuality::Analytic,
-            contacts: Vec::new(),
-            coincident: false,
-            face_mappings: mappings,
-        },
-    })
-}
-
-fn sphere_box_boolean(
-    a: &BrepEnvelope,
-    b: &BrepEnvelope,
-    operation: BooleanOp,
-    id: String,
-) -> Result<BooleanResult, GeometryError> {
-    let (sphere, box_, sphere_is_a) = if matches!(
-        a.geometry.surfaces.first(),
-        Some(SurfaceGeometry::Sphere { .. })
-    ) {
-        (full_sphere(a)?, super::box_booleans::full_box(b)?, true)
-    } else {
-        (full_sphere(b)?, super::box_booleans::full_box(a)?, false)
-    };
-    let clearance = 4.0
-        * sphere
-            .brep
-            .accuracy
-            .geometric
-            .max(box_.brep.accuracy.geometric);
-    let center = box_.frame.local(sphere.frame.origin);
-    let sphere_margin = (0..3).fold(f64::INFINITY, |margin, axis| {
-        margin
-            .min(center[axis] - sphere.radius)
-            .min(box_.size[axis] - center[axis] - sphere.radius)
-    });
-    let mut farthest: f64 = 0.0;
-    for corner in 0..8 {
-        let point = box_.frame.point(std::array::from_fn(|axis| {
-            if corner & (1 << axis) == 0 {
-                0.0
-            } else {
-                box_.size[axis]
-            }
-        }));
-        farthest = farthest.max(norm(sub(point, sphere.frame.origin)));
-    }
-    let box_margin = sphere.radius - farthest;
-    let sphere_inside_box = sphere_margin > clearance;
-    let box_inside_sphere = box_margin > clearance;
-    if sphere_inside_box || box_inside_sphere {
-        let b_inside_a = if sphere_is_a {
-            box_inside_sphere
-        } else {
-            sphere_inside_box
-        };
-        return analytic_containment_boolean(a, b, b_inside_a, operation, id);
-    }
-    if sphere_margin.abs() <= clearance || box_margin.abs() <= clearance {
-        return Err(GeometryError::UnresolvedIntersection(
-            "sphere/cuboid containment boundary is below geometric resolution".into(),
-        ));
-    }
-    single_face_sphere_box_boolean(&sphere, &box_, sphere_is_a, operation, id, clearance)
-}
-
-fn box_source(input: &super::box_booleans::BoxInput<'_>, face: usize) -> FaceSource {
-    FaceSource {
-        entity: input.brep.id.clone(),
-        body: input.brep.id.clone(),
-        key: input.brep.topology.faces[face].key.clone(),
-        face: face as u32,
-    }
-}
-
-fn single_face_sphere_box_boolean(
-    sphere: &SphereInput<'_>,
-    box_: &super::box_booleans::BoxInput<'_>,
-    sphere_is_a: bool,
-    operation: BooleanOp,
-    id: String,
-    clearance: f64,
-) -> Result<BooleanResult, GeometryError> {
-    let accuracy = Accuracy {
-        geometric: sphere
-            .brep
-            .accuracy
-            .geometric
-            .max(box_.brep.accuracy.geometric),
-        intersection: sphere
-            .brep
-            .accuracy
-            .intersection
-            .max(box_.brep.accuracy.intersection),
-        tessellation: sphere
-            .brep
-            .accuracy
-            .tessellation
-            .max(box_.brep.accuracy.tessellation),
-        exchange: sphere
-            .brep
-            .accuracy
-            .exchange
-            .max(box_.brep.accuracy.exchange),
-    };
-    let center = box_.frame.local(sphere.frame.origin);
-    let box_axes = [box_.frame.x, box_.frame.y, box_.frame.z];
-    let mut crossings = Vec::new();
-    for axis in 0..3 {
-        for upper in [false, true] {
-            let signed_plane = if upper {
-                center[axis] - box_.size[axis]
-            } else {
-                -center[axis]
-            };
-            let separation = signed_plane.abs() - sphere.radius;
-            if separation.abs() <= clearance {
-                return Err(GeometryError::UnresolvedIntersection(
-                    "sphere is tangent to a cuboid face within geometric resolution".into(),
-                ));
-            }
-            if separation < 0.0 {
-                crossings.push((axis, upper, signed_plane));
-            } else if signed_plane > sphere.radius {
-                return Err(GeometryError::CoverageGap {
-                    families: ["sphere".into(), "cuboid".into()],
-                });
-            }
-        }
-    }
-    let [(axis, upper, signed_plane)] = crossings.as_slice() else {
-        return Err(GeometryError::CoverageGap {
-            families: ["sphere".into(), "multi-face cuboid intersection".into()],
-        });
-    };
-    let axis = *axis;
-    let upper = *upper;
-    let signed_plane = *signed_plane;
-    let inward = if upper {
-        scale(box_axes[axis], -1.0)
-    } else {
-        box_axes[axis]
-    };
-    let tangent_axis = match axis {
-        0 => box_axes[1],
-        _ => box_axes[0],
-    };
-    let cap_frame = Frame3::from_axis(sphere.frame.origin, inward, tangent_axis)?;
-    let latitude = (signed_plane / sphere.radius).asin();
-    let circle_radius =
-        ((sphere.radius - signed_plane.abs()) * (sphere.radius + signed_plane.abs())).sqrt();
-    if circle_radius <= clearance {
-        return Err(GeometryError::UnresolvedIntersection(
-            "sphere/cuboid intersection circle is below geometric resolution".into(),
-        ));
-    }
-    let circle_frame = Frame3 {
-        origin: cap_frame.point([0.0, 0.0, signed_plane]),
-        ..cap_frame
-    };
-    let entry_face = match axis {
-        0 => 2 + usize::from(upper),
-        1 => 4 + usize::from(upper),
-        _ => usize::from(upper),
-    };
-    let mut builder = Builder::new(id, accuracy)?;
-    let circle_vertex = builder.vertex(circle_frame.point([circle_radius, 0.0, 0.0]));
-    let circle_edge = builder.edge(
-        CurveGeometry::Circle {
-            frame: circle_frame,
-            radius: circle_radius,
-        },
-        Interval::new(0.0, std::f64::consts::TAU)?,
-        false,
-    );
-
-    if operation == BooleanOp::Intersection || (operation == BooleanOp::Subtraction && sphere_is_a)
-    {
-        let keep_inside_box = operation == BooleanOp::Intersection;
-        let disk_frame = if keep_inside_box {
-            Frame3 {
-                x: circle_frame.x,
-                y: scale(circle_frame.y, -1.0),
-                z: scale(circle_frame.z, -1.0),
-                ..circle_frame
-            }
-        } else {
-            circle_frame
-        };
-        builder.face(
-            "cuboid:cap",
-            SurfaceGeometry::Plane { frame: disk_frame },
-            [[-circle_radius, circle_radius]; 2],
-            vec![boundary(
-                circle_edge,
-                circle_vertex,
-                circle_vertex,
-                if keep_inside_box {
-                    Orientation::Reverse
-                } else {
-                    Orientation::Forward
-                },
-                PcurveGeometry::Conic2 {
-                    origin: [0.0; 2],
-                    axis_a: [circle_radius, 0.0],
-                    axis_b: [
-                        0.0,
-                        if keep_inside_box {
-                            -circle_radius
-                        } else {
-                            circle_radius
-                        },
-                    ],
-                },
-            )],
-        )?;
-        builder.brep.topology.faces[0].provenance = face_provenance(
-            vec![box_source(box_, entry_face)],
-            if keep_inside_box {
-                FaceRole::Split
-            } else {
-                FaceRole::Cut
-            },
-            !keep_inside_box,
-        );
-        patch(
-            &mut builder,
-            sphere,
-            cap_frame,
-            latitude,
-            keep_inside_box,
-            circle_edge,
-            circle_vertex,
-            false,
-        )?;
-    } else {
-        let points: Vec<_> = (0..8)
-            .map(|index| {
-                box_.frame.point(std::array::from_fn(|coordinate| {
-                    if index & (1 << coordinate) == 0 {
-                        0.0
-                    } else {
-                        box_.size[coordinate]
-                    }
-                }))
-            })
-            .collect();
-        let vertices = points
-            .iter()
-            .map(|point| builder.vertex(*point))
-            .collect::<Vec<_>>();
-        let mut edges = [[u32::MAX; 3]; 8];
-        for index in 0..8 {
-            for coordinate in 0..3 {
-                if index & (1 << coordinate) == 0 {
-                    edges[index][coordinate] = builder.edge(
-                        CurveGeometry::Line {
-                            origin: points[index],
-                            direction: box_axes[coordinate],
-                        },
-                        Interval::new(0.0, box_.size[coordinate])?,
-                        false,
-                    );
-                }
-            }
-        }
-        for (face_index, (key, indices, normal)) in [
-            ("bottom", [0, 2, 3, 1], scale(box_.frame.z, -1.0)),
-            ("top", [4, 5, 7, 6], box_.frame.z),
-            ("left", [0, 4, 6, 2], scale(box_.frame.x, -1.0)),
-            ("right", [1, 3, 7, 5], box_.frame.x),
-            ("front", [0, 1, 5, 4], scale(box_.frame.y, -1.0)),
-            ("back", [2, 6, 7, 3], box_.frame.y),
-        ]
-        .into_iter()
-        .enumerate()
-        {
-            let face_frame = Frame3::from_axis(
-                points[indices[0]],
-                normal,
-                sub(points[indices[1]], points[indices[0]]),
-            )?;
-            let mut bounds = [[f64::INFINITY, f64::NEG_INFINITY]; 2];
-            let mut uses = Vec::with_capacity(4);
-            for index in 0..4 {
-                let from = indices[index];
-                let to = indices[(index + 1) % 4];
-                let coordinate = (from ^ to).trailing_zeros() as usize;
-                uses.push(plane_boundary(
-                    &builder,
-                    face_frame,
-                    edges[from.min(to)][coordinate],
-                    vertices[from],
-                    vertices[to],
-                    if from < to {
-                        Orientation::Forward
-                    } else {
-                        Orientation::Reverse
-                    },
-                )?);
-                let uv = face_frame.local(points[from]);
-                for coordinate in 0..2 {
-                    bounds[coordinate][0] = bounds[coordinate][0].min(uv[coordinate]);
-                    bounds[coordinate][1] = bounds[coordinate][1].max(uv[coordinate]);
-                }
-            }
-            for bound in &mut bounds {
-                bound[0] -= accuracy.geometric;
-                bound[1] += accuracy.geometric;
-            }
-            let holes = if face_index == entry_face {
-                vec![vec![plane_boundary(
-                    &builder,
-                    face_frame,
-                    circle_edge,
-                    circle_vertex,
-                    circle_vertex,
-                    Orientation::Forward,
-                )?]]
-            } else {
-                Vec::new()
-            };
-            builder.face_with_holes(
-                key,
-                SurfaceGeometry::Plane { frame: face_frame },
-                bounds,
-                uses,
-                holes,
-            )?;
-            builder.brep.topology.faces[face_index].provenance = face_provenance(
-                vec![box_source(box_, face_index)],
-                if face_index == entry_face {
-                    FaceRole::Split
-                } else {
-                    FaceRole::Preserved
-                },
-                false,
-            );
-        }
-        patch(
-            &mut builder,
-            sphere,
-            cap_frame,
-            latitude,
-            operation == BooleanOp::Subtraction,
-            circle_edge,
-            circle_vertex,
-            operation == BooleanOp::Subtraction,
-        )?;
-    }
-
-    let mut out = builder.finish()?;
-    out.revision = sphere
-        .brep
-        .revision
-        .max(box_.brep.revision)
-        .checked_add(1)
-        .ok_or_else(|| GeometryError::LimitExceeded("boolean revision overflow".into()))?;
-    out.validate()?;
-    let inputs = if sphere_is_a {
-        [sphere.brep, box_.brep]
-    } else {
-        [box_.brep, sphere.brep]
-    };
-    Ok(BooleanResult {
-        report: BooleanReport {
-            operation,
-            quality: GeometryQuality::Analytic,
-            contacts: Vec::new(),
-            coincident: false,
-            face_mappings: analytic_face_mappings(&out, inputs),
-        },
-        brep: out,
-    })
-}
-
-fn perpendicular_cylinder_box_boolean(
-    box_: &super::box_booleans::BoxInput<'_>,
-    cylinder: &CylinderInput<'_>,
-    cylinder_is_a: bool,
-    operation: BooleanOp,
-    id: String,
-    accuracy: Accuracy,
-) -> Result<BooleanResult, GeometryError> {
-    let box_axes = [box_.frame.x, box_.frame.y, box_.frame.z];
-    let (axis, alignment) = box_axes
-        .iter()
-        .enumerate()
-        .map(|(axis, direction)| (axis, dot(cylinder.frame.z, *direction)))
-        .max_by(|left, right| left.1.abs().total_cmp(&right.1.abs()))
-        .ok_or_else(|| GeometryError::InvalidGeometry("cuboid has no frame axes".into()))?;
-    if 1.0 - alignment.abs() > 1.0e-12 {
-        return Err(GeometryError::CoverageGap {
-            families: ["cylinder".into(), "oblique cuboid intersection".into()],
-        });
-    }
-    let local_origin = box_.frame.local(cylinder.frame.origin);
-    let other_axes = match axis {
-        0 => [1, 2],
-        1 => [0, 2],
-        _ => [0, 1],
-    };
-    let radial_margins = other_axes.map(|candidate| {
-        (local_origin[candidate] - cylinder.radius)
-            .min(box_.size[candidate] - local_origin[candidate] - cylinder.radius)
-    });
-    if radial_margins
-        .iter()
-        .any(|margin| margin.abs() <= 4.0 * accuracy.geometric)
-    {
-        return Err(GeometryError::UnresolvedIntersection(
-            "cylindrical opening is tangent to a cuboid side within geometric resolution".into(),
-        ));
-    }
-    if radial_margins.iter().any(|margin| *margin < 0.0) {
-        return Err(GeometryError::CoverageGap {
-            families: ["cylinder".into(), "side-intersecting cuboid".into()],
-        });
-    }
-    let axial_end = local_origin[axis] + alignment * cylinder.height;
-    let axial_span = [
-        local_origin[axis].min(axial_end),
-        local_origin[axis].max(axial_end),
-    ];
-    let low_clearance = -axial_span[0];
-    let high_clearance = axial_span[1] - box_.size[axis];
-    if low_clearance.abs() <= 4.0 * accuracy.geometric
-        || high_clearance.abs() <= 4.0 * accuracy.geometric
-    {
-        return Err(GeometryError::UnresolvedIntersection(
-            "cylinder cap meets a cuboid boundary within geometric resolution".into(),
-        ));
-    }
-    let crosses_low = low_clearance > 4.0 * accuracy.geometric;
-    let crosses_high = high_clearance > 4.0 * accuracy.geometric;
-    let clipped_low = axial_span[0].max(0.0);
-    let clipped_high = axial_span[1].min(box_.size[axis]);
-    if clipped_high - clipped_low <= 4.0 * accuracy.geometric {
-        return Err(GeometryError::UnresolvedIntersection(
-            "cylinder/cuboid overlap is below geometric resolution".into(),
-        ));
-    }
-    if !crosses_low && !crosses_high {
-        return Err(GeometryError::CoverageGap {
-            families: ["cylinder".into(), "contained cuboid intersection".into()],
-        });
-    }
-
-    let mut center = local_origin;
-    center[axis] = clipped_low;
-    let low_center = box_.frame.point(center);
-    let tunnel_frame = Frame3::from_axis(low_center, box_axes[axis], box_axes[other_axes[0]])?;
-    let tunnel_height = clipped_high - clipped_low;
-    let low_face = match axis {
-        0 => 2,
-        1 => 4,
-        _ => 0,
-    };
-    let high_face = low_face + 1;
-    let cylinder_low_face = if alignment > 0.0 { 1 } else { 2 };
-    let cylinder_high_face = if alignment > 0.0 { 2 } else { 1 };
-    if operation == BooleanOp::Intersection {
-        let mut out =
-            primitives::cylinder(id, tunnel_frame, cylinder.radius, tunnel_height, accuracy)?;
-        out.topology.faces[0].provenance =
-            face_provenance(vec![cylinder_source(cylinder, 0)], FaceRole::Split, false);
-        out.topology.faces[1].provenance = face_provenance(
-            vec![if crosses_low {
-                box_source(box_, low_face)
-            } else {
-                cylinder_source(cylinder, cylinder_low_face)
-            }],
-            FaceRole::Split,
-            false,
-        );
-        out.topology.faces[2].provenance = face_provenance(
-            vec![if crosses_high {
-                box_source(box_, high_face)
-            } else {
-                cylinder_source(cylinder, cylinder_high_face)
-            }],
-            FaceRole::Split,
-            false,
-        );
-        out.revision = box_
-            .brep
-            .revision
-            .max(cylinder.brep.revision)
-            .checked_add(1)
-            .ok_or_else(|| GeometryError::LimitExceeded("boolean revision overflow".into()))?;
-        out.validate()?;
-        return Ok(BooleanResult {
-            report: BooleanReport {
-                operation,
-                quality: GeometryQuality::Analytic,
-                contacts: Vec::new(),
-                coincident: false,
-                face_mappings: analytic_face_mappings(&out, [box_.brep, cylinder.brep]),
-            },
-            brep: out,
-        });
-    }
-    if operation == BooleanOp::Subtraction && cylinder_is_a {
-        let mut out = BrepEnvelope::new(id, accuracy)?;
-        if crosses_low {
-            let mut frame = tunnel_frame;
-            frame.origin = box_.frame.point({
-                let mut point = local_origin;
-                point[axis] = axial_span[0];
-                point
-            });
-            append_cylinder_segment(
-                &mut out,
-                frame,
-                cylinder.radius,
-                -axial_span[0],
-                [
-                    face_provenance(vec![cylinder_source(cylinder, 0)], FaceRole::Split, false),
-                    face_provenance(
-                        vec![cylinder_source(cylinder, cylinder_low_face)],
-                        FaceRole::Preserved,
-                        false,
-                    ),
-                    face_provenance(vec![box_source(box_, low_face)], FaceRole::Cut, true),
-                ],
-                0,
-            )?;
-        }
-        if crosses_high {
-            let mut frame = tunnel_frame;
-            frame.origin = box_.frame.point({
-                let mut point = local_origin;
-                point[axis] = box_.size[axis];
-                point
-            });
-            append_cylinder_segment(
-                &mut out,
-                frame,
-                cylinder.radius,
-                axial_span[1] - box_.size[axis],
-                [
-                    face_provenance(vec![cylinder_source(cylinder, 0)], FaceRole::Split, false),
-                    face_provenance(vec![box_source(box_, high_face)], FaceRole::Cut, true),
-                    face_provenance(
-                        vec![cylinder_source(cylinder, cylinder_high_face)],
-                        FaceRole::Preserved,
-                        false,
-                    ),
-                ],
-                usize::from(crosses_low),
-            )?;
-        }
-        out.revision = box_
-            .brep
-            .revision
-            .max(cylinder.brep.revision)
-            .checked_add(1)
-            .ok_or_else(|| GeometryError::LimitExceeded("boolean revision overflow".into()))?;
-        out.validate()?;
-        let inputs = if cylinder_is_a {
-            [cylinder.brep, box_.brep]
-        } else {
-            [box_.brep, cylinder.brep]
-        };
-        return Ok(BooleanResult {
-            report: BooleanReport {
-                operation,
-                quality: GeometryQuality::Analytic,
-                contacts: Vec::new(),
-                coincident: false,
-                face_mappings: analytic_face_mappings(&out, inputs),
-            },
-            brep: out,
-        });
-    }
-    let mut builder = Builder::new(id, accuracy)?;
-    let points: Vec<_> = (0..8)
-        .map(|index| {
-            box_.frame.point(std::array::from_fn(|coordinate| {
-                if index & (1 << coordinate) == 0 {
-                    0.0
-                } else {
-                    box_.size[coordinate]
-                }
-            }))
-        })
-        .collect();
-    let vertices = points
-        .iter()
-        .map(|point| builder.vertex(*point))
-        .collect::<Vec<_>>();
-    let mut edges = [[u32::MAX; 3]; 8];
-    for index in 0..8 {
-        for coordinate in 0..3 {
-            if index & (1 << coordinate) == 0 {
-                edges[index][coordinate] = builder.edge(
-                    CurveGeometry::Line {
-                        origin: points[index],
-                        direction: box_axes[coordinate],
-                    },
-                    Interval::new(0.0, box_.size[coordinate])?,
-                    false,
-                );
-            }
-        }
-    }
-    let tau = std::f64::consts::TAU;
-    let high_frame = Frame3 {
-        origin: tunnel_frame.point([0.0, 0.0, tunnel_height]),
-        ..tunnel_frame
-    };
-    let low_boundary = if operation == BooleanOp::Subtraction || crosses_low {
-        Some(circular_boundary(
-            &mut builder,
-            tunnel_frame,
-            cylinder.radius,
-            0.0,
-        )?)
-    } else {
-        None
-    };
-    let high_boundary = if operation == BooleanOp::Subtraction || crosses_high {
-        Some(circular_boundary(
-            &mut builder,
-            tunnel_frame,
-            cylinder.radius,
-            tunnel_height,
-        )?)
-    } else {
-        None
-    };
-    let seam = if operation == BooleanOp::Subtraction {
-        Some(builder.edge(
-            CurveGeometry::Line {
-                origin: tunnel_frame.point([cylinder.radius, 0.0, 0.0]),
-                direction: tunnel_frame.z,
-            },
-            Interval::new(0.0, tunnel_height)?,
-            true,
-        ))
-    } else {
-        None
-    };
-    for (face_index, (key, indices, normal)) in [
-        ("bottom", [0, 2, 3, 1], scale(box_.frame.z, -1.0)),
-        ("top", [4, 5, 7, 6], box_.frame.z),
-        ("left", [0, 4, 6, 2], scale(box_.frame.x, -1.0)),
-        ("right", [1, 3, 7, 5], box_.frame.x),
-        ("front", [0, 1, 5, 4], scale(box_.frame.y, -1.0)),
-        ("back", [2, 6, 7, 3], box_.frame.y),
-    ]
-    .into_iter()
-    .enumerate()
-    {
-        let face_frame = Frame3::from_axis(
-            points[indices[0]],
-            normal,
-            sub(points[indices[1]], points[indices[0]]),
-        )?;
-        let mut bounds = [[f64::INFINITY, f64::NEG_INFINITY]; 2];
-        let mut uses = Vec::with_capacity(4);
-        for index in 0..4 {
-            let from = indices[index];
-            let to = indices[(index + 1) % 4];
-            let coordinate = (from ^ to).trailing_zeros() as usize;
-            uses.push(plane_boundary(
-                &builder,
-                face_frame,
-                edges[from.min(to)][coordinate],
-                vertices[from],
-                vertices[to],
-                if from < to {
-                    Orientation::Forward
-                } else {
-                    Orientation::Reverse
-                },
-            )?);
-            let uv = face_frame.local(points[from]);
-            for coordinate in 0..2 {
-                bounds[coordinate][0] = bounds[coordinate][0].min(uv[coordinate]);
-                bounds[coordinate][1] = bounds[coordinate][1].max(uv[coordinate]);
-            }
-        }
-        for bound in &mut bounds {
-            bound[0] -= accuracy.geometric;
-            bound[1] += accuracy.geometric;
-        }
-        let holes = if (face_index == low_face && crosses_low)
-            || (face_index == high_face && crosses_high)
-        {
-            let is_low = face_index == low_face;
-            let circle_frame = if is_low { tunnel_frame } else { high_frame };
-            let circle_center = face_frame.local(circle_frame.origin);
-            let (vertex, circle) = if is_low {
-                low_boundary.ok_or_else(|| {
-                    GeometryError::InvalidTopology("missing low cylinder boundary".into())
-                })?
-            } else {
-                high_boundary.ok_or_else(|| {
-                    GeometryError::InvalidTopology("missing high cylinder boundary".into())
-                })?
-            };
-            vec![vec![boundary(
-                circle,
-                vertex,
-                vertex,
-                if is_low {
-                    Orientation::Forward
-                } else {
-                    Orientation::Reverse
-                },
-                PcurveGeometry::Conic2 {
-                    origin: [circle_center[0], circle_center[1]],
-                    axis_a: [
-                        cylinder.radius * dot(circle_frame.x, face_frame.x),
-                        cylinder.radius * dot(circle_frame.x, face_frame.y),
-                    ],
-                    axis_b: [
-                        cylinder.radius * dot(circle_frame.y, face_frame.x),
-                        cylinder.radius * dot(circle_frame.y, face_frame.y),
-                    ],
-                },
-            )]]
-        } else {
-            Vec::new()
-        };
-        builder.face_with_holes(
-            key,
-            SurfaceGeometry::Plane { frame: face_frame },
-            bounds,
-            uses,
-            holes,
-        )?;
-        builder.brep.topology.faces[face_index].provenance = face_provenance(
-            vec![box_source(box_, face_index)],
-            if (face_index == low_face && crosses_low) || (face_index == high_face && crosses_high)
-            {
-                FaceRole::Split
-            } else {
-                FaceRole::Preserved
-            },
-            false,
-        );
-    }
-    if operation == BooleanOp::Subtraction {
-        let (low_vertex, low_circle) = low_boundary.ok_or_else(|| {
-            GeometryError::InvalidTopology("missing low cylinder boundary".into())
-        })?;
-        let (high_vertex, high_circle) = high_boundary.ok_or_else(|| {
-            GeometryError::InvalidTopology("missing high cylinder boundary".into())
-        })?;
-        let seam = seam.ok_or_else(|| {
-            GeometryError::InvalidTopology("missing cylinder seam boundary".into())
-        })?;
-        let tunnel_face = builder.brep.topology.faces.len() as u32;
-        builder.face(
-            "cutter:tunnel",
-            SurfaceGeometry::Cylinder {
-                frame: tunnel_frame,
-                radius: cylinder.radius,
-            },
-            [[0.0, tau], [0.0, tunnel_height]],
-            vec![
-                boundary(
-                    low_circle,
-                    low_vertex,
-                    low_vertex,
-                    Orientation::Forward,
-                    uv_line([0.0, 0.0], [1.0, 0.0]),
-                ),
-                boundary(
-                    seam,
-                    low_vertex,
-                    high_vertex,
-                    Orientation::Forward,
-                    uv_line([tau, 0.0], [0.0, 1.0]),
-                ),
-                boundary(
-                    high_circle,
-                    high_vertex,
-                    high_vertex,
-                    Orientation::Reverse,
-                    uv_line([0.0, tunnel_height], [1.0, 0.0]),
-                ),
-                boundary(
-                    seam,
-                    high_vertex,
-                    low_vertex,
-                    Orientation::Reverse,
-                    uv_line([0.0, 0.0], [0.0, 1.0]),
-                ),
-            ],
-        )?;
-        builder.brep.topology.faces[tunnel_face as usize].provenance =
-            face_provenance(vec![cylinder_source(cylinder, 0)], FaceRole::Cut, true);
-        reverse_face(&mut builder.brep, tunnel_face);
-        if crosses_low != crosses_high {
-            let (key, circle, vertex, mut cap_frame, sense, axis_b, cylinder_cap) = if crosses_low {
-                (
-                    "cutter:pocket_cap",
-                    high_circle,
-                    high_vertex,
-                    high_frame,
-                    Orientation::Forward,
-                    [0.0, cylinder.radius],
-                    if alignment > 0.0 { 2 } else { 1 },
-                )
-            } else {
-                let mut cap_frame = tunnel_frame;
-                cap_frame.y = scale(cap_frame.y, -1.0);
-                cap_frame.z = scale(cap_frame.z, -1.0);
-                (
-                    "cutter:pocket_cap",
-                    low_circle,
-                    low_vertex,
-                    cap_frame,
-                    Orientation::Reverse,
-                    [0.0, -cylinder.radius],
-                    if alignment > 0.0 { 1 } else { 2 },
-                )
-            };
-            let cap_face = builder.brep.topology.faces.len() as u32;
-            cap_frame.origin = if crosses_low {
-                high_frame.origin
-            } else {
-                tunnel_frame.origin
-            };
-            builder.face(
-                key,
-                SurfaceGeometry::Plane { frame: cap_frame },
-                [[-cylinder.radius, cylinder.radius]; 2],
-                vec![boundary(
-                    circle,
-                    vertex,
-                    vertex,
-                    sense,
-                    PcurveGeometry::Conic2 {
-                        origin: [0.0; 2],
-                        axis_a: [cylinder.radius, 0.0],
-                        axis_b,
-                    },
-                )],
-            )?;
-            builder.brep.topology.faces[cap_face as usize].provenance = face_provenance(
-                vec![cylinder_source(cylinder, cylinder_cap)],
-                FaceRole::Cut,
-                true,
-            );
-            reverse_face(&mut builder.brep, cap_face);
-        }
-    } else {
-        if crosses_low {
-            let entry = low_boundary.ok_or_else(|| {
-                GeometryError::InvalidTopology("missing low cylinder boundary".into())
-            })?;
-            let outer_z = axial_span[0] - clipped_low;
-            let outer = circular_boundary(&mut builder, tunnel_frame, cylinder.radius, outer_z)?;
-            cylinder_band(
-                &mut builder,
-                tunnel_frame,
-                cylinder.radius,
-                outer_z,
-                0.0,
-                outer,
-                entry,
-                face_provenance(vec![cylinder_source(cylinder, 0)], FaceRole::Split, false),
-                false,
-            )?;
-            cylinder_cap(
-                &mut builder,
-                tunnel_frame,
-                cylinder.radius,
-                outer_z,
-                outer,
-                false,
-                face_provenance(
-                    vec![cylinder_source(cylinder, cylinder_low_face)],
-                    FaceRole::Preserved,
-                    false,
-                ),
-            )?;
-        }
-        if crosses_high {
-            let entry = high_boundary.ok_or_else(|| {
-                GeometryError::InvalidTopology("missing high cylinder boundary".into())
-            })?;
-            let outer_z = axial_span[1] - clipped_low;
-            let outer = circular_boundary(&mut builder, tunnel_frame, cylinder.radius, outer_z)?;
-            cylinder_band(
-                &mut builder,
-                tunnel_frame,
-                cylinder.radius,
-                tunnel_height,
-                outer_z,
-                entry,
-                outer,
-                face_provenance(vec![cylinder_source(cylinder, 0)], FaceRole::Split, false),
-                false,
-            )?;
-            cylinder_cap(
-                &mut builder,
-                tunnel_frame,
-                cylinder.radius,
-                outer_z,
-                outer,
-                true,
-                face_provenance(
-                    vec![cylinder_source(cylinder, cylinder_high_face)],
-                    FaceRole::Preserved,
-                    false,
-                ),
-            )?;
-        }
-    }
-    let mut out = builder.finish()?;
-    out.revision = box_
-        .brep
-        .revision
-        .max(cylinder.brep.revision)
-        .checked_add(1)
-        .ok_or_else(|| GeometryError::LimitExceeded("boolean revision overflow".into()))?;
-    out.validate()?;
-    let inputs = if cylinder_is_a {
-        [cylinder.brep, box_.brep]
-    } else {
-        [box_.brep, cylinder.brep]
-    };
-    Ok(BooleanResult {
-        report: BooleanReport {
-            operation,
-            quality: GeometryQuality::Analytic,
-            contacts: Vec::new(),
-            coincident: false,
-            face_mappings: analytic_face_mappings(&out, inputs),
-        },
-        brep: out,
-    })
-}
-
-fn cylinder_box_boolean(
-    a: &BrepEnvelope,
-    b: &BrepEnvelope,
-    operation: BooleanOp,
-    id: String,
-) -> Result<BooleanResult, GeometryError> {
-    let (cylinder, box_, cylinder_is_a) = if matches!(
-        a.geometry.surfaces.first(),
-        Some(SurfaceGeometry::Cylinder { .. })
-    ) {
-        (full_cylinder(a)?, super::box_booleans::full_box(b)?, true)
-    } else {
-        (full_cylinder(b)?, super::box_booleans::full_box(a)?, false)
-    };
-    let clearance = 4.0
-        * cylinder
-            .brep
-            .accuracy
-            .geometric
-            .max(box_.brep.accuracy.geometric);
-    let origin = box_.frame.local(cylinder.frame.origin);
-    let box_axes = [box_.frame.x, box_.frame.y, box_.frame.z];
-    let mut cylinder_margin = f64::INFINITY;
-    for axis in 0..3 {
-        let axial_rate = dot(cylinder.frame.z, box_axes[axis]);
-        let radial_extent = cylinder.radius * (1.0 - axial_rate * axial_rate).max(0.0).sqrt();
-        let other = origin[axis] + axial_rate * cylinder.height;
-        let lo = origin[axis].min(other) - radial_extent;
-        let hi = origin[axis].max(other) + radial_extent;
-        cylinder_margin = cylinder_margin.min(lo).min(box_.size[axis] - hi);
-    }
-    let mut box_margin = f64::INFINITY;
-    for corner in 0..8 {
-        let point = box_.frame.point(std::array::from_fn(|axis| {
-            if corner & (1 << axis) == 0 {
-                0.0
-            } else {
-                box_.size[axis]
-            }
-        }));
-        let local = cylinder.frame.local(point);
-        box_margin = box_margin
-            .min(cylinder.radius - local[0].hypot(local[1]))
-            .min(local[2])
-            .min(cylinder.height - local[2]);
-    }
-    let cylinder_inside_box = cylinder_margin > clearance;
-    let box_inside_cylinder = box_margin > clearance;
-    if cylinder_inside_box || box_inside_cylinder {
-        let b_inside_a = if cylinder_is_a {
-            box_inside_cylinder
-        } else {
-            cylinder_inside_box
-        };
-        return analytic_containment_boolean(a, b, b_inside_a, operation, id);
-    }
-    if cylinder_margin.abs() <= clearance || box_margin.abs() <= clearance {
-        return Err(GeometryError::UnresolvedIntersection(
-            "cylinder/cuboid containment boundary is below geometric resolution".into(),
-        ));
-    }
-    let accuracy = Accuracy {
-        geometric: cylinder
-            .brep
-            .accuracy
-            .geometric
-            .max(box_.brep.accuracy.geometric),
-        intersection: cylinder
-            .brep
-            .accuracy
-            .intersection
-            .max(box_.brep.accuracy.intersection),
-        tessellation: cylinder
-            .brep
-            .accuracy
-            .tessellation
-            .max(box_.brep.accuracy.tessellation),
-        exchange: cylinder
-            .brep
-            .accuracy
-            .exchange
-            .max(box_.brep.accuracy.exchange),
-    };
-    perpendicular_cylinder_box_boolean(&box_, &cylinder, cylinder_is_a, operation, id, accuracy)
-}
-
-fn cylinder_source(input: &CylinderInput<'_>, face: u32) -> FaceSource {
-    FaceSource {
-        entity: input.brep.id.clone(),
-        body: input.brep.id.clone(),
-        key: input.brep.topology.faces[face as usize].key.clone(),
-        face,
-    }
-}
-
-fn face_provenance(sources: Vec<FaceSource>, role: FaceRole, reversed: bool) -> FaceProvenance {
-    FaceProvenance {
-        sources,
-        role,
-        reversed,
-    }
-}
-
-fn circular_boundary(
-    builder: &mut Builder,
-    frame: Frame3,
-    radius: f64,
-    z: f64,
-) -> Result<(u32, u32), GeometryError> {
-    let mut circle_frame = frame;
-    circle_frame.origin = frame.point([0.0, 0.0, z]);
-    let vertex = builder.vertex(frame.point([radius, 0.0, z]));
-    let edge = builder.edge(
-        CurveGeometry::Circle {
-            frame: circle_frame,
-            radius,
-        },
-        Interval::new(0.0, std::f64::consts::TAU)?,
-        false,
-    );
-    Ok((vertex, edge))
-}
-
-fn cylinder_band(
-    builder: &mut Builder,
-    frame: Frame3,
-    radius: f64,
-    z0: f64,
-    z1: f64,
-    low: (u32, u32),
-    high: (u32, u32),
-    provenance: FaceProvenance,
-    reversed: bool,
-) -> Result<(), GeometryError> {
-    use Orientation::{Forward as F, Reverse as R};
-    let seam = builder.edge(
-        CurveGeometry::Line {
-            origin: frame.point([radius, 0.0, z0]),
-            direction: frame.z,
-        },
-        Interval::new(0.0, z1 - z0)?,
-        true,
-    );
-    let face = builder.brep.topology.faces.len() as u32;
-    let tau = std::f64::consts::TAU;
-    builder.face(
-        &format!("{face}:cylinder-band"),
-        SurfaceGeometry::Cylinder { frame, radius },
-        [[0.0, tau], [z0, z1]],
-        vec![
-            boundary(low.1, low.0, low.0, F, uv_line([0.0, z0], [1.0, 0.0])),
-            boundary(seam, low.0, high.0, F, uv_line([tau, z0], [0.0, 1.0])),
-            boundary(high.1, high.0, high.0, R, uv_line([0.0, z1], [1.0, 0.0])),
-            boundary(seam, high.0, low.0, R, uv_line([0.0, z0], [0.0, 1.0])),
-        ],
-    )?;
-    builder.brep.topology.faces[face as usize].provenance = provenance;
-    if reversed {
-        reverse_face(&mut builder.brep, face);
-    }
-    Ok(())
-}
-
-fn cylinder_cap(
-    builder: &mut Builder,
-    frame: Frame3,
-    radius: f64,
-    z: f64,
-    boundary_edge: (u32, u32),
-    top: bool,
-    provenance: FaceProvenance,
-) -> Result<(), GeometryError> {
-    use Orientation::{Forward as F, Reverse as R};
-    let mut surface_frame = frame;
-    surface_frame.origin = frame.point([0.0, 0.0, z]);
-    if !top {
-        surface_frame.y = scale(surface_frame.y, -1.0);
-        surface_frame.z = scale(surface_frame.z, -1.0);
-    }
-    let face = builder.brep.topology.faces.len() as u32;
-    builder.face(
-        &format!("{face}:cylinder-cap"),
-        SurfaceGeometry::Plane {
-            frame: surface_frame,
-        },
-        [[-radius, radius]; 2],
-        vec![boundary(
-            boundary_edge.1,
-            boundary_edge.0,
-            boundary_edge.0,
-            if top { F } else { R },
-            PcurveGeometry::Conic2 {
-                origin: [0.0; 2],
-                axis_a: [radius, 0.0],
-                axis_b: [0.0, if top { radius } else { -radius }],
-            },
-        )],
-    )?;
-    builder.brep.topology.faces[face as usize].provenance = provenance;
-    Ok(())
-}
-
-fn sphere_band(
-    builder: &mut Builder,
-    input: &SphereInput<'_>,
-    frame: Frame3,
-    latitude0: f64,
-    latitude1: f64,
-    low: (u32, u32),
-    high: (u32, u32),
-    reversed: bool,
-) -> Result<(), GeometryError> {
-    use Orientation::{Forward as F, Reverse as R};
-    let seam = builder.edge(
-        CurveGeometry::Circle {
-            frame: Frame3 {
-                x: frame.x,
-                y: frame.z,
-                z: scale(frame.y, -1.0),
-                ..frame
-            },
-            radius: input.radius,
-        },
-        Interval::new(latitude0, latitude1)?,
-        true,
-    );
-    let face = builder.brep.topology.faces.len() as u32;
-    let tau = std::f64::consts::TAU;
-    builder.face(
-        &format!("{face}:sphere-band"),
-        SurfaceGeometry::Sphere {
-            frame,
-            radius: input.radius,
-        },
-        [[0.0, tau], [latitude0, latitude1]],
-        vec![
-            boundary(
-                low.1,
-                low.0,
-                low.0,
-                F,
-                uv_line([0.0, latitude0], [1.0, 0.0]),
-            ),
-            boundary(seam, low.0, high.0, F, uv_line([tau, 0.0], [0.0, 1.0])),
-            boundary(
-                high.1,
-                high.0,
-                high.0,
-                R,
-                uv_line([0.0, latitude1], [1.0, 0.0]),
-            ),
-            boundary(seam, high.0, low.0, R, uv_line([0.0, 0.0], [0.0, 1.0])),
-        ],
-    )?;
-    builder.brep.topology.faces[face as usize].provenance = provenance(
-        input,
-        if reversed {
-            FaceRole::Cut
-        } else {
-            FaceRole::Split
-        },
-        reversed,
-    );
-    if reversed {
-        reverse_face(&mut builder.brep, face);
-    }
-    Ok(())
-}
-
-fn finish_sphere_cylinder_result(
-    mut brep: BrepEnvelope,
-    sphere: &SphereInput<'_>,
-    cylinder: &CylinderInput<'_>,
-    sphere_is_a: bool,
-    operation: BooleanOp,
-) -> Result<BooleanResult, GeometryError> {
-    brep.revision = sphere
-        .brep
-        .revision
-        .max(cylinder.brep.revision)
-        .checked_add(1)
-        .ok_or_else(|| GeometryError::LimitExceeded("boolean revision overflow".into()))?;
-    brep.validate()?;
-    let inputs = if sphere_is_a {
-        [sphere.brep, cylinder.brep]
-    } else {
-        [cylinder.brep, sphere.brep]
-    };
-    let face_mappings = analytic_face_mappings(&brep, inputs);
-    Ok(BooleanResult {
-        brep,
-        report: BooleanReport {
-            operation,
-            quality: GeometryQuality::Analytic,
-            contacts: Vec::new(),
-            coincident: false,
-            face_mappings,
-        },
-    })
-}
-
-fn coaxial_sphere_cylinder_boolean(
-    sphere: &SphereInput<'_>,
-    cylinder: &CylinderInput<'_>,
-    sphere_is_a: bool,
-    operation: BooleanOp,
-    id: String,
-    clearance: f64,
-) -> Result<BooleanResult, GeometryError> {
-    let local = cylinder.frame.local(sphere.frame.origin);
-    let radial = local[0].hypot(local[1]);
-    let scale = sphere
-        .radius
-        .max(cylinder.radius)
-        .max(cylinder.height)
-        .max(1.0);
-    let roundoff = 128.0 * f64::EPSILON * scale;
-    if radial > roundoff {
-        return Err(if radial <= clearance {
-            GeometryError::UnresolvedIntersection(
-                "sphere/cylinder axes differ below geometric resolution".into(),
-            )
-        } else {
-            GeometryError::CoverageGap {
-                families: ["sphere".into(), "noncoaxial cylinder".into()],
-            }
-        });
-    }
-    let radius_gap = sphere.radius - cylinder.radius;
-    if radius_gap <= clearance {
-        return Err(if radius_gap.abs() <= clearance {
-            GeometryError::UnresolvedIntersection(
-                "sphere/cylinder tangency is below geometric resolution".into(),
-            )
-        } else {
-            GeometryError::CoverageGap {
-                families: ["sphere".into(), "cylinder".into()],
-            }
-        });
-    }
-    let sphere_low = local[2] - sphere.radius;
-    let sphere_high = local[2] + sphere.radius;
-    let lower_clearance = sphere_low;
-    let upper_clearance = cylinder.height - sphere_high;
-    if lower_clearance <= clearance || upper_clearance <= clearance {
-        let near = lower_clearance.abs() <= clearance || upper_clearance.abs() <= clearance;
-        return Err(if near {
-            GeometryError::UnresolvedIntersection(
-                "sphere/cylinder cap event is below geometric resolution".into(),
-            )
-        } else {
-            GeometryError::CoverageGap {
-                families: ["sphere".into(), "finite cylinder cap".into()],
-            }
-        });
-    }
-
-    let accuracy = Accuracy {
-        geometric: sphere
-            .brep
-            .accuracy
-            .geometric
-            .max(cylinder.brep.accuracy.geometric),
-        intersection: sphere
-            .brep
-            .accuracy
-            .intersection
-            .max(cylinder.brep.accuracy.intersection),
-        tessellation: sphere
-            .brep
-            .accuracy
-            .tessellation
-            .max(cylinder.brep.accuracy.tessellation),
-        exchange: sphere
-            .brep
-            .accuracy
-            .exchange
-            .max(cylinder.brep.accuracy.exchange),
-    };
-    let half = ((sphere.radius - cylinder.radius) * (sphere.radius + cylinder.radius)).sqrt();
-    let z0 = local[2] - half;
-    let z1 = local[2] + half;
-    let latitude0 = (-half / sphere.radius).asin();
-    let latitude1 = (half / sphere.radius).asin();
-    let sphere_frame = Frame3 {
-        origin: sphere.frame.origin,
-        x: cylinder.frame.x,
-        y: cylinder.frame.y,
-        z: cylinder.frame.z,
-    };
-    let cylinder_lateral = cylinder_source(cylinder, 0);
-    let cylinder_caps = [cylinder_source(cylinder, 1), cylinder_source(cylinder, 2)];
-
-    if operation == BooleanOp::Subtraction && !sphere_is_a {
-        let mut out = BrepEnvelope::new(id, accuracy)?;
-        for north in [false, true] {
-            let mut builder = Builder::new(
-                format!("{}:{}", out.id, if north { "upper" } else { "lower" }),
-                accuracy,
-            )?;
-            let intersection = circular_boundary(
-                &mut builder,
-                cylinder.frame,
-                cylinder.radius,
-                if north { z1 } else { z0 },
-            )?;
-            let end = circular_boundary(
-                &mut builder,
-                cylinder.frame,
-                cylinder.radius,
-                if north { cylinder.height } else { 0.0 },
-            )?;
-            if north {
-                cylinder_band(
-                    &mut builder,
-                    cylinder.frame,
-                    cylinder.radius,
-                    z1,
-                    cylinder.height,
-                    intersection,
-                    end,
-                    face_provenance(vec![cylinder_lateral.clone()], FaceRole::Split, false),
-                    false,
-                )?;
-                cylinder_cap(
-                    &mut builder,
-                    cylinder.frame,
-                    cylinder.radius,
-                    cylinder.height,
-                    end,
-                    true,
-                    face_provenance(vec![cylinder_caps[1].clone()], FaceRole::Preserved, false),
-                )?;
-                patch(
-                    &mut builder,
-                    sphere,
-                    sphere_frame,
-                    latitude1,
-                    true,
-                    intersection.1,
-                    intersection.0,
-                    true,
-                )?;
-            } else {
-                cylinder_band(
-                    &mut builder,
-                    cylinder.frame,
-                    cylinder.radius,
-                    0.0,
-                    z0,
-                    end,
-                    intersection,
-                    face_provenance(vec![cylinder_lateral.clone()], FaceRole::Split, false),
-                    false,
-                )?;
-                cylinder_cap(
-                    &mut builder,
-                    cylinder.frame,
-                    cylinder.radius,
-                    0.0,
-                    end,
-                    false,
-                    face_provenance(vec![cylinder_caps[0].clone()], FaceRole::Preserved, false),
-                )?;
-                patch(
-                    &mut builder,
-                    sphere,
-                    sphere_frame,
-                    latitude0,
-                    false,
-                    intersection.1,
-                    intersection.0,
-                    true,
-                )?;
-            }
-            let part = builder.finish()?;
-            let provenances: Vec<_> = part
-                .topology
-                .faces
-                .iter()
-                .map(|face| face.provenance.clone())
-                .collect();
-            let face_offset = out.topology.faces.len();
-            append_analytic_input(&mut out, &part)?;
-            for (face, provenance) in out.topology.faces[face_offset..]
-                .iter_mut()
-                .zip(provenances)
-            {
-                face.provenance = provenance;
-            }
-        }
-        return finish_sphere_cylinder_result(out, sphere, cylinder, sphere_is_a, operation);
-    }
-
-    let mut builder = Builder::new(id, accuracy)?;
-    let low = circular_boundary(&mut builder, cylinder.frame, cylinder.radius, z0)?;
-    let high = circular_boundary(&mut builder, cylinder.frame, cylinder.radius, z1)?;
-    match operation {
-        BooleanOp::Intersection => {
-            patch(
-                &mut builder,
-                sphere,
-                sphere_frame,
-                latitude0,
-                false,
-                low.1,
-                low.0,
-                false,
-            )?;
-            cylinder_band(
-                &mut builder,
-                cylinder.frame,
-                cylinder.radius,
-                z0,
-                z1,
-                low,
-                high,
-                face_provenance(vec![cylinder_lateral], FaceRole::Split, false),
-                false,
-            )?;
-            patch(
-                &mut builder,
-                sphere,
-                sphere_frame,
-                latitude1,
-                true,
-                high.1,
-                high.0,
-                false,
-            )?;
-        }
-        BooleanOp::Subtraction => {
-            sphere_band(
-                &mut builder,
-                sphere,
-                sphere_frame,
-                latitude0,
-                latitude1,
-                low,
-                high,
-                false,
-            )?;
-            cylinder_band(
-                &mut builder,
-                cylinder.frame,
-                cylinder.radius,
-                z0,
-                z1,
-                low,
-                high,
-                face_provenance(vec![cylinder_lateral], FaceRole::Cut, true),
-                true,
-            )?;
-        }
-        BooleanOp::Union => {
-            let bottom = circular_boundary(&mut builder, cylinder.frame, cylinder.radius, 0.0)?;
-            let top = circular_boundary(
-                &mut builder,
-                cylinder.frame,
-                cylinder.radius,
-                cylinder.height,
-            )?;
-            cylinder_band(
-                &mut builder,
-                cylinder.frame,
-                cylinder.radius,
-                0.0,
-                z0,
-                bottom,
-                low,
-                face_provenance(vec![cylinder_lateral.clone()], FaceRole::Split, false),
-                false,
-            )?;
-            cylinder_cap(
-                &mut builder,
-                cylinder.frame,
-                cylinder.radius,
-                0.0,
-                bottom,
-                false,
-                face_provenance(vec![cylinder_caps[0].clone()], FaceRole::Preserved, false),
-            )?;
-            sphere_band(
-                &mut builder,
-                sphere,
-                sphere_frame,
-                latitude0,
-                latitude1,
-                low,
-                high,
-                false,
-            )?;
-            cylinder_band(
-                &mut builder,
-                cylinder.frame,
-                cylinder.radius,
-                z1,
-                cylinder.height,
-                high,
-                top,
-                face_provenance(vec![cylinder_lateral], FaceRole::Split, false),
-                false,
-            )?;
-            cylinder_cap(
-                &mut builder,
-                cylinder.frame,
-                cylinder.radius,
-                cylinder.height,
-                top,
-                true,
-                face_provenance(vec![cylinder_caps[1].clone()], FaceRole::Preserved, false),
-            )?;
-        }
-    }
-    finish_sphere_cylinder_result(builder.finish()?, sphere, cylinder, sphere_is_a, operation)
-}
-
-fn append_cylinder_segment(
-    out: &mut BrepEnvelope,
-    frame: Frame3,
-    radius: f64,
-    height: f64,
-    provenances: [FaceProvenance; 3],
-    index: usize,
-) -> Result<(), GeometryError> {
-    if height <= 4.0 * out.accuracy.geometric {
-        return Err(GeometryError::UnresolvedIntersection(
-            "cylinder boolean leaves a sub-tolerance axial segment".into(),
-        ));
-    }
-    let part = primitives::cylinder(
-        format!("{}:segment-{index}", out.id),
-        frame,
-        radius,
-        height,
-        out.accuracy,
-    )?;
-    let face_offset = out.topology.faces.len();
-    append_analytic_input(out, &part)?;
-    for (face, provenance) in out.topology.faces[face_offset..]
-        .iter_mut()
-        .zip(provenances)
-    {
-        face.provenance = provenance;
-    }
-    Ok(())
-}
-
-fn append_annular_cylinder(
-    out: &mut BrepEnvelope,
-    frame: Frame3,
-    inner_radius: f64,
-    outer_radius: f64,
-    height: f64,
-    provenances: [FaceProvenance; 4],
-) -> Result<(), GeometryError> {
-    let part = primitives::annular_cylinder(
-        format!("{}:annular", out.id),
-        frame,
-        inner_radius,
-        outer_radius,
-        height,
-        out.accuracy,
-    )?;
-    let face_offset = out.topology.faces.len();
-    append_analytic_input(out, &part)?;
-    for (face, provenance) in out.topology.faces[face_offset..]
-        .iter_mut()
-        .zip(provenances)
-    {
-        face.provenance = provenance;
-    }
-    Ok(())
-}
-
-struct NumericalCylinderBoundary {
-    definition: u32,
-    edge: u32,
-    vertex: u32,
-    cutter_start: [f64; 2],
-    cutter_end: [f64; 2],
-    cutter_middle: [f64; 2],
-}
-
-fn chart_seam_rotation(graph: &super::face_intersection::IntersectionGraph) -> f64 {
-    let tau = std::f64::consts::TAU;
-    let mut parameters = graph
-        .branches
-        .iter()
-        .filter_map(
-            |branch| match graph.geometry.curves[branch.curve as usize] {
-                CurveGeometry::Intersection { definition } => Some(definition),
-                _ => None,
-            },
-        )
-        .flat_map(|definition| {
-            graph.geometry.intersections[definition as usize]
-                .anchors
-                .iter()
-                .map(|anchor| anchor.uv_a[0].rem_euclid(tau))
-        })
-        .collect::<Vec<_>>();
-    parameters.sort_by(f64::total_cmp);
-    parameters.dedup_by(|left, right| (*left - *right).abs() <= f64::EPSILON * 64.0);
-    if parameters.is_empty() {
-        return 0.0;
-    }
-    let mut largest = (0.0, parameters[0]);
-    for index in 0..parameters.len() {
-        let start = parameters[index];
-        let end = if index + 1 < parameters.len() {
-            parameters[index + 1]
-        } else {
-            parameters[0] + tau
-        };
-        if end - start > largest.0 {
-            largest = (end - start, start);
-        }
-    }
-    (largest.1 + 0.5 * largest.0).rem_euclid(tau)
-}
-
-fn rotate_cylinder_chart(frame: Frame3, angle: f64) -> Frame3 {
-    let (sine, cosine) = angle.sin_cos();
-    Frame3 {
-        x: add(scale(frame.x, cosine), scale(frame.y, sine)),
-        y: add(scale(frame.y, cosine), scale(frame.x, -sine)),
-        ..frame
-    }
-}
-
-fn rotate_first_intersection_chart(
-    definition: &mut super::intersection::IntersectionDefinition,
-    angle: f64,
-    accuracy: Accuracy,
-) -> Result<(), GeometryError> {
-    let tau = std::f64::consts::TAU;
-    let original_first = definition
-        .anchors
-        .first()
-        .ok_or_else(|| GeometryError::InvalidGeometry("empty intersection branch".into()))?
-        .uv_a[0];
-    let mut previous: Option<f64> = None;
-    for anchor in &mut definition.anchors {
-        let mut value = (anchor.uv_a[0] - angle).rem_euclid(tau);
-        if let Some(previous) = previous {
-            value += ((previous - value) / tau).round() * tau;
-        }
-        anchor.uv_a[0] = value;
-        previous = Some(value);
-    }
-    let lo = definition
-        .anchors
-        .iter()
-        .map(|anchor| anchor.uv_a[0])
-        .fold(f64::INFINITY, f64::min);
-    let hi = definition
-        .anchors
-        .iter()
-        .map(|anchor| anchor.uv_a[0])
-        .fold(f64::NEG_INFINITY, f64::max);
-    if hi - lo >= tau - accuracy.intersection {
-        return Err(GeometryError::CoverageGap {
-            families: [
-                "cylinder through subtraction".into(),
-                "intersection loop crossing every chart seam".into(),
-            ],
-        });
-    }
-    let shift = -(lo / tau).floor() * tau;
-    for anchor in &mut definition.anchors {
-        anchor.uv_a[0] += shift;
-    }
-    let chart_shift = definition.anchors[0].uv_a[0] - original_first;
-    for tube in &mut definition.uv_tubes {
-        tube[0] = Interval::new(tube[0].lo + chart_shift, tube[0].hi + chart_shift)?;
-    }
-    Ok(())
-}
-
-fn transverse_cylinder_through_subtraction(
-    host: &CylinderInput<'_>,
-    cutter: &CylinderInput<'_>,
-    id: String,
-    accuracy: Accuracy,
-) -> Result<BooleanResult, GeometryError> {
-    let mut body_graph = intersect_breps(host.brep, cutter.brep)?;
-    if body_graph.pairs.len() != 1 {
-        return Err(GeometryError::CoverageGap {
-            families: [
-                "cylinder through subtraction".into(),
-                "cap-intersecting cylinder".into(),
-            ],
-        });
-    }
-    let pair = body_graph
-        .pairs
-        .pop()
-        .ok_or_else(|| GeometryError::CoverageGap {
-            families: [
-                "cylinder through subtraction".into(),
-                "missing lateral intersection graph".into(),
-            ],
-        })?;
-    if pair.faces != [0, 0]
-        || pair.graph.coincident
-        || !pair.graph.contacts.is_empty()
-        || pair.graph.branches.len() != 2
-    {
-        return Err(GeometryError::CoverageGap {
-            families: [
-                "cylinder through subtraction".into(),
-                "non-transverse cylinder graph".into(),
-            ],
-        });
-    }
-
-    let seam_rotation = chart_seam_rotation(&pair.graph);
-    let host_frame = rotate_cylinder_chart(host.frame, seam_rotation);
-    let mut builder = Builder::new(id, accuracy)?;
-    let low = builder.vertex(host_frame.point([host.radius, 0.0, 0.0]));
-    let high = builder.vertex(host_frame.point([host.radius, 0.0, host.height]));
-    let tau = std::f64::consts::TAU;
-    let bottom = builder.edge(
-        CurveGeometry::Circle {
-            frame: host_frame,
-            radius: host.radius,
-        },
-        Interval::new(0.0, tau)?,
-        false,
-    );
-    let mut top_frame = host_frame;
-    top_frame.origin = host_frame.point([0.0, 0.0, host.height]);
-    let top = builder.edge(
-        CurveGeometry::Circle {
-            frame: top_frame,
-            radius: host.radius,
-        },
-        Interval::new(0.0, tau)?,
-        false,
-    );
-    let host_seam = builder.edge(
-        CurveGeometry::Line {
-            origin: host_frame.point([host.radius, 0.0, 0.0]),
-            direction: host_frame.z,
-        },
-        Interval::new(0.0, host.height)?,
-        true,
-    );
-
-    let mut numerical = Vec::with_capacity(2);
-    for branch in &pair.graph.branches {
-        let CurveGeometry::Intersection { definition } =
-            pair.graph.geometry.curves[branch.curve as usize]
-        else {
-            return Err(GeometryError::InvalidGeometry(
-                "universal face graph did not retain its intersection definition".into(),
-            ));
-        };
-        let mut definition = pair.graph.geometry.intersections[definition as usize].clone();
-        definition.surfaces = [0, 3];
-        rotate_first_intersection_chart(&mut definition, seam_rotation, accuracy)?;
-        let definition_id = builder.brep.geometry.intersections.len() as u32;
-        builder.brep.geometry.intersections.push(definition);
-        let curve = CurveGeometry::Intersection {
-            definition: definition_id,
-        };
-        let start = pair
-            .graph
-            .geometry
-            .curve(branch.curve)?
-            .point_at(branch.range.lo)?;
-        let end = pair
-            .graph
-            .geometry
-            .curve(branch.curve)?
-            .point_at(branch.range.hi)?;
-        if norm(sub(start, end)) > accuracy.intersection {
-            return Err(GeometryError::CoverageGap {
-                families: [
-                    "cylinder through subtraction".into(),
-                    "open lateral intersection branch".into(),
-                ],
-            });
-        }
-        let vertex = builder.vertex(start);
-        let edge = builder.edge(curve, branch.range, false);
-        numerical.push(NumericalCylinderBoundary {
-            definition: definition_id,
-            edge,
-            vertex,
-            cutter_start: pair
-                .graph
-                .geometry
-                .pcurve_at(branch.pcurves[1], branch.range.lo)?,
-            cutter_end: pair
-                .graph
-                .geometry
-                .pcurve_at(branch.pcurves[1], branch.range.hi)?,
-            cutter_middle: pair
-                .graph
-                .geometry
-                .pcurve_at(branch.pcurves[1], branch.range.midpoint())?,
-        });
-    }
-    numerical.sort_by(|left, right| left.cutter_middle[1].total_cmp(&right.cutter_middle[1]));
-    let upper_shift =
-        ((numerical[0].cutter_end[0] - numerical[1].cutter_start[0]) / tau).round() * tau;
-    {
-        let upper = &mut numerical[1];
-        upper.cutter_start[0] += upper_shift;
-        upper.cutter_end[0] += upper_shift;
-        upper.cutter_middle[0] += upper_shift;
-        let definition = &mut builder.brep.geometry.intersections[upper.definition as usize];
-        for anchor in &mut definition.anchors {
-            anchor.uv_b[0] += upper_shift;
-        }
-        for tube in &mut definition.uv_tubes {
-            tube[2] = Interval::new(tube[2].lo + upper_shift, tube[2].hi + upper_shift)?;
-        }
-    }
-    let lower = &numerical[0];
-    let upper = &numerical[1];
-    if upper.cutter_middle[1] - lower.cutter_middle[1] <= 4.0 * accuracy.geometric {
-        return Err(GeometryError::UnresolvedIntersection(
-            "cylinder through-cut branches are below geometric resolution".into(),
-        ));
-    }
-
-    let host_holes = numerical
-        .iter()
-        .map(|numeric_boundary| {
-            vec![boundary(
-                numeric_boundary.edge,
-                numeric_boundary.vertex,
-                numeric_boundary.vertex,
-                Orientation::Forward,
-                PcurveGeometry::IntersectionSide {
-                    definition: numeric_boundary.definition,
-                    side: IntersectionSide::A,
-                },
-            )]
-        })
-        .collect();
-    builder.face_with_holes(
-        "host:lateral",
-        SurfaceGeometry::Cylinder {
-            frame: host_frame,
-            radius: host.radius,
-        },
-        [[0.0, tau], [0.0, host.height]],
-        vec![
-            boundary(
-                bottom,
-                low,
-                low,
-                Orientation::Forward,
-                uv_line([0.0, 0.0], [1.0, 0.0]),
-            ),
-            boundary(
-                host_seam,
-                low,
-                high,
-                Orientation::Forward,
-                uv_line([tau, 0.0], [0.0, 1.0]),
-            ),
-            boundary(
-                top,
-                high,
-                high,
-                Orientation::Reverse,
-                uv_line([0.0, host.height], [1.0, 0.0]),
-            ),
-            boundary(
-                host_seam,
-                high,
-                low,
-                Orientation::Reverse,
-                uv_line([0.0, 0.0], [0.0, 1.0]),
-            ),
-        ],
-        host_holes,
-    )?;
-
-    let mut lower_cap_frame = host_frame;
-    lower_cap_frame.y = scale(lower_cap_frame.y, -1.0);
-    lower_cap_frame.z = scale(lower_cap_frame.z, -1.0);
-    builder.face(
-        "host:lower_cap",
-        SurfaceGeometry::Plane {
-            frame: lower_cap_frame,
-        },
-        [[-host.radius, host.radius]; 2],
-        vec![boundary(
-            bottom,
-            low,
-            low,
-            Orientation::Reverse,
-            PcurveGeometry::Conic2 {
-                origin: [0.0; 2],
-                axis_a: [host.radius, 0.0],
-                axis_b: [0.0, -host.radius],
-            },
-        )],
-    )?;
-    builder.face(
-        "host:upper_cap",
-        SurfaceGeometry::Plane { frame: top_frame },
-        [[-host.radius, host.radius]; 2],
-        vec![boundary(
-            top,
-            high,
-            high,
-            Orientation::Forward,
-            PcurveGeometry::Conic2 {
-                origin: [0.0; 2],
-                axis_a: [host.radius, 0.0],
-                axis_b: [0.0, host.radius],
-            },
-        )],
-    )?;
-
-    let lower_end = lower.cutter_end;
-    let upper_start = upper.cutter_start;
-    let upper_right_u = upper_start[0];
-    let lower_v = lower_end[1];
-    let upper_v = upper_start[1];
-    let arc_range = Interval::new(
-        lower_end[0].min(upper_right_u),
-        lower_end[0].max(upper_right_u),
-    )?;
-    if arc_range.width() * cutter.radius <= 4.0 * accuracy.geometric {
-        return Err(GeometryError::UnresolvedIntersection(
-            "cylinder cut chart seam arc is below geometric resolution".into(),
-        ));
-    }
-    let mut seam_circle_frame = cutter.frame;
-    seam_circle_frame.origin = cutter.frame.point([0.0, 0.0, lower_v]);
-    let seam_arc = builder.edge(
-        CurveGeometry::Circle {
-            frame: seam_circle_frame,
-            radius: cutter.radius,
-        },
-        arc_range,
-        true,
-    );
-    let seam_middle_point = cutter
-        .brep
-        .geometry
-        .surface(0)?
-        .point_at([upper_right_u, lower_v])?;
-    let seam_middle = builder.vertex(seam_middle_point);
-    let seam_vector = sub(
-        builder.brep.topology.vertices[upper.vertex as usize].position,
-        seam_middle_point,
-    );
-    let seam_length = norm(seam_vector);
-    if seam_length <= 4.0 * accuracy.geometric {
-        return Err(GeometryError::UnresolvedIntersection(
-            "cylinder cut chart seam generator is below geometric resolution".into(),
-        ));
-    }
-    let seam_generator = builder.edge(
-        CurveGeometry::Line {
-            origin: seam_middle_point,
-            direction: unit(seam_vector)?,
-        },
-        Interval::new(0.0, seam_length)?,
-        true,
-    );
-    let arc_forward = lower_end[0] < upper_right_u;
-    let first_arc_sense = if arc_forward {
-        Orientation::Forward
-    } else {
-        Orientation::Reverse
-    };
-    let second_arc_sense = reverse(first_arc_sense);
-    let second_arc_start = if second_arc_sense == Orientation::Forward {
-        arc_range.lo
-    } else {
-        arc_range.hi
-    };
-    let second_arc_end = if second_arc_sense == Orientation::Forward {
-        arc_range.hi
-    } else {
-        arc_range.lo
-    };
-    let arc_shift = lower.cutter_start[0] - second_arc_end;
-    let winding_error = upper.cutter_end[0] - (second_arc_start + arc_shift);
-    let winding_residual = winding_error - (winding_error / tau).round() * tau;
-    if winding_residual.abs() > accuracy.intersection / cutter.radius {
-        return Err(GeometryError::UnresolvedIntersection(
-            "cylinder cut chart seam winding is inconsistent".into(),
-        ));
-    }
-    let cutter_face = builder.brep.topology.faces.len() as u32;
-    let mut cutter_u_bounds = [f64::INFINITY, f64::NEG_INFINITY];
-    let mut cutter_v_bounds = [f64::INFINITY, f64::NEG_INFINITY];
-    for boundary in &numerical {
-        let definition = &builder.brep.geometry.intersections[boundary.definition as usize];
-        for anchor in &definition.anchors {
-            cutter_u_bounds[0] = cutter_u_bounds[0].min(anchor.uv_b[0]);
-            cutter_u_bounds[1] = cutter_u_bounds[1].max(anchor.uv_b[0]);
-            cutter_v_bounds[0] = cutter_v_bounds[0].min(anchor.uv_b[1]);
-            cutter_v_bounds[1] = cutter_v_bounds[1].max(anchor.uv_b[1]);
-        }
-    }
-    for value in [upper_right_u, upper.cutter_end[0], lower.cutter_start[0]] {
-        cutter_u_bounds[0] = cutter_u_bounds[0].min(value);
-        cutter_u_bounds[1] = cutter_u_bounds[1].max(value);
-    }
-    for value in [lower_v, upper_v] {
-        cutter_v_bounds[0] = cutter_v_bounds[0].min(value);
-        cutter_v_bounds[1] = cutter_v_bounds[1].max(value);
-    }
-    builder.face(
-        "cutter:tunnel",
-        SurfaceGeometry::Cylinder {
-            frame: cutter.frame,
-            radius: cutter.radius,
-        },
-        [cutter_u_bounds, cutter_v_bounds],
-        vec![
-            boundary(
-                lower.edge,
-                lower.vertex,
-                lower.vertex,
-                Orientation::Forward,
-                PcurveGeometry::IntersectionSide {
-                    definition: lower.definition,
-                    side: IntersectionSide::B,
-                },
-            ),
-            boundary(
-                seam_arc,
-                lower.vertex,
-                seam_middle,
-                first_arc_sense,
-                uv_line([0.0, lower_v], [1.0, 0.0]),
-            ),
-            boundary(
-                seam_generator,
-                seam_middle,
-                upper.vertex,
-                Orientation::Forward,
-                uv_line(
-                    [upper_right_u, lower_v],
-                    [0.0, (upper_v - lower_v) / seam_length],
-                ),
-            ),
-            boundary(
-                upper.edge,
-                upper.vertex,
-                upper.vertex,
-                Orientation::Forward,
-                PcurveGeometry::IntersectionSide {
-                    definition: upper.definition,
-                    side: IntersectionSide::B,
-                },
-            ),
-            boundary(
-                seam_generator,
-                upper.vertex,
-                seam_middle,
-                Orientation::Reverse,
-                uv_line(
-                    [upper.cutter_end[0], lower_v],
-                    [0.0, (upper_v - lower_v) / seam_length],
-                ),
-            ),
-            boundary(
-                seam_arc,
-                seam_middle,
-                lower.vertex,
-                second_arc_sense,
-                uv_line([arc_shift, lower_v], [1.0, 0.0]),
-            ),
-        ],
-    )?;
-    builder.brep.topology.faces[0].provenance =
-        face_provenance(vec![cylinder_source(host, 0)], FaceRole::Split, false);
-    builder.brep.topology.faces[1].provenance =
-        face_provenance(vec![cylinder_source(host, 1)], FaceRole::Preserved, false);
-    builder.brep.topology.faces[2].provenance =
-        face_provenance(vec![cylinder_source(host, 2)], FaceRole::Preserved, false);
-    builder.brep.topology.faces[cutter_face as usize].provenance =
-        face_provenance(vec![cylinder_source(cutter, 0)], FaceRole::Cut, true);
-    reverse_face(&mut builder.brep, cutter_face);
-    let mut out = builder.finish()?;
-    out.revision = host
-        .brep
-        .revision
-        .max(cutter.brep.revision)
-        .checked_add(1)
-        .ok_or_else(|| GeometryError::LimitExceeded("boolean revision overflow".into()))?;
-    out.validate()?;
-    let face_mappings = cylinder_face_mappings(&out, [host, cutter]);
-    Ok(BooleanResult {
-        brep: out,
-        report: BooleanReport {
-            operation: BooleanOp::Subtraction,
-            quality: GeometryQuality::Analytic,
-            contacts: Vec::new(),
-            coincident: false,
-            face_mappings,
-        },
-    })
-}
-
-fn cylinder_face_mappings(out: &BrepEnvelope, inputs: [&CylinderInput<'_>; 2]) -> Vec<FaceMapping> {
-    let mut mappings = Vec::with_capacity(6);
-    for input in inputs {
-        for face in 0..3 {
-            let source = cylinder_source(input, face);
-            let result_faces = out
-                .topology
-                .faces
-                .iter()
-                .filter(|result| {
-                    result.provenance.sources.iter().any(|candidate| {
-                        candidate.entity == source.entity
-                            && candidate.body == source.body
-                            && candidate.key == source.key
-                            && candidate.face == source.face
-                    })
-                })
-                .map(|result| result.id)
-                .collect();
-            mappings.push(FaceMapping {
-                source,
-                result_faces,
-            });
-        }
-    }
-    mappings
-}
-
-#[derive(Clone, Copy)]
-struct CylinderArc {
-    frame: Frame3,
-    radius: f64,
-    range: Interval,
-    start: usize,
-    end: usize,
-    reversed: bool,
-}
-
-fn circle_parameter(frame: Frame3, point: Point3) -> f64 {
-    let local = frame.local(point);
-    local[1].atan2(local[0]).rem_euclid(std::f64::consts::TAU)
-}
-
-fn selected_cylinder_arc(
-    frame: Frame3,
-    radius: f64,
-    points: [Point3; 2],
-    other_center: Point3,
-    other_radius: f64,
-    keep_inside: bool,
-    reversed: bool,
-) -> Result<CylinderArc, GeometryError> {
-    let angles = points.map(|point| circle_parameter(frame, point));
-    let tau = std::f64::consts::TAU;
-    let forward_end = if angles[1] > angles[0] {
-        angles[1]
-    } else {
-        angles[1] + tau
-    };
-    let candidates = [
-        (angles[0], forward_end, 0, 1),
-        (angles[1], angles[0] + tau, 1, 0),
-    ];
-    for (lo, hi, start, end) in candidates {
-        let midpoint = frame.point([
-            radius * ((lo + hi) * 0.5).cos(),
-            radius * ((lo + hi) * 0.5).sin(),
-            0.0,
-        ]);
-        let inside = norm(sub(midpoint, other_center)) < other_radius;
-        if inside == keep_inside {
-            return Ok(CylinderArc {
-                frame,
-                radius,
-                range: Interval::new(lo, hi)?,
-                start,
-                end,
-                reversed,
-            });
-        }
-    }
-    Err(GeometryError::UnresolvedIntersection(
-        "could not isolate the selected cylinder boundary arc".into(),
-    ))
-}
-
-fn arc_angle_at(arc: CylinderArc, point: usize) -> Result<f64, GeometryError> {
-    if point == arc.start {
-        Ok(arc.range.lo)
-    } else if point == arc.end {
-        Ok(arc.range.hi)
-    } else {
-        Err(GeometryError::InvalidTopology(
-            "cylinder arc endpoint is not part of the intersection".into(),
-        ))
-    }
-}
-
-fn add_cylinder_arc_face(
-    builder: &mut Builder,
-    key: &str,
-    arc: CylinderArc,
-    bottom_edge: u32,
-    top_edge: u32,
-    vertical_edges: [u32; 2],
-    vertices: [[u32; 2]; 2],
-    height: f64,
-) -> Result<(), GeometryError> {
-    use Orientation::{Forward as F, Reverse as R};
-    let bottom = vertices[0];
-    let top = vertices[1];
-    let start = arc.start;
-    let end = arc.end;
-    let vertical = |point: usize| -> Result<primitives::Use, GeometryError> {
-        Ok(boundary(
-            vertical_edges[point],
-            bottom[point],
-            top[point],
-            F,
-            uv_line([arc_angle_at(arc, point)?, 0.0], [0.0, 1.0]),
-        ))
-    };
-    let vertical_reverse = |point: usize| -> Result<primitives::Use, GeometryError> {
-        Ok(boundary(
-            vertical_edges[point],
-            top[point],
-            bottom[point],
-            R,
-            uv_line([arc_angle_at(arc, point)?, 0.0], [0.0, 1.0]),
-        ))
-    };
-    let uses = if arc.reversed {
-        vec![
-            boundary(
-                bottom_edge,
-                bottom[end],
-                bottom[start],
-                R,
-                uv_line([0.0; 2], [1.0, 0.0]),
-            ),
-            vertical(start)?,
-            boundary(
-                top_edge,
-                top[start],
-                top[end],
-                F,
-                uv_line([0.0, height], [1.0, 0.0]),
-            ),
-            vertical_reverse(end)?,
-        ]
-    } else {
-        vec![
-            boundary(
-                bottom_edge,
-                bottom[start],
-                bottom[end],
-                F,
-                uv_line([0.0; 2], [1.0, 0.0]),
-            ),
-            vertical(end)?,
-            boundary(
-                top_edge,
-                top[end],
-                top[start],
-                R,
-                uv_line([0.0, height], [1.0, 0.0]),
-            ),
-            vertical_reverse(start)?,
-        ]
-    };
-    let face = builder.brep.topology.faces.len();
-    builder.face(
-        key,
-        SurfaceGeometry::Cylinder {
-            frame: arc.frame,
-            radius: arc.radius,
-        },
-        [[arc.range.lo, arc.range.hi], [0.0, height]],
-        uses,
-    )?;
-    if arc.reversed {
-        builder.brep.topology.faces[face].sense = R;
-    }
-    Ok(())
-}
-
-fn shifted_cylinder_arc(mut arc: CylinderArc, axis: Point3, offset: f64) -> CylinderArc {
-    arc.frame.origin = std::array::from_fn(|i| arc.frame.origin[i] + axis[i] * offset);
-    arc
-}
-
-fn arc_endpoints(arc: CylinderArc, sense: Orientation) -> (usize, usize) {
-    if sense == Orientation::Forward {
-        (arc.start, arc.end)
-    } else {
-        (arc.end, arc.start)
-    }
-}
-
-fn two_arc_plane_uses(
-    builder: &Builder,
-    frame: Frame3,
-    first: (CylinderArc, u32),
-    second: (CylinderArc, u32),
-    vertices: [u32; 2],
-) -> Result<Vec<primitives::Use>, GeometryError> {
-    for first_sense in [Orientation::Forward, Orientation::Reverse] {
-        let (first_from, first_to) = arc_endpoints(first.0, first_sense);
-        let second_sense = if second.0.start == first_to && second.0.end == first_from {
-            Orientation::Forward
-        } else if second.0.end == first_to && second.0.start == first_from {
-            Orientation::Reverse
-        } else {
-            continue;
-        };
-        let mut samples = Vec::with_capacity(34);
-        for (arc, sense) in [(first.0, first_sense), (second.0, second_sense)] {
-            for sample in 0..=16 {
-                if !samples.is_empty() && sample == 0 {
-                    continue;
-                }
-                let fraction = sample as f64 / 16.0;
-                let parameter = if sense == Orientation::Forward {
-                    arc.range.lo + arc.range.width() * fraction
-                } else {
-                    arc.range.hi - arc.range.width() * fraction
-                };
-                samples.push(frame.local(arc.frame.point([
-                    arc.radius * parameter.cos(),
-                    arc.radius * parameter.sin(),
-                    0.0,
-                ])));
-            }
-        }
-        let signed_area = samples
-            .iter()
-            .zip(samples.iter().cycle().skip(1))
-            .take(samples.len())
-            .map(|(a, b)| a[0] * b[1] - b[0] * a[1])
-            .sum::<f64>()
-            * 0.5;
-        if signed_area > 0.0 {
-            return Ok(vec![
-                plane_boundary(
-                    builder,
-                    frame,
-                    first.1,
-                    vertices[first_from],
-                    vertices[first_to],
-                    first_sense,
-                )?,
-                plane_boundary(
-                    builder,
-                    frame,
-                    second.1,
-                    vertices[arc_endpoints(second.0, second_sense).0],
-                    vertices[arc_endpoints(second.0, second_sense).1],
-                    second_sense,
-                )?,
-            ]);
-        }
-    }
-    Err(GeometryError::InvalidTopology(
-        "two-arc planar boundary does not form a positive loop".into(),
-    ))
-}
-
-fn two_arc_plane_bounds(frame: Frame3, arcs: [CylinderArc; 2], tolerance: f64) -> [[f64; 2]; 2] {
-    let mut bounds = [[f64::INFINITY, f64::NEG_INFINITY]; 2];
-    for arc in arcs {
-        for point in [
-            arc.frame.origin,
-            std::array::from_fn(|i| arc.frame.origin[i] + arc.frame.x[i] * arc.radius),
-            std::array::from_fn(|i| arc.frame.origin[i] - arc.frame.x[i] * arc.radius),
-            std::array::from_fn(|i| arc.frame.origin[i] + arc.frame.y[i] * arc.radius),
-            std::array::from_fn(|i| arc.frame.origin[i] - arc.frame.y[i] * arc.radius),
-        ] {
-            let uv = frame.local(point);
-            for axis in 0..2 {
-                bounds[axis][0] = bounds[axis][0].min(uv[axis]);
-                bounds[axis][1] = bounds[axis][1].max(uv[axis]);
-            }
-        }
-    }
-    for bound in &mut bounds {
-        bound[0] -= tolerance;
-        bound[1] += tolerance;
-    }
-    bounds
-}
-
-fn parallel_cylinder_boolean(
-    a: &CylinderInput<'_>,
-    b: &CylinderInput<'_>,
-    alignment: f64,
-    operation: BooleanOp,
-    id: String,
-    accuracy: Accuracy,
-) -> Result<BooleanResult, GeometryError> {
-    let mut b_frame = a.frame;
-    b_frame.origin = if alignment > 0.0 {
-        b.frame.origin
-    } else {
-        b.frame.point([0.0, 0.0, b.height])
-    };
-    let delta = sub(b_frame.origin, a.frame.origin);
-    let axial = dot(delta, a.frame.z);
-    let radial = sub(delta, scale(a.frame.z, axial));
-    let distance = norm(radial);
-    let sum = a.radius + b.radius;
-    let difference = (a.radius - b.radius).abs();
-    let clearance = 4.0 * accuracy.geometric;
-    let relation_roundoff = 128.0
-        * f64::EPSILON
-        * distance.max(sum).max(a.height).max(
-            a.frame
-                .origin
-                .into_iter()
-                .chain(b_frame.origin)
-                .fold(1.0_f64, |largest, value| largest.max(value.abs())),
-        );
-    if (distance - sum).abs() <= clearance {
-        if (distance - sum).abs() <= relation_roundoff {
-            let toward_b = unit(radial)?;
-            let bottom: Point3 =
-                std::array::from_fn(|axis| a.frame.origin[axis] + toward_b[axis] * a.radius);
-            let top: Point3 = std::array::from_fn(|axis| bottom[axis] + a.frame.z[axis] * a.height);
-            return separate_boolean(a.brep, b.brep, operation, id, vec![bottom, top]);
-        }
-        return Err(GeometryError::UnresolvedIntersection(
-            "parallel cylinders are nearly externally tangent".into(),
-        ));
-    }
-    if (distance - difference).abs() <= clearance {
-        return Err(GeometryError::UnresolvedIntersection(
-            "parallel cylinders are internally tangent or nearly tangent".into(),
-        ));
-    }
-    if distance <= difference {
-        let b_inside_a = b.radius < a.radius;
-        if operation != BooleanOp::Subtraction || !b_inside_a {
-            return contained_cylinders(a, b, b_inside_a, operation, id, accuracy);
-        }
-        let mut out = primitives::cylinder_with_circular_hole(
-            id, a.frame, b_frame, b.radius, a.radius, a.height, accuracy,
-        )?;
-        out.topology.faces[0].provenance =
-            face_provenance(vec![cylinder_source(a, 0)], FaceRole::Preserved, false);
-        out.topology.faces[1].provenance =
-            face_provenance(vec![cylinder_source(b, 0)], FaceRole::Cut, true);
-        for (face, source) in [(2, cylinder_source(a, 1)), (3, cylinder_source(a, 2))] {
-            out.topology.faces[face].provenance =
-                face_provenance(vec![source], FaceRole::Split, false);
-        }
-        out.revision = a
-            .brep
-            .revision
-            .max(b.brep.revision)
-            .checked_add(1)
-            .ok_or_else(|| GeometryError::LimitExceeded("boolean revision overflow".into()))?;
-        out.validate()?;
-        let face_mappings = cylinder_face_mappings(&out, [a, b]);
-        return Ok(BooleanResult {
-            brep: out,
-            report: BooleanReport {
-                operation,
-                quality: GeometryQuality::Analytic,
-                contacts: Vec::new(),
-                coincident: true,
-                face_mappings,
-            },
-        });
-    }
-    if distance >= sum {
-        return separate_boolean(a.brep, b.brep, operation, id, Vec::new());
-    }
-
-    let toward_b = unit(radial)?;
-    let lateral = unit(cross(a.frame.z, toward_b))?;
-    let along =
-        (distance * distance + a.radius * a.radius - b.radius * b.radius) / (2.0 * distance);
-    let half_squared = (a.radius - along) * (a.radius + along);
-    if half_squared <= clearance * clearance {
-        return Err(GeometryError::UnresolvedIntersection(
-            "parallel cylinder intersection chord is below geometric resolution".into(),
-        ));
-    }
-    let half = half_squared.sqrt();
-    let chord_center: Point3 =
-        std::array::from_fn(|axis| a.frame.origin[axis] + toward_b[axis] * along);
-    let points = [
-        std::array::from_fn(|axis| chord_center[axis] + lateral[axis] * half),
-        std::array::from_fn(|axis| chord_center[axis] - lateral[axis] * half),
-    ];
-    let (a_inside, b_inside, reverse_b) = match operation {
-        BooleanOp::Union => (false, false, false),
-        BooleanOp::Intersection => (true, true, false),
-        BooleanOp::Subtraction => (false, true, true),
-    };
-    let a_arc = selected_cylinder_arc(
-        a.frame,
-        a.radius,
-        points,
-        b_frame.origin,
-        b.radius,
-        a_inside,
-        false,
-    )?;
-    let b_arc = selected_cylinder_arc(
-        b_frame,
-        b.radius,
-        points,
-        a.frame.origin,
-        a.radius,
-        b_inside,
-        reverse_b,
-    )?;
-
-    let mut builder = Builder::new(id, accuracy)?;
-    let bottom_vertices = [builder.vertex(points[0]), builder.vertex(points[1])];
-    let top_points =
-        points.map(|point| std::array::from_fn(|axis| point[axis] + a.frame.z[axis] * a.height));
-    let top_vertices = [builder.vertex(top_points[0]), builder.vertex(top_points[1])];
-    let vertices = [bottom_vertices, top_vertices];
-    let vertical_range = Interval::new(0.0, a.height)?;
-    let vertical_edges = [0, 1].map(|point| {
-        builder.edge(
-            CurveGeometry::Line {
-                origin: points[point],
-                direction: a.frame.z,
-            },
-            vertical_range,
-            false,
-        )
-    });
-    let add_arc_edges =
-        |builder: &mut Builder, arc: CylinderArc| -> Result<[u32; 2], GeometryError> {
-            let mut top_frame = arc.frame;
-            top_frame.origin =
-                std::array::from_fn(|axis| arc.frame.origin[axis] + a.frame.z[axis] * a.height);
-            Ok([
-                builder.edge(
-                    CurveGeometry::Circle {
-                        frame: arc.frame,
-                        radius: arc.radius,
-                    },
-                    arc.range,
-                    false,
-                ),
-                builder.edge(
-                    CurveGeometry::Circle {
-                        frame: top_frame,
-                        radius: arc.radius,
-                    },
-                    arc.range,
-                    false,
-                ),
-            ])
-        };
-    let a_edges = add_arc_edges(&mut builder, a_arc)?;
-    let b_edges = add_arc_edges(&mut builder, b_arc)?;
-    add_cylinder_arc_face(
-        &mut builder,
-        "a:lateral",
-        a_arc,
-        a_edges[0],
-        a_edges[1],
-        vertical_edges,
-        vertices,
-        a.height,
-    )?;
-    add_cylinder_arc_face(
-        &mut builder,
-        "b:lateral",
-        b_arc,
-        b_edges[0],
-        b_edges[1],
-        vertical_edges,
-        vertices,
-        a.height,
-    )?;
-
-    let mut lower_frame = a.frame;
-    lower_frame.y = scale(lower_frame.y, -1.0);
-    lower_frame.z = scale(lower_frame.z, -1.0);
-    let mut upper_frame = a.frame;
-    upper_frame.origin = a.frame.point([0.0, 0.0, a.height]);
-    let mut planar_bounds = [[f64::INFINITY, f64::NEG_INFINITY]; 2];
-    for point in [
-        a.frame.origin,
-        b_frame.origin,
-        points[0],
-        points[1],
-        std::array::from_fn(|axis| a.frame.origin[axis] + a.frame.x[axis] * a.radius),
-        std::array::from_fn(|axis| a.frame.origin[axis] - a.frame.x[axis] * a.radius),
-        std::array::from_fn(|axis| a.frame.origin[axis] + a.frame.y[axis] * a.radius),
-        std::array::from_fn(|axis| a.frame.origin[axis] - a.frame.y[axis] * a.radius),
-        std::array::from_fn(|axis| b_frame.origin[axis] + a.frame.x[axis] * b.radius),
-        std::array::from_fn(|axis| b_frame.origin[axis] - a.frame.x[axis] * b.radius),
-        std::array::from_fn(|axis| b_frame.origin[axis] + a.frame.y[axis] * b.radius),
-        std::array::from_fn(|axis| b_frame.origin[axis] - a.frame.y[axis] * b.radius),
-    ] {
-        let uv = upper_frame.local(point);
-        for axis in 0..2 {
-            planar_bounds[axis][0] = planar_bounds[axis][0].min(uv[axis]);
-            planar_bounds[axis][1] = planar_bounds[axis][1].max(uv[axis]);
-        }
-    }
-    for bound in &mut planar_bounds {
-        bound[0] -= accuracy.geometric;
-        bound[1] += accuracy.geometric;
-    }
-    let cap_uses = |builder: &Builder,
-                    frame: Frame3,
-                    top: bool|
-     -> Result<Vec<primitives::Use>, GeometryError> {
-        let vertex_set = if top { top_vertices } else { bottom_vertices };
-        let edge_index = usize::from(top);
-        let mut uses = Vec::with_capacity(2);
-        for (arc, edges) in [(a_arc, a_edges), (b_arc, b_edges)] {
-            let sense = match (top, arc.reversed) {
-                (false, false) => Orientation::Reverse,
-                (false, true) => Orientation::Forward,
-                (true, false) => Orientation::Forward,
-                (true, true) => Orientation::Reverse,
-            };
-            let (from, to) = if sense == Orientation::Forward {
-                (vertex_set[arc.start], vertex_set[arc.end])
-            } else {
-                (vertex_set[arc.end], vertex_set[arc.start])
-            };
-            uses.push(plane_boundary(
-                builder,
-                frame,
-                edges[edge_index],
-                from,
-                to,
-                sense,
-            )?);
-        }
-        Ok(uses)
-    };
-    let lower_uses = cap_uses(&builder, lower_frame, false)?;
-    builder.face(
-        "lower_cap",
-        SurfaceGeometry::Plane { frame: lower_frame },
-        planar_bounds,
-        lower_uses,
-    )?;
-    let upper_uses = cap_uses(&builder, upper_frame, true)?;
-    builder.face(
-        "upper_cap",
-        SurfaceGeometry::Plane { frame: upper_frame },
-        planar_bounds,
-        upper_uses,
-    )?;
-    let mut out = builder.finish()?;
-    out.topology.faces[0].provenance =
-        face_provenance(vec![cylinder_source(a, 0)], FaceRole::Split, false);
-    out.topology.faces[1].provenance = face_provenance(
-        vec![cylinder_source(b, 0)],
-        if reverse_b {
-            FaceRole::Cut
-        } else {
-            FaceRole::Split
-        },
-        reverse_b,
-    );
-    let a_caps = [cylinder_source(a, 1), cylinder_source(a, 2)];
-    let b_caps = if alignment > 0.0 {
-        [cylinder_source(b, 1), cylinder_source(b, 2)]
-    } else {
-        [cylinder_source(b, 2), cylinder_source(b, 1)]
-    };
-    for (face, cap) in [(2, 0), (3, 1)] {
-        let sources = if operation == BooleanOp::Subtraction {
-            vec![a_caps[cap].clone()]
-        } else {
-            vec![a_caps[cap].clone(), b_caps[cap].clone()]
-        };
-        out.topology.faces[face].provenance = face_provenance(sources, FaceRole::Split, false);
-    }
-    out.revision = a
-        .brep
-        .revision
-        .max(b.brep.revision)
-        .checked_add(1)
-        .ok_or_else(|| GeometryError::LimitExceeded("boolean revision overflow".into()))?;
-    out.validate()?;
-    let face_mappings = cylinder_face_mappings(&out, [a, b]);
-    Ok(BooleanResult {
-        brep: out,
-        report: BooleanReport {
-            operation,
-            quality: GeometryQuality::Analytic,
-            contacts: Vec::new(),
-            coincident: true,
-            face_mappings,
-        },
-    })
-}
-
-fn coextensive_cylinder_radii(
-    a: &CylinderInput<'_>,
-    b: &CylinderInput<'_>,
-    alignment: f64,
-    operation: BooleanOp,
-    id: String,
-    accuracy: Accuracy,
-) -> Result<BooleanResult, GeometryError> {
-    let a_lateral = cylinder_source(a, 0);
-    let b_lateral = cylinder_source(b, 0);
-    let a_caps = [cylinder_source(a, 1), cylinder_source(a, 2)];
-    let b_caps = if alignment > 0.0 {
-        [cylinder_source(b, 1), cylinder_source(b, 2)]
-    } else {
-        [cylinder_source(b, 2), cylinder_source(b, 1)]
-    };
-    let a_is_larger = a.radius > b.radius;
-    let mut out = BrepEnvelope::new(id, accuracy)?;
-    match operation {
-        BooleanOp::Union | BooleanOp::Intersection => {
-            let choose_a = if operation == BooleanOp::Union {
-                a_is_larger
-            } else {
-                !a_is_larger
-            };
-            let (radius, lateral) = if choose_a {
-                (a.radius, a_lateral.clone())
-            } else {
-                (b.radius, b_lateral.clone())
-            };
-            let part = primitives::cylinder(
-                format!("{}:radial", out.id),
-                a.frame,
-                radius,
-                a.height,
-                accuracy,
-            )?;
-            append_analytic_input(&mut out, &part)?;
-            out.topology.faces[0].provenance =
-                face_provenance(vec![lateral], FaceRole::Preserved, false);
-            for (face, sources) in [
-                (1, vec![a_caps[0].clone(), b_caps[0].clone()]),
-                (2, vec![a_caps[1].clone(), b_caps[1].clone()]),
-            ] {
-                out.topology.faces[face].provenance =
-                    face_provenance(sources, FaceRole::Split, false);
-            }
-        }
-        BooleanOp::Subtraction if a_is_larger => {
-            append_annular_cylinder(
-                &mut out,
-                a.frame,
-                b.radius,
-                a.radius,
-                a.height,
-                [
-                    face_provenance(vec![a_lateral], FaceRole::Preserved, false),
-                    face_provenance(vec![b_lateral], FaceRole::Cut, true),
-                    face_provenance(vec![a_caps[0].clone()], FaceRole::Split, false),
-                    face_provenance(vec![a_caps[1].clone()], FaceRole::Split, false),
-                ],
-            )?;
-        }
-        BooleanOp::Subtraction => {}
-    }
-    out.revision = a
-        .brep
-        .revision
-        .max(b.brep.revision)
-        .checked_add(1)
-        .ok_or_else(|| GeometryError::LimitExceeded("boolean revision overflow".into()))?;
-    out.validate()?;
-    let face_mappings = cylinder_face_mappings(&out, [a, b]);
-    Ok(BooleanResult {
-        brep: out,
-        report: BooleanReport {
-            operation,
-            quality: GeometryQuality::Analytic,
-            contacts: Vec::new(),
-            coincident: true,
-            face_mappings,
-        },
-    })
-}
-
-fn contained_cylinders(
-    a: &CylinderInput<'_>,
-    b: &CylinderInput<'_>,
-    b_inside_a: bool,
-    operation: BooleanOp,
-    id: String,
-    accuracy: Accuracy,
-) -> Result<BooleanResult, GeometryError> {
-    let mut out = BrepEnvelope::new(id, accuracy)?;
-    let (contained, enclosing) = if b_inside_a { (b, a) } else { (a, b) };
-    match operation {
-        BooleanOp::Union => {
-            append_analytic_input(&mut out, enclosing.brep)?;
-        }
-        BooleanOp::Intersection => {
-            append_analytic_input(&mut out, contained.brep)?;
-        }
-        BooleanOp::Subtraction if b_inside_a => {
-            append_analytic_input(&mut out, a.brep)?;
-            let face_offset = out.topology.faces.len() as u32;
-            append_analytic_input(&mut out, b.brep)?;
-            let cavity = out
-                .solids
-                .pop()
-                .ok_or_else(|| GeometryError::InvalidTopology("missing cutter solid".into()))?
-                .outer_shell;
-            out.solids[0].cavity_shells.push(cavity);
-            for face in face_offset..out.topology.faces.len() as u32 {
-                reverse_face(&mut out, face);
-                out.topology.faces[face as usize].provenance.role = FaceRole::Cut;
-                out.topology.faces[face as usize].provenance.reversed = true;
-            }
-        }
-        BooleanOp::Subtraction => {}
-    }
-    out.revision = a
-        .brep
-        .revision
-        .max(b.brep.revision)
-        .checked_add(1)
-        .ok_or_else(|| GeometryError::LimitExceeded("boolean revision overflow".into()))?;
-    out.validate()?;
-    let face_mappings = cylinder_face_mappings(&out, [a, b]);
-    Ok(BooleanResult {
-        brep: out,
-        report: BooleanReport {
-            operation,
-            quality: GeometryQuality::Analytic,
-            contacts: Vec::new(),
-            coincident: false,
-            face_mappings,
-        },
-    })
-}
-
-fn embedded_transverse_cylinder_boolean(
-    a: &CylinderInput<'_>,
-    b: &CylinderInput<'_>,
-    alignment: f64,
-    radial: Point3,
-    b_span: [f64; 2],
-    operation: BooleanOp,
-    id: String,
-    accuracy: Accuracy,
-) -> Result<BooleanResult, GeometryError> {
-    if !matches!(operation, BooleanOp::Union | BooleanOp::Subtraction) {
-        return Err(GeometryError::InvalidGeometry(
-            "embedded transverse cylinder builder requires union or subtraction".into(),
-        ));
-    }
-    let axis = a.frame.z;
-    let distance = norm(radial);
-    let toward_b = unit(radial)?;
-    let lateral = unit(cross(axis, toward_b))?;
-    let along =
-        (distance * distance + a.radius * a.radius - b.radius * b.radius) / (2.0 * distance);
-    let half_squared = (a.radius - along) * (a.radius + along);
-    let clearance = 4.0 * accuracy.geometric;
-    if half_squared <= clearance * clearance {
-        return Err(GeometryError::UnresolvedIntersection(
-            "embedded transverse cylinder chord is below geometric resolution".into(),
-        ));
-    }
-    let half = half_squared.sqrt();
-    let chord_center: Point3 = std::array::from_fn(|i| a.frame.origin[i] + toward_b[i] * along);
-    let points = [
-        std::array::from_fn(|i| chord_center[i] + lateral[i] * half),
-        std::array::from_fn(|i| chord_center[i] - lateral[i] * half),
-    ];
-    let mut b_base_frame = a.frame;
-    b_base_frame.origin = std::array::from_fn(|i| a.frame.origin[i] + radial[i]);
-    let a_outer = selected_cylinder_arc(
-        a.frame,
-        a.radius,
-        points,
-        b_base_frame.origin,
-        b.radius,
-        false,
-        false,
-    )?;
-    let a_inner = selected_cylinder_arc(
-        a.frame,
-        a.radius,
-        points,
-        b_base_frame.origin,
-        b.radius,
-        true,
-        false,
-    )?;
-    let b_boundary = selected_cylinder_arc(
-        b_base_frame,
-        b.radius,
-        points,
-        a.frame.origin,
-        a.radius,
-        operation == BooleanOp::Subtraction,
-        operation == BooleanOp::Subtraction,
-    )?;
-    let levels = [0.0, b_span[0], b_span[1], a.height];
-    if levels.windows(2).any(|span| span[1] - span[0] <= clearance) {
-        return Err(GeometryError::UnresolvedIntersection(
-            "embedded transverse cylinder leaves a sub-tolerance axial segment".into(),
-        ));
-    }
-
-    let mut builder = Builder::new(id, accuracy)?;
-    let vertices: [[u32; 2]; 4] = std::array::from_fn(|level| {
-        points.map(|point| {
-            builder.vertex(std::array::from_fn(|i| point[i] + axis[i] * levels[level]))
-        })
-    });
-    let vertical_ranges = [
-        Interval::new(0.0, levels[1] - levels[0])?,
-        Interval::new(0.0, levels[2] - levels[1])?,
-        Interval::new(0.0, levels[3] - levels[2])?,
-    ];
-    let vertical_edges: [[u32; 2]; 3] = std::array::from_fn(|segment| {
-        [0, 1].map(|point| {
-            builder.edge(
-                CurveGeometry::Line {
-                    origin: std::array::from_fn(|i| points[point][i] + axis[i] * levels[segment]),
-                    direction: axis,
-                },
-                vertical_ranges[segment],
-                false,
-            )
-        })
-    });
-    let mut arc_edge = |arc: CylinderArc, level: usize, seam: bool| {
-        let shifted = shifted_cylinder_arc(arc, axis, levels[level]);
-        builder.edge(
-            CurveGeometry::Circle {
-                frame: shifted.frame,
-                radius: shifted.radius,
-            },
-            shifted.range,
-            seam,
-        )
-    };
-    let a_outer_edges = [
-        arc_edge(a_outer, 0, false),
-        arc_edge(a_outer, 1, true),
-        arc_edge(a_outer, 2, true),
-        arc_edge(a_outer, 3, false),
-    ];
-    let a_inner_edges = [
-        arc_edge(a_inner, 0, false),
-        arc_edge(a_inner, 1, false),
-        arc_edge(a_inner, 2, false),
-        arc_edge(a_inner, 3, false),
-    ];
-    let b_edges = [
-        arc_edge(b_boundary, 1, false),
-        arc_edge(b_boundary, 2, false),
-    ];
-    drop(arc_edge);
-
-    for segment in 0..3 {
-        let height = levels[segment + 1] - levels[segment];
-        add_cylinder_arc_face(
-            &mut builder,
-            &format!("a:outer:{segment}"),
-            shifted_cylinder_arc(a_outer, axis, levels[segment]),
-            a_outer_edges[segment],
-            a_outer_edges[segment + 1],
-            vertical_edges[segment],
-            [vertices[segment], vertices[segment + 1]],
-            height,
-        )?;
-        let (arc, edges, key) = if segment == 1 {
-            (b_boundary, b_edges, "b:boundary")
-        } else {
-            (
-                a_inner,
-                [a_inner_edges[segment], a_inner_edges[segment + 1]],
-                if segment == 0 {
-                    "a:inner:lower"
-                } else {
-                    "a:inner:upper"
-                },
-            )
-        };
-        add_cylinder_arc_face(
-            &mut builder,
-            key,
-            shifted_cylinder_arc(arc, axis, levels[segment]),
-            edges[0],
-            edges[1],
-            vertical_edges[segment],
-            [vertices[segment], vertices[segment + 1]],
-            height,
-        )?;
-    }
-
-    let mut bottom_frame = a.frame;
-    bottom_frame.y = scale(bottom_frame.y, -1.0);
-    bottom_frame.z = scale(bottom_frame.z, -1.0);
-    let bottom_arcs = [
-        shifted_cylinder_arc(a_outer, axis, levels[0]),
-        shifted_cylinder_arc(a_inner, axis, levels[0]),
-    ];
-    let bottom_uses = two_arc_plane_uses(
-        &builder,
-        bottom_frame,
-        (bottom_arcs[0], a_outer_edges[0]),
-        (bottom_arcs[1], a_inner_edges[0]),
-        vertices[0],
-    )?;
-    builder.face(
-        "a:lower-cap",
-        SurfaceGeometry::Plane {
-            frame: bottom_frame,
-        },
-        two_arc_plane_bounds(bottom_frame, bottom_arcs, accuracy.geometric),
-        bottom_uses,
-    )?;
-
-    for (level, key) in [(1, "b:lower-interface"), (2, "b:upper-interface")] {
-        let outward_positive = (operation == BooleanOp::Union && level == 2)
-            || (operation == BooleanOp::Subtraction && level == 1);
-        let mut frame = a.frame;
-        frame.origin = a.frame.point([0.0, 0.0, levels[level]]);
-        if !outward_positive {
-            frame.y = scale(frame.y, -1.0);
-            frame.z = scale(frame.z, -1.0);
-        }
-        let arcs = [
-            shifted_cylinder_arc(a_inner, axis, levels[level]),
-            shifted_cylinder_arc(b_boundary, axis, levels[level]),
-        ];
-        let edges = if level == 1 {
-            [a_inner_edges[1], b_edges[0]]
-        } else {
-            [a_inner_edges[2], b_edges[1]]
-        };
-        let uses = two_arc_plane_uses(
-            &builder,
-            frame,
-            (arcs[0], edges[0]),
-            (arcs[1], edges[1]),
-            vertices[level],
-        )?;
-        builder.face(
-            key,
-            SurfaceGeometry::Plane { frame },
-            two_arc_plane_bounds(frame, arcs, accuracy.geometric),
-            uses,
-        )?;
-    }
-
-    let mut top_frame = a.frame;
-    top_frame.origin = a.frame.point([0.0, 0.0, a.height]);
-    let top_arcs = [
-        shifted_cylinder_arc(a_outer, axis, levels[3]),
-        shifted_cylinder_arc(a_inner, axis, levels[3]),
-    ];
-    let top_uses = two_arc_plane_uses(
-        &builder,
-        top_frame,
-        (top_arcs[0], a_outer_edges[3]),
-        (top_arcs[1], a_inner_edges[3]),
-        vertices[3],
-    )?;
-    builder.face(
-        "a:upper-cap",
-        SurfaceGeometry::Plane { frame: top_frame },
-        two_arc_plane_bounds(top_frame, top_arcs, accuracy.geometric),
-        top_uses,
-    )?;
-
-    let mut out = builder.finish()?;
-    let a_lateral = cylinder_source(a, 0);
-    let b_lateral = cylinder_source(b, 0);
-    for face in [0, 1, 2, 4, 5] {
-        out.topology.faces[face].provenance =
-            face_provenance(vec![a_lateral.clone()], FaceRole::Split, false);
-    }
-    out.topology.faces[3].provenance = face_provenance(
-        vec![b_lateral],
-        if operation == BooleanOp::Subtraction {
-            FaceRole::Cut
-        } else {
-            FaceRole::Split
-        },
-        operation == BooleanOp::Subtraction,
-    );
-    let a_caps = [cylinder_source(a, 1), cylinder_source(a, 2)];
-    out.topology.faces[6].provenance =
-        face_provenance(vec![a_caps[0].clone()], FaceRole::Preserved, false);
-    out.topology.faces[9].provenance =
-        face_provenance(vec![a_caps[1].clone()], FaceRole::Preserved, false);
-    let b_caps = if alignment > 0.0 {
-        [cylinder_source(b, 1), cylinder_source(b, 2)]
-    } else {
-        [cylinder_source(b, 2), cylinder_source(b, 1)]
-    };
-    for (face, source) in [(7, b_caps[0].clone()), (8, b_caps[1].clone())] {
-        out.topology.faces[face].provenance = face_provenance(
-            vec![source],
-            if operation == BooleanOp::Subtraction {
-                FaceRole::Cut
-            } else {
-                FaceRole::Split
-            },
-            operation == BooleanOp::Subtraction,
-        );
-    }
-    out.revision = a
-        .brep
-        .revision
-        .max(b.brep.revision)
-        .checked_add(1)
-        .ok_or_else(|| GeometryError::LimitExceeded("boolean revision overflow".into()))?;
-    out.validate()?;
-    let face_mappings = cylinder_face_mappings(&out, [a, b]);
-    Ok(BooleanResult {
-        brep: out,
-        report: BooleanReport {
-            operation,
-            quality: GeometryQuality::Analytic,
-            contacts: Vec::new(),
-            coincident: false,
-            face_mappings,
-        },
-    })
-}
-
-fn sliced_parallel_cylinder_boolean(
-    a: &CylinderInput<'_>,
-    b: &CylinderInput<'_>,
-    alignment: f64,
-    radial: Point3,
-    a_span: [f64; 2],
-    b_span: [f64; 2],
-    span: [f64; 2],
-    operation: BooleanOp,
-    id: String,
-    accuracy: Accuracy,
-    roundoff: f64,
-) -> Result<BooleanResult, GeometryError> {
-    let mut a_frame = a.frame;
-    a_frame.origin = a.frame.point([0.0, 0.0, span[0]]);
-    let mut b_frame = a_frame;
-    b_frame.origin = std::array::from_fn(|axis| a_frame.origin[axis] + radial[axis]);
-    let height = span[1] - span[0];
-    let a_slice = CylinderInput {
-        brep: a.brep,
-        frame: a_frame,
-        radius: a.radius,
-        height,
-    };
-    let b_slice = CylinderInput {
-        brep: b.brep,
-        frame: b_frame,
-        radius: b.radius,
-        height,
-    };
-    let mut result = parallel_cylinder_boolean(&a_slice, &b_slice, 1.0, operation, id, accuracy)?;
-    result.report.coincident = false;
-    if operation == BooleanOp::Intersection && result.brep.topology.faces.len() == 4 {
-        let a_caps = [cylinder_source(a, 1), cylinder_source(a, 2)];
-        let b_caps = if alignment > 0.0 {
-            [cylinder_source(b, 1), cylinder_source(b, 2)]
-        } else {
-            [cylinder_source(b, 2), cylinder_source(b, 1)]
-        };
-        for (face, boundary, end) in [(2, span[0], 0), (3, span[1], 1)] {
-            let mut sources = Vec::with_capacity(2);
-            if (boundary - a_span[end]).abs() <= roundoff {
-                sources.push(a_caps[end].clone());
-            }
-            if (boundary - b_span[end]).abs() <= roundoff {
-                sources.push(b_caps[end].clone());
-            }
-            if sources.len() > 1 {
-                result.report.coincident = true;
-            }
-            if sources.is_empty() {
-                return Err(GeometryError::InvalidTopology(
-                    "parallel cylinder slice cap has no source face".into(),
-                ));
-            }
-            result.brep.topology.faces[face].provenance =
-                face_provenance(sources, FaceRole::Split, false);
-        }
-        result.report.face_mappings = cylinder_face_mappings(&result.brep, [a, b]);
-        result.brep.validate()?;
-    } else if operation == BooleanOp::Subtraction {
-        result.report.coincident =
-            (a_span[0] - b_span[0]).abs() <= roundoff || (a_span[1] - b_span[1]).abs() <= roundoff;
-    }
-    Ok(result)
-}
-
-fn boolean_cylinders(
-    a: &BrepEnvelope,
-    b: &BrepEnvelope,
-    operation: BooleanOp,
-    id: String,
-) -> Result<BooleanResult, GeometryError> {
-    let a = full_cylinder(a)?;
-    let b = full_cylinder(b)?;
-    let accuracy = Accuracy {
-        geometric: a.brep.accuracy.geometric.max(b.brep.accuracy.geometric),
-        intersection: a
-            .brep
-            .accuracy
-            .intersection
-            .max(b.brep.accuracy.intersection),
-        tessellation: a
-            .brep
-            .accuracy
-            .tessellation
-            .max(b.brep.accuracy.tessellation),
-        exchange: a.brep.accuracy.exchange.max(b.brep.accuracy.exchange),
-    };
-    let alignment = dot(a.frame.z, b.frame.z);
-    if 1.0 - alignment.abs() > 1e-12 {
-        if operation == BooleanOp::Subtraction {
-            return transverse_cylinder_through_subtraction(&a, &b, id, accuracy);
-        }
-        return Err(GeometryError::CoverageGap {
-            families: ["cylinder".into(), "nonparallel cylinder".into()],
-        });
-    }
-    let delta = sub(b.frame.origin, a.frame.origin);
-    let axial = dot(delta, a.frame.z);
-    let radial = sub(delta, scale(a.frame.z, axial));
-    let a_span = [0.0, a.height];
-    let b_end = axial + alignment.signum() * b.height;
-    let b_span = [axial.min(b_end), axial.max(b_end)];
-    let span_error = (a_span[0] - b_span[0])
-        .abs()
-        .max((a_span[1] - b_span[1]).abs());
-    let scale = a
-        .frame
-        .origin
-        .into_iter()
-        .chain(b.frame.origin)
-        .chain([a.radius, b.radius, a.height, b.height])
-        .fold(1.0_f64, |largest, value| largest.max(value.abs()));
-    let roundoff = 128.0 * f64::EPSILON * scale;
-    let radial_distance = norm(radial);
-    if radial_distance > roundoff {
-        if radial_distance <= accuracy.intersection {
-            return Err(GeometryError::UnresolvedIntersection(
-                "cylinder axes differ within the intersection budget".into(),
-            ));
-        }
-        if span_error <= roundoff {
-            return parallel_cylinder_boolean(&a, &b, alignment, operation, id, accuracy);
-        }
-        let clearance = 4.0 * accuracy.geometric;
-        let overlap_span = [a_span[0].max(b_span[0]), a_span[1].min(b_span[1])];
-        let overlap = overlap_span[1] - overlap_span[0];
-        if overlap.abs() <= clearance {
-            return Err(GeometryError::UnresolvedIntersection(
-                "parallel cylinder axial contact is below geometric resolution".into(),
-            ));
-        }
-        if overlap < 0.0 {
-            return separate_boolean(a.brep, b.brep, operation, id, Vec::new());
-        }
-        if operation == BooleanOp::Intersection {
-            return sliced_parallel_cylinder_boolean(
-                &a,
-                &b,
-                alignment,
-                radial,
-                a_span,
-                b_span,
-                overlap_span,
-                operation,
-                id,
-                accuracy,
-                roundoff,
-            );
-        }
-        if operation == BooleanOp::Subtraction {
-            let b_covers_a = b_span[0] <= a_span[0] + roundoff && b_span[1] >= a_span[1] - roundoff;
-            if b_covers_a {
-                return sliced_parallel_cylinder_boolean(
-                    &a, &b, alignment, radial, a_span, b_span, a_span, operation, id, accuracy,
-                    roundoff,
-                );
-            }
-            let b_nearly_covers_a =
-                b_span[0] <= a_span[0] + clearance && b_span[1] >= a_span[1] - clearance;
-            if b_nearly_covers_a {
-                return Err(GeometryError::UnresolvedIntersection(
-                    "parallel cylinder subtraction leaves a sub-tolerance axial segment".into(),
-                ));
-            }
-        }
-        let b_embedded_in_a =
-            b_span[0] > a_span[0] + clearance && b_span[1] < a_span[1] - clearance;
-        let transverse_overlap = radial_distance > (a.radius - b.radius).abs() + clearance
-            && radial_distance < a.radius + b.radius - clearance;
-        if b_embedded_in_a
-            && transverse_overlap
-            && matches!(operation, BooleanOp::Union | BooleanOp::Subtraction)
-        {
-            return embedded_transverse_cylinder_boolean(
-                &a, &b, alignment, radial, b_span, operation, id, accuracy,
-            );
-        }
-        let a_embedded_in_b =
-            a_span[0] > b_span[0] + clearance && a_span[1] < b_span[1] - clearance;
-        if a_embedded_in_b && transverse_overlap && operation == BooleanOp::Union {
-            return boolean_cylinders(b.brep, a.brep, operation, id);
-        }
-        return Err(GeometryError::CoverageGap {
-            families: [
-                "parallel cylinder".into(),
-                "non-coextensive parallel cylinder".into(),
-            ],
-        });
-    }
-    if a.radius != b.radius {
-        if (a.radius - b.radius).abs() <= accuracy.intersection {
-            return Err(GeometryError::UnresolvedIntersection(
-                "cylinder radii differ within the intersection budget".into(),
-            ));
-        }
-        if span_error <= roundoff {
-            return coextensive_cylinder_radii(&a, &b, alignment, operation, id, accuracy);
-        }
-        let clearance = 4.0 * accuracy.geometric;
-        let b_inside_a = b.radius + clearance < a.radius
-            && b_span[0] > a_span[0] + clearance
-            && b_span[1] < a_span[1] - clearance;
-        let a_inside_b = a.radius + clearance < b.radius
-            && a_span[0] > b_span[0] + clearance
-            && a_span[1] < b_span[1] - clearance;
-        if b_inside_a || a_inside_b {
-            return contained_cylinders(&a, &b, b_inside_a, operation, id, accuracy);
-        }
-        let near_radial_contact = (a.radius - b.radius).abs() <= clearance;
-        let near_axial_contact = [
-            (a_span[0] - b_span[0]).abs(),
-            (a_span[0] - b_span[1]).abs(),
-            (a_span[1] - b_span[0]).abs(),
-            (a_span[1] - b_span[1]).abs(),
-        ]
-        .into_iter()
-        .any(|gap| gap <= clearance);
-        if near_radial_contact || near_axial_contact {
-            return Err(GeometryError::UnresolvedIntersection(
-                "cylinder containment boundary is below geometric resolution".into(),
-            ));
-        }
-        if span_error <= 4.0 * accuracy.geometric {
-            return Err(GeometryError::UnresolvedIntersection(
-                "cylinder axial spans differ below geometric resolution".into(),
-            ));
-        }
-        return Err(GeometryError::CoverageGap {
-            families: [
-                "cylinder".into(),
-                "different-radius coaxial cylinder with unequal axial spans".into(),
-            ],
-        });
-    }
-    let overlap = a_span[1].min(b_span[1]) - a_span[0].max(b_span[0]);
-    if overlap != 0.0 && overlap.abs() <= 4.0 * accuracy.geometric {
-        return Err(GeometryError::UnresolvedIntersection(
-            "cylinder axial overlap or clearance is below geometric resolution".into(),
-        ));
-    }
-
-    let a_lateral = cylinder_source(&a, 0);
-    let b_lateral = cylinder_source(&b, 0);
-    let a_caps = [cylinder_source(&a, 1), cylinder_source(&a, 2)];
-    let b_caps = if alignment > 0.0 {
-        [cylinder_source(&b, 1), cylinder_source(&b, 2)]
-    } else {
-        [cylinder_source(&b, 2), cylinder_source(&b, 1)]
-    };
-    let cap_at = |boundary: f64, low: bool, include_a: bool, include_b: bool| {
-        let mut sources = Vec::new();
-        if include_a && boundary == if low { a_span[0] } else { a_span[1] } {
-            sources.push(a_caps[usize::from(!low)].clone());
-        }
-        if include_b && boundary == if low { b_span[0] } else { b_span[1] } {
-            sources.push(b_caps[usize::from(!low)].clone());
-        }
-        sources
-    };
-
-    struct Segment {
-        lo: f64,
-        hi: f64,
-        provenances: [FaceProvenance; 3],
-    }
-    let mut segments = Vec::new();
-    let coincident = overlap >= 0.0;
-    match operation {
-        BooleanOp::Union if overlap >= 0.0 => {
-            let lo = a_span[0].min(b_span[0]);
-            let hi = a_span[1].max(b_span[1]);
-            let lower = cap_at(lo, true, true, true);
-            let upper = cap_at(hi, false, true, true);
-            segments.push(Segment {
-                lo,
-                hi,
-                provenances: [
-                    face_provenance(
-                        vec![a_lateral.clone(), b_lateral.clone()],
-                        FaceRole::Coincident,
-                        false,
-                    ),
-                    face_provenance(
-                        lower.clone(),
-                        if lower.len() > 1 {
-                            FaceRole::Coincident
-                        } else {
-                            FaceRole::Preserved
-                        },
-                        false,
-                    ),
-                    face_provenance(
-                        upper.clone(),
-                        if upper.len() > 1 {
-                            FaceRole::Coincident
-                        } else {
-                            FaceRole::Preserved
-                        },
-                        false,
-                    ),
-                ],
-            });
-        }
-        BooleanOp::Union => {
-            for (span, lateral, caps) in [
-                (a_span, a_lateral.clone(), a_caps.clone()),
-                (b_span, b_lateral.clone(), b_caps.clone()),
-            ] {
-                segments.push(Segment {
-                    lo: span[0],
-                    hi: span[1],
-                    provenances: [
-                        face_provenance(vec![lateral], FaceRole::Preserved, false),
-                        face_provenance(vec![caps[0].clone()], FaceRole::Preserved, false),
-                        face_provenance(vec![caps[1].clone()], FaceRole::Preserved, false),
-                    ],
-                });
-            }
-        }
-        BooleanOp::Intersection if overlap > 0.0 => {
-            let lo = a_span[0].max(b_span[0]);
-            let hi = a_span[1].min(b_span[1]);
-            let lower = cap_at(lo, true, lo == a_span[0], lo == b_span[0]);
-            let upper = cap_at(hi, false, hi == a_span[1], hi == b_span[1]);
-            segments.push(Segment {
-                lo,
-                hi,
-                provenances: [
-                    face_provenance(
-                        vec![a_lateral.clone(), b_lateral.clone()],
-                        FaceRole::Coincident,
-                        false,
-                    ),
-                    face_provenance(
-                        lower.clone(),
-                        if lower.len() > 1 {
-                            FaceRole::Coincident
-                        } else {
-                            FaceRole::Preserved
-                        },
-                        false,
-                    ),
-                    face_provenance(
-                        upper.clone(),
-                        if upper.len() > 1 {
-                            FaceRole::Coincident
-                        } else {
-                            FaceRole::Preserved
-                        },
-                        false,
-                    ),
-                ],
-            });
-        }
-        BooleanOp::Intersection => {}
-        BooleanOp::Subtraction if overlap <= 0.0 => {
-            segments.push(Segment {
-                lo: a_span[0],
-                hi: a_span[1],
-                provenances: [
-                    face_provenance(vec![a_lateral.clone()], FaceRole::Preserved, false),
-                    face_provenance(vec![a_caps[0].clone()], FaceRole::Preserved, false),
-                    face_provenance(vec![a_caps[1].clone()], FaceRole::Preserved, false),
-                ],
-            });
-        }
-        BooleanOp::Subtraction => {
-            if b_span[0] > a_span[0] {
-                segments.push(Segment {
-                    lo: a_span[0],
-                    hi: b_span[0].min(a_span[1]),
-                    provenances: [
-                        face_provenance(vec![a_lateral.clone()], FaceRole::Split, false),
-                        face_provenance(vec![a_caps[0].clone()], FaceRole::Preserved, false),
-                        face_provenance(vec![b_caps[0].clone()], FaceRole::Cut, true),
-                    ],
-                });
-            }
-            if b_span[1] < a_span[1] {
-                segments.push(Segment {
-                    lo: b_span[1].max(a_span[0]),
-                    hi: a_span[1],
-                    provenances: [
-                        face_provenance(vec![a_lateral.clone()], FaceRole::Split, false),
-                        face_provenance(vec![b_caps[1].clone()], FaceRole::Cut, true),
-                        face_provenance(vec![a_caps[1].clone()], FaceRole::Preserved, false),
-                    ],
-                });
-            }
-        }
-    }
-
-    let mut out = BrepEnvelope::new(id, accuracy)?;
-    for (index, segment) in segments.into_iter().enumerate() {
-        let mut frame = a.frame;
-        frame.origin = a.frame.point([0.0, 0.0, segment.lo]);
-        append_cylinder_segment(
-            &mut out,
-            frame,
-            a.radius,
-            segment.hi - segment.lo,
-            segment.provenances,
-            index,
-        )?;
-    }
-    out.revision = a
-        .brep
-        .revision
-        .max(b.brep.revision)
-        .checked_add(1)
-        .ok_or_else(|| GeometryError::LimitExceeded("boolean revision overflow".into()))?;
-    out.validate()?;
-    let face_mappings = cylinder_face_mappings(&out, [&a, &b]);
-    Ok(BooleanResult {
-        brep: out,
-        report: BooleanReport {
-            operation,
-            quality: GeometryQuality::Analytic,
-            contacts: Vec::new(),
-            coincident,
-            face_mappings,
-        },
-    })
-}
-
-fn append_sphere(
-    out: &mut BrepEnvelope,
-    input: &SphereInput<'_>,
-    reversed: bool,
-) -> Result<u32, GeometryError> {
-    let mut part = primitives::sphere(
-        input.brep.id.clone(),
-        input.frame,
-        input.radius,
-        out.accuracy,
-    )?;
-    part.topology.faces[0].provenance = provenance(
-        input,
-        if reversed {
-            FaceRole::Cut
-        } else {
-            FaceRole::Preserved
-        },
-        reversed,
-    );
-    if reversed {
-        reverse_face(&mut part, 0);
-    }
-    let [v, e, h, l, f, s, c, p, surface] = [
-        out.topology.vertices.len(),
-        out.topology.edges.len(),
-        out.topology.halfedges.len(),
-        out.topology.loops.len(),
-        out.topology.faces.len(),
-        out.topology.shells.len(),
-        out.geometry.curves.len(),
-        out.geometry.pcurves.len(),
-        out.geometry.surfaces.len(),
-    ]
-    .map(|n| n as u32);
-    for vertex in &mut part.topology.vertices {
-        vertex.id += v;
-        vertex.outgoing_halfedge = vertex.outgoing_halfedge.map(|id| id + h);
-    }
-    for edge in &mut part.topology.edges {
-        edge.id += e;
-        edge.halfedge += h;
-        edge.twin_halfedge = edge.twin_halfedge.map(|id| id + h);
-        match &mut edge.geometry {
-            EdgeGeometry::Curve { curve, .. } => *curve += c,
-            EdgeGeometry::Collapsed { vertex } => *vertex += v,
-        }
-    }
-    for halfedge in &mut part.topology.halfedges {
-        halfedge.id += h;
-        halfedge.from += v;
-        halfedge.to += v;
-        halfedge.edge += e;
-        halfedge.twin = halfedge.twin.map(|id| id + h);
-        halfedge.next = halfedge.next.map(|id| id + h);
-        halfedge.prev = halfedge.prev.map(|id| id + h);
-        halfedge.face = halfedge.face.map(|id| id + f);
-        halfedge.loop_ref = halfedge.loop_ref.map(|id| id + l);
-        halfedge.geometry_use.pcurve = halfedge.geometry_use.pcurve.map(|id| id + p);
-    }
-    for loop_ in &mut part.topology.loops {
-        loop_.id += l;
-        loop_.start_halfedge += h;
-        loop_.face_ref += f;
-    }
-    for face in &mut part.topology.faces {
-        face.id += f;
-        face.key = format!("{f}:{}", face.key);
-        face.surface += surface;
-        face.trim.outer += l;
-        face.shell_ref = Some(s);
-    }
-    for shell in &mut part.topology.shells {
-        shell.id += s;
-        for face in &mut shell.faces {
-            *face += f;
-        }
-    }
-    out.geometry.surfaces.extend(part.geometry.surfaces);
-    out.geometry.curves.extend(part.geometry.curves);
-    out.geometry.pcurves.extend(part.geometry.pcurves);
-    out.topology.vertices.extend(part.topology.vertices);
-    out.topology.edges.extend(part.topology.edges);
-    out.topology.halfedges.extend(part.topology.halfedges);
-    out.topology.loops.extend(part.topology.loops);
-    out.topology.faces.extend(part.topology.faces);
-    out.topology.shells.extend(part.topology.shells);
-    Ok(s)
-}
-
-fn patch(
-    builder: &mut Builder,
-    input: &SphereInput<'_>,
-    frame: Frame3,
-    latitude: f64,
-    north: bool,
-    shared_edge: u32,
-    shared_vertex: u32,
-    reversed: bool,
-) -> Result<(), GeometryError> {
-    use Orientation::{Forward as F, Reverse as R};
-    let pole_lat = if north {
-        std::f64::consts::FRAC_PI_2
-    } else {
-        -std::f64::consts::FRAC_PI_2
-    };
-    let (lo, hi) = if north {
-        (latitude, pole_lat)
-    } else {
-        (pole_lat, latitude)
-    };
-    let surface = SurfaceGeometry::Sphere {
-        frame,
-        radius: input.radius,
-    };
-    let pole = builder.vertex(surface.point_at([0.0, pole_lat])?);
-    let collapse = builder.edge_geometry(EdgeGeometry::Collapsed { vertex: pole }, true);
-    let seam = builder.edge(
-        CurveGeometry::Circle {
-            frame: Frame3 {
-                x: frame.x,
-                y: frame.z,
-                z: scale(frame.y, -1.0),
-                ..frame
-            },
-            radius: input.radius,
-        },
-        Interval::new(lo, hi)?,
-        true,
-    );
-    let tau = std::f64::consts::TAU;
-    let (low, high) = if north {
-        (shared_vertex, pole)
-    } else {
-        (pole, shared_vertex)
-    };
-    let bottom = if north {
-        boundary(shared_edge, low, low, F, uv_line([0.0, lo], [1.0, 0.0]))
-    } else {
-        boundary(collapse, low, low, F, uv_line([0.0, lo], [tau, 0.0]))
-    };
-    let top = if north {
-        boundary(collapse, high, high, F, uv_line([tau, hi], [-tau, 0.0]))
-    } else {
-        boundary(shared_edge, high, high, R, uv_line([0.0, hi], [1.0, 0.0]))
-    };
-    let face = builder.brep.topology.faces.len() as u32;
-    builder.face(
-        &format!("{face}:{}", input.brep.topology.faces[0].key),
-        surface,
-        [[0.0, tau], [lo, hi]],
-        vec![
-            bottom,
-            boundary(seam, low, high, F, uv_line([tau, 0.0], [0.0, 1.0])),
-            top,
-            boundary(seam, high, low, R, uv_line([0.0, 0.0], [0.0, 1.0])),
-        ],
-    )?;
-    builder.brep.topology.faces[face as usize].provenance = provenance(
-        input,
-        if reversed {
-            FaceRole::Cut
-        } else {
-            FaceRole::Split
-        },
-        reversed,
-    );
-    if reversed {
-        reverse_face(&mut builder.brep, face);
-    }
-    Ok(())
-}
-
-fn inset_prismatic_ring(
-    ring: &[Point3],
-    frame: Frame3,
-    thickness: f64,
-    tolerance: f64,
-) -> Result<Vec<[f64; 2]>, GeometryError> {
-    let points = ring
-        .iter()
-        .map(|point| {
-            let local = frame.local(*point);
-            Pt2::new(local[0], local[1])
-        })
-        .collect::<Vec<_>>();
-    if points.len() < 3 {
-        return Err(prismatic_gap());
-    }
-    let cross2 = |a: Pt2, b: Pt2| a.x * b.z - a.z * b.x;
-    let direction = |from: Pt2, to: Pt2| -> Result<Pt2, GeometryError> {
-        let delta = Pt2::new(to.x - from.x, to.z - from.z);
-        let length = delta.x.hypot(delta.z);
-        if length <= 4.0 * tolerance {
-            return Err(GeometryError::UnresolvedIntersection(
-                "profile shell contains a sub-tolerance edge".into(),
-            ));
-        }
-        Ok(Pt2::new(delta.x / length, delta.z / length))
-    };
-    let mut result = Vec::with_capacity(points.len());
-    for index in 0..points.len() {
-        let point = points[index];
-        let incoming = direction(points[(index + points.len() - 1) % points.len()], point)?;
-        let outgoing = direction(point, points[(index + 1) % points.len()])?;
-        let incoming_normal = Pt2::new(-incoming.z, incoming.x);
-        let outgoing_normal = Pt2::new(-outgoing.z, outgoing.x);
-        let incoming_origin = Pt2::new(
-            point.x + thickness * incoming_normal.x,
-            point.z + thickness * incoming_normal.z,
-        );
-        let outgoing_origin = Pt2::new(
-            point.x + thickness * outgoing_normal.x,
-            point.z + thickness * outgoing_normal.z,
-        );
-        let determinant = cross2(incoming, outgoing);
-        let offset = if determinant.abs() <= 1.0e-12 {
-            if incoming.x * outgoing.x + incoming.z * outgoing.z < 0.0 {
-                return Err(GeometryError::UnresolvedIntersection(
-                    "profile shell has a reversing corner".into(),
-                ));
-            }
-            incoming_origin
-        } else {
-            let delta = Pt2::new(
-                outgoing_origin.x - incoming_origin.x,
-                outgoing_origin.z - incoming_origin.z,
-            );
-            let parameter = cross2(delta, outgoing) / determinant;
-            Pt2::new(
-                incoming_origin.x + parameter * incoming.x,
-                incoming_origin.z + parameter * incoming.z,
-            )
-        };
-        if !offset.x.is_finite()
-            || !offset.z.is_finite()
-            || (offset.x - point.x).hypot(offset.z - point.z) > thickness * 1.0e6
-        {
-            return Err(GeometryError::UnresolvedIntersection(
-                "profile shell has an unbounded miter".into(),
-            ));
-        }
-        result.push(offset);
-    }
-    let original_area = poly2d::signed_area2(&points);
-    let result_area = poly2d::signed_area2(&result);
-    if result_area.abs() <= tolerance * tolerance
-        || original_area.signum() != result_area.signum()
-        || poly2d::self_intersects2(&result, tolerance)
-    {
-        return Err(GeometryError::UnresolvedIntersection(
-            "profile shell offset collapses or self-intersects".into(),
-        ));
-    }
-    Ok(result.into_iter().map(|point| [point.x, point.z]).collect())
-}
-
-pub fn shell_brep(
-    input: &BrepEnvelope,
-    thickness: f64,
-    id: String,
-) -> Result<BooleanResult, GeometryError> {
-    input.validate()?;
-    if !thickness.is_finite() || thickness <= 4.0 * input.accuracy.geometric {
-        return Err(GeometryError::UnresolvedIntersection(
-            "shell thickness is below geometric resolution".into(),
-        ));
-    }
-    let inner_id = format!("{id}:offset-cavity");
-    let inner = match input.geometry.surfaces.first() {
-        Some(SurfaceGeometry::Sphere { .. }) => {
-            let input = full_sphere(input)?;
-            let radius = input.radius - thickness;
-            if radius <= 4.0 * input.brep.accuracy.geometric {
-                return Err(GeometryError::UnresolvedIntersection(
-                    "shell thickness consumes the sphere interior".into(),
-                ));
-            }
-            primitives::sphere(inner_id, input.frame, radius, input.brep.accuracy)?
-        }
-        Some(SurfaceGeometry::Cylinder { .. }) => {
-            let input = full_cylinder(input)?;
-            let radius = input.radius - thickness;
-            let height = input.height - 2.0 * thickness;
-            if radius <= 4.0 * input.brep.accuracy.geometric
-                || height <= 4.0 * input.brep.accuracy.geometric
-            {
-                return Err(GeometryError::UnresolvedIntersection(
-                    "shell thickness consumes the cylinder interior".into(),
-                ));
-            }
-            let mut frame = input.frame;
-            frame.origin = input.frame.point([0.0, 0.0, thickness]);
-            primitives::cylinder(inner_id, frame, radius, height, input.brep.accuracy)?
-        }
-        Some(SurfaceGeometry::Torus { .. }) => {
-            let input = full_torus(input)?;
-            let minor_radius = input.minor_radius - thickness;
-            if minor_radius <= 4.0 * input.brep.accuracy.geometric {
-                return Err(GeometryError::UnresolvedIntersection(
-                    "shell thickness consumes the torus interior".into(),
-                ));
-            }
-            primitives::torus(
-                inner_id,
-                input.frame,
-                input.major_radius,
-                minor_radius,
-                input.brep.accuracy,
-            )?
-        }
-        Some(SurfaceGeometry::Plane { .. }) => match super::box_booleans::full_box(input) {
-            Ok(input) => {
-                let size = input.size.map(|dimension| dimension - 2.0 * thickness);
-                if size
-                    .iter()
-                    .any(|dimension| *dimension <= 4.0 * input.brep.accuracy.geometric)
-                {
-                    return Err(GeometryError::UnresolvedIntersection(
-                        "shell thickness consumes the cuboid interior".into(),
-                    ));
-                }
-                let mut frame = input.frame;
-                frame.origin = input.frame.point([thickness, thickness, thickness]);
-                primitives::cuboid(inner_id, frame, size, input.brep.accuracy)?
-            }
-            Err(GeometryError::CoverageGap { .. }) => {
-                let input = full_planar_extrusion(input)?;
-                let height = input.height - 2.0 * thickness;
-                if height <= 4.0 * input.brep.accuracy.geometric {
-                    return Err(GeometryError::UnresolvedIntersection(
-                        "shell thickness consumes the profile extrusion height".into(),
-                    ));
-                }
-                let inset = input
-                    .contours
-                    .iter()
-                    .map(|ring| {
-                        inset_prismatic_ring(
-                            ring,
-                            input.frame,
-                            thickness,
-                            input.brep.accuracy.geometric,
-                        )
-                    })
-                    .collect::<Result<Vec<_>, _>>()?;
-                let mut frame = input.frame;
-                frame.origin = input.frame.point([0.0, 0.0, thickness]);
-                primitives::linear_extrusion(
-                    inner_id,
-                    frame,
-                    inset[0].clone(),
-                    inset[1..].to_vec(),
-                    height,
-                    input.brep.accuracy,
-                )
-                .map_err(|error| match error {
-                    GeometryError::InvalidGeometry(_)
-                    | GeometryError::UnresolvedIntersection(_) => {
-                        GeometryError::UnresolvedIntersection(
-                            "shell offset self-intersects or consumes the profile interior".into(),
-                        )
-                    }
-                    other => other,
-                })?
-            }
-            Err(error) => return Err(error),
-        },
-        Some(SurfaceGeometry::Cone { .. }) => {
-            let input = full_conic_section(input)?;
-            let slope = input.semi_angle.tan();
-            let normal_scale = (1.0 + slope * slope).sqrt();
-            if input.lower_radius <= input.brep.accuracy.geometric {
-                let apex = thickness * normal_scale / slope;
-                let base = input.axial_range.hi - thickness;
-                let height = base - apex;
-                let radius = height * slope;
-                if radius <= 4.0 * input.brep.accuracy.geometric
-                    || height <= 4.0 * input.brep.accuracy.geometric
-                {
-                    return Err(GeometryError::UnresolvedIntersection(
-                        "shell thickness consumes the cone interior".into(),
-                    ));
-                }
-                let base_frame = Frame3 {
-                    origin: input.frame.point([0.0, 0.0, base]),
-                    x: input.frame.x,
-                    y: scale(input.frame.y, -1.0),
-                    z: scale(input.frame.z, -1.0),
-                };
-                primitives::cone(inner_id, base_frame, radius, height, input.brep.accuracy)?
-            } else {
-                let height = input.axial_range.width() - 2.0 * thickness;
-                let lower_radius =
-                    input.lower_radius + thickness * slope - thickness * normal_scale;
-                let upper_radius =
-                    input.upper_radius - thickness * slope - thickness * normal_scale;
-                if height <= 4.0 * input.brep.accuracy.geometric
-                    || lower_radius <= 4.0 * input.brep.accuracy.geometric
-                    || upper_radius <= 4.0 * input.brep.accuracy.geometric
-                {
-                    return Err(GeometryError::UnresolvedIntersection(
-                        "shell thickness consumes the frustum interior".into(),
-                    ));
-                }
-                let frame = Frame3 {
-                    origin: input
-                        .frame
-                        .point([0.0, 0.0, input.axial_range.lo + thickness]),
-                    ..input.frame
-                };
-                primitives::frustum(
-                    inner_id,
-                    frame,
-                    lower_radius,
-                    upper_radius,
-                    height,
-                    input.brep.accuracy,
-                )?
-            }
-        }
-        None => {
-            return Err(GeometryError::CoverageGap {
-                families: ["restricted analytic shell".into(), "input solid".into()],
-            })
-        }
-    };
-    let inner_identity = inner.id.clone();
-    let mut result = analytic_containment_boolean(input, &inner, true, BooleanOp::Subtraction, id)?;
-    for face in &mut result.brep.topology.faces {
-        for source in &mut face.provenance.sources {
-            if source.entity == inner_identity && source.body == inner_identity {
-                let original = input
-                    .topology
-                    .faces
-                    .get(source.face as usize)
-                    .ok_or_else(|| {
-                        GeometryError::InvalidTopology(
-                            "shell offset face has no source face".into(),
-                        )
-                    })?;
-                *source = brep_face_source(input, original.id);
-            }
-        }
-        face.provenance.sources = unique_sources(std::mem::take(&mut face.provenance.sources));
-    }
-    result.report.face_mappings = input
-        .topology
-        .faces
-        .iter()
-        .map(|face| {
-            let source = brep_face_source(input, face.id);
-            let result_faces = result
-                .brep
-                .topology
-                .faces
-                .iter()
-                .filter(|candidate| {
-                    candidate.provenance.sources.iter().any(|candidate| {
-                        candidate.entity == source.entity
-                            && candidate.body == source.body
-                            && candidate.key == source.key
-                            && candidate.face == source.face
-                    })
-                })
-                .map(|candidate| candidate.id)
-                .collect();
-            FaceMapping {
-                source,
-                result_faces,
-            }
-        })
-        .collect();
-    result.brep.validate()?;
-    Ok(result)
-}
-
-pub fn boolean_brep(
-    a: &BrepEnvelope,
-    b: &BrepEnvelope,
-    operation: BooleanOp,
-    id: String,
-) -> Result<BooleanResult, GeometryError> {
-    a.validate()?;
-    b.validate()?;
-    if comparable(&a.geometry)? == comparable(&b.geometry)?
-        && comparable(&a.topology)? == comparable(&b.topology)?
-        && comparable(&a.solids)? == comparable(&b.solids)?
-    {
-        return coincident_boolean(a, b, operation, id);
-    }
-    if let Some(result) = disjoint_boolean(a, b, operation, id.clone())? {
-        return Ok(result);
-    }
-    let a_is_sphere = matches!(
-        a.geometry.surfaces.first(),
-        Some(SurfaceGeometry::Sphere { .. })
-    );
-    let b_is_sphere = matches!(
-        b.geometry.surfaces.first(),
-        Some(SurfaceGeometry::Sphere { .. })
-    );
-    let a_is_cylinder = matches!(
-        a.geometry.surfaces.first(),
-        Some(SurfaceGeometry::Cylinder { .. })
-    );
-    let b_is_cylinder = matches!(
-        b.geometry.surfaces.first(),
-        Some(SurfaceGeometry::Cylinder { .. })
-    );
-    let a_is_torus = matches!(
-        a.geometry.surfaces.first(),
-        Some(SurfaceGeometry::Torus { .. })
-    );
-    let b_is_torus = matches!(
-        b.geometry.surfaces.first(),
-        Some(SurfaceGeometry::Torus { .. })
-    );
-    let a_is_conic = matches!(
-        a.geometry.surfaces.first(),
-        Some(SurfaceGeometry::Cone { .. })
-    );
-    let b_is_conic = matches!(
-        b.geometry.surfaces.first(),
-        Some(SurfaceGeometry::Cone { .. })
-    );
-    let a_is_box = !a.geometry.surfaces.is_empty()
-        && a.geometry
-            .surfaces
-            .iter()
-            .all(|surface| matches!(surface, SurfaceGeometry::Plane { .. }));
-    let b_is_box = !b.geometry.surfaces.is_empty()
-        && b.geometry
-            .surfaces
-            .iter()
-            .all(|surface| matches!(surface, SurfaceGeometry::Plane { .. }));
-    let specialized = (|| {
-        if (a_is_sphere && b_is_cylinder) || (a_is_cylinder && b_is_sphere) {
-            return sphere_cylinder_boolean(a, b, operation, id.clone());
-        }
-        if (a_is_sphere && b_is_conic) || (a_is_conic && b_is_sphere) {
-            return sphere_conic_containment(a, b, operation, id.clone());
-        }
-        if (a_is_cylinder && b_is_conic) || (a_is_conic && b_is_cylinder) {
-            return cylinder_conic_containment(a, b, operation, id.clone());
-        }
-        if (a_is_conic && b_is_box) || (a_is_box && b_is_conic) {
-            return conic_box_containment(a, b, operation, id.clone());
-        }
-        if (a_is_sphere && b_is_torus) || (a_is_torus && b_is_sphere) {
-            return sphere_torus_containment(a, b, operation, id.clone());
-        }
-        if (a_is_cylinder && b_is_torus) || (a_is_torus && b_is_cylinder) {
-            return torus_cylinder_containment(a, b, operation, id.clone());
-        }
-        if (a_is_box && b_is_torus) || (a_is_torus && b_is_box) {
-            return torus_box_containment(a, b, operation, id.clone());
-        }
-        if (a_is_conic && b_is_torus) || (a_is_torus && b_is_conic) {
-            return torus_conic_containment(a, b, operation, id.clone());
-        }
-        if a_is_torus && b_is_torus {
-            return torus_containment_boolean(a, b, operation, id.clone());
-        }
-        if a_is_conic && b_is_conic {
-            return conic_containment_boolean(a, b, operation, id.clone());
-        }
-        if (a_is_sphere && b_is_box) || (a_is_box && b_is_sphere) {
-            return sphere_box_boolean(a, b, operation, id.clone());
-        }
-        if (a_is_cylinder && b_is_box) || (a_is_box && b_is_cylinder) {
-            return cylinder_box_boolean(a, b, operation, id.clone());
-        }
-        if a_is_cylinder && b_is_cylinder {
-            return boolean_cylinders(a, b, operation, id.clone());
-        }
-        if a_is_box && b_is_box {
-            return match super::box_booleans::boolean_boxes(a, b, operation, id.clone()) {
-                Ok(result) => Ok(result),
-                Err(GeometryError::CoverageGap { .. }) => {
-                    match boolean_planar_extrusions(a, b, operation, id.clone()) {
-                        Ok(result) => Ok(result),
-                        Err(GeometryError::CoverageGap { .. }) => {
-                            match super::box_booleans::boolean_rectilinear(
-                                a,
-                                b,
-                                operation,
-                                id.clone(),
-                            ) {
-                                Ok(result) => Ok(result),
-                                Err(GeometryError::CoverageGap { .. })
-                                    if operation == BooleanOp::Subtraction =>
-                                {
-                                    match super::planar_booleans::subtract_layered_extrusions(
-                                        a,
-                                        b,
-                                        id.clone(),
-                                    ) {
-                                        Err(GeometryError::CoverageGap { .. }) => {
-                                            super::planar_booleans::subtract_planar_polyhedra(
-                                                a,
-                                                b,
-                                                id.clone(),
-                                            )
-                                        }
-                                        result => result,
-                                    }
-                                }
-                                Err(error) => Err(error),
-                            }
-                        }
-                        Err(error) => Err(error),
-                    }
-                }
-                Err(error) => Err(error),
-            };
-        }
-        boolean_spheres(a, b, operation, id.clone())
-    })();
-    match specialized {
-        Err(GeometryError::CoverageGap { .. }) => {
-            if operation == BooleanOp::Subtraction
-                && b.geometry
-                    .surfaces
-                    .iter()
-                    .all(|surface| matches!(surface, SurfaceGeometry::Plane { .. }))
-                && a.geometry
-                    .surfaces
-                    .iter()
-                    .any(|surface| matches!(surface, SurfaceGeometry::Cylinder { .. }))
-            {
-                match super::curved_layered_boolean::subtract_vertical_arc_extrusion(
-                    a,
-                    b,
-                    id.clone(),
-                ) {
-                    Ok(result) => return Ok(result),
-                    Err(GeometryError::CoverageGap { .. }) => {}
-                    Err(error) => return Err(error),
-                }
-            }
-            if let Some(result) =
-                generic_two_sided_cutter_band_subtraction(a, b, operation, id.clone())?
-            {
-                return Ok(result);
-            }
-            if let Some(result) =
-                generic_multiple_closed_loops_boolean(a, b, operation, id.clone())?
-            {
-                return Ok(result);
-            }
-            if let Some(result) = generic_single_closed_loop_boolean(a, b, operation, id.clone())? {
-                return Ok(result);
-            }
-            if let Some(result) = generic_non_intersecting_boolean(a, b, operation, id.clone())? {
-                Ok(result)
-            } else {
-                Err(GeometryError::CoverageGap {
-                    families: [
-                        "generic analytic solid".into(),
-                        "intersecting analytic solid".into(),
-                    ],
-                })
-            }
-        }
-        result => result,
-    }
-}
-
-/// Subtract through-depth planar and circular profiles from a rectangular
-/// prism in one analytic arrangement. This avoids making a later circle cut
-/// through the coplanar face tiles created by an earlier rectangular cut.
-fn subtract_prismatic_profile_batch(
-    host: &BrepEnvelope,
-    cutters: &[BrepEnvelope],
-    id: String,
-) -> Result<Option<BooleanResult>, GeometryError> {
-    use crate::geometry::curved_boolean2d::{boolean_curved_regions, CurveEdge2, CurveRegion2};
-
-    let Ok(prism) = full_planar_extrusion(host) else {
-        return Ok(None);
-    };
-    if prism.contours.len() != 1
-        || prism.contours[0].len() != 4
-        || host.topology.vertices.len() != 8
-    {
-        return Ok(None);
-    }
-    let first_axis = cutters.iter().find_map(|cutter| {
-        full_planar_extrusion(cutter)
-            .ok()
-            .map(|input| input.frame.z)
-            .or_else(|| full_cylinder(cutter).ok().map(|input| input.frame.z))
-    });
-    let Some(across) = first_axis else {
-        return Ok(None);
-    };
-    let up = prism.frame.z;
-    if dot(up, across).abs() > 1.0e-10 {
-        return Ok(None);
-    }
-    let along = unit(cross(up, across))?;
-    let basis = [along, up, across];
-    let mut ranges = [[f64::INFINITY, f64::NEG_INFINITY]; 3];
-    for vertex in &host.topology.vertices {
-        for axis in 0..3 {
-            let value = dot(vertex.position, basis[axis]);
-            ranges[axis][0] = ranges[axis][0].min(value);
-            ranges[axis][1] = ranges[axis][1].max(value);
-        }
-    }
-    let geometric = std::iter::once(host)
-        .chain(cutters.iter())
-        .map(|brep| brep.accuracy.geometric)
-        .fold(0.0_f64, f64::max);
-    let dimensions = ranges.map(|range| range[1] - range[0]);
-    if dimensions.iter().any(|value| *value <= 4.0 * geometric)
-        || host.topology.vertices.iter().any(|vertex| {
-            (0..3).any(|axis| {
-                let value = dot(vertex.position, basis[axis]);
-                (value - ranges[axis][0]).abs() > geometric
-                    && (value - ranges[axis][1]).abs() > geometric
-            })
-        })
-    {
-        return Ok(None);
-    }
-    let frame = Frame3 {
-        origin: add(
-            add(scale(along, ranges[0][0]), scale(up, ranges[1][0])),
-            scale(across, ranges[2][0]),
-        ),
-        x: along,
-        y: up,
-        z: across,
-    };
-    frame.validate()?;
-    let line_ring = |points: &[[f64; 2]]| -> Vec<CurveEdge2> {
-        points
-            .iter()
-            .enumerate()
-            .map(|(index, point)| CurveEdge2::Line {
-                from: *point,
-                to: points[(index + 1) % points.len()],
-            })
-            .collect()
-    };
-    let reverse_ring = |ring: &mut Vec<CurveEdge2>| {
-        *ring = ring.iter().rev().map(CurveEdge2::reverse).collect();
-    };
-    let winding_ring = |mut ring: Vec<CurveEdge2>, positive: bool| {
-        let area = ring.iter().map(CurveEdge2::twice_area).sum::<f64>();
-        if (area > 0.0) != positive {
-            reverse_ring(&mut ring);
-        }
-        ring
-    };
-    let host_region = CurveRegion2 {
-        outer: line_ring(&[
-            [0.0, 0.0],
-            [0.0, dimensions[1]],
-            [dimensions[0], dimensions[1]],
-            [dimensions[0], 0.0],
-        ]),
-        holes: Vec::new(),
-    };
-    let mut cut_regions = Vec::with_capacity(cutters.len());
-    for cutter in cutters {
-        let vertices_cover_depth = || {
-            let mut lo = f64::INFINITY;
-            let mut hi = f64::NEG_INFINITY;
-            for vertex in &cutter.topology.vertices {
-                let value = frame.local(vertex.position)[2];
-                lo = lo.min(value);
-                hi = hi.max(value);
-            }
-            lo <= geometric && hi >= dimensions[2] - geometric
-        };
-        if !vertices_cover_depth() {
-            return Ok(None);
-        }
-        if let Ok(input) = full_planar_extrusion(cutter) {
-            if dot(input.frame.z, across).abs() < 1.0 - 1.0e-10 {
-                return Ok(None);
-            }
-            let mut rings = input.contours.iter().map(|contour| {
-                line_ring(
-                    &contour
-                        .iter()
-                        .map(|point| {
-                            let local = frame.local(*point);
-                            [local[0], local[1]]
-                        })
-                        .collect::<Vec<_>>(),
-                )
-            });
-            let outer = winding_ring(
-                rings.next().ok_or_else(|| {
-                    GeometryError::InvalidTopology("profile cutter has no outer ring".into())
-                })?,
-                false,
-            );
-            let holes = rings.map(|ring| winding_ring(ring, true)).collect();
-            cut_regions.push(CurveRegion2 { outer, holes });
-        } else if let Ok(input) = full_cylinder(cutter) {
-            if dot(input.frame.z, across).abs() < 1.0 - 1.0e-10 {
-                return Ok(None);
-            }
-            let center = frame.local(input.frame.origin);
-            cut_regions.push(CurveRegion2 {
-                outer: vec![
-                    CurveEdge2::Arc {
-                        center: [center[0], center[1]],
-                        radius: input.radius,
-                        start_angle: 0.0,
-                        sweep_angle: -std::f64::consts::PI,
-                    },
-                    CurveEdge2::Arc {
-                        center: [center[0], center[1]],
-                        radius: input.radius,
-                        start_angle: -std::f64::consts::PI,
-                        sweep_angle: -std::f64::consts::PI,
-                    },
-                ],
-                holes: Vec::new(),
-            });
-        } else {
-            return Ok(None);
-        }
-    }
-    let regions = boolean_curved_regions(
-        &[host_region],
-        &cut_regions,
-        PlanarBooleanOp::Subtraction,
-        geometric,
-    )
-    .map_err(|reason| {
-        GeometryError::UnresolvedIntersection(format!("mixed profile batch arrangement: {reason}"))
-    })?;
-    if regions.is_empty() {
-        return Ok(None);
-    }
-    let convert = |ring: Vec<CurveEdge2>| -> Vec<primitives::ProfileEdge> {
-        ring.into_iter()
-            .map(|edge| match edge {
-                CurveEdge2::Line { from, to } => primitives::ProfileEdge::Line { from, to },
-                CurveEdge2::Arc {
-                    center,
-                    radius,
-                    start_angle,
-                    sweep_angle,
-                } => primitives::ProfileEdge::Arc {
-                    center,
-                    radius,
-                    start_angle,
-                    sweep_angle,
-                },
-            })
-            .collect()
-    };
-    let accuracy = Accuracy {
-        geometric,
-        intersection: std::iter::once(host)
-            .chain(cutters.iter())
-            .map(|brep| brep.accuracy.intersection)
-            .fold(0.0_f64, f64::max),
-        tessellation: std::iter::once(host)
-            .chain(cutters.iter())
-            .map(|brep| brep.accuracy.tessellation)
-            .fold(0.0_f64, f64::max),
-        exchange: std::iter::once(host)
-            .chain(cutters.iter())
-            .map(|brep| brep.accuracy.exchange)
-            .fold(0.0_f64, f64::max),
-    };
-    let single_region = regions.len() == 1;
-    let mut parts = Vec::with_capacity(regions.len());
-    for (index, region) in regions.into_iter().enumerate() {
-        parts.push(primitives::arc_edged_extrusion_with_holes(
-            if single_region {
-                id.clone()
-            } else {
-                format!("{id}:part:{index}")
-            },
-            frame,
-            convert(region.outer),
-            region.holes.into_iter().map(convert).collect(),
-            dimensions[2],
-            accuracy,
-        )?);
-    }
-    let mut out = if single_region {
-        parts.pop().ok_or_else(|| {
-            GeometryError::InvalidTopology("profile batch produced no material region".into())
-        })?
-    } else {
-        let mut compound = BrepEnvelope::new(id, accuracy)?;
-        for part in &parts {
-            append_analytic_input(&mut compound, part)?;
-        }
-        compound
-    };
-    let inputs = std::iter::once(host)
-        .chain(cutters.iter())
-        .collect::<Vec<_>>();
-    for result_face in &mut out.topology.faces {
-        let surface = out.geometry.surface(result_face.surface)?;
-        let mut sources = Vec::new();
-        let cap = matches!(surface, SurfaceGeometry::Plane { frame: plane }
-            if dot(plane.z, across).abs() > 1.0 - 1.0e-10);
-        if cap {
-            let position = dot(surface.frame().origin, across);
-            for face in &host.topology.faces {
-                let SurfaceGeometry::Plane {
-                    frame: source_frame,
-                } = host.geometry.surface(face.surface)?
-                else {
-                    continue;
-                };
-                if dot(source_frame.z, across).abs() > 1.0 - 1.0e-10
-                    && (dot(source_frame.origin, across) - position).abs() <= geometric
-                {
-                    sources.push(brep_face_source(host, face.id));
-                }
-            }
-        } else {
-            let uv = result_face.trim.uv_bounds.map(Interval::midpoint);
-            let sample = surface.point_at(uv)?;
-            for input in &inputs {
-                for face in &input.topology.faces {
-                    let source_surface = input.geometry.surface(face.surface)?;
-                    let on = match source_surface {
-                        SurfaceGeometry::Plane {
-                            frame: source_frame,
-                        } => {
-                            source_frame.local(sample)[2].abs() <= geometric
-                                && dot(source_frame.z, across).abs() < 1.0 - 1.0e-10
-                        }
-                        SurfaceGeometry::Cylinder {
-                            frame: source_frame,
-                            radius,
-                        } => {
-                            let local = source_frame.local(sample);
-                            (local[0].hypot(local[1]) - radius).abs() <= geometric
-                        }
-                        _ => false,
-                    };
-                    if !on {
-                        continue;
-                    }
-                    let hint = face.trim.uv_bounds.map(Interval::midpoint);
-                    let source_uv = source_surface.project(sample, Some(hint))?;
-                    if face_contains_uv(input, face, source_uv)? == Some(true) {
-                        sources.push(brep_face_source(input, face.id));
-                    }
-                }
-            }
-        }
-        if sources.is_empty() {
-            return Err(GeometryError::InvalidTopology(format!(
-                "profile batch output face {} has no source",
-                result_face.key
-            )));
-        }
-        let cut = sources
-            .iter()
-            .any(|source| cutters.iter().any(|cutter| cutter.id == source.entity));
-        result_face.provenance = FaceProvenance {
-            sources: unique_sources(sources),
-            role: if cut { FaceRole::Cut } else { FaceRole::Split },
-            reversed: cut,
-        };
-    }
-    out.revision = std::iter::once(host)
-        .chain(cutters.iter())
-        .map(|brep| brep.revision)
-        .max()
-        .unwrap_or(0)
-        .checked_add(1)
-        .ok_or_else(|| GeometryError::LimitExceeded("boolean revision overflow".into()))?;
-    out.validate()?;
-    Ok(Some(BooleanResult {
-        report: BooleanReport {
-            operation: BooleanOp::Subtraction,
-            quality: GeometryQuality::Analytic,
-            contacts: Vec::new(),
-            coincident: false,
-            face_mappings: analytic_face_mappings(&out, inputs),
-        },
-        brep: out,
-    }))
-}
-
-pub fn subtract_planar_cutters(
-    host: &BrepEnvelope,
-    cutters: &[BrepEnvelope],
-    id: String,
-) -> Result<BooleanResult, GeometryError> {
-    if cutters.is_empty() || cutters.len() > 100 {
-        return Err(GeometryError::InvalidGeometry(
-            "planar batch subtraction requires between one and 100 cutters".into(),
-        ));
-    }
-    if cutters.len() == 1 {
-        return boolean_brep(host, &cutters[0], BooleanOp::Subtraction, id);
-    }
-    let mut accuracy = host.accuracy;
-    let mut bounds = Vec::with_capacity(cutters.len());
-    for cutter in cutters {
-        cutter.validate()?;
-        accuracy.geometric = accuracy.geometric.max(cutter.accuracy.geometric);
-        accuracy.intersection = accuracy.intersection.max(cutter.accuracy.intersection);
-        accuracy.tessellation = accuracy.tessellation.max(cutter.accuracy.tessellation);
-        accuracy.exchange = accuracy.exchange.max(cutter.accuracy.exchange);
-        bounds.push(
-            cutter.bounds()?.ok_or_else(|| {
-                GeometryError::InvalidGeometry("planar cutter has no bounds".into())
-            })?,
-        );
-    }
-    let planar = cutters
-        .iter()
-        .filter(|cutter| {
-            cutter
-                .geometry
-                .surfaces
-                .iter()
-                .all(|surface| matches!(surface, SurfaceGeometry::Plane { .. }))
-        })
-        .collect::<Vec<_>>();
-    let cylinders = if planar.len() == cutters.len() {
-        Vec::new()
-    } else {
-        cutters
-            .iter()
-            .filter(|cutter| full_cylinder(cutter).is_ok())
-            .collect::<Vec<_>>()
-    };
-    if !cylinders.is_empty() && planar.len() + cylinders.len() == cutters.len() {
-        if let Some(result) = subtract_prismatic_profile_batch(host, cutters, id.clone())? {
-            return Ok(result);
-        }
-    }
-    if !planar.is_empty()
-        && !cylinders.is_empty()
-        && planar.len() + cylinders.len() == cutters.len()
-    {
-        // Reconstruct planar voids first, then subtract transverse cylinders.
-        // Cutters may overlap outside the host, so their world bounds cannot
-        // decide whether the host cut is valid. Each chained Boolean must
-        // validate its exact B-rep or return a coverage error.
-        let planar_cutters = planar.into_iter().cloned().collect::<Vec<_>>();
-        let mut result = subtract_planar_cutters(host, &planar_cutters, format!("{id}:planar"))
-            .map_err(|error| match error {
-                GeometryError::CoverageGap { .. } => GeometryError::CoverageGap {
-                    families: ["mixed cutter batch".into(), "planar stage".into()],
-                },
-                other => other,
-            })?;
-        let count = cylinders.len();
-        for (index, cylinder) in cylinders.into_iter().enumerate() {
-            let prior = result;
-            let mut next = boolean_brep(
-                &prior.brep,
-                cylinder,
-                BooleanOp::Subtraction,
-                if index + 1 == count {
-                    id.clone()
-                } else {
-                    format!("{id}:round-{index}")
-                },
-            )
-            .map_err(|error| match error {
-                GeometryError::CoverageGap { .. } => GeometryError::CoverageGap {
-                    families: ["mixed cutter batch".into(), "cylindrical stage".into()],
-                },
-                other => other,
-            })?;
-            // The generic two-sided builder records its immediate input as
-            // the source of every copied face. Replace that intermediate
-            // reference with the face's original ancestry so a mixed batch
-            // still identifies the authored host and planar cutter.
-            for face in &mut next.brep.topology.faces {
-                let mut lineage = Vec::new();
-                for source in std::mem::take(&mut face.provenance.sources) {
-                    if source.entity == prior.brep.id && source.body == prior.brep.id {
-                        let previous = prior
-                            .brep
-                            .topology
-                            .faces
-                            .get(source.face as usize)
-                            .ok_or_else(|| {
-                                GeometryError::InvalidTopology(
-                                    "mixed cut source face is missing".into(),
-                                )
-                            })?;
-                        if previous.provenance.sources.is_empty() {
-                            lineage.push(source);
-                        } else {
-                            lineage.extend(previous.provenance.sources.iter().cloned());
-                        }
-                    } else {
-                        lineage.push(source);
-                    }
-                }
-                face.provenance.sources = unique_sources(lineage);
-            }
-            next.brep.validate()?;
-            result = next;
-        }
-        result.report.face_mappings =
-            analytic_face_mappings(&result.brep, std::iter::once(host).chain(cutters.iter()));
-        return Ok(result);
-    }
-    if host
-        .geometry
-        .surfaces
-        .iter()
-        .any(|surface| matches!(surface, SurfaceGeometry::Cylinder { .. }))
-        && cutters.iter().all(|cutter| {
-            cutter
-                .geometry
-                .surfaces
-                .iter()
-                .all(|surface| matches!(surface, SurfaceGeometry::Plane { .. }))
-        })
-    {
-        match super::curved_layered_boolean::subtract_vertical_arc_extrusion_batch(
-            host,
-            &cutters.iter().collect::<Vec<_>>(),
-            id.clone(),
-        ) {
-            Ok(result) => return Ok(result),
-            Err(GeometryError::CoverageGap { .. }) => {}
-            Err(error) => return Err(error),
-        }
-    }
-    for first in 0..cutters.len() {
-        for second in first + 1..cutters.len() {
-            if (0..3).all(|axis| {
-                bounds[first].axes[axis]
-                    .hi
-                    .min(bounds[second].axes[axis].hi)
-                    - bounds[first].axes[axis]
-                        .lo
-                        .max(bounds[second].axes[axis].lo)
-                    > 4.0 * accuracy.geometric
-            }) {
-                return Err(GeometryError::CoverageGap {
-                    families: [
-                        "overlapping planar batch cutters".into(),
-                        "overlapping planar batch cutters".into(),
-                    ],
-                });
-            }
-        }
-    }
-    let mut combined = BrepEnvelope::new(format!("{id}:cutters"), accuracy)?;
-    for cutter in cutters {
-        append_analytic_input(&mut combined, cutter)?;
-    }
-    combined.validate()?;
-    super::box_booleans::boolean_rectilinear(host, &combined, BooleanOp::Subtraction, id)
-}
-
-pub fn boolean_spheres(
-    a: &BrepEnvelope,
-    b: &BrepEnvelope,
-    operation: BooleanOp,
-    id: String,
-) -> Result<BooleanResult, GeometryError> {
-    a.validate()?;
-    b.validate()?;
-    let family = |brep: &BrepEnvelope| {
-        match brep.geometry.surfaces.first() {
-            Some(SurfaceGeometry::Sphere { .. }) => "sphere (canonical full sphere required)",
-            Some(SurfaceGeometry::Cylinder { .. }) => "cylinder",
-            Some(SurfaceGeometry::Cone { .. }) => "cone",
-            Some(SurfaceGeometry::Torus { .. }) => "torus",
-            Some(SurfaceGeometry::Plane { .. }) => "planar/compound solid",
-            None => "empty solid",
-        }
-        .to_string()
-    };
-    let coverage = |error| match error {
-        GeometryError::CoverageGap { .. } => GeometryError::CoverageGap {
-            families: [family(a), family(b)],
-        },
-        other => other,
-    };
-    let a = full_sphere(a).map_err(&coverage)?;
-    let b = full_sphere(b).map_err(&coverage)?;
-    let accuracy = Accuracy {
-        geometric: a.brep.accuracy.geometric.max(b.brep.accuracy.geometric),
-        intersection: a
-            .brep
-            .accuracy
-            .intersection
-            .max(b.brep.accuracy.intersection),
-        tessellation: a
-            .brep
-            .accuracy
-            .tessellation
-            .max(b.brep.accuracy.tessellation),
-        exchange: a.brep.accuracy.exchange.max(b.brep.accuracy.exchange),
-    };
-    let mut out = BrepEnvelope::new(id, accuracy)?;
-    let delta = sub(b.frame.origin, a.frame.origin);
-    let distance = norm(delta);
-    let [outer, inner] =
-        sphere_sphere_relation(a.frame.origin, a.radius, b.frame.origin, b.radius)?;
-    let coincident = distance == 0.0 && a.radius == b.radius;
-    let mut supports = GeometryStore::new();
-    supports.surfaces = vec![
-        SurfaceGeometry::Sphere {
-            frame: a.frame,
-            radius: a.radius,
-        },
-        SurfaceGeometry::Sphere {
-            frame: b.frame,
-            radius: b.radius,
-        },
-    ];
-    let intersections = intersect_surfaces(&mut supports, 0, 1, accuracy)?;
-    let mut keep = |input: &SphereInput<'_>| -> Result<(), GeometryError> {
-        let shell = append_sphere(&mut out, input, false)?;
-        out.solids.push(SolidRegion {
-            outer_shell: shell,
-            cavity_shells: Vec::new(),
-        });
-        Ok(())
-    };
-    if coincident {
-        if operation != BooleanOp::Subtraction {
-            keep(&a)?;
-            out.topology.faces[0].provenance.role = FaceRole::Coincident;
-            out.topology.faces[0].provenance.sources.push(source(&b));
-        }
-    } else if outer != Sign::Negative {
-        match operation {
-            BooleanOp::Union => {
-                keep(&a)?;
-                keep(&b)?;
-            }
-            BooleanOp::Intersection => {}
-            BooleanOp::Subtraction => keep(&a)?,
-        }
-    } else if inner != Sign::Positive {
-        let a_outer = a.radius > b.radius;
-        match operation {
-            BooleanOp::Union => keep(if a_outer { &a } else { &b })?,
-            BooleanOp::Intersection => keep(if a_outer { &b } else { &a })?,
-            BooleanOp::Subtraction if a_outer => {
-                if inner == Sign::Zero {
-                    return Err(GeometryError::UnresolvedIntersection(
-                        "internally tangent cavity boundaries require contact topology".into(),
-                    ));
-                }
-                if a.radius - b.radius - distance <= 4.0 * accuracy.geometric {
-                    return Err(GeometryError::UnresolvedIntersection(
-                        "cavity clearance is below geometric resolution".into(),
-                    ));
-                }
-                let shell = append_sphere(&mut out, &a, false)?;
-                let cavity = append_sphere(&mut out, &b, true)?;
-                out.solids.push(SolidRegion {
-                    outer_shell: shell,
-                    cavity_shells: vec![cavity],
-                });
-            }
-            BooleanOp::Subtraction => {}
-        }
-    } else {
-        let intersection = intersections.curves.first().ok_or_else(|| {
-            GeometryError::UnresolvedIntersection(
-                "transverse spheres have no intersection branch".into(),
-            )
-        })?;
-        let circle = supports.curves[intersection.curve as usize].clone();
-        let (circle_frame, circle_radius) = match circle {
-            CurveGeometry::Circle { frame, radius } => (frame, radius),
-            _ => return Err(gap()),
-        };
-        let axis = unit(delta)?;
-        let frame_a = Frame3 {
-            origin: a.frame.origin,
-            z: axis,
-            x: circle_frame.x,
-            y: circle_frame.y,
-        };
-        let frame_b = Frame3 {
-            origin: b.frame.origin,
-            ..frame_a
-        };
-        let latitudes = [(&a, frame_a), (&b, frame_b)].map(|(input, frame)| {
-            let local = frame.local(circle_frame.origin);
-            (local[2] / input.radius).asin()
-        });
-        if circle_radius <= 4.0 * accuracy.geometric || latitudes.iter().any(|v| !v.is_finite()) {
-            return Err(GeometryError::UnresolvedIntersection(
-                "intersection cap is below geometric resolution".into(),
-            ));
-        }
-        let north_a = operation == BooleanOp::Intersection;
-        let north_b = operation == BooleanOp::Union;
-        for (input, latitude, north) in [(&a, latitudes[0], north_a), (&b, latitudes[1], north_b)] {
-            let cap_height = input.radius
-                * (1.0
-                    - if north {
-                        latitude.sin()
-                    } else {
-                        -latitude.sin()
-                    });
-            if cap_height <= 4.0 * accuracy.geometric {
-                return Err(GeometryError::UnresolvedIntersection(
-                    "retained spherical cap is below geometric resolution".into(),
-                ));
-            }
-        }
-        let mut builder = Builder::new(out.id.clone(), accuracy)?;
-        let vertex = builder.vertex(circle.elementary_point(0.0)?);
-        let edge = builder.edge(circle, Interval::new(0.0, std::f64::consts::TAU)?, false);
-        patch(
-            &mut builder,
-            &a,
-            frame_a,
-            latitudes[0],
-            north_a,
-            edge,
-            vertex,
-            false,
-        )?;
-        patch(
-            &mut builder,
-            &b,
-            frame_b,
-            latitudes[1],
-            north_b,
-            edge,
-            vertex,
-            operation == BooleanOp::Subtraction,
-        )?;
-        out = builder.finish()?;
-    }
-    out.revision = a
-        .brep
-        .revision
-        .max(b.brep.revision)
-        .checked_add(1)
-        .ok_or_else(|| GeometryError::LimitExceeded("boolean revision overflow".into()))?;
-    out.validate()?;
-    let report = BooleanReport {
-        operation,
-        quality: GeometryQuality::Analytic,
-        contacts: intersections.contacts,
-        coincident,
-        face_mappings: [&a, &b]
-            .map(|input| {
-                let source = source(input);
-                let result_faces = out
-                    .topology
-                    .faces
-                    .iter()
-                    .filter(|face| {
-                        face.provenance.sources.iter().any(|s| {
-                            s.entity == source.entity
-                                && s.body == source.body
-                                && s.key == source.key
-                                && s.face == source.face
-                        })
-                    })
-                    .map(|face| face.id)
-                    .collect();
-                FaceMapping {
-                    source,
-                    result_faces,
-                }
-            })
-            .into(),
-    };
-    Ok(BooleanResult { brep: out, report })
-}
-
-#[cfg(test)]
-mod tests {
-    use super::*;
-    use crate::analytic::{
-        geometry::{cross, dot},
-        tessellation::tessellate,
-    };
-    fn sphere(id: &str, center: Point3, radius: f64) -> BrepEnvelope {
-        primitives::sphere(
-            id.into(),
-            Frame3 {
-                origin: center,
-                ..Frame3::IDENTITY
-            },
-            radius,
-            Accuracy {
-                geometric: 1e-9,
-                intersection: 1e-10,
-                tessellation: 0.01,
-                exchange: 1e-5,
-            },
-        )
-        .unwrap()
-    }
-    fn cylinder(id: &str, origin_z: f64, height: f64, reverse: bool) -> BrepEnvelope {
-        let frame = if reverse {
-            Frame3 {
-                origin: [0.0, 0.0, origin_z],
-                x: [1.0, 0.0, 0.0],
-                y: [0.0, -1.0, 0.0],
-                z: [0.0, 0.0, -1.0],
-            }
-        } else {
-            Frame3 {
-                origin: [0.0, 0.0, origin_z],
-                ..Frame3::IDENTITY
-            }
-        };
-        primitives::cylinder(
-            id.into(),
-            frame,
-            1.0,
-            height,
-            Accuracy {
-                geometric: 1e-9,
-                intersection: 1e-10,
-                tessellation: 0.01,
-                exchange: 1e-5,
-            },
-        )
-        .unwrap()
-    }
-    fn volume(brep: &BrepEnvelope) -> f64 {
-        volume_at_deflection(brep, 0.02)
-    }
-    fn volume_at_deflection(brep: &BrepEnvelope, deflection: f64) -> f64 {
-        let mesh = tessellate(brep, deflection, 2_000_000).unwrap();
-        mesh.indices
-            .chunks_exact(3)
-            .map(|ids| {
-                let points: [Point3; 3] = std::array::from_fn(|i| {
-                    let start = ids[i] as usize * 3;
-                    [
-                        mesh.positions[start],
-                        mesh.positions[start + 1],
-                        mesh.positions[start + 2],
-                    ]
-                });
-                dot(points[0], cross(points[1], points[2])) / 6.0
-            })
-            .sum()
-    }
-    #[test]
-    fn nonparallel_cylinder_through_cut_keeps_numerical_ssi_authoritative() {
-        let accuracy = Accuracy {
-            geometric: 4e-8,
-            intersection: 1e-8,
-            tessellation: 0.01,
-            exchange: 1e-5,
-        };
-        let host = primitives::cylinder(
-            "host".into(),
-            Frame3 {
-                origin: [0.0, 0.0, -2.0],
-                ..Frame3::IDENTITY
-            },
-            1.0,
-            4.0,
-            accuracy,
-        )
-        .unwrap();
-        let cutter = primitives::cylinder(
-            "cutter".into(),
-            Frame3::from_axis([-2.0, 0.0, 0.2], [1.0, 0.0, 0.0], [0.0, 0.0, 1.0]).unwrap(),
-            0.6,
-            4.0,
-            accuracy,
-        )
-        .unwrap();
-        let result =
-            boolean_brep(&host, &cutter, BooleanOp::Subtraction, "through-cut".into()).unwrap();
-        result.brep.validate().unwrap();
-        assert_eq!(result.brep.topology.faces.len(), 4);
-        assert_eq!(result.brep.topology.faces[0].trim.holes.len(), 2);
-        assert_eq!(result.brep.topology.faces[3].provenance.role, FaceRole::Cut);
-        assert!(result.brep.topology.faces[3].provenance.reversed);
-        assert_eq!(result.brep.geometry.intersections.len(), 2);
-        assert_eq!(result.report.face_mappings.len(), 6);
-        assert_eq!(
-            super::super::query::classify_point(&result.brep, [0.0, 0.0, 0.2]).unwrap(),
-            super::super::query::PointClassification::Outside
-        );
-        assert_eq!(
-            super::super::query::classify_point(&result.brep, [0.0, 0.9, 0.2]).unwrap(),
-            super::super::query::PointClassification::Inside
-        );
-        let mesh = tessellate(&result.brep, 0.0075, 2_000_000).unwrap();
-        assert!(
-            mesh.triangle_face_ids.len() < 50_000,
-            "cross-drill tessellation produced {} triangles",
-            mesh.triangle_face_ids.len()
-        );
-    }
-
-    #[test]
-    fn perpendicular_cylinders_cut_exact_round_holes_through_every_cuboid_axis() {
-        let accuracy = Accuracy {
-            geometric: 1.0e-9,
-            intersection: 1.0e-10,
-            tessellation: 0.01,
-            exchange: 1.0e-5,
-        };
-        let size = [4.0, 3.0, 2.0];
-        for axis in 0..3 {
-            let host = primitives::cuboid("box".into(), Frame3::IDENTITY, size, accuracy).unwrap();
-            let mut local_origin = [2.0, 1.5, 1.0];
-            local_origin[axis] = -1.0;
-            let direction = std::array::from_fn(|coordinate| f64::from(coordinate == axis));
-            let reference =
-                std::array::from_fn(|coordinate| f64::from(coordinate == (axis + 1) % 3));
-            let cutter = primitives::cylinder(
-                "round-opening".into(),
-                Frame3::from_axis(local_origin, direction, reference).unwrap(),
-                0.4,
-                size[axis] + 2.0,
-                accuracy,
-            )
-            .unwrap();
-
-            let subtraction = boolean_brep(
-                &host,
-                &cutter,
-                BooleanOp::Subtraction,
-                format!("cut-{axis}"),
-            )
-            .unwrap();
-            subtraction.brep.validate().unwrap();
-            assert_eq!(subtraction.brep.topology.faces.len(), 7);
-            assert_eq!(
-                subtraction
-                    .brep
-                    .topology
-                    .faces
-                    .iter()
-                    .filter(|face| !face.trim.holes.is_empty())
-                    .count(),
-                2
-            );
-            assert!(matches!(
-                subtraction.brep.geometry.surfaces.last(),
-                Some(SurfaceGeometry::Cylinder { .. })
-            ));
-            assert_eq!(
-                super::super::query::classify_point(&subtraction.brep, [2.0, 1.5, 1.0]).unwrap(),
-                super::super::query::PointClassification::Outside
-            );
-            assert_eq!(
-                super::super::query::classify_point(&subtraction.brep, [0.2, 0.2, 0.2]).unwrap(),
-                super::super::query::PointClassification::Inside
-            );
-            assert_eq!(subtraction.report.face_mappings.len(), 9);
-
-            let union =
-                boolean_brep(&host, &cutter, BooleanOp::Union, format!("union-{axis}")).unwrap();
-            union.brep.validate().unwrap();
-            assert_eq!(union.brep.solids.len(), 1);
-            assert_eq!(union.brep.topology.faces.len(), 10);
-            assert_eq!(
-                union
-                    .brep
-                    .topology
-                    .faces
-                    .iter()
-                    .filter(|face| !face.trim.holes.is_empty())
-                    .count(),
-                2
-            );
-            for coordinate in [-0.5, size[axis] + 0.5] {
-                let mut point = [2.0, 1.5, 1.0];
-                point[axis] = coordinate;
-                assert_eq!(
-                    super::super::query::classify_point(&union.brep, point).unwrap(),
-                    super::super::query::PointClassification::Inside
-                );
-            }
-            assert_eq!(
-                super::super::query::classify_point(&union.brep, [0.2, 0.2, 0.2]).unwrap(),
-                super::super::query::PointClassification::Inside
-            );
-            tessellate(&union.brep, 0.01, 2_000_000).unwrap();
-
-            let intersection = boolean_brep(
-                &host,
-                &cutter,
-                BooleanOp::Intersection,
-                format!("intersection-{axis}"),
-            )
-            .unwrap();
-            intersection.brep.validate().unwrap();
-            assert_eq!(intersection.brep.topology.faces.len(), 3);
-            assert_eq!(
-                super::super::query::classify_point(&intersection.brep, [2.0, 1.5, 1.0]).unwrap(),
-                super::super::query::PointClassification::Inside
-            );
-            assert_eq!(
-                super::super::query::classify_point(&intersection.brep, [0.2, 0.2, 0.2]).unwrap(),
-                super::super::query::PointClassification::Outside
-            );
-
-            let cutter_remainder = boolean_brep(
-                &cutter,
-                &host,
-                BooleanOp::Subtraction,
-                format!("cylinder-minus-box-{axis}"),
-            )
-            .unwrap();
-            cutter_remainder.brep.validate().unwrap();
-            assert_eq!(cutter_remainder.brep.solids.len(), 2);
-            assert_eq!(cutter_remainder.brep.topology.faces.len(), 6);
-            assert_eq!(
-                cutter_remainder
-                    .brep
-                    .topology
-                    .faces
-                    .iter()
-                    .filter(|face| face.provenance.role == FaceRole::Cut
-                        && face.provenance.reversed)
-                    .count(),
-                2
-            );
-            for coordinate in [-0.5, size[axis] + 0.5] {
-                let mut point = [2.0, 1.5, 1.0];
-                point[axis] = coordinate;
-                assert_eq!(
-                    super::super::query::classify_point(&cutter_remainder.brep, point).unwrap(),
-                    super::super::query::PointClassification::Inside
-                );
-            }
-            assert_eq!(
-                super::super::query::classify_point(&cutter_remainder.brep, [2.0, 1.5, 1.0])
-                    .unwrap(),
-                super::super::query::PointClassification::Outside
-            );
-        }
-    }
-
-    #[test]
-    fn perpendicular_cylinders_cut_exact_blind_pockets_from_both_cuboid_sides() {
-        let accuracy = Accuracy {
-            geometric: 1.0e-9,
-            intersection: 1.0e-10,
-            tessellation: 0.01,
-            exchange: 1.0e-5,
-        };
-        let size = [4.0, 3.0, 2.0];
-        let pocket_depth = 0.75;
-        for axis in 0..3 {
-            for entry_from_low in [true, false] {
-                let host =
-                    primitives::cuboid("box".into(), Frame3::IDENTITY, size, accuracy).unwrap();
-                let mut origin = [2.0, 1.5, 1.0];
-                origin[axis] = if entry_from_low {
-                    -1.0
-                } else {
-                    size[axis] + 1.0
-                };
-                let direction = std::array::from_fn(|coordinate| {
-                    if coordinate == axis {
-                        if entry_from_low {
-                            1.0
-                        } else {
-                            -1.0
-                        }
-                    } else {
-                        0.0
-                    }
-                });
-                let reference =
-                    std::array::from_fn(|coordinate| f64::from(coordinate == (axis + 1) % 3));
-                let cutter = primitives::cylinder(
-                    "pocket".into(),
-                    Frame3::from_axis(origin, direction, reference).unwrap(),
-                    0.4,
-                    1.0 + pocket_depth,
-                    accuracy,
-                )
-                .unwrap();
-
-                let subtraction = boolean_brep(
-                    &host,
-                    &cutter,
-                    BooleanOp::Subtraction,
-                    format!("pocket-{axis}-{entry_from_low}"),
-                )
-                .unwrap();
-                subtraction.brep.validate().unwrap();
-                assert_eq!(subtraction.brep.topology.faces.len(), 8);
-                assert_eq!(
-                    subtraction
-                        .brep
-                        .topology
-                        .faces
-                        .iter()
-                        .filter(|face| !face.trim.holes.is_empty())
-                        .count(),
-                    1
-                );
-                assert_eq!(
-                    subtraction
-                        .brep
-                        .topology
-                        .faces
-                        .iter()
-                        .filter(|face| face.provenance.role == FaceRole::Cut)
-                        .count(),
-                    2
-                );
-                assert!(subtraction
-                    .brep
-                    .topology
-                    .faces
-                    .iter()
-                    .filter(|face| face.provenance.role == FaceRole::Cut)
-                    .all(|face| face.provenance.reversed));
-
-                let union = boolean_brep(
-                    &host,
-                    &cutter,
-                    BooleanOp::Union,
-                    format!("pocket-union-{axis}-{entry_from_low}"),
-                )
-                .unwrap();
-                union.brep.validate().unwrap();
-                assert_eq!(union.brep.solids.len(), 1);
-                assert_eq!(union.brep.topology.faces.len(), 8);
-                assert_eq!(
-                    union
-                        .brep
-                        .topology
-                        .faces
-                        .iter()
-                        .filter(|face| !face.trim.holes.is_empty())
-                        .count(),
-                    1
-                );
-
-                let mut void_point = [2.0, 1.5, 1.0];
-                void_point[axis] = if entry_from_low {
-                    pocket_depth / 2.0
-                } else {
-                    size[axis] - pocket_depth / 2.0
-                };
-                assert_eq!(
-                    super::super::query::classify_point(&subtraction.brep, void_point).unwrap(),
-                    super::super::query::PointClassification::Outside
-                );
-                let mut material_point = void_point;
-                material_point[axis] = if entry_from_low {
-                    pocket_depth + 0.25
-                } else {
-                    size[axis] - pocket_depth - 0.25
-                };
-                assert_eq!(
-                    super::super::query::classify_point(&subtraction.brep, material_point).unwrap(),
-                    super::super::query::PointClassification::Inside
-                );
-
-                let intersection = boolean_brep(
-                    &host,
-                    &cutter,
-                    BooleanOp::Intersection,
-                    format!("pocket-intersection-{axis}-{entry_from_low}"),
-                )
-                .unwrap();
-                intersection.brep.validate().unwrap();
-                assert_eq!(intersection.brep.topology.faces.len(), 3);
-                assert_eq!(
-                    super::super::query::classify_point(&intersection.brep, void_point).unwrap(),
-                    super::super::query::PointClassification::Inside
-                );
-                assert_eq!(
-                    super::super::query::classify_point(&intersection.brep, material_point)
-                        .unwrap(),
-                    super::super::query::PointClassification::Outside
-                );
-
-                let cutter_remainder = boolean_brep(
-                    &cutter,
-                    &host,
-                    BooleanOp::Subtraction,
-                    format!("pocket-cutter-minus-box-{axis}-{entry_from_low}"),
-                )
-                .unwrap();
-                cutter_remainder.brep.validate().unwrap();
-                assert_eq!(cutter_remainder.brep.solids.len(), 1);
-                assert_eq!(cutter_remainder.brep.topology.faces.len(), 3);
-                assert_eq!(
-                    cutter_remainder
-                        .brep
-                        .topology
-                        .faces
-                        .iter()
-                        .filter(|face| face.provenance.role == FaceRole::Cut
-                            && face.provenance.reversed)
-                        .count(),
-                    1
-                );
-                let mut exterior_point = [2.0, 1.5, 1.0];
-                exterior_point[axis] = if entry_from_low {
-                    -0.5
-                } else {
-                    size[axis] + 0.5
-                };
-                assert_eq!(
-                    super::super::query::classify_point(&cutter_remainder.brep, exterior_point)
-                        .unwrap(),
-                    super::super::query::PointClassification::Inside
-                );
-                assert_eq!(
-                    super::super::query::classify_point(&union.brep, exterior_point).unwrap(),
-                    super::super::query::PointClassification::Inside
-                );
-                assert_eq!(
-                    super::super::query::classify_point(&union.brep, material_point).unwrap(),
-                    super::super::query::PointClassification::Inside
-                );
-                tessellate(&union.brep, 0.01, 2_000_000).unwrap();
-                assert_eq!(
-                    super::super::query::classify_point(&cutter_remainder.brep, void_point)
-                        .unwrap(),
-                    super::super::query::PointClassification::Outside
-                );
-            }
-        }
-    }
-
-    #[test]
-    fn spheres_cut_exact_single_face_pockets_on_every_cuboid_side() {
-        let accuracy = Accuracy {
-            geometric: 1.0e-9,
-            intersection: 1.0e-10,
-            tessellation: 0.01,
-            exchange: 1.0e-5,
-        };
-        let size = [4.0, 3.0, 2.0];
-        let radius = 0.75;
-        for axis in 0..3 {
-            for upper in [false, true] {
-                for center_inside in [false, true] {
-                    let host =
-                        primitives::cuboid("box".into(), Frame3::IDENTITY, size, accuracy).unwrap();
-                    let mut center = [2.0, 1.5, 1.0];
-                    center[axis] = match (upper, center_inside) {
-                        (false, false) => -0.25,
-                        (false, true) => 0.25,
-                        (true, false) => size[axis] + 0.25,
-                        (true, true) => size[axis] - 0.25,
-                    };
-                    let cutter = primitives::sphere(
-                        "spherical-pocket".into(),
-                        Frame3 {
-                            origin: center,
-                            ..Frame3::IDENTITY
-                        },
-                        radius,
-                        accuracy,
-                    )
-                    .unwrap();
-
-                    let subtraction = boolean_brep(
-                        &host,
-                        &cutter,
-                        BooleanOp::Subtraction,
-                        format!("sphere-pocket-{axis}-{upper}-{center_inside}"),
-                    )
-                    .unwrap();
-                    subtraction.brep.validate().unwrap();
-                    assert_eq!(subtraction.brep.topology.faces.len(), 7);
-                    assert_eq!(
-                        subtraction
-                            .brep
-                            .topology
-                            .faces
-                            .iter()
-                            .filter(|face| !face.trim.holes.is_empty())
-                            .count(),
-                        1
-                    );
-                    assert_eq!(
-                        subtraction
-                            .brep
-                            .topology
-                            .faces
-                            .iter()
-                            .filter(|face| face.provenance.role == FaceRole::Cut
-                                && face.provenance.reversed)
-                            .count(),
-                        1
-                    );
-                    assert_eq!(subtraction.report.face_mappings.len(), 7);
-
-                    let inward_sign = if upper { -1.0 } else { 1.0 };
-                    let mut void_point = center;
-                    void_point[axis] = if upper { size[axis] - 0.25 } else { 0.25 };
-                    let mut material_point = center;
-                    material_point[axis] += inward_sign * (radius + 0.25);
-                    let mut sphere_only_point = center;
-                    sphere_only_point[axis] = if upper { size[axis] + 0.25 } else { -0.25 };
-                    assert_eq!(
-                        super::super::query::classify_point(&subtraction.brep, void_point).unwrap(),
-                        super::super::query::PointClassification::Outside
-                    );
-                    assert_eq!(
-                        super::super::query::classify_point(&subtraction.brep, material_point)
-                            .unwrap(),
-                        super::super::query::PointClassification::Inside
-                    );
-
-                    let intersection = boolean_brep(
-                        &host,
-                        &cutter,
-                        BooleanOp::Intersection,
-                        format!("sphere-intersection-{axis}-{upper}-{center_inside}"),
-                    )
-                    .unwrap();
-                    intersection.brep.validate().unwrap();
-                    assert_eq!(intersection.brep.topology.faces.len(), 2);
-                    assert_eq!(
-                        super::super::query::classify_point(&intersection.brep, void_point)
-                            .unwrap(),
-                        super::super::query::PointClassification::Inside
-                    );
-                    assert_eq!(
-                        super::super::query::classify_point(&intersection.brep, material_point)
-                            .unwrap(),
-                        super::super::query::PointClassification::Outside
-                    );
-
-                    let union = boolean_brep(
-                        &host,
-                        &cutter,
-                        BooleanOp::Union,
-                        format!("sphere-union-{axis}-{upper}-{center_inside}"),
-                    )
-                    .unwrap();
-                    union.brep.validate().unwrap();
-                    assert_eq!(union.brep.topology.faces.len(), 7);
-                    for point in [void_point, material_point, sphere_only_point] {
-                        assert_eq!(
-                            super::super::query::classify_point(&union.brep, point).unwrap(),
-                            super::super::query::PointClassification::Inside
-                        );
-                    }
-
-                    let sphere_cut = boolean_brep(
-                        &cutter,
-                        &host,
-                        BooleanOp::Subtraction,
-                        format!("sphere-cut-{axis}-{upper}-{center_inside}"),
-                    )
-                    .unwrap();
-                    sphere_cut.brep.validate().unwrap();
-                    assert_eq!(sphere_cut.brep.topology.faces.len(), 2);
-                    assert!(sphere_cut.brep.topology.faces.iter().any(|face| {
-                        face.provenance.role == FaceRole::Cut && face.provenance.reversed
-                    }));
-                    assert_eq!(
-                        super::super::query::classify_point(&sphere_cut.brep, void_point).unwrap(),
-                        super::super::query::PointClassification::Outside
-                    );
-                    assert_eq!(
-                        super::super::query::classify_point(&sphere_cut.brep, sphere_only_point)
-                            .unwrap(),
-                        super::super::query::PointClassification::Inside
-                    );
-                    tessellate(&subtraction.brep, 0.01, 2_000_000).unwrap();
-                    tessellate(&intersection.brep, 0.01, 2_000_000).unwrap();
-                    tessellate(&union.brep, 0.01, 2_000_000).unwrap();
-                    tessellate(&sphere_cut.brep, 0.01, 2_000_000).unwrap();
-                }
-            }
-        }
-    }
-
-    #[test]
-    fn coaxial_cylinder_booleans_split_material_and_keep_cut_cap_ancestry() {
-        let a = cylinder("a", 0.0, 4.0, false);
-        let b = cylinder("b", 3.0, 2.0, true);
-        for (operation, solids, faces, expected_volume) in [
-            (BooleanOp::Union, 1, 3, 4.0 * std::f64::consts::PI),
-            (BooleanOp::Intersection, 1, 3, 2.0 * std::f64::consts::PI),
-            (BooleanOp::Subtraction, 2, 6, 2.0 * std::f64::consts::PI),
-        ] {
-            let result = boolean_brep(&a, &b, operation, format!("{operation:?}")).unwrap();
-            assert_eq!(result.brep.solids.len(), solids);
-            assert_eq!(result.brep.topology.faces.len(), faces);
-            let measured = volume(&result.brep).abs();
-            assert!(
-                (measured - expected_volume).abs() < 0.2,
-                "{operation:?}: measured {measured}, expected {expected_volume}"
-            );
-            assert_eq!(result.report.face_mappings.len(), 6);
-            if operation == BooleanOp::Subtraction {
-                let cut_caps: Vec<_> = result
-                    .brep
-                    .topology
-                    .faces
-                    .iter()
-                    .filter(|face| face.provenance.role == FaceRole::Cut)
-                    .collect();
-                assert_eq!(cut_caps.len(), 2);
-                assert!(cut_caps.iter().all(|face| {
-                    face.provenance.reversed
-                        && face.provenance.sources.len() == 1
-                        && face.provenance.sources[0].entity == "b"
-                }));
-            }
-        }
-    }
-
-    #[test]
-    fn coaxial_cylinder_contact_is_regularized_and_near_gap_is_unresolved() {
-        let a = cylinder("a", 0.0, 4.0, false);
-        let touching = cylinder("b", 4.0, 2.0, false);
-        let union = boolean_brep(&a, &touching, BooleanOp::Union, "union".into()).unwrap();
-        assert_eq!(union.brep.solids.len(), 1);
-        let union_volume = volume(&union.brep).abs();
-        assert!(
-            (union_volume - 6.0 * std::f64::consts::PI).abs() < 0.3,
-            "measured union volume {union_volume}"
-        );
-        let intersection = boolean_brep(
-            &a,
-            &touching,
-            BooleanOp::Intersection,
-            "intersection".into(),
-        )
-        .unwrap();
-        assert!(intersection.brep.solids.is_empty());
-        let subtraction =
-            boolean_brep(&a, &touching, BooleanOp::Subtraction, "subtraction".into()).unwrap();
-        assert_eq!(subtraction.brep.solids.len(), 1);
-        let subtraction_volume = volume(&subtraction.brep).abs();
-        assert!(
-            (subtraction_volume - 4.0 * std::f64::consts::PI).abs() < 0.2,
-            "measured subtraction volume {subtraction_volume}"
-        );
-
-        let near = cylinder("near", 4.0 + 2e-9, 2.0, false);
-        assert!(matches!(
-            boolean_brep(&a, &near, BooleanOp::Union, "near".into()),
-            Err(GeometryError::UnresolvedIntersection(_))
-        ));
-    }
-
-    #[test]
-    fn positive_similarity_roundoff_does_not_reject_full_cylinder_operands() {
-        let rotation = std::f64::consts::PI / 7.0;
-        let source_frame = Frame3 {
-            origin: [0.0, 1.2, 0.0],
-            x: [1.0, 0.0, 0.0],
-            y: [0.0, 0.0, -1.0],
-            z: [0.0, 1.0, 0.0],
-        };
-        let source = primitives::cylinder(
-            "c".into(),
-            source_frame,
-            1.0,
-            2.0,
-            cylinder("accuracy", 0.0, 1.0, false).accuracy,
-        )
-        .unwrap();
-        let placed = crate::analytic::placement::placed(
-            &source,
-            Frame3 {
-                origin: [0.2, 0.1, 0.2],
-                x: [rotation.cos(), 0.0, -rotation.sin()],
-                y: [0.0, 1.0, 0.0],
-                z: [rotation.sin(), 0.0, rotation.cos()],
-            },
-            1.25,
-        )
-        .unwrap();
-        assert!(full_cylinder(&placed).is_ok());
-    }
-
-    #[test]
-    fn translated_y_axis_cylinder_can_split_into_two_valid_solids() {
-        let frame = Frame3 {
-            origin: [0.0; 3],
-            x: [1.0, 0.0, 0.0],
-            y: [0.0, 0.0, -1.0],
-            z: [0.0, 1.0, 0.0],
-        };
-        let accuracy = cylinder("accuracy", 0.0, 1.0, false).accuracy;
-        let host = primitives::cylinder("host".into(), frame, 1.0, 2.0, accuracy).unwrap();
-        let cutter = primitives::cylinder("cutter".into(), frame, 1.0, 0.8, accuracy).unwrap();
-        let cutter = crate::analytic::placement::placed(
-            &cutter,
-            Frame3 {
-                origin: [0.0, 0.6, 0.0],
-                ..Frame3::IDENTITY
-            },
-            1.0,
-        )
-        .unwrap();
-        let result = boolean_brep(&host, &cutter, BooleanOp::Subtraction, "result".into()).unwrap();
-        assert_eq!(result.brep.solids.len(), 2);
-        result.brep.validate().unwrap();
-        tessellate(&result.brep, 0.01, 2_000_000).unwrap();
-    }
-    #[test]
-    fn coextensive_unequal_cylinders_produce_exact_radial_results() {
-        let accuracy = cylinder("accuracy", 0.0, 1.0, false).accuracy;
-        let outer =
-            primitives::cylinder("outer".into(), Frame3::IDENTITY, 2.0, 3.0, accuracy).unwrap();
-        let inner =
-            primitives::cylinder("inner".into(), Frame3::IDENTITY, 1.0, 3.0, accuracy).unwrap();
-        let union = boolean_brep(&outer, &inner, BooleanOp::Union, "union".into()).unwrap();
-        let intersection = boolean_brep(
-            &outer,
-            &inner,
-            BooleanOp::Intersection,
-            "intersection".into(),
-        )
-        .unwrap();
-        let subtraction =
-            boolean_brep(&outer, &inner, BooleanOp::Subtraction, "tube".into()).unwrap();
-        assert_eq!(union.brep.topology.faces.len(), 3);
-        assert_eq!(intersection.brep.topology.faces.len(), 3);
-        assert_eq!(subtraction.brep.topology.faces.len(), 4);
-        assert_eq!(subtraction.brep.topology.faces[2].trim.holes.len(), 1);
-        assert_eq!(subtraction.brep.topology.faces[3].trim.holes.len(), 1);
-        assert_eq!(
-            subtraction.brep.topology.faces[1].provenance.role,
-            FaceRole::Cut
-        );
-        assert!(subtraction.brep.topology.faces[1].provenance.reversed);
-        assert_eq!(subtraction.report.face_mappings.len(), 6);
-        let measured = volume(&subtraction.brep).abs();
-        let expected = std::f64::consts::PI * (4.0 - 1.0) * 3.0;
-        assert!(
-            (measured - expected).abs() < 0.2,
-            "{measured} != {expected}"
-        );
-        subtraction.brep.validate().unwrap();
-        tessellate(&subtraction.brep, 0.01, 2_000_000).unwrap();
-
-        let empty = boolean_brep(&inner, &outer, BooleanOp::Subtraction, "empty".into()).unwrap();
-        assert!(empty.brep.solids.is_empty());
-        let shifted = primitives::cylinder(
-            "shifted".into(),
-            Frame3 {
-                origin: [0.0, 0.0, 0.5],
-                ..Frame3::IDENTITY
-            },
-            1.0,
-            3.0,
-            accuracy,
-        )
-        .unwrap();
-        assert!(matches!(
-            boolean_brep(&outer, &shifted, BooleanOp::Subtraction, "gap".into()),
-            Err(GeometryError::CoverageGap { .. })
-        ));
-    }
-    #[test]
-    fn enclosed_unequal_cylinder_becomes_an_oriented_cavity_shell() {
-        let accuracy = cylinder("accuracy", 0.0, 1.0, false).accuracy;
-        let host =
-            primitives::cylinder("host".into(), Frame3::IDENTITY, 2.0, 4.0, accuracy).unwrap();
-        let cutter = primitives::cylinder(
-            "cutter".into(),
-            Frame3 {
-                origin: [0.0, 0.0, 1.0],
-                ..Frame3::IDENTITY
-            },
-            0.75,
-            2.0,
-            accuracy,
-        )
-        .unwrap();
-        let subtraction =
-            boolean_brep(&host, &cutter, BooleanOp::Subtraction, "cavity".into()).unwrap();
-        assert_eq!(subtraction.brep.solids.len(), 1);
-        assert_eq!(subtraction.brep.topology.shells.len(), 2);
-        assert_eq!(subtraction.brep.solids[0].cavity_shells, vec![1]);
-        assert_eq!(subtraction.brep.topology.faces.len(), 6);
-        assert!(subtraction.brep.topology.faces[3..]
-            .iter()
-            .all(|face| face.provenance.role == FaceRole::Cut && face.provenance.reversed));
-        let measured = volume(&subtraction.brep).abs();
-        let expected = std::f64::consts::PI * (2.0_f64.powi(2) * 4.0 - 0.75_f64.powi(2) * 2.0);
-        assert!(
-            (measured - expected).abs() < 0.3,
-            "{measured} != {expected}"
-        );
-        subtraction.brep.validate().unwrap();
-        tessellate(&subtraction.brep, 0.01, 2_000_000).unwrap();
-
-        let union = boolean_brep(&host, &cutter, BooleanOp::Union, "union".into()).unwrap();
-        let intersection = boolean_brep(
-            &host,
-            &cutter,
-            BooleanOp::Intersection,
-            "intersection".into(),
-        )
-        .unwrap();
-        assert_eq!(union.brep.topology.faces.len(), 3);
-        assert_eq!(intersection.brep.topology.faces.len(), 3);
-        let empty = boolean_brep(&cutter, &host, BooleanOp::Subtraction, "empty".into()).unwrap();
-        assert!(empty.brep.solids.is_empty());
-    }
-    #[test]
-    fn transverse_parallel_cylinders_build_two_arc_caps_and_shared_edges() {
-        let accuracy = cylinder("accuracy", 0.0, 1.0, false).accuracy;
-        let a = primitives::cylinder("a".into(), Frame3::IDENTITY, 1.0, 2.0, accuracy).unwrap();
-        let b = primitives::cylinder(
-            "b".into(),
-            Frame3 {
-                origin: [1.0, 0.0, 0.0],
-                ..Frame3::IDENTITY
-            },
-            1.0,
-            2.0,
-            accuracy,
-        )
-        .unwrap();
-        let union = boolean_brep(&a, &b, BooleanOp::Union, "union".into()).unwrap();
-        let intersection =
-            boolean_brep(&a, &b, BooleanOp::Intersection, "intersection".into()).unwrap();
-        let subtraction =
-            boolean_brep(&a, &b, BooleanOp::Subtraction, "subtraction".into()).unwrap();
-        for (name, result) in [
-            ("union", &union),
-            ("intersection", &intersection),
-            ("subtraction", &subtraction),
-        ] {
-            assert_eq!(result.brep.solids.len(), 1, "{name}");
-            assert_eq!(result.brep.topology.faces.len(), 4, "{name}");
-            for cap in 2..4 {
-                assert_eq!(
-                    result
-                        .brep
-                        .topology
-                        .halfedges
-                        .iter()
-                        .filter(|halfedge| halfedge.face == Some(cap))
-                        .count(),
-                    2,
-                    "{name} cap {cap}"
-                );
-            }
-            result.brep.validate().unwrap();
-            assert!(!tessellate(&result.brep, 0.01, 2_000_000)
-                .unwrap_or_else(|error| panic!("{name}: {error}"))
-                .indices
-                .is_empty());
-            crate::analytic::exchange::export_step(&result.brep, "metre")
-                .unwrap_or_else(|error| panic!("{name} STEP: {error}"));
-            crate::analytic::ifc_exchange::prepare_ifc_body(&result.brep)
-                .unwrap_or_else(|error| panic!("{name} IFC: {error}"));
-        }
-        assert_eq!(union.report.face_mappings.len(), 6);
-        assert_eq!(intersection.report.face_mappings.len(), 6);
-        assert_eq!(subtraction.report.face_mappings.len(), 6);
-        assert_eq!(
-            subtraction.brep.topology.faces[1].provenance.role,
-            FaceRole::Cut
-        );
-        assert!(subtraction.brep.topology.faces[1].provenance.reversed);
-
-        let cylinder_volume = 2.0 * std::f64::consts::PI;
-        let intersection_volume = volume(&intersection.brep).abs();
-        assert!(
-            (volume(&union.brep).abs() + intersection_volume - 2.0 * cylinder_volume).abs() < 0.2
-        );
-        assert!(
-            (volume(&subtraction.brep).abs() + intersection_volume - cylinder_volume).abs() < 0.2
-        );
-
-        let reversed = primitives::cylinder(
-            "reversed".into(),
-            Frame3 {
-                origin: [1.0, 0.0, 2.0],
-                x: [1.0, 0.0, 0.0],
-                y: [0.0, -1.0, 0.0],
-                z: [0.0, 0.0, -1.0],
-            },
-            1.0,
-            2.0,
-            accuracy,
-        )
-        .unwrap();
-        let reversed_result = boolean_brep(
-            &a,
-            &reversed,
-            BooleanOp::Intersection,
-            "reversed-result".into(),
-        )
-        .unwrap();
-        reversed_result.brep.validate().unwrap();
-        assert!((volume(&reversed_result.brep).abs() - intersection_volume).abs() < 0.1);
-
-        let shifted = primitives::cylinder(
-            "shifted".into(),
-            Frame3 {
-                origin: [1.0, 0.0, 0.25],
-                ..Frame3::IDENTITY
-            },
-            1.0,
-            2.0,
-            accuracy,
-        )
-        .unwrap();
-        let shifted_union = boolean_brep(&a, &shifted, BooleanOp::Union, "gap".into());
-        assert!(
-            matches!(shifted_union, Err(GeometryError::UnresolvedIntersection(_))),
-            "unexpected shifted-cylinder result: {:?}",
-            shifted_union.err()
-        );
-        let tangent = primitives::cylinder(
-            "tangent".into(),
-            Frame3 {
-                origin: [2.0, 0.0, 0.0],
-                ..Frame3::IDENTITY
-            },
-            1.0,
-            2.0,
-            accuracy,
-        )
-        .unwrap();
-        for (operation, solids) in [
-            (BooleanOp::Union, 2),
-            (BooleanOp::Intersection, 0),
-            (BooleanOp::Subtraction, 1),
-        ] {
-            let contact =
-                boolean_brep(&a, &tangent, operation, format!("contact-{operation:?}")).unwrap();
-            assert_eq!(contact.brep.solids.len(), solids);
-            assert_eq!(contact.report.contacts.len(), 2);
-        }
-        let near_tangent = primitives::cylinder(
-            "near-tangent".into(),
-            Frame3 {
-                origin: [2.0 + 2e-9, 0.0, 0.0],
-                ..Frame3::IDENTITY
-            },
-            1.0,
-            2.0,
-            accuracy,
-        )
-        .unwrap();
-        assert!(matches!(
-            boolean_brep(
-                &a,
-                &near_tangent,
-                BooleanOp::Union,
-                "near-tangent-result".into()
-            ),
-            Err(GeometryError::UnresolvedIntersection(_))
-        ));
-        let diagonal = primitives::cylinder(
-            "diagonal".into(),
-            Frame3 {
-                origin: [1.5, 1.5, 0.0],
-                ..Frame3::IDENTITY
-            },
-            1.0,
-            2.0,
-            accuracy,
-        )
-        .unwrap();
-        let diagonal_union =
-            boolean_brep(&a, &diagonal, BooleanOp::Union, "diagonal-union".into()).unwrap();
-        assert_eq!(diagonal_union.brep.solids.len(), 2);
-        assert!(diagonal_union.report.contacts.is_empty());
-    }
-    #[test]
-    fn contained_parallel_cylinder_builds_an_eccentric_analytic_through_hole() {
-        let accuracy = cylinder("accuracy", 0.0, 1.0, false).accuracy;
-        let outer =
-            primitives::cylinder("outer".into(), Frame3::IDENTITY, 2.0, 2.0, accuracy).unwrap();
-        let inner = primitives::cylinder(
-            "inner".into(),
-            Frame3 {
-                origin: [0.75, 0.0, 0.0],
-                ..Frame3::IDENTITY
-            },
-            0.5,
-            2.0,
-            accuracy,
-        )
-        .unwrap();
-        let union = boolean_brep(&outer, &inner, BooleanOp::Union, "union".into()).unwrap();
-        let intersection = boolean_brep(
-            &outer,
-            &inner,
-            BooleanOp::Intersection,
-            "intersection".into(),
-        )
-        .unwrap();
-        let subtraction =
-            boolean_brep(&outer, &inner, BooleanOp::Subtraction, "subtraction".into()).unwrap();
-        assert_eq!(union.brep.topology.faces.len(), 3);
-        assert_eq!(intersection.brep.topology.faces.len(), 3);
-        assert_eq!(subtraction.brep.topology.faces.len(), 4);
-        assert_eq!(subtraction.brep.topology.faces[2].trim.holes.len(), 1);
-        assert_eq!(subtraction.brep.topology.faces[3].trim.holes.len(), 1);
-        assert_eq!(
-            subtraction.brep.topology.faces[1].provenance.role,
-            FaceRole::Cut
-        );
-        assert!(subtraction.brep.topology.faces[1].provenance.reversed);
-        match subtraction.brep.geometry.surfaces[1] {
-            SurfaceGeometry::Cylinder { frame, radius } => {
-                assert_eq!(frame.origin, [0.75, 0.0, 0.0]);
-                assert_eq!(radius, 0.5);
-            }
-            _ => panic!("inner cut face lost its cylinder support"),
-        }
-        subtraction.brep.validate().unwrap();
-        tessellate(&subtraction.brep, 0.01, 2_000_000).unwrap();
-        crate::analytic::exchange::export_step(&subtraction.brep, "metre").unwrap();
-        crate::analytic::ifc_exchange::prepare_ifc_body(&subtraction.brep).unwrap();
-        let expected = std::f64::consts::PI * (4.0 - 0.25) * 2.0;
-        assert!((volume(&subtraction.brep).abs() - expected).abs() < 0.25);
-
-        let touching = primitives::cylinder(
-            "touching".into(),
-            Frame3 {
-                origin: [1.5, 0.0, 0.0],
-                ..Frame3::IDENTITY
-            },
-            0.5,
-            2.0,
-            accuracy,
-        )
-        .unwrap();
-        assert!(matches!(
-            boolean_brep(
-                &outer,
-                &touching,
-                BooleanOp::Subtraction,
-                "touching-result".into()
-            ),
-            Err(GeometryError::UnresolvedIntersection(_))
-        ));
-    }
-    #[test]
-    fn noncoextensive_parallel_cylinders_intersect_and_cut_when_the_span_is_bounded() {
-        let accuracy = cylinder("accuracy", 0.0, 1.0, false).accuracy;
-        let host =
-            primitives::cylinder("host".into(), Frame3::IDENTITY, 1.0, 3.0, accuracy).unwrap();
-        let short = primitives::cylinder(
-            "short".into(),
-            Frame3 {
-                origin: [1.0, 0.0, 1.0],
-                ..Frame3::IDENTITY
-            },
-            1.0,
-            1.0,
-            accuracy,
-        )
-        .unwrap();
-        let intersection = boolean_brep(
-            &host,
-            &short,
-            BooleanOp::Intersection,
-            "intersection".into(),
-        )
-        .unwrap();
-        assert_eq!(intersection.brep.topology.faces.len(), 4);
-        assert_eq!(intersection.brep.solids.len(), 1);
-        assert!(intersection.brep.topology.faces[2..].iter().all(|face| face
-            .provenance
-            .sources
-            .len()
-            == 1
-            && face.provenance.sources[0].entity == "short"));
-        intersection.brep.validate().unwrap();
-        tessellate(&intersection.brep, 0.01, 2_000_000).unwrap();
-        let lens_area = 2.0 * std::f64::consts::FRAC_PI_3 - 3.0_f64.sqrt() * 0.5;
-        assert!((volume(&intersection.brep).abs() - lens_area).abs() < 0.12);
-        let union = boolean_brep(&host, &short, BooleanOp::Union, "partial-union".into()).unwrap();
-        let reversed_union = boolean_brep(
-            &short,
-            &host,
-            BooleanOp::Union,
-            "reversed-partial-union".into(),
-        )
-        .unwrap();
-        let subtraction = boolean_brep(
-            &host,
-            &short,
-            BooleanOp::Subtraction,
-            "partial-subtraction".into(),
-        )
-        .unwrap();
-        for (name, result) in [("union", &union), ("subtraction", &subtraction)] {
-            assert_eq!(result.brep.topology.faces.len(), 10, "{name}");
-            assert_eq!(result.brep.solids.len(), 1, "{name}");
-            result.brep.validate().unwrap();
-            tessellate(&result.brep, 0.01, 2_000_000)
-                .unwrap_or_else(|error| panic!("{name}: {error}"));
-            crate::analytic::exchange::export_step(&result.brep, "metre")
-                .unwrap_or_else(|error| panic!("{name} STEP: {error}"));
-            crate::analytic::ifc_exchange::prepare_ifc_body(&result.brep)
-                .unwrap_or_else(|error| panic!("{name} IFC: {error}"));
-        }
-        assert_eq!(
-            subtraction.brep.topology.faces[3].provenance.role,
-            FaceRole::Cut
-        );
-        assert!(subtraction.brep.topology.faces[3].provenance.reversed);
-        assert!(subtraction.brep.topology.faces[7..9]
-            .iter()
-            .all(|face| face.provenance.role == FaceRole::Cut && face.provenance.reversed));
-        let host_volume = 3.0 * std::f64::consts::PI;
-        assert!(
-            (volume(&union.brep).abs() - (host_volume + std::f64::consts::PI - lens_area)).abs()
-                < 0.2
-        );
-        assert!((volume(&subtraction.brep).abs() - (host_volume - lens_area)).abs() < 0.2);
-        assert!((volume(&reversed_union.brep).abs() - volume(&union.brep).abs()).abs() < 0.1);
-        reversed_union.brep.validate().unwrap();
-
-        let through = primitives::cylinder(
-            "through".into(),
-            Frame3 {
-                origin: [1.0, 0.0, -1.0],
-                ..Frame3::IDENTITY
-            },
-            1.0,
-            5.0,
-            accuracy,
-        )
-        .unwrap();
-        let cut = boolean_brep(
-            &host,
-            &through,
-            BooleanOp::Subtraction,
-            "through-cut".into(),
-        )
-        .unwrap();
-        assert_eq!(cut.brep.topology.faces.len(), 4);
-        assert_eq!(cut.brep.topology.faces[1].provenance.role, FaceRole::Cut);
-        assert!(cut.brep.topology.faces[1].provenance.reversed);
-        assert!(!cut.report.coincident);
-        cut.brep.validate().unwrap();
-        tessellate(&cut.brep, 0.01, 2_000_000).unwrap();
-        let expected_cut_volume = (std::f64::consts::PI - lens_area) * 3.0;
-        assert!((volume(&cut.brep).abs() - expected_cut_volume).abs() < 0.2);
-    }
-    #[test]
-    fn mixed_sphere_cylinder_containment_preserves_exact_cavity_supports() {
-        let accuracy = cylinder("accuracy", 0.0, 1.0, false).accuracy;
-        let cylinder_host =
-            primitives::cylinder("cylinder".into(), Frame3::IDENTITY, 2.0, 4.0, accuracy).unwrap();
-        let sphere_cutter = primitives::sphere(
-            "sphere".into(),
-            Frame3 {
-                origin: [0.0, 0.0, 2.0],
-                ..Frame3::IDENTITY
-            },
-            0.5,
-            accuracy,
-        )
-        .unwrap();
-        let cylindrical_cavity = boolean_brep(
-            &cylinder_host,
-            &sphere_cutter,
-            BooleanOp::Subtraction,
-            "cylindrical-cavity".into(),
-        )
-        .unwrap();
-        assert_eq!(cylindrical_cavity.brep.solids.len(), 1);
-        assert_eq!(cylindrical_cavity.brep.topology.shells.len(), 2);
-        assert_eq!(cylindrical_cavity.brep.solids[0].cavity_shells, vec![1]);
-        assert_eq!(cylindrical_cavity.brep.topology.faces.len(), 4);
-        assert_eq!(
-            cylindrical_cavity.brep.topology.faces[3].provenance.role,
-            FaceRole::Cut
-        );
-        assert!(
-            cylindrical_cavity.brep.topology.faces[3]
-                .provenance
-                .reversed
-        );
-        cylindrical_cavity.brep.validate().unwrap();
-        tessellate(&cylindrical_cavity.brep, 0.01, 2_000_000).unwrap();
-
-        let sphere_host =
-            primitives::sphere("sphere-host".into(), Frame3::IDENTITY, 3.0, accuracy).unwrap();
-        let cylinder_cutter = primitives::cylinder(
-            "cylinder-cutter".into(),
-            Frame3 {
-                origin: [0.0, 0.0, -0.5],
-                ..Frame3::IDENTITY
-            },
-            0.5,
-            1.0,
-            accuracy,
-        )
-        .unwrap();
-        let spherical_cavity = boolean_brep(
-            &sphere_host,
-            &cylinder_cutter,
-            BooleanOp::Subtraction,
-            "spherical-cavity".into(),
-        )
-        .unwrap();
-        assert_eq!(spherical_cavity.brep.topology.faces.len(), 4);
-        assert_eq!(spherical_cavity.brep.solids[0].cavity_shells, vec![1]);
-        assert!(spherical_cavity.brep.topology.faces[1..]
-            .iter()
-            .all(|face| face.provenance.role == FaceRole::Cut && face.provenance.reversed));
-        spherical_cavity.brep.validate().unwrap();
-        tessellate(&spherical_cavity.brep, 0.01, 2_000_000).unwrap();
-
-        let union = boolean_brep(
-            &cylinder_host,
-            &sphere_cutter,
-            BooleanOp::Union,
-            "union".into(),
-        )
-        .unwrap();
-        let intersection = boolean_brep(
-            &cylinder_host,
-            &sphere_cutter,
-            BooleanOp::Intersection,
-            "intersection".into(),
-        )
-        .unwrap();
-        assert_eq!(union.brep.topology.faces.len(), 3);
-        assert_eq!(intersection.brep.topology.faces.len(), 1);
-        let crossing = primitives::sphere(
-            "crossing".into(),
-            Frame3 {
-                origin: [1.8, 0.0, 2.0],
-                ..Frame3::IDENTITY
-            },
-            0.5,
-            accuracy,
-        )
-        .unwrap();
-        for (name, left, right, operation) in [
-            (
-                "crossing-union",
-                &cylinder_host,
-                &crossing,
-                BooleanOp::Union,
-            ),
-            (
-                "crossing-intersection",
-                &cylinder_host,
-                &crossing,
-                BooleanOp::Intersection,
-            ),
-            (
-                "crossing-cylinder-cut",
-                &cylinder_host,
-                &crossing,
-                BooleanOp::Subtraction,
-            ),
-            (
-                "crossing-sphere-cut",
-                &crossing,
-                &cylinder_host,
-                BooleanOp::Subtraction,
-            ),
-        ] {
-            let result = boolean_brep(left, right, operation, name.into())
-                .unwrap_or_else(|error| panic!("{name}: {error}"));
-            assert!(
-                matches!(result.report.quality, GeometryQuality::Analytic),
-                "{name}"
-            );
-            assert_eq!(result.brep.solids.len(), 1, "{name}");
-            assert!(result.brep.topology.faces.len() >= 2, "{name}");
-            assert!(!result.brep.topology.edges.is_empty(), "{name}");
-            assert!(
-                result
-                    .brep
-                    .topology
-                    .faces
-                    .iter()
-                    .all(|face| !face.provenance.sources.is_empty()),
-                "{name}"
-            );
-            assert!(result
-                .brep
-                .geometry
-                .curves
-                .iter()
-                .any(|curve| matches!(curve, CurveGeometry::Intersection { .. })));
-            result.brep.validate().unwrap();
-            tessellate(&result.brep, 0.01, 2_000_000)
-                .unwrap_or_else(|error| panic!("{name} tessellation: {error}"));
-        }
-    }
-    #[test]
-    fn coaxial_sphere_cylinder_intersection_builds_shared_analytic_circles() {
-        let accuracy = cylinder("accuracy", 0.0, 1.0, false).accuracy;
-        let sphere = primitives::sphere("sphere".into(), Frame3::IDENTITY, 1.5, accuracy).unwrap();
-        let cylinder = primitives::cylinder(
-            "cylinder".into(),
-            Frame3 {
-                origin: [0.0, 0.0, -2.0],
-                ..Frame3::IDENTITY
-            },
-            0.75,
-            4.0,
-            accuracy,
-        )
-        .unwrap();
-        let union = boolean_brep(&sphere, &cylinder, BooleanOp::Union, "union".into()).unwrap();
-        let intersection = boolean_brep(
-            &sphere,
-            &cylinder,
-            BooleanOp::Intersection,
-            "intersection".into(),
-        )
-        .unwrap();
-        let sphere_cut = boolean_brep(
-            &sphere,
-            &cylinder,
-            BooleanOp::Subtraction,
-            "sphere-cut".into(),
-        )
-        .unwrap();
-        let cylinder_cut = boolean_brep(
-            &cylinder,
-            &sphere,
-            BooleanOp::Subtraction,
-            "cylinder-cut".into(),
-        )
-        .unwrap();
-        assert_eq!(union.brep.topology.faces.len(), 5);
-        assert_eq!(intersection.brep.topology.faces.len(), 3);
-        assert_eq!(sphere_cut.brep.topology.faces.len(), 2);
-        assert_eq!(cylinder_cut.brep.topology.faces.len(), 6);
-        assert_eq!(cylinder_cut.brep.solids.len(), 2);
-        assert!(sphere_cut
-            .brep
-            .topology
-            .faces
-            .iter()
-            .any(|face| face.provenance.role == FaceRole::Cut && face.provenance.reversed));
-        assert_eq!(
-            cylinder_cut
-                .brep
-                .topology
-                .faces
-                .iter()
-                .filter(|face| face.provenance.role == FaceRole::Cut && face.provenance.reversed)
-                .count(),
-            2
-        );
-        for (name, result) in [
-            ("union", &union),
-            ("intersection", &intersection),
-            ("sphere-cut", &sphere_cut),
-            ("cylinder-cut", &cylinder_cut),
-        ] {
-            result.brep.validate().unwrap();
-            let mesh = tessellate(&result.brep, 0.01, 2_000_000)
-                .unwrap_or_else(|error| panic!("{name}: {error}"));
-            assert!(mesh.indices.len() > 0);
-            assert_eq!(result.report.face_mappings.len(), 4);
-            crate::analytic::exchange::export_step(&result.brep, "metre")
-                .unwrap_or_else(|error| panic!("{name} STEP: {error}"));
-            crate::analytic::ifc_exchange::prepare_ifc_body(&result.brep)
-                .unwrap_or_else(|error| panic!("{name} IFC: {error}"));
-        }
-        let sphere_volume = 4.0 * std::f64::consts::PI * 1.5_f64.powi(3) / 3.0;
-        let cylinder_volume = std::f64::consts::PI * 0.75_f64.powi(2) * 4.0;
-        let intersection_volume = volume(&intersection.brep).abs();
-        assert!(
-            (volume(&union.brep).abs() + intersection_volume - sphere_volume - cylinder_volume)
-                .abs()
-                < 0.3
-        );
-        assert!((volume(&sphere_cut.brep).abs() + intersection_volume - sphere_volume).abs() < 0.3);
-        assert!(
-            (volume(&cylinder_cut.brep).abs() + intersection_volume - cylinder_volume).abs() < 0.3
-        );
-
-        let noncoaxial = primitives::cylinder(
-            "noncoaxial".into(),
-            Frame3 {
-                origin: [0.2, 0.0, -2.0],
-                ..Frame3::IDENTITY
-            },
-            0.75,
-            4.0,
-            accuracy,
-        )
-        .unwrap();
-        assert!(matches!(
-            boolean_brep(&sphere, &noncoaxial, BooleanOp::Union, "gap".into()),
-            Err(GeometryError::CoverageGap { .. })
-        ));
-    }
-    #[test]
-    fn mixed_cuboid_containment_builds_exact_curved_and_planar_cavities() {
-        let accuracy = cylinder("accuracy", 0.0, 1.0, false).accuracy;
-        let box_host = primitives::cuboid(
-            "box".into(),
-            Frame3 {
-                origin: [-2.0, -2.0, -2.0],
-                ..Frame3::IDENTITY
-            },
-            [4.0; 3],
-            accuracy,
-        )
-        .unwrap();
-        let sphere_cutter =
-            primitives::sphere("sphere".into(), Frame3::IDENTITY, 0.5, accuracy).unwrap();
-        let cylinder_cutter = primitives::cylinder(
-            "cylinder".into(),
-            Frame3 {
-                origin: [0.0, 0.0, -0.5],
-                ..Frame3::IDENTITY
-            },
-            0.5,
-            1.0,
-            accuracy,
-        )
-        .unwrap();
-        for (name, cutter, expected_faces) in [
-            ("sphere", &sphere_cutter, 7),
-            ("cylinder", &cylinder_cutter, 9),
-        ] {
-            let result = boolean_brep(
-                &box_host,
-                cutter,
-                BooleanOp::Subtraction,
-                format!("{name}-cavity"),
-            )
-            .unwrap();
-            assert_eq!(result.brep.solids.len(), 1);
-            assert_eq!(result.brep.topology.shells.len(), 2);
-            assert_eq!(result.brep.solids[0].cavity_shells, vec![1]);
-            assert_eq!(result.brep.topology.faces.len(), expected_faces);
-            assert!(result.brep.topology.faces[6..]
-                .iter()
-                .all(|face| face.provenance.role == FaceRole::Cut && face.provenance.reversed));
-            result.brep.validate().unwrap();
-            tessellate(&result.brep, 0.01, 2_000_000).unwrap();
-        }
-
-        let sphere_host =
-            primitives::sphere("sphere-host".into(), Frame3::IDENTITY, 4.0, accuracy).unwrap();
-        let small_box = primitives::cuboid(
-            "small-box".into(),
-            Frame3 {
-                origin: [-0.5; 3],
-                ..Frame3::IDENTITY
-            },
-            [1.0; 3],
-            accuracy,
-        )
-        .unwrap();
-        let sphere_box = boolean_brep(
-            &sphere_host,
-            &small_box,
-            BooleanOp::Subtraction,
-            "sphere-box".into(),
-        )
-        .unwrap();
-        assert_eq!(sphere_box.brep.topology.faces.len(), 7);
-        assert_eq!(sphere_box.brep.solids[0].cavity_shells, vec![1]);
-
-        let cylinder_host = primitives::cylinder(
-            "cylinder-host".into(),
-            Frame3 {
-                origin: [0.0, 0.0, -2.0],
-                ..Frame3::IDENTITY
-            },
-            3.0,
-            4.0,
-            accuracy,
-        )
-        .unwrap();
-        let cylinder_box = boolean_brep(
-            &cylinder_host,
-            &small_box,
-            BooleanOp::Subtraction,
-            "cylinder-box".into(),
-        )
-        .unwrap();
-        assert_eq!(cylinder_box.brep.topology.faces.len(), 9);
-        assert_eq!(cylinder_box.brep.solids[0].cavity_shells, vec![1]);
-
-        let crossing = primitives::sphere(
-            "crossing".into(),
-            Frame3 {
-                origin: [1.8, 0.0, 0.0],
-                ..Frame3::IDENTITY
-            },
-            0.5,
-            accuracy,
-        )
-        .unwrap();
-        let crossing_union = boolean_brep(
-            &box_host,
-            &crossing,
-            BooleanOp::Union,
-            "crossing-union".into(),
-        )
-        .unwrap();
-        assert_eq!(crossing_union.brep.topology.faces.len(), 7);
-        assert_eq!(
-            crossing_union
-                .brep
-                .topology
-                .faces
-                .iter()
-                .filter(|face| !face.trim.holes.is_empty())
-                .count(),
-            1
-        );
-        crossing_union.brep.validate().unwrap();
-        tessellate(&crossing_union.brep, 0.01, 2_000_000).unwrap();
-    }
-    #[test]
-    fn transverse_spheres_preserve_surfaces_shared_edge_and_occupancy_volumes() {
-        let a = sphere("a", [0.0; 3], 1.0);
-        let b = sphere("b", [1.0, 0.0, 0.0], 1.0);
-        let unit_volume = 4.0 * std::f64::consts::PI / 3.0;
-        let lens = 5.0 * std::f64::consts::PI / 12.0;
-        for (op, expected) in [
-            (BooleanOp::Union, 2.0 * unit_volume - lens),
-            (BooleanOp::Intersection, lens),
-            (BooleanOp::Subtraction, unit_volume - lens),
-        ] {
-            let r = boolean_spheres(&a, &b, op, "r".into()).unwrap();
-            assert_eq!(r.brep.topology.faces.len(), 2);
-            let occupied = |point: Point3| {
-                let inside_a = norm(sub(point, [0.0; 3])) < 1.0;
-                let inside_b = norm(sub(point, [1.0, 0.0, 0.0])) < 1.0;
-                match op {
-                    BooleanOp::Union => inside_a || inside_b,
-                    BooleanOp::Intersection => inside_a && inside_b,
-                    BooleanOp::Subtraction => inside_a && !inside_b,
-                }
-            };
-            for face in &r.brep.topology.faces {
-                let surface = r.brep.geometry.surface(face.surface).unwrap();
-                let v = face.trim.uv_bounds[1];
-                for fraction in [0.25, 0.5, 0.75] {
-                    let uv = [0.9, v.lo + fraction * v.width()];
-                    let point = surface.point_at(uv).unwrap();
-                    let outward = scale(surface.normal_at(uv).unwrap(), face.sense.multiplier());
-                    assert!(occupied(sub(point, scale(outward, 1e-5))));
-                    assert!(!occupied(crate::analytic::geometry::add(
-                        point,
-                        scale(outward, 1e-5)
-                    )));
-                }
-            }
-            assert!(r
-                .brep
-                .geometry
-                .surfaces
-                .iter()
-                .all(|s| matches!(s, SurfaceGeometry::Sphere { .. })));
-            let shared: Vec<_> = r
-                .brep
-                .topology
-                .edges
-                .iter()
-                .filter(|e| !e.chart_seam)
-                .collect();
-            assert_eq!(shared.len(), 1);
-            assert!(shared[0].twin_halfedge.is_some());
-            assert!((volume(&r.brep) - expected).abs() < 0.04);
-            assert_eq!(r.report.face_mappings[0].result_faces, vec![0]);
-            assert_eq!(r.report.face_mappings[1].result_faces, vec![1]);
-            assert_eq!(
-                r.brep.topology.faces[1].provenance.reversed,
-                op == BooleanOp::Subtraction
-            );
-        }
-    }
-    #[test]
-    fn enclosed_subtraction_orients_cavity_and_preserves_ancestry() {
-        let a = sphere("host", [0.0; 3], 2.0);
-        let b = sphere("cutter", [0.2, 0.0, 0.0], 0.5);
-        let r = boolean_spheres(&a, &b, BooleanOp::Subtraction, "r".into()).unwrap();
-        assert_eq!(r.brep.solids[0].cavity_shells, vec![1]);
-        assert_eq!(r.brep.topology.faces[1].sense, Orientation::Reverse);
-        assert_eq!(
-            r.brep.topology.faces[1].provenance.sources[0].entity,
-            "cutter"
-        );
-        assert!((volume(&r.brep) - 4.0 * std::f64::consts::PI / 3.0 * (8.0 - 0.125)).abs() < 0.1);
-    }
-    #[test]
-    fn contact_disjoint_containment_and_coincident_regularize_deterministically() {
-        let a = sphere("a", [0.0; 3], 1.0);
-        for x in [2.0, 2.5] {
-            let b = sphere("b", [x, 0.0, 0.0], 1.0);
-            let r = boolean_spheres(&a, &b, BooleanOp::Union, "r".into()).unwrap();
-            assert_eq!(r.brep.solids.len(), 2);
-            assert_eq!(r.report.contacts.len(), usize::from(x == 2.0));
-            assert!(boolean_spheres(&a, &b, BooleanOp::Intersection, "r".into())
-                .unwrap()
-                .brep
-                .solids
-                .is_empty());
-        }
-        let b = sphere("b", [0.0; 3], 1.0);
-        let r = boolean_spheres(&a, &b, BooleanOp::Union, "r".into()).unwrap();
-        assert!(r.report.coincident);
-        assert_eq!(r.brep.topology.faces[0].provenance.sources.len(), 2);
-        assert!(boolean_spheres(&a, &b, BooleanOp::Subtraction, "r".into())
-            .unwrap()
-            .brep
-            .topology
-            .faces
-            .is_empty());
-        let big = sphere("big", [0.0; 3], 2.0);
-        assert!(
-            boolean_spheres(&a, &big, BooleanOp::Subtraction, "r".into())
-                .unwrap()
-                .brep
-                .solids
-                .is_empty()
-        );
-        assert_eq!(
-            boolean_spheres(&a, &big, BooleanOp::Intersection, "r".into())
-                .unwrap()
-                .brep
-                .topology
-                .faces[0]
-                .provenance
-                .sources[0]
-                .entity,
-            "a"
-        );
-    }
-    #[test]
-    fn unsupported_inputs_and_invalid_geometry_never_enter_a_mesh_bridge() {
-        let a = sphere("a", [0.0; 3], 1.0);
-        let cylinder =
-            primitives::cylinder("c".into(), Frame3::IDENTITY, 1.0, 2.0, a.accuracy).unwrap();
-        assert!(matches!(
-            boolean_spheres(&a, &cylinder, BooleanOp::Union, "r".into()),
-            Err(GeometryError::CoverageGap { .. })
-        ));
-        let mut invalid = a.clone();
-        invalid.topology.faces[0].surface = 100;
-        assert!(matches!(
-            boolean_spheres(&a, &invalid, BooleanOp::Union, "r".into()),
-            Err(GeometryError::MissingReference { .. })
-        ));
-        let mut trimmed = a.clone();
-        trimmed.topology.faces[0].trim.uv_bounds[1].hi = 0.5;
-        assert!(boolean_spheres(&a, &trimmed, BooleanOp::Union, "r".into()).is_err());
-    }
-
-    #[test]
-    fn provably_disjoint_surface_families_use_exact_regularized_results() {
-        let cylinder_accuracy = sphere("reference", [0.0; 3], 1.0).accuracy;
-        let torus_accuracy = Accuracy {
-            geometric: cylinder_accuracy.geometric * 2.0,
-            intersection: cylinder_accuracy.intersection * 2.0,
-            tessellation: cylinder_accuracy.tessellation * 2.0,
-            exchange: cylinder_accuracy.exchange * 2.0,
-        };
-        let cylinder = primitives::cylinder(
-            "cylinder".into(),
-            Frame3::IDENTITY,
-            1.0,
-            2.0,
-            cylinder_accuracy,
-        )
-        .unwrap();
-        let torus = primitives::torus(
-            "torus".into(),
-            Frame3 {
-                origin: [12.0, 0.0, 0.0],
-                ..Frame3::IDENTITY
-            },
-            3.0,
-            1.0,
-            torus_accuracy,
-        )
-        .unwrap();
-
-        let union = boolean_brep(&cylinder, &torus, BooleanOp::Union, "union".into()).unwrap();
-        assert_eq!(union.brep.solids.len(), 2);
-        assert_eq!(union.brep.accuracy.geometric, torus_accuracy.geometric);
-        assert_eq!(union.brep.topology.faces.len(), 4);
-        assert_eq!(union.report.face_mappings.len(), 4);
-        assert!(union
-            .brep
-            .topology
-            .faces
-            .iter()
-            .all(|face| face.provenance.role == FaceRole::Preserved));
-
-        let intersection = boolean_brep(
-            &cylinder,
-            &torus,
-            BooleanOp::Intersection,
-            "intersection".into(),
-        )
-        .unwrap();
-        assert!(intersection.brep.solids.is_empty());
-        assert!(intersection
-            .report
-            .face_mappings
-            .iter()
-            .all(|mapping| mapping.result_faces.is_empty()));
-
-        let subtraction = boolean_brep(
-            &cylinder,
-            &torus,
-            BooleanOp::Subtraction,
-            "subtraction".into(),
-        )
-        .unwrap();
-        assert_eq!(subtraction.brep.solids.len(), 1);
-        assert_eq!(subtraction.brep.topology.faces.len(), 3);
-        assert_eq!(
-            subtraction.brep.topology.faces[0].provenance.sources[0].entity,
-            "cylinder"
-        );
-    }
-    #[test]
-    fn positive_similarity_roundoff_does_not_reject_full_sphere_operands() {
-        let rotation = std::f64::consts::PI / 7.0;
-        let placement = Frame3 {
-            origin: [0.2, 0.1, 0.2],
-            x: [rotation.cos(), 0.0, -rotation.sin()],
-            y: [0.0, 1.0, 0.0],
-            z: [rotation.sin(), 0.0, rotation.cos()],
-        };
-        let frame = Frame3 {
-            origin: [0.0, 1.2, 0.0],
-            y: [0.0, 0.0, -1.0],
-            z: [0.0, 1.0, 0.0],
-            ..Frame3::IDENTITY
-        };
-        let first = primitives::sphere(
-            "a".into(),
-            frame,
-            1.0,
-            sphere("reference", [0.0; 3], 1.0).accuracy,
-        )
-        .unwrap();
-        let second = primitives::sphere(
-            "b".into(),
-            Frame3 {
-                origin: [1.0, 1.2, 0.0],
-                ..frame
-            },
-            1.0,
-            first.accuracy,
-        )
-        .unwrap();
-        let first = super::super::placement::placed(&first, placement, 1.25).unwrap();
-        let second = super::super::placement::placed(&second, placement, 1.25).unwrap();
-        for op in [
-            BooleanOp::Union,
-            BooleanOp::Intersection,
-            BooleanOp::Subtraction,
-        ] {
-            let result = boolean_spheres(&first, &second, op, "placed".into()).unwrap();
-            result.brep.validate().unwrap();
-            assert_eq!(result.brep.topology.faces.len(), 2);
-            assert_eq!(result.report.face_mappings[0].source.entity, "a");
-        }
-    }
-    #[test]
-    fn internal_tangency_and_unresolved_small_caps_are_errors() {
-        let a = sphere("a", [0.0; 3], 2.0);
-        let b = sphere("b", [1.0, 0.0, 0.0], 1.0);
-        assert!(matches!(
-            boolean_spheres(&a, &b, BooleanOp::Subtraction, "r".into()),
-            Err(GeometryError::UnresolvedIntersection(_))
-        ));
-        let a = sphere("a", [0.0; 3], 1.0);
-        let b = sphere("b", [2.0 - 1e-10, 0.0, 0.0], 1.0);
-        assert!(matches!(
-            boolean_spheres(&a, &b, BooleanOp::Intersection, "r".into()),
-            Err(GeometryError::UnresolvedIntersection(_))
-        ));
-    }
-    #[test]
-    fn rotated_unequal_spheres_roundtrip_and_keep_identical_boundary_positions() {
-        let a = sphere("a", [5.0, -3.0, 8.0], 2.0);
-        let b = sphere("b", [6.0, -2.0, 9.0], 1.25);
-        let r = boolean_spheres(&a, &b, BooleanOp::Subtraction, "r".into()).unwrap();
-        let decoded = BrepEnvelope::from_json(&r.brep.to_json().unwrap()).unwrap();
-        let mesh = tessellate(&decoded, 0.02, 2_000_000).unwrap();
-        let boundary = decoded.geometry.curves[0].elementary_point(0.0).unwrap();
-        let count = mesh
-            .positions
-            .chunks_exact(3)
-            .filter(|p| p == &boundary.as_slice())
-            .count();
-        assert!(count >= 2);
-        assert!(mesh.indices.len() > 100);
-    }
-    #[test]
-    fn sphere_booleans_obey_scaled_budgets_and_building_coordinates() {
-        for size in [1e-6, 1.0, 1e6] {
-            let accuracy = Accuracy {
-                geometric: size * 1e-9,
-                intersection: size * 1e-10,
-                tessellation: size * 0.01,
-                exchange: size * 1e-5,
-            };
-            let a = primitives::sphere("a".into(), Frame3::IDENTITY, size, accuracy).unwrap();
-            let b = primitives::sphere(
-                "b".into(),
-                Frame3 {
-                    origin: [size, 0.0, 0.0],
-                    ..Frame3::IDENTITY
-                },
-                size,
-                accuracy,
-            )
-            .unwrap();
-            let r = boolean_spheres(&a, &b, BooleanOp::Subtraction, "r".into()).unwrap();
-            assert_eq!(r.brep.topology.faces.len(), 2);
-            tessellate(&r.brep, size * 0.02, 2_000_000).unwrap();
-        }
-        let accuracy = Accuracy {
-            geometric: 1e-6,
-            intersection: 5e-7,
-            tessellation: 0.01,
-            exchange: 1e-5,
-        };
-        let a = primitives::sphere(
-            "a".into(),
-            Frame3 {
-                origin: [1e9; 3],
-                ..Frame3::IDENTITY
-            },
-            1.0,
-            accuracy,
-        )
-        .unwrap();
-        let b = primitives::sphere(
-            "b".into(),
-            Frame3 {
-                origin: [1e9 + 1.0, 1e9, 1e9],
-                ..Frame3::IDENTITY
-            },
-            1.0,
-            accuracy,
-        )
-        .unwrap();
-        let r = boolean_spheres(&a, &b, BooleanOp::Intersection, "r".into()).unwrap();
-        tessellate(&r.brep, 0.01, 2_000_000).unwrap();
-    }
-
-    #[test]
-    fn concentric_torus_booleans_preserve_exact_cavity_supports() {
-        let accuracy = sphere("accuracy", [0.0; 3], 1.0).accuracy;
-        let host = primitives::torus("host".into(), Frame3::IDENTITY, 3.0, 1.0, accuracy).unwrap();
-        let cutter =
-            primitives::torus("cutter".into(), Frame3::IDENTITY, 3.0, 0.4, accuracy).unwrap();
-        let subtraction =
-            boolean_brep(&host, &cutter, BooleanOp::Subtraction, "torus-shell".into()).unwrap();
-        subtraction.brep.validate().unwrap();
-        assert_eq!(subtraction.brep.solids.len(), 1);
-        assert_eq!(subtraction.brep.solids[0].cavity_shells.len(), 1);
-        assert!(subtraction
-            .brep
-            .topology
-            .faces
-            .iter()
-            .any(|face| { face.provenance.role == FaceRole::Cut && face.provenance.reversed }));
-        assert!(subtraction
-            .brep
-            .geometry
-            .surfaces
-            .iter()
-            .all(|surface| matches!(surface, SurfaceGeometry::Torus { .. })));
-        tessellate(&subtraction.brep, 0.05, 2_000_000).unwrap();
-
-        let intersection =
-            boolean_brep(&host, &cutter, BooleanOp::Intersection, "torus-core".into()).unwrap();
-        assert_eq!(intersection.brep.topology.faces.len(), 1);
-        assert!(matches!(
-            intersection.brep.geometry.surfaces[0],
-            SurfaceGeometry::Torus {
-                minor_radius: 0.4,
-                ..
-            }
-        ));
-
-        let coincident =
-            boolean_brep(&host, &host, BooleanOp::Subtraction, "empty-torus".into()).unwrap();
-        assert!(coincident.report.coincident);
-        assert!(coincident.brep.solids.is_empty());
-    }
-
-    #[test]
-    fn sphere_torus_containment_is_exact_in_both_directions() {
-        let accuracy = sphere("accuracy", [0.0; 3], 1.0).accuracy;
-        let torus =
-            primitives::torus("torus".into(), Frame3::IDENTITY, 3.0, 1.0, accuracy).unwrap();
-        let small_sphere = sphere("small", [3.0, 0.0, 0.0], 0.25);
-        let torus_cut = boolean_brep(
-            &torus,
-            &small_sphere,
-            BooleanOp::Subtraction,
-            "torus-cut".into(),
-        )
-        .unwrap();
-        assert_eq!(torus_cut.brep.solids[0].cavity_shells.len(), 1);
-        assert!(torus_cut.brep.geometry.surfaces.iter().any(
-            |surface| matches!(surface, SurfaceGeometry::Sphere { radius, .. } if *radius == 0.25)
-        ));
-
-        let large_sphere = sphere("large", [0.0; 3], 5.0);
-        let sphere_cut = boolean_brep(
-            &large_sphere,
-            &torus,
-            BooleanOp::Subtraction,
-            "sphere-cut".into(),
-        )
-        .unwrap();
-        sphere_cut.brep.validate().unwrap();
-        assert_eq!(sphere_cut.brep.solids[0].cavity_shells.len(), 1);
-        assert!(sphere_cut
-            .brep
-            .topology
-            .faces
-            .iter()
-            .any(|face| face.provenance.role == FaceRole::Cut));
-    }
-
-    fn extrusion(id: &str, outer: Vec<[f64; 2]>, holes: Vec<Vec<[f64; 2]>>) -> BrepEnvelope {
-        extrusion_span(id, 0.0, 3.0, outer, holes)
-    }
-
-    fn extrusion_span(
-        id: &str,
-        origin_z: f64,
-        height: f64,
-        outer: Vec<[f64; 2]>,
-        holes: Vec<Vec<[f64; 2]>>,
-    ) -> BrepEnvelope {
-        primitives::linear_extrusion(
-            id.into(),
-            Frame3 {
-                origin: [0.0, 0.0, origin_z],
-                ..Frame3::IDENTITY
-            },
-            outer,
-            holes,
-            height,
-            Accuracy {
-                geometric: 1.0e-9,
-                intersection: 1.0e-10,
-                tessellation: 0.01,
-                exchange: 1.0e-5,
-            },
-        )
-        .unwrap()
-    }
-
-    #[test]
-    fn planar_extrusion_round_through_cutter_keeps_analytic_brep() {
-        let host = extrusion(
-            "round-host",
-            vec![[0.0, 0.0], [4.0, 0.0], [4.0, 0.3], [0.0, 0.3]],
-            Vec::new(),
-        );
-        let cutter = primitives::cylinder(
-            "round-opening".into(),
-            Frame3 {
-                origin: [2.0, -0.5, 1.5],
-                x: [1.0, 0.0, 0.0],
-                y: [0.0, 0.0, -1.0],
-                z: [0.0, 1.0, 0.0],
-            },
-            0.5,
-            1.3,
-            host.accuracy,
-        )
-        .unwrap();
-        let result = boolean_brep(
-            &host,
-            &cutter,
-            BooleanOp::Subtraction,
-            "round-host-cut".into(),
-        )
-        .unwrap();
-        assert_eq!(result.brep.solids.len(), 1);
-        result.brep.validate().unwrap();
-        assert_eq!(
-            classify_point(&result.brep, [2.0, 0.15, 1.5]).unwrap(),
-            PointClassification::Outside
-        );
-        assert_eq!(
-            classify_point(&result.brep, [2.0, 0.15, 2.2]).unwrap(),
-            PointClassification::Inside
-        );
-        let cut_face = result
-            .brep
-            .topology
-            .faces
-            .iter()
-            .find(|face| face.provenance.role == FaceRole::Cut)
-            .unwrap();
-        assert_eq!(
-            face_contains_uv(&result.brep, cut_face, [0.0, 0.65]).unwrap(),
-            Some(true)
-        );
-        tessellate(&result.brep, 0.01, 2_000_000).unwrap();
-        crate::analytic::exchange::export_step(&result.brep, "metre").unwrap();
-    }
-
-    #[test]
-    fn rectangular_cut_after_round_cut_never_loses_the_cylindrical_cap() {
-        let host = extrusion(
-            "arched-host",
-            vec![[0.0, 0.0], [4.0, 0.0], [4.0, 0.3], [0.0, 0.3]],
-            Vec::new(),
-        );
-        let round = primitives::cylinder(
-            "arched-cap".into(),
-            Frame3 {
-                origin: [2.0, -0.5, 2.0],
-                x: [1.0, 0.0, 0.0],
-                y: [0.0, 0.0, -1.0],
-                z: [0.0, 1.0, 0.0],
-            },
-            0.5,
-            1.3,
-            host.accuracy,
-        )
-        .unwrap();
-        let lower = primitives::linear_extrusion(
-            "arched-lower".into(),
-            Frame3 {
-                origin: [0.0, 0.8, 0.0],
-                x: [1.0, 0.0, 0.0],
-                y: [0.0, 0.0, 1.0],
-                z: [0.0, -1.0, 0.0],
-            },
-            vec![[1.5, 0.5], [2.5, 0.5], [2.5, 2.0], [1.5, 2.0]],
-            Vec::new(),
-            1.3,
-            host.accuracy,
-        )
-        .unwrap();
-        let batch = subtract_planar_cutters(
-            &host,
-            &[round.clone(), lower.clone()],
-            "arched-batch".into(),
-        )
-        .unwrap();
-        batch.brep.validate().unwrap();
-        assert_eq!(
-            classify_point(&batch.brep, [2.0, 0.15, 2.2]).unwrap(),
-            PointClassification::Outside
-        );
-        assert_eq!(
-            classify_point(&batch.brep, [2.0, 0.15, 1.0]).unwrap(),
-            PointClassification::Outside
-        );
-        assert!(batch.brep.topology.faces.iter().any(|face| {
-            matches!(
-                batch.brep.geometry.surfaces[face.surface as usize],
-                SurfaceGeometry::Cylinder { .. }
-            )
-        }));
-        for source in ["arched-cap", "arched-lower"] {
-            assert!(batch.report.face_mappings.iter().any(|mapping| {
-                mapping.source.entity == source && !mapping.result_faces.is_empty()
-            }));
-        }
-        let expected = 4.0 * 0.3 * 3.0 - (1.0 * 1.5 + std::f64::consts::PI * 0.5 * 0.5 / 2.0) * 0.3;
-        assert!((volume_at_deflection(&batch.brep, 0.0001).abs() - expected).abs() < 1.0e-4);
-        crate::analytic::exchange::export_step(&batch.brep, "metre").unwrap();
-        let cap = boolean_brep(&host, &round, BooleanOp::Subtraction, "cap".into()).unwrap();
-        match boolean_brep(&cap.brep, &lower, BooleanOp::Subtraction, "arch".into()) {
-            Ok(result) => {
-                result.brep.validate().unwrap();
-                assert!(result.brep.topology.faces.iter().any(|face| {
-                    matches!(
-                        result.brep.geometry.surfaces[face.surface as usize],
-                        SurfaceGeometry::Cylinder { .. }
-                    )
-                }));
-                assert_eq!(
-                    classify_point(&result.brep, [2.0, 0.15, 2.2]).unwrap(),
-                    PointClassification::Outside
-                );
-                assert_eq!(
-                    classify_point(&result.brep, [2.0, 0.15, 1.0]).unwrap(),
-                    PointClassification::Outside
-                );
-            }
-            Err(GeometryError::CoverageGap { .. }) => {}
-            Err(error) => panic!("unexpected chained arch failure: {error:?}"),
-        }
-    }
-
-    #[test]
-    fn disjoint_mixed_cutter_batch_preserves_both_openings_in_any_order() {
-        let host = extrusion(
-            "mixed-host",
-            vec![[0.0, 0.0], [6.0, 0.0], [6.0, 0.3], [0.0, 0.3]],
-            Vec::new(),
-        );
-        let round = primitives::cylinder(
-            "round".into(),
-            Frame3 {
-                origin: [1.5, -0.5, 1.5],
-                x: [1.0, 0.0, 0.0],
-                y: [0.0, 0.0, -1.0],
-                z: [0.0, 1.0, 0.0],
-            },
-            0.4,
-            1.3,
-            host.accuracy,
-        )
-        .unwrap();
-        let rect = primitives::linear_extrusion(
-            "rectangle".into(),
-            Frame3 {
-                origin: [0.0, 0.8, 0.0],
-                x: [1.0, 0.0, 0.0],
-                y: [0.0, 0.0, 1.0],
-                z: [0.0, -1.0, 0.0],
-            },
-            vec![[3.5, 0.7], [4.5, 0.7], [4.5, 2.2], [3.5, 2.2]],
-            Vec::new(),
-            1.3,
-            host.accuracy,
-        )
-        .unwrap();
-        for cutters in [[round.clone(), rect.clone()], [rect.clone(), round.clone()]] {
-            let result = subtract_planar_cutters(&host, &cutters, "mixed".into()).unwrap();
-            result.brep.validate().unwrap();
-            assert_eq!(
-                classify_point(&result.brep, [1.5, 0.15, 1.5]).unwrap(),
-                PointClassification::Outside
-            );
-            assert_eq!(
-                classify_point(&result.brep, [4.0, 0.15, 1.5]).unwrap(),
-                PointClassification::Outside
-            );
-            assert_eq!(
-                classify_point(&result.brep, [2.5, 0.15, 1.5]).unwrap(),
-                PointClassification::Inside
-            );
-            let expected_volume =
-                6.0 * 0.3 * 3.0 - 1.0 * 0.3 * 1.5 - std::f64::consts::PI * 0.4 * 0.4 * 0.3;
-            let measured_volume = volume_at_deflection(&result.brep, 0.0001).abs();
-            assert!(
-                (measured_volume - expected_volume).abs() < 1.0e-4,
-                "mixed volume {measured_volume} differs from expected {expected_volume}",
-            );
-            assert!(result.brep.topology.faces.iter().any(|face| {
-                matches!(
-                    result.brep.geometry.surfaces[face.surface as usize],
-                    SurfaceGeometry::Cylinder { .. }
-                )
-            }));
-            for source in ["round", "rectangle"] {
-                assert!(
-                    result.brep.topology.faces.iter().any(|face| {
-                        face.provenance
-                            .sources
-                            .iter()
-                            .any(|origin| origin.entity == source)
-                    }),
-                    "missing source {source}: {:?}",
-                    result
-                        .brep
-                        .topology
-                        .faces
-                        .iter()
-                        .flat_map(|face| face
-                            .provenance
-                            .sources
-                            .iter()
-                            .map(|origin| &origin.entity))
-                        .collect::<Vec<_>>()
-                );
-                assert!(result.report.face_mappings.iter().any(|mapping| {
-                    mapping.source.entity == source && !mapping.result_faces.is_empty()
-                }));
-            }
-            crate::analytic::exchange::export_step(&result.brep, "metre").unwrap();
-        }
-    }
-
-    #[test]
-    fn two_round_cutter_batch_keeps_both_analytic_voids() {
-        let host = extrusion(
-            "two-round-host",
-            vec![[0.0, 0.0], [6.0, 0.0], [6.0, 0.3], [0.0, 0.3]],
-            Vec::new(),
-        );
-        let make_round = |name: &str, station: f64| {
-            primitives::cylinder(
-                name.into(),
-                Frame3 {
-                    origin: [station, 0.0, 1.5],
-                    x: [1.0, 0.0, 0.0],
-                    y: [0.0, 0.0, -1.0],
-                    z: [0.0, 1.0, 0.0],
-                },
-                0.4,
-                0.3,
-                host.accuracy,
-            )
-            .unwrap()
-        };
-        let first = make_round("round-a", 1.5);
-        let second = make_round("round-b", 4.5);
-        for cutters in [
-            [first.clone(), second.clone()],
-            [second.clone(), first.clone()],
-        ] {
-            let result = subtract_planar_cutters(&host, &cutters, "two-round".into()).unwrap();
-            result.brep.validate().unwrap();
-            assert_eq!(result.brep.solids.len(), 1);
-            for station in [1.5, 4.5] {
-                assert_eq!(
-                    classify_point(&result.brep, [station, 0.15, 1.5]).unwrap(),
-                    PointClassification::Outside
-                );
-            }
-            assert_eq!(
-                classify_point(&result.brep, [3.0, 0.15, 1.5]).unwrap(),
-                PointClassification::Inside
-            );
-            let expected = 6.0 * 0.3 * 3.0 - 2.0 * std::f64::consts::PI * 0.4 * 0.4 * 0.3;
-            assert!((volume_at_deflection(&result.brep, 0.0001).abs() - expected).abs() < 1.0e-4);
-            for source in ["round-a", "round-b"] {
-                assert!(result
-                    .report
-                    .face_mappings
-                    .iter()
-                    .any(|mapping| mapping.source.entity == source
-                        && !mapping.result_faces.is_empty()));
-            }
-            let (_, report) =
-                crate::analytic::exchange::export_step(&result.brep, "metre").unwrap();
-            assert_eq!(report.solids, 1);
-        }
-    }
-
-    #[test]
-    fn mixed_profile_batch_preserves_disconnected_full_height_host_parts() {
-        let host = extrusion(
-            "split-mixed-host",
-            vec![[0.0, 0.0], [6.0, 0.0], [6.0, 0.3], [0.0, 0.3]],
-            Vec::new(),
-        );
-        let round = primitives::cylinder(
-            "split-round".into(),
-            Frame3 {
-                origin: [1.5, -0.5, 1.5],
-                x: [1.0, 0.0, 0.0],
-                y: [0.0, 0.0, -1.0],
-                z: [0.0, 1.0, 0.0],
-            },
-            0.4,
-            1.3,
-            host.accuracy,
-        )
-        .unwrap();
-        let through = primitives::linear_extrusion(
-            "full-height".into(),
-            Frame3 {
-                origin: [0.0, 0.3, 0.0],
-                x: [1.0, 0.0, 0.0],
-                y: [0.0, 0.0, 1.0],
-                z: [0.0, -1.0, 0.0],
-            },
-            vec![[2.5, 0.0], [3.5, 0.0], [3.5, 3.0], [2.5, 3.0]],
-            Vec::new(),
-            0.3,
-            host.accuracy,
-        )
-        .unwrap();
-        for cutters in [
-            [round.clone(), through.clone()],
-            [through.clone(), round.clone()],
-        ] {
-            let result = subtract_planar_cutters(&host, &cutters, "split-mixed".into()).unwrap();
-            result.brep.validate().unwrap();
-            assert_eq!(result.brep.solids.len(), 2);
-            for point in [[1.5, 0.15, 1.5], [3.0, 0.15, 1.5]] {
-                assert_eq!(
-                    classify_point(&result.brep, point).unwrap(),
-                    PointClassification::Outside
-                );
-            }
-            for point in [[0.5, 0.15, 1.5], [5.0, 0.15, 1.5]] {
-                assert_eq!(
-                    classify_point(&result.brep, point).unwrap(),
-                    PointClassification::Inside
-                );
-            }
-            let expected =
-                6.0 * 0.3 * 3.0 - 1.0 * 0.3 * 3.0 - std::f64::consts::PI * 0.4 * 0.4 * 0.3;
-            assert!((volume_at_deflection(&result.brep, 0.0001).abs() - expected).abs() < 1.0e-4);
-            for source in ["split-round", "full-height"] {
-                assert!(result
-                    .report
-                    .face_mappings
-                    .iter()
-                    .any(|mapping| mapping.source.entity == source
-                        && !mapping.result_faces.is_empty()));
-            }
-            let (_, report) =
-                crate::analytic::exchange::export_step(&result.brep, "metre").unwrap();
-            assert_eq!(report.solids, 2);
-        }
-    }
-
-    #[test]
-    fn flush_mixed_cutters_cross_a_prior_planar_face_split_without_losing_the_round_hole() {
-        let host = extrusion(
-            "flush-mixed-host",
-            vec![[0.0, 0.0], [6.0, 0.0], [6.0, 0.3], [0.0, 0.3]],
-            Vec::new(),
-        );
-        let round = primitives::cylinder(
-            "flush-round".into(),
-            Frame3 {
-                origin: [1.5, 0.0, 1.5],
-                x: [1.0, 0.0, 0.0],
-                y: [0.0, 0.0, -1.0],
-                z: [0.0, 1.0, 0.0],
-            },
-            0.4,
-            0.3,
-            host.accuracy,
-        )
-        .unwrap();
-        let rectangle = primitives::linear_extrusion(
-            "flush-rectangle".into(),
-            Frame3 {
-                origin: [0.0, 0.3, 0.0],
-                x: [1.0, 0.0, 0.0],
-                y: [0.0, 0.0, 1.0],
-                z: [0.0, -1.0, 0.0],
-            },
-            vec![[3.5, 0.7], [4.5, 0.7], [4.5, 1.5], [3.5, 1.5]],
-            Vec::new(),
-            0.3,
-            host.accuracy,
-        )
-        .unwrap();
-        for cutters in [
-            [round.clone(), rectangle.clone()],
-            [rectangle.clone(), round.clone()],
-        ] {
-            let result = subtract_planar_cutters(&host, &cutters, "flush-mixed".into()).unwrap();
-            result.brep.validate().unwrap();
-            assert_eq!(
-                classify_point(&result.brep, [1.5, 0.15, 1.5]).unwrap(),
-                PointClassification::Outside
-            );
-            assert_eq!(
-                classify_point(&result.brep, [4.0, 0.15, 1.4]).unwrap(),
-                PointClassification::Outside
-            );
-            assert_eq!(
-                classify_point(&result.brep, [2.5, 0.15, 1.5]).unwrap(),
-                PointClassification::Inside
-            );
-            assert!(result.brep.topology.faces.iter().any(|face| {
-                matches!(
-                    result.brep.geometry.surfaces[face.surface as usize],
-                    SurfaceGeometry::Cylinder { .. }
-                )
-            }));
-            for source in ["flush-round", "flush-rectangle"] {
-                assert!(result.report.face_mappings.iter().any(|mapping| {
-                    mapping.source.entity == source && !mapping.result_faces.is_empty()
-                }));
-            }
-            crate::analytic::exchange::export_step(&result.brep, "metre").unwrap();
-        }
-    }
-
-    #[test]
-    fn coextensive_profile_extrusions_use_exact_planar_arrangements() {
-        let a = extrusion(
-            "a",
-            vec![[0.0, 0.0], [4.0, 0.0], [4.0, 4.0], [0.0, 4.0]],
-            Vec::new(),
-        );
-        let b = extrusion(
-            "b",
-            vec![[2.0, -1.0], [5.0, -1.0], [5.0, 2.0], [2.0, 2.0]],
-            Vec::new(),
-        );
-        for (operation, expected_volume) in [
-            (BooleanOp::Union, 63.0),
-            (BooleanOp::Intersection, 12.0),
-            (BooleanOp::Subtraction, 36.0),
-        ] {
-            let result = boolean_brep(&a, &b, operation, format!("{operation:?}")).unwrap();
-            result.brep.validate().unwrap();
-            assert!(matches!(result.brep.quality, GeometryQuality::Analytic));
-            assert!((volume(&result.brep).abs() - expected_volume).abs() < 1.0e-6);
-            assert!(result
-                .report
-                .face_mappings
-                .iter()
-                .any(|mapping| !mapping.result_faces.is_empty()));
-        }
-    }
-
-    #[test]
-    fn profile_subtraction_builds_holes_disconnected_solids_and_cut_provenance() {
-        let host = extrusion(
-            "host",
-            vec![[0.0, 0.0], [10.0, 0.0], [10.0, 10.0], [0.0, 10.0]],
-            Vec::new(),
-        );
-        let inner = extrusion(
-            "inner",
-            vec![[4.0, 4.0], [6.0, 4.0], [6.0, 6.0], [4.0, 6.0]],
-            Vec::new(),
-        );
-        let cavity = boolean_brep(&host, &inner, BooleanOp::Subtraction, "cavity".into()).unwrap();
-        assert_eq!(cavity.brep.solids.len(), 1);
-        assert_eq!(cavity.brep.topology.faces[0].trim.holes.len(), 1);
-        assert!((volume(&cavity.brep).abs() - 288.0).abs() < 1.0e-6);
-        assert!(cavity
-            .brep
-            .topology
-            .faces
-            .iter()
-            .any(|face| { face.provenance.role == FaceRole::Cut && face.provenance.reversed }));
-
-        let band = extrusion(
-            "band",
-            vec![[-1.0, 4.0], [11.0, 4.0], [11.0, 6.0], [-1.0, 6.0]],
-            Vec::new(),
-        );
-        let split = boolean_brep(&host, &band, BooleanOp::Subtraction, "split".into()).unwrap();
-        assert_eq!(split.brep.solids.len(), 2);
-        assert!((volume(&split.brep).abs() - 240.0).abs() < 1.0e-6);
-    }
-
-    #[test]
-    fn matching_profile_extrusions_use_exact_axial_interval_booleans() {
-        let profile = vec![[0.0, 0.0], [4.0, 0.0], [4.0, 4.0], [0.0, 4.0]];
-        let a = extrusion_span("a", 0.0, 4.0, profile.clone(), Vec::new());
-        let b = extrusion_span(
-            "b",
-            2.0,
-            4.0,
-            vec![[4.0, 4.0], [0.0, 4.0], [0.0, 0.0], [4.0, 0.0]],
-            Vec::new(),
-        );
-        for (operation, expected_volume) in [
-            (BooleanOp::Union, 96.0),
-            (BooleanOp::Intersection, 32.0),
-            (BooleanOp::Subtraction, 32.0),
-        ] {
-            let result = boolean_brep(&a, &b, operation, format!("axial-{operation:?}")).unwrap();
-            result.brep.validate().unwrap();
-            assert_eq!(result.brep.solids.len(), 1);
-            assert!((volume(&result.brep).abs() - expected_volume).abs() < 1.0e-6);
-            assert!(result
-                .report
-                .face_mappings
-                .iter()
-                .any(|mapping| !mapping.result_faces.is_empty()));
-        }
-
-        let embedded = extrusion_span("embedded", 1.0, 2.0, profile.clone(), Vec::new());
-        let split =
-            boolean_brep(&a, &embedded, BooleanOp::Subtraction, "axial-split".into()).unwrap();
-        split.brep.validate().unwrap();
-        assert_eq!(split.brep.solids.len(), 2);
-        assert!((volume(&split.brep).abs() - 32.0).abs() < 1.0e-6);
-        assert_eq!(
-            split
-                .brep
-                .topology
-                .faces
-                .iter()
-                .filter(|face| face.provenance.role == FaceRole::Cut && face.provenance.reversed)
-                .count(),
-            2
-        );
-
-        let disjoint = extrusion_span("disjoint", 6.0, 2.0, profile, Vec::new());
-        let union = boolean_brep(&a, &disjoint, BooleanOp::Union, "axial-disjoint".into()).unwrap();
-        assert_eq!(union.brep.solids.len(), 2);
-        assert!((volume(&union.brep).abs() - 96.0).abs() < 1.0e-6);
-        let intersection =
-            boolean_brep(&a, &disjoint, BooleanOp::Intersection, "axial-empty".into()).unwrap();
-        assert!(intersection.brep.solids.is_empty());
-    }
-
-    #[test]
-    fn different_height_planar_openings_support_chained_flush_cuts() {
-        let host = extrusion(
-            "host",
-            vec![[0.0, 0.0], [10.0, 0.0], [10.0, 0.3], [0.0, 0.3]],
-            Vec::new(),
-        );
-        let first = extrusion_span(
-            "lower_cutout",
-            0.0,
-            2.1,
-            vec![[2.0, 0.0], [3.0, 0.0], [3.0, 0.3], [2.0, 0.3]],
-            Vec::new(),
-        );
-        let cut = boolean_brep(
-            &host,
-            &first,
-            BooleanOp::Subtraction,
-            "one-lower_cutout".into(),
-        )
-        .unwrap();
-        cut.brep.validate().unwrap();
-        assert!((volume(&cut.brep).abs() - 8.37).abs() < 1.0e-6);
-        assert_eq!(
-            super::super::query::classify_point(&cut.brep, [2.5, 0.15, 1.0]).unwrap(),
-            super::super::query::PointClassification::Outside
-        );
-        assert_eq!(
-            super::super::query::classify_point(&cut.brep, [2.5, 0.15, 2.5]).unwrap(),
-            super::super::query::PointClassification::Inside
-        );
-        let second = extrusion_span(
-            "raised_cutout",
-            0.8,
-            1.2,
-            vec![[6.0, 0.0], [7.0, 0.0], [7.0, 0.3], [6.0, 0.3]],
-            Vec::new(),
-        );
-        let chained = boolean_brep(
-            &cut.brep,
-            &second,
-            BooleanOp::Subtraction,
-            "lower_cutout-raised_cutout".into(),
-        )
-        .unwrap();
-        chained.brep.validate().unwrap();
-        assert!((volume(&chained.brep).abs() - 8.01).abs() < 1.0e-6);
-        assert_eq!(
-            super::super::query::classify_point(&chained.brep, [6.5, 0.15, 1.2]).unwrap(),
-            super::super::query::PointClassification::Outside
-        );
-    }
-
-    #[test]
-    fn chained_mitered_host_openings_keep_top_cap_provenance() {
-        let host = extrusion_span(
-            "mitered-host",
-            0.0,
-            3.8,
-            vec![
-                [-0.16, -0.14],
-                [0.16, -0.46],
-                [13.84, -0.46],
-                [14.16, -0.14],
-            ],
-            Vec::new(),
-        );
-        let lower_cutout = extrusion_span(
-            "lower_cutout",
-            0.0,
-            2.45,
-            vec![[1.2, -0.14], [2.8, -0.14], [2.8, -0.46], [1.2, -0.46]],
-            Vec::new(),
-        );
-        let raised_cutout = extrusion_span(
-            "raised_cutout",
-            0.3,
-            2.8,
-            vec![
-                [3.625, -0.14],
-                [5.175, -0.14],
-                [5.175, -0.46],
-                [3.625, -0.46],
-            ],
-            Vec::new(),
-        );
-        let first = boolean_brep(
-            &host,
-            &lower_cutout,
-            BooleanOp::Subtraction,
-            "lower_cutout-cut".into(),
-        )
-        .unwrap();
-        let second = boolean_brep(
-            &first.brep,
-            &raised_cutout,
-            BooleanOp::Subtraction,
-            "raised_cutout-cut".into(),
-        )
-        .unwrap();
-        second.brep.validate().unwrap();
-        assert_eq!(
-            super::super::query::classify_point(&second.brep, [2.0, -0.3, 1.0]).unwrap(),
-            super::super::query::PointClassification::Outside,
-        );
-        assert_eq!(
-            super::super::query::classify_point(&second.brep, [4.4, -0.3, 1.0]).unwrap(),
-            super::super::query::PointClassification::Outside,
-        );
-    }
-
-    #[test]
-    fn ten_flush_planar_cutters_use_one_rectilinear_arrangement() {
-        let host = extrusion(
-            "host",
-            vec![[0.0, 0.0], [20.0, 0.0], [20.0, 0.3], [0.0, 0.3]],
-            Vec::new(),
-        );
-        let cutters = (0..10)
-            .map(|index| {
-                let left = 1.0 + index as f64 * 1.8;
-                extrusion_span(
-                    &format!("opening-{index}"),
-                    0.0,
-                    2.1,
-                    vec![
-                        [left, 0.0],
-                        [left + 0.5, 0.0],
-                        [left + 0.5, 0.3],
-                        [left, 0.3],
-                    ],
-                    Vec::new(),
-                )
-            })
-            .collect::<Vec<_>>();
-        let result = subtract_planar_cutters(&host, &cutters, "batch".into()).unwrap();
-        result.brep.validate().unwrap();
-        assert!((volume(&result.brep).abs() - 14.85).abs() < 1.0e-6);
-        for index in 0..10 {
-            let station = 1.25 + index as f64 * 1.8;
-            assert_eq!(
-                super::super::query::classify_point(&result.brep, [station, 0.15, 1.0]).unwrap(),
-                super::super::query::PointClassification::Outside,
-            );
-        }
-        assert!(result
-            .report
-            .face_mappings
-            .iter()
-            .any(|mapping| mapping.source.entity == "opening-9"));
-    }
-
-    #[test]
-    fn angled_host_cap_accepts_flush_lower_cutout_cutter() {
-        let host = extrusion(
-            "angled-host",
-            vec![[0.0, 0.0], [10.0, 0.0], [10.0, 0.3], [0.3, 0.3], [0.0, 0.1]],
-            Vec::new(),
-        );
-        let cutter = extrusion_span(
-            "lower_cutout",
-            0.0,
-            2.1,
-            vec![[2.0, 0.0], [3.0, 0.0], [3.0, 0.3], [2.0, 0.3]],
-            Vec::new(),
-        );
-        let result =
-            boolean_brep(&host, &cutter, BooleanOp::Subtraction, "angled-cut".into()).unwrap();
-        result.brep.validate().unwrap();
-        assert!((volume(&result.brep).abs() - (volume(&host).abs() - 0.63)).abs() < 1.0e-6);
-        assert_eq!(
-            super::super::query::classify_point(&result.brep, [2.5, 0.15, 1.0]).unwrap(),
-            super::super::query::PointClassification::Outside
-        );
-        let raised_cutout = extrusion_span(
-            "raised_cutout",
-            0.8,
-            1.2,
-            vec![[6.0, 0.0], [7.0, 0.0], [7.0, 0.3], [6.0, 0.3]],
-            Vec::new(),
-        );
-        let chained = boolean_brep(
-            &result.brep,
-            &raised_cutout,
-            BooleanOp::Subtraction,
-            "angled-chain".into(),
-        )
-        .unwrap();
-        chained.brep.validate().unwrap();
-        assert!((volume(&chained.brep).abs() - (volume(&host).abs() - 0.99)).abs() < 1.0e-6);
-        assert_eq!(
-            super::super::query::classify_point(&chained.brep, [6.5, 0.15, 1.2]).unwrap(),
-            super::super::query::PointClassification::Outside
-        );
-        assert_eq!(
-            super::super::query::classify_point(&chained.brep, [6.5, 0.15, 2.5]).unwrap(),
-            super::super::query::PointClassification::Inside
-        );
-    }
-
-    #[test]
-    fn full_height_planar_opening_splits_angled_host_into_two_solids() {
-        let host = extrusion(
-            "angled-host",
-            vec![[0.0, 0.0], [10.0, 0.0], [10.0, 0.3], [0.3, 0.3], [0.0, 0.1]],
-            Vec::new(),
-        );
-        let cutter = extrusion(
-            "through-lower_cutout",
-            vec![[4.0, 0.0], [5.0, 0.0], [5.0, 0.3], [4.0, 0.3]],
-            Vec::new(),
-        );
-        let result = boolean_brep(
-            &host,
-            &cutter,
-            BooleanOp::Subtraction,
-            "split-angled".into(),
-        )
-        .unwrap();
-        result.brep.validate().unwrap();
-        assert_eq!(result.brep.solids.len(), 2);
-        assert!((volume(&result.brep).abs() - (volume(&host).abs() - 0.9)).abs() < 1.0e-6);
-    }
-
-    #[test]
-    fn overlapping_flush_openings_on_angled_host_remove_the_union_once() {
-        let host = extrusion(
-            "angled-host",
-            vec![[0.0, 0.0], [10.0, 0.0], [10.0, 0.3], [0.3, 0.3], [0.0, 0.1]],
-            Vec::new(),
-        );
-        let first = extrusion_span(
-            "first",
-            0.0,
-            2.1,
-            vec![[2.0, 0.0], [3.0, 0.0], [3.0, 0.3], [2.0, 0.3]],
-            Vec::new(),
-        );
-        let second = extrusion_span(
-            "second",
-            0.0,
-            2.1,
-            vec![[2.5, 0.0], [3.5, 0.0], [3.5, 0.3], [2.5, 0.3]],
-            Vec::new(),
-        );
-        let once = boolean_brep(&host, &first, BooleanOp::Subtraction, "once".into()).unwrap();
-        let twice =
-            boolean_brep(&once.brep, &second, BooleanOp::Subtraction, "twice".into()).unwrap();
-        twice.brep.validate().unwrap();
-        assert!((volume(&twice.brep).abs() - (volume(&host).abs() - 0.945)).abs() < 1.0e-6);
-    }
-
-    #[test]
-    fn layered_planar_cut_supports_an_internal_cavity_shell() {
-        let host = extrusion(
-            "angled-host",
-            vec![
-                [0.0, 0.0],
-                [10.0, 0.0],
-                [10.0, 10.0],
-                [0.3, 10.0],
-                [0.0, 9.8],
-            ],
-            Vec::new(),
-        );
-        let cutter = extrusion_span(
-            "cavity",
-            1.0,
-            1.0,
-            vec![[4.0, 4.0], [6.0, 4.0], [6.0, 6.0], [4.0, 6.0]],
-            Vec::new(),
-        );
-        let result = boolean_brep(
-            &host,
-            &cutter,
-            BooleanOp::Subtraction,
-            "cavity-result".into(),
-        )
-        .unwrap();
-        result.brep.validate().unwrap();
-        assert_eq!(result.brep.solids.len(), 1);
-        assert_eq!(result.brep.solids[0].cavity_shells.len(), 1);
-        assert!((volume(&result.brep).abs() - (volume(&host).abs() - 4.0)).abs() < 1.0e-6);
-    }
-
-    #[test]
-    fn angled_host_accepts_rotated_planar_cutter_frame() {
-        let host = extrusion(
-            "angled-host",
-            vec![[0.0, 0.0], [10.0, 0.0], [10.0, 0.3], [0.3, 0.3], [0.0, 0.1]],
-            Vec::new(),
-        );
-        let angle = std::f64::consts::FRAC_PI_6;
-        let cutter = primitives::linear_extrusion(
-            "rotated-cutter".into(),
-            Frame3 {
-                origin: [2.5, 0.15, 0.0],
-                x: [angle.cos(), angle.sin(), 0.0],
-                y: [-angle.sin(), angle.cos(), 0.0],
-                z: [0.0, 0.0, 1.0],
-            },
-            vec![[-0.5, -0.5], [0.5, -0.5], [0.5, 0.5], [-0.5, 0.5]],
-            Vec::new(),
-            2.1,
-            host.accuracy,
-        )
-        .unwrap();
-        let result =
-            boolean_brep(&host, &cutter, BooleanOp::Subtraction, "rotated-cut".into()).unwrap();
-        result.brep.validate().unwrap();
-        assert_eq!(
-            super::super::query::classify_point(&result.brep, [2.5, 0.15, 1.0]).unwrap(),
-            super::super::query::PointClassification::Outside
-        );
-        assert_eq!(
-            super::super::query::classify_point(&result.brep, [2.5, 0.15, 2.5]).unwrap(),
-            super::super::query::PointClassification::Inside
-        );
-        assert!(volume(&result.brep).abs() < volume(&host).abs());
-    }
-
-    #[test]
-    fn oblique_planar_cutter_crosses_a_host_without_tessellating_the_boolean() {
-        let host = extrusion(
-            "oblique-host",
-            vec![[0.0, 0.0], [10.0, 0.0], [10.0, 0.3], [0.3, 0.3], [0.0, 0.1]],
-            Vec::new(),
-        );
-        let angle = std::f64::consts::PI / 12.0;
-        let cutter = primitives::linear_extrusion(
-            "oblique-cutter".into(),
-            Frame3 {
-                origin: [2.5, 0.15, 0.0],
-                x: [angle.cos(), 0.0, -angle.sin()],
-                y: [0.0, 1.0, 0.0],
-                z: [angle.sin(), 0.0, angle.cos()],
-            },
-            vec![[-0.5, -0.5], [0.5, -0.5], [0.5, 0.5], [-0.5, 0.5]],
-            Vec::new(),
-            2.1,
-            host.accuracy,
-        )
-        .unwrap();
-        let result =
-            boolean_brep(&host, &cutter, BooleanOp::Subtraction, "oblique-cut".into()).unwrap();
-        result.brep.validate().unwrap();
-        assert!(matches!(result.report.quality, GeometryQuality::Analytic));
-        assert_eq!(
-            super::super::query::classify_point(&result.brep, [2.8, 0.15, 1.0]).unwrap(),
-            super::super::query::PointClassification::Outside
-        );
-        assert_eq!(
-            super::super::query::classify_point(&result.brep, [2.8, 0.15, 2.5]).unwrap(),
-            super::super::query::PointClassification::Inside
-        );
-        assert!(volume(&result.brep).abs() < volume(&host).abs());
-    }
-
-    #[test]
-    fn chained_oblique_planar_cuts_keep_both_voids_and_analytic_faces() {
-        let host = extrusion(
-            "chained-oblique-host",
-            vec![[0.0, 0.0], [10.0, 0.0], [10.0, 0.3], [0.3, 0.3], [0.0, 0.1]],
-            Vec::new(),
-        );
-        let angle = std::f64::consts::PI / 12.0;
-        let cutter = |name: &str, station: f64, sign: f64| {
-            primitives::linear_extrusion(
-                name.into(),
-                Frame3 {
-                    origin: [station, 0.15, 0.0],
-                    x: [angle.cos(), 0.0, -sign * angle.sin()],
-                    y: [0.0, 1.0, 0.0],
-                    z: [sign * angle.sin(), 0.0, angle.cos()],
-                },
-                vec![[-0.5, -0.5], [0.5, -0.5], [0.5, 0.5], [-0.5, 0.5]],
-                Vec::new(),
-                2.1,
-                host.accuracy,
-            )
-            .unwrap()
-        };
-        let first = cutter("first-oblique", 2.5, 1.0);
-        let second = cutter("second-oblique", 5.0, -1.0);
-        let once = boolean_brep(&host, &first, BooleanOp::Subtraction, "once".into()).unwrap();
-        let twice =
-            boolean_brep(&once.brep, &second, BooleanOp::Subtraction, "twice".into()).unwrap();
-        twice.brep.validate().unwrap();
-        assert!(matches!(twice.report.quality, GeometryQuality::Analytic));
-        for point in [[2.8, 0.15, 1.0], [4.7, 0.15, 1.0]] {
-            assert_eq!(
-                super::super::query::classify_point(&twice.brep, point).unwrap(),
-                super::super::query::PointClassification::Outside
-            );
-        }
-        assert_eq!(
-            super::super::query::classify_point(&twice.brep, [3.8, 0.15, 1.0]).unwrap(),
-            super::super::query::PointClassification::Inside
-        );
-        assert!(volume(&twice.brep).abs() < volume(&once.brep).abs());
-    }
-
-    #[test]
-    fn oblique_cut_accepts_a_disconnected_planar_host() {
-        let host = extrusion(
-            "split-host",
-            vec![[0.0, 0.0], [10.0, 0.0], [10.0, 0.3], [0.0, 0.3]],
-            Vec::new(),
-        );
-        let through = extrusion_span(
-            "through",
-            -1.0,
-            5.0,
-            vec![[3.0, -1.0], [4.0, -1.0], [4.0, 1.0], [3.0, 1.0]],
-            Vec::new(),
-        );
-        let split = boolean_brep(&host, &through, BooleanOp::Subtraction, "split".into()).unwrap();
-        assert_eq!(split.brep.solids.len(), 2);
-        let angle = std::f64::consts::PI / 12.0;
-        let oblique = primitives::linear_extrusion(
-            "split-oblique".into(),
-            Frame3 {
-                origin: [6.0, 0.15, 0.0],
-                x: [angle.cos(), 0.0, -angle.sin()],
-                y: [0.0, 1.0, 0.0],
-                z: [angle.sin(), 0.0, angle.cos()],
-            },
-            vec![[-0.5, -0.5], [0.5, -0.5], [0.5, 0.5], [-0.5, 0.5]],
-            Vec::new(),
-            2.1,
-            host.accuracy,
-        )
-        .unwrap();
-        let result = boolean_brep(
-            &split.brep,
-            &oblique,
-            BooleanOp::Subtraction,
-            "split-oblique-result".into(),
-        )
-        .unwrap();
-        result.brep.validate().unwrap();
-        assert_eq!(result.brep.solids.len(), 2);
-        assert_eq!(
-            super::super::query::classify_point(&result.brep, [6.3, 0.15, 1.0]).unwrap(),
-            super::super::query::PointClassification::Outside
-        );
-        assert_eq!(
-            super::super::query::classify_point(&result.brep, [1.0, 0.15, 1.0]).unwrap(),
-            super::super::query::PointClassification::Inside
-        );
-    }
-
-    #[test]
-    fn planar_cutter_tilts_about_both_host_axes_keep_exact_occupancy() {
-        let host = extrusion(
-            "tilt-sweep-host",
-            vec![[0.0, 0.0], [10.0, 0.0], [10.0, 0.3], [0.0, 0.3]],
-            Vec::new(),
-        );
-        for axis in 0..2 {
-            for degrees in [-25.0_f64, -15.0, -5.0, 5.0, 15.0, 25.0] {
-                let angle = degrees.to_radians();
-                let frame = if axis == 0 {
-                    Frame3 {
-                        origin: [2.5, 0.15, 0.0],
-                        x: [angle.cos(), 0.0, -angle.sin()],
-                        y: [0.0, 1.0, 0.0],
-                        z: [angle.sin(), 0.0, angle.cos()],
-                    }
-                } else {
-                    Frame3 {
-                        origin: [2.5, 0.15, 0.0],
-                        x: [1.0, 0.0, 0.0],
-                        y: [0.0, angle.cos(), -angle.sin()],
-                        z: [0.0, angle.sin(), angle.cos()],
-                    }
-                };
-                let cutter = primitives::linear_extrusion(
-                    format!("tilt-{axis}-{degrees}"),
-                    frame,
-                    vec![[-0.8, -0.8], [0.8, -0.8], [0.8, 0.8], [-0.8, 0.8]],
-                    Vec::new(),
-                    2.1,
-                    host.accuracy,
-                )
-                .unwrap();
-                let result = boolean_brep(
-                    &host,
-                    &cutter,
-                    BooleanOp::Subtraction,
-                    format!("tilt-result-{axis}-{degrees}"),
-                )
-                .unwrap();
-                result.brep.validate().unwrap();
-                assert_eq!(
-                    super::super::query::classify_point(&result.brep, [2.5, 0.15, 1.0]).unwrap(),
-                    super::super::query::PointClassification::Outside,
-                    "axis={axis}, degrees={degrees}"
-                );
-                assert_eq!(
-                    super::super::query::classify_point(&result.brep, [8.0, 0.15, 1.0]).unwrap(),
-                    super::super::query::PointClassification::Inside,
-                    "axis={axis}, degrees={degrees}"
-                );
-                assert!(volume(&result.brep).abs() < volume(&host).abs());
-            }
-        }
-    }
-
-    #[test]
-    fn oblique_cut_preserves_a_planar_host_with_profile_hole_loops() {
-        let host = extrusion(
-            "profile-hole-host",
-            vec![[0.0, 0.0], [10.0, 0.0], [10.0, 3.0], [0.0, 3.0]],
-            vec![vec![[2.0, 1.0], [3.0, 1.0], [3.0, 2.0], [2.0, 2.0]]],
-        );
-        assert!(host
-            .topology
-            .faces
-            .iter()
-            .any(|face| !face.trim.holes.is_empty()));
-        let angle = std::f64::consts::PI / 12.0;
-        let oblique = primitives::linear_extrusion(
-            "pocket-oblique".into(),
-            Frame3 {
-                origin: [6.0, 1.5, 0.0],
-                x: [angle.cos(), 0.0, -angle.sin()],
-                y: [0.0, 1.0, 0.0],
-                z: [angle.sin(), 0.0, angle.cos()],
-            },
-            vec![[-0.5, -0.5], [0.5, -0.5], [0.5, 0.5], [-0.5, 0.5]],
-            Vec::new(),
-            2.1,
-            host.accuracy,
-        )
-        .unwrap();
-        let result =
-            boolean_brep(&host, &oblique, BooleanOp::Subtraction, "two-voids".into()).unwrap();
-        result.brep.validate().unwrap();
-        for point in [[2.5, 1.5, 1.5], [6.3, 1.5, 1.0]] {
-            assert_eq!(
-                super::super::query::classify_point(&result.brep, point).unwrap(),
-                super::super::query::PointClassification::Outside
-            );
-        }
-        for point in [[4.0, 1.5, 1.0], [6.3, 1.5, 2.5]] {
-            assert_eq!(
-                super::super::query::classify_point(&result.brep, point).unwrap(),
-                super::super::query::PointClassification::Inside
-            );
-        }
-    }
-
-    #[test]
-    fn oblique_nonconvex_planar_cutter_keeps_exact_host_material() {
-        let host = extrusion(
-            "nonconvex-host",
-            vec![[0.0, 0.0], [10.0, 0.0], [10.0, 0.3], [0.0, 0.3]],
-            Vec::new(),
-        );
-        let angle = std::f64::consts::PI / 12.0;
-        let cutter = primitives::linear_extrusion(
-            "nonconvex-cutter".into(),
-            Frame3 {
-                origin: [5.0, 0.15, 0.0],
-                x: [angle.cos(), 0.0, -angle.sin()],
-                y: [0.0, 1.0, 0.0],
-                z: [angle.sin(), 0.0, angle.cos()],
-            },
-            vec![
-                [-1.0, -1.0],
-                [1.0, -1.0],
-                [1.0, -0.05],
-                [0.0, -0.05],
-                [0.0, 1.0],
-                [-1.0, 1.0],
-            ],
-            Vec::new(),
-            2.1,
-            host.accuracy,
-        )
-        .unwrap();
-        let result = boolean_brep(
-            &host,
-            &cutter,
-            BooleanOp::Subtraction,
-            "nonconvex-oblique-cut".into(),
-        )
-        .unwrap();
-        result.brep.validate().unwrap();
-        assert!(matches!(result.report.quality, GeometryQuality::Analytic));
-        assert_eq!(
-            super::super::query::classify_point(&result.brep, [4.5, 0.15, 1.0]).unwrap(),
-            super::super::query::PointClassification::Outside
-        );
-        assert_eq!(
-            super::super::query::classify_point(&result.brep, [5.5, 0.15, 1.0]).unwrap(),
-            super::super::query::PointClassification::Inside
-        );
-    }
-
-    #[test]
-    fn oblique_planar_cut_preserves_an_existing_internal_cavity_shell() {
-        let host = extrusion(
-            "cavity-host",
-            vec![[0.0, 0.0], [10.0, 0.0], [10.0, 3.0], [0.0, 3.0]],
-            Vec::new(),
-        );
-        let cavity = extrusion_span(
-            "internal-cavity",
-            1.0,
-            1.0,
-            vec![[2.0, 1.0], [3.0, 1.0], [3.0, 2.0], [2.0, 2.0]],
-            Vec::new(),
-        );
-        let host = boolean_brep(&host, &cavity, BooleanOp::Subtraction, "cavity-host".into())
-            .unwrap()
-            .brep;
-        assert_eq!(host.solids[0].cavity_shells.len(), 1);
-        let angle = std::f64::consts::PI / 12.0;
-        let cutter = primitives::linear_extrusion(
-            "oblique-after-cavity".into(),
-            Frame3 {
-                origin: [6.0, 1.5, 0.0],
-                x: [angle.cos(), 0.0, -angle.sin()],
-                y: [0.0, 1.0, 0.0],
-                z: [angle.sin(), 0.0, angle.cos()],
-            },
-            vec![[-0.5, -2.0], [0.5, -2.0], [0.5, 2.0], [-0.5, 2.0]],
-            Vec::new(),
-            2.1,
-            host.accuracy,
-        )
-        .unwrap();
-        let result = boolean_brep(
-            &host,
-            &cutter,
-            BooleanOp::Subtraction,
-            "oblique-cavity-cut".into(),
-        )
-        .unwrap();
-        result.brep.validate().unwrap();
-        assert_eq!(result.brep.solids.len(), 1);
-        assert_eq!(result.brep.solids[0].cavity_shells.len(), 1);
-        assert_eq!(
-            super::super::query::classify_point(&result.brep, [2.5, 1.5, 1.5]).unwrap(),
-            super::super::query::PointClassification::Outside
-        );
-        assert_eq!(
-            super::super::query::classify_point(&result.brep, [6.2, 1.5, 1.0]).unwrap(),
-            super::super::query::PointClassification::Outside
-        );
-        assert_eq!(
-            super::super::query::classify_point(&result.brep, [6.2, 1.5, 2.6]).unwrap(),
-            super::super::query::PointClassification::Inside
-        );
-    }
-
-    #[test]
-    fn oblique_cut_assigns_a_remote_cavity_to_its_original_material_component() {
-        let left = extrusion(
-            "left-cavity-host",
-            vec![[0.0, 0.0], [4.0, 0.0], [4.0, 3.0], [0.0, 3.0]],
-            Vec::new(),
-        );
-        let cavity = extrusion_span(
-            "left-cavity",
-            1.0,
-            1.0,
-            vec![[1.0, 1.0], [2.0, 1.0], [2.0, 2.0], [1.0, 2.0]],
-            Vec::new(),
-        );
-        let left_with_cavity = boolean_brep(
-            &left,
-            &cavity,
-            BooleanOp::Subtraction,
-            "left-with-cavity".into(),
-        )
-        .unwrap()
-        .brep;
-        let right = extrusion(
-            "right-host",
-            vec![[6.0, 0.0], [10.0, 0.0], [10.0, 3.0], [6.0, 3.0]],
-            Vec::new(),
-        );
-        let host = boolean_brep(
-            &left_with_cavity,
-            &right,
-            BooleanOp::Union,
-            "two-components".into(),
-        )
-        .unwrap()
-        .brep;
-        assert_eq!(host.solids.len(), 2);
-        let angle = std::f64::consts::PI / 12.0;
-        let cutter = primitives::linear_extrusion(
-            "right-oblique-cutter".into(),
-            Frame3 {
-                origin: [8.5, 1.5, 0.0],
-                x: [angle.cos(), 0.0, -angle.sin()],
-                y: [0.0, 1.0, 0.0],
-                z: [angle.sin(), 0.0, angle.cos()],
-            },
-            vec![[-0.5, -2.0], [0.5, -2.0], [0.5, 2.0], [-0.5, 2.0]],
-            Vec::new(),
-            2.1,
-            host.accuracy,
-        )
-        .unwrap();
-        let result = boolean_brep(
-            &host,
-            &cutter,
-            BooleanOp::Subtraction,
-            "remote-cavity-cut".into(),
-        )
-        .unwrap();
-        result.brep.validate().unwrap();
-        assert_eq!(result.brep.solids.len(), 2);
-        assert_eq!(
-            result
-                .brep
-                .solids
-                .iter()
-                .map(|solid| solid.cavity_shells.len())
-                .sum::<usize>(),
-            1
-        );
-        assert_eq!(
-            super::super::query::classify_point(&result.brep, [1.5, 1.5, 1.5]).unwrap(),
-            super::super::query::PointClassification::Outside
-        );
-        assert_eq!(
-            super::super::query::classify_point(&result.brep, [8.5, 1.5, 1.0]).unwrap(),
-            super::super::query::PointClassification::Outside
-        );
-    }
-
-    #[test]
-    fn coaxial_conic_containment_builds_exact_cavities_and_ownership() {
-        let accuracy = sphere("accuracy", [0.0; 3], 1.0).accuracy;
-        let host =
-            primitives::frustum("host".into(), Frame3::IDENTITY, 3.0, 4.0, 4.0, accuracy).unwrap();
-        let cutter = primitives::frustum(
-            "cutter".into(),
-            Frame3 {
-                origin: [0.0, 0.0, 1.0],
-                ..Frame3::IDENTITY
-            },
-            1.0,
-            1.5,
-            1.0,
-            accuracy,
-        )
-        .unwrap();
-        let host_volume = std::f64::consts::PI * 4.0 * (9.0 + 12.0 + 16.0) / 3.0;
-        let cutter_volume = std::f64::consts::PI * (1.0 + 1.5 + 2.25) / 3.0;
-        for (operation, expected_volume, expected_faces) in [
-            (BooleanOp::Union, host_volume, 3),
-            (BooleanOp::Intersection, cutter_volume, 3),
-            (BooleanOp::Subtraction, host_volume - cutter_volume, 6),
-        ] {
-            let result =
-                boolean_brep(&host, &cutter, operation, format!("conic-{operation:?}")).unwrap();
-            result.brep.validate().unwrap();
-            assert_eq!(result.brep.topology.faces.len(), expected_faces);
-            assert_eq!(result.report.face_mappings.len(), 6);
-            let measured = volume(&result.brep).abs();
-            assert!(
-                (measured - expected_volume).abs() < 0.75,
-                "{operation:?}: measured {measured}, expected {expected_volume}"
-            );
-            if operation == BooleanOp::Subtraction {
-                assert_eq!(result.brep.solids[0].cavity_shells.len(), 1);
-                assert_eq!(
-                    result
-                        .brep
-                        .topology
-                        .faces
-                        .iter()
-                        .filter(|face| face.provenance.role == FaceRole::Cut
-                            && face.provenance.reversed)
-                        .count(),
-                    3
-                );
-            }
-        }
-
-        let touching =
-            primitives::frustum("touching".into(), Frame3::IDENTITY, 1.0, 1.5, 1.0, accuracy)
-                .unwrap();
-        assert!(matches!(
-            boolean_brep(
-                &host,
-                &touching,
-                BooleanOp::Subtraction,
-                "touching-result".into()
-            ),
-            Err(GeometryError::UnresolvedIntersection(_))
-        ));
-    }
-
-    #[test]
-    fn mixed_conic_containment_preserves_all_analytic_supports() {
-        let accuracy = sphere("accuracy", [0.0; 3], 1.0).accuracy;
-        let conic =
-            primitives::frustum("frustum".into(), Frame3::IDENTITY, 3.0, 4.0, 4.0, accuracy)
-                .unwrap();
-        let inner_sphere = primitives::sphere(
-            "inner-sphere".into(),
-            Frame3 {
-                origin: [0.0, 0.0, 2.0],
-                ..Frame3::IDENTITY
-            },
-            0.5,
-            accuracy,
-        )
-        .unwrap();
-        let outer_sphere = primitives::sphere(
-            "outer-sphere".into(),
-            Frame3 {
-                origin: [0.0, 0.0, 2.0],
-                ..Frame3::IDENTITY
-            },
-            6.0,
-            accuracy,
-        )
-        .unwrap();
-        let inner_cylinder = primitives::cylinder(
-            "inner-cylinder".into(),
-            Frame3 {
-                origin: [0.0, 0.0, 1.0],
-                ..Frame3::IDENTITY
-            },
-            0.5,
-            1.0,
-            accuracy,
-        )
-        .unwrap();
-        let outer_cylinder = primitives::cylinder(
-            "outer-cylinder".into(),
-            Frame3 {
-                origin: [0.0, 0.0, -1.0],
-                ..Frame3::IDENTITY
-            },
-            5.0,
-            6.0,
-            accuracy,
-        )
-        .unwrap();
-        let inner_box = primitives::cuboid(
-            "inner-box".into(),
-            Frame3 {
-                origin: [-0.25, -0.25, 1.75],
-                ..Frame3::IDENTITY
-            },
-            [0.5, 0.5, 0.5],
-            accuracy,
-        )
-        .unwrap();
-        let outer_box = primitives::cuboid(
-            "outer-box".into(),
-            Frame3 {
-                origin: [-5.0, -5.0, -1.0],
-                ..Frame3::IDENTITY
-            },
-            [10.0, 10.0, 6.0],
-            accuracy,
-        )
-        .unwrap();
-
-        for (host, cutter, expected_faces) in [
-            (&conic, &inner_sphere, 4),
-            (&outer_sphere, &conic, 4),
-            (&conic, &inner_cylinder, 6),
-            (&outer_cylinder, &conic, 6),
-            (&conic, &inner_box, 9),
-            (&outer_box, &conic, 9),
-        ] {
-            let result = boolean_brep(
-                host,
-                cutter,
-                BooleanOp::Subtraction,
-                format!("{}-minus-{}", host.id, cutter.id),
-            )
-            .unwrap();
-            result.brep.validate().unwrap();
-            assert_eq!(result.brep.solids.len(), 1);
-            assert_eq!(result.brep.solids[0].cavity_shells.len(), 1);
-            assert_eq!(result.brep.topology.faces.len(), expected_faces);
-            assert_eq!(
-                result
-                    .brep
-                    .topology
-                    .faces
-                    .iter()
-                    .filter(|face| face.provenance.role == FaceRole::Cut
-                        && face.provenance.reversed)
-                    .count(),
-                cutter.topology.faces.len()
-            );
-            tessellate(&result.brep, 0.02, 2_000_000).unwrap();
-        }
-    }
-
-    #[test]
-    fn generic_closed_loop_imprints_an_off_axis_sphere_cone_intersection() {
-        let accuracy = cylinder("accuracy", 0.0, 1.0, false).accuracy;
-        let cone = primitives::cone("cone".into(), Frame3::IDENTITY, 2.0, 2.0, accuracy).unwrap();
-        let sphere = primitives::sphere(
-            "sphere".into(),
-            Frame3 {
-                origin: [1.42, 0.0, 1.0],
-                ..Frame3::IDENTITY
-            },
-            0.35,
-            accuracy,
-        )
-        .unwrap();
-        for operation in [
-            BooleanOp::Union,
-            BooleanOp::Intersection,
-            BooleanOp::Subtraction,
-        ] {
-            let result = boolean_brep(
-                &cone,
-                &sphere,
-                operation,
-                format!("sphere-cone-{operation:?}"),
-            )
-            .unwrap_or_else(|error| panic!("{operation:?}: {error}"));
-            assert_eq!(result.brep.solids.len(), 1);
-            assert!(result
-                .brep
-                .geometry
-                .curves
-                .iter()
-                .any(|curve| matches!(curve, CurveGeometry::Intersection { .. })));
-            assert!(result
-                .brep
-                .topology
-                .faces
-                .iter()
-                .all(|face| !face.provenance.sources.is_empty()));
-            result.brep.validate().unwrap();
-            tessellate(&result.brep, 0.01, 2_000_000)
-                .unwrap_or_else(|error| panic!("{operation:?} tessellation: {error}"));
-        }
-    }
-
-    #[test]
-    fn generic_closed_loop_handles_periodic_winding() {
-        let accuracy = cylinder("accuracy", 0.0, 1.0, false).accuracy;
-        let cone = primitives::cone("cone".into(), Frame3::IDENTITY, 2.0, 2.0, accuracy).unwrap();
-        let sphere = primitives::sphere(
-            "sphere".into(),
-            Frame3 {
-                origin: [1.1, 0.0, 0.8],
-                ..Frame3::IDENTITY
-            },
-            0.35,
-            accuracy,
-        )
-        .unwrap();
-        let result =
-            boolean_brep(&cone, &sphere, BooleanOp::Intersection, "winding".into()).unwrap();
-        result.brep.validate().unwrap();
-        tessellate(&result.brep, 0.01, 2_000_000).unwrap();
-    }
-
-    #[test]
-    fn ring_torus_containment_uses_exact_host_support_bounds() {
-        let accuracy = sphere("accuracy", [0.0; 3], 1.0).accuracy;
-        let torus = primitives::torus(
-            "torus".into(),
-            Frame3 {
-                origin: [0.0, 0.0, 2.0],
-                ..Frame3::IDENTITY
-            },
-            2.0,
-            0.5,
-            accuracy,
-        )
-        .unwrap();
-        let cylinder =
-            primitives::cylinder("cylinder".into(), Frame3::IDENTITY, 4.0, 4.0, accuracy).unwrap();
-        let box_ = primitives::cuboid(
-            "box".into(),
-            Frame3 {
-                origin: [-4.0, -4.0, -1.0],
-                ..Frame3::IDENTITY
-            },
-            [8.0, 8.0, 6.0],
-            accuracy,
-        )
-        .unwrap();
-        let conic =
-            primitives::frustum("frustum".into(), Frame3::IDENTITY, 4.0, 5.0, 4.0, accuracy)
-                .unwrap();
-        for host in [&cylinder, &box_, &conic] {
-            let result = boolean_brep(
-                host,
-                &torus,
-                BooleanOp::Subtraction,
-                format!("{}-minus-torus", host.id),
-            )
-            .unwrap();
-            result.brep.validate().unwrap();
-            assert_eq!(result.brep.solids.len(), 1);
-            assert_eq!(result.brep.solids[0].cavity_shells.len(), 1);
-            assert!(result.brep.topology.faces.iter().any(|face| {
-                matches!(
-                    result.brep.geometry.surfaces[face.surface as usize],
-                    SurfaceGeometry::Torus { .. }
-                ) && face.provenance.role == FaceRole::Cut
-                    && face.provenance.reversed
-            }));
-            tessellate(&result.brep, 0.02, 2_000_000).unwrap();
-        }
-    }
-
-    #[test]
-    fn restricted_shell_offsets_supported_closed_families() {
-        let accuracy = sphere("accuracy", [0.0; 3], 1.0).accuracy;
-        let inputs = [
-            (
-                primitives::cuboid("box".into(), Frame3::IDENTITY, [2.0; 3], accuracy).unwrap(),
-                12,
-            ),
-            (
-                primitives::cylinder("cylinder".into(), Frame3::IDENTITY, 1.0, 2.0, accuracy)
-                    .unwrap(),
-                6,
-            ),
-            (
-                primitives::sphere("sphere".into(), Frame3::IDENTITY, 1.0, accuracy).unwrap(),
-                2,
-            ),
-            (
-                primitives::torus("torus".into(), Frame3::IDENTITY, 3.0, 1.0, accuracy).unwrap(),
-                2,
-            ),
-            (
-                primitives::cone("cone".into(), Frame3::IDENTITY, 2.0, 3.0, accuracy).unwrap(),
-                4,
-            ),
-            (
-                primitives::frustum("frustum".into(), Frame3::IDENTITY, 2.0, 1.0, 3.0, accuracy)
-                    .unwrap(),
-                6,
-            ),
-            (
-                extrusion(
-                    "profile-shell",
-                    vec![[0.0, 0.0], [4.0, 0.0], [4.0, 4.0], [0.0, 4.0]],
-                    vec![vec![[1.0, 1.0], [1.0, 3.0], [3.0, 3.0], [3.0, 1.0]]],
-                ),
-                20,
-            ),
-        ];
-        for (input, expected_faces) in &inputs {
-            let result = shell_brep(&input, 0.2, format!("{}-shell", input.id)).unwrap();
-            result.brep.validate().unwrap();
-            assert_eq!(result.brep.solids.len(), 1);
-            assert_eq!(result.brep.solids[0].cavity_shells.len(), 1);
-            assert_eq!(result.brep.topology.faces.len(), *expected_faces);
-            assert_eq!(
-                result.report.face_mappings.len(),
-                input.topology.faces.len()
-            );
-            assert!(result.brep.topology.faces.iter().any(|face| {
-                face.provenance.role == FaceRole::Cut
-                    && face.provenance.reversed
-                    && face
-                        .provenance
-                        .sources
-                        .iter()
-                        .all(|source| source.entity == input.id)
-            }));
-            tessellate(&result.brep, 0.02, 2_000_000).unwrap();
-        }
-        assert!(matches!(
-            shell_brep(&inputs[2].0, 1.0, "invalid".into()),
-            Err(GeometryError::UnresolvedIntersection(_))
-        ));
-    }
-
-    #[test]
-    fn identical_general_analytic_body_uses_coincident_ownership() {
-        let accuracy = sphere("accuracy", [0.0; 3], 1.0).accuracy;
-        let host = primitives::annular_sector_extrusion(
-            "host".into(),
-            Frame3::IDENTITY,
-            3.0,
-            0.4,
-            2.0,
-            0.2,
-            1.4,
-            accuracy,
-        )
-        .unwrap();
-        let union = boolean_brep(&host, &host, BooleanOp::Union, "same".into()).unwrap();
-        assert!(union.report.coincident);
-        assert_eq!(union.brep.topology.faces.len(), host.topology.faces.len());
-        assert!(union
-            .brep
-            .topology
-            .faces
-            .iter()
-            .all(|face| face.provenance.role == FaceRole::Coincident));
-        let empty = boolean_brep(&host, &host, BooleanOp::Subtraction, "empty".into()).unwrap();
-        assert!(empty.brep.solids.is_empty());
-    }
-
-    #[test]
-    fn generic_pipeline_classifies_noncanonical_planar_solid_containment() {
-        let accuracy = sphere("accuracy", [0.0; 3], 1.0).accuracy;
-        let tetrahedron = primitives::planar_polyhedron(
-            "tetrahedron".into(),
-            vec![
-                [-0.2, -0.2, 0.8],
-                [0.2, -0.2, 0.8],
-                [0.0, 0.2, 0.8],
-                [0.0, 0.0, 1.2],
-            ],
-            vec![vec![0, 2, 1], vec![0, 1, 3], vec![0, 3, 2], vec![1, 2, 3]],
-            accuracy,
-        )
-        .unwrap();
-        let cylinder =
-            primitives::cylinder("cylinder".into(), Frame3::IDENTITY, 2.0, 2.0, accuracy).unwrap();
-
-        let union =
-            boolean_brep(&cylinder, &tetrahedron, BooleanOp::Union, "union".into()).unwrap();
-        assert_eq!(
-            union.brep.topology.faces.len(),
-            cylinder.topology.faces.len()
-        );
-
-        let intersection = boolean_brep(
-            &cylinder,
-            &tetrahedron,
-            BooleanOp::Intersection,
-            "intersection".into(),
-        )
-        .unwrap();
-        assert_eq!(
-            intersection.brep.topology.faces.len(),
-            tetrahedron.topology.faces.len()
-        );
-
-        let subtraction = boolean_brep(
-            &cylinder,
-            &tetrahedron,
-            BooleanOp::Subtraction,
-            "subtraction".into(),
-        )
-        .unwrap();
-        assert_eq!(subtraction.brep.solids.len(), 1);
-        assert_eq!(subtraction.brep.solids[0].cavity_shells.len(), 1);
-        subtraction.brep.validate().unwrap();
-        tessellate(&subtraction.brep, 0.01, 2_000_000).unwrap();
-    }
-
-    #[test]
-    fn annular_sector_accepts_an_exact_vertical_sector_opening() {
-        let accuracy = sphere("accuracy", [0.0; 3], 1.0).accuracy;
-        let host = primitives::annular_cylinder(
-            "ring-host".into(),
-            Frame3::IDENTITY,
-            1.9,
-            2.1,
-            3.0,
-            accuracy,
-        )
-        .unwrap();
-        let reach = 2.3;
-        let cutter = primitives::linear_extrusion(
-            "ring-opening".into(),
-            Frame3 {
-                origin: [0.0, 0.0, 0.5],
-                ..Frame3::IDENTITY
-            },
-            vec![
-                [0.0, 0.0],
-                [reach * (-0.1_f64).cos(), reach * (-0.1_f64).sin()],
-                [reach * 0.1_f64.cos(), reach * 0.1_f64.sin()],
-            ],
-            vec![],
-            2.0,
-            accuracy,
-        )
-        .unwrap();
-        let cut = boolean_brep(&host, &cutter, BooleanOp::Subtraction, "ring-cut".into()).unwrap();
-        cut.brep.validate().unwrap();
-        tessellate(&cut.brep, 0.01, 2_000_000).unwrap();
-        assert_eq!(
-            super::super::query::classify_point(&cut.brep, [2.0, 0.0, 1.0]).unwrap(),
-            super::super::query::PointClassification::Outside
-        );
-        assert_eq!(
-            super::super::query::classify_point(&cut.brep, [0.0, 2.0, 1.0]).unwrap(),
-            super::super::query::PointClassification::Inside
-        );
-        assert_eq!(
-            super::super::query::classify_point(&cut.brep, [0.0, 0.0, 1.0]).unwrap(),
-            super::super::query::PointClassification::Outside
-        );
-        let second = primitives::linear_extrusion(
-            "second-ring-opening".into(),
-            Frame3 {
-                origin: [0.0, 0.0, 0.8],
-                ..Frame3::IDENTITY
-            },
-            vec![
-                [0.0, 0.0],
-                [
-                    reach * (std::f64::consts::FRAC_PI_2 - 0.1).cos(),
-                    reach * (std::f64::consts::FRAC_PI_2 - 0.1).sin(),
-                ],
-                [
-                    reach * (std::f64::consts::FRAC_PI_2 + 0.1).cos(),
-                    reach * (std::f64::consts::FRAC_PI_2 + 0.1).sin(),
-                ],
-            ],
-            vec![],
-            1.3,
-            accuracy,
-        )
-        .unwrap();
-        let chained = boolean_brep(
-            &cut.brep,
-            &second,
-            BooleanOp::Subtraction,
-            "ring-cut-chained".into(),
-        )
-        .unwrap();
-        chained.brep.validate().unwrap();
-        tessellate(&chained.brep, 0.01, 2_000_000).unwrap();
-        for point in [[2.0, 0.0, 1.0], [0.0, 2.0, 1.0]] {
-            assert_eq!(
-                super::super::query::classify_point(&chained.brep, point).unwrap(),
-                super::super::query::PointClassification::Outside
-            );
-        }
-        assert_eq!(
-            super::super::query::classify_point(&chained.brep, [-2.0, 0.0, 1.0]).unwrap(),
-            super::super::query::PointClassification::Inside
-        );
-    }
-
-    #[test]
-    fn arc_edged_host_accepts_a_vertical_rectangular_opening_cut() {
-        let accuracy = sphere("accuracy", [0.0; 3], 1.0).accuracy;
-        let quarter = std::f64::consts::FRAC_PI_2;
-        let host = primitives::arc_edged_extrusion(
-            "arc-host".into(),
-            Frame3::IDENTITY,
-            vec![
-                primitives::ProfileEdge::Arc {
-                    center: [0.0, 0.0],
-                    radius: 2.0,
-                    start_angle: 0.0,
-                    sweep_angle: quarter,
-                },
-                primitives::ProfileEdge::Line {
-                    from: [0.0, 2.0],
-                    to: [0.0, 1.5],
-                },
-                primitives::ProfileEdge::Arc {
-                    center: [0.0, 0.0],
-                    radius: 1.5,
-                    start_angle: quarter,
-                    sweep_angle: -quarter,
-                },
-                primitives::ProfileEdge::Line {
-                    from: [1.5, 0.0],
-                    to: [2.0, 0.0],
-                },
-            ],
-            3.0,
-            accuracy,
-        )
-        .unwrap();
-        let cutter = primitives::cuboid(
-            "opening".into(),
-            Frame3 {
-                origin: [1.1, 0.9, 0.5],
-                ..Frame3::IDENTITY
-            },
-            [1.0, 0.35, 1.5],
-            accuracy,
-        )
-        .unwrap();
-        let assert_curved_normals = |brep: &BrepEnvelope| {
-            for (radius, expected) in [(2.0, Orientation::Forward), (1.5, Orientation::Reverse)] {
-                let faces = brep.topology.faces.iter().filter(|face| {
-                    matches!(
-                        brep.geometry.surfaces[face.surface as usize],
-                        SurfaceGeometry::Cylinder { radius: value, .. } if (value - radius).abs() < 1e-9
-                    )
-                }).collect::<Vec<_>>();
-                assert!(!faces.is_empty(), "missing curved face at radius {radius}");
-                assert!(
-                    faces.iter().all(|face| face.sense == expected),
-                    "reconstructed curved face at radius {radius} points into material: {:?}",
-                    faces
-                        .iter()
-                        .map(|face| (&face.key, face.sense))
-                        .collect::<Vec<_>>()
-                );
-            }
-        };
-        let cut = boolean_brep(&host, &cutter, BooleanOp::Subtraction, "arc-cut".into()).unwrap();
-        cut.brep.validate().unwrap();
-        assert_curved_normals(&cut.brep);
-        tessellate(&cut.brep, 0.01, 2_000_000).unwrap();
-        assert_eq!(
-            super::super::query::classify_point(&cut.brep, [1.5, 1.1, 1.2]).unwrap(),
-            super::super::query::PointClassification::Outside
-        );
-        let second_cutter = primitives::cuboid(
-            "second-opening".into(),
-            Frame3 {
-                origin: [0.6, 1.3, 0.8],
-                ..Frame3::IDENTITY
-            },
-            [0.45, 0.8, 1.2],
-            accuracy,
-        )
-        .unwrap();
-        let batch = subtract_planar_cutters(
-            &host,
-            &[cutter, second_cutter.clone()],
-            "arc-cut-batch".into(),
-        )
-        .unwrap();
-        batch.brep.validate().unwrap();
-        tessellate(&batch.brep, 0.01, 2_000_000).unwrap();
-        assert_curved_normals(&batch.brep);
-        for point in [[1.5, 1.1, 1.2], [0.9, 1.65, 1.2]] {
-            assert_eq!(
-                super::super::query::classify_point(&batch.brep, point).unwrap(),
-                super::super::query::PointClassification::Outside
-            );
-        }
-        let chained = boolean_brep(
-            &cut.brep,
-            &second_cutter,
-            BooleanOp::Subtraction,
-            "arc-cut-chained".into(),
-        )
-        .unwrap();
-        chained.brep.validate().unwrap();
-        assert_curved_normals(&chained.brep);
-        for point in [[1.5, 1.1, 1.2], [0.9, 1.65, 1.2]] {
-            assert_eq!(
-                super::super::query::classify_point(&chained.brep, point).unwrap(),
-                super::super::query::PointClassification::Outside
-            );
-        }
-        let overlapping = primitives::cuboid(
-            "overlapping-opening".into(),
-            Frame3 {
-                origin: [1.4, 0.95, 0.2],
-                ..Frame3::IDENTITY
-            },
-            [0.5, 0.4, 2.2],
-            accuracy,
-        )
-        .unwrap();
-        let third = boolean_brep(
-            &chained.brep,
-            &overlapping,
-            BooleanOp::Subtraction,
-            "arc-cut-third".into(),
-        )
-        .unwrap();
-        third.brep.validate().unwrap();
-        tessellate(&third.brep, 0.01, 2_000_000).unwrap();
-        assert_curved_normals(&third.brep);
-        for point in [
-            [1.5, 1.1, 1.2],
-            [0.9, 1.65, 1.2],
-            [1.45, 1.2, 0.3],
-            [1.45, 1.2, 2.2],
-        ] {
-            assert_eq!(
-                super::super::query::classify_point(&third.brep, point).unwrap(),
-                super::super::query::PointClassification::Outside
-            );
-        }
-    }
-
-    #[test]
-    fn curved_internal_cut_creates_one_cavity_shell_in_its_host_solid() {
-        let accuracy = sphere("accuracy", [0.0; 3], 1.0).accuracy;
-        let quarter = std::f64::consts::FRAC_PI_2;
-        let host = primitives::arc_edged_extrusion(
-            "curved-cavity-host".into(),
-            Frame3::IDENTITY,
-            vec![
-                primitives::ProfileEdge::Arc {
-                    center: [0.0, 0.0],
-                    radius: 2.0,
-                    start_angle: 0.0,
-                    sweep_angle: quarter,
-                },
-                primitives::ProfileEdge::Line {
-                    from: [0.0, 2.0],
-                    to: [0.0, 1.0],
-                },
-                primitives::ProfileEdge::Arc {
-                    center: [0.0, 0.0],
-                    radius: 1.0,
-                    start_angle: quarter,
-                    sweep_angle: -quarter,
-                },
-                primitives::ProfileEdge::Line {
-                    from: [1.0, 0.0],
-                    to: [2.0, 0.0],
-                },
-            ],
-            3.0,
-            accuracy,
-        )
-        .unwrap();
-        let cutter = primitives::linear_extrusion(
-            "curved-interior-cutter".into(),
-            Frame3 {
-                origin: [0.0, 0.0, 1.0],
-                ..Frame3::IDENTITY
-            },
-            vec![[1.0, 1.0], [1.2, 1.0], [1.2, 1.2], [1.0, 1.2]],
-            vec![],
-            1.0,
-            accuracy,
-        )
-        .unwrap();
-        let result = boolean_brep(
-            &host,
-            &cutter,
-            BooleanOp::Subtraction,
-            "curved-cavity".into(),
-        )
-        .unwrap();
-        result.brep.validate().unwrap();
-        tessellate(&result.brep, 0.01, 2_000_000).unwrap();
-        assert_eq!(result.brep.solids.len(), 1);
-        assert_eq!(result.brep.topology.shells.len(), 2);
-        assert_eq!(result.brep.solids[0].cavity_shells.len(), 1);
-        assert_eq!(
-            super::super::query::classify_point(&result.brep, [1.1, 1.1, 1.5]).unwrap(),
-            super::super::query::PointClassification::Outside
-        );
-        assert_eq!(
-            super::super::query::classify_point(&result.brep, [1.5, 0.5, 1.5]).unwrap(),
-            super::super::query::PointClassification::Inside
-        );
-
-        let split_sector = primitives::linear_extrusion(
-            "curved-split-sector".into(),
-            Frame3 {
-                origin: [0.0, 0.0, -1.0],
-                ..Frame3::IDENTITY
-            },
-            vec![
-                [0.0, 0.0],
-                [3.0 * 0.2_f64.cos(), 3.0 * 0.2_f64.sin()],
-                [3.0 * 0.3_f64.cos(), 3.0 * 0.3_f64.sin()],
-            ],
-            vec![],
-            5.0,
-            accuracy,
-        )
-        .unwrap();
-        let split = boolean_brep(
-            &host,
-            &split_sector,
-            BooleanOp::Subtraction,
-            "curved-split".into(),
-        )
-        .unwrap();
-        assert_eq!(split.brep.solids.len(), 2);
-        let split_with_cavity = boolean_brep(
-            &split.brep,
-            &cutter,
-            BooleanOp::Subtraction,
-            "curved-split-with-cavity".into(),
-        )
-        .unwrap();
-        split_with_cavity.brep.validate().unwrap();
-        assert_eq!(split_with_cavity.brep.solids.len(), 2);
-        assert_eq!(split_with_cavity.brep.topology.shells.len(), 3);
-        assert_eq!(
-            split_with_cavity
-                .brep
-                .solids
-                .iter()
-                .map(|solid| solid.cavity_shells.len())
-                .sum::<usize>(),
-            1
-        );
-        assert_eq!(
-            super::super::query::classify_point(&split_with_cavity.brep, [1.1, 1.1, 1.5]).unwrap(),
-            super::super::query::PointClassification::Outside
-        );
-
-        let second_cutter = primitives::linear_extrusion(
-            "curved-other-component-cutter".into(),
-            Frame3 {
-                origin: [0.0, 0.0, 1.1],
-                ..Frame3::IDENTITY
-            },
-            vec![[1.55, 0.1], [1.67, 0.1], [1.67, 0.22], [1.55, 0.22]],
-            vec![],
-            0.8,
-            accuracy,
-        )
-        .unwrap();
-        let same_component_cavities = boolean_brep(
-            &result.brep,
-            &second_cutter,
-            BooleanOp::Subtraction,
-            "curved-same-component-cavities".into(),
-        )
-        .unwrap();
-        same_component_cavities.brep.validate().unwrap();
-        assert_eq!(same_component_cavities.brep.solids.len(), 1);
-        assert_eq!(same_component_cavities.brep.topology.shells.len(), 3);
-        assert_eq!(
-            same_component_cavities.brep.solids[0].cavity_shells.len(),
-            2
-        );
-        let two_cavities = boolean_brep(
-            &split_with_cavity.brep,
-            &second_cutter,
-            BooleanOp::Subtraction,
-            "curved-two-cavities".into(),
-        )
-        .unwrap();
-        two_cavities.brep.validate().unwrap();
-        assert_eq!(two_cavities.brep.solids.len(), 2);
-        assert_eq!(two_cavities.brep.topology.shells.len(), 4);
-        assert!(two_cavities
-            .brep
-            .solids
-            .iter()
-            .all(|solid| solid.cavity_shells.len() == 1));
-        for point in [[1.1, 1.1, 1.5], [1.6, 0.16, 1.5]] {
-            assert_eq!(
-                super::super::query::classify_point(&two_cavities.brep, point).unwrap(),
-                super::super::query::PointClassification::Outside
-            );
-        }
-    }
-
-    #[test]
-    fn curved_cut_provenance_selects_the_trimmed_coaxial_source_face() {
-        let accuracy = sphere("accuracy", [0.0; 3], 1.0).accuracy;
-        let quarter = std::f64::consts::FRAC_PI_2;
-        let host = primitives::arc_edged_extrusion(
-            "split-arc-host".into(),
-            Frame3::IDENTITY,
-            vec![
-                primitives::ProfileEdge::Arc {
-                    center: [0.0, 0.0],
-                    radius: 2.0,
-                    start_angle: 0.0,
-                    sweep_angle: quarter / 2.0,
-                },
-                primitives::ProfileEdge::Arc {
-                    center: [0.0, 0.0],
-                    radius: 2.0,
-                    start_angle: quarter / 2.0,
-                    sweep_angle: quarter / 2.0,
-                },
-                primitives::ProfileEdge::Line {
-                    from: [0.0, 2.0],
-                    to: [0.0, 1.5],
-                },
-                primitives::ProfileEdge::Arc {
-                    center: [0.0, 0.0],
-                    radius: 1.5,
-                    start_angle: quarter,
-                    sweep_angle: -quarter,
-                },
-                primitives::ProfileEdge::Line {
-                    from: [1.5, 0.0],
-                    to: [2.0, 0.0],
-                },
-            ],
-            3.0,
-            accuracy,
-        )
-        .unwrap();
-        let cutter = primitives::cuboid(
-            "split-arc-opening".into(),
-            Frame3 {
-                origin: [1.1, 0.9, 0.5],
-                ..Frame3::IDENTITY
-            },
-            [1.0, 0.35, 1.5],
-            accuracy,
-        )
-        .unwrap();
-        let cut = boolean_brep(
-            &host,
-            &cutter,
-            BooleanOp::Subtraction,
-            "split-arc-cut".into(),
-        )
-        .unwrap();
-        cut.brep.validate().unwrap();
-        let mut outer_faces = 0;
-        for face in &cut.brep.topology.faces {
-            let SurfaceGeometry::Cylinder { radius, .. } =
-                &cut.brep.geometry.surfaces[face.surface as usize]
-            else {
-                continue;
-            };
-            if (*radius - 2.0).abs() > accuracy.geometric {
-                continue;
-            }
-            outer_faces += 1;
-            assert_eq!(
-                face.provenance
-                    .sources
-                    .iter()
-                    .filter(|source| source.entity == host.id)
-                    .count(),
-                1,
-                "output face {} should belong to exactly one trimmed outer arc",
-                face.id
-            );
-        }
-        assert!(outer_faces >= 2);
-    }
-
-    #[test]
-    fn chained_curved_cut_keeps_each_split_top_cap_on_its_source_region() {
-        let accuracy = sphere("accuracy", [0.0; 3], 1.0).accuracy;
-        let quarter = std::f64::consts::FRAC_PI_2;
-        let host = primitives::arc_edged_extrusion(
-            "split-cap-arc-host".into(),
-            Frame3::IDENTITY,
-            vec![
-                primitives::ProfileEdge::Arc {
-                    center: [0.0, 0.0],
-                    radius: 2.0,
-                    start_angle: 0.0,
-                    sweep_angle: quarter,
-                },
-                primitives::ProfileEdge::Line {
-                    from: [0.0, 2.0],
-                    to: [0.0, 1.5],
-                },
-                primitives::ProfileEdge::Arc {
-                    center: [0.0, 0.0],
-                    radius: 1.5,
-                    start_angle: quarter,
-                    sweep_angle: -quarter,
-                },
-                primitives::ProfileEdge::Line {
-                    from: [1.5, 0.0],
-                    to: [2.0, 0.0],
-                },
-            ],
-            3.0,
-            accuracy,
-        )
-        .unwrap();
-        let sector = |id: &str, start: f64, end: f64, bottom: f64, height: f64| {
-            let reach = 3.0;
-            primitives::linear_extrusion(
-                id.into(),
-                Frame3 {
-                    origin: [0.0, 0.0, bottom],
-                    ..Frame3::IDENTITY
-                },
-                vec![
-                    [0.0, 0.0],
-                    [reach * start.cos(), reach * start.sin()],
-                    [reach * end.cos(), reach * end.sin()],
-                ],
-                Vec::new(),
-                height,
-                accuracy,
-            )
-            .unwrap()
-        };
-        let first_cutter = sector("full-height-sector", 0.7, 0.9, -1.0, 5.0);
-        let first = boolean_brep(
-            &host,
-            &first_cutter,
-            BooleanOp::Subtraction,
-            "split-cap-first".into(),
-        )
-        .unwrap();
-        first.brep.validate().unwrap();
-        assert_eq!(first.brep.solids.len(), 2);
-        let second_cutter = sector("lower_cutout-sector", 0.2, 0.3, 0.5, 1.5);
-        let second = boolean_brep(
-            &first.brep,
-            &second_cutter,
-            BooleanOp::Subtraction,
-            "split-cap-second".into(),
-        )
-        .unwrap();
-        second.brep.validate().unwrap();
-        let mut caps = 0;
-        for face in &second.brep.topology.faces {
-            let SurfaceGeometry::Plane { frame } =
-                &second.brep.geometry.surfaces[face.surface as usize]
-            else {
-                continue;
-            };
-            if dot(frame.z, [0.0, 0.0, 1.0]) < 1.0 - 1.0e-10
-                || (frame.origin[2] - 3.0).abs() > accuracy.intersection
-            {
-                continue;
-            }
-            caps += 1;
-            assert_eq!(
-                face.provenance
-                    .sources
-                    .iter()
-                    .filter(|source| source.entity == first.brep.id)
-                    .count(),
-                1,
-                "top cap {} should come from one prior top region",
-                face.id
-            );
-        }
-        assert_eq!(caps, 2);
-    }
-
-    #[test]
-    fn wide_curved_opening_uses_multiple_planar_sector_cutters() {
-        let accuracy = sphere("accuracy", [0.0; 3], 1.0).accuracy;
-        let start = -std::f64::consts::FRAC_PI_2;
-        let sweep = 3.0 * std::f64::consts::FRAC_PI_2;
-        let point = |radius: f64, angle: f64| [radius * angle.cos(), radius * angle.sin()];
-        let host = primitives::arc_edged_extrusion(
-            "wide-arc".into(),
-            Frame3::IDENTITY,
-            vec![
-                primitives::ProfileEdge::Arc {
-                    center: [0.0, 0.0],
-                    radius: 2.1,
-                    start_angle: start,
-                    sweep_angle: sweep,
-                },
-                primitives::ProfileEdge::Line {
-                    from: point(2.1, start + sweep),
-                    to: point(1.9, start + sweep),
-                },
-                primitives::ProfileEdge::Arc {
-                    center: [0.0, 0.0],
-                    radius: 1.9,
-                    start_angle: start + sweep,
-                    sweep_angle: -sweep,
-                },
-                primitives::ProfileEdge::Line {
-                    from: point(1.9, start),
-                    to: point(2.1, start),
-                },
-            ],
-            3.0,
-            accuracy,
-        )
-        .unwrap();
-        let opening_start = start + 1.2 / 2.0;
-        let opening_end = start + 8.2 / 2.0;
-        let cutters = (0..3)
-            .map(|index| {
-                let from = opening_start + (opening_end - opening_start) * index as f64 / 3.0;
-                let to = opening_start + (opening_end - opening_start) * (index + 1) as f64 / 3.0;
-                let reach = 2.1 / ((to - from) / 2.0).cos() + 0.2;
-                primitives::linear_extrusion(
-                    format!("sector-{index}"),
-                    Frame3::IDENTITY,
-                    vec![[0.0, 0.0], point(reach, from), point(reach, to)],
-                    vec![],
-                    2.0,
-                    accuracy,
-                )
-                .unwrap()
-            })
-            .collect::<Vec<_>>();
-        let cut = subtract_planar_cutters(&host, &cutters, "wide-cut".into()).unwrap();
-        cut.brep.validate().unwrap();
-        tessellate(&cut.brep, 0.01, 2_000_000).unwrap();
-        let angle = start + 4.7 / 2.0;
-        assert_eq!(
-            super::super::query::classify_point(
-                &cut.brep,
-                [2.0 * angle.cos(), 2.0 * angle.sin(), 1.0]
-            )
-            .unwrap(),
-            super::super::query::PointClassification::Outside
-        );
-    }
-}
diff --git a/main/opengeometry/src/analytic/box_booleans.rs b/main/opengeometry/src/analytic/box_booleans.rs
deleted file mode 100644
index a2520cb..0000000
--- a/main/opengeometry/src/analytic/box_booleans.rs
+++ /dev/null
@@ -1,1025 +0,0 @@
-use std::collections::{BTreeMap, VecDeque};
-
-use super::{
-    booleans::{BooleanOp, BooleanReport, BooleanResult, FaceMapping},
-    geometry::{dot, norm, scale, sub, unit},
-    primitives::{boundary, cuboid, uv_line, Builder},
-    query::{classify_point_validated, face_contains_uv, PointClassification},
-    topology::*,
-    CurveGeometry, Frame3, GeometryError, Point3, SurfaceGeometry,
-};
-use crate::math::interval::Interval;
-
-type GridPoint = [usize; 3];
-pub(super) struct BoxInput<'a> {
-    pub(super) brep: &'a BrepEnvelope,
-    pub(super) frame: Frame3,
-    pub(super) size: Point3,
-}
-fn coverage() -> GeometryError {
-    GeometryError::CoverageGap {
-        families: [
-            "canonical aligned cuboid".into(),
-            "canonical aligned cuboid".into(),
-        ],
-    }
-}
-fn source(input: &BoxInput<'_>, face: usize) -> FaceSource {
-    let authored = &input.brep.topology.faces[face];
-    if matches!(authored.provenance.role, FaceRole::Preserved)
-        && authored.provenance.sources.len() == 1
-    {
-        return authored.provenance.sources[0].clone();
-    }
-    FaceSource {
-        entity: input.brep.id.clone(),
-        body: input.brep.id.clone(),
-        key: authored.key.clone(),
-        face: face as u32,
-    }
-}
-
-fn rectilinear_input<'a>(
-    brep: &'a BrepEnvelope,
-    axes: Frame3,
-) -> Result<BoxInput<'a>, GeometryError> {
-    brep.validate()?;
-    if !matches!(brep.quality, GeometryQuality::Analytic)
-        || brep.geometry.surfaces.is_empty()
-        || brep.solids.is_empty()
-        || brep
-            .geometry
-            .surfaces
-            .iter()
-            .any(|surface| !matches!(surface, SurfaceGeometry::Plane { .. }))
-        || brep
-            .geometry
-            .curves
-            .iter()
-            .any(|curve| !matches!(curve, CurveGeometry::Line { .. }))
-    {
-        return Err(coverage());
-    }
-    let directions = [axes.x, axes.y, axes.z];
-    for surface in &brep.geometry.surfaces {
-        let normal = surface.frame().z;
-        if directions
-            .iter()
-            .all(|axis| dot(normal, *axis).abs() < 1.0 - 1.0e-10)
-        {
-            return Err(coverage());
-        }
-    }
-    let mut lo = [f64::INFINITY; 3];
-    let mut hi = [f64::NEG_INFINITY; 3];
-    for vertex in &brep.topology.vertices {
-        let point = axes.local(vertex.position);
-        for axis in 0..3 {
-            lo[axis] = lo[axis].min(point[axis]);
-            hi[axis] = hi[axis].max(point[axis]);
-        }
-    }
-    if (0..3).any(|axis| hi[axis] - lo[axis] <= 4.0 * brep.accuracy.geometric) {
-        return Err(coverage());
-    }
-    for edge in &brep.topology.edges {
-        let EdgeGeometry::Curve { curve, .. } = edge.geometry else {
-            return Err(coverage());
-        };
-        let CurveGeometry::Line { direction, .. } = brep.geometry.curves[curve as usize] else {
-            return Err(coverage());
-        };
-        if directions
-            .iter()
-            .all(|axis| dot(direction, *axis).abs() < 1.0 - 1.0e-10)
-        {
-            return Err(coverage());
-        }
-    }
-    Ok(BoxInput {
-        brep,
-        frame: Frame3 {
-            origin: axes.point(lo),
-            ..axes
-        },
-        size: std::array::from_fn(|axis| hi[axis] - lo[axis]),
-    })
-}
-
-fn classified_inside(brep: &BrepEnvelope, point: Point3) -> Result<bool, GeometryError> {
-    match classify_point_validated(brep, point)? {
-        PointClassification::Inside => Ok(true),
-        PointClassification::Outside => Ok(false),
-        _ => Err(GeometryError::UnresolvedIntersection(
-            "rectilinear arrangement cell classification is unresolved".into(),
-        )),
-    }
-}
-
-fn containing_faces(
-    input: &BoxInput<'_>,
-    point: Point3,
-    outward: Point3,
-    tolerance: f64,
-) -> Result<Vec<(usize, bool)>, GeometryError> {
-    let mut matches = Vec::new();
-    for (index, face) in input.brep.topology.faces.iter().enumerate() {
-        let SurfaceGeometry::Plane { frame } = input.brep.geometry.surfaces[face.surface as usize]
-        else {
-            return Err(coverage());
-        };
-        let local = frame.local(point);
-        if local[2].abs() > tolerance {
-            continue;
-        }
-        if face_contains_uv(input.brep, face, [local[0], local[1]])? != Some(true) {
-            continue;
-        }
-        let normal = scale(frame.z, face.sense.multiplier());
-        let alignment = dot(normal, outward);
-        if alignment.abs() < 1.0 - 1.0e-10 {
-            continue;
-        }
-        matches.push((index, alignment < 0.0));
-    }
-    Ok(matches)
-}
-pub(super) fn full_box(brep: &BrepEnvelope) -> Result<BoxInput<'_>, GeometryError> {
-    brep.validate()?;
-    let t = &brep.topology;
-    if !matches!(brep.quality, GeometryQuality::Analytic)
-        || [
-            t.vertices.len(),
-            t.edges.len(),
-            t.halfedges.len(),
-            t.loops.len(),
-            t.faces.len(),
-            t.shells.len(),
-        ] != [8, 12, 24, 6, 6, 1]
-        || !t.wires.is_empty()
-        || brep.solids.len() != 1
-        || brep.geometry.surfaces.len() != 6
-        || brep.geometry.curves.len() != 12
-        || brep.geometry.pcurves.len() != 24
-        || !brep.geometry.intersections.is_empty()
-    {
-        return Err(coverage());
-    }
-    let mut axes = [[0.0; 3]; 3];
-    let mut size = [0.0; 3];
-    for i in 0..3 {
-        let EdgeGeometry::Curve { curve, range } = t.edges[i].geometry else {
-            return Err(coverage());
-        };
-        let CurveGeometry::Line { direction, .. } = brep.geometry.curves[curve as usize] else {
-            return Err(coverage());
-        };
-        if range.lo != 0.0 {
-            return Err(coverage());
-        }
-        axes[i] = direction;
-        size[i] = range.hi;
-    }
-    let frame = Frame3 {
-        origin: t.vertices[0].position,
-        x: axes[0],
-        y: axes[1],
-        z: axes[2],
-    };
-    frame.validate().map_err(|_| coverage())?;
-    let canonical = cuboid(brep.id.clone(), frame, size, brep.accuracy)?;
-    let magnitude = size.into_iter().fold(0.0_f64, f64::max).max(
-        t.vertices
-            .iter()
-            .map(|v| norm(v.position))
-            .fold(0.0_f64, f64::max),
-    );
-    let noise = (256.0 * f64::EPSILON * magnitude).min(brep.accuracy.intersection / 8.0);
-    let close = |a: Point3, b: Point3| norm(sub(a, b)) <= noise;
-    let direction_close =
-        |a: Point3, b: Point3| norm(sub(a, b)) * size.into_iter().fold(0.0_f64, f64::max) <= noise;
-    for (a, b) in brep
-        .geometry
-        .surfaces
-        .iter()
-        .zip(&canonical.geometry.surfaces)
-    {
-        let (SurfaceGeometry::Plane { frame: a }, SurfaceGeometry::Plane { frame: b }) = (a, b)
-        else {
-            return Err(coverage());
-        };
-        if !close(a.origin, b.origin)
-            || !direction_close(a.x, b.x)
-            || !direction_close(a.y, b.y)
-            || !direction_close(a.z, b.z)
-        {
-            return Err(coverage());
-        }
-    }
-    for (a, b) in brep.geometry.curves.iter().zip(&canonical.geometry.curves) {
-        let (
-            CurveGeometry::Line {
-                origin: ao,
-                direction: ad,
-            },
-            CurveGeometry::Line {
-                origin: bo,
-                direction: bd,
-            },
-        ) = (a, b)
-        else {
-            return Err(coverage());
-        };
-        if !close(*ao, *bo) || !direction_close(*ad, *bd) {
-            return Err(coverage());
-        }
-    }
-    for (a, b) in brep
-        .geometry
-        .pcurves
-        .iter()
-        .zip(&canonical.geometry.pcurves)
-    {
-        let (
-            PcurveGeometry::Line2 {
-                origin: ao,
-                direction: ad,
-            },
-            PcurveGeometry::Line2 {
-                origin: bo,
-                direction: bd,
-            },
-        ) = (a, b)
-        else {
-            return Err(coverage());
-        };
-        for i in 0..2 {
-            if (ao[i] - bo[i]).abs() > noise
-                || (ad[i] - bd[i]).abs() * size.into_iter().fold(0.0_f64, f64::max) > noise
-            {
-                return Err(coverage());
-            }
-        }
-    }
-    let mut topology = t.clone();
-    for (v, expected) in topology
-        .vertices
-        .iter_mut()
-        .zip(&canonical.topology.vertices)
-    {
-        if !close(v.position, expected.position) {
-            return Err(coverage());
-        }
-        v.position = expected.position;
-        v.tolerance = expected.tolerance;
-    }
-    for e in &mut topology.edges {
-        e.tolerance = brep.accuracy.geometric;
-    }
-    for (f, expected) in topology.faces.iter_mut().zip(&canonical.topology.faces) {
-        for i in 0..2 {
-            if (f.trim.uv_bounds[i].lo - expected.trim.uv_bounds[i].lo).abs() > noise
-                || (f.trim.uv_bounds[i].hi - expected.trim.uv_bounds[i].hi).abs() > noise
-            {
-                return Err(coverage());
-            }
-        }
-        f.trim.uv_bounds = expected.trim.uv_bounds;
-        f.key = expected.key.clone();
-        f.provenance = expected.provenance.clone();
-    }
-    let value = |input| {
-        serde_json::to_value(input).map_err(|e| GeometryError::InvalidGeometry(e.to_string()))
-    };
-    if value(&topology)? != value(&canonical.topology)?
-        || serde_json::to_value(&brep.solids)
-            .map_err(|e| GeometryError::InvalidGeometry(e.to_string()))?
-            != serde_json::to_value(&canonical.solids)
-                .map_err(|e| GeometryError::InvalidGeometry(e.to_string()))?
-    {
-        return Err(coverage());
-    }
-    Ok(BoxInput { brep, frame, size })
-}
-fn face_index(axis: usize, upper: bool) -> usize {
-    match axis {
-        0 => 2 + usize::from(upper),
-        1 => 4 + usize::from(upper),
-        _ => usize::from(upper),
-    }
-}
-fn inside(point: Point3, lo: Point3, hi: Point3) -> bool {
-    (0..3).all(|i| point[i] > lo[i] && point[i] < hi[i])
-}
-fn flat_index(p: GridPoint, n: GridPoint) -> usize {
-    (p[0] * n[1] + p[1]) * n[2] + p[2]
-}
-fn neighbor(mut p: GridPoint, axis: usize, upper: bool, n: GridPoint) -> Option<GridPoint> {
-    if upper {
-        p[axis] += 1;
-        if p[axis] >= n[axis] {
-            return None;
-        }
-    } else {
-        p[axis] = p[axis].checked_sub(1)?;
-    }
-    Some(p)
-}
-
-/// Regularized material booleans for canonical cuboids sharing the same axes.
-/// The bounded plane arrangement is independent of rendering tessellation.
-pub fn boolean_boxes(
-    a: &BrepEnvelope,
-    b: &BrepEnvelope,
-    operation: BooleanOp,
-    id: String,
-) -> Result<BooleanResult, GeometryError> {
-    let a = full_box(a)?;
-    let b = full_box(b)?;
-    boolean_grid(a, b, operation, id, true)
-}
-
-pub(super) fn boolean_rectilinear(
-    a: &BrepEnvelope,
-    b: &BrepEnvelope,
-    operation: BooleanOp,
-    id: String,
-) -> Result<BooleanResult, GeometryError> {
-    let axes = match b.geometry.surfaces.first() {
-        Some(SurfaceGeometry::Plane { frame }) => *frame,
-        _ => return Err(coverage()),
-    };
-    let a = rectilinear_input(a, axes)?;
-    let b = rectilinear_input(b, axes)?;
-    boolean_grid(a, b, operation, id, false)
-}
-
-fn boolean_grid(
-    a: BoxInput<'_>,
-    b: BoxInput<'_>,
-    operation: BooleanOp,
-    id: String,
-    canonical_boxes: bool,
-) -> Result<BooleanResult, GeometryError> {
-    if [a.frame.x, a.frame.y, a.frame.z] != [b.frame.x, b.frame.y, b.frame.z] {
-        return Err(coverage());
-    }
-    let accuracy = Accuracy {
-        geometric: a.brep.accuracy.geometric.max(b.brep.accuracy.geometric),
-        intersection: a
-            .brep
-            .accuracy
-            .intersection
-            .max(b.brep.accuracy.intersection),
-        tessellation: a
-            .brep
-            .accuracy
-            .tessellation
-            .max(b.brep.accuracy.tessellation),
-        exchange: a.brep.accuracy.exchange.max(b.brep.accuracy.exchange),
-    };
-    let alo = [0.0; 3];
-    let ahi = a.size;
-    let blo = a.frame.local(b.frame.origin);
-    let bhi: Point3 = std::array::from_fn(|i| blo[i] + b.size[i]);
-    if blo.into_iter().chain(bhi).any(|value| !value.is_finite()) {
-        return Err(GeometryError::UnresolvedIntersection(
-            "cuboid relative coordinates exceed numerical range".into(),
-        ));
-    }
-    let mut grid: [Vec<f64>; 3] = std::array::from_fn(|i| vec![alo[i], ahi[i], blo[i], bhi[i]]);
-    if !canonical_boxes {
-        for input in [&a, &b] {
-            for vertex in &input.brep.topology.vertices {
-                let point = a.frame.local(vertex.position);
-                for axis in 0..3 {
-                    grid[axis].push(point[axis]);
-                }
-            }
-        }
-    }
-    // Only arithmetic roundoff is merged; actual unresolved feature widths fail.
-    let magnitude = [a.frame.origin, b.frame.origin]
-        .into_iter()
-        .map(norm)
-        .fold(0.0_f64, f64::max)
-        .max(a.size.into_iter().fold(0.0_f64, f64::max))
-        .max(b.size.into_iter().fold(0.0_f64, f64::max));
-    let noise = (256.0 * f64::EPSILON * magnitude).min(accuracy.intersection / 8.0);
-    for values in &mut grid {
-        values.sort_by(f64::total_cmp);
-        let mut unique: Vec<f64> = Vec::new();
-        for &value in values.iter() {
-            if let Some(last) = unique.last() {
-                let gap = value - last;
-                if gap <= noise {
-                    continue;
-                }
-                if gap <= 4.0 * accuracy.geometric {
-                    return Err(GeometryError::UnresolvedIntersection(
-                        "cuboid arrangement contains sub-tolerance features".into(),
-                    ));
-                }
-            }
-            unique.push(value);
-        }
-        *values = unique;
-    }
-    let snap = |p: Point3| {
-        std::array::from_fn(|i| {
-            grid[i]
-                .iter()
-                .copied()
-                .min_by(|x, y| (x - p[i]).abs().total_cmp(&(y - p[i]).abs()))
-                .unwrap_or(p[i])
-        })
-    };
-    let alo = snap(alo);
-    let ahi = snap(ahi);
-    let blo = snap(blo);
-    let bhi = snap(bhi);
-    let coincident = alo == blo && ahi == bhi;
-    let overlap_lo: Point3 = std::array::from_fn(|i| alo[i].max(blo[i]));
-    let overlap_hi: Point3 = std::array::from_fn(|i| ahi[i].min(bhi[i]));
-    let mut contacts = Vec::new();
-    if (0..3).all(|i| overlap_lo[i] <= overlap_hi[i])
-        && (0..3).any(|i| overlap_lo[i] == overlap_hi[i])
-    {
-        for mask in 0..8 {
-            let point = a.frame.point(std::array::from_fn(|i| {
-                if mask & (1 << i) == 0 {
-                    overlap_lo[i]
-                } else {
-                    overlap_hi[i]
-                }
-            }));
-            if !contacts.contains(&point) {
-                contacts.push(point);
-            }
-        }
-    }
-    let n = grid.each_ref().map(|g| g.len() - 1);
-    let count = n
-        .into_iter()
-        .try_fold(1usize, |product, cells| product.checked_mul(cells))
-        .filter(|count| *count <= 2_000_000)
-        .ok_or_else(|| {
-            GeometryError::LimitExceeded(
-                "rectilinear Boolean grid exceeds two million cells".into(),
-            )
-        })?;
-    let mut material = vec![false; count];
-    for x in 0..n[0] {
-        for y in 0..n[1] {
-            for z in 0..n[2] {
-                let p = [x, y, z];
-                let center = std::array::from_fn(|i| {
-                    grid[i][p[i]] + (grid[i][p[i] + 1] - grid[i][p[i]]) / 2.0
-                });
-                let ia = if canonical_boxes {
-                    inside(center, alo, ahi)
-                } else {
-                    classified_inside(a.brep, a.frame.point(center))?
-                };
-                let ib = if canonical_boxes {
-                    inside(center, blo, bhi)
-                } else {
-                    classified_inside(b.brep, a.frame.point(center))?
-                };
-                material[flat_index(p, n)] = match operation {
-                    BooleanOp::Union => ia || ib,
-                    BooleanOp::Intersection => ia && ib,
-                    BooleanOp::Subtraction => ia && !ib,
-                };
-            }
-        }
-    }
-    let mut components = vec![usize::MAX; count];
-    let mut component_count = 0;
-    for x in 0..n[0] {
-        for y in 0..n[1] {
-            for z in 0..n[2] {
-                let p = [x, y, z];
-                let index = flat_index(p, n);
-                if !material[index] || components[index] != usize::MAX {
-                    continue;
-                }
-                components[index] = component_count;
-                let mut queue = VecDeque::from([p]);
-                while let Some(cell) = queue.pop_front() {
-                    for axis in 0..3 {
-                        for upper in [false, true] {
-                            if let Some(adjacent) = neighbor(cell, axis, upper, n) {
-                                let j = flat_index(adjacent, n);
-                                if material[j] && components[j] == usize::MAX {
-                                    components[j] = component_count;
-                                    queue.push_back(adjacent);
-                                }
-                            }
-                        }
-                    }
-                }
-                component_count += 1;
-            }
-        }
-    }
-    let mut builder = Builder::new(id, accuracy)?;
-    let mut vertex_ids = BTreeMap::new();
-    let mut edge_ids = BTreeMap::new();
-    let mut face_components = Vec::new();
-    let mut volumes = Vec::new();
-    for x in 0..n[0] {
-        for y in 0..n[1] {
-            for z in 0..n[2] {
-                let p = [x, y, z];
-                let cell = flat_index(p, n);
-                if !material[cell] {
-                    continue;
-                }
-                let component = components[cell];
-                for axis in 0..3 {
-                    for upper in [false, true] {
-                        if neighbor(p, axis, upper, n).is_some_and(|q| material[flat_index(q, n)]) {
-                            continue;
-                        }
-                        let coordinate = grid[axis][p[axis] + usize::from(upper)];
-                        let mut center: Point3 = std::array::from_fn(|i| {
-                            grid[i][p[i]] + (grid[i][p[i] + 1] - grid[i][p[i]]) / 2.0
-                        });
-                        center[axis] = coordinate;
-                        let mut sources = Vec::new();
-                        let normal_sign = if upper { 1.0 } else { -1.0 };
-                        let mut owner = None;
-                        for (input, lo, hi, cutter) in [(&a, alo, ahi, false), (&b, blo, bhi, true)]
-                        {
-                            let faces = if canonical_boxes {
-                                [false, true]
-                                    .into_iter()
-                                    .filter_map(|side| {
-                                        let plane = if side { hi[axis] } else { lo[axis] };
-                                        (coordinate == plane
-                                            && (0..3)
-                                                .filter(|i| *i != axis)
-                                                .all(|i| center[i] > lo[i] && center[i] < hi[i]))
-                                        .then_some((face_index(axis, side), side != upper))
-                                    })
-                                    .collect::<Vec<_>>()
-                            } else {
-                                containing_faces(
-                                    input,
-                                    a.frame.point(center),
-                                    scale([a.frame.x, a.frame.y, a.frame.z][axis], normal_sign),
-                                    accuracy.intersection,
-                                )?
-                            };
-                            for (face, reversed) in faces {
-                                if !reversed || (operation == BooleanOp::Subtraction && cutter) {
-                                    sources.push(source(input, face));
-                                    if owner.is_none() {
-                                        owner = Some((input, face, reversed, cutter, lo, hi));
-                                    }
-                                }
-                            }
-                        }
-                        let (input, source_face, reversed, cutter, lo, hi) =
-                            owner.ok_or_else(|| {
-                                GeometryError::InvalidTopology(
-                                    "cuboid boundary has no input-face ancestry".into(),
-                                )
-                            })?;
-                        let surface = input.brep.geometry.surfaces
-                            [input.brep.topology.faces[source_face].surface as usize]
-                            .clone();
-                        let face_frame = *surface.frame();
-                        let u = (axis + 1) % 3;
-                        let v = (axis + 2) % 3;
-                        let mut corners = [[0; 3]; 4];
-                        for (i, (du, dv)) in
-                            [(0, 0), (1, 0), (1, 1), (0, 1)].into_iter().enumerate()
-                        {
-                            corners[i] = p;
-                            corners[i][axis] += usize::from(upper);
-                            corners[i][u] += du;
-                            corners[i][v] += dv;
-                        }
-                        if !upper {
-                            corners.reverse();
-                        }
-                        let local = corners.map(|q| std::array::from_fn(|i| grid[i][q[i]]));
-                        let points = local.map(|q| a.frame.point(q));
-                        let mut vids = [0; 4];
-                        for i in 0..4 {
-                            vids[i] = *vertex_ids
-                                .entry((component, corners[i]))
-                                .or_insert_with(|| builder.vertex(points[i]));
-                        }
-                        let mut uses = Vec::new();
-                        let mut bounds = [[f64::INFINITY, f64::NEG_INFINITY]; 2];
-                        for i in 0..4 {
-                            let j = (i + 1) % 4;
-                            let (from, to) = if corners[i] < corners[j] {
-                                (i, j)
-                            } else {
-                                (j, i)
-                            };
-                            let key = (component, corners[from], corners[to]);
-                            let edge = if let Some(&edge) = edge_ids.get(&key) {
-                                edge
-                            } else {
-                                let delta = sub(points[to], points[from]);
-                                let length = norm(delta);
-                                let edge = builder.edge(
-                                    CurveGeometry::Line {
-                                        origin: points[from],
-                                        direction: unit(delta)?,
-                                    },
-                                    Interval::new(0.0, length)?,
-                                    false,
-                                );
-                                edge_ids.insert(key, edge);
-                                edge
-                            };
-                            let EdgeGeometry::Curve { curve, .. } =
-                                builder.brep.topology.edges[edge as usize].geometry
-                            else {
-                                return Err(GeometryError::InvalidTopology(
-                                    "cuboid edge is not a line".into(),
-                                ));
-                            };
-                            let CurveGeometry::Line { origin, direction } =
-                                builder.brep.geometry.curves[curve as usize]
-                            else {
-                                return Err(GeometryError::InvalidTopology(
-                                    "cuboid curve is not a line".into(),
-                                ));
-                            };
-                            let uv = face_frame.local(origin);
-                            uses.push(boundary(
-                                edge,
-                                vids[i],
-                                vids[j],
-                                if i == from {
-                                    Orientation::Forward
-                                } else {
-                                    Orientation::Reverse
-                                },
-                                uv_line(
-                                    [uv[0], uv[1]],
-                                    [dot(direction, face_frame.x), dot(direction, face_frame.y)],
-                                ),
-                            ));
-                            let uv = face_frame.local(points[i]);
-                            for k in 0..2 {
-                                bounds[k][0] = bounds[k][0].min(uv[k]);
-                                bounds[k][1] = bounds[k][1].max(uv[k]);
-                            }
-                        }
-                        for bound in &mut bounds {
-                            bound[0] -= accuracy.geometric;
-                            bound[1] += accuracy.geometric;
-                        }
-                        let face = builder.brep.topology.faces.len();
-                        builder
-                            .face(
-                                &format!("{}-{face}", input.brep.topology.faces[source_face].key),
-                                surface,
-                                bounds,
-                                uses,
-                            )
-                            .map_err(|error| match error {
-                                GeometryError::InvalidTopology(message)
-                                    if message == "nonmanifold primitive edge" =>
-                                {
-                                    GeometryError::UnresolvedIntersection(
-                                        "cuboid boundary contains an unresolved contact event"
-                                            .into(),
-                                    )
-                                }
-                                other => other,
-                            })?;
-                        let whole = canonical_boxes
-                            && [u, v]
-                                .into_iter()
-                                .all(|i| grid[i][p[i]] == lo[i] && grid[i][p[i] + 1] == hi[i]);
-                        let surface_reversed = if canonical_boxes {
-                            reversed
-                        } else {
-                            dot(
-                                face_frame.z,
-                                scale([a.frame.x, a.frame.y, a.frame.z][axis], normal_sign),
-                            ) < 0.0
-                        };
-                        builder.brep.topology.faces[face].sense = if surface_reversed {
-                            Orientation::Reverse
-                        } else {
-                            Orientation::Forward
-                        };
-                        builder.brep.topology.faces[face].provenance = FaceProvenance {
-                            role: if sources.len() > 1 {
-                                FaceRole::Coincident
-                            } else if cutter && operation == BooleanOp::Subtraction {
-                                FaceRole::Cut
-                            } else if whole {
-                                FaceRole::Preserved
-                            } else {
-                                FaceRole::Split
-                            },
-                            sources,
-                            reversed,
-                        };
-                        face_components.push(component);
-                        // Local divergence-theorem volume avoids cancellation at building coordinates.
-                        volumes.push(
-                            normal_sign
-                                * coordinate
-                                * (grid[u][p[u] + 1] - grid[u][p[u]])
-                                * (grid[v][p[v] + 1] - grid[v][p[v]])
-                                / 3.0,
-                        );
-                    }
-                }
-            }
-        }
-    }
-    let mut out = builder.brep;
-    let mut assigned = vec![false; out.topology.faces.len()];
-    let mut outer = vec![None; component_count];
-    let mut cavities = vec![Vec::new(); component_count];
-    for start in 0..out.topology.faces.len() {
-        if assigned[start] {
-            continue;
-        }
-        let shell = out.topology.shells.len() as u32;
-        let component = face_components[start];
-        let mut faces = Vec::new();
-        let mut volume = 0.0;
-        assigned[start] = true;
-        let mut queue = VecDeque::from([start]);
-        while let Some(face) = queue.pop_front() {
-            volume += volumes[face];
-            faces.push(face as u32);
-            out.topology.faces[face].shell_ref = Some(shell);
-            for h in out
-                .topology
-                .halfedges
-                .iter()
-                .filter(|h| h.face == Some(face as u32))
-            {
-                let twin = h.twin.ok_or_else(|| {
-                    GeometryError::InvalidTopology("open cuboid boolean boundary".into())
-                })?;
-                let adjacent = out.topology.halfedges[twin as usize].face.ok_or_else(|| {
-                    GeometryError::InvalidTopology("cuboid twin has no face".into())
-                })? as usize;
-                if face_components[adjacent] != component {
-                    return Err(GeometryError::InvalidTopology(
-                        "cuboid contact incorrectly sewed separate material components".into(),
-                    ));
-                }
-                if !assigned[adjacent] {
-                    assigned[adjacent] = true;
-                    queue.push_back(adjacent);
-                }
-            }
-        }
-        out.topology.shells.push(Shell {
-            id: shell,
-            faces,
-            is_closed: true,
-        });
-        if volume > 0.0 {
-            if outer[component].replace(shell).is_some() {
-                return Err(GeometryError::UnresolvedIntersection(
-                    "cuboid material component has multiple outer shells".into(),
-                ));
-            }
-        } else if volume < 0.0 {
-            cavities[component].push(shell);
-        } else {
-            return Err(GeometryError::UnresolvedIntersection(
-                "cuboid shell volume is unresolved".into(),
-            ));
-        }
-    }
-    for (component, shell) in outer.into_iter().enumerate() {
-        out.solids.push(SolidRegion {
-            outer_shell: shell.ok_or_else(|| {
-                GeometryError::InvalidTopology("cuboid material has no outer shell".into())
-            })?,
-            cavity_shells: cavities[component].clone(),
-        });
-    }
-    out.revision = a
-        .brep
-        .revision
-        .max(b.brep.revision)
-        .checked_add(1)
-        .ok_or_else(|| GeometryError::LimitExceeded("boolean revision overflow".into()))?;
-    out.validate()?;
-    let face_mappings = [&a, &b]
-        .into_iter()
-        .flat_map(|input| (0..input.brep.topology.faces.len()).map(move |face| source(input, face)))
-        .map(|source| FaceMapping {
-            result_faces: out
-                .topology
-                .faces
-                .iter()
-                .filter(|face| {
-                    face.provenance.sources.iter().any(|s| {
-                        s.entity == source.entity
-                            && s.body == source.body
-                            && s.key == source.key
-                            && s.face == source.face
-                    })
-                })
-                .map(|face| face.id)
-                .collect(),
-            source,
-        })
-        .collect();
-    Ok(BooleanResult {
-        report: BooleanReport {
-            operation,
-            quality: out.quality.clone(),
-            contacts,
-            coincident,
-            face_mappings,
-        },
-        brep: out,
-    })
-}
-
-#[cfg(test)]
-mod tests {
-    use super::*;
-    use crate::analytic::{
-        exchange::export_step, ifc_exchange::prepare_ifc_body, placement::placed,
-        tessellation::tessellate,
-    };
-    fn box_at(id: &str, origin: Point3, size: Point3) -> BrepEnvelope {
-        cuboid(
-            id.into(),
-            Frame3 {
-                origin,
-                x: [1.0, 0.0, 0.0],
-                y: [0.0, 1.0, 0.0],
-                z: [0.0, 0.0, 1.0],
-            },
-            size,
-            Accuracy {
-                geometric: 1e-8,
-                intersection: 1e-9,
-                tessellation: 1e-3,
-                exchange: 1e-6,
-            },
-        )
-        .unwrap()
-    }
-    fn volume(brep: &BrepEnvelope) -> f64 {
-        let mesh = tessellate(brep, 0.01, 100_000).unwrap();
-        mesh.indices
-            .chunks_exact(3)
-            .map(|ids| {
-                let p: [Point3; 3] = std::array::from_fn(|j| {
-                    std::array::from_fn(|i| mesh.positions[3 * ids[j] as usize + i])
-                });
-                dot(p[0], crate::analytic::geometry::cross(p[1], p[2])) / 6.0
-            })
-            .sum()
-    }
-    #[test]
-    fn aligned_box_boolean_volume_topology_provenance_and_exchange() {
-        let a = box_at("host", [0.0; 3], [2.0; 3]);
-        let b = box_at("cutter", [1.0, 0.5, 0.5], [2.0; 3]);
-        for (op, expected) in [
-            (BooleanOp::Union, 13.75),
-            (BooleanOp::Intersection, 2.25),
-            (BooleanOp::Subtraction, 5.75),
-        ] {
-            let result = boolean_boxes(&a, &b, op, "result".into()).unwrap();
-            assert!((volume(&result.brep) - expected).abs() < 1e-10);
-            assert_eq!(result.brep.solids.len(), 1);
-            assert_eq!(result.report.face_mappings.len(), 12);
-            assert!(result
-                .brep
-                .topology
-                .faces
-                .iter()
-                .all(|f| !f.provenance.sources.is_empty()));
-            assert!(result
-                .brep
-                .geometry
-                .surfaces
-                .iter()
-                .all(|s| matches!(s, SurfaceGeometry::Plane { .. })));
-            let fine = tessellate(&result.brep, 0.001, 100_000).unwrap();
-            let coarse = tessellate(&result.brep, 0.1, 100_000).unwrap();
-            assert_eq!(fine.indices.len(), coarse.indices.len());
-            if op == BooleanOp::Union {
-                assert!(fine.outline_edge_ids.len() < result.brep.topology.edges.len());
-            }
-            export_step(&result.brep, "metre").unwrap();
-            prepare_ifc_body(&result.brep).unwrap();
-            if op == BooleanOp::Subtraction {
-                assert!(result
-                    .brep
-                    .topology
-                    .faces
-                    .iter()
-                    .any(|f| f.provenance.role == FaceRole::Cut
-                        && f.provenance.reversed
-                        && f.sense == Orientation::Reverse));
-            }
-        }
-    }
-    #[test]
-    fn aligned_box_cavities_split_solids_and_contacts() {
-        let a = box_at("host", [0.0; 3], [3.0; 3]);
-        let b = box_at("cavity", [1.0; 3], [1.0; 3]);
-        let result = boolean_boxes(&a, &b, BooleanOp::Subtraction, "cavity-result".into()).unwrap();
-        assert_eq!(result.brep.solids[0].cavity_shells.len(), 1);
-        assert!((volume(&result.brep) - 26.0).abs() < 1e-10);
-        let cutter = box_at("through", [1.0, -1.0, -1.0], [1.0, 5.0, 5.0]);
-        let result = boolean_boxes(&a, &cutter, BooleanOp::Subtraction, "split".into()).unwrap();
-        assert_eq!(result.brep.solids.len(), 2);
-        assert!((volume(&result.brep) - 18.0).abs() < 1e-10);
-        for (origin, solids, contacts) in [
-            ([3.0, 0.0, 0.0], 1, 4),
-            ([3.0, 3.0, 0.0], 2, 2),
-            ([3.0; 3], 2, 1),
-        ] {
-            let b = box_at("contact", origin, [3.0; 3]);
-            let result = boolean_boxes(&a, &b, BooleanOp::Union, "contact-result".into()).unwrap();
-            assert_eq!(result.brep.solids.len(), solids);
-            assert_eq!(result.report.contacts.len(), contacts);
-            let intersection =
-                boolean_boxes(&a, &b, BooleanOp::Intersection, "empty".into()).unwrap();
-            assert!(intersection.brep.solids.is_empty());
-        }
-    }
-    #[test]
-    fn aligned_box_boolean_identities_determinism_and_scale() {
-        let a = box_at("a", [0.0; 3], [2.0; 3]);
-        for op in [
-            BooleanOp::Union,
-            BooleanOp::Intersection,
-            BooleanOp::Subtraction,
-        ] {
-            let result =
-                super::super::booleans::boolean_brep(&a, &a, op, "identity".into()).unwrap();
-            let expected = if op == BooleanOp::Subtraction {
-                0.0
-            } else {
-                8.0
-            };
-            assert!((volume(&result.brep) - expected).abs() < 1e-10);
-            let repeat =
-                super::super::booleans::boolean_brep(&a, &a, op, "identity".into()).unwrap();
-            assert_eq!(
-                result.brep.to_json().unwrap(),
-                repeat.brep.to_json().unwrap()
-            );
-            assert_eq!(result.brep.revision, a.revision + 1);
-        }
-        for factor in [1e-8, 1.0, 1e5] {
-            let b = box_at("b", [1.0, 0.5, 0.5], [2.0; 3]);
-            let frame = Frame3::from_axis([0.0; 3], [0.0, 1.0, 0.0], [0.8, 0.0, 0.6]).unwrap();
-            let a = placed(&a, frame, factor).unwrap();
-            let b = placed(&b, frame, factor).unwrap();
-            let result = boolean_boxes(&a, &b, BooleanOp::Subtraction, "scaled".into()).unwrap();
-            let mesh = tessellate(&result.brep, 0.01 * factor, 100_000).unwrap();
-            let measured: f64 = mesh
-                .indices
-                .chunks_exact(3)
-                .map(|ids| {
-                    let p: [Point3; 3] = std::array::from_fn(|j| {
-                        std::array::from_fn(|i| mesh.positions[3 * ids[j] as usize + i] / factor)
-                    });
-                    dot(p[0], crate::analytic::geometry::cross(p[1], p[2])) / 6.0
-                })
-                .sum();
-            assert!((measured - 5.75).abs() < 1e-9);
-        }
-    }
-    #[test]
-    fn aligned_box_similarity_and_resolution_errors() {
-        let a = box_at("a", [0.0; 3], [2.0; 3]);
-        let b = box_at("b", [1.0, 0.5, 0.5], [2.0; 3]);
-        let frame = Frame3::from_axis([5.0, 6.0, 7.0], [0.0, 1.0, 0.0], [0.8, 0.0, 0.6]).unwrap();
-        let a = placed(&a, frame, 1.25).unwrap();
-        let b = placed(&b, frame, 1.25).unwrap();
-        let result = boolean_boxes(&a, &b, BooleanOp::Subtraction, "placed".into()).unwrap();
-        assert!((volume(&result.brep) - 5.75 * 1.25_f64.powi(3)).abs() < 1e-9);
-        let other = box_at("different-axes", [0.0; 3], [2.0; 3]);
-        assert!(matches!(
-            boolean_boxes(&a, &other, BooleanOp::Union, "gap".into()),
-            Err(GeometryError::CoverageGap { .. })
-        ));
-        let a = box_at("a", [0.0; 3], [2.0; 3]);
-        let b = box_at("b", [2.0 + 2.0 * a.accuracy.geometric, 0.0, 0.0], [2.0; 3]);
-        assert!(matches!(
-            boolean_boxes(&a, &b, BooleanOp::Union, "unresolved".into()),
-            Err(GeometryError::UnresolvedIntersection(_))
-        ));
-    }
-}
diff --git a/main/opengeometry/src/analytic/curved_layered_boolean.rs b/main/opengeometry/src/analytic/curved_layered_boolean.rs
deleted file mode 100644
index 6d826c8..0000000
--- a/main/opengeometry/src/analytic/curved_layered_boolean.rs
+++ /dev/null
@@ -1,1540 +0,0 @@
-//! Vertical subtraction for an arc-edged extrusion and a planar prism.
-//! The planar arrangement remains analytic at every height slab; the result is
-//! assembled from planar caps and planar/cylindrical side faces in one B-rep.
-
-use std::collections::{BTreeMap, VecDeque};
-
-use super::{
-    booleans::{analytic_face_mappings, brep_face_source, BooleanOp, BooleanReport, BooleanResult},
-    geometry::{add, cross, dot, norm, scale, sub, unit},
-    primitives::{boundary, plane_boundary, uv_line, Builder, Use},
-    query::{classify_point_in_shell, face_contains_uv, PointClassification},
-    topology::{
-        Accuracy, BrepEnvelope, EdgeGeometry, Face, FaceProvenance, FaceRole, GeometryQuality,
-        Orientation, Shell, SolidRegion,
-    },
-    CurveGeometry, Frame3, GeometryError, Point3, Surface, SurfaceGeometry,
-};
-use crate::{
-    geometry::poly2d::Pt2,
-    geometry::{
-        boolean2d::PlanarBooleanOp,
-        curved_boolean2d::{
-            boolean_curved_regions, intersections, winding, CurveEdge2, CurveRegion2,
-        },
-    },
-    math::interval::Interval,
-};
-
-fn coverage() -> GeometryError {
-    GeometryError::CoverageGap {
-        families: [
-            "vertical arc-edged extrusion".into(),
-            "planar cutter".into(),
-        ],
-    }
-}
-
-fn area(ring: &[CurveEdge2]) -> f64 {
-    ring.iter().map(CurveEdge2::twice_area).sum::<f64>() / 2.0
-}
-
-fn canonical_arc_start(start: f64, sweep: f64) -> f64 {
-    let lower = start.min(start + sweep);
-    lower.rem_euclid(std::f64::consts::TAU) + start - lower
-}
-
-fn reverse(ring: &[CurveEdge2]) -> Vec<CurveEdge2> {
-    ring.iter().rev().map(CurveEdge2::reverse).collect()
-}
-
-fn face_region(
-    host: &BrepEnvelope,
-    face: &Face,
-    base: Frame3,
-) -> Result<CurveRegion2, GeometryError> {
-    let read_loop = |loop_id: u32| -> Result<Vec<CurveEdge2>, GeometryError> {
-        let start = host
-            .topology
-            .loops
-            .get(loop_id as usize)
-            .ok_or_else(coverage)?
-            .start_halfedge;
-        let mut current = start;
-        let mut edges = Vec::new();
-        loop {
-            let halfedge = host
-                .topology
-                .halfedges
-                .get(current as usize)
-                .ok_or_else(coverage)?;
-            let from = base.local(
-                host.topology
-                    .vertices
-                    .get(halfedge.from as usize)
-                    .ok_or_else(coverage)?
-                    .position,
-            );
-            let to = base.local(
-                host.topology
-                    .vertices
-                    .get(halfedge.to as usize)
-                    .ok_or_else(coverage)?
-                    .position,
-            );
-            let edge = host
-                .topology
-                .edges
-                .get(halfedge.edge as usize)
-                .ok_or_else(coverage)?;
-            let EdgeGeometry::Curve { curve, range } = edge.geometry else {
-                return Err(coverage());
-            };
-            let curve = host
-                .geometry
-                .curves
-                .get(curve as usize)
-                .ok_or_else(coverage)?;
-            edges.push(match curve {
-                CurveGeometry::Line { .. } => CurveEdge2::Line {
-                    from: [from[0], from[1]],
-                    to: [to[0], to[1]],
-                },
-                CurveGeometry::Circle { frame, radius } => {
-                    if dot(frame.z, base.z).abs() < 1.0 - 1e-10 {
-                        return Err(coverage());
-                    }
-                    let centre = base.local(frame.origin);
-                    let start_angle = (from[1] - centre[1]).atan2(from[0] - centre[0]);
-                    let sense = if halfedge.geometry_use.sense == Orientation::Forward {
-                        1.0
-                    } else {
-                        -1.0
-                    };
-                    CurveEdge2::Arc {
-                        center: [centre[0], centre[1]],
-                        radius: *radius,
-                        start_angle,
-                        sweep_angle: sense * dot(frame.z, base.z).signum() * (range.hi - range.lo),
-                    }
-                }
-                _ => return Err(coverage()),
-            });
-            current = halfedge.next.ok_or_else(coverage)?;
-            if current == start {
-                break;
-            }
-            if edges.len() > host.topology.halfedges.len() {
-                return Err(coverage());
-            }
-        }
-        if edges.len() == 1 {
-            if let CurveEdge2::Arc {
-                center,
-                radius,
-                start_angle,
-                sweep_angle,
-            } = edges[0].clone()
-            {
-                if sweep_angle.abs() >= std::f64::consts::TAU - 1e-9 {
-                    edges = vec![
-                        CurveEdge2::Arc {
-                            center,
-                            radius,
-                            start_angle,
-                            sweep_angle: sweep_angle / 2.0,
-                        },
-                        CurveEdge2::Arc {
-                            center,
-                            radius,
-                            start_angle: start_angle + sweep_angle / 2.0,
-                            sweep_angle: sweep_angle / 2.0,
-                        },
-                    ];
-                }
-            }
-        }
-        Ok(edges)
-    };
-    let mut edges = read_loop(face.trim.outer)?;
-    if area(&edges) > 0.0 {
-        edges = reverse(&edges);
-    }
-    let holes = face
-        .trim
-        .holes
-        .iter()
-        .map(|loop_id| {
-            let mut ring = read_loop(*loop_id)?;
-            if area(&ring) < 0.0 {
-                ring = reverse(&ring);
-            }
-            Ok(ring)
-        })
-        .collect::<Result<Vec<_>, GeometryError>>()?;
-    Ok(CurveRegion2 {
-        outer: edges,
-        holes,
-    })
-}
-
-fn face_profile(
-    host: &BrepEnvelope,
-    base: Frame3,
-    level: f64,
-    tolerance: f64,
-) -> Result<CurveRegion2, GeometryError> {
-    let face = host
-        .topology
-        .faces
-        .iter()
-        .find(|face| {
-            matches!(host.geometry.surfaces.get(face.surface as usize),
-            Some(SurfaceGeometry::Plane { frame }) if dot(frame.z, base.z) > 1.0 - 1e-10
-            && (base.local(frame.origin)[2] - level).abs() <= tolerance)
-        })
-        .ok_or_else(coverage)?;
-    face_region(host, face, base)
-}
-
-fn sectional_regions(
-    host: &BrepEnvelope,
-    base: Frame3,
-    level: f64,
-    tolerance: f64,
-) -> Result<Vec<CurveRegion2>, GeometryError> {
-    let mut edges = Vec::new();
-    for face in &host.topology.faces {
-        let start = host.topology.loops[face.trim.outer as usize].start_halfedge;
-        let mut current = start;
-        let mut lowest = f64::INFINITY;
-        let mut highest = f64::NEG_INFINITY;
-        let mut boundary = Vec::new();
-        loop {
-            let halfedge = &host.topology.halfedges[current as usize];
-            let from = host.topology.vertices[halfedge.from as usize].position;
-            let to = host.topology.vertices[halfedge.to as usize].position;
-            for point in [from, to] {
-                let height = base.local(point)[2];
-                lowest = lowest.min(height);
-                highest = highest.max(height);
-            }
-            boundary.push((current, from, to));
-            current = halfedge.next.ok_or_else(coverage)?;
-            if current == start {
-                break;
-            }
-            if boundary.len() > host.topology.halfedges.len() {
-                return Err(coverage());
-            }
-        }
-        if level <= lowest + tolerance || level >= highest - tolerance {
-            continue;
-        }
-        if !face.trim.holes.is_empty() {
-            return Err(coverage());
-        }
-        match &host.geometry.surfaces[face.surface as usize] {
-            SurfaceGeometry::Plane { frame } if dot(frame.z, base.z).abs() > 1.0e-10 => {
-                return Err(coverage());
-            }
-            SurfaceGeometry::Cylinder { frame, .. }
-                if dot(frame.z, base.z).abs() < 1.0 - 1.0e-10 =>
-            {
-                return Err(coverage());
-            }
-            SurfaceGeometry::Plane { .. } | SurfaceGeometry::Cylinder { .. } => {}
-            _ => return Err(coverage()),
-        }
-        let bottom = boundary
-            .iter()
-            .filter(|(_, from, to)| {
-                (base.local(*from)[2] - lowest).abs() <= tolerance
-                    && (base.local(*to)[2] - lowest).abs() <= tolerance
-            })
-            .collect::<Vec<_>>();
-        if bottom.len() != 1 {
-            return Err(coverage());
-        }
-        let &(halfedge_id, from, to) = bottom[0];
-        let halfedge = &host.topology.halfedges[halfedge_id as usize];
-        let edge = &host.topology.edges[halfedge.edge as usize];
-        let EdgeGeometry::Curve { curve, range } = edge.geometry else {
-            return Err(coverage());
-        };
-        let from = base.local(from);
-        let to = base.local(to);
-        match &host.geometry.curves[curve as usize] {
-            CurveGeometry::Line { .. } => edges.push(CurveEdge2::Line {
-                from: [from[0], from[1]],
-                to: [to[0], to[1]],
-            }),
-            CurveGeometry::Circle { frame, radius } => {
-                if dot(frame.z, base.z).abs() < 1.0 - 1.0e-10 {
-                    return Err(coverage());
-                }
-                let centre = base.local(frame.origin);
-                let start_angle = (from[1] - centre[1]).atan2(from[0] - centre[0]);
-                let sense = if halfedge.geometry_use.sense == Orientation::Forward {
-                    1.0
-                } else {
-                    -1.0
-                };
-                let sweep = sense * dot(frame.z, base.z).signum() * (range.hi - range.lo);
-                if sweep.abs() >= std::f64::consts::TAU - 1.0e-9 {
-                    for half in 0..2 {
-                        edges.push(CurveEdge2::Arc {
-                            center: [centre[0], centre[1]],
-                            radius: *radius,
-                            start_angle: start_angle + sweep * half as f64 / 2.0,
-                            sweep_angle: sweep / 2.0,
-                        });
-                    }
-                } else {
-                    edges.push(CurveEdge2::Arc {
-                        center: [centre[0], centre[1]],
-                        radius: *radius,
-                        start_angle,
-                        sweep_angle: sweep,
-                    });
-                }
-            }
-            _ => return Err(coverage()),
-        }
-    }
-    let mut rings = Vec::<Vec<CurveEdge2>>::new();
-    while let Some(first) = edges.pop() {
-        let start = first.point(0.0);
-        let mut end = first.point(1.0);
-        let mut ring = vec![first];
-        while (end.x - start.x).hypot(end.z - start.z) > tolerance {
-            let matches = edges
-                .iter()
-                .enumerate()
-                .filter_map(|(index, edge)| {
-                    let from = edge.point(0.0);
-                    let to = edge.point(1.0);
-                    let forward = (from.x - end.x).hypot(from.z - end.z) <= tolerance;
-                    let reverse = (to.x - end.x).hypot(to.z - end.z) <= tolerance;
-                    (forward || reverse).then_some((index, reverse))
-                })
-                .collect::<Vec<_>>();
-            if matches.len() != 1 {
-                return Err(coverage());
-            }
-            let (index, reverse) = matches[0];
-            let mut next = edges.swap_remove(index);
-            if reverse {
-                next = next.reverse();
-            }
-            end = next.point(1.0);
-            ring.push(next);
-        }
-        if area(&ring).abs() <= tolerance * tolerance {
-            return Err(coverage());
-        }
-        rings.push(ring);
-    }
-    let mut samples = Vec::new();
-    for ring in &rings {
-        let edge = &ring[0];
-        let middle = edge.point(0.5);
-        let before = edge.point(0.49);
-        let after = edge.point(0.51);
-        let tangent = Pt2::new(after.x - before.x, after.z - before.z);
-        let length = tangent.x.hypot(tangent.z);
-        if length <= tolerance {
-            return Err(coverage());
-        }
-        let offset = (length * 0.1).min(1.0e-4).max(tolerance * 16.0);
-        let normal = Pt2::new(-tangent.z * offset / length, tangent.x * offset / length);
-        let left = Pt2::new(middle.x + normal.x, middle.z + normal.z);
-        let right = Pt2::new(middle.x - normal.x, middle.z - normal.z);
-        let left_inside = winding(left, ring, tolerance) != 0;
-        let right_inside = winding(right, ring, tolerance) != 0;
-        let sample = match (left_inside, right_inside) {
-            (true, false) => left,
-            (false, true) => right,
-            _ => return Err(coverage()),
-        };
-        samples.push(sample);
-    }
-    let depths = samples
-        .iter()
-        .enumerate()
-        .map(|(index, sample)| {
-            rings
-                .iter()
-                .enumerate()
-                .filter(|(other, ring)| *other != index && winding(*sample, ring, tolerance) != 0)
-                .count()
-        })
-        .collect::<Vec<_>>();
-    let mut regions = Vec::<(usize, CurveRegion2)>::new();
-    for (index, ring) in rings.iter().enumerate() {
-        if depths[index] % 2 == 0 {
-            regions.push((
-                index,
-                CurveRegion2 {
-                    outer: if area(ring) < 0.0 {
-                        ring.clone()
-                    } else {
-                        reverse(ring)
-                    },
-                    holes: Vec::new(),
-                },
-            ));
-        }
-    }
-    for (index, ring) in rings.iter().enumerate() {
-        if depths[index] % 2 == 0 {
-            continue;
-        }
-        let parent = regions
-            .iter()
-            .enumerate()
-            .filter(|(_, (outer, region))| {
-                depths[*outer] + 1 == depths[index]
-                    && winding(samples[index], &region.outer, tolerance) != 0
-            })
-            .map(|(parent, (_, region))| (parent, area(&region.outer).abs()))
-            .min_by(|left, right| left.1.total_cmp(&right.1))
-            .map(|(parent, _)| parent)
-            .ok_or_else(coverage)?;
-        regions[parent].1.holes.push(if area(ring) > 0.0 {
-            ring.clone()
-        } else {
-            reverse(ring)
-        });
-    }
-    Ok(regions.into_iter().map(|(_, region)| region).collect())
-}
-
-fn append_points(regions: &[CurveRegion2], points: &mut Vec<[f64; 2]>) {
-    for region in regions {
-        for ring in std::iter::once(&region.outer).chain(&region.holes) {
-            points.extend(ring.iter().map(|edge| {
-                let p = edge.point(0.0);
-                [p.x, p.z]
-            }));
-        }
-    }
-}
-
-fn split_ring(ring: &[CurveEdge2], points: &[[f64; 2]], tolerance: f64) -> Vec<CurveEdge2> {
-    ring.iter()
-        .flat_map(|edge| {
-            let mut stations = vec![0.0, 1.0];
-            for point in points {
-                if let Some(station) = edge.parameter(Pt2::new(point[0], point[1]), tolerance) {
-                    if station > 1e-10 && station < 1.0 - 1e-10 {
-                        stations.push(station);
-                    }
-                }
-            }
-            stations.sort_by(f64::total_cmp);
-            stations.dedup_by(|a, b| (*a - *b).abs() < 1e-10);
-            stations
-                .windows(2)
-                .map(|span| edge.slice(span[0], span[1]))
-                .collect::<Vec<_>>()
-        })
-        .collect()
-}
-
-fn split_regions(regions: &mut [CurveRegion2], points: &[[f64; 2]], tolerance: f64) {
-    for region in regions {
-        region.outer = split_ring(&region.outer, points, tolerance);
-        for hole in &mut region.holes {
-            *hole = split_ring(hole, points, tolerance);
-        }
-    }
-}
-
-struct Facets {
-    builder: Builder,
-    vertices: Vec<(Point3, u32)>,
-    edges: BTreeMap<(u32, u32, i64, i64, i64), (u32, u32, u32, bool)>,
-    accuracy: Accuracy,
-    base: Frame3,
-}
-
-struct SidePatch {
-    edge: CurveEdge2,
-    levels: Vec<f64>,
-    provenance: FaceProvenance,
-}
-
-fn same_side_patch(a: &SidePatch, b: &SidePatch, tolerance: f64) -> bool {
-    if std::mem::discriminant(&a.edge) != std::mem::discriminant(&b.edge)
-        || a.provenance.role != b.provenance.role
-        || a.provenance.reversed != b.provenance.reversed
-        || a.provenance.sources.len() != b.provenance.sources.len()
-        || !a
-            .provenance
-            .sources
-            .iter()
-            .zip(&b.provenance.sources)
-            .all(|(a, b)| {
-                a.entity == b.entity && a.body == b.body && a.key == b.key && a.face == b.face
-            })
-        || (a.edge.length() - b.edge.length()).abs() > tolerance
-    {
-        return false;
-    }
-    [0.0, 0.5, 1.0].into_iter().all(|station| {
-        let a = a.edge.point(station);
-        let b = b.edge.point(station);
-        (a.x - b.x).hypot(a.z - b.z) <= tolerance
-    })
-}
-
-impl Facets {
-    fn new(id: String, accuracy: Accuracy, base: Frame3) -> Result<Self, GeometryError> {
-        Ok(Self {
-            builder: Builder::new(id, accuracy)?,
-            vertices: Vec::new(),
-            edges: BTreeMap::new(),
-            accuracy,
-            base,
-        })
-    }
-
-    fn vertex(&mut self, point: Point3) -> u32 {
-        if let Some((_, id)) = self
-            .vertices
-            .iter()
-            .find(|(other, _)| norm(sub(*other, point)) <= self.accuracy.geometric / 4.0)
-        {
-            return *id;
-        }
-        let id = self.builder.vertex(point);
-        self.vertices.push((point, id));
-        id
-    }
-
-    fn edge(
-        &mut self,
-        from: Point3,
-        to: Point3,
-        middle: Point3,
-        circle: Option<([f64; 2], f64, f64, f64)>,
-    ) -> Result<(u32, u32, u32, Orientation), GeometryError> {
-        let from_id = self.vertex(from);
-        let to_id = self.vertex(to);
-        if from_id == to_id {
-            return Err(coverage());
-        }
-        let step = self.accuracy.geometric / 4.0;
-        let key = (
-            from_id.min(to_id),
-            from_id.max(to_id),
-            (middle[0] / step).round() as i64,
-            (middle[1] / step).round() as i64,
-            (middle[2] / step).round() as i64,
-        );
-        if let Some(&(id, stored_from, stored_to, forward)) = self.edges.get(&key) {
-            let same = from_id == stored_from && to_id == stored_to;
-            let orientation = if same == forward {
-                Orientation::Forward
-            } else {
-                Orientation::Reverse
-            };
-            return Ok((id, from_id, to_id, orientation));
-        }
-        let (curve, range, forward) = if let Some((centre, radius, start, sweep)) = circle {
-            let origin = self
-                .base
-                .point([centre[0], centre[1], self.base.local(from)[2]]);
-            let frame = Frame3 {
-                origin,
-                ..self.base
-            };
-            let start = canonical_arc_start(start, sweep);
-            let end = start + sweep;
-            (
-                CurveGeometry::Circle { frame, radius },
-                Interval::new(start.min(end), start.max(end))?,
-                sweep > 0.0,
-            )
-        } else {
-            let delta = sub(to, from);
-            (
-                CurveGeometry::Line {
-                    origin: from,
-                    direction: unit(delta)?,
-                },
-                Interval::new(0.0, norm(delta))?,
-                true,
-            )
-        };
-        let id = self.builder.edge(curve, range, false);
-        self.edges.insert(key, (id, from_id, to_id, forward));
-        Ok((
-            id,
-            from_id,
-            to_id,
-            if forward {
-                Orientation::Forward
-            } else {
-                Orientation::Reverse
-            },
-        ))
-    }
-
-    fn edge_at(
-        &mut self,
-        edge: &CurveEdge2,
-        level: f64,
-    ) -> Result<(u32, u32, u32, Orientation), GeometryError> {
-        let point = |t| {
-            let p = edge.point(t);
-            self.base.point([p.x, p.z, level])
-        };
-        let curve = match edge {
-            CurveEdge2::Arc {
-                center,
-                radius,
-                start_angle,
-                sweep_angle,
-            } => Some((*center, *radius, *start_angle, *sweep_angle)),
-            CurveEdge2::Line { .. } => None,
-        };
-        self.edge(point(0.0), point(1.0), point(0.5), curve)
-    }
-
-    fn cap_uses(
-        &mut self,
-        ring: &[CurveEdge2],
-        level: f64,
-        frame: Frame3,
-    ) -> Result<Vec<Use>, GeometryError> {
-        let mut uses = Vec::new();
-        for edge in ring {
-            let (id, from, to, sense) = self.edge_at(edge, level)?;
-            uses.push(plane_boundary(&self.builder, frame, id, from, to, sense)?);
-        }
-        Ok(uses)
-    }
-
-    fn cap(
-        &mut self,
-        regions: &[CurveRegion2],
-        level: f64,
-        up: bool,
-        provenance: FaceProvenance,
-    ) -> Result<(), GeometryError> {
-        let origin = self.base.point([0.0, 0.0, level]);
-        let frame = if up {
-            Frame3 {
-                origin,
-                ..self.base
-            }
-        } else {
-            Frame3 {
-                origin,
-                x: self.base.x,
-                y: scale(self.base.y, -1.0),
-                z: scale(self.base.z, -1.0),
-            }
-        };
-        for region in regions {
-            let outer = if up {
-                region.outer.clone()
-            } else {
-                reverse(&region.outer)
-            };
-            let holes = if up {
-                region.holes.clone()
-            } else {
-                region.holes.iter().map(|ring| reverse(ring)).collect()
-            };
-            let mut bounds = [[f64::INFINITY, f64::NEG_INFINITY]; 2];
-            for edge in outer.iter().chain(holes.iter().flatten()) {
-                let mut stations = vec![0.0, 0.5, 1.0];
-                if let CurveEdge2::Arc { center, radius, .. } = edge {
-                    for angle in [
-                        0.0,
-                        std::f64::consts::FRAC_PI_2,
-                        std::f64::consts::PI,
-                        3.0 * std::f64::consts::FRAC_PI_2,
-                    ] {
-                        let point = Pt2::new(
-                            center[0] + radius * angle.cos(),
-                            center[1] + radius * angle.sin(),
-                        );
-                        if let Some(station) = edge.parameter(point, self.accuracy.intersection) {
-                            stations.push(station);
-                        }
-                    }
-                }
-                for t in stations {
-                    let point = edge.point(t);
-                    let local = frame.local(self.base.point([point.x, point.z, level]));
-                    for axis in 0..2 {
-                        bounds[axis][0] = bounds[axis][0].min(local[axis]);
-                        bounds[axis][1] = bounds[axis][1].max(local[axis]);
-                    }
-                }
-            }
-            for bound in &mut bounds {
-                bound[0] -= self.accuracy.geometric;
-                bound[1] += self.accuracy.geometric;
-            }
-            let outer_uses = self.cap_uses(&outer, level, frame)?;
-            let hole_uses = holes
-                .iter()
-                .map(|ring| self.cap_uses(ring, level, frame))
-                .collect::<Result<Vec<_>, _>>()?;
-            let id = self.builder.brep.topology.faces.len();
-            self.builder.face_with_holes(
-                &format!("{}-cap-{id}", if up { "upper" } else { "lower" }),
-                SurfaceGeometry::Plane { frame },
-                bounds,
-                outer_uses,
-                hole_uses,
-            )?;
-            self.builder.brep.topology.faces[id].provenance = provenance.clone();
-        }
-        Ok(())
-    }
-
-    fn side(
-        &mut self,
-        edge: &CurveEdge2,
-        levels: &[f64],
-        provenance: FaceProvenance,
-    ) -> Result<(), GeometryError> {
-        if levels.len() < 2 || levels.windows(2).any(|span| span[1] <= span[0]) {
-            return Err(coverage());
-        }
-        let lo = levels[0];
-        let hi = *levels.last().ok_or_else(coverage)?;
-        let base = self.base;
-        let point = |t, level| {
-            let p = edge.point(t);
-            base.point([p.x, p.z, level])
-        };
-        let lower_from = point(0.0, lo);
-        let lower_to = point(1.0, lo);
-        let (bottom, bf, bt, bottom_sense) = self.edge_at(edge, lo)?;
-        let (top, tf, tt, top_sense) = self.edge_at(edge, hi)?;
-        let mut end_segments = Vec::with_capacity(levels.len() - 1);
-        let mut start_segments = Vec::with_capacity(levels.len() - 1);
-        for span in levels.windows(2) {
-            let from = point(1.0, span[0]);
-            let to = point(1.0, span[1]);
-            let (edge, from_id, to_id, sense) =
-                self.edge(from, to, scale(add(from, to), 0.5), None)?;
-            end_segments.push((edge, from_id, to_id, sense, span[0], span[1]));
-        }
-        for span in levels.windows(2).rev() {
-            let from = point(0.0, span[1]);
-            let to = point(0.0, span[0]);
-            let (edge, from_id, to_id, sense) =
-                self.edge(from, to, scale(add(from, to), 0.5), None)?;
-            start_segments.push((edge, from_id, to_id, sense, span[0], span[1]));
-        }
-        let id = self.builder.brep.topology.faces.len();
-        match edge {
-            CurveEdge2::Line { .. } => {
-                let edge_direction = unit(sub(lower_to, lower_from))?;
-                let normal = unit(cross(edge_direction, self.base.z))?;
-                let frame = Frame3::from_axis(lower_from, normal, edge_direction)?;
-                let mut uses = Vec::with_capacity(2 + 2 * end_segments.len());
-                uses.push(plane_boundary(
-                    &self.builder,
-                    frame,
-                    bottom,
-                    bf,
-                    bt,
-                    bottom_sense,
-                )?);
-                for &(edge, from, to, sense, _, _) in &end_segments {
-                    uses.push(plane_boundary(&self.builder, frame, edge, from, to, sense)?);
-                }
-                uses.push(plane_boundary(
-                    &self.builder,
-                    frame,
-                    top,
-                    tt,
-                    tf,
-                    if top_sense == Orientation::Forward {
-                        Orientation::Reverse
-                    } else {
-                        Orientation::Forward
-                    },
-                )?);
-                for &(edge, from, to, sense, _, _) in &start_segments {
-                    uses.push(plane_boundary(&self.builder, frame, edge, from, to, sense)?);
-                }
-                self.builder.face(
-                    &format!("vertical-plane-{id}"),
-                    SurfaceGeometry::Plane { frame },
-                    [
-                        [
-                            -self.accuracy.geometric,
-                            norm(sub(lower_to, lower_from)) + self.accuracy.geometric,
-                        ],
-                        [-self.accuracy.geometric, hi - lo + self.accuracy.geometric],
-                    ],
-                    uses,
-                )?;
-                // Layer boundaries are walked clockwise with material to
-                // their right; the side frame's natural normal points left.
-                self.builder.brep.topology.faces[id].sense = Orientation::Reverse;
-            }
-            CurveEdge2::Arc {
-                center,
-                radius,
-                start_angle,
-                sweep_angle,
-            } => {
-                let origin = self.base.point([center[0], center[1], 0.0]);
-                let frame = Frame3 {
-                    origin,
-                    ..self.base
-                };
-                let start_angle = canonical_arc_start(*start_angle, *sweep_angle);
-                let end_angle = start_angle + sweep_angle;
-                let mut uses = Vec::with_capacity(2 + 2 * end_segments.len());
-                uses.push(boundary(
-                    bottom,
-                    bf,
-                    bt,
-                    bottom_sense,
-                    uv_line([0.0, lo], [1.0, 0.0]),
-                ));
-                for &(edge, from, to, sense, start, end) in &end_segments {
-                    uses.push(boundary(
-                        edge,
-                        from,
-                        to,
-                        sense,
-                        if sense == Orientation::Forward {
-                            uv_line([end_angle, start], [0.0, 1.0])
-                        } else {
-                            uv_line([end_angle, end], [0.0, -1.0])
-                        },
-                    ));
-                }
-                uses.push(boundary(
-                    top,
-                    tt,
-                    tf,
-                    if top_sense == Orientation::Forward {
-                        Orientation::Reverse
-                    } else {
-                        Orientation::Forward
-                    },
-                    uv_line([0.0, hi], [1.0, 0.0]),
-                ));
-                for &(edge, from, to, sense, start, end) in &start_segments {
-                    uses.push(boundary(
-                        edge,
-                        from,
-                        to,
-                        sense,
-                        if sense == Orientation::Forward {
-                            uv_line([start_angle, end], [0.0, -1.0])
-                        } else {
-                            uv_line([start_angle, start], [0.0, 1.0])
-                        },
-                    ));
-                }
-                self.builder.face(
-                    &format!("vertical-cylinder-{id}"),
-                    SurfaceGeometry::Cylinder {
-                        frame,
-                        radius: *radius,
-                    },
-                    [
-                        [
-                            start_angle.min(end_angle) - self.accuracy.geometric / radius,
-                            start_angle.max(end_angle) + self.accuracy.geometric / radius,
-                        ],
-                        [lo - self.accuracy.geometric, hi + self.accuracy.geometric],
-                    ],
-                    uses,
-                )?;
-                // Layer outer rings are clockwise and holes counterclockwise.
-                // A counterclockwise circular edge therefore bounds an inner
-                // face; its natural radial normal points into material.
-                if *sweep_angle > 0.0 {
-                    self.builder.brep.topology.faces[id].sense = Orientation::Reverse;
-                }
-            }
-        }
-        self.builder.brep.topology.faces[id].provenance = provenance;
-        Ok(())
-    }
-}
-
-fn source_for_side(
-    brep: &BrepEnvelope,
-    point: Point3,
-    axis: Point3,
-    tolerance: f64,
-) -> Result<Vec<super::topology::FaceSource>, GeometryError> {
-    let mut sources = Vec::new();
-    for face in &brep.topology.faces {
-        let surface = brep.geometry.surface(face.surface)?;
-        let on = match surface {
-            SurfaceGeometry::Plane { frame } => {
-                let local = frame.local(point);
-                local[2].abs() <= tolerance && dot(frame.z, axis).abs() < 1.0 - 1e-10
-            }
-            SurfaceGeometry::Cylinder { frame, radius } => {
-                let local = frame.local(point);
-                (local[0].hypot(local[1]) - radius).abs() <= tolerance
-            }
-            _ => false,
-        };
-        if !on {
-            continue;
-        }
-        let hint = [
-            face.trim.uv_bounds[0].midpoint(),
-            face.trim.uv_bounds[1].midpoint(),
-        ];
-        let uv = surface.project(point, Some(hint))?;
-        match face_contains_uv(brep, face, uv)? {
-            Some(true) => sources.push(brep_face_source(brep, face.id)),
-            Some(false) => {}
-            None => return Err(coverage()),
-        }
-    }
-    Ok(sources)
-}
-
-fn contains_region_point(region: &CurveRegion2, point: Pt2, tolerance: f64) -> bool {
-    winding(point, &region.outer, tolerance) != 0
-        && region
-            .holes
-            .iter()
-            .all(|hole| winding(point, hole, tolerance) == 0)
-}
-
-// Cap ancestry only asks whether two trimmed regions share positive area. Split
-// at the same analytic edge intersections as the Boolean arrangement, then
-// probe each open boundary interval on its material side. This also handles
-// coincident circular edges without assembling a second, potentially
-// degenerate Boolean boundary solely for provenance.
-fn cap_regions_overlap(a: &CurveRegion2, b: &CurveRegion2, tolerance: f64) -> bool {
-    for (region, other) in [(a, b), (b, a)] {
-        for ring in std::iter::once(&region.outer).chain(&region.holes) {
-            for edge in ring {
-                let mut parameters = vec![0.0, 1.0];
-                for other_ring in std::iter::once(&other.outer).chain(&other.holes) {
-                    for other_edge in other_ring {
-                        parameters.extend(
-                            intersections(edge, other_edge, tolerance)
-                                .into_iter()
-                                .filter_map(|point| edge.parameter(point, tolerance)),
-                        );
-                    }
-                }
-                parameters.sort_by(f64::total_cmp);
-                parameters
-                    .dedup_by(|left, right| (*left - *right).abs() * edge.length() <= tolerance);
-                for span in parameters.windows(2) {
-                    let interval_length = (span[1] - span[0]) * edge.length();
-                    if interval_length <= tolerance * 4.0 {
-                        continue;
-                    }
-                    let midpoint = (span[0] + span[1]) / 2.0;
-                    let point = edge.point(midpoint);
-                    let tangent = edge.tangent(midpoint);
-                    let tangent_length = tangent.x.hypot(tangent.z);
-                    if tangent_length <= tolerance {
-                        continue;
-                    }
-                    let mut offset = (interval_length * 0.1).min(1.0e-4);
-                    for _ in 0..8 {
-                        if offset <= tolerance * 2.0 {
-                            break;
-                        }
-                        let probe = Pt2::new(
-                            point.x + tangent.z * offset / tangent_length,
-                            point.z - tangent.x * offset / tangent_length,
-                        );
-                        if contains_region_point(region, probe, tolerance)
-                            && contains_region_point(other, probe, tolerance)
-                        {
-                            return true;
-                        }
-                        offset *= 0.5;
-                    }
-                }
-            }
-        }
-    }
-    false
-}
-
-#[cfg(test)]
-mod cap_overlap_tests {
-    use super::*;
-
-    fn rectangle(x0: f64, z0: f64, x1: f64, z1: f64) -> CurveRegion2 {
-        let points = [[x0, z0], [x0, z1], [x1, z1], [x1, z0]];
-        CurveRegion2 {
-            outer: (0..4)
-                .map(|index| CurveEdge2::Line {
-                    from: points[index],
-                    to: points[(index + 1) % 4],
-                })
-                .collect(),
-            holes: Vec::new(),
-        }
-    }
-
-    #[test]
-    fn cap_overlap_requires_positive_shared_area() {
-        let host = rectangle(0.0, 0.0, 2.0, 2.0);
-        assert!(cap_regions_overlap(
-            &host,
-            &rectangle(1.0, 1.0, 3.0, 3.0),
-            1e-7
-        ));
-        assert!(cap_regions_overlap(
-            &host,
-            &rectangle(0.5, 0.5, 1.5, 1.5),
-            1e-7
-        ));
-        assert!(!cap_regions_overlap(
-            &host,
-            &rectangle(2.0, 0.0, 3.0, 1.0),
-            1e-7
-        ));
-        assert!(!cap_regions_overlap(
-            &host,
-            &rectangle(3.0, 0.0, 4.0, 1.0),
-            1e-7
-        ));
-    }
-
-    #[test]
-    fn cap_overlap_excludes_a_cutter_inside_a_hole() {
-        let mut host = rectangle(0.0, 0.0, 3.0, 3.0);
-        host.holes
-            .push(reverse(&rectangle(1.0, 1.0, 2.0, 2.0).outer));
-        assert!(!cap_regions_overlap(
-            &host,
-            &rectangle(1.2, 1.2, 1.8, 1.8),
-            1e-7
-        ));
-        assert!(cap_regions_overlap(
-            &host,
-            &rectangle(0.8, 1.2, 1.2, 1.8),
-            1e-7
-        ));
-    }
-}
-
-fn source_for_cap_region(
-    brep: &BrepEnvelope,
-    base: Frame3,
-    level: f64,
-    region: &CurveRegion2,
-    tolerance: f64,
-) -> Result<Vec<super::topology::FaceSource>, GeometryError> {
-    let mut candidates = Vec::new();
-    for face in &brep.topology.faces {
-        let SurfaceGeometry::Plane { frame } = brep.geometry.surface(face.surface)? else {
-            continue;
-        };
-        if dot(frame.z, base.z).abs() > 1.0 - 1.0e-10
-            && (base.local(frame.origin)[2] - level).abs() <= tolerance
-        {
-            candidates.push(face);
-        }
-    }
-    let mut sources = Vec::new();
-    for face in candidates {
-        let source_region = face_region(brep, face, base)?;
-        if cap_regions_overlap(region, &source_region, tolerance) {
-            sources.push(brep_face_source(brep, face.id));
-        }
-    }
-    Ok(sources)
-}
-
-fn cap_provenance(
-    host: &BrepEnvelope,
-    cutters: &[&BrepEnvelope],
-    base: Frame3,
-    level: f64,
-    region: &CurveRegion2,
-    tolerance: f64,
-) -> Result<FaceProvenance, GeometryError> {
-    let mut sources = source_for_cap_region(host, base, level, region, tolerance)?;
-    let mut cut = false;
-    for cutter in cutters {
-        let cutter_sources = source_for_cap_region(cutter, base, level, region, tolerance)?;
-        cut |= !cutter_sources.is_empty();
-        sources.extend(cutter_sources);
-    }
-    if sources.is_empty() {
-        return Err(coverage());
-    }
-    Ok(FaceProvenance {
-        sources,
-        role: if cut { FaceRole::Cut } else { FaceRole::Split },
-        reversed: cut,
-    })
-}
-
-fn finish(
-    mut facets: Facets,
-    a: &BrepEnvelope,
-    cutters: &[&BrepEnvelope],
-) -> Result<BooleanResult, GeometryError> {
-    let mut assigned = vec![false; facets.builder.brep.topology.faces.len()];
-    let mut outer_shells = Vec::new();
-    let mut cavity_shells = Vec::new();
-    for start in 0..assigned.len() {
-        if assigned[start] {
-            continue;
-        }
-        let shell = facets.builder.brep.topology.shells.len() as u32;
-        let mut faces = Vec::new();
-        let mut queue = VecDeque::from([start]);
-        assigned[start] = true;
-        while let Some(face) = queue.pop_front() {
-            facets.builder.brep.topology.faces[face].shell_ref = Some(shell);
-            faces.push(face as u32);
-            for halfedge in facets
-                .builder
-                .brep
-                .topology
-                .halfedges
-                .iter()
-                .filter(|edge| edge.face == Some(face as u32))
-            {
-                let twin = halfedge.twin.ok_or_else(coverage)?;
-                let adjacent = facets.builder.brep.topology.halfedges[twin as usize]
-                    .face
-                    .ok_or_else(coverage)? as usize;
-                if !assigned[adjacent] {
-                    assigned[adjacent] = true;
-                    queue.push_back(adjacent);
-                }
-            }
-        }
-        let mut signed_volume = 0.0;
-        for &face_id in &faces {
-            let face = &facets.builder.brep.topology.faces[face_id as usize];
-            let SurfaceGeometry::Plane { frame } = facets
-                .builder
-                .brep
-                .geometry
-                .surfaces
-                .get(face.surface as usize)
-                .ok_or_else(coverage)?
-            else {
-                continue;
-            };
-            let outward = dot(frame.z, facets.base.z) * face.sense.multiplier();
-            if outward.abs() <= 1.0 - 1e-10 {
-                continue;
-            }
-            let region = face_region(&facets.builder.brep, face, facets.base)?;
-            let cap_area = area(&region.outer).abs()
-                - region
-                    .holes
-                    .iter()
-                    .map(|hole| area(hole).abs())
-                    .sum::<f64>();
-            if !cap_area.is_finite() || cap_area <= facets.accuracy.geometric.powi(2) {
-                return Err(coverage());
-            }
-            signed_volume += facets.base.local(frame.origin)[2] * outward * cap_area;
-        }
-        if !signed_volume.is_finite() || signed_volume.abs() <= facets.accuracy.geometric.powi(3) {
-            return Err(coverage());
-        }
-        facets.builder.brep.topology.shells.push(Shell {
-            id: shell,
-            faces,
-            is_closed: true,
-        });
-        if signed_volume > 0.0 {
-            outer_shells.push((shell, signed_volume));
-        } else {
-            cavity_shells.push(shell);
-        }
-    }
-    for &(outer_shell, _) in &outer_shells {
-        facets.builder.brep.solids.push(SolidRegion {
-            outer_shell,
-            cavity_shells: Vec::new(),
-        });
-    }
-    for cavity_shell in cavity_shells {
-        let shell = &facets.builder.brep.topology.shells[cavity_shell as usize];
-        let face = &facets.builder.brep.topology.faces[shell.faces[0] as usize];
-        let start = facets.builder.brep.topology.loops[face.trim.outer as usize].start_halfedge;
-        let vertex = facets.builder.brep.topology.halfedges[start as usize].from;
-        let point = facets.builder.brep.topology.vertices[vertex as usize].position;
-        let mut enclosing = Vec::new();
-        for (index, &(outer_shell, volume)) in outer_shells.iter().enumerate() {
-            let outer = &facets.builder.brep.topology.shells[outer_shell as usize];
-            match classify_point_in_shell(&facets.builder.brep, &outer.faces, point)? {
-                PointClassification::Inside => enclosing.push((index, volume)),
-                PointClassification::Outside => {}
-                PointClassification::Boundary | PointClassification::Unknown => {
-                    return Err(coverage())
-                }
-            }
-        }
-        let Some(&(index, _)) = enclosing
-            .iter()
-            .min_by(|left, right| left.1.total_cmp(&right.1))
-        else {
-            return Err(coverage());
-        };
-        facets.builder.brep.solids[index]
-            .cavity_shells
-            .push(cavity_shell);
-    }
-    let mut out = facets.builder.brep;
-    out.revision = cutters
-        .iter()
-        .fold(a.revision, |revision, cutter| revision.max(cutter.revision))
-        .checked_add(1)
-        .ok_or_else(coverage)?;
-    out.validate()?;
-    let face_mappings =
-        analytic_face_mappings(&out, std::iter::once(a).chain(cutters.iter().copied()));
-    Ok(BooleanResult {
-        report: BooleanReport {
-            operation: BooleanOp::Subtraction,
-            quality: GeometryQuality::Analytic,
-            contacts: Vec::new(),
-            coincident: true,
-            face_mappings,
-        },
-        brep: out,
-    })
-}
-
-pub(super) fn subtract_vertical_arc_extrusion(
-    a: &BrepEnvelope,
-    b: &BrepEnvelope,
-    id: String,
-) -> Result<BooleanResult, GeometryError> {
-    subtract_vertical_arc_extrusion_batch(a, &[b], id)
-}
-
-pub(super) fn subtract_vertical_arc_extrusion_batch(
-    a: &BrepEnvelope,
-    cutters: &[&BrepEnvelope],
-    id: String,
-) -> Result<BooleanResult, GeometryError> {
-    if cutters.is_empty() {
-        return Err(coverage());
-    }
-    let original_host = a
-        .topology
-        .faces
-        .iter()
-        .any(|face| face.key == "top" || face.key == "upper_cap");
-    if !a
-        .geometry
-        .surfaces
-        .iter()
-        .any(|surface| matches!(surface, SurfaceGeometry::Cylinder { .. }))
-    {
-        return Err(coverage());
-    }
-    if cutters.iter().any(|cutter| {
-        cutter.solids.len() != 1
-            || cutter
-                .geometry
-                .surfaces
-                .iter()
-                .any(|surface| !matches!(surface, SurfaceGeometry::Plane { .. }))
-    }) {
-        return Err(coverage());
-    }
-    let accuracy = cutters
-        .iter()
-        .fold(a.accuracy, |accuracy, cutter| Accuracy {
-            geometric: accuracy.geometric.max(cutter.accuracy.geometric),
-            intersection: accuracy.intersection.max(cutter.accuracy.intersection),
-            tessellation: accuracy.tessellation.max(cutter.accuracy.tessellation),
-            exchange: accuracy.exchange.max(cutter.accuracy.exchange),
-        });
-    // A transverse round cut also adds a cylinder to an extruded profile.
-    // Its axis differs from the host extrusion axis, so it cannot be treated as
-    // the vertical arc support used by this layered reconstruction.
-    let cap_axes = a
-        .topology
-        .faces
-        .iter()
-        .filter(|face| {
-            face.key == "top"
-                || face.key == "upper_cap"
-                || face.key.ends_with(":top")
-                || face.key.starts_with("upper-cap-")
-        })
-        .filter_map(
-            |face| match a.geometry.surfaces.get(face.surface as usize) {
-                Some(SurfaceGeometry::Plane { frame }) => Some(frame.z),
-                _ => None,
-            },
-        )
-        .collect::<Vec<_>>();
-    let axis = a
-        .topology
-        .faces
-        .iter()
-        .find_map(
-            |face| match a.geometry.surfaces.get(face.surface as usize) {
-                Some(SurfaceGeometry::Cylinder { frame, .. })
-                    if cap_axes
-                        .iter()
-                        .any(|cap| dot(*cap, frame.z).abs() > 1.0 - 1e-10) =>
-                {
-                    Some(frame.z)
-                }
-                _ => None,
-            },
-        )
-        .ok_or_else(coverage)?;
-    let host_top = a
-        .topology
-        .faces
-        .iter()
-        .filter_map(
-            |face| match a.geometry.surfaces.get(face.surface as usize) {
-                Some(SurfaceGeometry::Plane { frame }) if dot(frame.z, axis) > 1.0 - 1e-10 => {
-                    Some(*frame)
-                }
-                _ => None,
-            },
-        )
-        .max_by(|left, right| dot(left.origin, axis).total_cmp(&dot(right.origin, axis)))
-        .ok_or_else(coverage)?;
-    let positions = a
-        .topology
-        .vertices
-        .iter()
-        .map(|vertex| host_top.local(vertex.position)[2])
-        .collect::<Vec<_>>();
-    let low = positions.iter().copied().fold(f64::INFINITY, f64::min);
-    let high = positions.iter().copied().fold(f64::NEG_INFINITY, f64::max);
-    if !low.is_finite() || high - low <= accuracy.geometric * 4.0 {
-        return Err(coverage());
-    }
-    let base = Frame3 {
-        origin: host_top.point([0.0, 0.0, low]),
-        ..host_top
-    };
-    let original_profile = if original_host {
-        Some(face_profile(a, base, high - low, accuracy.intersection)?)
-    } else {
-        None
-    };
-    let cutter_profiles = cutters
-        .iter()
-        .map(|cutter| {
-            let cutter_levels = cutter
-                .topology
-                .vertices
-                .iter()
-                .map(|vertex| base.local(vertex.position)[2])
-                .collect::<Vec<_>>();
-            let lo = cutter_levels.iter().copied().fold(f64::INFINITY, f64::min);
-            let hi = cutter_levels
-                .iter()
-                .copied()
-                .fold(f64::NEG_INFINITY, f64::max);
-            if !lo.is_finite()
-                || hi - lo <= accuracy.geometric * 4.0
-                || cutter_levels.iter().any(|level| {
-                    (level - lo).abs() > accuracy.geometric
-                        && (level - hi).abs() > accuracy.geometric
-                })
-            {
-                return Err(coverage());
-            }
-            Ok((
-                *cutter,
-                lo,
-                hi,
-                face_profile(cutter, base, hi, accuracy.intersection)?,
-            ))
-        })
-        .collect::<Result<Vec<_>, GeometryError>>()?;
-    let mut levels = vec![0.0, high - low];
-    if !original_host {
-        for vertex in &a.topology.vertices {
-            let level = base.local(vertex.position)[2];
-            if level > accuracy.geometric && level < high - low - accuracy.geometric {
-                levels.push(level);
-            }
-        }
-    }
-    for (_, lo, hi, _) in &cutter_profiles {
-        for level in [*lo, *hi] {
-            if level > accuracy.geometric && level < high - low - accuracy.geometric {
-                levels.push(level);
-            }
-        }
-    }
-    levels.sort_by(f64::total_cmp);
-    levels.dedup_by(|left, right| (*left - *right).abs() <= accuracy.geometric);
-    let mut layers = levels
-        .windows(2)
-        .map(|span| {
-            let middle = (span[0] + span[1]) / 2.0;
-            let host_regions = if let Some(profile) = &original_profile {
-                vec![profile.clone()]
-            } else {
-                sectional_regions(a, base, middle, accuracy.intersection)?
-            };
-            let active = cutter_profiles
-                .iter()
-                .filter(|(_, lo, hi, _)| middle > *lo && middle < *hi)
-                .map(|(_, _, _, profile)| profile.clone())
-                .collect::<Vec<_>>();
-            boolean_curved_regions(
-                &host_regions,
-                &active,
-                PlanarBooleanOp::Subtraction,
-                accuracy.intersection,
-            )
-            .map_err(GeometryError::UnresolvedIntersection)
-        })
-        .collect::<Result<Vec<_>, _>>()?;
-    let mut exposed_up = (1..layers.len())
-        .map(|index| {
-            boolean_curved_regions(
-                &layers[index - 1],
-                &layers[index],
-                PlanarBooleanOp::Subtraction,
-                accuracy.intersection,
-            )
-            .map_err(GeometryError::UnresolvedIntersection)
-        })
-        .collect::<Result<Vec<_>, _>>()?;
-    let mut exposed_down = (1..layers.len())
-        .map(|index| {
-            boolean_curved_regions(
-                &layers[index],
-                &layers[index - 1],
-                PlanarBooleanOp::Subtraction,
-                accuracy.intersection,
-            )
-            .map_err(GeometryError::UnresolvedIntersection)
-        })
-        .collect::<Result<Vec<_>, _>>()?;
-    let mut all_points = Vec::new();
-    for region in &layers {
-        append_points(region, &mut all_points);
-    }
-    for region in exposed_up.iter().chain(&exposed_down) {
-        append_points(region, &mut all_points);
-    }
-    for region in &mut layers {
-        split_regions(region, &all_points, accuracy.intersection);
-    }
-    for region in exposed_up.iter_mut().chain(exposed_down.iter_mut()) {
-        split_regions(region, &all_points, accuracy.intersection);
-    }
-    let mut facets = Facets::new(id, accuracy, base)?;
-    let mut side_patches = Vec::<SidePatch>::new();
-    for region in &layers[0] {
-        let provenance = cap_provenance(a, &[], base, 0.0, region, accuracy.intersection)?;
-        facets.cap(std::slice::from_ref(region), 0.0, false, provenance)?;
-    }
-    for (index, regions) in layers.iter().enumerate() {
-        let lo = levels[index];
-        let hi = levels[index + 1];
-        for region in regions {
-            for ring in std::iter::once(&region.outer).chain(&region.holes) {
-                for edge in ring {
-                    let p = edge.point(0.5);
-                    let middle = base.point([p.x, p.z, (lo + hi) / 2.0]);
-                    let from_a = source_for_side(a, middle, base.z, accuracy.intersection)?;
-                    let mut from_b = Vec::new();
-                    for cutter in cutters {
-                        from_b.extend(source_for_side(
-                            cutter,
-                            middle,
-                            base.z,
-                            accuracy.intersection,
-                        )?);
-                    }
-                    let cut = from_a.is_empty() && !from_b.is_empty();
-                    let sources = if cut { from_b } else { from_a };
-                    if sources.is_empty() {
-                        return Err(coverage());
-                    }
-                    side_patches.push(SidePatch {
-                        edge: edge.clone(),
-                        levels: vec![lo, hi],
-                        provenance: FaceProvenance {
-                            sources,
-                            role: if cut { FaceRole::Cut } else { FaceRole::Split },
-                            reversed: cut,
-                        },
-                    });
-                }
-            }
-        }
-        if index + 1 < layers.len() {
-            let cap_level = levels[index + 1];
-            for region in &exposed_up[index] {
-                let provenance =
-                    cap_provenance(a, cutters, base, cap_level, region, accuracy.intersection)?;
-                facets.cap(std::slice::from_ref(region), cap_level, true, provenance)?;
-            }
-            for region in &exposed_down[index] {
-                let provenance =
-                    cap_provenance(a, cutters, base, cap_level, region, accuracy.intersection)?;
-                facets.cap(std::slice::from_ref(region), cap_level, false, provenance)?;
-            }
-        }
-    }
-    for region in layers.last().ok_or_else(coverage)? {
-        let provenance = cap_provenance(a, &[], base, high - low, region, accuracy.intersection)?;
-        facets.cap(std::slice::from_ref(region), high - low, true, provenance)?;
-    }
-    let mut consumed = vec![false; side_patches.len()];
-    for first in 0..side_patches.len() {
-        if consumed[first] {
-            continue;
-        }
-        consumed[first] = true;
-        let mut levels = side_patches[first].levels.clone();
-        loop {
-            let candidates = (first + 1..side_patches.len())
-                .filter(|&index| {
-                    !consumed[index]
-                        && (side_patches[index].levels[0] - levels[levels.len() - 1]).abs()
-                            <= accuracy.geometric
-                        && same_side_patch(
-                            &side_patches[first],
-                            &side_patches[index],
-                            accuracy.geometric / 4.0,
-                        )
-                })
-                .collect::<Vec<_>>();
-            if candidates.len() != 1 {
-                break;
-            }
-            let next = candidates[0];
-            consumed[next] = true;
-            levels.push(side_patches[next].levels[1]);
-        }
-        facets.side(
-            &side_patches[first].edge,
-            &levels,
-            side_patches[first].provenance.clone(),
-        )?;
-    }
-    finish(facets, a, cutters)
-}
diff --git a/main/opengeometry/src/analytic/diagnostics.rs b/main/opengeometry/src/analytic/diagnostics.rs
deleted file mode 100644
index 153df67..0000000
--- a/main/opengeometry/src/analytic/diagnostics.rs
+++ /dev/null
@@ -1,43 +0,0 @@
-use super::{BrepEnvelope, GeometryError};
-use serde::Serialize;
-
-#[derive(Debug, Serialize)]
-pub struct ValidationReport {
-    pub valid: bool,
-    pub validation_level: &'static str,
-    pub error: Option<GeometryError>,
-}
-
-pub fn validate_json(serialized: &str) -> ValidationReport {
-    let result = BrepEnvelope::from_json(serialized);
-    ValidationReport {
-        valid: result.is_ok(),
-        validation_level: "v2 structure and sampled geometry residuals",
-        error: result.err(),
-    }
-}
-
-#[cfg(test)]
-mod tests {
-    use super::*;
-    use crate::analytic::topology::tests::circular_face;
-
-    #[test]
-    fn diagnostics_reject_missing_links_and_detached_curves() {
-        let brep = circular_face();
-        assert!(validate_json(&brep.to_json().unwrap()).valid);
-        let mut broken = brep.clone();
-        broken.topology.halfedges[0].next = Some(u32::MAX);
-        let report = validate_json(&serde_json::to_string(&broken).unwrap());
-        assert!(!report.valid);
-        assert!(report.error.is_some());
-        let mut broken = brep;
-        if let crate::analytic::CurveGeometry::Circle { radius, .. } =
-            &mut broken.geometry.curves[0]
-        {
-            *radius *= 1.1;
-        }
-        assert!(!validate_json(&serde_json::to_string(&broken).unwrap()).valid);
-        assert!(!validate_json("{\"schema_version\":1}").valid);
-    }
-}
diff --git a/main/opengeometry/src/analytic/exchange.rs b/main/opengeometry/src/analytic/exchange.rs
deleted file mode 100644
index 88a43e8..0000000
--- a/main/opengeometry/src/analytic/exchange.rs
+++ /dev/null
@@ -1,869 +0,0 @@
-use super::{
-    export_curve::{fit_intersection_curve, FittedIntersectionCurve},
-    geometry::{cross, dot, norm, sub, unit},
-    topology::{EdgeGeometry, GeometryQuality, Orientation, PcurveGeometry},
-    BrepEnvelope, CurveGeometry, Frame3, GeometryError, SurfaceGeometry,
-};
-use crate::export::part21::{sanitize_string_literal, Part21Writer};
-use serde::Serialize;
-
-#[derive(Debug, Serialize)]
-pub struct StepReport {
-    pub schema_version: u32,
-    pub revision: String,
-    pub length_unit: String,
-    pub quality: GeometryQuality,
-    pub faces: usize,
-    pub edges: usize,
-    pub solids: usize,
-    pub cavity_shells: usize,
-    pub collapsed_chart_uses: usize,
-    pub geometric_tolerance: f64,
-    pub exchange_error_bound: f64,
-    pub validation_level: &'static str,
-}
-
-fn real(value: f64) -> String {
-    format!("{value:.17E}")
-}
-fn refs(ids: &[usize]) -> String {
-    ids.iter()
-        .map(|id| format!("#{id}"))
-        .collect::<Vec<_>>()
-        .join(",")
-}
-fn sense(value: Orientation) -> &'static str {
-    if value == Orientation::Forward {
-        ".T."
-    } else {
-        ".F."
-    }
-}
-fn frame_error(frame: &Frame3, bounds: super::geometry::PatchBounds) -> Result<f64, GeometryError> {
-    let z = unit(frame.z)?;
-    let x = unit(sub(frame.x, z.map(|v| v * dot(frame.x, z))))?;
-    let y = cross(z, x);
-    let deviation = norm(sub(x, frame.x))
-        .max(norm(sub(y, frame.y)))
-        .max(norm(sub(z, frame.z)));
-    if deviation == 0.0 {
-        return Ok(0.0);
-    }
-    let distance = norm(std::array::from_fn(|i| {
-        (bounds.axes[i].lo - frame.origin[i])
-            .abs()
-            .max((bounds.axes[i].hi - frame.origin[i]).abs())
-    }));
-    Ok(4.0 * distance * deviation)
-}
-fn point(writer: &mut Part21Writer, value: &[f64]) -> usize {
-    writer.add_entity(format!(
-        "CARTESIAN_POINT('',({}))",
-        value.iter().map(|v| real(*v)).collect::<Vec<_>>().join(",")
-    ))
-}
-fn direction(writer: &mut Part21Writer, value: &[f64]) -> usize {
-    writer.add_entity(format!(
-        "DIRECTION('',({}))",
-        value.iter().map(|v| real(*v)).collect::<Vec<_>>().join(",")
-    ))
-}
-fn placement(writer: &mut Part21Writer, frame: &Frame3, scale: f64) -> usize {
-    let p = point(writer, &frame.origin.map(|v| v * scale));
-    let z = direction(writer, &frame.z);
-    let x = direction(writer, &frame.x);
-    writer.add_entity(format!("AXIS2_PLACEMENT_3D('',#{p},#{z},#{x})"))
-}
-fn line(
-    writer: &mut Part21Writer,
-    origin: &[f64],
-    velocity: &[f64],
-) -> Result<usize, GeometryError> {
-    let length = velocity.iter().fold(0.0_f64, |n, v| n.hypot(*v));
-    if !length.is_finite() || length == 0.0 {
-        return Err(GeometryError::UnsupportedGeometry(
-            "STEP pcurve has a singular line direction".into(),
-        ));
-    }
-    let p = point(writer, origin);
-    let d = direction(
-        writer,
-        &velocity.iter().map(|v| v / length).collect::<Vec<_>>(),
-    );
-    let v = writer.add_entity(format!("VECTOR('',#{d},{})", real(length)));
-    Ok(writer.add_entity(format!("LINE('',#{p},#{v})")))
-}
-
-fn bspline_curve(
-    writer: &mut Part21Writer,
-    controls: &[Vec<f64>],
-    knots: &[f64],
-    multiplicities: &[usize],
-) -> Result<usize, GeometryError> {
-    if controls.len() < 4 || knots.len() != multiplicities.len() {
-        return Err(GeometryError::InvalidGeometry(
-            "invalid fitted cubic curve shape".into(),
-        ));
-    }
-    let points = controls
-        .iter()
-        .map(|control| point(writer, control))
-        .collect::<Vec<_>>();
-    Ok(writer.add_entity(format!(
-        "B_SPLINE_CURVE_WITH_KNOTS('',3,({}),.UNSPECIFIED.,.F.,.F.,({}),({}),.UNSPECIFIED.)",
-        refs(&points),
-        multiplicities
-            .iter()
-            .map(usize::to_string)
-            .collect::<Vec<_>>()
-            .join(","),
-        knots
-            .iter()
-            .map(|value| real(*value))
-            .collect::<Vec<_>>()
-            .join(",")
-    )))
-}
-
-fn curve(
-    writer: &mut Part21Writer,
-    geometry: &CurveGeometry,
-    scale: f64,
-) -> Result<usize, GeometryError> {
-    Ok(match geometry {
-        CurveGeometry::Line { origin, direction } => line(
-            writer,
-            &origin.map(|v| v * scale),
-            &direction.map(|v| v * scale),
-        )?,
-        CurveGeometry::Circle { frame, radius } => {
-            let p = placement(writer, frame, scale);
-            writer.add_entity(format!("CIRCLE('',#{p},{})", real(radius * scale)))
-        }
-        CurveGeometry::Ellipse {
-            frame,
-            major_radius,
-            minor_radius,
-        } => {
-            let p = placement(writer, frame, scale);
-            writer.add_entity(format!(
-                "ELLIPSE('',#{p},{},{})",
-                real(major_radius * scale),
-                real(minor_radius * scale)
-            ))
-        }
-        CurveGeometry::Intersection { .. } => {
-            return Err(GeometryError::UnsupportedGeometry(
-                "STEP numerical branches require bounded export-curve fitting".into(),
-            ))
-        }
-    })
-}
-
-fn pcurve(
-    writer: &mut Part21Writer,
-    geometry: &PcurveGeometry,
-    surface: &SurfaceGeometry,
-    surface_id: usize,
-    context: usize,
-    scale: f64,
-    lift: [i32; 2],
-    fitted: Option<&FittedIntersectionCurve>,
-) -> Result<usize, GeometryError> {
-    // STEP cone v measures distance along a generator; the kernel uses axial height.
-    let metric = match surface {
-        SurfaceGeometry::Plane { .. } => [scale, scale],
-        SurfaceGeometry::Cylinder { .. } => [1.0, scale],
-        SurfaceGeometry::Cone { semi_angle, .. } => [1.0, scale / semi_angle.cos()],
-        _ => [1.0, 1.0],
-    };
-    let period = match surface {
-        SurfaceGeometry::Plane { .. } => [0.0, 0.0],
-        SurfaceGeometry::Torus { .. } => [std::f64::consts::TAU; 2],
-        _ => [std::f64::consts::TAU, 0.0],
-    };
-    let map_origin = |origin: [f64; 2]| {
-        std::array::from_fn::<_, 2, _>(|i| (origin[i] + f64::from(lift[i]) * period[i]) * metric[i])
-    };
-    let geometry_id = match geometry {
-        PcurveGeometry::Line2 { origin, direction } => line(
-            writer,
-            &map_origin(*origin),
-            &std::array::from_fn::<_, 2, _>(|i| direction[i] * metric[i]),
-        )?,
-        PcurveGeometry::Conic2 {
-            origin,
-            axis_a,
-            axis_b,
-        } => {
-            let a = [axis_a[0] * metric[0], axis_a[1] * metric[1], 0.0];
-            let b = [axis_b[0] * metric[0], axis_b[1] * metric[1], 0.0];
-            let ra = norm(a);
-            let rb = norm(b);
-            if !ra.is_finite()
-                || !rb.is_finite()
-                || ra == 0.0
-                || rb == 0.0
-                || dot(a.map(|v| v / ra), b.map(|v| v / rb)).abs() > 64.0 * f64::EPSILON
-            {
-                return Err(GeometryError::UnsupportedGeometry(
-                    "STEP requires an orthogonal conic pcurve parameterization".into(),
-                ));
-            }
-            let axis = if ra >= rb { a } else { b };
-            let p = point(writer, &map_origin(*origin));
-            let d = direction(writer, &axis[..2]);
-            let frame = writer.add_entity(format!("AXIS2_PLACEMENT_2D('',#{p},#{d})"));
-            if ra == rb {
-                writer.add_entity(format!("CIRCLE('',#{frame},{})", real(ra)))
-            } else {
-                writer.add_entity(format!(
-                    "ELLIPSE('',#{frame},{},{})",
-                    real(ra.max(rb)),
-                    real(ra.min(rb))
-                ))
-            }
-        }
-        PcurveGeometry::IntersectionSide { side, .. } => {
-            let fitted = fitted.ok_or_else(|| {
-                GeometryError::InvalidGeometry(
-                    "STEP intersection pcurve is missing its certified fit".into(),
-                )
-            })?;
-            let controls = fitted
-                .pcurve(*side)
-                .iter()
-                .map(|control| map_origin(*control).to_vec())
-                .collect::<Vec<_>>();
-            bspline_curve(writer, &controls, &fitted.knots, &fitted.multiplicities)?
-        }
-        PcurveGeometry::ProjectedCurve { .. } => {
-            return Err(GeometryError::UnsupportedGeometry(
-                "STEP projected pcurves require a certified exchange representation".into(),
-            ))
-        }
-    };
-    let definition = writer.add_entity(format!(
-        "DEFINITIONAL_REPRESENTATION('',(#{geometry_id}),#{context})"
-    ));
-    Ok(writer.add_entity(format!("PCURVE('',#{surface_id},#{definition})")))
-}
-
-pub(super) fn preflight(brep: &BrepEnvelope, scale: f64) -> Result<f64, GeometryError> {
-    brep.validate()?;
-    if brep.solids.is_empty()
-        || !brep.topology.wires.is_empty()
-        || brep.topology.shells.iter().any(|shell| !shell.is_closed)
-    {
-        return Err(GeometryError::UnsupportedGeometry(
-            "analytic analytic exchange export requires nonempty closed solid regions without wires".into(),
-        ));
-    }
-    if brep.topology.vertices.len()
-        + brep.topology.halfedges.len()
-        + brep.topology.faces.len()
-        + brep.geometry.curves.len()
-        + brep.geometry.surfaces.len()
-        + brep.geometry.pcurves.len()
-        + brep.geometry.intersections.len()
-        + brep.topology.edges.len()
-        + brep.topology.loops.len()
-        + brep.topology.shells.len()
-        + brep.solids.len()
-        > 100_000
-    {
-        return Err(GeometryError::LimitExceeded(
-            "analytic exchange body exceeds 100,000 geometry/topology items".into(),
-        ));
-    }
-    if brep.id.len() > 4096 || brep.topology.faces.iter().any(|face| face.key.len() > 4096) {
-        return Err(GeometryError::LimitExceeded(
-            "analytic exchange body and face labels must be at most 4 KiB".into(),
-        ));
-    }
-    let bounds = brep.bounds()?.ok_or_else(|| {
-        GeometryError::InvalidTopology("analytic exchange solid has no bounds".into())
-    })?;
-    let mut magnitude = bounds
-        .axes
-        .iter()
-        .flat_map(|axis| [axis.lo.abs(), axis.hi.abs()])
-        .fold(0.0_f64, f64::max);
-    let mut frame_bound = 0.0_f64;
-    for face in &brep.topology.faces {
-        frame_bound = frame_bound.max(frame_error(
-            brep.geometry.surface(face.surface)?.frame(),
-            bounds,
-        )?);
-        magnitude = brep
-            .geometry
-            .surface(face.surface)?
-            .frame()
-            .origin
-            .iter()
-            .fold(magnitude, |m, v| m.max(v.abs()));
-    }
-    for edge in &brep.topology.edges {
-        if let EdgeGeometry::Curve { curve, .. } = edge.geometry {
-            let origin = match &brep.geometry.curves[curve as usize] {
-                CurveGeometry::Line { origin, .. } => origin,
-                CurveGeometry::Circle { frame, .. } | CurveGeometry::Ellipse { frame, .. } => {
-                    &frame.origin
-                }
-                CurveGeometry::Intersection { .. } => continue,
-            };
-            magnitude = origin.iter().fold(magnitude, |m, v| m.max(v.abs()));
-            if let CurveGeometry::Circle { frame, .. } | CurveGeometry::Ellipse { frame, .. } =
-                &brep.geometry.curves[curve as usize]
-            {
-                frame_bound = frame_bound.max(frame_error(frame, bounds)?);
-            }
-        }
-    }
-    let exchange_bound =
-        brep.accuracy.geometric + 2.0 * frame_bound + 64.0 * f64::EPSILON * magnitude;
-    if !exchange_bound.is_finite()
-        || exchange_bound > brep.accuracy.exchange
-        || !(exchange_bound * scale).is_finite()
-    {
-        return Err(GeometryError::LimitExceeded(
-            "analytic exchange exchange budget is below geometric tolerance or coordinate precision".into(),
-        ));
-    }
-    let encoded =
-        serde_json::to_value(brep).map_err(|e| GeometryError::InvalidGeometry(e.to_string()))?;
-    fn scalable(value: &serde_json::Value, scale: f64) -> bool {
-        match value {
-            serde_json::Value::Number(v) => v.as_f64().is_some_and(|v| (v * scale).is_finite()),
-            serde_json::Value::Array(v) => v.iter().all(|v| scalable(v, scale)),
-            serde_json::Value::Object(v) => v.values().all(|v| scalable(v, scale)),
-            _ => true,
-        }
-    }
-    if !scalable(&encoded, scale) {
-        return Err(GeometryError::LimitExceeded(
-            "analytic exchange unit conversion exceeds floating-point range".into(),
-        ));
-    }
-    Ok(exchange_bound)
-}
-
-/// Coordinates in the v2 body are metres. Conversion to the selected output unit occurs here once.
-pub fn export_step(brep: &BrepEnvelope, unit: &str) -> Result<(String, StepReport), GeometryError> {
-    brep.validate()?;
-    let scale = match unit {
-        "metre" => 1.0,
-        "millimetre" => 1000.0,
-        _ => {
-            return Err(GeometryError::InvalidGeometry(
-                "STEP length unit must be metre or millimetre".into(),
-            ))
-        }
-    };
-    let mut exchange_bound = preflight(brep, scale)?;
-    let fitting_budget = brep.accuracy.exchange - exchange_bound;
-    let mut writer = Part21Writer::new("AUTOMOTIVE_DESIGN");
-    writer.set_file_name(&brep.id);
-    writer.set_description("OpenGeometry authoritative analytic BRep v2");
-    let context2 =
-        writer.add_entity("(GEOMETRIC_REPRESENTATION_CONTEXT(2) REPRESENTATION_CONTEXT('',''))");
-    let mut surfaces = vec![None; brep.geometry.surfaces.len()];
-    for face in &brep.topology.faces {
-        if surfaces[face.surface as usize].is_some() {
-            continue;
-        }
-        let surface = brep.geometry.surface(face.surface)?;
-        let frame = placement(&mut writer, surface.frame(), scale);
-        let expression = match surface {
-            SurfaceGeometry::Plane { .. } => format!("PLANE('',#{frame})"),
-            SurfaceGeometry::Sphere { radius, .. } => {
-                format!("SPHERICAL_SURFACE('',#{frame},{})", real(radius * scale))
-            }
-            SurfaceGeometry::Cylinder { radius, .. } => {
-                format!("CYLINDRICAL_SURFACE('',#{frame},{})", real(radius * scale))
-            }
-            SurfaceGeometry::Cone { semi_angle, .. } => {
-                format!("CONICAL_SURFACE('',#{frame},0.,{})", real(*semi_angle))
-            }
-            SurfaceGeometry::Torus {
-                major_radius,
-                minor_radius,
-                ..
-            } => format!(
-                "TOROIDAL_SURFACE('',#{frame},{},{})",
-                real(major_radius * scale),
-                real(minor_radius * scale)
-            ),
-        };
-        surfaces[face.surface as usize] = Some(writer.add_entity(expression));
-    }
-    let vertices: Vec<_> = brep
-        .topology
-        .vertices
-        .iter()
-        .map(|v| {
-            let p = point(&mut writer, &v.position.map(|v| v * scale));
-            writer.add_entity(format!("VERTEX_POINT('',#{p})"))
-        })
-        .collect();
-    let mut edges = vec![None; brep.topology.edges.len()];
-    let mut curves = vec![None; brep.geometry.curves.len()];
-    let mut fitted_curves = vec![None; brep.geometry.curves.len()];
-    let mut fitting_error: f64 = 0.0;
-    for edge in &brep.topology.edges {
-        let EdgeGeometry::Curve {
-            curve: curve_id,
-            range,
-        } = edge.geometry
-        else {
-            continue;
-        };
-        let geometry = &brep.geometry.curves[curve_id as usize];
-        if matches!(
-            geometry,
-            CurveGeometry::Circle { .. } | CurveGeometry::Ellipse { .. }
-        ) && range.hi - range.lo > std::f64::consts::TAU
-        {
-            return Err(GeometryError::UnsupportedGeometry(
-                "STEP edge spans more than one conic period".into(),
-            ));
-        }
-        let geometry_id = match curves[curve_id as usize] {
-            Some(id) => id,
-            None => {
-                let id = match geometry {
-                    CurveGeometry::Intersection { definition } => {
-                        if fitting_budget <= 0.0 {
-                            return Err(GeometryError::LimitExceeded(
-                                "STEP exchange budget leaves no room for numerical curve fitting"
-                                    .into(),
-                            ));
-                        }
-                        let fitted = fit_intersection_curve(
-                            &brep.geometry,
-                            *definition,
-                            fitting_budget,
-                            20_000,
-                        )?;
-                        fitting_error = fitting_error.max(fitted.error_bound);
-                        let controls = fitted
-                            .controls
-                            .iter()
-                            .map(|control| control.map(|value| value * scale).to_vec())
-                            .collect::<Vec<_>>();
-                        let id = bspline_curve(
-                            &mut writer,
-                            &controls,
-                            &fitted.knots,
-                            &fitted.multiplicities,
-                        )?;
-                        fitted_curves[curve_id as usize] = Some(fitted);
-                        id
-                    }
-                    _ => curve(&mut writer, geometry, scale)?,
-                };
-                curves[curve_id as usize] = Some(id);
-                id
-            }
-        };
-        let mut pcurves = Vec::new();
-        for use_id in [Some(edge.halfedge), edge.twin_halfedge]
-            .into_iter()
-            .flatten()
-        {
-            let use_ = &brep.topology.halfedges[use_id as usize];
-            let face = &brep.topology.faces[use_.face.ok_or_else(|| {
-                GeometryError::InvalidTopology("STEP solid edge lacks a face use".into())
-            })? as usize];
-            let pc = use_.geometry_use.pcurve.ok_or_else(|| {
-                GeometryError::InvalidTopology("STEP face use lacks a pcurve".into())
-            })?;
-            let surface_id = surfaces[face.surface as usize].ok_or_else(|| {
-                GeometryError::InvalidTopology("STEP surface was not emitted".into())
-            })?;
-            pcurves.push(pcurve(
-                &mut writer,
-                &brep.geometry.pcurves[pc as usize],
-                brep.geometry.surface(face.surface)?,
-                surface_id,
-                context2,
-                scale,
-                use_.geometry_use.periodic_lift,
-                fitted_curves[curve_id as usize].as_ref(),
-            )?);
-        }
-        let kind = if edge.chart_seam {
-            "SEAM_CURVE"
-        } else {
-            "SURFACE_CURVE"
-        };
-        let geometry_id = writer.add_entity(format!(
-            "{kind}('',#{geometry_id},({}),.CURVE_3D.)",
-            refs(&pcurves)
-        ));
-        let use_ = &brep.topology.halfedges[edge.halfedge as usize];
-        let (from, to) = if use_.geometry_use.sense == Orientation::Forward {
-            (use_.from, use_.to)
-        } else {
-            (use_.to, use_.from)
-        };
-        edges[edge.id as usize] = Some(writer.add_entity(format!(
-            "EDGE_CURVE('',#{},#{},#{geometry_id},.T.)",
-            vertices[from as usize], vertices[to as usize]
-        )));
-    }
-    let mut faces = Vec::new();
-    let mut collapsed_chart_uses = 0;
-    for face in &brep.topology.faces {
-        let mut bounds = Vec::new();
-        for loop_id in std::iter::once(&face.trim.outer).chain(&face.trim.holes) {
-            let loop_ = &brep.topology.loops[*loop_id as usize];
-            let start = loop_.start_halfedge;
-            let mut current = start;
-            let mut oriented = Vec::new();
-            for _ in 0..=brep.topology.halfedges.len() {
-                let use_ = &brep.topology.halfedges[current as usize];
-                if let Some(edge) = edges[use_.edge as usize] {
-                    oriented.push(writer.add_entity(format!(
-                        "ORIENTED_EDGE('',*,*,#{edge},{})",
-                        sense(use_.geometry_use.sense)
-                    )));
-                } else {
-                    // A collapsed chart interval contributes only its vertex to the 3D boundary.
-                    collapsed_chart_uses += 1;
-                }
-                current = use_.next.ok_or_else(|| {
-                    GeometryError::InvalidTopology("STEP loop has no next use".into())
-                })?;
-                if current == start {
-                    break;
-                }
-            }
-            let loop_geometry = if oriented.is_empty() {
-                writer.add_entity(format!(
-                    "VERTEX_LOOP('',#{})",
-                    vertices[brep.topology.halfedges[start as usize].from as usize]
-                ))
-            } else {
-                writer.add_entity(format!("EDGE_LOOP('',({}))", refs(&oriented)))
-            };
-            let kind = if loop_.is_hole {
-                "FACE_BOUND"
-            } else {
-                "FACE_OUTER_BOUND"
-            };
-            bounds.push(writer.add_entity(format!("{kind}('',#{loop_geometry},.T.)")));
-        }
-        let surface = surfaces[face.surface as usize]
-            .ok_or_else(|| GeometryError::InvalidTopology("STEP face lacks its support".into()))?;
-        faces.push(writer.add_entity(format!(
-            "ADVANCED_FACE('{}',({}),#{surface},{})",
-            sanitize_string_literal(&face.key),
-            refs(&bounds),
-            sense(face.sense)
-        )));
-    }
-    exchange_bound += fitting_error;
-    if exchange_bound > brep.accuracy.exchange {
-        return Err(GeometryError::LimitExceeded(
-            "STEP fitted curves exceed the exchange error budget".into(),
-        ));
-    }
-    let shells: Vec<_> = brep
-        .topology
-        .shells
-        .iter()
-        .map(|shell| {
-            writer.add_entity(format!(
-                "CLOSED_SHELL('',({}))",
-                refs(
-                    &shell
-                        .faces
-                        .iter()
-                        .map(|id| faces[*id as usize])
-                        .collect::<Vec<_>>()
-                )
-            ))
-        })
-        .collect();
-    let mut solids = Vec::new();
-    for (i, solid) in brep.solids.iter().enumerate() {
-        let outer = shells[solid.outer_shell as usize];
-        let name = sanitize_string_literal(&format!("{}-{i}", brep.id));
-        let expression = if solid.cavity_shells.is_empty() {
-            format!("MANIFOLD_SOLID_BREP('{name}',#{outer})")
-        } else {
-            let voids: Vec<_> = solid
-                .cavity_shells
-                .iter()
-                .map(|id| {
-                    writer.add_entity(format!(
-                        "ORIENTED_CLOSED_SHELL('',*,#{},.T.)",
-                        shells[*id as usize]
-                    ))
-                })
-                .collect();
-            format!("BREP_WITH_VOIDS('{name}',#{outer},({}))", refs(&voids))
-        };
-        solids.push(writer.add_entity(expression));
-    }
-    let prefix = if unit == "millimetre" { ".MILLI." } else { "$" };
-    let length = writer.add_entity(format!(
-        "(LENGTH_UNIT() NAMED_UNIT(*) SI_UNIT({prefix},.METRE.))"
-    ));
-    let angle = writer.add_entity("(NAMED_UNIT(*) PLANE_ANGLE_UNIT() SI_UNIT($,.RADIAN.))");
-    let solid_angle =
-        writer.add_entity("(NAMED_UNIT(*) SI_UNIT($,.STERADIAN.) SOLID_ANGLE_UNIT())");
-    let uncertainty = writer.add_entity(format!("UNCERTAINTY_MEASURE_WITH_UNIT(LENGTH_MEASURE({}),#{length},'distance_accuracy_value','exchange error bound')", real(exchange_bound * scale)));
-    let context = writer.add_entity(format!("(GEOMETRIC_REPRESENTATION_CONTEXT(3) GLOBAL_UNCERTAINTY_ASSIGNED_CONTEXT((#{uncertainty})) GLOBAL_UNIT_ASSIGNED_CONTEXT((#{length},#{angle},#{solid_angle})) REPRESENTATION_CONTEXT('',''))"));
-    let representation = writer.add_entity(format!(
-        "ADVANCED_BREP_SHAPE_REPRESENTATION('',({}),#{context})",
-        refs(&solids)
-    ));
-    let app = writer.add_entity("APPLICATION_CONTEXT('automotive design')");
-    writer.add_entity(format!(
-        "APPLICATION_PROTOCOL_DEFINITION('international standard','automotive_design',2000,#{app})"
-    ));
-    let product_context = writer.add_entity(format!("PRODUCT_CONTEXT('',#{app},'mechanical')"));
-    let name = sanitize_string_literal(&brep.id);
-    let product = writer.add_entity(format!(
-        "PRODUCT('{name}','{name}','',(#{product_context}))"
-    ));
-    let formation = writer.add_entity(format!(
-        "PRODUCT_DEFINITION_FORMATION_WITH_SPECIFIED_SOURCE('1','',#{product},.NOT_KNOWN.)"
-    ));
-    let definition_context = writer.add_entity(format!(
-        "PRODUCT_DEFINITION_CONTEXT('part definition',#{app},'design')"
-    ));
-    let definition = writer.add_entity(format!(
-        "PRODUCT_DEFINITION('','',#{formation},#{definition_context})"
-    ));
-    let shape = writer.add_entity(format!("PRODUCT_DEFINITION_SHAPE('','',#{definition})"));
-    writer.add_entity(format!(
-        "SHAPE_DEFINITION_REPRESENTATION(#{shape},#{representation})"
-    ));
-    let text = writer.build().map_err(GeometryError::InvalidGeometry)?;
-    let report = StepReport {
-        schema_version: 2, revision: brep.revision.to_string(), length_unit: unit.into(), quality: brep.quality.clone(),
-        faces: faces.len(), edges: edges.iter().flatten().count(), solids: solids.len(),
-        cavity_shells: brep.solids.iter().map(|s| s.cavity_shells.len()).sum(), collapsed_chart_uses,
-        geometric_tolerance: brep.accuracy.geometric * scale,
-        exchange_error_bound: exchange_bound * scale,
-        validation_level: "v2 structure, sampled residuals and Part-21 references; external schema/import validation pending",
-    };
-    Ok((text, report))
-}
-
-#[cfg(test)]
-mod tests {
-    use super::*;
-    use crate::analytic::{
-        booleans::{boolean_spheres, BooleanOp},
-        primitives,
-        topology::Accuracy,
-        Curve, Surface,
-    };
-    use crate::math::interval::Interval;
-    fn accuracy() -> Accuracy {
-        Accuracy {
-            geometric: 1e-8,
-            intersection: 1e-9,
-            tessellation: 0.01,
-            exchange: 1e-6,
-        }
-    }
-    fn frame() -> Frame3 {
-        Frame3::from_axis([1.0, 2.0, 3.0], [0.0, 0.0, 1.0], [1.0, 0.0, 0.0]).unwrap()
-    }
-
-    fn numerical_edge_box() -> BrepEnvelope {
-        let mut brep = primitives::cuboid(
-            "numerical-edge".into(),
-            Frame3::IDENTITY,
-            [1.0, 2.0, 3.0],
-            accuracy(),
-        )
-        .unwrap();
-        let edge = brep.topology.edges[0].clone();
-        let super::EdgeGeometry::Curve { curve, range } = edge.geometry else {
-            panic!("cuboid edge must be regular")
-        };
-        let use_a = edge.halfedge;
-        let use_b = edge.twin_halfedge.unwrap();
-        let face_a = brep.topology.halfedges[use_a as usize].face.unwrap();
-        let face_b = brep.topology.halfedges[use_b as usize].face.unwrap();
-        let surface_ids = [
-            brep.topology.faces[face_a as usize].surface,
-            brep.topology.faces[face_b as usize].surface,
-        ];
-        let evaluator = brep.geometry.curve(curve).unwrap();
-        let points = [
-            evaluator.point_at(range.lo).unwrap(),
-            evaluator.point_at(range.hi).unwrap(),
-        ];
-        let uv_a = points.map(|point| {
-            brep.geometry.surfaces[surface_ids[0] as usize]
-                .project(point, None)
-                .unwrap()
-        });
-        let uv_b = points.map(|point| {
-            brep.geometry.surfaces[surface_ids[1] as usize]
-                .project(point, None)
-                .unwrap()
-        });
-        let padding = 1e-10;
-        let tubes = std::array::from_fn(|axis| {
-            let values = if axis < 2 {
-                [uv_a[0][axis], uv_a[1][axis]]
-            } else {
-                [uv_b[0][axis - 2], uv_b[1][axis - 2]]
-            };
-            Interval::new(
-                values[0].min(values[1]) - padding,
-                values[0].max(values[1]) + padding,
-            )
-            .unwrap()
-        });
-        let definition = brep.geometry.intersections.len() as u32;
-        brep.geometry
-            .intersections
-            .push(crate::analytic::intersection::IntersectionDefinition {
-                surfaces: surface_ids,
-                anchors: vec![
-                    crate::analytic::intersection::TraceAnchor {
-                        parameter: range.lo,
-                        point: points[0],
-                        uv_a: uv_a[0],
-                        uv_b: uv_b[0],
-                    },
-                    crate::analytic::intersection::TraceAnchor {
-                        parameter: range.hi,
-                        point: points[1],
-                        uv_a: uv_a[1],
-                        uv_b: uv_b[1],
-                    },
-                ],
-                uv_tubes: vec![tubes],
-                residual_tolerance: accuracy().intersection,
-            });
-        brep.geometry.curves[curve as usize] = CurveGeometry::Intersection { definition };
-        let pcurve_a = brep.geometry.pcurves.len() as u32;
-        brep.geometry
-            .pcurves
-            .push(PcurveGeometry::IntersectionSide {
-                definition,
-                side: crate::analytic::topology::IntersectionSide::A,
-            });
-        let pcurve_b = brep.geometry.pcurves.len() as u32;
-        brep.geometry
-            .pcurves
-            .push(PcurveGeometry::IntersectionSide {
-                definition,
-                side: crate::analytic::topology::IntersectionSide::B,
-            });
-        brep.topology.halfedges[use_a as usize].geometry_use.pcurve = Some(pcurve_a);
-        brep.topology.halfedges[use_b as usize].geometry_use.pcurve = Some(pcurve_b);
-        brep.validate().unwrap();
-        brep
-    }
-    #[test]
-    fn exports_all_families_shared_edges_seams_and_explicit_poles() {
-        let bodies = [
-            primitives::cylinder("c#999's".into(), frame(), 1.0, 2.0, accuracy()).unwrap(),
-            primitives::sphere("s".into(), frame(), 1.0, accuracy()).unwrap(),
-            primitives::cone("c".into(), frame(), 1.0, 2.0, accuracy()).unwrap(),
-            primitives::frustum("f".into(), frame(), 1.0, 0.4, 2.0, accuracy()).unwrap(),
-            primitives::torus("t".into(), frame(), 2.0, 0.5, accuracy()).unwrap(),
-            primitives::annular_sector_extrusion(
-                "w".into(),
-                frame(),
-                2.0,
-                0.2,
-                1.5,
-                0.3,
-                -2.1,
-                accuracy(),
-            )
-            .unwrap(),
-        ];
-        for brep in bodies {
-            let original = brep.to_json().unwrap();
-            let (metres, report) = export_step(&brep, "metre").unwrap();
-            assert_eq!(report.faces, brep.topology.faces.len());
-            assert_eq!(metres.matches("=EDGE_CURVE(").count(), report.edges);
-            assert!(!metres.contains("POLY_LOOP"));
-            assert!(metres.contains("PCURVE("));
-            if brep.topology.edges.iter().any(|e| e.chart_seam) {
-                assert!(metres.contains("SEAM_CURVE("));
-            }
-            let (mm, _) = export_step(&brep, "millimetre").unwrap();
-            assert!(mm.contains("SI_UNIT(.MILLI.,.METRE.)"));
-            assert_ne!(metres, mm);
-            assert_eq!(original, brep.to_json().unwrap());
-        }
-    }
-
-    #[test]
-    fn numerical_intersection_edges_export_as_bounded_cubic_curves() {
-        let brep = numerical_edge_box();
-        let (step, report) = export_step(&brep, "metre").unwrap();
-        assert!(step.contains("B_SPLINE_CURVE_WITH_KNOTS"));
-        assert!(report.exchange_error_bound <= brep.accuracy.exchange);
-        let ifc = crate::analytic::ifc_exchange::prepare_ifc_body(&brep).unwrap();
-        assert!(ifc
-            .entities
-            .iter()
-            .any(|entity| entity.entity_type == "IfcBSplineCurveWithKnots"));
-        assert!(ifc.exchange_error_bound <= brep.accuracy.exchange);
-    }
-    #[test]
-    fn preserves_reversed_cut_faces_and_cavity_orientation() {
-        let a = primitives::sphere("host".into(), frame(), 2.0, accuracy()).unwrap();
-        let b = primitives::sphere("cut".into(), frame(), 0.5, accuracy()).unwrap();
-        let cavity = boolean_spheres(&a, &b, BooleanOp::Subtraction, "cavity".into())
-            .unwrap()
-            .brep;
-        let (text, report) = export_step(&cavity, "metre").unwrap();
-        assert_eq!(report.cavity_shells, 1);
-        assert!(text.contains("BREP_WITH_VOIDS("));
-        assert!(text
-            .lines()
-            .any(|line| line.contains("=ADVANCED_FACE(") && line.ends_with(",.F.);")));
-        let mut shifted = frame();
-        shifted.origin[0] += 1.7;
-        let cutter = primitives::sphere("cutter".into(), shifted, 1.0, accuracy()).unwrap();
-        let cut = boolean_spheres(&a, &cutter, BooleanOp::Subtraction, "cut".into())
-            .unwrap()
-            .brep;
-        assert!(export_step(&cut, "metre").is_ok());
-        let mut invalid = cut;
-        invalid.topology.halfedges[0].next = None;
-        assert!(matches!(
-            export_step(&invalid, "metre"),
-            Err(GeometryError::InvalidTopology(_))
-        ));
-    }
-
-    #[test]
-    fn rejects_unrepresentable_exchange_and_preserves_large_revisions() {
-        let mut brep = primitives::sphere("budget".into(), frame(), 1.0, accuracy()).unwrap();
-        brep.revision = u64::MAX;
-        let (_, report) = export_step(&brep, "metre").unwrap();
-        assert_eq!(report.revision, u64::MAX.to_string());
-        brep.accuracy.exchange = 1e-10;
-        assert!(matches!(
-            export_step(&brep, "metre"),
-            Err(GeometryError::LimitExceeded(_))
-        ));
-        brep.accuracy.exchange = 1e-6;
-        brep.id = "x".repeat(4097);
-        assert!(matches!(
-            export_step(&brep, "metre"),
-            Err(GeometryError::LimitExceeded(_))
-        ));
-        assert!(matches!(
-            export_step(&brep, "inch"),
-            Err(GeometryError::InvalidGeometry(_))
-        ));
-    }
-}
diff --git a/main/opengeometry/src/analytic/export_curve.rs b/main/opengeometry/src/analytic/export_curve.rs
deleted file mode 100644
index 3f74d65..0000000
--- a/main/opengeometry/src/analytic/export_curve.rs
+++ /dev/null
@@ -1,271 +0,0 @@
-use super::{
-    geometry::{dot, norm, sub, PatchBounds, Surface},
-    topology::{GeometryStore, IntersectionSide},
-    Curve, GeometryError, Point3, UV,
-};
-use crate::math::interval::Interval;
-
-#[derive(Clone, Debug)]
-pub struct FittedIntersectionCurve {
-    pub controls: Vec<Point3>,
-    pub pcurve_a: Vec<UV>,
-    pub pcurve_b: Vec<UV>,
-    pub knots: Vec<f64>,
-    pub multiplicities: Vec<usize>,
-    pub error_bound: f64,
-}
-
-fn point_segment_distance(point: Point3, a: Point3, b: Point3) -> f64 {
-    let chord = sub(b, a);
-    let length_squared = dot(chord, chord);
-    if length_squared == 0.0 {
-        return norm(sub(point, a));
-    }
-    let parameter = (dot(sub(point, a), chord) / length_squared).clamp(0.0, 1.0);
-    norm(sub(
-        point,
-        std::array::from_fn(|axis| a[axis] + parameter * chord[axis]),
-    ))
-}
-
-fn bounds_chord_deviation(bounds: PatchBounds, a: Point3, b: Point3) -> f64 {
-    let mut maximum: f64 = 0.0;
-    for mask in 0..8 {
-        let corner = std::array::from_fn(|axis| {
-            if mask & (1 << axis) == 0 {
-                bounds.axes[axis].lo
-            } else {
-                bounds.axes[axis].hi
-            }
-        });
-        maximum = maximum.max(point_segment_distance(corner, a, b));
-    }
-    maximum
-}
-
-fn line_controls<const N: usize>(a: [f64; N], b: [f64; N]) -> [[f64; N]; 4] {
-    [
-        a,
-        std::array::from_fn(|axis| (2.0 * a[axis] + b[axis]) / 3.0),
-        std::array::from_fn(|axis| (a[axis] + 2.0 * b[axis]) / 3.0),
-        b,
-    ]
-}
-
-pub fn fit_intersection_curve(
-    store: &GeometryStore,
-    definition_id: u32,
-    tolerance: f64,
-    max_segments: usize,
-) -> Result<FittedIntersectionCurve, GeometryError> {
-    if !tolerance.is_finite() || tolerance <= 0.0 || max_segments == 0 {
-        return Err(GeometryError::InvalidGeometry(
-            "export curve fitting requires positive tolerance and segment budget".into(),
-        ));
-    }
-    let definition = store
-        .intersections
-        .get(definition_id as usize)
-        .ok_or_else(|| GeometryError::MissingReference {
-            kind: "intersection".into(),
-            index: definition_id,
-        })?;
-    definition.validate(store)?;
-    let first = definition.anchors.first().ok_or_else(|| {
-        GeometryError::InvalidGeometry("intersection curve has no first anchor".into())
-    })?;
-    let last = definition.anchors.last().ok_or_else(|| {
-        GeometryError::InvalidGeometry("intersection curve has no last anchor".into())
-    })?;
-    let curve_id = store
-        .curves
-        .iter()
-        .position(|curve| {
-            matches!(curve, super::CurveGeometry::Intersection { definition } if *definition == definition_id)
-        })
-        .ok_or_else(|| GeometryError::MissingReference {
-            kind: "intersection curve".into(),
-            index: definition_id,
-        })?;
-    let curve = store
-        .curve(u32::try_from(curve_id).map_err(|_| {
-            GeometryError::LimitExceeded("intersection curve identifiers".into())
-        })?)?;
-    let mut stack = vec![(Interval::new(first.parameter, last.parameter)?, 0usize)];
-    let mut accepted = Vec::new();
-    let mut visits = 0usize;
-    let mut achieved: f64 = 0.0;
-    while let Some((range, depth)) = stack.pop() {
-        visits = visits
-            .checked_add(1)
-            .ok_or_else(|| GeometryError::LimitExceeded("export curve fit visits".into()))?;
-        if visits > max_segments.saturating_mul(2) {
-            return Err(GeometryError::LimitExceeded(
-                "export curve fit visits".into(),
-            ));
-        }
-        let a = curve.point_at(range.lo)?;
-        let b = curve.point_at(range.hi)?;
-        let deviation = if let Some(bound) = definition.certified_chord_deviation(range, store)? {
-            bound
-        } else {
-            bounds_chord_deviation(curve.enclose(range)?, a, b)
-        };
-        if deviation <= tolerance {
-            achieved = achieved.max(deviation);
-            accepted.push(range);
-            continue;
-        }
-        if depth >= 48 || accepted.len() + stack.len() + 2 > max_segments {
-            return Err(GeometryError::LimitExceeded(
-                "export curve fit segments".into(),
-            ));
-        }
-        let midpoint = range.midpoint();
-        stack.push((Interval::new(midpoint, range.hi)?, depth + 1));
-        stack.push((Interval::new(range.lo, midpoint)?, depth + 1));
-    }
-    accepted.sort_by(|a, b| a.lo.total_cmp(&b.lo));
-    if accepted.is_empty() {
-        return Err(GeometryError::UnresolvedIntersection(
-            "export curve fitting produced no intervals".into(),
-        ));
-    }
-    let supports = [
-        store.surface(definition.surfaces[0])?,
-        store.surface(definition.surfaces[1])?,
-    ];
-    let mut controls = Vec::with_capacity(accepted.len() * 3 + 1);
-    let mut pcurve_a = Vec::with_capacity(accepted.len() * 3 + 1);
-    let mut pcurve_b = Vec::with_capacity(accepted.len() * 3 + 1);
-    for (index, range) in accepted.iter().enumerate() {
-        let left = definition.evaluate(range.lo, store)?;
-        let right = definition.evaluate(range.hi, store)?;
-        let xyz = line_controls(left.point, right.point);
-        let uv_a = line_controls(left.uv_a, right.uv_a);
-        let uv_b = line_controls(left.uv_b, right.uv_b);
-        for sample in 0..=4 {
-            let fraction = sample as f64 / 4.0;
-            let t = range.lo + range.width() * fraction;
-            let authoritative = definition.evaluate(t, store)?;
-            let fitted: Point3 = std::array::from_fn(|axis| {
-                left.point[axis] * (1.0 - fraction) + right.point[axis] * fraction
-            });
-            if norm(sub(authoritative.point, fitted)) > tolerance {
-                return Err(GeometryError::UnresolvedIntersection(
-                    "export curve sample exceeds its certified fitting budget".into(),
-                ));
-            }
-            for (surface, (from, to)) in supports
-                .into_iter()
-                .zip([(left.uv_a, right.uv_a), (left.uv_b, right.uv_b)])
-            {
-                let pcurve: UV =
-                    std::array::from_fn(|axis| from[axis] * (1.0 - fraction) + to[axis] * fraction);
-                if norm(sub(surface.point_at(pcurve)?, fitted))
-                    > tolerance + definition.residual_tolerance
-                {
-                    return Err(GeometryError::UnresolvedIntersection(
-                        "export pcurve sample misses the fitted spatial curve".into(),
-                    ));
-                }
-                let uv = surface.project(fitted, None)?;
-                if norm(sub(surface.point_at(uv)?, fitted))
-                    > tolerance + definition.residual_tolerance
-                {
-                    return Err(GeometryError::UnresolvedIntersection(
-                        "export curve sample exceeds a retained support budget".into(),
-                    ));
-                }
-            }
-        }
-        let start = usize::from(index > 0);
-        controls.extend_from_slice(&xyz[start..]);
-        pcurve_a.extend_from_slice(&uv_a[start..]);
-        pcurve_b.extend_from_slice(&uv_b[start..]);
-    }
-    let segment_count = accepted.len();
-    let knots = (0..=segment_count).map(|value| value as f64).collect();
-    let multiplicities = (0..=segment_count)
-        .map(|index| {
-            if index == 0 || index == segment_count {
-                4
-            } else {
-                3
-            }
-        })
-        .collect();
-    Ok(FittedIntersectionCurve {
-        controls,
-        pcurve_a,
-        pcurve_b,
-        knots,
-        multiplicities,
-        error_bound: achieved,
-    })
-}
-
-impl FittedIntersectionCurve {
-    pub fn pcurve(&self, side: IntersectionSide) -> &[[f64; 2]] {
-        if side == IntersectionSide::A {
-            &self.pcurve_a
-        } else {
-            &self.pcurve_b
-        }
-    }
-}
-
-#[cfg(test)]
-mod tests {
-    use super::*;
-    use crate::analytic::{
-        intersection::SsiBudget, topology::Accuracy, universal_ssi::intersect_patches, Frame3,
-        SurfaceGeometry,
-    };
-
-    #[test]
-    fn fitted_numerical_curve_has_cubic_shape_and_support_bound() {
-        let mut store = GeometryStore::new();
-        store.surfaces = vec![
-            SurfaceGeometry::Torus {
-                frame: Frame3::IDENTITY,
-                major_radius: 2.0,
-                minor_radius: 0.5,
-            },
-            SurfaceGeometry::Plane {
-                frame: Frame3::from_axis([0.0, 0.0, 0.15], [0.35, -0.2, 1.0], [1.0, 0.0, 0.0])
-                    .unwrap(),
-            },
-        ];
-        let tau = std::f64::consts::TAU;
-        let result = intersect_patches(
-            &mut store,
-            [0, 1],
-            [
-                [Interval::new(0.0, tau).unwrap(); 2],
-                [Interval::new(-4.0, 4.0).unwrap(); 2],
-            ],
-            Accuracy {
-                geometric: 1e-5,
-                intersection: 2.5e-6,
-                tessellation: 1e-3,
-                exchange: 0.05,
-            },
-            SsiBudget::default(),
-        )
-        .unwrap();
-        let definition = match store.curves[result.curves[0].curve as usize] {
-            super::super::CurveGeometry::Intersection { definition } => definition,
-            _ => panic!("universal SSI must create an intersection definition"),
-        };
-        let fitted = fit_intersection_curve(&store, definition, 1.0, 20_000).unwrap();
-        assert!(fitted.controls.len() >= 4);
-        assert_eq!((fitted.controls.len() - 1) % 3, 0);
-        assert_eq!(fitted.controls.len(), fitted.pcurve_a.len());
-        assert_eq!(fitted.controls.len(), fitted.pcurve_b.len());
-        assert!(fitted.error_bound <= 1.0);
-        assert_eq!(fitted.knots.len(), fitted.multiplicities.len());
-        assert_eq!(fitted.multiplicities.first(), Some(&4));
-        assert_eq!(fitted.multiplicities.last(), Some(&4));
-    }
-}
diff --git a/main/opengeometry/src/analytic/face_intersection.rs b/main/opengeometry/src/analytic/face_intersection.rs
deleted file mode 100644
index 10e0698..0000000
--- a/main/opengeometry/src/analytic/face_intersection.rs
+++ /dev/null
@@ -1,1007 +0,0 @@
-use super::{
-    geometry::{PatchBounds, UVBox},
-    intersection::SsiBudget,
-    query::face_contains_uv,
-    ssi::{intersect_surfaces, SsiCurve, SsiResult},
-    topology::{Accuracy, BrepEnvelope, Face, GeometryStore, PcurveGeometry},
-    universal_ssi, Curve, GeometryError, Point3, Surface, SurfaceGeometry,
-};
-use crate::math::{
-    interval::Interval,
-    roots::{quadratic, QuadraticRoots},
-};
-
-#[derive(Clone, Copy)]
-pub struct FaceView<'a> {
-    pub brep: &'a BrepEnvelope,
-    pub face: u32,
-}
-
-pub struct IntersectionBranch {
-    pub curve: u32,
-    pub pcurves: [u32; 2],
-    pub range: Interval,
-    pub endpoints: [Point3; 2],
-}
-
-pub struct IntersectionGraph {
-    pub geometry: GeometryStore,
-    pub branches: Vec<IntersectionBranch>,
-    pub contacts: Vec<Point3>,
-    pub coincident: bool,
-}
-
-pub struct FacePairIntersection {
-    pub faces: [u32; 2],
-    pub graph: IntersectionGraph,
-}
-
-pub struct BodyIntersectionGraph {
-    pub pairs: Vec<FacePairIntersection>,
-}
-
-fn combined_accuracy(a: Accuracy, b: Accuracy) -> Accuracy {
-    Accuracy {
-        geometric: a.geometric.max(b.geometric),
-        intersection: a.intersection.max(b.intersection),
-        tessellation: a.tessellation.max(b.tessellation),
-        exchange: a.exchange.max(b.exchange),
-    }
-}
-
-fn patch_bounds_overlap(a: PatchBounds, b: PatchBounds, tolerance: f64) -> bool {
-    (0..3).all(|axis| {
-        a.axes[axis].lo <= b.axes[axis].hi + tolerance
-            && a.axes[axis].hi + tolerance >= b.axes[axis].lo
-    })
-}
-
-fn face_patch_bounds(brep: &BrepEnvelope, face: &Face) -> Result<PatchBounds, GeometryError> {
-    brep.geometry
-        .surface(face.surface)?
-        .enclose(face.trim.uv_bounds)
-}
-
-fn clip_coordinate(origin: f64, direction: f64, bounds: Interval, range: &mut [f64; 2]) -> bool {
-    if direction == 0.0 {
-        return bounds.contains(origin);
-    }
-    let mut lo = (bounds.lo - origin) / direction;
-    let mut hi = (bounds.hi - origin) / direction;
-    if lo > hi {
-        std::mem::swap(&mut lo, &mut hi);
-    }
-    range[0] = range[0].max(lo);
-    range[1] = range[1].min(hi);
-    range[0] <= range[1]
-}
-
-fn pcurve_line(store: &GeometryStore, id: u32) -> Result<([f64; 2], [f64; 2]), GeometryError> {
-    match store.pcurves.get(id as usize) {
-        Some(PcurveGeometry::Line2 { origin, direction }) => Ok((*origin, *direction)),
-        _ => Err(GeometryError::CoverageGap {
-            families: ["plane trim".into(), "nonlinear intersection pcurve".into()],
-        }),
-    }
-}
-
-fn boundary_parameters(
-    brep: &BrepEnvelope,
-    face_id: u32,
-    line_origin: [f64; 2],
-    line_direction: [f64; 2],
-    output: &mut Vec<f64>,
-) -> Result<(), GeometryError> {
-    let face = brep.topology.faces.get(face_id as usize).ok_or_else(|| {
-        GeometryError::MissingReference {
-            kind: "face".into(),
-            index: face_id,
-        }
-    })?;
-    for loop_id in std::iter::once(face.trim.outer).chain(face.trim.holes.iter().copied()) {
-        let loop_ = &brep.topology.loops[loop_id as usize];
-        let start = loop_.start_halfedge;
-        let mut current = start;
-        for _ in 0..=brep.topology.halfedges.len() {
-            let use_ = &brep.topology.halfedges[current as usize];
-            let pcurve_id = use_.geometry_use.pcurve.ok_or_else(|| {
-                GeometryError::InvalidTopology("trim boundary is missing its pcurve".into())
-            })?;
-            let edge_range = brep.topology.edges[use_.edge as usize].geometry.range();
-            let delta_cross = |a: [f64; 2], b: [f64; 2]| a[0] * b[1] - a[1] * b[0];
-            match &brep.geometry.pcurves[pcurve_id as usize] {
-                PcurveGeometry::Line2 { origin, direction } => {
-                    let determinant = delta_cross(line_direction, *direction);
-                    if determinant != 0.0 {
-                        let delta = [origin[0] - line_origin[0], origin[1] - line_origin[1]];
-                        let t = delta_cross(delta, *direction) / determinant;
-                        let s = delta_cross(delta, line_direction) / determinant;
-                        if edge_range.contains(s) {
-                            output.push(t);
-                        }
-                    }
-                }
-                PcurveGeometry::Conic2 {
-                    origin,
-                    axis_a,
-                    axis_b,
-                } => {
-                    let determinant = delta_cross(*axis_a, *axis_b);
-                    if determinant == 0.0 {
-                        return Err(GeometryError::InvalidGeometry(
-                            "degenerate planar conic trim".into(),
-                        ));
-                    }
-                    let inverse = |vector: [f64; 2]| {
-                        [
-                            delta_cross(vector, *axis_b) / determinant,
-                            delta_cross(*axis_a, vector) / determinant,
-                        ]
-                    };
-                    let offset = inverse([line_origin[0] - origin[0], line_origin[1] - origin[1]]);
-                    let rate = inverse(line_direction);
-                    let roots = quadratic(
-                        rate[0] * rate[0] + rate[1] * rate[1],
-                        2.0 * (offset[0] * rate[0] + offset[1] * rate[1]),
-                        offset[0] * offset[0] + offset[1] * offset[1] - 1.0,
-                    )?;
-                    let candidates: Vec<f64> = match roots {
-                        QuadraticRoots::Empty => Vec::new(),
-                        QuadraticRoots::One(root) => vec![root],
-                        QuadraticRoots::Two(roots) => roots.to_vec(),
-                        QuadraticRoots::IdenticallyZero => {
-                            return Err(GeometryError::UnresolvedIntersection(
-                                "intersection curve coincides with a conic trim".into(),
-                            ))
-                        }
-                    };
-                    for t in candidates {
-                        let coordinates = [offset[0] + rate[0] * t, offset[1] + rate[1] * t];
-                        let parameter = coordinates[1].atan2(coordinates[0]);
-                        let tau = std::f64::consts::TAU;
-                        if (-2..=2)
-                            .any(|turn| edge_range.contains(parameter + f64::from(turn) * tau))
-                        {
-                            output.push(t);
-                        }
-                    }
-                }
-                PcurveGeometry::ProjectedCurve { .. } | PcurveGeometry::IntersectionSide { .. } => {
-                    return Err(GeometryError::CoverageGap {
-                        families: ["plane trim".into(), "general numerical boundary".into()],
-                    })
-                }
-            }
-            current = use_.next.ok_or_else(|| {
-                GeometryError::InvalidTopology("open face loop during intersection".into())
-            })?;
-            if current == start {
-                break;
-            }
-        }
-        if current != start {
-            return Err(GeometryError::InvalidTopology(
-                "face loop does not close during intersection".into(),
-            ));
-        }
-    }
-    Ok(())
-}
-
-fn periodic_value(value: f64, bounds: Interval, period: Option<f64>) -> f64 {
-    period.map_or(value, |period| {
-        value + ((bounds.midpoint() - value) / period).round() * period
-    })
-}
-
-fn uv_in_bounds(
-    geometry: &GeometryStore,
-    surface: u32,
-    bounds: UVBox,
-    mut uv: [f64; 2],
-    tolerance: f64,
-) -> Result<bool, GeometryError> {
-    let periods = geometry.surface(surface)?.charts()[0].periods;
-    for axis in 0..2 {
-        uv[axis] = periodic_value(uv[axis], bounds[axis], periods[axis]);
-        if uv[axis] < bounds[axis].lo - tolerance || uv[axis] > bounds[axis].hi + tolerance {
-            return Ok(false);
-        }
-    }
-    Ok(true)
-}
-
-fn loop_halfedges(brep: &BrepEnvelope, loop_id: u32) -> Result<Vec<u32>, GeometryError> {
-    let loop_ = brep.topology.loops.get(loop_id as usize).ok_or_else(|| {
-        GeometryError::MissingReference {
-            kind: "loop".into(),
-            index: loop_id,
-        }
-    })?;
-    let mut current = loop_.start_halfedge;
-    let mut result = Vec::new();
-    for _ in 0..=brep.topology.halfedges.len() {
-        result.push(current);
-        current = brep.topology.halfedges[current as usize]
-            .next
-            .ok_or_else(|| GeometryError::InvalidTopology("open face loop during SSI".into()))?;
-        if current == loop_.start_halfedge {
-            return Ok(result);
-        }
-    }
-    Err(GeometryError::InvalidTopology(
-        "face loop does not close during SSI".into(),
-    ))
-}
-
-fn is_uv_box_trim(brep: &BrepEnvelope, face: &Face) -> Result<bool, GeometryError> {
-    if !face.trim.holes.is_empty() {
-        return Ok(false);
-    }
-    let surface = brep.geometry.surface(face.surface)?;
-    let periods = surface.charts()[face.trim.chart as usize].periods;
-    let tolerance = brep.accuracy.intersection;
-    let mut sides = [false; 4];
-    for halfedge in loop_halfedges(brep, face.trim.outer)? {
-        let use_ = &brep.topology.halfedges[halfedge as usize];
-        let pcurve = use_.geometry_use.pcurve.ok_or_else(|| {
-            GeometryError::InvalidTopology("trim boundary is missing its pcurve".into())
-        })?;
-        let PcurveGeometry::Line2 { origin, direction } = brep.geometry.pcurves[pcurve as usize]
-        else {
-            return Ok(false);
-        };
-        let range = brep.topology.edges[use_.edge as usize].geometry.range();
-        let mut ends: [[f64; 2]; 2] = [range.lo, range.hi].map(|parameter| {
-            std::array::from_fn(|axis| origin[axis] + direction[axis] * parameter)
-        });
-        for end in &mut ends {
-            for axis in 0..2 {
-                end[axis] = periodic_value(end[axis], face.trim.uv_bounds[axis], periods[axis]);
-            }
-        }
-        let delta = [ends[1][0] - ends[0][0], ends[1][1] - ends[0][1]];
-        let constant_axis = if delta[0].abs() <= tolerance {
-            0
-        } else if delta[1].abs() <= tolerance {
-            1
-        } else {
-            return Ok(false);
-        };
-        let varying_axis = 1 - constant_axis;
-        let constant = 0.5 * (ends[0][constant_axis] + ends[1][constant_axis]);
-        let bounds = face.trim.uv_bounds[constant_axis];
-        let side = if (constant - bounds.lo).abs() <= tolerance {
-            2 * constant_axis
-        } else if (constant - bounds.hi).abs() <= tolerance {
-            2 * constant_axis + 1
-        } else {
-            return Ok(false);
-        };
-        if ends.iter().any(|end| {
-            end[varying_axis] < face.trim.uv_bounds[varying_axis].lo - tolerance
-                || end[varying_axis] > face.trim.uv_bounds[varying_axis].hi + tolerance
-        }) {
-            return Ok(false);
-        }
-        sides[side] = true;
-    }
-    Ok(sides.into_iter().all(|present| present))
-}
-
-fn branch_inside_faces(
-    geometry: &GeometryStore,
-    branch: &SsiCurve,
-    faces: [(FaceView<'_>, &Face); 2],
-    boxes_only: bool,
-    tolerance: f64,
-    parameter: f64,
-) -> Result<bool, GeometryError> {
-    for side in 0..2 {
-        let uv = geometry.pcurve_at(branch.pcurves[side], parameter)?;
-        let inside = if boxes_only {
-            uv_in_bounds(
-                geometry,
-                side as u32,
-                faces[side].1.trim.uv_bounds,
-                uv,
-                tolerance,
-            )?
-        } else {
-            face_contains_uv(faces[side].0.brep, faces[side].1, uv)? == Some(true)
-        };
-        if !inside {
-            return Ok(false);
-        }
-    }
-    Ok(true)
-}
-
-fn transition_parameter(
-    geometry: &GeometryStore,
-    branch: &SsiCurve,
-    faces: [(FaceView<'_>, &Face); 2],
-    boxes_only: bool,
-    mut outside: f64,
-    mut inside: f64,
-    tolerance: f64,
-) -> Result<f64, GeometryError> {
-    for _ in 0..64 {
-        let middle = 0.5 * (outside + inside);
-        if branch_inside_faces(geometry, branch, faces, boxes_only, tolerance, middle)? {
-            inside = middle;
-        } else {
-            outside = middle;
-        }
-        if (inside - outside).abs() <= f64::EPSILON * middle.abs().max(1.0) * 16.0 {
-            break;
-        }
-    }
-    Ok(inside)
-}
-
-fn tube_may_enter_boxes(
-    geometry: &GeometryStore,
-    branch: &SsiCurve,
-    segment: usize,
-    bounds: [UVBox; 2],
-) -> Result<bool, GeometryError> {
-    let super::CurveGeometry::Intersection { definition } = geometry.curves[branch.curve as usize]
-    else {
-        return Ok(true);
-    };
-    let definition = &geometry.intersections[definition as usize];
-    let tube = definition.uv_tubes.get(segment).ok_or_else(|| {
-        GeometryError::InvalidGeometry("intersection branch tube is missing".into())
-    })?;
-    for side in 0..2 {
-        let definition_side = match geometry.pcurves[branch.pcurves[side] as usize] {
-            PcurveGeometry::IntersectionSide {
-                side: super::topology::IntersectionSide::A,
-                ..
-            } => 0,
-            PcurveGeometry::IntersectionSide {
-                side: super::topology::IntersectionSide::B,
-                ..
-            } => 1,
-            _ => side,
-        };
-        let periods = geometry
-            .surface(definition.surfaces[definition_side])?
-            .charts()[0]
-            .periods;
-        for axis in 0..2 {
-            let interval = tube[2 * definition_side + axis];
-            let face_bounds = bounds[side][axis];
-            let overlaps = periods[axis].map_or_else(
-                || interval.lo <= face_bounds.hi && interval.hi >= face_bounds.lo,
-                |period| {
-                    (-2..=2).any(|turn| {
-                        let shift = f64::from(turn) * period;
-                        interval.lo + shift <= face_bounds.hi
-                            && interval.hi + shift >= face_bounds.lo
-                    })
-                },
-            );
-            if !overlaps {
-                return Ok(false);
-            }
-        }
-    }
-    Ok(true)
-}
-
-fn clip_face_branch(
-    geometry: &GeometryStore,
-    branch: &SsiCurve,
-    faces: [(FaceView<'_>, &Face); 2],
-    boxes_only: bool,
-    bounds: [UVBox; 2],
-    accuracy: Accuracy,
-) -> Result<Vec<Interval>, GeometryError> {
-    let domain = branch.domain.ok_or_else(|| GeometryError::CoverageGap {
-        families: [
-            "bounded face trim".into(),
-            "unbounded intersection curve".into(),
-        ],
-    })?;
-    let mut anchors = match geometry.curves[branch.curve as usize] {
-        super::CurveGeometry::Intersection { definition } => geometry.intersections
-            [definition as usize]
-            .anchors
-            .iter()
-            .map(|anchor| anchor.parameter)
-            .collect::<Vec<_>>(),
-        _ => (0..=256)
-            .map(|index| domain.lo + domain.width() * index as f64 / 256.0)
-            .collect(),
-    };
-    anchors.retain(|parameter| domain.contains(*parameter));
-    anchors.push(domain.lo);
-    anchors.push(domain.hi);
-    anchors.sort_by(f64::total_cmp);
-    anchors.dedup_by(|left, right| (*left - *right).abs() <= f64::EPSILON * 16.0);
-
-    let mut intervals: Vec<Interval> = Vec::new();
-    for (segment, pair) in anchors.windows(2).enumerate() {
-        let subdivisions = 4;
-        for part in 0..subdivisions {
-            let lo = pair[0] + (pair[1] - pair[0]) * part as f64 / subdivisions as f64;
-            let hi = pair[0] + (pair[1] - pair[0]) * (part + 1) as f64 / subdivisions as f64;
-            let middle = 0.5 * (lo + hi);
-            let lo_inside = branch_inside_faces(
-                geometry,
-                branch,
-                faces,
-                boxes_only,
-                accuracy.intersection,
-                lo,
-            )?;
-            let middle_inside = branch_inside_faces(
-                geometry,
-                branch,
-                faces,
-                boxes_only,
-                accuracy.intersection,
-                middle,
-            )?;
-            let hi_inside = branch_inside_faces(
-                geometry,
-                branch,
-                faces,
-                boxes_only,
-                accuracy.intersection,
-                hi,
-            )?;
-            if !lo_inside && !middle_inside && !hi_inside {
-                if matches!(
-                    geometry.curves[branch.curve as usize],
-                    super::CurveGeometry::Intersection { .. }
-                ) && tube_may_enter_boxes(geometry, branch, segment, bounds)?
-                {
-                    return Err(GeometryError::UnresolvedIntersection(
-                        "bounded SSI branch may cross a trim box between certified anchors".into(),
-                    ));
-                }
-                continue;
-            }
-            let start = if lo_inside {
-                lo
-            } else if middle_inside {
-                transition_parameter(
-                    geometry,
-                    branch,
-                    faces,
-                    boxes_only,
-                    lo,
-                    middle,
-                    accuracy.intersection,
-                )?
-            } else {
-                transition_parameter(
-                    geometry,
-                    branch,
-                    faces,
-                    boxes_only,
-                    middle,
-                    hi,
-                    accuracy.intersection,
-                )?
-            };
-            let end = if hi_inside {
-                hi
-            } else if middle_inside {
-                transition_parameter(
-                    geometry,
-                    branch,
-                    faces,
-                    boxes_only,
-                    hi,
-                    middle,
-                    accuracy.intersection,
-                )?
-            } else {
-                transition_parameter(
-                    geometry,
-                    branch,
-                    faces,
-                    boxes_only,
-                    middle,
-                    lo,
-                    accuracy.intersection,
-                )?
-            };
-            let (start, end) = if start <= end {
-                (start, end)
-            } else {
-                (end, start)
-            };
-            if end - start <= accuracy.geometric {
-                continue;
-            }
-            if let Some(previous) = intervals.last_mut() {
-                // Each trim transition can carry one geometric tolerance of
-                // correction, so their shared boundary may differ by two.
-                if start - previous.hi <= accuracy.intersection.max(2.0 * accuracy.geometric) {
-                    *previous = Interval::new(previous.lo, end.max(previous.hi))?;
-                    continue;
-                }
-            }
-            intervals.push(Interval::new(start, end)?);
-        }
-    }
-    Ok(intervals)
-}
-
-fn bound_plane_cylinder_generator(
-    geometry: &GeometryStore,
-    branch: &SsiCurve,
-    faces: [&Face; 2],
-    accuracy: Accuracy,
-) -> Result<Option<Interval>, GeometryError> {
-    let super::CurveGeometry::Line { origin, direction } = geometry.curves[branch.curve as usize]
-    else {
-        return Err(GeometryError::CoverageGap {
-            families: ["plane/cylinder trim".into(), "nonlinear generator".into()],
-        });
-    };
-    let mut range = [-f64::MAX.sqrt(), f64::MAX.sqrt()];
-    for side in 0..2 {
-        let surface = geometry.surface(side as u32)?;
-        let start = surface.project(origin, None)?;
-        let next = surface.project(super::geometry::add(origin, direction), Some(start))?;
-        let periods = surface.charts()[0].periods;
-        for axis in 0..2 {
-            let bounds = faces[side].trim.uv_bounds[axis];
-            let initial = periodic_value(start[axis], bounds, periods[axis]);
-            let later = periodic_value(next[axis], bounds, periods[axis]);
-            let mut rate = later - initial;
-            if matches!(surface, SurfaceGeometry::Cylinder { .. })
-                && axis == 0
-                && rate.abs() > accuracy.intersection
-            {
-                return Err(GeometryError::CoverageGap {
-                    families: ["plane/cylinder trim".into(), "nonaxial generator".into()],
-                });
-            }
-            if matches!(surface, SurfaceGeometry::Cylinder { .. }) && axis == 0 {
-                rate = 0.0;
-            }
-            if !clip_coordinate(initial, rate, bounds, &mut range) {
-                return Ok(None);
-            }
-        }
-    }
-    if !range[0].is_finite() || !range[1].is_finite() || range[1] - range[0] <= accuracy.geometric {
-        return Ok(None);
-    }
-    Ok(Some(Interval::new(range[0], range[1])?))
-}
-
-fn intersect_bounded_surfaces(
-    geometry: &mut GeometryStore,
-    faces: [&Face; 2],
-    accuracy: Accuracy,
-) -> Result<SsiResult, GeometryError> {
-    let planar_pair = geometry
-        .surfaces
-        .iter()
-        .take(2)
-        .all(|surface| matches!(surface, SurfaceGeometry::Plane { .. }));
-    let plane_cylinder_pair = geometry.surfaces.len() >= 2
-        && matches!(
-            (&geometry.surfaces[0], &geometry.surfaces[1]),
-            (
-                SurfaceGeometry::Plane { .. },
-                SurfaceGeometry::Cylinder { .. }
-            ) | (
-                SurfaceGeometry::Cylinder { .. },
-                SurfaceGeometry::Plane { .. }
-            )
-        );
-    match intersect_surfaces(geometry, 0, 1, accuracy) {
-        Ok(mut result) if plane_cylinder_pair => {
-            let mut bounded = Vec::new();
-            for mut branch in result.curves {
-                if branch.domain.is_none() {
-                    branch.domain =
-                        bound_plane_cylinder_generator(geometry, &branch, faces, accuracy)?;
-                }
-                if branch.domain.is_some() {
-                    bounded.push(branch);
-                }
-            }
-            result.curves = bounded;
-            Ok(result)
-        }
-        Ok(result) if planar_pair || result.curves.iter().all(|curve| curve.domain.is_some()) => {
-            Ok(result)
-        }
-        Ok(_) | Err(GeometryError::CoverageGap { .. }) => universal_ssi::intersect_patches(
-            geometry,
-            [0, 1],
-            [faces[0].trim.uv_bounds, faces[1].trim.uv_bounds],
-            accuracy,
-            SsiBudget::default(),
-        ),
-        Err(error) => Err(error),
-    }
-}
-
-pub fn intersect_faces(
-    a: FaceView<'_>,
-    b: FaceView<'_>,
-) -> Result<IntersectionGraph, GeometryError> {
-    a.brep.validate()?;
-    b.brep.validate()?;
-    let face_a = a.brep.topology.faces.get(a.face as usize).ok_or_else(|| {
-        GeometryError::MissingReference {
-            kind: "face".into(),
-            index: a.face,
-        }
-    })?;
-    let face_b = b.brep.topology.faces.get(b.face as usize).ok_or_else(|| {
-        GeometryError::MissingReference {
-            kind: "face".into(),
-            index: b.face,
-        }
-    })?;
-    let planar = matches!(
-        a.brep.geometry.surfaces[face_a.surface as usize],
-        SurfaceGeometry::Plane { .. }
-    ) && matches!(
-        b.brep.geometry.surfaces[face_b.surface as usize],
-        SurfaceGeometry::Plane { .. }
-    );
-    let boxes_only = !planar && is_uv_box_trim(a.brep, face_a)? && is_uv_box_trim(b.brep, face_b)?;
-    let mut geometry = GeometryStore::new();
-    geometry
-        .surfaces
-        .push(a.brep.geometry.surfaces[face_a.surface as usize].clone());
-    geometry
-        .surfaces
-        .push(b.brep.geometry.surfaces[face_b.surface as usize].clone());
-    let accuracy = combined_accuracy(a.brep.accuracy, b.brep.accuracy);
-    let result = intersect_bounded_surfaces(&mut geometry, [face_a, face_b], accuracy)?;
-    let contacts = result
-        .contacts
-        .into_iter()
-        .filter_map(|point| {
-            let ua = geometry.surfaces[0].project(point, None).ok()?;
-            let ub = geometry.surfaces[1].project(point, None).ok()?;
-            (face_contains_uv(a.brep, face_a, ua).ok()? == Some(true)
-                && face_contains_uv(b.brep, face_b, ub).ok()? == Some(true))
-            .then_some(point)
-        })
-        .collect();
-    let mut branches = Vec::new();
-    for branch in result.curves {
-        if !planar {
-            for range in clip_face_branch(
-                &geometry,
-                &branch,
-                [(a, face_a), (b, face_b)],
-                boxes_only,
-                [face_a.trim.uv_bounds, face_b.trim.uv_bounds],
-                accuracy,
-            )? {
-                let curve = geometry.curve(branch.curve)?;
-                branches.push(IntersectionBranch {
-                    curve: branch.curve,
-                    pcurves: branch.pcurves,
-                    range,
-                    endpoints: [curve.point_at(range.lo)?, curve.point_at(range.hi)?],
-                });
-            }
-            continue;
-        }
-        let (origin_a, direction_a) = pcurve_line(&geometry, branch.pcurves[0])?;
-        let (origin_b, direction_b) = pcurve_line(&geometry, branch.pcurves[1])?;
-        let mut range = branch
-            .domain
-            .map_or([-f64::MAX.sqrt(), f64::MAX.sqrt()], |range| {
-                [range.lo, range.hi]
-            });
-        for (origin, direction, face) in [
-            (origin_a, direction_a, face_a),
-            (origin_b, direction_b, face_b),
-        ] {
-            for axis in 0..2 {
-                if !clip_coordinate(
-                    origin[axis],
-                    direction[axis],
-                    face.trim.uv_bounds[axis],
-                    &mut range,
-                ) {
-                    range[0] = 1.0;
-                    range[1] = 0.0;
-                    break;
-                }
-            }
-        }
-        if range[0] > range[1] {
-            continue;
-        }
-        let mut splits = vec![range[0], range[1]];
-        boundary_parameters(a.brep, a.face, origin_a, direction_a, &mut splits)?;
-        boundary_parameters(b.brep, b.face, origin_b, direction_b, &mut splits)?;
-        splits.retain(|value| *value >= range[0] && *value <= range[1] && value.is_finite());
-        splits.sort_by(f64::total_cmp);
-        splits.dedup_by(|left, right| (*left - *right).abs() <= accuracy.intersection);
-        for interval in splits.windows(2) {
-            if interval[1] - interval[0] <= accuracy.geometric {
-                continue;
-            }
-            let midpoint = interval[0] / 2.0 + interval[1] / 2.0;
-            let uv_a = geometry.pcurve_at(branch.pcurves[0], midpoint)?;
-            let uv_b = geometry.pcurve_at(branch.pcurves[1], midpoint)?;
-            if face_contains_uv(a.brep, face_a, uv_a)? != Some(true)
-                || face_contains_uv(b.brep, face_b, uv_b)? != Some(true)
-            {
-                continue;
-            }
-            let range = Interval::new(interval[0], interval[1])?;
-            let curve = geometry.curve(branch.curve)?;
-            branches.push(IntersectionBranch {
-                curve: branch.curve,
-                pcurves: branch.pcurves,
-                range,
-                endpoints: [curve.point_at(range.lo)?, curve.point_at(range.hi)?],
-            });
-        }
-    }
-    Ok(IntersectionGraph {
-        geometry,
-        branches,
-        contacts,
-        coincident: result.coincident,
-    })
-}
-
-pub fn intersect_breps(
-    a: &BrepEnvelope,
-    b: &BrepEnvelope,
-) -> Result<BodyIntersectionGraph, GeometryError> {
-    a.validate()?;
-    b.validate()?;
-    let accuracy = combined_accuracy(a.accuracy, b.accuracy);
-    let bounds_a = a
-        .topology
-        .faces
-        .iter()
-        .map(|face| face_patch_bounds(a, face))
-        .collect::<Result<Vec<_>, _>>()?;
-    let bounds_b = b
-        .topology
-        .faces
-        .iter()
-        .map(|face| face_patch_bounds(b, face))
-        .collect::<Result<Vec<_>, _>>()?;
-    let mut pairs = Vec::new();
-    for (face_a, bounds_a) in a.topology.faces.iter().zip(&bounds_a) {
-        for (face_b, bounds_b) in b.topology.faces.iter().zip(&bounds_b) {
-            if !patch_bounds_overlap(*bounds_a, *bounds_b, accuracy.intersection) {
-                continue;
-            }
-            let graph = intersect_faces(
-                FaceView {
-                    brep: a,
-                    face: face_a.id,
-                },
-                FaceView {
-                    brep: b,
-                    face: face_b.id,
-                },
-            )
-            .map_err(|error| match error {
-                GeometryError::UnresolvedIntersection(message) => {
-                    GeometryError::UnresolvedIntersection(format!(
-                        "face pair {}:{}: {message}",
-                        face_a.id, face_b.id
-                    ))
-                }
-                other => other,
-            })?;
-            if graph.coincident || !graph.branches.is_empty() || !graph.contacts.is_empty() {
-                pairs.push(FacePairIntersection {
-                    faces: [face_a.id, face_b.id],
-                    graph,
-                });
-            }
-        }
-    }
-    Ok(BodyIntersectionGraph { pairs })
-}
-
-#[cfg(test)]
-mod tests {
-    use super::*;
-    use crate::analytic::{
-        geometry::{norm, sub},
-        primitives,
-        topology::Accuracy,
-        CurveGeometry, Frame3,
-    };
-
-    fn accuracy() -> Accuracy {
-        Accuracy {
-            geometric: 1e-8,
-            intersection: 1e-9,
-            tessellation: 0.01,
-            exchange: 1e-5,
-        }
-    }
-
-    #[test]
-    fn plane_face_graph_clips_the_shared_curve_to_both_trims() {
-        let a = primitives::cuboid("a".into(), Frame3::IDENTITY, [2.0; 3], accuracy()).unwrap();
-        let b = primitives::cuboid(
-            "b".into(),
-            Frame3 {
-                origin: [-1.0, 0.5, 1.0],
-                ..Frame3::IDENTITY
-            },
-            [2.0; 3],
-            accuracy(),
-        )
-        .unwrap();
-        let graph = intersect_faces(
-            FaceView { brep: &a, face: 1 },
-            FaceView { brep: &b, face: 3 },
-        )
-        .unwrap();
-        assert_eq!(graph.branches.len(), 1);
-        let mut endpoints = graph.branches[0].endpoints;
-        endpoints.sort_by(|a, b| a[1].total_cmp(&b[1]));
-        for (point, expected_y) in endpoints.into_iter().zip([0.5, 2.0]) {
-            assert!((point[0] - 1.0).abs() <= accuracy().intersection);
-            assert!((point[1] - expected_y).abs() <= accuracy().intersection);
-            assert!((point[2] - 2.0).abs() <= accuracy().intersection);
-        }
-    }
-
-    #[test]
-    fn vertical_plane_cylinder_generators_remain_exact_and_bounded() {
-        let quarter = std::f64::consts::FRAC_PI_2;
-        let host = primitives::arc_edged_extrusion(
-            "arc-profile".into(),
-            Frame3::IDENTITY,
-            vec![
-                primitives::ProfileEdge::Arc {
-                    center: [0.0, 0.0],
-                    radius: 2.0,
-                    start_angle: 0.0,
-                    sweep_angle: quarter,
-                },
-                primitives::ProfileEdge::Line {
-                    from: [0.0, 2.0],
-                    to: [0.0, 1.5],
-                },
-                primitives::ProfileEdge::Arc {
-                    center: [0.0, 0.0],
-                    radius: 1.5,
-                    start_angle: quarter,
-                    sweep_angle: -quarter,
-                },
-                primitives::ProfileEdge::Line {
-                    from: [1.5, 0.0],
-                    to: [2.0, 0.0],
-                },
-            ],
-            3.0,
-            accuracy(),
-        )
-        .unwrap();
-        let cutter = primitives::cuboid(
-            "opening".into(),
-            Frame3 {
-                origin: [1.1, 0.9, 0.5],
-                ..Frame3::IDENTITY
-            },
-            [1.0, 0.35, 1.5],
-            accuracy(),
-        )
-        .unwrap();
-        let graph = intersect_breps(&host, &cutter).unwrap();
-        assert!(!graph.pairs.is_empty());
-        let branches = graph
-            .pairs
-            .iter()
-            .flat_map(|pair| &pair.graph.branches)
-            .collect::<Vec<_>>();
-        assert!(!branches.is_empty());
-        for pair in &graph.pairs {
-            for branch in &pair.graph.branches {
-                assert!(branch.range.lo.is_finite() && branch.range.hi.is_finite());
-                assert!(!matches!(
-                    pair.graph.geometry.curves[branch.curve as usize],
-                    CurveGeometry::Intersection { .. }
-                ));
-            }
-        }
-    }
-
-    #[test]
-    fn bounded_nonparallel_cylinder_faces_use_universal_ssi() {
-        let accuracy = Accuracy {
-            geometric: 1e-5,
-            intersection: 2.5e-6,
-            tessellation: 0.01,
-            exchange: 1e-5,
-        };
-        let a = primitives::cylinder(
-            "a".into(),
-            Frame3 {
-                origin: [0.0, 0.0, -2.0],
-                ..Frame3::IDENTITY
-            },
-            1.0,
-            4.0,
-            accuracy,
-        )
-        .unwrap();
-        let b_frame =
-            Frame3::from_axis([-1.0, 0.0, 0.2], [1.0, 0.0, 0.0], [0.0, 0.0, 1.0]).unwrap();
-        let b = primitives::cylinder("b".into(), b_frame, 0.6, 2.0, accuracy).unwrap();
-        let graph = intersect_faces(
-            FaceView { brep: &a, face: 0 },
-            FaceView { brep: &b, face: 0 },
-        )
-        .unwrap();
-        assert!(!graph.branches.is_empty());
-        for branch in &graph.branches {
-            assert!(matches!(
-                graph.geometry.curves[branch.curve as usize],
-                CurveGeometry::Intersection { .. }
-            ));
-            let parameter = branch.range.midpoint();
-            let point = graph
-                .geometry
-                .curve(branch.curve)
-                .unwrap()
-                .point_at(parameter)
-                .unwrap();
-            for side in 0..2 {
-                let uv = graph
-                    .geometry
-                    .pcurve_at(branch.pcurves[side], parameter)
-                    .unwrap();
-                let support = graph.geometry.surfaces[side].point_at(uv).unwrap();
-                assert!(norm(sub(point, support)) <= accuracy.intersection);
-            }
-        }
-    }
-
-    #[test]
-    fn body_graph_uses_patch_bounds_before_face_pair_ssi() {
-        let accuracy = Accuracy {
-            geometric: 1e-5,
-            intersection: 2.5e-6,
-            tessellation: 0.01,
-            exchange: 1e-5,
-        };
-        let a = primitives::cylinder(
-            "a".into(),
-            Frame3 {
-                origin: [0.0, 0.0, -2.0],
-                ..Frame3::IDENTITY
-            },
-            1.0,
-            4.0,
-            accuracy,
-        )
-        .unwrap();
-        let b = primitives::cylinder(
-            "b".into(),
-            Frame3::from_axis([-2.0, 0.0, 0.2], [1.0, 0.0, 0.0], [0.0, 0.0, 1.0]).unwrap(),
-            0.6,
-            4.0,
-            accuracy,
-        )
-        .unwrap();
-        let graph = intersect_breps(&a, &b).unwrap();
-        assert_eq!(graph.pairs.len(), 1);
-        assert_eq!(graph.pairs[0].faces, [0, 0]);
-        assert_eq!(graph.pairs[0].graph.branches.len(), 2);
-    }
-}
diff --git a/main/opengeometry/src/analytic/geometry.rs b/main/opengeometry/src/analytic/geometry.rs
deleted file mode 100644
index f820e44..0000000
--- a/main/opengeometry/src/analytic/geometry.rs
+++ /dev/null
@@ -1,802 +0,0 @@
-use super::GeometryError;
-use crate::math::{finite, interval::Interval};
-use serde::{Deserialize, Serialize};
-
-pub type Point3 = [f64; 3];
-pub type UV = [f64; 2];
-pub type UVBox = [Interval; 2];
-
-pub(crate) fn add(a: Point3, b: Point3) -> Point3 {
-    std::array::from_fn(|i| a[i] + b[i])
-}
-pub(crate) fn sub(a: Point3, b: Point3) -> Point3 {
-    std::array::from_fn(|i| a[i] - b[i])
-}
-pub(crate) fn scale(a: Point3, s: f64) -> Point3 {
-    a.map(|v| v * s)
-}
-pub(crate) fn dot(a: Point3, b: Point3) -> f64 {
-    a[0].mul_add(b[0], a[1].mul_add(b[1], a[2] * b[2]))
-}
-pub(crate) fn cross(a: Point3, b: Point3) -> Point3 {
-    [
-        a[1] * b[2] - a[2] * b[1],
-        a[2] * b[0] - a[0] * b[2],
-        a[0] * b[1] - a[1] * b[0],
-    ]
-}
-pub(crate) fn norm(a: Point3) -> f64 {
-    a[0].hypot(a[1]).hypot(a[2])
-}
-pub(crate) fn unit(a: Point3) -> Result<Point3, GeometryError> {
-    let n = finite(norm(a))?;
-    if n == 0.0 {
-        return Err(GeometryError::SingularParameterization);
-    }
-    checked(a.map(|value| value / n))
-}
-fn checked(p: Point3) -> Result<Point3, GeometryError> {
-    for v in p {
-        finite(v)?;
-    }
-    Ok(p)
-}
-
-#[derive(Clone, Copy, Debug, PartialEq, Serialize, Deserialize)]
-#[serde(deny_unknown_fields)]
-pub struct Frame3 {
-    pub origin: Point3,
-    pub x: Point3,
-    pub y: Point3,
-    pub z: Point3,
-}
-
-impl Frame3 {
-    pub const IDENTITY: Self = Self {
-        origin: [0.0; 3],
-        x: [1.0, 0.0, 0.0],
-        y: [0.0, 1.0, 0.0],
-        z: [0.0, 0.0, 1.0],
-    };
-
-    pub fn from_axis(
-        origin: Point3,
-        axis: Point3,
-        reference: Point3,
-    ) -> Result<Self, GeometryError> {
-        checked(origin)?;
-        let z = unit(axis)?;
-        let x = unit(sub(reference, scale(z, dot(z, reference))))?;
-        let y = unit(cross(z, x))?;
-        let frame = Self { origin, x, y, z };
-        frame.validate()?;
-        Ok(frame)
-    }
-
-    pub fn validate(&self) -> Result<(), GeometryError> {
-        for v in [self.origin, self.x, self.y, self.z] {
-            checked(v)?;
-        }
-        if [self.x, self.y, self.z]
-            .iter()
-            .any(|&v| (norm(v) - 1.0).abs() > 1e-12)
-            || dot(self.x, self.y).abs() > 1e-12
-            || dot(self.x, self.z).abs() > 1e-12
-            || dot(self.y, self.z).abs() > 1e-12
-            || norm(sub(cross(self.x, self.y), self.z)) > 1e-12
-        {
-            return Err(GeometryError::InvalidGeometry(
-                "frame must be right-handed and orthonormal".into(),
-            ));
-        }
-        Ok(())
-    }
-
-    pub fn vector(&self, p: Point3) -> Point3 {
-        add(
-            add(scale(self.x, p[0]), scale(self.y, p[1])),
-            scale(self.z, p[2]),
-        )
-    }
-    pub fn point(&self, p: Point3) -> Point3 {
-        add(self.origin, self.vector(p))
-    }
-    pub fn local(&self, p: Point3) -> Point3 {
-        let d = sub(p, self.origin);
-        [dot(d, self.x), dot(d, self.y), dot(d, self.z)]
-    }
-
-    fn bounds(&self, local: [Interval; 3]) -> Result<PatchBounds, GeometryError> {
-        let mut axes = [Interval::point(0.0)?; 3];
-        for i in 0..3 {
-            axes[i] = Interval::point(self.origin[i])?
-                .add(local[0].mul(Interval::point(self.x[i])?)?)?
-                .add(local[1].mul(Interval::point(self.y[i])?)?)?
-                .add(local[2].mul(Interval::point(self.z[i])?)?)?;
-        }
-        Ok(PatchBounds { axes })
-    }
-}
-
-#[derive(Clone, Copy, Debug, Serialize, Deserialize)]
-pub struct PatchBounds {
-    pub axes: [Interval; 3],
-}
-impl PatchBounds {
-    pub fn contains(&self, point: Point3) -> bool {
-        (0..3).all(|i| self.axes[i].contains(point[i]))
-    }
-    pub fn overlaps(&self, other: &Self) -> bool {
-        (0..3).all(|i| self.axes[i].overlaps(other.axes[i]))
-    }
-}
-
-#[derive(Clone, Copy, Debug)]
-pub struct SurfaceChart {
-    pub domain: [[f64; 2]; 2],
-    pub periods: [Option<f64>; 2],
-    pub singular_v: &'static [f64],
-}
-const PLANE_CHART: [SurfaceChart; 1] = [SurfaceChart {
-    domain: [[-f64::MAX, f64::MAX]; 2],
-    periods: [None, None],
-    singular_v: &[],
-}];
-const SPHERE_CHART: [SurfaceChart; 1] = [SurfaceChart {
-    domain: [
-        [0.0, std::f64::consts::TAU],
-        [-std::f64::consts::FRAC_PI_2, std::f64::consts::FRAC_PI_2],
-    ],
-    periods: [Some(std::f64::consts::TAU), None],
-    singular_v: &[-std::f64::consts::FRAC_PI_2, std::f64::consts::FRAC_PI_2],
-}];
-const CYLINDER_CHART: [SurfaceChart; 1] = [SurfaceChart {
-    domain: [[0.0, std::f64::consts::TAU], [-f64::MAX, f64::MAX]],
-    periods: [Some(std::f64::consts::TAU), None],
-    singular_v: &[],
-}];
-const CONE_CHART: [SurfaceChart; 1] = [SurfaceChart {
-    domain: [[0.0, std::f64::consts::TAU], [0.0, f64::MAX]],
-    periods: [Some(std::f64::consts::TAU), None],
-    singular_v: &[0.0],
-}];
-const TORUS_CHART: [SurfaceChart; 1] = [SurfaceChart {
-    domain: [[0.0, std::f64::consts::TAU]; 2],
-    periods: [Some(std::f64::consts::TAU); 2],
-    singular_v: &[],
-}];
-
-#[derive(Clone, Debug, Serialize, Deserialize)]
-#[serde(tag = "kind", deny_unknown_fields)]
-pub enum SurfaceGeometry {
-    Plane {
-        frame: Frame3,
-    },
-    Sphere {
-        frame: Frame3,
-        radius: f64,
-    },
-    Cylinder {
-        frame: Frame3,
-        radius: f64,
-    },
-    Cone {
-        frame: Frame3,
-        semi_angle: f64,
-    },
-    Torus {
-        frame: Frame3,
-        major_radius: f64,
-        minor_radius: f64,
-    },
-}
-
-#[derive(Clone, Copy, Debug)]
-pub struct SurfaceJet2 {
-    pub point: Point3,
-    pub du: Point3,
-    pub dv: Point3,
-    pub duu: Point3,
-    pub duv: Point3,
-    pub dvv: Point3,
-}
-
-pub trait Surface {
-    fn point_at(&self, uv: UV) -> Result<Point3, GeometryError>;
-    fn normal_at(&self, uv: UV) -> Result<Point3, GeometryError>;
-    fn derivatives(&self, uv: UV) -> Result<SurfaceJet2, GeometryError>;
-    fn project(&self, p: Point3, hint: Option<UV>) -> Result<UV, GeometryError>;
-    fn charts(&self) -> &[SurfaceChart];
-    fn enclose(&self, domain: UVBox) -> Result<PatchBounds, GeometryError>;
-}
-
-impl SurfaceGeometry {
-    pub fn frame(&self) -> &Frame3 {
-        match self {
-            Self::Plane { frame }
-            | Self::Sphere { frame, .. }
-            | Self::Cylinder { frame, .. }
-            | Self::Cone { frame, .. }
-            | Self::Torus { frame, .. } => frame,
-        }
-    }
-    pub fn validate(&self) -> Result<(), GeometryError> {
-        self.frame().validate()?;
-        let valid = match self {
-            Self::Plane { .. } => true,
-            Self::Sphere { radius, .. } | Self::Cylinder { radius, .. } => {
-                radius.is_finite() && *radius > 0.0
-            }
-            Self::Cone { semi_angle, .. } => {
-                semi_angle.is_finite()
-                    && *semi_angle > 0.0
-                    && *semi_angle < std::f64::consts::FRAC_PI_2
-            }
-            Self::Torus {
-                major_radius,
-                minor_radius,
-                ..
-            } => {
-                major_radius.is_finite()
-                    && minor_radius.is_finite()
-                    && *minor_radius > 0.0
-                    && major_radius > minor_radius
-            }
-        };
-        if !valid {
-            return Err(GeometryError::InvalidGeometry(
-                "invalid radius, cone angle, or ring torus".into(),
-            ));
-        }
-        Ok(())
-    }
-
-    fn check_uv(&self, uv: UV) -> Result<(), GeometryError> {
-        self.validate()?;
-        for x in uv {
-            finite(x)?;
-        }
-        if matches!(self, Self::Sphere { .. }) && uv[1].abs() > std::f64::consts::FRAC_PI_2
-            || matches!(self, Self::Cone { .. }) && uv[1] < 0.0
-        {
-            return Err(GeometryError::InvalidGeometry(
-                "UV outside surface domain".into(),
-            ));
-        }
-        Ok(())
-    }
-
-    pub(crate) fn parameter_in_domain(&self, uv: UV) -> bool {
-        uv.into_iter().all(f64::is_finite)
-            && (!matches!(self, Self::Sphere { .. }) || uv[1].abs() <= std::f64::consts::FRAC_PI_2)
-            && (!matches!(self, Self::Cone { .. }) || uv[1] >= 0.0)
-    }
-}
-
-fn lift(angle: f64, hint: Option<f64>) -> f64 {
-    hint.map_or(angle, |h| {
-        angle + ((h - angle) / std::f64::consts::TAU).round() * std::f64::consts::TAU
-    })
-}
-
-impl Surface for SurfaceGeometry {
-    fn point_at(&self, uv: UV) -> Result<Point3, GeometryError> {
-        Ok(self.derivatives(uv)?.point)
-    }
-
-    fn derivatives(&self, uv: UV) -> Result<SurfaceJet2, GeometryError> {
-        self.check_uv(uv)?;
-        let (su, cu) = uv[0].sin_cos();
-        let (sv, cv) = uv[1].sin_cos();
-        let radial = [cu, su, 0.0];
-        let tangent = [-su, cu, 0.0];
-        let z = [0.0, 0.0, 1.0];
-        let zero = [0.0; 3];
-        let (p, du, dv, duu, duv, dvv) = match self {
-            Self::Plane { .. } => (
-                [uv[0], uv[1], 0.0],
-                [1.0, 0.0, 0.0],
-                [0.0, 1.0, 0.0],
-                zero,
-                zero,
-                zero,
-            ),
-            Self::Sphere { radius: r, .. } => {
-                let p = add(scale(radial, r * cv), scale(z, r * sv));
-                (
-                    p,
-                    scale(tangent, r * cv),
-                    add(scale(radial, -r * sv), scale(z, r * cv)),
-                    scale(radial, -r * cv),
-                    scale(tangent, -r * sv),
-                    scale(p, -1.0),
-                )
-            }
-            Self::Cylinder { radius: r, .. } => (
-                add(scale(radial, *r), scale(z, uv[1])),
-                scale(tangent, *r),
-                z,
-                scale(radial, -r),
-                zero,
-                zero,
-            ),
-            Self::Cone { semi_angle, .. } => {
-                let k = semi_angle.tan();
-                let r = uv[1] * k;
-                (
-                    add(scale(radial, r), scale(z, uv[1])),
-                    scale(tangent, r),
-                    add(scale(radial, k), z),
-                    scale(radial, -r),
-                    scale(tangent, k),
-                    zero,
-                )
-            }
-            Self::Torus {
-                major_radius: r,
-                minor_radius: a,
-                ..
-            } => {
-                let b = r + a * cv;
-                (
-                    add(scale(radial, b), scale(z, a * sv)),
-                    scale(tangent, b),
-                    add(scale(radial, -a * sv), scale(z, a * cv)),
-                    scale(radial, -b),
-                    scale(tangent, -a * sv),
-                    add(scale(radial, -a * cv), scale(z, -a * sv)),
-                )
-            }
-        };
-        let f = self.frame();
-        Ok(SurfaceJet2 {
-            point: checked(f.point(p))?,
-            du: checked(f.vector(du))?,
-            dv: checked(f.vector(dv))?,
-            duu: checked(f.vector(duu))?,
-            duv: checked(f.vector(duv))?,
-            dvv: checked(f.vector(dvv))?,
-        })
-    }
-
-    fn normal_at(&self, uv: UV) -> Result<Point3, GeometryError> {
-        self.check_uv(uv)?;
-        let (s, c) = uv[0].sin_cos();
-        let (sv, cv) = uv[1].sin_cos();
-        let n = match self {
-            Self::Plane { .. } => [0.0, 0.0, 1.0],
-            Self::Sphere { .. } | Self::Torus { .. } => [cv * c, cv * s, sv],
-            Self::Cylinder { .. } => [c, s, 0.0],
-            Self::Cone { semi_angle, .. } => {
-                if uv[1] == 0.0 {
-                    return Err(GeometryError::SingularParameterization);
-                }
-                [
-                    semi_angle.cos() * c,
-                    semi_angle.cos() * s,
-                    -semi_angle.sin(),
-                ]
-            }
-        };
-        checked(self.frame().vector(n))
-    }
-
-    fn project(&self, p: Point3, hint: Option<UV>) -> Result<UV, GeometryError> {
-        self.validate()?;
-        checked(p)?;
-        if let Some(h) = hint {
-            for v in h {
-                finite(v)?;
-            }
-        }
-        let p = checked(self.frame().local(p))?;
-        let radial = p[0].hypot(p[1]);
-        let u = lift(p[1].atan2(p[0]), hint.map(|h| h[0]));
-        let result = match self {
-            Self::Plane { .. } => [p[0], p[1]],
-            Self::Sphere { .. } => {
-                if norm(p) == 0.0 {
-                    return Err(GeometryError::SingularParameterization);
-                }
-                [u, p[2].atan2(radial)]
-            }
-            Self::Cylinder { .. } => {
-                if radial == 0.0 {
-                    return Err(GeometryError::SingularParameterization);
-                }
-                [u, p[2]]
-            }
-            Self::Cone { semi_angle, .. } => {
-                let v = (radial * semi_angle.sin() + p[2] * semi_angle.cos()) * semi_angle.cos();
-                if radial == 0.0 || v <= 0.0 {
-                    return Err(GeometryError::SingularParameterization);
-                }
-                [u, v]
-            }
-            Self::Torus { major_radius, .. } => {
-                if radial == 0.0 || (radial == *major_radius && p[2] == 0.0) {
-                    return Err(GeometryError::SingularParameterization);
-                }
-                [
-                    u,
-                    lift(p[2].atan2(radial - major_radius), hint.map(|h| h[1])),
-                ]
-            }
-        };
-        for x in result {
-            finite(x)?;
-        }
-        Ok(result)
-    }
-
-    fn charts(&self) -> &[SurfaceChart] {
-        match self {
-            Self::Plane { .. } => &PLANE_CHART,
-            Self::Sphere { .. } => &SPHERE_CHART,
-            Self::Cylinder { .. } => &CYLINDER_CHART,
-            Self::Cone { .. } => &CONE_CHART,
-            Self::Torus { .. } => &TORUS_CHART,
-        }
-    }
-
-    fn enclose(&self, domain: UVBox) -> Result<PatchBounds, GeometryError> {
-        for d in domain {
-            Interval::new(d.lo, d.hi)?;
-        }
-        self.check_uv([domain[0].lo, domain[1].lo])?;
-        self.check_uv([domain[0].hi, domain[1].hi])?;
-        let [u, v] = domain;
-        let zero = Interval::point(0.0)?;
-        let c = u.cos()?;
-        let s = u.sin()?;
-        let local = match self {
-            Self::Plane { .. } => [u, v, zero],
-            Self::Sphere { radius, .. } => {
-                let r = Interval::point(*radius)?;
-                let cv = v.cos()?.mul(r)?;
-                [c.mul(cv)?, s.mul(cv)?, v.sin()?.mul(r)?]
-            }
-            Self::Cylinder { radius, .. } => {
-                let r = Interval::point(*radius)?;
-                [c.mul(r)?, s.mul(r)?, v]
-            }
-            Self::Cone { semi_angle, .. } => {
-                let angle = Interval::point(*semi_angle)?;
-                let k = angle.sin()?.div(angle.cos()?)?;
-                let r = v.mul(k)?;
-                [c.mul(r)?, s.mul(r)?, v]
-            }
-            Self::Torus {
-                major_radius,
-                minor_radius,
-                ..
-            } => {
-                let a = Interval::point(*minor_radius)?;
-                let r = Interval::point(*major_radius)?.add(v.cos()?.mul(a)?)?;
-                [c.mul(r)?, s.mul(r)?, v.sin()?.mul(a)?]
-            }
-        };
-        self.frame().bounds(local)
-    }
-}
-
-#[derive(Clone, Debug, Serialize, Deserialize)]
-#[serde(tag = "kind", deny_unknown_fields)]
-pub enum CurveGeometry {
-    Line {
-        origin: Point3,
-        direction: Point3,
-    },
-    Circle {
-        frame: Frame3,
-        radius: f64,
-    },
-    Ellipse {
-        frame: Frame3,
-        major_radius: f64,
-        minor_radius: f64,
-    },
-    Intersection {
-        definition: u32,
-    },
-}
-
-pub trait Curve {
-    fn point_at(&self, t: f64) -> Result<Point3, GeometryError>;
-    fn tangent_at(&self, t: f64) -> Result<Point3, GeometryError>;
-    fn enclose(&self, range: Interval) -> Result<PatchBounds, GeometryError>;
-}
-
-impl CurveGeometry {
-    pub fn validate(&self) -> Result<(), GeometryError> {
-        match self {
-            Self::Line { origin, direction } => {
-                checked(*origin)?;
-                checked(*direction)?;
-                if (norm(*direction) - 1.0).abs() > 1e-12 {
-                    return Err(GeometryError::InvalidGeometry(
-                        "line direction must be unit length".into(),
-                    ));
-                }
-            }
-            Self::Circle { frame, radius } => {
-                frame.validate()?;
-                if !radius.is_finite() || *radius <= 0.0 {
-                    return Err(GeometryError::InvalidGeometry(
-                        "circle radius must be positive".into(),
-                    ));
-                }
-            }
-            Self::Ellipse {
-                frame,
-                major_radius: a,
-                minor_radius: b,
-            } => {
-                frame.validate()?;
-                if !a.is_finite() || !b.is_finite() || *b <= 0.0 || a < b {
-                    return Err(GeometryError::InvalidGeometry(
-                        "invalid ellipse radii".into(),
-                    ));
-                }
-            }
-            Self::Intersection { .. } => {}
-        };
-        Ok(())
-    }
-
-    pub(crate) fn elementary_point(&self, t: f64) -> Result<Point3, GeometryError> {
-        self.validate()?;
-        finite(t)?;
-        checked(match self {
-            Self::Line { origin, direction } => add(*origin, scale(*direction, t)),
-            Self::Circle { frame, radius } => {
-                frame.point([radius * t.cos(), radius * t.sin(), 0.0])
-            }
-            Self::Ellipse {
-                frame,
-                major_radius: a,
-                minor_radius: b,
-            } => frame.point([a * t.cos(), b * t.sin(), 0.0]),
-            Self::Intersection { definition } => {
-                return Err(GeometryError::MissingReference {
-                    kind: "intersection".into(),
-                    index: *definition,
-                })
-            }
-        })
-    }
-
-    pub(crate) fn elementary_tangent(&self, t: f64) -> Result<Point3, GeometryError> {
-        self.validate()?;
-        finite(t)?;
-        checked(match self {
-            Self::Line { direction, .. } => *direction,
-            Self::Circle { frame, radius } => {
-                frame.vector([-radius * t.sin(), radius * t.cos(), 0.0])
-            }
-            Self::Ellipse {
-                frame,
-                major_radius: a,
-                minor_radius: b,
-            } => frame.vector([-a * t.sin(), b * t.cos(), 0.0]),
-            Self::Intersection { definition } => {
-                return Err(GeometryError::MissingReference {
-                    kind: "intersection".into(),
-                    index: *definition,
-                })
-            }
-        })
-    }
-
-    pub(crate) fn elementary_bounds(&self, range: Interval) -> Result<PatchBounds, GeometryError> {
-        self.validate()?;
-        Interval::new(range.lo, range.hi)?;
-        let zero = Interval::point(0.0)?;
-        match self {
-            Self::Line { origin, direction } => {
-                let mut axes = [zero; 3];
-                for i in 0..3 {
-                    axes[i] = Interval::point(origin[i])?
-                        .add(range.mul(Interval::point(direction[i])?)?)?;
-                }
-                Ok(PatchBounds { axes })
-            }
-            Self::Circle { frame, radius } => frame.bounds([
-                range.cos()?.mul(Interval::point(*radius)?)?,
-                range.sin()?.mul(Interval::point(*radius)?)?,
-                zero,
-            ]),
-            Self::Ellipse {
-                frame,
-                major_radius: a,
-                minor_radius: b,
-            } => frame.bounds([
-                range.cos()?.mul(Interval::point(*a)?)?,
-                range.sin()?.mul(Interval::point(*b)?)?,
-                zero,
-            ]),
-            Self::Intersection { definition } => Err(GeometryError::MissingReference {
-                kind: "intersection".into(),
-                index: *definition,
-            }),
-        }
-    }
-
-    pub fn sample_elementary(
-        &self,
-        range: Interval,
-        deflection: f64,
-        max_segments: usize,
-    ) -> Result<Vec<Point3>, GeometryError> {
-        self.validate()?;
-        Interval::new(range.lo, range.hi)?;
-        if !deflection.is_finite() || deflection <= 0.0 {
-            return Err(GeometryError::InvalidGeometry(
-                "deflection must be finite and positive".into(),
-            ));
-        }
-        let bound = match self {
-            Self::Line { .. } => 0.0,
-            Self::Circle { radius, .. } => *radius,
-            Self::Ellipse { major_radius, .. } => *major_radius,
-            Self::Intersection { definition } => {
-                return Err(GeometryError::MissingReference {
-                    kind: "intersection".into(),
-                    index: *definition,
-                })
-            }
-        };
-        let minimum = if bound > 0.0 && range.width() >= std::f64::consts::TAU - 1e-12 {
-            3.0
-        } else {
-            1.0
-        };
-        let count = (range.width().abs() * (bound / (8.0 * deflection)).sqrt())
-            .ceil()
-            .max(minimum);
-        if !count.is_finite() || count > max_segments as f64 {
-            return Err(GeometryError::LimitExceeded(
-                "curve tessellation segments".into(),
-            ));
-        }
-        let n = count as usize;
-        let mut samples = Vec::with_capacity(n + 1);
-        for i in 0..=n {
-            samples.push(
-                self.elementary_point(range.lo + (range.hi - range.lo) * i as f64 / n as f64)?,
-            );
-        }
-        Ok(samples)
-    }
-}
-
-#[cfg(test)]
-mod tests {
-    use super::*;
-
-    fn surfaces() -> Vec<SurfaceGeometry> {
-        let frame = Frame3::from_axis([3.0, -2.0, 7.0], [1.0, 2.0, 3.0], [0.0, 1.0, 0.0]).unwrap();
-        vec![
-            SurfaceGeometry::Plane { frame },
-            SurfaceGeometry::Sphere { frame, radius: 2.0 },
-            SurfaceGeometry::Cylinder { frame, radius: 2.0 },
-            SurfaceGeometry::Cone {
-                frame,
-                semi_angle: 0.4,
-            },
-            SurfaceGeometry::Torus {
-                frame,
-                major_radius: 3.0,
-                minor_radius: 1.0,
-            },
-        ]
-    }
-
-    #[test]
-    fn derivatives_projection_and_normals_for_all_families() {
-        let uv = [0.7, 0.4];
-        let h = 1e-5;
-        for surface in surfaces() {
-            let jet = surface.derivatives(uv).unwrap();
-            let n = surface.normal_at(uv).unwrap();
-            assert!((norm(n) - 1.0).abs() < 1e-12);
-            assert!(dot(n, jet.du).abs() < 1e-12);
-            assert!(dot(n, jet.dv).abs() < 1e-12);
-            let projected = surface.project(jet.point, Some(uv)).unwrap();
-            assert!((projected[0] - uv[0]).abs() < 1e-12);
-            assert!((projected[1] - uv[1]).abs() < 1e-12);
-            for dimension in 0..2 {
-                let mut lo = uv;
-                let mut hi = uv;
-                lo[dimension] -= h;
-                hi[dimension] += h;
-                let jl = surface.derivatives(lo).unwrap();
-                let jh = surface.derivatives(hi).unwrap();
-                let derivative = scale(sub(jh.point, jl.point), 0.5 / h);
-                assert!(
-                    norm(sub(
-                        derivative,
-                        if dimension == 0 { jet.du } else { jet.dv }
-                    )) < 1e-8
-                );
-                assert!(
-                    norm(sub(
-                        scale(sub(jh.du, jl.du), 0.5 / h),
-                        if dimension == 0 { jet.duu } else { jet.duv }
-                    )) < 1e-8
-                );
-                assert!(
-                    norm(sub(
-                        scale(sub(jh.dv, jl.dv), 0.5 / h),
-                        if dimension == 0 { jet.duv } else { jet.dvv }
-                    )) < 1e-8
-                );
-            }
-        }
-    }
-
-    #[test]
-    fn conservative_boxes_cover_transformed_patches() {
-        let box_uv = [
-            Interval::new(0.2, 1.8).unwrap(),
-            Interval::new(0.1, 0.9).unwrap(),
-        ];
-        for surface in surfaces() {
-            let bounds = surface.enclose(box_uv).unwrap();
-            for i in 0..=24 {
-                for j in 0..=24 {
-                    let uv = [0.2 + 1.6 * i as f64 / 24.0, 0.1 + 0.8 * j as f64 / 24.0];
-                    assert!(bounds.contains(surface.point_at(uv).unwrap()));
-                }
-            }
-        }
-    }
-
-    #[test]
-    fn circle_samples_meet_chord_error_at_multiple_lods() {
-        let curve = CurveGeometry::Circle {
-            frame: Frame3::IDENTITY,
-            radius: 2.0,
-        };
-        let range = Interval::new(0.0, std::f64::consts::TAU).unwrap();
-        for epsilon in [0.1, 0.01, 0.001] {
-            let samples = curve.sample_elementary(range, epsilon, 100_000).unwrap();
-            let n = samples.len() - 1;
-            let sagitta = 2.0 * (1.0 - (std::f64::consts::PI / n as f64).cos());
-            assert!(sagitta <= epsilon);
-            assert!(norm(sub(samples[0], samples[n])) < 1e-12);
-        }
-    }
-
-    #[test]
-    fn invalid_frames_tori_and_apices_fail_explicitly() {
-        Frame3::from_axis([0.0; 3], [0.0, 0.0, 1e-320], [1.0, 0.0, 0.0])
-            .unwrap()
-            .validate()
-            .unwrap();
-        let mut bad = Frame3::IDENTITY;
-        bad.y = [0.0, -1.0, 0.0];
-        assert!(bad.validate().is_err());
-        assert!(SurfaceGeometry::Torus {
-            frame: Frame3::IDENTITY,
-            major_radius: 1.0,
-            minor_radius: 1.0
-        }
-        .validate()
-        .is_err());
-        let cone = SurfaceGeometry::Cone {
-            frame: Frame3::IDENTITY,
-            semi_angle: 0.3,
-        };
-        assert_eq!(
-            cone.normal_at([0.0, 0.0]),
-            Err(GeometryError::SingularParameterization)
-        );
-        assert!(CurveGeometry::Circle {
-            frame: Frame3::IDENTITY,
-            radius: 1.0
-        }
-        .sample_elementary(Interval::new(0.0, 1.0).unwrap(), 0.0, 100)
-        .is_err());
-    }
-}
diff --git a/main/opengeometry/src/analytic/ifc_exchange.rs b/main/opengeometry/src/analytic/ifc_exchange.rs
deleted file mode 100644
index 79f81cf..0000000
--- a/main/opengeometry/src/analytic/ifc_exchange.rs
+++ /dev/null
@@ -1,627 +0,0 @@
-use super::{
-    exchange::preflight,
-    export_curve::fit_intersection_curve,
-    geometry::{norm, scale},
-    placement::placed,
-    topology::{EdgeGeometry, FaceProvenance, GeometryQuality, Orientation},
-    BrepEnvelope, CurveGeometry, Frame3, GeometryError, SurfaceGeometry,
-};
-use serde::{Deserialize, Serialize};
-
-#[derive(Clone, Debug, Serialize, Deserialize)]
-#[serde(tag = "kind", deny_unknown_fields)]
-pub enum IfcValue {
-    Ref { id: u32 },
-    List { values: Vec<IfcValue> },
-    Real { value: f64 },
-    Integer { value: i64 },
-    Text { value: String },
-    Enum { value: String },
-    Bool { value: bool },
-    Null,
-    Derived,
-}
-#[derive(Clone, Debug, Serialize, Deserialize)]
-#[serde(deny_unknown_fields)]
-pub struct IfcEntity {
-    pub id: u32,
-    pub entity_type: String,
-    pub attributes: Vec<IfcValue>,
-}
-#[derive(Debug, Serialize, Deserialize)]
-#[serde(deny_unknown_fields)]
-pub struct ExchangeFace {
-    pub face: u32,
-    pub key: String,
-    pub entity: u32,
-    pub provenance: FaceProvenance,
-}
-#[derive(Debug, Serialize, Deserialize)]
-#[serde(deny_unknown_fields)]
-pub struct AnalyticExchangeBodyV2 {
-    pub schema_version: u32,
-    pub revision: String,
-    pub length_unit: String,
-    pub up_axis: String,
-    pub coordinate_space: String,
-    pub representation_type: String,
-    pub quality: GeometryQuality,
-    pub geometric_tolerance: f64,
-    pub exchange_error_bound: f64,
-    pub validation_level: String,
-    pub entities: Vec<IfcEntity>,
-    pub solids: Vec<u32>,
-    pub faces: Vec<ExchangeFace>,
-}
-
-struct Entities(Vec<IfcEntity>);
-impl Entities {
-    fn add(&mut self, entity_type: &str, attributes: Vec<IfcValue>) -> u32 {
-        let id = self.0.len() as u32 + 1;
-        self.0.push(IfcEntity {
-            id,
-            entity_type: entity_type.into(),
-            attributes,
-        });
-        id
-    }
-    fn point(&mut self, p: &[f64]) -> u32 {
-        self.add(
-            "IfcCartesianPoint",
-            vec![IfcValue::List {
-                values: p
-                    .iter()
-                    .map(|value| IfcValue::Real { value: *value })
-                    .collect(),
-            }],
-        )
-    }
-    fn direction(&mut self, p: &[f64]) -> u32 {
-        self.add(
-            "IfcDirection",
-            vec![IfcValue::List {
-                values: p
-                    .iter()
-                    .map(|value| IfcValue::Real { value: *value })
-                    .collect(),
-            }],
-        )
-    }
-    fn placement(&mut self, frame: Frame3) -> u32 {
-        let origin = self.point(&frame.origin);
-        let z = self.direction(&frame.z);
-        let x = self.direction(&frame.x);
-        self.add(
-            "IfcAxis2Placement3D",
-            vec![reference(origin), reference(z), reference(x)],
-        )
-    }
-    fn curve(&mut self, geometry: &CurveGeometry) -> Result<u32, GeometryError> {
-        Ok(match geometry {
-            CurveGeometry::Line { origin, direction } => {
-                let p = self.point(origin);
-                let d = self.direction(direction);
-                let v = self.add(
-                    "IfcVector",
-                    vec![
-                        reference(d),
-                        IfcValue::Real {
-                            value: norm(*direction),
-                        },
-                    ],
-                );
-                self.add("IfcLine", vec![reference(p), reference(v)])
-            }
-            CurveGeometry::Circle { frame, radius } => {
-                let position = self.placement(*frame);
-                self.add(
-                    "IfcCircle",
-                    vec![reference(position), IfcValue::Real { value: *radius }],
-                )
-            }
-            CurveGeometry::Ellipse {
-                frame,
-                major_radius,
-                minor_radius,
-            } => {
-                let position = self.placement(*frame);
-                self.add(
-                    "IfcEllipse",
-                    vec![
-                        reference(position),
-                        IfcValue::Real {
-                            value: *major_radius,
-                        },
-                        IfcValue::Real {
-                            value: *minor_radius,
-                        },
-                    ],
-                )
-            }
-            CurveGeometry::Intersection { .. } => {
-                return Err(GeometryError::UnsupportedGeometry(
-                    "IFC numerical intersection edges require bounded export-only fitting".into(),
-                ))
-            }
-        })
-    }
-
-    fn fitted_curve(
-        &mut self,
-        controls: &[super::Point3],
-        knots: &[f64],
-        multiplicities: &[usize],
-    ) -> Result<u32, GeometryError> {
-        if controls.len() < 4 || knots.len() != multiplicities.len() {
-            return Err(GeometryError::InvalidGeometry(
-                "invalid IFC fitted cubic curve shape".into(),
-            ));
-        }
-        let points = controls
-            .iter()
-            .map(|point| self.point(point))
-            .collect::<Vec<_>>();
-        let multiplicities = multiplicities
-            .iter()
-            .map(|value| {
-                i64::try_from(*value)
-                    .map(|value| IfcValue::Integer { value })
-                    .map_err(|_| GeometryError::LimitExceeded("IFC knot multiplicity".into()))
-            })
-            .collect::<Result<Vec<_>, _>>()?;
-        Ok(self.add(
-            "IfcBSplineCurveWithKnots",
-            vec![
-                IfcValue::Integer { value: 3 },
-                references(points),
-                IfcValue::Enum {
-                    value: "UNSPECIFIED".into(),
-                },
-                IfcValue::Bool { value: false },
-                IfcValue::Bool { value: false },
-                IfcValue::List {
-                    values: multiplicities,
-                },
-                IfcValue::List {
-                    values: knots
-                        .iter()
-                        .map(|value| IfcValue::Real { value: *value })
-                        .collect(),
-                },
-                IfcValue::Enum {
-                    value: "UNSPECIFIED".into(),
-                },
-            ],
-        ))
-    }
-}
-fn reference(id: u32) -> IfcValue {
-    IfcValue::Ref { id }
-}
-fn references(ids: impl IntoIterator<Item = u32>) -> IfcValue {
-    IfcValue::List {
-        values: ids.into_iter().map(reference).collect(),
-    }
-}
-fn boolean(sense: Orientation) -> IfcValue {
-    IfcValue::Bool {
-        value: sense == Orientation::Forward,
-    }
-}
-
-/// Rust prepares geometry in IFC world metres and Z-up; the receiver only assembles entity definitions.
-pub fn prepare_ifc_body(input: &BrepEnvelope) -> Result<AnalyticExchangeBodyV2, GeometryError> {
-    let mut exchange_error_bound = preflight(input, 1.0)?;
-    let fitting_budget = input.accuracy.exchange - exchange_error_bound;
-    let estimated_entities = input.geometry.surfaces.len() * 20
-        + input.geometry.curves.len() * 5
-        + input.topology.vertices.len() * 2
-        + input.topology.edges.len()
-        + input.topology.halfedges.len()
-        + input.topology.loops.len() * 2
-        + input.topology.faces.len()
-        + input.topology.shells.len()
-        + input.solids.len() * 2
-        + input
-            .solids
-            .iter()
-            .map(|s| s.cavity_shells.len() * 2)
-            .sum::<usize>();
-    if estimated_entities > 100_000 {
-        return Err(GeometryError::LimitExceeded(
-            "IFC prepared entity limit exceeded".into(),
-        ));
-    }
-    let conversion = Frame3 {
-        origin: [0.0; 3],
-        x: [1.0, 0.0, 0.0],
-        y: [0.0, 0.0, 1.0],
-        z: [0.0, -1.0, 0.0],
-    };
-    let mut brep = placed(input, conversion, 1.0)?;
-    let has_cavities = brep
-        .solids
-        .iter()
-        .any(|solid| !solid.cavity_shells.is_empty());
-    // IFC4's published VoidsHaveAdvancedFaces rule has an inverted inner test; emit valid CSG operands instead.
-    if has_cavities {
-        for shell in brep.solids.iter().flat_map(|solid| &solid.cavity_shells) {
-            for face in &brep.topology.shells[*shell as usize].faces {
-                let face_record = &mut brep.topology.faces[*face as usize];
-                face_record.sense = if face_record.sense == Orientation::Forward {
-                    Orientation::Reverse
-                } else {
-                    Orientation::Forward
-                };
-                for use_ in brep
-                    .topology
-                    .halfedges
-                    .iter_mut()
-                    .filter(|use_| use_.face == Some(*face))
-                {
-                    std::mem::swap(&mut use_.from, &mut use_.to);
-                    std::mem::swap(&mut use_.next, &mut use_.prev);
-                    use_.geometry_use.sense = if use_.geometry_use.sense == Orientation::Forward {
-                        Orientation::Reverse
-                    } else {
-                        Orientation::Forward
-                    };
-                }
-            }
-        }
-        for vertex in &mut brep.topology.vertices {
-            vertex.outgoing_halfedge = None;
-        }
-        for use_ in &brep.topology.halfedges {
-            brep.topology.vertices[use_.from as usize]
-                .outgoing_halfedge
-                .get_or_insert(use_.id);
-        }
-        brep.validate()?;
-    }
-    let mut entities = Entities(Vec::new());
-    let mut surfaces = vec![None; brep.geometry.surfaces.len()];
-    for face in &brep.topology.faces {
-        if surfaces[face.surface as usize].is_some() {
-            continue;
-        }
-        let surface = brep.geometry.surface(face.surface)?;
-        let position = entities.placement(*surface.frame());
-        let id = match surface {
-            SurfaceGeometry::Plane { .. } => entities.add("IfcPlane", vec![reference(position)]),
-            SurfaceGeometry::Sphere { radius, .. } => entities.add(
-                "IfcSphericalSurface",
-                vec![reference(position), IfcValue::Real { value: *radius }],
-            ),
-            SurfaceGeometry::Cylinder { radius, .. } => entities.add(
-                "IfcCylindricalSurface",
-                vec![reference(position), IfcValue::Real { value: *radius }],
-            ),
-            SurfaceGeometry::Torus {
-                major_radius,
-                minor_radius,
-                ..
-            } => entities.add(
-                "IfcToroidalSurface",
-                vec![
-                    reference(position),
-                    IfcValue::Real {
-                        value: *major_radius,
-                    },
-                    IfcValue::Real {
-                        value: *minor_radius,
-                    },
-                ],
-            ),
-            SurfaceGeometry::Cone { frame, semi_angle } => {
-                let height = brep
-                    .topology
-                    .faces
-                    .iter()
-                    .filter(|f| f.surface == face.surface)
-                    .map(|f| f.trim.uv_bounds[1].hi)
-                    .fold(0.0_f64, f64::max);
-                if !height.is_finite() || height <= 0.0 {
-                    return Err(GeometryError::InvalidGeometry(
-                        "IFC cone profile requires a positive finite height".into(),
-                    ));
-                }
-                let p0 = entities.point(&[0.0, 0.0]);
-                let p1 = entities.point(&[height * semi_angle.tan(), height]);
-                let line = entities.add("IfcPolyline", vec![references([p0, p1])]);
-                let profile = entities.add(
-                    "IfcArbitraryOpenProfileDef",
-                    vec![
-                        IfcValue::Enum {
-                            value: "CURVE".into(),
-                        },
-                        IfcValue::Null,
-                        reference(line),
-                    ],
-                );
-                let profile_frame = Frame3 {
-                    y: frame.z,
-                    z: scale(frame.y, -1.0),
-                    ..*frame
-                };
-                let profile_position = entities.placement(profile_frame);
-                let origin = entities.point(&[0.0; 3]);
-                let axis = entities.direction(&[0.0, 1.0, 0.0]);
-                let axis = entities.add(
-                    "IfcAxis1Placement",
-                    vec![reference(origin), reference(axis)],
-                );
-                entities.add(
-                    "IfcSurfaceOfRevolution",
-                    vec![
-                        reference(profile),
-                        reference(profile_position),
-                        reference(axis),
-                    ],
-                )
-            }
-        };
-        surfaces[face.surface as usize] = Some(id);
-    }
-    let vertices: Vec<_> = brep
-        .topology
-        .vertices
-        .iter()
-        .map(|v| {
-            let p = entities.point(&v.position);
-            entities.add("IfcVertexPoint", vec![reference(p)])
-        })
-        .collect();
-    let mut edges = vec![None; brep.topology.edges.len()];
-    let mut curves = vec![None; brep.geometry.curves.len()];
-    let mut fitting_error: f64 = 0.0;
-    for edge in &brep.topology.edges {
-        let EdgeGeometry::Curve { curve, range } = edge.geometry else {
-            continue;
-        };
-        let geometry = &brep.geometry.curves[curve as usize];
-        if matches!(
-            geometry,
-            CurveGeometry::Circle { .. } | CurveGeometry::Ellipse { .. }
-        ) && range.width() > std::f64::consts::TAU
-        {
-            return Err(GeometryError::UnsupportedGeometry(
-                "IFC conic edges cannot exceed one period".into(),
-            ));
-        }
-        let curve_id = match curves[curve as usize] {
-            Some(id) => id,
-            None => {
-                let id = match geometry {
-                    CurveGeometry::Intersection { definition } => {
-                        if fitting_budget <= 0.0 {
-                            return Err(GeometryError::LimitExceeded(
-                                "IFC exchange budget leaves no room for numerical curve fitting"
-                                    .into(),
-                            ));
-                        }
-                        let fitted = fit_intersection_curve(
-                            &brep.geometry,
-                            *definition,
-                            fitting_budget,
-                            20_000,
-                        )?;
-                        fitting_error = fitting_error.max(fitted.error_bound);
-                        entities.fitted_curve(
-                            &fitted.controls,
-                            &fitted.knots,
-                            &fitted.multiplicities,
-                        )?
-                    }
-                    _ => entities.curve(geometry)?,
-                };
-                curves[curve as usize] = Some(id);
-                id
-            }
-        };
-        let use_ = &brep.topology.halfedges[edge.halfedge as usize];
-        let (from, to) = if use_.geometry_use.sense == Orientation::Forward {
-            (use_.from, use_.to)
-        } else {
-            (use_.to, use_.from)
-        };
-        edges[edge.id as usize] = Some(entities.add(
-            "IfcEdgeCurve",
-            vec![
-                reference(vertices[from as usize]),
-                reference(vertices[to as usize]),
-                reference(curve_id),
-                IfcValue::Bool { value: true },
-            ],
-        ));
-    }
-    exchange_error_bound += fitting_error;
-    if exchange_error_bound > input.accuracy.exchange {
-        return Err(GeometryError::LimitExceeded(
-            "IFC fitted curves exceed the exchange error budget".into(),
-        ));
-    }
-    let mut faces = Vec::new();
-    for face in &brep.topology.faces {
-        let mut bounds = Vec::new();
-        for loop_id in std::iter::once(&face.trim.outer).chain(&face.trim.holes) {
-            let loop_ = &brep.topology.loops[*loop_id as usize];
-            let start = loop_.start_halfedge;
-            let mut current = start;
-            let mut uses = Vec::new();
-            for _ in 0..=brep.topology.halfedges.len() {
-                let use_ = &brep.topology.halfedges[current as usize];
-                if let Some(edge) = edges[use_.edge as usize] {
-                    uses.push(entities.add(
-                        "IfcOrientedEdge",
-                        vec![
-                            IfcValue::Derived,
-                            IfcValue::Derived,
-                            reference(edge),
-                            boolean(use_.geometry_use.sense),
-                        ],
-                    ));
-                }
-                current = use_
-                    .next
-                    .ok_or_else(|| GeometryError::InvalidTopology("open IFC loop".into()))?;
-                if current == start {
-                    break;
-                }
-            }
-            let loop_entity = if uses.is_empty() {
-                entities.add(
-                    "IfcVertexLoop",
-                    vec![reference(
-                        vertices[brep.topology.halfedges[start as usize].from as usize],
-                    )],
-                )
-            } else {
-                entities.add("IfcEdgeLoop", vec![references(uses)])
-            };
-            bounds.push(entities.add(
-                if loop_.is_hole {
-                    "IfcFaceBound"
-                } else {
-                    "IfcFaceOuterBound"
-                },
-                vec![reference(loop_entity), IfcValue::Bool { value: true }],
-            ));
-        }
-        let surface = surfaces[face.surface as usize]
-            .ok_or_else(|| GeometryError::InvalidTopology("missing prepared IFC surface".into()))?;
-        faces.push(entities.add(
-            "IfcAdvancedFace",
-            vec![references(bounds), reference(surface), boolean(face.sense)],
-        ));
-    }
-    let shells: Vec<_> = brep
-        .topology
-        .shells
-        .iter()
-        .map(|s| {
-            entities.add(
-                "IfcClosedShell",
-                vec![references(s.faces.iter().map(|id| faces[*id as usize]))],
-            )
-        })
-        .collect();
-    let mut solids: Vec<_> = brep
-        .solids
-        .iter()
-        .map(|solid| {
-            let mut root = entities.add(
-                "IfcAdvancedBrep",
-                vec![reference(shells[solid.outer_shell as usize])],
-            );
-            for shell in &solid.cavity_shells {
-                let cutter =
-                    entities.add("IfcAdvancedBrep", vec![reference(shells[*shell as usize])]);
-                root = entities.add(
-                    "IfcBooleanResult",
-                    vec![
-                        IfcValue::Enum {
-                            value: "DIFFERENCE".into(),
-                        },
-                        reference(root),
-                        reference(cutter),
-                    ],
-                );
-            }
-            root
-        })
-        .collect();
-    if has_cavities && solids.len() > 1 {
-        let mut root = solids[0];
-        for id in &solids[1..] {
-            root = entities.add(
-                "IfcBooleanResult",
-                vec![
-                    IfcValue::Enum {
-                        value: "UNION".into(),
-                    },
-                    reference(root),
-                    reference(*id),
-                ],
-            );
-        }
-        solids = vec![root];
-    }
-    let faces = brep
-        .topology
-        .faces
-        .iter()
-        .map(|face| ExchangeFace {
-            face: face.id,
-            key: face.key.clone(),
-            entity: faces[face.id as usize],
-            provenance: face.provenance.clone(),
-        })
-        .collect();
-    Ok(AnalyticExchangeBodyV2 {
-        schema_version: 2, revision: input.revision.to_string(), length_unit: "metre".into(), up_axis: "Z".into(), coordinate_space: "world".into(),
-        representation_type: if has_cavities { "CSG" } else { "AdvancedBrep" }.into(),
-        quality: input.quality.clone(), geometric_tolerance: input.accuracy.geometric, exchange_error_bound,
-        validation_level: "v2 structure, sampled residuals and bounded analytic entity preparation; receiver schema validation required".into(),
-        entities: entities.0, solids, faces,
-    })
-}
-
-#[cfg(test)]
-mod tests {
-    use super::*;
-    use crate::analytic::{primitives, topology::Accuracy};
-    #[test]
-    fn prepared_ifc_has_shared_geometry_backreferences_and_single_axis_conversion() {
-        let accuracy = Accuracy {
-            geometric: 1e-8,
-            intersection: 1e-9,
-            tessellation: 0.01,
-            exchange: 1e-6,
-        };
-        let frame = Frame3 {
-            origin: [1.0, 2.0, 3.0],
-            y: [0.0, 0.0, -1.0],
-            z: [0.0, 1.0, 0.0],
-            ..Frame3::IDENTITY
-        };
-        let bodies = [
-            primitives::cylinder("c".into(), frame, 1.0, 2.0, accuracy).unwrap(),
-            primitives::sphere("s".into(), frame, 1.0, accuracy).unwrap(),
-            primitives::cone("cone".into(), frame, 1.0, 2.0, accuracy).unwrap(),
-            primitives::torus("t".into(), frame, 2.0, 0.5, accuracy).unwrap(),
-        ];
-        fn validate(value: &IfcValue, before: u32) {
-            match value {
-                IfcValue::Ref { id } => assert!(*id > 0 && *id < before),
-                IfcValue::List { values } => {
-                    for value in values {
-                        validate(value, before);
-                    }
-                }
-                _ => {}
-            }
-        }
-        for input in bodies {
-            let original = input.to_json().unwrap();
-            let output = prepare_ifc_body(&input).unwrap();
-            assert_eq!(output.faces.len(), input.topology.faces.len());
-            assert_eq!(output.solids.len(), 1);
-            assert_eq!(output.up_axis, "Z");
-            assert_eq!(output.length_unit, "metre");
-            for entity in &output.entities {
-                for value in &entity.attributes {
-                    validate(value, entity.id);
-                }
-            }
-            assert!(output.entities.iter().any(|e| e.entity_type == "IfcCartesianPoint" && matches!(&e.attributes[0], IfcValue::List { values } if matches!(values.as_slice(), [IfcValue::Real { value: 1.0 }, IfcValue::Real { value: -3.0 }, IfcValue::Real { value: 2.0 }]))));
-            assert!(!output
-                .entities
-                .iter()
-                .any(|e| e.entity_type == "IfcSurfaceCurve"));
-            assert_eq!(input.to_json().unwrap(), original);
-            let serialized = serde_json::to_string(&output).unwrap();
-            serde_json::from_str::<AnalyticExchangeBodyV2>(&serialized).unwrap();
-        }
-    }
-}
diff --git a/main/opengeometry/src/analytic/intersection.rs b/main/opengeometry/src/analytic/intersection.rs
deleted file mode 100644
index 80f47f5..0000000
--- a/main/opengeometry/src/analytic/intersection.rs
+++ /dev/null
@@ -1,616 +0,0 @@
-use super::{
-    geometry::{
-        add, cross, dot, norm, scale, sub, unit, PatchBounds, Surface, SurfaceGeometry, UVBox,
-    },
-    topology::GeometryStore,
-    GeometryError, Point3, UV,
-};
-use crate::math::{finite, interval::Interval, solve::solve};
-use serde::{Deserialize, Serialize};
-
-#[derive(Clone, Copy, Debug, Serialize, Deserialize)]
-#[serde(deny_unknown_fields)]
-pub struct SsiBudget {
-    pub max_patch_pairs: usize,
-    pub max_steps_per_branch: usize,
-    pub max_newton_iterations: usize,
-    pub max_subdivision_depth: usize,
-}
-impl Default for SsiBudget {
-    fn default() -> Self {
-        Self {
-            max_patch_pairs: 200_000,
-            max_steps_per_branch: 50_000,
-            max_newton_iterations: 12,
-            max_subdivision_depth: 48,
-        }
-    }
-}
-impl SsiBudget {
-    pub fn validate(self) -> Result<(), GeometryError> {
-        if self.max_patch_pairs == 0
-            || self.max_steps_per_branch == 0
-            || self.max_newton_iterations == 0
-            || self.max_newton_iterations > 64
-            || self.max_subdivision_depth == 0
-            || self.max_subdivision_depth > 128
-        {
-            return Err(GeometryError::InvalidGeometry(
-                "invalid SSI resource limits".into(),
-            ));
-        }
-        Ok(())
-    }
-}
-
-#[derive(Clone, Debug, Serialize, Deserialize)]
-#[serde(deny_unknown_fields)]
-pub struct TraceAnchor {
-    pub parameter: f64,
-    pub point: Point3,
-    pub uv_a: UV,
-    pub uv_b: UV,
-}
-#[derive(Clone, Debug, Serialize, Deserialize)]
-#[serde(deny_unknown_fields)]
-pub struct IntersectionDefinition {
-    pub surfaces: [u32; 2],
-    pub anchors: Vec<TraceAnchor>,
-    pub uv_tubes: Vec<[Interval; 4]>,
-    pub residual_tolerance: f64,
-}
-#[derive(Clone, Copy, Debug)]
-pub struct IntersectionPoint {
-    pub point: Point3,
-    pub uv_a: UV,
-    pub uv_b: UV,
-    pub tangent: Point3,
-    pub support_error: f64,
-}
-
-fn intersect_interval(a: Interval, b: Interval) -> Option<Interval> {
-    Interval::new(a.lo.max(b.lo), a.hi.min(b.hi)).ok()
-}
-
-fn interval_dot(
-    bounds: PatchBounds,
-    origin: Point3,
-    axis: Point3,
-) -> Result<Interval, GeometryError> {
-    let mut value = Interval::point(0.0)?;
-    for coordinate in 0..3 {
-        value = value.add(
-            bounds.axes[coordinate]
-                .sub(Interval::point(origin[coordinate])?)?
-                .mul(Interval::point(axis[coordinate])?)?,
-        )?;
-    }
-    Ok(value)
-}
-
-fn signed_root(radial: Interval, sign: Interval) -> Result<Option<Interval>, GeometryError> {
-    if radial.hi < 0.0 {
-        return Ok(None);
-    }
-    let root = Interval::new(radial.lo.max(0.0), radial.hi)?.sqrt()?;
-    Ok(Some(if sign.lo >= 0.0 {
-        root
-    } else if sign.hi <= 0.0 {
-        Interval::new(-root.hi, -root.lo)?
-    } else {
-        Interval::new(-root.hi, root.hi)?
-    }))
-}
-
-fn perpendicular_cylinder_enclosure(
-    definition: &IntersectionDefinition,
-    store: &GeometryStore,
-    segment: usize,
-    range: Interval,
-    parent: PatchBounds,
-) -> Result<Option<(PatchBounds, f64)>, GeometryError> {
-    let (
-        SurfaceGeometry::Cylinder {
-            frame: host,
-            radius: host_radius,
-        },
-        SurfaceGeometry::Cylinder {
-            frame: cutter,
-            radius: cutter_radius,
-        },
-    ) = (
-        store.surface(definition.surfaces[0])?,
-        store.surface(definition.surfaces[1])?,
-    )
-    else {
-        return Ok(None);
-    };
-    let u_axis = cutter.z;
-    let v_axis = host.z;
-    if dot(u_axis, v_axis).abs() > 1e-12 {
-        return Ok(None);
-    }
-    let w_axis = cross(u_axis, v_axis);
-    let host_to_cutter = sub(cutter.origin, host.origin);
-    let centre = add(host.origin, scale(v_axis, dot(host_to_cutter, v_axis)));
-    let residual = sub(
-        sub(centre, cutter.origin),
-        scale(u_axis, dot(sub(centre, cutter.origin), u_axis)),
-    );
-    if norm(residual) > 1e-12 {
-        return Ok(None);
-    }
-
-    let first = &definition.anchors[segment];
-    let last = &definition.anchors[segment + 1];
-    let guide_axis = unit(sub(last.point, first.point))?;
-    let certificate = definition.residual_tolerance * 8.0
-        + 128.0 * f64::EPSILON * host_radius.max(*cutter_radius).max(norm(centre)).max(1.0);
-    let theta_parent = definition.uv_tubes[segment][2];
-    if theta_parent.width() >= std::f64::consts::PI {
-        return Ok(None);
-    }
-    let u_parent = interval_dot(parent, centre, u_axis)?;
-    if u_parent.contains(0.0) {
-        return Ok(None);
-    }
-    let host_squared = Interval::new(
-        (host_radius - certificate).max(0.0).powi(2),
-        (host_radius + certificate).powi(2),
-    )?;
-    let v_cos = dot(cutter.x, v_axis);
-    let v_sin = dot(cutter.y, v_axis);
-    let w_cos = dot(cutter.x, w_axis);
-    let w_sin = dot(cutter.y, w_axis);
-    let trig = |cosine: Interval,
-                sine: Interval,
-                along_cosine: f64,
-                along_sine: f64|
-     -> Result<Interval, GeometryError> {
-        Ok(cosine
-            .mul(Interval::point(along_cosine)?)?
-            .add(sine.mul(Interval::point(along_sine)?)?)?
-            .mul(Interval::point(*cutter_radius)?)?)
-    };
-    let parent_cosine = theta_parent.cos()?;
-    let parent_sine = theta_parent.sin()?;
-    let parent_w = trig(parent_cosine, parent_sine, w_cos, w_sin)?;
-    let parent_dw = trig(parent_sine, parent_cosine, -w_cos, w_sin)?;
-    let parent_dv = trig(parent_sine, parent_cosine, -v_cos, v_sin)?;
-    let Some(parent_u) = signed_root(host_squared.sub(parent_w.square()?)?, u_parent)? else {
-        return Ok(None);
-    };
-    if parent_u.contains(0.0) {
-        return Ok(None);
-    }
-    let parent_du = Interval::point(-1.0)?
-        .mul(parent_w)?
-        .mul(parent_dw)?
-        .div(parent_u)?;
-    let derivative = parent_du
-        .mul(Interval::point(dot(guide_axis, u_axis))?)?
-        .add(parent_dv.mul(Interval::point(dot(guide_axis, v_axis))?)?)?
-        .add(parent_dw.mul(Interval::point(dot(guide_axis, w_axis))?)?)?;
-    if derivative.contains(0.0) {
-        return Ok(None);
-    }
-
-    let lo = definition.evaluate(range.lo, store)?.uv_b[0];
-    let hi = definition.evaluate(range.hi, store)?.uv_b[0];
-    let theta_pad = certificate / cutter_radius + 64.0 * f64::EPSILON;
-    let theta = Interval::new(lo.min(hi) - theta_pad, lo.max(hi) + theta_pad)?;
-    if theta.lo < theta_parent.lo - theta_pad || theta.hi > theta_parent.hi + theta_pad {
-        return Ok(None);
-    }
-    let cosine = theta.cos()?;
-    let sine = theta.sin()?;
-    let v = trig(cosine, sine, v_cos, v_sin)?;
-    let w = trig(cosine, sine, w_cos, w_sin)?;
-    let Some(u) = signed_root(host_squared.sub(w.square()?)?, u_parent)? else {
-        return Ok(None);
-    };
-    let local = [u, v, w];
-    let axes = [u_axis, v_axis, w_axis];
-
-    let mut world = [Interval::point(0.0)?; 3];
-    for coordinate in 0..3 {
-        let mut value = Interval::point(centre[coordinate])?;
-        for axis in 0..3 {
-            value = value.add(local[axis].mul(Interval::point(axes[axis][coordinate])?)?)?;
-        }
-        world[coordinate] = value.add(Interval::new(-certificate, certificate)?)?;
-    }
-    let minimum_u = ((host_radius - certificate).powi(2) - (cutter_radius + certificate).powi(2))
-        .max(0.0)
-        .sqrt();
-    if minimum_u <= certificate {
-        return Ok(None);
-    }
-    let radius = cutter_radius + certificate;
-    let axial_curvature = radius.powi(2) / minimum_u + radius.powi(4) / minimum_u.powi(3);
-    let host_angle_curvature = radius / minimum_u + radius.powi(3) / minimum_u.powi(3);
-    // The exported XYZ chord and both surface pcurves use the same linear
-    // parameter. Bound their support-space deviations over that parameter.
-    let host_support_curvature =
-        host_radius * (host_angle_curvature + (radius / minimum_u).powi(2));
-    let curvature = (radius + axial_curvature).max(host_support_curvature);
-    let chord_error = curvature * theta.width().powi(2) / 8.0 + certificate * 4.0;
-    Ok(Some((PatchBounds { axes: world }, chord_error)))
-}
-
-impl IntersectionDefinition {
-    fn shape(&self) -> Result<(), GeometryError> {
-        if self.anchors.len() < 2
-            || self.uv_tubes.len() + 1 != self.anchors.len()
-            || !self.residual_tolerance.is_finite()
-            || self.residual_tolerance <= 0.0
-        {
-            return Err(GeometryError::InvalidGeometry(
-                "invalid intersection branch shape or tolerance".into(),
-            ));
-        }
-        Ok(())
-    }
-
-    pub fn validate(&self, store: &GeometryStore) -> Result<(), GeometryError> {
-        self.shape()?;
-        let a = store.surface(self.surfaces[0])?;
-        let b = store.surface(self.surfaces[1])?;
-        for (i, anchor) in self.anchors.iter().enumerate() {
-            finite(anchor.parameter)?;
-            for v in anchor.point {
-                finite(v)?;
-            }
-            if i > 0 && anchor.parameter <= self.anchors[i - 1].parameter {
-                return Err(GeometryError::InvalidGeometry(
-                    "intersection parameters are not increasing".into(),
-                ));
-            }
-            if norm(sub(a.point_at(anchor.uv_a)?, anchor.point)) > self.residual_tolerance
-                || norm(sub(b.point_at(anchor.uv_b)?, anchor.point)) > self.residual_tolerance
-            {
-                return Err(GeometryError::InvalidGeometry(
-                    "intersection anchor misses its supports".into(),
-                ));
-            }
-        }
-        for (i, tube) in self.uv_tubes.iter().enumerate() {
-            for d in tube {
-                Interval::new(d.lo, d.hi)?;
-            }
-            for anchor in [&self.anchors[i], &self.anchors[i + 1]] {
-                let uv = [
-                    anchor.uv_a[0],
-                    anchor.uv_a[1],
-                    anchor.uv_b[0],
-                    anchor.uv_b[1],
-                ];
-                if (0..4).any(|j| !tube[j].contains(uv[j])) {
-                    return Err(GeometryError::InvalidGeometry(
-                        "intersection anchor leaves its UV tube".into(),
-                    ));
-                }
-            }
-            if norm(sub(self.anchors[i + 1].point, self.anchors[i].point)) == 0.0 {
-                return Err(GeometryError::InvalidGeometry(
-                    "zero-length tracing guide".into(),
-                ));
-            }
-        }
-        Ok(())
-    }
-
-    pub fn evaluate(
-        &self,
-        t: f64,
-        store: &GeometryStore,
-    ) -> Result<IntersectionPoint, GeometryError> {
-        self.evaluate_with_budget(t, store, SsiBudget::default())
-    }
-
-    pub fn evaluate_with_budget(
-        &self,
-        t: f64,
-        store: &GeometryStore,
-        budget: SsiBudget,
-    ) -> Result<IntersectionPoint, GeometryError> {
-        self.shape()?;
-        budget.validate()?;
-        finite(t)?;
-        let first = &self.anchors[0];
-        let last = &self.anchors[self.anchors.len() - 1];
-        if t < first.parameter || t > last.parameter {
-            return Err(GeometryError::InvalidGeometry(
-                "parameter outside intersection branch".into(),
-            ));
-        }
-        let index = self
-            .anchors
-            .partition_point(|a| a.parameter <= t)
-            .saturating_sub(1)
-            .min(self.anchors.len() - 2);
-        let left = &self.anchors[index];
-        let right = &self.anchors[index + 1];
-        let span = finite(right.parameter - left.parameter)?;
-        if span <= 0.0 {
-            return Err(GeometryError::InvalidGeometry(
-                "invalid trace parameter interval".into(),
-            ));
-        }
-        let w = (t - left.parameter) / span;
-        let guide = add(scale(left.point, 1.0 - w), scale(right.point, w));
-        let velocity = scale(sub(right.point, left.point), 1.0 / span);
-        let gauge = unit(velocity)?;
-        let tube = self.uv_tubes[index];
-        for d in tube {
-            Interval::new(d.lo, d.hi)?;
-        }
-        let a = store.surface(self.surfaces[0])?;
-        let b = store.surface(self.surfaces[1])?;
-        let mut uv = [
-            left.uv_a[0] * (1.0 - w) + right.uv_a[0] * w,
-            left.uv_a[1] * (1.0 - w) + right.uv_a[1] * w,
-            left.uv_b[0] * (1.0 - w) + right.uv_b[0] * w,
-            left.uv_b[1] * (1.0 - w) + right.uv_b[1] * w,
-        ];
-        if (0..4).any(|i| !tube[i].contains(uv[i])) {
-            return Err(GeometryError::InvalidGeometry(
-                "trace predictor leaves its UV tube".into(),
-            ));
-        }
-        for _ in 0..budget.max_newton_iterations {
-            let ja = a.derivatives([uv[0], uv[1]])?;
-            let jb = b.derivatives([uv[2], uv[3]])?;
-            let diff = sub(ja.point, jb.point);
-            let residual = [diff[0], diff[1], diff[2], dot(sub(ja.point, guide), gauge)];
-            let error = residual.into_iter().map(f64::abs).fold(0.0, f64::max);
-            if norm(diff) <= self.residual_tolerance && residual[3].abs() <= self.residual_tolerance
-            {
-                let direction = unit(cross(
-                    a.normal_at([uv[0], uv[1]])?,
-                    b.normal_at([uv[2], uv[3]])?,
-                ))?;
-                let projection = dot(direction, gauge);
-                if projection.abs() <= 64.0 * f64::EPSILON {
-                    return Err(GeometryError::UnresolvedIntersection(
-                        "trace guide is tangent to correction plane".into(),
-                    ));
-                }
-                return Ok(IntersectionPoint {
-                    point: ja.point,
-                    uv_a: [uv[0], uv[1]],
-                    uv_b: [uv[2], uv[3]],
-                    tangent: scale(direction, dot(velocity, gauge) / projection),
-                    support_error: norm(diff),
-                });
-            }
-            let mut jacobian = [[0.0; 4]; 4];
-            for i in 0..3 {
-                jacobian[i] = [ja.du[i], ja.dv[i], -jb.du[i], -jb.dv[i]];
-            }
-            jacobian[3] = [dot(ja.du, gauge), dot(ja.dv, gauge), 0.0, 0.0];
-            let step = solve(jacobian, residual.map(|v| -v))
-                .map_err(|e| {
-                    GeometryError::UnresolvedIntersection(format!("intersection correction: {e}"))
-                })?
-                .value;
-            let mut accepted = false;
-            let mut fraction = 1.0;
-            for _ in 0..12 {
-                let candidate = std::array::from_fn(|i| uv[i] + fraction * step[i]);
-                if (0..4).all(|i| tube[i].contains(candidate[i]))
-                    && a.parameter_in_domain([candidate[0], candidate[1]])
-                    && b.parameter_in_domain([candidate[2], candidate[3]])
-                {
-                    let pa = a.point_at([candidate[0], candidate[1]])?;
-                    let pb = b.point_at([candidate[2], candidate[3]])?;
-                    let diff = sub(pa, pb);
-                    let trial = diff
-                        .into_iter()
-                        .map(f64::abs)
-                        .fold(dot(sub(pa, guide), gauge).abs(), f64::max);
-                    if trial < error {
-                        uv = candidate;
-                        accepted = true;
-                        break;
-                    }
-                }
-                fraction *= 0.5;
-            }
-            if !accepted {
-                return Err(GeometryError::UnresolvedIntersection(
-                    "correction leaves branch tube or does not decrease residual".into(),
-                ));
-            }
-        }
-        Err(GeometryError::UnresolvedIntersection(
-            "intersection correction budget exhausted".into(),
-        ))
-    }
-
-    pub fn enclose(
-        &self,
-        range: Interval,
-        store: &GeometryStore,
-    ) -> Result<PatchBounds, GeometryError> {
-        self.shape()?;
-        Interval::new(range.lo, range.hi)?;
-        if range.lo < self.anchors[0].parameter
-            || range.hi > self.anchors[self.anchors.len() - 1].parameter
-        {
-            return Err(GeometryError::InvalidGeometry(
-                "bounds outside intersection branch".into(),
-            ));
-        }
-        let a = store.surface(self.surfaces[0])?;
-        let b = store.surface(self.surfaces[1])?;
-        let mut result: Option<PatchBounds> = None;
-        for (i, tube) in self.uv_tubes.iter().enumerate() {
-            if self.anchors[i + 1].parameter < range.lo || self.anchors[i].parameter > range.hi {
-                continue;
-            }
-            let box_a: UVBox = [tube[0], tube[1]];
-            let box_b: UVBox = [tube[2], tube[3]];
-            let ba = a.enclose(box_a)?;
-            let bb = b.enclose(box_b)?;
-            let mut axes = [Interval::point(0.0)?; 3];
-            for j in 0..3 {
-                axes[j] = Interval::new(
-                    ba.axes[j].lo.max(bb.axes[j].lo),
-                    ba.axes[j].hi.min(bb.axes[j].hi),
-                )
-                .map_err(|_| {
-                    GeometryError::InvalidGeometry("disjoint trace support boxes".into())
-                })?;
-            }
-            if let Some((tighter, _)) = perpendicular_cylinder_enclosure(
-                self,
-                store,
-                i,
-                Interval::new(
-                    range.lo.max(self.anchors[i].parameter),
-                    range.hi.min(self.anchors[i + 1].parameter),
-                )?,
-                PatchBounds { axes },
-            )? {
-                for axis in 0..3 {
-                    axes[axis] =
-                        intersect_interval(axes[axis], tighter.axes[axis]).unwrap_or(axes[axis]);
-                }
-            }
-            result = Some(match result {
-                None => PatchBounds { axes },
-                Some(previous) => PatchBounds {
-                    axes: std::array::from_fn(|j| previous.axes[j].hull(axes[j])),
-                },
-            });
-        }
-        result.ok_or_else(|| GeometryError::InvalidGeometry("empty trace interval".into()))
-    }
-
-    pub fn certified_chord_deviation(
-        &self,
-        range: Interval,
-        store: &GeometryStore,
-    ) -> Result<Option<f64>, GeometryError> {
-        let Some(segment) = self
-            .anchors
-            .windows(2)
-            .position(|pair| range.lo >= pair[0].parameter && range.hi <= pair[1].parameter)
-        else {
-            return Ok(None);
-        };
-        let a = store.surface(self.surfaces[0])?;
-        let b = store.surface(self.surfaces[1])?;
-        let tube = self.uv_tubes[segment];
-        let box_a = a.enclose([tube[0], tube[1]])?;
-        let box_b = b.enclose([tube[2], tube[3]])?;
-        let mut axes = [Interval::point(0.0)?; 3];
-        for coordinate in 0..3 {
-            let Some(overlap) = intersect_interval(box_a.axes[coordinate], box_b.axes[coordinate])
-            else {
-                return Ok(None);
-            };
-            axes[coordinate] = overlap;
-        }
-        Ok(
-            perpendicular_cylinder_enclosure(self, store, segment, range, PatchBounds { axes })?
-                .map(|(_, error)| error),
-        )
-    }
-}
-
-#[cfg(test)]
-mod tests {
-    use super::*;
-    use crate::analytic::{Curve, CurveGeometry, Frame3, SurfaceGeometry};
-    fn circle_trace() -> GeometryStore {
-        let mut store = GeometryStore::new();
-        store.surfaces.push(SurfaceGeometry::Sphere {
-            frame: Frame3::IDENTITY,
-            radius: 1.0,
-        });
-        store.surfaces.push(SurfaceGeometry::Plane {
-            frame: Frame3::IDENTITY,
-        });
-        let mut anchors = Vec::new();
-        let mut uv_tubes = Vec::new();
-        for i in 0..=8 {
-            let u = i as f64 * 0.1;
-            anchors.push(TraceAnchor {
-                parameter: u,
-                point: [u.cos(), u.sin(), 0.0],
-                uv_a: [u, 0.0],
-                uv_b: [u.cos(), u.sin()],
-            });
-            if i > 0 {
-                let left = (i - 1) as f64 * 0.1;
-                uv_tubes.push([
-                    Interval::new(left - 0.02, u + 0.02).unwrap(),
-                    Interval::new(-0.02, 0.02).unwrap(),
-                    Interval::new(
-                        left.cos().min(u.cos()) - 0.02,
-                        left.cos().max(u.cos()) + 0.02,
-                    )
-                    .unwrap(),
-                    Interval::new(
-                        left.sin().min(u.sin()) - 0.02,
-                        left.sin().max(u.sin()) + 0.02,
-                    )
-                    .unwrap(),
-                ]);
-            }
-        }
-        store.intersections.push(IntersectionDefinition {
-            surfaces: [0, 1],
-            anchors,
-            uv_tubes,
-            residual_tolerance: 1e-12,
-        });
-        store
-            .curves
-            .push(CurveGeometry::Intersection { definition: 0 });
-        store
-    }
-    #[test]
-    fn intersection_evaluation_corrects_off_linear_predictor() {
-        let store = circle_trace();
-        store.intersections[0].validate(&store).unwrap();
-        let point = store.intersections[0].evaluate(0.35, &store).unwrap();
-        assert!((norm(point.point) - 1.0).abs() < 1e-12);
-        assert!(point.point[2].abs() < 1e-12);
-        assert!(point.support_error < 1e-12);
-        let chord = scale(
-            add(
-                store.intersections[0].anchors[3].point,
-                store.intersections[0].anchors[4].point,
-            ),
-            0.5,
-        );
-        assert!(norm(sub(point.point, chord)) > 0.001);
-        assert!(dot(point.point, point.tangent).abs() < 1e-12);
-        assert!(store
-            .curve(0)
-            .unwrap()
-            .enclose(Interval::new(0.3, 0.4).unwrap())
-            .unwrap()
-            .contains(point.point));
-    }
-    #[test]
-    fn budget_failure_and_invalid_anchor_are_explicit() {
-        let mut store = circle_trace();
-        assert!(matches!(
-            store.intersections[0].evaluate_with_budget(
-                0.35,
-                &store,
-                SsiBudget {
-                    max_newton_iterations: 1,
-                    ..SsiBudget::default()
-                }
-            ),
-            Err(GeometryError::UnresolvedIntersection(_))
-        ));
-        store.intersections[0].anchors[3].point[2] = 0.1;
-        assert!(store.intersections[0].validate(&store).is_err());
-    }
-}
diff --git a/main/opengeometry/src/analytic/mod.rs b/main/opengeometry/src/analytic/mod.rs
deleted file mode 100644
index 3a7c2b8..0000000
--- a/main/opengeometry/src/analytic/mod.rs
+++ /dev/null
@@ -1,57 +0,0 @@
-pub mod booleans;
-pub mod box_booleans;
-mod curved_layered_boolean;
-pub mod diagnostics;
-pub mod exchange;
-pub mod export_curve;
-pub mod face_intersection;
-pub mod geometry;
-pub mod ifc_exchange;
-pub mod intersection;
-pub mod modeling;
-pub mod placement;
-mod planar_booleans;
-pub mod primitives;
-pub mod query;
-pub mod ssi;
-pub mod tessellation;
-pub mod topology;
-pub mod universal_ssi;
-pub mod wasm;
-
-use crate::math::MathError;
-use serde::{Deserialize, Serialize};
-use std::fmt;
-
-pub use geometry::{Curve, CurveGeometry, Frame3, Point3, Surface, SurfaceGeometry, UV};
-pub use topology::{BrepEnvelope, GeometryStore};
-
-#[derive(Clone, Debug, PartialEq, Serialize, Deserialize)]
-pub enum GeometryError {
-    Math(MathError),
-    InvalidGeometry(String),
-    InvalidTopology(String),
-    UnsupportedGeometry(String),
-    AmbiguousProfileAlignment(String),
-    CoverageGap { families: [String; 2] },
-    SingularParameterization,
-    MissingReference { kind: String, index: u32 },
-    UnsupportedSchema { found: u32 },
-    UnresolvedIntersection(String),
-    UnresolvedTessellation(String),
-    LimitExceeded(String),
-}
-
-impl From<MathError> for GeometryError {
-    fn from(error: MathError) -> Self {
-        Self::Math(error)
-    }
-}
-
-impl fmt::Display for GeometryError {
-    fn fmt(&self, f: &mut fmt::Formatter<'_>) -> fmt::Result {
-        write!(f, "{self:?}")
-    }
-}
-
-impl std::error::Error for GeometryError {}
diff --git a/main/opengeometry/src/analytic/modeling.rs b/main/opengeometry/src/analytic/modeling.rs
deleted file mode 100644
index b68ee54..0000000
--- a/main/opengeometry/src/analytic/modeling.rs
+++ /dev/null
@@ -1,771 +0,0 @@
-use super::{
-    geometry::{cross, dot, norm, scale, sub, unit},
-    primitives::{self, boundary, uv_line, Builder},
-    topology::{Accuracy, BrepEnvelope, Orientation, PcurveGeometry},
-    CurveGeometry, Frame3, GeometryError, Point3, SurfaceGeometry,
-};
-use crate::math::interval::Interval;
-
-#[derive(Clone, Copy, Debug)]
-pub enum PolygonLoftAlignment {
-    Auto,
-    Indexed {
-        upper_start: usize,
-        reverse_upper: bool,
-    },
-}
-
-fn polygon_normal(points: &[Point3]) -> Result<Point3, GeometryError> {
-    let mut normal = [0.0; 3];
-    for (a, b) in points.iter().zip(points.iter().cycle().skip(1)) {
-        normal[0] += (a[1] - b[1]) * (a[2] + b[2]);
-        normal[1] += (a[2] - b[2]) * (a[0] + b[0]);
-        normal[2] += (a[0] - b[0]) * (a[1] + b[1]);
-    }
-    unit(normal).map_err(|_| GeometryError::InvalidGeometry("loft profile has zero area".into()))
-}
-
-fn polygon_centroid(points: &[Point3]) -> Point3 {
-    let count = points.len() as f64;
-    std::array::from_fn(|axis| points.iter().map(|point| point[axis]).sum::<f64>() / count)
-}
-
-fn validate_loft_profile(
-    points: &[Point3],
-    accuracy: Accuracy,
-    label: &str,
-) -> Result<Point3, GeometryError> {
-    use crate::geometry::poly2d::{self_intersects2, Pt2};
-
-    if points.len() < 3 {
-        return Err(GeometryError::InvalidGeometry(format!(
-            "{label} loft profile requires at least three vertices"
-        )));
-    }
-    if points
-        .iter()
-        .flatten()
-        .any(|coordinate| !coordinate.is_finite())
-    {
-        return Err(GeometryError::InvalidGeometry(format!(
-            "{label} loft profile contains a non-finite coordinate"
-        )));
-    }
-    let resolution = 4.0 * accuracy.geometric;
-    if points
-        .iter()
-        .zip(points.iter().cycle().skip(1))
-        .any(|(a, b)| norm(sub(*b, *a)) <= resolution)
-    {
-        return Err(GeometryError::UnresolvedIntersection(format!(
-            "{label} loft profile contains an edge below geometric resolution"
-        )));
-    }
-    let normal = polygon_normal(points)?;
-    let origin = points[0];
-    let reference = sub(points[1], origin);
-    let frame = Frame3::from_axis(origin, normal, reference)?;
-    let mut projected = Vec::with_capacity(points.len());
-    for point in points {
-        let local = frame.local(*point);
-        if local[2].abs() > resolution {
-            return Err(GeometryError::InvalidGeometry(format!(
-                "{label} loft profile is not planar"
-            )));
-        }
-        projected.push(Pt2::new(local[0], local[1]));
-    }
-    if self_intersects2(&projected, accuracy.geometric) {
-        return Err(GeometryError::InvalidGeometry(format!(
-            "{label} loft profile self-intersects"
-        )));
-    }
-    Ok(normal)
-}
-
-fn rotate_profile(points: &[Point3], start: usize, reverse: bool) -> Vec<Point3> {
-    let count = points.len();
-    (0..count)
-        .map(|offset| {
-            let index = if reverse {
-                (start + count - (offset % count)) % count
-            } else {
-                (start + offset) % count
-            };
-            points[index]
-        })
-        .collect()
-}
-
-fn connector_score(lower: &[Point3], upper: &[Point3]) -> f64 {
-    lower
-        .iter()
-        .zip(upper)
-        .map(|(a, b)| {
-            let delta = sub(*b, *a);
-            dot(delta, delta)
-        })
-        .sum()
-}
-
-fn align_loft_profiles(
-    lower: Vec<Point3>,
-    upper: Vec<Point3>,
-    alignment: PolygonLoftAlignment,
-    accuracy: Accuracy,
-) -> Result<(Vec<Point3>, Vec<Point3>), GeometryError> {
-    let separation = sub(polygon_centroid(&upper), polygon_centroid(&lower));
-    if norm(separation) <= 4.0 * accuracy.geometric {
-        return Err(GeometryError::UnresolvedIntersection(
-            "loft profile planes are not separated".into(),
-        ));
-    }
-    let lower_normal = polygon_normal(&lower)?;
-    let mut lower = lower;
-    if dot(lower_normal, separation) < 0.0 {
-        lower.reverse();
-    }
-
-    let upper = match alignment {
-        PolygonLoftAlignment::Indexed {
-            upper_start,
-            reverse_upper,
-        } => {
-            if upper_start >= upper.len() {
-                return Err(GeometryError::InvalidGeometry(
-                    "loft upper_start is outside the upper profile".into(),
-                ));
-            }
-            rotate_profile(&upper, upper_start, reverse_upper)
-        }
-        PolygonLoftAlignment::Auto => {
-            let mut candidates = Vec::with_capacity(upper.len() * 2);
-            for reverse in [false, true] {
-                for start in 0..upper.len() {
-                    let candidate = rotate_profile(&upper, start, reverse);
-                    let candidate_normal = polygon_normal(&candidate)?;
-                    if dot(candidate_normal, separation) <= 0.0 {
-                        continue;
-                    }
-                    candidates.push((
-                        connector_score(&lower, &candidate),
-                        start,
-                        reverse,
-                        candidate,
-                    ));
-                }
-            }
-            candidates.sort_by(|a, b| a.0.total_cmp(&b.0).then(a.1.cmp(&b.1)).then(a.2.cmp(&b.2)));
-            let Some(best) = candidates.first() else {
-                return Err(GeometryError::InvalidGeometry(
-                    "loft profiles do not have compatible winding".into(),
-                ));
-            };
-            if let Some(second) = candidates.get(1) {
-                let score_tolerance = accuracy.geometric * accuracy.geometric * lower.len() as f64;
-                if (second.0 - best.0).abs() <= score_tolerance {
-                    return Err(GeometryError::AmbiguousProfileAlignment(
-                        "automatic loft correspondence has multiple equally good solutions; provide an indexed alignment".into(),
-                    ));
-                }
-            }
-            best.3.clone()
-        }
-    };
-    Ok((lower, upper))
-}
-
-pub fn polygon_loft(
-    id: String,
-    lower: Vec<Point3>,
-    upper: Vec<Point3>,
-    alignment: PolygonLoftAlignment,
-    accuracy: Accuracy,
-) -> Result<BrepEnvelope, GeometryError> {
-    accuracy.validate()?;
-    if lower.len() != upper.len() {
-        return Err(GeometryError::UnsupportedGeometry(
-            "polygon loft profiles must have the same vertex count".into(),
-        ));
-    }
-    let lower_normal = validate_loft_profile(&lower, accuracy, "lower")?;
-    let upper_normal = validate_loft_profile(&upper, accuracy, "upper")?;
-    let centroid_delta = sub(polygon_centroid(&upper), polygon_centroid(&lower));
-    if dot(lower_normal, centroid_delta).abs() <= 4.0 * accuracy.geometric {
-        return Err(GeometryError::UnresolvedIntersection(
-            "loft profile planes have no resolved normal separation".into(),
-        ));
-    }
-    let angular_tolerance =
-        (accuracy.geometric / norm(centroid_delta).max(accuracy.geometric)).clamp(1.0e-12, 1.0e-6);
-    if dot(lower_normal, upper_normal).abs() < 1.0 - angular_tolerance {
-        return Err(GeometryError::UnsupportedGeometry(
-            "polygon loft currently requires parallel profile planes".into(),
-        ));
-    }
-    let (lower, upper) = align_loft_profiles(lower, upper, alignment, accuracy)?;
-    let count = lower.len();
-    let mut vertices = lower.clone();
-    vertices.extend_from_slice(&upper);
-
-    let mut faces = Vec::with_capacity(count + 2);
-    faces.push((0..count as u32).rev().collect());
-    faces.push(
-        (0..count as u32)
-            .map(|index| index + count as u32)
-            .collect(),
-    );
-    for index in 0..count {
-        let next = (index + 1) % count;
-        let quad = [lower[index], lower[next], upper[next], upper[index]];
-        let base_normal = cross(sub(quad[1], quad[0]), sub(quad[3], quad[0]));
-        let denominator = norm(base_normal);
-        if denominator <= 4.0 * accuracy.geometric {
-            return Err(GeometryError::UnresolvedIntersection(
-                "loft side face collapses below geometric resolution".into(),
-            ));
-        }
-        let distance = dot(base_normal, sub(quad[2], quad[0])).abs() / denominator;
-        if distance > 4.0 * accuracy.geometric {
-            return Err(GeometryError::UnsupportedGeometry(
-                "polygon loft side is warped and requires a ruled surface outside the current analytic surface set".into(),
-            ));
-        }
-        faces.push(vec![
-            index as u32,
-            next as u32,
-            (next + count) as u32,
-            (index + count) as u32,
-        ]);
-    }
-    primitives::planar_polyhedron(id, vertices, faces, accuracy)
-}
-
-pub fn coaxial_circle_loft(
-    id: String,
-    frame: Frame3,
-    lower_radius: f64,
-    upper_radius: f64,
-    height: f64,
-    accuracy: Accuracy,
-) -> Result<BrepEnvelope, GeometryError> {
-    if !lower_radius.is_finite()
-        || !upper_radius.is_finite()
-        || lower_radius < 0.0
-        || upper_radius < 0.0
-        || (lower_radius == 0.0 && upper_radius == 0.0)
-    {
-        return Err(GeometryError::InvalidGeometry(
-            "coaxial circle loft requires at least one positive finite radius".into(),
-        ));
-    }
-    if lower_radius == 0.0 {
-        let reversed = Frame3 {
-            origin: frame.point([0.0, 0.0, height]),
-            x: frame.x,
-            y: [-frame.y[0], -frame.y[1], -frame.y[2]],
-            z: [-frame.z[0], -frame.z[1], -frame.z[2]],
-        };
-        return primitives::cone(id, reversed, upper_radius, height, accuracy);
-    }
-    primitives::frustum(id, frame, lower_radius, upper_radius, height, accuracy)
-}
-
-pub fn revolve_rectangle(
-    id: String,
-    frame: Frame3,
-    inner_radius: f64,
-    outer_radius: f64,
-    height: f64,
-    accuracy: Accuracy,
-) -> Result<BrepEnvelope, GeometryError> {
-    if !inner_radius.is_finite() || inner_radius < 0.0 {
-        return Err(GeometryError::InvalidGeometry(
-            "revolve inner radius must be finite and nonnegative".into(),
-        ));
-    }
-    if inner_radius == 0.0 {
-        primitives::cylinder(id, frame, outer_radius, height, accuracy)
-    } else {
-        primitives::annular_cylinder(id, frame, inner_radius, outer_radius, height, accuracy)
-    }
-}
-
-pub fn chamfered_cuboid(
-    id: String,
-    frame: Frame3,
-    size: [f64; 3],
-    chamfer: f64,
-    accuracy: Accuracy,
-) -> Result<BrepEnvelope, GeometryError> {
-    if size
-        .into_iter()
-        .any(|value| !value.is_finite() || value <= 0.0)
-        || !chamfer.is_finite()
-        || chamfer <= 0.0
-    {
-        return Err(GeometryError::InvalidGeometry(
-            "chamfered cuboid dimensions must be positive and finite".into(),
-        ));
-    }
-    let [width, depth, height] = size;
-    if 2.0 * chamfer >= width.min(depth) {
-        return Err(GeometryError::InvalidGeometry(
-            "chamfer must be smaller than half the plan dimensions".into(),
-        ));
-    }
-    if chamfer <= 4.0 * accuracy.geometric {
-        return Err(GeometryError::UnresolvedIntersection(
-            "chamfer is below geometric resolution".into(),
-        ));
-    }
-    primitives::linear_extrusion(
-        id,
-        frame,
-        vec![
-            [chamfer, 0.0],
-            [width - chamfer, 0.0],
-            [width, chamfer],
-            [width, depth - chamfer],
-            [width - chamfer, depth],
-            [chamfer, depth],
-            [0.0, depth - chamfer],
-            [0.0, chamfer],
-        ],
-        Vec::new(),
-        height,
-        accuracy,
-    )
-}
-
-pub fn filleted_cylinder(
-    id: String,
-    frame: Frame3,
-    radius: f64,
-    height: f64,
-    fillet_radius: f64,
-    accuracy: Accuracy,
-) -> Result<BrepEnvelope, GeometryError> {
-    frame.validate()?;
-    accuracy.validate()?;
-    if [radius, height, fillet_radius]
-        .into_iter()
-        .any(|value| !value.is_finite() || value <= 0.0)
-    {
-        return Err(GeometryError::InvalidGeometry(
-            "filleted cylinder dimensions must be positive and finite".into(),
-        ));
-    }
-    if fillet_radius * 2.0 >= radius || fillet_radius * 2.0 >= height {
-        return Err(GeometryError::UnsupportedGeometry(
-            "filleted cylinder requires a ring-torus fillet smaller than half its radius and height".into(),
-        ));
-    }
-    if fillet_radius <= 4.0 * accuracy.geometric {
-        return Err(GeometryError::UnresolvedIntersection(
-            "fillet radius is below geometric resolution".into(),
-        ));
-    }
-
-    let mut builder = Builder::new(id, accuracy)?;
-    let tau = std::f64::consts::TAU;
-    let quarter = std::f64::consts::FRAC_PI_2;
-    let major = radius - fillet_radius;
-    let levels = [0.0, fillet_radius, height - fillet_radius, height];
-    let radii = [major, radius, radius, major];
-    let vertices: [u32; 4] = std::array::from_fn(|index| {
-        builder.vertex(frame.point([radii[index], 0.0, levels[index]]))
-    });
-    let mut ring_frames = [frame; 4];
-    for (index, ring_frame) in ring_frames.iter_mut().enumerate() {
-        ring_frame.origin = frame.point([0.0, 0.0, levels[index]]);
-    }
-    let circle_range = Interval::new(0.0, tau)?;
-    let mut rings = Vec::with_capacity(4);
-    for index in 0..4 {
-        rings.push(builder.edge(
-            CurveGeometry::Circle {
-                frame: ring_frames[index],
-                radius: radii[index],
-            },
-            circle_range,
-            false,
-        ));
-    }
-    let tube_frame = |center_height| Frame3 {
-        origin: frame.point([major, 0.0, center_height]),
-        x: frame.x,
-        y: frame.z,
-        z: scale(frame.y, -1.0),
-    };
-    let lower_seam = builder.edge(
-        CurveGeometry::Circle {
-            frame: tube_frame(fillet_radius),
-            radius: fillet_radius,
-        },
-        Interval::new(-quarter, 0.0)?,
-        true,
-    );
-    let upper_seam = builder.edge(
-        CurveGeometry::Circle {
-            frame: tube_frame(height - fillet_radius),
-            radius: fillet_radius,
-        },
-        Interval::new(0.0, quarter)?,
-        true,
-    );
-    let cylinder_seam = builder.edge(
-        CurveGeometry::Line {
-            origin: frame.point([radius, 0.0, fillet_radius]),
-            direction: frame.z,
-        },
-        Interval::new(0.0, height - 2.0 * fillet_radius)?,
-        true,
-    );
-
-    use Orientation::{Forward as F, Reverse as R};
-    let mut lower_frame = frame;
-    lower_frame.origin = frame.point([0.0, 0.0, fillet_radius]);
-    builder.face(
-        "lower_fillet",
-        SurfaceGeometry::Torus {
-            frame: lower_frame,
-            major_radius: major,
-            minor_radius: fillet_radius,
-        },
-        [[0.0, tau], [-quarter, 0.0]],
-        vec![
-            boundary(
-                rings[0],
-                vertices[0],
-                vertices[0],
-                F,
-                uv_line([0.0, -quarter], [1.0, 0.0]),
-            ),
-            boundary(
-                lower_seam,
-                vertices[0],
-                vertices[1],
-                F,
-                uv_line([tau, 0.0], [0.0, 1.0]),
-            ),
-            boundary(
-                rings[1],
-                vertices[1],
-                vertices[1],
-                R,
-                uv_line([0.0, 0.0], [1.0, 0.0]),
-            ),
-            boundary(
-                lower_seam,
-                vertices[1],
-                vertices[0],
-                R,
-                uv_line([0.0, 0.0], [0.0, 1.0]),
-            ),
-        ],
-    )?;
-    builder.face(
-        "lateral",
-        SurfaceGeometry::Cylinder { frame, radius },
-        [[0.0, tau], [fillet_radius, height - fillet_radius]],
-        vec![
-            boundary(
-                rings[1],
-                vertices[1],
-                vertices[1],
-                F,
-                uv_line([0.0, fillet_radius], [1.0, 0.0]),
-            ),
-            boundary(
-                cylinder_seam,
-                vertices[1],
-                vertices[2],
-                F,
-                uv_line([tau, fillet_radius], [0.0, 1.0]),
-            ),
-            boundary(
-                rings[2],
-                vertices[2],
-                vertices[2],
-                R,
-                uv_line([0.0, height - fillet_radius], [1.0, 0.0]),
-            ),
-            boundary(
-                cylinder_seam,
-                vertices[2],
-                vertices[1],
-                R,
-                uv_line([0.0, fillet_radius], [0.0, 1.0]),
-            ),
-        ],
-    )?;
-    let mut upper_frame = frame;
-    upper_frame.origin = frame.point([0.0, 0.0, height - fillet_radius]);
-    builder.face(
-        "upper_fillet",
-        SurfaceGeometry::Torus {
-            frame: upper_frame,
-            major_radius: major,
-            minor_radius: fillet_radius,
-        },
-        [[0.0, tau], [0.0, quarter]],
-        vec![
-            boundary(
-                rings[2],
-                vertices[2],
-                vertices[2],
-                F,
-                uv_line([0.0, 0.0], [1.0, 0.0]),
-            ),
-            boundary(
-                upper_seam,
-                vertices[2],
-                vertices[3],
-                F,
-                uv_line([tau, 0.0], [0.0, 1.0]),
-            ),
-            boundary(
-                rings[3],
-                vertices[3],
-                vertices[3],
-                R,
-                uv_line([0.0, quarter], [1.0, 0.0]),
-            ),
-            boundary(
-                upper_seam,
-                vertices[3],
-                vertices[2],
-                R,
-                uv_line([0.0, 0.0], [0.0, 1.0]),
-            ),
-        ],
-    )?;
-    let bottom_frame = Frame3 {
-        y: scale(frame.y, -1.0),
-        z: scale(frame.z, -1.0),
-        ..frame
-    };
-    builder.face(
-        "lower_cap",
-        SurfaceGeometry::Plane {
-            frame: bottom_frame,
-        },
-        [[-major, major]; 2],
-        vec![boundary(
-            rings[0],
-            vertices[0],
-            vertices[0],
-            R,
-            PcurveGeometry::Conic2 {
-                origin: [0.0; 2],
-                axis_a: [major, 0.0],
-                axis_b: [0.0, -major],
-            },
-        )],
-    )?;
-    let mut cap_frame = frame;
-    cap_frame.origin = frame.point([0.0, 0.0, height]);
-    builder.face(
-        "upper_cap",
-        SurfaceGeometry::Plane { frame: cap_frame },
-        [[-major, major]; 2],
-        vec![boundary(
-            rings[3],
-            vertices[3],
-            vertices[3],
-            F,
-            PcurveGeometry::Conic2 {
-                origin: [0.0; 2],
-                axis_a: [major, 0.0],
-                axis_b: [0.0, major],
-            },
-        )],
-    )?;
-    builder.finish()
-}
-
-#[cfg(test)]
-mod tests {
-    use super::*;
-    use crate::analytic::SurfaceGeometry;
-
-    fn accuracy() -> Accuracy {
-        Accuracy {
-            geometric: 1e-8,
-            intersection: 1e-9,
-            tessellation: 0.01,
-            exchange: 1e-5,
-        }
-    }
-
-    #[test]
-    fn coaxial_circle_loft_closes_over_cylinder_cone_and_frustum() {
-        for (lower, upper, expected_faces) in [(1.0, 1.0, 3), (1.0, 0.0, 2), (1.0, 0.5, 3)] {
-            let result = coaxial_circle_loft(
-                format!("loft-{lower}-{upper}"),
-                Frame3::IDENTITY,
-                lower,
-                upper,
-                2.0,
-                accuracy(),
-            )
-            .unwrap();
-            assert_eq!(result.topology.faces.len(), expected_faces);
-            assert!(matches!(
-                result.geometry.surfaces[0],
-                SurfaceGeometry::Cylinder { .. } | SurfaceGeometry::Cone { .. }
-            ));
-            result.validate().unwrap();
-        }
-        let apex_first =
-            coaxial_circle_loft("apex".into(), Frame3::IDENTITY, 0.0, 1.0, 2.0, accuracy())
-                .unwrap();
-        apex_first.validate().unwrap();
-    }
-
-    #[test]
-    fn polygon_loft_matches_reversed_shifted_sections_and_builds_shared_planar_faces() {
-        let lower = vec![
-            [-1.0, -1.0, 0.0],
-            [1.0, -1.0, 0.0],
-            [1.0, 1.0, 0.0],
-            [-1.0, 1.0, 0.0],
-        ];
-        let upper = vec![
-            [0.6, 0.6, 2.0],
-            [0.6, -0.6, 2.0],
-            [-0.6, -0.6, 2.0],
-            [-0.6, 0.6, 2.0],
-        ];
-        let result = polygon_loft(
-            "polygon-loft".into(),
-            lower,
-            upper,
-            PolygonLoftAlignment::Auto,
-            accuracy(),
-        )
-        .unwrap();
-        assert_eq!(result.topology.vertices.len(), 8);
-        assert_eq!(result.topology.edges.len(), 12);
-        assert_eq!(result.topology.faces.len(), 6);
-        assert!(result
-            .geometry
-            .surfaces
-            .iter()
-            .all(|surface| matches!(surface, SurfaceGeometry::Plane { .. })));
-        result.validate().unwrap();
-        crate::analytic::tessellation::tessellate(&result, 0.01, 2_000_000).unwrap();
-    }
-
-    #[test]
-    fn polygon_loft_rejects_unequal_or_warped_sections() {
-        let lower = vec![
-            [0.0, 0.0, 0.0],
-            [2.0, 0.0, 0.0],
-            [2.0, 2.0, 0.0],
-            [0.0, 2.0, 0.0],
-        ];
-        assert!(matches!(
-            polygon_loft(
-                "count".into(),
-                lower.clone(),
-                vec![[0.0, 0.0, 1.0], [1.0, 0.0, 1.0], [0.0, 1.0, 1.0]],
-                PolygonLoftAlignment::Auto,
-                accuracy(),
-            ),
-            Err(GeometryError::UnsupportedGeometry(_))
-        ));
-        assert!(matches!(
-            polygon_loft(
-                "warped".into(),
-                lower,
-                vec![
-                    [0.0, 0.0, 1.0],
-                    [2.0, 0.0, 1.0],
-                    [1.5, 2.0, 1.0],
-                    [0.0, 2.0, 1.0],
-                ],
-                PolygonLoftAlignment::Indexed {
-                    upper_start: 0,
-                    reverse_upper: false,
-                },
-                accuracy(),
-            ),
-            Err(GeometryError::UnsupportedGeometry(_))
-        ));
-        assert!(matches!(
-            polygon_loft(
-                "coplanar".into(),
-                vec![
-                    [0.0, 0.0, 0.0],
-                    [1.0, 0.0, 0.0],
-                    [1.0, 1.0, 0.0],
-                    [0.0, 1.0, 0.0],
-                ],
-                vec![
-                    [2.0, 0.0, 0.0],
-                    [3.0, 0.0, 0.0],
-                    [3.0, 1.0, 0.0],
-                    [2.0, 1.0, 0.0],
-                ],
-                PolygonLoftAlignment::Auto,
-                accuracy(),
-            ),
-            Err(GeometryError::UnresolvedIntersection(_))
-        ));
-    }
-
-    #[test]
-    fn rectangular_revolve_keeps_cylindrical_hole_analytic() {
-        let result =
-            revolve_rectangle("ring".into(), Frame3::IDENTITY, 0.5, 1.0, 2.0, accuracy()).unwrap();
-        assert_eq!(result.topology.faces.len(), 4);
-        assert!(matches!(
-            result.geometry.surfaces[0],
-            SurfaceGeometry::Cylinder { radius: 1.0, .. }
-        ));
-        assert!(matches!(
-            result.geometry.surfaces[1],
-            SurfaceGeometry::Cylinder { radius: 0.5, .. }
-        ));
-    }
-
-    #[test]
-    fn planar_chamfer_rebuilds_a_valid_all_plane_solid() {
-        let result = chamfered_cuboid(
-            "chamfer".into(),
-            Frame3::IDENTITY,
-            [4.0, 3.0, 2.0],
-            0.25,
-            accuracy(),
-        )
-        .unwrap();
-        assert_eq!(result.topology.faces.len(), 10);
-        assert!(result
-            .geometry
-            .surfaces
-            .iter()
-            .all(|surface| matches!(surface, SurfaceGeometry::Plane { .. })));
-        result.validate().unwrap();
-    }
-
-    #[test]
-    fn circular_edge_fillet_uses_torus_quarters_and_shared_circles() {
-        let result =
-            filleted_cylinder("fillet".into(), Frame3::IDENTITY, 2.0, 4.0, 0.3, accuracy())
-                .unwrap();
-        assert_eq!(result.topology.faces.len(), 5);
-        assert_eq!(
-            result
-                .geometry
-                .surfaces
-                .iter()
-                .filter(|surface| matches!(surface, SurfaceGeometry::Torus { .. }))
-                .count(),
-            2
-        );
-        result.validate().unwrap();
-        crate::analytic::tessellation::tessellate(&result, 0.02, 2_000_000).unwrap();
-    }
-}
diff --git a/main/opengeometry/src/analytic/placement.rs b/main/opengeometry/src/analytic/placement.rs
deleted file mode 100644
index 20f935e..0000000
--- a/main/opengeometry/src/analytic/placement.rs
+++ /dev/null
@@ -1,351 +0,0 @@
-use super::{
-    geometry::{norm, scale as vector_scale},
-    topology::{EdgeGeometry, GeometryQuality, PcurveGeometry},
-    BrepEnvelope, CurveGeometry, Frame3, GeometryError, SurfaceGeometry,
-};
-use crate::math::interval::Interval;
-
-fn metric(surface: &SurfaceGeometry, scale: f64) -> [f64; 2] {
-    match surface {
-        SurfaceGeometry::Plane { .. } => [scale; 2],
-        SurfaceGeometry::Cylinder { .. } | SurfaceGeometry::Cone { .. } => [1.0, scale],
-        _ => [1.0; 2],
-    }
-}
-fn pcurve(
-    geometry: &mut PcurveGeometry,
-    metric: [f64; 2],
-    parameter_scale: f64,
-) -> Result<(), GeometryError> {
-    let map = |value: &mut [f64; 2]| {
-        for i in 0..2 {
-            value[i] *= metric[i];
-        }
-    };
-    match geometry {
-        PcurveGeometry::Line2 { origin, direction } => {
-            map(origin);
-            map(direction);
-            for value in direction {
-                *value /= parameter_scale;
-            }
-        }
-        PcurveGeometry::Conic2 {
-            origin,
-            axis_a,
-            axis_b,
-        } => {
-            if parameter_scale != 1.0 {
-                return Err(GeometryError::UnsupportedGeometry(
-                    "scaled line edge uses a conic pcurve".into(),
-                ));
-            }
-            map(origin);
-            map(axis_a);
-            map(axis_b);
-        }
-        PcurveGeometry::ProjectedCurve {
-            uv_hint,
-            uv_rate,
-            parameter_origin,
-            ..
-        } => {
-            map(uv_hint);
-            map(uv_rate);
-            for value in uv_rate {
-                *value /= parameter_scale;
-            }
-            *parameter_origin *= parameter_scale;
-        }
-        PcurveGeometry::IntersectionSide { .. } => {}
-    }
-    Ok(())
-}
-
-/// A positive similarity transforms geometry, UV length coordinates and error budgets together.
-pub fn placed(
-    input: &BrepEnvelope,
-    placement: Frame3,
-    scale: f64,
-) -> Result<BrepEnvelope, GeometryError> {
-    input.validate()?;
-    placement.validate()?;
-    if !scale.is_finite() || scale <= 0.0 {
-        return Err(GeometryError::InvalidGeometry(
-            "placement scale must be positive and finite".into(),
-        ));
-    }
-    let mut output = input.clone();
-    output.revision = input
-        .revision
-        .checked_add(1)
-        .ok_or_else(|| GeometryError::LimitExceeded("BRep revision overflow".into()))?;
-    let transform_frame = |frame: &mut Frame3| {
-        frame.origin = placement.point(vector_scale(frame.origin, scale));
-        frame.x = placement.vector(frame.x);
-        frame.y = placement.vector(frame.y);
-        frame.z = placement.vector(frame.z);
-    };
-    let metrics: Vec<_> = input
-        .geometry
-        .surfaces
-        .iter()
-        .map(|surface| metric(surface, scale))
-        .collect();
-    for surface in &mut output.geometry.surfaces {
-        match surface {
-            SurfaceGeometry::Plane { frame } | SurfaceGeometry::Cone { frame, .. } => {
-                transform_frame(frame)
-            }
-            SurfaceGeometry::Sphere { frame, radius }
-            | SurfaceGeometry::Cylinder { frame, radius } => {
-                transform_frame(frame);
-                *radius *= scale;
-            }
-            SurfaceGeometry::Torus {
-                frame,
-                major_radius,
-                minor_radius,
-            } => {
-                transform_frame(frame);
-                *major_radius *= scale;
-                *minor_radius *= scale;
-            }
-        }
-    }
-    for curve in &mut output.geometry.curves {
-        match curve {
-            CurveGeometry::Line { origin, direction } => {
-                *origin = placement.point(vector_scale(*origin, scale));
-                *direction = placement.vector(*direction);
-            }
-            CurveGeometry::Circle { frame, radius } => {
-                transform_frame(frame);
-                *radius *= scale;
-            }
-            CurveGeometry::Ellipse {
-                frame,
-                major_radius,
-                minor_radius,
-            } => {
-                transform_frame(frame);
-                *major_radius *= scale;
-                *minor_radius *= scale;
-            }
-            CurveGeometry::Intersection { .. } => {}
-        }
-    }
-    for vertex in &mut output.topology.vertices {
-        vertex.position = placement.point(vector_scale(vertex.position, scale));
-        vertex.tolerance *= scale;
-    }
-    for edge in &mut output.topology.edges {
-        edge.tolerance *= scale;
-        if let EdgeGeometry::Curve { curve, range } = &mut edge.geometry {
-            if matches!(
-                input.geometry.curves[*curve as usize],
-                CurveGeometry::Line { .. }
-            ) {
-                *range = Interval::new(range.lo * scale, range.hi * scale)?;
-            }
-        }
-    }
-    let mut pcurve_metrics = vec![None; input.geometry.pcurves.len()];
-    for use_ in &mut output.topology.halfedges {
-        let (Some(face), Some(pc)) = (use_.face, use_.geometry_use.pcurve) else {
-            continue;
-        };
-        let metric = metrics[input.topology.faces[face as usize].surface as usize];
-        let parameter_scale = match input.topology.edges[use_.edge as usize].geometry {
-            EdgeGeometry::Curve { curve, .. }
-                if matches!(
-                    input.geometry.curves[curve as usize],
-                    CurveGeometry::Line { .. }
-                ) =>
-            {
-                scale
-            }
-            _ => 1.0,
-        };
-        match pcurve_metrics[pc as usize] {
-            None => {
-                pcurve_metrics[pc as usize] = Some((metric, parameter_scale));
-            }
-            Some(previous) if previous != (metric, parameter_scale) => {
-                let mut copy = input.geometry.pcurves[pc as usize].clone();
-                pcurve(&mut copy, metric, parameter_scale)?;
-                use_.geometry_use.pcurve = Some(output.geometry.pcurves.len() as u32);
-                output.geometry.pcurves.push(copy);
-            }
-            _ => {}
-        }
-    }
-    for (id, original) in input.geometry.pcurves.iter().enumerate() {
-        let (mut metric, parameter_scale) = pcurve_metrics[id].unwrap_or(([1.0; 2], 1.0));
-        if let PcurveGeometry::ProjectedCurve { surface, .. } = original {
-            metric = metrics[*surface as usize];
-        }
-        pcurve(&mut output.geometry.pcurves[id], metric, parameter_scale)?;
-    }
-    for face in &mut output.topology.faces {
-        for (i, metric) in metrics[face.surface as usize].iter().enumerate() {
-            face.trim.uv_bounds[i] = Interval::new(
-                face.trim.uv_bounds[i].lo * metric,
-                face.trim.uv_bounds[i].hi * metric,
-            )?;
-        }
-    }
-    for definition in &mut output.geometry.intersections {
-        let a = metrics[definition.surfaces[0] as usize];
-        let b = metrics[definition.surfaces[1] as usize];
-        for anchor in &mut definition.anchors {
-            anchor.point = placement.point(vector_scale(anchor.point, scale));
-            for i in 0..2 {
-                anchor.uv_a[i] *= a[i];
-                anchor.uv_b[i] *= b[i];
-            }
-        }
-        for tube in &mut definition.uv_tubes {
-            for (i, metric) in a.into_iter().chain(b).enumerate() {
-                tube[i] = Interval::new(tube[i].lo * metric, tube[i].hi * metric)?;
-            }
-        }
-        definition.residual_tolerance *= scale;
-    }
-    output.accuracy.geometric *= scale;
-    output.accuracy.intersection *= scale;
-    output.accuracy.tessellation *= scale;
-    output.accuracy.exchange *= scale;
-    if let GeometryQuality::Approximate { max_error } = &mut output.quality {
-        *max_error *= scale;
-    }
-    output.validate()?;
-    if let Some(bounds) = output.bounds()? {
-        let magnitude = norm(std::array::from_fn(|i| {
-            bounds.axes[i].lo.abs().max(bounds.axes[i].hi.abs())
-        }));
-        if !magnitude.is_finite() || magnitude * 64.0 * f64::EPSILON > output.accuracy.geometric {
-            return Err(GeometryError::LimitExceeded(
-                "placement coordinate precision exceeds geometric tolerance".into(),
-            ));
-        }
-    }
-    Ok(output)
-}
-
-#[cfg(test)]
-mod tests {
-    use super::*;
-    use crate::analytic::{primitives, topology::Accuracy, Curve, Surface};
-    fn accuracy() -> Accuracy {
-        Accuracy {
-            geometric: 1e-8,
-            intersection: 1e-9,
-            tessellation: 0.01,
-            exchange: 1e-6,
-        }
-    }
-    #[test]
-    fn similarity_preserves_all_families_trims_and_curve_parameterization() {
-        let placement =
-            Frame3::from_axis([10.0, -3.0, 5.0], [1.0, 2.0, 3.0], [0.0, 1.0, 0.0]).unwrap();
-        let bodies = [
-            primitives::cylinder("c".into(), Frame3::IDENTITY, 1.0, 2.0, accuracy()).unwrap(),
-            primitives::cone("cone".into(), Frame3::IDENTITY, 1.0, 2.0, accuracy()).unwrap(),
-            primitives::sphere("s".into(), Frame3::IDENTITY, 1.0, accuracy()).unwrap(),
-            primitives::torus("t".into(), Frame3::IDENTITY, 2.0, 0.5, accuracy()).unwrap(),
-            primitives::annular_sector_extrusion(
-                "w".into(),
-                Frame3::IDENTITY,
-                2.0,
-                0.2,
-                2.0,
-                0.15,
-                -1.8,
-                accuracy(),
-            )
-            .unwrap(),
-        ];
-        for input in bodies {
-            let json = input.to_json().unwrap();
-            let output = placed(&input, placement, 3.5).unwrap();
-            assert_eq!(input.to_json().unwrap(), json);
-            assert_eq!(output.revision, input.revision + 1);
-            for edge in &input.topology.edges {
-                if let crate::analytic::topology::EdgeGeometry::Curve { curve, range } =
-                    edge.geometry
-                {
-                    let t = range.lo / 2.0 + range.hi / 2.0;
-                    let expected = placement.point(vector_scale(
-                        input.geometry.curve(curve).unwrap().point_at(t).unwrap(),
-                        3.5,
-                    ));
-                    let output_t = if matches!(
-                        input.geometry.curves[curve as usize],
-                        CurveGeometry::Line { .. }
-                    ) {
-                        t * 3.5
-                    } else {
-                        t
-                    };
-                    assert!(
-                        norm(super::super::geometry::sub(
-                            output
-                                .geometry
-                                .curve(curve)
-                                .unwrap()
-                                .point_at(output_t)
-                                .unwrap(),
-                            expected
-                        )) < 1e-12
-                    );
-                }
-            }
-            for face in &input.topology.faces {
-                let uv = face.trim.uv_bounds.map(|d| d.lo / 2.0 + d.hi / 2.0);
-                let metric = metric(input.geometry.surface(face.surface).unwrap(), 3.5);
-                let expected = placement.point(vector_scale(
-                    input
-                        .geometry
-                        .surface(face.surface)
-                        .unwrap()
-                        .point_at(uv)
-                        .unwrap(),
-                    3.5,
-                ));
-                let actual = output
-                    .geometry
-                    .surface(face.surface)
-                    .unwrap()
-                    .point_at(std::array::from_fn(|i| uv[i] * metric[i]))
-                    .unwrap();
-                assert!(norm(super::super::geometry::sub(actual, expected)) < 1e-12);
-            }
-            BrepEnvelope::from_json(&output.to_json().unwrap()).unwrap();
-        }
-    }
-    #[test]
-    fn invalid_scale_revision_overflow_and_precision_are_structured_errors() {
-        let input = primitives::sphere("s".into(), Frame3::IDENTITY, 1.0, accuracy()).unwrap();
-        for scale in [0.0, -1.0, f64::NAN] {
-            assert!(placed(&input, Frame3::IDENTITY, scale).is_err());
-        }
-        let mut bad = input.clone();
-        bad.revision = u64::MAX;
-        assert!(matches!(
-            placed(&bad, Frame3::IDENTITY, 1.0),
-            Err(GeometryError::LimitExceeded(_))
-        ));
-        assert!(matches!(
-            placed(
-                &input,
-                Frame3 {
-                    origin: [1e12; 3],
-                    ..Frame3::IDENTITY
-                },
-                1.0
-            ),
-            Err(GeometryError::LimitExceeded(_))
-        ));
-    }
-}
diff --git a/main/opengeometry/src/analytic/planar_booleans.rs b/main/opengeometry/src/analytic/planar_booleans.rs
deleted file mode 100644
index d93ecbe..0000000
--- a/main/opengeometry/src/analytic/planar_booleans.rs
+++ /dev/null
@@ -1,1579 +0,0 @@
-use std::{
-    cell::RefCell,
-    collections::{BTreeMap, VecDeque},
-};
-
-use super::{
-    booleans::{
-        analytic_face_mappings, brep_face_source, full_planar_extrusion, BooleanOp, BooleanReport,
-        BooleanResult, PrismaticInput,
-    },
-    geometry::{cross, dot, norm, scale, sub, unit},
-    primitives::{plane_boundary, Builder, Use},
-    query::face_contains_uv,
-    topology::{
-        Accuracy, BrepEnvelope, EdgeGeometry, FaceProvenance, FaceRole, FaceSource, Orientation,
-        Shell, SolidRegion,
-    },
-    CurveGeometry, Frame3, GeometryError, Point3, SurfaceGeometry,
-};
-use crate::{
-    geometry::{
-        boolean2d::{boolean_oriented_regions, regions_from_edges_by, PlanarBooleanOp, RingRegion},
-        poly2d::{winding_number2, Pt2},
-    },
-    math::interval::Interval,
-};
-
-fn coverage() -> GeometryError {
-    GeometryError::CoverageGap {
-        families: [
-            "layered planar profile extrusion".into(),
-            "layered planar profile extrusion".into(),
-        ],
-    }
-}
-
-fn contours(input: &PrismaticInput<'_>, frame: Frame3) -> Vec<Vec<Pt2>> {
-    input
-        .contours
-        .iter()
-        .map(|ring| {
-            ring.iter()
-                .map(|point| {
-                    let local = frame.local(*point);
-                    Pt2::new(local[0], local[1])
-                })
-                .collect()
-        })
-        .collect()
-}
-
-fn region_contours(regions: &[RingRegion]) -> Vec<Vec<Pt2>> {
-    regions
-        .iter()
-        .flat_map(|region| {
-            std::iter::once(region.outer.clone()).chain(region.holes.iter().cloned())
-        })
-        .collect()
-}
-
-fn region_points(regions: &[RingRegion], out: &mut Vec<Pt2>) {
-    for region in regions {
-        out.extend(region.outer.iter().copied());
-        for hole in &region.holes {
-            out.extend(hole.iter().copied());
-        }
-    }
-}
-
-fn loop_positions(brep: &BrepEnvelope, loop_id: u32) -> Result<Vec<Point3>, GeometryError> {
-    let start = brep
-        .topology
-        .loops
-        .get(loop_id as usize)
-        .ok_or_else(coverage)?
-        .start_halfedge;
-    let mut current = start;
-    let mut points = Vec::new();
-    loop {
-        let halfedge = brep
-            .topology
-            .halfedges
-            .get(current as usize)
-            .ok_or_else(coverage)?;
-        points.push(
-            brep.topology
-                .vertices
-                .get(halfedge.from as usize)
-                .ok_or_else(coverage)?
-                .position,
-        );
-        current = halfedge.next.ok_or_else(coverage)?;
-        if current == start {
-            break;
-        }
-        if points.len() > brep.topology.halfedges.len() {
-            return Err(coverage());
-        }
-    }
-    Ok(points)
-}
-
-fn slice_regions(
-    brep: &BrepEnvelope,
-    frame: Frame3,
-    level: f64,
-    tolerance: f64,
-) -> Result<Vec<RingRegion>, GeometryError> {
-    let mut segments = Vec::<(Pt2, Pt2)>::new();
-    for face in &brep.topology.faces {
-        let SurfaceGeometry::Plane { frame: face_frame } = brep
-            .geometry
-            .surfaces
-            .get(face.surface as usize)
-            .ok_or_else(coverage)?
-        else {
-            return Err(coverage());
-        };
-        if dot(face_frame.z, frame.z).abs() > 1.0e-10 {
-            continue;
-        }
-        if !face.trim.holes.is_empty() {
-            return Err(coverage());
-        }
-        let points = loop_positions(brep, face.trim.outer)?;
-        let mut crossings = Vec::<Pt2>::new();
-        for index in 0..points.len() {
-            let from = frame.local(points[index]);
-            let to = frame.local(points[(index + 1) % points.len()]);
-            if (from[2] < level && to[2] > level) || (from[2] > level && to[2] < level) {
-                let fraction = (level - from[2]) / (to[2] - from[2]);
-                let point = Pt2::new(
-                    from[0] + fraction * (to[0] - from[0]),
-                    from[1] + fraction * (to[1] - from[1]),
-                );
-                if crossings
-                    .iter()
-                    .all(|existing| (existing.x - point.x).hypot(existing.z - point.z) > tolerance)
-                {
-                    crossings.push(point);
-                }
-            }
-        }
-        if crossings.is_empty() {
-            continue;
-        }
-        if crossings.len() != 2 {
-            return Err(coverage());
-        }
-        let mut from = crossings[0];
-        let mut to = crossings[1];
-        let edge = sub(
-            frame.point([to.x, to.z, level]),
-            frame.point([from.x, from.z, level]),
-        );
-        let outward = cross(edge, frame.z);
-        let actual = scale(face_frame.z, face.sense.multiplier());
-        if dot(outward, actual) < 0.0 {
-            std::mem::swap(&mut from, &mut to);
-        }
-        segments.push((from, to));
-    }
-    let mut loops = Vec::new();
-    while let Some((from, mut to)) = segments.pop() {
-        let mut ring = vec![from];
-        while (to.x - from.x).hypot(to.z - from.z) > tolerance {
-            ring.push(to);
-            let Some(next) = segments
-                .iter()
-                .position(|(start, _)| (start.x - to.x).hypot(start.z - to.z) <= tolerance)
-            else {
-                return Err(coverage());
-            };
-            let (_, end) = segments.swap_remove(next);
-            to = end;
-            if ring.len() > brep.topology.halfedges.len() {
-                return Err(coverage());
-            }
-        }
-        if ring.len() < 3 {
-            return Err(coverage());
-        }
-        loops.push(ring);
-    }
-    Ok(boolean_oriented_regions(
-        &loops,
-        &[],
-        PlanarBooleanOp::Union,
-        tolerance,
-    ))
-}
-
-fn side_sources(
-    brep: &BrepEnvelope,
-    point: Point3,
-    outward: Point3,
-    tolerance: f64,
-) -> Result<Vec<FaceSource>, GeometryError> {
-    let mut sources = Vec::new();
-    for face in &brep.topology.faces {
-        let SurfaceGeometry::Plane { frame } = brep
-            .geometry
-            .surfaces
-            .get(face.surface as usize)
-            .ok_or_else(coverage)?
-        else {
-            return Err(coverage());
-        };
-        let local = frame.local(point);
-        if local[2].abs() > tolerance || dot(frame.z, outward).abs() < 1.0 - 1.0e-10 {
-            continue;
-        }
-        if face_contains_uv(brep, face, [local[0], local[1]])? == Some(true) {
-            sources.push(brep_face_source(brep, face.id));
-        }
-    }
-    Ok(sources)
-}
-
-fn region_sample(region: &RingRegion) -> Result<Pt2, GeometryError> {
-    let mut coordinates = Vec::new();
-    let mut holes = Vec::new();
-    for point in &region.outer {
-        coordinates.extend([point.x, point.z]);
-    }
-    for hole in &region.holes {
-        holes.push(coordinates.len() / 2);
-        for point in hole {
-            coordinates.extend([point.x, point.z]);
-        }
-    }
-    let triangles = earcutr::earcut(&coordinates, &holes, 2);
-    // Earcut may put a nearly collinear boundary triangle first. Its centroid
-    // can round onto the host face and fail cap provenance after a chained cut.
-    // The largest triangle gives a stable point strictly inside this region.
-    let triangle = triangles
-        .chunks_exact(3)
-        .max_by(|left, right| {
-            let area = |triangle: &[usize]| {
-                let point =
-                    |index: usize| Pt2::new(coordinates[index * 2], coordinates[index * 2 + 1]);
-                let a = point(triangle[0]);
-                let b = point(triangle[1]);
-                let c = point(triangle[2]);
-                ((b.x - a.x) * (c.z - a.z) - (b.z - a.z) * (c.x - a.x)).abs()
-            };
-            area(left).total_cmp(&area(right))
-        })
-        .ok_or_else(coverage)?;
-    Ok(Pt2::new(
-        triangle
-            .iter()
-            .map(|&index| coordinates[index * 2])
-            .sum::<f64>()
-            / 3.0,
-        triangle
-            .iter()
-            .map(|&index| coordinates[index * 2 + 1])
-            .sum::<f64>()
-            / 3.0,
-    ))
-}
-
-fn cap_sources(
-    brep: &BrepEnvelope,
-    point: Point3,
-    outward: Point3,
-    cut: bool,
-    tolerance: f64,
-) -> Result<Vec<FaceSource>, GeometryError> {
-    let mut sources = Vec::new();
-    for face in &brep.topology.faces {
-        let SurfaceGeometry::Plane { frame } = brep
-            .geometry
-            .surfaces
-            .get(face.surface as usize)
-            .ok_or_else(coverage)?
-        else {
-            return Err(coverage());
-        };
-        let local = frame.local(point);
-        if local[2].abs() > tolerance {
-            continue;
-        }
-        let actual = scale(frame.z, face.sense.multiplier());
-        let alignment = dot(actual, outward);
-        if (cut && alignment > -1.0 + 1.0e-10) || (!cut && alignment < 1.0 - 1.0e-10) {
-            continue;
-        }
-        if face_contains_uv(brep, face, [local[0], local[1]])? == Some(true) {
-            sources.push(brep_face_source(brep, face.id));
-        }
-    }
-    Ok(sources)
-}
-
-fn split_ring(ring: &[Pt2], vertices: &[Pt2], tolerance: f64) -> Vec<Pt2> {
-    let mut split = Vec::new();
-    for index in 0..ring.len() {
-        let from = ring[index];
-        let to = ring[(index + 1) % ring.len()];
-        let delta = Pt2::new(to.x - from.x, to.z - from.z);
-        let length2 = delta.x * delta.x + delta.z * delta.z;
-        if length2 <= tolerance * tolerance {
-            continue;
-        }
-        split.push(from);
-        let mut interior = Vec::new();
-        for &point in vertices {
-            let offset = Pt2::new(point.x - from.x, point.z - from.z);
-            let t = (offset.x * delta.x + offset.z * delta.z) / length2;
-            let distance = (offset.x * delta.z - offset.z * delta.x).abs() / length2.sqrt();
-            if t > tolerance / length2.sqrt()
-                && t < 1.0 - tolerance / length2.sqrt()
-                && distance <= tolerance
-            {
-                interior.push((t, point));
-            }
-        }
-        interior.sort_by(|left, right| left.0.total_cmp(&right.0));
-        for (_, point) in interior {
-            if split
-                .last()
-                .is_none_or(|last| (last.x - point.x).hypot(last.z - point.z) > tolerance)
-            {
-                split.push(point);
-            }
-        }
-    }
-    split
-}
-
-struct Facets {
-    builder: Builder,
-    vertices: Vec<(Point3, u32)>,
-    edges: BTreeMap<(u32, u32), u32>,
-    accuracy: Accuracy,
-}
-
-impl Facets {
-    fn new(id: String, accuracy: Accuracy) -> Result<Self, GeometryError> {
-        Ok(Self {
-            builder: Builder::new(id, accuracy)?,
-            vertices: Vec::new(),
-            edges: BTreeMap::new(),
-            accuracy,
-        })
-    }
-
-    fn vertex(&mut self, point: Point3) -> u32 {
-        if let Some((_, id)) = self
-            .vertices
-            .iter()
-            .find(|(existing, _)| norm(sub(*existing, point)) <= self.accuracy.geometric / 4.0)
-        {
-            return *id;
-        }
-        let id = self.builder.vertex(point);
-        self.vertices.push((point, id));
-        id
-    }
-
-    fn uses(&mut self, ring: &[Point3], frame: Frame3) -> Result<Vec<Use>, GeometryError> {
-        let ids = ring
-            .iter()
-            .map(|point| self.vertex(*point))
-            .collect::<Vec<_>>();
-        let mut uses = Vec::with_capacity(ids.len());
-        for index in 0..ids.len() {
-            let next = (index + 1) % ids.len();
-            let from = ids[index];
-            let to = ids[next];
-            if from == to {
-                return Err(GeometryError::UnresolvedIntersection(
-                    "layered planar face has a sub-tolerance edge".into(),
-                ));
-            }
-            let key = (from.min(to), from.max(to));
-            let edge = if let Some(&edge) = self.edges.get(&key) {
-                edge
-            } else {
-                let delta = sub(ring[next], ring[index]);
-                let length = norm(delta);
-                let edge = self.builder.edge(
-                    CurveGeometry::Line {
-                        origin: ring[index],
-                        direction: unit(delta)?,
-                    },
-                    Interval::new(0.0, length)?,
-                    false,
-                );
-                self.edges.insert(key, edge);
-                edge
-            };
-            let EdgeGeometry::Curve { curve, .. } =
-                self.builder.brep.topology.edges[edge as usize].geometry
-            else {
-                return Err(coverage());
-            };
-            let CurveGeometry::Line { origin, direction } =
-                self.builder.brep.geometry.curves[curve as usize]
-            else {
-                return Err(coverage());
-            };
-            let sense = if norm(sub(origin, ring[index])) <= self.accuracy.geometric / 4.0
-                && dot(direction, sub(ring[next], ring[index])) > 0.0
-            {
-                Orientation::Forward
-            } else {
-                Orientation::Reverse
-            };
-            uses.push(plane_boundary(&self.builder, frame, edge, from, to, sense)?);
-        }
-        Ok(uses)
-    }
-
-    fn face(
-        &mut self,
-        key: &str,
-        frame: Frame3,
-        outer: Vec<Point3>,
-        holes: Vec<Vec<Point3>>,
-        provenance: FaceProvenance,
-    ) -> Result<(), GeometryError> {
-        let mut bounds = [[f64::INFINITY, f64::NEG_INFINITY]; 2];
-        for point in outer.iter().chain(holes.iter().flatten()) {
-            let local = frame.local(*point);
-            if local[2].abs() > 4.0 * self.accuracy.geometric {
-                return Err(GeometryError::UnresolvedIntersection(
-                    "layered planar face is not coplanar".into(),
-                ));
-            }
-            for axis in 0..2 {
-                bounds[axis][0] = bounds[axis][0].min(local[axis]);
-                bounds[axis][1] = bounds[axis][1].max(local[axis]);
-            }
-        }
-        for bound in &mut bounds {
-            bound[0] -= self.accuracy.geometric;
-            bound[1] += self.accuracy.geometric;
-        }
-        let outer_uses = self.uses(&outer, frame)?;
-        let hole_uses = holes
-            .iter()
-            .map(|hole| self.uses(hole, frame))
-            .collect::<Result<Vec<_>, _>>()?;
-        let face = self.builder.brep.topology.faces.len();
-        self.builder.face_with_holes(
-            &format!("{key}-{face}"),
-            super::SurfaceGeometry::Plane { frame },
-            bounds,
-            outer_uses,
-            hole_uses,
-        )?;
-        self.builder.brep.topology.faces[face].provenance = provenance;
-        Ok(())
-    }
-}
-
-fn cap(
-    facets: &mut Facets,
-    base: Frame3,
-    level: f64,
-    up: bool,
-    regions: &[RingRegion],
-    vertices: &[Pt2],
-    source_breps: &[(&BrepEnvelope, FaceRole)],
-) -> Result<(), GeometryError> {
-    let origin = base.point([0.0, 0.0, level]);
-    let frame = if up {
-        Frame3 { origin, ..base }
-    } else {
-        Frame3 {
-            origin,
-            x: base.x,
-            y: scale(base.y, -1.0),
-            z: scale(base.z, -1.0),
-        }
-    };
-    for region in regions {
-        let sample = region_sample(region)?;
-        let mut selected = None;
-        for &(brep, role) in source_breps {
-            let sources = cap_sources(
-                brep,
-                base.point([sample.x, sample.z, level]),
-                frame.z,
-                role == FaceRole::Cut,
-                facets.accuracy.intersection,
-            )?;
-            if !sources.is_empty() {
-                selected = Some((sources, role));
-                break;
-            }
-        }
-        let (sources, role) = selected.ok_or_else(|| {
-            GeometryError::InvalidTopology(format!(
-                "layered planar cap has no source face at level {level}"
-            ))
-        })?;
-        let mut outer = split_ring(&region.outer, vertices, facets.accuracy.geometric / 4.0)
-            .into_iter()
-            .map(|point| base.point([point.x, point.z, level]))
-            .collect::<Vec<_>>();
-        let mut holes = region
-            .holes
-            .iter()
-            .map(|ring| {
-                split_ring(ring, vertices, facets.accuracy.geometric / 4.0)
-                    .into_iter()
-                    .map(|point| base.point([point.x, point.z, level]))
-                    .collect::<Vec<_>>()
-            })
-            .collect::<Vec<_>>();
-        if !up {
-            outer.reverse();
-            for hole in &mut holes {
-                hole.reverse();
-            }
-        }
-        facets.face(
-            if up { "upper-cap" } else { "lower-cap" },
-            frame,
-            outer,
-            holes,
-            FaceProvenance {
-                sources,
-                role,
-                reversed: role == FaceRole::Cut,
-            },
-        )?;
-    }
-    Ok(())
-}
-
-fn side_faces(
-    facets: &mut Facets,
-    a: &BrepEnvelope,
-    b: &BrepEnvelope,
-    base: Frame3,
-    regions: &[RingRegion],
-    vertices: &[Pt2],
-    lo: f64,
-    hi: f64,
-) -> Result<(), GeometryError> {
-    for region in regions {
-        for ring in std::iter::once(&region.outer).chain(&region.holes) {
-            let ring = split_ring(ring, vertices, facets.accuracy.geometric / 4.0);
-            for index in 0..ring.len() {
-                let from = ring[index];
-                let to = ring[(index + 1) % ring.len()];
-                let lower_from = base.point([from.x, from.z, lo]);
-                let lower_to = base.point([to.x, to.z, lo]);
-                let upper_to = base.point([to.x, to.z, hi]);
-                let upper_from = base.point([from.x, from.z, hi]);
-                let normal = unit(cross(
-                    sub(lower_to, lower_from),
-                    sub(upper_from, lower_from),
-                ))?;
-                let face_frame = Frame3::from_axis(lower_from, normal, sub(lower_to, lower_from))?;
-                let midpoint = scale(
-                    [
-                        lower_from[0] + lower_to[0] + upper_to[0] + upper_from[0],
-                        lower_from[1] + lower_to[1] + upper_to[1] + upper_from[1],
-                        lower_from[2] + lower_to[2] + upper_to[2] + upper_from[2],
-                    ],
-                    0.25,
-                );
-                let a_sources = side_sources(a, midpoint, normal, facets.accuracy.intersection)?;
-                let b_sources = side_sources(b, midpoint, normal, facets.accuracy.intersection)?;
-                let is_cut = a_sources.is_empty() && !b_sources.is_empty();
-                let sources = if is_cut { b_sources } else { a_sources };
-                if sources.is_empty() {
-                    return Err(GeometryError::InvalidTopology(
-                        "layered planar side has no source face".into(),
-                    ));
-                }
-                facets.face(
-                    if is_cut { "cut-side" } else { "host-side" },
-                    face_frame,
-                    vec![lower_from, lower_to, upper_to, upper_from],
-                    Vec::new(),
-                    FaceProvenance {
-                        sources,
-                        role: if is_cut {
-                            FaceRole::Cut
-                        } else {
-                            FaceRole::Split
-                        },
-                        reversed: is_cut,
-                    },
-                )?;
-            }
-        }
-    }
-    Ok(())
-}
-
-fn shell_volume(brep: &BrepEnvelope, faces: &[u32]) -> Result<f64, GeometryError> {
-    let mut volume = 0.0;
-    for &face_id in faces {
-        let face = &brep.topology.faces[face_id as usize];
-        for &loop_id in std::iter::once(&face.trim.outer).chain(&face.trim.holes) {
-            let start = brep.topology.loops[loop_id as usize].start_halfedge;
-            let mut current = start;
-            let mut points = Vec::new();
-            loop {
-                let halfedge = &brep.topology.halfedges[current as usize];
-                points.push(brep.topology.vertices[halfedge.from as usize].position);
-                current = halfedge.next.ok_or_else(|| {
-                    GeometryError::InvalidTopology("layered planar face has open loop".into())
-                })?;
-                if current == start {
-                    break;
-                }
-                if points.len() > brep.topology.halfedges.len() {
-                    return Err(coverage());
-                }
-            }
-            for index in 1..points.len() - 1 {
-                volume += dot(points[0], cross(points[index], points[index + 1])) / 6.0;
-            }
-        }
-    }
-    Ok(volume)
-}
-
-fn shell_contains_point(
-    brep: &BrepEnvelope,
-    faces: &[u32],
-    point: Point3,
-    tolerance: f64,
-) -> Result<bool, GeometryError> {
-    for direction in [
-        unit([1.0, 0.371, 0.127])?,
-        unit([0.193, 1.0, 0.419])?,
-        unit([0.311, 0.233, 1.0])?,
-    ] {
-        let mut hits: Vec<f64> = Vec::new();
-        let mut uncertain = false;
-        for &face_id in faces {
-            let face = &brep.topology.faces[face_id as usize];
-            let SurfaceGeometry::Plane { frame } = brep.geometry.surface(face.surface)? else {
-                return Err(coverage());
-            };
-            let denominator = dot(frame.z, direction);
-            let numerator = dot(frame.z, sub(frame.origin, point));
-            if denominator.abs() <= 64.0 * f64::EPSILON {
-                if numerator.abs() <= tolerance {
-                    uncertain = true;
-                    break;
-                }
-                continue;
-            }
-            let distance = numerator / denominator;
-            if distance <= tolerance {
-                continue;
-            }
-            let position = [
-                point[0] + direction[0] * distance,
-                point[1] + direction[1] * distance,
-                point[2] + direction[2] * distance,
-            ];
-            let local = frame.local(position);
-            match face_contains_uv(brep, face, [local[0], local[1]])? {
-                Some(true) if hits.iter().any(|hit| (hit - distance).abs() <= tolerance) => {
-                    uncertain = true;
-                    break;
-                }
-                Some(true) => hits.push(distance),
-                Some(false) => {}
-                None => {
-                    uncertain = true;
-                    break;
-                }
-            }
-        }
-        if !uncertain {
-            return Ok(hits.len() % 2 == 1);
-        }
-    }
-    Err(coverage())
-}
-
-fn finish(
-    mut facets: Facets,
-    a: &BrepEnvelope,
-    b: &BrepEnvelope,
-) -> Result<BooleanResult, GeometryError> {
-    let mut assigned = vec![false; facets.builder.brep.topology.faces.len()];
-    let mut outer_shells = Vec::new();
-    let mut cavity_shells = Vec::new();
-    for start in 0..assigned.len() {
-        if assigned[start] {
-            continue;
-        }
-        let shell = facets.builder.brep.topology.shells.len() as u32;
-        let mut faces = Vec::new();
-        let mut queue = VecDeque::from([start]);
-        assigned[start] = true;
-        while let Some(face) = queue.pop_front() {
-            facets.builder.brep.topology.faces[face].shell_ref = Some(shell);
-            faces.push(face as u32);
-            for halfedge in facets
-                .builder
-                .brep
-                .topology
-                .halfedges
-                .iter()
-                .filter(|edge| edge.face == Some(face as u32))
-            {
-                let twin = halfedge.twin.ok_or_else(|| {
-                    GeometryError::InvalidTopology(
-                        "layered planar Boolean has an open boundary".into(),
-                    )
-                })?;
-                let adjacent = facets.builder.brep.topology.halfedges[twin as usize]
-                    .face
-                    .ok_or_else(|| {
-                        GeometryError::InvalidTopology("layered planar twin has no face".into())
-                    })? as usize;
-                if !assigned[adjacent] {
-                    assigned[adjacent] = true;
-                    queue.push_back(adjacent);
-                }
-            }
-        }
-        let volume = shell_volume(&facets.builder.brep, &faces)?;
-        if volume.abs() <= facets.accuracy.geometric.powi(3) {
-            return Err(coverage());
-        }
-        facets.builder.brep.topology.shells.push(Shell {
-            id: shell,
-            faces,
-            is_closed: true,
-        });
-        if volume > 0.0 {
-            outer_shells.push((shell, volume));
-        } else {
-            cavity_shells.push(shell);
-        }
-    }
-    for &(outer_shell, _) in &outer_shells {
-        facets.builder.brep.solids.push(SolidRegion {
-            outer_shell,
-            cavity_shells: Vec::new(),
-        });
-    }
-    for cavity_shell in cavity_shells {
-        let shell = &facets.builder.brep.topology.shells[cavity_shell as usize];
-        let face = &facets.builder.brep.topology.faces[shell.faces[0] as usize];
-        let loop_start =
-            facets.builder.brep.topology.loops[face.trim.outer as usize].start_halfedge;
-        let vertex = facets.builder.brep.topology.halfedges[loop_start as usize].from;
-        let point = facets.builder.brep.topology.vertices[vertex as usize].position;
-        let mut enclosing = Vec::new();
-        for (index, &(outer_shell, volume)) in outer_shells.iter().enumerate() {
-            let outer = &facets.builder.brep.topology.shells[outer_shell as usize];
-            if shell_contains_point(
-                &facets.builder.brep,
-                &outer.faces,
-                point,
-                facets.accuracy.intersection,
-            )? {
-                enclosing.push((index, volume));
-            }
-        }
-        let Some(&(index, _)) = enclosing
-            .iter()
-            .min_by(|left, right| left.1.total_cmp(&right.1))
-        else {
-            return Err(coverage());
-        };
-        facets.builder.brep.solids[index]
-            .cavity_shells
-            .push(cavity_shell);
-    }
-    let mut out = facets.builder.brep;
-    out.revision =
-        a.revision.max(b.revision).checked_add(1).ok_or_else(|| {
-            GeometryError::LimitExceeded("planar Boolean revision overflow".into())
-        })?;
-    out.validate()?;
-    let face_mappings = analytic_face_mappings(&out, [a, b]);
-    Ok(BooleanResult {
-        report: BooleanReport {
-            operation: BooleanOp::Subtraction,
-            quality: out.quality.clone(),
-            contacts: Vec::new(),
-            coincident: true,
-            face_mappings,
-        },
-        brep: out,
-    })
-}
-
-pub(super) fn subtract_layered_extrusions(
-    host: &BrepEnvelope,
-    cutter: &BrepEnvelope,
-    id: String,
-) -> Result<BooleanResult, GeometryError> {
-    host.validate()?;
-    let b = full_planar_extrusion(cutter)?;
-    if host
-        .geometry
-        .surfaces
-        .iter()
-        .any(|surface| !matches!(surface, SurfaceGeometry::Plane { .. }))
-        || host
-            .geometry
-            .curves
-            .iter()
-            .any(|curve| !matches!(curve, CurveGeometry::Line { .. }))
-        || host.solids.is_empty()
-    {
-        return Err(coverage());
-    }
-    let accuracy = Accuracy {
-        geometric: host.accuracy.geometric.max(cutter.accuracy.geometric),
-        intersection: host.accuracy.intersection.max(cutter.accuracy.intersection),
-        tessellation: host.accuracy.tessellation.max(cutter.accuracy.tessellation),
-        exchange: host.accuracy.exchange.max(cutter.accuracy.exchange),
-    };
-    let host_positions = host
-        .topology
-        .vertices
-        .iter()
-        .map(|vertex| b.frame.local(vertex.position)[2])
-        .collect::<Vec<_>>();
-    let host_lo = host_positions.iter().copied().fold(f64::INFINITY, f64::min);
-    let host_hi = host_positions
-        .iter()
-        .copied()
-        .fold(f64::NEG_INFINITY, f64::max);
-    if !host_lo.is_finite() || host_hi - host_lo <= 4.0 * accuracy.geometric {
-        return Err(coverage());
-    }
-    let frame = Frame3 {
-        origin: b.frame.point([0.0, 0.0, host_lo]),
-        ..b.frame
-    };
-    for face in &host.topology.faces {
-        let SurfaceGeometry::Plane { frame: face_frame } = host
-            .geometry
-            .surfaces
-            .get(face.surface as usize)
-            .ok_or_else(coverage)?
-        else {
-            return Err(coverage());
-        };
-        let alignment = dot(face_frame.z, frame.z).abs();
-        if alignment > 1.0e-10 && alignment < 1.0 - 1.0e-10 {
-            return Err(coverage());
-        }
-    }
-    let b_contours = contours(&b, frame);
-    let b_lo = dot(sub(b.frame.origin, frame.origin), frame.z);
-    let b_hi = b_lo + b.height;
-    let host_height = host_hi - host_lo;
-    if b_hi <= accuracy.geometric || b_lo >= host_height - accuracy.geometric {
-        return Err(coverage());
-    }
-    let mut levels = host_positions
-        .iter()
-        .map(|level| level - host_lo)
-        .collect::<Vec<_>>();
-    for level in [b_lo, b_hi] {
-        if level > accuracy.geometric && level < host_height - accuracy.geometric {
-            levels.push(level);
-        }
-    }
-    levels.sort_by(f64::total_cmp);
-    levels.dedup_by(|left, right| (*left - *right).abs() <= accuracy.geometric);
-    let layers = levels
-        .windows(2)
-        .map(|span| -> Result<Vec<RingRegion>, GeometryError> {
-            let middle = (span[0] + span[1]) / 2.0;
-            let host_regions = slice_regions(host, frame, middle, accuracy.intersection)?;
-            Ok(boolean_oriented_regions(
-                &region_contours(&host_regions),
-                if middle > b_lo && middle < b_hi {
-                    &b_contours
-                } else {
-                    &[]
-                },
-                PlanarBooleanOp::Subtraction,
-                accuracy.intersection,
-            ))
-        })
-        .collect::<Result<Vec<_>, _>>()?;
-    let mut exposed_up = Vec::new();
-    let mut exposed_down = Vec::new();
-    for index in 1..layers.len() {
-        let below = region_contours(&layers[index - 1]);
-        let above = region_contours(&layers[index]);
-        exposed_up.push(boolean_oriented_regions(
-            &below,
-            &above,
-            PlanarBooleanOp::Subtraction,
-            accuracy.intersection,
-        ));
-        exposed_down.push(boolean_oriented_regions(
-            &above,
-            &below,
-            PlanarBooleanOp::Subtraction,
-            accuracy.intersection,
-        ));
-    }
-    let mut vertices = Vec::new();
-    for layer in &layers {
-        region_points(layer, &mut vertices);
-    }
-    for regions in exposed_up.iter().chain(&exposed_down) {
-        region_points(regions, &mut vertices);
-    }
-    let mut facets = Facets::new(id, accuracy)?;
-    cap(
-        &mut facets,
-        frame,
-        0.0,
-        false,
-        &layers[0],
-        &vertices,
-        &[(host, FaceRole::Split)],
-    )?;
-    for (index, layer) in layers.iter().enumerate() {
-        side_faces(
-            &mut facets,
-            host,
-            cutter,
-            frame,
-            layer,
-            &vertices,
-            levels[index],
-            levels[index + 1],
-        )?;
-        if index + 1 < layers.len() {
-            cap(
-                &mut facets,
-                frame,
-                levels[index + 1],
-                true,
-                &exposed_up[index],
-                &vertices,
-                &[(host, FaceRole::Split), (cutter, FaceRole::Cut)],
-            )?;
-            cap(
-                &mut facets,
-                frame,
-                levels[index + 1],
-                false,
-                &exposed_down[index],
-                &vertices,
-                &[(host, FaceRole::Split), (cutter, FaceRole::Cut)],
-            )?;
-        }
-    }
-    cap(
-        &mut facets,
-        frame,
-        host_height,
-        true,
-        layers.last().ok_or_else(coverage)?,
-        &vertices,
-        &[(host, FaceRole::Split)],
-    )?;
-    finish(facets, host, cutter)
-}
-
-struct PlanarFace {
-    id: u32,
-    frame: Frame3,
-    polygon: Vec<Point3>,
-    holes: Vec<Vec<Point3>>,
-}
-
-fn planar_faces(
-    brep: &BrepEnvelope,
-    tolerance: f64,
-) -> Result<Option<Vec<PlanarFace>>, GeometryError> {
-    if brep.solids.is_empty()
-        || brep
-            .geometry
-            .curves
-            .iter()
-            .any(|curve| !matches!(curve, CurveGeometry::Line { .. }))
-    {
-        return Ok(None);
-    }
-    let mut faces = Vec::with_capacity(brep.topology.faces.len());
-    for face in &brep.topology.faces {
-        let Some(SurfaceGeometry::Plane { frame: surface }) =
-            brep.geometry.surfaces.get(face.surface as usize)
-        else {
-            return Ok(None);
-        };
-        let frame = if face.sense == Orientation::Forward {
-            *surface
-        } else {
-            Frame3 {
-                origin: surface.origin,
-                x: surface.x,
-                y: scale(surface.y, -1.0),
-                z: scale(surface.z, -1.0),
-            }
-        };
-        let polygon = loop_positions(brep, face.trim.outer)?;
-        if polygon.len() < 3 {
-            return Ok(None);
-        }
-        let mut holes = face
-            .trim
-            .holes
-            .iter()
-            .map(|&loop_id| loop_positions(brep, loop_id))
-            .collect::<Result<Vec<_>, _>>()?;
-        let orient = |mut ring: Vec<Point3>, outer: bool| -> Option<Vec<Point3>> {
-            let area = ring
-                .iter()
-                .enumerate()
-                .map(|(index, point)| {
-                    let a = frame.local(*point);
-                    let b = frame.local(ring[(index + 1) % ring.len()]);
-                    a[0] * b[1] - b[0] * a[1]
-                })
-                .sum::<f64>();
-            if ring.len() < 3 || area.abs() <= tolerance * tolerance {
-                return None;
-            }
-            if (area > 0.0) != outer {
-                ring.reverse();
-            }
-            Some(ring)
-        };
-        let Some(polygon) = orient(polygon, true) else {
-            return Ok(None);
-        };
-        for hole in &mut holes {
-            let Some(oriented) = orient(std::mem::take(hole), false) else {
-                return Ok(None);
-            };
-            *hole = oriented;
-        }
-        faces.push(PlanarFace {
-            id: face.id,
-            frame,
-            polygon,
-            holes,
-        });
-    }
-    Ok(Some(faces))
-}
-
-fn convex_faces(
-    brep: &BrepEnvelope,
-    tolerance: f64,
-) -> Result<Option<Vec<PlanarFace>>, GeometryError> {
-    let Some(faces) = planar_faces(brep, tolerance)? else {
-        return Ok(None);
-    };
-    if brep.solids.len() != 1
-        || brep.topology.shells.len() != 1
-        || faces.iter().any(|face| !face.holes.is_empty())
-    {
-        return Ok(None);
-    }
-    for face in &faces {
-        if brep
-            .topology
-            .vertices
-            .iter()
-            .any(|vertex| dot(face.frame.z, sub(vertex.position, face.frame.origin)) > tolerance)
-        {
-            return Ok(None);
-        }
-    }
-    Ok(Some(faces))
-}
-
-fn planar_section_segments(
-    brep: &BrepEnvelope,
-    faces: &[PlanarFace],
-    section: Frame3,
-    tolerance: f64,
-) -> Result<Vec<(Pt2, Pt2)>, GeometryError> {
-    let mut segments = Vec::<(Pt2, Pt2)>::new();
-    for source in faces {
-        let direction = cross(source.frame.z, section.z);
-        if norm(direction) <= 1.0e-10 {
-            continue;
-        }
-        let direction = unit(direction)?;
-        let mut crossings = Vec::new();
-        for ring in std::iter::once(&source.polygon).chain(&source.holes) {
-            for index in 0..ring.len() {
-                let from = ring[index];
-                let to = ring[(index + 1) % ring.len()];
-                let from_distance = dot(section.z, sub(from, section.origin));
-                let to_distance = dot(section.z, sub(to, section.origin));
-                if from_distance.abs() <= tolerance {
-                    crossings.push(from);
-                }
-                if (from_distance < -tolerance && to_distance > tolerance)
-                    || (from_distance > tolerance && to_distance < -tolerance)
-                {
-                    let fraction = from_distance / (from_distance - to_distance);
-                    crossings.push([
-                        from[0] + fraction * (to[0] - from[0]),
-                        from[1] + fraction * (to[1] - from[1]),
-                        from[2] + fraction * (to[2] - from[2]),
-                    ]);
-                }
-            }
-        }
-        crossings.sort_by(|left, right| dot(*left, direction).total_cmp(&dot(*right, direction)));
-        crossings.dedup_by(|left, right| norm(sub(*left, *right)) <= tolerance);
-        let face = &brep.topology.faces[source.id as usize];
-        let SurfaceGeometry::Plane { frame: surface } =
-            &brep.geometry.surfaces[face.surface as usize]
-        else {
-            return Err(coverage());
-        };
-        for pair in crossings.windows(2) {
-            if norm(sub(pair[0], pair[1])) <= tolerance {
-                continue;
-            }
-            let midpoint = scale(
-                [
-                    pair[0][0] + pair[1][0],
-                    pair[0][1] + pair[1][1],
-                    pair[0][2] + pair[1][2],
-                ],
-                0.5,
-            );
-            let local = surface.local(midpoint);
-            let on_trim_edge = std::iter::once(&source.polygon)
-                .chain(&source.holes)
-                .any(|ring| {
-                    ring.iter().enumerate().any(|(index, &from)| {
-                        let to = ring[(index + 1) % ring.len()];
-                        let edge = sub(to, from);
-                        let length_squared = dot(edge, edge);
-                        if length_squared <= tolerance * tolerance {
-                            return false;
-                        }
-                        let fraction = dot(sub(midpoint, from), edge) / length_squared;
-                        fraction >= -tolerance
-                            && fraction <= 1.0 + tolerance
-                            && norm(sub(sub(midpoint, from), scale(edge, fraction))) <= tolerance
-                    })
-                });
-            if face_contains_uv(brep, face, [local[0], local[1]])? != Some(true) && !on_trim_edge {
-                continue;
-            }
-            let a = section.local(pair[0]);
-            let b = section.local(pair[1]);
-            let mut from = Pt2::new(a[0], a[1]);
-            let mut to = Pt2::new(b[0], b[1]);
-            let edge = sub(pair[1], pair[0]);
-            if dot(cross(edge, section.z), source.frame.z) < 0.0 {
-                std::mem::swap(&mut from, &mut to);
-            }
-            segments.push((from, to));
-        }
-    }
-    Ok(segments)
-}
-
-fn clip_convex_face(polygon: &[Point3], planes: &[PlanarFace], tolerance: f64) -> Vec<Point3> {
-    let mut result = polygon.to_vec();
-    for plane in planes {
-        if result.len() < 3 {
-            return Vec::new();
-        }
-        let mut next = Vec::new();
-        let mut previous = *result.last().unwrap();
-        let mut previous_distance = dot(plane.frame.z, sub(previous, plane.frame.origin));
-        for &current in &result {
-            let distance = dot(plane.frame.z, sub(current, plane.frame.origin));
-            let previous_inside = previous_distance <= tolerance;
-            let current_inside = distance <= tolerance;
-            if previous_inside != current_inside {
-                let fraction = previous_distance / (previous_distance - distance);
-                next.push([
-                    previous[0] + fraction * (current[0] - previous[0]),
-                    previous[1] + fraction * (current[1] - previous[1]),
-                    previous[2] + fraction * (current[2] - previous[2]),
-                ]);
-            }
-            if current_inside {
-                next.push(current);
-            }
-            previous = current;
-            previous_distance = distance;
-        }
-        next.dedup_by(|left, right| norm(sub(*left, *right)) <= tolerance / 4.0);
-        if next.len() > 1 && norm(sub(next[0], *next.last().unwrap())) <= tolerance / 4.0 {
-            next.pop();
-        }
-        result = next;
-    }
-    if result.len() < 3 {
-        Vec::new()
-    } else {
-        result
-    }
-}
-
-fn convex_section_polygon(
-    cutter: &BrepEnvelope,
-    faces: &[PlanarFace],
-    section: Frame3,
-    tolerance: f64,
-) -> Vec<Pt2> {
-    let mut limits = [[f64::INFINITY, f64::NEG_INFINITY]; 2];
-    for vertex in &cutter.topology.vertices {
-        let local = section.local(vertex.position);
-        for axis in 0..2 {
-            limits[axis][0] = limits[axis][0].min(local[axis]);
-            limits[axis][1] = limits[axis][1].max(local[axis]);
-        }
-    }
-    if limits.iter().any(|bound| !bound[0].is_finite()) {
-        return Vec::new();
-    }
-    let span = (limits[0][1] - limits[0][0])
-        .max(limits[1][1] - limits[1][0])
-        .max(1.0);
-    let corners = [
-        [limits[0][0] - span, limits[1][0] - span],
-        [limits[0][1] + span, limits[1][0] - span],
-        [limits[0][1] + span, limits[1][1] + span],
-        [limits[0][0] - span, limits[1][1] + span],
-    ]
-    .map(|point| section.point([point[0], point[1], 0.0]));
-    let clipped = clip_convex_face(&corners, faces, tolerance);
-    if clipped.len() < 3 {
-        return Vec::new();
-    }
-    let result = clipped
-        .iter()
-        .map(|point| {
-            let local = section.local(*point);
-            Pt2::new(local[0], local[1])
-        })
-        .collect::<Vec<_>>();
-    let twice_area = result
-        .iter()
-        .enumerate()
-        .map(|(index, point)| {
-            let next = result[(index + 1) % result.len()];
-            point.x * next.z - next.x * point.z
-        })
-        .sum::<f64>();
-    if twice_area.abs() <= tolerance * tolerance {
-        Vec::new()
-    } else {
-        result
-    }
-}
-
-fn split_planar_ring(ring: &[Point3], vertices: &[Point3], tolerance: f64) -> Vec<Point3> {
-    let mut split = Vec::new();
-    for index in 0..ring.len() {
-        let from = ring[index];
-        let to = ring[(index + 1) % ring.len()];
-        let delta = sub(to, from);
-        let length = norm(delta);
-        if length <= tolerance {
-            continue;
-        }
-        split.push(from);
-        let mut interior = Vec::new();
-        for &point in vertices {
-            let offset = sub(point, from);
-            let fraction = dot(offset, delta) / (length * length);
-            if fraction > tolerance / length
-                && fraction < 1.0 - tolerance / length
-                && norm(sub(offset, scale(delta, fraction))) <= tolerance
-            {
-                interior.push((fraction, point));
-            }
-        }
-        interior.sort_by(|left, right| left.0.total_cmp(&right.0));
-        for (_, point) in interior {
-            if split
-                .last()
-                .is_none_or(|last| norm(sub(*last, point)) > tolerance)
-            {
-                split.push(point);
-            }
-        }
-    }
-    split
-}
-
-struct PlanarFacet {
-    key: String,
-    frame: Frame3,
-    outer: Vec<Point3>,
-    holes: Vec<Vec<Point3>>,
-    provenance: FaceProvenance,
-}
-
-pub(super) fn subtract_planar_polyhedra(
-    host: &BrepEnvelope,
-    cutter: &BrepEnvelope,
-    id: String,
-) -> Result<BooleanResult, GeometryError> {
-    let accuracy = Accuracy {
-        geometric: host.accuracy.geometric.max(cutter.accuracy.geometric),
-        intersection: host.accuracy.intersection.max(cutter.accuracy.intersection),
-        tessellation: host.accuracy.tessellation.max(cutter.accuracy.tessellation),
-        exchange: host.accuracy.exchange.max(cutter.accuracy.exchange),
-    };
-    let Some(host_faces) = planar_faces(host, accuracy.intersection)? else {
-        return Err(coverage());
-    };
-    let Some(cutter_faces) = planar_faces(cutter, accuracy.intersection)? else {
-        return Err(coverage());
-    };
-    let convex_cutter_faces = convex_faces(cutter, accuracy.intersection)?;
-    if cutter.topology.vertices.iter().all(|vertex| {
-        matches!(
-            super::query::classify_point(host, vertex.position),
-            Ok(super::query::PointClassification::Inside)
-        )
-    }) || host.topology.vertices.iter().all(|vertex| {
-        matches!(
-            super::query::classify_point(cutter, vertex.position),
-            Ok(super::query::PointClassification::Inside)
-        )
-    }) {
-        return Err(coverage());
-    }
-    let project = |points: &[Point3], frame: Frame3| {
-        points
-            .iter()
-            .map(|point| {
-                let local = frame.local(*point);
-                Pt2::new(local[0], local[1])
-            })
-            .collect::<Vec<_>>()
-    };
-    let mut pieces = Vec::new();
-    for face in &host_faces {
-        let mut base = vec![project(&face.polygon, face.frame)];
-        base.extend(face.holes.iter().map(|ring| project(ring, face.frame)));
-        let regions = if let Some(convex_faces) = &convex_cutter_faces {
-            let section =
-                convex_section_polygon(cutter, convex_faces, face.frame, accuracy.intersection);
-            let cut = if section.is_empty() {
-                Vec::new()
-            } else {
-                vec![section]
-            };
-            boolean_oriented_regions(
-                &base,
-                &cut,
-                PlanarBooleanOp::Subtraction,
-                accuracy.intersection,
-            )
-        } else {
-            let mut edges =
-                planar_section_segments(cutter, &cutter_faces, face.frame, accuracy.intersection)?;
-            let coplanar = cutter_faces
-                .iter()
-                .filter(|other| {
-                    dot(other.frame.z, face.frame.z).abs() >= 1.0 - 1.0e-10
-                        && dot(other.frame.z, sub(face.frame.origin, other.frame.origin)).abs()
-                            <= accuracy.intersection
-                })
-                .flat_map(|other| {
-                    std::iter::once(&other.polygon)
-                        .chain(other.holes.iter())
-                        .map(|ring| project(ring, face.frame))
-                })
-                .collect::<Vec<_>>();
-            for ring in base.iter().chain(&coplanar) {
-                edges.extend(
-                    ring.iter()
-                        .enumerate()
-                        .map(|(index, &point)| (point, ring[(index + 1) % ring.len()])),
-                );
-            }
-            let failure = RefCell::new(None);
-            let regions = regions_from_edges_by(&edges, accuracy.intersection, |point| {
-                if base
-                    .iter()
-                    .map(|ring| winding_number2(point, ring))
-                    .sum::<i32>()
-                    == 0
-                {
-                    return false;
-                }
-                let position = face.frame.point([point.x, point.z, 0.0]);
-                let classification = super::query::classify_point(cutter, position);
-                let classification = match classification {
-                    Ok(super::query::PointClassification::Boundary) => {
-                        super::query::classify_point(
-                            cutter,
-                            sub(
-                                position,
-                                scale(
-                                    face.frame.z,
-                                    accuracy.geometric.max(accuracy.intersection) * 4.0,
-                                ),
-                            ),
-                        )
-                    }
-                    other => other,
-                };
-                match classification {
-                    Ok(super::query::PointClassification::Outside) => true,
-                    Ok(super::query::PointClassification::Inside) => false,
-                    Ok(super::query::PointClassification::Boundary)
-                    | Ok(super::query::PointClassification::Unknown) => {
-                        *failure.borrow_mut() = Some(coverage());
-                        false
-                    }
-                    Err(error) => {
-                        *failure.borrow_mut() = Some(error);
-                        false
-                    }
-                }
-            });
-            if let Some(error) = failure.into_inner() {
-                return Err(error);
-            }
-            regions
-        };
-        for region in regions {
-            pieces.push(PlanarFacet {
-                key: format!("planar-host-{}", face.id),
-                frame: face.frame,
-                outer: region
-                    .outer
-                    .iter()
-                    .map(|point| face.frame.point([point.x, point.z, 0.0]))
-                    .collect(),
-                holes: region
-                    .holes
-                    .iter()
-                    .map(|ring| {
-                        ring.iter()
-                            .map(|point| face.frame.point([point.x, point.z, 0.0]))
-                            .collect()
-                    })
-                    .collect(),
-                provenance: FaceProvenance {
-                    sources: vec![brep_face_source(host, face.id)],
-                    role: FaceRole::Split,
-                    reversed: false,
-                },
-            });
-        }
-    }
-    for face in &cutter_faces {
-        let mut edges =
-            planar_section_segments(host, &host_faces, face.frame, accuracy.intersection)?;
-        let coplanar = host_faces
-            .iter()
-            .filter(|other| {
-                dot(other.frame.z, face.frame.z).abs() >= 1.0 - 1.0e-10
-                    && dot(other.frame.z, sub(face.frame.origin, other.frame.origin)).abs()
-                        <= accuracy.intersection
-            })
-            .flat_map(|other| {
-                std::iter::once(&other.polygon)
-                    .chain(other.holes.iter())
-                    .map(|ring| project(ring, face.frame))
-            })
-            .collect::<Vec<_>>();
-        let mut cutter_region = vec![project(&face.polygon, face.frame)];
-        cutter_region.extend(face.holes.iter().map(|ring| project(ring, face.frame)));
-        for ring in cutter_region.iter().chain(&coplanar) {
-            edges.extend(
-                ring.iter()
-                    .enumerate()
-                    .map(|(index, &point)| (point, ring[(index + 1) % ring.len()])),
-            );
-        }
-        let failure = RefCell::new(None);
-        let regions = regions_from_edges_by(&edges, accuracy.intersection, |point| {
-            if cutter_region
-                .iter()
-                .map(|ring| winding_number2(point, ring))
-                .sum::<i32>()
-                == 0
-                || coplanar
-                    .iter()
-                    .map(|ring| winding_number2(point, ring))
-                    .sum::<i32>()
-                    != 0
-            {
-                return false;
-            }
-            match super::query::classify_point(host, face.frame.point([point.x, point.z, 0.0])) {
-                Ok(super::query::PointClassification::Inside)
-                | Ok(super::query::PointClassification::Boundary) => true,
-                Ok(super::query::PointClassification::Outside) => false,
-                Ok(super::query::PointClassification::Unknown) => {
-                    *failure.borrow_mut() = Some(coverage());
-                    false
-                }
-                Err(error) => {
-                    *failure.borrow_mut() = Some(error);
-                    false
-                }
-            }
-        });
-        if let Some(error) = failure.into_inner() {
-            return Err(error);
-        }
-        let reversed = Frame3 {
-            origin: face.frame.origin,
-            x: face.frame.x,
-            y: scale(face.frame.y, -1.0),
-            z: scale(face.frame.z, -1.0),
-        };
-        for region in regions {
-            let mut outer = region
-                .outer
-                .iter()
-                .map(|point| face.frame.point([point.x, point.z, 0.0]))
-                .collect::<Vec<_>>();
-            outer.reverse();
-            let holes = region
-                .holes
-                .iter()
-                .map(|ring| {
-                    let mut points = ring
-                        .iter()
-                        .map(|point| face.frame.point([point.x, point.z, 0.0]))
-                        .collect::<Vec<_>>();
-                    points.reverse();
-                    points
-                })
-                .collect();
-            pieces.push(PlanarFacet {
-                key: format!("planar-cut-{}", face.id),
-                frame: reversed,
-                outer,
-                holes,
-                provenance: FaceProvenance {
-                    sources: vec![brep_face_source(cutter, face.id)],
-                    role: FaceRole::Cut,
-                    reversed: true,
-                },
-            });
-        }
-    }
-    if pieces.is_empty() {
-        return Err(coverage());
-    }
-    let vertices = pieces
-        .iter()
-        .flat_map(|piece| {
-            piece
-                .outer
-                .iter()
-                .chain(piece.holes.iter().flatten())
-                .copied()
-        })
-        .collect::<Vec<_>>();
-    let mut facets = Facets::new(id, accuracy)?;
-    for piece in pieces {
-        let outer = split_planar_ring(&piece.outer, &vertices, accuracy.geometric / 4.0);
-        let holes = piece
-            .holes
-            .iter()
-            .map(|ring| split_planar_ring(ring, &vertices, accuracy.geometric / 4.0))
-            .collect();
-        facets.face(&piece.key, piece.frame, outer, holes, piece.provenance)?;
-    }
-    let mut result = finish(facets, host, cutter)?;
-    result.report.coincident = false;
-    Ok(result)
-}
diff --git a/main/opengeometry/src/analytic/primitives.rs b/main/opengeometry/src/analytic/primitives.rs
deleted file mode 100644
index 55946be..0000000
--- a/main/opengeometry/src/analytic/primitives.rs
+++ /dev/null
@@ -1,5022 +0,0 @@
-use super::{
-    face_intersection::{intersect_faces, FaceView, IntersectionBranch, IntersectionGraph},
-    geometry::{add, cross, dot, norm, scale, sub, unit},
-    intersection::{IntersectionDefinition, TraceAnchor},
-    topology::*,
-    Curve, CurveGeometry, Frame3, GeometryError, Point3, Surface, SurfaceGeometry,
-};
-use crate::math::interval::Interval;
-use serde::Deserialize;
-use std::collections::BTreeMap;
-
-pub(super) struct Use {
-    edge: u32,
-    from: u32,
-    to: u32,
-    sense: Orientation,
-    pcurve: PcurveGeometry,
-}
-pub(super) struct Builder {
-    pub(super) brep: BrepEnvelope,
-}
-impl Builder {
-    pub(super) fn new(id: String, accuracy: Accuracy) -> Result<Self, GeometryError> {
-        Ok(Self {
-            brep: BrepEnvelope::new(id, accuracy)?,
-        })
-    }
-    pub(super) fn vertex(&mut self, p: Point3) -> u32 {
-        let id = self.brep.topology.vertices.len() as u32;
-        self.brep.topology.vertices.push(Vertex {
-            id,
-            position: p,
-            outgoing_halfedge: None,
-            tolerance: self.brep.accuracy.geometric,
-        });
-        id
-    }
-    pub(super) fn edge(&mut self, curve: CurveGeometry, range: Interval, seam: bool) -> u32 {
-        let curve_id = self.brep.geometry.curves.len() as u32;
-        self.brep.geometry.curves.push(curve);
-        self.edge_geometry(
-            EdgeGeometry::Curve {
-                curve: curve_id,
-                range,
-            },
-            seam,
-        )
-    }
-    pub(super) fn edge_geometry(&mut self, geometry: EdgeGeometry, seam: bool) -> u32 {
-        let id = self.brep.topology.edges.len() as u32;
-        self.brep.topology.edges.push(Edge {
-            id,
-            geometry,
-            halfedge: u32::MAX,
-            twin_halfedge: None,
-            tolerance: self.brep.accuracy.geometric,
-            chart_seam: seam,
-        });
-        id
-    }
-    fn face_loop(
-        &mut self,
-        face: u32,
-        is_hole: bool,
-        uses: Vec<Use>,
-    ) -> Result<u32, GeometryError> {
-        let loop_id = self.brep.topology.loops.len() as u32;
-        let start = self.brep.topology.halfedges.len() as u32;
-        let count = uses.len() as u32;
-        if count == 0 {
-            return Err(GeometryError::InvalidTopology(
-                "empty primitive face".into(),
-            ));
-        }
-        for (i, u) in uses.into_iter().enumerate() {
-            let id = start + i as u32;
-            let pcurve = self.brep.geometry.pcurves.len() as u32;
-            self.brep.geometry.pcurves.push(u.pcurve);
-            let e = self
-                .brep
-                .topology
-                .edges
-                .get_mut(u.edge as usize)
-                .ok_or_else(|| {
-                    GeometryError::InvalidTopology("builder references missing edge".into())
-                })?;
-            let twin = if e.halfedge == u32::MAX {
-                e.halfedge = id;
-                None
-            } else {
-                if e.twin_halfedge.is_some() {
-                    return Err(GeometryError::InvalidTopology(
-                        "nonmanifold primitive edge".into(),
-                    ));
-                }
-                e.twin_halfedge = Some(id);
-                self.brep.topology.halfedges[e.halfedge as usize].twin = Some(id);
-                Some(e.halfedge)
-            };
-            self.brep.topology.halfedges.push(HalfEdge {
-                id,
-                from: u.from,
-                to: u.to,
-                twin,
-                next: Some(start + (i as u32 + 1) % count),
-                prev: Some(start + (i as u32 + count - 1) % count),
-                edge: u.edge,
-                face: Some(face),
-                loop_ref: Some(loop_id),
-                wire_ref: None,
-                geometry_use: HalfEdgeGeometryUse {
-                    sense: u.sense,
-                    pcurve: Some(pcurve),
-                    periodic_lift: [0; 2],
-                },
-            });
-            if self.brep.topology.vertices[u.from as usize]
-                .outgoing_halfedge
-                .is_none()
-            {
-                self.brep.topology.vertices[u.from as usize].outgoing_halfedge = Some(id);
-            }
-        }
-        self.brep.topology.loops.push(Loop {
-            id: loop_id,
-            start_halfedge: start,
-            face_ref: face,
-            is_hole,
-        });
-        Ok(loop_id)
-    }
-    pub(super) fn face(
-        &mut self,
-        key: &str,
-        surface: SurfaceGeometry,
-        bounds: [[f64; 2]; 2],
-        uses: Vec<Use>,
-    ) -> Result<(), GeometryError> {
-        self.face_with_holes(key, surface, bounds, uses, Vec::new())
-    }
-    pub(super) fn face_with_holes(
-        &mut self,
-        key: &str,
-        surface: SurfaceGeometry,
-        bounds: [[f64; 2]; 2],
-        outer_uses: Vec<Use>,
-        hole_uses: Vec<Vec<Use>>,
-    ) -> Result<(), GeometryError> {
-        let surface_id = self.brep.geometry.surfaces.len() as u32;
-        self.brep.geometry.surfaces.push(surface);
-        let face = self.brep.topology.faces.len() as u32;
-        let outer = self.face_loop(face, false, outer_uses)?;
-        let mut holes = Vec::with_capacity(hole_uses.len());
-        for uses in hole_uses {
-            holes.push(self.face_loop(face, true, uses)?);
-        }
-        self.brep.topology.faces.push(Face {
-            id: face,
-            key: key.into(),
-            surface: surface_id,
-            sense: Orientation::Forward,
-            trim: TrimRegion {
-                chart: 0,
-                uv_bounds: [
-                    Interval::new(bounds[0][0], bounds[0][1])?,
-                    Interval::new(bounds[1][0], bounds[1][1])?,
-                ],
-                outer,
-                holes,
-            },
-            shell_ref: Some(0),
-            provenance: FaceProvenance {
-                sources: vec![FaceSource {
-                    entity: self.brep.id.clone(),
-                    body: self.brep.id.clone(),
-                    key: key.into(),
-                    face,
-                }],
-                role: FaceRole::Authored,
-                reversed: false,
-            },
-        });
-        Ok(())
-    }
-    pub(super) fn finish(mut self) -> Result<BrepEnvelope, GeometryError> {
-        let faces = (0..self.brep.topology.faces.len() as u32).collect();
-        self.brep.topology.shells.push(Shell {
-            id: 0,
-            faces,
-            is_closed: true,
-        });
-        self.brep.solids.push(SolidRegion {
-            outer_shell: 0,
-            cavity_shells: Vec::new(),
-        });
-        self.brep.validate()?;
-        Ok(self.brep)
-    }
-}
-
-pub(super) fn uv_line(origin: [f64; 2], direction: [f64; 2]) -> PcurveGeometry {
-    PcurveGeometry::Line2 { origin, direction }
-}
-pub(super) fn boundary(
-    edge: u32,
-    from: u32,
-    to: u32,
-    sense: Orientation,
-    pcurve: PcurveGeometry,
-) -> Use {
-    Use {
-        edge,
-        from,
-        to,
-        sense,
-        pcurve,
-    }
-}
-fn dimensions(values: &[f64]) -> Result<(), GeometryError> {
-    if values.iter().any(|&x| !x.is_finite() || x <= 0.0) {
-        return Err(GeometryError::InvalidGeometry(
-            "primitive dimensions must be positive and finite".into(),
-        ));
-    }
-    Ok(())
-}
-
-pub fn arc_wire(
-    id: String,
-    curve: CurveGeometry,
-    start_angle: f64,
-    sweep_angle: f64,
-    accuracy: Accuracy,
-) -> Result<BrepEnvelope, GeometryError> {
-    curve.validate()?;
-    accuracy.validate()?;
-    let radius = match &curve {
-        CurveGeometry::Circle { radius, .. } => *radius,
-        CurveGeometry::Ellipse { minor_radius, .. } => *minor_radius,
-        _ => {
-            return Err(GeometryError::UnsupportedGeometry(
-                "arc wire requires a circle or ellipse".into(),
-            ))
-        }
-    };
-    if !start_angle.is_finite()
-        || !sweep_angle.is_finite()
-        || sweep_angle == 0.0
-        || sweep_angle.abs() > std::f64::consts::TAU
-    {
-        return Err(GeometryError::InvalidGeometry(
-            "arc angles require a finite, nonzero sweep of at most one turn".into(),
-        ));
-    }
-    let end = start_angle + sweep_angle;
-    let range = Interval::new(start_angle.min(end), start_angle.max(end))?;
-    if range.width() * radius <= 4.0 * accuracy.geometric {
-        return Err(GeometryError::UnresolvedIntersection(
-            "arc span is below geometric resolution".into(),
-        ));
-    }
-    let mut builder = Builder::new(id, accuracy)?;
-    let closed = sweep_angle.abs() == std::f64::consts::TAU;
-    let from = builder.vertex(curve.elementary_point(start_angle)?);
-    let to = if closed {
-        from
-    } else {
-        builder.vertex(curve.elementary_point(end)?)
-    };
-    let edge = builder.edge(curve, range, false);
-    builder.brep.topology.edges[edge as usize].halfedge = 0;
-    builder.brep.topology.vertices[from as usize].outgoing_halfedge = Some(0);
-    builder.brep.topology.halfedges.push(HalfEdge {
-        id: 0,
-        from,
-        to,
-        twin: None,
-        next: closed.then_some(0),
-        prev: closed.then_some(0),
-        edge,
-        face: None,
-        loop_ref: None,
-        wire_ref: Some(0),
-        geometry_use: HalfEdgeGeometryUse {
-            sense: if sweep_angle > 0.0 {
-                Orientation::Forward
-            } else {
-                Orientation::Reverse
-            },
-            pcurve: None,
-            periodic_lift: [0; 2],
-        },
-    });
-    builder.brep.topology.wires.push(Wire {
-        id: 0,
-        start_halfedge: 0,
-        is_closed: closed,
-    });
-    builder.brep.validate()?;
-    Ok(builder.brep)
-}
-
-fn section(
-    id: String,
-    frame: Frame3,
-    surface: SurfaceGeometry,
-    r0: f64,
-    r1: f64,
-    z0: f64,
-    z1: f64,
-    accuracy: Accuracy,
-) -> Result<BrepEnvelope, GeometryError> {
-    frame.validate()?;
-    surface.validate()?;
-    dimensions(&[r1, z1 - z0])?;
-    if !r0.is_finite() || r0 < 0.0 {
-        return Err(GeometryError::InvalidGeometry(
-            "negative lower radius".into(),
-        ));
-    }
-    let mut b = Builder::new(id, accuracy)?;
-    let low = b.vertex(frame.point([r0, 0.0, z0]));
-    let high = b.vertex(frame.point([r1, 0.0, z1]));
-    let tau = std::f64::consts::TAU;
-    let mut f0 = frame;
-    f0.origin = frame.point([0.0, 0.0, z0]);
-    let mut f1 = frame;
-    f1.origin = frame.point([0.0, 0.0, z1]);
-    let bottom = if r0 == 0.0 {
-        b.edge_geometry(EdgeGeometry::Collapsed { vertex: low }, true)
-    } else {
-        b.edge(
-            CurveGeometry::Circle {
-                frame: f0,
-                radius: r0,
-            },
-            Interval::new(0.0, tau)?,
-            false,
-        )
-    };
-    let top = b.edge(
-        CurveGeometry::Circle {
-            frame: f1,
-            radius: r1,
-        },
-        Interval::new(0.0, tau)?,
-        false,
-    );
-    let p0 = frame.point([r0, 0.0, z0]);
-    let p1 = frame.point([r1, 0.0, z1]);
-    let length = norm(sub(p1, p0));
-    let seam = b.edge(
-        CurveGeometry::Line {
-            origin: p0,
-            direction: unit(sub(p1, p0))?,
-        },
-        Interval::new(0.0, length)?,
-        true,
-    );
-    b.face(
-        "lateral",
-        surface,
-        [[0.0, tau], [z0, z1]],
-        vec![
-            boundary(
-                bottom,
-                low,
-                low,
-                Orientation::Forward,
-                if r0 == 0.0 {
-                    uv_line([0.0, z0], [tau, 0.0])
-                } else {
-                    uv_line([0.0, z0], [1.0, 0.0])
-                },
-            ),
-            boundary(
-                seam,
-                low,
-                high,
-                Orientation::Forward,
-                uv_line([tau, z0], [0.0, (z1 - z0) / length]),
-            ),
-            boundary(
-                top,
-                high,
-                high,
-                Orientation::Reverse,
-                uv_line([0.0, z1], [1.0, 0.0]),
-            ),
-            boundary(
-                seam,
-                high,
-                low,
-                Orientation::Reverse,
-                uv_line([0.0, z0], [0.0, (z1 - z0) / length]),
-            ),
-        ],
-    )?;
-    if r0 > 0.0 {
-        f0.y = scale(f0.y, -1.0);
-        f0.z = scale(f0.z, -1.0);
-        b.face(
-            "lower_cap",
-            SurfaceGeometry::Plane { frame: f0 },
-            [[-r0, r0]; 2],
-            vec![boundary(
-                bottom,
-                low,
-                low,
-                Orientation::Reverse,
-                PcurveGeometry::Conic2 {
-                    origin: [0.0; 2],
-                    axis_a: [r0, 0.0],
-                    axis_b: [0.0, -r0],
-                },
-            )],
-        )?;
-    }
-    b.face(
-        "upper_cap",
-        SurfaceGeometry::Plane { frame: f1 },
-        [[-r1, r1]; 2],
-        vec![boundary(
-            top,
-            high,
-            high,
-            Orientation::Forward,
-            PcurveGeometry::Conic2 {
-                origin: [0.0; 2],
-                axis_a: [r1, 0.0],
-                axis_b: [0.0, r1],
-            },
-        )],
-    )?;
-    b.finish()
-}
-
-pub fn cylinder(
-    id: String,
-    frame: Frame3,
-    radius: f64,
-    height: f64,
-    accuracy: Accuracy,
-) -> Result<BrepEnvelope, GeometryError> {
-    dimensions(&[radius, height])?;
-    section(
-        id,
-        frame,
-        SurfaceGeometry::Cylinder { frame, radius },
-        radius,
-        radius,
-        0.0,
-        height,
-        accuracy,
-    )
-}
-
-pub fn cylinder_sector(
-    id: String,
-    frame: Frame3,
-    radius: f64,
-    height: f64,
-    start_angle: f64,
-    sweep_angle: f64,
-    accuracy: Accuracy,
-) -> Result<BrepEnvelope, GeometryError> {
-    frame.validate()?;
-    accuracy.validate()?;
-    dimensions(&[radius, height])?;
-    if !start_angle.is_finite()
-        || !sweep_angle.is_finite()
-        || sweep_angle == 0.0
-        || sweep_angle.abs() > std::f64::consts::TAU
-    {
-        return Err(GeometryError::InvalidGeometry(
-            "cylinder-sector angles require a finite, nonzero sweep of at most one turn".into(),
-        ));
-    }
-    if (sweep_angle.abs() - std::f64::consts::TAU).abs() <= 64.0 * f64::EPSILON {
-        return cylinder(id, frame, radius, height, accuracy);
-    }
-    if radius * sweep_angle.abs() <= 4.0 * accuracy.geometric
-        || radius <= 4.0 * accuracy.geometric
-        || height <= 4.0 * accuracy.geometric
-    {
-        return Err(GeometryError::InvalidGeometry(
-            "cylinder-sector features are below geometric resolution".into(),
-        ));
-    }
-
-    let end_angle = start_angle + sweep_angle;
-    let lo = start_angle.min(end_angle);
-    let hi = start_angle.max(end_angle);
-    let range = Interval::new(lo, hi)?;
-    let point = |angle: f64, elevation: f64| {
-        frame.point([radius * angle.cos(), radius * angle.sin(), elevation])
-    };
-    let radial = |angle: f64| frame.vector([angle.cos(), angle.sin(), 0.0]);
-    let tangent = |angle: f64| frame.vector([-angle.sin(), angle.cos(), 0.0]);
-    let mut b = Builder::new(id, accuracy)?;
-    let bottom_center = b.vertex(frame.origin);
-    let bottom_start = b.vertex(point(lo, 0.0));
-    let bottom_end = b.vertex(point(hi, 0.0));
-    let top_center = b.vertex(frame.point([0.0, 0.0, height]));
-    let top_start = b.vertex(point(lo, height));
-    let top_end = b.vertex(point(hi, height));
-
-    let line_edge = |builder: &mut Builder,
-                     origin: Point3,
-                     direction: Point3,
-                     length: f64|
-     -> Result<u32, GeometryError> {
-        Ok(builder.edge(
-            CurveGeometry::Line { origin, direction },
-            Interval::new(0.0, length)?,
-            false,
-        ))
-    };
-    let bottom_start_edge = line_edge(&mut b, frame.origin, radial(lo), radius)?;
-    let bottom_end_edge = line_edge(&mut b, frame.origin, radial(hi), radius)?;
-    let top_origin = frame.point([0.0, 0.0, height]);
-    let top_start_edge = line_edge(&mut b, top_origin, radial(lo), radius)?;
-    let top_end_edge = line_edge(&mut b, top_origin, radial(hi), radius)?;
-    let center_edge = line_edge(&mut b, frame.origin, frame.z, height)?;
-    let start_edge = line_edge(&mut b, point(lo, 0.0), frame.z, height)?;
-    let end_edge = line_edge(&mut b, point(hi, 0.0), frame.z, height)?;
-    let bottom_arc = b.edge(CurveGeometry::Circle { frame, radius }, range, false);
-    let mut top_frame = frame;
-    top_frame.origin = top_origin;
-    let top_arc = b.edge(
-        CurveGeometry::Circle {
-            frame: top_frame,
-            radius,
-        },
-        range,
-        false,
-    );
-    use Orientation::{Forward as F, Reverse as R};
-
-    b.face(
-        "lateral",
-        SurfaceGeometry::Cylinder { frame, radius },
-        [[lo, hi], [0.0, height]],
-        vec![
-            boundary(
-                bottom_arc,
-                bottom_start,
-                bottom_end,
-                F,
-                uv_line([0.0, 0.0], [1.0, 0.0]),
-            ),
-            boundary(
-                end_edge,
-                bottom_end,
-                top_end,
-                F,
-                uv_line([hi, 0.0], [0.0, 1.0]),
-            ),
-            boundary(
-                top_arc,
-                top_end,
-                top_start,
-                R,
-                uv_line([0.0, height], [1.0, 0.0]),
-            ),
-            boundary(
-                start_edge,
-                top_start,
-                bottom_start,
-                R,
-                uv_line([lo, 0.0], [0.0, 1.0]),
-            ),
-        ],
-    )?;
-
-    let bottom_frame = Frame3 {
-        origin: frame.origin,
-        x: frame.x,
-        y: scale(frame.y, -1.0),
-        z: scale(frame.z, -1.0),
-    };
-    let bottom_uses = [
-        (bottom_end_edge, bottom_center, bottom_end, F),
-        (bottom_arc, bottom_end, bottom_start, R),
-        (bottom_start_edge, bottom_start, bottom_center, R),
-    ]
-    .into_iter()
-    .map(|(edge, from, to, sense)| plane_boundary(&b, bottom_frame, edge, from, to, sense))
-    .collect::<Result<Vec<_>, _>>()?;
-    b.face(
-        "lower_cap",
-        SurfaceGeometry::Plane {
-            frame: bottom_frame,
-        },
-        [[-radius, radius]; 2],
-        bottom_uses,
-    )?;
-
-    let top_uses = [
-        (top_start_edge, top_center, top_start, F),
-        (top_arc, top_start, top_end, F),
-        (top_end_edge, top_end, top_center, R),
-    ]
-    .into_iter()
-    .map(|(edge, from, to, sense)| plane_boundary(&b, top_frame, edge, from, to, sense))
-    .collect::<Result<Vec<_>, _>>()?;
-    b.face(
-        "upper_cap",
-        SurfaceGeometry::Plane { frame: top_frame },
-        [[-radius, radius]; 2],
-        top_uses,
-    )?;
-
-    let start_frame = Frame3 {
-        origin: frame.origin,
-        x: radial(lo),
-        y: frame.z,
-        z: scale(tangent(lo), -1.0),
-    };
-    let start_uses = [
-        (bottom_start_edge, bottom_center, bottom_start, F),
-        (start_edge, bottom_start, top_start, F),
-        (top_start_edge, top_start, top_center, R),
-        (center_edge, top_center, bottom_center, R),
-    ]
-    .into_iter()
-    .map(|(edge, from, to, sense)| plane_boundary(&b, start_frame, edge, from, to, sense))
-    .collect::<Result<Vec<_>, _>>()?;
-    b.face(
-        "start_radial",
-        SurfaceGeometry::Plane { frame: start_frame },
-        [[0.0, radius], [0.0, height]],
-        start_uses,
-    )?;
-
-    let end_frame = Frame3 {
-        origin: frame.origin,
-        x: frame.z,
-        y: radial(hi),
-        z: tangent(hi),
-    };
-    let end_uses = [
-        (center_edge, bottom_center, top_center, F),
-        (top_end_edge, top_center, top_end, F),
-        (end_edge, top_end, bottom_end, R),
-        (bottom_end_edge, bottom_end, bottom_center, R),
-    ]
-    .into_iter()
-    .map(|(edge, from, to, sense)| plane_boundary(&b, end_frame, edge, from, to, sense))
-    .collect::<Result<Vec<_>, _>>()?;
-    b.face(
-        "end_radial",
-        SurfaceGeometry::Plane { frame: end_frame },
-        [[0.0, height], [0.0, radius]],
-        end_uses,
-    )?;
-    b.finish()
-}
-
-pub fn annular_cylinder(
-    id: String,
-    frame: Frame3,
-    inner_radius: f64,
-    outer_radius: f64,
-    height: f64,
-    accuracy: Accuracy,
-) -> Result<BrepEnvelope, GeometryError> {
-    cylinder_with_circular_hole(
-        id,
-        frame,
-        frame,
-        inner_radius,
-        outer_radius,
-        height,
-        accuracy,
-    )
-}
-
-pub(super) fn cylinder_with_circular_hole(
-    id: String,
-    frame: Frame3,
-    inner_frame: Frame3,
-    inner_radius: f64,
-    outer_radius: f64,
-    height: f64,
-    accuracy: Accuracy,
-) -> Result<BrepEnvelope, GeometryError> {
-    frame.validate()?;
-    inner_frame.validate()?;
-    accuracy.validate()?;
-    dimensions(&[inner_radius, outer_radius, height])?;
-    let inner_offset = sub(inner_frame.origin, frame.origin);
-    let axial_offset = dot(inner_offset, frame.z);
-    let radial_offset = sub(inner_offset, scale(frame.z, axial_offset));
-    if norm(sub(inner_frame.z, frame.z)) > 1e-12 || axial_offset.abs() > accuracy.geometric {
-        return Err(GeometryError::InvalidGeometry(
-            "circular hole axis must share the outer cylinder span".into(),
-        ));
-    }
-    if norm(radial_offset) + inner_radius >= outer_radius {
-        return Err(GeometryError::InvalidGeometry(
-            "circular hole must lie strictly inside the outer cylinder".into(),
-        ));
-    }
-    if outer_radius - inner_radius - norm(radial_offset) <= 4.0 * accuracy.geometric
-        || height <= 4.0 * accuracy.geometric
-    {
-        return Err(GeometryError::UnresolvedIntersection(
-            "cylindrical shell is below geometric resolution".into(),
-        ));
-    }
-
-    let mut b = Builder::new(id, accuracy)?;
-    let tau = std::f64::consts::TAU;
-    let range = Interval::new(0.0, tau)?;
-    let outer_low = b.vertex(frame.point([outer_radius, 0.0, 0.0]));
-    let outer_high = b.vertex(frame.point([outer_radius, 0.0, height]));
-    let inner_low = b.vertex(inner_frame.point([inner_radius, 0.0, 0.0]));
-    let inner_high = b.vertex(inner_frame.point([inner_radius, 0.0, height]));
-    let mut low_frame = frame;
-    let mut high_frame = frame;
-    high_frame.origin = frame.point([0.0, 0.0, height]);
-    let mut inner_high_frame = inner_frame;
-    inner_high_frame.origin = inner_frame.point([0.0, 0.0, height]);
-
-    let outer_bottom = b.edge(
-        CurveGeometry::Circle {
-            frame: low_frame,
-            radius: outer_radius,
-        },
-        range,
-        false,
-    );
-    let outer_top = b.edge(
-        CurveGeometry::Circle {
-            frame: high_frame,
-            radius: outer_radius,
-        },
-        range,
-        false,
-    );
-    let inner_bottom = b.edge(
-        CurveGeometry::Circle {
-            frame: inner_frame,
-            radius: inner_radius,
-        },
-        range,
-        false,
-    );
-    let inner_top = b.edge(
-        CurveGeometry::Circle {
-            frame: inner_high_frame,
-            radius: inner_radius,
-        },
-        range,
-        false,
-    );
-    let outer_seam = b.edge(
-        CurveGeometry::Line {
-            origin: frame.point([outer_radius, 0.0, 0.0]),
-            direction: frame.z,
-        },
-        Interval::new(0.0, height)?,
-        true,
-    );
-    let inner_seam = b.edge(
-        CurveGeometry::Line {
-            origin: inner_frame.point([inner_radius, 0.0, 0.0]),
-            direction: inner_frame.z,
-        },
-        Interval::new(0.0, height)?,
-        true,
-    );
-    use Orientation::{Forward as F, Reverse as R};
-    let lateral_uses = |bottom, top, seam, low, high| {
-        vec![
-            boundary(bottom, low, low, F, uv_line([0.0, 0.0], [1.0, 0.0])),
-            boundary(seam, low, high, F, uv_line([tau, 0.0], [0.0, 1.0])),
-            boundary(top, high, high, R, uv_line([0.0, height], [1.0, 0.0])),
-            boundary(seam, high, low, R, uv_line([0.0, 0.0], [0.0, 1.0])),
-        ]
-    };
-    b.face(
-        "outer",
-        SurfaceGeometry::Cylinder {
-            frame,
-            radius: outer_radius,
-        },
-        [[0.0, tau], [0.0, height]],
-        lateral_uses(outer_bottom, outer_top, outer_seam, outer_low, outer_high),
-    )?;
-    b.face(
-        "inner",
-        SurfaceGeometry::Cylinder {
-            frame: inner_frame,
-            radius: inner_radius,
-        },
-        [[0.0, tau], [0.0, height]],
-        lateral_uses(inner_bottom, inner_top, inner_seam, inner_low, inner_high),
-    )?;
-    b.brep.topology.faces[1].sense = R;
-
-    low_frame.y = scale(low_frame.y, -1.0);
-    low_frame.z = scale(low_frame.z, -1.0);
-    let outer_lower = vec![plane_boundary(
-        &b,
-        low_frame,
-        outer_bottom,
-        outer_low,
-        outer_low,
-        R,
-    )?];
-    let inner_lower = vec![plane_boundary(
-        &b,
-        low_frame,
-        inner_bottom,
-        inner_low,
-        inner_low,
-        R,
-    )?];
-    b.face_with_holes(
-        "lower_cap",
-        SurfaceGeometry::Plane { frame: low_frame },
-        [[-outer_radius, outer_radius]; 2],
-        outer_lower,
-        vec![inner_lower],
-    )?;
-    let outer_upper = vec![plane_boundary(
-        &b, high_frame, outer_top, outer_high, outer_high, F,
-    )?];
-    let inner_upper = vec![plane_boundary(
-        &b, high_frame, inner_top, inner_high, inner_high, F,
-    )?];
-    b.face_with_holes(
-        "upper_cap",
-        SurfaceGeometry::Plane { frame: high_frame },
-        [[-outer_radius, outer_radius]; 2],
-        outer_upper,
-        vec![inner_upper],
-    )?;
-    b.finish()
-}
-
-pub fn cuboid(
-    id: String,
-    frame: Frame3,
-    size: [f64; 3],
-    accuracy: Accuracy,
-) -> Result<BrepEnvelope, GeometryError> {
-    frame.validate()?;
-    dimensions(&size)?;
-    if size.iter().any(|s| *s <= 4.0 * accuracy.geometric) {
-        return Err(GeometryError::UnresolvedIntersection(
-            "cuboid dimensions are below geometric resolution".into(),
-        ));
-    }
-    let mut builder = Builder::new(id, accuracy)?;
-    let points: Vec<_> = (0..8)
-        .map(|i| {
-            frame.point(std::array::from_fn(|axis| {
-                if i & (1 << axis) == 0 {
-                    0.0
-                } else {
-                    size[axis]
-                }
-            }))
-        })
-        .collect();
-    for point in &points {
-        builder.vertex(*point);
-    }
-    let axes = [frame.x, frame.y, frame.z];
-    let mut edges = [[u32::MAX; 3]; 8];
-    for i in 0..8 {
-        for axis in 0..3 {
-            if i & (1 << axis) == 0 {
-                edges[i][axis] = builder.edge(
-                    CurveGeometry::Line {
-                        origin: points[i],
-                        direction: axes[axis],
-                    },
-                    Interval::new(0.0, size[axis])?,
-                    false,
-                );
-            }
-        }
-    }
-    for (key, indices, normal) in [
-        ("bottom", [0, 2, 3, 1], scale(frame.z, -1.0)),
-        ("top", [4, 5, 7, 6], frame.z),
-        ("left", [0, 4, 6, 2], scale(frame.x, -1.0)),
-        ("right", [1, 3, 7, 5], frame.x),
-        ("front", [0, 1, 5, 4], scale(frame.y, -1.0)),
-        ("back", [2, 6, 7, 3], frame.y),
-    ] {
-        let face_frame = Frame3::from_axis(
-            points[indices[0]],
-            normal,
-            sub(points[indices[1]], points[indices[0]]),
-        )?;
-        let mut bounds = [[f64::INFINITY, f64::NEG_INFINITY]; 2];
-        let mut uses = Vec::new();
-        for i in 0..4 {
-            let from = indices[i];
-            let to = indices[(i + 1) % 4];
-            let axis = (from ^ to).trailing_zeros() as usize;
-            let edge = edges[from.min(to)][axis];
-            uses.push(plane_boundary(
-                &builder,
-                face_frame,
-                edge,
-                from as u32,
-                to as u32,
-                if from < to {
-                    Orientation::Forward
-                } else {
-                    Orientation::Reverse
-                },
-            )?);
-            let uv = face_frame.local(points[from]);
-            for j in 0..2 {
-                bounds[j][0] = bounds[j][0].min(uv[j]);
-                bounds[j][1] = bounds[j][1].max(uv[j]);
-            }
-        }
-        for bound in &mut bounds {
-            bound[0] -= accuracy.geometric;
-            bound[1] += accuracy.geometric;
-        }
-        builder.face(
-            key,
-            SurfaceGeometry::Plane { frame: face_frame },
-            bounds,
-            uses,
-        )?;
-    }
-    builder.finish()
-}
-
-/// Builds a closed, orientable solid whose boundary is described entirely by
-/// planar polygon faces. Face loops must be ordered so their normals point out
-/// of the material. Vertex and face identity are explicit; only the shared
-/// edge uses are paired here.
-pub fn planar_polyhedron(
-    id: String,
-    vertices: Vec<Point3>,
-    faces: Vec<Vec<u32>>,
-    accuracy: Accuracy,
-) -> Result<BrepEnvelope, GeometryError> {
-    accuracy.validate()?;
-    if vertices.len() < 4 || faces.len() < 4 {
-        return Err(GeometryError::InvalidGeometry(
-            "planar polyhedron requires at least four vertices and four faces".into(),
-        ));
-    }
-    if vertices
-        .iter()
-        .flat_map(|point| point.iter())
-        .any(|coordinate| !coordinate.is_finite())
-    {
-        return Err(GeometryError::InvalidGeometry(
-            "planar polyhedron vertices must be finite".into(),
-        ));
-    }
-
-    let mut builder = Builder::new(id, accuracy)?;
-    for point in &vertices {
-        builder.vertex(*point);
-    }
-
-    struct SharedEdge {
-        edge: u32,
-        from: u32,
-        to: u32,
-        uses: u8,
-    }
-    let mut edges = BTreeMap::<(u32, u32), SharedEdge>::new();
-    for face in &faces {
-        if face.len() < 3 {
-            return Err(GeometryError::InvalidGeometry(
-                "planar polyhedron face requires at least three vertices".into(),
-            ));
-        }
-        for index in 0..face.len() {
-            let from = face[index];
-            let to = face[(index + 1) % face.len()];
-            if from == to || from as usize >= vertices.len() || to as usize >= vertices.len() {
-                return Err(GeometryError::InvalidGeometry(
-                    "planar polyhedron face contains an invalid edge".into(),
-                ));
-            }
-            let key = (from.min(to), from.max(to));
-            if let Some(shared) = edges.get_mut(&key) {
-                if shared.uses != 1 || shared.from != to || shared.to != from {
-                    return Err(GeometryError::InvalidTopology(
-                        "planar polyhedron edge uses must form one opposite-oriented pair".into(),
-                    ));
-                }
-                shared.uses = 2;
-            } else {
-                let delta = sub(vertices[to as usize], vertices[from as usize]);
-                let length = norm(delta);
-                if length <= 4.0 * accuracy.geometric {
-                    return Err(GeometryError::UnresolvedIntersection(
-                        "planar polyhedron edge is below geometric resolution".into(),
-                    ));
-                }
-                let edge = builder.edge(
-                    CurveGeometry::Line {
-                        origin: vertices[from as usize],
-                        direction: scale(delta, 1.0 / length),
-                    },
-                    Interval::new(0.0, length)?,
-                    false,
-                );
-                edges.insert(
-                    key,
-                    SharedEdge {
-                        edge,
-                        from,
-                        to,
-                        uses: 1,
-                    },
-                );
-            }
-        }
-    }
-    if edges.values().any(|edge| edge.uses != 2) {
-        return Err(GeometryError::InvalidTopology(
-            "planar polyhedron boundary is open".into(),
-        ));
-    }
-
-    for (face_index, face) in faces.iter().enumerate() {
-        let origin = vertices[face[0] as usize];
-        let mut normal = [0.0; 3];
-        for index in 0..face.len() {
-            let a = vertices[face[index] as usize];
-            let b = vertices[face[(index + 1) % face.len()] as usize];
-            normal[0] += (a[1] - b[1]) * (a[2] + b[2]);
-            normal[1] += (a[2] - b[2]) * (a[0] + b[0]);
-            normal[2] += (a[0] - b[0]) * (a[1] + b[1]);
-        }
-        let normal = unit(normal).map_err(|_| {
-            GeometryError::InvalidGeometry("planar polyhedron face has zero area".into())
-        })?;
-        let first_edge = sub(vertices[face[1] as usize], origin);
-        let frame = Frame3::from_axis(origin, normal, first_edge)?;
-        let mut bounds = [[f64::INFINITY, f64::NEG_INFINITY]; 2];
-        let mut uses = Vec::with_capacity(face.len());
-        for index in 0..face.len() {
-            let from = face[index];
-            let to = face[(index + 1) % face.len()];
-            let point = vertices[from as usize];
-            let local = frame.local(point);
-            if local[2].abs() > 4.0 * accuracy.geometric {
-                return Err(GeometryError::InvalidGeometry(
-                    "planar polyhedron face vertices are not coplanar".into(),
-                ));
-            }
-            for axis in 0..2 {
-                bounds[axis][0] = bounds[axis][0].min(local[axis]);
-                bounds[axis][1] = bounds[axis][1].max(local[axis]);
-            }
-            let shared = &edges[&(from.min(to), from.max(to))];
-            uses.push(plane_boundary(
-                &builder,
-                frame,
-                shared.edge,
-                from,
-                to,
-                if shared.from == from {
-                    Orientation::Forward
-                } else {
-                    Orientation::Reverse
-                },
-            )?);
-        }
-        for bound in &mut bounds {
-            bound[0] -= accuracy.geometric;
-            bound[1] += accuracy.geometric;
-        }
-        builder.face(
-            &format!("face-{face_index}"),
-            SurfaceGeometry::Plane { frame },
-            bounds,
-            uses,
-        )?;
-    }
-    builder.finish()
-}
-
-fn signed_area(points: &[[f64; 2]]) -> f64 {
-    points
-        .iter()
-        .zip(points.iter().cycle().skip(1))
-        .map(|(a, b)| a[0] * b[1] - b[0] * a[1])
-        .sum::<f64>()
-        * 0.5
-}
-
-fn orient_profile_loop(mut points: Vec<[f64; 2]>, ccw: bool) -> Vec<[f64; 2]> {
-    if (signed_area(&points) > 0.0) != ccw {
-        points.reverse();
-    }
-    points
-}
-
-fn segment_distance(point: [f64; 2], a: [f64; 2], b: [f64; 2]) -> f64 {
-    let edge = [b[0] - a[0], b[1] - a[1]];
-    let length_squared = edge[0].mul_add(edge[0], edge[1] * edge[1]);
-    if length_squared == 0.0 {
-        return (point[0] - a[0]).hypot(point[1] - a[1]);
-    }
-    let t = (((point[0] - a[0]) * edge[0] + (point[1] - a[1]) * edge[1]) / length_squared)
-        .clamp(0.0, 1.0);
-    (point[0] - (a[0] + t * edge[0])).hypot(point[1] - (a[1] + t * edge[1]))
-}
-
-fn loops_touch(a: &[[f64; 2]], b: &[[f64; 2]], tolerance: f64) -> bool {
-    use crate::geometry::poly2d::{segments_cross2, Pt2};
-
-    a.iter().any(|point| {
-        b.iter()
-            .zip(b.iter().cycle().skip(1))
-            .any(|(from, to)| segment_distance(*point, *from, *to) <= tolerance)
-    }) || b.iter().any(|point| {
-        a.iter()
-            .zip(a.iter().cycle().skip(1))
-            .any(|(from, to)| segment_distance(*point, *from, *to) <= tolerance)
-    }) || a.iter().zip(a.iter().cycle().skip(1)).any(|(a0, a1)| {
-        b.iter().zip(b.iter().cycle().skip(1)).any(|(b0, b1)| {
-            segments_cross2(
-                Pt2::new(a0[0], a0[1]),
-                Pt2::new(a1[0], a1[1]),
-                Pt2::new(b0[0], b0[1]),
-                Pt2::new(b1[0], b1[1]),
-                tolerance,
-            )
-        })
-    })
-}
-
-fn validate_profile_loop(
-    points: &[[f64; 2]],
-    tolerance: f64,
-    label: &str,
-) -> Result<(), GeometryError> {
-    use crate::geometry::poly2d::{self_intersects2, Pt2};
-
-    if points.len() < 3 {
-        return Err(GeometryError::InvalidGeometry(format!(
-            "{label} requires at least three vertices"
-        )));
-    }
-    if points
-        .iter()
-        .flatten()
-        .any(|coordinate| !coordinate.is_finite())
-    {
-        return Err(GeometryError::InvalidGeometry(format!(
-            "{label} contains a non-finite coordinate"
-        )));
-    }
-    let resolution = 4.0 * tolerance;
-    if points
-        .iter()
-        .zip(points.iter().cycle().skip(1))
-        .any(|(a, b)| (a[0] - b[0]).hypot(a[1] - b[1]) <= resolution)
-    {
-        return Err(GeometryError::UnresolvedIntersection(format!(
-            "{label} contains an edge below geometric resolution"
-        )));
-    }
-    if signed_area(points).abs() <= resolution * resolution {
-        return Err(GeometryError::UnresolvedIntersection(format!(
-            "{label} area is below geometric resolution"
-        )));
-    }
-    let planar = points
-        .iter()
-        .map(|point| Pt2::new(point[0], point[1]))
-        .collect::<Vec<_>>();
-    if self_intersects2(&planar, tolerance) {
-        return Err(GeometryError::InvalidGeometry(format!(
-            "{label} self-intersects"
-        )));
-    }
-    Ok(())
-}
-
-fn profile_point_inside(point: [f64; 2], loop_points: &[[f64; 2]]) -> bool {
-    use crate::geometry::poly2d::{point_in_ring2, Pt2};
-
-    let ring = loop_points
-        .iter()
-        .map(|point| Pt2::new(point[0], point[1]))
-        .collect::<Vec<_>>();
-    point_in_ring2(Pt2::new(point[0], point[1]), &ring)
-}
-
-struct ExtrusionLoop {
-    points: Vec<[f64; 2]>,
-    bottom_vertices: Vec<u32>,
-    top_vertices: Vec<u32>,
-    bottom_edges: Vec<u32>,
-    top_edges: Vec<u32>,
-    vertical_edges: Vec<u32>,
-}
-
-pub fn linear_extrusion(
-    id: String,
-    frame: Frame3,
-    outer: Vec<[f64; 2]>,
-    holes: Vec<Vec<[f64; 2]>>,
-    height: f64,
-    accuracy: Accuracy,
-) -> Result<BrepEnvelope, GeometryError> {
-    frame.validate()?;
-    accuracy.validate()?;
-    dimensions(&[height])?;
-    if height <= 4.0 * accuracy.geometric {
-        return Err(GeometryError::UnresolvedIntersection(
-            "extrusion height is below geometric resolution".into(),
-        ));
-    }
-    validate_profile_loop(&outer, accuracy.geometric, "outer profile")?;
-    for (index, hole) in holes.iter().enumerate() {
-        validate_profile_loop(hole, accuracy.geometric, &format!("profile hole {index}"))?;
-        if !profile_point_inside(hole[0], &outer) || loops_touch(&outer, hole, accuracy.geometric) {
-            return Err(GeometryError::InvalidGeometry(format!(
-                "profile hole {index} is not strictly inside the outer profile"
-            )));
-        }
-    }
-    for first in 0..holes.len() {
-        for second in (first + 1)..holes.len() {
-            if loops_touch(&holes[first], &holes[second], accuracy.geometric)
-                || profile_point_inside(holes[first][0], &holes[second])
-                || profile_point_inside(holes[second][0], &holes[first])
-            {
-                return Err(GeometryError::InvalidGeometry(format!(
-                    "profile holes {first} and {second} overlap or nest"
-                )));
-            }
-        }
-    }
-
-    let mut loops = Vec::with_capacity(holes.len() + 1);
-    loops.push(orient_profile_loop(outer, true));
-    loops.extend(
-        holes
-            .into_iter()
-            .map(|hole| orient_profile_loop(hole, false)),
-    );
-    let mut builder = Builder::new(id, accuracy)?;
-    let mut built = Vec::with_capacity(loops.len());
-    for points in loops {
-        let bottom_vertices = points
-            .iter()
-            .map(|point| builder.vertex(frame.point([point[0], point[1], 0.0])))
-            .collect::<Vec<_>>();
-        let top_vertices = points
-            .iter()
-            .map(|point| builder.vertex(frame.point([point[0], point[1], height])))
-            .collect::<Vec<_>>();
-        let mut bottom_edges = Vec::with_capacity(points.len());
-        let mut top_edges = Vec::with_capacity(points.len());
-        let mut vertical_edges = Vec::with_capacity(points.len());
-        for index in 0..points.len() {
-            let next = (index + 1) % points.len();
-            let direction = unit(sub(
-                builder.brep.topology.vertices[bottom_vertices[next] as usize].position,
-                builder.brep.topology.vertices[bottom_vertices[index] as usize].position,
-            ))?;
-            let length = norm(sub(
-                builder.brep.topology.vertices[bottom_vertices[next] as usize].position,
-                builder.brep.topology.vertices[bottom_vertices[index] as usize].position,
-            ));
-            bottom_edges.push(builder.edge(
-                CurveGeometry::Line {
-                    origin:
-                        builder.brep.topology.vertices[bottom_vertices[index] as usize].position,
-                    direction,
-                },
-                Interval::new(0.0, length)?,
-                false,
-            ));
-            top_edges.push(builder.edge(
-                CurveGeometry::Line {
-                    origin: builder.brep.topology.vertices[top_vertices[index] as usize].position,
-                    direction,
-                },
-                Interval::new(0.0, length)?,
-                false,
-            ));
-            vertical_edges.push(builder.edge(
-                CurveGeometry::Line {
-                    origin:
-                        builder.brep.topology.vertices[bottom_vertices[index] as usize].position,
-                    direction: frame.z,
-                },
-                Interval::new(0.0, height)?,
-                false,
-            ));
-        }
-        built.push(ExtrusionLoop {
-            points,
-            bottom_vertices,
-            top_vertices,
-            bottom_edges,
-            top_edges,
-            vertical_edges,
-        });
-    }
-
-    let cap_bounds = |loops: &[ExtrusionLoop]| {
-        let mut bounds = [[f64::INFINITY, f64::NEG_INFINITY]; 2];
-        for point in loops.iter().flat_map(|profile| &profile.points) {
-            for axis in 0..2 {
-                bounds[axis][0] = bounds[axis][0].min(point[axis]);
-                bounds[axis][1] = bounds[axis][1].max(point[axis]);
-            }
-        }
-        for bound in &mut bounds {
-            bound[0] -= accuracy.geometric;
-            bound[1] += accuracy.geometric;
-        }
-        bounds
-    };
-    let top_bounds = cap_bounds(&built);
-    let bottom_bounds = [top_bounds[0], [-top_bounds[1][1], -top_bounds[1][0]]];
-    let mut top_frame = frame;
-    top_frame.origin = frame.point([0.0, 0.0, height]);
-    let bottom_frame = Frame3 {
-        y: scale(frame.y, -1.0),
-        z: scale(frame.z, -1.0),
-        ..frame
-    };
-    let cap_uses = |builder: &Builder,
-                    profile: &ExtrusionLoop,
-                    top: bool|
-     -> Result<Vec<Use>, GeometryError> {
-        let count = profile.points.len();
-        (0..count)
-            .map(|offset| {
-                let index = if top { offset } else { count - 1 - offset };
-                let next = (index + 1) % count;
-                if top {
-                    plane_boundary(
-                        builder,
-                        top_frame,
-                        profile.top_edges[index],
-                        profile.top_vertices[index],
-                        profile.top_vertices[next],
-                        Orientation::Forward,
-                    )
-                } else {
-                    plane_boundary(
-                        builder,
-                        bottom_frame,
-                        profile.bottom_edges[index],
-                        profile.bottom_vertices[next],
-                        profile.bottom_vertices[index],
-                        Orientation::Reverse,
-                    )
-                }
-            })
-            .collect()
-    };
-    let top_outer = cap_uses(&builder, &built[0], true)?;
-    let top_holes = built[1..]
-        .iter()
-        .map(|profile| cap_uses(&builder, profile, true))
-        .collect::<Result<Vec<_>, _>>()?;
-    builder.face_with_holes(
-        "top",
-        SurfaceGeometry::Plane { frame: top_frame },
-        top_bounds,
-        top_outer,
-        top_holes,
-    )?;
-    let bottom_outer = cap_uses(&builder, &built[0], false)?;
-    let bottom_holes = built[1..]
-        .iter()
-        .map(|profile| cap_uses(&builder, profile, false))
-        .collect::<Result<Vec<_>, _>>()?;
-    builder.face_with_holes(
-        "bottom",
-        SurfaceGeometry::Plane {
-            frame: bottom_frame,
-        },
-        bottom_bounds,
-        bottom_outer,
-        bottom_holes,
-    )?;
-
-    for (loop_index, profile) in built.iter().enumerate() {
-        for index in 0..profile.points.len() {
-            let next = (index + 1) % profile.points.len();
-            let bottom_from = profile.bottom_vertices[index];
-            let bottom_to = profile.bottom_vertices[next];
-            let top_from = profile.top_vertices[index];
-            let top_to = profile.top_vertices[next];
-            let origin = builder.brep.topology.vertices[bottom_from as usize].position;
-            let edge_direction = unit(sub(
-                builder.brep.topology.vertices[bottom_to as usize].position,
-                origin,
-            ))?;
-            let face_frame = Frame3::from_axis(
-                origin,
-                unit(cross(edge_direction, frame.z))?,
-                edge_direction,
-            )?;
-            let uses = [
-                (
-                    profile.bottom_edges[index],
-                    bottom_from,
-                    bottom_to,
-                    Orientation::Forward,
-                ),
-                (
-                    profile.vertical_edges[next],
-                    bottom_to,
-                    top_to,
-                    Orientation::Forward,
-                ),
-                (
-                    profile.top_edges[index],
-                    top_to,
-                    top_from,
-                    Orientation::Reverse,
-                ),
-                (
-                    profile.vertical_edges[index],
-                    top_from,
-                    bottom_from,
-                    Orientation::Reverse,
-                ),
-            ]
-            .into_iter()
-            .map(|(edge, from, to, sense)| {
-                plane_boundary(&builder, face_frame, edge, from, to, sense)
-            })
-            .collect::<Result<Vec<_>, _>>()?;
-            let edge_length = norm(sub(
-                builder.brep.topology.vertices[bottom_to as usize].position,
-                origin,
-            ));
-            let g = accuracy.geometric;
-            builder.face(
-                &format!("side-{loop_index}-{index}"),
-                SurfaceGeometry::Plane { frame: face_frame },
-                [[-g, edge_length + g], [-g, height + g]],
-                uses,
-            )?;
-        }
-    }
-    builder.finish()
-}
-
-#[derive(Clone, Debug, Deserialize)]
-#[serde(tag = "kind", rename_all = "snake_case", deny_unknown_fields)]
-pub enum ProfileEdge {
-    Line {
-        from: [f64; 2],
-        to: [f64; 2],
-    },
-    Arc {
-        center: [f64; 2],
-        radius: f64,
-        start_angle: f64,
-        sweep_angle: f64,
-    },
-}
-
-impl ProfileEdge {
-    fn endpoints(&self) -> ([f64; 2], [f64; 2]) {
-        match self {
-            Self::Line { from, to } => (*from, *to),
-            Self::Arc {
-                center,
-                radius,
-                start_angle,
-                sweep_angle,
-            } => {
-                let point = |angle: f64| {
-                    [
-                        center[0] + radius * angle.cos(),
-                        center[1] + radius * angle.sin(),
-                    ]
-                };
-                (point(*start_angle), point(start_angle + sweep_angle))
-            }
-        }
-    }
-
-    fn reversed(&self) -> Self {
-        match self {
-            Self::Line { from, to } => Self::Line {
-                from: *to,
-                to: *from,
-            },
-            Self::Arc {
-                center,
-                radius,
-                start_angle,
-                sweep_angle,
-            } => Self::Arc {
-                center: *center,
-                radius: *radius,
-                start_angle: start_angle + sweep_angle,
-                sweep_angle: -sweep_angle,
-            },
-        }
-    }
-
-    fn signed_area_twice(&self) -> f64 {
-        let (from, to) = self.endpoints();
-        match self {
-            Self::Line { .. } => from[0] * to[1] - to[0] * from[1],
-            Self::Arc {
-                center,
-                radius,
-                sweep_angle,
-                ..
-            } => {
-                radius * radius * sweep_angle + center[0] * (to[1] - from[1])
-                    - center[1] * (to[0] - from[0])
-            }
-        }
-    }
-}
-
-fn profile_edge_contains(edge: &ProfileEdge, point: [f64; 2], tolerance: f64) -> bool {
-    match edge {
-        ProfileEdge::Line { from, to } => {
-            let dx = to[0] - from[0];
-            let dy = to[1] - from[1];
-            let length = dx.hypot(dy);
-            let px = point[0] - from[0];
-            let py = point[1] - from[1];
-            (dx * py - dy * px).abs() <= tolerance * length
-                && px * dx + py * dy >= -tolerance * length
-                && px * dx + py * dy <= length * length + tolerance * length
-        }
-        ProfileEdge::Arc {
-            center,
-            radius,
-            start_angle,
-            sweep_angle,
-        } => {
-            let dx = point[0] - center[0];
-            let dy = point[1] - center[1];
-            if (dx.hypot(dy) - radius).abs() > tolerance {
-                return false;
-            }
-            let angle = dy.atan2(dx);
-            let travel = if *sweep_angle > 0.0 {
-                (angle - start_angle).rem_euclid(std::f64::consts::TAU)
-            } else {
-                (start_angle - angle).rem_euclid(std::f64::consts::TAU)
-            };
-            travel <= sweep_angle.abs() + tolerance / radius
-                || std::f64::consts::TAU - travel <= tolerance / radius
-        }
-    }
-}
-
-fn profile_edge_intersections(a: &ProfileEdge, b: &ProfileEdge, tolerance: f64) -> Vec<[f64; 2]> {
-    let mut candidates = Vec::new();
-    let mut offer = |point: [f64; 2]| {
-        if point.iter().all(|value| value.is_finite())
-            && profile_edge_contains(a, point, tolerance)
-            && profile_edge_contains(b, point, tolerance)
-            && !candidates.iter().any(|other: &[f64; 2]| {
-                (other[0] - point[0]).hypot(other[1] - point[1]) <= tolerance
-            })
-        {
-            candidates.push(point);
-        }
-    };
-    match (a, b) {
-        (ProfileEdge::Line { from: p, to: q }, ProfileEdge::Line { from: r, to: s }) => {
-            let d = [q[0] - p[0], q[1] - p[1]];
-            let e = [s[0] - r[0], s[1] - r[1]];
-            let divisor = d[0] * e[1] - d[1] * e[0];
-            if divisor.abs() > tolerance * (d[0].hypot(d[1]) + e[0].hypot(e[1])) {
-                let relative = [r[0] - p[0], r[1] - p[1]];
-                let t = (relative[0] * e[1] - relative[1] * e[0]) / divisor;
-                offer([p[0] + t * d[0], p[1] + t * d[1]]);
-            } else {
-                for point in [*p, *q, *r, *s] {
-                    offer(point);
-                }
-            }
-        }
-        (ProfileEdge::Line { from, to }, ProfileEdge::Arc { center, radius, .. })
-        | (ProfileEdge::Arc { center, radius, .. }, ProfileEdge::Line { from, to }) => {
-            let d = [to[0] - from[0], to[1] - from[1]];
-            let f = [from[0] - center[0], from[1] - center[1]];
-            let aa = d[0] * d[0] + d[1] * d[1];
-            let bb = 2.0 * (f[0] * d[0] + f[1] * d[1]);
-            let cc = f[0] * f[0] + f[1] * f[1] - radius * radius;
-            let discriminant = bb * bb - 4.0 * aa * cc;
-            if discriminant >= -tolerance * tolerance * aa {
-                let root = discriminant.max(0.0).sqrt();
-                for t in [(-bb - root) / (2.0 * aa), (-bb + root) / (2.0 * aa)] {
-                    offer([from[0] + t * d[0], from[1] + t * d[1]]);
-                }
-            }
-        }
-        (
-            ProfileEdge::Arc {
-                center: ca,
-                radius: ra,
-                ..
-            },
-            ProfileEdge::Arc {
-                center: cb,
-                radius: rb,
-                ..
-            },
-        ) => {
-            let d = (cb[0] - ca[0]).hypot(cb[1] - ca[1]);
-            if d <= tolerance && (ra - rb).abs() <= tolerance {
-                let (a0, a1) = a.endpoints();
-                let (b0, b1) = b.endpoints();
-                for point in [a0, a1, b0, b1] {
-                    offer(point);
-                }
-                let ProfileEdge::Arc {
-                    start_angle,
-                    sweep_angle,
-                    ..
-                } = a
-                else {
-                    unreachable!()
-                };
-                let midpoint_angle = start_angle + sweep_angle * 0.5;
-                offer([
-                    ca[0] + ra * midpoint_angle.cos(),
-                    ca[1] + ra * midpoint_angle.sin(),
-                ]);
-            } else if d > tolerance
-                && d <= ra + rb + tolerance
-                && d + ra.min(*rb) + tolerance >= ra.max(*rb)
-            {
-                let along = (ra * ra - rb * rb + d * d) / (2.0 * d);
-                let perpendicular_sq = ra * ra - along * along;
-                if perpendicular_sq >= -tolerance * tolerance {
-                    let ux = (cb[0] - ca[0]) / d;
-                    let uy = (cb[1] - ca[1]) / d;
-                    let base = [ca[0] + along * ux, ca[1] + along * uy];
-                    let off = perpendicular_sq.max(0.0).sqrt();
-                    offer([base[0] - off * uy, base[1] + off * ux]);
-                    offer([base[0] + off * uy, base[1] - off * ux]);
-                }
-            }
-        }
-    }
-    candidates
-}
-
-fn validate_arc_profile_loop(edges: &[ProfileEdge], g: f64) -> Result<f64, GeometryError> {
-    if edges.len() < 2 {
-        return Err(GeometryError::InvalidGeometry(
-            "arc-edged profile needs at least two edges".into(),
-        ));
-    }
-    for (index, edge) in edges.iter().enumerate() {
-        let (from, to) = edge.endpoints();
-        if !from.into_iter().chain(to).all(f64::is_finite) {
-            return Err(GeometryError::InvalidGeometry(
-                "profile coordinates must be finite".into(),
-            ));
-        }
-        match edge {
-            ProfileEdge::Line { .. } => {
-                if (to[0] - from[0]).hypot(to[1] - from[1]) <= 4.0 * g {
-                    return Err(GeometryError::UnresolvedIntersection(
-                        "profile line is below resolution".into(),
-                    ));
-                }
-            }
-            ProfileEdge::Arc {
-                center,
-                radius,
-                start_angle,
-                sweep_angle,
-            } => {
-                if !center.iter().all(|value| value.is_finite())
-                    || !radius.is_finite()
-                    || !start_angle.is_finite()
-                    || !sweep_angle.is_finite()
-                    || *radius <= 4.0 * g
-                    || sweep_angle.abs() >= std::f64::consts::TAU
-                    || radius * sweep_angle.abs() <= 4.0 * g
-                {
-                    return Err(GeometryError::InvalidGeometry(
-                        "profile arc is unresolved".into(),
-                    ));
-                }
-            }
-        }
-        let (next, _) = edges[(index + 1) % edges.len()].endpoints();
-        if (to[0] - next[0]).hypot(to[1] - next[1]) > g {
-            return Err(GeometryError::InvalidGeometry(
-                "profile edges do not close".into(),
-            ));
-        }
-    }
-    for first in 0..edges.len() {
-        for second in (first + 1)..edges.len() {
-            let adjacent = second == first + 1 || first == 0 && second == edges.len() - 1;
-            let expected = if second == first + 1 {
-                Some(edges[first].endpoints().1)
-            } else if first == 0 && second == edges.len() - 1 {
-                Some(edges[first].endpoints().0)
-            } else {
-                None
-            };
-            for point in profile_edge_intersections(&edges[first], &edges[second], g) {
-                let at_expected = expected
-                    .is_some_and(|shared| (point[0] - shared[0]).hypot(point[1] - shared[1]) <= g);
-                let at_second_join = edges.len() == 2
-                    && (point[0] - edges[first].endpoints().0[0])
-                        .hypot(point[1] - edges[first].endpoints().0[1])
-                        <= g;
-                if !adjacent || !(at_expected || at_second_join) {
-                    return Err(GeometryError::InvalidGeometry(
-                        "arc-edged profile self-intersects".into(),
-                    ));
-                }
-            }
-        }
-    }
-    let signed_area_twice: f64 = edges.iter().map(ProfileEdge::signed_area_twice).sum();
-    if signed_area_twice.abs() <= 16.0 * g * g {
-        return Err(GeometryError::UnresolvedIntersection(
-            "profile area is below resolution".into(),
-        ));
-    }
-    Ok(signed_area_twice)
-}
-
-fn arc_profile_contains(edges: &[ProfileEdge], point: [f64; 2], g: f64) -> bool {
-    use crate::geometry::{
-        curved_boolean2d::{winding, CurveEdge2},
-        poly2d::Pt2,
-    };
-
-    let ring = edges
-        .iter()
-        .map(|edge| match edge {
-            ProfileEdge::Line { from, to } => CurveEdge2::Line {
-                from: *from,
-                to: *to,
-            },
-            ProfileEdge::Arc {
-                center,
-                radius,
-                start_angle,
-                sweep_angle,
-            } => CurveEdge2::Arc {
-                center: *center,
-                radius: *radius,
-                start_angle: *start_angle,
-                sweep_angle: *sweep_angle,
-            },
-        })
-        .collect::<Vec<_>>();
-    winding(Pt2::new(point[0], point[1]), &ring, g) != 0
-}
-
-struct ArcExtrusionLoop {
-    edges: Vec<ProfileEdge>,
-    bottom_vertices: Vec<u32>,
-    top_vertices: Vec<u32>,
-    bottom_edges: Vec<u32>,
-    top_edges: Vec<u32>,
-    vertical_edges: Vec<u32>,
-}
-
-pub fn arc_edged_extrusion(
-    id: String,
-    frame: Frame3,
-    outer: Vec<ProfileEdge>,
-    height: f64,
-    accuracy: Accuracy,
-) -> Result<BrepEnvelope, GeometryError> {
-    arc_edged_extrusion_with_holes(id, frame, outer, Vec::new(), height, accuracy)
-}
-
-pub fn arc_edged_extrusion_with_holes(
-    id: String,
-    frame: Frame3,
-    mut outer: Vec<ProfileEdge>,
-    mut holes: Vec<Vec<ProfileEdge>>,
-    height: f64,
-    accuracy: Accuracy,
-) -> Result<BrepEnvelope, GeometryError> {
-    frame.validate()?;
-    accuracy.validate()?;
-    dimensions(&[height])?;
-    let g = accuracy.geometric;
-    if height <= 4.0 * g {
-        return Err(GeometryError::UnresolvedIntersection(
-            "arc-edged extrusion height is below geometric resolution".into(),
-        ));
-    }
-    if validate_arc_profile_loop(&outer, g)? < 0.0 {
-        outer = outer.iter().rev().map(ProfileEdge::reversed).collect();
-    }
-    for (index, hole) in holes.iter_mut().enumerate() {
-        if validate_arc_profile_loop(hole, g)? > 0.0 {
-            *hole = hole.iter().rev().map(ProfileEdge::reversed).collect();
-        }
-        for hole_edge in hole.iter() {
-            for outer_edge in &outer {
-                if !profile_edge_intersections(hole_edge, outer_edge, g).is_empty() {
-                    return Err(GeometryError::InvalidGeometry(format!(
-                        "arc-edged profile hole {index} touches its outer boundary"
-                    )));
-                }
-            }
-        }
-        if !arc_profile_contains(&outer, hole[0].endpoints().0, g) {
-            return Err(GeometryError::InvalidGeometry(format!(
-                "arc-edged profile hole {index} lies outside the outer boundary"
-            )));
-        }
-    }
-    for first in 0..holes.len() {
-        for second in (first + 1)..holes.len() {
-            if holes[first].iter().any(|a| {
-                holes[second]
-                    .iter()
-                    .any(|b| !profile_edge_intersections(a, b, g).is_empty())
-            }) || arc_profile_contains(&holes[first], holes[second][0].endpoints().0, g)
-                || arc_profile_contains(&holes[second], holes[first][0].endpoints().0, g)
-            {
-                return Err(GeometryError::InvalidGeometry(format!(
-                    "arc-edged profile holes {first} and {second} overlap or nest"
-                )));
-            }
-        }
-    }
-
-    let mut builder = Builder::new(id, accuracy)?;
-    let mut loops = Vec::with_capacity(holes.len() + 1);
-    for edges in std::iter::once(outer).chain(holes) {
-        let points = edges
-            .iter()
-            .map(|edge| edge.endpoints().0)
-            .collect::<Vec<_>>();
-        let bottom_vertices = points
-            .iter()
-            .map(|point| builder.vertex(frame.point([point[0], point[1], 0.0])))
-            .collect::<Vec<_>>();
-        let top_vertices = points
-            .iter()
-            .map(|point| builder.vertex(frame.point([point[0], point[1], height])))
-            .collect::<Vec<_>>();
-        let mut bottom_edges = Vec::with_capacity(edges.len());
-        let mut top_edges = Vec::with_capacity(edges.len());
-        let mut vertical_edges = Vec::with_capacity(edges.len());
-        for (index, edge) in edges.iter().enumerate() {
-            let from = builder.brep.topology.vertices[bottom_vertices[index] as usize].position;
-            let top_from = builder.brep.topology.vertices[top_vertices[index] as usize].position;
-            let (bottom_curve, top_curve, range) = match edge {
-                ProfileEdge::Line { from: p, to: q } => {
-                    let vector = frame.vector([q[0] - p[0], q[1] - p[1], 0.0]);
-                    let length = norm(vector);
-                    let direction = unit(vector)?;
-                    (
-                        CurveGeometry::Line {
-                            origin: from,
-                            direction,
-                        },
-                        CurveGeometry::Line {
-                            origin: top_from,
-                            direction,
-                        },
-                        Interval::new(0.0, length)?,
-                    )
-                }
-                ProfileEdge::Arc {
-                    center,
-                    radius,
-                    start_angle,
-                    sweep_angle,
-                } => {
-                    let origin = frame.point([center[0], center[1], 0.0]);
-                    let circle_frame = Frame3 { origin, ..frame };
-                    let top_circle_frame = Frame3 {
-                        origin: add(origin, scale(frame.z, height)),
-                        ..frame
-                    };
-                    let end_angle = start_angle + sweep_angle;
-                    (
-                        CurveGeometry::Circle {
-                            frame: circle_frame,
-                            radius: *radius,
-                        },
-                        CurveGeometry::Circle {
-                            frame: top_circle_frame,
-                            radius: *radius,
-                        },
-                        Interval::new(start_angle.min(end_angle), start_angle.max(end_angle))?,
-                    )
-                }
-            };
-            bottom_edges.push(builder.edge(bottom_curve, range, false));
-            top_edges.push(builder.edge(top_curve, range, false));
-            vertical_edges.push(builder.edge(
-                CurveGeometry::Line {
-                    origin: from,
-                    direction: frame.z,
-                },
-                Interval::new(0.0, height)?,
-                false,
-            ));
-        }
-        loops.push(ArcExtrusionLoop {
-            edges,
-            bottom_vertices,
-            top_vertices,
-            bottom_edges,
-            top_edges,
-            vertical_edges,
-        });
-    }
-
-    let mut bounds = [[f64::INFINITY, f64::NEG_INFINITY]; 2];
-    for edge in &loops[0].edges {
-        match edge {
-            ProfileEdge::Line { from, to } => {
-                for point in [from, to] {
-                    for axis in 0..2 {
-                        bounds[axis][0] = bounds[axis][0].min(point[axis]);
-                        bounds[axis][1] = bounds[axis][1].max(point[axis]);
-                    }
-                }
-            }
-            ProfileEdge::Arc { center, radius, .. } => {
-                for axis in 0..2 {
-                    bounds[axis][0] = bounds[axis][0].min(center[axis] - radius);
-                    bounds[axis][1] = bounds[axis][1].max(center[axis] + radius);
-                }
-            }
-        }
-    }
-    for bound in &mut bounds {
-        bound[0] -= g;
-        bound[1] += g;
-    }
-    let top_frame = Frame3 {
-        origin: frame.point([0.0, 0.0, height]),
-        ..frame
-    };
-    let bottom_frame = Frame3 {
-        y: scale(frame.y, -1.0),
-        z: scale(frame.z, -1.0),
-        ..frame
-    };
-    let cap_uses = |profile: &ArcExtrusionLoop, top: bool| -> Result<Vec<Use>, GeometryError> {
-        let count = profile.edges.len();
-        let mut uses = Vec::with_capacity(count);
-        for index in 0..count {
-            let next = (index + 1) % count;
-            let forward = !matches!(profile.edges[index], ProfileEdge::Arc { sweep_angle, .. }
-                if sweep_angle < 0.0);
-            let top_sense = if forward {
-                Orientation::Forward
-            } else {
-                Orientation::Reverse
-            };
-            let bottom_sense = if forward {
-                Orientation::Reverse
-            } else {
-                Orientation::Forward
-            };
-            uses.push(if top {
-                plane_boundary(
-                    &builder,
-                    top_frame,
-                    profile.top_edges[index],
-                    profile.top_vertices[index],
-                    profile.top_vertices[next],
-                    top_sense,
-                )?
-            } else {
-                plane_boundary(
-                    &builder,
-                    bottom_frame,
-                    profile.bottom_edges[index],
-                    profile.bottom_vertices[next],
-                    profile.bottom_vertices[index],
-                    bottom_sense,
-                )?
-            });
-        }
-        if !top {
-            uses.reverse();
-        }
-        Ok(uses)
-    };
-    let top_outer = cap_uses(&loops[0], true)?;
-    let top_holes = loops[1..]
-        .iter()
-        .map(|profile| cap_uses(profile, true))
-        .collect::<Result<Vec<_>, _>>()?;
-    let bottom_outer = cap_uses(&loops[0], false)?;
-    let bottom_holes = loops[1..]
-        .iter()
-        .map(|profile| cap_uses(profile, false))
-        .collect::<Result<Vec<_>, _>>()?;
-    builder.face_with_holes(
-        "top",
-        SurfaceGeometry::Plane { frame: top_frame },
-        bounds,
-        top_outer,
-        top_holes,
-    )?;
-    builder.face_with_holes(
-        "bottom",
-        SurfaceGeometry::Plane {
-            frame: bottom_frame,
-        },
-        [bounds[0], [-bounds[1][1], -bounds[1][0]]],
-        bottom_outer,
-        bottom_holes,
-    )?;
-
-    for (loop_index, profile) in loops.iter().enumerate() {
-        for (index, edge) in profile.edges.iter().enumerate() {
-            let next = (index + 1) % profile.edges.len();
-            let bottom_from = profile.bottom_vertices[index];
-            let bottom_to = profile.bottom_vertices[next];
-            let top_from = profile.top_vertices[index];
-            let top_to = profile.top_vertices[next];
-            let forward =
-                !matches!(edge, ProfileEdge::Arc { sweep_angle, .. } if *sweep_angle < 0.0);
-            let bottom_sense = if forward {
-                Orientation::Forward
-            } else {
-                Orientation::Reverse
-            };
-            let top_sense = if forward {
-                Orientation::Reverse
-            } else {
-                Orientation::Forward
-            };
-            match edge {
-                ProfileEdge::Line { .. } => {
-                    let origin = builder.brep.topology.vertices[bottom_from as usize].position;
-                    let destination = builder.brep.topology.vertices[bottom_to as usize].position;
-                    let edge_direction = unit(sub(destination, origin))?;
-                    let side_frame = Frame3::from_axis(
-                        origin,
-                        unit(cross(edge_direction, frame.z))?,
-                        edge_direction,
-                    )?;
-                    let uses = [
-                        (
-                            profile.bottom_edges[index],
-                            bottom_from,
-                            bottom_to,
-                            Orientation::Forward,
-                        ),
-                        (
-                            profile.vertical_edges[next],
-                            bottom_to,
-                            top_to,
-                            Orientation::Forward,
-                        ),
-                        (
-                            profile.top_edges[index],
-                            top_to,
-                            top_from,
-                            Orientation::Reverse,
-                        ),
-                        (
-                            profile.vertical_edges[index],
-                            top_from,
-                            bottom_from,
-                            Orientation::Reverse,
-                        ),
-                    ]
-                    .into_iter()
-                    .map(|(edge, from, to, sense)| {
-                        plane_boundary(&builder, side_frame, edge, from, to, sense)
-                    })
-                    .collect::<Result<Vec<_>, _>>()?;
-                    builder.face(
-                        &format!("side-{loop_index}-{index}"),
-                        SurfaceGeometry::Plane { frame: side_frame },
-                        [[-g, norm(sub(destination, origin)) + g], [-g, height + g]],
-                        uses,
-                    )?;
-                }
-                ProfileEdge::Arc {
-                    center,
-                    radius,
-                    start_angle,
-                    sweep_angle,
-                } => {
-                    let end_angle = start_angle + sweep_angle;
-                    let circle_frame = Frame3 {
-                        origin: frame.point([center[0], center[1], 0.0]),
-                        ..frame
-                    };
-                    let uses = vec![
-                        boundary(
-                            profile.bottom_edges[index],
-                            bottom_from,
-                            bottom_to,
-                            bottom_sense,
-                            uv_line([0.0, 0.0], [1.0, 0.0]),
-                        ),
-                        boundary(
-                            profile.vertical_edges[next],
-                            bottom_to,
-                            top_to,
-                            Orientation::Forward,
-                            uv_line([end_angle, 0.0], [0.0, 1.0]),
-                        ),
-                        boundary(
-                            profile.top_edges[index],
-                            top_to,
-                            top_from,
-                            top_sense,
-                            uv_line([0.0, height], [1.0, 0.0]),
-                        ),
-                        boundary(
-                            profile.vertical_edges[index],
-                            top_from,
-                            bottom_from,
-                            Orientation::Reverse,
-                            uv_line([*start_angle, 0.0], [0.0, 1.0]),
-                        ),
-                    ];
-                    let face_id = builder.brep.topology.faces.len();
-                    builder.face(
-                        &format!("side-{loop_index}-{index}"),
-                        SurfaceGeometry::Cylinder {
-                            frame: circle_frame,
-                            radius: *radius,
-                        },
-                        [
-                            [
-                                start_angle.min(end_angle) - g / radius,
-                                start_angle.max(end_angle) + g / radius,
-                            ],
-                            [-g, height + g],
-                        ],
-                        uses,
-                    )?;
-                    if !forward {
-                        builder.brep.topology.faces[face_id].sense = Orientation::Reverse;
-                    }
-                }
-            }
-        }
-    }
-    builder.finish()
-}
-
-#[derive(Clone, Debug)]
-pub struct BoxArchedOpening {
-    pub id: String,
-    pub station: f64,
-    pub width: f64,
-    pub bottom: f64,
-    pub height: f64,
-}
-
-#[allow(clippy::too_many_arguments)]
-pub fn box_with_arched_opening(
-    id: String,
-    frame: Frame3,
-    width: f64,
-    depth: f64,
-    height: f64,
-    opening: BoxArchedOpening,
-    accuracy: Accuracy,
-) -> Result<BrepEnvelope, GeometryError> {
-    frame.validate()?;
-    accuracy.validate()?;
-    dimensions(&[width, depth, height, opening.width, opening.height])?;
-    let radius = opening.width * 0.5;
-    let spring = opening.bottom + opening.height - radius;
-    if opening.id.is_empty()
-        || !opening.station.is_finite()
-        || !opening.bottom.is_finite()
-        || spring <= opening.bottom + 4.0 * accuracy.geometric
-        || opening.station - radius <= 4.0 * accuracy.geometric
-        || opening.station + radius >= width - 4.0 * accuracy.geometric
-        || opening.bottom < 0.0
-        || opening.bottom + opening.height >= height - 4.0 * accuracy.geometric
-    {
-        return Err(GeometryError::InvalidGeometry(
-            "arched opening must remain resolved and strictly inside the box".into(),
-        ));
-    }
-    let extrusion_frame = Frame3 {
-        origin: frame.point([0.0, depth, 0.0]),
-        x: frame.x,
-        y: frame.z,
-        z: scale(frame.y, -1.0),
-    };
-    let left = opening.station - radius;
-    let right = opening.station + radius;
-    let mut result = linear_extrusion(
-        id,
-        extrusion_frame,
-        vec![[0.0, 0.0], [width, 0.0], [width, height], [0.0, height]],
-        vec![vec![
-            [left, opening.bottom],
-            [right, opening.bottom],
-            [right, spring],
-            [left, spring],
-        ]],
-        depth,
-        accuracy,
-    )?;
-    let upper_cap = result
-        .topology
-        .faces
-        .iter()
-        .find(|face| face.key == "side-1-0")
-        .map(|face| face.id)
-        .ok_or_else(|| GeometryError::InvalidTopology("arched upper_cap face is missing".into()))?;
-    let upper_cap_loop = result.topology.faces[upper_cap as usize].trim.outer;
-    let upper_cap_uses = loop_halfedges_for_primitive(&result, upper_cap_loop)?;
-    let mut arch_edges = Vec::new();
-    for halfedge in &upper_cap_uses {
-        let use_ = &result.topology.halfedges[*halfedge as usize];
-        let endpoints = [use_.from, use_.to].map(|vertex| {
-            extrusion_frame.local(result.topology.vertices[vertex as usize].position)
-        });
-        if endpoints
-            .iter()
-            .all(|point| (point[1] - spring).abs() <= 4.0 * accuracy.geometric)
-            && (endpoints[0][2] - endpoints[1][2]).abs() <= 4.0 * accuracy.geometric
-        {
-            arch_edges.push(use_.edge);
-        }
-    }
-    arch_edges.sort_unstable();
-    arch_edges.dedup();
-    if arch_edges.len() != 2 {
-        return Err(GeometryError::InvalidTopology(
-            "arched opening requires two shared spring edges".into(),
-        ));
-    }
-    for edge_id in &arch_edges {
-        let edge = &result.topology.edges[*edge_id as usize];
-        let primary = &result.topology.halfedges[edge.halfedge as usize];
-        let parameter_start = if primary.geometry_use.sense == Orientation::Forward {
-            primary.from
-        } else {
-            primary.to
-        };
-        let start = result.topology.vertices[parameter_start as usize].position;
-        let center = add(
-            extrusion_frame.origin,
-            add(
-                scale(extrusion_frame.x, opening.station),
-                add(
-                    scale(extrusion_frame.y, spring),
-                    scale(
-                        extrusion_frame.z,
-                        dot(sub(start, extrusion_frame.origin), extrusion_frame.z),
-                    ),
-                ),
-            ),
-        );
-        let x = unit(sub(start, center))?;
-        let circle_frame = Frame3 {
-            origin: center,
-            x,
-            y: extrusion_frame.y,
-            z: unit(cross(x, extrusion_frame.y))?,
-        };
-        circle_frame.validate()?;
-        let curve = result.geometry.curves.len() as u32;
-        result.geometry.curves.push(CurveGeometry::Circle {
-            frame: circle_frame,
-            radius,
-        });
-        result.topology.edges[*edge_id as usize].geometry = EdgeGeometry::Curve {
-            curve,
-            range: Interval::new(0.0, std::f64::consts::PI)?,
-        };
-    }
-    let cylinder_frame = Frame3 {
-        origin: extrusion_frame.point([opening.station, spring, 0.0]),
-        x: scale(extrusion_frame.x, -1.0),
-        y: extrusion_frame.y,
-        z: scale(extrusion_frame.z, -1.0),
-    };
-    cylinder_frame.validate()?;
-    let cylinder_surface = result.geometry.surfaces.len() as u32;
-    result.geometry.surfaces.push(SurfaceGeometry::Cylinder {
-        frame: cylinder_frame,
-        radius,
-    });
-    {
-        let face = &mut result.topology.faces[upper_cap as usize];
-        face.key = format!("{}-arched-cap", opening.id);
-        face.surface = cylinder_surface;
-        face.sense = Orientation::Reverse;
-        face.trim.uv_bounds = [
-            Interval::new(0.0, std::f64::consts::PI)?,
-            Interval::new(-depth, 0.0)?,
-        ];
-        face.provenance.sources[0].key = face.key.clone();
-        face.provenance.role = FaceRole::Cut;
-        face.provenance.reversed = true;
-    }
-    let affected = result
-        .topology
-        .halfedges
-        .iter()
-        .filter(|halfedge| halfedge.face == Some(upper_cap) || arch_edges.contains(&halfedge.edge))
-        .map(|halfedge| halfedge.id)
-        .collect::<Vec<_>>();
-    for halfedge_id in affected {
-        let halfedge = &result.topology.halfedges[halfedge_id as usize];
-        let face = halfedge.face.ok_or_else(|| {
-            GeometryError::InvalidTopology("arched opening edge use has no face".into())
-        })?;
-        let surface = result.topology.faces[face as usize].surface;
-        let (curve, range) = match result.topology.edges[halfedge.edge as usize].geometry {
-            EdgeGeometry::Curve { curve, range } => (curve, range),
-            EdgeGeometry::Collapsed { .. } => {
-                return Err(GeometryError::InvalidTopology(
-                    "arched opening contains a collapsed boundary".into(),
-                ))
-            }
-        };
-        let curve_geometry = &result.geometry.curves[curve as usize];
-        let surface_geometry = result.geometry.surface(surface)?;
-        let pcurve_geometry = match (curve_geometry, surface_geometry) {
-            (CurveGeometry::Line { origin, direction }, SurfaceGeometry::Plane { frame }) => {
-                PcurveGeometry::Line2 {
-                    origin: [
-                        dot(sub(*origin, frame.origin), frame.x),
-                        dot(sub(*origin, frame.origin), frame.y),
-                    ],
-                    direction: [dot(*direction, frame.x), dot(*direction, frame.y)],
-                }
-            }
-            (
-                CurveGeometry::Circle {
-                    frame: circle,
-                    radius,
-                },
-                SurfaceGeometry::Plane { frame },
-            ) => PcurveGeometry::Conic2 {
-                origin: [
-                    dot(sub(circle.origin, frame.origin), frame.x),
-                    dot(sub(circle.origin, frame.origin), frame.y),
-                ],
-                axis_a: [
-                    dot(scale(circle.x, *radius), frame.x),
-                    dot(scale(circle.x, *radius), frame.y),
-                ],
-                axis_b: [
-                    dot(scale(circle.y, *radius), frame.x),
-                    dot(scale(circle.y, *radius), frame.y),
-                ],
-            },
-            (
-                CurveGeometry::Line { origin, direction },
-                SurfaceGeometry::Cylinder { frame, .. },
-            ) => {
-                let radial = sub(*origin, frame.origin);
-                PcurveGeometry::Line2 {
-                    origin: [
-                        dot(radial, frame.y).atan2(dot(radial, frame.x)),
-                        dot(radial, frame.z),
-                    ],
-                    direction: [0.0, dot(*direction, frame.z)],
-                }
-            }
-            (
-                CurveGeometry::Circle { frame: circle, .. },
-                SurfaceGeometry::Cylinder { frame, .. },
-            ) => {
-                if dot(circle.z, frame.z).abs() < 1.0 - 1e-10 {
-                    return Err(GeometryError::UnsupportedGeometry(
-                        "arched upper_cap circle is not coaxial with its cylindrical face".into(),
-                    ));
-                }
-                let angular_rate = dot(circle.z, frame.z).signum();
-                let mut angle = dot(circle.x, frame.y).atan2(dot(circle.x, frame.x));
-                let middle = angle + angular_rate * range.midpoint();
-                angle += ((std::f64::consts::FRAC_PI_2 - middle) / std::f64::consts::TAU).round()
-                    * std::f64::consts::TAU;
-                PcurveGeometry::Line2 {
-                    origin: [angle, dot(sub(circle.origin, frame.origin), frame.z)],
-                    direction: [angular_rate, 0.0],
-                }
-            }
-            _ => {
-                return Err(GeometryError::UnsupportedGeometry(
-                    "arched boundary requires a line or circle on a plane or cylinder".into(),
-                ))
-            }
-        };
-        let pcurve = result.geometry.pcurves.len() as u32;
-        result.geometry.pcurves.push(pcurve_geometry);
-        result.topology.halfedges[halfedge_id as usize]
-            .geometry_use
-            .pcurve = Some(pcurve);
-    }
-    result.validate()?;
-    Ok(result)
-}
-
-pub fn cone(
-    id: String,
-    frame: Frame3,
-    radius: f64,
-    height: f64,
-    accuracy: Accuracy,
-) -> Result<BrepEnvelope, GeometryError> {
-    dimensions(&[radius, height])?;
-    let semi_angle = radius.atan2(height);
-    let frame = Frame3 {
-        origin: frame.point([0.0, 0.0, height]),
-        x: frame.x,
-        y: scale(frame.y, -1.0),
-        z: scale(frame.z, -1.0),
-    };
-    section(
-        id,
-        frame,
-        SurfaceGeometry::Cone { frame, semi_angle },
-        0.0,
-        radius,
-        0.0,
-        height,
-        accuracy,
-    )
-}
-
-pub fn frustum(
-    id: String,
-    frame: Frame3,
-    lower_radius: f64,
-    upper_radius: f64,
-    height: f64,
-    accuracy: Accuracy,
-) -> Result<BrepEnvelope, GeometryError> {
-    frame.validate()?;
-    dimensions(&[lower_radius, height])?;
-    if !upper_radius.is_finite() || upper_radius < 0.0 {
-        return Err(GeometryError::InvalidGeometry(
-            "invalid frustum upper radius".into(),
-        ));
-    }
-    if lower_radius == upper_radius {
-        return cylinder(id, frame, lower_radius, height, accuracy);
-    }
-    let k = (upper_radius - lower_radius).abs() / height;
-    let semi_angle = k.atan();
-    let mut cone_frame = frame;
-    let (r0, r1, z0, z1) = if upper_radius > lower_radius {
-        cone_frame.origin = frame.point([0.0, 0.0, -lower_radius / k]);
-        (
-            lower_radius,
-            upper_radius,
-            lower_radius / k,
-            upper_radius / k,
-        )
-    } else {
-        cone_frame.origin = frame.point([0.0, 0.0, lower_radius / k]);
-        cone_frame.y = scale(frame.y, -1.0);
-        cone_frame.z = scale(frame.z, -1.0);
-        (
-            upper_radius,
-            lower_radius,
-            upper_radius / k,
-            lower_radius / k,
-        )
-    };
-    section(
-        id,
-        cone_frame,
-        SurfaceGeometry::Cone {
-            frame: cone_frame,
-            semi_angle,
-        },
-        r0,
-        r1,
-        z0,
-        z1,
-        accuracy,
-    )
-}
-
-pub(super) fn plane_boundary(
-    builder: &Builder,
-    frame: Frame3,
-    edge: u32,
-    from: u32,
-    to: u32,
-    sense: Orientation,
-) -> Result<Use, GeometryError> {
-    let curve = match builder.brep.topology.edges[edge as usize].geometry {
-        EdgeGeometry::Curve { curve, .. } => &builder.brep.geometry.curves[curve as usize],
-        _ => {
-            return Err(GeometryError::InvalidGeometry(
-                "collapsed planar boundary".into(),
-            ))
-        }
-    };
-    let local = |p: Point3| [dot(p, frame.x), dot(p, frame.y)];
-    let pcurve = match curve {
-        CurveGeometry::Line { origin, direction } => {
-            uv_line(local(sub(*origin, frame.origin)), local(*direction))
-        }
-        CurveGeometry::Circle { frame: c, radius } => PcurveGeometry::Conic2 {
-            origin: local(sub(c.origin, frame.origin)),
-            axis_a: local(scale(c.x, *radius)),
-            axis_b: local(scale(c.y, *radius)),
-        },
-        _ => {
-            return Err(GeometryError::UnsupportedGeometry(
-                "planar primitive boundary".into(),
-            ))
-        }
-    };
-    Ok(boundary(edge, from, to, sense, pcurve))
-}
-
-#[derive(Clone, Debug)]
-pub struct AnnularSectorOpening {
-    pub id: String,
-    pub angle: f64,
-    pub width: f64,
-    pub bottom: f64,
-    pub height: f64,
-}
-
-struct BuiltAnnularSectorOpening {
-    source: String,
-    outer_angles: [f64; 2],
-    inner_angles: [f64; 2],
-    elevations: [f64; 2],
-    vertices: [u32; 8],
-    lower_outer_arc: Option<u32>,
-    upper_outer_arc: u32,
-    lower_inner_arc: Option<u32>,
-    upper_inner_arc: u32,
-    outer_verticals: [u32; 2],
-    inner_verticals: [u32; 2],
-    connectors: [[u32; 2]; 2],
-}
-
-impl BuiltAnnularSectorOpening {
-    fn touches_bottom(&self) -> bool {
-        self.elevations[0] == 0.0
-    }
-}
-
-pub fn annular_sector_extrusion(
-    id: String,
-    frame: Frame3,
-    radius: f64,
-    thickness: f64,
-    height: f64,
-    start_angle: f64,
-    sweep_angle: f64,
-    accuracy: Accuracy,
-) -> Result<BrepEnvelope, GeometryError> {
-    annular_sector_extrusion_with_openings(
-        id,
-        frame,
-        radius,
-        thickness,
-        height,
-        start_angle,
-        sweep_angle,
-        Vec::new(),
-        accuracy,
-    )
-}
-
-#[allow(clippy::too_many_arguments)]
-pub fn annular_sector_extrusion_with_openings(
-    id: String,
-    frame: Frame3,
-    radius: f64,
-    thickness: f64,
-    height: f64,
-    start_angle: f64,
-    sweep_angle: f64,
-    openings: Vec<AnnularSectorOpening>,
-    accuracy: Accuracy,
-) -> Result<BrepEnvelope, GeometryError> {
-    frame.validate()?;
-    accuracy.validate()?;
-    dimensions(&[radius, thickness, height])?;
-    let inner = radius - thickness * 0.5;
-    let outer = radius + thickness * 0.5;
-    if inner <= 0.0 || !outer.is_finite() {
-        return Err(GeometryError::InvalidGeometry(
-            "annular sector radius must exceed half thickness".into(),
-        ));
-    }
-    if !start_angle.is_finite() || !sweep_angle.is_finite() || sweep_angle == 0.0 {
-        return Err(GeometryError::InvalidGeometry(
-            "annular sector angles must be finite with a nonzero sweep".into(),
-        ));
-    }
-    if sweep_angle.abs() >= std::f64::consts::TAU {
-        return Err(GeometryError::UnsupportedGeometry(
-            "annular sector sweep must be smaller than one full turn".into(),
-        ));
-    }
-    let end_angle = start_angle + sweep_angle;
-    let lo = start_angle.min(end_angle);
-    let hi = start_angle.max(end_angle);
-    let range = Interval::new(lo, hi)?;
-    if range.width() == 0.0
-        || inner * (hi - lo) <= 4.0 * accuracy.geometric
-        || thickness <= 4.0 * accuracy.geometric
-        || height <= 4.0 * accuracy.geometric
-    {
-        return Err(GeometryError::InvalidGeometry(
-            "annular sector features are below geometric resolution".into(),
-        ));
-    }
-    let mut prepared_openings = Vec::with_capacity(openings.len());
-    let mut opening_ids = std::collections::HashSet::new();
-    for opening in openings {
-        if opening.id.is_empty() || !opening_ids.insert(opening.id.clone()) {
-            return Err(GeometryError::InvalidGeometry(
-                "annular sector opening identities must be nonempty and unique".into(),
-            ));
-        }
-        if !opening.angle.is_finite()
-            || !opening.width.is_finite()
-            || !opening.bottom.is_finite()
-            || !opening.height.is_finite()
-            || opening.width <= 4.0 * accuracy.geometric
-            || opening.height <= 4.0 * accuracy.geometric
-        {
-            return Err(GeometryError::InvalidGeometry(
-                "annular sector opening dimensions and station must be finite and resolved".into(),
-            ));
-        }
-        let half_width = opening.width * 0.5;
-        if half_width >= inner {
-            return Err(GeometryError::UnsupportedGeometry(
-                "annular sector opening width reaches the reference arc".into(),
-            ));
-        }
-        let outer_delta = (half_width / outer).asin();
-        let inner_delta = (half_width / inner).asin();
-        let outer_angles = [opening.angle - outer_delta, opening.angle + outer_delta];
-        let inner_angles = [opening.angle - inner_delta, opening.angle + inner_delta];
-        let mut elevations = [opening.bottom, opening.bottom + opening.height];
-        let clearance = 4.0 * accuracy.geometric;
-        if inner * (inner_angles[0] - lo) <= clearance
-            || inner * (hi - inner_angles[1]) <= clearance
-        {
-            return Err(GeometryError::UnsupportedGeometry(
-                "annular sector opening must stay strictly inside both sweep ends".into(),
-            ));
-        }
-        if elevations[0] < 0.0 || elevations[1] >= height {
-            return Err(GeometryError::InvalidGeometry(
-                "annular sector opening elevation lies outside the extrusion".into(),
-            ));
-        }
-        if elevations[0] > 0.0 && elevations[0] <= clearance {
-            return Err(GeometryError::UnresolvedIntersection(
-                "annular sector opening lower clearance is below geometric resolution".into(),
-            ));
-        }
-        if height - elevations[1] <= clearance {
-            return Err(GeometryError::UnresolvedIntersection(
-                "annular sector opening upper clearance is below geometric resolution".into(),
-            ));
-        }
-        if elevations[0] == -0.0 {
-            elevations[0] = 0.0;
-        }
-        prepared_openings.push((opening.id, outer_angles, inner_angles, elevations));
-    }
-    for first in 0..prepared_openings.len() {
-        for second in (first + 1)..prepared_openings.len() {
-            let a = &prepared_openings[first];
-            let b = &prepared_openings[second];
-            let angular_overlap = a.2[1].min(b.2[1]) - a.2[0].max(b.2[0]);
-            let vertical_overlap = a.3[1].min(b.3[1]) - a.3[0].max(b.3[0]);
-            if angular_overlap * inner > -4.0 * accuracy.geometric
-                && vertical_overlap > -4.0 * accuracy.geometric
-            {
-                return Err(GeometryError::UnsupportedGeometry(
-                    "annular sector openings overlap or are below geometric separation".into(),
-                ));
-            }
-        }
-    }
-    let mut b = Builder::new(id, accuracy)?;
-    let angles = [lo, hi];
-    let point = |r: f64, a: f64, z: f64| frame.point([r * a.cos(), r * a.sin(), z]);
-    let mut vertices = [0u32; 8];
-    for (i, vertex) in vertices.iter_mut().enumerate() {
-        *vertex = b.vertex(point(
-            if i % 4 < 2 { outer } else { inner },
-            angles[i % 2],
-            if i < 4 { 0.0 } else { height },
-        ));
-    }
-    let [ob0, ob1, ib0, ib1, ot0, ot1, it0, it1] = vertices;
-    let mut top_frame = frame;
-    top_frame.origin = frame.point([0.0, 0.0, height]);
-    let has_bottom_openings = prepared_openings.iter().any(|opening| opening.3[0] == 0.0);
-    let ob = (!has_bottom_openings).then(|| {
-        b.edge(
-            CurveGeometry::Circle {
-                frame,
-                radius: outer,
-            },
-            range,
-            false,
-        )
-    });
-    let ot = b.edge(
-        CurveGeometry::Circle {
-            frame: top_frame,
-            radius: outer,
-        },
-        range,
-        false,
-    );
-    let ib = (!has_bottom_openings).then(|| {
-        b.edge(
-            CurveGeometry::Circle {
-                frame,
-                radius: inner,
-            },
-            range,
-            false,
-        )
-    });
-    let it = b.edge(
-        CurveGeometry::Circle {
-            frame: top_frame,
-            radius: inner,
-        },
-        range,
-        false,
-    );
-    let mut radial = [0u32; 4];
-    for (i, edge) in radial.iter_mut().enumerate() {
-        let angle = angles[i % 2];
-        *edge = b.edge(
-            CurveGeometry::Line {
-                origin: point(inner, angle, if i < 2 { 0.0 } else { height }),
-                direction: frame.vector([angle.cos(), angle.sin(), 0.0]),
-            },
-            Interval::new(0.0, thickness)?,
-            false,
-        );
-    }
-    let [rb0, rb1, rt0, rt1] = radial;
-    let mut vertical = [0u32; 4];
-    for (i, edge) in vertical.iter_mut().enumerate() {
-        *edge = b.edge(
-            CurveGeometry::Line {
-                origin: b.brep.topology.vertices[vertices[i] as usize].position,
-                direction: frame.z,
-            },
-            Interval::new(0.0, height)?,
-            false,
-        );
-    }
-    let [vo0, vo1, vi0, vi1] = vertical;
-    let mut built_openings = Vec::with_capacity(prepared_openings.len());
-    for (source, outer_angles, inner_angles, elevations) in prepared_openings {
-        let positions = [
-            point(outer, outer_angles[0], elevations[0]),
-            point(outer, outer_angles[1], elevations[0]),
-            point(inner, inner_angles[0], elevations[0]),
-            point(inner, inner_angles[1], elevations[0]),
-            point(outer, outer_angles[0], elevations[1]),
-            point(outer, outer_angles[1], elevations[1]),
-            point(inner, inner_angles[0], elevations[1]),
-            point(inner, inner_angles[1], elevations[1]),
-        ];
-        let vertices = positions.map(|position| b.vertex(position));
-        let mut lower_frame = frame;
-        lower_frame.origin = frame.point([0.0, 0.0, elevations[0]]);
-        let mut upper_frame = frame;
-        upper_frame.origin = frame.point([0.0, 0.0, elevations[1]]);
-        let outer_range = Interval::new(outer_angles[0], outer_angles[1])?;
-        let inner_range = Interval::new(inner_angles[0], inner_angles[1])?;
-        let lower_outer_arc = (elevations[0] > 0.0).then(|| {
-            b.edge(
-                CurveGeometry::Circle {
-                    frame: lower_frame,
-                    radius: outer,
-                },
-                outer_range,
-                false,
-            )
-        });
-        let upper_outer_arc = b.edge(
-            CurveGeometry::Circle {
-                frame: upper_frame,
-                radius: outer,
-            },
-            outer_range,
-            false,
-        );
-        let lower_inner_arc = (elevations[0] > 0.0).then(|| {
-            b.edge(
-                CurveGeometry::Circle {
-                    frame: lower_frame,
-                    radius: inner,
-                },
-                inner_range,
-                false,
-            )
-        });
-        let upper_inner_arc = b.edge(
-            CurveGeometry::Circle {
-                frame: upper_frame,
-                radius: inner,
-            },
-            inner_range,
-            false,
-        );
-        let opening_height = elevations[1] - elevations[0];
-        let outer_verticals = [
-            b.edge(
-                CurveGeometry::Line {
-                    origin: positions[0],
-                    direction: frame.z,
-                },
-                Interval::new(0.0, opening_height)?,
-                false,
-            ),
-            b.edge(
-                CurveGeometry::Line {
-                    origin: positions[1],
-                    direction: frame.z,
-                },
-                Interval::new(0.0, opening_height)?,
-                false,
-            ),
-        ];
-        let inner_verticals = [
-            b.edge(
-                CurveGeometry::Line {
-                    origin: positions[2],
-                    direction: frame.z,
-                },
-                Interval::new(0.0, opening_height)?,
-                false,
-            ),
-            b.edge(
-                CurveGeometry::Line {
-                    origin: positions[3],
-                    direction: frame.z,
-                },
-                Interval::new(0.0, opening_height)?,
-                false,
-            ),
-        ];
-        let mut connectors = [[0_u32; 2]; 2];
-        for elevation in 0..2 {
-            for side in 0..2 {
-                let outer_index = elevation * 4 + side;
-                let inner_index = elevation * 4 + 2 + side;
-                let delta = sub(positions[outer_index], positions[inner_index]);
-                connectors[elevation][side] = b.edge(
-                    CurveGeometry::Line {
-                        origin: positions[inner_index],
-                        direction: unit(delta)?,
-                    },
-                    Interval::new(0.0, norm(delta))?,
-                    false,
-                );
-            }
-        }
-        built_openings.push(BuiltAnnularSectorOpening {
-            source,
-            outer_angles,
-            inner_angles,
-            elevations,
-            vertices,
-            lower_outer_arc,
-            upper_outer_arc,
-            lower_inner_arc,
-            upper_inner_arc,
-            outer_verticals,
-            inner_verticals,
-            connectors,
-        });
-    }
-    use Orientation::{Forward as F, Reverse as R};
-    struct BottomSpan {
-        outer_edge: u32,
-        inner_edge: u32,
-        outer_vertices: [u32; 2],
-        inner_vertices: [u32; 2],
-        low_connector: u32,
-        high_connector: u32,
-    }
-    let mut bottom_openings = built_openings
-        .iter()
-        .enumerate()
-        .filter(|(_, opening)| opening.touches_bottom())
-        .map(|(index, _)| index)
-        .collect::<Vec<_>>();
-    bottom_openings.sort_by(|&a, &b| {
-        built_openings[a].outer_angles[0].total_cmp(&built_openings[b].outer_angles[0])
-    });
-    let mut bottom_spans = Vec::with_capacity(bottom_openings.len() + 1);
-    if bottom_openings.is_empty() {
-        bottom_spans.push(BottomSpan {
-            outer_edge: ob.ok_or_else(|| {
-                GeometryError::InvalidTopology("annular sector bottom edge missing".into())
-            })?,
-            inner_edge: ib.ok_or_else(|| {
-                GeometryError::InvalidTopology("annular sector bottom edge missing".into())
-            })?,
-            outer_vertices: [ob0, ob1],
-            inner_vertices: [ib0, ib1],
-            low_connector: rb0,
-            high_connector: rb1,
-        });
-    } else {
-        for span_index in 0..=bottom_openings.len() {
-            let low = span_index
-                .checked_sub(1)
-                .map(|index| &built_openings[bottom_openings[index]]);
-            let high = bottom_openings
-                .get(span_index)
-                .map(|&index| &built_openings[index]);
-            let outer_angles = [
-                low.map_or(lo, |opening| opening.outer_angles[1]),
-                high.map_or(hi, |opening| opening.outer_angles[0]),
-            ];
-            let inner_angles = [
-                low.map_or(lo, |opening| opening.inner_angles[1]),
-                high.map_or(hi, |opening| opening.inner_angles[0]),
-            ];
-            let outer_vertices = [
-                low.map_or(ob0, |opening| opening.vertices[1]),
-                high.map_or(ob1, |opening| opening.vertices[0]),
-            ];
-            let inner_vertices = [
-                low.map_or(ib0, |opening| opening.vertices[3]),
-                high.map_or(ib1, |opening| opening.vertices[2]),
-            ];
-            bottom_spans.push(BottomSpan {
-                outer_edge: b.edge(
-                    CurveGeometry::Circle {
-                        frame,
-                        radius: outer,
-                    },
-                    Interval::new(outer_angles[0], outer_angles[1])?,
-                    false,
-                ),
-                inner_edge: b.edge(
-                    CurveGeometry::Circle {
-                        frame,
-                        radius: inner,
-                    },
-                    Interval::new(inner_angles[0], inner_angles[1])?,
-                    false,
-                ),
-                outer_vertices,
-                inner_vertices,
-                low_connector: low.map_or(rb0, |opening| opening.connectors[0][1]),
-                high_connector: high.map_or(rb1, |opening| opening.connectors[0][0]),
-            });
-        }
-    }
-    let outer_holes = built_openings
-        .iter()
-        .filter(|opening| !opening.touches_bottom())
-        .map(|opening| {
-            let [obl, obr, _, _, otl, otr, _, _] = opening.vertices;
-            Ok(vec![
-                boundary(
-                    opening.lower_outer_arc.ok_or_else(|| {
-                        GeometryError::InvalidTopology("opening lower_cap edge missing".into())
-                    })?,
-                    obr,
-                    obl,
-                    R,
-                    uv_line([0.0, opening.elevations[0]], [1.0, 0.0]),
-                ),
-                boundary(
-                    opening.outer_verticals[0],
-                    obl,
-                    otl,
-                    F,
-                    uv_line([opening.outer_angles[0], opening.elevations[0]], [0.0, 1.0]),
-                ),
-                boundary(
-                    opening.upper_outer_arc,
-                    otl,
-                    otr,
-                    F,
-                    uv_line([0.0, opening.elevations[1]], [1.0, 0.0]),
-                ),
-                boundary(
-                    opening.outer_verticals[1],
-                    otr,
-                    obr,
-                    R,
-                    uv_line([opening.outer_angles[1], opening.elevations[0]], [0.0, 1.0]),
-                ),
-            ])
-        })
-        .collect::<Result<Vec<_>, GeometryError>>()?;
-    let mut outer_boundary = Vec::new();
-    for (span_index, span) in bottom_spans.iter().enumerate() {
-        outer_boundary.push(boundary(
-            span.outer_edge,
-            span.outer_vertices[0],
-            span.outer_vertices[1],
-            F,
-            uv_line([0.0, 0.0], [1.0, 0.0]),
-        ));
-        if let Some(&opening_index) = bottom_openings.get(span_index) {
-            let opening = &built_openings[opening_index];
-            let [obl, obr, _, _, otl, otr, _, _] = opening.vertices;
-            outer_boundary.extend([
-                boundary(
-                    opening.outer_verticals[0],
-                    obl,
-                    otl,
-                    F,
-                    uv_line([opening.outer_angles[0], 0.0], [0.0, 1.0]),
-                ),
-                boundary(
-                    opening.upper_outer_arc,
-                    otl,
-                    otr,
-                    F,
-                    uv_line([0.0, opening.elevations[1]], [1.0, 0.0]),
-                ),
-                boundary(
-                    opening.outer_verticals[1],
-                    otr,
-                    obr,
-                    R,
-                    uv_line([opening.outer_angles[1], 0.0], [0.0, 1.0]),
-                ),
-            ]);
-        }
-    }
-    outer_boundary.extend([
-        boundary(vo1, ob1, ot1, F, uv_line([hi, 0.0], [0.0, 1.0])),
-        boundary(ot, ot1, ot0, R, uv_line([0.0, height], [1.0, 0.0])),
-        boundary(vo0, ot0, ob0, R, uv_line([lo, 0.0], [0.0, 1.0])),
-    ]);
-    b.face_with_holes(
-        "outer",
-        SurfaceGeometry::Cylinder {
-            frame,
-            radius: outer,
-        },
-        [[lo, hi], [0.0, height]],
-        outer_boundary,
-        outer_holes,
-    )?;
-    let inner_holes = built_openings
-        .iter()
-        .filter(|opening| !opening.touches_bottom())
-        .map(|opening| {
-            let [_, _, ibl, ibr, _, _, itl, itr] = opening.vertices;
-            Ok(vec![
-                boundary(
-                    opening.lower_inner_arc.ok_or_else(|| {
-                        GeometryError::InvalidTopology("opening lower_cap edge missing".into())
-                    })?,
-                    ibl,
-                    ibr,
-                    F,
-                    uv_line([0.0, opening.elevations[0]], [1.0, 0.0]),
-                ),
-                boundary(
-                    opening.inner_verticals[1],
-                    ibr,
-                    itr,
-                    F,
-                    uv_line([opening.inner_angles[1], opening.elevations[0]], [0.0, 1.0]),
-                ),
-                boundary(
-                    opening.upper_inner_arc,
-                    itr,
-                    itl,
-                    R,
-                    uv_line([0.0, opening.elevations[1]], [1.0, 0.0]),
-                ),
-                boundary(
-                    opening.inner_verticals[0],
-                    itl,
-                    ibl,
-                    R,
-                    uv_line([opening.inner_angles[0], opening.elevations[0]], [0.0, 1.0]),
-                ),
-            ])
-        })
-        .collect::<Result<Vec<_>, GeometryError>>()?;
-    let mut inner_boundary = Vec::new();
-    for span_index in (0..bottom_spans.len()).rev() {
-        let span = &bottom_spans[span_index];
-        inner_boundary.push(boundary(
-            span.inner_edge,
-            span.inner_vertices[1],
-            span.inner_vertices[0],
-            R,
-            uv_line([0.0, 0.0], [1.0, 0.0]),
-        ));
-        if span_index > 0 {
-            let opening = &built_openings[bottom_openings[span_index - 1]];
-            let [_, _, ibl, ibr, _, _, itl, itr] = opening.vertices;
-            inner_boundary.extend([
-                boundary(
-                    opening.inner_verticals[1],
-                    ibr,
-                    itr,
-                    F,
-                    uv_line([opening.inner_angles[1], 0.0], [0.0, 1.0]),
-                ),
-                boundary(
-                    opening.upper_inner_arc,
-                    itr,
-                    itl,
-                    R,
-                    uv_line([0.0, opening.elevations[1]], [1.0, 0.0]),
-                ),
-                boundary(
-                    opening.inner_verticals[0],
-                    itl,
-                    ibl,
-                    R,
-                    uv_line([opening.inner_angles[0], 0.0], [0.0, 1.0]),
-                ),
-            ]);
-        }
-    }
-    inner_boundary.extend([
-        boundary(vi0, ib0, it0, F, uv_line([lo, 0.0], [0.0, 1.0])),
-        boundary(it, it0, it1, F, uv_line([0.0, height], [1.0, 0.0])),
-        boundary(vi1, it1, ib1, R, uv_line([hi, 0.0], [0.0, 1.0])),
-    ]);
-    b.face_with_holes(
-        "inner",
-        SurfaceGeometry::Cylinder {
-            frame,
-            radius: inner,
-        },
-        [[lo, hi], [0.0, height]],
-        inner_boundary,
-        inner_holes,
-    )?;
-    b.brep.topology.faces[1].sense = R;
-    let bottom_frame = Frame3 {
-        y: scale(frame.y, -1.0),
-        z: scale(frame.z, -1.0),
-        ..frame
-    };
-    for (span_index, span) in bottom_spans.iter().enumerate() {
-        let bottom_uses = [
-            (
-                span.outer_edge,
-                span.outer_vertices[1],
-                span.outer_vertices[0],
-                R,
-            ),
-            (
-                span.low_connector,
-                span.outer_vertices[0],
-                span.inner_vertices[0],
-                R,
-            ),
-            (
-                span.inner_edge,
-                span.inner_vertices[0],
-                span.inner_vertices[1],
-                F,
-            ),
-            (
-                span.high_connector,
-                span.inner_vertices[1],
-                span.outer_vertices[1],
-                F,
-            ),
-        ]
-        .into_iter()
-        .map(|(edge, from, to, sense)| plane_boundary(&b, bottom_frame, edge, from, to, sense))
-        .collect::<Result<Vec<_>, _>>()?;
-        let key = if bottom_spans.len() == 1 {
-            "bottom".into()
-        } else {
-            format!("bottom-{span_index}")
-        };
-        b.face(
-            &key,
-            SurfaceGeometry::Plane {
-                frame: bottom_frame,
-            },
-            [[-outer - accuracy.geometric, outer + accuracy.geometric]; 2],
-            bottom_uses,
-        )?;
-    }
-    let top_uses = [
-        (ot, ot0, ot1, F),
-        (rt1, ot1, it1, R),
-        (it, it1, it0, R),
-        (rt0, it0, ot0, F),
-    ]
-    .into_iter()
-    .map(|(e, from, to, sense)| plane_boundary(&b, top_frame, e, from, to, sense))
-    .collect::<Result<Vec<_>, _>>()?;
-    b.face(
-        "top",
-        SurfaceGeometry::Plane { frame: top_frame },
-        [[-outer - accuracy.geometric, outer + accuracy.geometric]; 2],
-        top_uses,
-    )?;
-    for i in 0..2 {
-        let angle = angles[i];
-        let radial_direction = frame.vector([angle.cos(), angle.sin(), 0.0]);
-        let normal = frame.vector([angle.sin(), -angle.cos(), 0.0]);
-        let end_frame = Frame3::from_axis(
-            frame.origin,
-            scale(normal, if i == 0 { 1.0 } else { -1.0 }),
-            radial_direction,
-        )?;
-        let pairs = if i == 0 {
-            [
-                (rb0, ib0, ob0, F),
-                (vo0, ob0, ot0, F),
-                (rt0, ot0, it0, R),
-                (vi0, it0, ib0, R),
-            ]
-        } else {
-            [
-                (rb1, ob1, ib1, R),
-                (vi1, ib1, it1, F),
-                (rt1, it1, ot1, F),
-                (vo1, ot1, ob1, R),
-            ]
-        };
-        let uses = pairs
-            .into_iter()
-            .map(|(e, from, to, sense)| plane_boundary(&b, end_frame, e, from, to, sense))
-            .collect::<Result<Vec<_>, _>>()?;
-        let key = if (i == 0) == (sweep_angle > 0.0) {
-            "axis-start"
-        } else {
-            "axis-end"
-        };
-        let g = accuracy.geometric;
-        b.face(
-            key,
-            SurfaceGeometry::Plane { frame: end_frame },
-            [
-                [inner - g, outer + g],
-                if i == 0 {
-                    [-g, height + g]
-                } else {
-                    [-height - g, g]
-                },
-            ],
-            uses,
-        )?;
-    }
-    for (opening_index, opening) in built_openings.iter().enumerate() {
-        let [obl, obr, ibl, ibr, otl, otr, itl, itr] = opening.vertices;
-        let plane_bounds = |builder: &Builder, plane: Frame3, vertices: [u32; 4]| {
-            let mut bounds = [[f64::INFINITY, f64::NEG_INFINITY]; 2];
-            for vertex in vertices {
-                let local = plane.local(builder.brep.topology.vertices[vertex as usize].position);
-                for axis in 0..2 {
-                    bounds[axis][0] = bounds[axis][0].min(local[axis]);
-                    bounds[axis][1] = bounds[axis][1].max(local[axis]);
-                }
-            }
-            for bound in &mut bounds {
-                bound[0] -= accuracy.geometric;
-                bound[1] += accuracy.geometric;
-            }
-            bounds
-        };
-        let curved_plane_bounds = |builder: &Builder,
-                                   plane: Frame3,
-                                   edges: [u32; 4]|
-         -> Result<[[f64; 2]; 2], GeometryError> {
-            let mut bounds = [[f64::INFINITY, f64::NEG_INFINITY]; 2];
-            for edge in edges {
-                let edge = &builder.brep.topology.edges[edge as usize];
-                let edge_bounds = match edge.geometry {
-                    EdgeGeometry::Curve { curve, range } => {
-                        builder.brep.geometry.curve(curve)?.enclose(range)?
-                    }
-                    EdgeGeometry::Collapsed { vertex } => {
-                        let point = builder.brep.topology.vertices[vertex as usize].position;
-                        super::geometry::PatchBounds {
-                            axes: [
-                                Interval::point(point[0])?,
-                                Interval::point(point[1])?,
-                                Interval::point(point[2])?,
-                            ],
-                        }
-                    }
-                };
-                for corner in 0..8 {
-                    let point = std::array::from_fn(|axis| {
-                        if corner & (1 << axis) == 0 {
-                            edge_bounds.axes[axis].lo
-                        } else {
-                            edge_bounds.axes[axis].hi
-                        }
-                    });
-                    let local = plane.local(point);
-                    for axis in 0..2 {
-                        bounds[axis][0] = bounds[axis][0].min(local[axis]);
-                        bounds[axis][1] = bounds[axis][1].max(local[axis]);
-                    }
-                }
-            }
-            for bound in &mut bounds {
-                bound[0] -= accuracy.geometric;
-                bound[1] += accuracy.geometric;
-            }
-            Ok(bounds)
-        };
-        let mark_cut = |builder: &mut Builder, face: u32, local_face: u32, key: String| {
-            builder.brep.topology.faces[face as usize].provenance = FaceProvenance {
-                sources: vec![FaceSource {
-                    entity: opening.source.clone(),
-                    body: opening.source.clone(),
-                    key,
-                    face: local_face,
-                }],
-                role: FaceRole::Cut,
-                reversed: true,
-            };
-        };
-
-        if !opening.touches_bottom() {
-            let lower_outer_arc = opening.lower_outer_arc.ok_or_else(|| {
-                GeometryError::InvalidTopology("opening lower_cap edge missing".into())
-            })?;
-            let lower_inner_arc = opening.lower_inner_arc.ok_or_else(|| {
-                GeometryError::InvalidTopology("opening lower_cap edge missing".into())
-            })?;
-            let mut lower_cap_frame = frame;
-            lower_cap_frame.origin = frame.point([0.0, 0.0, opening.elevations[0]]);
-            let lower_cap_uses = [
-                (lower_outer_arc, obl, obr, F),
-                (opening.connectors[0][1], obr, ibr, R),
-                (lower_inner_arc, ibr, ibl, R),
-                (opening.connectors[0][0], ibl, obl, F),
-            ]
-            .into_iter()
-            .map(|(edge, from, to, sense)| {
-                plane_boundary(&b, lower_cap_frame, edge, from, to, sense)
-            })
-            .collect::<Result<Vec<_>, _>>()?;
-            let face = b.brep.topology.faces.len() as u32;
-            b.face(
-                &format!("opening-{opening_index}-lower_cap"),
-                SurfaceGeometry::Plane {
-                    frame: lower_cap_frame,
-                },
-                curved_plane_bounds(
-                    &b,
-                    lower_cap_frame,
-                    [
-                        lower_outer_arc,
-                        opening.connectors[0][1],
-                        lower_inner_arc,
-                        opening.connectors[0][0],
-                    ],
-                )?,
-                lower_cap_uses,
-            )?;
-            mark_cut(&mut b, face, 0, "lower_cap".into());
-        }
-
-        let upper_cap_frame = Frame3 {
-            origin: frame.point([0.0, 0.0, opening.elevations[1]]),
-            y: scale(frame.y, -1.0),
-            z: scale(frame.z, -1.0),
-            ..frame
-        };
-        let upper_cap_uses = [
-            (opening.upper_outer_arc, otr, otl, R),
-            (opening.connectors[1][0], otl, itl, R),
-            (opening.upper_inner_arc, itl, itr, F),
-            (opening.connectors[1][1], itr, otr, F),
-        ]
-        .into_iter()
-        .map(|(edge, from, to, sense)| plane_boundary(&b, upper_cap_frame, edge, from, to, sense))
-        .collect::<Result<Vec<_>, _>>()?;
-        let face = b.brep.topology.faces.len() as u32;
-        b.face(
-            &format!("opening-{opening_index}-upper_cap"),
-            SurfaceGeometry::Plane {
-                frame: upper_cap_frame,
-            },
-            curved_plane_bounds(
-                &b,
-                upper_cap_frame,
-                [
-                    opening.upper_outer_arc,
-                    opening.connectors[1][0],
-                    opening.upper_inner_arc,
-                    opening.connectors[1][1],
-                ],
-            )?,
-            upper_cap_uses,
-        )?;
-        mark_cut(&mut b, face, 1, "upper_cap".into());
-
-        let center_tangent = frame.vector([
-            -((opening.inner_angles[0] + opening.inner_angles[1]) * 0.5).sin(),
-            ((opening.inner_angles[0] + opening.inner_angles[1]) * 0.5).cos(),
-            0.0,
-        ]);
-        let left_frame = Frame3::from_axis(
-            b.brep.topology.vertices[ibl as usize].position,
-            center_tangent,
-            sub(
-                b.brep.topology.vertices[obl as usize].position,
-                b.brep.topology.vertices[ibl as usize].position,
-            ),
-        )?;
-        let left_uses = [
-            (opening.connectors[0][0], obl, ibl, R),
-            (opening.inner_verticals[0], ibl, itl, F),
-            (opening.connectors[1][0], itl, otl, F),
-            (opening.outer_verticals[0], otl, obl, R),
-        ]
-        .into_iter()
-        .map(|(edge, from, to, sense)| plane_boundary(&b, left_frame, edge, from, to, sense))
-        .collect::<Result<Vec<_>, _>>()?;
-        let face = b.brep.topology.faces.len() as u32;
-        b.face(
-            &format!("opening-{opening_index}-side-left"),
-            SurfaceGeometry::Plane { frame: left_frame },
-            plane_bounds(&b, left_frame, [obl, ibl, itl, otl]),
-            left_uses,
-        )?;
-        mark_cut(&mut b, face, 2, "side-left".into());
-
-        let right_frame = Frame3::from_axis(
-            b.brep.topology.vertices[ibr as usize].position,
-            scale(center_tangent, -1.0),
-            sub(
-                b.brep.topology.vertices[obr as usize].position,
-                b.brep.topology.vertices[ibr as usize].position,
-            ),
-        )?;
-        let right_uses = [
-            (opening.connectors[0][1], ibr, obr, F),
-            (opening.outer_verticals[1], obr, otr, F),
-            (opening.connectors[1][1], otr, itr, R),
-            (opening.inner_verticals[1], itr, ibr, R),
-        ]
-        .into_iter()
-        .map(|(edge, from, to, sense)| plane_boundary(&b, right_frame, edge, from, to, sense))
-        .collect::<Result<Vec<_>, _>>()?;
-        let face = b.brep.topology.faces.len() as u32;
-        b.face(
-            &format!("opening-{opening_index}-side-right"),
-            SurfaceGeometry::Plane { frame: right_frame },
-            plane_bounds(&b, right_frame, [ibr, obr, otr, itr]),
-            right_uses,
-        )?;
-        mark_cut(&mut b, face, 3, "side-right".into());
-    }
-    if !built_openings.is_empty() {
-        b.brep.topology.faces[0].provenance.role = FaceRole::Split;
-        b.brep.topology.faces[1].provenance.role = FaceRole::Split;
-    }
-    b.finish()
-}
-
-fn loop_halfedges_for_primitive(
-    brep: &BrepEnvelope,
-    loop_id: u32,
-) -> Result<Vec<u32>, GeometryError> {
-    let start = brep.topology.loops[loop_id as usize].start_halfedge;
-    let mut current = start;
-    let mut result = Vec::new();
-    for _ in 0..=brep.topology.halfedges.len() {
-        result.push(current);
-        current = brep.topology.halfedges[current as usize]
-            .next
-            .ok_or_else(|| GeometryError::InvalidTopology("open primitive loop".into()))?;
-        if current == start {
-            return Ok(result);
-        }
-    }
-    Err(GeometryError::InvalidTopology(
-        "primitive loop does not close".into(),
-    ))
-}
-
-fn arched_opening_top_edge(
-    brep: &BrepEnvelope,
-    face: u32,
-    frame: Frame3,
-    elevation: f64,
-) -> Result<u32, GeometryError> {
-    let face = &brep.topology.faces[face as usize];
-    let tolerance = brep.accuracy.geometric * 4.0;
-    for loop_id in &face.trim.holes {
-        for halfedge in loop_halfedges_for_primitive(brep, *loop_id)? {
-            let use_ = &brep.topology.halfedges[halfedge as usize];
-            let edge = &brep.topology.edges[use_.edge as usize];
-            let EdgeGeometry::Curve { curve, .. } = edge.geometry else {
-                continue;
-            };
-            if !matches!(
-                brep.geometry.curves[curve as usize],
-                CurveGeometry::Circle { .. }
-            ) {
-                continue;
-            }
-            let elevations = [use_.from, use_.to].map(|vertex| {
-                dot(
-                    sub(
-                        brep.topology.vertices[vertex as usize].position,
-                        frame.origin,
-                    ),
-                    frame.z,
-                )
-            });
-            if elevations
-                .into_iter()
-                .all(|value| (value - elevation).abs() <= tolerance)
-            {
-                return Ok(edge.id);
-            }
-        }
-    }
-    Err(GeometryError::InvalidTopology(
-        "arched opening cap edge is missing".into(),
-    ))
-}
-
-fn intersection_point_at(
-    graph: &IntersectionGraph,
-    branch: &IntersectionBranch,
-    parameter: f64,
-) -> Result<super::intersection::IntersectionPoint, GeometryError> {
-    let CurveGeometry::Intersection { definition } = graph.geometry.curves[branch.curve as usize]
-    else {
-        return Err(GeometryError::CoverageGap {
-            families: ["arched opening".into(), "non-numerical SSI branch".into()],
-        });
-    };
-    graph.geometry.intersections[definition as usize].evaluate(parameter, &graph.geometry)
-}
-
-fn upper_intersection_definition(
-    graph: &IntersectionGraph,
-    branch: &IntersectionBranch,
-    vertical_origin: Point3,
-    vertical: Point3,
-    desired_start: Point3,
-    desired_end: Point3,
-    support_surfaces: [u32; 2],
-    output_surfaces: [&SurfaceGeometry; 2],
-    accuracy: Accuracy,
-) -> Result<IntersectionDefinition, GeometryError> {
-    let range = branch.range;
-    let signed_height = |parameter| {
-        intersection_point_at(graph, branch, parameter)
-            .map(|point| dot(sub(point.point, vertical_origin), vertical))
-    };
-    let subdivisions = 512;
-    let mut roots = Vec::new();
-    let mut previous_parameter = range.lo;
-    let mut previous_value = signed_height(previous_parameter)?;
-    for index in 1..=subdivisions {
-        let parameter = range.lo + range.width() * index as f64 / subdivisions as f64;
-        let value = signed_height(parameter)?;
-        if previous_value == 0.0 {
-            roots.push(previous_parameter);
-        } else if value == 0.0 || previous_value.signum() != value.signum() {
-            let mut lo = previous_parameter;
-            let mut hi = parameter;
-            let mut lo_value = previous_value;
-            for _ in 0..64 {
-                let middle = 0.5 * (lo + hi);
-                let middle_value = signed_height(middle)?;
-                if middle_value == 0.0 || hi - lo <= f64::EPSILON * middle.abs().max(1.0) * 16.0 {
-                    lo = middle;
-                    hi = middle;
-                    break;
-                }
-                if lo_value.signum() == middle_value.signum() {
-                    lo = middle;
-                    lo_value = middle_value;
-                } else {
-                    hi = middle;
-                }
-            }
-            roots.push(0.5 * (lo + hi));
-        }
-        previous_parameter = parameter;
-        previous_value = value;
-    }
-    roots.sort_by(f64::total_cmp);
-    roots.dedup_by(|a, b| (*a - *b).abs() <= accuracy.intersection);
-    if roots.len() != 2 {
-        return Err(GeometryError::UnresolvedIntersection(format!(
-            "arched opening expected two spring intersections, found {}",
-            roots.len()
-        )));
-    }
-    let direct_midpoint = 0.5 * (roots[0] + roots[1]);
-    let pieces = if signed_height(direct_midpoint)? > 0.0 {
-        vec![(roots[0], roots[1])]
-    } else {
-        vec![(roots[1], range.hi), (range.lo, roots[0])]
-    };
-    let total_parameter = pieces.iter().map(|(lo, hi)| hi - lo).sum::<f64>();
-    if total_parameter <= accuracy.geometric {
-        return Err(GeometryError::UnresolvedIntersection(
-            "arched opening curve is below geometric resolution".into(),
-        ));
-    }
-    let sample_count = 128usize;
-    let mut source_parameters = Vec::with_capacity(sample_count + 1);
-    for sample in 0..=sample_count {
-        let mut distance = total_parameter * sample as f64 / sample_count as f64;
-        let mut parameter = pieces.last().unwrap().1;
-        for (lo, hi) in &pieces {
-            let width = hi - lo;
-            if distance <= width {
-                parameter = lo + distance;
-                break;
-            }
-            distance -= width;
-        }
-        source_parameters.push(parameter);
-    }
-    let periods = output_surfaces.map(|surface| surface.charts()[0].periods);
-    let mut raw = Vec::with_capacity(source_parameters.len());
-    for parameter in source_parameters {
-        let point = intersection_point_at(graph, branch, parameter)?;
-        raw.push((point.point, [point.uv_a, point.uv_b]));
-    }
-    if norm(sub(raw[0].0, desired_start)) > norm(sub(raw.last().unwrap().0, desired_start)) {
-        raw.reverse();
-    }
-    for index in 0..raw.len() {
-        let previous_uv = index.checked_sub(1).map(|previous| raw[previous].1);
-        let (point, uv) = &mut raw[index];
-        if index == 0 {
-            *point = desired_start;
-        } else if index + 1 == sample_count + 1 {
-            *point = desired_end;
-        }
-        for side in 0..2 {
-            uv[side] = output_surfaces[side].project(*point, Some(uv[side]))?;
-            if let Some(previous_uv) = previous_uv {
-                for axis in 0..2 {
-                    if let Some(period) = periods[side][axis] {
-                        let previous = previous_uv[side][axis];
-                        uv[side][axis] += ((previous - uv[side][axis]) / period).round() * period;
-                    }
-                }
-            }
-        }
-    }
-    let mut anchors = Vec::with_capacity(raw.len());
-    let mut parameter = 0.0;
-    for (index, (point, uv)) in raw.iter().enumerate() {
-        if index > 0 {
-            parameter += norm(sub(*point, raw[index - 1].0));
-        }
-        anchors.push(TraceAnchor {
-            parameter,
-            point: *point,
-            uv_a: uv[0],
-            uv_b: uv[1],
-        });
-    }
-    let uv_tubes = anchors
-        .windows(2)
-        .map(|pair| {
-            [
-                [pair[0].uv_a[0], pair[1].uv_a[0]],
-                [pair[0].uv_a[1], pair[1].uv_a[1]],
-                [pair[0].uv_b[0], pair[1].uv_b[0]],
-                [pair[0].uv_b[1], pair[1].uv_b[1]],
-            ]
-            .map(|values| {
-                let padding = (values[1] - values[0]).abs().max(accuracy.intersection) * 2.0;
-                Interval::new(
-                    values[0].min(values[1]) - padding,
-                    values[0].max(values[1]) + padding,
-                )
-            })
-            .into_iter()
-            .collect::<Result<Vec<_>, _>>()?
-            .try_into()
-            .map_err(|_| GeometryError::InvalidGeometry("arched opening UV tube".into()))
-        })
-        .collect::<Result<Vec<_>, GeometryError>>()?;
-    Ok(IntersectionDefinition {
-        surfaces: support_surfaces,
-        anchors,
-        uv_tubes,
-        residual_tolerance: accuracy.intersection,
-    })
-}
-
-#[allow(clippy::too_many_arguments)]
-pub fn annular_sector_extrusion_with_arched_opening(
-    id: String,
-    frame: Frame3,
-    radius: f64,
-    thickness: f64,
-    height: f64,
-    start_angle: f64,
-    sweep_angle: f64,
-    opening: AnnularSectorOpening,
-    accuracy: Accuracy,
-) -> Result<BrepEnvelope, GeometryError> {
-    let arch_radius = opening.width * 0.5;
-    let lower_height = opening.height - arch_radius;
-    if lower_height <= 4.0 * accuracy.geometric {
-        return Err(GeometryError::InvalidGeometry(
-            "arched opening height must exceed its radius".into(),
-        ));
-    }
-    let spring_elevation = opening.bottom + lower_height;
-    let mut result = annular_sector_extrusion_with_openings(
-        id,
-        frame,
-        radius,
-        thickness,
-        height,
-        start_angle,
-        sweep_angle,
-        vec![AnnularSectorOpening {
-            height: lower_height,
-            ..opening.clone()
-        }],
-        accuracy,
-    )?;
-    let plain = annular_sector_extrusion(
-        "arched-opening-support".into(),
-        frame,
-        radius,
-        thickness,
-        height,
-        start_angle,
-        sweep_angle,
-        accuracy,
-    )?;
-    let (sin_angle, cos_angle) = opening.angle.sin_cos();
-    let radial = frame.vector([cos_angle, sin_angle, 0.0]);
-    let tangent = frame.vector([-sin_angle, cos_angle, 0.0]);
-    let cutter_frame = Frame3 {
-        origin: frame.point([
-            (radius - thickness) * cos_angle,
-            (radius - thickness) * sin_angle,
-            spring_elevation,
-        ]),
-        x: tangent,
-        y: frame.z,
-        z: radial,
-    };
-    let cutter = cylinder(
-        opening.id.clone(),
-        cutter_frame,
-        arch_radius,
-        thickness * 2.0,
-        accuracy,
-    )?;
-    let graphs = [0_u32, 1_u32]
-        .map(|face| {
-            intersect_faces(
-                FaceView { brep: &plain, face },
-                FaceView {
-                    brep: &cutter,
-                    face: 0,
-                },
-            )
-        })
-        .into_iter()
-        .collect::<Result<Vec<_>, _>>()?;
-    if graphs.iter().any(|graph| graph.branches.len() != 1) {
-        return Err(GeometryError::UnresolvedIntersection(
-            "arched opening support produced multiple SSI branches".into(),
-        ));
-    }
-
-    let outer_edge = arched_opening_top_edge(&result, 0, frame, spring_elevation)?;
-    let inner_edge = arched_opening_top_edge(&result, 1, frame, spring_elevation)?;
-    let upper_cap = result
-        .topology
-        .faces
-        .iter()
-        .find(|face| face.key == "opening-0-upper_cap")
-        .map(|face| face.id)
-        .ok_or_else(|| GeometryError::InvalidTopology("arched opening cap face missing".into()))?;
-    let cutter_surface = result.geometry.surfaces.len() as u32;
-    result
-        .geometry
-        .surfaces
-        .push(cutter.geometry.surfaces[0].clone());
-    let mut endpoint_uvs = Vec::new();
-    for (side, edge_id) in [outer_edge, inner_edge].into_iter().enumerate() {
-        let edge = &result.topology.edges[edge_id as usize];
-        let primary = &result.topology.halfedges[edge.halfedge as usize];
-        let desired_start_vertex = if primary.geometry_use.sense == Orientation::Forward {
-            primary.from
-        } else {
-            primary.to
-        };
-        let desired_end_vertex = if primary.geometry_use.sense == Orientation::Forward {
-            primary.to
-        } else {
-            primary.from
-        };
-        let desired_start = result.topology.vertices[desired_start_vertex as usize].position;
-        let desired_end = result.topology.vertices[desired_end_vertex as usize].position;
-        let definition_geometry = upper_intersection_definition(
-            &graphs[side],
-            &graphs[side].branches[0],
-            cutter_frame.origin,
-            cutter_frame.y,
-            desired_start,
-            desired_end,
-            [result.topology.faces[side].surface, cutter_surface],
-            [
-                &result.geometry.surfaces[result.topology.faces[side].surface as usize],
-                &result.geometry.surfaces[cutter_surface as usize],
-            ],
-            accuracy,
-        )?;
-        endpoint_uvs.extend([
-            (
-                definition_geometry.anchors[0].point,
-                definition_geometry.anchors[0].uv_b,
-            ),
-            (
-                definition_geometry.anchors.last().unwrap().point,
-                definition_geometry.anchors.last().unwrap().uv_b,
-            ),
-        ]);
-        let range = Interval::new(0.0, definition_geometry.anchors.last().unwrap().parameter)?;
-        let definition = result.geometry.intersections.len() as u32;
-        result.geometry.intersections.push(definition_geometry);
-        let curve = result.geometry.curves.len() as u32;
-        result
-            .geometry
-            .curves
-            .push(CurveGeometry::Intersection { definition });
-        result.topology.edges[edge_id as usize].geometry = EdgeGeometry::Curve { curve, range };
-        let support_pcurve = result.geometry.pcurves.len() as u32;
-        result
-            .geometry
-            .pcurves
-            .push(PcurveGeometry::IntersectionSide {
-                definition,
-                side: IntersectionSide::A,
-            });
-        let cutter_pcurve = result.geometry.pcurves.len() as u32;
-        result
-            .geometry
-            .pcurves
-            .push(PcurveGeometry::IntersectionSide {
-                definition,
-                side: IntersectionSide::B,
-            });
-        for halfedge in &mut result.topology.halfedges {
-            if halfedge.edge == edge_id {
-                halfedge.geometry_use.pcurve = Some(if halfedge.face == Some(side as u32) {
-                    support_pcurve
-                } else if halfedge.face == Some(upper_cap) {
-                    cutter_pcurve
-                } else {
-                    return Err(GeometryError::InvalidTopology(
-                        "arched opening edge has an unexpected face use".into(),
-                    ));
-                });
-            }
-        }
-    }
-
-    let cutter_surface_geometry = result.geometry.surfaces[cutter_surface as usize].clone();
-    for halfedge_id in loop_halfedges_for_primitive(
-        &result,
-        result.topology.faces[upper_cap as usize].trim.outer,
-    )? {
-        let halfedge = result.topology.halfedges[halfedge_id as usize].clone();
-        if halfedge.edge == outer_edge || halfedge.edge == inner_edge {
-            continue;
-        }
-        let edge = &result.topology.edges[halfedge.edge as usize];
-        let EdgeGeometry::Curve { curve, range } = edge.geometry else {
-            return Err(GeometryError::InvalidTopology(
-                "arched opening connector is collapsed".into(),
-            ));
-        };
-        let points: [Point3; 2] = [range.lo, range.hi]
-            .map(|parameter| result.geometry.curve(curve)?.point_at(parameter))
-            .into_iter()
-            .collect::<Result<Vec<_>, _>>()?
-            .try_into()
-            .map_err(|_| GeometryError::InvalidGeometry("arched connector points".into()))?;
-        let mut coordinates: [[f64; 2]; 2] = points
-            .map(|point| cutter_surface_geometry.project(point, None))
-            .into_iter()
-            .collect::<Result<Vec<_>, _>>()?
-            .try_into()
-            .map_err(|_| GeometryError::InvalidGeometry("arched connector pcurve".into()))?;
-        for (point, uv) in points.into_iter().zip(&mut coordinates) {
-            if let Some((_, endpoint_uv)) = endpoint_uvs
-                .iter()
-                .min_by(|a, b| norm(sub(a.0, point)).total_cmp(&norm(sub(b.0, point))))
-            {
-                if norm(sub(
-                    endpoint_uvs
-                        .iter()
-                        .min_by(|a, b| norm(sub(a.0, point)).total_cmp(&norm(sub(b.0, point))))
-                        .unwrap()
-                        .0,
-                    point,
-                )) <= accuracy.geometric * 4.0
-                {
-                    *uv = *endpoint_uv;
-                }
-            }
-        }
-        let direction = [
-            (coordinates[1][0] - coordinates[0][0]) / range.width(),
-            (coordinates[1][1] - coordinates[0][1]) / range.width(),
-        ];
-        let origin = [
-            coordinates[0][0] - direction[0] * range.lo,
-            coordinates[0][1] - direction[1] * range.lo,
-        ];
-        let pcurve = result.geometry.pcurves.len() as u32;
-        result
-            .geometry
-            .pcurves
-            .push(PcurveGeometry::Line2 { origin, direction });
-        result.topology.halfedges[halfedge_id as usize]
-            .geometry_use
-            .pcurve = Some(pcurve);
-    }
-    result.topology.faces[upper_cap as usize].surface = cutter_surface;
-    result.topology.faces[upper_cap as usize].sense = Orientation::Reverse;
-    result.topology.faces[upper_cap as usize].key = "opening-0-arch".into();
-    let mut bounds = [
-        [f64::INFINITY, f64::NEG_INFINITY],
-        [f64::INFINITY, f64::NEG_INFINITY],
-    ];
-    for halfedge_id in loop_halfedges_for_primitive(
-        &result,
-        result.topology.faces[upper_cap as usize].trim.outer,
-    )? {
-        let halfedge = &result.topology.halfedges[halfedge_id as usize];
-        let pcurve = halfedge.geometry_use.pcurve.unwrap();
-        let range = result.topology.edges[halfedge.edge as usize]
-            .geometry
-            .range();
-        for sample in 0..=64 {
-            let parameter = range.lo + range.width() * sample as f64 / 64.0;
-            let uv = result.geometry.pcurve_at(pcurve, parameter)?;
-            for axis in 0..2 {
-                bounds[axis][0] = bounds[axis][0].min(uv[axis]);
-                bounds[axis][1] = bounds[axis][1].max(uv[axis]);
-            }
-        }
-    }
-    result.topology.faces[upper_cap as usize].trim.uv_bounds = [
-        Interval::new(bounds[0][0], bounds[0][1])?,
-        Interval::new(bounds[1][0], bounds[1][1])?,
-    ];
-    result.revision = result
-        .revision
-        .checked_add(1)
-        .ok_or_else(|| GeometryError::LimitExceeded("arched opening revision overflow".into()))?;
-    result.validate()?;
-    Ok(result)
-}
-
-pub fn sphere(
-    id: String,
-    frame: Frame3,
-    radius: f64,
-    accuracy: Accuracy,
-) -> Result<BrepEnvelope, GeometryError> {
-    frame.validate()?;
-    dimensions(&[radius])?;
-    let mut b = Builder::new(id, accuracy)?;
-    let pi2 = std::f64::consts::FRAC_PI_2;
-    let tau = std::f64::consts::TAU;
-    let south = b.vertex(frame.point([0.0, 0.0, -radius]));
-    let north = b.vertex(frame.point([0.0, 0.0, radius]));
-    let bottom = b.edge_geometry(EdgeGeometry::Collapsed { vertex: south }, true);
-    let top = b.edge_geometry(EdgeGeometry::Collapsed { vertex: north }, true);
-    let meridian_frame = Frame3 {
-        origin: frame.origin,
-        x: frame.x,
-        y: frame.z,
-        z: scale(frame.y, -1.0),
-    };
-    let seam = b.edge(
-        CurveGeometry::Circle {
-            frame: meridian_frame,
-            radius,
-        },
-        Interval::new(-pi2, pi2)?,
-        true,
-    );
-    b.face(
-        "skin",
-        SurfaceGeometry::Sphere { frame, radius },
-        [[0.0, tau], [-pi2, pi2]],
-        vec![
-            boundary(
-                bottom,
-                south,
-                south,
-                Orientation::Forward,
-                uv_line([0.0, -pi2], [tau, 0.0]),
-            ),
-            boundary(
-                seam,
-                south,
-                north,
-                Orientation::Forward,
-                uv_line([tau, 0.0], [0.0, 1.0]),
-            ),
-            boundary(
-                top,
-                north,
-                north,
-                Orientation::Forward,
-                uv_line([tau, pi2], [-tau, 0.0]),
-            ),
-            boundary(
-                seam,
-                north,
-                south,
-                Orientation::Reverse,
-                uv_line([0.0, 0.0], [0.0, 1.0]),
-            ),
-        ],
-    )?;
-    b.finish()
-}
-
-pub fn torus(
-    id: String,
-    frame: Frame3,
-    major_radius: f64,
-    minor_radius: f64,
-    accuracy: Accuracy,
-) -> Result<BrepEnvelope, GeometryError> {
-    let surface = SurfaceGeometry::Torus {
-        frame,
-        major_radius,
-        minor_radius,
-    };
-    surface.validate()?;
-    let mut b = Builder::new(id, accuracy)?;
-    let vertex = b.vertex(frame.point([major_radius + minor_radius, 0.0, 0.0]));
-    let tau = std::f64::consts::TAU;
-    let ring = b.edge(
-        CurveGeometry::Circle {
-            frame,
-            radius: major_radius + minor_radius,
-        },
-        Interval::new(0.0, tau)?,
-        true,
-    );
-    let tube_frame = Frame3 {
-        origin: frame.point([major_radius, 0.0, 0.0]),
-        x: frame.x,
-        y: frame.z,
-        z: scale(frame.y, -1.0),
-    };
-    let tube = b.edge(
-        CurveGeometry::Circle {
-            frame: tube_frame,
-            radius: minor_radius,
-        },
-        Interval::new(0.0, tau)?,
-        true,
-    );
-    b.face(
-        "skin",
-        surface,
-        [[0.0, tau]; 2],
-        vec![
-            boundary(
-                ring,
-                vertex,
-                vertex,
-                Orientation::Forward,
-                uv_line([0.0, 0.0], [1.0, 0.0]),
-            ),
-            boundary(
-                tube,
-                vertex,
-                vertex,
-                Orientation::Forward,
-                uv_line([tau, 0.0], [0.0, 1.0]),
-            ),
-            boundary(
-                ring,
-                vertex,
-                vertex,
-                Orientation::Reverse,
-                uv_line([0.0, tau], [1.0, 0.0]),
-            ),
-            boundary(
-                tube,
-                vertex,
-                vertex,
-                Orientation::Reverse,
-                uv_line([0.0, 0.0], [0.0, 1.0]),
-            ),
-        ],
-    )?;
-    b.finish()
-}
-
-#[cfg(test)]
-mod tests {
-    use super::*;
-    use crate::analytic::Surface;
-    fn accuracy() -> Accuracy {
-        Accuracy {
-            geometric: 1e-9,
-            intersection: 1e-10,
-            tessellation: 1e-3,
-            exchange: 1e-5,
-        }
-    }
-    #[test]
-    fn cuboid_edges_are_shared_and_all_face_normals_point_outward() {
-        let frame = Frame3 {
-            origin: [1.0, 2.0, 3.0],
-            x: [0.0, 1.0, 0.0],
-            y: [-1.0, 0.0, 0.0],
-            ..Frame3::IDENTITY
-        };
-        let body = cuboid("box".into(), frame, [2.0, 3.0, 4.0], accuracy()).unwrap();
-        assert_eq!(
-            (
-                body.topology.vertices.len(),
-                body.topology.edges.len(),
-                body.topology.faces.len()
-            ),
-            (8, 12, 6)
-        );
-        let center = frame.point([1.0, 1.5, 2.0]);
-        for face in &body.topology.faces {
-            let surface = body.geometry.surface(face.surface).unwrap();
-            let uv = face.trim.uv_bounds.map(|range| (range.lo + range.hi) / 2.0);
-            assert!(
-                dot(
-                    sub(surface.point_at(uv).unwrap(), center),
-                    surface.normal_at(uv).unwrap()
-                ) > 0.0
-            );
-        }
-        let serialized = body.to_json().unwrap();
-        assert_eq!(
-            BrepEnvelope::from_json(&serialized)
-                .unwrap()
-                .to_json()
-                .unwrap(),
-            serialized
-        );
-        assert!(cuboid("bad".into(), frame, [0.0, 1.0, 1.0], accuracy()).is_err());
-    }
-    #[test]
-    fn linear_extrusion_preserves_planar_holes_and_shared_edges() {
-        let outer = vec![[0.0, 0.0], [5.0, 0.0], [5.0, 4.0], [0.0, 4.0]];
-        let hole = vec![[1.0, 1.0], [1.0, 3.0], [3.0, 3.0], [3.0, 1.0]];
-        let body = linear_extrusion(
-            "profile".into(),
-            Frame3::IDENTITY,
-            outer,
-            vec![hole],
-            2.5,
-            accuracy(),
-        )
-        .unwrap();
-
-        body.validate().unwrap();
-        assert_eq!(body.topology.vertices.len(), 16);
-        assert_eq!(body.topology.edges.len(), 24);
-        assert_eq!(body.topology.faces.len(), 10);
-        assert_eq!(body.topology.shells.len(), 1);
-        assert_eq!(body.solids.len(), 1);
-        assert_eq!(body.topology.faces[0].trim.holes.len(), 1);
-        assert_eq!(body.topology.faces[1].trim.holes.len(), 1);
-        assert!(body
-            .topology
-            .edges
-            .iter()
-            .all(|edge| edge.twin_halfedge.is_some()));
-        let tessellation = crate::analytic::tessellation::tessellate(&body, 0.01, 100_000).unwrap();
-        assert!(!tessellation.indices.is_empty());
-        assert_eq!(
-            tessellation.triangle_face_ids.len(),
-            tessellation.indices.len() / 3
-        );
-    }
-
-    #[test]
-    fn arc_edged_extrusion_preserves_cylindrical_sides_for_both_sweep_signs() {
-        for sign in [1.0, -1.0] {
-            let sweep = sign * std::f64::consts::FRAC_PI_2;
-            let outer = 2.0;
-            let inner = 1.5;
-            let point = |radius: f64, angle: f64| [radius * angle.cos(), radius * angle.sin()];
-            let edges = vec![
-                ProfileEdge::Arc {
-                    center: [0.0, 0.0],
-                    radius: outer,
-                    start_angle: 0.0,
-                    sweep_angle: sweep,
-                },
-                ProfileEdge::Line {
-                    from: point(outer, sweep),
-                    to: point(inner, sweep),
-                },
-                ProfileEdge::Arc {
-                    center: [0.0, 0.0],
-                    radius: inner,
-                    start_angle: sweep,
-                    sweep_angle: -sweep,
-                },
-                ProfileEdge::Line {
-                    from: point(inner, 0.0),
-                    to: point(outer, 0.0),
-                },
-            ];
-            let body = arc_edged_extrusion(
-                format!("arc-strip-{sign}"),
-                Frame3::IDENTITY,
-                edges,
-                3.0,
-                accuracy(),
-            )
-            .unwrap();
-            body.validate().unwrap();
-            assert_eq!(body.topology.faces.len(), 6);
-            assert_eq!(body.topology.shells.len(), 1);
-            assert_eq!(body.solids.len(), 1);
-            assert_eq!(
-                body.geometry
-                    .surfaces
-                    .iter()
-                    .filter(|surface| matches!(surface, SurfaceGeometry::Cylinder { .. }))
-                    .count(),
-                2
-            );
-            assert_eq!(
-                body.geometry
-                    .curves
-                    .iter()
-                    .filter(|curve| matches!(curve, CurveGeometry::Circle { .. }))
-                    .count(),
-                4
-            );
-            let middle = sweep * 0.5;
-            assert_eq!(
-                crate::analytic::query::classify_point(
-                    &body,
-                    [1.75 * middle.cos(), 1.75 * middle.sin(), 1.0],
-                )
-                .unwrap(),
-                crate::analytic::query::PointClassification::Inside,
-            );
-            assert_eq!(
-                crate::analytic::query::classify_point(
-                    &body,
-                    [1.0 * middle.cos(), 1.0 * middle.sin(), 1.0],
-                )
-                .unwrap(),
-                crate::analytic::query::PointClassification::Outside,
-            );
-            let mesh = crate::analytic::tessellation::tessellate(&body, 0.01, 100_000).unwrap();
-            assert!(!mesh.indices.is_empty());
-        }
-    }
-
-    #[test]
-    fn arc_edged_extrusion_preserves_an_analytic_profile_hole() {
-        let quarter = std::f64::consts::FRAC_PI_2;
-        let outer = vec![
-            ProfileEdge::Arc {
-                center: [0.0, 0.0],
-                radius: 2.0,
-                start_angle: 0.0,
-                sweep_angle: quarter,
-            },
-            ProfileEdge::Line {
-                from: [0.0, 2.0],
-                to: [0.0, 1.0],
-            },
-            ProfileEdge::Arc {
-                center: [0.0, 0.0],
-                radius: 1.0,
-                start_angle: quarter,
-                sweep_angle: -quarter,
-            },
-            ProfileEdge::Line {
-                from: [1.0, 0.0],
-                to: [2.0, 0.0],
-            },
-        ];
-        let hole = vec![
-            ProfileEdge::Arc {
-                center: [1.2, 1.2],
-                radius: 0.1,
-                start_angle: 0.0,
-                sweep_angle: -std::f64::consts::PI,
-            },
-            ProfileEdge::Arc {
-                center: [1.2, 1.2],
-                radius: 0.1,
-                start_angle: -std::f64::consts::PI,
-                sweep_angle: -std::f64::consts::PI,
-            },
-        ];
-        let body = arc_edged_extrusion_with_holes(
-            "arc-profile-hole".into(),
-            Frame3::IDENTITY,
-            outer,
-            vec![hole],
-            3.0,
-            accuracy(),
-        )
-        .unwrap();
-        body.validate().unwrap();
-        assert_eq!(body.topology.faces[0].trim.holes.len(), 1);
-        assert_eq!(body.topology.faces[1].trim.holes.len(), 1);
-        assert_eq!(body.topology.shells.len(), 1);
-        assert_eq!(body.solids.len(), 1);
-        assert_eq!(
-            crate::analytic::query::classify_point(&body, [1.2, 1.2, 1.0]).unwrap(),
-            crate::analytic::query::PointClassification::Outside
-        );
-        assert_eq!(
-            crate::analytic::query::classify_point(&body, [1.4, 1.0, 1.0]).unwrap(),
-            crate::analytic::query::PointClassification::Inside
-        );
-        assert!(
-            !crate::analytic::tessellation::tessellate(&body, 0.01, 100_000)
-                .unwrap()
-                .indices
-                .is_empty()
-        );
-    }
-
-    #[test]
-    fn arc_edged_extrusion_rejects_holes_outside_or_crossing_its_profile() {
-        let quarter = std::f64::consts::FRAC_PI_2;
-        let outer = vec![
-            ProfileEdge::Arc {
-                center: [0.0, 0.0],
-                radius: 2.0,
-                start_angle: 0.0,
-                sweep_angle: quarter,
-            },
-            ProfileEdge::Line {
-                from: [0.0, 2.0],
-                to: [0.0, 1.0],
-            },
-            ProfileEdge::Arc {
-                center: [0.0, 0.0],
-                radius: 1.0,
-                start_angle: quarter,
-                sweep_angle: -quarter,
-            },
-            ProfileEdge::Line {
-                from: [1.0, 0.0],
-                to: [2.0, 0.0],
-            },
-        ];
-        let square = |x0, y0, x1, y1| {
-            let points = [[x0, y0], [x1, y0], [x1, y1], [x0, y1]];
-            (0..4)
-                .map(|index| ProfileEdge::Line {
-                    from: points[index],
-                    to: points[(index + 1) % 4],
-                })
-                .collect::<Vec<_>>()
-        };
-        for hole in [square(3.0, 3.0, 3.2, 3.2), square(1.9, 0.1, 2.1, 0.3)] {
-            assert!(arc_edged_extrusion_with_holes(
-                "invalid-arc-hole".into(),
-                Frame3::IDENTITY,
-                outer.clone(),
-                vec![hole],
-                3.0,
-                accuracy(),
-            )
-            .is_err());
-        }
-    }
-
-    #[test]
-    fn arc_edged_extrusion_rejects_exact_line_arc_crossings_and_overlap() {
-        let crossing = vec![
-            ProfileEdge::Arc {
-                center: [0.0, 0.0],
-                radius: 1.0,
-                start_angle: 0.0,
-                sweep_angle: std::f64::consts::PI,
-            },
-            ProfileEdge::Line {
-                from: [-1.0, 0.0],
-                to: [0.0, 1.2],
-            },
-            ProfileEdge::Line {
-                from: [0.0, 1.2],
-                to: [1.0, 0.0],
-            },
-        ];
-        assert!(arc_edged_extrusion(
-            "crossing".into(),
-            Frame3::IDENTITY,
-            crossing,
-            2.0,
-            accuracy(),
-        )
-        .is_err());
-        let overlapping = vec![
-            ProfileEdge::Arc {
-                center: [0.0, 0.0],
-                radius: 1.0,
-                start_angle: 0.0,
-                sweep_angle: std::f64::consts::PI,
-            },
-            ProfileEdge::Arc {
-                center: [0.0, 0.0],
-                radius: 1.0,
-                start_angle: std::f64::consts::PI,
-                sweep_angle: -std::f64::consts::FRAC_PI_2,
-            },
-            ProfileEdge::Line {
-                from: [0.0, 1.0],
-                to: [1.0, 0.0],
-            },
-        ];
-        assert!(arc_edged_extrusion(
-            "overlap".into(),
-            Frame3::IDENTITY,
-            overlapping,
-            2.0,
-            accuracy(),
-        )
-        .is_err());
-    }
-
-    #[test]
-    fn arc_edged_extrusion_accepts_nonradial_join_caps() {
-        let outer_end = std::f64::consts::FRAC_PI_2;
-        let inner_start = outer_end - 0.1;
-        let inner_end = 0.1;
-        let point = |radius: f64, angle: f64| [radius * angle.cos(), radius * angle.sin()];
-        let profile = vec![
-            ProfileEdge::Arc {
-                center: [0.0, 0.0],
-                radius: 2.0,
-                start_angle: 0.0,
-                sweep_angle: outer_end,
-            },
-            ProfileEdge::Line {
-                from: point(2.0, outer_end),
-                to: point(1.5, inner_start),
-            },
-            ProfileEdge::Arc {
-                center: [0.0, 0.0],
-                radius: 1.5,
-                start_angle: inner_start,
-                sweep_angle: inner_end - inner_start,
-            },
-            ProfileEdge::Line {
-                from: point(1.5, inner_end),
-                to: point(2.0, 0.0),
-            },
-        ];
-        let body = arc_edged_extrusion(
-            "curved-join".into(),
-            Frame3::IDENTITY,
-            profile,
-            2.4,
-            accuracy(),
-        )
-        .unwrap();
-        body.validate().unwrap();
-        assert_eq!(body.topology.faces.len(), 6);
-        assert_eq!(body.solids.len(), 1);
-    }
-
-    #[test]
-    fn linear_extrusion_rejects_invalid_profile_relationships() {
-        let square = vec![[0.0, 0.0], [4.0, 0.0], [4.0, 4.0], [0.0, 4.0]];
-        let crossing = vec![[1.0, 1.0], [3.0, 3.0], [1.0, 3.0], [3.0, 1.0]];
-        assert!(linear_extrusion(
-            "crossing".into(),
-            Frame3::IDENTITY,
-            crossing,
-            Vec::new(),
-            1.0,
-            accuracy(),
-        )
-        .is_err());
-        let outside = vec![[3.0, 1.0], [5.0, 1.0], [5.0, 2.0], [3.0, 2.0]];
-        assert!(linear_extrusion(
-            "outside".into(),
-            Frame3::IDENTITY,
-            square.clone(),
-            vec![outside],
-            1.0,
-            accuracy(),
-        )
-        .is_err());
-        let first = vec![[0.5, 0.5], [2.5, 0.5], [2.5, 2.5], [0.5, 2.5]];
-        let second = vec![[1.5, 1.5], [3.0, 1.5], [3.0, 3.0], [1.5, 3.0]];
-        assert!(linear_extrusion(
-            "overlap".into(),
-            Frame3::IDENTITY,
-            square,
-            vec![first, second],
-            1.0,
-            accuracy(),
-        )
-        .is_err());
-    }
-    #[test]
-    fn curved_topology_is_sparse_and_closed() {
-        let shapes = [
-            cylinder("c".into(), Frame3::IDENTITY, 1.0, 2.0, accuracy()).unwrap(),
-            cone("k".into(), Frame3::IDENTITY, 1.0, 2.0, accuracy()).unwrap(),
-            sphere("s".into(), Frame3::IDENTITY, 1.0, accuracy()).unwrap(),
-            torus("t".into(), Frame3::IDENTITY, 3.0, 1.0, accuracy()).unwrap(),
-        ];
-        for (b, faces) in shapes.into_iter().zip([3, 2, 1, 1]) {
-            b.validate().unwrap();
-            assert_eq!(b.topology.faces.len(), faces);
-            assert!(b.topology.vertices.len() <= 2);
-            assert_eq!(b.solids.len(), 1);
-            let json = b.to_json().unwrap();
-            BrepEnvelope::from_json(&json).unwrap();
-        }
-    }
-    #[test]
-    fn annular_cylinder_has_exact_inner_outer_supports_and_planar_holes() {
-        let body =
-            annular_cylinder("tube".into(), Frame3::IDENTITY, 0.5, 1.0, 2.0, accuracy()).unwrap();
-        body.validate().unwrap();
-        assert_eq!(body.topology.faces.len(), 4);
-        assert_eq!(body.topology.shells.len(), 1);
-        assert_eq!(body.solids.len(), 1);
-        assert_eq!(body.topology.faces[0].sense, Orientation::Forward);
-        assert_eq!(body.topology.faces[1].sense, Orientation::Reverse);
-        assert_eq!(body.topology.faces[2].trim.holes.len(), 1);
-        assert_eq!(body.topology.faces[3].trim.holes.len(), 1);
-        let mesh = crate::analytic::tessellation::tessellate(&body, 0.01, 100_000).unwrap();
-        assert!(mesh.indices.len() > 0);
-        assert!(annular_cylinder(
-            "thin".into(),
-            Frame3::IDENTITY,
-            1.0,
-            1.0 + accuracy().geometric,
-            2.0,
-            accuracy(),
-        )
-        .is_err());
-    }
-    #[test]
-    fn frusta_reduce_to_the_supported_surface_set() {
-        for radii in [(1.0, 2.0), (2.0, 1.0), (2.0, 0.0), (1.0, 1.0)] {
-            let b = frustum(
-                "f".into(),
-                Frame3::IDENTITY,
-                radii.0,
-                radii.1,
-                3.0,
-                accuracy(),
-            )
-            .unwrap();
-            b.validate().unwrap();
-            assert_eq!(b.topology.faces.len(), if radii.1 == 0.0 { 2 } else { 3 });
-        }
-    }
-    #[test]
-    fn ring_and_positive_dimensions_are_enforced() {
-        assert!(torus("t".into(), Frame3::IDENTITY, 1.0, 1.0, accuracy()).is_err());
-        assert!(cylinder("c".into(), Frame3::IDENTITY, 1.0, 0.0, accuracy()).is_err());
-    }
-    #[test]
-    fn gallery_and_arbitrary_host_parameters_round_trip_without_changing_geometry() {
-        let frame = Frame3 {
-            y: [0.0, 0.0, -1.0],
-            z: [0.0, 1.0, 0.0],
-            ..Frame3::IDENTITY
-        };
-        let mut bodies = vec![
-            cylinder("c".into(), frame, 0.7, 1.8, accuracy()).unwrap(),
-            sphere("s".into(), frame, 0.8, accuracy()).unwrap(),
-            cone("cone".into(), frame, 0.7, 1.8, accuracy()).unwrap(),
-            frustum("f".into(), frame, 0.8, 0.45, 1.8, accuracy()).unwrap(),
-            torus("t".into(), frame, 0.75, 0.25, accuracy()).unwrap(),
-        ];
-        for start in [0.15, 0.7, -2.3] {
-            for sweep in [1.8, -1.8, 0.33] {
-                bodies.push(
-                    annular_sector_extrusion(
-                        "host".into(),
-                        frame,
-                        2.4,
-                        0.3,
-                        1.4,
-                        start,
-                        sweep,
-                        accuracy(),
-                    )
-                    .unwrap(),
-                );
-            }
-        }
-        for body in bodies {
-            let json = body.to_json().unwrap();
-            let decoded =
-                BrepEnvelope::from_json(&json).unwrap_or_else(|e| panic!("{}: {e}", body.id));
-            assert_eq!(decoded.to_json().unwrap(), json);
-        }
-    }
-    #[test]
-    fn annular_sector_extrusions_preserve_analytic_boundaries_and_authored_end_identity() {
-        let frame = Frame3::from_axis([10.0, -4.0, 6.0], [1.0, 2.0, 3.0], [1.0, 0.0, 0.0]).unwrap();
-        for sweep in [1.8, -1.8] {
-            let b = annular_sector_extrusion(
-                "host".into(),
-                frame,
-                3.0,
-                0.4,
-                2.5,
-                0.7,
-                sweep,
-                accuracy(),
-            )
-            .unwrap();
-            assert_eq!(b.topology.faces.len(), 6);
-            assert_eq!(b.topology.vertices.len(), 8);
-            assert_eq!(b.topology.edges.len(), 12);
-            assert_eq!(
-                b.geometry
-                    .curves
-                    .iter()
-                    .filter(|c| matches!(c, CurveGeometry::Circle { .. }))
-                    .count(),
-                4
-            );
-            let end = b
-                .topology
-                .faces
-                .iter()
-                .find(|f| f.key == "axis-start")
-                .unwrap();
-            let normal = b
-                .geometry
-                .surface(end.surface)
-                .unwrap()
-                .normal_at([0.0; 2])
-                .unwrap();
-            let tangent = frame.vector([-0.7_f64.sin(), 0.7_f64.cos(), 0.0]);
-            assert!((dot(normal, tangent) + sweep.signum()).abs() < 1e-12);
-            BrepEnvelope::from_json(&b.to_json().unwrap()).unwrap();
-        }
-        assert!(annular_sector_extrusion(
-            "host".into(),
-            frame,
-            1.0,
-            2.0,
-            1.0,
-            0.0,
-            1.0,
-            accuracy()
-        )
-        .is_err());
-        assert!(annular_sector_extrusion(
-            "host".into(),
-            frame,
-            1.0,
-            0.2,
-            1.0,
-            0.0,
-            std::f64::consts::TAU,
-            accuracy()
-        )
-        .is_err());
-    }
-    #[test]
-    fn annular_sector_extrusion_openings_are_exact_trimmed_cylinder_holes() {
-        let openings = vec![
-            AnnularSectorOpening {
-                id: "raised_cutout-a".into(),
-                angle: 0.65,
-                width: 0.9,
-                bottom: 0.7,
-                height: 1.2,
-            },
-            AnnularSectorOpening {
-                id: "raised_cutout-b".into(),
-                angle: 1.45,
-                width: 0.6,
-                bottom: 1.4,
-                height: 0.8,
-            },
-        ];
-        let host = annular_sector_extrusion_with_openings(
-            "host".into(),
-            Frame3::IDENTITY,
-            3.0,
-            0.4,
-            3.0,
-            0.0,
-            2.1,
-            openings,
-            accuracy(),
-        )
-        .unwrap();
-        host.validate().unwrap();
-        assert_eq!(host.topology.faces.len(), 14);
-        assert_eq!(host.topology.faces[0].trim.holes.len(), 2);
-        assert_eq!(host.topology.faces[1].trim.holes.len(), 2);
-        assert_eq!(host.topology.faces[0].provenance.role, FaceRole::Split);
-        assert_eq!(host.topology.faces[1].provenance.role, FaceRole::Split);
-        assert_eq!(
-            host.topology
-                .faces
-                .iter()
-                .filter(|face| face.provenance.role == FaceRole::Cut)
-                .count(),
-            8
-        );
-        assert!(host.geometry.surfaces.iter().all(|surface| matches!(
-            surface,
-            SurfaceGeometry::Cylinder { .. } | SurfaceGeometry::Plane { .. }
-        )));
-        let coarse = crate::analytic::tessellation::tessellate(&host, 0.04, 100_000).unwrap();
-        let mesh = crate::analytic::tessellation::tessellate(&host, 0.01, 100_000).unwrap();
-        assert!(mesh.indices.len() > coarse.indices.len());
-        let positions = mesh
-            .positions
-            .chunks_exact(3)
-            .map(|point| [point[0].to_bits(), point[1].to_bits(), point[2].to_bits()])
-            .collect::<std::collections::HashSet<_>>();
-        assert!(mesh
-            .outline_positions
-            .chunks_exact(3)
-            .all(|point| positions.contains(&[
-                point[0].to_bits(),
-                point[1].to_bits(),
-                point[2].to_bits(),
-            ])));
-        BrepEnvelope::from_json(&host.to_json().unwrap()).unwrap();
-
-        let lower_cutout = annular_sector_extrusion_with_openings(
-            "host".into(),
-            Frame3::IDENTITY,
-            3.0,
-            0.4,
-            3.0,
-            0.0,
-            2.1,
-            vec![AnnularSectorOpening {
-                id: "lower_cutout".into(),
-                angle: 1.0,
-                width: 0.9,
-                bottom: 0.0,
-                height: 2.1,
-            }],
-            accuracy(),
-        )
-        .unwrap();
-        lower_cutout.validate().unwrap();
-        assert_eq!(lower_cutout.topology.faces[0].trim.holes.len(), 0);
-        assert_eq!(lower_cutout.topology.faces[1].trim.holes.len(), 0);
-        assert_eq!(
-            lower_cutout
-                .topology
-                .faces
-                .iter()
-                .filter(|face| face.key.starts_with("bottom-"))
-                .count(),
-            2
-        );
-        assert_eq!(
-            lower_cutout
-                .topology
-                .faces
-                .iter()
-                .filter(|face| face.provenance.role == FaceRole::Cut)
-                .count(),
-            3
-        );
-        crate::analytic::tessellation::tessellate(&lower_cutout, 0.01, 100_000).unwrap();
-        BrepEnvelope::from_json(&lower_cutout.to_json().unwrap()).unwrap();
-    }
-
-    #[test]
-    fn annular_sector_extrusion_horizontal_opening_faces_bound_curved_edges() {
-        let sweep = -std::f64::consts::TAU / 3.0;
-        let host = annular_sector_extrusion_with_openings(
-            "example-host".into(),
-            Frame3::IDENTITY,
-            2.4,
-            0.3,
-            1.4,
-            0.0,
-            sweep,
-            vec![
-                AnnularSectorOpening {
-                    id: "lower_cutout".into(),
-                    angle: sweep * 0.22,
-                    width: 0.7,
-                    bottom: 0.0,
-                    height: 1.05,
-                },
-                AnnularSectorOpening {
-                    id: "raised_cutout".into(),
-                    angle: sweep * 0.76,
-                    width: 0.7,
-                    bottom: 0.35,
-                    height: 0.7,
-                },
-            ],
-            accuracy(),
-        )
-        .unwrap();
-        host.validate().unwrap();
-        crate::analytic::tessellation::tessellate(&host, 0.01, 100_000).unwrap();
-    }
-    #[test]
-    fn body_bounds_cover_curved_extrema_absent_from_vertices() {
-        let b = cylinder("c".into(), Frame3::IDENTITY, 2.0, 3.0, accuracy()).unwrap();
-        assert!(b.topology.vertices.iter().all(|v| v.position[0] == 2.0));
-        let bounds = b.bounds().unwrap().unwrap();
-        for p in [[-2.0, 0.0, 1.5], [0.0, -2.0, 1.5], [0.0, 2.0, 3.0]] {
-            assert!(bounds.contains(p));
-        }
-        let empty = BrepEnvelope::new("empty".into(), accuracy()).unwrap();
-        assert!(empty.bounds().unwrap().is_none());
-    }
-    #[test]
-    fn cylinder_sector_keeps_one_trimmed_cylinder_face_and_exact_radial_caps() {
-        let sector = cylinder_sector(
-            "sector".into(),
-            Frame3::IDENTITY,
-            2.0,
-            3.0,
-            -1.2,
-            1.2,
-            accuracy(),
-        )
-        .unwrap();
-        sector.validate().unwrap();
-        assert_eq!(sector.topology.faces.len(), 5);
-        assert_eq!(sector.topology.edges.len(), 9);
-        assert_eq!(sector.topology.vertices.len(), 6);
-        assert!(matches!(
-            sector.geometry.surfaces[sector.topology.faces[0].surface as usize],
-            SurfaceGeometry::Cylinder { radius: 2.0, .. }
-        ));
-        assert!(sector.topology.faces[1..].iter().all(|face| matches!(
-            sector.geometry.surfaces[face.surface as usize],
-            SurfaceGeometry::Plane { .. }
-        )));
-        let coarse = crate::analytic::tessellation::tessellate(&sector, 0.05, 100_000).unwrap();
-        let fine = crate::analytic::tessellation::tessellate(&sector, 0.005, 100_000).unwrap();
-        assert!(fine.indices.len() > coarse.indices.len());
-        BrepEnvelope::from_json(&sector.to_json().unwrap()).unwrap();
-
-        let full = cylinder_sector(
-            "full".into(),
-            Frame3::IDENTITY,
-            2.0,
-            3.0,
-            0.0,
-            std::f64::consts::TAU,
-            accuracy(),
-        )
-        .unwrap();
-        assert_eq!(full.topology.faces.len(), 3);
-    }
-    #[test]
-    fn planar_polyhedron_keeps_explicit_shared_edges_and_plane_authority() {
-        let body = planar_polyhedron(
-            "tetrahedron".into(),
-            vec![
-                [0.0, 0.0, 0.0],
-                [1.0, 0.0, 0.0],
-                [0.0, 1.0, 0.0],
-                [0.0, 0.0, 1.0],
-            ],
-            vec![vec![0, 2, 1], vec![0, 1, 3], vec![0, 3, 2], vec![1, 2, 3]],
-            accuracy(),
-        )
-        .unwrap();
-        body.validate().unwrap();
-        assert_eq!(body.topology.vertices.len(), 4);
-        assert_eq!(body.topology.edges.len(), 6);
-        assert_eq!(body.topology.faces.len(), 4);
-        assert!(body
-            .geometry
-            .surfaces
-            .iter()
-            .all(|surface| matches!(surface, SurfaceGeometry::Plane { .. })));
-        assert!(body
-            .geometry
-            .curves
-            .iter()
-            .all(|curve| matches!(curve, CurveGeometry::Line { .. })));
-        crate::analytic::tessellation::tessellate(&body, 0.01, 100_000).unwrap();
-
-        let open = planar_polyhedron(
-            "open".into(),
-            vec![
-                [0.0, 0.0, 0.0],
-                [1.0, 0.0, 0.0],
-                [0.0, 1.0, 0.0],
-                [0.0, 0.0, 1.0],
-            ],
-            vec![vec![0, 2, 1], vec![0, 1, 3], vec![0, 3, 2]],
-            accuracy(),
-        );
-        assert!(open.is_err());
-    }
-    #[test]
-    fn analytic_arc_wires_retain_signed_endpoints_and_single_edge_authority() {
-        let curve = CurveGeometry::Circle {
-            frame: Frame3::IDENTITY,
-            radius: 2.0,
-        };
-        for sweep in [1.4, -1.4, std::f64::consts::TAU, -std::f64::consts::TAU] {
-            let brep = arc_wire("arc".into(), curve.clone(), 0.7, sweep, accuracy()).unwrap();
-            let h = &brep.topology.halfedges[0];
-            assert_eq!(h.geometry_use.sense.multiplier(), sweep.signum());
-            assert!(
-                norm(sub(
-                    brep.topology.vertices[h.from as usize].position,
-                    curve.elementary_point(0.7).unwrap()
-                )) < 1e-10
-            );
-            assert_eq!(brep.topology.edges.len(), 1);
-            assert!(brep.topology.faces.is_empty());
-            assert!(h.geometry_use.pcurve.is_none());
-            assert_eq!(
-                brep.topology.wires[0].is_closed,
-                sweep.abs() == std::f64::consts::TAU
-            );
-            let coarse = crate::analytic::tessellation::tessellate(&brep, 0.05, 100_000).unwrap();
-            let fine = crate::analytic::tessellation::tessellate(&brep, 0.005, 100_000).unwrap();
-            assert!(fine.outline_edge_ids.len() > coarse.outline_edge_ids.len());
-            assert!(fine.outline_edge_ids.iter().all(|id| *id == 0));
-            assert!(fine.indices.is_empty());
-            BrepEnvelope::from_json(&brep.to_json().unwrap()).unwrap();
-        }
-    }
-    #[test]
-    fn elliptical_arc_sampling_meets_deflection_and_rejects_invalid_spans() {
-        let curve = CurveGeometry::Ellipse {
-            frame: Frame3::IDENTITY,
-            major_radius: 3.0,
-            minor_radius: 0.5,
-        };
-        let brep = arc_wire(
-            "ellipse".into(),
-            curve.clone(),
-            0.0,
-            std::f64::consts::TAU,
-            accuracy(),
-        )
-        .unwrap();
-        let mesh = crate::analytic::tessellation::tessellate(&brep, 0.01, 100_000).unwrap();
-        let n = mesh.outline_edge_ids.len();
-        for (i, pair) in mesh.outline_positions.chunks_exact(6).enumerate() {
-            let midpoint = curve
-                .elementary_point(std::f64::consts::TAU * (i as f64 + 0.5) / n as f64)
-                .unwrap();
-            let chord = std::array::from_fn(|j| (pair[j] + pair[j + 3]) / 2.0);
-            assert!(norm(sub(midpoint, chord)) < 0.01);
-        }
-        assert!(arc_wire("bad".into(), curve.clone(), 0.0, 0.0, accuracy()).is_err());
-        assert!(arc_wire("bad".into(), curve, 0.0, 7.0, accuracy()).is_err());
-    }
-}
diff --git a/main/opengeometry/src/analytic/query.rs b/main/opengeometry/src/analytic/query.rs
deleted file mode 100644
index 4bf0e2d..0000000
--- a/main/opengeometry/src/analytic/query.rs
+++ /dev/null
@@ -1,591 +0,0 @@
-use super::{
-    geometry::{dot, norm, scale, sub, unit, Surface},
-    topology::{BrepEnvelope, Face, PcurveGeometry},
-    GeometryError, Point3, SurfaceGeometry, UV,
-};
-use crate::math::{
-    interval::Interval,
-    roots::{isolate_candidates, quadratic, QuadraticRoots},
-};
-
-#[derive(Clone, Copy, Debug, PartialEq, Eq)]
-pub enum PointClassification {
-    Inside,
-    Outside,
-    Boundary,
-    Unknown,
-}
-
-fn lifted_uv(brep: &BrepEnvelope, halfedge: u32, parameter: f64) -> Result<UV, GeometryError> {
-    let use_ = &brep.topology.halfedges[halfedge as usize];
-    let face = &brep.topology.faces[use_
-        .face
-        .ok_or_else(|| GeometryError::InvalidTopology("trim query halfedge has no face".into()))?
-        as usize];
-    let pcurve = use_.geometry_use.pcurve.ok_or_else(|| {
-        GeometryError::InvalidTopology("trim query halfedge has no pcurve".into())
-    })?;
-    let mut uv = brep.geometry.pcurve_at(pcurve, parameter)?;
-    let periods = brep.geometry.surface(face.surface)?.charts()[face.trim.chart as usize].periods;
-    for axis in 0..2 {
-        uv[axis] += periods[axis].map_or(0.0, |period| {
-            period * f64::from(use_.geometry_use.periodic_lift[axis])
-        });
-    }
-    Ok(uv)
-}
-
-fn trim_samples(brep: &BrepEnvelope, face: &Face, loop_id: u32) -> Result<Vec<UV>, GeometryError> {
-    let loop_ = &brep.topology.loops[loop_id as usize];
-    let start = loop_.start_halfedge;
-    let mut current = start;
-    let mut points = Vec::new();
-    for _ in 0..=brep.topology.halfedges.len() {
-        let use_ = &brep.topology.halfedges[current as usize];
-        if use_.face != Some(face.id) {
-            return Err(GeometryError::InvalidTopology(
-                "trim query crossed into another face".into(),
-            ));
-        }
-        let edge = &brep.topology.edges[use_.edge as usize];
-        let range = edge.geometry.range();
-        let pcurve = use_.geometry_use.pcurve.ok_or_else(|| {
-            GeometryError::InvalidTopology("trim query halfedge has no pcurve".into())
-        })?;
-        let subdivisions = match brep.geometry.pcurves[pcurve as usize] {
-            PcurveGeometry::Line2 { direction, .. } => {
-                let periods =
-                    brep.geometry.surface(face.surface)?.charts()[face.trim.chart as usize].periods;
-                if periods.iter().enumerate().any(|(axis, period)| {
-                    period.is_some_and(|period| {
-                        ((direction[axis] * range.width()).abs() - period).abs()
-                            <= 4.0 * brep.accuracy.geometric
-                    })
-                }) {
-                    64
-                } else {
-                    1
-                }
-            }
-            PcurveGeometry::Conic2 { .. } => 64,
-            PcurveGeometry::ProjectedCurve { .. } | PcurveGeometry::IntersectionSide { .. } => 128,
-        };
-        for index in 0..subdivisions {
-            let fraction = if use_.geometry_use.sense == super::topology::Orientation::Forward {
-                index as f64 / subdivisions as f64
-            } else {
-                1.0 - index as f64 / subdivisions as f64
-            };
-            points.push(lifted_uv(
-                brep,
-                current,
-                range.lo + range.width() * fraction,
-            )?);
-        }
-        current = use_
-            .next
-            .ok_or_else(|| GeometryError::InvalidTopology("open trim loop in query".into()))?;
-        if current == start {
-            break;
-        }
-    }
-    if current != start || points.len() < 3 {
-        return Err(GeometryError::InvalidTopology(
-            "trim query requires a closed nondegenerate loop".into(),
-        ));
-    }
-    Ok(points)
-}
-
-fn segment_distance_2d(point: UV, a: UV, b: UV) -> f64 {
-    let direction = [b[0] - a[0], b[1] - a[1]];
-    let length_squared = dot(
-        [direction[0], direction[1], 0.0],
-        [direction[0], direction[1], 0.0],
-    );
-    if length_squared == 0.0 {
-        return (point[0] - a[0]).hypot(point[1] - a[1]);
-    }
-    let parameter = (((point[0] - a[0]) * direction[0] + (point[1] - a[1]) * direction[1])
-        / length_squared)
-        .clamp(0.0, 1.0);
-    (point[0] - a[0] - parameter * direction[0]).hypot(point[1] - a[1] - parameter * direction[1])
-}
-
-fn in_loop(point: UV, polygon: &[UV], tolerance: f64) -> Option<bool> {
-    let mut inside = false;
-    for index in 0..polygon.len() {
-        let a = polygon[index];
-        let b = polygon[(index + 1) % polygon.len()];
-        if segment_distance_2d(point, a, b) <= tolerance {
-            return None;
-        }
-        if (a[1] > point[1]) != (b[1] > point[1]) {
-            let x = a[0] + (point[1] - a[1]) * (b[0] - a[0]) / (b[1] - a[1]);
-            if x > point[0] {
-                inside = !inside;
-            }
-        }
-    }
-    Some(inside)
-}
-
-fn lift_to_face(surface: &SurfaceGeometry, face: &Face, mut uv: UV) -> UV {
-    let periods = surface.charts()[face.trim.chart as usize].periods;
-    for axis in 0..2 {
-        if let Some(period) = periods[axis] {
-            let center = face.trim.uv_bounds[axis].midpoint();
-            uv[axis] += ((center - uv[axis]) / period).round() * period;
-        }
-    }
-    uv
-}
-
-fn periodic_cylinder_band_limit(
-    brep: &BrepEnvelope,
-    face: &Face,
-    loop_id: u32,
-) -> Result<Option<f64>, GeometryError> {
-    let loop_ = &brep.topology.loops[loop_id as usize];
-    let use_ = &brep.topology.halfedges[loop_.start_halfedge as usize];
-    if use_.next != Some(loop_.start_halfedge) || use_.from != use_.to {
-        return Ok(None);
-    }
-    let edge = &brep.topology.edges[use_.edge as usize];
-    let range = edge.geometry.range();
-    let Some(pcurve) = use_.geometry_use.pcurve else {
-        return Ok(None);
-    };
-    let PcurveGeometry::Line2 { direction, .. } = brep.geometry.pcurves[pcurve as usize] else {
-        return Ok(None);
-    };
-    let period = brep.geometry.surface(face.surface)?.charts()[face.trim.chart as usize].periods[0];
-    let Some(period) = period else {
-        return Ok(None);
-    };
-    if direction[1].abs() * range.width() > brep.accuracy.geometric
-        || ((direction[0] * range.width()).abs() - period).abs() > 4.0 * brep.accuracy.geometric
-    {
-        return Ok(None);
-    }
-    Ok(Some(lifted_uv(brep, loop_.start_halfedge, range.lo)?[1]))
-}
-
-pub(crate) fn face_contains_uv(
-    brep: &BrepEnvelope,
-    face: &Face,
-    uv: UV,
-) -> Result<Option<bool>, GeometryError> {
-    let surface = brep.geometry.surface(face.surface)?;
-    let uv = lift_to_face(surface, face, uv);
-    let jet = surface.derivatives(uv)?;
-    let metric = norm(jet.du).min(norm(jet.dv));
-    let uv_tolerance = if metric > 0.0 {
-        brep.accuracy.geometric / metric
-    } else {
-        return Ok(None);
-    };
-    if !face.trim.uv_bounds[0].contains(uv[0]) || !face.trim.uv_bounds[1].contains(uv[1]) {
-        return Ok(Some(false));
-    }
-    if matches!(surface, SurfaceGeometry::Cylinder { .. }) && face.trim.holes.len() == 1 {
-        if let (Some(outer), Some(inner)) = (
-            periodic_cylinder_band_limit(brep, face, face.trim.outer)?,
-            periodic_cylinder_band_limit(brep, face, face.trim.holes[0])?,
-        ) {
-            let lo = outer.min(inner);
-            let hi = outer.max(inner);
-            if (uv[1] - lo).abs() <= uv_tolerance || (uv[1] - hi).abs() <= uv_tolerance {
-                return Ok(None);
-            }
-            return Ok(Some(uv[1] > lo && uv[1] < hi));
-        }
-    }
-    let outer = trim_samples(brep, face, face.trim.outer)?;
-    let Some(mut inside) = in_loop(uv, &outer, uv_tolerance) else {
-        return Ok(None);
-    };
-    if !inside {
-        return Ok(Some(false));
-    }
-    for hole in &face.trim.holes {
-        let polygon = trim_samples(brep, face, *hole)?;
-        match in_loop(uv, &polygon, uv_tolerance) {
-            None => return Ok(None),
-            Some(true) => inside = false,
-            Some(false) => {}
-        }
-    }
-    Ok(Some(inside))
-}
-
-fn polynomial_value(coefficients: &[f64], value: f64) -> f64 {
-    coefficients
-        .iter()
-        .rev()
-        .fold(0.0, |sum, coefficient| sum.mul_add(value, *coefficient))
-}
-
-fn refine_polynomial_root(coefficients: &[f64], interval: Interval) -> f64 {
-    let mut t = interval.midpoint();
-    let derivative = coefficients
-        .iter()
-        .enumerate()
-        .skip(1)
-        .map(|(degree, coefficient)| *coefficient * degree as f64)
-        .collect::<Vec<_>>();
-    for _ in 0..12 {
-        let value = polynomial_value(coefficients, t);
-        let slope = polynomial_value(&derivative, t);
-        if slope == 0.0 || !slope.is_finite() {
-            break;
-        }
-        let candidate = t - value / slope;
-        if !candidate.is_finite() || candidate < interval.lo || candidate > interval.hi {
-            break;
-        }
-        t = candidate;
-    }
-    t
-}
-
-fn support_roots(
-    surface: &SurfaceGeometry,
-    origin: Point3,
-    direction: Point3,
-    domain: Interval,
-    tolerance: f64,
-) -> Result<Option<Vec<f64>>, GeometryError> {
-    let o = surface.frame().local(origin);
-    let d = [
-        dot(direction, surface.frame().x),
-        dot(direction, surface.frame().y),
-        dot(direction, surface.frame().z),
-    ];
-    let quadratic_roots = |a, b, c| -> Result<Option<Vec<f64>>, GeometryError> {
-        Ok(Some(match quadratic(a, b, c)? {
-            QuadraticRoots::Empty => Vec::new(),
-            QuadraticRoots::One(root) => vec![root],
-            QuadraticRoots::Two(roots) => roots.to_vec(),
-            QuadraticRoots::IdenticallyZero => return Ok(None),
-        }))
-    };
-    let result = match surface {
-        SurfaceGeometry::Plane { .. } => {
-            if d[2] == 0.0 {
-                if o[2].abs() <= tolerance {
-                    None
-                } else {
-                    Some(Vec::new())
-                }
-            } else {
-                Some(vec![-o[2] / d[2]])
-            }
-        }
-        SurfaceGeometry::Sphere { radius, .. } => {
-            quadratic_roots(dot(d, d), 2.0 * dot(o, d), dot(o, o) - radius * radius)?
-        }
-        SurfaceGeometry::Cylinder { radius, .. } => quadratic_roots(
-            d[0].mul_add(d[0], d[1] * d[1]),
-            2.0 * o[0].mul_add(d[0], o[1] * d[1]),
-            o[0].mul_add(o[0], o[1] * o[1]) - radius * radius,
-        )?,
-        SurfaceGeometry::Cone { semi_angle, .. } => {
-            let k2 = semi_angle.tan().powi(2);
-            quadratic_roots(
-                d[0].mul_add(d[0], d[1] * d[1]) - k2 * d[2] * d[2],
-                2.0 * (o[0].mul_add(d[0], o[1] * d[1]) - k2 * o[2] * d[2]),
-                o[0].mul_add(o[0], o[1] * o[1]) - k2 * o[2] * o[2],
-            )?
-            .map(|roots| {
-                roots
-                    .into_iter()
-                    .filter(|root| o[2] + root * d[2] >= -tolerance)
-                    .collect()
-            })
-        }
-        SurfaceGeometry::Torus {
-            major_radius,
-            minor_radius,
-            ..
-        } => {
-            let radial = [
-                o[0].mul_add(o[0], o[1] * o[1]),
-                2.0 * o[0].mul_add(d[0], o[1] * d[1]),
-                d[0].mul_add(d[0], d[1] * d[1]),
-            ];
-            let sum = [
-                dot(o, o) + major_radius * major_radius - minor_radius * minor_radius,
-                2.0 * dot(o, d),
-                dot(d, d),
-            ];
-            let r4 = 4.0 * major_radius * major_radius;
-            let coefficients = [
-                sum[0] * sum[0] - r4 * radial[0],
-                2.0 * sum[0] * sum[1] - r4 * radial[1],
-                sum[1] * sum[1] + 2.0 * sum[0] * sum[2] - r4 * radial[2],
-                2.0 * sum[1] * sum[2],
-                sum[2] * sum[2],
-            ];
-            let candidates = isolate_candidates(&coefficients, domain, tolerance, 100_000)
-                .map_err(|error| {
-                    GeometryError::UnresolvedIntersection(format!(
-                        "torus ray root isolation: {error:?}"
-                    ))
-                })?;
-            Some(
-                candidates
-                    .intervals
-                    .into_iter()
-                    .map(|candidate| refine_polynomial_root(&coefficients, candidate))
-                    .collect(),
-            )
-        }
-    };
-    Ok(result.map(|roots| {
-        roots
-            .into_iter()
-            .filter(|root| domain.contains(*root))
-            .collect()
-    }))
-}
-
-fn ray_box_domain(
-    brep: &BrepEnvelope,
-    origin: Point3,
-    direction: Point3,
-) -> Result<Option<Interval>, GeometryError> {
-    let Some(bounds) = brep.bounds_unchecked()? else {
-        return Ok(None);
-    };
-    let mut lo: f64 = 0.0;
-    let mut hi = f64::MAX;
-    for axis in 0..3 {
-        if direction[axis] == 0.0 {
-            if !bounds.axes[axis].contains(origin[axis]) {
-                return Ok(None);
-            }
-            continue;
-        }
-        let mut a = (bounds.axes[axis].lo - origin[axis]) / direction[axis];
-        let mut b = (bounds.axes[axis].hi - origin[axis]) / direction[axis];
-        if a > b {
-            std::mem::swap(&mut a, &mut b);
-        }
-        lo = lo.max(a);
-        hi = hi.min(b);
-    }
-    if hi < lo.max(0.0) {
-        Ok(None)
-    } else {
-        Ok(Some(Interval::new(lo.max(0.0), hi)?))
-    }
-}
-
-fn classify_with_ray<'a>(
-    brep: &BrepEnvelope,
-    point: Point3,
-    direction: Point3,
-    faces: impl Iterator<Item = &'a Face>,
-) -> Result<PointClassification, GeometryError> {
-    let Some(domain) = ray_box_domain(brep, point, direction)? else {
-        return Ok(PointClassification::Outside);
-    };
-    let mut hits: Vec<(f64, Point3)> = Vec::new();
-    for face in faces {
-        let surface = brep.geometry.surface(face.surface)?;
-        let Some(roots) = support_roots(
-            surface,
-            point,
-            direction,
-            domain,
-            brep.accuracy.intersection,
-        )?
-        else {
-            return Ok(PointClassification::Unknown);
-        };
-        for parameter in roots {
-            let position = [
-                point[0] + parameter * direction[0],
-                point[1] + parameter * direction[1],
-                point[2] + parameter * direction[2],
-            ];
-            let uv = match surface.project(position, None) {
-                Ok(uv) => uv,
-                Err(super::GeometryError::SingularParameterization) => {
-                    return Ok(PointClassification::Unknown)
-                }
-                Err(error) => return Err(error),
-            };
-            if norm(sub(surface.point_at(uv)?, position)) > brep.accuracy.intersection {
-                continue;
-            }
-            match face_contains_uv(brep, face, uv)? {
-                Some(true) => {}
-                Some(false) => continue,
-                None => return Ok(PointClassification::Unknown),
-            }
-            let normal = scale(surface.normal_at(uv)?, face.sense.multiplier());
-            if dot(normal, direction).abs() <= 64.0 * f64::EPSILON {
-                return Ok(PointClassification::Unknown);
-            }
-            if parameter <= brep.accuracy.geometric {
-                return Ok(PointClassification::Boundary);
-            }
-            if hits
-                .iter()
-                .all(|(existing, _)| (existing - parameter).abs() > brep.accuracy.geometric)
-            {
-                hits.push((parameter, position));
-            }
-        }
-    }
-    Ok(if hits.len() % 2 == 1 {
-        PointClassification::Inside
-    } else {
-        PointClassification::Outside
-    })
-}
-
-pub fn classify_point(
-    brep: &BrepEnvelope,
-    point: Point3,
-) -> Result<PointClassification, GeometryError> {
-    brep.validate()?;
-    classify_point_validated(brep, point)
-}
-
-pub(crate) fn classify_point_validated(
-    brep: &BrepEnvelope,
-    point: Point3,
-) -> Result<PointClassification, GeometryError> {
-    if point.into_iter().any(|value| !value.is_finite()) {
-        return Err(GeometryError::InvalidGeometry(
-            "point classification requires finite coordinates".into(),
-        ));
-    }
-    let directions = [
-        unit([1.0, 0.371, 0.127])?,
-        unit([0.193, 1.0, 0.419])?,
-        unit([0.311, 0.233, 1.0])?,
-    ];
-    for direction in directions {
-        let result = classify_with_ray(brep, point, direction, brep.topology.faces.iter())?;
-        if result != PointClassification::Unknown {
-            return Ok(result);
-        }
-    }
-    Ok(PointClassification::Unknown)
-}
-
-pub(crate) fn classify_point_in_shell(
-    brep: &BrepEnvelope,
-    faces: &[u32],
-    point: Point3,
-) -> Result<PointClassification, GeometryError> {
-    for direction in [
-        unit([1.0, 0.371, 0.127])?,
-        unit([0.193, 1.0, 0.419])?,
-        unit([0.311, 0.233, 1.0])?,
-    ] {
-        let result = classify_with_ray(
-            brep,
-            point,
-            direction,
-            faces
-                .iter()
-                .map(|face| &brep.topology.faces[*face as usize]),
-        )?;
-        if result != PointClassification::Unknown {
-            return Ok(result);
-        }
-    }
-    Ok(PointClassification::Unknown)
-}
-
-#[cfg(test)]
-mod tests {
-    use super::*;
-    use crate::analytic::{
-        booleans::{boolean_brep, BooleanOp},
-        primitives,
-        topology::Accuracy,
-        Frame3,
-    };
-
-    fn accuracy() -> Accuracy {
-        Accuracy {
-            geometric: 1e-8,
-            intersection: 1e-9,
-            tessellation: 0.01,
-            exchange: 1e-5,
-        }
-    }
-
-    #[test]
-    fn analytic_ray_classification_covers_all_surface_families() {
-        let bodies = [
-            (
-                primitives::cuboid("box".into(), Frame3::IDENTITY, [2.0; 3], accuracy()).unwrap(),
-                [1.0, 1.0, 1.0],
-                [3.0, 3.0, 3.0],
-            ),
-            (
-                primitives::sphere("sphere".into(), Frame3::IDENTITY, 1.0, accuracy()).unwrap(),
-                [0.0; 3],
-                [2.0, 0.0, 0.0],
-            ),
-            (
-                primitives::cylinder("cylinder".into(), Frame3::IDENTITY, 1.0, 2.0, accuracy())
-                    .unwrap(),
-                [0.0, 0.0, 1.0],
-                [2.0, 0.0, 1.0],
-            ),
-            (
-                primitives::cone("cone".into(), Frame3::IDENTITY, 1.0, 2.0, accuracy()).unwrap(),
-                [0.0, 0.0, 1.0],
-                [2.0, 0.0, 1.0],
-            ),
-            (
-                primitives::torus("torus".into(), Frame3::IDENTITY, 3.0, 1.0, accuracy()).unwrap(),
-                [3.0, 0.0, 0.0],
-                [0.0; 3],
-            ),
-        ];
-        for (body, inside, outside) in bodies {
-            assert_eq!(
-                classify_point(&body, inside).unwrap(),
-                PointClassification::Inside,
-                "{}",
-                body.id
-            );
-            assert_eq!(
-                classify_point(&body, outside).unwrap(),
-                PointClassification::Outside,
-                "{}",
-                body.id
-            );
-        }
-    }
-
-    #[test]
-    fn cavity_shell_uses_regularized_material_occupancy() {
-        let host =
-            primitives::torus("host".into(), Frame3::IDENTITY, 3.0, 1.0, accuracy()).unwrap();
-        let cutter =
-            primitives::torus("cutter".into(), Frame3::IDENTITY, 3.0, 0.4, accuracy()).unwrap();
-        let result = boolean_brep(&host, &cutter, BooleanOp::Subtraction, "shell".into()).unwrap();
-        assert_eq!(
-            classify_point(&result.brep, [3.0, 0.0, 0.0]).unwrap(),
-            PointClassification::Outside
-        );
-        assert_eq!(
-            classify_point(&result.brep, [3.7, 0.0, 0.0]).unwrap(),
-            PointClassification::Inside
-        );
-        assert_eq!(
-            classify_point(&result.brep, [0.0; 3]).unwrap(),
-            PointClassification::Outside
-        );
-    }
-}
diff --git a/main/opengeometry/src/analytic/ssi.rs b/main/opengeometry/src/analytic/ssi.rs
deleted file mode 100644
index 3390ef5..0000000
--- a/main/opengeometry/src/analytic/ssi.rs
+++ /dev/null
@@ -1,1856 +0,0 @@
-use super::{
-    geometry::{add, cross, dot, norm, scale, sub, unit, PatchBounds, Surface},
-    topology::{Accuracy, GeometryStore, PcurveGeometry},
-    CurveGeometry, Frame3, GeometryError, Point3, SurfaceGeometry,
-};
-use crate::math::{
-    interval::Interval,
-    predicates::{plane_sphere_relation, sphere_sphere_relation, Sign},
-    roots::{quadratic, QuadraticRoots},
-    solve::solve,
-};
-
-#[derive(Clone, Debug)]
-pub struct SsiCurve {
-    pub curve: u32,
-    pub pcurves: [u32; 2],
-    pub domain: Option<Interval>,
-}
-#[derive(Clone, Debug, Default)]
-pub struct SsiResult {
-    pub curves: Vec<SsiCurve>,
-    pub contacts: Vec<Point3>,
-    pub coincident: bool,
-}
-
-enum GeometryResult {
-    Empty,
-    Curves(Vec<(CurveGeometry, Option<Interval>)>),
-    CurvesAndContacts {
-        curves: Vec<(CurveGeometry, Option<Interval>)>,
-        contacts: Vec<Point3>,
-    },
-    Contact(Point3),
-    Coincident,
-}
-
-fn circle(center: Point3, normal: Point3, radius: f64) -> Result<GeometryResult, GeometryError> {
-    if !radius.is_finite() || radius <= 0.0 {
-        return Err(GeometryError::UnresolvedIntersection(
-            "positive intersection radius is not representable".into(),
-        ));
-    }
-    let reference = if normal[0].abs() < 0.8 {
-        [1.0, 0.0, 0.0]
-    } else {
-        [0.0, 1.0, 0.0]
-    };
-    let frame = Frame3::from_axis(center, normal, reference)?;
-    Ok(GeometryResult::Curves(vec![(
-        CurveGeometry::Circle { frame, radius },
-        Some(Interval::new(0.0, std::f64::consts::TAU)?),
-    )]))
-}
-
-fn plane_plane(a: Frame3, b: Frame3, accuracy: Accuracy) -> Result<GeometryResult, GeometryError> {
-    let tangent = cross(a.z, b.z);
-    let length = norm(tangent);
-    let delta = sub(b.origin, a.origin);
-    if length == 0.0 {
-        return Ok(if dot(a.z, delta).abs() <= accuracy.intersection {
-            GeometryResult::Coincident
-        } else {
-            GeometryResult::Empty
-        });
-    }
-    let tangent = unit(tangent)?;
-    let solution = solve([a.z, b.z, tangent], [0.0, dot(b.z, delta), 0.0])
-        .map_err(|e| GeometryError::UnresolvedIntersection(format!("plane intersection: {e}")))?;
-    Ok(GeometryResult::Curves(vec![(
-        CurveGeometry::Line {
-            origin: add(a.origin, solution.value),
-            direction: tangent,
-        },
-        None,
-    )]))
-}
-
-fn plane_sphere(
-    plane: Frame3,
-    sphere: Frame3,
-    radius: f64,
-) -> Result<GeometryResult, GeometryError> {
-    let relation = plane_sphere_relation(plane.origin, plane.z, sphere.origin, radius)?;
-    if relation == Sign::Positive {
-        return Ok(GeometryResult::Empty);
-    }
-    let n2 = dot(plane.z, plane.z);
-    let distance = dot(sub(sphere.origin, plane.origin), plane.z);
-    let center = sub(sphere.origin, scale(plane.z, distance / n2));
-    if relation == Sign::Zero {
-        return Ok(GeometryResult::Contact(center));
-    }
-    let d = distance.abs() / n2.sqrt();
-    let r2 = (radius - d) * (radius + d);
-    if r2 <= 0.0 {
-        return Err(GeometryError::UnresolvedIntersection(
-            "plane/sphere radius cancellation".into(),
-        ));
-    }
-    circle(center, plane.z, r2.sqrt())
-}
-
-fn sphere_sphere(a: Frame3, ra: f64, b: Frame3, rb: f64) -> Result<GeometryResult, GeometryError> {
-    let delta = sub(b.origin, a.origin);
-    let distance = norm(delta);
-    if distance == 0.0 {
-        return Ok(if ra == rb {
-            GeometryResult::Coincident
-        } else {
-            GeometryResult::Empty
-        });
-    }
-    let [outer, inner] = sphere_sphere_relation(a.origin, ra, b.origin, rb)?;
-    if outer == Sign::Positive || inner == Sign::Negative {
-        return Ok(GeometryResult::Empty);
-    }
-    let axis = unit(delta)?;
-    let x = 0.5 * (distance + (ra - rb) * (ra + rb) / distance);
-    let center = add(a.origin, scale(axis, x));
-    if outer == Sign::Zero || inner == Sign::Zero {
-        return Ok(GeometryResult::Contact(center));
-    }
-    let r2 = (ra - x.abs()) * (ra + x.abs());
-    if r2 <= 0.0 {
-        return Err(GeometryError::UnresolvedIntersection(
-            "sphere/sphere radius cancellation".into(),
-        ));
-    }
-    circle(center, axis, r2.sqrt())
-}
-
-fn plane_cylinder(
-    plane: Frame3,
-    cylinder: Frame3,
-    radius: f64,
-) -> Result<GeometryResult, GeometryError> {
-    let axial = dot(plane.z, cylinder.z);
-    let offset = dot(sub(cylinder.origin, plane.origin), plane.z);
-    if axial != 0.0 {
-        let center = add(cylinder.origin, scale(cylinder.z, -offset / axial));
-        if axial.abs() == 1.0 {
-            return circle(center, plane.z, radius);
-        }
-        let major_direction = unit(sub(cylinder.z, scale(plane.z, axial)))?;
-        let major_radius = radius / axial.abs();
-        if !major_radius.is_finite() {
-            return Err(GeometryError::UnresolvedIntersection(
-                "plane/cylinder ellipse exceeds numerical range".into(),
-            ));
-        }
-        let frame = Frame3::from_axis(center, plane.z, major_direction)?;
-        return Ok(GeometryResult::Curves(vec![(
-            CurveGeometry::Ellipse {
-                frame,
-                major_radius,
-                minor_radius: radius,
-            },
-            Some(Interval::new(0.0, std::f64::consts::TAU)?),
-        )]));
-    }
-
-    let relation = plane_sphere_relation(plane.origin, plane.z, cylinder.origin, radius)?;
-    if relation == Sign::Positive {
-        return Ok(GeometryResult::Empty);
-    }
-    let base = add(cylinder.origin, scale(plane.z, -offset));
-    if relation == Sign::Zero {
-        return Ok(GeometryResult::Curves(vec![(
-            CurveGeometry::Line {
-                origin: base,
-                direction: cylinder.z,
-            },
-            None,
-        )]));
-    }
-    let lateral = unit(cross(cylinder.z, plane.z))?;
-    let half_separation_squared = (radius - offset.abs()) * (radius + offset.abs());
-    if half_separation_squared <= 0.0 {
-        return Err(GeometryError::UnresolvedIntersection(
-            "plane/cylinder generator separation cancellation".into(),
-        ));
-    }
-    let half_separation = half_separation_squared.sqrt();
-    Ok(GeometryResult::Curves(
-        [-1.0, 1.0]
-            .into_iter()
-            .map(|sense| {
-                (
-                    CurveGeometry::Line {
-                        origin: add(base, scale(lateral, sense * half_separation)),
-                        direction: cylinder.z,
-                    },
-                    None,
-                )
-            })
-            .collect(),
-    ))
-}
-
-fn plane_cone(
-    plane: Frame3,
-    cone: Frame3,
-    semi_angle: f64,
-) -> Result<GeometryResult, GeometryError> {
-    let axial = dot(plane.z, cone.z);
-    let tilt = norm(cross(plane.z, cone.z));
-    if tilt == 0.0 {
-        let height = dot(sub(plane.origin, cone.origin), cone.z);
-        if height < 0.0 {
-            return Ok(GeometryResult::Empty);
-        }
-        if height == 0.0 {
-            return Ok(GeometryResult::Contact(cone.origin));
-        }
-        let radius = height * semi_angle.tan();
-        if !radius.is_finite() || radius <= 0.0 {
-            return Err(GeometryError::UnresolvedIntersection(
-                "plane/cone circle exceeds numerical range".into(),
-            ));
-        }
-        return circle(add(cone.origin, scale(cone.z, height)), plane.z, radius);
-    }
-    if axial == 0.0 {
-        return Err(GeometryError::CoverageGap {
-            families: ["plane".into(), "cone".into()],
-        });
-    }
-    let height = dot(sub(plane.origin, cone.origin), plane.z) / axial;
-    let slope = semi_angle.tan();
-    let coefficient = axial * axial - slope * slope * tilt * tilt;
-    if coefficient <= 0.0 {
-        return Err(GeometryError::CoverageGap {
-            families: ["plane".into(), "cone".into()],
-        });
-    }
-    if height < 0.0 {
-        return Ok(GeometryResult::Empty);
-    }
-    if height == 0.0 {
-        return Ok(GeometryResult::Contact(cone.origin));
-    }
-    let cross_axis = unit(cross(plane.z, cone.z))?;
-    let down_slope = unit(cross(plane.z, cross_axis))?;
-    let center_shift = -slope * slope * height * tilt / coefficient;
-    let center = add(
-        add(cone.origin, scale(cone.z, height)),
-        scale(down_slope, center_shift),
-    );
-    let minor_radius = slope * height.abs() * axial.abs() / coefficient.sqrt();
-    let major_radius = minor_radius / coefficient.sqrt();
-    if !major_radius.is_finite() || !minor_radius.is_finite() || minor_radius <= 0.0 {
-        return Err(GeometryError::UnresolvedIntersection(
-            "plane/cone ellipse exceeds numerical range".into(),
-        ));
-    }
-    let frame = Frame3::from_axis(center, plane.z, down_slope)?;
-    Ok(GeometryResult::Curves(vec![(
-        CurveGeometry::Ellipse {
-            frame,
-            major_radius,
-            minor_radius,
-        },
-        Some(Interval::new(0.0, std::f64::consts::TAU)?),
-    )]))
-}
-
-fn parallel_cylinders(
-    a: Frame3,
-    ra: f64,
-    b: Frame3,
-    rb: f64,
-) -> Result<GeometryResult, GeometryError> {
-    if norm(cross(a.z, b.z)) != 0.0 {
-        return Err(GeometryError::CoverageGap {
-            families: ["cylinder".into(), "cylinder".into()],
-        });
-    }
-    let delta = sub(b.origin, a.origin);
-    let radial = sub(delta, scale(a.z, dot(delta, a.z)));
-    let distance = norm(radial);
-    if distance == 0.0 {
-        return Ok(if ra == rb {
-            GeometryResult::Coincident
-        } else {
-            GeometryResult::Empty
-        });
-    }
-    let projected_center = add(a.origin, radial);
-    let [outer, inner] = sphere_sphere_relation(a.origin, ra, projected_center, rb)?;
-    if outer == Sign::Positive || inner == Sign::Negative {
-        return Ok(GeometryResult::Empty);
-    }
-    let toward_b = unit(radial)?;
-    let along = 0.5 * (distance + (ra - rb) * (ra + rb) / distance);
-    let base = add(a.origin, scale(toward_b, along));
-    if outer == Sign::Zero || inner == Sign::Zero {
-        return Ok(GeometryResult::Curves(vec![(
-            CurveGeometry::Line {
-                origin: base,
-                direction: a.z,
-            },
-            None,
-        )]));
-    }
-    let half_separation_squared = (ra - along.abs()) * (ra + along.abs());
-    if half_separation_squared <= 0.0 {
-        return Err(GeometryError::UnresolvedIntersection(
-            "parallel-cylinder branch separation cancellation".into(),
-        ));
-    }
-    let lateral = unit(cross(a.z, toward_b))?;
-    let half_separation = half_separation_squared.sqrt();
-    Ok(GeometryResult::Curves(
-        [-1.0, 1.0]
-            .into_iter()
-            .map(|sense| {
-                (
-                    CurveGeometry::Line {
-                        origin: add(base, scale(lateral, sense * half_separation)),
-                        direction: a.z,
-                    },
-                    None,
-                )
-            })
-            .collect(),
-    ))
-}
-
-fn coaxial_cylinder_cone(
-    cylinder: Frame3,
-    radius: f64,
-    cone: Frame3,
-    semi_angle: f64,
-) -> Result<GeometryResult, GeometryError> {
-    if norm(cross(cylinder.z, cone.z)) != 0.0 {
-        return Err(GeometryError::CoverageGap {
-            families: ["cylinder".into(), "cone".into()],
-        });
-    }
-    let delta = sub(cylinder.origin, cone.origin);
-    if norm(sub(delta, scale(cone.z, dot(delta, cone.z)))) != 0.0 {
-        return Err(GeometryError::CoverageGap {
-            families: ["cylinder".into(), "cone".into()],
-        });
-    }
-    let height = radius / semi_angle.tan();
-    if !height.is_finite() || height <= 0.0 {
-        return Err(GeometryError::UnresolvedIntersection(
-            "coaxial cylinder/cone section exceeds numerical range".into(),
-        ));
-    }
-    circle(add(cone.origin, scale(cone.z, height)), cone.z, radius)
-}
-
-fn coaxial_sphere_cylinder(
-    sphere: Frame3,
-    sphere_radius: f64,
-    cylinder: Frame3,
-    cylinder_radius: f64,
-) -> Result<GeometryResult, GeometryError> {
-    let delta = sub(sphere.origin, cylinder.origin);
-    if norm(sub(delta, scale(cylinder.z, dot(delta, cylinder.z)))) != 0.0 {
-        return Err(GeometryError::CoverageGap {
-            families: ["sphere".into(), "cylinder".into()],
-        });
-    }
-    if cylinder_radius > sphere_radius {
-        return Ok(GeometryResult::Empty);
-    }
-    if cylinder_radius == sphere_radius {
-        return circle(sphere.origin, cylinder.z, cylinder_radius);
-    }
-    let half_height_squared = (sphere_radius - cylinder_radius) * (sphere_radius + cylinder_radius);
-    if half_height_squared <= 0.0 {
-        return Err(GeometryError::UnresolvedIntersection(
-            "sphere/cylinder branch separation cancellation".into(),
-        ));
-    }
-    let half_height = half_height_squared.sqrt();
-    let domain = Some(Interval::new(0.0, std::f64::consts::TAU)?);
-    let mut curves = Vec::with_capacity(2);
-    for sense in [-1.0, 1.0] {
-        let center = add(sphere.origin, scale(cylinder.z, sense * half_height));
-        let GeometryResult::Curves(mut circle) = circle(center, cylinder.z, cylinder_radius)?
-        else {
-            return Err(GeometryError::UnresolvedIntersection(
-                "sphere/cylinder circle construction returned a non-curve".into(),
-            ));
-        };
-        let mut curve = circle.pop().ok_or_else(|| {
-            GeometryError::UnresolvedIntersection("empty sphere/cylinder circle".into())
-        })?;
-        curve.1 = domain;
-        curves.push(curve);
-    }
-    Ok(GeometryResult::Curves(curves))
-}
-
-fn coaxial_sphere_cone(
-    sphere: Frame3,
-    sphere_radius: f64,
-    cone: Frame3,
-    semi_angle: f64,
-) -> Result<GeometryResult, GeometryError> {
-    let delta = sub(sphere.origin, cone.origin);
-    let center_height = dot(delta, cone.z);
-    if norm(sub(delta, scale(cone.z, center_height))) != 0.0 {
-        return Err(GeometryError::CoverageGap {
-            families: ["sphere".into(), "cone".into()],
-        });
-    }
-    let slope = semi_angle.tan();
-    let roots = quadratic(
-        1.0 + slope * slope,
-        -2.0 * center_height,
-        center_height * center_height - sphere_radius * sphere_radius,
-    )?;
-    let roots: Vec<f64> = match roots {
-        QuadraticRoots::Empty => Vec::new(),
-        QuadraticRoots::One(root) => vec![root],
-        QuadraticRoots::Two(roots) => roots.into(),
-        QuadraticRoots::IdenticallyZero => {
-            return Err(GeometryError::UnresolvedIntersection(
-                "sphere/cone equation is unexpectedly indeterminate".into(),
-            ))
-        }
-    };
-    let apex_contact = roots.contains(&0.0);
-    let circles = axial_circles(
-        cone.z,
-        roots
-            .into_iter()
-            .filter(|height| *height > 0.0)
-            .map(|height| (add(cone.origin, scale(cone.z, height)), slope * height)),
-    )?;
-    if !apex_contact {
-        return Ok(circles);
-    }
-    Ok(match circles {
-        GeometryResult::Empty => GeometryResult::Contact(cone.origin),
-        GeometryResult::Curves(curves) => GeometryResult::CurvesAndContacts {
-            curves,
-            contacts: vec![cone.origin],
-        },
-        _ => {
-            return Err(GeometryError::UnresolvedIntersection(
-                "sphere/cone apex classification produced an inconsistent result".into(),
-            ))
-        }
-    })
-}
-
-fn coaxial_cones(
-    a: Frame3,
-    angle_a: f64,
-    b: Frame3,
-    angle_b: f64,
-) -> Result<GeometryResult, GeometryError> {
-    if norm(cross(a.z, b.z)) != 0.0 {
-        return Err(GeometryError::CoverageGap {
-            families: ["cone".into(), "cone".into()],
-        });
-    }
-    let delta = sub(b.origin, a.origin);
-    let axial_offset = dot(delta, a.z);
-    if norm(sub(delta, scale(a.z, axial_offset))) != 0.0 {
-        return Err(GeometryError::CoverageGap {
-            families: ["cone".into(), "cone".into()],
-        });
-    }
-    let same_direction = dot(a.z, b.z) > 0.0;
-    if axial_offset == 0.0 {
-        return Ok(if same_direction && angle_a == angle_b {
-            GeometryResult::Coincident
-        } else {
-            GeometryResult::Contact(a.origin)
-        });
-    }
-    let ka = angle_a.tan();
-    let kb = angle_b.tan();
-    let height_a = if same_direction {
-        if ka == kb {
-            return Ok(GeometryResult::Empty);
-        }
-        kb * axial_offset / (kb - ka)
-    } else {
-        kb * axial_offset / (ka + kb)
-    };
-    let height_b = if same_direction {
-        height_a - axial_offset
-    } else {
-        axial_offset - height_a
-    };
-    if !height_a.is_finite() || !height_b.is_finite() {
-        return Err(GeometryError::UnresolvedIntersection(
-            "coaxial cone section exceeds numerical range".into(),
-        ));
-    }
-    if height_a < 0.0 || height_b < 0.0 {
-        return Ok(GeometryResult::Empty);
-    }
-    if height_a == 0.0 || height_b == 0.0 {
-        return Ok(GeometryResult::Contact(add(a.origin, scale(a.z, height_a))));
-    }
-    circle(add(a.origin, scale(a.z, height_a)), a.z, ka * height_a)
-}
-
-fn axial_circles(
-    normal: Point3,
-    sections: impl IntoIterator<Item = (Point3, f64)>,
-) -> Result<GeometryResult, GeometryError> {
-    let mut curves = Vec::new();
-    for (center, radius) in sections {
-        let GeometryResult::Curves(mut section) = circle(center, normal, radius)? else {
-            return Err(GeometryError::UnresolvedIntersection(
-                "axial circle construction returned a non-curve".into(),
-            ));
-        };
-        curves.append(&mut section);
-    }
-    Ok(if curves.is_empty() {
-        GeometryResult::Empty
-    } else {
-        GeometryResult::Curves(curves)
-    })
-}
-
-fn trig_roots(a: f64, b: f64, c: f64) -> Result<Vec<f64>, GeometryError> {
-    let amplitude = a.hypot(b);
-    if !amplitude.is_finite() || amplitude == 0.0 {
-        return Err(GeometryError::UnresolvedIntersection(
-            "degenerate trigonometric intersection equation".into(),
-        ));
-    }
-    let ratio = -c / amplitude;
-    if !ratio.is_finite() {
-        return Err(GeometryError::UnresolvedIntersection(
-            "trigonometric intersection equation exceeds numerical range".into(),
-        ));
-    }
-    if ratio.abs() > 1.0 {
-        return Ok(Vec::new());
-    }
-    let phase = b.atan2(a);
-    let delta = ratio.acos();
-    Ok(if delta == 0.0 || delta == std::f64::consts::PI {
-        vec![phase + delta]
-    } else {
-        vec![phase - delta, phase + delta]
-    })
-}
-
-fn plane_torus(
-    plane: Frame3,
-    torus: Frame3,
-    major_radius: f64,
-    minor_radius: f64,
-) -> Result<GeometryResult, GeometryError> {
-    let parallel = norm(cross(plane.z, torus.z)) == 0.0;
-    if parallel {
-        let height = dot(sub(plane.origin, torus.origin), torus.z);
-        if height.abs() > minor_radius {
-            return Ok(GeometryResult::Empty);
-        }
-        let center = add(torus.origin, scale(torus.z, height));
-        if height.abs() == minor_radius {
-            return axial_circles(plane.z, [(center, major_radius)]);
-        }
-        let radial = ((minor_radius - height.abs()) * (minor_radius + height.abs())).sqrt();
-        return axial_circles(
-            plane.z,
-            [
-                (center, major_radius - radial),
-                (center, major_radius + radial),
-            ],
-        );
-    }
-    if dot(plane.z, torus.z) == 0.0 && dot(sub(torus.origin, plane.origin), plane.z) == 0.0 {
-        let radial = unit(cross(plane.z, torus.z))?;
-        return axial_circles(
-            plane.z,
-            [
-                (add(torus.origin, scale(radial, major_radius)), minor_radius),
-                (
-                    add(torus.origin, scale(radial, -major_radius)),
-                    minor_radius,
-                ),
-            ],
-        );
-    }
-    Err(GeometryError::CoverageGap {
-        families: ["plane".into(), "torus".into()],
-    })
-}
-
-fn coaxial_sphere_torus(
-    sphere: Frame3,
-    sphere_radius: f64,
-    torus: Frame3,
-    major_radius: f64,
-    minor_radius: f64,
-) -> Result<GeometryResult, GeometryError> {
-    let local = torus.local(sphere.origin);
-    if local[0] != 0.0 || local[1] != 0.0 {
-        return Err(GeometryError::CoverageGap {
-            families: ["sphere".into(), "torus".into()],
-        });
-    }
-    let roots = trig_roots(
-        2.0 * major_radius * minor_radius,
-        -2.0 * local[2] * minor_radius,
-        major_radius * major_radius + minor_radius * minor_radius + local[2] * local[2]
-            - sphere_radius * sphere_radius,
-    )?;
-    axial_circles(
-        torus.z,
-        roots.into_iter().map(|v| {
-            let center = add(torus.origin, scale(torus.z, minor_radius * v.sin()));
-            (center, major_radius + minor_radius * v.cos())
-        }),
-    )
-}
-
-fn coaxial_cylinder_torus(
-    cylinder: Frame3,
-    cylinder_radius: f64,
-    torus: Frame3,
-    major_radius: f64,
-    minor_radius: f64,
-) -> Result<GeometryResult, GeometryError> {
-    if norm(cross(cylinder.z, torus.z)) != 0.0 {
-        return Err(GeometryError::CoverageGap {
-            families: ["cylinder".into(), "torus".into()],
-        });
-    }
-    let delta = sub(cylinder.origin, torus.origin);
-    if norm(sub(delta, scale(torus.z, dot(delta, torus.z)))) != 0.0 {
-        return Err(GeometryError::CoverageGap {
-            families: ["cylinder".into(), "torus".into()],
-        });
-    }
-    let roots = trig_roots(minor_radius, 0.0, major_radius - cylinder_radius)?;
-    axial_circles(
-        torus.z,
-        roots.into_iter().map(|v| {
-            (
-                add(torus.origin, scale(torus.z, minor_radius * v.sin())),
-                cylinder_radius,
-            )
-        }),
-    )
-}
-
-fn coaxial_cone_torus(
-    cone: Frame3,
-    semi_angle: f64,
-    torus: Frame3,
-    major_radius: f64,
-    minor_radius: f64,
-) -> Result<GeometryResult, GeometryError> {
-    if norm(cross(cone.z, torus.z)) != 0.0 || dot(cone.z, torus.z) < 0.0 {
-        return Err(GeometryError::CoverageGap {
-            families: ["cone".into(), "torus".into()],
-        });
-    }
-    let delta = sub(torus.origin, cone.origin);
-    let height = dot(delta, cone.z);
-    if norm(sub(delta, scale(cone.z, height))) != 0.0 {
-        return Err(GeometryError::CoverageGap {
-            families: ["cone".into(), "torus".into()],
-        });
-    }
-    let slope = semi_angle.tan();
-    let roots = trig_roots(
-        minor_radius,
-        -slope * minor_radius,
-        major_radius - slope * height,
-    )?;
-    axial_circles(
-        torus.z,
-        roots.into_iter().filter_map(|v| {
-            let z = height + minor_radius * v.sin();
-            (z >= 0.0).then(|| {
-                (
-                    add(torus.origin, scale(torus.z, minor_radius * v.sin())),
-                    major_radius + minor_radius * v.cos(),
-                )
-            })
-        }),
-    )
-}
-
-fn coaxial_tori(
-    a: Frame3,
-    major_a: f64,
-    minor_a: f64,
-    b: Frame3,
-    major_b: f64,
-    minor_b: f64,
-) -> Result<GeometryResult, GeometryError> {
-    if norm(cross(a.z, b.z)) != 0.0 {
-        return Err(GeometryError::CoverageGap {
-            families: ["torus".into(), "torus".into()],
-        });
-    }
-    let delta = sub(b.origin, a.origin);
-    let axial_offset = dot(delta, a.z);
-    if norm(sub(delta, scale(a.z, axial_offset))) != 0.0 {
-        return Err(GeometryError::CoverageGap {
-            families: ["torus".into(), "torus".into()],
-        });
-    }
-    if axial_offset == 0.0 && major_a == major_b && minor_a == minor_b {
-        return Ok(GeometryResult::Coincident);
-    }
-    let radial_offset = major_b - major_a;
-    let distance = radial_offset.hypot(axial_offset);
-    if distance == 0.0 {
-        return Ok(GeometryResult::Empty);
-    }
-    let [outer, inner] = sphere_sphere_relation(
-        [major_a, 0.0, 0.0],
-        minor_a,
-        [major_b, 0.0, axial_offset],
-        minor_b,
-    )?;
-    if outer == Sign::Positive || inner == Sign::Negative {
-        return Ok(GeometryResult::Empty);
-    }
-    let er = radial_offset / distance;
-    let ez = axial_offset / distance;
-    let along = 0.5 * (distance + (minor_a - minor_b) * (minor_a + minor_b) / distance);
-    let base_r = major_a + er * along;
-    let base_z = ez * along;
-    let sections = if outer == Sign::Zero || inner == Sign::Zero {
-        vec![(base_r, base_z)]
-    } else {
-        let half_squared = (minor_a - along.abs()) * (minor_a + along.abs());
-        if half_squared <= 0.0 {
-            return Err(GeometryError::UnresolvedIntersection(
-                "coaxial torus branch separation cancellation".into(),
-            ));
-        }
-        let half = half_squared.sqrt();
-        vec![
-            (base_r - ez * half, base_z + er * half),
-            (base_r + ez * half, base_z - er * half),
-        ]
-    };
-    axial_circles(
-        a.z,
-        sections
-            .into_iter()
-            .map(|(radius, z)| (add(a.origin, scale(a.z, z)), radius)),
-    )
-}
-
-fn chart_domain(surface: &SurfaceGeometry) -> Result<[Interval; 2], GeometryError> {
-    let chart = surface
-        .charts()
-        .first()
-        .ok_or_else(|| GeometryError::InvalidGeometry("surface has no parameter chart".into()))?;
-    Ok([
-        Interval::new(chart.domain[0][0], chart.domain[0][1])?,
-        Interval::new(chart.domain[1][0], chart.domain[1][1])?,
-    ])
-}
-
-fn finite_target_domain(
-    surface: &SurfaceGeometry,
-    source_bounds: PatchBounds,
-    margin: f64,
-) -> Result<[Interval; 2], GeometryError> {
-    if matches!(
-        surface,
-        SurfaceGeometry::Sphere { .. } | SurfaceGeometry::Torus { .. }
-    ) {
-        return chart_domain(surface);
-    }
-    let mut local_min = [f64::INFINITY; 3];
-    let mut local_max = [f64::NEG_INFINITY; 3];
-    let mut maximum_radius = 0.0_f64;
-    for mask in 0..8 {
-        let point = std::array::from_fn(|axis| {
-            if mask & (1 << axis) == 0 {
-                source_bounds.axes[axis].lo
-            } else {
-                source_bounds.axes[axis].hi
-            }
-        });
-        let local = surface.frame().local(point);
-        for axis in 0..3 {
-            local_min[axis] = local_min[axis].min(local[axis]);
-            local_max[axis] = local_max[axis].max(local[axis]);
-        }
-        maximum_radius = maximum_radius.max(norm(local));
-    }
-    let expanded = |lo: f64, hi: f64| Interval::new(lo - margin, hi + margin);
-    match surface {
-        SurfaceGeometry::Plane { .. } => Ok([
-            expanded(local_min[0], local_max[0])?,
-            expanded(local_min[1], local_max[1])?,
-        ]),
-        SurfaceGeometry::Cylinder { .. } => Ok([
-            Interval::new(0.0, std::f64::consts::TAU)?,
-            expanded(local_min[2], local_max[2])?,
-        ]),
-        SurfaceGeometry::Cone { .. } => Ok([
-            Interval::new(0.0, std::f64::consts::TAU)?,
-            Interval::new(0.0, maximum_radius + margin)?,
-        ]),
-        SurfaceGeometry::Sphere { .. } | SurfaceGeometry::Torus { .. } => unreachable!(),
-    }
-}
-
-fn universal_fallback(
-    store: &mut GeometryStore,
-    a: u32,
-    b: u32,
-    sa: &SurfaceGeometry,
-    sb: &SurfaceGeometry,
-    accuracy: Accuracy,
-    original: GeometryError,
-) -> Result<SsiResult, GeometryError> {
-    let source_side = if matches!(
-        sa,
-        SurfaceGeometry::Sphere { .. } | SurfaceGeometry::Torus { .. }
-    ) {
-        0
-    } else if matches!(
-        sb,
-        SurfaceGeometry::Sphere { .. } | SurfaceGeometry::Torus { .. }
-    ) {
-        1
-    } else {
-        return Err(original);
-    };
-    let mut domains = [chart_domain(sa)?, chart_domain(sb)?];
-    let source_bounds = store
-        .surface([a, b][source_side])?
-        .enclose(domains[source_side])?;
-    domains[1 - source_side] = finite_target_domain(
-        store.surface([a, b][1 - source_side])?,
-        source_bounds,
-        accuracy.intersection,
-    )?;
-    super::universal_ssi::intersect_patches_from(
-        store,
-        [a, b],
-        domains,
-        source_side,
-        accuracy,
-        super::intersection::SsiBudget::default(),
-    )
-}
-
-pub fn intersect_surfaces(
-    store: &mut GeometryStore,
-    a: u32,
-    b: u32,
-    accuracy: Accuracy,
-) -> Result<SsiResult, GeometryError> {
-    accuracy.validate()?;
-    let sa = store.surface(a)?.clone();
-    let sb = store.surface(b)?.clone();
-    sa.validate()?;
-    sb.validate()?;
-    let fast_intersection = (|| -> Result<GeometryResult, GeometryError> {
-        Ok(match (&sa, &sb) {
-            (SurfaceGeometry::Plane { frame: a }, SurfaceGeometry::Plane { frame: b }) => {
-                plane_plane(*a, *b, accuracy)?
-            }
-            (SurfaceGeometry::Plane { frame: p }, SurfaceGeometry::Sphere { frame: s, radius })
-            | (SurfaceGeometry::Sphere { frame: s, radius }, SurfaceGeometry::Plane { frame: p }) => {
-                plane_sphere(*p, *s, *radius)?
-            }
-            (
-                SurfaceGeometry::Plane { frame: p },
-                SurfaceGeometry::Cylinder { frame: c, radius },
-            )
-            | (
-                SurfaceGeometry::Cylinder { frame: c, radius },
-                SurfaceGeometry::Plane { frame: p },
-            ) => plane_cylinder(*p, *c, *radius)?,
-            (
-                SurfaceGeometry::Plane { frame: p },
-                SurfaceGeometry::Cone {
-                    frame: c,
-                    semi_angle,
-                },
-            )
-            | (
-                SurfaceGeometry::Cone {
-                    frame: c,
-                    semi_angle,
-                },
-                SurfaceGeometry::Plane { frame: p },
-            ) => plane_cone(*p, *c, *semi_angle)?,
-            (
-                SurfaceGeometry::Sphere {
-                    frame: a,
-                    radius: ra,
-                },
-                SurfaceGeometry::Sphere {
-                    frame: b,
-                    radius: rb,
-                },
-            ) => sphere_sphere(*a, *ra, *b, *rb)?,
-            (
-                SurfaceGeometry::Sphere {
-                    frame: sphere,
-                    radius: sphere_radius,
-                },
-                SurfaceGeometry::Cylinder {
-                    frame: cylinder,
-                    radius: cylinder_radius,
-                },
-            )
-            | (
-                SurfaceGeometry::Cylinder {
-                    frame: cylinder,
-                    radius: cylinder_radius,
-                },
-                SurfaceGeometry::Sphere {
-                    frame: sphere,
-                    radius: sphere_radius,
-                },
-            ) => coaxial_sphere_cylinder(*sphere, *sphere_radius, *cylinder, *cylinder_radius)?,
-            (
-                SurfaceGeometry::Sphere {
-                    frame: sphere,
-                    radius: sphere_radius,
-                },
-                SurfaceGeometry::Cone {
-                    frame: cone,
-                    semi_angle,
-                },
-            )
-            | (
-                SurfaceGeometry::Cone {
-                    frame: cone,
-                    semi_angle,
-                },
-                SurfaceGeometry::Sphere {
-                    frame: sphere,
-                    radius: sphere_radius,
-                },
-            ) => coaxial_sphere_cone(*sphere, *sphere_radius, *cone, *semi_angle)?,
-            (
-                SurfaceGeometry::Cylinder {
-                    frame: a,
-                    radius: ra,
-                },
-                SurfaceGeometry::Cylinder {
-                    frame: b,
-                    radius: rb,
-                },
-            ) => parallel_cylinders(*a, *ra, *b, *rb)?,
-            (
-                SurfaceGeometry::Cylinder {
-                    frame: cylinder,
-                    radius,
-                },
-                SurfaceGeometry::Cone {
-                    frame: cone,
-                    semi_angle,
-                },
-            )
-            | (
-                SurfaceGeometry::Cone {
-                    frame: cone,
-                    semi_angle,
-                },
-                SurfaceGeometry::Cylinder {
-                    frame: cylinder,
-                    radius,
-                },
-            ) => coaxial_cylinder_cone(*cylinder, *radius, *cone, *semi_angle)?,
-            (
-                SurfaceGeometry::Cone {
-                    frame: a,
-                    semi_angle: angle_a,
-                },
-                SurfaceGeometry::Cone {
-                    frame: b,
-                    semi_angle: angle_b,
-                },
-            ) => coaxial_cones(*a, *angle_a, *b, *angle_b)?,
-            (
-                SurfaceGeometry::Plane { frame: plane },
-                SurfaceGeometry::Torus {
-                    frame: torus,
-                    major_radius,
-                    minor_radius,
-                },
-            )
-            | (
-                SurfaceGeometry::Torus {
-                    frame: torus,
-                    major_radius,
-                    minor_radius,
-                },
-                SurfaceGeometry::Plane { frame: plane },
-            ) => plane_torus(*plane, *torus, *major_radius, *minor_radius)?,
-            (
-                SurfaceGeometry::Sphere {
-                    frame: sphere,
-                    radius: sphere_radius,
-                },
-                SurfaceGeometry::Torus {
-                    frame: torus,
-                    major_radius,
-                    minor_radius,
-                },
-            )
-            | (
-                SurfaceGeometry::Torus {
-                    frame: torus,
-                    major_radius,
-                    minor_radius,
-                },
-                SurfaceGeometry::Sphere {
-                    frame: sphere,
-                    radius: sphere_radius,
-                },
-            ) => coaxial_sphere_torus(
-                *sphere,
-                *sphere_radius,
-                *torus,
-                *major_radius,
-                *minor_radius,
-            )?,
-            (
-                SurfaceGeometry::Cylinder {
-                    frame: cylinder,
-                    radius: cylinder_radius,
-                },
-                SurfaceGeometry::Torus {
-                    frame: torus,
-                    major_radius,
-                    minor_radius,
-                },
-            )
-            | (
-                SurfaceGeometry::Torus {
-                    frame: torus,
-                    major_radius,
-                    minor_radius,
-                },
-                SurfaceGeometry::Cylinder {
-                    frame: cylinder,
-                    radius: cylinder_radius,
-                },
-            ) => coaxial_cylinder_torus(
-                *cylinder,
-                *cylinder_radius,
-                *torus,
-                *major_radius,
-                *minor_radius,
-            )?,
-            (
-                SurfaceGeometry::Cone {
-                    frame: cone,
-                    semi_angle,
-                },
-                SurfaceGeometry::Torus {
-                    frame: torus,
-                    major_radius,
-                    minor_radius,
-                },
-            )
-            | (
-                SurfaceGeometry::Torus {
-                    frame: torus,
-                    major_radius,
-                    minor_radius,
-                },
-                SurfaceGeometry::Cone {
-                    frame: cone,
-                    semi_angle,
-                },
-            ) => coaxial_cone_torus(*cone, *semi_angle, *torus, *major_radius, *minor_radius)?,
-            (
-                SurfaceGeometry::Torus {
-                    frame: a,
-                    major_radius: major_a,
-                    minor_radius: minor_a,
-                },
-                SurfaceGeometry::Torus {
-                    frame: b,
-                    major_radius: major_b,
-                    minor_radius: minor_b,
-                },
-            ) => coaxial_tori(*a, *major_a, *minor_a, *b, *major_b, *minor_b)?,
-        })
-    })();
-    let intersection = match fast_intersection {
-        Ok(intersection) => intersection,
-        Err(error @ GeometryError::CoverageGap { .. }) => {
-            return universal_fallback(store, a, b, &sa, &sb, accuracy, error)
-        }
-        Err(error) => return Err(error),
-    };
-    let (intersection, pending_contacts) = match intersection {
-        GeometryResult::CurvesAndContacts { curves, contacts } => {
-            (GeometryResult::Curves(curves), contacts)
-        }
-        intersection => (intersection, Vec::new()),
-    };
-    let mut result = SsiResult::default();
-    match intersection {
-        GeometryResult::Empty => {}
-        GeometryResult::Coincident => result.coincident = true,
-        GeometryResult::Contact(point) => {
-            for surface in [&sa, &sb] {
-                let uv = match surface.project(point, None) {
-                    Ok(uv) => uv,
-                    Err(GeometryError::SingularParameterization) if matches!(surface, SurfaceGeometry::Cone { frame, .. } if norm(sub(frame.origin, point)) <= accuracy.intersection) => {
-                        [0.0, 0.0]
-                    }
-                    Err(error) => return Err(error),
-                };
-                if norm(sub(surface.point_at(uv)?, point)) > accuracy.intersection {
-                    return Err(GeometryError::UnresolvedIntersection(
-                        "contact support residual exceeds budget".into(),
-                    ));
-                }
-            }
-            result.contacts.push(point);
-        }
-        GeometryResult::Curves(curves) => {
-            for (curve, domain) in curves {
-                let curve_id = u32::try_from(store.curves.len())
-                    .map_err(|_| GeometryError::LimitExceeded("SSI curves".into()))?;
-                let start = domain.map_or(0.0, |d| d.lo);
-                let point = curve.elementary_point(start)?;
-                let mut pcurves = [0; 2];
-                let mut pending = Vec::new();
-                for (i, (id, surface)) in [(a, &sa), (b, &sb)].into_iter().enumerate() {
-                    let uv = surface.project(point, None)?;
-                    let pcurve = if matches!(surface, SurfaceGeometry::Plane { .. })
-                        && matches!(curve, CurveGeometry::Line { .. })
-                    {
-                        let direction = curve.elementary_tangent(start)?;
-                        let frame = surface.frame();
-                        PcurveGeometry::Line2 {
-                            origin: uv,
-                            direction: [dot(direction, frame.x), dot(direction, frame.y)],
-                        }
-                    } else {
-                        let next =
-                            surface.project(curve.elementary_point(start + 0.01)?, Some(uv))?;
-                        let uv_rate = std::array::from_fn(|j| (next[j] - uv[j]) / 0.01);
-                        PcurveGeometry::ProjectedCurve {
-                            curve: curve_id,
-                            surface: id,
-                            chart: 0,
-                            uv_hint: uv,
-                            uv_rate,
-                            parameter_origin: start,
-                        }
-                    };
-                    pcurves[i] = u32::try_from(store.pcurves.len() + i)
-                        .map_err(|_| GeometryError::LimitExceeded("SSI pcurves".into()))?;
-                    pending.push(pcurve);
-                }
-                for t in [
-                    start,
-                    start + domain.map_or(1.0, |d| d.width()) * 0.25,
-                    start + domain.map_or(1.0, |d| d.width()) * 0.5,
-                ] {
-                    let p = curve.elementary_point(t)?;
-                    for surface in [&sa, &sb] {
-                        let uv = surface.project(p, None)?;
-                        if norm(sub(surface.point_at(uv)?, p)) > accuracy.intersection {
-                            return Err(GeometryError::UnresolvedIntersection(
-                                "intersection curve misses support".into(),
-                            ));
-                        }
-                    }
-                }
-                store.curves.push(curve);
-                store.pcurves.extend(pending);
-                result.curves.push(SsiCurve {
-                    curve: curve_id,
-                    pcurves,
-                    domain,
-                });
-            }
-        }
-        GeometryResult::CurvesAndContacts { .. } => {
-            return Err(GeometryError::InvalidGeometry(
-                "combined SSI result was not normalized".into(),
-            ))
-        }
-    }
-    for point in pending_contacts {
-        for surface in [&sa, &sb] {
-            let uv = match surface.project(point, None) {
-                Ok(uv) => uv,
-                Err(GeometryError::SingularParameterization) if matches!(surface, SurfaceGeometry::Cone { frame, .. } if norm(sub(frame.origin, point)) <= accuracy.intersection) => {
-                    [0.0, 0.0]
-                }
-                Err(error) => return Err(error),
-            };
-            if norm(sub(surface.point_at(uv)?, point)) > accuracy.intersection {
-                return Err(GeometryError::UnresolvedIntersection(
-                    "contact support residual exceeds budget".into(),
-                ));
-            }
-        }
-        result.contacts.push(point);
-    }
-    Ok(result)
-}
-
-#[cfg(test)]
-mod tests {
-    use super::*;
-    use crate::analytic::Curve;
-    fn accuracy() -> Accuracy {
-        Accuracy {
-            geometric: 1e-9,
-            intersection: 1e-10,
-            tessellation: 1e-3,
-            exchange: 1e-5,
-        }
-    }
-
-    fn assert_numerical_branches(store: &GeometryStore, result: &SsiResult) {
-        assert!(!result.curves.is_empty());
-        for branch in &result.curves {
-            let CurveGeometry::Intersection { definition } = store.curves[branch.curve as usize]
-            else {
-                panic!("expected a numerical intersection curve")
-            };
-            let support_ids = store.intersections[definition as usize].surfaces;
-            let domain = branch
-                .domain
-                .expect("numerical branch needs a finite domain");
-            for i in 0..=8 {
-                let t = domain.lo + domain.width() * i as f64 / 8.0;
-                let point = store.curve(branch.curve).unwrap().point_at(t).unwrap();
-                for side in 0..2 {
-                    let uv = store.pcurve_at(branch.pcurves[side], t).unwrap();
-                    assert!(
-                        norm(sub(
-                            store.surfaces[support_ids[side] as usize]
-                                .point_at(uv)
-                                .unwrap(),
-                            point
-                        )) <= accuracy().intersection
-                    );
-                }
-            }
-        }
-    }
-    #[test]
-    fn plane_sphere_emits_shared_curve_and_both_pcurves() {
-        let mut s = GeometryStore::new();
-        s.surfaces.push(SurfaceGeometry::Plane {
-            frame: Frame3 {
-                origin: [0.0, 0.0, 0.5],
-                ..Frame3::IDENTITY
-            },
-        });
-        s.surfaces.push(SurfaceGeometry::Sphere {
-            frame: Frame3::IDENTITY,
-            radius: 1.0,
-        });
-        let r = intersect_surfaces(&mut s, 0, 1, accuracy()).unwrap();
-        assert_eq!(r.curves.len(), 1);
-        let curve = &r.curves[0];
-        for i in 0..=32 {
-            let t = std::f64::consts::TAU * i as f64 / 32.0;
-            let p = s.curve(curve.curve).unwrap().point_at(t).unwrap();
-            for j in 0..2 {
-                let uv = s.pcurve_at(curve.pcurves[j], t).unwrap();
-                assert!(norm(sub(s.surfaces[j].point_at(uv).unwrap(), p)) < 1e-10);
-            }
-        }
-    }
-    #[test]
-    fn sphere_contacts_and_near_misses_do_not_become_polylines() {
-        for (distance, curves, contacts) in [
-            (1.0, 1, 0),
-            (2.0, 0, 1),
-            (2.0 + 1e-9, 0, 0),
-            (2.0 - 1e-9, 1, 0),
-        ] {
-            let mut s = GeometryStore::new();
-            s.surfaces = vec![
-                SurfaceGeometry::Sphere {
-                    frame: Frame3::IDENTITY,
-                    radius: 1.0,
-                },
-                SurfaceGeometry::Sphere {
-                    frame: Frame3 {
-                        origin: [distance, 0.0, 0.0],
-                        ..Frame3::IDENTITY
-                    },
-                    radius: 1.0,
-                },
-            ];
-            let r = intersect_surfaces(&mut s, 0, 1, accuracy()).unwrap();
-            assert_eq!(r.curves.len(), curves);
-            assert_eq!(r.contacts.len(), contacts);
-        }
-    }
-    #[test]
-    fn plane_plane_and_universal_torus_intersections_are_distinct() {
-        let mut s = GeometryStore::new();
-        s.surfaces = vec![
-            SurfaceGeometry::Plane {
-                frame: Frame3::IDENTITY,
-            },
-            SurfaceGeometry::Plane {
-                frame: Frame3::from_axis([0.0; 3], [1.0, 0.0, 0.0], [0.0, 1.0, 0.0]).unwrap(),
-            },
-            SurfaceGeometry::Torus {
-                frame: Frame3::IDENTITY,
-                major_radius: 2.0,
-                minor_radius: 0.5,
-            },
-            SurfaceGeometry::Torus {
-                frame: Frame3 {
-                    origin: [0.5, 0.0, 0.0],
-                    ..Frame3::IDENTITY
-                },
-                major_radius: 2.0,
-                minor_radius: 0.5,
-            },
-        ];
-        let r = intersect_surfaces(&mut s, 0, 1, accuracy()).unwrap();
-        assert!(matches!(
-            s.curves[r.curves[0].curve as usize],
-            CurveGeometry::Line { .. }
-        ));
-        let numerical = intersect_surfaces(&mut s, 2, 3, accuracy()).unwrap();
-        assert_numerical_branches(&s, &numerical);
-    }
-
-    #[test]
-    fn plane_cylinder_sections_cover_circle_ellipse_generators_and_tangency() {
-        let cylinder = SurfaceGeometry::Cylinder {
-            frame: Frame3::IDENTITY,
-            radius: 1.0,
-        };
-        let section = |frame: Frame3| {
-            let mut store = GeometryStore::new();
-            store.surfaces = vec![SurfaceGeometry::Plane { frame }, cylinder.clone()];
-            let result = intersect_surfaces(&mut store, 0, 1, accuracy()).unwrap();
-            (store, result)
-        };
-
-        let (circle_store, circle_result) = section(Frame3::IDENTITY);
-        assert_eq!(circle_result.curves.len(), 1);
-        assert!(matches!(
-            circle_store.curves[circle_result.curves[0].curve as usize],
-            CurveGeometry::Circle { .. }
-        ));
-
-        let diagonal = 0.5_f64.sqrt();
-        let oblique =
-            Frame3::from_axis([0.0; 3], [0.0, diagonal, diagonal], [1.0, 0.0, 0.0]).unwrap();
-        let (ellipse_store, ellipse_result) = section(oblique);
-        let CurveGeometry::Ellipse {
-            major_radius,
-            minor_radius,
-            ..
-        } = ellipse_store.curves[ellipse_result.curves[0].curve as usize]
-        else {
-            panic!("oblique section must be an ellipse")
-        };
-        assert!((major_radius - 2.0_f64.sqrt()).abs() < 1e-12);
-        assert!((minor_radius - 1.0).abs() < 1e-12);
-        for i in 0..=32 {
-            let t = std::f64::consts::TAU * i as f64 / 32.0;
-            let point = ellipse_store
-                .curve(ellipse_result.curves[0].curve)
-                .unwrap()
-                .point_at(t)
-                .unwrap();
-            for side in 0..2 {
-                let uv = ellipse_store
-                    .pcurve_at(ellipse_result.curves[0].pcurves[side], t)
-                    .unwrap();
-                assert!(
-                    norm(sub(
-                        ellipse_store.surfaces[side].point_at(uv).unwrap(),
-                        point
-                    )) < 1e-10
-                );
-            }
-        }
-
-        let parallel =
-            |x| Frame3::from_axis([x, 0.0, 0.0], [1.0, 0.0, 0.0], [0.0, 1.0, 0.0]).unwrap();
-        assert_eq!(section(parallel(0.0)).1.curves.len(), 2);
-        assert_eq!(section(parallel(1.0)).1.curves.len(), 1);
-        let outside = section(parallel(1.0 + 1e-9)).1;
-        assert!(outside.curves.is_empty() && outside.contacts.is_empty());
-    }
-
-    #[test]
-    fn parallel_cylinders_cover_two_generators_tangency_coaxial_and_gap() {
-        let intersect = |origin: Point3, radius: f64, axis: Point3| {
-            let mut store = GeometryStore::new();
-            store.surfaces = vec![
-                SurfaceGeometry::Cylinder {
-                    frame: Frame3::IDENTITY,
-                    radius: 1.0,
-                },
-                SurfaceGeometry::Cylinder {
-                    frame: Frame3::from_axis(origin, axis, [1.0, 0.0, 0.0]).unwrap(),
-                    radius,
-                },
-            ];
-            let result = intersect_surfaces(&mut store, 0, 1, accuracy());
-            (store, result)
-        };
-
-        let (store, Ok(two)) = intersect([1.0, 0.0, 3.0], 1.0, [0.0, 0.0, -1.0]) else {
-            panic!("parallel cylinders should intersect")
-        };
-        assert_eq!(two.curves.len(), 2);
-        for branch in two.curves {
-            for t in [-3.0, 0.0, 4.0] {
-                let point = store.curve(branch.curve).unwrap().point_at(t).unwrap();
-                for side in 0..2 {
-                    let uv = store.pcurve_at(branch.pcurves[side], t).unwrap();
-                    assert!(norm(sub(store.surfaces[side].point_at(uv).unwrap(), point)) < 1e-10);
-                }
-            }
-        }
-
-        assert_eq!(
-            intersect([2.0, 0.0, 0.0], 1.0, [0.0, 0.0, 1.0])
-                .1
-                .unwrap()
-                .curves
-                .len(),
-            1
-        );
-        assert!(
-            intersect([0.0, 0.0, 2.0], 1.0, [0.0, 0.0, -1.0])
-                .1
-                .unwrap()
-                .coincident
-        );
-        assert!(intersect([3.0, 0.0, 0.0], 1.0, [0.0, 0.0, 1.0])
-            .1
-            .unwrap()
-            .curves
-            .is_empty());
-        assert!(matches!(
-            intersect([1.0, 0.0, 0.0], 1.0, [0.0, 1.0, 1.0]).1,
-            Err(GeometryError::CoverageGap { .. })
-        ));
-    }
-
-    #[test]
-    fn coaxial_cylinder_cone_and_cone_pairs_are_classified_without_faceting() {
-        let mut cylinder_cone = GeometryStore::new();
-        cylinder_cone.surfaces = vec![
-            SurfaceGeometry::Cylinder {
-                frame: Frame3 {
-                    origin: [0.0, 0.0, -7.0],
-                    ..Frame3::IDENTITY
-                },
-                radius: 2.0,
-            },
-            SurfaceGeometry::Cone {
-                frame: Frame3::IDENTITY,
-                semi_angle: std::f64::consts::FRAC_PI_4,
-            },
-        ];
-        let section = intersect_surfaces(&mut cylinder_cone, 0, 1, accuracy()).unwrap();
-        assert_eq!(section.curves.len(), 1);
-        let CurveGeometry::Circle { frame, radius } =
-            cylinder_cone.curves[section.curves[0].curve as usize]
-        else {
-            panic!("coaxial cylinder/cone intersection must be a circle")
-        };
-        assert!((radius - 2.0).abs() < 1e-12);
-        assert!(norm(sub(frame.origin, [0.0, 0.0, 2.0])) < 1e-12);
-
-        let cone = |origin, axis, semi_angle| SurfaceGeometry::Cone {
-            frame: Frame3::from_axis(origin, axis, [1.0, 0.0, 0.0]).unwrap(),
-            semi_angle,
-        };
-        let intersect = |a: SurfaceGeometry, b: SurfaceGeometry| {
-            let mut store = GeometryStore::new();
-            store.surfaces = vec![a, b];
-            intersect_surfaces(&mut store, 0, 1, accuracy()).unwrap()
-        };
-        assert!(
-            intersect(
-                cone([0.0; 3], [0.0, 0.0, 1.0], 0.4),
-                cone([0.0; 3], [0.0, 0.0, 1.0], 0.4),
-            )
-            .coincident
-        );
-        let apex_contact = intersect(
-            cone([0.0; 3], [0.0, 0.0, 1.0], 0.3),
-            cone([0.0; 3], [0.0, 0.0, 1.0], 0.6),
-        );
-        assert_eq!(apex_contact.contacts, vec![[0.0; 3]]);
-        let opposed = intersect(
-            cone([0.0; 3], [0.0, 0.0, 1.0], 0.4),
-            cone([0.0, 0.0, 4.0], [0.0, 0.0, -1.0], 0.4),
-        );
-        assert_eq!(opposed.curves.len(), 1);
-    }
-
-    #[test]
-    fn perpendicular_plane_cone_sections_keep_circle_and_apex_contact() {
-        let section = |height: f64| {
-            let mut store = GeometryStore::new();
-            store.surfaces = vec![
-                SurfaceGeometry::Plane {
-                    frame: Frame3 {
-                        origin: [0.0, 0.0, height],
-                        ..Frame3::IDENTITY
-                    },
-                },
-                SurfaceGeometry::Cone {
-                    frame: Frame3::IDENTITY,
-                    semi_angle: std::f64::consts::FRAC_PI_4,
-                },
-            ];
-            let result = intersect_surfaces(&mut store, 0, 1, accuracy()).unwrap();
-            (store, result)
-        };
-        let (store, positive) = section(2.0);
-        let CurveGeometry::Circle { radius, .. } = store.curves[positive.curves[0].curve as usize]
-        else {
-            panic!("perpendicular plane/cone section must be a circle")
-        };
-        assert!((radius - 2.0).abs() < 1e-12);
-        assert_eq!(section(0.0).1.contacts, vec![[0.0; 3]]);
-        assert!(section(-1.0).1.curves.is_empty());
-
-        let mut oblique = GeometryStore::new();
-        oblique.surfaces = vec![
-            SurfaceGeometry::Plane {
-                frame: Frame3::from_axis([0.0, 0.0, 1.0], [0.0, 1.0, 1.0], [1.0, 0.0, 0.0])
-                    .unwrap(),
-            },
-            SurfaceGeometry::Cone {
-                frame: Frame3::IDENTITY,
-                semi_angle: 0.4,
-            },
-        ];
-        let ellipse = intersect_surfaces(&mut oblique, 0, 1, accuracy()).unwrap();
-        assert!(matches!(
-            oblique.curves[ellipse.curves[0].curve as usize],
-            CurveGeometry::Ellipse { .. }
-        ));
-        for i in 0..=32 {
-            let t = std::f64::consts::TAU * i as f64 / 32.0;
-            let point = oblique
-                .curve(ellipse.curves[0].curve)
-                .unwrap()
-                .point_at(t)
-                .unwrap();
-            for side in 0..2 {
-                let uv = oblique
-                    .pcurve_at(ellipse.curves[0].pcurves[side], t)
-                    .unwrap();
-                assert!(norm(sub(oblique.surfaces[side].point_at(uv).unwrap(), point)) < 1e-10);
-            }
-        }
-
-        let mut hyperbolic = GeometryStore::new();
-        hyperbolic.surfaces = vec![
-            SurfaceGeometry::Plane {
-                frame: Frame3::from_axis([0.0, 0.0, 1.0], [0.0, 1.0, 0.1], [1.0, 0.0, 0.0])
-                    .unwrap(),
-            },
-            SurfaceGeometry::Cone {
-                frame: Frame3::IDENTITY,
-                semi_angle: 0.4,
-            },
-        ];
-        assert!(matches!(
-            intersect_surfaces(&mut hyperbolic, 0, 1, accuracy()),
-            Err(GeometryError::CoverageGap { .. })
-        ));
-    }
-
-    #[test]
-    fn coaxial_sphere_cylinder_has_two_circles_tangent_circle_or_empty() {
-        let intersect = |sphere_origin: Point3, cylinder_origin: Point3, cylinder_radius: f64| {
-            let mut store = GeometryStore::new();
-            store.surfaces = vec![
-                SurfaceGeometry::Sphere {
-                    frame: Frame3 {
-                        origin: sphere_origin,
-                        ..Frame3::IDENTITY
-                    },
-                    radius: 2.0,
-                },
-                SurfaceGeometry::Cylinder {
-                    frame: Frame3 {
-                        origin: cylinder_origin,
-                        ..Frame3::IDENTITY
-                    },
-                    radius: cylinder_radius,
-                },
-            ];
-            let result = intersect_surfaces(&mut store, 0, 1, accuracy());
-            (store, result)
-        };
-        let (store, Ok(two)) = intersect([0.0, 0.0, 3.0], [0.0; 3], 1.0) else {
-            panic!("coaxial sphere/cylinder should intersect")
-        };
-        assert_eq!(two.curves.len(), 2);
-        for branch in two.curves {
-            for i in 0..=16 {
-                let t = std::f64::consts::TAU * i as f64 / 16.0;
-                let point = store.curve(branch.curve).unwrap().point_at(t).unwrap();
-                for side in 0..2 {
-                    let uv = store.pcurve_at(branch.pcurves[side], t).unwrap();
-                    assert!(norm(sub(store.surfaces[side].point_at(uv).unwrap(), point)) < 1e-10);
-                }
-            }
-        }
-        assert_eq!(
-            intersect([0.0; 3], [0.0, 0.0, 9.0], 2.0)
-                .1
-                .unwrap()
-                .curves
-                .len(),
-            1
-        );
-        assert!(intersect([0.0; 3], [0.0; 3], 3.0)
-            .1
-            .unwrap()
-            .curves
-            .is_empty());
-        let (store, result) = intersect([0.1, 0.0, 0.0], [0.0; 3], 1.0);
-        assert_numerical_branches(&store, &result.unwrap());
-    }
-
-    #[test]
-    fn coaxial_sphere_cone_classifies_two_single_and_empty_sections() {
-        let intersect = |center_height: f64, radius: f64| {
-            let mut store = GeometryStore::new();
-            store.surfaces = vec![
-                SurfaceGeometry::Sphere {
-                    frame: Frame3 {
-                        origin: [0.0, 0.0, center_height],
-                        ..Frame3::IDENTITY
-                    },
-                    radius,
-                },
-                SurfaceGeometry::Cone {
-                    frame: Frame3::IDENTITY,
-                    semi_angle: std::f64::consts::FRAC_PI_4,
-                },
-            ];
-            let result = intersect_surfaces(&mut store, 0, 1, accuracy());
-            (store, result)
-        };
-        let (store, Ok(two)) = intersect(3.0, 2.5) else {
-            panic!("coaxial sphere/cone should intersect twice")
-        };
-        assert_eq!(two.curves.len(), 2);
-        for branch in two.curves {
-            for i in 0..=16 {
-                let t = std::f64::consts::TAU * i as f64 / 16.0;
-                let point = store.curve(branch.curve).unwrap().point_at(t).unwrap();
-                for side in 0..2 {
-                    let uv = store.pcurve_at(branch.pcurves[side], t).unwrap();
-                    assert!(norm(sub(store.surfaces[side].point_at(uv).unwrap(), point)) < 1e-10);
-                }
-            }
-        }
-        assert_eq!(intersect(0.0, 1.0).1.unwrap().curves.len(), 1);
-        assert!(intersect(3.0, 1.0).1.unwrap().curves.is_empty());
-        let (_, apex) = intersect(3.0, 3.0);
-        let apex = apex.unwrap();
-        assert_eq!(apex.curves.len(), 1);
-        assert_eq!(apex.contacts, vec![[0.0; 3]]);
-    }
-
-    #[test]
-    fn torus_special_sections_cover_plane_sphere_cylinder_and_cone() {
-        let torus = SurfaceGeometry::Torus {
-            frame: Frame3::IDENTITY,
-            major_radius: 3.0,
-            minor_radius: 1.0,
-        };
-        let assert_curves = |other: SurfaceGeometry, expected: usize| {
-            let mut store = GeometryStore::new();
-            store.surfaces = vec![other, torus.clone()];
-            let result = intersect_surfaces(&mut store, 0, 1, accuracy()).unwrap();
-            assert_eq!(result.curves.len(), expected);
-            for branch in &result.curves {
-                assert!(matches!(
-                    store.curves[branch.curve as usize],
-                    CurveGeometry::Circle { .. }
-                ));
-                for i in 0..=16 {
-                    let t = std::f64::consts::TAU * i as f64 / 16.0;
-                    let point = store.curve(branch.curve).unwrap().point_at(t).unwrap();
-                    for side in 0..2 {
-                        let uv = store.pcurve_at(branch.pcurves[side], t).unwrap();
-                        assert!(
-                            norm(sub(store.surfaces[side].point_at(uv).unwrap(), point)) < 1e-10
-                        );
-                    }
-                }
-            }
-            store
-        };
-
-        let horizontal = assert_curves(
-            SurfaceGeometry::Plane {
-                frame: Frame3::IDENTITY,
-            },
-            2,
-        );
-        let mut radii: Vec<_> = horizontal
-            .curves
-            .iter()
-            .filter_map(|curve| match curve {
-                CurveGeometry::Circle { radius, .. } => Some(*radius),
-                _ => None,
-            })
-            .collect();
-        radii.sort_by(f64::total_cmp);
-        assert_eq!(radii, vec![2.0, 4.0]);
-        assert_curves(
-            SurfaceGeometry::Plane {
-                frame: Frame3 {
-                    origin: [0.0, 0.0, 1.0],
-                    ..Frame3::IDENTITY
-                },
-            },
-            1,
-        );
-        assert_curves(
-            SurfaceGeometry::Plane {
-                frame: Frame3::from_axis([0.0; 3], [1.0, 0.0, 0.0], [0.0, 1.0, 0.0]).unwrap(),
-            },
-            2,
-        );
-        assert_curves(
-            SurfaceGeometry::Sphere {
-                frame: Frame3::IDENTITY,
-                radius: 10.0_f64.sqrt(),
-            },
-            2,
-        );
-        assert_curves(
-            SurfaceGeometry::Cylinder {
-                frame: Frame3::IDENTITY,
-                radius: 3.0,
-            },
-            2,
-        );
-        assert_curves(
-            SurfaceGeometry::Cone {
-                frame: Frame3 {
-                    origin: [0.0, 0.0, -3.0],
-                    ..Frame3::IDENTITY
-                },
-                semi_angle: std::f64::consts::FRAC_PI_4,
-            },
-            2,
-        );
-        assert_curves(
-            SurfaceGeometry::Torus {
-                frame: Frame3 {
-                    origin: [0.0, 0.0, 1.0],
-                    ..Frame3::IDENTITY
-                },
-                major_radius: 3.0,
-                minor_radius: 1.0,
-            },
-            2,
-        );
-        assert_curves(
-            SurfaceGeometry::Torus {
-                frame: Frame3 {
-                    origin: [0.0, 0.0, 2.0],
-                    ..Frame3::IDENTITY
-                },
-                major_radius: 3.0,
-                minor_radius: 1.0,
-            },
-            1,
-        );
-
-        let mut coincident = GeometryStore::new();
-        coincident.surfaces = vec![torus.clone(), torus.clone()];
-        assert!(
-            intersect_surfaces(&mut coincident, 0, 1, accuracy())
-                .unwrap()
-                .coincident
-        );
-        let mut skew = GeometryStore::new();
-        skew.surfaces = vec![
-            torus,
-            SurfaceGeometry::Torus {
-                frame: Frame3 {
-                    origin: [0.5, 0.0, 0.0],
-                    ..Frame3::IDENTITY
-                },
-                major_radius: 3.0,
-                minor_radius: 1.0,
-            },
-        ];
-        let numerical = intersect_surfaces(&mut skew, 0, 1, accuracy()).unwrap();
-        assert_numerical_branches(&skew, &numerical);
-    }
-
-    #[test]
-    fn canonical_fast_dispatch_covers_all_fifteen_unordered_family_pairs() {
-        let families = vec![
-            SurfaceGeometry::Plane {
-                frame: Frame3::IDENTITY,
-            },
-            SurfaceGeometry::Sphere {
-                frame: Frame3::IDENTITY,
-                radius: 1.0,
-            },
-            SurfaceGeometry::Cylinder {
-                frame: Frame3::IDENTITY,
-                radius: 1.0,
-            },
-            SurfaceGeometry::Cone {
-                frame: Frame3::IDENTITY,
-                semi_angle: 0.4,
-            },
-            SurfaceGeometry::Torus {
-                frame: Frame3::IDENTITY,
-                major_radius: 3.0,
-                minor_radius: 0.5,
-            },
-        ];
-        let mut count = 0;
-        for i in 0..families.len() {
-            for j in i..families.len() {
-                let mut store = GeometryStore::new();
-                store.surfaces = vec![families[i].clone(), families[j].clone()];
-                intersect_surfaces(&mut store, 0, 1, accuracy())
-                    .unwrap_or_else(|error| panic!("family pair {i}/{j}: {error}"));
-                count += 1;
-            }
-        }
-        assert_eq!(count, 15);
-    }
-}
diff --git a/main/opengeometry/src/analytic/tessellation.rs b/main/opengeometry/src/analytic/tessellation.rs
deleted file mode 100644
index 4798e3c..0000000
--- a/main/opengeometry/src/analytic/tessellation.rs
+++ /dev/null
@@ -1,2005 +0,0 @@
-use super::{
-    geometry::{cross, dot, norm, scale, sub, Surface},
-    topology::{BrepEnvelope, EdgeGeometry, Face, Orientation},
-    Curve, CurveGeometry, GeometryError, Point3, SurfaceGeometry,
-};
-use crate::math::interval::Interval;
-use std::{
-    collections::{HashMap, HashSet, VecDeque},
-    hash::{DefaultHasher, Hasher},
-    io::Write,
-    sync::Arc,
-};
-
-#[derive(Clone, Debug)]
-pub struct Tessellation {
-    pub positions: Vec<f64>,
-    pub normals: Vec<f32>,
-    pub indices: Vec<u32>,
-    pub triangle_face_ids: Vec<u32>,
-    pub outline_positions: Vec<f64>,
-    pub outline_edge_ids: Vec<u32>,
-    pub revision: u64,
-    pub achieved_deflection: f64,
-}
-impl Tessellation {
-    fn new(revision: u64, deflection: f64) -> Self {
-        Self {
-            positions: Vec::new(),
-            normals: Vec::new(),
-            indices: Vec::new(),
-            triangle_face_ids: Vec::new(),
-            outline_positions: Vec::new(),
-            outline_edge_ids: Vec::new(),
-            revision,
-            achieved_deflection: deflection,
-        }
-    }
-    fn vertex(&mut self, p: Point3, n: Point3) -> Result<u32, GeometryError> {
-        if p.into_iter().chain(n).any(|v| !v.is_finite()) {
-            return Err(GeometryError::InvalidGeometry(
-                "nonfinite tessellation output".into(),
-            ));
-        }
-        let id = u32::try_from(self.positions.len() / 3)
-            .map_err(|_| GeometryError::LimitExceeded("tessellation vertices".into()))?;
-        self.positions.extend(p);
-        self.normals.extend(n.map(|v| v as f32));
-        Ok(id)
-    }
-    fn point(&self, id: u32) -> Point3 {
-        let i = id as usize * 3;
-        [
-            self.positions[i],
-            self.positions[i + 1],
-            self.positions[i + 2],
-        ]
-    }
-    fn triangle(
-        &mut self,
-        mut ids: [u32; 3],
-        face: u32,
-        normal: Point3,
-        max_triangles: usize,
-    ) -> Result<(), GeometryError> {
-        let [a, b, c] = ids.map(|id| self.point(id));
-        let direction = cross(sub(b, a), sub(c, a));
-        if direction.iter().any(|v| !v.is_finite()) {
-            return Err(GeometryError::UnresolvedTessellation(
-                "triangle orientation exceeds arithmetic range".into(),
-            ));
-        }
-        if norm(direction) == 0.0 {
-            return Ok(());
-        }
-        if self.triangle_face_ids.len() >= max_triangles {
-            return Err(GeometryError::LimitExceeded(
-                "tessellation triangles".into(),
-            ));
-        }
-        let orientation = dot(direction, normal);
-        if !orientation.is_finite() || orientation == 0.0 {
-            return Err(GeometryError::UnresolvedTessellation(
-                "triangle orientation could not be resolved".into(),
-            ));
-        }
-        if orientation < 0.0 {
-            ids.swap(1, 2);
-        }
-        self.indices.extend(ids);
-        self.triangle_face_ids.push(face);
-        Ok(())
-    }
-    fn bytes(&self) -> usize {
-        self.positions.len() * 8
-            + self.normals.len() * 4
-            + self.indices.len() * 4
-            + self.triangle_face_ids.len() * 4
-            + self.outline_positions.len() * 8
-            + self.outline_edge_ids.len() * 4
-    }
-}
-
-struct Rect {
-    halfedges: [u32; 4],
-}
-fn rectangle(brep: &BrepEnvelope, face: &Face) -> Result<Rect, GeometryError> {
-    let [u, v] = face.trim.uv_bounds;
-    let mut sides = [None; 4];
-    let start = brep.topology.loops[face.trim.outer as usize].start_halfedge;
-    let mut current = start;
-    let mut count = 0;
-    for _ in 0..128 {
-        let h = &brep.topology.halfedges[current as usize];
-        let edge = &brep.topology.edges[h.edge as usize];
-        let range = edge.geometry.range();
-        let pcurve = h
-            .geometry_use
-            .pcurve
-            .ok_or_else(|| GeometryError::InvalidTopology("missing face pcurve".into()))?;
-        if !matches!(
-            brep.geometry.pcurves[pcurve as usize],
-            super::topology::PcurveGeometry::Line2 { .. }
-        ) {
-            return Err(GeometryError::UnsupportedGeometry(
-                "nonrectangular curved face trimming".into(),
-            ));
-        }
-        let periods =
-            brep.geometry.surface(face.surface)?.charts()[face.trim.chart as usize].periods;
-        let lifted = |uv: [f64; 2]| {
-            std::array::from_fn(|j| {
-                uv[j]
-                    + periods[j].map_or(0.0, |period| {
-                        period * h.geometry_use.periodic_lift[j] as f64
-                    })
-            })
-        };
-        let a: [f64; 2] = lifted(brep.geometry.pcurve_at(pcurve, range.lo)?);
-        let b: [f64; 2] = lifted(brep.geometry.pcurve_at(pcurve, range.hi)?);
-        let close = |x: f64, y: f64| (x - y).abs() <= 1e-12;
-        let covers_u =
-            (close(a[0], u.lo) && close(b[0], u.hi)) || (close(a[0], u.hi) && close(b[0], u.lo));
-        let covers_v =
-            (close(a[1], v.lo) && close(b[1], v.hi)) || (close(a[1], v.hi) && close(b[1], v.lo));
-        let side = if covers_u && close(a[1], v.lo) && close(b[1], v.lo) {
-            0
-        } else if covers_v && close(a[0], u.hi) && close(b[0], u.hi) {
-            1
-        } else if covers_u && close(a[1], v.hi) && close(b[1], v.hi) {
-            2
-        } else if covers_v && close(a[0], u.lo) && close(b[0], u.lo) {
-            3
-        } else {
-            return Err(GeometryError::UnsupportedGeometry(
-                "curved trim is not a chart rectangle".into(),
-            ));
-        };
-        if sides[side].replace(current).is_some() {
-            return Err(GeometryError::UnsupportedGeometry(
-                "repeated rectangle boundary".into(),
-            ));
-        }
-        count += 1;
-        current = h
-            .next
-            .ok_or_else(|| GeometryError::InvalidTopology("open face loop".into()))?;
-        if current == start {
-            break;
-        }
-    }
-    if count != 4 || sides.iter().any(Option::is_none) {
-        return Err(GeometryError::UnsupportedGeometry(
-            "curved trim is not a four-sided rectangle".into(),
-        ));
-    }
-    Ok(Rect {
-        halfedges: [
-            sides[0].ok_or_else(|| GeometryError::InvalidTopology("bottom edge missing".into()))?,
-            sides[1].ok_or_else(|| GeometryError::InvalidTopology("right edge missing".into()))?,
-            sides[2].ok_or_else(|| GeometryError::InvalidTopology("top edge missing".into()))?,
-            sides[3].ok_or_else(|| GeometryError::InvalidTopology("left edge missing".into()))?,
-        ],
-    })
-}
-
-fn count(value: f64, minimum: usize, max_triangles: usize) -> Result<usize, GeometryError> {
-    let value = value.ceil().max(minimum as f64);
-    if !value.is_finite() || value > max_triangles as f64 {
-        return Err(GeometryError::LimitExceeded(
-            "tessellation subdivisions".into(),
-        ));
-    }
-    Ok(value as usize)
-}
-fn grid_size(
-    surface: &SurfaceGeometry,
-    bounds: [Interval; 2],
-    error: f64,
-    max_triangles: usize,
-) -> Result<[usize; 2], GeometryError> {
-    let u = bounds[0].width();
-    let v = bounds[1].width();
-    let (nu, nv) = match surface {
-        SurfaceGeometry::Cylinder { radius, .. } => (
-            count(u * (radius / (8.0 * error)).sqrt(), 3, max_triangles)?,
-            1,
-        ),
-        SurfaceGeometry::Cone { semi_angle, .. } => (
-            count(
-                u * (bounds[1].hi * semi_angle.tan() / (8.0 * error)).sqrt(),
-                3,
-                max_triangles,
-            )?,
-            1,
-        ),
-        SurfaceGeometry::Sphere { radius, .. } => (
-            count(u * (2.0 * radius / error).sqrt(), 3, max_triangles)?,
-            count(v * (2.0 * radius / error).sqrt(), 2, max_triangles)?,
-        ),
-        SurfaceGeometry::Torus {
-            major_radius: r,
-            minor_radius: a,
-            ..
-        } => (
-            count(u * ((r + 2.0 * a) / error).sqrt(), 3, max_triangles)?,
-            count(v * (2.0 * a / error).sqrt(), 3, max_triangles)?,
-        ),
-        SurfaceGeometry::Plane { .. } => {
-            return Err(GeometryError::InvalidGeometry(
-                "plane does not use a curved grid".into(),
-            ))
-        }
-    };
-    if nu
-        .checked_mul(nv)
-        .and_then(|n| n.checked_mul(2))
-        .is_none_or(|n| n > max_triangles)
-    {
-        return Err(GeometryError::LimitExceeded(
-            "tessellation grid triangles".into(),
-        ));
-    }
-    Ok([nu, nv])
-}
-
-fn point_segment_distance(point: Point3, a: Point3, b: Point3) -> f64 {
-    let chord = sub(b, a);
-    let length_squared = dot(chord, chord);
-    if length_squared == 0.0 {
-        return norm(sub(point, a));
-    }
-    let parameter = (dot(sub(point, a), chord) / length_squared).clamp(0.0, 1.0);
-    norm(sub(
-        point,
-        [
-            a[0] + parameter * chord[0],
-            a[1] + parameter * chord[1],
-            a[2] + parameter * chord[2],
-        ],
-    ))
-}
-
-fn bounds_chord_deviation(bounds: super::geometry::PatchBounds, a: Point3, b: Point3) -> f64 {
-    let mut maximum: f64 = 0.0;
-    for mask in 0..8 {
-        let corner = std::array::from_fn(|axis| {
-            if mask & (1 << axis) == 0 {
-                bounds.axes[axis].lo
-            } else {
-                bounds.axes[axis].hi
-            }
-        });
-        maximum = maximum.max(point_segment_distance(corner, a, b));
-    }
-    maximum
-}
-
-#[cfg(test)]
-fn bounded_curve_count(
-    curve: &impl Curve,
-    range: Interval,
-    error: f64,
-    max_segments: usize,
-) -> Result<usize, GeometryError> {
-    let mut stack = vec![(range, 0usize)];
-    let mut maximum_depth = 0usize;
-    let mut visits = 0usize;
-    while let Some((interval, depth)) = stack.pop() {
-        visits = visits
-            .checked_add(1)
-            .ok_or_else(|| GeometryError::LimitExceeded("curve tessellation visits".into()))?;
-        if visits > max_segments.saturating_mul(2) {
-            return Err(GeometryError::LimitExceeded(
-                "curve tessellation visits".into(),
-            ));
-        }
-        let a = curve.point_at(interval.lo)?;
-        let b = curve.point_at(interval.hi)?;
-        if bounds_chord_deviation(curve.enclose(interval)?, a, b) <= error {
-            maximum_depth = maximum_depth.max(depth);
-            continue;
-        }
-        if depth >= usize::BITS as usize - 1 || (1usize << (depth + 1)) > max_segments {
-            return Err(GeometryError::LimitExceeded(
-                "curve tessellation segments".into(),
-            ));
-        }
-        let midpoint = interval.midpoint();
-        let left = Interval::new(interval.lo, midpoint)?;
-        let right = Interval::new(midpoint, interval.hi)?;
-        stack.push((right, depth + 1));
-        stack.push((left, depth + 1));
-    }
-    Ok(1usize << maximum_depth)
-}
-
-fn intersection_chord_deviation(
-    brep: &BrepEnvelope,
-    definition: u32,
-    range: Interval,
-    chord_start: Point3,
-    chord_end: Point3,
-) -> Result<f64, GeometryError> {
-    let definition = brep
-        .geometry
-        .intersections
-        .get(definition as usize)
-        .ok_or_else(|| GeometryError::InvalidGeometry("missing intersection definition".into()))?;
-    let support_a = brep.geometry.surface(definition.surfaces[0])?;
-    let support_b = brep.geometry.surface(definition.surfaces[1])?;
-    let mut maximum = 0.0_f64;
-    for (index, tube) in definition.uv_tubes.iter().enumerate() {
-        let anchor_start = definition.anchors[index].parameter;
-        let anchor_end = definition.anchors[index + 1].parameter;
-        let lo = range.lo.max(anchor_start);
-        let hi = range.hi.min(anchor_end);
-        if lo > hi {
-            continue;
-        }
-        let bounds_a = support_a.enclose([tube[0], tube[1]])?;
-        let bounds_b = support_b.enclose([tube[2], tube[3]])?;
-        let mut axes = [Interval::point(0.0)?; 3];
-        for axis in 0..3 {
-            axes[axis] = Interval::new(
-                bounds_a.axes[axis].lo.max(bounds_b.axes[axis].lo),
-                bounds_a.axes[axis].hi.min(bounds_b.axes[axis].hi),
-            )
-            .map_err(|_| GeometryError::InvalidGeometry("disjoint trace support boxes".into()))?;
-        }
-        let local_start = definition.evaluate(lo, &brep.geometry)?.point;
-        let local_end = definition.evaluate(hi, &brep.geometry)?.point;
-        let local_deviation = bounds_chord_deviation(
-            super::geometry::PatchBounds { axes },
-            local_start,
-            local_end,
-        );
-        let guide_deviation = point_segment_distance(local_start, chord_start, chord_end)
-            .max(point_segment_distance(local_end, chord_start, chord_end));
-        maximum = maximum.max(local_deviation + guide_deviation);
-    }
-    Ok(maximum)
-}
-
-fn enclosed_intersection_count(
-    brep: &BrepEnvelope,
-    definition: u32,
-    curve: u32,
-    range: Interval,
-    error: f64,
-    max_segments: usize,
-) -> Result<usize, GeometryError> {
-    let evaluator = brep.geometry.curve(curve)?;
-    let mut stack = vec![(range, 0usize)];
-    let mut maximum_depth = 0usize;
-    let mut visits = 0usize;
-    while let Some((interval, depth)) = stack.pop() {
-        visits = visits
-            .checked_add(1)
-            .ok_or_else(|| GeometryError::LimitExceeded("curve tessellation visits".into()))?;
-        if visits > max_segments.saturating_mul(2) {
-            return Err(GeometryError::LimitExceeded(
-                "curve tessellation visits".into(),
-            ));
-        }
-        let start = evaluator.point_at(interval.lo)?;
-        let end = evaluator.point_at(interval.hi)?;
-        if intersection_chord_deviation(brep, definition, interval, start, end)? <= error {
-            maximum_depth = maximum_depth.max(depth);
-            continue;
-        }
-        if depth >= usize::BITS as usize - 1 || (1usize << (depth + 1)) > max_segments {
-            return Err(GeometryError::LimitExceeded(
-                "curve tessellation segments".into(),
-            ));
-        }
-        let midpoint = interval.midpoint();
-        stack.push((Interval::new(midpoint, interval.hi)?, depth + 1));
-        stack.push((Interval::new(interval.lo, midpoint)?, depth + 1));
-    }
-    Ok(1usize << maximum_depth)
-}
-
-fn adaptive_intersection_count(
-    brep: &BrepEnvelope,
-    definition: u32,
-    curve: u32,
-    range: Interval,
-    error: f64,
-    max_segments: usize,
-) -> Result<usize, GeometryError> {
-    let evaluator = brep.geometry.curve(curve)?;
-    brep.geometry
-        .intersections
-        .get(definition as usize)
-        .ok_or_else(|| GeometryError::InvalidGeometry("missing intersection definition".into()))?;
-    let closed = norm(sub(
-        evaluator.point_at(range.lo)?,
-        evaluator.point_at(range.hi)?,
-    )) <= brep.accuracy.intersection;
-    let mut count = if closed { 8 } else { 1 };
-    loop {
-        let mut achieved = 0.0_f64;
-        for segment in 0..count {
-            let lo = range.lo + range.width() * segment as f64 / count as f64;
-            let hi = range.lo + range.width() * (segment + 1) as f64 / count as f64;
-            let start = evaluator.point_at(lo)?;
-            let end = evaluator.point_at(hi)?;
-            let chord = sub(end, start);
-            let length = norm(chord);
-            if length == 0.0 {
-                achieved = f64::INFINITY;
-                break;
-            }
-            let direction = scale(chord, 1.0 / length);
-            let mut tangent_turn = 0.0_f64;
-            for fraction in [0.0, 0.25, 0.5, 0.75, 1.0] {
-                let parameter = lo + (hi - lo) * fraction;
-                let point = evaluator.point_at(parameter)?;
-                achieved = achieved.max(point_segment_distance(point, start, end));
-                let tangent = evaluator.tangent_at(parameter)?;
-                let tangent = scale(tangent, 1.0 / norm(tangent));
-                tangent_turn = tangent_turn.max(norm(cross(tangent, direction)));
-            }
-            achieved = achieved.max(0.25 * length * tangent_turn);
-        }
-        if achieved <= error {
-            return Ok(count);
-        }
-        count = count
-            .checked_mul(2)
-            .filter(|next| *next <= max_segments)
-            .ok_or_else(|| GeometryError::LimitExceeded("curve tessellation segments".into()))?;
-    }
-}
-
-fn bounded_intersection_count(
-    brep: &BrepEnvelope,
-    definition: u32,
-    curve: u32,
-    range: Interval,
-    error: f64,
-    max_segments: usize,
-) -> Result<usize, GeometryError> {
-    match enclosed_intersection_count(brep, definition, curve, range, error, max_segments) {
-        Ok(count) => Ok(count),
-        Err(GeometryError::LimitExceeded(_)) => {
-            let count =
-                adaptive_intersection_count(brep, definition, curve, range, error, max_segments)?;
-            Ok(count)
-        }
-        Err(error) => Err(error),
-    }
-}
-
-fn edge_count(
-    brep: &BrepEnvelope,
-    id: u32,
-    error: f64,
-    max_triangles: usize,
-) -> Result<usize, GeometryError> {
-    match brep.topology.edges[id as usize].geometry {
-        EdgeGeometry::Collapsed { .. } => Ok(1),
-        EdgeGeometry::Curve { curve, range } => match &brep.geometry.curves[curve as usize] {
-            CurveGeometry::Line { .. } => Ok(1),
-            CurveGeometry::Circle { radius, .. } => count(
-                range.width() * (radius / (8.0 * error)).sqrt(),
-                if range.width() >= std::f64::consts::TAU - 1e-12 {
-                    3
-                } else {
-                    1
-                },
-                max_triangles,
-            ),
-            CurveGeometry::Ellipse { major_radius, .. } => count(
-                range.width() * (major_radius / (8.0 * error)).sqrt(),
-                if range.width() >= std::f64::consts::TAU - 1e-12 {
-                    3
-                } else {
-                    1
-                },
-                max_triangles,
-            ),
-            CurveGeometry::Intersection { definition } => {
-                bounded_intersection_count(brep, *definition, curve, range, error, max_triangles)
-            }
-        },
-    }
-}
-
-fn synchronize_edge_samples(
-    brep: &BrepEnvelope,
-    grids: &[Option<(Option<Rect>, [usize; 2])>],
-    counts: &mut [usize],
-) {
-    fn find(parent: &mut [usize], value: usize) -> usize {
-        let mut root = value;
-        while parent[root] != root {
-            root = parent[root];
-        }
-        let mut current = value;
-        while parent[current] != current {
-            let next = parent[current];
-            parent[current] = root;
-            current = next;
-        }
-        root
-    }
-    fn union(parent: &mut [usize], a: usize, b: usize) {
-        let a = find(parent, a);
-        let b = find(parent, b);
-        if a != b {
-            parent[b] = a;
-        }
-    }
-
-    let mut parent: Vec<_> = (0..counts.len()).collect();
-    for (rect, _) in grids.iter().flatten() {
-        let Some(rect) = rect else { continue };
-        for [a, b] in [[0, 2], [1, 3]] {
-            let a = brep.topology.halfedges[rect.halfedges[a] as usize].edge as usize;
-            let b = brep.topology.halfedges[rect.halfedges[b] as usize].edge as usize;
-            union(&mut parent, a, b);
-        }
-    }
-    let key = |edge: &super::topology::Edge| -> Option<[u64; 14]> {
-        let EdgeGeometry::Curve { curve, range } = edge.geometry else {
-            return None;
-        };
-        let frame = match &brep.geometry.curves[curve as usize] {
-            CurveGeometry::Circle { frame, .. } | CurveGeometry::Ellipse { frame, .. } => frame,
-            _ => return None,
-        };
-        let values = [frame.origin, frame.x, frame.y, frame.z];
-        Some(std::array::from_fn(|i| {
-            if i < 12 {
-                values[i / 3][i % 3].to_bits()
-            } else if i == 12 {
-                range.lo.to_bits()
-            } else {
-                range.hi.to_bits()
-            }
-        }))
-    };
-    let mut concentric = HashMap::<[u64; 14], usize>::new();
-    for edge in &brep.topology.edges {
-        if let Some(key) = key(edge) {
-            if let Some(&other) = concentric.get(&key) {
-                union(&mut parent, edge.id as usize, other);
-            } else {
-                concentric.insert(key, edge.id as usize);
-            }
-        }
-    }
-    let mut maxima = vec![0; counts.len()];
-    for (edge, &count) in counts.iter().enumerate() {
-        let root = find(&mut parent, edge);
-        maxima[root] = maxima[root].max(count);
-    }
-    for (edge, count) in counts.iter_mut().enumerate() {
-        *count = maxima[find(&mut parent, edge)];
-    }
-}
-
-fn sample_edge(brep: &BrepEnvelope, id: u32, n: usize) -> Result<Vec<Point3>, GeometryError> {
-    let edge = &brep.topology.edges[id as usize];
-    let h = &brep.topology.halfedges[edge.halfedge as usize];
-    match edge.geometry {
-        EdgeGeometry::Collapsed { vertex } => {
-            Ok(vec![brep.topology.vertices[vertex as usize].position])
-        }
-        EdgeGeometry::Curve { curve, range } => {
-            let evaluator = brep.geometry.curve(curve)?;
-            let mut points = Vec::with_capacity(n + 1);
-            for i in 0..=n {
-                points.push(
-                    evaluator.point_at(range.lo + (range.hi - range.lo) * i as f64 / n as f64)?,
-                );
-            }
-            let (first, last) = if h.geometry_use.sense == Orientation::Forward {
-                (h.from, h.to)
-            } else {
-                (h.to, h.from)
-            };
-            points[0] = brep.topology.vertices[first as usize].position;
-            points[n] = brep.topology.vertices[last as usize].position;
-            Ok(points)
-        }
-    }
-}
-
-fn boundary_point(
-    brep: &BrepEnvelope,
-    samples: &[Vec<Point3>],
-    halfedge: u32,
-    index: usize,
-    n: usize,
-    axis: usize,
-) -> Result<Point3, GeometryError> {
-    let h = &brep.topology.halfedges[halfedge as usize];
-    let points = &samples[h.edge as usize];
-    if points.len() == 1 {
-        return Ok(points[0]);
-    }
-    if points.len() != n + 1 {
-        return Err(GeometryError::UnsupportedGeometry(
-            "incompatible opposite edge subdivision counts".into(),
-        ));
-    }
-    let range = brep.topology.edges[h.edge as usize].geometry.range();
-    let pcurve = h
-        .geometry_use
-        .pcurve
-        .ok_or_else(|| GeometryError::InvalidTopology("missing pcurve".into()))?;
-    let a = brep.geometry.pcurve_at(pcurve, range.lo)?;
-    let b = brep.geometry.pcurve_at(pcurve, range.hi)?;
-    Ok(points[if a[axis] <= b[axis] { index } else { n - index }])
-}
-
-fn curved_face(
-    brep: &BrepEnvelope,
-    face: &Face,
-    rect: &Rect,
-    desired: [usize; 2],
-    samples: &[Vec<Point3>],
-    mesh: &mut Tessellation,
-    max_triangles: usize,
-) -> Result<(), GeometryError> {
-    let mut size = desired;
-    for (i, &h) in rect.halfedges.iter().enumerate() {
-        let n = samples[brep.topology.halfedges[h as usize].edge as usize]
-            .len()
-            .saturating_sub(1);
-        size[i % 2] = size[i % 2].max(n);
-    }
-    let [nu, nv] = size;
-    let [u, v] = face.trim.uv_bounds;
-    let surface = brep.geometry.surface(face.surface)?;
-    let start = mesh.positions.len() / 3;
-    if nu
-        .checked_add(1)
-        .and_then(|n| nv.checked_add(1).and_then(|m| n.checked_mul(m)))
-        .is_none_or(|n| n > max_triangles * 3)
-    {
-        return Err(GeometryError::LimitExceeded(
-            "tessellation grid vertices".into(),
-        ));
-    }
-    for j in 0..=nv {
-        for i in 0..=nu {
-            let uv = [
-                (u.lo + u.width() * i as f64 / nu as f64).clamp(u.lo, u.hi),
-                (v.lo + v.width() * j as f64 / nv as f64).clamp(v.lo, v.hi),
-            ];
-            let point = if j == 0 {
-                boundary_point(brep, samples, rect.halfedges[0], i, nu, 0)?
-            } else if j == nv {
-                boundary_point(brep, samples, rect.halfedges[2], i, nu, 0)?
-            } else if i == 0 {
-                boundary_point(brep, samples, rect.halfedges[3], j, nv, 1)?
-            } else if i == nu {
-                boundary_point(brep, samples, rect.halfedges[1], j, nv, 1)?
-            } else {
-                surface.point_at(uv)?
-            };
-            let normal_uv = if matches!(surface, SurfaceGeometry::Cone { .. }) && uv[1] == 0.0 {
-                [uv[0], v.hi]
-            } else {
-                uv
-            };
-            let normal = scale(surface.normal_at(normal_uv)?, face.sense.multiplier());
-            mesh.vertex(point, normal)?;
-        }
-    }
-    for j in 0..nv {
-        for i in 0..nu {
-            let a = (start + j * (nu + 1) + i) as u32;
-            let b = a + 1;
-            let c = a + (nu + 1) as u32;
-            let d = c + 1;
-            let uv = [
-                u.lo + u.width() * (i as f64 + 0.5) / nu as f64,
-                v.lo + v.width() * (j as f64 + 0.5) / nv as f64,
-            ];
-            let normal = scale(surface.normal_at(uv)?, face.sense.multiplier());
-            mesh.triangle([a, b, d], face.id, normal, max_triangles)?;
-            mesh.triangle([a, d, c], face.id, normal, max_triangles)?;
-        }
-    }
-    Ok(())
-}
-
-fn trim_loop_samples(
-    brep: &BrepEnvelope,
-    face: &Face,
-    loop_id: u32,
-    samples: &[Vec<Point3>],
-) -> Result<Vec<([f64; 2], Point3)>, GeometryError> {
-    let periods = brep.geometry.surface(face.surface)?.charts()[face.trim.chart as usize].periods;
-    let start = brep.topology.loops[loop_id as usize].start_halfedge;
-    let mut current = start;
-    let mut result = Vec::new();
-    loop {
-        let halfedge = &brep.topology.halfedges[current as usize];
-        let edge = &brep.topology.edges[halfedge.edge as usize];
-        let source = &samples[halfedge.edge as usize];
-        let pcurve = halfedge
-            .geometry_use
-            .pcurve
-            .ok_or_else(|| GeometryError::InvalidTopology("missing face pcurve".into()))?;
-        let range = match edge.geometry {
-            EdgeGeometry::Curve { range, .. } => range,
-            EdgeGeometry::Collapsed { vertex } => {
-                let parameter = if halfedge.geometry_use.sense == Orientation::Forward {
-                    0.0
-                } else {
-                    1.0
-                };
-                let mut uv = brep.geometry.pcurve_at(pcurve, parameter)?;
-                for axis in 0..2 {
-                    uv[axis] += periods[axis].map_or(0.0, |period| {
-                        period * halfedge.geometry_use.periodic_lift[axis] as f64
-                    });
-                }
-                result.push((uv, brep.topology.vertices[vertex as usize].position));
-                current = halfedge
-                    .next
-                    .ok_or_else(|| GeometryError::InvalidTopology("open face loop".into()))?;
-                if current == start {
-                    break;
-                }
-                continue;
-            }
-        };
-        let segment_count = source.len().saturating_sub(1);
-        if segment_count == 0 {
-            return Err(GeometryError::InvalidTopology(
-                "empty curved trim edge sample".into(),
-            ));
-        }
-        for offset in 0..segment_count {
-            let sample_index = if halfedge.geometry_use.sense == Orientation::Forward {
-                offset
-            } else {
-                segment_count - offset
-            };
-            let parameter = range.lo + range.width() * sample_index as f64 / segment_count as f64;
-            let mut uv = brep.geometry.pcurve_at(pcurve, parameter)?;
-            for axis in 0..2 {
-                uv[axis] += periods[axis].map_or(0.0, |period| {
-                    period * halfedge.geometry_use.periodic_lift[axis] as f64
-                });
-            }
-            result.push((uv, source[sample_index]));
-        }
-        current = halfedge
-            .next
-            .ok_or_else(|| GeometryError::InvalidTopology("open face loop".into()))?;
-        if current == start {
-            break;
-        }
-        if result.len()
-            > brep
-                .topology
-                .halfedges
-                .len()
-                .saturating_mul(maximum_edge_samples(samples))
-        {
-            return Err(GeometryError::LimitExceeded(
-                "curved trim loop samples".into(),
-            ));
-        }
-    }
-    if result.len() < 4 {
-        return Err(GeometryError::InvalidTopology(
-            "curved trim loop requires at least four samples".into(),
-        ));
-    }
-    Ok(result)
-}
-
-fn maximum_edge_samples(samples: &[Vec<Point3>]) -> usize {
-    samples.iter().map(Vec::len).max().unwrap_or(1)
-}
-
-fn periodic_ring_winding(ring: &[([f64; 2], Point3)], axis: usize, period: f64) -> i32 {
-    let delta = ring
-        .iter()
-        .zip(ring.iter().cycle().skip(1))
-        .take(ring.len())
-        .map(|(a, b)| {
-            let raw = b.0[axis] - a.0[axis];
-            raw - (raw / period).round() * period
-        })
-        .sum::<f64>();
-    (delta / period).round() as i32
-}
-
-fn open_periodic_ring(
-    ring: &[([f64; 2], Point3)],
-    axis: usize,
-    period: f64,
-    seam: f64,
-    other_period: Option<f64>,
-) -> Option<Vec<([f64; 2], Point3)>> {
-    let other = 1 - axis;
-    let mut sorted = ring
-        .iter()
-        .map(|&(mut uv, point)| {
-            uv[axis] = seam + (uv[axis] - seam).rem_euclid(period);
-            (uv, point)
-        })
-        .collect::<Vec<_>>();
-    sorted.sort_by(|a, b| a.0[axis].total_cmp(&b.0[axis]));
-    let tolerance = 256.0 * f64::EPSILON * period.max(1.0);
-    sorted.dedup_by(|a, b| (a.0[axis] - b.0[axis]).abs() <= tolerance);
-    if sorted.len() < 3 {
-        return None;
-    }
-
-    let first = sorted[0];
-    let last = *sorted.last()?;
-    let before = last.0[axis] - period;
-    let span = first.0[axis] - before;
-    if span <= tolerance {
-        return None;
-    }
-    let t = ((seam - before) / span).clamp(0.0, 1.0);
-    let mut other_delta = first.0[other] - last.0[other];
-    if let Some(other_period) = other_period {
-        other_delta -= (other_delta / other_period).round() * other_period;
-    }
-    let other_value = last.0[other] + other_delta * t;
-    let seam_point = std::array::from_fn(|component| {
-        last.1[component] + (first.1[component] - last.1[component]) * t
-    });
-    let mut seam_uv = first.0;
-    seam_uv[axis] = seam;
-    seam_uv[other] = other_value;
-
-    let mut opened = Vec::with_capacity(sorted.len() + 2);
-    opened.push((seam_uv, seam_point));
-    opened.extend(
-        sorted
-            .into_iter()
-            .filter(|(uv, _)| (uv[axis] - seam).abs() > tolerance),
-    );
-    let mut end_uv = seam_uv;
-    end_uv[axis] += period;
-    opened.push((end_uv, seam_point));
-    Some(opened)
-}
-
-fn periodic_band_loop(
-    face: &Face,
-    periods: [Option<f64>; 2],
-    loops: &[Vec<([f64; 2], Point3)>],
-) -> Option<Vec<([f64; 2], Point3)>> {
-    if loops.len() != 2 {
-        return None;
-    }
-    for axis in 0..2 {
-        let Some(period) = periods[axis] else {
-            continue;
-        };
-        let windings = [
-            periodic_ring_winding(&loops[0], axis, period),
-            periodic_ring_winding(&loops[1], axis, period),
-        ];
-        if windings.iter().any(|winding| winding.abs() != 1) {
-            continue;
-        }
-        let other = 1 - axis;
-        if let Some(other_period) = periods[other] {
-            if loops
-                .iter()
-                .any(|ring| periodic_ring_winding(ring, other, other_period) != 0)
-            {
-                continue;
-            }
-        }
-        let seam = face.trim.uv_bounds[axis].lo;
-        let mut first = open_periodic_ring(&loops[0], axis, period, seam, periods[other])?;
-        let mut second = open_periodic_ring(&loops[1], axis, period, seam, periods[other])?;
-        let first_mean = first.iter().map(|(uv, _)| uv[other]).sum::<f64>() / first.len() as f64;
-        let second_mean = second.iter().map(|(uv, _)| uv[other]).sum::<f64>() / second.len() as f64;
-        if first_mean > second_mean {
-            std::mem::swap(&mut first, &mut second);
-        }
-        second.reverse();
-        first.extend(second);
-        return Some(first);
-    }
-    None
-}
-
-fn merged_grid_coordinates(
-    uniform: impl Iterator<Item = f64>,
-    boundary: impl Iterator<Item = f64>,
-) -> Vec<f64> {
-    let mut values = uniform
-        .map(|value| (value, false))
-        .chain(boundary.map(|value| (value, true)))
-        .collect::<Vec<_>>();
-    values.sort_by(|a, b| a.0.total_cmp(&b.0));
-    let magnitude = values
-        .iter()
-        .map(|(value, _)| value.abs())
-        .fold(1.0_f64, f64::max);
-    let tolerance = 128.0 * f64::EPSILON * magnitude;
-    let mut merged: Vec<(f64, bool)> = Vec::with_capacity(values.len());
-    for value in values {
-        if let Some(last) = merged.last_mut() {
-            if (value.0 - last.0).abs() <= tolerance {
-                if value.1 {
-                    *last = value;
-                }
-                continue;
-            }
-        }
-        merged.push(value);
-    }
-    merged.into_iter().map(|(value, _)| value).collect()
-}
-
-fn trimmed_surface_edge_deviation(
-    surface: &SurfaceGeometry,
-    uv: &[[f64; 2]],
-    a: usize,
-    b: usize,
-) -> f64 {
-    let du = (uv[b][0] - uv[a][0]).abs();
-    let dv = (uv[b][1] - uv[a][1]).abs();
-    let v = [uv[a][1].min(uv[b][1]), uv[a][1].max(uv[b][1])];
-    let maximum_trig = |offset: f64, values: fn(f64) -> f64| {
-        let period = std::f64::consts::PI;
-        let contains_extremum =
-            ((v[0] - offset) / period).ceil() <= ((v[1] - offset) / period).floor();
-        if contains_extremum {
-            1.0
-        } else {
-            values(v[0]).abs().max(values(v[1]).abs())
-        }
-    };
-    let acceleration = match surface {
-        SurfaceGeometry::Plane { .. } => 0.0,
-        SurfaceGeometry::Sphere { radius, .. } => {
-            let cos_v = maximum_trig(0.0, f64::cos);
-            let sin_v = maximum_trig(std::f64::consts::FRAC_PI_2, f64::sin);
-            radius * (cos_v * du * du + 2.0 * sin_v * du * dv + dv * dv)
-        }
-        SurfaceGeometry::Cylinder { radius, .. } => radius * du * du,
-        SurfaceGeometry::Cone { semi_angle, .. } => {
-            let slope = semi_angle.tan();
-            let radius = uv[a][1].abs().max(uv[b][1].abs()) * slope;
-            radius * du * du + 2.0 * slope * du * dv
-        }
-        SurfaceGeometry::Torus {
-            major_radius,
-            minor_radius,
-            ..
-        } => {
-            (major_radius + minor_radius) * du * du
-                + 2.0 * minor_radius * du * dv
-                + minor_radius * dv * dv
-        }
-    };
-    acceleration / 8.0
-}
-
-fn general_curved_trimmed_face(
-    brep: &BrepEnvelope,
-    face: &Face,
-    _desired: [usize; 2],
-    loops: &[Vec<([f64; 2], Point3)>],
-    error: f64,
-    mesh: &mut Tessellation,
-    max_triangles: usize,
-) -> Result<(), GeometryError> {
-    let mut uv = Vec::new();
-    let mut points = Vec::new();
-    let mut holes = Vec::new();
-    let mut boundary_edges = HashSet::new();
-    for (loop_index, ring) in loops.iter().enumerate() {
-        if loop_index > 0 {
-            holes.push(uv.len());
-        }
-        let start = uv.len();
-        for &(coordinate, point) in ring {
-            uv.push(coordinate);
-            points.push(point);
-        }
-        for offset in 0..ring.len() {
-            let a = start + offset;
-            let b = start + (offset + 1) % ring.len();
-            boundary_edges.insert(if a < b { (a, b) } else { (b, a) });
-        }
-    }
-    let flattened = uv
-        .iter()
-        .flat_map(|coordinate| *coordinate)
-        .collect::<Vec<_>>();
-    let indices = earcutr::earcut(&flattened, &holes, 2);
-    if indices.is_empty() {
-        return Err(GeometryError::InvalidTopology(
-            "curved trim triangulation failed".into(),
-        ));
-    }
-    let mut triangles = indices
-        .chunks_exact(3)
-        .map(|triangle| [triangle[0], triangle[1], triangle[2]])
-        .collect::<Vec<_>>();
-    let surface = brep.geometry.surface(face.surface)?;
-    for _ in 0..128 {
-        let mut split_edges = HashSet::new();
-        for triangle in &triangles {
-            for [a, b] in [
-                [triangle[0], triangle[1]],
-                [triangle[1], triangle[2]],
-                [triangle[2], triangle[0]],
-            ] {
-                let key = if a < b { (a, b) } else { (b, a) };
-                if boundary_edges.contains(&key) {
-                    continue;
-                }
-                let needs_refinement =
-                    trimmed_surface_edge_deviation(surface, &uv, a, b) > error * 2.0;
-                if needs_refinement {
-                    split_edges.insert(key);
-                }
-            }
-        }
-        if split_edges.is_empty() {
-            break;
-        }
-        if triangles
-            .len()
-            .checked_mul(4)
-            .is_none_or(|count| count > max_triangles)
-        {
-            return Err(GeometryError::LimitExceeded(
-                "curved trim refinement triangles".into(),
-            ));
-        }
-        let mut midpoints = HashMap::with_capacity(split_edges.len());
-        for &(a, b) in &split_edges {
-            let coordinate = [(uv[a][0] + uv[b][0]) * 0.5, (uv[a][1] + uv[b][1]) * 0.5];
-            let id = uv.len();
-            uv.push(coordinate);
-            points.push(surface.point_at(coordinate)?);
-            midpoints.insert((a, b), id);
-        }
-        let midpoint = |a: usize, b: usize| {
-            let key = if a < b { (a, b) } else { (b, a) };
-            midpoints.get(&key).copied()
-        };
-        let mut refined = Vec::with_capacity(triangles.len() * 4);
-        for [a, b, c] in triangles {
-            let ab = midpoint(a, b);
-            let bc = midpoint(b, c);
-            let ca = midpoint(c, a);
-            match (ab, bc, ca) {
-                (None, None, None) => refined.push([a, b, c]),
-                (Some(ab), None, None) => refined.extend([[a, ab, c], [ab, b, c]]),
-                (None, Some(bc), None) => refined.extend([[b, bc, a], [bc, c, a]]),
-                (None, None, Some(ca)) => refined.extend([[c, ca, b], [ca, a, b]]),
-                (Some(ab), Some(bc), None) => {
-                    refined.extend([[b, bc, ab], [ab, bc, c], [ab, c, a]])
-                }
-                (None, Some(bc), Some(ca)) => {
-                    refined.extend([[c, ca, bc], [bc, ca, a], [bc, a, b]])
-                }
-                (Some(ab), None, Some(ca)) => {
-                    refined.extend([[a, ab, ca], [ca, ab, b], [ca, b, c]])
-                }
-                (Some(ab), Some(bc), Some(ca)) => {
-                    refined.extend([[a, ab, ca], [ab, b, bc], [ca, bc, c], [ab, bc, ca]])
-                }
-            }
-        }
-        triangles = refined;
-    }
-    for triangle in &triangles {
-        for [a, b] in [
-            [triangle[0], triangle[1]],
-            [triangle[1], triangle[2]],
-            [triangle[2], triangle[0]],
-        ] {
-            let key = if a < b { (a, b) } else { (b, a) };
-            let needs_refinement = trimmed_surface_edge_deviation(surface, &uv, a, b) > error * 2.0;
-            if !boundary_edges.contains(&key) && needs_refinement {
-                return Err(GeometryError::LimitExceeded(format!(
-                    "curved trim refinement depth on face {}: bound {} for edge {:?} to {:?}",
-                    face.id,
-                    trimmed_surface_edge_deviation(surface, &uv, a, b),
-                    uv[a],
-                    uv[b]
-                )));
-            }
-        }
-    }
-    if triangles.len() > max_triangles {
-        return Err(GeometryError::LimitExceeded("curved trim triangles".into()));
-    }
-    let start = mesh.positions.len() / 3;
-    for (coordinate, point) in uv.iter().zip(points) {
-        let normal_coordinate = if matches!(surface, SurfaceGeometry::Cone { .. })
-            && coordinate[1].abs() <= brep.accuracy.geometric
-        {
-            let bounds = face.trim.uv_bounds[1];
-            [
-                coordinate[0],
-                if bounds.lo.abs() > bounds.hi.abs() {
-                    bounds.lo
-                } else {
-                    bounds.hi
-                },
-            ]
-        } else {
-            *coordinate
-        };
-        let normal = scale(
-            surface.normal_at(normal_coordinate)?,
-            face.sense.multiplier(),
-        );
-        mesh.vertex(point, normal)?;
-    }
-    for triangle in triangles {
-        let center = std::array::from_fn(|axis| {
-            (uv[triangle[0]][axis] + uv[triangle[1]][axis] + uv[triangle[2]][axis]) / 3.0
-        });
-        let normal_coordinate = if matches!(surface, SurfaceGeometry::Cone { .. })
-            && center[1].abs() <= brep.accuracy.geometric
-        {
-            let bounds = face.trim.uv_bounds[1];
-            [
-                center[0],
-                if bounds.lo.abs() > bounds.hi.abs() {
-                    bounds.lo
-                } else {
-                    bounds.hi
-                },
-            ]
-        } else {
-            center
-        };
-        let normal = scale(
-            surface.normal_at(normal_coordinate)?,
-            face.sense.multiplier(),
-        );
-        mesh.triangle(
-            triangle.map(|index| (start + index) as u32),
-            face.id,
-            normal,
-            max_triangles,
-        )?;
-    }
-    Ok(())
-}
-
-fn curved_trimmed_face(
-    brep: &BrepEnvelope,
-    face: &Face,
-    rect: Option<&Rect>,
-    desired: [usize; 2],
-    samples: &[Vec<Point3>],
-    error: f64,
-    mesh: &mut Tessellation,
-    max_triangles: usize,
-) -> Result<(), GeometryError> {
-    use crate::geometry::poly2d::{point_in_ring2, Pt2};
-
-    let mut size = desired;
-    if let Some(rect) = rect {
-        for (axis, &halfedge) in rect.halfedges.iter().enumerate() {
-            let edge = brep.topology.halfedges[halfedge as usize].edge as usize;
-            size[axis % 2] = size[axis % 2].max(samples[edge].len().saturating_sub(1));
-        }
-    }
-    let mut loops = Vec::with_capacity(face.trim.holes.len() + 1);
-    for &loop_id in std::iter::once(&face.trim.outer).chain(&face.trim.holes) {
-        let points = trim_loop_samples(brep, face, loop_id, samples)?;
-        loops.push(points);
-    }
-    let surface = brep.geometry.surface(face.surface)?;
-    let periods = surface.charts()[face.trim.chart as usize].periods;
-    if let Some(band) = periodic_band_loop(face, periods, &loops) {
-        loops = vec![band];
-    }
-    let mut axis_aligned = true;
-    for points in &loops {
-        let magnitude = points
-            .iter()
-            .flat_map(|(uv, _)| uv)
-            .map(|value| value.abs())
-            .fold(1.0_f64, f64::max);
-        let tolerance = 128.0 * f64::EPSILON * magnitude;
-        for pair in points
-            .iter()
-            .zip(points.iter().cycle().skip(1))
-            .take(points.len())
-        {
-            let du = (pair.0 .0[0] - pair.1 .0[0]).abs();
-            let dv = (pair.0 .0[1] - pair.1 .0[1]).abs();
-            if du > tolerance && dv > tolerance {
-                axis_aligned = false;
-            }
-        }
-    }
-    if rect.is_some() && !face.trim.holes.is_empty() {
-        let mut bounds = face.trim.uv_bounds;
-        let mut shifted = false;
-        for axis in 0..2 {
-            let Some(period) = periods[axis] else {
-                continue;
-            };
-            let mut lo = f64::INFINITY;
-            let mut hi = f64::NEG_INFINITY;
-            for (uv, _) in loops[1..].iter().flatten() {
-                lo = lo.min(uv[axis]);
-                hi = hi.max(uv[axis]);
-            }
-            if !lo.is_finite() || hi - lo >= period {
-                continue;
-            }
-            let original = face.trim.uv_bounds[axis];
-            let tolerance =
-                256.0 * f64::EPSILON * original.lo.abs().max(original.hi.abs()).max(1.0);
-            if lo >= original.lo - tolerance && hi <= original.hi + tolerance {
-                continue;
-            }
-            let center = 0.5 * (lo + hi);
-            bounds[axis] = Interval::new(center - 0.5 * period, center + 0.5 * period)?;
-            for ring in &mut loops[1..] {
-                let ring_center =
-                    ring.iter().map(|(uv, _)| uv[axis]).sum::<f64>() / ring.len().max(1) as f64;
-                let offset = ((center - ring_center) / period).round() * period;
-                for (uv, _) in ring {
-                    uv[axis] += offset;
-                }
-            }
-            shifted = true;
-        }
-        if shifted {
-            let coordinates = [
-                [bounds[0].lo, bounds[1].lo],
-                [bounds[0].hi, bounds[1].lo],
-                [bounds[0].hi, bounds[1].hi],
-                [bounds[0].lo, bounds[1].hi],
-            ];
-            loops[0] = coordinates
-                .into_iter()
-                .map(|uv| Ok((uv, surface.point_at(uv)?)))
-                .collect::<Result<Vec<_>, GeometryError>>()?;
-        }
-    }
-    if !axis_aligned {
-        return general_curved_trimmed_face(brep, face, size, &loops, error, mesh, max_triangles);
-    }
-    let [u, v] = face.trim.uv_bounds;
-    let all_boundary = loops.iter().flatten().collect::<Vec<_>>();
-    let us = merged_grid_coordinates(
-        (0..=size[0]).map(|index| u.lo + u.width() * index as f64 / size[0] as f64),
-        all_boundary.iter().map(|(uv, _)| uv[0]),
-    );
-    let vs = merged_grid_coordinates(
-        (0..=size[1]).map(|index| v.lo + v.width() * index as f64 / size[1] as f64),
-        all_boundary.iter().map(|(uv, _)| uv[1]),
-    );
-    let vertex_count = us
-        .len()
-        .checked_mul(vs.len())
-        .ok_or_else(|| GeometryError::LimitExceeded("trimmed surface grid vertices".into()))?;
-    let cell_count = us
-        .len()
-        .saturating_sub(1)
-        .checked_mul(vs.len().saturating_sub(1))
-        .and_then(|count| count.checked_mul(2))
-        .ok_or_else(|| GeometryError::LimitExceeded("trimmed surface grid triangles".into()))?;
-    if vertex_count > max_triangles.saturating_mul(3) || cell_count > max_triangles {
-        return Err(GeometryError::LimitExceeded(
-            "trimmed surface grid budget".into(),
-        ));
-    }
-    let coordinate_tolerance = 256.0
-        * f64::EPSILON
-        * us.iter()
-            .chain(&vs)
-            .map(|value| value.abs())
-            .fold(1.0_f64, f64::max);
-    let surface = brep.geometry.surface(face.surface)?;
-    let start = mesh.positions.len() / 3;
-    for &chart_v in &vs {
-        for &chart_u in &us {
-            let uv = [chart_u, chart_v];
-            let point = all_boundary
-                .iter()
-                .find(|(boundary_uv, _)| {
-                    (boundary_uv[0] - chart_u).abs() <= coordinate_tolerance
-                        && (boundary_uv[1] - chart_v).abs() <= coordinate_tolerance
-                })
-                .map_or_else(|| surface.point_at(uv), |(_, point)| Ok(*point))?;
-            let normal_uv = if matches!(surface, SurfaceGeometry::Cone { .. }) && chart_v == 0.0 {
-                [chart_u, v.hi]
-            } else {
-                uv
-            };
-            let normal = scale(surface.normal_at(normal_uv)?, face.sense.multiplier());
-            mesh.vertex(point, normal)?;
-        }
-    }
-    let rings = loops
-        .iter()
-        .map(|points| {
-            points
-                .iter()
-                .map(|(uv, _)| Pt2::new(uv[0], uv[1]))
-                .collect::<Vec<_>>()
-        })
-        .collect::<Vec<_>>();
-    for row in 0..vs.len() - 1 {
-        for column in 0..us.len() - 1 {
-            let center = Pt2::new(
-                (us[column] + us[column + 1]) * 0.5,
-                (vs[row] + vs[row + 1]) * 0.5,
-            );
-            if !point_in_ring2(center, &rings[0])
-                || rings[1..].iter().any(|hole| point_in_ring2(center, hole))
-            {
-                continue;
-            }
-            let a = (start + row * us.len() + column) as u32;
-            let b = a + 1;
-            let c = a + us.len() as u32;
-            let d = c + 1;
-            let normal = scale(
-                surface.normal_at([center.x, center.z])?,
-                face.sense.multiplier(),
-            );
-            mesh.triangle([a, b, d], face.id, normal, max_triangles)?;
-            mesh.triangle([a, d, c], face.id, normal, max_triangles)?;
-        }
-    }
-    Ok(())
-}
-
-fn planar_face(
-    brep: &BrepEnvelope,
-    face: &Face,
-    samples: &[Vec<Point3>],
-    mesh: &mut Tessellation,
-    max_triangles: usize,
-) -> Result<(), GeometryError> {
-    let surface = brep.geometry.surface(face.surface)?;
-    let normal = scale(surface.normal_at([0.0; 2])?, face.sense.multiplier());
-    let mut points = Vec::new();
-    let mut uv_flat = Vec::new();
-    let mut holes = Vec::new();
-    for (i, &loop_id) in std::iter::once(&face.trim.outer)
-        .chain(&face.trim.holes)
-        .enumerate()
-    {
-        if i > 0 {
-            holes.push(points.len());
-        }
-        let start = brep.topology.loops[loop_id as usize].start_halfedge;
-        let mut current = start;
-        loop {
-            let h = &brep.topology.halfedges[current as usize];
-            let source = &samples[h.edge as usize];
-            if source.len() > 1 {
-                let n = source.len() - 1;
-                for j in 0..n {
-                    let p = source[if h.geometry_use.sense == Orientation::Forward {
-                        j
-                    } else {
-                        n - j
-                    }];
-                    let uv = surface.project(p, None)?;
-                    points.push(p);
-                    uv_flat.extend(uv);
-                }
-            }
-            current = h
-                .next
-                .ok_or_else(|| GeometryError::InvalidTopology("open planar face loop".into()))?;
-            if current == start {
-                break;
-            }
-        }
-        let loop_start = if i == 0 { 0 } else { holes[i - 1] };
-        if points.len() - loop_start < 3 {
-            return Err(GeometryError::InvalidTopology(
-                "insufficient tessellated planar boundary".into(),
-            ));
-        }
-    }
-    let triangles = earcutr::earcut(&uv_flat, &holes, 2);
-    if triangles.is_empty() && points.len() >= 3 {
-        return Err(GeometryError::InvalidTopology(
-            "planar triangulation failed".into(),
-        ));
-    }
-    let mut ids = Vec::with_capacity(points.len());
-    for p in points {
-        ids.push(mesh.vertex(p, normal)?);
-    }
-    for tri in triangles.chunks_exact(3) {
-        let a = *ids
-            .get(tri[0])
-            .ok_or_else(|| GeometryError::InvalidTopology("triangulation index".into()))?;
-        let b = *ids
-            .get(tri[1])
-            .ok_or_else(|| GeometryError::InvalidTopology("triangulation index".into()))?;
-        let c = *ids
-            .get(tri[2])
-            .ok_or_else(|| GeometryError::InvalidTopology("triangulation index".into()))?;
-        mesh.triangle([a, b, c], face.id, normal, max_triangles)?;
-    }
-    Ok(())
-}
-
-pub fn tessellate(
-    brep: &BrepEnvelope,
-    deflection: f64,
-    max_triangles: usize,
-) -> Result<Tessellation, GeometryError> {
-    brep.validate()?;
-    if !deflection.is_finite()
-        || deflection <= 2.0 * brep.accuracy.geometric
-        || max_triangles == 0
-        || max_triangles > 10_000_000
-    {
-        return Err(GeometryError::InvalidGeometry(
-            "deflection must exceed twice geometric tolerance; triangle limit must be 1..=10000000"
-                .into(),
-        ));
-    }
-    let error = deflection * 0.5;
-    let mut magnitude: f64 = 0.0;
-    for face in &brep.topology.faces {
-        let surface = brep.geometry.surface(face.surface)?;
-        for value in surface.frame().origin {
-            magnitude = magnitude.max(value.abs());
-        }
-        let bounds = surface.enclose(face.trim.uv_bounds)?;
-        for axis in bounds.axes {
-            magnitude = magnitude.max(axis.lo.abs()).max(axis.hi.abs());
-        }
-    }
-    for vertex in &brep.topology.vertices {
-        for value in vertex.position {
-            magnitude = magnitude.max(value.abs());
-        }
-    }
-    for edge in &brep.topology.edges {
-        if let EdgeGeometry::Curve { curve, range } = edge.geometry {
-            let curve = brep.geometry.curve(curve)?;
-            for axis in curve.enclose(range)?.axes {
-                magnitude = magnitude.max(axis.lo.abs()).max(axis.hi.abs());
-            }
-            match curve.geometry {
-                CurveGeometry::Circle { frame, radius } => {
-                    magnitude = magnitude.max(*radius);
-                    for value in frame.origin {
-                        magnitude = magnitude.max(value.abs());
-                    }
-                }
-                CurveGeometry::Ellipse {
-                    frame,
-                    major_radius,
-                    ..
-                } => {
-                    magnitude = magnitude.max(*major_radius);
-                    for value in frame.origin {
-                        magnitude = magnitude.max(value.abs());
-                    }
-                }
-                _ => {}
-            }
-        }
-    }
-    let coordinate_floor = 64.0 * f64::EPSILON * magnitude;
-    if deflection <= 2.0 * (brep.accuracy.geometric + coordinate_floor) {
-        return Err(GeometryError::LimitExceeded(
-            "coordinate precision cannot meet requested deflection".into(),
-        ));
-    }
-    let mut counts = Vec::with_capacity(brep.topology.edges.len());
-    for edge in &brep.topology.edges {
-        counts.push(edge_count(brep, edge.id, error, max_triangles)?);
-    }
-    let mut grids = Vec::with_capacity(brep.topology.faces.len());
-    for face in &brep.topology.faces {
-        let surface = brep.geometry.surface(face.surface)?;
-        if matches!(surface, SurfaceGeometry::Plane { .. }) {
-            grids.push(None);
-            continue;
-        }
-        let rect = match rectangle(brep, face) {
-            Ok(rect) => Some(rect),
-            Err(GeometryError::UnsupportedGeometry(_)) => None,
-            Err(error) => return Err(error),
-        };
-        let desired = grid_size(surface, face.trim.uv_bounds, error, max_triangles)?;
-        if let Some(rect) = &rect {
-            for (i, &h) in rect.halfedges.iter().enumerate() {
-                let id = brep.topology.halfedges[h as usize].edge;
-                counts[id as usize] = counts[id as usize].max(desired[i % 2]);
-            }
-        }
-        grids.push(Some((rect, desired)));
-    }
-    // Opposite chart edges and concentric trim curves must share subdivision counts.
-    synchronize_edge_samples(brep, &grids, &mut counts);
-    let sample_count = counts
-        .iter()
-        .try_fold(0usize, |total, &n| total.checked_add(n + 1))
-        .ok_or_else(|| GeometryError::LimitExceeded("edge samples".into()))?;
-    if sample_count > max_triangles * 3 {
-        return Err(GeometryError::LimitExceeded("edge sample budget".into()));
-    }
-    let mut samples = Vec::with_capacity(counts.len());
-    for (id, n) in counts.into_iter().enumerate() {
-        samples.push(sample_edge(brep, id as u32, n)?);
-    }
-    let mut mesh = Tessellation::new(brep.revision, deflection);
-    for (face, grid) in brep.topology.faces.iter().zip(&grids) {
-        let before = mesh.triangle_face_ids.len();
-        match grid {
-            Some((Some(rect), desired)) if face.trim.holes.is_empty() => curved_face(
-                brep,
-                face,
-                rect,
-                *desired,
-                &samples,
-                &mut mesh,
-                max_triangles,
-            )?,
-            Some((rect, desired)) => curved_trimmed_face(
-                brep,
-                face,
-                rect.as_ref(),
-                *desired,
-                &samples,
-                error,
-                &mut mesh,
-                max_triangles,
-            )?,
-            None => planar_face(brep, face, &samples, &mut mesh, max_triangles)?,
-        }
-        if mesh.triangle_face_ids.len() == before {
-            return Err(GeometryError::UnresolvedTessellation(format!(
-                "face {} produced no nondegenerate tessellation triangles",
-                face.id
-            )));
-        }
-    }
-    for (edge, points) in brep.topology.edges.iter().zip(samples) {
-        let planar_subdivision = edge
-            .twin_halfedge
-            .and_then(|twin| {
-                let first = &brep.topology.halfedges[edge.halfedge as usize];
-                let second = &brep.topology.halfedges[twin as usize];
-                let a = &brep.topology.faces[first.face? as usize];
-                let b = &brep.topology.faces[second.face? as usize];
-                match (
-                    &brep.geometry.surfaces[a.surface as usize],
-                    &brep.geometry.surfaces[b.surface as usize],
-                ) {
-                    (
-                        SurfaceGeometry::Plane { frame: a_frame },
-                        SurfaceGeometry::Plane { frame: b_frame },
-                    ) => Some(
-                        scale(a_frame.z, a.sense.multiplier())
-                            == scale(b_frame.z, b.sense.multiplier()),
-                    ),
-                    _ => Some(false),
-                }
-            })
-            .unwrap_or(false);
-        if edge.chart_seam || planar_subdivision {
-            continue;
-        }
-        for pair in points.windows(2) {
-            mesh.outline_positions.extend(pair[0]);
-            mesh.outline_positions.extend(pair[1]);
-            mesh.outline_edge_ids.push(edge.id);
-        }
-    }
-    Ok(mesh)
-}
-
-struct HashWriter(DefaultHasher);
-impl Write for HashWriter {
-    fn write(&mut self, buf: &[u8]) -> std::io::Result<usize> {
-        self.0.write(buf);
-        Ok(buf.len())
-    }
-    fn flush(&mut self) -> std::io::Result<()> {
-        Ok(())
-    }
-}
-struct CacheEntry {
-    body: u64,
-    signature: u64,
-    deflection: u64,
-    max_triangles: usize,
-    mesh: Arc<Tessellation>,
-}
-pub struct TessellationCache {
-    entries: VecDeque<CacheEntry>,
-    max_bytes: usize,
-}
-impl TessellationCache {
-    pub fn new(max_bytes: usize) -> Self {
-        Self {
-            entries: VecDeque::new(),
-            max_bytes,
-        }
-    }
-    pub fn tessellate(
-        &mut self,
-        brep: &BrepEnvelope,
-        deflection: f64,
-        max_triangles: usize,
-    ) -> Result<Arc<Tessellation>, GeometryError> {
-        brep.validate()?;
-        let mut writer = HashWriter(DefaultHasher::new());
-        serde_json::to_writer(&mut writer, brep)
-            .map_err(|e| GeometryError::InvalidGeometry(e.to_string()))?;
-        let signature = writer.0.finish();
-        if let Some(i) = self.entries.iter().position(|e| {
-            e.signature == signature
-                && e.deflection == deflection.to_bits()
-                && e.max_triangles == max_triangles
-        }) {
-            let entry = self
-                .entries
-                .remove(i)
-                .ok_or_else(|| GeometryError::InvalidGeometry("cache entry missing".into()))?;
-            let mesh = Arc::clone(&entry.mesh);
-            self.entries.push_back(entry);
-            return Ok(mesh);
-        }
-        let mesh = Arc::new(tessellate(brep, deflection, max_triangles)?);
-        if mesh.bytes() > self.max_bytes {
-            return Ok(mesh);
-        }
-        let mut hasher = DefaultHasher::new();
-        hasher.write(brep.id.as_bytes());
-        let body = hasher.finish();
-        while self.entries.iter().filter(|e| e.body == body).count() >= 3 {
-            if let Some(i) = self.entries.iter().position(|e| e.body == body) {
-                self.entries.remove(i);
-            } else {
-                break;
-            }
-        }
-        while self.entries.iter().map(|e| e.mesh.bytes()).sum::<usize>() + mesh.bytes()
-            > self.max_bytes
-        {
-            self.entries.pop_front();
-        }
-        self.entries.push_back(CacheEntry {
-            body,
-            signature,
-            deflection: deflection.to_bits(),
-            max_triangles,
-            mesh: Arc::clone(&mesh),
-        });
-        Ok(mesh)
-    }
-    pub fn len(&self) -> usize {
-        self.entries.len()
-    }
-    pub fn is_empty(&self) -> bool {
-        self.entries.is_empty()
-    }
-}
-
-#[cfg(test)]
-mod tests {
-    use super::*;
-    use crate::analytic::{primitives, topology::Accuracy, Frame3};
-    use std::collections::HashMap;
-    fn accuracy() -> Accuracy {
-        Accuracy {
-            geometric: 1e-9,
-            intersection: 1e-10,
-            tessellation: 1e-3,
-            exchange: 1e-5,
-        }
-    }
-    fn shapes() -> Vec<BrepEnvelope> {
-        vec![
-            primitives::cylinder("c".into(), Frame3::IDENTITY, 1.0, 2.0, accuracy()).unwrap(),
-            primitives::cone("k".into(), Frame3::IDENTITY, 1.0, 2.0, accuracy()).unwrap(),
-            primitives::frustum("f".into(), Frame3::IDENTITY, 2.0, 1.0, 3.0, accuracy()).unwrap(),
-            primitives::sphere("s".into(), Frame3::IDENTITY, 1.0, accuracy()).unwrap(),
-            primitives::torus("t".into(), Frame3::IDENTITY, 3.0, 1.0, accuracy()).unwrap(),
-            primitives::annular_sector_extrusion(
-                "annular-sector".into(),
-                Frame3::IDENTITY,
-                3.0,
-                0.4,
-                2.5,
-                0.7,
-                -1.8,
-                accuracy(),
-            )
-            .unwrap(),
-        ]
-    }
-    #[test]
-    fn conservative_curve_subdivision_respects_requested_error() {
-        let mut store = crate::analytic::topology::GeometryStore::new();
-        store.curves.push(CurveGeometry::Circle {
-            frame: Frame3::from_axis([1.0, 2.0, 3.0], [1.0, 1.0, 1.0], [1.0, -1.0, 0.0]).unwrap(),
-            radius: 2.0,
-        });
-        let curve = store.curve(0).unwrap();
-        let range = Interval::new(0.0, std::f64::consts::TAU).unwrap();
-        let loose = bounded_curve_count(&curve, range, 0.2, 1_000_000).unwrap();
-        let fine = bounded_curve_count(&curve, range, 0.02, 1_000_000).unwrap();
-        assert!(fine > loose);
-        for index in 0..fine {
-            let interval = Interval::new(
-                range.lo + range.width() * index as f64 / fine as f64,
-                range.lo + range.width() * (index + 1) as f64 / fine as f64,
-            )
-            .unwrap();
-            assert!(
-                bounds_chord_deviation(
-                    curve.enclose(interval).unwrap(),
-                    curve.point_at(interval.lo).unwrap(),
-                    curve.point_at(interval.hi).unwrap(),
-                ) <= 0.02
-            );
-        }
-    }
-    #[test]
-    fn lod_changes_mesh_not_topology_and_retains_face_ids() {
-        for b in shapes() {
-            let original = b.to_json().unwrap();
-            let coarse = tessellate(&b, 0.1, 1_000_000).unwrap();
-            let fine = tessellate(&b, 0.02, 1_000_000).unwrap();
-            assert!(fine.indices.len() > coarse.indices.len());
-            assert_eq!(fine.indices.len() / 3, fine.triangle_face_ids.len());
-            assert!(fine
-                .triangle_face_ids
-                .iter()
-                .all(|&f| (f as usize) < b.topology.faces.len()));
-            assert_eq!(b.to_json().unwrap(), original);
-            for n in fine.normals.chunks_exact(3) {
-                assert!((norm([n[0] as f64, n[1] as f64, n[2] as f64]) - 1.0).abs() < 1e-6);
-            }
-        }
-    }
-    #[test]
-    fn shared_boundaries_make_a_closed_geometric_mesh() {
-        for b in shapes() {
-            let mesh = tessellate(&b, 0.05, 1_000_000).unwrap();
-            let key = |p: Point3| p.map(f64::to_bits);
-            let mut edges = HashMap::<([u64; 3], [u64; 3]), usize>::new();
-            for t in mesh.indices.chunks_exact(3) {
-                for (a, c) in [(t[0], t[1]), (t[1], t[2]), (t[2], t[0])] {
-                    let mut pair = [key(mesh.point(a)), key(mesh.point(c))];
-                    pair.sort();
-                    *edges.entry((pair[0], pair[1])).or_default() += 1;
-                }
-            }
-            assert!(
-                edges.values().all(|&count| count == 2),
-                "{} has unmatched geometric mesh edges",
-                b.id
-            );
-        }
-    }
-    #[test]
-    fn spherical_triangle_samples_obey_deflection() {
-        let b = primitives::sphere("s".into(), Frame3::IDENTITY, 1.0, accuracy()).unwrap();
-        let deflection = 0.05;
-        let mesh = tessellate(&b, deflection, 1_000_000).unwrap();
-        for ids in mesh.indices.chunks_exact(3) {
-            let p = ids
-                .iter()
-                .map(|&id| mesh.point(id))
-                .fold([0.0; 3], super::super::geometry::add);
-            assert!(1.0 - norm(scale(p, 1.0 / 3.0)) <= deflection);
-        }
-    }
-    #[test]
-    fn periodic_chart_lifts_keep_shared_positions_and_hide_seams() {
-        let b =
-            primitives::cylinder("lift".into(), Frame3::IDENTITY, 1.0, 2.0, accuracy()).unwrap();
-        let original = tessellate(&b, 0.05, 1_000_000).unwrap();
-        let mut lifted = b;
-        for h in &mut lifted.topology.halfedges {
-            if h.face == Some(0) {
-                h.geometry_use.periodic_lift = [1, 0];
-            }
-        }
-        let tau = std::f64::consts::TAU;
-        lifted.topology.faces[0].trim.uv_bounds[0] = Interval::new(tau, 2.0 * tau).unwrap();
-        let mesh = tessellate(&lifted, 0.05, 1_000_000).unwrap();
-        assert_eq!(original.positions, mesh.positions);
-        assert_eq!(original.outline_positions, mesh.outline_positions);
-        assert_eq!(original.outline_edge_ids, mesh.outline_edge_ids);
-    }
-    #[test]
-    fn thin_annular_sector_extrusion_keeps_its_footprint_at_coarse_deflection() {
-        let sweep = 7.0 * (0.2_f64 / 3.0).sqrt();
-        let thickness = 0.0001;
-        let b = primitives::annular_sector_extrusion(
-            "thin".into(),
-            Frame3::IDENTITY,
-            3.0,
-            thickness,
-            2.0,
-            0.7,
-            sweep,
-            accuracy(),
-        )
-        .unwrap();
-        let mesh = tessellate(&b, 0.05, 1_000_000).unwrap();
-        let mut area = 0.0;
-        for (ids, &face) in mesh.indices.chunks_exact(3).zip(&mesh.triangle_face_ids) {
-            if face != 3 {
-                continue;
-            }
-            let [a, c, d] = [mesh.point(ids[0]), mesh.point(ids[1]), mesh.point(ids[2])];
-            area += norm(cross(sub(c, a), sub(d, a))) * 0.5;
-        }
-        assert!((area / (3.0 * thickness * sweep) - 1.0).abs() < 0.1);
-    }
-    #[test]
-    fn planar_tessellation_preserves_a_circular_hole() {
-        let mut b = crate::analytic::topology::tests::circular_face();
-        b.geometry.curves[0] = CurveGeometry::Circle {
-            frame: Frame3::IDENTITY,
-            radius: 2.0,
-        };
-        b.geometry.pcurves[0] = crate::analytic::topology::PcurveGeometry::Conic2 {
-            origin: [0.0; 2],
-            axis_a: [2.0, 0.0],
-            axis_b: [0.0, 2.0],
-        };
-        b.topology.vertices[0].position = [2.0, 0.0, 0.0];
-        b.topology.faces[0].trim.uv_bounds = [Interval::new(-2.0, 2.0).unwrap(); 2];
-        b.topology.faces[0].trim.holes.push(1);
-        b.geometry.curves.push(CurveGeometry::Circle {
-            frame: Frame3::IDENTITY,
-            radius: 1.0,
-        });
-        b.geometry
-            .pcurves
-            .push(crate::analytic::topology::PcurveGeometry::Conic2 {
-                origin: [0.0; 2],
-                axis_a: [1.0, 0.0],
-                axis_b: [0.0, 1.0],
-            });
-        let mut vertex = b.topology.vertices[0].clone();
-        vertex.id = 1;
-        vertex.position = [1.0, 0.0, 0.0];
-        vertex.outgoing_halfedge = Some(1);
-        b.topology.vertices.push(vertex);
-        let mut edge = b.topology.edges[0].clone();
-        edge.id = 1;
-        edge.halfedge = 1;
-        edge.geometry = EdgeGeometry::Curve {
-            curve: 1,
-            range: Interval::new(0.0, std::f64::consts::TAU).unwrap(),
-        };
-        b.topology.edges.push(edge);
-        let mut h = b.topology.halfedges[0].clone();
-        h.id = 1;
-        h.from = 1;
-        h.to = 1;
-        h.next = Some(1);
-        h.prev = Some(1);
-        h.edge = 1;
-        h.loop_ref = Some(1);
-        h.geometry_use.pcurve = Some(1);
-        h.geometry_use.sense = Orientation::Reverse;
-        b.topology.halfedges.push(h);
-        b.topology.loops.push(crate::analytic::topology::Loop {
-            id: 1,
-            start_halfedge: 1,
-            face_ref: 0,
-            is_hole: true,
-        });
-        let deflection = 0.02;
-        let mesh = tessellate(&b, deflection, 1_000_000).unwrap();
-        let mut area = 0.0;
-        for ids in mesh.indices.chunks_exact(3) {
-            let [a, c, d] = [mesh.point(ids[0]), mesh.point(ids[1]), mesh.point(ids[2])];
-            let center = scale(
-                crate::analytic::geometry::add(crate::analytic::geometry::add(a, c), d),
-                1.0 / 3.0,
-            );
-            assert!(center[0].hypot(center[1]) >= 1.0 - deflection);
-            area += norm(cross(sub(c, a), sub(d, a))) * 0.5;
-        }
-        assert!(
-            (area - 3.0 * std::f64::consts::PI).abs() < 6.0 * std::f64::consts::PI * deflection
-        );
-    }
-    #[test]
-    fn precision_limits_do_not_claim_unachievable_deflection() {
-        let near_cylinder = primitives::frustum(
-            "near".into(),
-            Frame3::IDENTITY,
-            1.0,
-            1.0 + 2.0_f64.powi(-48),
-            1.0,
-            accuracy(),
-        )
-        .unwrap();
-        assert!(
-            matches!(tessellate(&near_cylinder, 0.01, 1_000_000), Err(GeometryError::LimitExceeded(message)) if message.contains("coordinate precision"))
-        );
-        let frame = Frame3 {
-            origin: [1e12, 0.0, 0.0],
-            ..Frame3::IDENTITY
-        };
-        let b = primitives::sphere(
-            "far".into(),
-            frame,
-            1.0,
-            Accuracy {
-                geometric: 0.001,
-                intersection: 0.0001,
-                ..accuracy()
-            },
-        )
-        .unwrap();
-        assert!(
-            matches!(tessellate(&b, 0.01, 1_000_000), Err(GeometryError::LimitExceeded(message)) if message.contains("coordinate precision"))
-        );
-        let mut cache = TessellationCache::new(16_000_000);
-        let coarse = cache.tessellate(&b, 0.1, 1_000_000).unwrap();
-        assert!(cache.tessellate(&b, 0.01, 1_000_000).is_err());
-        assert!(Arc::ptr_eq(
-            &coarse,
-            &cache.tessellate(&b, 0.1, 1_000_000).unwrap()
-        ));
-    }
-    #[test]
-    fn extreme_scales_return_errors_instead_of_invalid_or_empty_meshes() {
-        for (radius, geometric, deflection) in [(1e300, 1e290, 1e299), (1e-200, 1e-210, 1e-201)] {
-            let b = primitives::sphere(
-                "extreme".into(),
-                Frame3::IDENTITY,
-                radius,
-                Accuracy {
-                    geometric,
-                    intersection: geometric / 4.0,
-                    ..accuracy()
-                },
-            )
-            .unwrap();
-            assert!(matches!(
-                tessellate(&b, deflection, 1_000_000),
-                Err(GeometryError::UnresolvedTessellation(_))
-            ));
-        }
-    }
-    #[test]
-    fn cache_tracks_geometry_even_when_revision_is_not_incremented() {
-        let mut b =
-            primitives::cylinder("c".into(), Frame3::IDENTITY, 1.0, 2.0, accuracy()).unwrap();
-        let mut cache = TessellationCache::new(16_000_000);
-        let a = cache.tessellate(&b, 0.1, 1_000_000).unwrap();
-        let again = cache.tessellate(&b, 0.1, 1_000_000).unwrap();
-        assert!(Arc::ptr_eq(&a, &again));
-        b.topology.faces[0].key = "changed".into();
-        let changed = cache.tessellate(&b, 0.1, 1_000_000).unwrap();
-        assert!(!Arc::ptr_eq(&a, &changed));
-        for d in [0.08, 0.06, 0.04, 0.02] {
-            cache.tessellate(&b, d, 1_000_000).unwrap();
-        }
-        assert_eq!(cache.len(), 3);
-        assert!(tessellate(&b, 0.001, 1).is_err());
-    }
-}
diff --git a/main/opengeometry/src/analytic/topology.rs b/main/opengeometry/src/analytic/topology.rs
deleted file mode 100644
index 6d5bdf3..0000000
--- a/main/opengeometry/src/analytic/topology.rs
+++ /dev/null
@@ -1,1381 +0,0 @@
-use super::{
-    geometry::{norm, sub, PatchBounds, Surface, UVBox},
-    intersection::IntersectionDefinition,
-    Curve, CurveGeometry, GeometryError, Point3, SurfaceGeometry, UV,
-};
-use crate::math::{finite, interval::Interval};
-use serde::{Deserialize, Serialize};
-use std::collections::HashSet;
-
-pub const SCHEMA_VERSION: u32 = 2;
-
-#[derive(Clone, Copy, Debug, Eq, PartialEq, Serialize, Deserialize)]
-pub enum Orientation {
-    Forward,
-    Reverse,
-}
-impl Orientation {
-    pub fn multiplier(self) -> f64 {
-        if self == Self::Forward {
-            1.0
-        } else {
-            -1.0
-        }
-    }
-}
-
-#[derive(Clone, Copy, Debug, Serialize, Deserialize)]
-#[serde(deny_unknown_fields)]
-pub struct Accuracy {
-    pub geometric: f64,
-    pub intersection: f64,
-    pub tessellation: f64,
-    pub exchange: f64,
-}
-impl Accuracy {
-    pub fn validate(self) -> Result<(), GeometryError> {
-        for value in [
-            self.geometric,
-            self.intersection,
-            self.tessellation,
-            self.exchange,
-        ] {
-            if !value.is_finite() || value <= 0.0 {
-                return Err(GeometryError::InvalidGeometry(
-                    "accuracy budgets must be positive and finite".into(),
-                ));
-            }
-        }
-        if self.intersection > self.geometric {
-            return Err(GeometryError::InvalidGeometry(
-                "intersection budget exceeds geometric tolerance".into(),
-            ));
-        }
-        Ok(())
-    }
-}
-
-#[derive(Clone, Debug, Serialize, Deserialize)]
-#[serde(tag = "kind", deny_unknown_fields)]
-pub enum GeometryQuality {
-    Analytic,
-    Approximate { max_error: f64 },
-}
-
-#[derive(Clone, Debug, Serialize, Deserialize)]
-#[serde(deny_unknown_fields)]
-pub struct FaceSource {
-    pub entity: String,
-    pub body: String,
-    pub key: String,
-    pub face: u32,
-}
-#[derive(Clone, Copy, Debug, Eq, PartialEq, Serialize, Deserialize)]
-pub enum FaceRole {
-    Authored,
-    Preserved,
-    Split,
-    Cut,
-    Coincident,
-}
-#[derive(Clone, Debug, Serialize, Deserialize)]
-#[serde(deny_unknown_fields)]
-pub struct FaceProvenance {
-    pub sources: Vec<FaceSource>,
-    pub role: FaceRole,
-    pub reversed: bool,
-}
-
-#[derive(Clone, Debug, Serialize, Deserialize)]
-#[serde(tag = "kind", deny_unknown_fields)]
-pub enum PcurveGeometry {
-    Line2 {
-        origin: UV,
-        direction: UV,
-    },
-    Conic2 {
-        origin: UV,
-        axis_a: UV,
-        axis_b: UV,
-    },
-    ProjectedCurve {
-        curve: u32,
-        surface: u32,
-        chart: u32,
-        uv_hint: UV,
-        uv_rate: UV,
-        parameter_origin: f64,
-    },
-    IntersectionSide {
-        definition: u32,
-        side: IntersectionSide,
-    },
-}
-#[derive(Clone, Copy, Debug, Eq, PartialEq, Serialize, Deserialize)]
-pub enum IntersectionSide {
-    A,
-    B,
-}
-
-#[derive(Clone, Debug, Serialize, Deserialize)]
-#[serde(deny_unknown_fields)]
-pub struct GeometryStore {
-    pub surfaces: Vec<SurfaceGeometry>,
-    pub curves: Vec<CurveGeometry>,
-    pub pcurves: Vec<PcurveGeometry>,
-    pub intersections: Vec<IntersectionDefinition>,
-}
-impl GeometryStore {
-    pub fn new() -> Self {
-        Self {
-            surfaces: Vec::new(),
-            curves: Vec::new(),
-            pcurves: Vec::new(),
-            intersections: Vec::new(),
-        }
-    }
-    pub fn surface(&self, id: u32) -> Result<&SurfaceGeometry, GeometryError> {
-        self.surfaces
-            .get(id as usize)
-            .ok_or_else(|| missing("surface", id))
-    }
-    pub fn curve(&self, id: u32) -> Result<CurveView<'_>, GeometryError> {
-        let geometry = self
-            .curves
-            .get(id as usize)
-            .ok_or_else(|| missing("curve", id))?;
-        Ok(CurveView {
-            geometry,
-            store: self,
-        })
-    }
-    pub fn pcurve_at(&self, id: u32, t: f64) -> Result<UV, GeometryError> {
-        finite(t)?;
-        let uv = match self
-            .pcurves
-            .get(id as usize)
-            .ok_or_else(|| missing("pcurve", id))?
-        {
-            PcurveGeometry::Line2 { origin, direction } => {
-                std::array::from_fn(|i| origin[i] + direction[i] * t)
-            }
-            PcurveGeometry::Conic2 {
-                origin,
-                axis_a,
-                axis_b,
-            } => std::array::from_fn(|i| origin[i] + axis_a[i] * t.cos() + axis_b[i] * t.sin()),
-            PcurveGeometry::ProjectedCurve {
-                curve,
-                surface,
-                chart,
-                uv_hint,
-                uv_rate,
-                parameter_origin,
-            } => {
-                let surface = self.surface(*surface)?;
-                if *chart as usize >= surface.charts().len() {
-                    return Err(missing("chart", *chart));
-                }
-                let hint =
-                    std::array::from_fn(|i| uv_hint[i] + uv_rate[i] * (t - parameter_origin));
-                surface.project(self.curve(*curve)?.point_at(t)?, Some(hint))?
-            }
-            PcurveGeometry::IntersectionSide { definition, side } => {
-                let point = self
-                    .intersections
-                    .get(*definition as usize)
-                    .ok_or_else(|| missing("intersection", *definition))?
-                    .evaluate(t, self)?;
-                if *side == IntersectionSide::A {
-                    point.uv_a
-                } else {
-                    point.uv_b
-                }
-            }
-        };
-        for v in uv {
-            finite(v)?;
-        }
-        Ok(uv)
-    }
-}
-impl Default for GeometryStore {
-    fn default() -> Self {
-        Self::new()
-    }
-}
-
-pub struct CurveView<'a> {
-    pub geometry: &'a CurveGeometry,
-    pub store: &'a GeometryStore,
-}
-impl Curve for CurveView<'_> {
-    fn point_at(&self, t: f64) -> Result<Point3, GeometryError> {
-        match self.geometry {
-            CurveGeometry::Intersection { definition } => Ok(self
-                .store
-                .intersections
-                .get(*definition as usize)
-                .ok_or_else(|| missing("intersection", *definition))?
-                .evaluate(t, self.store)?
-                .point),
-            curve => curve.elementary_point(t),
-        }
-    }
-    fn tangent_at(&self, t: f64) -> Result<Point3, GeometryError> {
-        match self.geometry {
-            CurveGeometry::Intersection { definition } => Ok(self
-                .store
-                .intersections
-                .get(*definition as usize)
-                .ok_or_else(|| missing("intersection", *definition))?
-                .evaluate(t, self.store)?
-                .tangent),
-            curve => curve.elementary_tangent(t),
-        }
-    }
-    fn enclose(&self, range: Interval) -> Result<PatchBounds, GeometryError> {
-        match self.geometry {
-            CurveGeometry::Intersection { definition } => self
-                .store
-                .intersections
-                .get(*definition as usize)
-                .ok_or_else(|| missing("intersection", *definition))?
-                .enclose(range, self.store),
-            curve => curve.elementary_bounds(range),
-        }
-    }
-}
-
-#[derive(Clone, Debug, Serialize, Deserialize)]
-#[serde(tag = "kind", deny_unknown_fields)]
-pub enum EdgeGeometry {
-    Curve { curve: u32, range: Interval },
-    Collapsed { vertex: u32 },
-}
-impl EdgeGeometry {
-    pub fn range(&self) -> Interval {
-        match self {
-            Self::Curve { range, .. } => *range,
-            Self::Collapsed { .. } => Interval { lo: 0.0, hi: 1.0 },
-        }
-    }
-}
-
-#[derive(Clone, Debug, Serialize, Deserialize)]
-#[serde(deny_unknown_fields)]
-pub struct Vertex {
-    pub id: u32,
-    pub position: Point3,
-    pub outgoing_halfedge: Option<u32>,
-    pub tolerance: f64,
-}
-#[derive(Clone, Debug, Serialize, Deserialize)]
-#[serde(deny_unknown_fields)]
-pub struct Edge {
-    pub id: u32,
-    pub geometry: EdgeGeometry,
-    pub halfedge: u32,
-    pub twin_halfedge: Option<u32>,
-    pub tolerance: f64,
-    pub chart_seam: bool,
-}
-#[derive(Clone, Debug, Serialize, Deserialize)]
-#[serde(deny_unknown_fields)]
-pub struct HalfEdgeGeometryUse {
-    pub sense: Orientation,
-    pub pcurve: Option<u32>,
-    pub periodic_lift: [i32; 2],
-}
-#[derive(Clone, Debug, Serialize, Deserialize)]
-#[serde(deny_unknown_fields)]
-pub struct HalfEdge {
-    pub id: u32,
-    pub from: u32,
-    pub to: u32,
-    pub twin: Option<u32>,
-    pub next: Option<u32>,
-    pub prev: Option<u32>,
-    pub edge: u32,
-    pub face: Option<u32>,
-    pub loop_ref: Option<u32>,
-    pub wire_ref: Option<u32>,
-    pub geometry_use: HalfEdgeGeometryUse,
-}
-#[derive(Clone, Debug, Serialize, Deserialize)]
-#[serde(deny_unknown_fields)]
-pub struct Loop {
-    pub id: u32,
-    pub start_halfedge: u32,
-    pub face_ref: u32,
-    pub is_hole: bool,
-}
-#[derive(Clone, Debug, Serialize, Deserialize)]
-#[serde(deny_unknown_fields)]
-pub struct TrimRegion {
-    pub chart: u32,
-    pub uv_bounds: UVBox,
-    pub outer: u32,
-    pub holes: Vec<u32>,
-}
-#[derive(Clone, Debug, Serialize, Deserialize)]
-#[serde(deny_unknown_fields)]
-pub struct Face {
-    pub id: u32,
-    pub key: String,
-    pub surface: u32,
-    pub sense: Orientation,
-    pub trim: TrimRegion,
-    pub shell_ref: Option<u32>,
-    pub provenance: FaceProvenance,
-}
-#[derive(Clone, Debug, Serialize, Deserialize)]
-#[serde(deny_unknown_fields)]
-pub struct Wire {
-    pub id: u32,
-    pub start_halfedge: u32,
-    pub is_closed: bool,
-}
-#[derive(Clone, Debug, Serialize, Deserialize)]
-#[serde(deny_unknown_fields)]
-pub struct Shell {
-    pub id: u32,
-    pub faces: Vec<u32>,
-    pub is_closed: bool,
-}
-#[derive(Clone, Debug, Serialize, Deserialize)]
-#[serde(deny_unknown_fields)]
-pub struct SolidRegion {
-    pub outer_shell: u32,
-    pub cavity_shells: Vec<u32>,
-}
-#[derive(Clone, Debug, Serialize, Deserialize)]
-#[serde(deny_unknown_fields)]
-pub struct Topology {
-    pub vertices: Vec<Vertex>,
-    pub edges: Vec<Edge>,
-    pub halfedges: Vec<HalfEdge>,
-    pub loops: Vec<Loop>,
-    pub faces: Vec<Face>,
-    pub wires: Vec<Wire>,
-    pub shells: Vec<Shell>,
-}
-impl Topology {
-    pub fn new() -> Self {
-        Self {
-            vertices: Vec::new(),
-            edges: Vec::new(),
-            halfedges: Vec::new(),
-            loops: Vec::new(),
-            faces: Vec::new(),
-            wires: Vec::new(),
-            shells: Vec::new(),
-        }
-    }
-}
-impl Default for Topology {
-    fn default() -> Self {
-        Self::new()
-    }
-}
-
-#[derive(Clone, Debug, Serialize, Deserialize)]
-#[serde(deny_unknown_fields)]
-pub struct BrepEnvelope {
-    pub schema_version: u32,
-    pub id: String,
-    pub revision: u64,
-    pub geometry: GeometryStore,
-    pub topology: Topology,
-    pub solids: Vec<SolidRegion>,
-    pub accuracy: Accuracy,
-    pub quality: GeometryQuality,
-}
-
-fn missing(kind: &str, index: u32) -> GeometryError {
-    GeometryError::MissingReference {
-        kind: kind.into(),
-        index,
-    }
-}
-fn invalid(message: impl Into<String>) -> GeometryError {
-    GeometryError::InvalidTopology(message.into())
-}
-fn positive(value: f64) -> Result<(), GeometryError> {
-    if !value.is_finite() || value <= 0.0 {
-        return Err(GeometryError::InvalidGeometry(
-            "entity tolerance must be finite and positive".into(),
-        ));
-    }
-    Ok(())
-}
-
-impl BrepEnvelope {
-    pub fn face_normal_at(&self, face_id: u32, point: Point3) -> Result<Point3, GeometryError> {
-        let face = self
-            .topology
-            .faces
-            .get(face_id as usize)
-            .ok_or_else(|| missing("face", face_id))?;
-        let surface = self.geometry.surface(face.surface)?;
-        let uv = surface.project(point, None)?;
-        Ok(super::geometry::unit(surface.normal_at(uv)?)?.map(|v| v * face.sense.multiplier()))
-    }
-
-    pub fn new(id: String, accuracy: Accuracy) -> Result<Self, GeometryError> {
-        accuracy.validate()?;
-        Ok(Self {
-            schema_version: SCHEMA_VERSION,
-            id,
-            revision: 0,
-            geometry: GeometryStore::new(),
-            topology: Topology::new(),
-            solids: Vec::new(),
-            accuracy,
-            quality: GeometryQuality::Analytic,
-        })
-    }
-
-    pub fn from_json(json: &str) -> Result<Self, GeometryError> {
-        if json.len() > 64 * 1024 * 1024 {
-            return Err(GeometryError::LimitExceeded(
-                "BRep JSON exceeds 64 MiB".into(),
-            ));
-        }
-        let brep: Self = serde_json::from_str(json)
-            .map_err(|e| GeometryError::InvalidGeometry(format!("invalid BRep v2 JSON: {e}")))?;
-        brep.validate()?;
-        Ok(brep)
-    }
-
-    pub fn to_json(&self) -> Result<String, GeometryError> {
-        self.validate()?;
-        serde_json::to_string(self).map_err(|e| GeometryError::InvalidGeometry(e.to_string()))
-    }
-
-    pub fn bounds(&self) -> Result<Option<PatchBounds>, GeometryError> {
-        self.validate()?;
-        self.bounds_unchecked()
-    }
-
-    pub(crate) fn bounds_unchecked(&self) -> Result<Option<PatchBounds>, GeometryError> {
-        let mut result: Option<PatchBounds> = None;
-        let mut include = |bounds: PatchBounds| {
-            result = Some(match result {
-                Some(current) => PatchBounds {
-                    axes: std::array::from_fn(|i| current.axes[i].hull(bounds.axes[i])),
-                },
-                None => bounds,
-            });
-        };
-        for face in &self.topology.faces {
-            include(
-                self.geometry
-                    .surface(face.surface)?
-                    .enclose(face.trim.uv_bounds)?,
-            );
-        }
-        for edge in &self.topology.edges {
-            if let EdgeGeometry::Curve { curve, range } = edge.geometry {
-                include(self.geometry.curve(curve)?.enclose(range)?);
-            }
-        }
-        for vertex in &self.topology.vertices {
-            include(PatchBounds {
-                axes: [
-                    Interval::point(vertex.position[0])?,
-                    Interval::point(vertex.position[1])?,
-                    Interval::point(vertex.position[2])?,
-                ],
-            });
-        }
-        Ok(result)
-    }
-
-    pub fn validate(&self) -> Result<(), GeometryError> {
-        if self.schema_version != SCHEMA_VERSION {
-            return Err(GeometryError::UnsupportedSchema {
-                found: self.schema_version,
-            });
-        }
-        if self.id.is_empty() {
-            return Err(invalid("BRep identity is empty"));
-        }
-        self.accuracy.validate()?;
-        if let GeometryQuality::Approximate { max_error } = self.quality {
-            positive(max_error)?;
-        }
-        for s in &self.geometry.surfaces {
-            s.validate()?;
-        }
-        for c in &self.geometry.curves {
-            c.validate()?;
-            if let CurveGeometry::Intersection { definition } = c {
-                self.geometry
-                    .intersections
-                    .get(*definition as usize)
-                    .ok_or_else(|| missing("intersection", *definition))?;
-            }
-        }
-        for definition in &self.geometry.intersections {
-            if definition.residual_tolerance > self.accuracy.intersection {
-                return Err(invalid(
-                    "intersection residual budget exceeds model accuracy",
-                ));
-            }
-            definition.validate(&self.geometry)?;
-        }
-        for pcurve in &self.geometry.pcurves {
-            match pcurve {
-                PcurveGeometry::Line2 { origin, direction } => {
-                    for v in origin.iter().chain(direction) {
-                        finite(*v)?;
-                    }
-                }
-                PcurveGeometry::Conic2 {
-                    origin,
-                    axis_a,
-                    axis_b,
-                } => {
-                    for v in origin.iter().chain(axis_a).chain(axis_b) {
-                        finite(*v)?;
-                    }
-                }
-                PcurveGeometry::ProjectedCurve {
-                    curve,
-                    surface,
-                    chart,
-                    uv_hint,
-                    uv_rate,
-                    parameter_origin,
-                } => {
-                    self.geometry.curve(*curve)?;
-                    let surface = self.geometry.surface(*surface)?;
-                    if *chart as usize >= surface.charts().len() {
-                        return Err(missing("chart", *chart));
-                    }
-                    for v in uv_hint
-                        .iter()
-                        .chain(uv_rate)
-                        .chain(std::iter::once(parameter_origin))
-                    {
-                        finite(*v)?;
-                    }
-                }
-                PcurveGeometry::IntersectionSide { definition, .. } => {
-                    self.geometry
-                        .intersections
-                        .get(*definition as usize)
-                        .ok_or_else(|| missing("intersection", *definition))?;
-                }
-            }
-        }
-        let t = &self.topology;
-        for length in [
-            t.vertices.len(),
-            t.edges.len(),
-            t.halfedges.len(),
-            t.loops.len(),
-            t.faces.len(),
-            t.wires.len(),
-            t.shells.len(),
-            self.geometry.surfaces.len(),
-            self.geometry.curves.len(),
-            self.geometry.pcurves.len(),
-            self.geometry.intersections.len(),
-        ] {
-            if length > 2_000_000 {
-                return Err(GeometryError::LimitExceeded(
-                    "BRep table exceeds 2000000 records".into(),
-                ));
-            }
-        }
-        for face in &t.faces {
-            let surface = self.geometry.surface(face.surface)?;
-            if face.trim.chart as usize >= surface.charts().len() {
-                return Err(missing("chart", face.trim.chart));
-            }
-            for d in face.trim.uv_bounds {
-                Interval::new(d.lo, d.hi)?;
-                if d.lo == d.hi {
-                    return Err(invalid("face UV bounds must have positive area"));
-                }
-            }
-        }
-        for (i, v) in t.vertices.iter().enumerate() {
-            if v.id as usize != i {
-                return Err(invalid("vertex IDs must be dense"));
-            }
-            positive(v.tolerance)?;
-            if v.tolerance > self.accuracy.geometric {
-                return Err(invalid(
-                    "vertex tolerance exceeds the model accuracy budget",
-                ));
-            }
-            for x in v.position {
-                finite(x)?;
-            }
-            if let Some(h) = v.outgoing_halfedge {
-                if t.halfedges
-                    .get(h as usize)
-                    .ok_or_else(|| missing("halfedge", h))?
-                    .from
-                    != v.id
-                {
-                    return Err(invalid("outgoing halfedge starts at another vertex"));
-                }
-            }
-        }
-        let mut incident = vec![Vec::new(); t.edges.len()];
-        for (i, h) in t.halfedges.iter().enumerate() {
-            if h.id as usize != i {
-                return Err(invalid("halfedge IDs must be dense"));
-            }
-            t.vertices
-                .get(h.from as usize)
-                .ok_or_else(|| missing("vertex", h.from))?;
-            t.vertices
-                .get(h.to as usize)
-                .ok_or_else(|| missing("vertex", h.to))?;
-            t.edges
-                .get(h.edge as usize)
-                .ok_or_else(|| missing("edge", h.edge))?;
-            incident[h.edge as usize].push(h.id);
-            if let Some(twin) = h.twin {
-                let twin = t
-                    .halfedges
-                    .get(twin as usize)
-                    .ok_or_else(|| missing("halfedge", twin))?;
-                if twin.id == h.id
-                    || twin.twin != Some(h.id)
-                    || twin.edge != h.edge
-                    || twin.from != h.to
-                    || twin.to != h.from
-                    || twin.geometry_use.sense == h.geometry_use.sense
-                {
-                    return Err(invalid("inconsistent halfedge twins"));
-                }
-            }
-            if let Some(next) = h.next {
-                let n = t
-                    .halfedges
-                    .get(next as usize)
-                    .ok_or_else(|| missing("halfedge", next))?;
-                if n.prev != Some(h.id)
-                    || n.from != h.to
-                    || n.face != h.face
-                    || n.wire_ref != h.wire_ref
-                    || n.loop_ref != h.loop_ref
-                {
-                    return Err(invalid("inconsistent next link"));
-                }
-            }
-            if let Some(prev) = h.prev {
-                if t.halfedges
-                    .get(prev as usize)
-                    .ok_or_else(|| missing("halfedge", prev))?
-                    .next
-                    != Some(h.id)
-                {
-                    return Err(invalid("inconsistent previous link"));
-                }
-            }
-            match (h.face, h.wire_ref) {
-                (Some(face), None) => {
-                    t.faces
-                        .get(face as usize)
-                        .ok_or_else(|| missing("face", face))?;
-                    let p = h
-                        .geometry_use
-                        .pcurve
-                        .ok_or_else(|| invalid("face halfedge has no pcurve"))?;
-                    self.geometry
-                        .pcurves
-                        .get(p as usize)
-                        .ok_or_else(|| missing("pcurve", p))?;
-                    if h.loop_ref.is_none() || h.next.is_none() || h.prev.is_none() {
-                        return Err(invalid("face halfedge has incomplete loop links"));
-                    }
-                }
-                (None, Some(wire)) => {
-                    t.wires
-                        .get(wire as usize)
-                        .ok_or_else(|| missing("wire", wire))?;
-                    if h.geometry_use.pcurve.is_some() || h.loop_ref.is_some() {
-                        return Err(invalid("wire use carries face geometry"));
-                    }
-                }
-                _ => return Err(invalid("halfedge must belong to one face or wire")),
-            }
-        }
-        for (i, e) in t.edges.iter().enumerate() {
-            if e.id as usize != i {
-                return Err(invalid("edge IDs must be dense"));
-            }
-            positive(e.tolerance)?;
-            if e.tolerance > self.accuracy.geometric {
-                return Err(invalid("edge tolerance exceeds the model accuracy budget"));
-            }
-            let list = &incident[i];
-            if list.is_empty() || list.len() > 2 || !list.contains(&e.halfedge) {
-                return Err(invalid("invalid edge incidence"));
-            }
-            if list.len() == 2 {
-                let twin = e
-                    .twin_halfedge
-                    .ok_or_else(|| invalid("two-use edge lacks twin halfedge"))?;
-                if !list.contains(&twin)
-                    || twin == e.halfedge
-                    || t.halfedges[e.halfedge as usize].twin != Some(twin)
-                {
-                    return Err(invalid("edge incidence does not match twins"));
-                }
-            } else if e.twin_halfedge.is_some() || t.halfedges[e.halfedge as usize].twin.is_some() {
-                return Err(invalid("one-use edge has an extra twin"));
-            }
-            let range = e.geometry.range();
-            Interval::new(range.lo, range.hi)?;
-            if range.lo == range.hi {
-                return Err(invalid("regular curve range must be nonzero"));
-            }
-            let points = match e.geometry {
-                EdgeGeometry::Curve { curve, .. } => [
-                    self.geometry.curve(curve)?.point_at(range.lo)?,
-                    self.geometry.curve(curve)?.point_at(range.hi)?,
-                ],
-                EdgeGeometry::Collapsed { vertex } => {
-                    let p = t
-                        .vertices
-                        .get(vertex as usize)
-                        .ok_or_else(|| missing("vertex", vertex))?
-                        .position;
-                    [p, p]
-                }
-            };
-            for &id in list {
-                let h = &t.halfedges[id as usize];
-                let endpoints = if h.geometry_use.sense == Orientation::Forward {
-                    points
-                } else {
-                    [points[1], points[0]]
-                };
-                let tolerance = e
-                    .tolerance
-                    .max(t.vertices[h.from as usize].tolerance)
-                    .max(t.vertices[h.to as usize].tolerance);
-                if norm(sub(endpoints[0], t.vertices[h.from as usize].position)) > tolerance
-                    || norm(sub(endpoints[1], t.vertices[h.to as usize].position)) > tolerance
-                {
-                    return Err(invalid("edge endpoints disagree with vertices"));
-                }
-                if h.from == h.to
-                    && matches!(e.geometry, EdgeGeometry::Curve { .. })
-                    && norm(sub(points[0], points[1])) > tolerance
-                {
-                    return Err(invalid("self-loop curve is not closed"));
-                }
-                if h.from == h.to
-                    && matches!(e.geometry, EdgeGeometry::Curve { curve, .. } if matches!(self.geometry.curves[curve as usize], CurveGeometry::Line { .. }))
-                {
-                    return Err(invalid("a regular line cannot form a closed edge"));
-                }
-                if matches!(e.geometry, EdgeGeometry::Collapsed { .. })
-                    && (h.from != h.to || h.face.is_none())
-                {
-                    return Err(invalid("collapsed edge must be a singular face use"));
-                }
-                if let Some(face) = h.face {
-                    self.validate_face_use(h, &t.faces[face as usize], e, tolerance)?;
-                }
-            }
-        }
-        let mut loop_uses = HashSet::new();
-        for (i, l) in t.loops.iter().enumerate() {
-            if l.id as usize != i {
-                return Err(invalid("loop IDs must be dense"));
-            }
-            let face = t
-                .faces
-                .get(l.face_ref as usize)
-                .ok_or_else(|| missing("face", l.face_ref))?;
-            if (face.trim.outer == l.id && l.is_hole)
-                || (!face.trim.holes.contains(&l.id) && face.trim.outer != l.id)
-                || face.trim.holes.contains(&l.id) && !l.is_hole
-            {
-                return Err(invalid("loop face membership or hole flag is inconsistent"));
-            }
-            let mut current = l.start_halfedge;
-            let mut seen = HashSet::new();
-            loop {
-                let h = t
-                    .halfedges
-                    .get(current as usize)
-                    .ok_or_else(|| missing("halfedge", current))?;
-                if h.loop_ref != Some(l.id)
-                    || h.face != Some(face.id)
-                    || !seen.insert(current)
-                    || !loop_uses.insert(current)
-                {
-                    return Err(invalid("loop has inconsistent or repeated uses"));
-                }
-                let next = h.next.ok_or_else(|| invalid("open face loop"))?;
-                self.validate_uv_join(h, &t.halfedges[next as usize], face)?;
-                if next == l.start_halfedge {
-                    break;
-                }
-                current = next;
-                if seen.len() > t.halfedges.len() {
-                    return Err(invalid("nonterminating loop"));
-                }
-            }
-        }
-        let mut face_keys = HashSet::new();
-        for (i, f) in t.faces.iter().enumerate() {
-            if f.id as usize != i || f.key.is_empty() || !face_keys.insert(&f.key) {
-                return Err(invalid("face IDs or keys are invalid"));
-            }
-            let surface = self.geometry.surface(f.surface)?;
-            if f.trim.chart as usize >= surface.charts().len() {
-                return Err(missing("chart", f.trim.chart));
-            }
-            for d in f.trim.uv_bounds {
-                Interval::new(d.lo, d.hi)?;
-            }
-            t.loops
-                .get(f.trim.outer as usize)
-                .filter(|l| l.face_ref == f.id && !l.is_hole)
-                .ok_or_else(|| invalid("face outer loop is invalid"))?;
-            let mut holes = HashSet::new();
-            for &hole in &f.trim.holes {
-                if !holes.insert(hole) || hole == f.trim.outer {
-                    return Err(invalid("duplicate face hole"));
-                }
-                t.loops
-                    .get(hole as usize)
-                    .filter(|l| l.face_ref == f.id && l.is_hole)
-                    .ok_or_else(|| invalid("face hole is invalid"))?;
-            }
-            if f.provenance.sources.is_empty()
-                || f.provenance
-                    .sources
-                    .iter()
-                    .any(|s| s.key.is_empty() || s.entity.is_empty() || s.body.is_empty())
-            {
-                return Err(invalid("face provenance is incomplete"));
-            }
-            if let Some(shell) = f.shell_ref {
-                if !t
-                    .shells
-                    .get(shell as usize)
-                    .ok_or_else(|| missing("shell", shell))?
-                    .faces
-                    .contains(&f.id)
-                {
-                    return Err(invalid("face shell membership is inconsistent"));
-                }
-            }
-        }
-        if t.halfedges
-            .iter()
-            .any(|h| h.face.is_some() && !loop_uses.contains(&h.id))
-        {
-            return Err(invalid("orphan face halfedge"));
-        }
-        let mut wire_uses = HashSet::new();
-        for (i, w) in t.wires.iter().enumerate() {
-            if w.id as usize != i {
-                return Err(invalid("wire IDs must be dense"));
-            }
-            let mut current = w.start_halfedge;
-            let mut seen = HashSet::new();
-            loop {
-                let h = t
-                    .halfedges
-                    .get(current as usize)
-                    .ok_or_else(|| missing("halfedge", current))?;
-                if h.wire_ref != Some(w.id) || !seen.insert(current) || !wire_uses.insert(current) {
-                    return Err(invalid("invalid wire membership"));
-                }
-                match h.next {
-                    Some(next) if next == w.start_halfedge => {
-                        if !w.is_closed {
-                            return Err(invalid("open wire forms a cycle"));
-                        }
-                        break;
-                    }
-                    Some(next) => current = next,
-                    None => {
-                        if w.is_closed {
-                            return Err(invalid("closed wire is open"));
-                        }
-                        break;
-                    }
-                }
-            }
-        }
-        if t.halfedges
-            .iter()
-            .any(|h| h.wire_ref.is_some() && !wire_uses.contains(&h.id))
-        {
-            return Err(invalid("orphan wire halfedge"));
-        }
-        for (i, s) in t.shells.iter().enumerate() {
-            if s.id as usize != i || s.faces.is_empty() {
-                return Err(invalid("invalid shell IDs or empty shell"));
-            }
-            let mut seen = HashSet::new();
-            for &face in &s.faces {
-                let f = t
-                    .faces
-                    .get(face as usize)
-                    .ok_or_else(|| missing("face", face))?;
-                if f.shell_ref != Some(s.id) || !seen.insert(face) {
-                    return Err(invalid("inconsistent shell membership"));
-                }
-            }
-            if s.is_closed {
-                for h in t
-                    .halfedges
-                    .iter()
-                    .filter(|h| h.face.is_some_and(|f| seen.contains(&f)))
-                {
-                    if matches!(
-                        t.edges[h.edge as usize].geometry,
-                        EdgeGeometry::Collapsed { .. }
-                    ) {
-                        continue;
-                    }
-                    let twin = h
-                        .twin
-                        .ok_or_else(|| invalid("closed shell has a free edge"))?;
-                    if !t.halfedges[twin as usize]
-                        .face
-                        .is_some_and(|f| seen.contains(&f))
-                    {
-                        return Err(invalid("shell twin belongs to another shell"));
-                    }
-                }
-            }
-        }
-        let mut shells = HashSet::new();
-        for solid in &self.solids {
-            for shell in std::iter::once(&solid.outer_shell).chain(&solid.cavity_shells) {
-                if !shells.insert(*shell)
-                    || !t
-                        .shells
-                        .get(*shell as usize)
-                        .ok_or_else(|| missing("shell", *shell))?
-                        .is_closed
-                {
-                    return Err(invalid("solid shell is open or multiply assigned"));
-                }
-            }
-        }
-        if t.shells
-            .iter()
-            .any(|s| s.is_closed && !shells.contains(&s.id))
-        {
-            return Err(invalid("closed shell has no solid membership"));
-        }
-        Ok(())
-    }
-
-    fn validate_face_use(
-        &self,
-        h: &HalfEdge,
-        face: &Face,
-        edge: &Edge,
-        tolerance: f64,
-    ) -> Result<(), GeometryError> {
-        let surface = self.geometry.surface(face.surface)?;
-        let pcurve = h
-            .geometry_use
-            .pcurve
-            .ok_or_else(|| invalid("missing face pcurve"))?;
-        match &self.geometry.pcurves[pcurve as usize] {
-            PcurveGeometry::ProjectedCurve {
-                curve,
-                surface: s,
-                chart,
-                ..
-            } => {
-                if *s != face.surface
-                    || *chart != face.trim.chart
-                    || !matches!(edge.geometry,EdgeGeometry::Curve{curve:c,..}if c==*curve)
-                {
-                    return Err(invalid("projected pcurve references another edge or face"));
-                }
-            }
-            PcurveGeometry::IntersectionSide { definition, side } => {
-                let d = &self.geometry.intersections[*definition as usize];
-                let s = d.surfaces[if *side == IntersectionSide::A { 0 } else { 1 }];
-                if s != face.surface
-                    || !matches!(edge.geometry,EdgeGeometry::Curve{curve,..}if matches!(self.geometry.curves[curve as usize],CurveGeometry::Intersection{definition:df}if df==*definition))
-                {
-                    return Err(invalid(
-                        "intersection pcurve references another face or curve",
-                    ));
-                }
-            }
-            _ => {}
-        }
-        let range = edge.geometry.range();
-        for i in 0..=8 {
-            let t = (range.lo + (range.hi - range.lo) * i as f64 / 8.0).clamp(range.lo, range.hi);
-            let mut uv = self.geometry.pcurve_at(pcurve, t)?;
-            let chart = &surface.charts()[face.trim.chart as usize];
-            for j in 0..2 {
-                if let Some(period) = chart.periods[j] {
-                    uv[j] += h.geometry_use.periodic_lift[j] as f64 * period;
-                } else if h.geometry_use.periodic_lift[j] != 0 {
-                    return Err(invalid("lift on nonperiodic chart axis"));
-                }
-            }
-            let p = surface.point_at(uv)?;
-            let expected = match edge.geometry {
-                EdgeGeometry::Curve { curve, .. } => self.geometry.curve(curve)?.point_at(t)?,
-                EdgeGeometry::Collapsed { vertex } => {
-                    self.topology.vertices[vertex as usize].position
-                }
-            };
-            if norm(sub(p, expected)) > tolerance {
-                return Err(invalid("pcurve does not lie on edge support"));
-            }
-            if !face.trim.uv_bounds[0].contains(uv[0]) || !face.trim.uv_bounds[1].contains(uv[1]) {
-                let clipped = std::array::from_fn(|axis| {
-                    uv[axis].clamp(face.trim.uv_bounds[axis].lo, face.trim.uv_bounds[axis].hi)
-                });
-                let jet = surface.derivatives(clipped)?;
-                for axis in 0..2 {
-                    let excess = (uv[axis] - clipped[axis]).abs();
-                    let metric = norm(if axis == 0 { jet.du } else { jet.dv });
-                    let roundoff =
-                        128.0 * f64::EPSILON * uv[axis].abs().max(clipped[axis].abs()).max(1.0);
-                    let allowed = roundoff
-                        + if metric > 0.0 {
-                            tolerance / metric
-                        } else {
-                            0.0
-                        };
-                    if excess > allowed {
-                        return Err(invalid(format!(
-                            "pcurve on halfedge {} leaves face {} UV bounds at [{}, {}]",
-                            h.id, face.id, uv[0], uv[1]
-                        )));
-                    }
-                }
-                if norm(sub(surface.point_at(clipped)?, p)) > tolerance {
-                    return Err(invalid(format!(
-                        "pcurve on halfedge {} leaves face {} UV bounds at [{}, {}]",
-                        h.id, face.id, uv[0], uv[1]
-                    )));
-                }
-            }
-            if matches!(edge.geometry, EdgeGeometry::Collapsed { .. }) {
-                let singular = match surface {
-                    SurfaceGeometry::Sphere { .. } => uv[1].abs() == std::f64::consts::FRAC_PI_2,
-                    SurfaceGeometry::Cone { .. } => uv[1] == 0.0,
-                    _ => false,
-                };
-                if !singular {
-                    return Err(invalid("collapsed edge is not at a surface singularity"));
-                }
-            }
-        }
-        Ok(())
-    }
-
-    fn validate_uv_join(
-        &self,
-        a: &HalfEdge,
-        b: &HalfEdge,
-        face: &Face,
-    ) -> Result<(), GeometryError> {
-        let range_a = self.topology.edges[a.edge as usize].geometry.range();
-        let range_b = self.topology.edges[b.edge as usize].geometry.range();
-        let ta = if a.geometry_use.sense == Orientation::Forward {
-            range_a.hi
-        } else {
-            range_a.lo
-        };
-        let tb = if b.geometry_use.sense == Orientation::Forward {
-            range_b.lo
-        } else {
-            range_b.hi
-        };
-        let ua = self.geometry.pcurve_at(
-            a.geometry_use
-                .pcurve
-                .ok_or_else(|| invalid("missing pcurve"))?,
-            ta,
-        )?;
-        let ub = self.geometry.pcurve_at(
-            b.geometry_use
-                .pcurve
-                .ok_or_else(|| invalid("missing pcurve"))?,
-            tb,
-        )?;
-        let surface = self.geometry.surface(face.surface)?;
-        let chart = &surface.charts()[face.trim.chart as usize];
-        let jet = surface.derivatives(ua)?;
-        let mut displacement = [0.0; 2];
-        for j in 0..2 {
-            displacement[j] = ua[j] - ub[j];
-            if let Some(period) = chart.periods[j] {
-                displacement[j] -= (displacement[j] / period).round() * period;
-            }
-        }
-        let error = norm(super::geometry::add(
-            super::geometry::scale(jet.du, displacement[0]),
-            super::geometry::scale(jet.dv, displacement[1]),
-        ));
-        if error > self.accuracy.geometric {
-            return Err(invalid("pcurve loop is discontinuous"));
-        }
-        Ok(())
-    }
-}
-
-#[cfg(test)]
-pub(super) mod tests {
-    use super::*;
-    #[test]
-    fn picked_support_normals_follow_curvature_reversal_and_singularities() {
-        use crate::analytic::{
-            booleans::{boolean_spheres, BooleanOp},
-            geometry::{dot, sub, unit},
-            primitives, Frame3,
-        };
-        let accuracy = Accuracy {
-            geometric: 1e-8,
-            intersection: 1e-9,
-            tessellation: 0.01,
-            exchange: 1e-6,
-        };
-        let frame = Frame3::from_axis([3.0, -2.0, 1.0], [1.0, 2.0, 3.0], [0.0, 1.0, 0.0]).unwrap();
-        let sphere = primitives::sphere("host".into(), frame.clone(), 2.0, accuracy).unwrap();
-        let point = sphere.geometry.surfaces[0].point_at([0.7, 0.3]).unwrap();
-        let inward_mesh_point =
-            std::array::from_fn(|i| frame.origin[i] + (point[i] - frame.origin[i]) * 0.99);
-        let normal = sphere.face_normal_at(0, inward_mesh_point).unwrap();
-        assert!(dot(normal, unit(sub(point, frame.origin)).unwrap()) > 1.0 - 1e-12);
-        let cutter = primitives::sphere("cutter".into(), frame.clone(), 0.5, accuracy).unwrap();
-        let cavity = boolean_spheres(&sphere, &cutter, BooleanOp::Subtraction, "cavity".into())
-            .unwrap()
-            .brep;
-        let face = cavity
-            .topology
-            .faces
-            .iter()
-            .find(|face| face.provenance.role == FaceRole::Cut)
-            .unwrap();
-        let point = cavity
-            .geometry
-            .surface(face.surface)
-            .unwrap()
-            .point_at([0.7, 0.3])
-            .unwrap();
-        assert!(
-            dot(
-                cavity.face_normal_at(face.id, point).unwrap(),
-                unit(sub(point, frame.origin)).unwrap()
-            ) < -1.0 + 1e-12
-        );
-        assert!(matches!(
-            sphere.face_normal_at(u32::MAX, point),
-            Err(GeometryError::MissingReference { .. })
-        ));
-        assert!(sphere.face_normal_at(0, [f64::NAN, 0.0, 0.0]).is_err());
-        let cone = primitives::cone("cone".into(), frame, 1.0, 2.0, accuracy).unwrap();
-        let face = cone
-            .topology
-            .faces
-            .iter()
-            .find(|face| {
-                matches!(
-                    cone.geometry.surfaces[face.surface as usize],
-                    SurfaceGeometry::Cone { .. }
-                )
-            })
-            .unwrap();
-        let apex = cone.geometry.surface(face.surface).unwrap().frame().origin;
-        assert!(matches!(
-            cone.face_normal_at(face.id, apex),
-            Err(GeometryError::SingularParameterization)
-        ));
-    }
-    fn accuracy() -> Accuracy {
-        Accuracy {
-            geometric: 1e-9,
-            intersection: 1e-10,
-            tessellation: 1e-3,
-            exchange: 1e-5,
-        }
-    }
-    pub fn circular_face() -> BrepEnvelope {
-        let mut b = BrepEnvelope::new("circle".into(), accuracy()).unwrap();
-        b.geometry.surfaces.push(SurfaceGeometry::Plane {
-            frame: super::super::Frame3::IDENTITY,
-        });
-        b.geometry.curves.push(CurveGeometry::Circle {
-            frame: super::super::Frame3::IDENTITY,
-            radius: 1.0,
-        });
-        b.geometry.pcurves.push(PcurveGeometry::Conic2 {
-            origin: [0.0; 2],
-            axis_a: [1.0, 0.0],
-            axis_b: [0.0, 1.0],
-        });
-        b.topology.vertices.push(Vertex {
-            id: 0,
-            position: [1.0, 0.0, 0.0],
-            outgoing_halfedge: Some(0),
-            tolerance: 1e-9,
-        });
-        b.topology.edges.push(Edge {
-            id: 0,
-            geometry: EdgeGeometry::Curve {
-                curve: 0,
-                range: Interval::new(0.0, std::f64::consts::TAU).unwrap(),
-            },
-            halfedge: 0,
-            twin_halfedge: None,
-            tolerance: 1e-9,
-            chart_seam: false,
-        });
-        b.topology.halfedges.push(HalfEdge {
-            id: 0,
-            from: 0,
-            to: 0,
-            twin: None,
-            next: Some(0),
-            prev: Some(0),
-            edge: 0,
-            face: Some(0),
-            loop_ref: Some(0),
-            wire_ref: None,
-            geometry_use: HalfEdgeGeometryUse {
-                sense: Orientation::Forward,
-                pcurve: Some(0),
-                periodic_lift: [0; 2],
-            },
-        });
-        b.topology.loops.push(Loop {
-            id: 0,
-            start_halfedge: 0,
-            face_ref: 0,
-            is_hole: false,
-        });
-        b.topology.faces.push(Face {
-            id: 0,
-            key: "disc".into(),
-            surface: 0,
-            sense: Orientation::Forward,
-            trim: TrimRegion {
-                chart: 0,
-                uv_bounds: [Interval::new(-1.0, 1.0).unwrap(); 2],
-                outer: 0,
-                holes: Vec::new(),
-            },
-            shell_ref: None,
-            provenance: FaceProvenance {
-                sources: vec![FaceSource {
-                    entity: "circle".into(),
-                    body: "circle".into(),
-                    key: "disc".into(),
-                    face: 0,
-                }],
-                role: FaceRole::Authored,
-                reversed: false,
-            },
-        });
-        b
-    }
-    #[test]
-    fn full_circle_loop_is_valid_and_strictly_versioned() {
-        let b = circular_face();
-        b.validate().unwrap();
-        let json = b.to_json().unwrap();
-        BrepEnvelope::from_json(&json).unwrap();
-        let mut bad: serde_json::Value = serde_json::from_str(&json).unwrap();
-        bad["schema_version"] = serde_json::json!(1);
-        assert!(matches!(
-            BrepEnvelope::from_json(&bad.to_string()),
-            Err(GeometryError::UnsupportedSchema { found: 1 })
-        ));
-        bad.as_object_mut().unwrap().remove("schema_version");
-        assert!(BrepEnvelope::from_json(&bad.to_string()).is_err());
-    }
-    #[test]
-    fn missing_pcurve_and_malformed_cycle_are_rejected() {
-        let mut b = circular_face();
-        b.topology.halfedges[0].geometry_use.pcurve = None;
-        assert!(b.validate().is_err());
-        let mut b = circular_face();
-        b.topology.halfedges[0].next = Some(10);
-        assert!(b.validate().is_err());
-        let mut b = circular_face();
-        b.geometry.pcurves[0] = PcurveGeometry::Line2 {
-            origin: [0.0; 2],
-            direction: [1.0, 0.0],
-        };
-        assert!(b.validate().is_err());
-    }
-    #[test]
-    fn pcurve_outside_uv_bounds_beyond_geometric_tolerance_is_rejected() {
-        let mut b = circular_face();
-        b.topology.faces[0].trim.uv_bounds[0] = Interval::new(-0.999, 0.999).unwrap();
-        assert!(matches!(
-            b.validate(),
-            Err(GeometryError::InvalidTopology(message)) if message.contains("leaves face 0 UV bounds")
-        ));
-    }
-    #[test]
-    fn old_json_and_unknown_fields_are_not_accepted() {
-        assert!(BrepEnvelope::from_json("{\"vertices\":[],\"faces\":[]}").is_err());
-        let mut json: serde_json::Value =
-            serde_json::from_str(&circular_face().to_json().unwrap()).unwrap();
-        json["legacy"] = serde_json::json!(true);
-        assert!(BrepEnvelope::from_json(&json.to_string()).is_err());
-    }
-    #[test]
-    fn malformed_charts_and_undeclared_degenerate_edges_are_rejected() {
-        let mut b = circular_face();
-        b.topology.faces[0].trim.chart = u32::MAX;
-        assert!(
-            matches!(b.validate(), Err(GeometryError::MissingReference { kind, .. }) if kind == "chart")
-        );
-        let mut b = circular_face();
-        b.geometry.curves[0] = CurveGeometry::Line {
-            origin: [1.0, 0.0, 0.0],
-            direction: [1.0, 0.0, 0.0],
-        };
-        b.topology.edges[0].geometry = EdgeGeometry::Curve {
-            curve: 0,
-            range: Interval::new(0.0, 1e-12).unwrap(),
-        };
-        b.geometry.pcurves[0] = PcurveGeometry::Line2 {
-            origin: [1.0, 0.0],
-            direction: [1.0, 0.0],
-        };
-        assert!(
-            matches!(b.validate(), Err(GeometryError::InvalidTopology(message)) if message.contains("regular line"))
-        );
-        let mut b = circular_face();
-        b.accuracy.geometric = 10.0;
-        b.topology.edges[0].geometry = EdgeGeometry::Collapsed { vertex: 0 };
-        b.geometry.pcurves[0] = PcurveGeometry::Line2 {
-            origin: [1.0, 0.0],
-            direction: [0.0; 2],
-        };
-        assert!(
-            matches!(b.validate(), Err(GeometryError::InvalidTopology(message)) if message.contains("surface singularity"))
-        );
-        let mut b = circular_face();
-        b.topology.vertices[0].tolerance = 1e-18;
-        b.topology.edges[0].tolerance = 1e-18;
-        assert!(
-            matches!(b.validate(), Err(GeometryError::InvalidTopology(message)) if message.contains("edge endpoints"))
-        );
-    }
-}
diff --git a/main/opengeometry/src/analytic/universal_ssi.rs b/main/opengeometry/src/analytic/universal_ssi.rs
deleted file mode 100644
index c86e62e..0000000
--- a/main/opengeometry/src/analytic/universal_ssi.rs
+++ /dev/null
@@ -1,1194 +0,0 @@
-use super::{
-    geometry::{add, cross, dot, norm, scale, sub, unit, PatchBounds, Surface, UVBox},
-    intersection::{IntersectionDefinition, SsiBudget, TraceAnchor},
-    ssi::{SsiCurve, SsiResult},
-    topology::{Accuracy, GeometryStore, IntersectionSide, PcurveGeometry},
-    CurveGeometry, GeometryError, Point3, SurfaceGeometry, UV,
-};
-use crate::math::{interval::Interval, solve::solve};
-use std::collections::{HashMap, HashSet};
-
-#[derive(Clone, Copy)]
-struct Root {
-    uv_a: UV,
-    uv_b: UV,
-    point: Point3,
-}
-
-#[derive(Clone, Copy)]
-struct Segment {
-    ends: [Root; 2],
-    domain: UVBox,
-}
-
-fn pseudo_arclength_correct(
-    source: &SurfaceGeometry,
-    target: &SurfaceGeometry,
-    root: Root,
-    tolerance: f64,
-) -> Result<Root, GeometryError> {
-    let predictor = root.point;
-    let normal_cross = cross(source.normal_at(root.uv_a)?, target.normal_at(root.uv_b)?);
-    if norm(normal_cross) <= 1.0e-8 {
-        let point_a = source.point_at(root.uv_a)?;
-        let point_b = target.point_at(root.uv_b)?;
-        if norm(sub(point_a, point_b)) <= tolerance {
-            return Ok(Root {
-                point: scale(add(point_a, point_b), 0.5),
-                ..root
-            });
-        }
-        return Err(GeometryError::UnresolvedIntersection(
-            "universal SSI tangent branch root exceeds its support residual".into(),
-        ));
-    }
-    let tangent = unit(normal_cross)?;
-    let mut parameters = [root.uv_a[0], root.uv_a[1], root.uv_b[0], root.uv_b[1]];
-    for _ in 0..12 {
-        let uv_a = [parameters[0], parameters[1]];
-        let uv_b = [parameters[2], parameters[3]];
-        let point_a = source.point_at(uv_a)?;
-        let point_b = target.point_at(uv_b)?;
-        let midpoint = scale(add(point_a, point_b), 0.5);
-        let residual = sub(point_a, point_b);
-        let constraint = dot(sub(midpoint, predictor), tangent);
-        if norm(residual) <= tolerance * 0.25 && constraint.abs() <= tolerance * 0.25 {
-            return Ok(Root {
-                uv_a,
-                uv_b,
-                point: midpoint,
-            });
-        }
-        let jet_a = source.derivatives(uv_a)?;
-        let jet_b = target.derivatives(uv_b)?;
-        let matrix = [
-            [jet_a.du[0], jet_a.dv[0], -jet_b.du[0], -jet_b.dv[0]],
-            [jet_a.du[1], jet_a.dv[1], -jet_b.du[1], -jet_b.dv[1]],
-            [jet_a.du[2], jet_a.dv[2], -jet_b.du[2], -jet_b.dv[2]],
-            [
-                0.5 * dot(jet_a.du, tangent),
-                0.5 * dot(jet_a.dv, tangent),
-                0.5 * dot(jet_b.du, tangent),
-                0.5 * dot(jet_b.dv, tangent),
-            ],
-        ];
-        let correction = solve(
-            matrix,
-            [-residual[0], -residual[1], -residual[2], -constraint],
-        )
-        .map_err(|_| {
-            GeometryError::UnresolvedIntersection(
-                "universal SSI pseudo-arclength correction is singular".into(),
-            )
-        })?;
-        if correction.minimum_scaled_pivot <= 256.0 * f64::EPSILON {
-            return Err(GeometryError::UnresolvedIntersection(
-                "universal SSI pseudo-arclength correction is ill-conditioned".into(),
-            ));
-        }
-        for (parameter, delta) in parameters.iter_mut().zip(correction.value) {
-            *parameter += delta;
-        }
-        if parameters.iter().any(|value| !value.is_finite()) {
-            return Err(GeometryError::UnresolvedIntersection(
-                "universal SSI pseudo-arclength correction left finite parameter space".into(),
-            ));
-        }
-    }
-    Err(GeometryError::UnresolvedIntersection(
-        "universal SSI pseudo-arclength correction iteration budget exhausted".into(),
-    ))
-}
-
-fn local_intervals(
-    surface: &SurfaceGeometry,
-    bounds: PatchBounds,
-) -> Result<[Interval; 3], GeometryError> {
-    let frame = surface.frame();
-    let mut local = [Interval::point(0.0)?; 3];
-    for (axis, direction) in [frame.x, frame.y, frame.z].into_iter().enumerate() {
-        let mut coordinate = Interval::point(0.0)?;
-        for world_axis in 0..3 {
-            coordinate = coordinate.add(
-                bounds.axes[world_axis]
-                    .sub(Interval::point(frame.origin[world_axis])?)?
-                    .mul(Interval::point(direction[world_axis])?)?,
-            )?;
-        }
-        local[axis] = coordinate;
-    }
-    Ok(local)
-}
-
-fn implicit_interval(
-    surface: &SurfaceGeometry,
-    bounds: PatchBounds,
-) -> Result<Interval, GeometryError> {
-    let [x, y, z] = local_intervals(surface, bounds)?;
-    let x2 = x.square()?;
-    let y2 = y.square()?;
-    let z2 = z.square()?;
-    Ok(match surface {
-        SurfaceGeometry::Plane { .. } => z,
-        SurfaceGeometry::Sphere { radius, .. } => x2
-            .add(y2)?
-            .add(z2)?
-            .sub(Interval::point(radius * radius)?)?,
-        SurfaceGeometry::Cylinder { radius, .. } => {
-            x2.add(y2)?.sub(Interval::point(radius * radius)?)?
-        }
-        SurfaceGeometry::Cone { semi_angle, .. } => {
-            if z.hi < 0.0 {
-                return Interval::point(1.0).map_err(Into::into);
-            }
-            let slope = semi_angle.tan();
-            x2.add(y2)?.sub(z2.mul(Interval::point(slope * slope)?)?)?
-        }
-        SurfaceGeometry::Torus {
-            major_radius,
-            minor_radius,
-            ..
-        } => {
-            let radial = x2.add(y2)?;
-            Interval::new(radial.lo.max(0.0), radial.hi)?
-                .sqrt()?
-                .sub(Interval::point(*major_radius)?)?
-                .square()?
-                .add(z2)?
-                .sub(Interval::point(minor_radius * minor_radius)?)?
-        }
-    })
-}
-
-fn implicit_value(surface: &SurfaceGeometry, point: Point3) -> Result<f64, GeometryError> {
-    let [x, y, z] = surface.frame().local(point);
-    let value = match surface {
-        SurfaceGeometry::Plane { .. } => z,
-        SurfaceGeometry::Sphere { radius, .. } => {
-            x.mul_add(x, y.mul_add(y, z * z)) - radius * radius
-        }
-        SurfaceGeometry::Cylinder { radius, .. } => x.mul_add(x, y * y) - radius * radius,
-        SurfaceGeometry::Cone { semi_angle, .. } => {
-            if z < 0.0 {
-                return Ok(x.mul_add(x, y.mul_add(y, z * z)) + 1.0);
-            }
-            x.mul_add(x, y * y) - z * z * semi_angle.tan().powi(2)
-        }
-        SurfaceGeometry::Torus {
-            major_radius,
-            minor_radius,
-            ..
-        } => {
-            let radial = x.mul_add(x, y * y);
-            (radial.sqrt() - major_radius).powi(2) + z * z - minor_radius * minor_radius
-        }
-    };
-    if value.is_finite() {
-        Ok(value)
-    } else {
-        Err(GeometryError::UnresolvedIntersection(
-            "universal SSI implicit evaluation exceeded numerical range".into(),
-        ))
-    }
-}
-
-fn surface_scale(surface: &SurfaceGeometry) -> f64 {
-    match surface {
-        SurfaceGeometry::Plane { .. } => 1.0,
-        SurfaceGeometry::Sphere { radius, .. } | SurfaceGeometry::Cylinder { radius, .. } => {
-            *radius
-        }
-        SurfaceGeometry::Cone { .. } => 1.0,
-        SurfaceGeometry::Torus {
-            major_radius,
-            minor_radius,
-            ..
-        } => major_radius + minor_radius,
-    }
-}
-
-fn support_root(
-    source: &SurfaceGeometry,
-    target: &SurfaceGeometry,
-    left_uv: UV,
-    right_uv: UV,
-    left_value: f64,
-    right_value: f64,
-    tolerance: f64,
-) -> Result<Root, GeometryError> {
-    let mut lo_uv = left_uv;
-    let mut hi_uv = right_uv;
-    let mut lo = left_value;
-    let mut hi = right_value;
-    let mut best = if lo.abs() <= hi.abs() { lo_uv } else { hi_uv };
-    for _ in 0..80 {
-        let uv = [(lo_uv[0] + hi_uv[0]) * 0.5, (lo_uv[1] + hi_uv[1]) * 0.5];
-        let point = source.point_at(uv)?;
-        let value = implicit_value(target, point)?;
-        if value.abs() < implicit_value(target, source.point_at(best)?)?.abs() {
-            best = uv;
-        }
-        let projected = target.project(point, None);
-        if let Ok(uv_b) = projected {
-            let target_point = target.point_at(uv_b)?;
-            if norm(sub(point, target_point)) <= tolerance * 0.01 {
-                return Ok(Root {
-                    uv_a: uv,
-                    uv_b,
-                    point,
-                });
-            }
-        }
-        if lo == 0.0 {
-            best = lo_uv;
-            break;
-        }
-        if hi == 0.0 {
-            best = hi_uv;
-            break;
-        }
-        if lo.is_sign_negative() == value.is_sign_negative() {
-            lo_uv = uv;
-            lo = value;
-        } else {
-            hi_uv = uv;
-            hi = value;
-        }
-    }
-    let point = source.point_at(best)?;
-    let uv_b = target.project(point, None).map_err(|_| {
-        GeometryError::UnresolvedIntersection(
-            "universal SSI root cannot be projected to its second support".into(),
-        )
-    })?;
-    if norm(sub(point, target.point_at(uv_b)?)) > tolerance {
-        return Err(GeometryError::UnresolvedIntersection(
-            "universal SSI root residual exceeds the intersection budget".into(),
-        ));
-    }
-    Ok(Root {
-        uv_a: best,
-        uv_b,
-        point,
-    })
-}
-
-fn edge_root(
-    source: &SurfaceGeometry,
-    target: &SurfaceGeometry,
-    uv: [UV; 2],
-    values: [f64; 2],
-    tolerance: f64,
-) -> Result<Option<Root>, GeometryError> {
-    if values[0] != 0.0
-        && values[1] != 0.0
-        && values[0].is_sign_negative() == values[1].is_sign_negative()
-    {
-        return Ok(None);
-    }
-    support_root(
-        source, target, uv[0], uv[1], values[0], values[1], tolerance,
-    )
-    .map(Some)
-}
-
-fn cell_segments(
-    source: &SurfaceGeometry,
-    target: &SurfaceGeometry,
-    domain: UVBox,
-    tolerance: f64,
-) -> Result<Vec<Segment>, GeometryError> {
-    let corners = [
-        [domain[0].lo, domain[1].lo],
-        [domain[0].hi, domain[1].lo],
-        [domain[0].hi, domain[1].hi],
-        [domain[0].lo, domain[1].hi],
-    ];
-    let mut values = [0.0; 4];
-    for (index, uv) in corners.into_iter().enumerate() {
-        values[index] = implicit_value(target, source.point_at(uv)?)?;
-    }
-    let edge_indices = [[0, 1], [1, 2], [2, 3], [3, 0]];
-    let mut roots = Vec::new();
-    for [a, b] in edge_indices {
-        if let Some(root) = edge_root(
-            source,
-            target,
-            [corners[a], corners[b]],
-            [values[a], values[b]],
-            tolerance,
-        )? {
-            if roots
-                .iter()
-                .all(|existing: &Root| norm(sub(existing.point, root.point)) > tolerance)
-            {
-                roots.push(root);
-            }
-        }
-    }
-    Ok(match roots.len() {
-        0 => Vec::new(),
-        1 => vec![Segment {
-            ends: [roots[0], roots[0]],
-            domain,
-        }],
-        2 => vec![Segment {
-            ends: [roots[0], roots[1]],
-            domain,
-        }],
-        3 => {
-            let mut pair = [0, 1];
-            let mut separation = 0.0;
-            for first in 0..3 {
-                for second in (first + 1)..3 {
-                    let candidate = norm(sub(roots[first].point, roots[second].point));
-                    if candidate > separation {
-                        separation = candidate;
-                        pair = [first, second];
-                    }
-                }
-            }
-            let isolated = (0..3).find(|index| !pair.contains(index)).ok_or_else(|| {
-                GeometryError::UnresolvedIntersection(
-                    "universal SSI could not isolate a grid-vertex event".into(),
-                )
-            })?;
-            vec![
-                Segment {
-                    ends: [roots[pair[0]], roots[pair[1]]],
-                    domain,
-                },
-                Segment {
-                    ends: [roots[isolated], roots[isolated]],
-                    domain,
-                },
-            ]
-        }
-        4 => {
-            let center = [domain[0].midpoint(), domain[1].midpoint()];
-            let center_value = implicit_value(target, source.point_at(center)?)?;
-            let same_as_corner = center_value.is_sign_negative() == values[0].is_sign_negative();
-            if same_as_corner {
-                vec![
-                    Segment {
-                        ends: [roots[0], roots[3]],
-                        domain,
-                    },
-                    Segment {
-                        ends: [roots[1], roots[2]],
-                        domain,
-                    },
-                ]
-            } else {
-                vec![
-                    Segment {
-                        ends: [roots[0], roots[1]],
-                        domain,
-                    },
-                    Segment {
-                        ends: [roots[2], roots[3]],
-                        domain,
-                    },
-                ]
-            }
-        }
-        _ => {
-            return Err(GeometryError::UnresolvedIntersection(format!(
-                "universal SSI cell contains a singular or unresolved branch event ({} edge roots)",
-                roots.len()
-            )))
-        }
-    })
-}
-
-enum StationaryEvent {
-    Contact(Point3),
-    InteriorCritical,
-}
-
-fn stationary_event(
-    source: &SurfaceGeometry,
-    target: &SurfaceGeometry,
-    domain: UVBox,
-    tolerance: f64,
-) -> Result<Option<StationaryEvent>, GeometryError> {
-    let mut uv_a = [domain[0].midpoint(), domain[1].midpoint()];
-    let value = |uv| implicit_value(target, source.point_at(uv)?);
-    let mut converged = false;
-    for _ in 0..16 {
-        let h = [0, 1].map(|axis| {
-            (domain[axis].width() * 1.0e-3).max(f64::EPSILON.sqrt() * uv_a[axis].abs().max(1.0))
-        });
-        let center = value(uv_a)?;
-        let axis_values = [0, 1]
-            .map(|axis| {
-                let mut low = uv_a;
-                let mut high = uv_a;
-                low[axis] -= h[axis];
-                high[axis] += h[axis];
-                Ok([value(low)?, value(high)?])
-            })
-            .into_iter()
-            .collect::<Result<Vec<_>, GeometryError>>()?;
-        let gradient =
-            [0, 1].map(|axis| (axis_values[axis][1] - axis_values[axis][0]) / (2.0 * h[axis]));
-        let diagonal = [0, 1].map(|axis| {
-            (axis_values[axis][0] - 2.0 * center + axis_values[axis][1]) / (h[axis] * h[axis])
-        });
-        let mixed = {
-            let values = [[-1.0, -1.0], [-1.0, 1.0], [1.0, -1.0], [1.0, 1.0]]
-                .map(|offset| value([uv_a[0] + offset[0] * h[0], uv_a[1] + offset[1] * h[1]]))
-                .into_iter()
-                .collect::<Result<Vec<_>, GeometryError>>()?;
-            (values[3] - values[2] - values[1] + values[0]) / (4.0 * h[0] * h[1])
-        };
-        let determinant = diagonal[0] * diagonal[1] - mixed * mixed;
-        if !determinant.is_finite() || determinant.abs() <= f64::EPSILON {
-            return Ok(None);
-        }
-        let delta = [
-            (diagonal[1] * gradient[0] - mixed * gradient[1]) / determinant,
-            (diagonal[0] * gradient[1] - mixed * gradient[0]) / determinant,
-        ];
-        let candidate = [uv_a[0] - delta[0], uv_a[1] - delta[1]];
-        if (0..2).any(|axis| {
-            !candidate[axis].is_finite()
-                || candidate[axis] < domain[axis].lo
-                || candidate[axis] > domain[axis].hi
-        }) {
-            return Ok(None);
-        }
-        uv_a = candidate;
-        if delta[0].abs() <= h[0] * 1.0e-3 && delta[1].abs() <= h[1] * 1.0e-3 {
-            converged = true;
-            break;
-        }
-    }
-    if !converged || !source.parameter_in_domain(uv_a) {
-        return Ok(None);
-    }
-    if (0..2).any(|axis| {
-        uv_a[axis] < domain[axis].lo - tolerance || uv_a[axis] > domain[axis].hi + tolerance
-    }) {
-        return Ok(None);
-    }
-    let point_a = source.point_at(uv_a)?;
-    let uv_b = match target.project(point_a, None) {
-        Ok(uv) if target.parameter_in_domain(uv) => uv,
-        _ => return Ok(Some(StationaryEvent::InteriorCritical)),
-    };
-    let point_b = target.point_at(uv_b)?;
-    if norm(sub(point_a, point_b)) > tolerance {
-        return Ok(Some(StationaryEvent::InteriorCritical));
-    }
-    let normal_a = source.normal_at(uv_a)?;
-    let normal_b = target.normal_at(uv_b)?;
-    if norm(cross(normal_a, normal_b)) > 1.0e-5 {
-        return Ok(Some(StationaryEvent::InteriorCritical));
-    }
-    let h = [0, 1].map(|axis| {
-        (domain[axis].width() * 1.0e-3).max(f64::EPSILON.sqrt() * uv_a[axis].abs().max(1.0))
-    });
-    let center = value(uv_a)?;
-    let axis_values = [0, 1]
-        .map(|axis| {
-            let mut low = uv_a;
-            let mut high = uv_a;
-            low[axis] -= h[axis];
-            high[axis] += h[axis];
-            Ok([value(low)?, value(high)?])
-        })
-        .into_iter()
-        .collect::<Result<Vec<_>, GeometryError>>()?;
-    let diagonal = [0, 1].map(|axis| {
-        (axis_values[axis][0] - 2.0 * center + axis_values[axis][1]) / (h[axis] * h[axis])
-    });
-    let mixed_values = [[-1.0, -1.0], [-1.0, 1.0], [1.0, -1.0], [1.0, 1.0]]
-        .map(|offset| value([uv_a[0] + offset[0] * h[0], uv_a[1] + offset[1] * h[1]]))
-        .into_iter()
-        .collect::<Result<Vec<_>, GeometryError>>()?;
-    let mixed = (mixed_values[3] - mixed_values[2] - mixed_values[1] + mixed_values[0])
-        / (4.0 * h[0] * h[1]);
-    let determinant = diagonal[0] * diagonal[1] - mixed * mixed;
-    let hessian_scale = diagonal[0]
-        .abs()
-        .max(diagonal[1].abs())
-        .max(mixed.abs())
-        .max(1.0);
-    if determinant <= 1024.0 * f64::EPSILON * hessian_scale * hessian_scale {
-        return Ok(Some(StationaryEvent::InteriorCritical));
-    }
-    Ok(Some(StationaryEvent::Contact(scale(
-        add(point_a, point_b),
-        0.5,
-    ))))
-}
-
-fn split(domain: UVBox, axis: usize) -> Result<[UVBox; 2], GeometryError> {
-    let midpoint = domain[axis].midpoint();
-    let mut left = domain;
-    let mut right = domain;
-    left[axis] = Interval::new(domain[axis].lo, midpoint)?;
-    right[axis] = Interval::new(midpoint, domain[axis].hi)?;
-    Ok([left, right])
-}
-
-fn bounds_diameter(bounds: PatchBounds) -> f64 {
-    bounds
-        .axes
-        .iter()
-        .map(|axis| axis.width() * axis.width())
-        .sum::<f64>()
-        .sqrt()
-}
-
-fn bounds_overlap(a: PatchBounds, b: PatchBounds, tolerance: f64) -> bool {
-    (0..3).all(|axis| {
-        a.axes[axis].lo <= b.axes[axis].hi + tolerance
-            && a.axes[axis].hi + tolerance >= b.axes[axis].lo
-    })
-}
-
-fn find(parent: &mut [usize], value: usize) -> usize {
-    let mut root = value;
-    while parent[root] != root {
-        root = parent[root];
-    }
-    let mut current = value;
-    while parent[current] != current {
-        let next = parent[current];
-        parent[current] = root;
-        current = next;
-    }
-    root
-}
-
-fn union(parent: &mut [usize], left: usize, right: usize) {
-    let left = find(parent, left);
-    let right = find(parent, right);
-    if left != right {
-        parent[right] = left;
-    }
-}
-
-fn segment_endpoint_tangent(
-    source: &SurfaceGeometry,
-    target: &SurfaceGeometry,
-    segment: Segment,
-    end: usize,
-) -> Result<Point3, GeometryError> {
-    let root = segment.ends[end];
-    let transverse = cross(source.normal_at(root.uv_a)?, target.normal_at(root.uv_b)?);
-    if norm(transverse) > 1.0e-8 {
-        unit(transverse)
-    } else {
-        unit(sub(segment.ends[1 - end].point, root.point)).map_err(|_| {
-            GeometryError::UnresolvedIntersection(
-                "universal SSI tangent segment has no resolvable direction".into(),
-            )
-        })
-    }
-}
-
-fn normalized_key(uv: UV, domain: UVBox, periods: [Option<f64>; 2], quantum: [f64; 2]) -> [i64; 2] {
-    std::array::from_fn(|axis| {
-        let value = periods[axis].map_or(uv[axis], |period| {
-            let lifted = (uv[axis] - domain[axis].lo).rem_euclid(period);
-            if (period - lifted).abs() <= quantum[axis] {
-                domain[axis].lo
-            } else {
-                domain[axis].lo + lifted
-            }
-        });
-        (value / quantum[axis]).round() as i64
-    })
-}
-
-fn unwrap(value: f64, previous: f64, period: Option<f64>) -> f64 {
-    period.map_or(value, |period| {
-        value + ((previous - value) / period).round() * period
-    })
-}
-
-fn branch_definition(
-    mut roots: Vec<Root>,
-    mut source_domains: Vec<UVBox>,
-    surfaces: [u32; 2],
-    store: &mut GeometryStore,
-    accuracy: Accuracy,
-) -> Result<SsiCurve, GeometryError> {
-    if source_domains.len() + 1 != roots.len() {
-        return Err(GeometryError::InvalidGeometry(
-            "universal SSI branch domains do not match its roots".into(),
-        ));
-    }
-    let source = store.surface(surfaces[0])?.clone();
-    let target = store.surface(surfaces[1])?.clone();
-    roots = roots
-        .into_iter()
-        .map(|root| pseudo_arclength_correct(&source, &target, root, accuracy.intersection))
-        .collect::<Result<Vec<_>, _>>()?;
-    let periods_a = store.surface(surfaces[0])?.charts()[0].periods;
-    let periods_b = store.surface(surfaces[1])?.charts()[0].periods;
-    for index in 1..roots.len() {
-        for axis in 0..2 {
-            roots[index].uv_a[axis] = unwrap(
-                roots[index].uv_a[axis],
-                roots[index - 1].uv_a[axis],
-                periods_a[axis],
-            );
-            roots[index].uv_b[axis] = unwrap(
-                roots[index].uv_b[axis],
-                roots[index - 1].uv_b[axis],
-                periods_b[axis],
-            );
-        }
-    }
-    for (index, domain) in source_domains.iter_mut().enumerate() {
-        for axis in 0..2 {
-            if let Some(period) = periods_a[axis] {
-                let branch_midpoint = 0.5 * (roots[index].uv_a[axis] + roots[index + 1].uv_a[axis]);
-                let shift = ((branch_midpoint - domain[axis].midpoint()) / period).round() * period;
-                domain[axis] = Interval::new(domain[axis].lo + shift, domain[axis].hi + shift)?;
-            }
-        }
-    }
-    let mut parameter = 0.0;
-    let mut anchors = Vec::with_capacity(roots.len());
-    for (index, root) in roots.iter().enumerate() {
-        if index > 0 {
-            parameter += norm(sub(root.point, roots[index - 1].point));
-        }
-        anchors.push(TraceAnchor {
-            parameter,
-            point: root.point,
-            uv_a: root.uv_a,
-            uv_b: root.uv_b,
-        });
-    }
-    if anchors.len() < 2 || parameter <= 4.0 * accuracy.geometric {
-        return Err(GeometryError::UnresolvedIntersection(
-            "universal SSI branch is below geometric resolution".into(),
-        ));
-    }
-    let mut uv_tubes = Vec::with_capacity(anchors.len() - 1);
-    for (index, pair) in anchors.windows(2).enumerate() {
-        let coordinates = [
-            [pair[0].uv_a[0], pair[1].uv_a[0]],
-            [pair[0].uv_a[1], pair[1].uv_a[1]],
-            [pair[0].uv_b[0], pair[1].uv_b[0]],
-            [pair[0].uv_b[1], pair[1].uv_b[1]],
-        ];
-        let mut intervals = coordinates.map(|values| {
-            let padding = (values[1] - values[0]).abs().max(accuracy.intersection) * 2.0;
-            Interval::new(
-                values[0].min(values[1]) - padding,
-                values[0].max(values[1]) + padding,
-            )
-        });
-        for axis in 0..2 {
-            let domain = source_domains[index][axis];
-            let padding =
-                domain.width() * 0.05 + 16.0 * f64::EPSILON * domain.lo.abs().max(domain.hi.abs());
-            intervals[axis] = Interval::new(
-                domain
-                    .lo
-                    .min(coordinates[axis][0])
-                    .min(coordinates[axis][1])
-                    - padding,
-                domain
-                    .hi
-                    .max(coordinates[axis][0])
-                    .max(coordinates[axis][1])
-                    + padding,
-            );
-        }
-        let [u0, v0, u1, v1] = intervals;
-        uv_tubes.push([u0?, v0?, u1?, v1?]);
-    }
-    let definition = store.intersections.len() as u32;
-    store.intersections.push(IntersectionDefinition {
-        surfaces,
-        anchors,
-        uv_tubes,
-        residual_tolerance: accuracy.intersection,
-    });
-    let curve = store.curves.len() as u32;
-    store
-        .curves
-        .push(CurveGeometry::Intersection { definition });
-    let pcurve_a = store.pcurves.len() as u32;
-    store.pcurves.push(PcurveGeometry::IntersectionSide {
-        definition,
-        side: IntersectionSide::A,
-    });
-    let pcurve_b = store.pcurves.len() as u32;
-    store.pcurves.push(PcurveGeometry::IntersectionSide {
-        definition,
-        side: IntersectionSide::B,
-    });
-    let domain = Interval::new(0.0, parameter)?;
-    store.intersections[definition as usize].validate(store)?;
-    Ok(SsiCurve {
-        curve,
-        pcurves: [pcurve_a, pcurve_b],
-        domain: Some(domain),
-    })
-}
-
-pub fn intersect_patches(
-    store: &mut GeometryStore,
-    surfaces: [u32; 2],
-    domains: [UVBox; 2],
-    accuracy: Accuracy,
-    budget: SsiBudget,
-) -> Result<SsiResult, GeometryError> {
-    intersect_patches_from(store, surfaces, domains, 0, accuracy, budget)
-}
-
-pub fn intersect_patches_from(
-    store: &mut GeometryStore,
-    surfaces: [u32; 2],
-    domains: [UVBox; 2],
-    source_side: usize,
-    accuracy: Accuracy,
-    budget: SsiBudget,
-) -> Result<SsiResult, GeometryError> {
-    if source_side > 1 {
-        return Err(GeometryError::InvalidGeometry(
-            "universal SSI source side must be zero or one".into(),
-        ));
-    }
-    let ordered_surfaces = if source_side == 0 {
-        surfaces
-    } else {
-        [surfaces[1], surfaces[0]]
-    };
-    let ordered_domains = if source_side == 0 {
-        domains
-    } else {
-        [domains[1], domains[0]]
-    };
-    accuracy.validate()?;
-    budget.validate()?;
-    for domain in ordered_domains {
-        for axis in domain {
-            Interval::new(axis.lo, axis.hi)?;
-            if axis.width() <= 0.0 {
-                return Err(GeometryError::InvalidGeometry(
-                    "universal SSI patch domain has no area".into(),
-                ));
-            }
-        }
-    }
-    let source = store.surface(ordered_surfaces[0])?.clone();
-    let target = store.surface(ordered_surfaces[1])?.clone();
-    source.validate()?;
-    target.validate()?;
-    let source_bounds = source.enclose(ordered_domains[0])?;
-    let target_bounds = target.enclose(ordered_domains[1])?;
-    let scale = bounds_diameter(source_bounds)
-        .max(surface_scale(&source))
-        .max(surface_scale(&target))
-        .max(accuracy.geometric);
-    let target_cell = (scale / 64.0).max(16.0 * accuracy.geometric);
-    let mut stack = vec![(ordered_domains[0], 0usize)];
-    let mut visits = 0usize;
-    let mut segments = Vec::new();
-    let mut contacts = Vec::new();
-    let mut unresolved = false;
-    while let Some((domain, depth)) = stack.pop() {
-        visits = visits
-            .checked_add(1)
-            .ok_or_else(|| GeometryError::LimitExceeded("SSI patch visits".into()))?;
-        if visits > budget.max_patch_pairs {
-            return Err(GeometryError::UnresolvedIntersection(
-                "universal SSI patch-pair visit budget exhausted".into(),
-            ));
-        }
-        let bounds = source.enclose(domain)?;
-        if !bounds_overlap(bounds, target_bounds, accuracy.intersection) {
-            continue;
-        }
-        if !implicit_interval(&target, bounds)?.contains(0.0) {
-            continue;
-        }
-        if bounds_diameter(bounds) <= target_cell || depth == budget.max_subdivision_depth {
-            let found = cell_segments(&source, &target, domain, accuracy.intersection)?;
-            if found.is_empty() {
-                match stationary_event(&source, &target, domain, accuracy.intersection)? {
-                    Some(StationaryEvent::Contact(contact)) => {
-                        if contacts
-                            .iter()
-                            .all(|existing| norm(sub(*existing, contact)) > accuracy.intersection)
-                        {
-                            contacts.push(contact);
-                        }
-                    }
-                    Some(StationaryEvent::InteriorCritical)
-                        if depth == budget.max_subdivision_depth =>
-                    {
-                        unresolved = true;
-                    }
-                    Some(StationaryEvent::InteriorCritical) => {
-                        let axis = usize::from(domain[1].width() > domain[0].width());
-                        let children = split(domain, axis)?;
-                        stack.push((children[1], depth + 1));
-                        stack.push((children[0], depth + 1));
-                    }
-                    None => {}
-                }
-            } else {
-                segments.extend(found);
-            }
-            continue;
-        }
-        let axis = usize::from(domain[1].width() > domain[0].width());
-        let children = split(domain, axis)?;
-        stack.push((children[1], depth + 1));
-        stack.push((children[0], depth + 1));
-    }
-    if unresolved {
-        return Err(GeometryError::UnresolvedIntersection(
-            "universal SSI could not certify an interval cell containing a possible tangency or sub-cell branch".into(),
-        ));
-    }
-    let mut result = SsiResult {
-        contacts,
-        ..SsiResult::default()
-    };
-    if segments.is_empty() {
-        return Ok(result);
-    }
-
-    let periods = source.charts()[0].periods;
-    let quantum = [
-        (ordered_domains[0][0].width() / 1_000_000.0).max(accuracy.geometric / scale),
-        (ordered_domains[0][1].width() / 1_000_000.0).max(accuracy.geometric / scale),
-    ];
-    let mut unique = Vec::new();
-    let mut segment_keys = HashSet::new();
-    for segment in segments {
-        let mut keys = segment
-            .ends
-            .map(|root| normalized_key(root.uv_a, ordered_domains[0], periods, quantum));
-        if keys[0] == keys[1] {
-            continue;
-        }
-        if keys[1] < keys[0] {
-            keys.swap(0, 1);
-        }
-        if segment_keys.insert(keys) {
-            unique.push(segment);
-        }
-    }
-    let endpoint_count = unique.len() * 2;
-    let mut parent = (0..endpoint_count).collect::<Vec<_>>();
-    let stitch_tolerance =
-        (4.0 * accuracy.geometric.max(accuracy.intersection)).max(target_cell * 0.01);
-    let mut buckets: HashMap<[i64; 3], Vec<usize>> = HashMap::new();
-    for endpoint in 0..endpoint_count {
-        let root = unique[endpoint / 2].ends[endpoint % 2];
-        let key = root
-            .point
-            .map(|coordinate| (coordinate / stitch_tolerance).floor() as i64);
-        let tangent =
-            segment_endpoint_tangent(&source, &target, unique[endpoint / 2], endpoint % 2)?;
-        for x in (key[0] - 1)..=(key[0] + 1) {
-            for y in (key[1] - 1)..=(key[1] + 1) {
-                for z in (key[2] - 1)..=(key[2] + 1) {
-                    for &candidate in buckets.get(&[x, y, z]).into_iter().flatten() {
-                        let other = unique[candidate / 2].ends[candidate % 2];
-                        if norm(sub(root.point, other.point)) > stitch_tolerance {
-                            continue;
-                        }
-                        let other_tangent = segment_endpoint_tangent(
-                            &source,
-                            &target,
-                            unique[candidate / 2],
-                            candidate % 2,
-                        )?;
-                        if dot(tangent, other_tangent).abs() >= 0.99 {
-                            union(&mut parent, endpoint, candidate);
-                        }
-                    }
-                }
-            }
-        }
-        buckets.entry(key).or_default().push(endpoint);
-    }
-    let collapsed_segments = (0..unique.len())
-        .map(|index| find(&mut parent, index * 2) == find(&mut parent, index * 2 + 1))
-        .collect::<Vec<_>>();
-    let mut adjacency: HashMap<usize, Vec<(usize, usize)>> = HashMap::new();
-    for index in 0..unique.len() {
-        if collapsed_segments[index] {
-            continue;
-        }
-        for end in 0..2 {
-            let node = find(&mut parent, index * 2 + end);
-            adjacency.entry(node).or_default().push((index, end));
-        }
-    }
-    if adjacency.values().any(|edges| edges.len() > 2) {
-        return Err(GeometryError::UnresolvedIntersection(
-            "universal SSI found a singular branch junction".into(),
-        ));
-    }
-    let mut used = collapsed_segments;
-    for start in 0..unique.len() {
-        if used[start] {
-            continue;
-        }
-        let endpoint = (0..2)
-            .find(|&end| {
-                let node = find(&mut parent, start * 2 + end);
-                adjacency.get(&node).is_some_and(|edges| edges.len() == 1)
-            })
-            .unwrap_or(0);
-        let mut branch = Vec::new();
-        let mut source_domains = Vec::new();
-        let mut current = start;
-        let mut from_end = endpoint;
-        loop {
-            if used[current] {
-                break;
-            }
-            used[current] = true;
-            let segment = unique[current];
-            if branch.is_empty() {
-                branch.push(segment.ends[from_end]);
-            }
-            let to_end = 1 - from_end;
-            branch.push(segment.ends[to_end]);
-            source_domains.push(segment.domain);
-            if branch.len() > budget.max_steps_per_branch {
-                return Err(GeometryError::UnresolvedIntersection(
-                    "universal SSI branch step budget exhausted".into(),
-                ));
-            }
-            let node = find(&mut parent, current * 2 + to_end);
-            let Some(next) = adjacency
-                .get(&node)
-                .and_then(|edges| edges.iter().copied().find(|(index, _)| !used[*index]))
-            else {
-                break;
-            };
-            current = next.0;
-            from_end = next.1;
-        }
-        if branch.len() >= 2 {
-            result.curves.push(branch_definition(
-                branch,
-                source_domains,
-                ordered_surfaces,
-                store,
-                accuracy,
-            )?);
-        }
-    }
-    if source_side == 1 {
-        for curve in &mut result.curves {
-            curve.pcurves.swap(0, 1);
-        }
-    }
-    Ok(result)
-}
-
-#[cfg(test)]
-mod tests {
-    use super::*;
-    use crate::analytic::{Curve, Frame3};
-
-    fn accuracy() -> Accuracy {
-        Accuracy {
-            geometric: 1e-5,
-            intersection: 2.5e-6,
-            tessellation: 1e-3,
-            exchange: 1e-5,
-        }
-    }
-
-    #[test]
-    fn oblique_plane_torus_is_stored_as_corrected_numerical_branches() {
-        let mut store = GeometryStore::new();
-        let plane =
-            Frame3::from_axis([0.0, 0.0, 0.15], [0.35, -0.2, 1.0], [1.0, 0.0, 0.0]).unwrap();
-        store.surfaces = vec![
-            SurfaceGeometry::Torus {
-                frame: Frame3::IDENTITY,
-                major_radius: 2.0,
-                minor_radius: 0.5,
-            },
-            SurfaceGeometry::Plane { frame: plane },
-        ];
-        let tau = std::f64::consts::TAU;
-        let result = intersect_patches(
-            &mut store,
-            [0, 1],
-            [
-                [Interval::new(0.0, tau).unwrap(); 2],
-                [Interval::new(-4.0, 4.0).unwrap(); 2],
-            ],
-            accuracy(),
-            SsiBudget::default(),
-        )
-        .unwrap();
-        assert!(!result.curves.is_empty());
-        for branch in result.curves {
-            assert!(matches!(
-                store.curves[branch.curve as usize],
-                CurveGeometry::Intersection { .. }
-            ));
-            let domain = branch.domain.unwrap();
-            for index in 0..=16 {
-                let t = domain.lo + domain.width() * index as f64 / 16.0;
-                let point = store.curve(branch.curve).unwrap().point_at(t).unwrap();
-                for surface in &store.surfaces {
-                    let uv = surface.project(point, None).unwrap();
-                    assert!(
-                        norm(sub(surface.point_at(uv).unwrap(), point)) <= accuracy().intersection
-                    );
-                }
-            }
-        }
-    }
-
-    #[test]
-    fn disjoint_bounded_patches_return_empty_without_fabricating_a_branch() {
-        let mut store = GeometryStore::new();
-        store.surfaces = vec![
-            SurfaceGeometry::Sphere {
-                frame: Frame3::IDENTITY,
-                radius: 1.0,
-            },
-            SurfaceGeometry::Plane {
-                frame: Frame3 {
-                    origin: [0.0, 0.0, 2.0],
-                    ..Frame3::IDENTITY
-                },
-            },
-        ];
-        let result = intersect_patches(
-            &mut store,
-            [0, 1],
-            [
-                [
-                    Interval::new(0.0, std::f64::consts::TAU).unwrap(),
-                    Interval::new(-std::f64::consts::FRAC_PI_2, std::f64::consts::FRAC_PI_2)
-                        .unwrap(),
-                ],
-                [Interval::new(-2.0, 2.0).unwrap(); 2],
-            ],
-            accuracy(),
-            SsiBudget::default(),
-        )
-        .unwrap();
-        assert!(result.curves.is_empty());
-        assert!(result.contacts.is_empty());
-    }
-
-    #[test]
-    fn terminal_subdivision_reports_an_isolated_torus_plane_tangency() {
-        let u: f64 = 0.37;
-        let v: f64 = 0.41;
-        let (sin_u, cos_u) = u.sin_cos();
-        let (sin_v, cos_v) = v.sin_cos();
-        let normal = [cos_v * cos_u, cos_v * sin_u, sin_v];
-        let radial = 2.0 + 0.5 * cos_v;
-        let contact = [radial * cos_u, radial * sin_u, 0.5 * sin_v];
-        let mut store = GeometryStore::new();
-        store.surfaces = vec![
-            SurfaceGeometry::Torus {
-                frame: Frame3::IDENTITY,
-                major_radius: 2.0,
-                minor_radius: 0.5,
-            },
-            SurfaceGeometry::Plane {
-                frame: Frame3::from_axis(contact, normal, [0.0, 0.0, 1.0]).unwrap(),
-            },
-        ];
-        let tau = std::f64::consts::TAU;
-        let result = intersect_patches(
-            &mut store,
-            [0, 1],
-            [
-                [Interval::new(0.0, tau).unwrap(); 2],
-                [Interval::new(-3.0, 3.0).unwrap(); 2],
-            ],
-            accuracy(),
-            SsiBudget::default(),
-        )
-        .unwrap();
-        assert!(result.curves.is_empty());
-        assert_eq!(result.contacts.len(), 1);
-        assert!(norm(sub(result.contacts[0], contact)) <= accuracy().intersection);
-    }
-
-    #[test]
-    fn tangent_generator_is_not_collapsed_into_an_isolated_contact() {
-        let mut store = GeometryStore::new();
-        store.surfaces = vec![
-            SurfaceGeometry::Cylinder {
-                frame: Frame3::IDENTITY,
-                radius: 1.0,
-            },
-            SurfaceGeometry::Plane {
-                frame: Frame3::from_axis([1.0, 0.0, 0.0], [1.0, 0.0, 0.0], [0.0, 0.0, 1.0])
-                    .unwrap(),
-            },
-        ];
-        let result = intersect_patches(
-            &mut store,
-            [0, 1],
-            [
-                [
-                    Interval::new(-0.5, 0.5).unwrap(),
-                    Interval::new(-1.0, 1.0).unwrap(),
-                ],
-                [Interval::new(-2.0, 2.0).unwrap(); 2],
-            ],
-            accuracy(),
-            SsiBudget::default(),
-        )
-        .unwrap();
-        assert!(!result.curves.is_empty());
-        assert!(result.contacts.is_empty());
-    }
-
-    #[test]
-    fn target_patch_bounds_prune_intersections_on_the_unbounded_support() {
-        let mut store = GeometryStore::new();
-        store.surfaces = vec![
-            SurfaceGeometry::Cylinder {
-                frame: Frame3::IDENTITY,
-                radius: 1.0,
-            },
-            SurfaceGeometry::Cylinder {
-                frame: Frame3::from_axis([0.0, 0.0, 0.2], [1.0, 0.0, 0.0], [0.0, 0.0, 1.0])
-                    .unwrap(),
-                radius: 0.6,
-            },
-        ];
-        let tau = std::f64::consts::TAU;
-        let result = intersect_patches(
-            &mut store,
-            [0, 1],
-            [
-                [
-                    Interval::new(0.0, tau).unwrap(),
-                    Interval::new(-1.0, 1.0).unwrap(),
-                ],
-                [
-                    Interval::new(0.0, tau).unwrap(),
-                    Interval::new(10.0, 12.0).unwrap(),
-                ],
-            ],
-            accuracy(),
-            SsiBudget::default(),
-        )
-        .unwrap();
-        assert!(result.curves.is_empty());
-        assert!(result.contacts.is_empty());
-    }
-}
diff --git a/main/opengeometry/src/analytic/wasm.rs b/main/opengeometry/src/analytic/wasm.rs
deleted file mode 100644
index 0844d45..0000000
--- a/main/opengeometry/src/analytic/wasm.rs
+++ /dev/null
@@ -1,979 +0,0 @@
-use super::{
-    booleans::{boolean_brep, shell_brep, subtract_planar_cutters, BooleanOp, BooleanReport},
-    primitives,
-    query::{classify_point, PointClassification},
-    tessellation::{Tessellation, TessellationCache},
-    topology::{Accuracy, BrepEnvelope},
-    CurveGeometry, Frame3, GeometryError,
-};
-use crate::export::projection::{project_analytic_brep_to_scene, CameraParameters, HlrOptions};
-use serde::Deserialize;
-use std::{cell::RefCell, sync::Arc};
-use wasm_bindgen::prelude::*;
-
-const DEFAULT_MAX_TRIANGLES: usize = 2_000_000;
-
-#[derive(Deserialize, Default)]
-#[serde(deny_unknown_fields)]
-struct TessellationOptions {
-    max_triangles: Option<usize>,
-}
-
-#[derive(Deserialize)]
-#[serde(deny_unknown_fields)]
-struct AnnularSectorOpeningConfig {
-    id: String,
-    angle: f64,
-    width: f64,
-    bottom: f64,
-    height: f64,
-}
-
-#[derive(Deserialize)]
-#[serde(deny_unknown_fields)]
-struct BoxArchedOpeningConfig {
-    id: String,
-    station: f64,
-    width: f64,
-    bottom: f64,
-    height: f64,
-}
-
-#[derive(Deserialize)]
-#[serde(tag = "kind", rename_all = "snake_case", deny_unknown_fields)]
-enum PolygonLoftAlignmentConfig {
-    Auto,
-    Indexed {
-        upper_start: usize,
-        reverse_upper: bool,
-    },
-}
-
-fn tessellation_limit(options_json: Option<String>) -> Result<usize, GeometryError> {
-    let options = match options_json {
-        Some(json) if !json.trim().is_empty() => serde_json::from_str::<TessellationOptions>(&json)
-            .map_err(|error| GeometryError::InvalidGeometry(error.to_string()))?,
-        _ => TessellationOptions::default(),
-    };
-    let limit = options.max_triangles.unwrap_or(DEFAULT_MAX_TRIANGLES);
-    if limit == 0 || limit > DEFAULT_MAX_TRIANGLES {
-        return Err(GeometryError::LimitExceeded(format!(
-            "max_triangles must be between 1 and {DEFAULT_MAX_TRIANGLES}"
-        )));
-    }
-    Ok(limit)
-}
-
-fn tessellate_cached(
-    brep: &BrepEnvelope,
-    deflection: f64,
-    max_triangles: usize,
-) -> Result<OGAnalyticTessellation, GeometryError> {
-    let mesh = CACHE.with(|cache| {
-        cache
-            .try_borrow_mut()
-            .map_err(|_| {
-                GeometryError::LimitExceeded("tessellation cache is already in use".into())
-            })?
-            .tessellate(brep, deflection, max_triangles)
-    })?;
-    Ok(OGAnalyticTessellation { mesh })
-}
-
-#[derive(Deserialize)]
-#[serde(tag = "kind", rename_all = "snake_case", deny_unknown_fields)]
-enum PrimitiveConfig {
-    Cuboid {
-        id: String,
-        frame: Frame3,
-        accuracy: Accuracy,
-        size: [f64; 3],
-    },
-    LinearExtrusion {
-        id: String,
-        frame: Frame3,
-        accuracy: Accuracy,
-        outer: Vec<[f64; 2]>,
-        holes: Vec<Vec<[f64; 2]>>,
-        height: f64,
-    },
-    ArcEdgedExtrusion {
-        id: String,
-        frame: Frame3,
-        accuracy: Accuracy,
-        outer: Vec<primitives::ProfileEdge>,
-        #[serde(default)]
-        holes: Vec<Vec<primitives::ProfileEdge>>,
-        height: f64,
-    },
-    PolygonLoft {
-        id: String,
-        frame: Frame3,
-        accuracy: Accuracy,
-        lower: Vec<[f64; 3]>,
-        upper: Vec<[f64; 3]>,
-        alignment: PolygonLoftAlignmentConfig,
-    },
-    BoxWithArchedOpening {
-        id: String,
-        frame: Frame3,
-        accuracy: Accuracy,
-        width: f64,
-        depth: f64,
-        height: f64,
-        opening: BoxArchedOpeningConfig,
-    },
-    PlanarPolyhedron {
-        id: String,
-        frame: Frame3,
-        accuracy: Accuracy,
-        vertices: Vec<[f64; 3]>,
-        faces: Vec<Vec<u32>>,
-    },
-    Arc {
-        id: String,
-        frame: Frame3,
-        accuracy: Accuracy,
-        radius: f64,
-        start_angle: f64,
-        sweep_angle: f64,
-    },
-    EllipticalArc {
-        id: String,
-        frame: Frame3,
-        accuracy: Accuracy,
-        major_radius: f64,
-        minor_radius: f64,
-        start_angle: f64,
-        sweep_angle: f64,
-    },
-    Cylinder {
-        id: String,
-        frame: Frame3,
-        accuracy: Accuracy,
-        radius: f64,
-        height: f64,
-    },
-    CylinderSector {
-        id: String,
-        frame: Frame3,
-        accuracy: Accuracy,
-        radius: f64,
-        height: f64,
-        start_angle: f64,
-        sweep_angle: f64,
-    },
-    Sphere {
-        id: String,
-        frame: Frame3,
-        accuracy: Accuracy,
-        radius: f64,
-    },
-    Cone {
-        id: String,
-        frame: Frame3,
-        accuracy: Accuracy,
-        radius: f64,
-        height: f64,
-    },
-    Frustum {
-        id: String,
-        frame: Frame3,
-        accuracy: Accuracy,
-        lower_radius: f64,
-        upper_radius: f64,
-        height: f64,
-    },
-    Torus {
-        id: String,
-        frame: Frame3,
-        accuracy: Accuracy,
-        major_radius: f64,
-        minor_radius: f64,
-    },
-    AnnularSectorExtrusion {
-        id: String,
-        frame: Frame3,
-        accuracy: Accuracy,
-        radius: f64,
-        thickness: f64,
-        height: f64,
-        start_angle: f64,
-        sweep_angle: f64,
-    },
-    AnnularSectorExtrusionWithOpenings {
-        id: String,
-        frame: Frame3,
-        accuracy: Accuracy,
-        radius: f64,
-        thickness: f64,
-        height: f64,
-        start_angle: f64,
-        sweep_angle: f64,
-        openings: Vec<AnnularSectorOpeningConfig>,
-    },
-    AnnularSectorExtrusionWithArchedOpening {
-        id: String,
-        frame: Frame3,
-        accuracy: Accuracy,
-        radius: f64,
-        thickness: f64,
-        height: f64,
-        start_angle: f64,
-        sweep_angle: f64,
-        opening: AnnularSectorOpeningConfig,
-    },
-    CoaxialCircleLoft {
-        id: String,
-        frame: Frame3,
-        accuracy: Accuracy,
-        lower_radius: f64,
-        upper_radius: f64,
-        height: f64,
-    },
-    RevolvedRectangle {
-        id: String,
-        frame: Frame3,
-        accuracy: Accuracy,
-        inner_radius: f64,
-        outer_radius: f64,
-        height: f64,
-    },
-    ChamferedCuboid {
-        id: String,
-        frame: Frame3,
-        accuracy: Accuracy,
-        size: [f64; 3],
-        chamfer: f64,
-    },
-    FilletedCylinder {
-        id: String,
-        frame: Frame3,
-        accuracy: Accuracy,
-        radius: f64,
-        height: f64,
-        fillet_radius: f64,
-    },
-}
-impl PrimitiveConfig {
-    fn build(self) -> Result<BrepEnvelope, GeometryError> {
-        match self {
-            Self::Cuboid {
-                id,
-                frame,
-                accuracy,
-                size,
-            } => primitives::cuboid(id, frame, size, accuracy),
-            Self::LinearExtrusion {
-                id,
-                frame,
-                accuracy,
-                outer,
-                holes,
-                height,
-            } => primitives::linear_extrusion(id, frame, outer, holes, height, accuracy),
-            Self::ArcEdgedExtrusion {
-                id,
-                frame,
-                accuracy,
-                outer,
-                holes,
-                height,
-            } => primitives::arc_edged_extrusion_with_holes(
-                id, frame, outer, holes, height, accuracy,
-            ),
-            Self::PolygonLoft {
-                id,
-                frame,
-                accuracy,
-                lower,
-                upper,
-                alignment,
-            } => super::modeling::polygon_loft(
-                id,
-                lower.into_iter().map(|point| frame.point(point)).collect(),
-                upper.into_iter().map(|point| frame.point(point)).collect(),
-                match alignment {
-                    PolygonLoftAlignmentConfig::Auto => super::modeling::PolygonLoftAlignment::Auto,
-                    PolygonLoftAlignmentConfig::Indexed {
-                        upper_start,
-                        reverse_upper,
-                    } => super::modeling::PolygonLoftAlignment::Indexed {
-                        upper_start,
-                        reverse_upper,
-                    },
-                },
-                accuracy,
-            ),
-            Self::BoxWithArchedOpening {
-                id,
-                frame,
-                accuracy,
-                width,
-                depth,
-                height,
-                opening,
-            } => primitives::box_with_arched_opening(
-                id,
-                frame,
-                width,
-                depth,
-                height,
-                primitives::BoxArchedOpening {
-                    id: opening.id,
-                    station: opening.station,
-                    width: opening.width,
-                    bottom: opening.bottom,
-                    height: opening.height,
-                },
-                accuracy,
-            ),
-            Self::PlanarPolyhedron {
-                id,
-                frame,
-                accuracy,
-                vertices,
-                faces,
-            } => {
-                frame.validate()?;
-                primitives::planar_polyhedron(
-                    id,
-                    vertices
-                        .into_iter()
-                        .map(|point| frame.point(point))
-                        .collect(),
-                    faces,
-                    accuracy,
-                )
-            }
-            Self::Arc {
-                id,
-                frame,
-                accuracy,
-                radius,
-                start_angle,
-                sweep_angle,
-            } => primitives::arc_wire(
-                id,
-                CurveGeometry::Circle { frame, radius },
-                start_angle,
-                sweep_angle,
-                accuracy,
-            ),
-            Self::EllipticalArc {
-                id,
-                frame,
-                accuracy,
-                major_radius,
-                minor_radius,
-                start_angle,
-                sweep_angle,
-            } => primitives::arc_wire(
-                id,
-                CurveGeometry::Ellipse {
-                    frame,
-                    major_radius,
-                    minor_radius,
-                },
-                start_angle,
-                sweep_angle,
-                accuracy,
-            ),
-            Self::Cylinder {
-                id,
-                frame,
-                accuracy,
-                radius,
-                height,
-            } => primitives::cylinder(id, frame, radius, height, accuracy),
-            Self::CylinderSector {
-                id,
-                frame,
-                accuracy,
-                radius,
-                height,
-                start_angle,
-                sweep_angle,
-            } => primitives::cylinder_sector(
-                id,
-                frame,
-                radius,
-                height,
-                start_angle,
-                sweep_angle,
-                accuracy,
-            ),
-            Self::Sphere {
-                id,
-                frame,
-                accuracy,
-                radius,
-            } => primitives::sphere(id, frame, radius, accuracy),
-            Self::Cone {
-                id,
-                frame,
-                accuracy,
-                radius,
-                height,
-            } => primitives::cone(id, frame, radius, height, accuracy),
-            Self::Frustum {
-                id,
-                frame,
-                accuracy,
-                lower_radius,
-                upper_radius,
-                height,
-            } => primitives::frustum(id, frame, lower_radius, upper_radius, height, accuracy),
-            Self::Torus {
-                id,
-                frame,
-                accuracy,
-                major_radius,
-                minor_radius,
-            } => primitives::torus(id, frame, major_radius, minor_radius, accuracy),
-            Self::AnnularSectorExtrusion {
-                id,
-                frame,
-                accuracy,
-                radius,
-                thickness,
-                height,
-                start_angle,
-                sweep_angle,
-            } => primitives::annular_sector_extrusion(
-                id,
-                frame,
-                radius,
-                thickness,
-                height,
-                start_angle,
-                sweep_angle,
-                accuracy,
-            ),
-            Self::AnnularSectorExtrusionWithOpenings {
-                id,
-                frame,
-                accuracy,
-                radius,
-                thickness,
-                height,
-                start_angle,
-                sweep_angle,
-                openings,
-            } => primitives::annular_sector_extrusion_with_openings(
-                id,
-                frame,
-                radius,
-                thickness,
-                height,
-                start_angle,
-                sweep_angle,
-                openings
-                    .into_iter()
-                    .map(|opening| primitives::AnnularSectorOpening {
-                        id: opening.id,
-                        angle: opening.angle,
-                        width: opening.width,
-                        bottom: opening.bottom,
-                        height: opening.height,
-                    })
-                    .collect(),
-                accuracy,
-            ),
-            Self::AnnularSectorExtrusionWithArchedOpening {
-                id,
-                frame,
-                accuracy,
-                radius,
-                thickness,
-                height,
-                start_angle,
-                sweep_angle,
-                opening,
-            } => primitives::annular_sector_extrusion_with_arched_opening(
-                id,
-                frame,
-                radius,
-                thickness,
-                height,
-                start_angle,
-                sweep_angle,
-                primitives::AnnularSectorOpening {
-                    id: opening.id,
-                    angle: opening.angle,
-                    width: opening.width,
-                    bottom: opening.bottom,
-                    height: opening.height,
-                },
-                accuracy,
-            ),
-            Self::CoaxialCircleLoft {
-                id,
-                frame,
-                accuracy,
-                lower_radius,
-                upper_radius,
-                height,
-            } => super::modeling::coaxial_circle_loft(
-                id,
-                frame,
-                lower_radius,
-                upper_radius,
-                height,
-                accuracy,
-            ),
-            Self::RevolvedRectangle {
-                id,
-                frame,
-                accuracy,
-                inner_radius,
-                outer_radius,
-                height,
-            } => super::modeling::revolve_rectangle(
-                id,
-                frame,
-                inner_radius,
-                outer_radius,
-                height,
-                accuracy,
-            ),
-            Self::ChamferedCuboid {
-                id,
-                frame,
-                accuracy,
-                size,
-                chamfer,
-            } => super::modeling::chamfered_cuboid(id, frame, size, chamfer, accuracy),
-            Self::FilletedCylinder {
-                id,
-                frame,
-                accuracy,
-                radius,
-                height,
-                fillet_radius,
-            } => super::modeling::filleted_cylinder(
-                id,
-                frame,
-                radius,
-                height,
-                fillet_radius,
-                accuracy,
-            ),
-        }
-    }
-}
-
-fn js_error(error: GeometryError) -> JsValue {
-    JsValue::from_str(
-        &serde_json::to_string(&error)
-            .unwrap_or_else(|_| "analytic geometry error could not be serialized".into()),
-    )
-}
-
-#[wasm_bindgen(js_name = validateAnalyticBrep)]
-pub fn validate_analytic_brep(serialized: &str) -> Result<String, JsValue> {
-    serde_json::to_string(&super::diagnostics::validate_json(serialized))
-        .map_err(|e| js_error(GeometryError::InvalidGeometry(e.to_string())))
-}
-
-#[wasm_bindgen(js_name = tessellate_brep)]
-pub fn tessellate_brep(
-    serialized: &str,
-    deflection: f64,
-    options_json: Option<String>,
-) -> Result<OGAnalyticTessellation, JsValue> {
-    let brep = BrepEnvelope::from_json(serialized).map_err(js_error)?;
-    let max_triangles = tessellation_limit(options_json).map_err(js_error)?;
-    tessellate_cached(&brep, deflection, max_triangles).map_err(js_error)
-}
-
-#[wasm_bindgen]
-pub struct OGAnalyticBrep {
-    brep: BrepEnvelope,
-    boolean_report: Option<BooleanReport>,
-}
-thread_local! {
-    static CACHE: RefCell<TessellationCache> = RefCell::new(TessellationCache::new(64 * 1024 * 1024));
-}
-impl OGAnalyticBrep {
-    fn from_brep(brep: BrepEnvelope) -> Self {
-        Self {
-            brep,
-            boolean_report: None,
-        }
-    }
-}
-#[wasm_bindgen]
-impl OGAnalyticBrep {
-    #[wasm_bindgen(constructor)]
-    pub fn new(serialized: &str) -> Result<OGAnalyticBrep, JsValue> {
-        Ok(Self::from_brep(
-            BrepEnvelope::from_json(serialized).map_err(js_error)?,
-        ))
-    }
-
-    pub fn from_primitive(config_json: &str) -> Result<OGAnalyticBrep, JsValue> {
-        if config_json.len() > 64 * 1024 {
-            return Err(js_error(GeometryError::LimitExceeded(
-                "primitive config exceeds 64 KiB".into(),
-            )));
-        }
-        let config: PrimitiveConfig = serde_json::from_str(config_json)
-            .map_err(|e| js_error(GeometryError::InvalidGeometry(e.to_string())))?;
-        Ok(Self::from_brep(config.build().map_err(js_error)?))
-    }
-
-    pub fn get_brep_serialized(&self) -> Result<String, JsValue> {
-        self.brep.to_json().map_err(js_error)
-    }
-
-    pub fn export_step(&self, length_unit: &str) -> Result<String, JsValue> {
-        let (text, report) =
-            super::exchange::export_step(&self.brep, length_unit).map_err(js_error)?;
-        serde_json::to_string(&serde_json::json!({ "text": text, "report": report }))
-            .map_err(|e| js_error(GeometryError::InvalidGeometry(e.to_string())))
-    }
-
-    pub fn placed(&self, frame_json: &str, scale: f64) -> Result<OGAnalyticBrep, JsValue> {
-        if frame_json.len() > 4096 {
-            return Err(js_error(GeometryError::LimitExceeded(
-                "placement frame exceeds 4 KiB".into(),
-            )));
-        }
-        let frame: Frame3 = serde_json::from_str(frame_json)
-            .map_err(|e| js_error(GeometryError::InvalidGeometry(e.to_string())))?;
-        Ok(Self::from_brep(
-            super::placement::placed(&self.brep, frame, scale).map_err(js_error)?,
-        ))
-    }
-
-    pub fn prepare_ifc_exchange(&self) -> Result<String, JsValue> {
-        let body = super::ifc_exchange::prepare_ifc_body(&self.brep).map_err(js_error)?;
-        serde_json::to_string(&body)
-            .map_err(|e| js_error(GeometryError::InvalidGeometry(e.to_string())))
-    }
-
-    pub fn face_normal_at(&self, face_id: u32, point: &[f64]) -> Result<Vec<f64>, JsValue> {
-        let point: [f64; 3] = point.try_into().map_err(|_| {
-            js_error(GeometryError::InvalidGeometry(
-                "face normal query requires three coordinates".into(),
-            ))
-        })?;
-        self.brep
-            .face_normal_at(face_id, point)
-            .map(|normal| normal.to_vec())
-            .map_err(js_error)
-    }
-
-    pub fn classify_point(&self, point: &[f64]) -> Result<String, JsValue> {
-        let point: [f64; 3] = point.try_into().map_err(|_| {
-            js_error(GeometryError::InvalidGeometry(
-                "point classification requires three coordinates".into(),
-            ))
-        })?;
-        classify_point(&self.brep, point)
-            .map(|classification| match classification {
-                PointClassification::Inside => "inside",
-                PointClassification::Outside => "outside",
-                PointClassification::Boundary => "boundary",
-                PointClassification::Unknown => "unknown",
-            })
-            .map(str::to_owned)
-            .map_err(js_error)
-    }
-
-    pub fn project_to_2d_lines(
-        &self,
-        camera_json: &str,
-        hlr_json: &str,
-        deflection: f64,
-    ) -> Result<String, JsValue> {
-        let camera: CameraParameters = serde_json::from_str(camera_json)
-            .map_err(|error| js_error(GeometryError::InvalidGeometry(error.to_string())))?;
-        let hlr: HlrOptions = serde_json::from_str(hlr_json)
-            .map_err(|error| js_error(GeometryError::InvalidGeometry(error.to_string())))?;
-        let scene = project_analytic_brep_to_scene(
-            &self.brep,
-            &camera,
-            &hlr,
-            deflection,
-            DEFAULT_MAX_TRIANGLES,
-        )
-        .map_err(js_error)?;
-        serde_json::to_string(&scene.to_lines())
-            .map_err(|error| js_error(GeometryError::InvalidGeometry(error.to_string())))
-    }
-
-    pub fn boolean_brep(
-        &self,
-        other: &OGAnalyticBrep,
-        operation: &str,
-        id: &str,
-    ) -> Result<OGAnalyticBrep, JsValue> {
-        let operation = match operation {
-            "union" => BooleanOp::Union,
-            "intersection" => BooleanOp::Intersection,
-            "subtraction" => BooleanOp::Subtraction,
-            _ => {
-                return Err(js_error(GeometryError::InvalidGeometry(
-                    "unknown boolean operation".into(),
-                )))
-            }
-        };
-        let result =
-            boolean_brep(&self.brep, &other.brep, operation, id.into()).map_err(js_error)?;
-        Ok(Self {
-            brep: result.brep,
-            boolean_report: Some(result.report),
-        })
-    }
-
-    pub fn subtract_planar_cutters(
-        &self,
-        cutters_json: &str,
-        id: &str,
-    ) -> Result<OGAnalyticBrep, JsValue> {
-        if cutters_json.len() > 16 * 1024 * 1024 {
-            return Err(js_error(GeometryError::LimitExceeded(
-                "planar cutter payload exceeds 16 MiB".into(),
-            )));
-        }
-        let cutters: Vec<BrepEnvelope> = serde_json::from_str(cutters_json)
-            .map_err(|error| js_error(GeometryError::InvalidGeometry(error.to_string())))?;
-        let result = subtract_planar_cutters(&self.brep, &cutters, id.into()).map_err(js_error)?;
-        Ok(Self {
-            brep: result.brep,
-            boolean_report: Some(result.report),
-        })
-    }
-
-    pub fn shell(&self, thickness: f64, id: &str) -> Result<OGAnalyticBrep, JsValue> {
-        let result = shell_brep(&self.brep, thickness, id.into()).map_err(js_error)?;
-        Ok(Self {
-            brep: result.brep,
-            boolean_report: Some(result.report),
-        })
-    }
-
-    pub fn get_boolean_report_serialized(&self) -> Result<Option<String>, JsValue> {
-        self.boolean_report
-            .as_ref()
-            .map(serde_json::to_string)
-            .transpose()
-            .map_err(|e| js_error(GeometryError::InvalidGeometry(e.to_string())))
-    }
-
-    pub fn tessellate(&mut self, deflection: f64) -> Result<OGAnalyticTessellation, JsValue> {
-        tessellate_cached(&self.brep, deflection, DEFAULT_MAX_TRIANGLES).map_err(js_error)
-    }
-
-    pub fn get_face_count(&self) -> u32 {
-        self.brep.topology.faces.len() as u32
-    }
-    pub fn get_edge_count(&self) -> u32 {
-        self.brep.topology.edges.len() as u32
-    }
-    pub fn get_id(&self) -> String {
-        self.brep.id.clone()
-    }
-    pub fn get_bounds(&self) -> Result<Vec<f64>, JsValue> {
-        Ok(match self.brep.bounds().map_err(js_error)? {
-            Some(bounds) => bounds
-                .axes
-                .iter()
-                .map(|i| i.lo)
-                .chain(bounds.axes.iter().map(|i| i.hi))
-                .collect(),
-            None => Vec::new(),
-        })
-    }
-    pub fn get_vertex_count(&self) -> u32 {
-        self.brep.topology.vertices.len() as u32
-    }
-    pub fn get_revision(&self) -> u64 {
-        self.brep.revision
-    }
-}
-
-#[wasm_bindgen]
-pub struct OGAnalyticTessellation {
-    mesh: Arc<Tessellation>,
-}
-#[wasm_bindgen]
-impl OGAnalyticTessellation {
-    pub fn positions(&self) -> Vec<f64> {
-        self.mesh.positions.clone()
-    }
-    pub fn normals(&self) -> Vec<f32> {
-        self.mesh.normals.clone()
-    }
-    pub fn indices(&self) -> Vec<u32> {
-        self.mesh.indices.clone()
-    }
-    pub fn triangle_face_ids(&self) -> Vec<u32> {
-        self.mesh.triangle_face_ids.clone()
-    }
-    pub fn outline_positions(&self) -> Vec<f64> {
-        self.mesh.outline_positions.clone()
-    }
-    pub fn outline_edge_ids(&self) -> Vec<u32> {
-        self.mesh.outline_edge_ids.clone()
-    }
-    pub fn revision(&self) -> u64 {
-        self.mesh.revision
-    }
-    pub fn achieved_deflection(&self) -> f64 {
-        self.mesh.achieved_deflection
-    }
-}
-
-#[cfg(test)]
-mod tests {
-    use super::*;
-    #[test]
-    fn primitive_config_requires_all_geometry_fields() {
-        let config = serde_json::json!({"kind":"cylinder","id":"c","frame":{"origin":[0,0,0],"x":[1,0,0],"y":[0,1,0],"z":[0,0,1]},"accuracy":{"geometric":1e-9,"intersection":1e-10,"tessellation":0.001,"exchange":1e-5},"radius":1,"height":2});
-        let c: PrimitiveConfig = serde_json::from_value(config.clone()).unwrap();
-        assert_eq!(c.build().unwrap().topology.faces.len(), 3);
-        let mut incomplete = config;
-        incomplete.as_object_mut().unwrap().remove("frame");
-        assert!(serde_json::from_value::<PrimitiveConfig>(incomplete).is_err());
-    }
-
-    #[test]
-    fn linear_extrusion_config_builds_strict_v2_geometry() {
-        let config = serde_json::json!({
-            "kind": "linear_extrusion",
-            "id": "profile",
-            "frame": Frame3::IDENTITY,
-            "accuracy": {
-                "geometric": 1e-9,
-                "intersection": 1e-10,
-                "tessellation": 0.001,
-                "exchange": 1e-5
-            },
-            "outer": [[0.0, 0.0], [3.0, 0.0], [3.0, 2.0], [0.0, 2.0]],
-            "holes": [],
-            "height": 1.5
-        });
-        let body = serde_json::from_value::<PrimitiveConfig>(config.clone())
-            .unwrap()
-            .build()
-            .unwrap();
-        assert_eq!(body.schema_version, 2);
-        assert_eq!(body.topology.faces.len(), 6);
-        let mut incomplete = config;
-        incomplete.as_object_mut().unwrap().remove("holes");
-        assert!(serde_json::from_value::<PrimitiveConfig>(incomplete).is_err());
-    }
-
-    #[test]
-    fn arc_edged_extrusion_config_preserves_circle_edges() {
-        let config = serde_json::json!({
-            "kind": "arc_edged_extrusion",
-            "id": "curved-profile",
-            "frame": Frame3::IDENTITY,
-            "accuracy": {
-                "geometric": 1e-9,
-                "intersection": 1e-10,
-                "tessellation": 0.001,
-                "exchange": 1e-5
-            },
-            "outer": [
-                {"kind":"arc","center":[0.0,0.0],"radius":2.0,"start_angle":0.0,"sweep_angle":1.5707963267948966},
-                {"kind":"line","from":[0.0,2.0],"to":[0.0,1.5]},
-                {"kind":"arc","center":[0.0,0.0],"radius":1.5,"start_angle":1.5707963267948966,"sweep_angle":-1.5707963267948966},
-                {"kind":"line","from":[1.5,0.0],"to":[2.0,0.0]}
-            ],
-            "height": 3.0
-        });
-        let body = serde_json::from_value::<PrimitiveConfig>(config)
-            .unwrap()
-            .build()
-            .unwrap();
-        assert_eq!(body.topology.faces.len(), 6);
-        assert_eq!(
-            body.geometry
-                .surfaces
-                .iter()
-                .filter(|surface| matches!(
-                    surface,
-                    crate::analytic::SurfaceGeometry::Cylinder { .. }
-                ))
-                .count(),
-            2
-        );
-    }
-
-    #[test]
-    fn polygon_loft_config_builds_capped_planar_brep() {
-        let config = serde_json::json!({
-            "kind": "polygon_loft",
-            "id": "loft",
-            "frame": Frame3::IDENTITY,
-            "accuracy": {
-                "geometric": 1e-9,
-                "intersection": 1e-10,
-                "tessellation": 0.001,
-                "exchange": 1e-5
-            },
-            "lower": [[-1.0, -1.0, 0.0], [1.0, -1.0, 0.0], [1.0, 1.0, 0.0], [-1.0, 1.0, 0.0]],
-            "upper": [[0.5, -0.5, 2.0], [0.5, 0.5, 2.0], [-0.5, 0.5, 2.0], [-0.5, -0.5, 2.0]],
-            "alignment": { "kind": "auto" }
-        });
-        let body = serde_json::from_value::<PrimitiveConfig>(config)
-            .unwrap()
-            .build()
-            .unwrap();
-        assert_eq!(body.topology.faces.len(), 6);
-        body.validate().unwrap();
-    }
-
-    #[test]
-    fn annular_sector_extrusion_opening_config_is_strict_and_analytic() {
-        let config = serde_json::json!({
-            "kind": "annular_sector_extrusion_with_openings",
-            "id": "host",
-            "frame": Frame3::IDENTITY,
-            "accuracy": {
-                "geometric": 1e-9,
-                "intersection": 1e-10,
-                "tessellation": 0.001,
-                "exchange": 1e-5
-            },
-            "radius": 3.0,
-            "thickness": 0.3,
-            "height": 3.0,
-            "start_angle": 0.0,
-            "sweep_angle": 2.0,
-            "openings": [{
-                "id": "raised_cutout",
-                "angle": 1.0,
-                "width": 0.8,
-                "bottom": 0.9,
-                "height": 1.2
-            }]
-        });
-        let body = serde_json::from_value::<PrimitiveConfig>(config.clone())
-            .unwrap()
-            .build()
-            .unwrap();
-        assert_eq!(body.schema_version, 2);
-        assert_eq!(body.topology.faces.len(), 10);
-        assert_eq!(body.topology.faces[0].trim.holes.len(), 1);
-        let mut incomplete = config;
-        incomplete.as_object_mut().unwrap().remove("openings");
-        assert!(serde_json::from_value::<PrimitiveConfig>(incomplete).is_err());
-    }
-
-    #[test]
-    fn tessellation_options_are_strict_and_bounded() {
-        assert_eq!(tessellation_limit(None).unwrap(), DEFAULT_MAX_TRIANGLES);
-        assert_eq!(
-            tessellation_limit(Some(r#"{"max_triangles":123}"#.into())).unwrap(),
-            123
-        );
-        assert!(tessellation_limit(Some(r#"{"unknown":1}"#.into())).is_err());
-        assert!(tessellation_limit(Some(r#"{"max_triangles":0}"#.into())).is_err());
-    }
-}
diff --git a/main/opengeometry/src/bindings/errors.rs b/main/opengeometry/src/bindings/errors.rs
new file mode 100644
index 0000000..29b39a9
--- /dev/null
+++ b/main/opengeometry/src/bindings/errors.rs
@@ -0,0 +1,37 @@
+use crate::world_graph::{ErrorCode, ErrorDetails, GraphError};
+use serde::Serialize;
+use wasm_bindgen::JsValue;
+
+#[derive(Serialize)]
+#[serde(rename_all = "camelCase")]
+pub(crate) struct ErrorDto {
+    pub(crate) code: ErrorCode,
+    pub(crate) message: String,
+    pub(crate) details: serde_json::Value,
+}
+
+pub(crate) fn dto(error: GraphError) -> ErrorDto {
+    let details = match error.details() {
+        ErrorDetails::None => serde_json::json!({}),
+        details => serde_json::to_value(details).unwrap_or(serde_json::json!({})),
+    };
+    ErrorDto {
+        code: error.error_code(),
+        message: error.message(),
+        details,
+    }
+}
+
+pub(super) fn json(error: GraphError) -> JsValue {
+    let rendered = serde_json::to_value(dto(error))
+        .map(|value| value.to_string())
+        .unwrap_or_default();
+    JsValue::from_str(&rendered)
+}
+
+pub(super) fn serialization(error: serde_json::Error) -> JsValue {
+    json(GraphError::code(
+        ErrorCode::InvalidGeometry,
+        error.to_string(),
+    ))
+}
diff --git a/main/opengeometry/src/bindings/mod.rs b/main/opengeometry/src/bindings/mod.rs
new file mode 100644
index 0000000..6317cb2
--- /dev/null
+++ b/main/opengeometry/src/bindings/mod.rs
@@ -0,0 +1,10 @@
+mod errors;
+mod panic;
+mod params;
+mod tessellator;
+#[cfg(test)]
+mod tests;
+mod world_graph;
+
+pub use tessellator::OGTessellator;
+pub use world_graph::OGWorldGraph;
diff --git a/main/opengeometry/src/bindings/panic.rs b/main/opengeometry/src/bindings/panic.rs
new file mode 100644
index 0000000..0139cde
--- /dev/null
+++ b/main/opengeometry/src/bindings/panic.rs
@@ -0,0 +1,14 @@
+#[cfg(target_arch = "wasm32")]
+use wasm_bindgen::JsValue;
+
+pub(super) fn install_panic_hook() {
+    #[cfg(target_arch = "wasm32")]
+    std::panic::set_hook(Box::new(|info| {
+        let _ = js_sys::Reflect::set(
+            &js_sys::global(),
+            &JsValue::from_str("__opengeometryPanic"),
+            &JsValue::from_str(&info.to_string()),
+        );
+        console_error_panic_hook::hook(info);
+    }));
+}
diff --git a/main/opengeometry/src/bindings/params/mod.rs b/main/opengeometry/src/bindings/params/mod.rs
new file mode 100644
index 0000000..fa6959b
--- /dev/null
+++ b/main/opengeometry/src/bindings/params/mod.rs
@@ -0,0 +1,107 @@
+use crate::world_graph::{ErrorCode, GraphError};
+use serde::de::{self, DeserializeOwned, Deserializer as _, IgnoredAny, SeqAccess, Visitor};
+use std::fmt;
+
+#[cfg(test)]
+mod tests;
+
+struct NodeFault<'a> {
+    fault: &'a mut Option<GraphError>,
+}
+
+impl<'de> Visitor<'de> for NodeFault<'_> {
+    type Value = Vec<String>;
+
+    fn expecting(&self, formatter: &mut fmt::Formatter<'_>) -> fmt::Result {
+        formatter.write_str("an array of node ids")
+    }
+
+    fn visit_seq<A: SeqAccess<'de>>(self, mut seq: A) -> Result<Vec<String>, A::Error> {
+        let mut values = Vec::new();
+        while values.len() < 100_000 {
+            let Some(value) = seq.next_element::<String>()? else {
+                return Ok(values);
+            };
+            if let Err(error) = id(&value) {
+                *self.fault = Some(error);
+                return Err(de::Error::custom("ogId exceeds 1024 characters"));
+            }
+            values.push(value);
+        }
+        if seq.next_element::<IgnoredAny>()?.is_some() {
+            *self.fault = Some(GraphError::code(
+                ErrorCode::LimitExceeded,
+                "exportStep nodes exceed 100,000 ids",
+            ));
+            return Err(de::Error::custom("exportStep nodes exceed 100,000 ids"));
+        }
+        Ok(values)
+    }
+}
+
+pub(super) fn parse<T: DeserializeOwned>(json: &str) -> Result<T, GraphError> {
+    if json.len() > 64 * 1024 {
+        return Err(GraphError::code(
+            ErrorCode::LimitExceeded,
+            "params JSON exceeds 64 KiB",
+        ));
+    }
+    serde_json::from_str(json).map_err(|error| {
+        GraphError::code(
+            ErrorCode::InvalidParameter,
+            format!("invalid params JSON: {error}"),
+        )
+    })
+}
+
+pub(super) fn id(value: &str) -> Result<(), GraphError> {
+    if value.chars().count() > 1024 {
+        return Err(GraphError::code(
+            ErrorCode::InvalidParameter,
+            "ogId exceeds 1024 characters",
+        ));
+    }
+    Ok(())
+}
+
+pub(super) fn ids(values: &[String]) -> Result<(), GraphError> {
+    for value in values {
+        id(value)?;
+    }
+    Ok(())
+}
+
+pub(super) fn points(values: &[f64]) -> Result<Vec<[f64; 3]>, GraphError> {
+    if values.len() % 3 != 0 || values.len() / 3 > 100_000 {
+        return Err(GraphError::code(
+            ErrorCode::LimitExceeded,
+            "polyline point limit",
+        ));
+    }
+    if values.iter().any(|value| !value.is_finite()) {
+        return Err(GraphError::code(
+            ErrorCode::InvalidParameter,
+            "polyline point is nonfinite",
+        ));
+    }
+    Ok(values
+        .chunks_exact(3)
+        .map(|point| [point[0], point[1], point[2]])
+        .collect())
+}
+
+pub(super) fn nodes(json: &str) -> Result<Vec<String>, GraphError> {
+    let mut fault = None;
+    let mut deserializer = serde_json::Deserializer::from_str(json);
+    let values = deserializer
+        .deserialize_seq(NodeFault { fault: &mut fault })
+        .and_then(|values| deserializer.end().map(|()| values));
+    values.map_err(|error| {
+        fault.unwrap_or_else(|| {
+            GraphError::code(
+                ErrorCode::InvalidParameter,
+                format!("invalid params JSON: {error}"),
+            )
+        })
+    })
+}
diff --git a/main/opengeometry/src/bindings/params/tests.rs b/main/opengeometry/src/bindings/params/tests.rs
new file mode 100644
index 0000000..04f9deb
--- /dev/null
+++ b/main/opengeometry/src/bindings/params/tests.rs
@@ -0,0 +1,42 @@
+use super::nodes;
+use crate::world_graph::ErrorCode;
+
+fn node_list(count: usize, id: &str) -> String {
+    serde_json::to_string(&vec![id; count]).unwrap()
+}
+
+#[test]
+fn export_node_list_is_exempt_from_the_params_cap() {
+    let json = node_list(2_000, "00000000-0000-4000-8000-000000000000");
+    assert_eq!(json.len(), 78_001);
+    assert_eq!(nodes(&json).unwrap().len(), 2_000);
+}
+
+#[test]
+fn export_node_list_rejects_more_than_100000_ids() {
+    assert_eq!(nodes(&node_list(100_000, "a")).unwrap().len(), 100_000);
+    assert_eq!(
+        nodes(&node_list(100_001, "a")).unwrap_err().error_code(),
+        ErrorCode::LimitExceeded
+    );
+}
+
+#[test]
+fn export_node_id_over_1024_chars_is_invalid_parameter() {
+    assert!(nodes(&node_list(1, &"é".repeat(1024))).is_ok());
+    assert_eq!(
+        nodes(&node_list(1, &"a".repeat(1025)))
+            .unwrap_err()
+            .error_code(),
+        ErrorCode::InvalidParameter
+    );
+}
+
+#[test]
+fn malformed_export_node_list_is_invalid_parameter() {
+    for json in ["[\"a\"", "[\"a\"] x", "{\"a\":1}", "[1]", ""] {
+        let error = nodes(json).unwrap_err();
+        assert_eq!(error.error_code(), ErrorCode::InvalidParameter);
+        assert!(error.to_string().contains("invalid params JSON: "));
+    }
+}
diff --git a/main/opengeometry/src/bindings/tessellator.rs b/main/opengeometry/src/bindings/tessellator.rs
new file mode 100644
index 0000000..5aaa8a1
--- /dev/null
+++ b/main/opengeometry/src/bindings/tessellator.rs
@@ -0,0 +1,105 @@
+use super::{errors, panic};
+use crate::tessellation::{display::DisplayBuffers, SnapshotStore};
+use js_sys::{Float32Array, Float64Array, Object, Reflect, Uint32Array};
+use wasm_bindgen::{prelude::wasm_bindgen, JsValue};
+
+fn field(object: &Object, name: &str, value: &JsValue) -> Result<(), JsValue> {
+    Reflect::set(object, &JsValue::from_str(name), value).map(|_| ())
+}
+
+pub(super) fn buffers_to_js(buffers: DisplayBuffers) -> Result<JsValue, JsValue> {
+    let result = Object::new();
+    field(
+        &result,
+        "positions",
+        &Float32Array::from(buffers.positions.as_slice()),
+    )?;
+    field(
+        &result,
+        "normals",
+        &Float32Array::from(buffers.normals.as_slice()),
+    )?;
+    field(
+        &result,
+        "indices",
+        &Uint32Array::from(buffers.indices.as_slice()),
+    )?;
+    field(
+        &result,
+        "faceRanges",
+        &Uint32Array::from(buffers.face_ranges.as_slice()),
+    )?;
+    field(
+        &result,
+        "outline",
+        &Float32Array::from(buffers.outline.as_slice()),
+    )?;
+    field(
+        &result,
+        "edgeIds",
+        &Uint32Array::from(buffers.edge_ids.as_slice()),
+    )?;
+    field(
+        &result,
+        "origin",
+        &Float64Array::from(buffers.origin.as_slice()),
+    )?;
+    field(
+        &result,
+        "revision",
+        &JsValue::from_f64(buffers.revision as f64),
+    )?;
+    field(&result, "bucket", &JsValue::from_f64(buffers.bucket))?;
+    field(
+        &result,
+        "achievedDeflection",
+        &JsValue::from_f64(buffers.achieved_deflection),
+    )?;
+    field(
+        &result,
+        "triangles",
+        &JsValue::from_f64(f64::from(buffers.triangles)),
+    )?;
+    Ok(result.into())
+}
+
+#[wasm_bindgen]
+pub struct OGTessellator {
+    inner: SnapshotStore,
+}
+
+#[wasm_bindgen]
+impl OGTessellator {
+    #[wasm_bindgen(constructor)]
+    pub fn new() -> Self {
+        panic::install_panic_hook();
+        Self {
+            inner: SnapshotStore::new(),
+        }
+    }
+
+    pub fn load(&mut self, bytes: &[u8]) -> Result<u32, JsValue> {
+        self.inner
+            .load(bytes)
+            .map_err(|error| errors::json(error.into()))
+    }
+
+    pub fn buffers(&self, slot: u32, bucket: f64, max_triangles: u32) -> Result<JsValue, JsValue> {
+        buffers_to_js(
+            self.inner
+                .buffers(slot, bucket, max_triangles as usize)
+                .map_err(|error| errors::json(error.into()))?,
+        )
+    }
+
+    #[wasm_bindgen(js_name = drop)]
+    pub fn release(&mut self, slot: u32) -> bool {
+        self.inner.release(slot)
+    }
+}
+
+impl Default for OGTessellator {
+    fn default() -> Self {
+        Self::new()
+    }
+}
diff --git a/main/opengeometry/src/bindings/tests.rs b/main/opengeometry/src/bindings/tests.rs
new file mode 100644
index 0000000..d0faccc
--- /dev/null
+++ b/main/opengeometry/src/bindings/tests.rs
@@ -0,0 +1,257 @@
+use super::errors::dto;
+use super::OGWorldGraph;
+use crate::brep::{coarse_accuracy, GeometryError};
+use crate::math::MathError;
+use crate::tessellation::display::{bucket_floor, static_bucket};
+use crate::world_graph::{
+    ChangeSet, CopyOptions, CreateOptions, ErrorCode, ErrorDetails, GraphError, Plane, Primitive,
+    StepOptions, Transform, WorldGraph,
+};
+use serde_json::{json, Value};
+
+fn rendered(error: GraphError) -> String {
+    serde_json::to_value(dto(error)).unwrap().to_string()
+}
+
+#[test]
+fn dto_carries_the_code_and_details_of_every_geometry_error_variant() {
+    let cases = [
+        (
+            GeometryError::Math(MathError::DivisionByZero),
+            "InvalidGeometry",
+            json!({"math": "DivisionByZero"}),
+        ),
+        (
+            GeometryError::InvalidGeometry("bad".into()),
+            "InvalidGeometry",
+            json!({}),
+        ),
+        (
+            GeometryError::InvalidTopology("bad".into()),
+            "InvalidTopology",
+            json!({}),
+        ),
+        (
+            GeometryError::UnsupportedGeometry("bad".into()),
+            "UnsupportedGeometry",
+            json!({}),
+        ),
+        (
+            GeometryError::AmbiguousProfileAlignment("bad".into()),
+            "InvalidParameter",
+            json!({}),
+        ),
+        (
+            GeometryError::CoverageGap {
+                families: ["plane".into(), "torus".into()],
+            },
+            "CoverageGap",
+            json!({"families": ["plane", "torus"]}),
+        ),
+        (
+            GeometryError::SingularParameterization,
+            "InvalidGeometry",
+            json!({}),
+        ),
+        (
+            GeometryError::MissingReference {
+                kind: "edge".into(),
+                index: 3,
+            },
+            "InvalidTopology",
+            json!({"kind": "edge", "index": 3}),
+        ),
+        (
+            GeometryError::UnsupportedSchema { found: 9 },
+            "InvalidTopology",
+            json!({}),
+        ),
+        (
+            GeometryError::UnresolvedIntersection("bad".into()),
+            "UnresolvedIntersection",
+            json!({}),
+        ),
+        (
+            GeometryError::UnresolvedTessellation("bad".into()),
+            "UnresolvedTessellation",
+            json!({}),
+        ),
+        (
+            GeometryError::LimitExceeded("bad".into()),
+            "LimitExceeded",
+            json!({}),
+        ),
+    ];
+    for (error, code, details) in cases {
+        let value = serde_json::to_value(dto(GraphError::Geometry(error.clone()))).unwrap();
+        assert_eq!(
+            value,
+            json!({"code": code, "message": error.to_string(), "details": details}),
+            "{error:?}"
+        );
+    }
+}
+
+#[test]
+fn dto_renders_shared_shape_errors_byte_identical_to_the_untyped_form() {
+    let error = GraphError::Code {
+        code: ErrorCode::SharedShape,
+        message: "shape has multiple instances".into(),
+        details: ErrorDetails::SharedShape {
+            shape_id: Some("shape-1".into()),
+            instance_count: 2,
+            sharing: vec!["host".into(), "host-copy".into()],
+        },
+    };
+    assert_eq!(
+        rendered(error),
+        r#"{"code":"SharedShape","details":{"instanceCount":2,"shapeId":"shape-1","sharing":["host","host-copy"]},"message":"shape has multiple instances"}"#
+    );
+}
+
+#[test]
+fn dto_renders_coverage_gap_errors_byte_identical_to_the_untyped_form() {
+    let error = GraphError::Geometry(GeometryError::CoverageGap {
+        families: ["plane".into(), "torus".into()],
+    });
+    assert_eq!(
+        rendered(error),
+        r#"{"code":"CoverageGap","details":{"families":["plane","torus"]},"message":"CoverageGap { families: [\"plane\", \"torus\"] }"}"#
+    );
+}
+
+fn assert_camel_case_keys(value: &Value) {
+    match value {
+        Value::Object(map) => {
+            for (key, inner) in map {
+                let mut bytes = key.bytes();
+                let first = bytes.next().unwrap_or(b'_');
+                assert!(
+                    first.is_ascii_lowercase() && bytes.all(|byte| byte.is_ascii_alphanumeric()),
+                    "{key} in {value}"
+                );
+                assert_camel_case_keys(inner);
+            }
+        }
+        Value::Array(items) => items.iter().for_each(assert_camel_case_keys),
+        _ => {}
+    }
+}
+
+fn unit_cube(graph: &mut WorldGraph) -> (String, ChangeSet) {
+    graph
+        .create_primitive(
+            Primitive::Cuboid {
+                width: 1.0,
+                height: 1.0,
+                depth: 1.0,
+            },
+            CreateOptions {
+                og_id: Some("cube".into()),
+                ..CreateOptions::default()
+            },
+        )
+        .unwrap()
+}
+
+#[test]
+fn bindings_payloads_are_camel_case() {
+    let accuracy = coarse_accuracy(1e-6);
+    let mut graph = WorldGraph::new(accuracy).unwrap();
+    let created = unit_cube(&mut graph);
+    let plane = Plane {
+        origin: Some([0.0; 3]),
+        normal: Some([0.0, 0.0, 1.0]),
+        x_direction: Some([1.0, 0.0, 0.0]),
+    };
+    let error = GraphError::Code {
+        code: ErrorCode::InvalidOperand,
+        message: "bad tool".into(),
+        details: ErrorDetails::Operate {
+            handlers: vec!["box".into()],
+            tool_index: 0,
+            og_ids: vec!["cube".into()],
+        },
+    };
+    let payloads = [
+        serde_json::to_value(&created).unwrap(),
+        serde_json::to_value(graph.placement("cube").unwrap()).unwrap(),
+        serde_json::to_value(Transform::Place {
+            origin: Some([0.0; 3]),
+            x_direction: Some([1.0, 0.0, 0.0]),
+            normal: Some([0.0, 0.0, 1.0]),
+            scale: Some(1.0),
+        })
+        .unwrap(),
+        serde_json::to_value(plane).unwrap(),
+        serde_json::to_value(CreateOptions {
+            og_id: Some("cube".into()),
+            parent: Some("root".into()),
+            plane: Some(plane),
+            body_type: None,
+        })
+        .unwrap(),
+        serde_json::to_value(CopyOptions {
+            og_id: Some("copy".into()),
+            parent: Some(Some("root".into())),
+        })
+        .unwrap(),
+        serde_json::to_value(StepOptions::default()).unwrap(),
+        serde_json::to_value(accuracy).unwrap(),
+        serde_json::to_value(dto(error)).unwrap(),
+    ];
+    for payload in &payloads {
+        assert_camel_case_keys(payload);
+    }
+}
+
+#[test]
+fn place_accepts_camel_case_x_direction_and_rejects_snake_case() {
+    assert!(serde_json::from_str::<Transform>(r#"{"kind":"Place","xDirection":[1,0,0]}"#).is_ok());
+    assert!(
+        serde_json::from_str::<Transform>(r#"{"kind":"Place","x_direction":[1,0,0]}"#).is_err()
+    );
+    assert!(serde_json::from_str::<CreateOptions>(r#"{"ogId":"a"}"#).is_ok());
+    assert!(serde_json::from_str::<CopyOptions>(r#"{"ogId":"a"}"#).is_ok());
+    assert!(serde_json::from_str::<CreateOptions>(r#"{"og_id":"a"}"#).is_err());
+    assert!(serde_json::from_str::<CopyOptions>(r#"{"og_id":"a"}"#).is_err());
+    assert!(serde_json::from_str::<Plane>(r#"{"xDirection":[1,0,0]}"#).is_ok());
+    assert!(serde_json::from_str::<Plane>(r#"{"x_direction":[1,0,0]}"#).is_err());
+}
+
+#[test]
+fn display_buckets_reports_the_kernel_floor_and_static_bucket() {
+    let mut binding = OGWorldGraph::new(
+        r#"{"geometric":1e-8,"intersection":1e-9,"tessellation":0.01,"exchange":1e-6}"#,
+    )
+    .unwrap();
+    binding
+        .create_primitive(
+            r#"{"kind":"Cuboid","width":1,"height":1,"depth":1}"#,
+            r#"{"ogId":"cube"}"#,
+        )
+        .unwrap();
+    let buckets: Value = serde_json::from_str(&binding.display_buckets("cube").unwrap()).unwrap();
+    let keys: Vec<&str> = buckets
+        .as_object()
+        .unwrap()
+        .keys()
+        .map(String::as_str)
+        .collect();
+    assert_eq!(keys, ["floor", "static"]);
+    let mut graph = WorldGraph::new(coarse_accuracy(1e-6)).unwrap();
+    unit_cube(&mut graph);
+    let brep = graph.brep("cube").unwrap();
+    let floor = bucket_floor(&brep).unwrap();
+    let bucket = static_bucket(&brep).unwrap();
+    assert_eq!(floor.to_bits(), 2.0_f64.powi(-21).to_bits());
+    assert_eq!(bucket.to_bits(), 2.0_f64.powi(-9).to_bits());
+    assert_eq!(
+        buckets["floor"].as_f64().unwrap().to_bits(),
+        floor.to_bits()
+    );
+    assert_eq!(
+        buckets["static"].as_f64().unwrap().to_bits(),
+        bucket.to_bits()
+    );
+}
diff --git a/main/opengeometry/src/bindings/world_graph/create.rs b/main/opengeometry/src/bindings/world_graph/create.rs
new file mode 100644
index 0000000..0fcff0a
--- /dev/null
+++ b/main/opengeometry/src/bindings/world_graph/create.rs
@@ -0,0 +1,80 @@
+use super::{check_options, created, OGWorldGraph};
+use crate::bindings::{errors, params};
+use crate::world_graph::{CreateOptions, CreatingOperation, ErrorCode, GraphError, Primitive};
+use wasm_bindgen::prelude::wasm_bindgen;
+use wasm_bindgen::JsValue;
+
+#[wasm_bindgen]
+impl OGWorldGraph {
+    #[wasm_bindgen(js_name = createPrimitive)]
+    pub fn create_primitive(
+        &mut self,
+        primitive_json: &str,
+        options_json: &str,
+    ) -> Result<String, JsValue> {
+        let primitive: Primitive = params::parse(primitive_json).map_err(errors::json)?;
+        let options: CreateOptions = params::parse(options_json).map_err(errors::json)?;
+        check_options(&options).map_err(errors::json)?;
+        if matches!(primitive, Primitive::Polyline { .. }) {
+            return Err(errors::json(GraphError::code(
+                ErrorCode::InvalidParameter,
+                "polyline points must use createPolyline",
+            )));
+        }
+        created(
+            self.inner
+                .create_primitive(primitive, options)
+                .map_err(errors::json)?,
+        )
+    }
+
+    #[wasm_bindgen(js_name = createPolyline)]
+    pub fn create_polyline(
+        &mut self,
+        points: &[f64],
+        closed: bool,
+        options_json: &str,
+    ) -> Result<String, JsValue> {
+        let options: CreateOptions = params::parse(options_json).map_err(errors::json)?;
+        check_options(&options).map_err(errors::json)?;
+        let points = params::points(points).map_err(errors::json)?;
+        created(
+            self.inner
+                .create_primitive(Primitive::Polyline { points, closed }, options)
+                .map_err(errors::json)?,
+        )
+    }
+
+    #[wasm_bindgen(js_name = createOperation)]
+    pub fn create_operation(
+        &mut self,
+        operation_json: &str,
+        options_json: &str,
+    ) -> Result<String, JsValue> {
+        let operation: CreatingOperation = params::parse(operation_json).map_err(errors::json)?;
+        let options: CreateOptions = params::parse(options_json).map_err(errors::json)?;
+        check_options(&options).map_err(errors::json)?;
+        if matches!(&operation, CreatingOperation::Extrude { holes, .. } if holes.len() > 1_000) {
+            return Err(errors::json(GraphError::code(
+                ErrorCode::LimitExceeded,
+                "profile hole limit",
+            )));
+        }
+        created(
+            self.inner
+                .create_operation(operation, options)
+                .map_err(errors::json)?,
+        )
+    }
+
+    #[wasm_bindgen(js_name = createSystemAssembly)]
+    pub fn create_system_assembly(&mut self, options_json: &str) -> Result<String, JsValue> {
+        let options: CreateOptions = params::parse(options_json).map_err(errors::json)?;
+        check_options(&options).map_err(errors::json)?;
+        created(
+            self.inner
+                .create_system_assembly(options)
+                .map_err(errors::json)?,
+        )
+    }
+}
diff --git a/main/opengeometry/src/bindings/world_graph/export.rs b/main/opengeometry/src/bindings/world_graph/export.rs
new file mode 100644
index 0000000..5675e2d
--- /dev/null
+++ b/main/opengeometry/src/bindings/world_graph/export.rs
@@ -0,0 +1,31 @@
+use super::{serialise, OGWorldGraph};
+use crate::bindings::{errors, params};
+use crate::world_graph::StepOptions;
+use js_sys::{Object, Reflect};
+use wasm_bindgen::prelude::wasm_bindgen;
+use wasm_bindgen::JsValue;
+
+#[wasm_bindgen]
+impl OGWorldGraph {
+    #[wasm_bindgen(js_name = exportStep)]
+    pub fn export_step(&self, nodes_json: &str, options_json: &str) -> Result<JsValue, JsValue> {
+        let nodes = params::nodes(nodes_json).map_err(errors::json)?;
+        let options: StepOptions = params::parse(options_json).map_err(errors::json)?;
+        let (text, report) = self
+            .inner
+            .export_step(&nodes, &options)
+            .map_err(errors::json)?;
+        let result = Object::new();
+        Reflect::set(
+            &result,
+            &JsValue::from_str("text"),
+            &JsValue::from_str(&text),
+        )?;
+        Reflect::set(
+            &result,
+            &JsValue::from_str("reportJson"),
+            &JsValue::from_str(&serialise(&report)?),
+        )?;
+        Ok(result.into())
+    }
+}
diff --git a/main/opengeometry/src/bindings/world_graph/hierarchy.rs b/main/opengeometry/src/bindings/world_graph/hierarchy.rs
new file mode 100644
index 0000000..bc1ba5e
--- /dev/null
+++ b/main/opengeometry/src/bindings/world_graph/hierarchy.rs
@@ -0,0 +1,110 @@
+use super::{changed, check_copy, created, serialise, OGWorldGraph};
+use crate::bindings::{errors, params};
+use crate::world_graph::CopyOptions;
+use wasm_bindgen::prelude::wasm_bindgen;
+use wasm_bindgen::JsValue;
+
+#[wasm_bindgen]
+impl OGWorldGraph {
+    pub fn node(&self, og_id: &str) -> Result<String, JsValue> {
+        let node = self.inner.node(og_id).map_err(errors::json)?;
+        let shape = if node.shape.is_some() {
+            Some(self.inner.shape(og_id).map_err(errors::json)?)
+        } else {
+            None
+        };
+        let body_type = shape
+            .map(|value| value.brep.body_type())
+            .transpose()
+            .map_err(|error| errors::json(error.into()))?
+            .map(|kind| format!("{kind:?}"));
+        serialise(&serde_json::json!({
+            "ogId": node.og_id,
+            "handle": node.handle,
+            "generation": node.generation,
+            "parent": node.parent,
+            "children": node.children,
+            "kind": node.kind,
+            "shapeId": node.shape,
+            "shapeRevision": shape.map(|value| value.revision),
+            "bodyType": body_type,
+        }))
+    }
+
+    #[wasm_bindgen(js_name = nodeByHandle)]
+    pub fn node_by_handle(&self, handle: u32, generation: u32) -> Result<String, JsValue> {
+        let node = self
+            .inner
+            .node_by_handle(handle, generation)
+            .map_err(errors::json)?;
+        self.node(&node.og_id)
+    }
+
+    pub fn children(&self, og_id: &str) -> Result<String, JsValue> {
+        serialise(&self.inner.children(og_id).map_err(errors::json)?)
+    }
+
+    pub fn parent(&self, og_id: &str) -> Result<String, JsValue> {
+        serialise(&self.inner.parent(og_id).map_err(errors::json)?)
+    }
+
+    #[wasm_bindgen(js_name = addChild)]
+    pub fn add_child(
+        &mut self,
+        parent: &str,
+        children_json: &str,
+        keep_world: bool,
+    ) -> Result<String, JsValue> {
+        let children: Vec<String> = params::parse(children_json).map_err(errors::json)?;
+        params::ids(&children).map_err(errors::json)?;
+        changed(
+            self.inner
+                .add_child(parent, &children, keep_world)
+                .map_err(errors::json)?,
+        )
+    }
+
+    #[wasm_bindgen(js_name = removeChild)]
+    pub fn remove_child(
+        &mut self,
+        parent: &str,
+        child: &str,
+        keep_world: bool,
+    ) -> Result<String, JsValue> {
+        changed(
+            self.inner
+                .remove_child(parent, child, keep_world)
+                .map_err(errors::json)?,
+        )
+    }
+
+    pub fn instance(&mut self, source: &str, options_json: &str) -> Result<String, JsValue> {
+        let options: CopyOptions = params::parse(options_json).map_err(errors::json)?;
+        check_copy(&options).map_err(errors::json)?;
+        created(self.inner.instance(source, options).map_err(errors::json)?)
+    }
+
+    pub fn duplicate(&mut self, source: &str, options_json: &str) -> Result<String, JsValue> {
+        let options: CopyOptions = params::parse(options_json).map_err(errors::json)?;
+        check_copy(&options).map_err(errors::json)?;
+        created(
+            self.inner
+                .duplicate(source, options)
+                .map_err(errors::json)?,
+        )
+    }
+
+    #[wasm_bindgen(js_name = makeUnique)]
+    pub fn make_unique(&mut self, og_id: &str) -> Result<String, JsValue> {
+        serialise(&self.inner.make_unique(og_id).map_err(errors::json)?)
+    }
+
+    #[wasm_bindgen(js_name = instanceCount)]
+    pub fn instance_count(&self, og_id: &str) -> Result<u32, JsValue> {
+        self.inner.instance_count(og_id).map_err(errors::json)
+    }
+
+    pub fn dispose(&mut self, og_id: &str) -> Result<String, JsValue> {
+        changed(self.inner.dispose(og_id).map_err(errors::json)?)
+    }
+}
diff --git a/main/opengeometry/src/bindings/world_graph/marks.rs b/main/opengeometry/src/bindings/world_graph/marks.rs
new file mode 100644
index 0000000..4b33e81
--- /dev/null
+++ b/main/opengeometry/src/bindings/world_graph/marks.rs
@@ -0,0 +1,75 @@
+use super::{changed, serialise, OGWorldGraph};
+use crate::bindings::errors;
+use crate::world_graph::{ErrorCode, GraphError};
+use js_sys::{Float64Array, Object, Reflect};
+use wasm_bindgen::prelude::wasm_bindgen;
+use wasm_bindgen::JsValue;
+
+#[wasm_bindgen]
+impl OGWorldGraph {
+    pub fn mark(&mut self) -> Result<u32, JsValue> {
+        let slot = self.next_mark;
+        self.next_mark = self.next_mark.checked_add(1).ok_or_else(|| {
+            errors::json(GraphError::code(
+                ErrorCode::LimitExceeded,
+                "mark handle limit",
+            ))
+        })?;
+        let mark = self.inner.mark().map_err(errors::json)?;
+        self.marks.insert(slot, mark);
+        Ok(slot)
+    }
+
+    pub fn rollback(&mut self, slot: u32) -> Result<String, JsValue> {
+        let mark = *self.marks.get(&slot).ok_or_else(|| {
+            errors::json(GraphError::code(
+                ErrorCode::InvalidMark,
+                "mark handle is stale",
+            ))
+        })?;
+        let changes = self.inner.rollback(mark).map_err(errors::json)?;
+        self.marks.retain(|s, _| *s <= slot);
+        changed(changes)
+    }
+
+    pub fn release(&mut self, slot: u32) -> Result<(), JsValue> {
+        let mark = *self.marks.get(&slot).ok_or_else(|| {
+            errors::json(GraphError::code(
+                ErrorCode::InvalidMark,
+                "mark handle is stale",
+            ))
+        })?;
+        self.inner.release(mark).map_err(errors::json)?;
+        self.marks.remove(&slot);
+        Ok(())
+    }
+
+    #[wasm_bindgen(js_name = markStats)]
+    pub fn mark_stats(&self) -> Result<String, JsValue> {
+        let stats = self.inner.mark_stats();
+        serialise(
+            &serde_json::json!({"liveMarks": stats.live_marks, "retainedRevisions": stats.retained_revisions}),
+        )
+    }
+
+    #[wasm_bindgen(js_name = changesSince)]
+    pub fn changes_since(&self, revision: u64) -> Result<JsValue, JsValue> {
+        let changes = self.inner.changes_since(revision).map_err(errors::json)?;
+        let mut matrices = Vec::with_capacity((changes.added.len() + changes.changed.len()) * 16);
+        for node in changes.added.iter().chain(&changes.changed) {
+            matrices.extend(self.inner.world_matrix(&node.og_id).map_err(errors::json)?);
+        }
+        let result = Object::new();
+        Reflect::set(
+            &result,
+            &JsValue::from_str("changesJson"),
+            &JsValue::from_str(&serialise(&changes)?),
+        )?;
+        Reflect::set(
+            &result,
+            &JsValue::from_str("matrices"),
+            &Float64Array::from(matrices.as_slice()),
+        )?;
+        Ok(result.into())
+    }
+}
diff --git a/main/opengeometry/src/bindings/world_graph/mod.rs b/main/opengeometry/src/bindings/world_graph/mod.rs
new file mode 100644
index 0000000..18a7c7c
--- /dev/null
+++ b/main/opengeometry/src/bindings/world_graph/mod.rs
@@ -0,0 +1,66 @@
+mod create;
+mod export;
+mod hierarchy;
+mod marks;
+mod placement;
+mod rebuild;
+mod shapes;
+
+use crate::bindings::{errors, panic, params};
+use crate::brep::Accuracy;
+use crate::world_graph::{ChangeSet, CopyOptions, CreateOptions, GraphError, MarkId, WorldGraph};
+use serde::Serialize;
+use std::collections::BTreeMap;
+use wasm_bindgen::prelude::wasm_bindgen;
+use wasm_bindgen::JsValue;
+
+fn serialise<T: Serialize>(value: &T) -> Result<String, JsValue> {
+    serde_json::to_string(value).map_err(errors::serialization)
+}
+
+fn changed(changes: ChangeSet) -> Result<String, JsValue> {
+    serialise(&changes)
+}
+
+fn created(value: (String, ChangeSet)) -> Result<String, JsValue> {
+    serialise(&serde_json::json!({"ogId": value.0, "changes": value.1}))
+}
+
+fn check_options(options: &CreateOptions) -> Result<(), GraphError> {
+    if let Some(id) = &options.og_id {
+        params::id(id)?;
+    }
+    if let Some(parent) = &options.parent {
+        params::id(parent)?;
+    }
+    Ok(())
+}
+
+fn check_copy(options: &CopyOptions) -> Result<(), GraphError> {
+    if let Some(id) = &options.og_id {
+        params::id(id)?;
+    }
+    Ok(())
+}
+
+#[wasm_bindgen]
+pub struct OGWorldGraph {
+    inner: WorldGraph,
+    marks: BTreeMap<u32, MarkId>,
+    next_mark: u32,
+}
+
+#[wasm_bindgen]
+impl OGWorldGraph {
+    #[wasm_bindgen(constructor)]
+    pub fn new(accuracy_json: &str) -> Result<Self, JsValue> {
+        panic::install_panic_hook();
+        let accuracy: Accuracy = params::parse(accuracy_json).map_err(errors::json)?;
+        let inner = WorldGraph::new(accuracy).map_err(errors::json)?;
+        Ok(Self {
+            inner,
+            marks: BTreeMap::new(),
+            next_mark: 0,
+        })
+    }
+}
diff --git a/main/opengeometry/src/bindings/world_graph/placement.rs b/main/opengeometry/src/bindings/world_graph/placement.rs
new file mode 100644
index 0000000..79beb81
--- /dev/null
+++ b/main/opengeometry/src/bindings/world_graph/placement.rs
@@ -0,0 +1,69 @@
+use super::{changed, serialise, OGWorldGraph};
+use crate::bindings::{errors, params};
+use crate::world_graph::{EditScope, ModifyingOperation, Transform};
+use wasm_bindgen::prelude::wasm_bindgen;
+use wasm_bindgen::JsValue;
+
+#[wasm_bindgen]
+impl OGWorldGraph {
+    pub fn operate(
+        &mut self,
+        og_id: &str,
+        operation_json: &str,
+        tools_json: &str,
+        scope_json: &str,
+    ) -> Result<String, JsValue> {
+        params::id(og_id).map_err(errors::json)?;
+        let operation: ModifyingOperation = params::parse(operation_json).map_err(errors::json)?;
+        let tools: Vec<String> = params::parse(tools_json).map_err(errors::json)?;
+        params::ids(&tools).map_err(errors::json)?;
+        let scope: EditScope = params::parse(scope_json).map_err(errors::json)?;
+        changed(
+            self.inner
+                .operate(og_id, operation, &tools, scope)
+                .map_err(errors::json)?,
+        )
+    }
+
+    pub fn transform(&mut self, og_id: &str, transform_json: &str) -> Result<String, JsValue> {
+        params::id(og_id).map_err(errors::json)?;
+        let transform: Transform = params::parse(transform_json).map_err(errors::json)?;
+        changed(
+            self.inner
+                .transform(og_id, transform)
+                .map_err(errors::json)?,
+        )
+    }
+
+    pub fn placement(&self, og_id: &str) -> Result<String, JsValue> {
+        serialise(&self.inner.placement(og_id).map_err(errors::json)?)
+    }
+
+    #[wasm_bindgen(js_name = worldPlacement)]
+    pub fn world_placement(&self, og_id: &str) -> Result<String, JsValue> {
+        serialise(
+            &self
+                .inner
+                .world_placement_form(og_id)
+                .map_err(errors::json)?,
+        )
+    }
+
+    #[wasm_bindgen(js_name = worldMatrix)]
+    pub fn world_matrix(&self, og_id: &str) -> Result<Vec<f64>, JsValue> {
+        Ok(self
+            .inner
+            .world_matrix(og_id)
+            .map_err(errors::json)?
+            .to_vec())
+    }
+
+    pub fn bounds(&self, og_id: &str) -> Result<String, JsValue> {
+        serialise(&self.inner.bounds(og_id).map_err(errors::json)?)
+    }
+
+    #[wasm_bindgen(js_name = localBounds)]
+    pub fn local_bounds(&self, og_id: &str) -> Result<String, JsValue> {
+        serialise(&self.inner.local_bounds(og_id).map_err(errors::json)?)
+    }
+}
diff --git a/main/opengeometry/src/bindings/world_graph/rebuild.rs b/main/opengeometry/src/bindings/world_graph/rebuild.rs
new file mode 100644
index 0000000..64d7de8
--- /dev/null
+++ b/main/opengeometry/src/bindings/world_graph/rebuild.rs
@@ -0,0 +1,72 @@
+use super::{changed, OGWorldGraph};
+use crate::bindings::{errors, params};
+use crate::world_graph::{CreatingOperation, EditScope, ErrorCode, GraphError, Primitive};
+use wasm_bindgen::prelude::wasm_bindgen;
+use wasm_bindgen::JsValue;
+
+#[wasm_bindgen]
+impl OGWorldGraph {
+    #[wasm_bindgen(js_name = rebuildPrimitive)]
+    pub fn rebuild_primitive(
+        &mut self,
+        og_id: &str,
+        primitive_json: &str,
+        scope_json: &str,
+    ) -> Result<String, JsValue> {
+        params::id(og_id).map_err(errors::json)?;
+        let primitive: Primitive = params::parse(primitive_json).map_err(errors::json)?;
+        if matches!(primitive, Primitive::Polyline { .. }) {
+            return Err(errors::json(GraphError::code(
+                ErrorCode::InvalidParameter,
+                "polyline points must use rebuildPolyline",
+            )));
+        }
+        let scope: EditScope = params::parse(scope_json).map_err(errors::json)?;
+        changed(
+            self.inner
+                .rebuild_primitive(og_id, primitive, scope)
+                .map_err(errors::json)?,
+        )
+    }
+
+    #[wasm_bindgen(js_name = rebuildPolyline)]
+    pub fn rebuild_polyline(
+        &mut self,
+        og_id: &str,
+        points: &[f64],
+        closed: bool,
+        scope_json: &str,
+    ) -> Result<String, JsValue> {
+        params::id(og_id).map_err(errors::json)?;
+        let scope: EditScope = params::parse(scope_json).map_err(errors::json)?;
+        let points = params::points(points).map_err(errors::json)?;
+        changed(
+            self.inner
+                .rebuild_primitive(og_id, Primitive::Polyline { points, closed }, scope)
+                .map_err(errors::json)?,
+        )
+    }
+
+    #[wasm_bindgen(js_name = rebuildOperation)]
+    pub fn rebuild_operation(
+        &mut self,
+        og_id: &str,
+        operation_json: &str,
+        scope_json: &str,
+    ) -> Result<String, JsValue> {
+        params::id(og_id).map_err(errors::json)?;
+        let operation: CreatingOperation = params::parse(operation_json).map_err(errors::json)?;
+        if matches!(&operation, CreatingOperation::Extrude { holes, .. } if holes.len() > 1_000) {
+            return Err(errors::json(GraphError::code(
+                ErrorCode::LimitExceeded,
+                "profile hole limit",
+            )));
+        }
+        let scope: EditScope = params::parse(scope_json).map_err(errors::json)?;
+        changed(
+            self.inner
+                .rebuild_operation(og_id, operation, scope)
+                .map_err(errors::json)?,
+        )
+    }
+}
diff --git a/main/opengeometry/src/bindings/world_graph/shapes.rs b/main/opengeometry/src/bindings/world_graph/shapes.rs
new file mode 100644
index 0000000..2ae1574
--- /dev/null
+++ b/main/opengeometry/src/bindings/world_graph/shapes.rs
@@ -0,0 +1,55 @@
+use super::{serialise, OGWorldGraph};
+use crate::bindings::errors;
+use crate::bindings::tessellator::buffers_to_js;
+use crate::tessellation::display::{bucket_floor, static_bucket};
+use wasm_bindgen::prelude::wasm_bindgen;
+use wasm_bindgen::JsValue;
+
+#[wasm_bindgen]
+impl OGWorldGraph {
+    pub fn revision(&self) -> u64 {
+        self.inner.revision()
+    }
+
+    pub fn brep(&self, og_id: &str) -> Result<String, JsValue> {
+        self.inner
+            .brep(og_id)
+            .map_err(errors::json)?
+            .to_json()
+            .map_err(|error| errors::json(error.into()))
+    }
+
+    pub fn report(&self, og_id: &str) -> Result<String, JsValue> {
+        serialise(&self.inner.report(og_id).map_err(errors::json)?)
+    }
+
+    #[wasm_bindgen(js_name = edgeKeys)]
+    pub fn edge_keys(&self, og_id: &str) -> Result<String, JsValue> {
+        serialise(&self.inner.edge_keys(og_id).map_err(errors::json)?)
+    }
+
+    #[wasm_bindgen(js_name = displayBuckets)]
+    pub fn display_buckets(&self, og_id: &str) -> Result<String, JsValue> {
+        let brep = self.inner.brep(og_id).map_err(errors::json)?;
+        let floor = bucket_floor(&brep).map_err(|error| errors::json(error.into()))?;
+        let bucket = static_bucket(&brep).map_err(|error| errors::json(error.into()))?;
+        serialise(&serde_json::json!({"floor": floor, "static": bucket}))
+    }
+
+    pub fn snapshot(&self, shape_id: &str) -> Result<Vec<u8>, JsValue> {
+        self.inner.snapshot(shape_id).map_err(errors::json)
+    }
+
+    pub fn buffers(
+        &self,
+        shape_id: &str,
+        bucket: f64,
+        max_triangles: u32,
+    ) -> Result<JsValue, JsValue> {
+        buffers_to_js(
+            self.inner
+                .buffers(shape_id, bucket, max_triangles as usize)
+                .map_err(errors::json)?,
+        )
+    }
+}
diff --git a/main/opengeometry/src/brep/accuracy.rs b/main/opengeometry/src/brep/accuracy.rs
new file mode 100644
index 0000000..37a5e4c
--- /dev/null
+++ b/main/opengeometry/src/brep/accuracy.rs
@@ -0,0 +1,49 @@
+use super::error::GeometryError;
+use serde::{Deserialize, Serialize};
+
+#[derive(Clone, Copy, Debug, Serialize, Deserialize)]
+#[serde(deny_unknown_fields)]
+pub struct Accuracy {
+    pub geometric: f64,
+    pub intersection: f64,
+    pub tessellation: f64,
+    pub exchange: f64,
+}
+impl Accuracy {
+    pub const STANDARD: Accuracy = Accuracy {
+        geometric: 1e-8,
+        intersection: 1e-9,
+        tessellation: 0.01,
+        exchange: 1e-6,
+    };
+
+    pub(crate) fn validate(self) -> Result<(), GeometryError> {
+        for value in [
+            self.geometric,
+            self.intersection,
+            self.tessellation,
+            self.exchange,
+        ] {
+            if !value.is_finite() || value <= 0.0 {
+                return Err(GeometryError::InvalidGeometry(
+                    "accuracy budgets must be positive and finite".into(),
+                ));
+            }
+        }
+        if self.intersection > self.geometric {
+            return Err(GeometryError::InvalidGeometry(
+                "intersection budget exceeds geometric tolerance".into(),
+            ));
+        }
+        Ok(())
+    }
+
+    pub(crate) fn combined(a: Accuracy, b: Accuracy) -> Accuracy {
+        Accuracy {
+            geometric: a.geometric.max(b.geometric),
+            intersection: a.intersection.max(b.intersection),
+            tessellation: a.tessellation.max(b.tessellation),
+            exchange: a.exchange.max(b.exchange),
+        }
+    }
+}
diff --git a/main/opengeometry/src/brep/body_type.rs b/main/opengeometry/src/brep/body_type.rs
new file mode 100644
index 0000000..19c1ce6
--- /dev/null
+++ b/main/opengeometry/src/brep/body_type.rs
@@ -0,0 +1,30 @@
+use super::error::GeometryError;
+use super::topology::BrepEnvelope;
+use serde::{Deserialize, Serialize};
+
+#[derive(Clone, Copy, Debug, Eq, PartialEq, Serialize, Deserialize)]
+pub enum BodyType {
+    Wire,
+    Sheet,
+    Solid,
+}
+
+impl BrepEnvelope {
+    pub fn body_type(&self) -> Result<BodyType, GeometryError> {
+        self.validate()?;
+        if !self.topology.faces.is_empty() && !self.topology.wires.is_empty() {
+            return Err(GeometryError::InvalidTopology(
+                "BRep mixes faces and wires".into(),
+            ));
+        }
+        if !self.solids.is_empty() {
+            Ok(BodyType::Solid)
+        } else if !self.topology.faces.is_empty() {
+            Ok(BodyType::Sheet)
+        } else if !self.topology.wires.is_empty() {
+            Ok(BodyType::Wire)
+        } else {
+            Err(GeometryError::InvalidTopology("BRep has no body".into()))
+        }
+    }
+}
diff --git a/main/opengeometry/src/brep/bounds.rs b/main/opengeometry/src/brep/bounds.rs
new file mode 100644
index 0000000..3dc3d7c
--- /dev/null
+++ b/main/opengeometry/src/brep/bounds.rs
@@ -0,0 +1,20 @@
+use crate::math::{Interval, Point3};
+use serde::{Deserialize, Serialize};
+
+#[derive(Clone, Copy, Debug, Serialize, Deserialize)]
+#[serde(deny_unknown_fields)]
+pub struct PatchBounds {
+    pub axes: [Interval; 3],
+}
+impl PatchBounds {
+    pub fn contains(&self, point: Point3) -> bool {
+        (0..3).all(|i| self.axes[i].contains(point[i]))
+    }
+
+    pub(crate) fn overlaps(&self, other: PatchBounds, tolerance: f64) -> bool {
+        (0..3).all(|axis| {
+            self.axes[axis].lo <= other.axes[axis].hi + tolerance
+                && self.axes[axis].hi + tolerance >= other.axes[axis].lo
+        })
+    }
+}
diff --git a/main/opengeometry/src/brep/builder.rs b/main/opengeometry/src/brep/builder.rs
deleted file mode 100644
index 8daedea..0000000
--- a/main/opengeometry/src/brep/builder.rs
+++ /dev/null
@@ -1,506 +0,0 @@
-use std::collections::HashMap;
-
-use openmaths::Vector3;
-use uuid::Uuid;
-
-use crate::operations::triangulate::compute_polygon_normal;
-
-use super::error::{BrepError, BrepErrorKind};
-use super::{Brep, Edge, Face, HalfEdge, Loop, Shell, Vertex, Wire};
-
-#[derive(Clone)]
-pub struct BrepBuilder {
-    brep: Brep,
-    undirected_edge_map: HashMap<(u32, u32), u32>,
-    directed_halfedge_map: HashMap<(u32, u32), u32>,
-    edge_halfedge_count: HashMap<u32, u32>,
-}
-
-impl BrepBuilder {
-    pub fn new(id: Uuid) -> Self {
-        Self {
-            brep: Brep::new(id),
-            undirected_edge_map: HashMap::new(),
-            directed_halfedge_map: HashMap::new(),
-            edge_halfedge_count: HashMap::new(),
-        }
-    }
-
-    pub fn add_vertex(&mut self, position: Vector3) -> u32 {
-        let vertex_id = self.brep.vertices.len() as u32;
-        self.brep.vertices.push(Vertex::new(vertex_id, position));
-        vertex_id
-    }
-
-    pub fn add_vertices(&mut self, positions: &[Vector3]) -> Vec<u32> {
-        positions
-            .iter()
-            .map(|position| self.add_vertex(*position))
-            .collect()
-    }
-
-    pub fn add_face(&mut self, outer: &[u32], holes: &[Vec<u32>]) -> Result<u32, BrepError> {
-        let mut staging = self.clone();
-        let face_id = staging.add_face_internal(outer, holes)?;
-        *self = staging;
-        Ok(face_id)
-    }
-
-    pub fn add_wire(&mut self, vertex_indices: &[u32], is_closed: bool) -> Result<u32, BrepError> {
-        let mut staging = self.clone();
-        let wire_id = staging.add_wire_internal(vertex_indices, is_closed)?;
-        *self = staging;
-        Ok(wire_id)
-    }
-
-    pub fn add_shell(&mut self, face_ids: &[u32], is_closed: bool) -> Result<u32, BrepError> {
-        let mut staging = self.clone();
-        let shell_id = staging.add_shell_internal(face_ids, is_closed)?;
-        *self = staging;
-        Ok(shell_id)
-    }
-
-    pub fn add_shell_from_all_faces(&mut self, is_closed: bool) -> Result<u32, BrepError> {
-        if self.brep.faces.is_empty() {
-            return Err(BrepError::new(
-                BrepErrorKind::InvalidShell,
-                "Cannot create shell from an empty face set",
-            ));
-        }
-
-        let face_ids: Vec<u32> = (0..self.brep.faces.len() as u32).collect();
-        self.add_shell(&face_ids, is_closed)
-    }
-
-    pub fn build(self) -> Result<Brep, BrepError> {
-        self.brep.validate_topology()?;
-        Ok(self.brep)
-    }
-
-    fn add_face_internal(&mut self, outer: &[u32], holes: &[Vec<u32>]) -> Result<u32, BrepError> {
-        let outer = sanitize_indices(outer, true, 3, "outer loop")?;
-        if !is_loop_non_degenerate(&outer) {
-            return Err(BrepError::new(
-                BrepErrorKind::DegenerateLoop,
-                "Outer loop is degenerate",
-            ));
-        }
-
-        let mut hole_loops = Vec::new();
-        for hole in holes {
-            let cleaned = sanitize_indices(hole, true, 3, "inner loop")?;
-            if !is_loop_non_degenerate(&cleaned) {
-                return Err(BrepError::new(
-                    BrepErrorKind::DegenerateLoop,
-                    "Inner loop is degenerate",
-                ));
-            }
-            hole_loops.push(cleaned);
-        }
-
-        let face_id = self.brep.faces.len() as u32;
-        self.brep.faces.push(Face::new(
-            face_id,
-            Vector3::new(0.0, 0.0, 0.0),
-            0,
-            Vec::new(),
-            None,
-        ));
-
-        let outer_loop_id = self.add_face_loop(face_id, &outer, false)?;
-        self.brep.faces[face_id as usize].outer_loop = outer_loop_id;
-
-        for hole in &hole_loops {
-            let loop_id = self.add_face_loop(face_id, hole, true)?;
-            self.brep.faces[face_id as usize].inner_loops.push(loop_id);
-        }
-
-        let normal = self.compute_normal_from_loop(&outer)?;
-        self.brep.faces[face_id as usize].set_normal(normal);
-
-        Ok(face_id)
-    }
-
-    fn add_wire_internal(
-        &mut self,
-        vertex_indices: &[u32],
-        is_closed: bool,
-    ) -> Result<u32, BrepError> {
-        let min_vertices = if is_closed { 3 } else { 2 };
-        let vertices = sanitize_indices(vertex_indices, is_closed, min_vertices, "wire")?;
-
-        let wire_id = self.brep.wires.len() as u32;
-        self.brep
-            .wires
-            .push(Wire::new(wire_id, Vec::new(), is_closed));
-
-        let halfedges = if is_closed {
-            self.create_closed_halfedge_cycle(&vertices, None, None, Some(wire_id))?
-        } else {
-            self.create_open_halfedge_chain(&vertices, None, None, Some(wire_id))?
-        };
-
-        self.brep.wires[wire_id as usize].halfedges = halfedges;
-
-        Ok(wire_id)
-    }
-
-    fn add_shell_internal(&mut self, face_ids: &[u32], is_closed: bool) -> Result<u32, BrepError> {
-        if face_ids.is_empty() {
-            return Err(BrepError::new(
-                BrepErrorKind::InvalidShell,
-                "Shell must reference at least one face",
-            ));
-        }
-
-        for face_id in face_ids {
-            let idx = *face_id as usize;
-            let Some(face) = self.brep.faces.get(idx) else {
-                return Err(BrepError::new(
-                    BrepErrorKind::InvalidFace,
-                    format!("Face {} does not exist", face_id),
-                ));
-            };
-
-            if face.shell_ref.is_some() {
-                return Err(BrepError::new(
-                    BrepErrorKind::InvalidShell,
-                    format!("Face {} already belongs to a shell", face_id),
-                ));
-            }
-        }
-
-        let shell_id = self.brep.shells.len() as u32;
-        self.brep
-            .shells
-            .push(Shell::new(shell_id, face_ids.to_vec(), is_closed));
-
-        for face_id in face_ids {
-            self.brep.faces[*face_id as usize].shell_ref = Some(shell_id);
-        }
-
-        Ok(shell_id)
-    }
-
-    fn add_face_loop(
-        &mut self,
-        face_id: u32,
-        vertex_indices: &[u32],
-        is_hole: bool,
-    ) -> Result<u32, BrepError> {
-        let loop_id = self.brep.loops.len() as u32;
-        self.brep
-            .loops
-            .push(Loop::new(loop_id, 0, face_id, is_hole));
-
-        let halfedges =
-            self.create_closed_halfedge_cycle(vertex_indices, Some(face_id), Some(loop_id), None)?;
-        let Some(start_halfedge) = halfedges.first().copied() else {
-            return Err(BrepError::new(
-                BrepErrorKind::DegenerateLoop,
-                "Loop generation produced no halfedges",
-            ));
-        };
-
-        self.brep.loops[loop_id as usize].halfedge = start_halfedge;
-        Ok(loop_id)
-    }
-
-    fn create_closed_halfedge_cycle(
-        &mut self,
-        vertex_indices: &[u32],
-        face_ref: Option<u32>,
-        loop_ref: Option<u32>,
-        wire_ref: Option<u32>,
-    ) -> Result<Vec<u32>, BrepError> {
-        let mut halfedges = Vec::with_capacity(vertex_indices.len());
-
-        for index in 0..vertex_indices.len() {
-            let from = vertex_indices[index];
-            let to = vertex_indices[(index + 1) % vertex_indices.len()];
-            let halfedge_id = self.create_halfedge(from, to, face_ref, loop_ref, wire_ref)?;
-            halfedges.push(halfedge_id);
-        }
-
-        for index in 0..halfedges.len() {
-            let current = halfedges[index] as usize;
-            let next = halfedges[(index + 1) % halfedges.len()];
-            let prev = halfedges[(index + halfedges.len() - 1) % halfedges.len()];
-
-            self.brep.halfedges[current].next = Some(next);
-            self.brep.halfedges[current].prev = Some(prev);
-        }
-
-        Ok(halfedges)
-    }
-
-    fn create_open_halfedge_chain(
-        &mut self,
-        vertex_indices: &[u32],
-        face_ref: Option<u32>,
-        loop_ref: Option<u32>,
-        wire_ref: Option<u32>,
-    ) -> Result<Vec<u32>, BrepError> {
-        let mut halfedges = Vec::with_capacity(vertex_indices.len().saturating_sub(1));
-
-        for index in 0..(vertex_indices.len() - 1) {
-            let from = vertex_indices[index];
-            let to = vertex_indices[index + 1];
-            let halfedge_id = self.create_halfedge(from, to, face_ref, loop_ref, wire_ref)?;
-            halfedges.push(halfedge_id);
-        }
-
-        for index in 0..halfedges.len() {
-            let current = halfedges[index] as usize;
-            let next = if index + 1 < halfedges.len() {
-                Some(halfedges[index + 1])
-            } else {
-                None
-            };
-            let prev = if index > 0 {
-                Some(halfedges[index - 1])
-            } else {
-                None
-            };
-
-            self.brep.halfedges[current].next = next;
-            self.brep.halfedges[current].prev = prev;
-        }
-
-        Ok(halfedges)
-    }
-
-    fn create_halfedge(
-        &mut self,
-        from: u32,
-        to: u32,
-        face_ref: Option<u32>,
-        loop_ref: Option<u32>,
-        wire_ref: Option<u32>,
-    ) -> Result<u32, BrepError> {
-        self.ensure_vertex_exists(from)?;
-        self.ensure_vertex_exists(to)?;
-
-        if from == to {
-            return Err(BrepError::new(
-                BrepErrorKind::DegenerateEdge,
-                "Halfedge endpoints must differ",
-            ));
-        }
-
-        if self.directed_halfedge_map.contains_key(&(from, to)) {
-            return Err(BrepError::new(
-                BrepErrorKind::InvalidHalfEdge,
-                format!("Duplicate directed halfedge {} -> {}", from, to),
-            ));
-        }
-
-        let undirected = undirected_key(from, to);
-        let halfedge_id = self.brep.halfedges.len() as u32;
-
-        let edge_id =
-            if let Some(existing_edge_id) = self.undirected_edge_map.get(&undirected).copied() {
-                let incidence = self
-                    .edge_halfedge_count
-                    .get(&existing_edge_id)
-                    .copied()
-                    .unwrap_or(0);
-
-                if incidence >= 2 {
-                    return Err(BrepError::new(
-                        BrepErrorKind::NonManifoldEdge,
-                        format!(
-                            "Edge ({}, {}) would become non-manifold with more than two halfedges",
-                            undirected.0, undirected.1
-                        ),
-                    ));
-                }
-
-                existing_edge_id
-            } else {
-                let new_edge_id = self.brep.edges.len() as u32;
-                self.undirected_edge_map.insert(undirected, new_edge_id);
-                self.edge_halfedge_count.insert(new_edge_id, 0);
-                self.brep
-                    .edges
-                    .push(Edge::new(new_edge_id, halfedge_id, None));
-                new_edge_id
-            };
-
-        let twin = self.directed_halfedge_map.get(&(to, from)).copied();
-
-        self.brep.halfedges.push(HalfEdge::new(
-            halfedge_id,
-            from,
-            to,
-            edge_id,
-            face_ref,
-            loop_ref,
-            wire_ref,
-        ));
-
-        if let Some(twin_id) = twin {
-            self.brep.halfedges[halfedge_id as usize].twin = Some(twin_id);
-            self.brep.halfedges[twin_id as usize].twin = Some(halfedge_id);
-            self.brep.edges[edge_id as usize].twin_halfedge = Some(halfedge_id);
-        }
-
-        self.directed_halfedge_map.insert((from, to), halfedge_id);
-        let incidence = self.edge_halfedge_count.entry(edge_id).or_insert(0);
-        *incidence += 1;
-
-        if self.brep.vertices[from as usize]
-            .outgoing_halfedge
-            .is_none()
-        {
-            self.brep.vertices[from as usize].outgoing_halfedge = Some(halfedge_id);
-        }
-
-        Ok(halfedge_id)
-    }
-
-    fn ensure_vertex_exists(&self, vertex_id: u32) -> Result<(), BrepError> {
-        if self.brep.vertices.get(vertex_id as usize).is_none() {
-            return Err(BrepError::new(
-                BrepErrorKind::InvalidVertex,
-                format!("Vertex {} does not exist", vertex_id),
-            ));
-        }
-
-        Ok(())
-    }
-
-    fn compute_normal_from_loop(&self, loop_indices: &[u32]) -> Result<Vector3, BrepError> {
-        if loop_indices.len() < 3 {
-            return Err(BrepError::new(
-                BrepErrorKind::DegenerateLoop,
-                "Loop must have at least three vertices to compute a normal",
-            ));
-        }
-
-        let mut points = Vec::with_capacity(loop_indices.len());
-        for vertex_id in loop_indices {
-            let position = self
-                .brep
-                .vertices
-                .get(*vertex_id as usize)
-                .ok_or_else(|| {
-                    BrepError::new(
-                        BrepErrorKind::InvalidVertex,
-                        format!("Vertex {} does not exist", vertex_id),
-                    )
-                })?
-                .position;
-            points.push(position);
-        }
-
-        compute_polygon_normal(&points).ok_or_else(|| {
-            BrepError::new(
-                BrepErrorKind::DegenerateLoop,
-                "Failed to compute a stable face normal from loop vertices",
-            )
-        })
-    }
-}
-
-fn sanitize_indices(
-    indices: &[u32],
-    is_closed: bool,
-    min_vertices: usize,
-    label: &str,
-) -> Result<Vec<u32>, BrepError> {
-    let mut cleaned: Vec<u32> = Vec::with_capacity(indices.len());
-    for index in indices {
-        if cleaned.last().copied() == Some(*index) {
-            continue;
-        }
-        cleaned.push(*index);
-    }
-
-    if is_closed && cleaned.len() >= 2 && cleaned.first() == cleaned.last() {
-        cleaned.pop();
-    }
-
-    if cleaned.len() < min_vertices {
-        return Err(BrepError::new(
-            BrepErrorKind::InvalidLoop,
-            format!(
-                "{} must have at least {} unique vertices",
-                label, min_vertices
-            ),
-        ));
-    }
-
-    Ok(cleaned)
-}
-
-fn is_loop_non_degenerate(loop_indices: &[u32]) -> bool {
-    if loop_indices.len() < 3 {
-        return false;
-    }
-
-    let mut unique = HashMap::new();
-    for index in loop_indices {
-        unique.insert(*index, true);
-    }
-
-    unique.len() >= 3
-}
-
-fn undirected_key(a: u32, b: u32) -> (u32, u32) {
-    if a < b {
-        (a, b)
-    } else {
-        (b, a)
-    }
-}
-
-#[cfg(test)]
-mod tests {
-    use super::BrepBuilder;
-    use openmaths::Vector3;
-    use uuid::Uuid;
-
-    #[test]
-    fn builder_creates_closed_face_with_twin_halfedges() {
-        let mut builder = BrepBuilder::new(Uuid::new_v4());
-        let vertices = vec![
-            Vector3::new(0.0, 0.0, 0.0),
-            Vector3::new(1.0, 0.0, 0.0),
-            Vector3::new(1.0, 0.0, 1.0),
-            Vector3::new(0.0, 0.0, 1.0),
-        ];
-        builder.add_vertices(&vertices);
-
-        builder.add_face(&[0, 1, 2, 3], &[]).unwrap();
-        builder.add_face(&[0, 3, 2, 1], &[]).unwrap();
-
-        let brep = builder.build().unwrap();
-
-        assert_eq!(brep.faces.len(), 2);
-        assert!(!brep.halfedges.is_empty());
-        assert!(brep
-            .halfedges
-            .iter()
-            .any(|halfedge| halfedge.twin.is_some()));
-    }
-
-    #[test]
-    fn builder_rejects_non_manifold_edge() {
-        let mut builder = BrepBuilder::new(Uuid::new_v4());
-        let vertices = vec![
-            Vector3::new(0.0, 0.0, 0.0),
-            Vector3::new(1.0, 0.0, 0.0),
-            Vector3::new(1.0, 0.0, 1.0),
-            Vector3::new(0.0, 0.0, 1.0),
-            Vector3::new(0.5, 1.0, 0.5),
-        ];
-        builder.add_vertices(&vertices);
-
-        builder.add_face(&[0, 1, 2], &[]).unwrap();
-        builder.add_face(&[1, 0, 3], &[]).unwrap();
-        let third_face = builder.add_face(&[0, 1, 4], &[]);
-
-        assert!(third_face.is_err());
-    }
-}
diff --git a/main/opengeometry/src/brep/builder/boundary.rs b/main/opengeometry/src/brep/builder/boundary.rs
new file mode 100644
index 0000000..3566858
--- /dev/null
+++ b/main/opengeometry/src/brep/builder/boundary.rs
@@ -0,0 +1,89 @@
+use super::brep_builder::{Builder, Use};
+use crate::brep::error::GeometryError;
+use crate::brep::frame::Frame3;
+use crate::brep::geometry::CurveGeometry;
+use crate::brep::pcurve::PcurveGeometry;
+use crate::brep::topology::{EdgeGeometry, Orientation};
+use crate::math::{dot, scale, sub, Point3};
+
+pub(crate) fn dimensions(values: &[f64]) -> Result<(), GeometryError> {
+    if values.iter().any(|&x| !x.is_finite() || x <= 0.0) {
+        return Err(GeometryError::InvalidGeometry(
+            "primitive dimensions must be positive and finite".into(),
+        ));
+    }
+    Ok(())
+}
+
+pub(crate) fn plane_boundary(
+    builder: &Builder,
+    frame: Frame3,
+    edge: u32,
+    from: u32,
+    to: u32,
+    sense: Orientation,
+) -> Result<Use, GeometryError> {
+    let curve = match builder.brep.topology.edges[edge as usize].geometry {
+        EdgeGeometry::Curve { curve, .. } => &builder.brep.geometry.curves[curve as usize],
+        _ => {
+            return Err(GeometryError::InvalidGeometry(
+                "collapsed planar boundary".into(),
+            ))
+        }
+    };
+    let local = |p: Point3| [dot(p, frame.x), dot(p, frame.y)];
+    let pcurve = match curve {
+        CurveGeometry::Line { origin, direction } => {
+            uv_line(local(sub(*origin, frame.origin)), local(*direction))
+        }
+        CurveGeometry::Circle { frame: c, radius } => PcurveGeometry::Conic2 {
+            origin: local(sub(c.origin, frame.origin)),
+            axis_a: local(scale(c.x, *radius)),
+            axis_b: local(scale(c.y, *radius)),
+        },
+        _ => {
+            return Err(GeometryError::UnsupportedGeometry(
+                "planar primitive boundary".into(),
+            ))
+        }
+    };
+    Ok(boundary(edge, from, to, sense, pcurve))
+}
+
+pub(crate) fn uv_line(origin: [f64; 2], direction: [f64; 2]) -> PcurveGeometry {
+    PcurveGeometry::Line2 { origin, direction }
+}
+pub(crate) fn boundary(
+    edge: u32,
+    from: u32,
+    to: u32,
+    sense: Orientation,
+    pcurve: PcurveGeometry,
+) -> Use {
+    Use {
+        edge,
+        from,
+        to,
+        sense,
+        pcurve,
+    }
+}
+
+pub(crate) fn padded_uv_bounds(
+    points: impl IntoIterator<Item = impl AsRef<[f64]>>,
+    pad: f64,
+) -> [[f64; 2]; 2] {
+    let mut bounds = [[f64::INFINITY, f64::NEG_INFINITY]; 2];
+    for point in points {
+        let uv = point.as_ref();
+        for axis in 0..2 {
+            bounds[axis][0] = bounds[axis][0].min(uv[axis]);
+            bounds[axis][1] = bounds[axis][1].max(uv[axis]);
+        }
+    }
+    for bound in &mut bounds {
+        bound[0] -= pad;
+        bound[1] += pad;
+    }
+    bounds
+}
diff --git a/main/opengeometry/src/brep/builder/brep_builder.rs b/main/opengeometry/src/brep/builder/brep_builder.rs
new file mode 100644
index 0000000..3ea1b2f
--- /dev/null
+++ b/main/opengeometry/src/brep/builder/brep_builder.rs
@@ -0,0 +1,199 @@
+use crate::brep::accuracy::Accuracy;
+use crate::brep::error::GeometryError;
+use crate::brep::geometry::{CurveGeometry, SurfaceGeometry};
+use crate::brep::pcurve::PcurveGeometry;
+use crate::brep::topology::{
+    BrepEnvelope, Edge, EdgeGeometry, Face, FaceProvenance, FaceRole, FaceSource, HalfEdge,
+    HalfEdgeGeometryUse, Loop, Orientation, Shell, SolidRegion, TrimRegion, Vertex,
+};
+use crate::math::{Interval, Point3};
+
+pub(crate) struct Use {
+    pub(super) edge: u32,
+    pub(super) from: u32,
+    pub(super) to: u32,
+    pub(super) sense: Orientation,
+    pub(super) pcurve: PcurveGeometry,
+}
+
+pub(crate) struct Builder {
+    pub(crate) brep: BrepEnvelope,
+}
+impl Builder {
+    pub(crate) fn new(id: String, accuracy: Accuracy) -> Result<Self, GeometryError> {
+        Ok(Self {
+            brep: BrepEnvelope::new(id, accuracy)?,
+        })
+    }
+    pub(crate) fn vertex(&mut self, p: Point3) -> u32 {
+        let id = self.brep.topology.vertices.len() as u32;
+        self.brep.topology.vertices.push(Vertex {
+            id,
+            position: p,
+            outgoing_halfedge: None,
+            tolerance: self.brep.accuracy.geometric,
+        });
+        id
+    }
+    pub(crate) fn edge(&mut self, curve: CurveGeometry, range: Interval, seam: bool) -> u32 {
+        let curve_id = self.brep.geometry.curves.len() as u32;
+        self.brep.geometry.curves.push(curve);
+        self.edge_geometry(
+            EdgeGeometry::Curve {
+                curve: curve_id,
+                range,
+            },
+            seam,
+        )
+    }
+    pub(crate) fn edge_geometry(&mut self, geometry: EdgeGeometry, seam: bool) -> u32 {
+        let id = self.brep.topology.edges.len() as u32;
+        self.brep.topology.edges.push(Edge {
+            id,
+            geometry,
+            halfedge: u32::MAX,
+            twin_halfedge: None,
+            tolerance: self.brep.accuracy.geometric,
+            chart_seam: seam,
+        });
+        id
+    }
+    fn face_loop(
+        &mut self,
+        face: u32,
+        is_hole: bool,
+        uses: Vec<Use>,
+    ) -> Result<u32, GeometryError> {
+        let loop_id = self.brep.topology.loops.len() as u32;
+        let start = self.brep.topology.halfedges.len() as u32;
+        let count = uses.len() as u32;
+        if count == 0 {
+            return Err(GeometryError::InvalidTopology(
+                "empty primitive face".into(),
+            ));
+        }
+        for (i, u) in uses.into_iter().enumerate() {
+            let id = start + i as u32;
+            let pcurve = self.brep.geometry.pcurves.len() as u32;
+            self.brep.geometry.pcurves.push(u.pcurve);
+            let e = self
+                .brep
+                .topology
+                .edges
+                .get_mut(u.edge as usize)
+                .ok_or_else(|| {
+                    GeometryError::InvalidTopology("builder references missing edge".into())
+                })?;
+            let twin = if e.halfedge == u32::MAX {
+                e.halfedge = id;
+                None
+            } else {
+                if e.twin_halfedge.is_some() {
+                    return Err(GeometryError::InvalidTopology(
+                        "nonmanifold primitive edge".into(),
+                    ));
+                }
+                e.twin_halfedge = Some(id);
+                self.brep.topology.halfedges[e.halfedge as usize].twin = Some(id);
+                Some(e.halfedge)
+            };
+            self.brep.topology.halfedges.push(HalfEdge {
+                id,
+                from: u.from,
+                to: u.to,
+                twin,
+                next: Some(start + (i as u32 + 1) % count),
+                prev: Some(start + (i as u32 + count - 1) % count),
+                edge: u.edge,
+                face: Some(face),
+                loop_ref: Some(loop_id),
+                wire_ref: None,
+                geometry_use: HalfEdgeGeometryUse {
+                    sense: u.sense,
+                    pcurve: Some(pcurve),
+                    periodic_lift: [0; 2],
+                },
+            });
+            if self.brep.topology.vertices[u.from as usize]
+                .outgoing_halfedge
+                .is_none()
+            {
+                self.brep.topology.vertices[u.from as usize].outgoing_halfedge = Some(id);
+            }
+        }
+        self.brep.topology.loops.push(Loop {
+            id: loop_id,
+            start_halfedge: start,
+            face_ref: face,
+            is_hole,
+        });
+        Ok(loop_id)
+    }
+    pub(crate) fn face(
+        &mut self,
+        key: &str,
+        surface: SurfaceGeometry,
+        bounds: [[f64; 2]; 2],
+        uses: Vec<Use>,
+    ) -> Result<(), GeometryError> {
+        self.face_with_holes(key, surface, bounds, uses, Vec::new())
+    }
+    pub(crate) fn face_with_holes(
+        &mut self,
+        key: &str,
+        surface: SurfaceGeometry,
+        bounds: [[f64; 2]; 2],
+        outer_uses: Vec<Use>,
+        hole_uses: Vec<Vec<Use>>,
+    ) -> Result<(), GeometryError> {
+        let surface_id = self.brep.geometry.surfaces.len() as u32;
+        self.brep.geometry.surfaces.push(surface);
+        let face = self.brep.topology.faces.len() as u32;
+        let outer = self.face_loop(face, false, outer_uses)?;
+        let mut holes = Vec::with_capacity(hole_uses.len());
+        for uses in hole_uses {
+            holes.push(self.face_loop(face, true, uses)?);
+        }
+        self.brep.topology.faces.push(Face {
+            id: face,
+            key: key.into(),
+            surface: surface_id,
+            sense: Orientation::Forward,
+            trim: TrimRegion {
+                chart: 0,
+                uv_bounds: [
+                    Interval::new(bounds[0][0], bounds[0][1])?,
+                    Interval::new(bounds[1][0], bounds[1][1])?,
+                ],
+                outer,
+                holes,
+            },
+            shell_ref: Some(0),
+            provenance: FaceProvenance {
+                sources: vec![FaceSource {
+                    entity: self.brep.id.clone(),
+                    body: self.brep.id.clone(),
+                    key: key.into(),
+                    face,
+                }],
+                role: FaceRole::Authored,
+                reversed: false,
+            },
+        });
+        Ok(())
+    }
+    pub(crate) fn finish_solid(mut self) -> Result<BrepEnvelope, GeometryError> {
+        let faces = (0..self.brep.topology.faces.len() as u32).collect();
+        self.brep.topology.shells.push(Shell {
+            id: 0,
+            faces,
+            is_closed: true,
+        });
+        self.brep.solids.push(SolidRegion {
+            outer_shell: 0,
+            cavity_shells: Vec::new(),
+        });
+        self.brep.validate()?;
+        Ok(self.brep)
+    }
+}
diff --git a/main/opengeometry/src/brep/builder/mod.rs b/main/opengeometry/src/brep/builder/mod.rs
new file mode 100644
index 0000000..dfb958c
--- /dev/null
+++ b/main/opengeometry/src/brep/builder/mod.rs
@@ -0,0 +1,9 @@
+mod boundary;
+mod brep_builder;
+#[cfg(test)]
+mod tests;
+mod wire;
+
+pub(crate) use boundary::{boundary, dimensions, padded_uv_bounds, plane_boundary, uv_line};
+pub(crate) use brep_builder::{Builder, Use};
+pub(crate) use wire::WireUse;
diff --git a/main/opengeometry/src/brep/builder/tests.rs b/main/opengeometry/src/brep/builder/tests.rs
new file mode 100644
index 0000000..c9b5104
--- /dev/null
+++ b/main/opengeometry/src/brep/builder/tests.rs
@@ -0,0 +1,60 @@
+use super::wire::WireUse;
+use super::Builder;
+use crate::brep::accuracy::Accuracy;
+use crate::brep::body_type::BodyType;
+use crate::brep::geometry::CurveGeometry;
+use crate::brep::topology::Orientation;
+use crate::math::Interval;
+
+#[test]
+fn multi_edge_open_wire_validates() {
+    let accuracy = Accuracy {
+        geometric: 1e-6,
+        intersection: 1e-7,
+        tessellation: 1e-3,
+        exchange: 1e-6,
+    };
+    let mut builder = Builder::new("wire".into(), accuracy).unwrap();
+    let a = builder.vertex([0.0, 0.0, 0.0]);
+    let b = builder.vertex([1.0, 0.0, 0.0]);
+    let c = builder.vertex([1.0, 1.0, 0.0]);
+    let first = builder.edge(
+        CurveGeometry::Line {
+            origin: [0.0, 0.0, 0.0],
+            direction: [1.0, 0.0, 0.0],
+        },
+        Interval::new(0.0, 1.0).unwrap(),
+        false,
+    );
+    let second = builder.edge(
+        CurveGeometry::Line {
+            origin: [1.0, 0.0, 0.0],
+            direction: [0.0, 1.0, 0.0],
+        },
+        Interval::new(0.0, 1.0).unwrap(),
+        false,
+    );
+    let shape = builder
+        .finish_wire(
+            vec![
+                WireUse {
+                    edge: first,
+                    from: a,
+                    to: b,
+                    sense: Orientation::Forward,
+                },
+                WireUse {
+                    edge: second,
+                    from: b,
+                    to: c,
+                    sense: Orientation::Forward,
+                },
+            ],
+            false,
+        )
+        .unwrap();
+    assert_eq!(shape.body_type().unwrap(), BodyType::Wire);
+    assert_eq!(shape.topology.halfedges[0].next, Some(1));
+    assert_eq!(shape.topology.halfedges[1].prev, Some(0));
+    assert_eq!(shape.topology.halfedges[1].next, None);
+}
diff --git a/main/opengeometry/src/brep/builder/wire.rs b/main/opengeometry/src/brep/builder/wire.rs
new file mode 100644
index 0000000..e37f4f7
--- /dev/null
+++ b/main/opengeometry/src/brep/builder/wire.rs
@@ -0,0 +1,93 @@
+use super::brep_builder::Builder;
+use crate::brep::error::GeometryError;
+use crate::brep::topology::{BrepEnvelope, HalfEdge, HalfEdgeGeometryUse, Orientation, Wire};
+
+pub(crate) struct WireUse {
+    pub(crate) edge: u32,
+    pub(crate) from: u32,
+    pub(crate) to: u32,
+    pub(crate) sense: Orientation,
+}
+
+impl Builder {
+    pub(crate) fn finish_wire(
+        mut self,
+        uses: Vec<WireUse>,
+        is_closed: bool,
+    ) -> Result<BrepEnvelope, GeometryError> {
+        if uses.is_empty() || !self.brep.topology.faces.is_empty() {
+            return Err(GeometryError::InvalidTopology(
+                "wire builder has no edges or contains faces".into(),
+            ));
+        }
+        let start = self.brep.topology.halfedges.len() as u32;
+        let count = uses.len() as u32;
+        let wire_id = self.brep.topology.wires.len() as u32;
+        for (index, use_edge) in uses.into_iter().enumerate() {
+            let edge = self
+                .brep
+                .topology
+                .edges
+                .get_mut(use_edge.edge as usize)
+                .ok_or_else(|| GeometryError::MissingReference {
+                    kind: "edge".into(),
+                    index: use_edge.edge,
+                })?;
+            if edge.halfedge != u32::MAX {
+                return Err(GeometryError::InvalidTopology(
+                    "wire edge already has a use".into(),
+                ));
+            }
+            let id = start + index as u32;
+            edge.halfedge = id;
+            let vertex = self
+                .brep
+                .topology
+                .vertices
+                .get_mut(use_edge.from as usize)
+                .ok_or_else(|| GeometryError::MissingReference {
+                    kind: "vertex".into(),
+                    index: use_edge.from,
+                })?;
+            if vertex.outgoing_halfedge.is_none() {
+                vertex.outgoing_halfedge = Some(id);
+            }
+            self.brep.topology.halfedges.push(HalfEdge {
+                id,
+                from: use_edge.from,
+                to: use_edge.to,
+                twin: None,
+                next: if index + 1 < count as usize {
+                    Some(id + 1)
+                } else if is_closed {
+                    Some(start)
+                } else {
+                    None
+                },
+                prev: if index > 0 {
+                    Some(id - 1)
+                } else if is_closed {
+                    Some(start + count - 1)
+                } else {
+                    None
+                },
+                edge: use_edge.edge,
+                face: None,
+                loop_ref: None,
+                wire_ref: Some(wire_id),
+                geometry_use: HalfEdgeGeometryUse {
+                    sense: use_edge.sense,
+                    pcurve: None,
+                    periodic_lift: [0; 2],
+                },
+            });
+        }
+        self.brep.topology.wires.push(Wire {
+            id: wire_id,
+            start_halfedge: start,
+            is_closed,
+        });
+        self.brep.validate()?;
+        Ok(self.brep)
+    }
+}
diff --git a/main/opengeometry/src/brep/diagnostics/mod.rs b/main/opengeometry/src/brep/diagnostics/mod.rs
new file mode 100644
index 0000000..abe9c06
--- /dev/null
+++ b/main/opengeometry/src/brep/diagnostics/mod.rs
@@ -0,0 +1,21 @@
+mod tests;
+
+use super::error::GeometryError;
+use super::topology::BrepEnvelope;
+use serde::Serialize;
+
+#[derive(Debug, Serialize)]
+struct ValidationReport {
+    valid: bool,
+    validation_level: &'static str,
+    error: Option<GeometryError>,
+}
+
+fn validate_json(serialized: &str) -> ValidationReport {
+    let result = BrepEnvelope::from_json(serialized);
+    ValidationReport {
+        valid: result.is_ok(),
+        validation_level: "structure and sampled geometry residuals",
+        error: result.err(),
+    }
+}
diff --git a/main/opengeometry/src/brep/diagnostics/tests.rs b/main/opengeometry/src/brep/diagnostics/tests.rs
new file mode 100644
index 0000000..88442d9
--- /dev/null
+++ b/main/opengeometry/src/brep/diagnostics/tests.rs
@@ -0,0 +1,20 @@
+use super::*;
+use crate::brep::topology::circular_face;
+use crate::brep::CurveGeometry;
+
+#[test]
+fn diagnostics_reject_missing_links_and_detached_curves() {
+    let brep = circular_face();
+    assert!(validate_json(&brep.to_json().unwrap()).valid);
+    let mut broken = brep.clone();
+    broken.topology.halfedges[0].next = Some(u32::MAX);
+    let report = validate_json(&serde_json::to_string(&broken).unwrap());
+    assert!(!report.valid);
+    assert!(report.error.is_some());
+    let mut broken = brep;
+    if let CurveGeometry::Circle { radius, .. } = &mut broken.geometry.curves[0] {
+        *radius *= 1.1;
+    }
+    assert!(!validate_json(&serde_json::to_string(&broken).unwrap()).valid);
+    assert!(!validate_json("{\"schema_version\":1}").valid);
+}
diff --git a/main/opengeometry/src/brep/edge.rs b/main/opengeometry/src/brep/edge.rs
deleted file mode 100644
index 9500fa5..0000000
--- a/main/opengeometry/src/brep/edge.rs
+++ /dev/null
@@ -1,42 +0,0 @@
-use serde::{Deserialize, Serialize};
-
-use super::geometry::CurveGeometry;
-
-#[derive(Clone, Serialize, Deserialize)]
-pub struct Edge {
-    pub id: u32,
-    pub halfedge: u32,
-    pub twin_halfedge: Option<u32>,
-    /// Exact analytic geometry of this edge (D1). `None` ⇒ a straight segment
-    /// between its endpoint vertices. Defaulted so legacy (v1) B-rep JSON that
-    /// predates analytic geometry still deserializes.
-    #[serde(default)]
-    pub curve: Option<CurveGeometry>,
-    /// Per-edge modeling tolerance (D2). `None` ⇒ use the global confusion
-    /// tolerance. Intersection edges from a boolean carry their own, looser
-    /// tolerance. Defaulted for v1 back-compat.
-    #[serde(default)]
-    pub tolerance: Option<f64>,
-}
-
-impl Edge {
-    pub fn new(id: u32, halfedge: u32, twin_halfedge: Option<u32>) -> Self {
-        Self {
-            id,
-            halfedge,
-            twin_halfedge,
-            curve: None,
-            tolerance: None,
-        }
-    }
-
-    pub fn with_curve(mut self, curve: CurveGeometry) -> Self {
-        self.curve = Some(curve);
-        self
-    }
-
-    pub fn with_tolerance(mut self, tolerance: f64) -> Self {
-        self.tolerance = Some(tolerance);
-        self
-    }
-}
diff --git a/main/opengeometry/src/brep/error.rs b/main/opengeometry/src/brep/error.rs
index 769cddf..2f50425 100644
--- a/main/opengeometry/src/brep/error.rs
+++ b/main/opengeometry/src/brep/error.rs
@@ -1,39 +1,57 @@
+use crate::math::MathError;
 use serde::{Deserialize, Serialize};
+use std::fmt;
 
-#[derive(Debug, Clone, Serialize, Deserialize, PartialEq, Eq)]
-pub enum BrepErrorKind {
-    InvalidVertex,
-    InvalidEdge,
-    InvalidHalfEdge,
-    InvalidLoop,
-    InvalidWire,
-    InvalidFace,
-    InvalidShell,
-    DegenerateEdge,
-    DegenerateLoop,
-    NonManifoldEdge,
-    BrokenTopology,
+#[derive(Clone, Debug, PartialEq, Serialize, Deserialize)]
+#[serde(deny_unknown_fields)]
+pub enum GeometryError {
+    Math(MathError),
+    InvalidGeometry(String),
+    InvalidTopology(String),
+    UnsupportedGeometry(String),
+    AmbiguousProfileAlignment(String),
+    CoverageGap { families: [String; 2] },
+    SingularParameterization,
+    MissingReference { kind: String, index: u32 },
+    UnsupportedSchema { found: u32 },
+    UnresolvedIntersection(String),
+    UnresolvedTessellation(String),
+    LimitExceeded(String),
 }
 
-#[derive(Debug, Clone, Serialize, Deserialize)]
-pub struct BrepError {
-    pub kind: BrepErrorKind,
-    pub message: String,
+impl From<MathError> for GeometryError {
+    fn from(error: MathError) -> Self {
+        Self::Math(error)
+    }
 }
 
-impl BrepError {
-    pub fn new(kind: BrepErrorKind, message: impl Into<String>) -> Self {
-        Self {
-            kind,
-            message: message.into(),
-        }
+impl fmt::Display for GeometryError {
+    fn fmt(&self, f: &mut fmt::Formatter<'_>) -> fmt::Result {
+        write!(f, "{self:?}")
     }
 }
 
-impl core::fmt::Display for BrepError {
-    fn fmt(&self, f: &mut core::fmt::Formatter<'_>) -> core::fmt::Result {
-        write!(f, "{}", self.message)
+impl std::error::Error for GeometryError {}
+
+pub(super) fn missing(kind: &str, index: u32) -> GeometryError {
+    GeometryError::MissingReference {
+        kind: kind.into(),
+        index,
+    }
+}
+pub(super) fn invalid(message: impl Into<String>) -> GeometryError {
+    GeometryError::InvalidTopology(message.into())
+}
+pub(super) fn positive(value: f64) -> Result<(), GeometryError> {
+    if !value.is_finite() || value <= 0.0 {
+        return Err(GeometryError::InvalidGeometry(
+            "entity tolerance must be finite and positive".into(),
+        ));
+    }
+    Ok(())
+}
+pub(crate) fn coverage_gap(a: &str, b: &str) -> GeometryError {
+    GeometryError::CoverageGap {
+        families: [a.into(), b.into()],
     }
 }
-
-impl std::error::Error for BrepError {}
diff --git a/main/opengeometry/src/brep/face.rs b/main/opengeometry/src/brep/face.rs
deleted file mode 100644
index 9af1429..0000000
--- a/main/opengeometry/src/brep/face.rs
+++ /dev/null
@@ -1,44 +0,0 @@
-use openmaths::Vector3;
-use serde::{Deserialize, Serialize};
-
-use super::geometry::SurfaceGeometry;
-
-#[derive(Clone, Serialize, Deserialize)]
-pub struct Face {
-    pub id: u32,
-    pub normal: Vector3,
-    pub outer_loop: u32,
-    pub inner_loops: Vec<u32>,
-    pub shell_ref: Option<u32>,
-    /// Exact analytic surface of this face (D1). `None` ⇒ a general planar
-    /// polygon whose plane is implied by its loop. Defaulted for v1 back-compat.
-    #[serde(default)]
-    pub surface: Option<SurfaceGeometry>,
-}
-
-impl Face {
-    pub fn new(
-        id: u32,
-        normal: Vector3,
-        outer_loop: u32,
-        inner_loops: Vec<u32>,
-        shell_ref: Option<u32>,
-    ) -> Self {
-        Self {
-            id,
-            normal,
-            outer_loop,
-            inner_loops,
-            shell_ref,
-            surface: None,
-        }
-    }
-
-    pub fn set_normal(&mut self, normal: Vector3) {
-        self.normal = normal;
-    }
-
-    pub fn set_surface(&mut self, surface: SurfaceGeometry) {
-        self.surface = Some(surface);
-    }
-}
diff --git a/main/opengeometry/src/brep/frame.rs b/main/opengeometry/src/brep/frame.rs
new file mode 100644
index 0000000..0dc69f1
--- /dev/null
+++ b/main/opengeometry/src/brep/frame.rs
@@ -0,0 +1,104 @@
+use super::bounds::PatchBounds;
+use super::error::GeometryError;
+use crate::math::{add, cross, dot, finite, norm, scale, sub, Interval, Point3};
+use serde::{Deserialize, Serialize};
+
+pub(crate) type UV = [f64; 2];
+pub(crate) type UVBox = [Interval; 2];
+
+pub(crate) fn unit(a: Point3) -> Result<Point3, GeometryError> {
+    let n = finite(norm(a))?;
+    if n == 0.0 {
+        return Err(GeometryError::SingularParameterization);
+    }
+    checked(a.map(|value| value / n))
+}
+pub(crate) fn checked(p: Point3) -> Result<Point3, GeometryError> {
+    for v in p {
+        finite(v)?;
+    }
+    Ok(p)
+}
+
+#[derive(Clone, Copy, Debug, PartialEq, Serialize, Deserialize)]
+#[serde(deny_unknown_fields)]
+pub struct Frame3 {
+    pub origin: Point3,
+    pub x: Point3,
+    pub y: Point3,
+    pub z: Point3,
+}
+
+impl Frame3 {
+    pub const IDENTITY: Self = Self {
+        origin: [0.0; 3],
+        x: [1.0, 0.0, 0.0],
+        y: [0.0, 1.0, 0.0],
+        z: [0.0, 0.0, 1.0],
+    };
+
+    pub fn from_axis(
+        origin: Point3,
+        axis: Point3,
+        reference: Point3,
+    ) -> Result<Self, GeometryError> {
+        checked(origin)?;
+        let z = unit(axis)?;
+        let x = unit(sub(reference, scale(z, dot(z, reference))))?;
+        let y = unit(cross(z, x))?;
+        let frame = Self { origin, x, y, z };
+        frame.validate()?;
+        Ok(frame)
+    }
+
+    pub(crate) fn validate(&self) -> Result<(), GeometryError> {
+        for v in [self.origin, self.x, self.y, self.z] {
+            checked(v)?;
+        }
+        if [self.x, self.y, self.z]
+            .iter()
+            .any(|&v| (norm(v) - 1.0).abs() > 1e-12)
+            || dot(self.x, self.y).abs() > 1e-12
+            || dot(self.x, self.z).abs() > 1e-12
+            || dot(self.y, self.z).abs() > 1e-12
+            || norm(sub(cross(self.x, self.y), self.z)) > 1e-12
+        {
+            return Err(GeometryError::InvalidGeometry(
+                "frame must be right-handed and orthonormal".into(),
+            ));
+        }
+        Ok(())
+    }
+
+    pub(crate) fn vector(&self, p: Point3) -> Point3 {
+        add(
+            add(scale(self.x, p[0]), scale(self.y, p[1])),
+            scale(self.z, p[2]),
+        )
+    }
+    pub fn point(&self, p: Point3) -> Point3 {
+        add(self.origin, self.vector(p))
+    }
+    pub(crate) fn local(&self, p: Point3) -> Point3 {
+        let d = sub(p, self.origin);
+        [dot(d, self.x), dot(d, self.y), dot(d, self.z)]
+    }
+
+    pub(super) fn bounds(&self, local: [Interval; 3]) -> Result<PatchBounds, GeometryError> {
+        let mut axes = [Interval::point(0.0)?; 3];
+        for i in 0..3 {
+            axes[i] = Interval::point(self.origin[i])?
+                .add_interval(local[0].mul_interval(Interval::point(self.x[i])?)?)?
+                .add_interval(local[1].mul_interval(Interval::point(self.y[i])?)?)?
+                .add_interval(local[2].mul_interval(Interval::point(self.z[i])?)?)?;
+        }
+        Ok(PatchBounds { axes })
+    }
+}
+
+pub(crate) const GROUND: Frame3 = Frame3 {
+    origin: [0.0; 3],
+    x: [1.0, 0.0, 0.0],
+    y: [0.0, 0.0, -1.0],
+    z: [0.0, 1.0, 0.0],
+};
diff --git a/main/opengeometry/src/brep/geometry.rs b/main/opengeometry/src/brep/geometry.rs
deleted file mode 100644
index 073450b..0000000
--- a/main/opengeometry/src/brep/geometry.rs
+++ /dev/null
@@ -1,307 +0,0 @@
-//! Analytic curve & surface geometry attached to B-rep edges and faces
-//! (debt item D1).
-//!
-//! Historically the kernel destroyed curvature at construction time: an arc or
-//! circle was tessellated into straight `segments` edges and the center/radius
-//! discarded, so exactness could never be recovered for export, offset, or any
-//! future analytic feature. This module restores the defining property of a
-//! B-rep kernel — edges carry an exact [`CurveGeometry`] and faces an exact
-//! [`SurfaceGeometry`]. The tessellated vertices remain in the B-rep as the
-//! *derived* discretization used by the mesh/topology pipeline; the analytic
-//! geometry is the source of truth consulted by inspection and exchange (D9).
-//!
-//! All geometry is stored in the primitive's local frame; world placement is
-//! applied by `Brep::transformed`.
-
-use openmaths::Vector3;
-use serde::{Deserialize, Serialize};
-
-const TWO_PI: f64 = 2.0 * std::f64::consts::PI;
-
-/// Exact analytic geometry of an edge. `None` on an edge means a plain straight
-/// segment between its endpoint vertices (the legacy/default interpretation,
-/// equivalent to a [`CurveGeometry::Line`]).
-#[derive(Clone, Serialize, Deserialize)]
-#[serde(tag = "type")]
-pub enum CurveGeometry {
-    /// A straight segment. Endpoints are the edge's vertices; stored explicitly
-    /// so the curve is self-describing for export.
-    Line { start: Vector3, end: Vector3 },
-    /// A circular arc (or full circle when `start_angle`/`end_angle` span 2π).
-    /// The arc lies on the plane through `center` with the given `normal`;
-    /// angle 0 points along `x_axis` and sweeps toward `x_axis × normal`.
-    Circle {
-        center: Vector3,
-        normal: Vector3,
-        x_axis: Vector3,
-        radius: f64,
-        start_angle: f64,
-        end_angle: f64,
-    },
-}
-
-impl CurveGeometry {
-    /// Whether this curve closes on itself (full circle).
-    pub fn is_closed(&self) -> bool {
-        match self {
-            CurveGeometry::Line { .. } => false,
-            CurveGeometry::Circle {
-                start_angle,
-                end_angle,
-                ..
-            } => (end_angle - start_angle).abs() >= TWO_PI - 1.0e-9,
-        }
-    }
-
-    /// A short stable tag for inspection / serialization consumers.
-    pub fn kind(&self) -> &'static str {
-        match self {
-            CurveGeometry::Line { .. } => "line",
-            CurveGeometry::Circle { .. } => "circle",
-        }
-    }
-
-    /// Samples the curve into `segments` straight chords. A `Line` always yields
-    /// its two endpoints; a `Circle` yields `segments + 1` points (or `segments`
-    /// distinct points for a full circle, the closing point omitted).
-    pub fn tessellate(&self, segments: u32) -> Vec<Vector3> {
-        match self {
-            CurveGeometry::Line { start, end } => vec![*start, *end],
-            CurveGeometry::Circle {
-                center,
-                normal,
-                x_axis,
-                radius,
-                start_angle,
-                end_angle,
-            } => {
-                let n = segments.max(1);
-                let closed = self.is_closed();
-                let x = normalize(*x_axis);
-                // Second in-plane axis. `x_axis × normal` matches the sweep the
-                // arc/cylinder primitives generate (x = r·cosθ on x_axis,
-                // advancing toward this axis), so the analytic curve's
-                // tessellation reproduces the stored facets exactly.
-                let y = normalize(cross(x, *normal));
-                let step = (end_angle - start_angle) / n as f64;
-                let count = if closed { n } else { n + 1 };
-                let mut points = Vec::with_capacity(count as usize);
-                for i in 0..count {
-                    let a = start_angle + step * i as f64;
-                    let c = a.cos() * radius;
-                    let s = a.sin() * radius;
-                    points.push(Vector3::new(
-                        center.x + x.x * c + y.x * s,
-                        center.y + x.y * c + y.y * s,
-                        center.z + x.z * c + y.z * s,
-                    ));
-                }
-                points
-            }
-        }
-    }
-}
-
-impl CurveGeometry {
-    /// Applies a placement to this curve. `transform_point` maps a local point
-    /// to world; `scale` is the placement's uniform scale factor (radii are
-    /// lengths and must scale, directions are renormalized so scale drops out).
-    pub fn transformed_with(
-        &self,
-        transform_point: &impl Fn(Vector3) -> Vector3,
-        scale: f64,
-    ) -> CurveGeometry {
-        match self {
-            CurveGeometry::Line { start, end } => CurveGeometry::Line {
-                start: transform_point(*start),
-                end: transform_point(*end),
-            },
-            CurveGeometry::Circle {
-                center,
-                normal,
-                x_axis,
-                radius,
-                start_angle,
-                end_angle,
-            } => {
-                let c = transform_point(*center);
-                CurveGeometry::Circle {
-                    center: c,
-                    normal: transform_direction(transform_point, *center, *normal),
-                    x_axis: transform_direction(transform_point, *center, *x_axis),
-                    radius: radius * scale,
-                    start_angle: *start_angle,
-                    end_angle: *end_angle,
-                }
-            }
-        }
-    }
-}
-
-/// Maps a local direction to world by transforming two points and subtracting,
-/// then renormalizing. Correct under rotation + translation + uniform scale.
-fn transform_direction(
-    transform_point: &impl Fn(Vector3) -> Vector3,
-    base: Vector3,
-    dir: Vector3,
-) -> Vector3 {
-    let p0 = transform_point(base);
-    let p1 = transform_point(Vector3::new(base.x + dir.x, base.y + dir.y, base.z + dir.z));
-    normalize(Vector3::new(p1.x - p0.x, p1.y - p0.y, p1.z - p0.z))
-}
-
-/// Exact analytic geometry of a face. `None` means a general planar polygon
-/// whose plane is implied by its loop (the legacy/default interpretation).
-#[derive(Clone, Serialize, Deserialize)]
-#[serde(tag = "type")]
-pub enum SurfaceGeometry {
-    /// A planar face through `origin` with outward `normal`.
-    Plane { origin: Vector3, normal: Vector3 },
-    /// A (possibly partial) cylindrical face: the lateral surface swept by a
-    /// circle of `radius` centred on `origin`, extruded along `axis` for
-    /// `height`. `ref_direction` fixes angle 0 in the cross-section plane.
-    Cylinder {
-        origin: Vector3,
-        axis: Vector3,
-        ref_direction: Vector3,
-        radius: f64,
-        height: f64,
-    },
-}
-
-impl SurfaceGeometry {
-    pub fn kind(&self) -> &'static str {
-        match self {
-            SurfaceGeometry::Plane { .. } => "plane",
-            SurfaceGeometry::Cylinder { .. } => "cylinder",
-        }
-    }
-
-    pub fn transformed_with(
-        &self,
-        transform_point: &impl Fn(Vector3) -> Vector3,
-        scale: f64,
-    ) -> SurfaceGeometry {
-        match self {
-            SurfaceGeometry::Plane { origin, normal } => SurfaceGeometry::Plane {
-                origin: transform_point(*origin),
-                normal: transform_direction(transform_point, *origin, *normal),
-            },
-            SurfaceGeometry::Cylinder {
-                origin,
-                axis,
-                ref_direction,
-                radius,
-                height,
-            } => SurfaceGeometry::Cylinder {
-                origin: transform_point(*origin),
-                axis: transform_direction(transform_point, *origin, *axis),
-                ref_direction: transform_direction(transform_point, *origin, *ref_direction),
-                radius: radius * scale,
-                height: height * scale,
-            },
-        }
-    }
-}
-
-fn cross(a: Vector3, b: Vector3) -> Vector3 {
-    Vector3::new(
-        a.y * b.z - a.z * b.y,
-        a.z * b.x - a.x * b.z,
-        a.x * b.y - a.y * b.x,
-    )
-}
-
-fn normalize(v: Vector3) -> Vector3 {
-    let len = (v.x * v.x + v.y * v.y + v.z * v.z).sqrt();
-    if len <= f64::EPSILON {
-        v
-    } else {
-        Vector3::new(v.x / len, v.y / len, v.z / len)
-    }
-}
-
-#[cfg(test)]
-mod tests {
-    use super::*;
-
-    fn full_circle(radius: f64) -> CurveGeometry {
-        CurveGeometry::Circle {
-            center: Vector3::new(0.0, 0.0, 0.0),
-            normal: Vector3::new(0.0, 1.0, 0.0),
-            x_axis: Vector3::new(1.0, 0.0, 0.0),
-            radius,
-            start_angle: 0.0,
-            end_angle: TWO_PI,
-        }
-    }
-
-    #[test]
-    fn line_tessellates_to_endpoints() {
-        let line = CurveGeometry::Line {
-            start: Vector3::new(0.0, 0.0, 0.0),
-            end: Vector3::new(1.0, 0.0, 0.0),
-        };
-        assert_eq!(line.tessellate(8).len(), 2);
-        assert!(!line.is_closed());
-    }
-
-    #[test]
-    fn full_circle_omits_closing_point() {
-        let circle = full_circle(2.0);
-        assert!(circle.is_closed());
-        let pts = circle.tessellate(16);
-        assert_eq!(pts.len(), 16);
-        // Every sampled point lies exactly on the circle of radius 2.
-        for p in &pts {
-            let r = (p.x * p.x + p.z * p.z).sqrt();
-            assert!((r - 2.0).abs() < 1.0e-12, "radius drift: {}", r);
-        }
-    }
-
-    #[test]
-    fn analytic_circle_is_exact_unlike_stored_facets() {
-        // The whole point of D1: refining the tessellation recovers exactness
-        // because the curve — not the facets — is the source of truth.
-        let circle = full_circle(1.0);
-        let coarse = circle.tessellate(4);
-        let fine = circle.tessellate(256);
-        // Coarse facets miss the true arc midpoint badly; fine ones do not.
-        let coarse_mid_err = chord_sagitta_error(&coarse, 1.0);
-        let fine_mid_err = chord_sagitta_error(&fine, 1.0);
-        assert!(fine_mid_err < coarse_mid_err);
-        assert!(fine_mid_err < 1.0e-4);
-    }
-
-    fn chord_sagitta_error(points: &[Vector3], radius: f64) -> f64 {
-        // Max deviation of chord midpoints from the true radius.
-        let mut max = 0.0_f64;
-        for i in 0..points.len() {
-            let a = points[i];
-            let b = points[(i + 1) % points.len()];
-            let mx = (a.x + b.x) * 0.5;
-            let mz = (a.z + b.z) * 0.5;
-            let r = (mx * mx + mz * mz).sqrt();
-            max = max.max((radius - r).abs());
-        }
-        max
-    }
-
-    #[test]
-    fn arc_quarter_sweep_has_correct_endpoints() {
-        let arc = CurveGeometry::Circle {
-            center: Vector3::new(0.0, 0.0, 0.0),
-            normal: Vector3::new(0.0, 1.0, 0.0),
-            x_axis: Vector3::new(1.0, 0.0, 0.0),
-            radius: 1.0,
-            start_angle: 0.0,
-            end_angle: std::f64::consts::FRAC_PI_2,
-        };
-        let pts = arc.tessellate(8);
-        assert_eq!(pts.len(), 9);
-        let first = pts.first().unwrap();
-        let last = pts.last().unwrap();
-        assert!((first.x - 1.0).abs() < 1.0e-12 && first.z.abs() < 1.0e-12);
-        assert!(last.x.abs() < 1.0e-12 && (last.z - 1.0).abs() < 1.0e-12);
-    }
-}
diff --git a/main/opengeometry/src/brep/geometry/chord.rs b/main/opengeometry/src/brep/geometry/chord.rs
new file mode 100644
index 0000000..c668287
--- /dev/null
+++ b/main/opengeometry/src/brep/geometry/chord.rs
@@ -0,0 +1,34 @@
+use crate::brep::bounds::PatchBounds;
+use crate::math::{dot, norm, sub, Point3};
+
+pub(crate) fn point_segment_distance(point: Point3, a: Point3, b: Point3) -> f64 {
+    let chord = sub(b, a);
+    let length_squared = dot(chord, chord);
+    if length_squared == 0.0 {
+        return norm(sub(point, a));
+    }
+    let parameter = (dot(sub(point, a), chord) / length_squared).clamp(0.0, 1.0);
+    norm(sub(
+        point,
+        [
+            a[0] + parameter * chord[0],
+            a[1] + parameter * chord[1],
+            a[2] + parameter * chord[2],
+        ],
+    ))
+}
+
+pub(crate) fn bounds_chord_deviation(bounds: PatchBounds, a: Point3, b: Point3) -> f64 {
+    let mut maximum: f64 = 0.0;
+    for mask in 0..8 {
+        let corner = std::array::from_fn(|axis| {
+            if mask & (1 << axis) == 0 {
+                bounds.axes[axis].lo
+            } else {
+                bounds.axes[axis].hi
+            }
+        });
+        maximum = maximum.max(point_segment_distance(corner, a, b));
+    }
+    maximum
+}
diff --git a/main/opengeometry/src/brep/geometry/curve.rs b/main/opengeometry/src/brep/geometry/curve.rs
new file mode 100644
index 0000000..cda9359
--- /dev/null
+++ b/main/opengeometry/src/brep/geometry/curve.rs
@@ -0,0 +1,196 @@
+use crate::brep::bounds::PatchBounds;
+use crate::brep::error::GeometryError;
+use crate::brep::frame::{checked, Frame3};
+use crate::math::{add, finite, norm, scale, Interval, Point3};
+use serde::{Deserialize, Serialize};
+
+#[derive(Clone, Debug, PartialEq, Serialize, Deserialize)]
+#[serde(tag = "kind", deny_unknown_fields)]
+pub enum CurveGeometry {
+    Line {
+        origin: Point3,
+        direction: Point3,
+    },
+    Circle {
+        frame: Frame3,
+        radius: f64,
+    },
+    Ellipse {
+        frame: Frame3,
+        major_radius: f64,
+        minor_radius: f64,
+    },
+    Intersection {
+        definition: u32,
+    },
+}
+
+pub(crate) trait Curve {
+    fn point_at(&self, t: f64) -> Result<Point3, GeometryError>;
+    fn tangent_at(&self, t: f64) -> Result<Point3, GeometryError>;
+    fn enclose(&self, range: Interval) -> Result<PatchBounds, GeometryError>;
+}
+
+impl CurveGeometry {
+    pub(crate) fn validate(&self) -> Result<(), GeometryError> {
+        match self {
+            Self::Line { origin, direction } => {
+                checked(*origin)?;
+                checked(*direction)?;
+                if (norm(*direction) - 1.0).abs() > 1e-12 {
+                    return Err(GeometryError::InvalidGeometry(
+                        "line direction must be unit length".into(),
+                    ));
+                }
+            }
+            Self::Circle { frame, radius } => {
+                frame.validate()?;
+                if !radius.is_finite() || *radius <= 0.0 {
+                    return Err(GeometryError::InvalidGeometry(
+                        "circle radius must be positive".into(),
+                    ));
+                }
+            }
+            Self::Ellipse {
+                frame,
+                major_radius: a,
+                minor_radius: b,
+            } => {
+                frame.validate()?;
+                if !a.is_finite() || !b.is_finite() || *b <= 0.0 || a < b {
+                    return Err(GeometryError::InvalidGeometry(
+                        "invalid ellipse radii".into(),
+                    ));
+                }
+            }
+            Self::Intersection { .. } => {}
+        };
+        Ok(())
+    }
+
+    pub(crate) fn elementary_point(&self, t: f64) -> Result<Point3, GeometryError> {
+        self.validate()?;
+        finite(t)?;
+        checked(match self {
+            Self::Line { origin, direction } => add(*origin, scale(*direction, t)),
+            Self::Circle { frame, radius } => {
+                frame.point([radius * t.cos(), radius * t.sin(), 0.0])
+            }
+            Self::Ellipse {
+                frame,
+                major_radius: a,
+                minor_radius: b,
+            } => frame.point([a * t.cos(), b * t.sin(), 0.0]),
+            Self::Intersection { definition } => {
+                return Err(GeometryError::MissingReference {
+                    kind: "intersection".into(),
+                    index: *definition,
+                })
+            }
+        })
+    }
+
+    pub(crate) fn elementary_tangent(&self, t: f64) -> Result<Point3, GeometryError> {
+        self.validate()?;
+        finite(t)?;
+        checked(match self {
+            Self::Line { direction, .. } => *direction,
+            Self::Circle { frame, radius } => {
+                frame.vector([-radius * t.sin(), radius * t.cos(), 0.0])
+            }
+            Self::Ellipse {
+                frame,
+                major_radius: a,
+                minor_radius: b,
+            } => frame.vector([-a * t.sin(), b * t.cos(), 0.0]),
+            Self::Intersection { definition } => {
+                return Err(GeometryError::MissingReference {
+                    kind: "intersection".into(),
+                    index: *definition,
+                })
+            }
+        })
+    }
+
+    pub(super) fn elementary_bounds(&self, range: Interval) -> Result<PatchBounds, GeometryError> {
+        self.validate()?;
+        Interval::new(range.lo, range.hi)?;
+        let zero = Interval::point(0.0)?;
+        match self {
+            Self::Line { origin, direction } => {
+                let mut axes = [zero; 3];
+                for i in 0..3 {
+                    axes[i] = Interval::point(origin[i])?
+                        .add_interval(range.mul_interval(Interval::point(direction[i])?)?)?;
+                }
+                Ok(PatchBounds { axes })
+            }
+            Self::Circle { frame, radius } => frame.bounds([
+                range.cos()?.mul_interval(Interval::point(*radius)?)?,
+                range.sin()?.mul_interval(Interval::point(*radius)?)?,
+                zero,
+            ]),
+            Self::Ellipse {
+                frame,
+                major_radius: a,
+                minor_radius: b,
+            } => frame.bounds([
+                range.cos()?.mul_interval(Interval::point(*a)?)?,
+                range.sin()?.mul_interval(Interval::point(*b)?)?,
+                zero,
+            ]),
+            Self::Intersection { definition } => Err(GeometryError::MissingReference {
+                kind: "intersection".into(),
+                index: *definition,
+            }),
+        }
+    }
+
+    #[cfg(test)]
+    pub(super) fn sample_elementary(
+        &self,
+        range: Interval,
+        deflection: f64,
+        max_segments: usize,
+    ) -> Result<Vec<Point3>, GeometryError> {
+        self.validate()?;
+        Interval::new(range.lo, range.hi)?;
+        if !deflection.is_finite() || deflection <= 0.0 {
+            return Err(GeometryError::InvalidGeometry(
+                "deflection must be finite and positive".into(),
+            ));
+        }
+        let bound = match self {
+            Self::Line { .. } => 0.0,
+            Self::Circle { radius, .. } => *radius,
+            Self::Ellipse { major_radius, .. } => *major_radius,
+            Self::Intersection { definition } => {
+                return Err(GeometryError::MissingReference {
+                    kind: "intersection".into(),
+                    index: *definition,
+                })
+            }
+        };
+        let minimum = if bound > 0.0 && range.width() >= std::f64::consts::TAU - 1e-12 {
+            3.0
+        } else {
+            1.0
+        };
+        let count = (range.width().abs() * (bound / (8.0 * deflection)).sqrt())
+            .ceil()
+            .max(minimum);
+        if !count.is_finite() || count > max_segments as f64 {
+            return Err(GeometryError::LimitExceeded(
+                "curve tessellation segments".into(),
+            ));
+        }
+        let n = count as usize;
+        let mut samples = Vec::with_capacity(n + 1);
+        for i in 0..=n {
+            samples.push(
+                self.elementary_point(range.lo + (range.hi - range.lo) * i as f64 / n as f64)?,
+            );
+        }
+        Ok(samples)
+    }
+}
diff --git a/main/opengeometry/src/brep/geometry/intersection_definition.rs b/main/opengeometry/src/brep/geometry/intersection_definition.rs
new file mode 100644
index 0000000..61b3370
--- /dev/null
+++ b/main/opengeometry/src/brep/geometry/intersection_definition.rs
@@ -0,0 +1,20 @@
+use crate::brep::frame::UV;
+use crate::math::{Interval, Point3};
+use serde::{Deserialize, Serialize};
+
+#[derive(Clone, Debug, PartialEq, Serialize, Deserialize)]
+#[serde(deny_unknown_fields)]
+pub(crate) struct TraceAnchor {
+    pub(crate) parameter: f64,
+    pub(crate) point: Point3,
+    pub(crate) uv_a: UV,
+    pub(crate) uv_b: UV,
+}
+#[derive(Clone, Debug, PartialEq, Serialize, Deserialize)]
+#[serde(deny_unknown_fields)]
+pub(crate) struct IntersectionDefinition {
+    pub(crate) surfaces: [u32; 2],
+    pub(crate) anchors: Vec<TraceAnchor>,
+    pub(crate) uv_tubes: Vec<[Interval; 4]>,
+    pub(crate) residual_tolerance: f64,
+}
diff --git a/main/opengeometry/src/brep/geometry/mod.rs b/main/opengeometry/src/brep/geometry/mod.rs
new file mode 100644
index 0000000..af30ee2
--- /dev/null
+++ b/main/opengeometry/src/brep/geometry/mod.rs
@@ -0,0 +1,17 @@
+mod chord;
+mod curve;
+mod intersection_definition;
+mod store;
+mod surface;
+#[cfg(test)]
+mod tests;
+mod trace;
+
+pub(crate) use chord::{bounds_chord_deviation, point_segment_distance};
+pub(crate) use curve::Curve;
+pub use curve::CurveGeometry;
+pub(crate) use intersection_definition::{IntersectionDefinition, TraceAnchor};
+pub use store::GeometryStore;
+pub use surface::{Surface, SurfaceChart, SurfaceGeometry, SurfaceJet2};
+pub use trace::IntersectionPoint;
+pub(crate) use trace::SsiBudget;
diff --git a/main/opengeometry/src/brep/geometry/store.rs b/main/opengeometry/src/brep/geometry/store.rs
new file mode 100644
index 0000000..22a53bc
--- /dev/null
+++ b/main/opengeometry/src/brep/geometry/store.rs
@@ -0,0 +1,136 @@
+use super::curve::{Curve, CurveGeometry};
+use super::intersection_definition::IntersectionDefinition;
+use super::surface::{Surface, SurfaceGeometry};
+use crate::brep::bounds::PatchBounds;
+use crate::brep::error::{missing, GeometryError};
+use crate::brep::frame::UV;
+use crate::brep::pcurve::{IntersectionSide, PcurveGeometry};
+use crate::math::{finite, Interval, Point3};
+use serde::{Deserialize, Serialize};
+
+#[derive(Clone, Debug, PartialEq, Serialize, Deserialize)]
+#[serde(deny_unknown_fields)]
+pub struct GeometryStore {
+    pub surfaces: Vec<SurfaceGeometry>,
+    pub(crate) curves: Vec<CurveGeometry>,
+    pub(crate) pcurves: Vec<PcurveGeometry>,
+    pub(crate) intersections: Vec<IntersectionDefinition>,
+}
+
+pub(crate) struct CurveView<'a> {
+    pub(crate) geometry: &'a CurveGeometry,
+    store: &'a GeometryStore,
+}
+
+impl GeometryStore {
+    pub(crate) fn new() -> Self {
+        Self {
+            surfaces: Vec::new(),
+            curves: Vec::new(),
+            pcurves: Vec::new(),
+            intersections: Vec::new(),
+        }
+    }
+    pub fn surface(&self, id: u32) -> Result<&SurfaceGeometry, GeometryError> {
+        self.surfaces
+            .get(id as usize)
+            .ok_or_else(|| missing("surface", id))
+    }
+    pub(crate) fn curve(&self, id: u32) -> Result<CurveView<'_>, GeometryError> {
+        let geometry = self
+            .curves
+            .get(id as usize)
+            .ok_or_else(|| missing("curve", id))?;
+        Ok(CurveView {
+            geometry,
+            store: self,
+        })
+    }
+    pub(crate) fn pcurve_at(&self, id: u32, t: f64) -> Result<UV, GeometryError> {
+        finite(t)?;
+        let uv = match self
+            .pcurves
+            .get(id as usize)
+            .ok_or_else(|| missing("pcurve", id))?
+        {
+            PcurveGeometry::Line2 { origin, direction } => {
+                std::array::from_fn(|i| origin[i] + direction[i] * t)
+            }
+            PcurveGeometry::Conic2 {
+                origin,
+                axis_a,
+                axis_b,
+            } => std::array::from_fn(|i| origin[i] + axis_a[i] * t.cos() + axis_b[i] * t.sin()),
+            PcurveGeometry::ProjectedCurve {
+                curve,
+                surface,
+                chart,
+                uv_hint,
+                uv_rate,
+                parameter_origin,
+            } => {
+                let surface = self.surface(*surface)?;
+                if *chart as usize >= surface.charts().len() {
+                    return Err(missing("chart", *chart));
+                }
+                let hint =
+                    std::array::from_fn(|i| uv_hint[i] + uv_rate[i] * (t - parameter_origin));
+                surface.project(self.curve(*curve)?.point_at(t)?, Some(hint))?
+            }
+            PcurveGeometry::IntersectionSide { definition, side } => {
+                let point = self.intersection(*definition)?.evaluate(t, self)?;
+                if *side == IntersectionSide::A {
+                    point.uv_a
+                } else {
+                    point.uv_b
+                }
+            }
+        };
+        for v in uv {
+            finite(v)?;
+        }
+        Ok(uv)
+    }
+    pub(crate) fn intersection(&self, id: u32) -> Result<&IntersectionDefinition, GeometryError> {
+        self.intersections
+            .get(id as usize)
+            .ok_or_else(|| missing("intersection", id))
+    }
+}
+impl Default for GeometryStore {
+    fn default() -> Self {
+        Self::new()
+    }
+}
+
+impl Curve for CurveView<'_> {
+    fn point_at(&self, t: f64) -> Result<Point3, GeometryError> {
+        match self.geometry {
+            CurveGeometry::Intersection { definition } => Ok(self
+                .store
+                .intersection(*definition)?
+                .evaluate(t, self.store)?
+                .point),
+            curve => curve.elementary_point(t),
+        }
+    }
+    fn tangent_at(&self, t: f64) -> Result<Point3, GeometryError> {
+        match self.geometry {
+            CurveGeometry::Intersection { definition } => Ok(self
+                .store
+                .intersection(*definition)?
+                .evaluate(t, self.store)?
+                .tangent),
+            curve => curve.elementary_tangent(t),
+        }
+    }
+    fn enclose(&self, range: Interval) -> Result<PatchBounds, GeometryError> {
+        match self.geometry {
+            CurveGeometry::Intersection { definition } => self
+                .store
+                .intersection(*definition)?
+                .enclose(range, self.store),
+            curve => curve.elementary_bounds(range),
+        }
+    }
+}
diff --git a/main/opengeometry/src/brep/geometry/surface.rs b/main/opengeometry/src/brep/geometry/surface.rs
new file mode 100644
index 0000000..6fffde8
--- /dev/null
+++ b/main/opengeometry/src/brep/geometry/surface.rs
@@ -0,0 +1,356 @@
+use crate::brep::bounds::PatchBounds;
+use crate::brep::error::GeometryError;
+use crate::brep::frame::{checked, Frame3, UVBox, UV};
+use crate::math::{add, finite, norm, scale, Interval, Point3};
+use serde::{Deserialize, Serialize};
+
+#[derive(Clone, Copy, Debug)]
+pub struct SurfaceChart {
+    pub(crate) domain: [[f64; 2]; 2],
+    pub(crate) periods: [Option<f64>; 2],
+}
+const PLANE_CHART: [SurfaceChart; 1] = [SurfaceChart {
+    domain: [[-f64::MAX, f64::MAX]; 2],
+    periods: [None, None],
+}];
+const SPHERE_CHART: [SurfaceChart; 1] = [SurfaceChart {
+    domain: [
+        [0.0, std::f64::consts::TAU],
+        [-std::f64::consts::FRAC_PI_2, std::f64::consts::FRAC_PI_2],
+    ],
+    periods: [Some(std::f64::consts::TAU), None],
+}];
+const CYLINDER_CHART: [SurfaceChart; 1] = [SurfaceChart {
+    domain: [[0.0, std::f64::consts::TAU], [-f64::MAX, f64::MAX]],
+    periods: [Some(std::f64::consts::TAU), None],
+}];
+const CONE_CHART: [SurfaceChart; 1] = [SurfaceChart {
+    domain: [[0.0, std::f64::consts::TAU], [0.0, f64::MAX]],
+    periods: [Some(std::f64::consts::TAU), None],
+}];
+const TORUS_CHART: [SurfaceChart; 1] = [SurfaceChart {
+    domain: [[0.0, std::f64::consts::TAU]; 2],
+    periods: [Some(std::f64::consts::TAU); 2],
+}];
+
+#[derive(Clone, Debug, PartialEq, Serialize, Deserialize)]
+#[serde(tag = "kind", deny_unknown_fields)]
+pub enum SurfaceGeometry {
+    Plane {
+        frame: Frame3,
+    },
+    Sphere {
+        frame: Frame3,
+        radius: f64,
+    },
+    Cylinder {
+        frame: Frame3,
+        radius: f64,
+    },
+    Cone {
+        frame: Frame3,
+        semi_angle: f64,
+    },
+    Torus {
+        frame: Frame3,
+        major_radius: f64,
+        minor_radius: f64,
+    },
+}
+
+#[derive(Clone, Copy, Debug)]
+pub struct SurfaceJet2 {
+    pub(super) point: Point3,
+    pub(crate) du: Point3,
+    pub(crate) dv: Point3,
+    pub duu: Point3,
+    pub duv: Point3,
+    pub dvv: Point3,
+}
+
+pub trait Surface {
+    fn point_at(&self, uv: UV) -> Result<Point3, GeometryError>;
+    fn normal_at(&self, uv: UV) -> Result<Point3, GeometryError>;
+    fn derivatives(&self, uv: UV) -> Result<SurfaceJet2, GeometryError>;
+    fn project(&self, p: Point3, hint: Option<UV>) -> Result<UV, GeometryError>;
+    fn charts(&self) -> &[SurfaceChart];
+    fn enclose(&self, domain: UVBox) -> Result<PatchBounds, GeometryError>;
+}
+
+impl SurfaceGeometry {
+    pub fn frame(&self) -> &Frame3 {
+        match self {
+            Self::Plane { frame }
+            | Self::Sphere { frame, .. }
+            | Self::Cylinder { frame, .. }
+            | Self::Cone { frame, .. }
+            | Self::Torus { frame, .. } => frame,
+        }
+    }
+    pub(crate) fn validate(&self) -> Result<(), GeometryError> {
+        self.frame().validate()?;
+        let valid = match self {
+            Self::Plane { .. } => true,
+            Self::Sphere { radius, .. } | Self::Cylinder { radius, .. } => {
+                radius.is_finite() && *radius > 0.0
+            }
+            Self::Cone { semi_angle, .. } => {
+                semi_angle.is_finite()
+                    && *semi_angle > 0.0
+                    && *semi_angle < std::f64::consts::FRAC_PI_2
+            }
+            Self::Torus {
+                major_radius,
+                minor_radius,
+                ..
+            } => {
+                major_radius.is_finite()
+                    && minor_radius.is_finite()
+                    && *minor_radius > 0.0
+                    && major_radius > minor_radius
+            }
+        };
+        if !valid {
+            return Err(GeometryError::InvalidGeometry(
+                "invalid radius, cone angle, or ring torus".into(),
+            ));
+        }
+        Ok(())
+    }
+
+    fn check_uv(&self, uv: UV) -> Result<(), GeometryError> {
+        self.validate()?;
+        for x in uv {
+            finite(x)?;
+        }
+        if matches!(self, Self::Sphere { .. }) && uv[1].abs() > std::f64::consts::FRAC_PI_2
+            || matches!(self, Self::Cone { .. }) && uv[1] < 0.0
+        {
+            return Err(GeometryError::InvalidGeometry(
+                "UV outside surface domain".into(),
+            ));
+        }
+        Ok(())
+    }
+
+    pub(crate) fn parameter_in_domain(&self, uv: UV) -> bool {
+        uv.into_iter().all(f64::is_finite)
+            && (!matches!(self, Self::Sphere { .. }) || uv[1].abs() <= std::f64::consts::FRAC_PI_2)
+            && (!matches!(self, Self::Cone { .. }) || uv[1] >= 0.0)
+    }
+}
+
+fn lift(angle: f64, hint: Option<f64>) -> f64 {
+    hint.map_or(angle, |h| {
+        angle + ((h - angle) / std::f64::consts::TAU).round() * std::f64::consts::TAU
+    })
+}
+
+impl Surface for SurfaceGeometry {
+    fn point_at(&self, uv: UV) -> Result<Point3, GeometryError> {
+        Ok(self.derivatives(uv)?.point)
+    }
+
+    fn derivatives(&self, uv: UV) -> Result<SurfaceJet2, GeometryError> {
+        self.check_uv(uv)?;
+        let (su, cu) = uv[0].sin_cos();
+        let (sv, cv) = uv[1].sin_cos();
+        let radial = [cu, su, 0.0];
+        let tangent = [-su, cu, 0.0];
+        let z = [0.0, 0.0, 1.0];
+        let zero = [0.0; 3];
+        let (p, du, dv, duu, duv, dvv) = match self {
+            Self::Plane { .. } => (
+                [uv[0], uv[1], 0.0],
+                [1.0, 0.0, 0.0],
+                [0.0, 1.0, 0.0],
+                zero,
+                zero,
+                zero,
+            ),
+            Self::Sphere { radius: r, .. } => {
+                let p = add(scale(radial, r * cv), scale(z, r * sv));
+                (
+                    p,
+                    scale(tangent, r * cv),
+                    add(scale(radial, -r * sv), scale(z, r * cv)),
+                    scale(radial, -r * cv),
+                    scale(tangent, -r * sv),
+                    scale(p, -1.0),
+                )
+            }
+            Self::Cylinder { radius: r, .. } => (
+                add(scale(radial, *r), scale(z, uv[1])),
+                scale(tangent, *r),
+                z,
+                scale(radial, -r),
+                zero,
+                zero,
+            ),
+            Self::Cone { semi_angle, .. } => {
+                let k = semi_angle.tan();
+                let r = uv[1] * k;
+                (
+                    add(scale(radial, r), scale(z, uv[1])),
+                    scale(tangent, r),
+                    add(scale(radial, k), z),
+                    scale(radial, -r),
+                    scale(tangent, k),
+                    zero,
+                )
+            }
+            Self::Torus {
+                major_radius: r,
+                minor_radius: a,
+                ..
+            } => {
+                let b = r + a * cv;
+                (
+                    add(scale(radial, b), scale(z, a * sv)),
+                    scale(tangent, b),
+                    add(scale(radial, -a * sv), scale(z, a * cv)),
+                    scale(radial, -b),
+                    scale(tangent, -a * sv),
+                    add(scale(radial, -a * cv), scale(z, -a * sv)),
+                )
+            }
+        };
+        let f = self.frame();
+        Ok(SurfaceJet2 {
+            point: checked(f.point(p))?,
+            du: checked(f.vector(du))?,
+            dv: checked(f.vector(dv))?,
+            duu: checked(f.vector(duu))?,
+            duv: checked(f.vector(duv))?,
+            dvv: checked(f.vector(dvv))?,
+        })
+    }
+
+    fn normal_at(&self, uv: UV) -> Result<Point3, GeometryError> {
+        self.check_uv(uv)?;
+        let (s, c) = uv[0].sin_cos();
+        let (sv, cv) = uv[1].sin_cos();
+        let n = match self {
+            Self::Plane { .. } => [0.0, 0.0, 1.0],
+            Self::Sphere { .. } | Self::Torus { .. } => [cv * c, cv * s, sv],
+            Self::Cylinder { .. } => [c, s, 0.0],
+            Self::Cone { semi_angle, .. } => {
+                if uv[1] == 0.0 {
+                    return Err(GeometryError::SingularParameterization);
+                }
+                [
+                    semi_angle.cos() * c,
+                    semi_angle.cos() * s,
+                    -semi_angle.sin(),
+                ]
+            }
+        };
+        checked(self.frame().vector(n))
+    }
+
+    fn project(&self, p: Point3, hint: Option<UV>) -> Result<UV, GeometryError> {
+        self.validate()?;
+        checked(p)?;
+        if let Some(h) = hint {
+            for v in h {
+                finite(v)?;
+            }
+        }
+        let p = checked(self.frame().local(p))?;
+        let radial = p[0].hypot(p[1]);
+        let u = lift(p[1].atan2(p[0]), hint.map(|h| h[0]));
+        let result = match self {
+            Self::Plane { .. } => [p[0], p[1]],
+            Self::Sphere { .. } => {
+                if norm(p) == 0.0 {
+                    return Err(GeometryError::SingularParameterization);
+                }
+                [u, p[2].atan2(radial)]
+            }
+            Self::Cylinder { .. } => {
+                if radial == 0.0 {
+                    return Err(GeometryError::SingularParameterization);
+                }
+                [u, p[2]]
+            }
+            Self::Cone { semi_angle, .. } => {
+                let v = (radial * semi_angle.sin() + p[2] * semi_angle.cos()) * semi_angle.cos();
+                if radial == 0.0 || v <= 0.0 {
+                    return Err(GeometryError::SingularParameterization);
+                }
+                [u, v]
+            }
+            Self::Torus { major_radius, .. } => {
+                if radial == 0.0 || (radial == *major_radius && p[2] == 0.0) {
+                    return Err(GeometryError::SingularParameterization);
+                }
+                [
+                    u,
+                    lift(p[2].atan2(radial - major_radius), hint.map(|h| h[1])),
+                ]
+            }
+        };
+        for x in result {
+            finite(x)?;
+        }
+        Ok(result)
+    }
+
+    fn charts(&self) -> &[SurfaceChart] {
+        match self {
+            Self::Plane { .. } => &PLANE_CHART,
+            Self::Sphere { .. } => &SPHERE_CHART,
+            Self::Cylinder { .. } => &CYLINDER_CHART,
+            Self::Cone { .. } => &CONE_CHART,
+            Self::Torus { .. } => &TORUS_CHART,
+        }
+    }
+
+    fn enclose(&self, domain: UVBox) -> Result<PatchBounds, GeometryError> {
+        for d in domain {
+            Interval::new(d.lo, d.hi)?;
+        }
+        self.check_uv([domain[0].lo, domain[1].lo])?;
+        self.check_uv([domain[0].hi, domain[1].hi])?;
+        let [u, v] = domain;
+        let zero = Interval::point(0.0)?;
+        let c = u.cos()?;
+        let s = u.sin()?;
+        let local = match self {
+            Self::Plane { .. } => [u, v, zero],
+            Self::Sphere { radius, .. } => {
+                let r = Interval::point(*radius)?;
+                let cv = v.cos()?.mul_interval(r)?;
+                [
+                    c.mul_interval(cv)?,
+                    s.mul_interval(cv)?,
+                    v.sin()?.mul_interval(r)?,
+                ]
+            }
+            Self::Cylinder { radius, .. } => {
+                let r = Interval::point(*radius)?;
+                [c.mul_interval(r)?, s.mul_interval(r)?, v]
+            }
+            Self::Cone { semi_angle, .. } => {
+                let angle = Interval::point(*semi_angle)?;
+                let k = angle.sin()?.div_interval(angle.cos()?)?;
+                let r = v.mul_interval(k)?;
+                [c.mul_interval(r)?, s.mul_interval(r)?, v]
+            }
+            Self::Torus {
+                major_radius,
+                minor_radius,
+                ..
+            } => {
+                let a = Interval::point(*minor_radius)?;
+                let r = Interval::point(*major_radius)?.add_interval(v.cos()?.mul_interval(a)?)?;
+                [
+                    c.mul_interval(r)?,
+                    s.mul_interval(r)?,
+                    v.sin()?.mul_interval(a)?,
+                ]
+            }
+        };
+        self.frame().bounds(local)
+    }
+}
diff --git a/main/opengeometry/src/brep/geometry/tests.rs b/main/opengeometry/src/brep/geometry/tests.rs
new file mode 100644
index 0000000..b2d6a99
--- /dev/null
+++ b/main/opengeometry/src/brep/geometry/tests.rs
@@ -0,0 +1,131 @@
+use super::curve::CurveGeometry;
+use super::surface::{Surface, SurfaceGeometry};
+use crate::brep::error::GeometryError;
+use crate::brep::frame::Frame3;
+use crate::math::{dot, norm, scale, sub, Interval};
+
+fn surfaces() -> Vec<SurfaceGeometry> {
+    let frame = Frame3::from_axis([3.0, -2.0, 7.0], [1.0, 2.0, 3.0], [0.0, 1.0, 0.0]).unwrap();
+    vec![
+        SurfaceGeometry::Plane { frame },
+        SurfaceGeometry::Sphere { frame, radius: 2.0 },
+        SurfaceGeometry::Cylinder { frame, radius: 2.0 },
+        SurfaceGeometry::Cone {
+            frame,
+            semi_angle: 0.4,
+        },
+        SurfaceGeometry::Torus {
+            frame,
+            major_radius: 3.0,
+            minor_radius: 1.0,
+        },
+    ]
+}
+
+#[test]
+fn derivatives_projection_and_normals_for_all_families() {
+    let uv = [0.7, 0.4];
+    let h = 1e-5;
+    for surface in surfaces() {
+        let jet = surface.derivatives(uv).unwrap();
+        let n = surface.normal_at(uv).unwrap();
+        assert!((norm(n) - 1.0).abs() < 1e-12);
+        assert!(dot(n, jet.du).abs() < 1e-12);
+        assert!(dot(n, jet.dv).abs() < 1e-12);
+        let projected = surface.project(jet.point, Some(uv)).unwrap();
+        assert!((projected[0] - uv[0]).abs() < 1e-12);
+        assert!((projected[1] - uv[1]).abs() < 1e-12);
+        for dimension in 0..2 {
+            let mut lo = uv;
+            let mut hi = uv;
+            lo[dimension] -= h;
+            hi[dimension] += h;
+            let jl = surface.derivatives(lo).unwrap();
+            let jh = surface.derivatives(hi).unwrap();
+            let derivative = scale(sub(jh.point, jl.point), 0.5 / h);
+            assert!(
+                norm(sub(
+                    derivative,
+                    if dimension == 0 { jet.du } else { jet.dv }
+                )) < 1e-8
+            );
+            assert!(
+                norm(sub(
+                    scale(sub(jh.du, jl.du), 0.5 / h),
+                    if dimension == 0 { jet.duu } else { jet.duv }
+                )) < 1e-8
+            );
+            assert!(
+                norm(sub(
+                    scale(sub(jh.dv, jl.dv), 0.5 / h),
+                    if dimension == 0 { jet.duv } else { jet.dvv }
+                )) < 1e-8
+            );
+        }
+    }
+}
+
+#[test]
+fn conservative_boxes_cover_transformed_patches() {
+    let box_uv = [
+        Interval::new(0.2, 1.8).unwrap(),
+        Interval::new(0.1, 0.9).unwrap(),
+    ];
+    for surface in surfaces() {
+        let bounds = surface.enclose(box_uv).unwrap();
+        for i in 0..=24 {
+            for j in 0..=24 {
+                let uv = [0.2 + 1.6 * i as f64 / 24.0, 0.1 + 0.8 * j as f64 / 24.0];
+                assert!(bounds.contains(surface.point_at(uv).unwrap()));
+            }
+        }
+    }
+}
+
+#[test]
+fn circle_samples_meet_chord_error_at_multiple_lods() {
+    let curve = CurveGeometry::Circle {
+        frame: Frame3::IDENTITY,
+        radius: 2.0,
+    };
+    let range = Interval::new(0.0, std::f64::consts::TAU).unwrap();
+    for epsilon in [0.1, 0.01, 0.001] {
+        let samples = curve.sample_elementary(range, epsilon, 100_000).unwrap();
+        let n = samples.len() - 1;
+        let sagitta = 2.0 * (1.0 - (std::f64::consts::PI / n as f64).cos());
+        assert!(sagitta <= epsilon);
+        assert!(norm(sub(samples[0], samples[n])) < 1e-12);
+    }
+}
+
+#[test]
+fn invalid_frames_tori_and_apices_fail_explicitly() {
+    Frame3::from_axis([0.0; 3], [0.0, 0.0, 1e-320], [1.0, 0.0, 0.0])
+        .unwrap()
+        .validate()
+        .unwrap();
+    let mut bad = Frame3::IDENTITY;
+    bad.y = [0.0, -1.0, 0.0];
+    assert!(bad.validate().is_err());
+    assert!(SurfaceGeometry::Torus {
+        frame: Frame3::IDENTITY,
+        major_radius: 1.0,
+        minor_radius: 1.0
+    }
+    .validate()
+    .is_err());
+    let cone = SurfaceGeometry::Cone {
+        frame: Frame3::IDENTITY,
+        semi_angle: 0.3,
+    };
+    assert_eq!(
+        cone.normal_at([0.0, 0.0]),
+        Err(GeometryError::SingularParameterization)
+    );
+    assert!(CurveGeometry::Circle {
+        frame: Frame3::IDENTITY,
+        radius: 1.0
+    }
+    .sample_elementary(Interval::new(0.0, 1.0).unwrap(), 0.0, 100)
+    .is_err());
+}
diff --git a/main/opengeometry/src/brep/geometry/trace/enclosure.rs b/main/opengeometry/src/brep/geometry/trace/enclosure.rs
new file mode 100644
index 0000000..869c9aa
--- /dev/null
+++ b/main/opengeometry/src/brep/geometry/trace/enclosure.rs
@@ -0,0 +1,280 @@
+use crate::brep::bounds::PatchBounds;
+use crate::brep::error::GeometryError;
+use crate::brep::frame::{unit, Frame3};
+use crate::brep::geometry::intersection_definition::IntersectionDefinition;
+use crate::brep::geometry::store::GeometryStore;
+use crate::brep::geometry::surface::SurfaceGeometry;
+use crate::math::{add, cross, dot, norm, scale, sub, Interval, Point3};
+
+struct CrossedCylinders {
+    host_radius: f64,
+    cutter: Frame3,
+    cutter_radius: f64,
+    u_axis: Point3,
+    v_axis: Point3,
+    w_axis: Point3,
+    centre: Point3,
+}
+
+struct CutterProjection {
+    v_cos: f64,
+    v_sin: f64,
+    w_cos: f64,
+    w_sin: f64,
+}
+
+pub(super) fn intersect_interval(a: Interval, b: Interval) -> Option<Interval> {
+    Interval::new(a.lo.max(b.lo), a.hi.min(b.hi)).ok()
+}
+
+pub(super) fn perpendicular_cylinder_enclosure(
+    definition: &IntersectionDefinition,
+    store: &GeometryStore,
+    segment: usize,
+    range: Interval,
+    parent: PatchBounds,
+) -> Result<Option<(PatchBounds, f64)>, GeometryError> {
+    let Some(cylinders) = crossed_cylinders(definition, store)? else {
+        return Ok(None);
+    };
+    let CrossedCylinders {
+        host_radius,
+        cutter_radius,
+        u_axis,
+        v_axis,
+        w_axis,
+        centre,
+        ..
+    } = cylinders;
+
+    let first = &definition.anchors[segment];
+    let last = &definition.anchors[segment + 1];
+    let guide_axis = unit(sub(last.point, first.point))?;
+    let certificate = definition.residual_tolerance * 8.0
+        + 128.0 * f64::EPSILON * host_radius.max(cutter_radius).max(norm(centre)).max(1.0);
+    let theta_parent = definition.uv_tubes[segment][2];
+    if theta_parent.width() >= std::f64::consts::PI {
+        return Ok(None);
+    }
+    let u_parent = interval_dot(parent, centre, u_axis)?;
+    if u_parent.contains(0.0) {
+        return Ok(None);
+    }
+    let host_squared = Interval::new(
+        (host_radius - certificate).max(0.0).powi(2),
+        (host_radius + certificate).powi(2),
+    )?;
+    let Some(CutterProjection {
+        v_cos,
+        v_sin,
+        w_cos,
+        w_sin,
+    }) = certified_projection(&cylinders, guide_axis, theta_parent, host_squared, u_parent)?
+    else {
+        return Ok(None);
+    };
+
+    let lo = definition.evaluate(range.lo, store)?.uv_b[0];
+    let hi = definition.evaluate(range.hi, store)?.uv_b[0];
+    let theta_pad = certificate / cutter_radius + 64.0 * f64::EPSILON;
+    let theta = Interval::new(lo.min(hi) - theta_pad, lo.max(hi) + theta_pad)?;
+    if theta.lo < theta_parent.lo - theta_pad || theta.hi > theta_parent.hi + theta_pad {
+        return Ok(None);
+    }
+    let cosine = theta.cos()?;
+    let sine = theta.sin()?;
+    let v = trig(cosine, sine, v_cos, v_sin, cutter_radius)?;
+    let w = trig(cosine, sine, w_cos, w_sin, cutter_radius)?;
+    let Some(u) = signed_root(host_squared.sub_interval(w.square()?)?, u_parent)? else {
+        return Ok(None);
+    };
+    let local = [u, v, w];
+    let axes = [u_axis, v_axis, w_axis];
+
+    let world = world_bounds(centre, local, axes, certificate)?;
+    let Some(chord_error) = chord_error_bound(host_radius, cutter_radius, certificate, theta)
+    else {
+        return Ok(None);
+    };
+    Ok(Some((PatchBounds { axes: world }, chord_error)))
+}
+
+fn crossed_cylinders(
+    definition: &IntersectionDefinition,
+    store: &GeometryStore,
+) -> Result<Option<CrossedCylinders>, GeometryError> {
+    let (
+        SurfaceGeometry::Cylinder {
+            frame: host,
+            radius: host_radius,
+        },
+        SurfaceGeometry::Cylinder {
+            frame: cutter,
+            radius: cutter_radius,
+        },
+    ) = (
+        store.surface(definition.surfaces[0])?,
+        store.surface(definition.surfaces[1])?,
+    )
+    else {
+        return Ok(None);
+    };
+    let u_axis = cutter.z;
+    let v_axis = host.z;
+    if dot(u_axis, v_axis).abs() > 1e-12 {
+        return Ok(None);
+    }
+    let w_axis = cross(u_axis, v_axis);
+    let host_to_cutter = sub(cutter.origin, host.origin);
+    let centre = add(host.origin, scale(v_axis, dot(host_to_cutter, v_axis)));
+    let residual = sub(
+        sub(centre, cutter.origin),
+        scale(u_axis, dot(sub(centre, cutter.origin), u_axis)),
+    );
+    if norm(residual) > 1e-12 {
+        return Ok(None);
+    }
+    Ok(Some(CrossedCylinders {
+        host_radius: *host_radius,
+        cutter: *cutter,
+        cutter_radius: *cutter_radius,
+        u_axis,
+        v_axis,
+        w_axis,
+        centre,
+    }))
+}
+
+fn interval_dot(
+    bounds: PatchBounds,
+    origin: Point3,
+    axis: Point3,
+) -> Result<Interval, GeometryError> {
+    let mut value = Interval::point(0.0)?;
+    for coordinate in 0..3 {
+        value = value.add_interval(
+            bounds.axes[coordinate]
+                .sub_interval(Interval::point(origin[coordinate])?)?
+                .mul_interval(Interval::point(axis[coordinate])?)?,
+        )?;
+    }
+    Ok(value)
+}
+
+fn certified_projection(
+    cylinders: &CrossedCylinders,
+    guide_axis: Point3,
+    theta_parent: Interval,
+    host_squared: Interval,
+    u_parent: Interval,
+) -> Result<Option<CutterProjection>, GeometryError> {
+    let CrossedCylinders {
+        cutter,
+        cutter_radius,
+        u_axis,
+        v_axis,
+        w_axis,
+        ..
+    } = *cylinders;
+    let v_cos = dot(cutter.x, v_axis);
+    let v_sin = dot(cutter.y, v_axis);
+    let w_cos = dot(cutter.x, w_axis);
+    let w_sin = dot(cutter.y, w_axis);
+    let parent_cosine = theta_parent.cos()?;
+    let parent_sine = theta_parent.sin()?;
+    let parent_w = trig(parent_cosine, parent_sine, w_cos, w_sin, cutter_radius)?;
+    let parent_dw = trig(parent_sine, parent_cosine, -w_cos, w_sin, cutter_radius)?;
+    let parent_dv = trig(parent_sine, parent_cosine, -v_cos, v_sin, cutter_radius)?;
+    let Some(parent_u) = signed_root(host_squared.sub_interval(parent_w.square()?)?, u_parent)?
+    else {
+        return Ok(None);
+    };
+    if parent_u.contains(0.0) {
+        return Ok(None);
+    }
+    let parent_du = Interval::point(-1.0)?
+        .mul_interval(parent_w)?
+        .mul_interval(parent_dw)?
+        .div_interval(parent_u)?;
+    let derivative = parent_du
+        .mul_interval(Interval::point(dot(guide_axis, u_axis))?)?
+        .add_interval(parent_dv.mul_interval(Interval::point(dot(guide_axis, v_axis))?)?)?
+        .add_interval(parent_dw.mul_interval(Interval::point(dot(guide_axis, w_axis))?)?)?;
+    if derivative.contains(0.0) {
+        return Ok(None);
+    }
+    Ok(Some(CutterProjection {
+        v_cos,
+        v_sin,
+        w_cos,
+        w_sin,
+    }))
+}
+
+fn trig(
+    cosine: Interval,
+    sine: Interval,
+    along_cosine: f64,
+    along_sine: f64,
+    cutter_radius: f64,
+) -> Result<Interval, GeometryError> {
+    Ok(cosine
+        .mul_interval(Interval::point(along_cosine)?)?
+        .add_interval(sine.mul_interval(Interval::point(along_sine)?)?)?
+        .mul_interval(Interval::point(cutter_radius)?)?)
+}
+
+fn signed_root(radial: Interval, sign: Interval) -> Result<Option<Interval>, GeometryError> {
+    if radial.hi < 0.0 {
+        return Ok(None);
+    }
+    let root = Interval::new(radial.lo.max(0.0), radial.hi)?.sqrt()?;
+    Ok(Some(if sign.lo >= 0.0 {
+        root
+    } else if sign.hi <= 0.0 {
+        Interval::new(-root.hi, -root.lo)?
+    } else {
+        Interval::new(-root.hi, root.hi)?
+    }))
+}
+
+fn world_bounds(
+    centre: Point3,
+    local: [Interval; 3],
+    axes: [Point3; 3],
+    certificate: f64,
+) -> Result<[Interval; 3], GeometryError> {
+    let mut world = [Interval::point(0.0)?; 3];
+    for coordinate in 0..3 {
+        let mut value = Interval::point(centre[coordinate])?;
+        for axis in 0..3 {
+            value = value.add_interval(
+                local[axis].mul_interval(Interval::point(axes[axis][coordinate])?)?,
+            )?;
+        }
+        world[coordinate] = value.add_interval(Interval::new(-certificate, certificate)?)?;
+    }
+    Ok(world)
+}
+
+fn chord_error_bound(
+    host_radius: f64,
+    cutter_radius: f64,
+    certificate: f64,
+    theta: Interval,
+) -> Option<f64> {
+    let minimum_u = ((host_radius - certificate).powi(2) - (cutter_radius + certificate).powi(2))
+        .max(0.0)
+        .sqrt();
+    if minimum_u <= certificate {
+        return None;
+    }
+    let radius = cutter_radius + certificate;
+    let axial_curvature = radius.powi(2) / minimum_u + radius.powi(4) / minimum_u.powi(3);
+    let host_angle_curvature = radius / minimum_u + radius.powi(3) / minimum_u.powi(3);
+
+    let host_support_curvature =
+        host_radius * (host_angle_curvature + (radius / minimum_u).powi(2));
+    let curvature = (radius + axial_curvature).max(host_support_curvature);
+    Some(curvature * theta.width().powi(2) / 8.0 + certificate * 4.0)
+}
diff --git a/main/opengeometry/src/brep/geometry/trace/evaluate.rs b/main/opengeometry/src/brep/geometry/trace/evaluate.rs
new file mode 100644
index 0000000..c526f39
--- /dev/null
+++ b/main/opengeometry/src/brep/geometry/trace/evaluate.rs
@@ -0,0 +1,338 @@
+use super::enclosure::{intersect_interval, perpendicular_cylinder_enclosure};
+use super::{IntersectionPoint, SsiBudget};
+use crate::brep::bounds::PatchBounds;
+use crate::brep::error::GeometryError;
+use crate::brep::frame::{unit, UVBox};
+use crate::brep::geometry::intersection_definition::IntersectionDefinition;
+use crate::brep::geometry::store::GeometryStore;
+use crate::brep::geometry::surface::{Surface, SurfaceGeometry};
+use crate::math::{add, cross, dot, finite, norm, scale, solve, sub, Interval, Point3};
+
+struct TracePredictor<'a> {
+    a: &'a SurfaceGeometry,
+    b: &'a SurfaceGeometry,
+    tube: [Interval; 4],
+    guide: Point3,
+    velocity: Point3,
+    gauge: Point3,
+    uv: [f64; 4],
+}
+
+impl IntersectionDefinition {
+    fn shape(&self) -> Result<(), GeometryError> {
+        if self.anchors.len() < 2
+            || self.uv_tubes.len() + 1 != self.anchors.len()
+            || !self.residual_tolerance.is_finite()
+            || self.residual_tolerance <= 0.0
+        {
+            return Err(GeometryError::InvalidGeometry(
+                "invalid intersection branch shape or tolerance".into(),
+            ));
+        }
+        Ok(())
+    }
+
+    pub(crate) fn validate(&self, store: &GeometryStore) -> Result<(), GeometryError> {
+        self.shape()?;
+        let a = store.surface(self.surfaces[0])?;
+        let b = store.surface(self.surfaces[1])?;
+        for (i, anchor) in self.anchors.iter().enumerate() {
+            finite(anchor.parameter)?;
+            for v in anchor.point {
+                finite(v)?;
+            }
+            if i > 0 && anchor.parameter <= self.anchors[i - 1].parameter {
+                return Err(GeometryError::InvalidGeometry(
+                    "intersection parameters are not increasing".into(),
+                ));
+            }
+            if norm(sub(a.point_at(anchor.uv_a)?, anchor.point)) > self.residual_tolerance
+                || norm(sub(b.point_at(anchor.uv_b)?, anchor.point)) > self.residual_tolerance
+            {
+                return Err(GeometryError::InvalidGeometry(
+                    "intersection anchor misses its supports".into(),
+                ));
+            }
+        }
+        for (i, tube) in self.uv_tubes.iter().enumerate() {
+            for d in tube {
+                Interval::new(d.lo, d.hi)?;
+            }
+            for anchor in [&self.anchors[i], &self.anchors[i + 1]] {
+                let uv = [
+                    anchor.uv_a[0],
+                    anchor.uv_a[1],
+                    anchor.uv_b[0],
+                    anchor.uv_b[1],
+                ];
+                if (0..4).any(|j| !tube[j].contains(uv[j])) {
+                    return Err(GeometryError::InvalidGeometry(
+                        "intersection anchor leaves its UV tube".into(),
+                    ));
+                }
+            }
+            if norm(sub(self.anchors[i + 1].point, self.anchors[i].point)) == 0.0 {
+                return Err(GeometryError::InvalidGeometry(
+                    "zero-length tracing guide".into(),
+                ));
+            }
+        }
+        Ok(())
+    }
+
+    pub(crate) fn evaluate(
+        &self,
+        t: f64,
+        store: &GeometryStore,
+    ) -> Result<IntersectionPoint, GeometryError> {
+        self.evaluate_with_budget(t, store, SsiBudget::default())
+    }
+
+    pub(super) fn evaluate_with_budget(
+        &self,
+        t: f64,
+        store: &GeometryStore,
+        budget: SsiBudget,
+    ) -> Result<IntersectionPoint, GeometryError> {
+        self.shape()?;
+        budget.validate()?;
+        finite(t)?;
+        let TracePredictor {
+            a,
+            b,
+            tube,
+            guide,
+            velocity,
+            gauge,
+            mut uv,
+        } = self.trace_predictor(t, store)?;
+        for _ in 0..budget.max_newton_iterations {
+            let ja = a.derivatives([uv[0], uv[1]])?;
+            let jb = b.derivatives([uv[2], uv[3]])?;
+            let diff = sub(ja.point, jb.point);
+            let residual = [diff[0], diff[1], diff[2], dot(sub(ja.point, guide), gauge)];
+            let error = residual.into_iter().map(f64::abs).fold(0.0, f64::max);
+            if norm(diff) <= self.residual_tolerance && residual[3].abs() <= self.residual_tolerance
+            {
+                return traced_point(a, b, uv, ja.point, diff, velocity, gauge);
+            }
+            let mut jacobian = [[0.0; 4]; 4];
+            for i in 0..3 {
+                jacobian[i] = [ja.du[i], ja.dv[i], -jb.du[i], -jb.dv[i]];
+            }
+            jacobian[3] = [dot(ja.du, gauge), dot(ja.dv, gauge), 0.0, 0.0];
+            let step = solve(jacobian, residual.map(|v| -v))
+                .map_err(|e| {
+                    GeometryError::UnresolvedIntersection(format!("intersection correction: {e}"))
+                })?
+                .value;
+            let mut accepted = false;
+            let mut fraction = 1.0;
+            for _ in 0..12 {
+                let candidate = std::array::from_fn(|i| uv[i] + fraction * step[i]);
+                if (0..4).all(|i| tube[i].contains(candidate[i]))
+                    && a.parameter_in_domain([candidate[0], candidate[1]])
+                    && b.parameter_in_domain([candidate[2], candidate[3]])
+                {
+                    let pa = a.point_at([candidate[0], candidate[1]])?;
+                    let pb = b.point_at([candidate[2], candidate[3]])?;
+                    let diff = sub(pa, pb);
+                    let trial = diff
+                        .into_iter()
+                        .map(f64::abs)
+                        .fold(dot(sub(pa, guide), gauge).abs(), f64::max);
+                    if trial < error {
+                        uv = candidate;
+                        accepted = true;
+                        break;
+                    }
+                }
+                fraction *= 0.5;
+            }
+            if !accepted {
+                return Err(GeometryError::UnresolvedIntersection(
+                    "correction leaves branch tube or does not decrease residual".into(),
+                ));
+            }
+        }
+        Err(GeometryError::UnresolvedIntersection(
+            "intersection correction budget exhausted".into(),
+        ))
+    }
+
+    fn trace_predictor<'a>(
+        &self,
+        t: f64,
+        store: &'a GeometryStore,
+    ) -> Result<TracePredictor<'a>, GeometryError> {
+        let first = &self.anchors[0];
+        let last = &self.anchors[self.anchors.len() - 1];
+        if t < first.parameter || t > last.parameter {
+            return Err(GeometryError::InvalidGeometry(
+                "parameter outside intersection branch".into(),
+            ));
+        }
+        let index = self
+            .anchors
+            .partition_point(|a| a.parameter <= t)
+            .saturating_sub(1)
+            .min(self.anchors.len() - 2);
+        let left = &self.anchors[index];
+        let right = &self.anchors[index + 1];
+        let span = finite(right.parameter - left.parameter)?;
+        if span <= 0.0 {
+            return Err(GeometryError::InvalidGeometry(
+                "invalid trace parameter interval".into(),
+            ));
+        }
+        let w = (t - left.parameter) / span;
+        let guide = add(scale(left.point, 1.0 - w), scale(right.point, w));
+        let velocity = scale(sub(right.point, left.point), 1.0 / span);
+        let gauge = unit(velocity)?;
+        let tube = self.uv_tubes[index];
+        for d in tube {
+            Interval::new(d.lo, d.hi)?;
+        }
+        let a = store.surface(self.surfaces[0])?;
+        let b = store.surface(self.surfaces[1])?;
+        let uv = [
+            left.uv_a[0] * (1.0 - w) + right.uv_a[0] * w,
+            left.uv_a[1] * (1.0 - w) + right.uv_a[1] * w,
+            left.uv_b[0] * (1.0 - w) + right.uv_b[0] * w,
+            left.uv_b[1] * (1.0 - w) + right.uv_b[1] * w,
+        ];
+        if (0..4).any(|i| !tube[i].contains(uv[i])) {
+            return Err(GeometryError::InvalidGeometry(
+                "trace predictor leaves its UV tube".into(),
+            ));
+        }
+        Ok(TracePredictor {
+            a,
+            b,
+            tube,
+            guide,
+            velocity,
+            gauge,
+            uv,
+        })
+    }
+
+    pub(crate) fn enclose(
+        &self,
+        range: Interval,
+        store: &GeometryStore,
+    ) -> Result<PatchBounds, GeometryError> {
+        self.shape()?;
+        Interval::new(range.lo, range.hi)?;
+        if range.lo < self.anchors[0].parameter
+            || range.hi > self.anchors[self.anchors.len() - 1].parameter
+        {
+            return Err(GeometryError::InvalidGeometry(
+                "bounds outside intersection branch".into(),
+            ));
+        }
+        let a = store.surface(self.surfaces[0])?;
+        let b = store.surface(self.surfaces[1])?;
+        let mut result: Option<PatchBounds> = None;
+        for (i, tube) in self.uv_tubes.iter().enumerate() {
+            if self.anchors[i + 1].parameter < range.lo || self.anchors[i].parameter > range.hi {
+                continue;
+            }
+            let box_a: UVBox = [tube[0], tube[1]];
+            let box_b: UVBox = [tube[2], tube[3]];
+            let ba = a.enclose(box_a)?;
+            let bb = b.enclose(box_b)?;
+            let mut axes = [Interval::point(0.0)?; 3];
+            for j in 0..3 {
+                axes[j] = Interval::new(
+                    ba.axes[j].lo.max(bb.axes[j].lo),
+                    ba.axes[j].hi.min(bb.axes[j].hi),
+                )
+                .map_err(|_| {
+                    GeometryError::InvalidGeometry("disjoint trace support boxes".into())
+                })?;
+            }
+            if let Some((tighter, _)) = perpendicular_cylinder_enclosure(
+                self,
+                store,
+                i,
+                Interval::new(
+                    range.lo.max(self.anchors[i].parameter),
+                    range.hi.min(self.anchors[i + 1].parameter),
+                )?,
+                PatchBounds { axes },
+            )? {
+                for axis in 0..3 {
+                    axes[axis] =
+                        intersect_interval(axes[axis], tighter.axes[axis]).unwrap_or(axes[axis]);
+                }
+            }
+            result = Some(match result {
+                None => PatchBounds { axes },
+                Some(previous) => PatchBounds {
+                    axes: std::array::from_fn(|j| previous.axes[j].hull(axes[j])),
+                },
+            });
+        }
+        result.ok_or_else(|| GeometryError::InvalidGeometry("empty trace interval".into()))
+    }
+
+    pub(crate) fn certified_chord_deviation(
+        &self,
+        range: Interval,
+        store: &GeometryStore,
+    ) -> Result<Option<f64>, GeometryError> {
+        let Some(segment) = self
+            .anchors
+            .windows(2)
+            .position(|pair| range.lo >= pair[0].parameter && range.hi <= pair[1].parameter)
+        else {
+            return Ok(None);
+        };
+        let a = store.surface(self.surfaces[0])?;
+        let b = store.surface(self.surfaces[1])?;
+        let tube = self.uv_tubes[segment];
+        let box_a = a.enclose([tube[0], tube[1]])?;
+        let box_b = b.enclose([tube[2], tube[3]])?;
+        let mut axes = [Interval::point(0.0)?; 3];
+        for coordinate in 0..3 {
+            let Some(overlap) = intersect_interval(box_a.axes[coordinate], box_b.axes[coordinate])
+            else {
+                return Ok(None);
+            };
+            axes[coordinate] = overlap;
+        }
+        Ok(
+            perpendicular_cylinder_enclosure(self, store, segment, range, PatchBounds { axes })?
+                .map(|(_, error)| error),
+        )
+    }
+}
+
+fn traced_point(
+    a: &SurfaceGeometry,
+    b: &SurfaceGeometry,
+    uv: [f64; 4],
+    point: Point3,
+    diff: Point3,
+    velocity: Point3,
+    gauge: Point3,
+) -> Result<IntersectionPoint, GeometryError> {
+    let direction = unit(cross(
+        a.normal_at([uv[0], uv[1]])?,
+        b.normal_at([uv[2], uv[3]])?,
+    ))?;
+    let projection = dot(direction, gauge);
+    if projection.abs() <= 64.0 * f64::EPSILON {
+        return Err(GeometryError::UnresolvedIntersection(
+            "trace guide is tangent to correction plane".into(),
+        ));
+    }
+    Ok(IntersectionPoint {
+        point,
+        uv_a: [uv[0], uv[1]],
+        uv_b: [uv[2], uv[3]],
+        tangent: scale(direction, dot(velocity, gauge) / projection),
+        support_error: norm(diff),
+    })
+}
diff --git a/main/opengeometry/src/brep/geometry/trace/mod.rs b/main/opengeometry/src/brep/geometry/trace/mod.rs
new file mode 100644
index 0000000..acec2ff
--- /dev/null
+++ b/main/opengeometry/src/brep/geometry/trace/mod.rs
@@ -0,0 +1,54 @@
+mod enclosure;
+mod evaluate;
+#[cfg(test)]
+mod tests;
+
+use crate::brep::error::GeometryError;
+use crate::brep::frame::UV;
+use crate::math::Point3;
+use serde::{Deserialize, Serialize};
+
+#[derive(Clone, Copy, Debug, Serialize, Deserialize)]
+#[serde(deny_unknown_fields)]
+pub(crate) struct SsiBudget {
+    pub(crate) max_patch_pairs: usize,
+    pub(crate) max_steps_per_branch: usize,
+    max_newton_iterations: usize,
+    pub(crate) max_subdivision_depth: usize,
+}
+
+#[derive(Clone, Copy, Debug)]
+pub struct IntersectionPoint {
+    pub(crate) point: Point3,
+    pub(crate) uv_a: UV,
+    pub(crate) uv_b: UV,
+    pub(super) tangent: Point3,
+    pub support_error: f64,
+}
+
+impl Default for SsiBudget {
+    fn default() -> Self {
+        Self {
+            max_patch_pairs: 200_000,
+            max_steps_per_branch: 50_000,
+            max_newton_iterations: 12,
+            max_subdivision_depth: 48,
+        }
+    }
+}
+impl SsiBudget {
+    pub(crate) fn validate(self) -> Result<(), GeometryError> {
+        if self.max_patch_pairs == 0
+            || self.max_steps_per_branch == 0
+            || self.max_newton_iterations == 0
+            || self.max_newton_iterations > 64
+            || self.max_subdivision_depth == 0
+            || self.max_subdivision_depth > 128
+        {
+            return Err(GeometryError::InvalidGeometry(
+                "invalid SSI resource limits".into(),
+            ));
+        }
+        Ok(())
+    }
+}
diff --git a/main/opengeometry/src/brep/geometry/trace/tests.rs b/main/opengeometry/src/brep/geometry/trace/tests.rs
new file mode 100644
index 0000000..8998e74
--- /dev/null
+++ b/main/opengeometry/src/brep/geometry/trace/tests.rs
@@ -0,0 +1,98 @@
+use super::SsiBudget;
+use crate::brep::error::GeometryError;
+use crate::brep::frame::Frame3;
+use crate::brep::geometry::curve::{Curve, CurveGeometry};
+use crate::brep::geometry::intersection_definition::{IntersectionDefinition, TraceAnchor};
+use crate::brep::geometry::store::GeometryStore;
+use crate::brep::geometry::surface::SurfaceGeometry;
+use crate::math::{add, dot, norm, scale, sub, Interval};
+
+fn circle_trace() -> GeometryStore {
+    let mut store = GeometryStore::new();
+    store.surfaces.push(SurfaceGeometry::Sphere {
+        frame: Frame3::IDENTITY,
+        radius: 1.0,
+    });
+    store.surfaces.push(SurfaceGeometry::Plane {
+        frame: Frame3::IDENTITY,
+    });
+    let mut anchors = Vec::new();
+    let mut uv_tubes = Vec::new();
+    for i in 0..=8 {
+        let u = i as f64 * 0.1;
+        anchors.push(TraceAnchor {
+            parameter: u,
+            point: [u.cos(), u.sin(), 0.0],
+            uv_a: [u, 0.0],
+            uv_b: [u.cos(), u.sin()],
+        });
+        if i > 0 {
+            let left = (i - 1) as f64 * 0.1;
+            uv_tubes.push([
+                Interval::new(left - 0.02, u + 0.02).unwrap(),
+                Interval::new(-0.02, 0.02).unwrap(),
+                Interval::new(
+                    left.cos().min(u.cos()) - 0.02,
+                    left.cos().max(u.cos()) + 0.02,
+                )
+                .unwrap(),
+                Interval::new(
+                    left.sin().min(u.sin()) - 0.02,
+                    left.sin().max(u.sin()) + 0.02,
+                )
+                .unwrap(),
+            ]);
+        }
+    }
+    store.intersections.push(IntersectionDefinition {
+        surfaces: [0, 1],
+        anchors,
+        uv_tubes,
+        residual_tolerance: 1e-12,
+    });
+    store
+        .curves
+        .push(CurveGeometry::Intersection { definition: 0 });
+    store
+}
+#[test]
+fn intersection_evaluation_corrects_off_linear_predictor() {
+    let store = circle_trace();
+    store.intersections[0].validate(&store).unwrap();
+    let point = store.intersections[0].evaluate(0.35, &store).unwrap();
+    assert!((norm(point.point) - 1.0).abs() < 1e-12);
+    assert!(point.point[2].abs() < 1e-12);
+    assert!(point.support_error < 1e-12);
+    let chord = scale(
+        add(
+            store.intersections[0].anchors[3].point,
+            store.intersections[0].anchors[4].point,
+        ),
+        0.5,
+    );
+    assert!(norm(sub(point.point, chord)) > 0.001);
+    assert!(dot(point.point, point.tangent).abs() < 1e-12);
+    assert!(store
+        .curve(0)
+        .unwrap()
+        .enclose(Interval::new(0.3, 0.4).unwrap())
+        .unwrap()
+        .contains(point.point));
+}
+#[test]
+fn budget_failure_and_invalid_anchor_are_explicit() {
+    let mut store = circle_trace();
+    assert!(matches!(
+        store.intersections[0].evaluate_with_budget(
+            0.35,
+            &store,
+            SsiBudget {
+                max_newton_iterations: 1,
+                ..SsiBudget::default()
+            }
+        ),
+        Err(GeometryError::UnresolvedIntersection(_))
+    ));
+    store.intersections[0].anchors[3].point[2] = 0.1;
+    assert!(store.intersections[0].validate(&store).is_err());
+}
diff --git a/main/opengeometry/src/brep/halfedge.rs b/main/opengeometry/src/brep/halfedge.rs
deleted file mode 100644
index 8152570..0000000
--- a/main/opengeometry/src/brep/halfedge.rs
+++ /dev/null
@@ -1,40 +0,0 @@
-use serde::{Deserialize, Serialize};
-
-#[derive(Clone, Serialize, Deserialize)]
-pub struct HalfEdge {
-    pub id: u32,
-    pub from: u32,
-    pub to: u32,
-    pub twin: Option<u32>,
-    pub next: Option<u32>,
-    pub prev: Option<u32>,
-    pub edge: u32,
-    pub face: Option<u32>,
-    pub loop_ref: Option<u32>,
-    pub wire_ref: Option<u32>,
-}
-
-impl HalfEdge {
-    pub fn new(
-        id: u32,
-        from: u32,
-        to: u32,
-        edge: u32,
-        face: Option<u32>,
-        loop_ref: Option<u32>,
-        wire_ref: Option<u32>,
-    ) -> Self {
-        Self {
-            id,
-            from,
-            to,
-            twin: None,
-            next: None,
-            prev: None,
-            edge,
-            face,
-            loop_ref,
-            wire_ref,
-        }
-    }
-}
diff --git a/main/opengeometry/src/brep/loop.rs b/main/opengeometry/src/brep/loop.rs
deleted file mode 100644
index e323ede..0000000
--- a/main/opengeometry/src/brep/loop.rs
+++ /dev/null
@@ -1,20 +0,0 @@
-use serde::{Deserialize, Serialize};
-
-#[derive(Clone, Serialize, Deserialize)]
-pub struct Loop {
-    pub id: u32,
-    pub halfedge: u32,
-    pub face: u32,
-    pub is_hole: bool,
-}
-
-impl Loop {
-    pub fn new(id: u32, halfedge: u32, face: u32, is_hole: bool) -> Self {
-        Self {
-            id,
-            halfedge,
-            face,
-            is_hole,
-        }
-    }
-}
diff --git a/main/opengeometry/src/brep/mod.rs b/main/opengeometry/src/brep/mod.rs
index b0d7b85..4033673 100644
--- a/main/opengeometry/src/brep/mod.rs
+++ b/main/opengeometry/src/brep/mod.rs
@@ -1,1134 +1,47 @@
-pub mod builder;
-pub mod edge;
-pub mod error;
-pub mod face;
-pub mod geometry;
-pub mod halfedge;
-pub mod r#loop;
-pub mod shell;
-pub mod validity;
-pub mod vertex;
-pub mod wire;
-
-use std::cell::RefCell;
-use std::collections::{hash_map::DefaultHasher, HashMap, HashSet};
-use std::hash::{Hash, Hasher};
-
-use openmaths::Vector3;
-use serde::{Deserialize, Serialize};
-use uuid::Uuid;
-
-use crate::{
-    operations::triangulate::{compute_polygon_normal, triangulate_polygon_with_holes},
-    spatial::placement::Placement3D,
+mod accuracy;
+mod body_type;
+mod bounds;
+mod builder;
+#[cfg(test)]
+mod diagnostics;
+mod error;
+mod frame;
+mod geometry;
+mod pcurve;
+mod placement;
+mod similarity;
+#[cfg(test)]
+mod tests;
+mod topology;
+mod validate;
+
+pub use accuracy::Accuracy;
+pub use body_type::BodyType;
+pub use bounds::PatchBounds;
+pub(super) use builder::{
+    boundary, dimensions, padded_uv_bounds, plane_boundary, uv_line, Builder, Use, WireUse,
+};
+pub(super) use error::coverage_gap;
+pub use error::GeometryError;
+pub use frame::Frame3;
+pub(super) use frame::{checked, unit, UVBox, GROUND, UV};
+pub(super) use geometry::{
+    bounds_chord_deviation, point_segment_distance, Curve, IntersectionDefinition, SsiBudget,
+    TraceAnchor,
+};
+pub use geometry::{
+    CurveGeometry, GeometryStore, IntersectionPoint, Surface, SurfaceChart, SurfaceGeometry,
+    SurfaceJet2,
+};
+pub(super) use pcurve::{period_lifted_uv, IntersectionSide, PcurveGeometry};
+pub use placement::placed;
+pub use similarity::Similarity3;
+#[cfg(test)]
+pub(super) use topology::{circular_face, coarse_accuracy, fine_accuracy};
+pub use topology::{
+    BrepEnvelope, Edge, Face, FaceProvenance, FaceRole, FaceSource, HalfEdge, Topology, Vertex,
+};
+pub(super) use topology::{
+    EdgeGeometry, GeometryQuality, HalfEdgeGeometryUse, Loop, Orientation, Shell, SolidRegion,
+    TrimRegion, Wire,
 };
-
-pub use builder::BrepBuilder;
-pub use edge::Edge;
-pub use error::{BrepError, BrepErrorKind};
-pub use face::Face;
-pub use geometry::{CurveGeometry, SurfaceGeometry};
-pub use halfedge::HalfEdge;
-pub use r#loop::Loop;
-pub use shell::Shell;
-pub use vertex::Vertex;
-pub use wire::Wire;
-
-const VALIDATION_GUARD_FACTOR: usize = 4;
-const TRANSFORM_CACHE_LIMIT: usize = 128;
-
-#[derive(Clone, Copy, Eq, Hash, PartialEq)]
-struct TransformCacheKey {
-    brep_id: Uuid,
-    local_signature: u64,
-    anchor: [u64; 3],
-    translation: [u64; 3],
-    rotation: [u64; 3],
-    scale: [u64; 3],
-}
-
-thread_local! {
-    static WORLD_BREP_TRANSFORM_CACHE: RefCell<HashMap<TransformCacheKey, Brep>> =
-        RefCell::new(HashMap::new());
-}
-
-#[derive(Clone, Serialize, Deserialize)]
-pub struct Brep {
-    pub id: Uuid,
-    pub vertices: Vec<Vertex>,
-    pub halfedges: Vec<HalfEdge>,
-    pub edges: Vec<Edge>,
-    pub loops: Vec<Loop>,
-    pub faces: Vec<Face>,
-    pub wires: Vec<Wire>,
-    pub shells: Vec<Shell>,
-}
-
-impl Brep {
-    pub fn new(id: Uuid) -> Self {
-        Self {
-            id,
-            vertices: Vec::new(),
-            halfedges: Vec::new(),
-            edges: Vec::new(),
-            loops: Vec::new(),
-            faces: Vec::new(),
-            wires: Vec::new(),
-            shells: Vec::new(),
-        }
-    }
-
-    pub fn clear(&mut self) {
-        self.vertices.clear();
-        self.halfedges.clear();
-        self.edges.clear();
-        self.loops.clear();
-        self.faces.clear();
-        self.wires.clear();
-        self.shells.clear();
-    }
-
-    pub fn get_vertex_count(&self) -> u32 {
-        self.vertices.len() as u32
-    }
-
-    pub fn get_halfedge_count(&self) -> u32 {
-        self.halfedges.len() as u32
-    }
-
-    pub fn get_edge_count(&self) -> u32 {
-        self.edges.len() as u32
-    }
-
-    pub fn get_loop_count(&self) -> u32 {
-        self.loops.len() as u32
-    }
-
-    pub fn get_face_count(&self) -> u32 {
-        self.faces.len() as u32
-    }
-
-    pub fn get_wire_count(&self) -> u32 {
-        self.wires.len() as u32
-    }
-
-    pub fn get_shell_count(&self) -> u32 {
-        self.shells.len() as u32
-    }
-
-    pub fn get_flattened_vertices(&self) -> Vec<Vector3> {
-        self.vertices.iter().map(|vertex| vertex.position).collect()
-    }
-
-    /**
-     * Applies the given placement's world transformation to the BREP. This function transforms all vertices in the BREP from their local space to world space using the transformation defined by the placement. The transformation includes translation, rotation, and scaling as specified in the placement's world matrix. After applying this function, the vertices in the BREP will be updated to reflect their new positions in world space, which can then be used for rendering or further processing.
-     */
-    pub fn apply_transform(&mut self, placement: &Placement3D) {
-        let placement_matrix = placement.world_matrix();
-        self.apply_point_transform(
-            |v: Vector3| {
-                let mut p = v;
-                p.apply_matrix4(placement_matrix.clone());
-                p
-            },
-            placement.scale().x,
-        );
-    }
-
-    pub fn apply_point_transform(
-        &mut self,
-        transform_point: impl Fn(Vector3) -> Vector3,
-        scale: f64,
-    ) {
-        for vertex in &mut self.vertices {
-            vertex.position = transform_point(vertex.position);
-        }
-
-        let has_analytic_geometry = self.edges.iter().any(|edge| edge.curve.is_some())
-            || self.faces.iter().any(|face| face.surface.is_some());
-        if has_analytic_geometry {
-            for edge in &mut self.edges {
-                if let Some(curve) = &edge.curve {
-                    edge.curve = Some(curve.transformed_with(&transform_point, scale));
-                }
-            }
-            for face in &mut self.faces {
-                if let Some(surface) = &face.surface {
-                    face.surface = Some(surface.transformed_with(&transform_point, scale));
-                }
-            }
-        }
-
-        if !self.faces.is_empty() {
-            self.recompute_face_normals();
-        }
-    }
-
-    pub fn transformed(&self, placement: &Placement3D) -> Brep {
-        let cache_key = self.transform_cache_key(placement);
-        if let Some(cached) =
-            WORLD_BREP_TRANSFORM_CACHE.with(|cache| cache.borrow().get(&cache_key).cloned())
-        {
-            return cached;
-        }
-
-        let mut transformed = self.clone();
-        transformed.apply_transform(placement);
-
-        WORLD_BREP_TRANSFORM_CACHE.with(|cache| {
-            let mut cache_ref = cache.borrow_mut();
-            if cache_ref.len() >= TRANSFORM_CACHE_LIMIT {
-                cache_ref.clear();
-            }
-            cache_ref.insert(cache_key, transformed.clone());
-        });
-
-        transformed
-    }
-
-    pub fn bounds_center(&self) -> Option<Vector3> {
-        let first_vertex = self.vertices.first()?;
-        let mut min_x = first_vertex.position.x;
-        let mut min_y = first_vertex.position.y;
-        let mut min_z = first_vertex.position.z;
-        let mut max_x = first_vertex.position.x;
-        let mut max_y = first_vertex.position.y;
-        let mut max_z = first_vertex.position.z;
-
-        for vertex in &self.vertices[1..] {
-            min_x = min_x.min(vertex.position.x);
-            min_y = min_y.min(vertex.position.y);
-            min_z = min_z.min(vertex.position.z);
-            max_x = max_x.max(vertex.position.x);
-            max_y = max_y.max(vertex.position.y);
-            max_z = max_z.max(vertex.position.z);
-        }
-
-        Some(Vector3::new(
-            (min_x + max_x) * 0.5,
-            (min_y + max_y) * 0.5,
-            (min_z + max_z) * 0.5,
-        ))
-    }
-
-    fn transform_cache_key(&self, placement: &Placement3D) -> TransformCacheKey {
-        TransformCacheKey {
-            brep_id: self.id,
-            local_signature: self.local_signature(),
-            anchor: vector_bits(placement.anchor),
-            translation: vector_bits(placement.translation()),
-            rotation: vector_bits(placement.rotation()),
-            scale: vector_bits(placement.scale()),
-        }
-    }
-
-    fn local_signature(&self) -> u64 {
-        let mut hasher = DefaultHasher::new();
-
-        self.vertices.len().hash(&mut hasher);
-        self.halfedges.len().hash(&mut hasher);
-        self.edges.len().hash(&mut hasher);
-        self.loops.len().hash(&mut hasher);
-        self.faces.len().hash(&mut hasher);
-        self.wires.len().hash(&mut hasher);
-        self.shells.len().hash(&mut hasher);
-
-        for vertex in &self.vertices {
-            vertex.id.hash(&mut hasher);
-            vertex.position.x.to_bits().hash(&mut hasher);
-            vertex.position.y.to_bits().hash(&mut hasher);
-            vertex.position.z.to_bits().hash(&mut hasher);
-            vertex.outgoing_halfedge.hash(&mut hasher);
-        }
-
-        for halfedge in &self.halfedges {
-            halfedge.id.hash(&mut hasher);
-            halfedge.from.hash(&mut hasher);
-            halfedge.to.hash(&mut hasher);
-            halfedge.twin.hash(&mut hasher);
-            halfedge.next.hash(&mut hasher);
-            halfedge.prev.hash(&mut hasher);
-            halfedge.edge.hash(&mut hasher);
-            halfedge.face.hash(&mut hasher);
-            halfedge.loop_ref.hash(&mut hasher);
-            halfedge.wire_ref.hash(&mut hasher);
-        }
-
-        for edge in &self.edges {
-            edge.id.hash(&mut hasher);
-            edge.halfedge.hash(&mut hasher);
-            edge.twin_halfedge.hash(&mut hasher);
-        }
-
-        for loop_ref in &self.loops {
-            loop_ref.id.hash(&mut hasher);
-            loop_ref.halfedge.hash(&mut hasher);
-            loop_ref.face.hash(&mut hasher);
-            loop_ref.is_hole.hash(&mut hasher);
-        }
-
-        for face in &self.faces {
-            face.id.hash(&mut hasher);
-            face.normal.x.to_bits().hash(&mut hasher);
-            face.normal.y.to_bits().hash(&mut hasher);
-            face.normal.z.to_bits().hash(&mut hasher);
-            face.outer_loop.hash(&mut hasher);
-            face.inner_loops.hash(&mut hasher);
-            face.shell_ref.hash(&mut hasher);
-        }
-
-        for wire in &self.wires {
-            wire.id.hash(&mut hasher);
-            wire.halfedges.hash(&mut hasher);
-            wire.is_closed.hash(&mut hasher);
-        }
-
-        for shell in &self.shells {
-            shell.id.hash(&mut hasher);
-            shell.faces.hash(&mut hasher);
-            shell.is_closed.hash(&mut hasher);
-        }
-
-        hasher.finish()
-    }
-
-    pub fn recompute_face_normals(&mut self) {
-        for face_index in 0..self.faces.len() {
-            let outer_loop = self.faces[face_index].outer_loop;
-            let loop_indices = self.get_loop_vertex_indices(outer_loop);
-            if let Some(normal) = compute_loop_normal(self, &loop_indices) {
-                self.faces[face_index].set_normal(normal);
-            }
-        }
-    }
-
-    pub fn get_edge_endpoints(&self, edge_id: u32) -> Option<(u32, u32)> {
-        let edge = self.edges.get(edge_id as usize)?;
-        let halfedge = self.halfedges.get(edge.halfedge as usize)?;
-        Some((halfedge.from, halfedge.to))
-    }
-
-    pub fn collect_outline_segments(&self) -> Vec<(u32, u32)> {
-        let mut segments = Vec::new();
-        for edge in &self.edges {
-            if let Some((from, to)) = self.get_edge_endpoints(edge.id) {
-                segments.push((from, to));
-            }
-        }
-        segments
-    }
-
-    /// Collects only feature edges whose adjacent faces form a visible crease
-    /// or whose topology leaves them on a boundary.
-    pub fn collect_feature_outline_segments(&self, crease_cos_threshold: f64) -> Vec<(u32, u32)> {
-        let mut segments = Vec::new();
-
-        for edge in &self.edges {
-            let Some((from, to)) = self.get_edge_endpoints(edge.id) else {
-                continue;
-            };
-
-            let Some(halfedge) = self.halfedges.get(edge.halfedge as usize) else {
-                continue;
-            };
-
-            let primary_face = halfedge
-                .face
-                .and_then(|face_id| self.faces.get(face_id as usize));
-            let twin_face = edge
-                .twin_halfedge
-                .and_then(|halfedge_id| self.halfedges.get(halfedge_id as usize))
-                .and_then(|halfedge_ref| halfedge_ref.face)
-                .and_then(|face_id| self.faces.get(face_id as usize));
-
-            let include = match (primary_face, twin_face) {
-                (Some(a), Some(b)) => {
-                    let dot = a.normal.dot(&b.normal);
-                    dot < crease_cos_threshold
-                }
-                _ => true,
-            };
-
-            if include {
-                segments.push((from, to));
-            }
-        }
-
-        segments
-    }
-
-    pub fn get_loop_halfedges(&self, loop_id: u32) -> Result<Vec<u32>, BrepError> {
-        let loop_ref = self.loops.get(loop_id as usize).ok_or_else(|| {
-            BrepError::new(
-                BrepErrorKind::InvalidLoop,
-                format!("Loop {} does not exist", loop_id),
-            )
-        })?;
-
-        let start = loop_ref.halfedge;
-        if self.halfedges.get(start as usize).is_none() {
-            return Err(BrepError::new(
-                BrepErrorKind::InvalidHalfEdge,
-                format!("Loop {} points to invalid halfedge {}", loop_id, start),
-            ));
-        }
-
-        let mut result = Vec::new();
-        let mut visited = HashSet::new();
-        let mut current = start;
-        let guard_limit = self.halfedges.len().saturating_mul(VALIDATION_GUARD_FACTOR);
-
-        for _ in 0..guard_limit {
-            if !visited.insert(current) {
-                return Err(BrepError::new(
-                    BrepErrorKind::BrokenTopology,
-                    format!(
-                        "Loop {} revisits halfedge {} before closure",
-                        loop_id, current
-                    ),
-                ));
-            }
-
-            result.push(current);
-
-            let halfedge = &self.halfedges[current as usize];
-            let Some(next) = halfedge.next else {
-                return Err(BrepError::new(
-                    BrepErrorKind::BrokenTopology,
-                    format!(
-                        "Loop {} contains halfedge {} without next link",
-                        loop_id, current
-                    ),
-                ));
-            };
-
-            if next == start {
-                return Ok(result);
-            }
-
-            if self.halfedges.get(next as usize).is_none() {
-                return Err(BrepError::new(
-                    BrepErrorKind::InvalidHalfEdge,
-                    format!("Loop {} references invalid next halfedge {}", loop_id, next),
-                ));
-            }
-
-            current = next;
-        }
-
-        Err(BrepError::new(
-            BrepErrorKind::BrokenTopology,
-            format!("Loop {} exceeded traversal guard", loop_id),
-        ))
-    }
-
-    pub fn get_loop_vertex_indices(&self, loop_id: u32) -> Vec<u32> {
-        self.get_loop_halfedges(loop_id)
-            .map(|halfedges| {
-                halfedges
-                    .iter()
-                    .filter_map(|halfedge_id| self.halfedges.get(*halfedge_id as usize))
-                    .map(|halfedge| halfedge.from)
-                    .collect()
-            })
-            .unwrap_or_default()
-    }
-
-    pub fn get_wire_vertex_indices(&self, wire_id: u32) -> Vec<u32> {
-        let Some(wire) = self.wires.get(wire_id as usize) else {
-            return Vec::new();
-        };
-
-        if wire.halfedges.is_empty() {
-            return Vec::new();
-        }
-
-        let mut vertices = Vec::with_capacity(wire.halfedges.len() + 1);
-        for halfedge_id in &wire.halfedges {
-            if let Some(halfedge) = self.halfedges.get(*halfedge_id as usize) {
-                vertices.push(halfedge.from);
-            }
-        }
-
-        if !wire.is_closed {
-            if let Some(last_halfedge_id) = wire.halfedges.last() {
-                if let Some(last_halfedge) = self.halfedges.get(*last_halfedge_id as usize) {
-                    vertices.push(last_halfedge.to);
-                }
-            }
-        }
-
-        vertices
-    }
-
-    pub fn get_wire_vertex_buffer(&self, wire_id: u32, repeat_first_when_closed: bool) -> Vec<f64> {
-        let Some(wire) = self.wires.get(wire_id as usize) else {
-            return Vec::new();
-        };
-
-        let mut vertex_ids = self.get_wire_vertex_indices(wire_id);
-        if repeat_first_when_closed && wire.is_closed {
-            if let Some(first_vertex_id) = vertex_ids.first().copied() {
-                vertex_ids.push(first_vertex_id);
-            }
-        }
-
-        let mut vertex_buffer = Vec::with_capacity(vertex_ids.len() * 3);
-        for vertex_id in vertex_ids {
-            let Some(vertex) = self.vertices.get(vertex_id as usize) else {
-                continue;
-            };
-
-            vertex_buffer.push(vertex.position.x);
-            vertex_buffer.push(vertex.position.y);
-            vertex_buffer.push(vertex.position.z);
-        }
-
-        vertex_buffer
-    }
-
-    pub fn get_vertices_by_face_id(&self, face_id: u32) -> Vec<Vector3> {
-        let Some(face) = self.faces.iter().find(|face| face.id == face_id) else {
-            return Vec::new();
-        };
-
-        self.get_loop_vertex_indices(face.outer_loop)
-            .into_iter()
-            .filter_map(|vertex_id| self.vertices.get(vertex_id as usize))
-            .map(|vertex| vertex.position)
-            .collect()
-    }
-
-    pub fn get_vertices_and_holes_by_face_id(
-        &self,
-        face_id: u32,
-    ) -> (Vec<Vector3>, Vec<Vec<Vector3>>) {
-        let Some(face) = self.faces.iter().find(|face| face.id == face_id) else {
-            return (Vec::new(), Vec::new());
-        };
-
-        let face_vertices = self
-            .get_loop_vertex_indices(face.outer_loop)
-            .into_iter()
-            .filter_map(|vertex_id| self.vertices.get(vertex_id as usize))
-            .map(|vertex| vertex.position)
-            .collect();
-
-        let mut holes_vertices = Vec::new();
-        for loop_id in &face.inner_loops {
-            let hole_vertices: Vec<Vector3> = self
-                .get_loop_vertex_indices(*loop_id)
-                .into_iter()
-                .filter_map(|vertex_id| self.vertices.get(vertex_id as usize))
-                .map(|vertex| vertex.position)
-                .collect();
-
-            holes_vertices.push(hole_vertices);
-        }
-
-        (face_vertices, holes_vertices)
-    }
-
-    /// Flattens every face into a triangle vertex buffer suitable for
-    /// immediate-mode rendering consumers.
-    pub fn get_triangle_vertex_buffer(&self) -> Vec<f64> {
-        let mut vertex_buffer = Vec::new();
-
-        for face in &self.faces {
-            let (face_vertices, holes_vertices) = self.get_vertices_and_holes_by_face_id(face.id);
-            if face_vertices.len() < 3 {
-                continue;
-            }
-
-            let triangles = triangulate_polygon_with_holes(&face_vertices, &holes_vertices);
-            let all_vertices: Vec<Vector3> = face_vertices
-                .into_iter()
-                .chain(holes_vertices.into_iter().flatten())
-                .collect();
-
-            for triangle in triangles {
-                for vertex_index in triangle {
-                    let Some(vertex) = all_vertices.get(vertex_index) else {
-                        continue;
-                    };
-                    vertex_buffer.push(vertex.x);
-                    vertex_buffer.push(vertex.y);
-                    vertex_buffer.push(vertex.z);
-                }
-            }
-        }
-
-        vertex_buffer
-    }
-
-    /// Serializes every edge in the BRep as a flat line-segment buffer.
-    pub fn get_outline_vertex_buffer(&self) -> Vec<f64> {
-        self.outline_buffer_from_segments(self.collect_outline_segments())
-    }
-
-    /// Serializes only feature/boundary edges to keep outlines readable on
-    /// heavily faceted boolean results.
-    pub fn get_feature_outline_vertex_buffer(&self, crease_cos_threshold: f64) -> Vec<f64> {
-        self.outline_buffer_from_segments(
-            self.collect_feature_outline_segments(crease_cos_threshold),
-        )
-    }
-
-    fn outline_buffer_from_segments(&self, segments: Vec<(u32, u32)>) -> Vec<f64> {
-        let mut vertex_buffer = Vec::new();
-
-        for (start_id, end_id) in segments {
-            let Some(start_vertex) = self.vertices.get(start_id as usize) else {
-                continue;
-            };
-            let Some(end_vertex) = self.vertices.get(end_id as usize) else {
-                continue;
-            };
-
-            vertex_buffer.push(start_vertex.position.x);
-            vertex_buffer.push(start_vertex.position.y);
-            vertex_buffer.push(start_vertex.position.z);
-
-            vertex_buffer.push(end_vertex.position.x);
-            vertex_buffer.push(end_vertex.position.y);
-            vertex_buffer.push(end_vertex.position.z);
-        }
-
-        vertex_buffer
-    }
-
-    pub fn validate_topology(&self) -> Result<(), BrepError> {
-        for (index, vertex) in self.vertices.iter().enumerate() {
-            if vertex.id as usize != index {
-                return Err(BrepError::new(
-                    BrepErrorKind::InvalidVertex,
-                    format!("Vertex id mismatch at index {} (id={})", index, vertex.id),
-                ));
-            }
-
-            if let Some(outgoing) = vertex.outgoing_halfedge {
-                let Some(halfedge) = self.halfedges.get(outgoing as usize) else {
-                    return Err(BrepError::new(
-                        BrepErrorKind::InvalidHalfEdge,
-                        format!(
-                            "Vertex {} references missing outgoing halfedge {}",
-                            vertex.id, outgoing
-                        ),
-                    ));
-                };
-
-                if halfedge.from != vertex.id {
-                    return Err(BrepError::new(
-                        BrepErrorKind::BrokenTopology,
-                        format!(
-                            "Vertex {} outgoing halfedge {} starts at {}",
-                            vertex.id, outgoing, halfedge.from
-                        ),
-                    ));
-                }
-            }
-        }
-
-        let mut edge_to_halfedges: HashMap<u32, Vec<u32>> = HashMap::new();
-        let mut edge_to_faces: HashMap<u32, HashSet<u32>> = HashMap::new();
-
-        for (index, halfedge) in self.halfedges.iter().enumerate() {
-            if halfedge.id as usize != index {
-                return Err(BrepError::new(
-                    BrepErrorKind::InvalidHalfEdge,
-                    format!(
-                        "Halfedge id mismatch at index {} (id={})",
-                        index, halfedge.id
-                    ),
-                ));
-            }
-
-            if self.vertices.get(halfedge.from as usize).is_none()
-                || self.vertices.get(halfedge.to as usize).is_none()
-            {
-                return Err(BrepError::new(
-                    BrepErrorKind::InvalidVertex,
-                    format!(
-                        "Halfedge {} has invalid vertex references ({} -> {})",
-                        halfedge.id, halfedge.from, halfedge.to
-                    ),
-                ));
-            }
-
-            let Some(edge) = self.edges.get(halfedge.edge as usize) else {
-                return Err(BrepError::new(
-                    BrepErrorKind::InvalidEdge,
-                    format!(
-                        "Halfedge {} references missing edge {}",
-                        halfedge.id, halfedge.edge
-                    ),
-                ));
-            };
-
-            if edge.id != halfedge.edge {
-                return Err(BrepError::new(
-                    BrepErrorKind::InvalidEdge,
-                    format!(
-                        "Halfedge {} edge reference mismatch (edge id={}, ref={})",
-                        halfedge.id, edge.id, halfedge.edge
-                    ),
-                ));
-            }
-
-            edge_to_halfedges
-                .entry(halfedge.edge)
-                .or_default()
-                .push(halfedge.id);
-
-            if let Some(face_id) = halfedge.face {
-                if self.faces.get(face_id as usize).is_none() {
-                    return Err(BrepError::new(
-                        BrepErrorKind::InvalidFace,
-                        format!(
-                            "Halfedge {} references missing face {}",
-                            halfedge.id, face_id
-                        ),
-                    ));
-                }
-                edge_to_faces
-                    .entry(halfedge.edge)
-                    .or_default()
-                    .insert(face_id);
-            }
-
-            if let Some(twin_id) = halfedge.twin {
-                let Some(twin) = self.halfedges.get(twin_id as usize) else {
-                    return Err(BrepError::new(
-                        BrepErrorKind::InvalidHalfEdge,
-                        format!(
-                            "Halfedge {} references missing twin {}",
-                            halfedge.id, twin_id
-                        ),
-                    ));
-                };
-
-                if twin.twin != Some(halfedge.id) {
-                    return Err(BrepError::new(
-                        BrepErrorKind::BrokenTopology,
-                        format!(
-                            "Halfedge {} twin symmetry broken with {}",
-                            halfedge.id, twin_id
-                        ),
-                    ));
-                }
-
-                if !(halfedge.from == twin.to && halfedge.to == twin.from) {
-                    return Err(BrepError::new(
-                        BrepErrorKind::BrokenTopology,
-                        format!(
-                            "Halfedge {} twin {} does not reverse endpoints",
-                            halfedge.id, twin_id
-                        ),
-                    ));
-                }
-            }
-
-            if let Some(next_id) = halfedge.next {
-                let Some(next) = self.halfedges.get(next_id as usize) else {
-                    return Err(BrepError::new(
-                        BrepErrorKind::InvalidHalfEdge,
-                        format!("Halfedge {} has missing next {}", halfedge.id, next_id),
-                    ));
-                };
-
-                if next.prev != Some(halfedge.id) {
-                    return Err(BrepError::new(
-                        BrepErrorKind::BrokenTopology,
-                        format!("Halfedge {} next/prev symmetry is broken", halfedge.id),
-                    ));
-                }
-            }
-
-            if let Some(prev_id) = halfedge.prev {
-                let Some(prev) = self.halfedges.get(prev_id as usize) else {
-                    return Err(BrepError::new(
-                        BrepErrorKind::InvalidHalfEdge,
-                        format!("Halfedge {} has missing prev {}", halfedge.id, prev_id),
-                    ));
-                };
-
-                if prev.next != Some(halfedge.id) {
-                    return Err(BrepError::new(
-                        BrepErrorKind::BrokenTopology,
-                        format!("Halfedge {} prev/next symmetry is broken", halfedge.id),
-                    ));
-                }
-            }
-
-            if let Some(loop_id) = halfedge.loop_ref {
-                if self.loops.get(loop_id as usize).is_none() {
-                    return Err(BrepError::new(
-                        BrepErrorKind::InvalidLoop,
-                        format!(
-                            "Halfedge {} references missing loop {}",
-                            halfedge.id, loop_id
-                        ),
-                    ));
-                }
-            }
-
-            if let Some(wire_id) = halfedge.wire_ref {
-                if self.wires.get(wire_id as usize).is_none() {
-                    return Err(BrepError::new(
-                        BrepErrorKind::InvalidWire,
-                        format!(
-                            "Halfedge {} references missing wire {}",
-                            halfedge.id, wire_id
-                        ),
-                    ));
-                }
-            }
-        }
-
-        for (index, edge) in self.edges.iter().enumerate() {
-            if edge.id as usize != index {
-                return Err(BrepError::new(
-                    BrepErrorKind::InvalidEdge,
-                    format!("Edge id mismatch at index {} (id={})", index, edge.id),
-                ));
-            }
-
-            let Some(halfedge_list) = edge_to_halfedges.get(&edge.id) else {
-                return Err(BrepError::new(
-                    BrepErrorKind::InvalidEdge,
-                    format!("Edge {} has no halfedges", edge.id),
-                ));
-            };
-
-            if halfedge_list.is_empty() || halfedge_list.len() > 2 {
-                return Err(BrepError::new(
-                    BrepErrorKind::NonManifoldEdge,
-                    format!(
-                        "Edge {} has invalid incidence count {}",
-                        edge.id,
-                        halfedge_list.len()
-                    ),
-                ));
-            }
-
-            if !halfedge_list.contains(&edge.halfedge) {
-                return Err(BrepError::new(
-                    BrepErrorKind::InvalidEdge,
-                    format!(
-                        "Edge {} primary halfedge {} is not linked to edge",
-                        edge.id, edge.halfedge
-                    ),
-                ));
-            }
-
-            if let Some(twin_halfedge) = edge.twin_halfedge {
-                if !halfedge_list.contains(&twin_halfedge) {
-                    return Err(BrepError::new(
-                        BrepErrorKind::InvalidEdge,
-                        format!(
-                            "Edge {} twin halfedge {} is not linked to edge",
-                            edge.id, twin_halfedge
-                        ),
-                    ));
-                }
-            }
-
-            if let Some(face_set) = edge_to_faces.get(&edge.id) {
-                if face_set.len() > 2 {
-                    return Err(BrepError::new(
-                        BrepErrorKind::NonManifoldEdge,
-                        format!("Edge {} touches more than two faces", edge.id),
-                    ));
-                }
-            }
-        }
-
-        for loop_ref in &self.loops {
-            if loop_ref.id as usize >= self.loops.len() {
-                return Err(BrepError::new(
-                    BrepErrorKind::InvalidLoop,
-                    format!("Loop {} has invalid id", loop_ref.id),
-                ));
-            }
-
-            let Some(face) = self.faces.get(loop_ref.face as usize) else {
-                return Err(BrepError::new(
-                    BrepErrorKind::InvalidFace,
-                    format!(
-                        "Loop {} references missing face {}",
-                        loop_ref.id, loop_ref.face
-                    ),
-                ));
-            };
-
-            if loop_ref.is_hole {
-                if !face.inner_loops.contains(&loop_ref.id) {
-                    return Err(BrepError::new(
-                        BrepErrorKind::BrokenTopology,
-                        format!(
-                            "Hole loop {} is not listed in face {}",
-                            loop_ref.id, face.id
-                        ),
-                    ));
-                }
-            } else if face.outer_loop != loop_ref.id {
-                return Err(BrepError::new(
-                    BrepErrorKind::BrokenTopology,
-                    format!("Face {} outer loop mismatch", face.id),
-                ));
-            }
-
-            let loop_halfedges = self.get_loop_halfedges(loop_ref.id)?;
-            if loop_halfedges.len() < 3 {
-                return Err(BrepError::new(
-                    BrepErrorKind::DegenerateLoop,
-                    format!("Loop {} has fewer than three halfedges", loop_ref.id),
-                ));
-            }
-
-            for halfedge_id in loop_halfedges {
-                let halfedge = &self.halfedges[halfedge_id as usize];
-                if halfedge.loop_ref != Some(loop_ref.id) {
-                    return Err(BrepError::new(
-                        BrepErrorKind::BrokenTopology,
-                        format!("Halfedge {} loop reference mismatch", halfedge_id),
-                    ));
-                }
-
-                if halfedge.face != Some(loop_ref.face) {
-                    return Err(BrepError::new(
-                        BrepErrorKind::BrokenTopology,
-                        format!("Halfedge {} face reference mismatch", halfedge_id),
-                    ));
-                }
-            }
-        }
-
-        for wire in &self.wires {
-            if wire.id as usize >= self.wires.len() {
-                return Err(BrepError::new(
-                    BrepErrorKind::InvalidWire,
-                    format!("Wire {} has invalid id", wire.id),
-                ));
-            }
-
-            if wire.halfedges.is_empty() {
-                return Err(BrepError::new(
-                    BrepErrorKind::InvalidWire,
-                    format!("Wire {} is empty", wire.id),
-                ));
-            }
-
-            for (index, halfedge_id) in wire.halfedges.iter().enumerate() {
-                let Some(halfedge) = self.halfedges.get(*halfedge_id as usize) else {
-                    return Err(BrepError::new(
-                        BrepErrorKind::InvalidHalfEdge,
-                        format!(
-                            "Wire {} references missing halfedge {}",
-                            wire.id, halfedge_id
-                        ),
-                    ));
-                };
-
-                if halfedge.wire_ref != Some(wire.id) {
-                    return Err(BrepError::new(
-                        BrepErrorKind::BrokenTopology,
-                        format!(
-                            "Wire {} halfedge {} wire_ref mismatch",
-                            wire.id, halfedge_id
-                        ),
-                    ));
-                }
-
-                if wire.is_closed {
-                    let expected_next = wire.halfedges[(index + 1) % wire.halfedges.len()];
-                    let expected_prev =
-                        wire.halfedges[(index + wire.halfedges.len() - 1) % wire.halfedges.len()];
-
-                    if halfedge.next != Some(expected_next) || halfedge.prev != Some(expected_prev)
-                    {
-                        return Err(BrepError::new(
-                            BrepErrorKind::BrokenTopology,
-                            format!("Closed wire {} has broken halfedge links", wire.id),
-                        ));
-                    }
-                } else {
-                    if index == 0 && halfedge.prev.is_some() {
-                        return Err(BrepError::new(
-                            BrepErrorKind::BrokenTopology,
-                            format!("Open wire {} first halfedge must not have prev", wire.id),
-                        ));
-                    }
-
-                    if index + 1 == wire.halfedges.len() && halfedge.next.is_some() {
-                        return Err(BrepError::new(
-                            BrepErrorKind::BrokenTopology,
-                            format!("Open wire {} last halfedge must not have next", wire.id),
-                        ));
-                    }
-
-                    if index + 1 < wire.halfedges.len() {
-                        let expected_next = wire.halfedges[index + 1];
-                        if halfedge.next != Some(expected_next) {
-                            return Err(BrepError::new(
-                                BrepErrorKind::BrokenTopology,
-                                format!("Open wire {} has broken next link", wire.id),
-                            ));
-                        }
-                    }
-                }
-            }
-        }
-
-        for (index, face) in self.faces.iter().enumerate() {
-            if face.id as usize != index {
-                return Err(BrepError::new(
-                    BrepErrorKind::InvalidFace,
-                    format!("Face id mismatch at index {} (id={})", index, face.id),
-                ));
-            }
-
-            let Some(outer_loop) = self.loops.get(face.outer_loop as usize) else {
-                return Err(BrepError::new(
-                    BrepErrorKind::InvalidLoop,
-                    format!(
-                        "Face {} references missing outer loop {}",
-                        face.id, face.outer_loop
-                    ),
-                ));
-            };
-
-            if outer_loop.is_hole {
-                return Err(BrepError::new(
-                    BrepErrorKind::InvalidLoop,
-                    format!(
-                        "Face {} outer loop {} marked as hole",
-                        face.id, face.outer_loop
-                    ),
-                ));
-            }
-
-            for inner_loop_id in &face.inner_loops {
-                let Some(inner_loop) = self.loops.get(*inner_loop_id as usize) else {
-                    return Err(BrepError::new(
-                        BrepErrorKind::InvalidLoop,
-                        format!(
-                            "Face {} references missing inner loop {}",
-                            face.id, inner_loop_id
-                        ),
-                    ));
-                };
-
-                if !inner_loop.is_hole {
-                    return Err(BrepError::new(
-                        BrepErrorKind::InvalidLoop,
-                        format!(
-                            "Face {} inner loop {} is not marked as hole",
-                            face.id, inner_loop_id
-                        ),
-                    ));
-                }
-            }
-
-            if let Some(shell_id) = face.shell_ref {
-                let Some(shell) = self.shells.get(shell_id as usize) else {
-                    return Err(BrepError::new(
-                        BrepErrorKind::InvalidShell,
-                        format!("Face {} references missing shell {}", face.id, shell_id),
-                    ));
-                };
-
-                if !shell.faces.contains(&face.id) {
-                    return Err(BrepError::new(
-                        BrepErrorKind::BrokenTopology,
-                        format!("Face {} shell linkage is inconsistent", face.id),
-                    ));
-                }
-            }
-        }
-
-        for shell in &self.shells {
-            if shell.id as usize >= self.shells.len() {
-                return Err(BrepError::new(
-                    BrepErrorKind::InvalidShell,
-                    format!("Shell {} has invalid id", shell.id),
-                ));
-            }
-
-            if shell.faces.is_empty() {
-                return Err(BrepError::new(
-                    BrepErrorKind::InvalidShell,
-                    format!("Shell {} is empty", shell.id),
-                ));
-            }
-
-            let mut shell_edge_faces: HashMap<u32, HashSet<u32>> = HashMap::new();
-            for face_id in &shell.faces {
-                let Some(face) = self.faces.get(*face_id as usize) else {
-                    return Err(BrepError::new(
-                        BrepErrorKind::InvalidFace,
-                        format!("Shell {} references missing face {}", shell.id, face_id),
-                    ));
-                };
-
-                if face.shell_ref != Some(shell.id) {
-                    return Err(BrepError::new(
-                        BrepErrorKind::BrokenTopology,
-                        format!(
-                            "Shell {} face linkage mismatch for face {}",
-                            shell.id, face.id
-                        ),
-                    ));
-                }
-
-                let mut loop_ids = vec![face.outer_loop];
-                loop_ids.extend(face.inner_loops.iter().copied());
-
-                for loop_id in loop_ids {
-                    for halfedge_id in self.get_loop_halfedges(loop_id)? {
-                        let halfedge = &self.halfedges[halfedge_id as usize];
-                        shell_edge_faces
-                            .entry(halfedge.edge)
-                            .or_default()
-                            .insert(face.id);
-                    }
-                }
-            }
-
-            if shell.is_closed {
-                for (edge_id, faces) in shell_edge_faces {
-                    if faces.len() != 2 {
-                        return Err(BrepError::new(
-                            BrepErrorKind::BrokenTopology,
-                            format!(
-                                "Closed shell {} has boundary edge {} with {} incident faces",
-                                shell.id,
-                                edge_id,
-                                faces.len()
-                            ),
-                        ));
-                    }
-                }
-            }
-        }
-
-        Ok(())
-    }
-}
-
-fn vector_bits(vector: Vector3) -> [u64; 3] {
-    [vector.x.to_bits(), vector.y.to_bits(), vector.z.to_bits()]
-}
-
-fn compute_loop_normal(brep: &Brep, loop_indices: &[u32]) -> Option<Vector3> {
-    if loop_indices.len() < 3 {
-        return None;
-    }
-
-    let mut points = Vec::with_capacity(loop_indices.len());
-    for vertex_id in loop_indices {
-        points.push(brep.vertices.get(*vertex_id as usize)?.position);
-    }
-
-    compute_polygon_normal(&points)
-}
diff --git a/main/opengeometry/src/brep/pcurve.rs b/main/opengeometry/src/brep/pcurve.rs
new file mode 100644
index 0000000..e0046c5
--- /dev/null
+++ b/main/opengeometry/src/brep/pcurve.rs
@@ -0,0 +1,40 @@
+use super::frame::UV;
+use serde::{Deserialize, Serialize};
+
+#[derive(Clone, Debug, PartialEq, Serialize, Deserialize)]
+#[serde(tag = "kind", deny_unknown_fields)]
+pub(crate) enum PcurveGeometry {
+    Line2 {
+        origin: UV,
+        direction: UV,
+    },
+    Conic2 {
+        origin: UV,
+        axis_a: UV,
+        axis_b: UV,
+    },
+    ProjectedCurve {
+        curve: u32,
+        surface: u32,
+        chart: u32,
+        uv_hint: UV,
+        uv_rate: UV,
+        parameter_origin: f64,
+    },
+    IntersectionSide {
+        definition: u32,
+        side: IntersectionSide,
+    },
+}
+#[derive(Clone, Copy, Debug, Eq, PartialEq, Serialize, Deserialize)]
+pub(crate) enum IntersectionSide {
+    A,
+    B,
+}
+
+pub(crate) fn period_lifted_uv(mut uv: UV, periods: [Option<f64>; 2], lift: [i32; 2]) -> UV {
+    for axis in 0..2 {
+        uv[axis] += periods[axis].map_or(0.0, |period| period * f64::from(lift[axis]));
+    }
+    uv
+}
diff --git a/main/opengeometry/src/brep/placement/mod.rs b/main/opengeometry/src/brep/placement/mod.rs
new file mode 100644
index 0000000..b994f24
--- /dev/null
+++ b/main/opengeometry/src/brep/placement/mod.rs
@@ -0,0 +1,276 @@
+#[cfg(test)]
+mod tests;
+
+use super::error::GeometryError;
+use super::frame::Frame3;
+use super::geometry::{CurveGeometry, IntersectionDefinition, SurfaceGeometry};
+use super::pcurve::PcurveGeometry;
+use super::topology::{BrepEnvelope, EdgeGeometry, GeometryQuality};
+use crate::math::{norm, scale as vector_scale, Interval};
+
+pub fn placed(
+    input: &BrepEnvelope,
+    placement: Frame3,
+    scale: f64,
+) -> Result<BrepEnvelope, GeometryError> {
+    input.validate()?;
+    placement.validate()?;
+    if !scale.is_finite() || scale <= 0.0 {
+        return Err(GeometryError::InvalidGeometry(
+            "placement scale must be positive and finite".into(),
+        ));
+    }
+    let mut output = input.clone();
+    output.revision = input
+        .revision
+        .checked_add(1)
+        .ok_or_else(|| GeometryError::LimitExceeded("BRep revision overflow".into()))?;
+    let metrics: Vec<_> = input
+        .geometry
+        .surfaces
+        .iter()
+        .map(|surface| metric(surface, scale))
+        .collect();
+    place_surfaces(&mut output.geometry.surfaces, placement, scale);
+    place_curves(&mut output.geometry.curves, placement, scale);
+    for vertex in &mut output.topology.vertices {
+        vertex.position = placement.point(vector_scale(vertex.position, scale));
+        vertex.tolerance *= scale;
+    }
+    for edge in &mut output.topology.edges {
+        edge.tolerance *= scale;
+        if let EdgeGeometry::Curve { curve, range } = &mut edge.geometry {
+            if matches!(
+                input.geometry.curves[*curve as usize],
+                CurveGeometry::Line { .. }
+            ) {
+                *range = Interval::new(range.lo * scale, range.hi * scale)?;
+            }
+        }
+    }
+    place_pcurves(input, &mut output, &metrics, scale)?;
+    for face in &mut output.topology.faces {
+        for (i, metric) in metrics[face.surface as usize].iter().enumerate() {
+            face.trim.uv_bounds[i] = Interval::new(
+                face.trim.uv_bounds[i].lo * metric,
+                face.trim.uv_bounds[i].hi * metric,
+            )?;
+        }
+    }
+    place_intersections(
+        &mut output.geometry.intersections,
+        &metrics,
+        placement,
+        scale,
+    )?;
+    output.accuracy.geometric *= scale;
+    output.accuracy.intersection *= scale;
+    output.accuracy.tessellation *= scale;
+    output.accuracy.exchange *= scale;
+    if let GeometryQuality::Approximate { max_error } = &mut output.quality {
+        *max_error *= scale;
+    }
+    output.validate()?;
+    check_coordinate_precision(&output)?;
+    Ok(output)
+}
+
+fn metric(surface: &SurfaceGeometry, scale: f64) -> [f64; 2] {
+    match surface {
+        SurfaceGeometry::Plane { .. } => [scale; 2],
+        SurfaceGeometry::Cylinder { .. } | SurfaceGeometry::Cone { .. } => [1.0, scale],
+        _ => [1.0; 2],
+    }
+}
+
+fn place_surfaces(surfaces: &mut [SurfaceGeometry], placement: Frame3, scale: f64) {
+    for surface in surfaces {
+        match surface {
+            SurfaceGeometry::Plane { frame } | SurfaceGeometry::Cone { frame, .. } => {
+                transform_frame(frame, placement, scale)
+            }
+            SurfaceGeometry::Sphere { frame, radius }
+            | SurfaceGeometry::Cylinder { frame, radius } => {
+                transform_frame(frame, placement, scale);
+                *radius *= scale;
+            }
+            SurfaceGeometry::Torus {
+                frame,
+                major_radius,
+                minor_radius,
+            } => {
+                transform_frame(frame, placement, scale);
+                *major_radius *= scale;
+                *minor_radius *= scale;
+            }
+        }
+    }
+}
+
+fn transform_frame(frame: &mut Frame3, placement: Frame3, scale: f64) {
+    frame.origin = placement.point(vector_scale(frame.origin, scale));
+    frame.x = placement.vector(frame.x);
+    frame.y = placement.vector(frame.y);
+    frame.z = placement.vector(frame.z);
+}
+
+fn place_curves(curves: &mut [CurveGeometry], placement: Frame3, scale: f64) {
+    for curve in curves {
+        match curve {
+            CurveGeometry::Line { origin, direction } => {
+                *origin = placement.point(vector_scale(*origin, scale));
+                *direction = placement.vector(*direction);
+            }
+            CurveGeometry::Circle { frame, radius } => {
+                transform_frame(frame, placement, scale);
+                *radius *= scale;
+            }
+            CurveGeometry::Ellipse {
+                frame,
+                major_radius,
+                minor_radius,
+            } => {
+                transform_frame(frame, placement, scale);
+                *major_radius *= scale;
+                *minor_radius *= scale;
+            }
+            CurveGeometry::Intersection { .. } => {}
+        }
+    }
+}
+
+fn place_pcurves(
+    input: &BrepEnvelope,
+    output: &mut BrepEnvelope,
+    metrics: &[[f64; 2]],
+    scale: f64,
+) -> Result<(), GeometryError> {
+    let mut pcurve_metrics = vec![None; input.geometry.pcurves.len()];
+    for use_ in &mut output.topology.halfedges {
+        let (Some(face), Some(pc)) = (use_.face, use_.geometry_use.pcurve) else {
+            continue;
+        };
+        let metric = metrics[input.topology.faces[face as usize].surface as usize];
+        let parameter_scale = match input.topology.edges[use_.edge as usize].geometry {
+            EdgeGeometry::Curve { curve, .. }
+                if matches!(
+                    input.geometry.curves[curve as usize],
+                    CurveGeometry::Line { .. }
+                ) =>
+            {
+                scale
+            }
+            _ => 1.0,
+        };
+        match pcurve_metrics[pc as usize] {
+            None => {
+                pcurve_metrics[pc as usize] = Some((metric, parameter_scale));
+            }
+            Some(previous) if previous != (metric, parameter_scale) => {
+                let mut copy = input.geometry.pcurves[pc as usize].clone();
+                pcurve(&mut copy, metric, parameter_scale)?;
+                use_.geometry_use.pcurve = Some(output.geometry.pcurves.len() as u32);
+                output.geometry.pcurves.push(copy);
+            }
+            _ => {}
+        }
+    }
+    for (id, original) in input.geometry.pcurves.iter().enumerate() {
+        let (mut metric, parameter_scale) = pcurve_metrics[id].unwrap_or(([1.0; 2], 1.0));
+        if let PcurveGeometry::ProjectedCurve { surface, .. } = original {
+            metric = metrics[*surface as usize];
+        }
+        pcurve(&mut output.geometry.pcurves[id], metric, parameter_scale)?;
+    }
+    Ok(())
+}
+
+fn pcurve(
+    geometry: &mut PcurveGeometry,
+    metric: [f64; 2],
+    parameter_scale: f64,
+) -> Result<(), GeometryError> {
+    let map = |value: &mut [f64; 2]| {
+        for i in 0..2 {
+            value[i] *= metric[i];
+        }
+    };
+    match geometry {
+        PcurveGeometry::Line2 { origin, direction } => {
+            map(origin);
+            map(direction);
+            for value in direction {
+                *value /= parameter_scale;
+            }
+        }
+        PcurveGeometry::Conic2 {
+            origin,
+            axis_a,
+            axis_b,
+        } => {
+            if parameter_scale != 1.0 {
+                return Err(GeometryError::UnsupportedGeometry(
+                    "scaled line edge uses a conic pcurve".into(),
+                ));
+            }
+            map(origin);
+            map(axis_a);
+            map(axis_b);
+        }
+        PcurveGeometry::ProjectedCurve {
+            uv_hint,
+            uv_rate,
+            parameter_origin,
+            ..
+        } => {
+            map(uv_hint);
+            map(uv_rate);
+            for value in uv_rate {
+                *value /= parameter_scale;
+            }
+            *parameter_origin *= parameter_scale;
+        }
+        PcurveGeometry::IntersectionSide { .. } => {}
+    }
+    Ok(())
+}
+
+fn place_intersections(
+    intersections: &mut [IntersectionDefinition],
+    metrics: &[[f64; 2]],
+    placement: Frame3,
+    scale: f64,
+) -> Result<(), GeometryError> {
+    for definition in intersections {
+        let a = metrics[definition.surfaces[0] as usize];
+        let b = metrics[definition.surfaces[1] as usize];
+        for anchor in &mut definition.anchors {
+            anchor.point = placement.point(vector_scale(anchor.point, scale));
+            for i in 0..2 {
+                anchor.uv_a[i] *= a[i];
+                anchor.uv_b[i] *= b[i];
+            }
+        }
+        for tube in &mut definition.uv_tubes {
+            for (i, metric) in a.into_iter().chain(b).enumerate() {
+                tube[i] = Interval::new(tube[i].lo * metric, tube[i].hi * metric)?;
+            }
+        }
+        definition.residual_tolerance *= scale;
+    }
+    Ok(())
+}
+
+fn check_coordinate_precision(output: &BrepEnvelope) -> Result<(), GeometryError> {
+    if let Some(bounds) = output.bounds()? {
+        let magnitude = norm(std::array::from_fn(|i| {
+            bounds.axes[i].lo.abs().max(bounds.axes[i].hi.abs())
+        }));
+        if !magnitude.is_finite() || magnitude * 64.0 * f64::EPSILON > output.accuracy.geometric {
+            return Err(GeometryError::LimitExceeded(
+                "placement coordinate precision exceeds geometric tolerance".into(),
+            ));
+        }
+    }
+    Ok(())
+}
diff --git a/main/opengeometry/src/brep/placement/tests.rs b/main/opengeometry/src/brep/placement/tests.rs
new file mode 100644
index 0000000..2afa072
--- /dev/null
+++ b/main/opengeometry/src/brep/placement/tests.rs
@@ -0,0 +1,127 @@
+use super::*;
+use crate::brep::geometry::{Curve, Surface};
+use crate::brep::topology::coarse_accuracy;
+use crate::math::sub;
+use crate::primitives;
+
+#[test]
+fn similarity_preserves_all_families_trims_and_curve_parameterization() {
+    let placement = Frame3::from_axis([10.0, -3.0, 5.0], [1.0, 2.0, 3.0], [0.0, 1.0, 0.0]).unwrap();
+    let bodies = [
+        primitives::cylinder(
+            "c".into(),
+            Frame3::IDENTITY,
+            1.0,
+            2.0,
+            coarse_accuracy(1e-6),
+        )
+        .unwrap(),
+        primitives::cone(
+            "cone".into(),
+            Frame3::IDENTITY,
+            1.0,
+            2.0,
+            coarse_accuracy(1e-6),
+        )
+        .unwrap(),
+        primitives::sphere("s".into(), Frame3::IDENTITY, 1.0, coarse_accuracy(1e-6)).unwrap(),
+        primitives::torus(
+            "t".into(),
+            Frame3::IDENTITY,
+            2.0,
+            0.5,
+            coarse_accuracy(1e-6),
+        )
+        .unwrap(),
+        primitives::cylinder_with_circular_hole(
+            "w".into(),
+            Frame3::IDENTITY,
+            Frame3::IDENTITY,
+            0.5,
+            2.0,
+            2.0,
+            coarse_accuracy(1e-6),
+        )
+        .unwrap(),
+    ];
+    for input in bodies {
+        let json = input.to_json().unwrap();
+        let output = placed(&input, placement, 3.5).unwrap();
+        assert_eq!(input.to_json().unwrap(), json);
+        assert_eq!(output.revision, input.revision + 1);
+        for edge in &input.topology.edges {
+            if let EdgeGeometry::Curve { curve, range } = edge.geometry {
+                let t = range.lo / 2.0 + range.hi / 2.0;
+                let expected = placement.point(vector_scale(
+                    input.geometry.curve(curve).unwrap().point_at(t).unwrap(),
+                    3.5,
+                ));
+                let output_t = if matches!(
+                    input.geometry.curves[curve as usize],
+                    CurveGeometry::Line { .. }
+                ) {
+                    t * 3.5
+                } else {
+                    t
+                };
+                assert!(
+                    norm(sub(
+                        output
+                            .geometry
+                            .curve(curve)
+                            .unwrap()
+                            .point_at(output_t)
+                            .unwrap(),
+                        expected
+                    )) < 1e-12
+                );
+            }
+        }
+        for face in &input.topology.faces {
+            let uv = face.trim.uv_bounds.map(|d| d.lo / 2.0 + d.hi / 2.0);
+            let metric = metric(input.geometry.surface(face.surface).unwrap(), 3.5);
+            let expected = placement.point(vector_scale(
+                input
+                    .geometry
+                    .surface(face.surface)
+                    .unwrap()
+                    .point_at(uv)
+                    .unwrap(),
+                3.5,
+            ));
+            let actual = output
+                .geometry
+                .surface(face.surface)
+                .unwrap()
+                .point_at(std::array::from_fn(|i| uv[i] * metric[i]))
+                .unwrap();
+            assert!(norm(sub(actual, expected)) < 1e-12);
+        }
+        BrepEnvelope::from_json(&output.to_json().unwrap()).unwrap();
+    }
+}
+#[test]
+fn invalid_scale_revision_overflow_and_precision_are_structured_errors() {
+    let input =
+        primitives::sphere("s".into(), Frame3::IDENTITY, 1.0, coarse_accuracy(1e-6)).unwrap();
+    for scale in [0.0, -1.0, f64::NAN] {
+        assert!(placed(&input, Frame3::IDENTITY, scale).is_err());
+    }
+    let mut bad = input.clone();
+    bad.revision = u64::MAX;
+    assert!(matches!(
+        placed(&bad, Frame3::IDENTITY, 1.0),
+        Err(GeometryError::LimitExceeded(_))
+    ));
+    assert!(matches!(
+        placed(
+            &input,
+            Frame3 {
+                origin: [1e12; 3],
+                ..Frame3::IDENTITY
+            },
+            1.0
+        ),
+        Err(GeometryError::LimitExceeded(_))
+    ));
+}
diff --git a/main/opengeometry/src/brep/shell.rs b/main/opengeometry/src/brep/shell.rs
deleted file mode 100644
index d970065..0000000
--- a/main/opengeometry/src/brep/shell.rs
+++ /dev/null
@@ -1,18 +0,0 @@
-use serde::{Deserialize, Serialize};
-
-#[derive(Clone, Serialize, Deserialize)]
-pub struct Shell {
-    pub id: u32,
-    pub faces: Vec<u32>,
-    pub is_closed: bool,
-}
-
-impl Shell {
-    pub fn new(id: u32, faces: Vec<u32>, is_closed: bool) -> Self {
-        Self {
-            id,
-            faces,
-            is_closed,
-        }
-    }
-}
diff --git a/main/opengeometry/src/brep/similarity.rs b/main/opengeometry/src/brep/similarity.rs
new file mode 100644
index 0000000..546a552
--- /dev/null
+++ b/main/opengeometry/src/brep/similarity.rs
@@ -0,0 +1,152 @@
+use super::error::GeometryError;
+use super::frame::{checked, unit, Frame3};
+use crate::math::{add, cross, dot, norm, scale, Point3};
+use serde::{Deserialize, Serialize};
+
+#[derive(Clone, Copy, Debug, PartialEq, Serialize, Deserialize)]
+#[serde(deny_unknown_fields)]
+pub struct Similarity3 {
+    pub frame: Frame3,
+    pub(crate) scale: f64,
+}
+
+impl Frame3 {
+    fn reorthonormalized(self) -> Self {
+        let x = scale(self.x, 1.0 / norm(self.x));
+        let z = cross(x, self.y);
+        let z = scale(z, 1.0 / norm(z));
+        let y = cross(z, x);
+        let snap = |v: f64| {
+            if v.abs() <= 4.0 * f64::EPSILON {
+                0.0
+            } else if (v.abs() - 1.0).abs() <= 4.0 * f64::EPSILON {
+                v.signum()
+            } else {
+                v
+            }
+        };
+        Self {
+            origin: self.origin,
+            x: x.map(snap),
+            y: y.map(snap),
+            z: z.map(snap),
+        }
+    }
+}
+
+impl Default for Similarity3 {
+    fn default() -> Self {
+        Self::IDENTITY
+    }
+}
+
+impl Similarity3 {
+    pub const IDENTITY: Self = Self {
+        frame: Frame3::IDENTITY,
+        scale: 1.0,
+    };
+
+    pub(crate) fn from_axis_angle(
+        origin: Point3,
+        axis: Point3,
+        angle: f64,
+        scale_factor: f64,
+    ) -> Result<Self, GeometryError> {
+        if !angle.is_finite() {
+            return Err(GeometryError::InvalidGeometry(
+                "rotation angle must be finite".into(),
+            ));
+        }
+        Self::from_axis_cos_sin(origin, axis, angle.cos(), angle.sin(), scale_factor)
+    }
+
+    pub(crate) fn from_axis_cos_sin(
+        origin: Point3,
+        axis: Point3,
+        cos: f64,
+        sin: f64,
+        scale_factor: f64,
+    ) -> Result<Self, GeometryError> {
+        checked(origin)?;
+        let axis = unit(axis)?;
+        let rotate = |vector: Point3| {
+            add(
+                add(scale(vector, cos), scale(cross(axis, vector), sin)),
+                scale(axis, dot(axis, vector) * (1.0 - cos)),
+            )
+        };
+        let result = Self {
+            frame: Frame3 {
+                origin,
+                x: rotate([1.0, 0.0, 0.0]),
+                y: rotate([0.0, 1.0, 0.0]),
+                z: rotate([0.0, 0.0, 1.0]),
+            }
+            .reorthonormalized(),
+            scale: scale_factor,
+        };
+        result.validate()?;
+        Ok(result)
+    }
+
+    pub fn validate(&self) -> Result<(), GeometryError> {
+        self.frame.validate()?;
+        if !self.scale.is_finite() || self.scale <= 0.0 {
+            return Err(GeometryError::InvalidGeometry(
+                "similarity scale must be finite and positive".into(),
+            ));
+        }
+        Ok(())
+    }
+
+    pub fn apply_point(&self, point: Point3) -> Point3 {
+        add(self.frame.origin, self.apply_vector(point))
+    }
+
+    pub(crate) fn apply_vector(&self, vector: Point3) -> Point3 {
+        scale(self.frame.vector(vector), self.scale)
+    }
+
+    pub fn compose(&self, child: &Self) -> Self {
+        Self {
+            frame: Frame3 {
+                origin: self.apply_point(child.frame.origin),
+                x: self.frame.vector(child.frame.x),
+                y: self.frame.vector(child.frame.y),
+                z: self.frame.vector(child.frame.z),
+            }
+            .reorthonormalized(),
+            scale: self.scale * child.scale,
+        }
+    }
+
+    pub(crate) fn inverse(&self) -> Self {
+        let frame = &self.frame;
+        let inverse_scale = 1.0 / self.scale;
+        let rotated_origin = [
+            dot(frame.origin, frame.x),
+            dot(frame.origin, frame.y),
+            dot(frame.origin, frame.z),
+        ];
+        Self {
+            frame: Frame3 {
+                origin: scale(rotated_origin, -inverse_scale),
+                x: [frame.x[0], frame.y[0], frame.z[0]],
+                y: [frame.x[1], frame.y[1], frame.z[1]],
+                z: [frame.x[2], frame.y[2], frame.z[2]],
+            },
+            scale: inverse_scale,
+        }
+    }
+
+    pub fn to_column_major(&self) -> [f64; 16] {
+        let x = scale(self.frame.x, self.scale);
+        let y = scale(self.frame.y, self.scale);
+        let z = scale(self.frame.z, self.scale);
+        let o = self.frame.origin;
+        [
+            x[0], x[1], x[2], 0.0, y[0], y[1], y[2], 0.0, z[0], z[1], z[2], 0.0, o[0], o[1], o[2],
+            1.0,
+        ]
+    }
+}
diff --git a/main/opengeometry/src/brep/tests.rs b/main/opengeometry/src/brep/tests.rs
new file mode 100644
index 0000000..c6aa0fd
--- /dev/null
+++ b/main/opengeometry/src/brep/tests.rs
@@ -0,0 +1,38 @@
+use super::Similarity3;
+use crate::math::Point3;
+
+fn near(a: Point3, b: Point3) {
+    for axis in 0..3 {
+        assert!((a[axis] - b[axis]).abs() < 1e-12, "{a:?} != {b:?}");
+    }
+}
+
+#[test]
+fn axis_angle_rotates_about_the_requested_axis() {
+    let rotation = Similarity3::from_axis_angle(
+        [2.0, 0.0, 0.0],
+        [0.0, 0.0, 1.0],
+        std::f64::consts::FRAC_PI_2,
+        1.0,
+    )
+    .unwrap();
+    near(rotation.apply_point([1.0, 0.0, 0.0]), [2.0, 1.0, 0.0]);
+    assert_eq!(rotation.frame.x, [0.0, 1.0, 0.0]);
+    rotation.validate().unwrap();
+}
+
+#[test]
+fn repeated_composition_preserves_orthonormality() {
+    let step = Similarity3::from_axis_angle([0.0; 3], [0.1, 0.2, 0.3], 0.007, 1.0).unwrap();
+    let mut combined = Similarity3::IDENTITY;
+    for _ in 0..10000 {
+        combined = combined.compose(&step);
+    }
+    combined.validate().unwrap();
+    near(
+        combined
+            .inverse()
+            .apply_point(combined.apply_point([1.0, 2.0, 3.0])),
+        [1.0, 2.0, 3.0],
+    );
+}
diff --git a/main/opengeometry/src/brep/topology/entities.rs b/main/opengeometry/src/brep/topology/entities.rs
new file mode 100644
index 0000000..30983e3
--- /dev/null
+++ b/main/opengeometry/src/brep/topology/entities.rs
@@ -0,0 +1,137 @@
+use super::orientation::Orientation;
+use super::provenance::FaceProvenance;
+use crate::brep::frame::UVBox;
+use crate::math::{Interval, Point3};
+use serde::{Deserialize, Serialize};
+
+#[derive(Clone, Debug, PartialEq, Serialize, Deserialize)]
+#[serde(tag = "kind", deny_unknown_fields)]
+pub(crate) enum EdgeGeometry {
+    Curve { curve: u32, range: Interval },
+    Collapsed { vertex: u32 },
+}
+impl EdgeGeometry {
+    pub(crate) fn range(&self) -> Interval {
+        match self {
+            Self::Curve { range, .. } => *range,
+            Self::Collapsed { .. } => Interval { lo: 0.0, hi: 1.0 },
+        }
+    }
+}
+
+#[derive(Clone, Debug, PartialEq, Serialize, Deserialize)]
+#[serde(deny_unknown_fields)]
+pub struct Vertex {
+    pub(crate) id: u32,
+    pub position: Point3,
+    pub(crate) outgoing_halfedge: Option<u32>,
+    pub(crate) tolerance: f64,
+}
+#[derive(Clone, Debug, PartialEq, Serialize, Deserialize)]
+#[serde(deny_unknown_fields)]
+pub struct Edge {
+    pub(crate) id: u32,
+    pub(crate) geometry: EdgeGeometry,
+    pub(crate) halfedge: u32,
+    pub(crate) twin_halfedge: Option<u32>,
+    pub(crate) tolerance: f64,
+    pub(crate) chart_seam: bool,
+}
+#[derive(Clone, Debug, PartialEq, Serialize, Deserialize)]
+#[serde(deny_unknown_fields)]
+pub(crate) struct HalfEdgeGeometryUse {
+    pub(crate) sense: Orientation,
+    pub(crate) pcurve: Option<u32>,
+    pub(crate) periodic_lift: [i32; 2],
+}
+#[derive(Clone, Debug, PartialEq, Serialize, Deserialize)]
+#[serde(deny_unknown_fields)]
+pub struct HalfEdge {
+    pub(crate) id: u32,
+    pub from: u32,
+    pub to: u32,
+    pub(crate) twin: Option<u32>,
+    pub(crate) next: Option<u32>,
+    pub(crate) prev: Option<u32>,
+    pub(crate) edge: u32,
+    pub(crate) face: Option<u32>,
+    pub(crate) loop_ref: Option<u32>,
+    pub(crate) wire_ref: Option<u32>,
+    pub(crate) geometry_use: HalfEdgeGeometryUse,
+}
+#[derive(Clone, Debug, PartialEq, Serialize, Deserialize)]
+#[serde(deny_unknown_fields)]
+pub(crate) struct Loop {
+    pub(crate) id: u32,
+    pub(crate) start_halfedge: u32,
+    pub(crate) face_ref: u32,
+    pub(crate) is_hole: bool,
+}
+#[derive(Clone, Debug, PartialEq, Serialize, Deserialize)]
+#[serde(deny_unknown_fields)]
+pub(crate) struct TrimRegion {
+    pub(crate) chart: u32,
+    pub(crate) uv_bounds: UVBox,
+    pub(crate) outer: u32,
+    pub(crate) holes: Vec<u32>,
+}
+#[derive(Clone, Debug, PartialEq, Serialize, Deserialize)]
+#[serde(deny_unknown_fields)]
+pub struct Face {
+    pub id: u32,
+    pub(crate) key: String,
+    pub surface: u32,
+    pub(crate) sense: Orientation,
+    pub(crate) trim: TrimRegion,
+    pub(crate) shell_ref: Option<u32>,
+    pub provenance: FaceProvenance,
+}
+#[derive(Clone, Debug, PartialEq, Serialize, Deserialize)]
+#[serde(deny_unknown_fields)]
+pub(crate) struct Wire {
+    pub(crate) id: u32,
+    pub(crate) start_halfedge: u32,
+    pub(crate) is_closed: bool,
+}
+#[derive(Clone, Debug, PartialEq, Serialize, Deserialize)]
+#[serde(deny_unknown_fields)]
+pub(crate) struct Shell {
+    pub(crate) id: u32,
+    pub(crate) faces: Vec<u32>,
+    pub(crate) is_closed: bool,
+}
+#[derive(Clone, Debug, PartialEq, Serialize, Deserialize)]
+#[serde(deny_unknown_fields)]
+pub(crate) struct SolidRegion {
+    pub(crate) outer_shell: u32,
+    pub(crate) cavity_shells: Vec<u32>,
+}
+#[derive(Clone, Debug, PartialEq, Serialize, Deserialize)]
+#[serde(deny_unknown_fields)]
+pub struct Topology {
+    pub vertices: Vec<Vertex>,
+    pub edges: Vec<Edge>,
+    pub halfedges: Vec<HalfEdge>,
+    pub(crate) loops: Vec<Loop>,
+    pub faces: Vec<Face>,
+    pub(crate) wires: Vec<Wire>,
+    pub(crate) shells: Vec<Shell>,
+}
+impl Topology {
+    pub(super) fn new() -> Self {
+        Self {
+            vertices: Vec::new(),
+            edges: Vec::new(),
+            halfedges: Vec::new(),
+            loops: Vec::new(),
+            faces: Vec::new(),
+            wires: Vec::new(),
+            shells: Vec::new(),
+        }
+    }
+}
+impl Default for Topology {
+    fn default() -> Self {
+        Self::new()
+    }
+}
diff --git a/main/opengeometry/src/brep/topology/envelope.rs b/main/opengeometry/src/brep/topology/envelope.rs
new file mode 100644
index 0000000..d2b4351
--- /dev/null
+++ b/main/opengeometry/src/brep/topology/envelope.rs
@@ -0,0 +1,113 @@
+use super::entities::{EdgeGeometry, SolidRegion, Topology};
+use crate::brep::accuracy::Accuracy;
+use crate::brep::bounds::PatchBounds;
+use crate::brep::error::{missing, GeometryError};
+use crate::brep::frame::unit;
+use crate::brep::geometry::{Curve, GeometryStore, Surface};
+use crate::math::{Interval, Point3};
+use serde::{Deserialize, Serialize};
+
+pub(crate) const SCHEMA_VERSION: u32 = 2;
+
+#[derive(Clone, Debug, Serialize, Deserialize)]
+#[serde(tag = "kind", deny_unknown_fields)]
+pub(crate) enum GeometryQuality {
+    Analytic,
+    Approximate { max_error: f64 },
+}
+
+#[derive(Clone, Debug, Serialize, Deserialize)]
+#[serde(deny_unknown_fields)]
+pub struct BrepEnvelope {
+    pub(crate) schema_version: u32,
+    pub id: String,
+    pub revision: u64,
+    pub geometry: GeometryStore,
+    pub topology: Topology,
+    pub(crate) solids: Vec<SolidRegion>,
+    pub accuracy: Accuracy,
+    pub(crate) quality: GeometryQuality,
+}
+
+impl BrepEnvelope {
+    pub fn face_normal_at(&self, face_id: u32, point: Point3) -> Result<Point3, GeometryError> {
+        let face = self
+            .topology
+            .faces
+            .get(face_id as usize)
+            .ok_or_else(|| missing("face", face_id))?;
+        let surface = self.geometry.surface(face.surface)?;
+        let uv = surface.project(point, None)?;
+        Ok(unit(surface.normal_at(uv)?)?.map(|v| v * face.sense.multiplier()))
+    }
+
+    pub(crate) fn new(id: String, accuracy: Accuracy) -> Result<Self, GeometryError> {
+        accuracy.validate()?;
+        Ok(Self {
+            schema_version: SCHEMA_VERSION,
+            id,
+            revision: 0,
+            geometry: GeometryStore::new(),
+            topology: Topology::new(),
+            solids: Vec::new(),
+            accuracy,
+            quality: GeometryQuality::Analytic,
+        })
+    }
+
+    pub fn from_json(json: &str) -> Result<Self, GeometryError> {
+        if json.len() > 64 * 1024 * 1024 {
+            return Err(GeometryError::LimitExceeded(
+                "BRep JSON exceeds 64 MiB".into(),
+            ));
+        }
+        let brep: Self = serde_json::from_str(json)
+            .map_err(|e| GeometryError::InvalidGeometry(format!("invalid BRep JSON: {e}")))?;
+        brep.validate()?;
+        Ok(brep)
+    }
+
+    pub fn to_json(&self) -> Result<String, GeometryError> {
+        self.validate()?;
+        serde_json::to_string(self).map_err(|e| GeometryError::InvalidGeometry(e.to_string()))
+    }
+
+    pub fn bounds(&self) -> Result<Option<PatchBounds>, GeometryError> {
+        self.validate()?;
+        self.bounds_unchecked()
+    }
+
+    pub(crate) fn bounds_unchecked(&self) -> Result<Option<PatchBounds>, GeometryError> {
+        let mut result: Option<PatchBounds> = None;
+        let mut include = |bounds: PatchBounds| {
+            result = Some(match result {
+                Some(current) => PatchBounds {
+                    axes: std::array::from_fn(|i| current.axes[i].hull(bounds.axes[i])),
+                },
+                None => bounds,
+            });
+        };
+        for face in &self.topology.faces {
+            include(
+                self.geometry
+                    .surface(face.surface)?
+                    .enclose(face.trim.uv_bounds)?,
+            );
+        }
+        for edge in &self.topology.edges {
+            if let EdgeGeometry::Curve { curve, range } = edge.geometry {
+                include(self.geometry.curve(curve)?.enclose(range)?);
+            }
+        }
+        for vertex in &self.topology.vertices {
+            include(PatchBounds {
+                axes: [
+                    Interval::point(vertex.position[0])?,
+                    Interval::point(vertex.position[1])?,
+                    Interval::point(vertex.position[2])?,
+                ],
+            });
+        }
+        Ok(result)
+    }
+}
diff --git a/main/opengeometry/src/brep/topology/fixtures.rs b/main/opengeometry/src/brep/topology/fixtures.rs
new file mode 100644
index 0000000..6100db2
--- /dev/null
+++ b/main/opengeometry/src/brep/topology/fixtures.rs
@@ -0,0 +1,109 @@
+use super::entities::{
+    Edge, EdgeGeometry, Face, HalfEdge, HalfEdgeGeometryUse, Loop, TrimRegion, Vertex,
+};
+use super::envelope::BrepEnvelope;
+use super::orientation::Orientation;
+use super::provenance::{FaceProvenance, FaceRole, FaceSource};
+use crate::brep::accuracy::Accuracy;
+use crate::brep::frame::Frame3;
+use crate::brep::geometry::{CurveGeometry, SurfaceGeometry};
+use crate::brep::pcurve::PcurveGeometry;
+use crate::math::Interval;
+
+pub(crate) fn circular_face() -> BrepEnvelope {
+    let mut b = BrepEnvelope::new("circle".into(), fine_accuracy()).unwrap();
+    b.geometry.surfaces.push(SurfaceGeometry::Plane {
+        frame: Frame3::IDENTITY,
+    });
+    b.geometry.curves.push(CurveGeometry::Circle {
+        frame: Frame3::IDENTITY,
+        radius: 1.0,
+    });
+    b.geometry.pcurves.push(PcurveGeometry::Conic2 {
+        origin: [0.0; 2],
+        axis_a: [1.0, 0.0],
+        axis_b: [0.0, 1.0],
+    });
+    b.topology.vertices.push(Vertex {
+        id: 0,
+        position: [1.0, 0.0, 0.0],
+        outgoing_halfedge: Some(0),
+        tolerance: 1e-9,
+    });
+    b.topology.edges.push(Edge {
+        id: 0,
+        geometry: EdgeGeometry::Curve {
+            curve: 0,
+            range: Interval::new(0.0, std::f64::consts::TAU).unwrap(),
+        },
+        halfedge: 0,
+        twin_halfedge: None,
+        tolerance: 1e-9,
+        chart_seam: false,
+    });
+    b.topology.halfedges.push(HalfEdge {
+        id: 0,
+        from: 0,
+        to: 0,
+        twin: None,
+        next: Some(0),
+        prev: Some(0),
+        edge: 0,
+        face: Some(0),
+        loop_ref: Some(0),
+        wire_ref: None,
+        geometry_use: HalfEdgeGeometryUse {
+            sense: Orientation::Forward,
+            pcurve: Some(0),
+            periodic_lift: [0; 2],
+        },
+    });
+    b.topology.loops.push(Loop {
+        id: 0,
+        start_halfedge: 0,
+        face_ref: 0,
+        is_hole: false,
+    });
+    b.topology.faces.push(Face {
+        id: 0,
+        key: "disc".into(),
+        surface: 0,
+        sense: Orientation::Forward,
+        trim: TrimRegion {
+            chart: 0,
+            uv_bounds: [Interval::new(-1.0, 1.0).unwrap(); 2],
+            outer: 0,
+            holes: Vec::new(),
+        },
+        shell_ref: None,
+        provenance: FaceProvenance {
+            sources: vec![FaceSource {
+                entity: "circle".into(),
+                body: "circle".into(),
+                key: "disc".into(),
+                face: 0,
+            }],
+            role: FaceRole::Authored,
+            reversed: false,
+        },
+    });
+    b
+}
+
+pub(crate) fn fine_accuracy() -> Accuracy {
+    Accuracy {
+        geometric: 1e-9,
+        intersection: 1e-10,
+        tessellation: 1e-3,
+        exchange: 1e-5,
+    }
+}
+
+pub(crate) fn coarse_accuracy(exchange: f64) -> Accuracy {
+    Accuracy {
+        geometric: 1e-8,
+        intersection: 1e-9,
+        tessellation: 0.01,
+        exchange,
+    }
+}
diff --git a/main/opengeometry/src/brep/topology/mod.rs b/main/opengeometry/src/brep/topology/mod.rs
new file mode 100644
index 0000000..b881840
--- /dev/null
+++ b/main/opengeometry/src/brep/topology/mod.rs
@@ -0,0 +1,20 @@
+mod entities;
+mod envelope;
+#[cfg(test)]
+mod fixtures;
+mod orientation;
+mod provenance;
+#[cfg(test)]
+mod tests;
+
+pub use entities::{Edge, Face, HalfEdge, Topology, Vertex};
+pub(crate) use entities::{
+    EdgeGeometry, HalfEdgeGeometryUse, Loop, Shell, SolidRegion, TrimRegion, Wire,
+};
+pub use envelope::BrepEnvelope;
+pub(crate) use envelope::GeometryQuality;
+pub(super) use envelope::SCHEMA_VERSION;
+#[cfg(test)]
+pub(crate) use fixtures::{circular_face, coarse_accuracy, fine_accuracy};
+pub(crate) use orientation::Orientation;
+pub use provenance::{FaceProvenance, FaceRole, FaceSource};
diff --git a/main/opengeometry/src/brep/topology/orientation.rs b/main/opengeometry/src/brep/topology/orientation.rs
new file mode 100644
index 0000000..a03c866
--- /dev/null
+++ b/main/opengeometry/src/brep/topology/orientation.rs
@@ -0,0 +1,16 @@
+use serde::{Deserialize, Serialize};
+
+#[derive(Clone, Copy, Debug, Eq, PartialEq, Serialize, Deserialize)]
+pub(crate) enum Orientation {
+    Forward,
+    Reverse,
+}
+impl Orientation {
+    pub(crate) fn multiplier(self) -> f64 {
+        if self == Self::Forward {
+            1.0
+        } else {
+            -1.0
+        }
+    }
+}
diff --git a/main/opengeometry/src/brep/topology/provenance.rs b/main/opengeometry/src/brep/topology/provenance.rs
new file mode 100644
index 0000000..2c1e241
--- /dev/null
+++ b/main/opengeometry/src/brep/topology/provenance.rs
@@ -0,0 +1,25 @@
+use serde::{Deserialize, Serialize};
+
+#[derive(Clone, Debug, PartialEq, Serialize, Deserialize)]
+#[serde(deny_unknown_fields)]
+pub struct FaceSource {
+    pub entity: String,
+    pub body: String,
+    pub(crate) key: String,
+    pub(crate) face: u32,
+}
+#[derive(Clone, Copy, Debug, Eq, PartialEq, Serialize, Deserialize)]
+pub enum FaceRole {
+    Authored,
+    Preserved,
+    Split,
+    Cut,
+    Coincident,
+}
+#[derive(Clone, Debug, PartialEq, Serialize, Deserialize)]
+#[serde(deny_unknown_fields)]
+pub struct FaceProvenance {
+    pub sources: Vec<FaceSource>,
+    pub role: FaceRole,
+    pub(crate) reversed: bool,
+}
diff --git a/main/opengeometry/src/brep/topology/tests.rs b/main/opengeometry/src/brep/topology/tests.rs
new file mode 100644
index 0000000..3bf441a
--- /dev/null
+++ b/main/opengeometry/src/brep/topology/tests.rs
@@ -0,0 +1,95 @@
+use super::entities::EdgeGeometry;
+use super::envelope::BrepEnvelope;
+use super::fixtures::circular_face;
+use crate::brep::error::GeometryError;
+use crate::brep::geometry::CurveGeometry;
+use crate::brep::pcurve::PcurveGeometry;
+use crate::math::Interval;
+
+#[test]
+fn full_circle_loop_is_valid_and_strictly_versioned() {
+    let b = circular_face();
+    b.validate().unwrap();
+    let json = b.to_json().unwrap();
+    BrepEnvelope::from_json(&json).unwrap();
+    let mut bad: serde_json::Value = serde_json::from_str(&json).unwrap();
+    bad["schema_version"] = serde_json::json!(1);
+    assert!(matches!(
+        BrepEnvelope::from_json(&bad.to_string()),
+        Err(GeometryError::UnsupportedSchema { found: 1 })
+    ));
+    bad.as_object_mut().unwrap().remove("schema_version");
+    assert!(BrepEnvelope::from_json(&bad.to_string()).is_err());
+}
+#[test]
+fn missing_pcurve_and_malformed_cycle_are_rejected() {
+    let mut b = circular_face();
+    b.topology.halfedges[0].geometry_use.pcurve = None;
+    assert!(b.validate().is_err());
+    let mut b = circular_face();
+    b.topology.halfedges[0].next = Some(10);
+    assert!(b.validate().is_err());
+    let mut b = circular_face();
+    b.geometry.pcurves[0] = PcurveGeometry::Line2 {
+        origin: [0.0; 2],
+        direction: [1.0, 0.0],
+    };
+    assert!(b.validate().is_err());
+}
+#[test]
+fn pcurve_outside_uv_bounds_beyond_geometric_tolerance_is_rejected() {
+    let mut b = circular_face();
+    b.topology.faces[0].trim.uv_bounds[0] = Interval::new(-0.999, 0.999).unwrap();
+    assert!(matches!(
+        b.validate(),
+        Err(GeometryError::InvalidTopology(message)) if message.contains("leaves face 0 UV bounds")
+    ));
+}
+#[test]
+fn old_json_and_unknown_fields_are_not_accepted() {
+    assert!(BrepEnvelope::from_json("{\"vertices\":[],\"faces\":[]}").is_err());
+    let mut json: serde_json::Value =
+        serde_json::from_str(&circular_face().to_json().unwrap()).unwrap();
+    json["legacy"] = serde_json::json!(true);
+    assert!(BrepEnvelope::from_json(&json.to_string()).is_err());
+}
+#[test]
+fn malformed_charts_and_undeclared_degenerate_edges_are_rejected() {
+    let mut b = circular_face();
+    b.topology.faces[0].trim.chart = u32::MAX;
+    assert!(
+        matches!(b.validate(), Err(GeometryError::MissingReference { kind, .. }) if kind == "chart")
+    );
+    let mut b = circular_face();
+    b.geometry.curves[0] = CurveGeometry::Line {
+        origin: [1.0, 0.0, 0.0],
+        direction: [1.0, 0.0, 0.0],
+    };
+    b.topology.edges[0].geometry = EdgeGeometry::Curve {
+        curve: 0,
+        range: Interval::new(0.0, 1e-12).unwrap(),
+    };
+    b.geometry.pcurves[0] = PcurveGeometry::Line2 {
+        origin: [1.0, 0.0],
+        direction: [1.0, 0.0],
+    };
+    assert!(
+        matches!(b.validate(), Err(GeometryError::InvalidTopology(message)) if message.contains("regular line"))
+    );
+    let mut b = circular_face();
+    b.accuracy.geometric = 10.0;
+    b.topology.edges[0].geometry = EdgeGeometry::Collapsed { vertex: 0 };
+    b.geometry.pcurves[0] = PcurveGeometry::Line2 {
+        origin: [1.0, 0.0],
+        direction: [0.0; 2],
+    };
+    assert!(
+        matches!(b.validate(), Err(GeometryError::InvalidTopology(message)) if message.contains("surface singularity"))
+    );
+    let mut b = circular_face();
+    b.topology.vertices[0].tolerance = 1e-18;
+    b.topology.edges[0].tolerance = 1e-18;
+    assert!(
+        matches!(b.validate(), Err(GeometryError::InvalidTopology(message)) if message.contains("edge endpoints"))
+    );
+}
diff --git a/main/opengeometry/src/brep/validate/edges.rs b/main/opengeometry/src/brep/validate/edges.rs
new file mode 100644
index 0000000..276449b
--- /dev/null
+++ b/main/opengeometry/src/brep/validate/edges.rs
@@ -0,0 +1,208 @@
+use crate::brep::error::{invalid, missing, positive, GeometryError};
+use crate::brep::geometry::{Curve, CurveGeometry};
+use crate::brep::topology::{BrepEnvelope, Edge, EdgeGeometry, HalfEdge, Orientation};
+use crate::math::{norm, sub, Interval, Point3};
+
+impl BrepEnvelope {
+    pub(super) fn incident_halfedges(&self) -> Result<Vec<Vec<u32>>, GeometryError> {
+        let t = &self.topology;
+        let mut incident = vec![Vec::new(); t.edges.len()];
+        for (i, h) in t.halfedges.iter().enumerate() {
+            if h.id as usize != i {
+                return Err(invalid("halfedge IDs must be dense"));
+            }
+            t.vertices
+                .get(h.from as usize)
+                .ok_or_else(|| missing("vertex", h.from))?;
+            t.vertices
+                .get(h.to as usize)
+                .ok_or_else(|| missing("vertex", h.to))?;
+            t.edges
+                .get(h.edge as usize)
+                .ok_or_else(|| missing("edge", h.edge))?;
+            incident[h.edge as usize].push(h.id);
+            self.check_halfedge_links(h)?;
+            self.check_halfedge_owner(h)?;
+        }
+        Ok(incident)
+    }
+
+    fn check_halfedge_links(&self, h: &HalfEdge) -> Result<(), GeometryError> {
+        let t = &self.topology;
+        if let Some(twin) = h.twin {
+            let twin = t
+                .halfedges
+                .get(twin as usize)
+                .ok_or_else(|| missing("halfedge", twin))?;
+            if twin.id == h.id
+                || twin.twin != Some(h.id)
+                || twin.edge != h.edge
+                || twin.from != h.to
+                || twin.to != h.from
+                || twin.geometry_use.sense == h.geometry_use.sense
+            {
+                return Err(invalid("inconsistent halfedge twins"));
+            }
+        }
+        if let Some(next) = h.next {
+            let n = t
+                .halfedges
+                .get(next as usize)
+                .ok_or_else(|| missing("halfedge", next))?;
+            if n.prev != Some(h.id)
+                || n.from != h.to
+                || n.face != h.face
+                || n.wire_ref != h.wire_ref
+                || n.loop_ref != h.loop_ref
+            {
+                return Err(invalid("inconsistent next link"));
+            }
+        }
+        if let Some(prev) = h.prev {
+            if t.halfedges
+                .get(prev as usize)
+                .ok_or_else(|| missing("halfedge", prev))?
+                .next
+                != Some(h.id)
+            {
+                return Err(invalid("inconsistent previous link"));
+            }
+        }
+        Ok(())
+    }
+
+    fn check_halfedge_owner(&self, h: &HalfEdge) -> Result<(), GeometryError> {
+        let t = &self.topology;
+        match (h.face, h.wire_ref) {
+            (Some(face), None) => {
+                t.faces
+                    .get(face as usize)
+                    .ok_or_else(|| missing("face", face))?;
+                let p = h
+                    .geometry_use
+                    .pcurve
+                    .ok_or_else(|| invalid("face halfedge has no pcurve"))?;
+                self.geometry
+                    .pcurves
+                    .get(p as usize)
+                    .ok_or_else(|| missing("pcurve", p))?;
+                if h.loop_ref.is_none() || h.next.is_none() || h.prev.is_none() {
+                    return Err(invalid("face halfedge has incomplete loop links"));
+                }
+            }
+            (None, Some(wire)) => {
+                t.wires
+                    .get(wire as usize)
+                    .ok_or_else(|| missing("wire", wire))?;
+                if h.geometry_use.pcurve.is_some() || h.loop_ref.is_some() {
+                    return Err(invalid("wire use carries face geometry"));
+                }
+            }
+            _ => return Err(invalid("halfedge must belong to one face or wire")),
+        }
+        Ok(())
+    }
+
+    pub(super) fn check_edges(&self, incident: &[Vec<u32>]) -> Result<(), GeometryError> {
+        let t = &self.topology;
+        for (i, e) in t.edges.iter().enumerate() {
+            if e.id as usize != i {
+                return Err(invalid("edge IDs must be dense"));
+            }
+            positive(e.tolerance)?;
+            if e.tolerance > self.accuracy.geometric {
+                return Err(invalid("edge tolerance exceeds the model accuracy budget"));
+            }
+            let list = &incident[i];
+            if list.is_empty() || list.len() > 2 || !list.contains(&e.halfedge) {
+                return Err(invalid("invalid edge incidence"));
+            }
+            if list.len() == 2 {
+                let twin = e
+                    .twin_halfedge
+                    .ok_or_else(|| invalid("two-use edge lacks twin halfedge"))?;
+                if !list.contains(&twin)
+                    || twin == e.halfedge
+                    || t.halfedges[e.halfedge as usize].twin != Some(twin)
+                {
+                    return Err(invalid("edge incidence does not match twins"));
+                }
+            } else if e.twin_halfedge.is_some() || t.halfedges[e.halfedge as usize].twin.is_some() {
+                return Err(invalid("one-use edge has an extra twin"));
+            }
+            let range = e.geometry.range();
+            Interval::new(range.lo, range.hi)?;
+            if range.lo == range.hi {
+                return Err(invalid("regular curve range must be nonzero"));
+            }
+            let points = self.edge_endpoints(e, range)?;
+            for &id in list {
+                let h = &t.halfedges[id as usize];
+                self.check_edge_use(e, h, points)?;
+            }
+        }
+        Ok(())
+    }
+
+    fn edge_endpoints(&self, e: &Edge, range: Interval) -> Result<[Point3; 2], GeometryError> {
+        let t = &self.topology;
+        let points = match e.geometry {
+            EdgeGeometry::Curve { curve, .. } => [
+                self.geometry.curve(curve)?.point_at(range.lo)?,
+                self.geometry.curve(curve)?.point_at(range.hi)?,
+            ],
+            EdgeGeometry::Collapsed { vertex } => {
+                let p = t
+                    .vertices
+                    .get(vertex as usize)
+                    .ok_or_else(|| missing("vertex", vertex))?
+                    .position;
+                [p, p]
+            }
+        };
+        Ok(points)
+    }
+
+    fn check_edge_use(
+        &self,
+        e: &Edge,
+        h: &HalfEdge,
+        points: [Point3; 2],
+    ) -> Result<(), GeometryError> {
+        let t = &self.topology;
+        let endpoints = if h.geometry_use.sense == Orientation::Forward {
+            points
+        } else {
+            [points[1], points[0]]
+        };
+        let tolerance = e
+            .tolerance
+            .max(t.vertices[h.from as usize].tolerance)
+            .max(t.vertices[h.to as usize].tolerance);
+        if norm(sub(endpoints[0], t.vertices[h.from as usize].position)) > tolerance
+            || norm(sub(endpoints[1], t.vertices[h.to as usize].position)) > tolerance
+        {
+            return Err(invalid("edge endpoints disagree with vertices"));
+        }
+        if h.from == h.to
+            && matches!(e.geometry, EdgeGeometry::Curve { .. })
+            && norm(sub(points[0], points[1])) > tolerance
+        {
+            return Err(invalid("self-loop curve is not closed"));
+        }
+        if h.from == h.to
+            && matches!(e.geometry, EdgeGeometry::Curve { curve, .. } if matches!(self.geometry.curves[curve as usize], CurveGeometry::Line { .. }))
+        {
+            return Err(invalid("a regular line cannot form a closed edge"));
+        }
+        if matches!(e.geometry, EdgeGeometry::Collapsed { .. })
+            && (h.from != h.to || h.face.is_none())
+        {
+            return Err(invalid("collapsed edge must be a singular face use"));
+        }
+        if let Some(face) = h.face {
+            self.validate_face_use(h, &t.faces[face as usize], e, tolerance)?;
+        }
+        Ok(())
+    }
+}
diff --git a/main/opengeometry/src/brep/validate/face_use.rs b/main/opengeometry/src/brep/validate/face_use.rs
new file mode 100644
index 0000000..f36b45f
--- /dev/null
+++ b/main/opengeometry/src/brep/validate/face_use.rs
@@ -0,0 +1,184 @@
+use crate::brep::error::{invalid, GeometryError};
+use crate::brep::frame::UV;
+use crate::brep::geometry::{Curve, CurveGeometry, Surface, SurfaceGeometry};
+use crate::brep::pcurve::{IntersectionSide, PcurveGeometry};
+use crate::brep::topology::{BrepEnvelope, Edge, EdgeGeometry, Face, HalfEdge, Orientation};
+use crate::math::{add, norm, scale, sub, Point3};
+
+impl BrepEnvelope {
+    pub(super) fn validate_face_use(
+        &self,
+        h: &HalfEdge,
+        face: &Face,
+        edge: &Edge,
+        tolerance: f64,
+    ) -> Result<(), GeometryError> {
+        let surface = self.geometry.surface(face.surface)?;
+        let pcurve = h
+            .geometry_use
+            .pcurve
+            .ok_or_else(|| invalid("missing face pcurve"))?;
+        self.check_pcurve_reference(pcurve, face, edge)?;
+        let range = edge.geometry.range();
+        for i in 0..=8 {
+            let t = (range.lo + (range.hi - range.lo) * i as f64 / 8.0).clamp(range.lo, range.hi);
+            let mut uv = self.geometry.pcurve_at(pcurve, t)?;
+            let chart = &surface.charts()[face.trim.chart as usize];
+            for j in 0..2 {
+                if let Some(period) = chart.periods[j] {
+                    uv[j] += h.geometry_use.periodic_lift[j] as f64 * period;
+                } else if h.geometry_use.periodic_lift[j] != 0 {
+                    return Err(invalid("lift on nonperiodic chart axis"));
+                }
+            }
+            let p = surface.point_at(uv)?;
+            let expected = match edge.geometry {
+                EdgeGeometry::Curve { curve, .. } => self.geometry.curve(curve)?.point_at(t)?,
+                EdgeGeometry::Collapsed { vertex } => {
+                    self.topology.vertices[vertex as usize].position
+                }
+            };
+            if norm(sub(p, expected)) > tolerance {
+                return Err(invalid("pcurve does not lie on edge support"));
+            }
+            check_uv_bounds(h, face, surface, uv, p, tolerance)?;
+            if matches!(edge.geometry, EdgeGeometry::Collapsed { .. }) {
+                let singular = match surface {
+                    SurfaceGeometry::Sphere { .. } => uv[1].abs() == std::f64::consts::FRAC_PI_2,
+                    SurfaceGeometry::Cone { .. } => uv[1] == 0.0,
+                    _ => false,
+                };
+                if !singular {
+                    return Err(invalid("collapsed edge is not at a surface singularity"));
+                }
+            }
+        }
+        Ok(())
+    }
+
+    fn check_pcurve_reference(
+        &self,
+        pcurve: u32,
+        face: &Face,
+        edge: &Edge,
+    ) -> Result<(), GeometryError> {
+        match &self.geometry.pcurves[pcurve as usize] {
+            PcurveGeometry::ProjectedCurve {
+                curve,
+                surface: s,
+                chart,
+                ..
+            } => {
+                if *s != face.surface
+                    || *chart != face.trim.chart
+                    || !matches!(edge.geometry,EdgeGeometry::Curve{curve:c,..}if c==*curve)
+                {
+                    return Err(invalid("projected pcurve references another edge or face"));
+                }
+            }
+            PcurveGeometry::IntersectionSide { definition, side } => {
+                let d = &self.geometry.intersections[*definition as usize];
+                let s = d.surfaces[if *side == IntersectionSide::A { 0 } else { 1 }];
+                if s != face.surface
+                    || !matches!(edge.geometry,EdgeGeometry::Curve{curve,..}if matches!(self.geometry.curves[curve as usize],CurveGeometry::Intersection{definition:df}if df==*definition))
+                {
+                    return Err(invalid(
+                        "intersection pcurve references another face or curve",
+                    ));
+                }
+            }
+            _ => {}
+        }
+        Ok(())
+    }
+
+    pub(super) fn validate_uv_join(
+        &self,
+        a: &HalfEdge,
+        b: &HalfEdge,
+        face: &Face,
+    ) -> Result<(), GeometryError> {
+        let range_a = self.topology.edges[a.edge as usize].geometry.range();
+        let range_b = self.topology.edges[b.edge as usize].geometry.range();
+        let ta = if a.geometry_use.sense == Orientation::Forward {
+            range_a.hi
+        } else {
+            range_a.lo
+        };
+        let tb = if b.geometry_use.sense == Orientation::Forward {
+            range_b.lo
+        } else {
+            range_b.hi
+        };
+        let ua = self.geometry.pcurve_at(
+            a.geometry_use
+                .pcurve
+                .ok_or_else(|| invalid("missing pcurve"))?,
+            ta,
+        )?;
+        let ub = self.geometry.pcurve_at(
+            b.geometry_use
+                .pcurve
+                .ok_or_else(|| invalid("missing pcurve"))?,
+            tb,
+        )?;
+        let surface = self.geometry.surface(face.surface)?;
+        let chart = &surface.charts()[face.trim.chart as usize];
+        let jet = surface.derivatives(ua)?;
+        let mut displacement = [0.0; 2];
+        for j in 0..2 {
+            displacement[j] = ua[j] - ub[j];
+            if let Some(period) = chart.periods[j] {
+                displacement[j] -= (displacement[j] / period).round() * period;
+            }
+        }
+        let error = norm(add(
+            scale(jet.du, displacement[0]),
+            scale(jet.dv, displacement[1]),
+        ));
+        if error > self.accuracy.geometric {
+            return Err(invalid("pcurve loop is discontinuous"));
+        }
+        Ok(())
+    }
+}
+
+fn check_uv_bounds(
+    h: &HalfEdge,
+    face: &Face,
+    surface: &SurfaceGeometry,
+    uv: UV,
+    p: Point3,
+    tolerance: f64,
+) -> Result<(), GeometryError> {
+    if !face.trim.uv_bounds[0].contains(uv[0]) || !face.trim.uv_bounds[1].contains(uv[1]) {
+        let clipped = std::array::from_fn(|axis| {
+            uv[axis].clamp(face.trim.uv_bounds[axis].lo, face.trim.uv_bounds[axis].hi)
+        });
+        let jet = surface.derivatives(clipped)?;
+        for axis in 0..2 {
+            let excess = (uv[axis] - clipped[axis]).abs();
+            let metric = norm(if axis == 0 { jet.du } else { jet.dv });
+            let roundoff = 128.0 * f64::EPSILON * uv[axis].abs().max(clipped[axis].abs()).max(1.0);
+            let allowed = roundoff
+                + if metric > 0.0 {
+                    tolerance / metric
+                } else {
+                    0.0
+                };
+            if excess > allowed {
+                return Err(invalid(format!(
+                    "pcurve on halfedge {} leaves face {} UV bounds at [{}, {}]",
+                    h.id, face.id, uv[0], uv[1]
+                )));
+            }
+        }
+        if norm(sub(surface.point_at(clipped)?, p)) > tolerance {
+            return Err(invalid(format!(
+                "pcurve on halfedge {} leaves face {} UV bounds at [{}, {}]",
+                h.id, face.id, uv[0], uv[1]
+            )));
+        }
+    }
+    Ok(())
+}
diff --git a/main/opengeometry/src/brep/validate/mod.rs b/main/opengeometry/src/brep/validate/mod.rs
new file mode 100644
index 0000000..1f95ff9
--- /dev/null
+++ b/main/opengeometry/src/brep/validate/mod.rs
@@ -0,0 +1,394 @@
+mod edges;
+mod face_use;
+
+use super::error::{invalid, missing, positive, GeometryError};
+use super::geometry::{CurveGeometry, Surface};
+use super::pcurve::PcurveGeometry;
+use super::topology::{BrepEnvelope, EdgeGeometry, GeometryQuality, SCHEMA_VERSION};
+use crate::math::{finite, Interval};
+use std::collections::HashSet;
+
+impl BrepEnvelope {
+    pub fn validate(&self) -> Result<(), GeometryError> {
+        self.check_header()?;
+        self.check_geometry()?;
+        self.check_pcurves()?;
+        let t = &self.topology;
+        self.check_table_sizes()?;
+        self.check_face_domains()?;
+        self.check_vertices()?;
+        let incident = self.incident_halfedges()?;
+        self.check_edges(&incident)?;
+        let loop_uses = self.loop_uses()?;
+        self.check_faces()?;
+        if t.halfedges
+            .iter()
+            .any(|h| h.face.is_some() && !loop_uses.contains(&h.id))
+        {
+            return Err(invalid("orphan face halfedge"));
+        }
+        let wire_uses = self.wire_uses()?;
+        if t.halfedges
+            .iter()
+            .any(|h| h.wire_ref.is_some() && !wire_uses.contains(&h.id))
+        {
+            return Err(invalid("orphan wire halfedge"));
+        }
+        self.check_shells()?;
+        self.check_solids()
+    }
+
+    fn check_header(&self) -> Result<(), GeometryError> {
+        if self.schema_version != SCHEMA_VERSION {
+            return Err(GeometryError::UnsupportedSchema {
+                found: self.schema_version,
+            });
+        }
+        if self.id.is_empty() {
+            return Err(invalid("BRep identity is empty"));
+        }
+        self.accuracy.validate()?;
+        if let GeometryQuality::Approximate { max_error } = self.quality {
+            positive(max_error)?;
+        }
+        Ok(())
+    }
+
+    fn check_geometry(&self) -> Result<(), GeometryError> {
+        for s in &self.geometry.surfaces {
+            s.validate()?;
+        }
+        for c in &self.geometry.curves {
+            c.validate()?;
+            if let CurveGeometry::Intersection { definition } = c {
+                self.geometry.intersection(*definition)?;
+            }
+        }
+        for definition in &self.geometry.intersections {
+            if definition.residual_tolerance > self.accuracy.intersection {
+                return Err(invalid(
+                    "intersection residual budget exceeds model accuracy",
+                ));
+            }
+            definition.validate(&self.geometry)?;
+        }
+        Ok(())
+    }
+
+    fn check_pcurves(&self) -> Result<(), GeometryError> {
+        for pcurve in &self.geometry.pcurves {
+            match pcurve {
+                PcurveGeometry::Line2 { origin, direction } => {
+                    for v in origin.iter().chain(direction) {
+                        finite(*v)?;
+                    }
+                }
+                PcurveGeometry::Conic2 {
+                    origin,
+                    axis_a,
+                    axis_b,
+                } => {
+                    for v in origin.iter().chain(axis_a).chain(axis_b) {
+                        finite(*v)?;
+                    }
+                }
+                PcurveGeometry::ProjectedCurve {
+                    curve,
+                    surface,
+                    chart,
+                    uv_hint,
+                    uv_rate,
+                    parameter_origin,
+                } => {
+                    self.geometry.curve(*curve)?;
+                    let surface = self.geometry.surface(*surface)?;
+                    if *chart as usize >= surface.charts().len() {
+                        return Err(missing("chart", *chart));
+                    }
+                    for v in uv_hint
+                        .iter()
+                        .chain(uv_rate)
+                        .chain(std::iter::once(parameter_origin))
+                    {
+                        finite(*v)?;
+                    }
+                }
+                PcurveGeometry::IntersectionSide { definition, .. } => {
+                    self.geometry.intersection(*definition)?;
+                }
+            }
+        }
+        Ok(())
+    }
+
+    fn check_table_sizes(&self) -> Result<(), GeometryError> {
+        let t = &self.topology;
+        for length in [
+            t.vertices.len(),
+            t.edges.len(),
+            t.halfedges.len(),
+            t.loops.len(),
+            t.faces.len(),
+            t.wires.len(),
+            t.shells.len(),
+            self.geometry.surfaces.len(),
+            self.geometry.curves.len(),
+            self.geometry.pcurves.len(),
+            self.geometry.intersections.len(),
+        ] {
+            if length > 2_000_000 {
+                return Err(GeometryError::LimitExceeded(
+                    "BRep table exceeds 2000000 records".into(),
+                ));
+            }
+        }
+        Ok(())
+    }
+
+    fn check_face_domains(&self) -> Result<(), GeometryError> {
+        let t = &self.topology;
+        for face in &t.faces {
+            let surface = self.geometry.surface(face.surface)?;
+            if face.trim.chart as usize >= surface.charts().len() {
+                return Err(missing("chart", face.trim.chart));
+            }
+            for d in face.trim.uv_bounds {
+                Interval::new(d.lo, d.hi)?;
+                if d.lo == d.hi {
+                    return Err(invalid("face UV bounds must have positive area"));
+                }
+            }
+        }
+        Ok(())
+    }
+
+    fn check_vertices(&self) -> Result<(), GeometryError> {
+        let t = &self.topology;
+        for (i, v) in t.vertices.iter().enumerate() {
+            if v.id as usize != i {
+                return Err(invalid("vertex IDs must be dense"));
+            }
+            positive(v.tolerance)?;
+            if v.tolerance > self.accuracy.geometric {
+                return Err(invalid(
+                    "vertex tolerance exceeds the model accuracy budget",
+                ));
+            }
+            for x in v.position {
+                finite(x)?;
+            }
+            if let Some(h) = v.outgoing_halfedge {
+                if t.halfedges
+                    .get(h as usize)
+                    .ok_or_else(|| missing("halfedge", h))?
+                    .from
+                    != v.id
+                {
+                    return Err(invalid("outgoing halfedge starts at another vertex"));
+                }
+            }
+        }
+        Ok(())
+    }
+
+    fn loop_uses(&self) -> Result<HashSet<u32>, GeometryError> {
+        let t = &self.topology;
+        let mut loop_uses = HashSet::new();
+        for (i, l) in t.loops.iter().enumerate() {
+            if l.id as usize != i {
+                return Err(invalid("loop IDs must be dense"));
+            }
+            let face = t
+                .faces
+                .get(l.face_ref as usize)
+                .ok_or_else(|| missing("face", l.face_ref))?;
+            if (face.trim.outer == l.id && l.is_hole)
+                || (!face.trim.holes.contains(&l.id) && face.trim.outer != l.id)
+                || face.trim.holes.contains(&l.id) && !l.is_hole
+            {
+                return Err(invalid("loop face membership or hole flag is inconsistent"));
+            }
+            let mut current = l.start_halfedge;
+            let mut seen = HashSet::new();
+            loop {
+                let h = t
+                    .halfedges
+                    .get(current as usize)
+                    .ok_or_else(|| missing("halfedge", current))?;
+                if h.loop_ref != Some(l.id)
+                    || h.face != Some(face.id)
+                    || !seen.insert(current)
+                    || !loop_uses.insert(current)
+                {
+                    return Err(invalid("loop has inconsistent or repeated uses"));
+                }
+                let next = h.next.ok_or_else(|| invalid("open face loop"))?;
+                self.validate_uv_join(h, &t.halfedges[next as usize], face)?;
+                if next == l.start_halfedge {
+                    break;
+                }
+                current = next;
+                if seen.len() > t.halfedges.len() {
+                    return Err(invalid("nonterminating loop"));
+                }
+            }
+        }
+        Ok(loop_uses)
+    }
+
+    fn check_faces(&self) -> Result<(), GeometryError> {
+        let t = &self.topology;
+        let mut face_keys = HashSet::new();
+        for (i, f) in t.faces.iter().enumerate() {
+            if f.id as usize != i || f.key.is_empty() || !face_keys.insert(&f.key) {
+                return Err(invalid("face IDs or keys are invalid"));
+            }
+            let surface = self.geometry.surface(f.surface)?;
+            if f.trim.chart as usize >= surface.charts().len() {
+                return Err(missing("chart", f.trim.chart));
+            }
+            for d in f.trim.uv_bounds {
+                Interval::new(d.lo, d.hi)?;
+            }
+            t.loops
+                .get(f.trim.outer as usize)
+                .filter(|l| l.face_ref == f.id && !l.is_hole)
+                .ok_or_else(|| invalid("face outer loop is invalid"))?;
+            let mut holes = HashSet::new();
+            for &hole in &f.trim.holes {
+                if !holes.insert(hole) || hole == f.trim.outer {
+                    return Err(invalid("duplicate face hole"));
+                }
+                t.loops
+                    .get(hole as usize)
+                    .filter(|l| l.face_ref == f.id && l.is_hole)
+                    .ok_or_else(|| invalid("face hole is invalid"))?;
+            }
+            if f.provenance.sources.is_empty()
+                || f.provenance
+                    .sources
+                    .iter()
+                    .any(|s| s.key.is_empty() || s.entity.is_empty() || s.body.is_empty())
+            {
+                return Err(invalid("face provenance is incomplete"));
+            }
+            if let Some(shell) = f.shell_ref {
+                if !t
+                    .shells
+                    .get(shell as usize)
+                    .ok_or_else(|| missing("shell", shell))?
+                    .faces
+                    .contains(&f.id)
+                {
+                    return Err(invalid("face shell membership is inconsistent"));
+                }
+            }
+        }
+        Ok(())
+    }
+
+    fn wire_uses(&self) -> Result<HashSet<u32>, GeometryError> {
+        let t = &self.topology;
+        let mut wire_uses = HashSet::new();
+        for (i, w) in t.wires.iter().enumerate() {
+            if w.id as usize != i {
+                return Err(invalid("wire IDs must be dense"));
+            }
+            let mut current = w.start_halfedge;
+            let mut seen = HashSet::new();
+            loop {
+                let h = t
+                    .halfedges
+                    .get(current as usize)
+                    .ok_or_else(|| missing("halfedge", current))?;
+                if h.wire_ref != Some(w.id) || !seen.insert(current) || !wire_uses.insert(current) {
+                    return Err(invalid("invalid wire membership"));
+                }
+                match h.next {
+                    Some(next) if next == w.start_halfedge => {
+                        if !w.is_closed {
+                            return Err(invalid("open wire forms a cycle"));
+                        }
+                        break;
+                    }
+                    Some(next) => current = next,
+                    None => {
+                        if w.is_closed {
+                            return Err(invalid("closed wire is open"));
+                        }
+                        break;
+                    }
+                }
+            }
+        }
+        Ok(wire_uses)
+    }
+
+    fn check_shells(&self) -> Result<(), GeometryError> {
+        let t = &self.topology;
+        for (i, s) in t.shells.iter().enumerate() {
+            if s.id as usize != i || s.faces.is_empty() {
+                return Err(invalid("invalid shell IDs or empty shell"));
+            }
+            let mut seen = HashSet::new();
+            for &face in &s.faces {
+                let f = t
+                    .faces
+                    .get(face as usize)
+                    .ok_or_else(|| missing("face", face))?;
+                if f.shell_ref != Some(s.id) || !seen.insert(face) {
+                    return Err(invalid("inconsistent shell membership"));
+                }
+            }
+            if s.is_closed {
+                for h in t
+                    .halfedges
+                    .iter()
+                    .filter(|h| h.face.is_some_and(|f| seen.contains(&f)))
+                {
+                    if matches!(
+                        t.edges[h.edge as usize].geometry,
+                        EdgeGeometry::Collapsed { .. }
+                    ) {
+                        continue;
+                    }
+                    let twin = h
+                        .twin
+                        .ok_or_else(|| invalid("closed shell has a free edge"))?;
+                    if !t.halfedges[twin as usize]
+                        .face
+                        .is_some_and(|f| seen.contains(&f))
+                    {
+                        return Err(invalid("shell twin belongs to another shell"));
+                    }
+                }
+            }
+        }
+        Ok(())
+    }
+
+    fn check_solids(&self) -> Result<(), GeometryError> {
+        let t = &self.topology;
+        let mut shells = HashSet::new();
+        for solid in &self.solids {
+            for shell in std::iter::once(&solid.outer_shell).chain(&solid.cavity_shells) {
+                if !shells.insert(*shell)
+                    || !t
+                        .shells
+                        .get(*shell as usize)
+                        .ok_or_else(|| missing("shell", *shell))?
+                        .is_closed
+                {
+                    return Err(invalid("solid shell is open or multiply assigned"));
+                }
+            }
+        }
+        if t.shells
+            .iter()
+            .any(|s| s.is_closed && !shells.contains(&s.id))
+        {
+            return Err(invalid("closed shell has no solid membership"));
+        }
+        Ok(())
+    }
+}
diff --git a/main/opengeometry/src/brep/validity.rs b/main/opengeometry/src/brep/validity.rs
deleted file mode 100644
index ce9b83f..0000000
--- a/main/opengeometry/src/brep/validity.rs
+++ /dev/null
@@ -1,366 +0,0 @@
-//! B-rep validity checking and basic healing (debt item D5).
-//!
-//! `BrepBuilder` validates *topology* at construction, but a kernel also needs
-//! a *geometric* validity check — is the shell closed, are edges manifold, are
-//! face orientations consistent, is any geometry non-finite or degenerate — to
-//! gate bad input and to detect when an operation produced garbage. And it
-//! needs basic *healing* to recover near-valid geometry. The checker and the
-//! healer are deliberately separate (PRD R4): healing must never quietly mask a
-//! real defect, so the validity signal stays honest for upstream gating.
-
-use std::collections::HashMap;
-
-use openmaths::Vector3;
-use serde::{Deserialize, Serialize};
-use wasm_bindgen::prelude::*;
-
-use super::Brep;
-
-/// Wasm entry point: check a serialized B-rep's geometric validity, returning
-/// the [`ValidityReport`] as JSON.
-#[wasm_bindgen(js_name = checkBrepValidity)]
-pub fn check_brep_validity_wasm(brep_json: String) -> Result<String, JsValue> {
-    let brep: Brep = serde_json::from_str(&brep_json)
-        .map_err(|e| JsValue::from_str(&format!("Invalid BRep JSON: {}", e)))?;
-    let report = check_validity(&brep);
-    serde_json::to_string(&report)
-        .map_err(|e| JsValue::from_str(&format!("Failed to serialize report: {}", e)))
-}
-
-/// Wasm entry point: heal a serialized B-rep, returning JSON
-/// `{ "brep": <healed brep>, "report": <heal report> }`.
-#[wasm_bindgen(js_name = healBrep)]
-pub fn heal_brep_wasm(brep_json: String, tolerance: f64) -> Result<String, JsValue> {
-    let brep: Brep = serde_json::from_str(&brep_json)
-        .map_err(|e| JsValue::from_str(&format!("Invalid BRep JSON: {}", e)))?;
-    let (healed, report) = heal(&brep, tolerance);
-    serde_json::to_string(&serde_json::json!({ "brep": healed, "report": report }))
-        .map_err(|e| JsValue::from_str(&format!("Failed to serialize healed brep: {}", e)))
-}
-
-#[derive(Clone, Debug, Default, Serialize, Deserialize)]
-pub struct ValidityReport {
-    /// Construction-time topology invariants hold (ids, links, manifold edges).
-    pub topology_ok: bool,
-    /// Every edge is shared by exactly two half-edges (a closed 2-manifold).
-    pub closed_shell: bool,
-    /// No edge is used by more than two half-edges.
-    pub manifold_edges: bool,
-    /// Each shared edge is traversed in opposite directions by its two
-    /// half-edges (consistent face orientation).
-    pub consistent_orientation: bool,
-    /// All vertex coordinates are finite.
-    pub finite_geometry: bool,
-    /// No face collapses to ~zero area.
-    pub no_degenerate_faces: bool,
-    pub issues: Vec<String>,
-}
-
-impl ValidityReport {
-    /// Whether the B-rep is a valid solid by every checked criterion.
-    pub fn is_valid(&self) -> bool {
-        self.topology_ok
-            && self.closed_shell
-            && self.manifold_edges
-            && self.consistent_orientation
-            && self.finite_geometry
-            && self.no_degenerate_faces
-    }
-}
-
-const AREA_EPSILON: f64 = 1.0e-12;
-
-/// Runs the full geometric validity check. Never mutates the input.
-pub fn check_validity(brep: &Brep) -> ValidityReport {
-    let mut report = ValidityReport {
-        topology_ok: brep.validate_topology().is_ok(),
-        closed_shell: true,
-        manifold_edges: true,
-        consistent_orientation: true,
-        finite_geometry: true,
-        no_degenerate_faces: true,
-        issues: Vec::new(),
-    };
-
-    if !report.topology_ok {
-        report.issues.push("topology invariants violated".into());
-    }
-
-    // Half-edge incidence per edge.
-    let mut incidence: HashMap<u32, Vec<usize>> = HashMap::new();
-    for (idx, he) in brep.halfedges.iter().enumerate() {
-        incidence.entry(he.edge).or_default().push(idx);
-    }
-
-    for (edge_id, halfedges) in &incidence {
-        match halfedges.len() {
-            1 => {
-                report.closed_shell = false;
-                report
-                    .issues
-                    .push(format!("edge {} is a boundary (open shell)", edge_id));
-            }
-            2 => {
-                let a = &brep.halfedges[halfedges[0]];
-                let b = &brep.halfedges[halfedges[1]];
-                if !(a.from == b.to && a.to == b.from) {
-                    report.consistent_orientation = false;
-                    report
-                        .issues
-                        .push(format!("edge {} has inconsistent orientation", edge_id));
-                }
-            }
-            n => {
-                report.manifold_edges = false;
-                report.issues.push(format!(
-                    "edge {} is non-manifold ({} half-edges)",
-                    edge_id, n
-                ));
-            }
-        }
-    }
-
-    for vertex in &brep.vertices {
-        let p = vertex.position;
-        if !(p.x.is_finite() && p.y.is_finite() && p.z.is_finite()) {
-            report.finite_geometry = false;
-            report
-                .issues
-                .push(format!("vertex {} has non-finite coordinates", vertex.id));
-        }
-    }
-
-    for face in &brep.faces {
-        let verts = brep.get_vertices_by_face_id(face.id);
-        if verts.len() >= 3 && polygon_area(&verts) <= AREA_EPSILON {
-            report.no_degenerate_faces = false;
-            report
-                .issues
-                .push(format!("face {} is degenerate (~zero area)", face.id));
-        }
-    }
-
-    report
-}
-
-#[derive(Clone, Debug, Default, Serialize, Deserialize)]
-pub struct HealReport {
-    pub welded_vertices: usize,
-    pub recomputed_normals: bool,
-    pub actions: Vec<String>,
-}
-
-/// Heals common defects: welds near-coincident vertices (a frequent artifact of
-/// quantized/generated input) and recomputes face normals. Returns the healed
-/// B-rep and a report of what changed. Structural repairs beyond welding
-/// (shell sewing, loop-orientation reversal) are intentionally out of scope so
-/// the healer stays conservative and the validity signal honest.
-pub fn heal(brep: &Brep, tolerance: f64) -> (Brep, HealReport) {
-    let mut report = HealReport::default();
-    let mut healed = brep.clone();
-
-    let remap = weld_map(&healed.vertices, tolerance);
-    let welds = remap
-        .iter()
-        .enumerate()
-        .filter(|(i, canonical)| **canonical != *i as u32)
-        .count();
-
-    if welds > 0 {
-        // Rewrite half-edge endpoints and vertex outgoing references through the
-        // canonical map, then compact the vertex list.
-        for he in &mut healed.halfedges {
-            he.from = remap[he.from as usize];
-            he.to = remap[he.to as usize];
-        }
-
-        let mut compact: Vec<u32> = vec![u32::MAX; healed.vertices.len()];
-        let mut new_vertices = Vec::new();
-        for (old_id, canonical) in remap.iter().enumerate() {
-            if *canonical == old_id as u32 {
-                compact[old_id] = new_vertices.len() as u32;
-                let mut v = healed.vertices[old_id].clone();
-                v.id = compact[old_id];
-                new_vertices.push(v);
-            }
-        }
-        for he in &mut healed.halfedges {
-            he.from = compact[remap[he.from as usize] as usize];
-            he.to = compact[remap[he.to as usize] as usize];
-        }
-        for v in &mut new_vertices {
-            if let Some(outgoing) = v.outgoing_halfedge {
-                let _ = outgoing; // half-edge ids unchanged; endpoints already remapped
-            }
-        }
-        healed.vertices = new_vertices;
-        report.welded_vertices = welds;
-        report
-            .actions
-            .push(format!("welded {} coincident vertices", welds));
-    }
-
-    if !healed.faces.is_empty() {
-        healed.recompute_face_normals();
-        report.recomputed_normals = true;
-        report.actions.push("recomputed face normals".into());
-    }
-
-    (healed, report)
-}
-
-/// Builds a vertex remap where each entry points to the lowest-index vertex
-/// within tolerance of it. The threshold for a pair is the *looser* of the
-/// global tolerance and either vertex's own per-vertex tolerance (D2) — so an
-/// imprecise vertex (e.g. from a boolean intersection) welds at its own scale.
-fn weld_map(vertices: &[super::Vertex], tolerance: f64) -> Vec<u32> {
-    let mut remap: Vec<u32> = (0..vertices.len() as u32).collect();
-    for i in 0..vertices.len() {
-        if remap[i] != i as u32 {
-            continue;
-        }
-        for j in (i + 1)..vertices.len() {
-            if remap[j] != j as u32 {
-                continue;
-            }
-            let a = vertices[i].position;
-            let b = vertices[j].position;
-            let dx = a.x - b.x;
-            let dy = a.y - b.y;
-            let dz = a.z - b.z;
-            let pair_tol = tolerance
-                .max(vertices[i].tolerance.unwrap_or(0.0))
-                .max(vertices[j].tolerance.unwrap_or(0.0));
-            if dx * dx + dy * dy + dz * dz <= pair_tol * pair_tol {
-                remap[j] = i as u32;
-            }
-        }
-    }
-    remap
-}
-
-fn polygon_area(points: &[Vector3]) -> f64 {
-    // Newell's area via the magnitude of the summed cross products.
-    let mut nx = 0.0;
-    let mut ny = 0.0;
-    let mut nz = 0.0;
-    let n = points.len();
-    for i in 0..n {
-        let a = points[i];
-        let b = points[(i + 1) % n];
-        nx += a.y * b.z - a.z * b.y;
-        ny += a.z * b.x - a.x * b.z;
-        nz += a.x * b.y - a.y * b.x;
-    }
-    0.5 * (nx * nx + ny * ny + nz * nz).sqrt()
-}
-
-#[cfg(test)]
-mod tests {
-    use super::*;
-    use crate::brep::BrepBuilder;
-    use crate::primitives::cylinder::OGCylinder;
-    use uuid::Uuid;
-
-    fn closed_tetra() -> Brep {
-        let mut b = BrepBuilder::new(Uuid::new_v4());
-        b.add_vertices(&[
-            Vector3::new(0.0, 0.0, 0.0),
-            Vector3::new(1.0, 0.0, 0.0),
-            Vector3::new(0.5, 0.866, 0.0),
-            Vector3::new(0.5, 0.288, 0.816),
-        ]);
-        b.add_face(&[0, 2, 1], &[]).unwrap();
-        b.add_face(&[0, 1, 3], &[]).unwrap();
-        b.add_face(&[1, 2, 3], &[]).unwrap();
-        b.add_face(&[2, 0, 3], &[]).unwrap();
-        b.build().unwrap()
-    }
-
-    #[test]
-    fn closed_solid_is_valid() {
-        let report = check_validity(&closed_tetra());
-        assert!(report.is_valid(), "tetra valid: {:?}", report.issues);
-        assert!(report.closed_shell);
-        assert!(report.manifold_edges);
-        assert!(report.consistent_orientation);
-    }
-
-    #[test]
-    fn cylinder_primitive_is_valid() {
-        let mut cyl = OGCylinder::new("v-cyl".into());
-        cyl.set_config(
-            Vector3::new(0.0, 0.0, 0.0),
-            1.0,
-            2.0,
-            2.0 * std::f64::consts::PI,
-            24,
-        )
-        .unwrap();
-        let report = check_validity(cyl.brep());
-        assert!(report.closed_shell, "cylinder closed: {:?}", report.issues);
-        assert!(report.manifold_edges);
-    }
-
-    #[test]
-    fn open_shell_is_flagged_invalid() {
-        // A single triangle face: its three edges are boundaries (one half-edge).
-        let mut b = BrepBuilder::new(Uuid::new_v4());
-        b.add_vertices(&[
-            Vector3::new(0.0, 0.0, 0.0),
-            Vector3::new(1.0, 0.0, 0.0),
-            Vector3::new(0.0, 0.0, 1.0),
-        ]);
-        b.add_face(&[0, 1, 2], &[]).unwrap();
-        let brep = b.build().unwrap();
-
-        let report = check_validity(&brep);
-        assert!(!report.closed_shell);
-        assert!(!report.is_valid());
-        assert!(report.issues.iter().any(|i| i.contains("open shell")));
-    }
-
-    #[test]
-    fn per_vertex_tolerance_widens_the_weld() {
-        // Two vertices 5e-4 apart: too far for a 1e-6 global tolerance, but one
-        // vertex declares a 1e-3 per-vertex tolerance, so they weld (D2).
-        let mut b = BrepBuilder::new(Uuid::new_v4());
-        b.add_vertices(&[
-            Vector3::new(0.0, 0.0, 0.0),
-            Vector3::new(1.0, 0.0, 0.0),
-            Vector3::new(0.0, 0.0, 1.0),
-        ]);
-        b.add_face(&[0, 1, 2], &[]).unwrap();
-        let mut brep = b.build().unwrap();
-        let mut imprecise = super::super::Vertex::new(3, Vector3::new(5.0e-4, 0.0, 0.0));
-        imprecise.tolerance = Some(1.0e-3);
-        brep.vertices.push(imprecise);
-
-        // Global tolerance alone (1e-6) would NOT weld them.
-        let (_, tight) = heal(&brep, 1.0e-6);
-        // ...but the per-vertex 1e-3 tolerance does.
-        assert_eq!(tight.welded_vertices, 1, "per-vertex tolerance honored");
-    }
-
-    #[test]
-    fn healing_welds_coincident_vertices() {
-        // Two vertices a hair apart get welded; the rest is untouched.
-        let mut b = BrepBuilder::new(Uuid::new_v4());
-        b.add_vertices(&[
-            Vector3::new(0.0, 0.0, 0.0),
-            Vector3::new(1.0, 0.0, 0.0),
-            Vector3::new(0.0, 0.0, 1.0),
-        ]);
-        b.add_face(&[0, 1, 2], &[]).unwrap();
-        let mut brep = b.build().unwrap();
-        // Inject a near-duplicate of vertex 0.
-        brep.vertices
-            .push(super::super::Vertex::new(3, Vector3::new(1.0e-7, 0.0, 0.0)));
-
-        let before = brep.vertices.len();
-        let (_healed, report) = heal(&brep, 1.0e-6);
-        assert_eq!(report.welded_vertices, 1);
-        assert!(report.recomputed_normals);
-        assert!(before > _healed.vertices.len());
-    }
-}
diff --git a/main/opengeometry/src/brep/vertex.rs b/main/opengeometry/src/brep/vertex.rs
deleted file mode 100644
index 24f8022..0000000
--- a/main/opengeometry/src/brep/vertex.rs
+++ /dev/null
@@ -1,31 +0,0 @@
-use openmaths::Vector3;
-use serde::{Deserialize, Serialize};
-
-#[derive(Clone, Serialize, Deserialize)]
-pub struct Vertex {
-    pub id: u32,
-    pub position: Vector3,
-    pub outgoing_halfedge: Option<u32>,
-    /// Per-vertex modeling tolerance (D2). `None` ⇒ use the global confusion
-    /// tolerance. Set higher on vertices known to be imprecise (e.g. produced by
-    /// a boolean intersection or de-quantized generated input). Defaulted for
-    /// v1 back-compat.
-    #[serde(default)]
-    pub tolerance: Option<f64>,
-}
-
-impl Vertex {
-    pub fn new(id: u32, position: Vector3) -> Self {
-        Self {
-            id,
-            position,
-            outgoing_halfedge: None,
-            tolerance: None,
-        }
-    }
-
-    pub fn with_tolerance(mut self, tolerance: f64) -> Self {
-        self.tolerance = Some(tolerance);
-        self
-    }
-}
diff --git a/main/opengeometry/src/brep/wire.rs b/main/opengeometry/src/brep/wire.rs
deleted file mode 100644
index e76cc5f..0000000
--- a/main/opengeometry/src/brep/wire.rs
+++ /dev/null
@@ -1,18 +0,0 @@
-use serde::{Deserialize, Serialize};
-
-#[derive(Clone, Serialize, Deserialize)]
-pub struct Wire {
-    pub id: u32,
-    pub halfedges: Vec<u32>,
-    pub is_closed: bool,
-}
-
-impl Wire {
-    pub fn new(id: u32, halfedges: Vec<u32>, is_closed: bool) -> Self {
-        Self {
-            id,
-            halfedges,
-            is_closed,
-        }
-    }
-}
diff --git a/main/opengeometry/src/editor/capabilities.rs b/main/opengeometry/src/editor/capabilities.rs
deleted file mode 100644
index d904315..0000000
--- a/main/opengeometry/src/editor/capabilities.rs
+++ /dev/null
@@ -1,298 +0,0 @@
-use wasm_bindgen::prelude::JsValue;
-
-use super::edits::collect_closed_quad_edge_ring;
-use super::inspection::incident_faces_for_edge;
-use super::validation::normalized;
-use super::{EditCapabilities, FeatureEditCapabilities, OGFreeformGeometry};
-
-impl OGFreeformGeometry {
-    pub(super) fn build_entity_edit_capabilities(&self) -> EditCapabilities {
-        let supports_edge_topology_edits = self.supports_any_edge_topology_edits();
-        let supports_face_cut = self.supports_any_face_cut();
-        let supports_loop_cut = self.supports_any_loop_cut();
-        let supports_vertex_removal = self.supports_single_face_topology_edits();
-        let can_remove_vertex = supports_vertex_removal && self.single_face_vertex_count() > 3;
-
-        let mut reasons = Vec::new();
-        if !supports_edge_topology_edits {
-            reasons.push(
-                "insert/split require an edge that belongs to a rebuildable face loop or wire"
-                    .to_string(),
-            );
-        }
-        if !supports_vertex_removal {
-            reasons.push(
-                "removeVertex currently requires a single-face open surface topology".to_string(),
-            );
-        }
-        if !supports_face_cut {
-            reasons.push(
-                "cutFace currently requires a face without holes and at least four boundary edges"
-                    .to_string(),
-            );
-        }
-        if !supports_loop_cut {
-            reasons.push(
-                "loopCut currently requires a closed quad edge ring on a face-backed solid edge"
-                    .to_string(),
-            );
-        }
-
-        EditCapabilities {
-            can_push_pull_face: !self.local_brep.faces.is_empty(),
-            can_move_face: !self.local_brep.faces.is_empty(),
-            can_extrude_face: self
-                .local_brep
-                .faces
-                .iter()
-                .any(|face| face.inner_loops.is_empty() && normalized(face.normal).is_some()),
-            can_cut_face: supports_face_cut,
-            can_move_edge: !self.local_brep.edges.is_empty(),
-            can_move_vertex: !self.local_brep.vertices.is_empty(),
-            can_insert_vertex_on_edge: supports_edge_topology_edits,
-            can_remove_vertex,
-            can_split_edge: supports_edge_topology_edits,
-            can_loop_cut: supports_loop_cut,
-            reasons,
-        }
-    }
-
-    pub(super) fn build_face_edit_capabilities(
-        &self,
-        face_id: u32,
-    ) -> Result<FeatureEditCapabilities, JsValue> {
-        let Some(face) = self
-            .local_brep
-            .faces
-            .iter()
-            .find(|candidate| candidate.id == face_id)
-        else {
-            return Err(JsValue::from_str(&format!(
-                "Face {} does not exist",
-                face_id
-            )));
-        };
-
-        let can_extrude_face = face.inner_loops.is_empty() && normalized(face.normal).is_some();
-        let can_cut_face = self.supports_face_cut_on_face(face_id);
-        let mut reasons = Vec::new();
-        if !can_extrude_face {
-            reasons.push("extrudeFace currently supports planar faces without holes".to_string());
-        }
-        if !can_cut_face {
-            reasons.push(
-                "cutFace currently requires a face without holes and at least four boundary edges"
-                    .to_string(),
-            );
-        }
-
-        Ok(FeatureEditCapabilities {
-            domain: "face".to_string(),
-            topology_id: face_id,
-            can_push_pull_face: true,
-            can_move_face: true,
-            can_extrude_face,
-            can_cut_face,
-            can_move_edge: false,
-            can_move_vertex: false,
-            can_insert_vertex_on_edge: false,
-            can_remove_vertex: false,
-            can_split_edge: false,
-            can_loop_cut: false,
-            reasons,
-        })
-    }
-
-    pub(super) fn build_edge_edit_capabilities(
-        &self,
-        edge_id: u32,
-    ) -> Result<FeatureEditCapabilities, JsValue> {
-        if self.local_brep.edges.get(edge_id as usize).is_none() {
-            return Err(JsValue::from_str(&format!(
-                "Edge {} does not exist",
-                edge_id
-            )));
-        }
-
-        let supports_topology_edits = self.supports_rebuildable_edge_topology_edits(edge_id);
-        let supports_loop_cut = self.supports_loop_cut_from_edge(edge_id);
-        let mut reasons = Vec::new();
-        if !supports_topology_edits {
-            reasons.push(
-                "insertVertexOnEdge/splitEdge require an edge that belongs to a rebuildable face loop or wire".to_string(),
-            );
-        }
-        if !supports_loop_cut {
-            reasons.push(
-                "loopCut currently requires an edge that belongs to a closed quad edge ring"
-                    .to_string(),
-            );
-        }
-
-        Ok(FeatureEditCapabilities {
-            domain: "edge".to_string(),
-            topology_id: edge_id,
-            can_push_pull_face: false,
-            can_move_face: false,
-            can_extrude_face: false,
-            can_cut_face: false,
-            can_move_edge: true,
-            can_move_vertex: false,
-            can_insert_vertex_on_edge: supports_topology_edits,
-            can_remove_vertex: false,
-            can_split_edge: supports_topology_edits,
-            can_loop_cut: supports_loop_cut,
-            reasons,
-        })
-    }
-
-    pub(super) fn build_vertex_edit_capabilities(
-        &self,
-        vertex_id: u32,
-    ) -> Result<FeatureEditCapabilities, JsValue> {
-        if self.local_brep.vertices.get(vertex_id as usize).is_none() {
-            return Err(JsValue::from_str(&format!(
-                "Vertex {} does not exist",
-                vertex_id
-            )));
-        }
-
-        let supports_topology_edits = self.supports_single_face_topology_edits();
-        let can_remove_vertex = supports_topology_edits
-            && self.single_face_vertex_count() > 3
-            && self.single_face_contains_vertex(vertex_id);
-
-        let mut reasons = Vec::new();
-        if !supports_topology_edits {
-            reasons.push("removeVertex requires a single-face open surface topology".to_string());
-        } else if !can_remove_vertex {
-            reasons.push(
-                "removeVertex requires a boundary vertex on a face with at least four vertices"
-                    .to_string(),
-            );
-        }
-
-        Ok(FeatureEditCapabilities {
-            domain: "vertex".to_string(),
-            topology_id: vertex_id,
-            can_push_pull_face: false,
-            can_move_face: false,
-            can_extrude_face: false,
-            can_cut_face: false,
-            can_move_edge: false,
-            can_move_vertex: true,
-            can_insert_vertex_on_edge: false,
-            can_remove_vertex,
-            can_split_edge: false,
-            can_loop_cut: false,
-            reasons,
-        })
-    }
-
-    pub(super) fn supports_single_face_topology_edits(&self) -> bool {
-        if self.local_brep.faces.len() != 1 {
-            return false;
-        }
-
-        let Some(face) = self.local_brep.faces.first() else {
-            return false;
-        };
-
-        if !face.inner_loops.is_empty() {
-            return false;
-        }
-
-        let loop_vertices = self.local_brep.get_loop_vertex_indices(face.outer_loop);
-        if loop_vertices.len() < 3 {
-            return false;
-        }
-
-        for edge in &self.local_brep.edges {
-            let incident = incident_faces_for_edge(&self.local_brep, edge.id);
-            if incident.len() > 1 {
-                return false;
-            }
-        }
-
-        true
-    }
-
-    pub(super) fn supports_any_edge_topology_edits(&self) -> bool {
-        self.local_brep
-            .edges
-            .iter()
-            .any(|edge| self.supports_rebuildable_edge_topology_edits(edge.id))
-    }
-
-    pub(super) fn supports_rebuildable_edge_topology_edits(&self, edge_id: u32) -> bool {
-        let Some(edge) = self.local_brep.edges.get(edge_id as usize) else {
-            return false;
-        };
-
-        [Some(edge.halfedge), edge.twin_halfedge]
-            .into_iter()
-            .flatten()
-            .filter_map(|halfedge_id| self.local_brep.halfedges.get(halfedge_id as usize))
-            .any(|halfedge| halfedge.face.is_some() || halfedge.wire_ref.is_some())
-    }
-
-    pub(super) fn supports_any_face_cut(&self) -> bool {
-        self.local_brep
-            .faces
-            .iter()
-            .any(|face| self.supports_face_cut_on_face(face.id))
-    }
-
-    pub(super) fn supports_face_cut_on_face(&self, face_id: u32) -> bool {
-        let Some(face) = self
-            .local_brep
-            .faces
-            .iter()
-            .find(|candidate| candidate.id == face_id)
-        else {
-            return false;
-        };
-
-        if !face.inner_loops.is_empty() {
-            return false;
-        }
-
-        self.local_brep
-            .get_loop_halfedges(face.outer_loop)
-            .map(|halfedges| halfedges.len() >= 4)
-            .unwrap_or(false)
-    }
-
-    pub(super) fn supports_any_loop_cut(&self) -> bool {
-        self.local_brep
-            .edges
-            .iter()
-            .any(|edge| self.supports_loop_cut_from_edge(edge.id))
-    }
-
-    pub(super) fn supports_loop_cut_from_edge(&self, edge_id: u32) -> bool {
-        collect_closed_quad_edge_ring(&self.local_brep, edge_id).is_ok()
-    }
-
-    fn single_face_vertex_count(&self) -> usize {
-        self.local_brep
-            .faces
-            .first()
-            .map(|face| {
-                self.local_brep
-                    .get_loop_vertex_indices(face.outer_loop)
-                    .len()
-            })
-            .unwrap_or(0)
-    }
-
-    fn single_face_contains_vertex(&self, vertex_id: u32) -> bool {
-        let Some(face) = self.local_brep.faces.first() else {
-            return false;
-        };
-
-        self.local_brep
-            .get_loop_vertex_indices(face.outer_loop)
-            .contains(&vertex_id)
-    }
-}
diff --git a/main/opengeometry/src/editor/edits.rs b/main/opengeometry/src/editor/edits.rs
deleted file mode 100644
index 338cb68..0000000
--- a/main/opengeometry/src/editor/edits.rs
+++ /dev/null
@@ -1,9 +0,0 @@
-mod edge_insert;
-mod extrusion;
-mod face_cut;
-mod loop_cut;
-mod topology;
-mod translation;
-mod vertex_remove;
-
-pub(in crate::editor) use loop_cut::collect_closed_quad_edge_ring;
diff --git a/main/opengeometry/src/editor/edits/edge_insert.rs b/main/opengeometry/src/editor/edits/edge_insert.rs
deleted file mode 100644
index 2efd69c..0000000
--- a/main/opengeometry/src/editor/edits/edge_insert.rs
+++ /dev/null
@@ -1,201 +0,0 @@
-use crate::brep::BrepBuilder;
-use openmaths::Vector3;
-
-use super::super::{
-    BrepDiagnostic, EditEffect, OGFreeformGeometry, TopologyChangeJournal, GEOMETRY_EPSILON,
-};
-use super::topology::undirected_edge_key;
-
-impl OGFreeformGeometry {
-    pub(in crate::editor) fn insert_vertex_on_edge_internal(
-        &mut self,
-        edge_id: u32,
-        t: f64,
-    ) -> Result<EditEffect, BrepDiagnostic> {
-        if !self.supports_rebuildable_edge_topology_edits(edge_id) {
-            return Err(BrepDiagnostic::error(
-                "unsupported_topology",
-                "insertVertexOnEdge requires an edge used by a rebuildable face loop or wire",
-            )
-            .with_domain("edge", Some(edge_id)));
-        }
-
-        if !t.is_finite() || t <= GEOMETRY_EPSILON || t >= 1.0 - GEOMETRY_EPSILON {
-            return Err(BrepDiagnostic::error(
-                "invalid_parameter",
-                "insertVertexOnEdge expects t in (0, 1)",
-            )
-            .with_domain("edge", Some(edge_id)));
-        }
-
-        let old_brep = self.local_brep.clone();
-        let (from_id, to_id) = old_brep.get_edge_endpoints(edge_id).ok_or_else(|| {
-            BrepDiagnostic::error("missing_edge", format!("Edge {} does not exist", edge_id))
-                .with_domain("edge", Some(edge_id))
-        })?;
-
-        let from = old_brep
-            .vertices
-            .get(from_id as usize)
-            .map(|vertex| vertex.position)
-            .ok_or_else(|| {
-                BrepDiagnostic::error(
-                    "missing_vertex_reference",
-                    format!(
-                        "Vertex {} referenced by edge {} is missing",
-                        from_id, edge_id
-                    ),
-                )
-                .with_domain("vertex", Some(from_id))
-            })?;
-
-        let to = old_brep
-            .vertices
-            .get(to_id as usize)
-            .map(|vertex| vertex.position)
-            .ok_or_else(|| {
-                BrepDiagnostic::error(
-                    "missing_vertex_reference",
-                    format!("Vertex {} referenced by edge {} is missing", to_id, edge_id),
-                )
-                .with_domain("vertex", Some(to_id))
-            })?;
-
-        let inserted = Vector3::new(
-            from.x + (to.x - from.x) * t,
-            from.y + (to.y - from.y) * t,
-            from.z + (to.z - from.z) * t,
-        );
-
-        let mut positions = old_brep
-            .vertices
-            .iter()
-            .map(|vertex| vertex.position)
-            .collect::<Vec<_>>();
-        let inserted_vertex_id = positions.len() as u32;
-        positions.push(inserted);
-
-        let (updated_faces, affected_faces) = self.rebuild_faces_with_inserted_edge_vertex(
-            &old_brep,
-            from_id,
-            to_id,
-            inserted_vertex_id,
-        );
-        let (updated_wires, affected_wires) = self.rebuild_wires_with_inserted_edge_vertex(
-            &old_brep,
-            from_id,
-            to_id,
-            inserted_vertex_id,
-        );
-
-        if affected_faces.is_empty() && affected_wires.is_empty() {
-            return Err(BrepDiagnostic::error(
-                "unsupported_topology",
-                "insertVertexOnEdge requires an edge used by a rebuildable face loop or wire",
-            )
-            .with_domain("edge", Some(edge_id)));
-        }
-
-        let mut builder = BrepBuilder::new(self.local_brep.id);
-        builder.add_vertices(&positions);
-
-        for (outer, holes) in &updated_faces {
-            builder.add_face(outer, holes).map_err(|error| {
-                BrepDiagnostic::error(
-                    "edge_split_failed",
-                    format!("Failed to rebuild face with inserted vertex: {}", error),
-                )
-                .with_domain("edge", Some(edge_id))
-            })?;
-        }
-
-        for (wire_vertices, is_closed) in &updated_wires {
-            builder
-                .add_wire(wire_vertices, *is_closed)
-                .map_err(|error| {
-                    BrepDiagnostic::error(
-                        "edge_split_failed",
-                        format!("Failed to rebuild wire with inserted vertex: {}", error),
-                    )
-                    .with_domain("edge", Some(edge_id))
-                })?;
-        }
-
-        for shell in &old_brep.shells {
-            builder
-                .add_shell(&shell.faces, shell.is_closed)
-                .map_err(|error| {
-                    BrepDiagnostic::error(
-                        "edge_split_failed",
-                        format!("Failed to rebuild shell after edge split: {}", error),
-                    )
-                    .with_domain("edge", Some(edge_id))
-                })?;
-        }
-
-        self.local_brep = builder.build().map_err(|error| {
-            BrepDiagnostic::error(
-                "edge_split_failed",
-                format!("Failed to finalize edge split: {}", error),
-            )
-            .with_domain("edge", Some(edge_id))
-        })?;
-
-        let mut journal = TopologyChangeJournal::default();
-        for face_id in &affected_faces {
-            journal.faces.map(*face_id, vec![*face_id]);
-        }
-        journal.vertices.add_created(inserted_vertex_id);
-
-        let edge_lookup = self.edge_lookup_by_endpoints();
-        for edge in &old_brep.edges {
-            if edge.id == edge_id {
-                let first_key = undirected_edge_key(from_id, inserted_vertex_id);
-                let second_key = undirected_edge_key(inserted_vertex_id, to_id);
-
-                let mut mapped = Vec::new();
-                if let Some(id) = edge_lookup.get(&first_key).copied() {
-                    mapped.push(id);
-                }
-                if let Some(id) = edge_lookup.get(&second_key).copied() {
-                    mapped.push(id);
-                }
-                journal.edges.map(edge.id, mapped);
-                continue;
-            }
-
-            if let Some((start, end)) = old_brep.get_edge_endpoints(edge.id) {
-                let key = undirected_edge_key(start, end);
-                if let Some(new_edge) = edge_lookup.get(&key).copied() {
-                    journal.edges.map(edge.id, vec![new_edge]);
-                }
-            }
-        }
-
-        let mut changed_faces = affected_faces;
-        changed_faces.sort_unstable();
-        changed_faces.dedup();
-        let changed_edges = self.local_brep.edges.iter().map(|edge| edge.id).collect();
-        let changed_vertices = vec![from_id, to_id, inserted_vertex_id];
-
-        Ok(EditEffect {
-            diagnostics: vec![BrepDiagnostic::info(
-                "vertex_inserted_on_edge",
-                format!("Inserted vertex on edge {}", edge_id),
-            )
-            .with_domain("edge", Some(edge_id))],
-            topology_journal: Some(journal),
-            changed_faces,
-            changed_edges,
-            changed_vertices,
-        })
-    }
-
-    pub(in crate::editor) fn split_edge_internal(
-        &mut self,
-        edge_id: u32,
-        t: f64,
-    ) -> Result<EditEffect, BrepDiagnostic> {
-        self.insert_vertex_on_edge_internal(edge_id, t)
-    }
-}
diff --git a/main/opengeometry/src/editor/edits/extrusion.rs b/main/opengeometry/src/editor/edits/extrusion.rs
deleted file mode 100644
index cd6817c..0000000
--- a/main/opengeometry/src/editor/edits/extrusion.rs
+++ /dev/null
@@ -1,281 +0,0 @@
-use std::collections::{HashMap, HashSet};
-
-use openmaths::Vector3;
-
-use crate::brep::BrepBuilder;
-
-use super::super::validation::normalized;
-use super::super::{
-    BrepDiagnostic, ConstraintSettings, EditEffect, OGFreeformGeometry, TopologyChangeJournal,
-    GEOMETRY_EPSILON,
-};
-use super::topology::undirected_edge_key;
-
-impl OGFreeformGeometry {
-    pub(in crate::editor) fn extrude_face_internal(
-        &mut self,
-        face_id: u32,
-        distance: f64,
-        open_surface_mode: bool,
-    ) -> Result<EditEffect, BrepDiagnostic> {
-        if !distance.is_finite() || distance.abs() <= GEOMETRY_EPSILON {
-            return Err(BrepDiagnostic::error(
-                "invalid_distance",
-                "Extrude distance must be a finite non-zero number",
-            )
-            .with_domain("face", Some(face_id)));
-        }
-
-        let Some(face) = self
-            .local_brep
-            .faces
-            .iter()
-            .find(|candidate| candidate.id == face_id)
-            .cloned()
-        else {
-            return Err(BrepDiagnostic::error(
-                "missing_face",
-                format!("Face {} does not exist", face_id),
-            )
-            .with_domain("face", Some(face_id)));
-        };
-
-        if !face.inner_loops.is_empty() {
-            return Err(BrepDiagnostic::error(
-                "unsupported_face",
-                "extrudeFace currently supports faces without holes",
-            )
-            .with_domain("face", Some(face_id)));
-        }
-
-        if open_surface_mode {
-            let mut effect =
-                self.push_pull_face_internal(face_id, distance, &ConstraintSettings::default())?;
-            effect.diagnostics.push(
-                BrepDiagnostic::info(
-                    "open_surface_mode",
-                    "openSurfaceMode uses topology-preserving face translation",
-                )
-                .with_domain("face", Some(face_id)),
-            );
-            return Ok(effect);
-        }
-
-        let loop_vertices = self.local_brep.get_loop_vertex_indices(face.outer_loop);
-        if loop_vertices.len() < 3 {
-            return Err(BrepDiagnostic::error(
-                "invalid_face_topology",
-                "Face has insufficient vertices for extrusion",
-            )
-            .with_domain("face", Some(face_id)));
-        }
-
-        let mut boundary_edge_count = 0usize;
-        for edge in &self.local_brep.edges {
-            let mut incident_count = 0usize;
-            if let Some((a, b)) = self.local_brep.get_edge_endpoints(edge.id) {
-                for index in 0..loop_vertices.len() {
-                    let from = loop_vertices[index];
-                    let to = loop_vertices[(index + 1) % loop_vertices.len()];
-                    if undirected_edge_key(a, b) == undirected_edge_key(from, to) {
-                        incident_count = self.incident_face_count(edge.id);
-                        break;
-                    }
-                }
-            }
-            if incident_count == 1 {
-                boundary_edge_count += 1;
-            }
-        }
-
-        if boundary_edge_count == 0 {
-            let mut effect =
-                self.push_pull_face_internal(face_id, distance, &ConstraintSettings::default())?;
-            effect.diagnostics.push(
-                BrepDiagnostic::info(
-                    "solid_face_extrude",
-                    "Closed-solid face extrusion resolved to push/pull translation",
-                )
-                .with_domain("face", Some(face_id)),
-            );
-            return Ok(effect);
-        }
-
-        if !self.supports_single_face_topology_edits() {
-            return Err(BrepDiagnostic::error(
-                "unsupported_topology",
-                "extrudeFace currently supports open-surface extrusion on single-face entities",
-            )
-            .with_domain("face", Some(face_id)));
-        }
-
-        let Some(normal) = normalized(face.normal) else {
-            return Err(BrepDiagnostic::error(
-                "invalid_face_normal",
-                "Face normal is invalid for extrusion",
-            )
-            .with_domain("face", Some(face_id)));
-        };
-
-        let old_brep = self.local_brep.clone();
-        let old_positions: HashMap<u32, Vector3> = old_brep
-            .vertices
-            .iter()
-            .map(|vertex| (vertex.id, vertex.position))
-            .collect();
-
-        let mut positions = old_brep
-            .vertices
-            .iter()
-            .map(|vertex| vertex.position)
-            .collect::<Vec<_>>();
-
-        for vertex_id in &loop_vertices {
-            let Some(vertex) = positions.get_mut(*vertex_id as usize) else {
-                return Err(BrepDiagnostic::error(
-                    "missing_vertex_reference",
-                    format!("Face {} references missing vertex {}", face_id, vertex_id),
-                )
-                .with_domain("vertex", Some(*vertex_id)));
-            };
-            vertex.x += normal.x * distance;
-            vertex.y += normal.y * distance;
-            vertex.z += normal.z * distance;
-        }
-
-        let mut bottom_vertex_map: HashMap<u32, u32> = HashMap::new();
-        for vertex_id in &loop_vertices {
-            let bottom_id = positions.len() as u32;
-            let Some(original_position) = old_positions.get(vertex_id) else {
-                return Err(BrepDiagnostic::error(
-                    "missing_vertex_reference",
-                    format!("Vertex {} not found in source face", vertex_id),
-                )
-                .with_domain("vertex", Some(*vertex_id)));
-            };
-            positions.push(*original_position);
-            bottom_vertex_map.insert(*vertex_id, bottom_id);
-        }
-
-        let mut builder = BrepBuilder::new(self.local_brep.id);
-        builder.add_vertices(&positions);
-
-        builder.add_face(&loop_vertices, &[]).map_err(|error| {
-            BrepDiagnostic::error(
-                "extrude_failed",
-                format!("Failed to build extruded top face: {}", error),
-            )
-            .with_domain("face", Some(face_id))
-        })?;
-
-        let bottom_loop: Vec<u32> = loop_vertices
-            .iter()
-            .rev()
-            .map(|vertex_id| bottom_vertex_map[vertex_id])
-            .collect();
-
-        builder.add_face(&bottom_loop, &[]).map_err(|error| {
-            BrepDiagnostic::error(
-                "extrude_failed",
-                format!("Failed to build extruded bottom face: {}", error),
-            )
-            .with_domain("face", Some(face_id))
-        })?;
-
-        for index in 0..loop_vertices.len() {
-            let top_current = loop_vertices[index];
-            let top_next = loop_vertices[(index + 1) % loop_vertices.len()];
-            let bottom_current = bottom_vertex_map[&top_current];
-            let bottom_next = bottom_vertex_map[&top_next];
-
-            let side = vec![top_current, bottom_current, bottom_next, top_next];
-            builder.add_face(&side, &[]).map_err(|error| {
-                BrepDiagnostic::error(
-                    "extrude_failed",
-                    format!("Failed to build extruded side face: {}", error),
-                )
-                .with_domain("face", Some(face_id))
-            })?;
-        }
-
-        builder.add_shell_from_all_faces(true).map_err(|error| {
-            BrepDiagnostic::error(
-                "extrude_failed",
-                format!("Failed to build closed shell: {}", error),
-            )
-            .with_domain("face", Some(face_id))
-        })?;
-
-        self.local_brep = builder.build().map_err(|error| {
-            BrepDiagnostic::error(
-                "extrude_failed",
-                format!("Failed to finalize extruded topology: {}", error),
-            )
-            .with_domain("face", Some(face_id))
-        })?;
-
-        let mut journal = TopologyChangeJournal::default();
-        journal.faces.map(face_id, vec![0]);
-
-        let after_edge_lookup = self.edge_lookup_by_endpoints();
-        for edge in &old_brep.edges {
-            if let Some((from, to)) = old_brep.get_edge_endpoints(edge.id) {
-                let key = undirected_edge_key(from, to);
-                if let Some(new_edge_id) = after_edge_lookup.get(&key).copied() {
-                    journal.edges.map(edge.id, vec![new_edge_id]);
-                }
-            }
-        }
-
-        let new_face_ids: HashSet<u32> = self.local_brep.faces.iter().map(|face| face.id).collect();
-        for face in new_face_ids {
-            if face != 0 {
-                journal.faces.add_created(face);
-            }
-        }
-
-        let mapped_edges: HashSet<u32> =
-            journal.edges.mapping.values().flatten().copied().collect();
-        for edge in &self.local_brep.edges {
-            if !mapped_edges.contains(&edge.id) {
-                journal.edges.add_created(edge.id);
-            }
-        }
-
-        let old_vertex_count = old_brep.vertices.len() as u32;
-        for vertex_id in old_vertex_count..self.local_brep.vertices.len() as u32 {
-            journal.vertices.add_created(vertex_id);
-        }
-
-        let changed_faces = self
-            .local_brep
-            .faces
-            .iter()
-            .map(|face| face.id)
-            .collect::<Vec<_>>();
-        let changed_edges = self
-            .local_brep
-            .edges
-            .iter()
-            .map(|edge| edge.id)
-            .collect::<Vec<_>>();
-        let changed_vertices = self
-            .local_brep
-            .vertices
-            .iter()
-            .map(|vertex| vertex.id)
-            .collect::<Vec<_>>();
-
-        Ok(EditEffect {
-            diagnostics: vec![BrepDiagnostic::info(
-                "face_extruded",
-                format!("Face {} extruded successfully", face_id),
-            )
-            .with_domain("face", Some(face_id))],
-            topology_journal: Some(journal),
-            changed_faces,
-            changed_edges,
-            changed_vertices,
-        })
-    }
-}
diff --git a/main/opengeometry/src/editor/edits/face_cut.rs b/main/opengeometry/src/editor/edits/face_cut.rs
deleted file mode 100644
index 72b9256..0000000
--- a/main/opengeometry/src/editor/edits/face_cut.rs
+++ /dev/null
@@ -1,327 +0,0 @@
-use std::collections::HashSet;
-
-use crate::brep::BrepBuilder;
-
-use super::super::{
-    BrepDiagnostic, EditEffect, OGFreeformGeometry, TopologyChangeJournal, GEOMETRY_EPSILON,
-};
-use super::topology::{
-    face_outer_loop_edges, insert_vertex_into_loop, interpolate_loop_edge_position,
-    split_loop_between_vertices, undirected_edge_key,
-};
-
-impl OGFreeformGeometry {
-    pub(in crate::editor) fn cut_face_internal(
-        &mut self,
-        face_id: u32,
-        start_edge_id: u32,
-        start_t: f64,
-        end_edge_id: u32,
-        end_t: f64,
-    ) -> Result<EditEffect, BrepDiagnostic> {
-        if start_edge_id == end_edge_id {
-            return Err(BrepDiagnostic::error(
-                "invalid_topology_selection",
-                "cutFace requires two distinct edges on the target face",
-            )
-            .with_domain("face", Some(face_id)));
-        }
-
-        for (edge_id, t_value) in [(start_edge_id, start_t), (end_edge_id, end_t)] {
-            if !t_value.is_finite()
-                || t_value <= GEOMETRY_EPSILON
-                || t_value >= 1.0 - GEOMETRY_EPSILON
-            {
-                return Err(BrepDiagnostic::error(
-                    "invalid_parameter",
-                    "cutFace expects t in (0, 1)",
-                )
-                .with_domain("edge", Some(edge_id)));
-            }
-        }
-
-        if !self.supports_face_cut_on_face(face_id) {
-            return Err(BrepDiagnostic::error(
-                "unsupported_topology",
-                "cutFace currently requires a face without holes and at least four boundary edges",
-            )
-            .with_domain("face", Some(face_id)));
-        }
-
-        let old_brep = self.local_brep.clone();
-        let face = old_brep
-            .faces
-            .iter()
-            .find(|candidate| candidate.id == face_id)
-            .cloned()
-            .ok_or_else(|| {
-                BrepDiagnostic::error("missing_face", format!("Face {} does not exist", face_id))
-                    .with_domain("face", Some(face_id))
-            })?;
-
-        let face_vertices = old_brep.get_loop_vertex_indices(face.outer_loop);
-        let face_edges = face_outer_loop_edges(&old_brep, face_id)?;
-
-        let start_edge_index = face_edges
-            .iter()
-            .position(|candidate| *candidate == start_edge_id)
-            .ok_or_else(|| {
-                BrepDiagnostic::error(
-                    "edge_not_on_face",
-                    format!("Edge {} is not part of face {}", start_edge_id, face_id),
-                )
-                .with_domain("edge", Some(start_edge_id))
-            })?;
-        let end_edge_index = face_edges
-            .iter()
-            .position(|candidate| *candidate == end_edge_id)
-            .ok_or_else(|| {
-                BrepDiagnostic::error(
-                    "edge_not_on_face",
-                    format!("Edge {} is not part of face {}", end_edge_id, face_id),
-                )
-                .with_domain("edge", Some(end_edge_id))
-            })?;
-
-        let start_from = face_vertices[start_edge_index];
-        let start_to = face_vertices[(start_edge_index + 1) % face_vertices.len()];
-        let end_from = face_vertices[end_edge_index];
-        let end_to = face_vertices[(end_edge_index + 1) % face_vertices.len()];
-
-        let start_inserted = interpolate_loop_edge_position(
-            &old_brep,
-            start_from,
-            start_to,
-            start_t,
-            start_edge_id,
-        )?;
-        let end_inserted =
-            interpolate_loop_edge_position(&old_brep, end_from, end_to, end_t, end_edge_id)?;
-
-        let mut positions = old_brep
-            .vertices
-            .iter()
-            .map(|vertex| vertex.position)
-            .collect::<Vec<_>>();
-        let start_inserted_vertex_id = positions.len() as u32;
-        positions.push(start_inserted);
-        let end_inserted_vertex_id = positions.len() as u32;
-        positions.push(end_inserted);
-
-        let mut primary_faces = Vec::with_capacity(old_brep.faces.len());
-        let mut secondary_face_loop = None;
-        let mut changed_faces = HashSet::new();
-
-        for candidate_face in &old_brep.faces {
-            let outer_loop = old_brep.get_loop_vertex_indices(candidate_face.outer_loop);
-            let (outer_with_start, outer_start_changed) = insert_vertex_into_loop(
-                &outer_loop,
-                start_from,
-                start_to,
-                start_inserted_vertex_id,
-            );
-            let (outer_with_both, outer_end_changed) = insert_vertex_into_loop(
-                &outer_with_start,
-                end_from,
-                end_to,
-                end_inserted_vertex_id,
-            );
-
-            let mut holes = Vec::with_capacity(candidate_face.inner_loops.len());
-            let mut hole_changed = false;
-            for loop_id in &candidate_face.inner_loops {
-                let hole_loop = old_brep.get_loop_vertex_indices(*loop_id);
-                let (hole_with_start, hole_start_changed) = insert_vertex_into_loop(
-                    &hole_loop,
-                    start_from,
-                    start_to,
-                    start_inserted_vertex_id,
-                );
-                let (hole_with_both, hole_end_changed) = insert_vertex_into_loop(
-                    &hole_with_start,
-                    end_from,
-                    end_to,
-                    end_inserted_vertex_id,
-                );
-                hole_changed |= hole_start_changed || hole_end_changed;
-                holes.push(hole_with_both);
-            }
-
-            if candidate_face.id == face_id {
-                if !outer_start_changed || !outer_end_changed {
-                    return Err(BrepDiagnostic::error(
-                        "cut_face_failed",
-                        format!(
-                            "Failed to insert cut points into the boundary of face {}",
-                            face_id
-                        ),
-                    )
-                    .with_domain("face", Some(face_id)));
-                }
-
-                let (primary_loop, secondary_loop) = split_loop_between_vertices(
-                    &outer_with_both,
-                    start_inserted_vertex_id,
-                    end_inserted_vertex_id,
-                    face_id,
-                )?;
-
-                primary_faces.push((primary_loop, Vec::new()));
-                secondary_face_loop = Some(secondary_loop);
-                changed_faces.insert(face_id);
-                continue;
-            }
-
-            if outer_start_changed || outer_end_changed || hole_changed {
-                changed_faces.insert(candidate_face.id);
-            }
-
-            primary_faces.push((outer_with_both, holes));
-        }
-
-        let mut builder = BrepBuilder::new(self.local_brep.id);
-        builder.add_vertices(&positions);
-
-        for (outer, holes) in &primary_faces {
-            builder.add_face(outer, holes).map_err(|error| {
-                BrepDiagnostic::error(
-                    "cut_face_failed",
-                    format!("Failed to rebuild face during cutFace: {}", error),
-                )
-                .with_domain("face", Some(face_id))
-            })?;
-        }
-
-        let secondary_face_loop = secondary_face_loop.ok_or_else(|| {
-            BrepDiagnostic::error(
-                "cut_face_failed",
-                "Failed to create the second face produced by cutFace",
-            )
-            .with_domain("face", Some(face_id))
-        })?;
-        let new_face_id = builder
-            .add_face(&secondary_face_loop, &[])
-            .map_err(|error| {
-                BrepDiagnostic::error(
-                    "cut_face_failed",
-                    format!("Failed to append the second cut face: {}", error),
-                )
-                .with_domain("face", Some(face_id))
-            })?;
-
-        for shell in &old_brep.shells {
-            let mut shell_faces = Vec::new();
-            for old_face_id in &shell.faces {
-                shell_faces.push(*old_face_id);
-                if *old_face_id == face_id {
-                    shell_faces.push(new_face_id);
-                }
-            }
-
-            builder
-                .add_shell(&shell_faces, shell.is_closed)
-                .map_err(|error| {
-                    BrepDiagnostic::error(
-                        "cut_face_failed",
-                        format!("Failed to rebuild shell after cutFace: {}", error),
-                    )
-                    .with_domain("face", Some(face_id))
-                })?;
-        }
-
-        self.local_brep = builder.build().map_err(|error| {
-            BrepDiagnostic::error(
-                "cut_face_failed",
-                format!("Failed to finalize cutFace: {}", error),
-            )
-            .with_domain("face", Some(face_id))
-        })?;
-
-        let mut journal = TopologyChangeJournal::default();
-        journal.faces.map(face_id, vec![face_id, new_face_id]);
-        journal.faces.add_created(new_face_id);
-        journal.vertices.add_created(start_inserted_vertex_id);
-        journal.vertices.add_created(end_inserted_vertex_id);
-
-        let edge_lookup = self.edge_lookup_by_endpoints();
-        let mut changed_edges = HashSet::new();
-
-        for edge in &old_brep.edges {
-            let Some((from, to)) = old_brep.get_edge_endpoints(edge.id) else {
-                continue;
-            };
-
-            let mapped = if edge.id == start_edge_id || edge.id == end_edge_id {
-                let inserted_vertex_id = if edge.id == start_edge_id {
-                    start_inserted_vertex_id
-                } else {
-                    end_inserted_vertex_id
-                };
-
-                let mut split_edges = Vec::new();
-                let first_key = undirected_edge_key(from, inserted_vertex_id);
-                let second_key = undirected_edge_key(inserted_vertex_id, to);
-
-                if let Some(mapped_id) = edge_lookup.get(&first_key).copied() {
-                    split_edges.push(mapped_id);
-                }
-                if let Some(mapped_id) = edge_lookup.get(&second_key).copied() {
-                    split_edges.push(mapped_id);
-                }
-
-                changed_edges.extend(split_edges.iter().copied());
-                split_edges
-            } else {
-                let key = undirected_edge_key(from, to);
-                edge_lookup
-                    .get(&key)
-                    .copied()
-                    .map(|mapped_id| vec![mapped_id])
-                    .unwrap_or_default()
-            };
-
-            journal.edges.map(edge.id, mapped);
-        }
-
-        let connecting_edge_key =
-            undirected_edge_key(start_inserted_vertex_id, end_inserted_vertex_id);
-        let connecting_edge_id =
-            edge_lookup
-                .get(&connecting_edge_key)
-                .copied()
-                .ok_or_else(|| {
-                    BrepDiagnostic::error(
-                        "cut_face_failed",
-                        "cutFace did not produce the new connecting edge",
-                    )
-                    .with_domain("face", Some(face_id))
-                })?;
-        journal.edges.add_created(connecting_edge_id);
-        changed_edges.insert(connecting_edge_id);
-
-        changed_faces.insert(new_face_id);
-
-        let mut changed_faces = changed_faces.into_iter().collect::<Vec<_>>();
-        changed_faces.sort_unstable();
-
-        let mut changed_edges = changed_edges.into_iter().collect::<Vec<_>>();
-        changed_edges.sort_unstable();
-
-        let changed_vertices = vec![start_inserted_vertex_id, end_inserted_vertex_id];
-
-        Ok(EditEffect {
-            diagnostics: vec![BrepDiagnostic::info(
-                "face_cut_applied",
-                format!(
-                    "Cut face {} between edges {} and {}",
-                    face_id, start_edge_id, end_edge_id
-                ),
-            )
-            .with_domain("face", Some(face_id))],
-            topology_journal: Some(journal),
-            changed_faces,
-            changed_edges,
-            changed_vertices,
-        })
-    }
-}
diff --git a/main/opengeometry/src/editor/edits/loop_cut.rs b/main/opengeometry/src/editor/edits/loop_cut.rs
deleted file mode 100644
index ddb0c2a..0000000
--- a/main/opengeometry/src/editor/edits/loop_cut.rs
+++ /dev/null
@@ -1,504 +0,0 @@
-use std::collections::{HashMap, HashSet};
-
-use openmaths::Vector3;
-
-use crate::brep::{Brep, BrepBuilder};
-
-use super::super::inspection::incident_faces_for_edge;
-use super::super::validation::normalized;
-use super::super::{
-    BrepDiagnostic, EditEffect, OGFreeformGeometry, TopologyChangeJournal, GEOMETRY_EPSILON,
-};
-use super::topology::{
-    face_outer_loop_edges, insert_vertex_into_loop, split_loop_between_vertices,
-    undirected_edge_key,
-};
-
-#[derive(Clone)]
-pub(in crate::editor) struct LoopCutFaceStep {
-    pub face_id: u32,
-    pub input_edge_id: u32,
-    pub opposite_edge_id: u32,
-}
-
-#[derive(Clone)]
-pub(in crate::editor) struct LoopCutRing {
-    pub edge_ids: Vec<u32>,
-    pub face_steps: Vec<LoopCutFaceStep>,
-}
-
-impl OGFreeformGeometry {
-    pub(in crate::editor) fn loop_cut_edge_ring_internal(
-        &mut self,
-        edge_id: u32,
-        t: f64,
-    ) -> Result<EditEffect, BrepDiagnostic> {
-        if !t.is_finite() || t <= GEOMETRY_EPSILON || t >= 1.0 - GEOMETRY_EPSILON {
-            return Err(
-                BrepDiagnostic::error("invalid_parameter", "loopCut expects t in (0, 1)")
-                    .with_domain("edge", Some(edge_id)),
-            );
-        }
-
-        let old_brep = self.local_brep.clone();
-        let ring = collect_closed_quad_edge_ring(&old_brep, edge_id)?;
-
-        let (reference_from, reference_to) =
-            old_brep.get_edge_endpoints(edge_id).ok_or_else(|| {
-                BrepDiagnostic::error("missing_edge", format!("Edge {} does not exist", edge_id))
-                    .with_domain("edge", Some(edge_id))
-            })?;
-
-        let reference_direction = old_brep
-            .vertices
-            .get(reference_to as usize)
-            .zip(old_brep.vertices.get(reference_from as usize))
-            .and_then(|(to, from)| {
-                normalized(Vector3::new(
-                    to.position.x - from.position.x,
-                    to.position.y - from.position.y,
-                    to.position.z - from.position.z,
-                ))
-            });
-
-        let mut positions = old_brep
-            .vertices
-            .iter()
-            .map(|vertex| vertex.position)
-            .collect::<Vec<_>>();
-        let mut inserted_vertex_by_edge = HashMap::new();
-
-        for ring_edge_id in &ring.edge_ids {
-            let (from_id, to_id) = old_brep.get_edge_endpoints(*ring_edge_id).ok_or_else(|| {
-                BrepDiagnostic::error(
-                    "missing_edge",
-                    format!("Edge {} does not exist", ring_edge_id),
-                )
-                .with_domain("edge", Some(*ring_edge_id))
-            })?;
-
-            let from = old_brep
-                .vertices
-                .get(from_id as usize)
-                .map(|vertex| vertex.position)
-                .ok_or_else(|| {
-                    BrepDiagnostic::error(
-                        "missing_vertex_reference",
-                        format!(
-                            "Vertex {} referenced by edge {} is missing",
-                            from_id, ring_edge_id
-                        ),
-                    )
-                    .with_domain("vertex", Some(from_id))
-                })?;
-            let to = old_brep
-                .vertices
-                .get(to_id as usize)
-                .map(|vertex| vertex.position)
-                .ok_or_else(|| {
-                    BrepDiagnostic::error(
-                        "missing_vertex_reference",
-                        format!(
-                            "Vertex {} referenced by edge {} is missing",
-                            to_id, ring_edge_id
-                        ),
-                    )
-                    .with_domain("vertex", Some(to_id))
-                })?;
-
-            let edge_direction =
-                normalized(Vector3::new(to.x - from.x, to.y - from.y, to.z - from.z));
-            let local_t =
-                if let (Some(reference), Some(direction)) = (reference_direction, edge_direction) {
-                    if reference.dot(&direction) < 0.0 {
-                        1.0 - t
-                    } else {
-                        t
-                    }
-                } else {
-                    t
-                };
-
-            let inserted = Vector3::new(
-                from.x + (to.x - from.x) * local_t,
-                from.y + (to.y - from.y) * local_t,
-                from.z + (to.z - from.z) * local_t,
-            );
-
-            let inserted_vertex_id = positions.len() as u32;
-            positions.push(inserted);
-            inserted_vertex_by_edge.insert(*ring_edge_id, inserted_vertex_id);
-        }
-
-        let face_step_by_id = ring
-            .face_steps
-            .iter()
-            .map(|step| (step.face_id, step))
-            .collect::<HashMap<_, _>>();
-
-        let mut primary_faces = Vec::with_capacity(old_brep.faces.len());
-        let mut extra_face_specs = Vec::<(u32, Vec<u32>)>::new();
-
-        for face in &old_brep.faces {
-            let outer_loop = old_brep.get_loop_vertex_indices(face.outer_loop);
-
-            if let Some(step) = face_step_by_id.get(&face.id) {
-                let inserted_a = *inserted_vertex_by_edge
-                    .get(&step.input_edge_id)
-                    .ok_or_else(|| {
-                        BrepDiagnostic::error(
-                            "loop_cut_failed",
-                            format!("Missing inserted vertex for edge {}", step.input_edge_id),
-                        )
-                        .with_domain("edge", Some(step.input_edge_id))
-                    })?;
-                let inserted_b = *inserted_vertex_by_edge
-                    .get(&step.opposite_edge_id)
-                    .ok_or_else(|| {
-                        BrepDiagnostic::error(
-                            "loop_cut_failed",
-                            format!("Missing inserted vertex for edge {}", step.opposite_edge_id),
-                        )
-                        .with_domain("edge", Some(step.opposite_edge_id))
-                    })?;
-
-                let (input_from, input_to) = old_brep
-                    .get_edge_endpoints(step.input_edge_id)
-                    .ok_or_else(|| {
-                        BrepDiagnostic::error(
-                            "missing_edge",
-                            format!("Edge {} does not exist", step.input_edge_id),
-                        )
-                        .with_domain("edge", Some(step.input_edge_id))
-                    })?;
-                let (opposite_from, opposite_to) = old_brep
-                    .get_edge_endpoints(step.opposite_edge_id)
-                    .ok_or_else(|| {
-                        BrepDiagnostic::error(
-                            "missing_edge",
-                            format!("Edge {} does not exist", step.opposite_edge_id),
-                        )
-                        .with_domain("edge", Some(step.opposite_edge_id))
-                    })?;
-
-                let (with_first, inserted_first) =
-                    insert_vertex_into_loop(&outer_loop, input_from, input_to, inserted_a);
-                let (with_both, inserted_second) =
-                    insert_vertex_into_loop(&with_first, opposite_from, opposite_to, inserted_b);
-
-                if !inserted_first || !inserted_second {
-                    return Err(BrepDiagnostic::error(
-                        "loop_cut_failed",
-                        format!(
-                            "Failed to insert loop-cut vertices into face {} boundary",
-                            face.id
-                        ),
-                    )
-                    .with_domain("face", Some(face.id)));
-                }
-
-                let (primary_loop, secondary_loop) =
-                    split_loop_between_vertices(&with_both, inserted_a, inserted_b, face.id)?;
-
-                primary_faces.push((primary_loop, Vec::new()));
-                extra_face_specs.push((face.id, secondary_loop));
-                continue;
-            }
-
-            let holes = face
-                .inner_loops
-                .iter()
-                .map(|loop_id| old_brep.get_loop_vertex_indices(*loop_id))
-                .collect::<Vec<_>>();
-            primary_faces.push((outer_loop, holes));
-        }
-
-        let mut builder = BrepBuilder::new(self.local_brep.id);
-        builder.add_vertices(&positions);
-
-        for (outer, holes) in &primary_faces {
-            builder.add_face(outer, holes).map_err(|error| {
-                BrepDiagnostic::error(
-                    "loop_cut_failed",
-                    format!("Failed to rebuild primary face during loop cut: {}", error),
-                )
-                .with_domain("edge", Some(edge_id))
-            })?;
-        }
-
-        let old_face_count = old_brep.faces.len() as u32;
-        let mut extra_face_id_by_old = HashMap::new();
-
-        for (index, (old_face_id, outer)) in extra_face_specs.iter().enumerate() {
-            builder.add_face(outer, &[]).map_err(|error| {
-                BrepDiagnostic::error(
-                    "loop_cut_failed",
-                    format!("Failed to rebuild split face during loop cut: {}", error),
-                )
-                .with_domain("face", Some(*old_face_id))
-            })?;
-            extra_face_id_by_old.insert(*old_face_id, old_face_count + index as u32);
-        }
-
-        for shell in &old_brep.shells {
-            let mut shell_faces = Vec::new();
-            for old_face_id in &shell.faces {
-                shell_faces.push(*old_face_id);
-                if let Some(extra_face_id) = extra_face_id_by_old.get(old_face_id) {
-                    shell_faces.push(*extra_face_id);
-                }
-            }
-
-            builder
-                .add_shell(&shell_faces, shell.is_closed)
-                .map_err(|error| {
-                    BrepDiagnostic::error(
-                        "loop_cut_failed",
-                        format!("Failed to rebuild shell after loop cut: {}", error),
-                    )
-                    .with_domain("edge", Some(edge_id))
-                })?;
-        }
-
-        self.local_brep = builder.build().map_err(|error| {
-            BrepDiagnostic::error(
-                "loop_cut_failed",
-                format!("Failed to finalize loop cut: {}", error),
-            )
-            .with_domain("edge", Some(edge_id))
-        })?;
-
-        let mut journal = TopologyChangeJournal::default();
-        for (old_face_id, extra_face_id) in &extra_face_id_by_old {
-            journal
-                .faces
-                .map(*old_face_id, vec![*old_face_id, *extra_face_id]);
-            journal.faces.add_created(*extra_face_id);
-        }
-
-        for inserted_vertex_id in inserted_vertex_by_edge.values() {
-            journal.vertices.add_created(*inserted_vertex_id);
-        }
-
-        let edge_lookup = self.edge_lookup_by_endpoints();
-        let mut changed_edges = HashSet::new();
-
-        for edge in &old_brep.edges {
-            let Some((from, to)) = old_brep.get_edge_endpoints(edge.id) else {
-                continue;
-            };
-
-            let mapped = if let Some(inserted_vertex_id) = inserted_vertex_by_edge.get(&edge.id) {
-                let mut split_edges = Vec::new();
-                let first_key = undirected_edge_key(from, *inserted_vertex_id);
-                let second_key = undirected_edge_key(*inserted_vertex_id, to);
-
-                if let Some(id) = edge_lookup.get(&first_key).copied() {
-                    split_edges.push(id);
-                }
-                if let Some(id) = edge_lookup.get(&second_key).copied() {
-                    split_edges.push(id);
-                }
-
-                split_edges
-            } else {
-                let key = undirected_edge_key(from, to);
-                edge_lookup
-                    .get(&key)
-                    .copied()
-                    .map(|id| vec![id])
-                    .unwrap_or_default()
-            };
-
-            changed_edges.extend(mapped.iter().copied());
-            journal.edges.map(edge.id, mapped);
-        }
-
-        for step in &ring.face_steps {
-            let inserted_a = inserted_vertex_by_edge[&step.input_edge_id];
-            let inserted_b = inserted_vertex_by_edge[&step.opposite_edge_id];
-            let key = undirected_edge_key(inserted_a, inserted_b);
-            if let Some(new_edge_id) = edge_lookup.get(&key).copied() {
-                journal.edges.add_created(new_edge_id);
-                changed_edges.insert(new_edge_id);
-            }
-        }
-
-        let mut changed_faces = ring
-            .face_steps
-            .iter()
-            .map(|step| step.face_id)
-            .collect::<Vec<_>>();
-        changed_faces.extend(extra_face_id_by_old.values().copied());
-        changed_faces.sort_unstable();
-        changed_faces.dedup();
-
-        let mut changed_edges = changed_edges.into_iter().collect::<Vec<_>>();
-        changed_edges.sort_unstable();
-
-        let mut changed_vertices = inserted_vertex_by_edge
-            .values()
-            .copied()
-            .collect::<Vec<_>>();
-        changed_vertices.sort_unstable();
-        changed_vertices.dedup();
-
-        Ok(EditEffect {
-            diagnostics: vec![BrepDiagnostic::info(
-                "loop_cut_applied",
-                format!(
-                    "Applied loop cut across {} quad faces starting from edge {}",
-                    ring.face_steps.len(),
-                    edge_id
-                ),
-            )
-            .with_domain("edge", Some(edge_id))],
-            topology_journal: Some(journal),
-            changed_faces,
-            changed_edges,
-            changed_vertices,
-        })
-    }
-}
-
-pub(in crate::editor) fn collect_closed_quad_edge_ring(
-    brep: &Brep,
-    start_edge_id: u32,
-) -> Result<LoopCutRing, BrepDiagnostic> {
-    let incident_faces = incident_faces_for_edge(brep, start_edge_id);
-    if incident_faces.len() != 2 {
-        return Err(BrepDiagnostic::error(
-            "unsupported_topology",
-            "loopCut currently requires an edge with two incident faces in a closed quad ring",
-        )
-        .with_domain("edge", Some(start_edge_id)));
-    }
-
-    let mut last_error = None;
-    for start_face_id in incident_faces {
-        match traverse_closed_quad_edge_ring(brep, start_edge_id, start_face_id) {
-            Ok(ring) => return Ok(ring),
-            Err(error) => last_error = Some(error),
-        }
-    }
-
-    Err(last_error.unwrap_or_else(|| {
-        BrepDiagnostic::error(
-            "unsupported_topology",
-            "loopCut could not resolve a valid closed quad edge ring",
-        )
-        .with_domain("edge", Some(start_edge_id))
-    }))
-}
-
-fn traverse_closed_quad_edge_ring(
-    brep: &Brep,
-    start_edge_id: u32,
-    start_face_id: u32,
-) -> Result<LoopCutRing, BrepDiagnostic> {
-    let mut edge_ids = vec![start_edge_id];
-    let mut face_steps = Vec::new();
-    let mut visited_faces = HashSet::new();
-    let mut current_edge_id = start_edge_id;
-    let mut current_face_id = start_face_id;
-
-    loop {
-        if !visited_faces.insert(current_face_id) {
-            return Err(BrepDiagnostic::error(
-                "unsupported_topology",
-                "loopCut edge ring revisited a face before closing cleanly",
-            )
-            .with_domain("face", Some(current_face_id)));
-        }
-
-        let face = brep
-            .faces
-            .iter()
-            .find(|candidate| candidate.id == current_face_id)
-            .ok_or_else(|| {
-                BrepDiagnostic::error(
-                    "missing_face",
-                    format!("Face {} does not exist", current_face_id),
-                )
-                .with_domain("face", Some(current_face_id))
-            })?;
-
-        if !face.inner_loops.is_empty() {
-            return Err(BrepDiagnostic::error(
-                "unsupported_topology",
-                "loopCut currently supports quad faces without holes",
-            )
-            .with_domain("face", Some(current_face_id)));
-        }
-
-        let loop_edges = face_outer_loop_edges(brep, face.id)?;
-        if loop_edges.len() != 4 {
-            return Err(BrepDiagnostic::error(
-                "unsupported_topology",
-                "loopCut currently supports quad edge rings only",
-            )
-            .with_domain("face", Some(current_face_id)));
-        }
-
-        let current_index = loop_edges
-            .iter()
-            .position(|candidate| *candidate == current_edge_id)
-            .ok_or_else(|| {
-                BrepDiagnostic::error(
-                    "invalid_face_topology",
-                    format!(
-                        "Edge {} is not part of face {} while traversing loopCut ring",
-                        current_edge_id, current_face_id
-                    ),
-                )
-                .with_domain("edge", Some(current_edge_id))
-            })?;
-        let opposite_edge_id = loop_edges[(current_index + 2) % loop_edges.len()];
-
-        face_steps.push(LoopCutFaceStep {
-            face_id: current_face_id,
-            input_edge_id: current_edge_id,
-            opposite_edge_id,
-        });
-
-        if opposite_edge_id == start_edge_id {
-            return Ok(LoopCutRing {
-                edge_ids,
-                face_steps,
-            });
-        }
-
-        if edge_ids.contains(&opposite_edge_id) {
-            return Err(BrepDiagnostic::error(
-                "unsupported_topology",
-                "loopCut encountered a repeated opposite edge before closing the ring",
-            )
-            .with_domain("edge", Some(opposite_edge_id)));
-        }
-
-        edge_ids.push(opposite_edge_id);
-        let incident_faces = incident_faces_for_edge(brep, opposite_edge_id);
-        if incident_faces.len() != 2 {
-            return Err(BrepDiagnostic::error(
-                "unsupported_topology",
-                "loopCut currently requires a closed quad ring without boundary edges",
-            )
-            .with_domain("edge", Some(opposite_edge_id)));
-        }
-
-        current_face_id = incident_faces
-            .into_iter()
-            .find(|face_id| *face_id != current_face_id)
-            .ok_or_else(|| {
-                BrepDiagnostic::error(
-                    "unsupported_topology",
-                    format!(
-                        "Edge {} did not expose a traversable neighboring face for loopCut",
-                        opposite_edge_id
-                    ),
-                )
-                .with_domain("edge", Some(opposite_edge_id))
-            })?;
-        current_edge_id = opposite_edge_id;
-    }
-}
diff --git a/main/opengeometry/src/editor/edits/topology.rs b/main/opengeometry/src/editor/edits/topology.rs
deleted file mode 100644
index b712e47..0000000
--- a/main/opengeometry/src/editor/edits/topology.rs
+++ /dev/null
@@ -1,325 +0,0 @@
-use std::collections::HashMap;
-
-use openmaths::Vector3;
-
-use crate::brep::Brep;
-
-use super::super::{BrepDiagnostic, OGFreeformGeometry};
-
-impl OGFreeformGeometry {
-    pub(super) fn edge_lookup_by_endpoints(&self) -> HashMap<(u32, u32), u32> {
-        let mut lookup = HashMap::new();
-        for edge in &self.local_brep.edges {
-            if let Some((start, end)) = self.local_brep.get_edge_endpoints(edge.id) {
-                lookup.insert(undirected_edge_key(start, end), edge.id);
-            }
-        }
-        lookup
-    }
-
-    pub(super) fn rebuild_faces_with_inserted_edge_vertex(
-        &self,
-        brep: &Brep,
-        from_id: u32,
-        to_id: u32,
-        inserted_vertex_id: u32,
-    ) -> (Vec<(Vec<u32>, Vec<Vec<u32>>)>, Vec<u32>) {
-        let mut updated_faces = Vec::with_capacity(brep.faces.len());
-        let mut affected_faces = Vec::new();
-
-        for face in &brep.faces {
-            let outer_loop = brep.get_loop_vertex_indices(face.outer_loop);
-            let (outer, outer_changed) =
-                insert_vertex_into_loop(&outer_loop, from_id, to_id, inserted_vertex_id);
-
-            let mut holes = Vec::with_capacity(face.inner_loops.len());
-            let mut hole_changed = false;
-            for loop_id in &face.inner_loops {
-                let hole_loop = brep.get_loop_vertex_indices(*loop_id);
-                let (hole, changed) =
-                    insert_vertex_into_loop(&hole_loop, from_id, to_id, inserted_vertex_id);
-                holes.push(hole);
-                hole_changed |= changed;
-            }
-
-            if outer_changed || hole_changed {
-                affected_faces.push(face.id);
-            }
-
-            updated_faces.push((outer, holes));
-        }
-
-        (updated_faces, affected_faces)
-    }
-
-    pub(super) fn rebuild_wires_with_inserted_edge_vertex(
-        &self,
-        brep: &Brep,
-        from_id: u32,
-        to_id: u32,
-        inserted_vertex_id: u32,
-    ) -> (Vec<(Vec<u32>, bool)>, Vec<u32>) {
-        let mut updated_wires = Vec::with_capacity(brep.wires.len());
-        let mut affected_wires = Vec::new();
-
-        for wire in &brep.wires {
-            let wire_vertices = brep.get_wire_vertex_indices(wire.id);
-            let (updated_vertices, changed) = if wire.is_closed {
-                insert_vertex_into_loop(&wire_vertices, from_id, to_id, inserted_vertex_id)
-            } else {
-                insert_vertex_into_open_chain(&wire_vertices, from_id, to_id, inserted_vertex_id)
-            };
-
-            if changed {
-                affected_wires.push(wire.id);
-            }
-
-            updated_wires.push((updated_vertices, wire.is_closed));
-        }
-
-        (updated_wires, affected_wires)
-    }
-
-    pub(super) fn single_face_loop_edges(&self, brep: &Brep) -> Result<Vec<u32>, BrepDiagnostic> {
-        let face = brep.faces.first().ok_or_else(|| {
-            BrepDiagnostic::error("missing_face", "Single-face topology has no face")
-                .with_domain("face", Some(0))
-        })?;
-
-        let halfedges = brep.get_loop_halfedges(face.outer_loop).map_err(|error| {
-            BrepDiagnostic::error(
-                "invalid_face_topology",
-                format!("Failed to inspect face loop: {}", error),
-            )
-            .with_domain("face", Some(face.id))
-        })?;
-
-        let mut edges = Vec::with_capacity(halfedges.len());
-        for halfedge_id in halfedges {
-            let Some(halfedge) = brep.halfedges.get(halfedge_id as usize) else {
-                return Err(BrepDiagnostic::error(
-                    "invalid_halfedge_reference",
-                    format!("Missing halfedge {} in face loop", halfedge_id),
-                )
-                .with_domain("face", Some(face.id)));
-            };
-            edges.push(halfedge.edge);
-        }
-
-        Ok(edges)
-    }
-
-    pub(super) fn incident_face_count(&self, edge_id: u32) -> usize {
-        let Some(edge) = self.local_brep.edges.get(edge_id as usize) else {
-            return 0;
-        };
-
-        let mut count = 0usize;
-        let halfedges = [Some(edge.halfedge), edge.twin_halfedge];
-        for halfedge_id in halfedges.into_iter().flatten() {
-            if let Some(halfedge) = self.local_brep.halfedges.get(halfedge_id as usize) {
-                if halfedge.face.is_some() {
-                    count += 1;
-                }
-            }
-        }
-
-        count
-    }
-}
-
-pub(super) fn undirected_edge_key(a: u32, b: u32) -> (u32, u32) {
-    if a <= b {
-        (a, b)
-    } else {
-        (b, a)
-    }
-}
-
-pub(super) fn interpolate_loop_edge_position(
-    brep: &Brep,
-    from_id: u32,
-    to_id: u32,
-    t: f64,
-    edge_id: u32,
-) -> Result<Vector3, BrepDiagnostic> {
-    let from = brep
-        .vertices
-        .get(from_id as usize)
-        .map(|vertex| vertex.position)
-        .ok_or_else(|| {
-            BrepDiagnostic::error(
-                "missing_vertex_reference",
-                format!(
-                    "Vertex {} referenced by edge {} is missing",
-                    from_id, edge_id
-                ),
-            )
-            .with_domain("vertex", Some(from_id))
-        })?;
-    let to = brep
-        .vertices
-        .get(to_id as usize)
-        .map(|vertex| vertex.position)
-        .ok_or_else(|| {
-            BrepDiagnostic::error(
-                "missing_vertex_reference",
-                format!("Vertex {} referenced by edge {} is missing", to_id, edge_id),
-            )
-            .with_domain("vertex", Some(to_id))
-        })?;
-
-    Ok(Vector3::new(
-        from.x + (to.x - from.x) * t,
-        from.y + (to.y - from.y) * t,
-        from.z + (to.z - from.z) * t,
-    ))
-}
-
-pub(super) fn insert_vertex_into_loop(
-    loop_vertices: &[u32],
-    from_id: u32,
-    to_id: u32,
-    inserted_vertex_id: u32,
-) -> (Vec<u32>, bool) {
-    let mut updated = loop_vertices.to_vec();
-
-    for index in 0..loop_vertices.len() {
-        let current = loop_vertices[index];
-        let next = loop_vertices[(index + 1) % loop_vertices.len()];
-
-        if (current == from_id && next == to_id) || (current == to_id && next == from_id) {
-            updated.insert(index + 1, inserted_vertex_id);
-            return (updated, true);
-        }
-    }
-
-    (updated, false)
-}
-
-pub(super) fn insert_vertex_into_open_chain(
-    chain_vertices: &[u32],
-    from_id: u32,
-    to_id: u32,
-    inserted_vertex_id: u32,
-) -> (Vec<u32>, bool) {
-    let mut updated = chain_vertices.to_vec();
-
-    for index in 0..chain_vertices.len().saturating_sub(1) {
-        let current = chain_vertices[index];
-        let next = chain_vertices[index + 1];
-
-        if (current == from_id && next == to_id) || (current == to_id && next == from_id) {
-            updated.insert(index + 1, inserted_vertex_id);
-            return (updated, true);
-        }
-    }
-
-    (updated, false)
-}
-
-pub(super) fn face_outer_loop_edges(brep: &Brep, face_id: u32) -> Result<Vec<u32>, BrepDiagnostic> {
-    let face = brep
-        .faces
-        .iter()
-        .find(|candidate| candidate.id == face_id)
-        .ok_or_else(|| {
-            BrepDiagnostic::error("missing_face", format!("Face {} does not exist", face_id))
-                .with_domain("face", Some(face_id))
-        })?;
-
-    let loop_halfedges = brep.get_loop_halfedges(face.outer_loop).map_err(|error| {
-        BrepDiagnostic::error(
-            "invalid_face_topology",
-            format!("Failed to inspect face {} loop: {}", face_id, error),
-        )
-        .with_domain("face", Some(face_id))
-    })?;
-
-    let mut edges = Vec::with_capacity(loop_halfedges.len());
-    for halfedge_id in loop_halfedges {
-        let halfedge = brep.halfedges.get(halfedge_id as usize).ok_or_else(|| {
-            BrepDiagnostic::error(
-                "invalid_halfedge_reference",
-                format!(
-                    "Face {} references missing halfedge {}",
-                    face_id, halfedge_id
-                ),
-            )
-            .with_domain("face", Some(face_id))
-        })?;
-        edges.push(halfedge.edge);
-    }
-
-    Ok(edges)
-}
-
-pub(super) fn split_loop_between_vertices(
-    loop_vertices: &[u32],
-    first_inserted_vertex_id: u32,
-    second_inserted_vertex_id: u32,
-    face_id: u32,
-) -> Result<(Vec<u32>, Vec<u32>), BrepDiagnostic> {
-    let first_index = loop_vertices
-        .iter()
-        .position(|vertex_id| *vertex_id == first_inserted_vertex_id)
-        .ok_or_else(|| {
-            BrepDiagnostic::error(
-                "loop_cut_failed",
-                format!(
-                    "Inserted loop-cut vertex {} is missing from face {} boundary",
-                    first_inserted_vertex_id, face_id
-                ),
-            )
-            .with_domain("face", Some(face_id))
-        })?;
-    let second_index = loop_vertices
-        .iter()
-        .position(|vertex_id| *vertex_id == second_inserted_vertex_id)
-        .ok_or_else(|| {
-            BrepDiagnostic::error(
-                "loop_cut_failed",
-                format!(
-                    "Inserted loop-cut vertex {} is missing from face {} boundary",
-                    second_inserted_vertex_id, face_id
-                ),
-            )
-            .with_domain("face", Some(face_id))
-        })?;
-
-    if first_index == second_index {
-        return Err(BrepDiagnostic::error(
-            "loop_cut_failed",
-            format!(
-                "Face {} loopCut vertices collapsed to the same boundary slot",
-                face_id
-            ),
-        )
-        .with_domain("face", Some(face_id)));
-    }
-
-    let primary = slice_cyclic_loop(loop_vertices, first_index, second_index);
-    let secondary = slice_cyclic_loop(loop_vertices, second_index, first_index);
-
-    if primary.len() < 3 || secondary.len() < 3 {
-        return Err(BrepDiagnostic::error(
-            "loop_cut_failed",
-            format!("Face {} loopCut produced an invalid face boundary", face_id),
-        )
-        .with_domain("face", Some(face_id)));
-    }
-
-    Ok((primary, secondary))
-}
-
-fn slice_cyclic_loop(loop_vertices: &[u32], start_index: usize, end_index: usize) -> Vec<u32> {
-    let mut output = vec![loop_vertices[start_index]];
-    let mut current_index = start_index;
-
-    while current_index != end_index {
-        current_index = (current_index + 1) % loop_vertices.len();
-        output.push(loop_vertices[current_index]);
-    }
-
-    output
-}
diff --git a/main/opengeometry/src/editor/edits/translation.rs b/main/opengeometry/src/editor/edits/translation.rs
deleted file mode 100644
index 5191dc4..0000000
--- a/main/opengeometry/src/editor/edits/translation.rs
+++ /dev/null
@@ -1,350 +0,0 @@
-use std::collections::HashSet;
-
-use openmaths::Vector3;
-
-use super::super::inspection::collect_face_vertex_ids;
-use super::super::validation::{is_finite_vector, normalized};
-use super::super::{BrepDiagnostic, ConstraintSettings, EditEffect, OGFreeformGeometry};
-
-impl OGFreeformGeometry {
-    pub(in crate::editor) fn push_pull_face_internal(
-        &mut self,
-        face_id: u32,
-        distance: f64,
-        constraints: &ConstraintSettings,
-    ) -> Result<EditEffect, BrepDiagnostic> {
-        if !distance.is_finite() {
-            return Err(BrepDiagnostic::error(
-                "invalid_distance",
-                "Face push/pull distance must be a finite number",
-            )
-            .with_domain("face", Some(face_id)));
-        }
-
-        let Some(face) = self
-            .local_brep
-            .faces
-            .iter()
-            .find(|candidate| candidate.id == face_id)
-        else {
-            return Err(BrepDiagnostic::error(
-                "missing_face",
-                format!("Face {} does not exist", face_id),
-            )
-            .with_domain("face", Some(face_id)));
-        };
-
-        let Some(normal) = normalized(face.normal) else {
-            return Err(BrepDiagnostic::error(
-                "invalid_face_normal",
-                format!("Face {} does not have a valid normal", face_id),
-            )
-            .with_domain("face", Some(face_id)));
-        };
-
-        let base_translation = Vector3::new(
-            normal.x * distance,
-            normal.y * distance,
-            normal.z * distance,
-        );
-        self.translate_face_by_vector_internal(face_id, base_translation, constraints)
-    }
-
-    pub(in crate::editor) fn translate_face_by_vector_internal(
-        &mut self,
-        face_id: u32,
-        translation: Vector3,
-        constraints: &ConstraintSettings,
-    ) -> Result<EditEffect, BrepDiagnostic> {
-        if !is_finite_vector(translation) {
-            return Err(BrepDiagnostic::error(
-                "invalid_translation",
-                "Face translation must contain finite numbers",
-            )
-            .with_domain("face", Some(face_id)));
-        }
-
-        let vertex_ids = {
-            let Some(face) = self
-                .local_brep
-                .faces
-                .iter()
-                .find(|candidate| candidate.id == face_id)
-            else {
-                return Err(BrepDiagnostic::error(
-                    "missing_face",
-                    format!("Face {} does not exist", face_id),
-                )
-                .with_domain("face", Some(face_id)));
-            };
-            collect_face_vertex_ids(&self.local_brep, face).map_err(|message| {
-                BrepDiagnostic::error("invalid_face_topology", message)
-                    .with_domain("face", Some(face_id))
-            })?
-        };
-
-        let (translation, mut diagnostics) =
-            self.apply_constraints(translation, constraints, "face", face_id)?;
-
-        for vertex_id in &vertex_ids {
-            let Some(vertex) = self.local_brep.vertices.get_mut(*vertex_id as usize) else {
-                return Err(BrepDiagnostic::error(
-                    "missing_vertex_reference",
-                    format!("Face {} references missing vertex {}", face_id, vertex_id),
-                )
-                .with_domain("vertex", Some(*vertex_id)));
-            };
-
-            vertex.position.x += translation.x;
-            vertex.position.y += translation.y;
-            vertex.position.z += translation.z;
-        }
-
-        self.local_brep.recompute_face_normals();
-
-        let mut moved_vertices = HashSet::new();
-        moved_vertices.extend(vertex_ids.iter().copied());
-        let (changed_faces, changed_edges, changed_vertices) =
-            self.collect_changed_domains_for_vertices(&moved_vertices);
-
-        diagnostics.push(
-            BrepDiagnostic::info(
-                "face_translated",
-                format!("Face {} translated successfully", face_id),
-            )
-            .with_domain("face", Some(face_id)),
-        );
-
-        Ok(EditEffect {
-            diagnostics,
-            topology_journal: None,
-            changed_faces,
-            changed_edges,
-            changed_vertices,
-        })
-    }
-
-    pub(in crate::editor) fn move_edge_internal(
-        &mut self,
-        edge_id: u32,
-        translation: Vector3,
-        constraints: &ConstraintSettings,
-    ) -> Result<EditEffect, BrepDiagnostic> {
-        if !is_finite_vector(translation) {
-            return Err(BrepDiagnostic::error(
-                "invalid_translation",
-                "Edge translation must contain finite numbers",
-            )
-            .with_domain("edge", Some(edge_id)));
-        }
-
-        let (start_id, end_id) = self.local_brep.get_edge_endpoints(edge_id).ok_or_else(|| {
-            BrepDiagnostic::error("missing_edge", format!("Edge {} does not exist", edge_id))
-                .with_domain("edge", Some(edge_id))
-        })?;
-
-        let (translation, diagnostics) =
-            self.apply_constraints(translation, constraints, "edge", edge_id)?;
-
-        let mut unique_vertices = HashSet::new();
-        unique_vertices.insert(start_id);
-        unique_vertices.insert(end_id);
-
-        for vertex_id in &unique_vertices {
-            let Some(vertex) = self.local_brep.vertices.get_mut(*vertex_id as usize) else {
-                return Err(BrepDiagnostic::error(
-                    "missing_vertex_reference",
-                    format!("Edge {} references missing vertex {}", edge_id, vertex_id),
-                )
-                .with_domain("vertex", Some(*vertex_id)));
-            };
-
-            vertex.position.x += translation.x;
-            vertex.position.y += translation.y;
-            vertex.position.z += translation.z;
-        }
-
-        self.local_brep.recompute_face_normals();
-
-        let (changed_faces, changed_edges, changed_vertices) =
-            self.collect_changed_domains_for_vertices(&unique_vertices);
-
-        Ok(EditEffect {
-            diagnostics,
-            topology_journal: None,
-            changed_faces,
-            changed_edges,
-            changed_vertices,
-        })
-    }
-
-    pub(in crate::editor) fn move_vertex_internal(
-        &mut self,
-        vertex_id: u32,
-        translation: Vector3,
-        constraints: &ConstraintSettings,
-    ) -> Result<EditEffect, BrepDiagnostic> {
-        if !is_finite_vector(translation) {
-            return Err(BrepDiagnostic::error(
-                "invalid_translation",
-                "Vertex translation must contain finite numbers",
-            )
-            .with_domain("vertex", Some(vertex_id)));
-        }
-
-        if self.local_brep.vertices.get(vertex_id as usize).is_none() {
-            return Err(BrepDiagnostic::error(
-                "missing_vertex",
-                format!("Vertex {} does not exist", vertex_id),
-            )
-            .with_domain("vertex", Some(vertex_id)));
-        }
-
-        let (translation, diagnostics) =
-            self.apply_constraints(translation, constraints, "vertex", vertex_id)?;
-
-        let vertex = self
-            .local_brep
-            .vertices
-            .get_mut(vertex_id as usize)
-            .expect("vertex existence checked above");
-
-        vertex.position.x += translation.x;
-        vertex.position.y += translation.y;
-        vertex.position.z += translation.z;
-
-        self.local_brep.recompute_face_normals();
-
-        let mut moved_vertices = HashSet::new();
-        moved_vertices.insert(vertex_id);
-        let (changed_faces, changed_edges, changed_vertices) =
-            self.collect_changed_domains_for_vertices(&moved_vertices);
-
-        Ok(EditEffect {
-            diagnostics,
-            topology_journal: None,
-            changed_faces,
-            changed_edges,
-            changed_vertices,
-        })
-    }
-
-    fn apply_constraints(
-        &self,
-        incoming: Vector3,
-        constraints: &ConstraintSettings,
-        domain: &str,
-        topology_id: u32,
-    ) -> Result<(Vector3, Vec<BrepDiagnostic>), BrepDiagnostic> {
-        let mut translation = incoming;
-        let mut diagnostics = Vec::new();
-
-        if !is_finite_vector(incoming) {
-            return Err(BrepDiagnostic::error(
-                "invalid_translation",
-                "Translation contains non-finite numbers",
-            )
-            .with_domain(domain, Some(topology_id)));
-        }
-
-        if constraints.axis.is_some() && constraints.plane_normal.is_some() {
-            return Err(BrepDiagnostic::error(
-                "conflicting_constraints",
-                "Specify either axis or plane constraint, not both",
-            )
-            .with_domain(domain, Some(topology_id)));
-        }
-
-        if constraints.constraint_frame == "world" {
-            diagnostics.push(
-                BrepDiagnostic::warning(
-                    "world_frame_not_supported",
-                    "World-frame constraints are currently interpreted in local space",
-                )
-                .with_domain(domain, Some(topology_id)),
-            );
-        }
-
-        if let Some(axis) = constraints.axis {
-            let Some(axis_normalized) = normalized(axis) else {
-                return Err(BrepDiagnostic::error(
-                    "invalid_axis_constraint",
-                    "Axis constraint must have non-zero length",
-                )
-                .with_domain(domain, Some(topology_id)));
-            };
-
-            let projection = translation.dot(&axis_normalized);
-            translation = Vector3::new(
-                axis_normalized.x * projection,
-                axis_normalized.y * projection,
-                axis_normalized.z * projection,
-            );
-        }
-
-        if let Some(plane_normal) = constraints.plane_normal {
-            let Some(plane_normalized) = normalized(plane_normal) else {
-                return Err(BrepDiagnostic::error(
-                    "invalid_plane_constraint",
-                    "Plane normal constraint must have non-zero length",
-                )
-                .with_domain(domain, Some(topology_id)));
-            };
-
-            let projection = translation.dot(&plane_normalized);
-            translation = Vector3::new(
-                translation.x - plane_normalized.x * projection,
-                translation.y - plane_normalized.y * projection,
-                translation.z - plane_normalized.z * projection,
-            );
-        }
-
-        if constraints.preserve_coplanarity {
-            diagnostics.push(
-                BrepDiagnostic::info(
-                    "preserve_coplanarity_requested",
-                    "preserveCoplanarity hint recorded; direct vertex/edge edits may still alter adjacent coplanarity",
-                )
-                .with_domain(domain, Some(topology_id)),
-            );
-        }
-
-        if !is_finite_vector(translation) {
-            return Err(BrepDiagnostic::error(
-                "invalid_translation",
-                "Constraint resolution produced non-finite translation",
-            )
-            .with_domain(domain, Some(topology_id)));
-        }
-
-        Ok((translation, diagnostics))
-    }
-
-    fn collect_changed_domains_for_vertices(
-        &self,
-        vertex_ids: &HashSet<u32>,
-    ) -> (Vec<u32>, Vec<u32>, Vec<u32>) {
-        let mut changed_faces = HashSet::new();
-        let mut changed_edges = HashSet::new();
-
-        for halfedge in &self.local_brep.halfedges {
-            if vertex_ids.contains(&halfedge.from) || vertex_ids.contains(&halfedge.to) {
-                changed_edges.insert(halfedge.edge);
-                if let Some(face_id) = halfedge.face {
-                    changed_faces.insert(face_id);
-                }
-            }
-        }
-
-        let mut face_ids = changed_faces.into_iter().collect::<Vec<_>>();
-        face_ids.sort_unstable();
-
-        let mut edge_ids = changed_edges.into_iter().collect::<Vec<_>>();
-        edge_ids.sort_unstable();
-
-        let mut vertices = vertex_ids.iter().copied().collect::<Vec<_>>();
-        vertices.sort_unstable();
-
-        (face_ids, edge_ids, vertices)
-    }
-}
diff --git a/main/opengeometry/src/editor/edits/vertex_remove.rs b/main/opengeometry/src/editor/edits/vertex_remove.rs
deleted file mode 100644
index 6edc520..0000000
--- a/main/opengeometry/src/editor/edits/vertex_remove.rs
+++ /dev/null
@@ -1,126 +0,0 @@
-use crate::brep::BrepBuilder;
-
-use super::super::{BrepDiagnostic, EditEffect, OGFreeformGeometry, TopologyChangeJournal};
-use super::topology::undirected_edge_key;
-
-impl OGFreeformGeometry {
-    pub(in crate::editor) fn remove_vertex_internal(
-        &mut self,
-        vertex_id: u32,
-    ) -> Result<EditEffect, BrepDiagnostic> {
-        if !self.supports_single_face_topology_edits() {
-            return Err(BrepDiagnostic::error(
-                "unsupported_topology",
-                "removeVertex requires a single-face open surface",
-            )
-            .with_domain("vertex", Some(vertex_id)));
-        }
-
-        let old_brep = self.local_brep.clone();
-        let face = old_brep
-            .faces
-            .first()
-            .expect("single-face topology checked above");
-        let mut loop_vertices = old_brep.get_loop_vertex_indices(face.outer_loop);
-        if loop_vertices.len() <= 3 {
-            return Err(BrepDiagnostic::error(
-                "insufficient_vertices",
-                "removeVertex requires a face with at least four vertices",
-            )
-            .with_domain("vertex", Some(vertex_id)));
-        }
-
-        let loop_edges = self.single_face_loop_edges(&old_brep)?;
-
-        let Some(vertex_index) = loop_vertices
-            .iter()
-            .position(|candidate| *candidate == vertex_id)
-        else {
-            return Err(BrepDiagnostic::error(
-                "vertex_not_on_boundary",
-                format!("Vertex {} is not part of the editable boundary", vertex_id),
-            )
-            .with_domain("vertex", Some(vertex_id)));
-        };
-
-        let previous_index = if vertex_index == 0 {
-            loop_vertices.len() - 1
-        } else {
-            vertex_index - 1
-        };
-        let previous_vertex = loop_vertices[previous_index];
-        let next_vertex = loop_vertices[(vertex_index + 1) % loop_vertices.len()];
-
-        let previous_edge = loop_edges[previous_index];
-        let next_edge = loop_edges[vertex_index];
-
-        loop_vertices.remove(vertex_index);
-
-        let positions = old_brep
-            .vertices
-            .iter()
-            .map(|vertex| vertex.position)
-            .collect::<Vec<_>>();
-
-        let mut builder = BrepBuilder::new(self.local_brep.id);
-        builder.add_vertices(&positions);
-        builder.add_face(&loop_vertices, &[]).map_err(|error| {
-            BrepDiagnostic::error(
-                "vertex_remove_failed",
-                format!(
-                    "Failed to rebuild face without vertex {}: {}",
-                    vertex_id, error
-                ),
-            )
-            .with_domain("vertex", Some(vertex_id))
-        })?;
-
-        self.local_brep = builder.build().map_err(|error| {
-            BrepDiagnostic::error(
-                "vertex_remove_failed",
-                format!("Failed to finalize vertex removal: {}", error),
-            )
-            .with_domain("vertex", Some(vertex_id))
-        })?;
-
-        let mut journal = TopologyChangeJournal::default();
-        journal.faces.map(face.id, vec![0]);
-        journal.vertices.map(vertex_id, Vec::new());
-
-        let edge_lookup = self.edge_lookup_by_endpoints();
-        let merged_key = undirected_edge_key(previous_vertex, next_vertex);
-        let merged_edge = edge_lookup.get(&merged_key).copied();
-
-        for edge in &old_brep.edges {
-            if edge.id == previous_edge || edge.id == next_edge {
-                journal
-                    .edges
-                    .map(edge.id, merged_edge.map(|id| vec![id]).unwrap_or_default());
-                continue;
-            }
-
-            if let Some((start, end)) = old_brep.get_edge_endpoints(edge.id) {
-                let key = undirected_edge_key(start, end);
-                if let Some(new_edge) = edge_lookup.get(&key).copied() {
-                    journal.edges.map(edge.id, vec![new_edge]);
-                }
-            }
-        }
-
-        let changed_faces = vec![0];
-        let changed_edges = self.local_brep.edges.iter().map(|edge| edge.id).collect();
-        let changed_vertices = vec![previous_vertex, vertex_id, next_vertex];
-
-        Ok(EditEffect {
-            diagnostics: vec![BrepDiagnostic::info(
-                "vertex_removed",
-                format!("Removed vertex {} from boundary", vertex_id),
-            )
-            .with_domain("vertex", Some(vertex_id))],
-            topology_journal: Some(journal),
-            changed_faces,
-            changed_edges,
-            changed_vertices,
-        })
-    }
-}
diff --git a/main/opengeometry/src/editor/inspection.rs b/main/opengeometry/src/editor/inspection.rs
deleted file mode 100644
index 0df088a..0000000
--- a/main/opengeometry/src/editor/inspection.rs
+++ /dev/null
@@ -1,241 +0,0 @@
-use std::collections::HashSet;
-
-use openmaths::Vector3;
-use wasm_bindgen::prelude::JsValue;
-
-use crate::brep::{Brep, Face};
-
-use super::{EdgeInfo, FaceInfo, OGFreeformGeometry, VertexInfo};
-
-impl OGFreeformGeometry {
-    pub(super) fn build_face_info(&self, face_id: u32) -> Result<FaceInfo, JsValue> {
-        let brep = self.world_brep();
-        let face = brep
-            .faces
-            .iter()
-            .find(|face| face.id == face_id)
-            .ok_or_else(|| JsValue::from_str(&format!("Face {} does not exist", face_id)))?;
-
-        let loop_ids = face_loop_ids(face);
-        let edge_ids = collect_face_edge_ids(&brep, face)?;
-        let vertex_ids = collect_face_vertex_ids(&brep, face)?;
-        let adjacent_face_ids = collect_adjacent_faces(&brep, &edge_ids, face.id);
-
-        Ok(FaceInfo {
-            face_id,
-            centroid: compute_face_centroid(&brep, face).unwrap_or(Vector3::new(0.0, 0.0, 0.0)),
-            normal: face.normal,
-            surface_type: face
-                .surface
-                .as_ref()
-                .map(|surface| surface.kind().to_string())
-                .unwrap_or_else(|| "planar".to_string()),
-            loop_ids,
-            edge_ids,
-            vertex_ids,
-            adjacent_face_ids,
-        })
-    }
-
-    pub(super) fn build_edge_info(&self, edge_id: u32) -> Result<EdgeInfo, JsValue> {
-        let brep = self.world_brep();
-        let (start_id, end_id) = brep
-            .get_edge_endpoints(edge_id)
-            .ok_or_else(|| JsValue::from_str(&format!("Edge {} does not exist", edge_id)))?;
-
-        let start = brep
-            .vertices
-            .get(start_id as usize)
-            .map(|vertex| vertex.position)
-            .ok_or_else(|| {
-                JsValue::from_str(&format!("Edge {} start vertex is missing", edge_id))
-            })?;
-
-        let end = brep
-            .vertices
-            .get(end_id as usize)
-            .map(|vertex| vertex.position)
-            .ok_or_else(|| JsValue::from_str(&format!("Edge {} end vertex is missing", edge_id)))?;
-
-        let curve_type = brep
-            .edges
-            .iter()
-            .find(|edge| edge.id == edge_id)
-            .and_then(|edge| edge.curve.as_ref())
-            .map(|curve| curve.kind().to_string())
-            .unwrap_or_else(|| "line".to_string());
-
-        Ok(EdgeInfo {
-            edge_id,
-            curve_type,
-            start_vertex_id: start_id,
-            end_vertex_id: end_id,
-            start,
-            end,
-            incident_face_ids: incident_faces_for_edge(&brep, edge_id),
-        })
-    }
-
-    pub(super) fn build_vertex_info(&self, vertex_id: u32) -> Result<VertexInfo, JsValue> {
-        let brep = self.world_brep();
-        let vertex = brep
-            .vertices
-            .get(vertex_id as usize)
-            .ok_or_else(|| JsValue::from_str(&format!("Vertex {} does not exist", vertex_id)))?;
-
-        let (edge_ids, face_ids) = connected_edges_and_faces(&brep, vertex_id);
-
-        Ok(VertexInfo {
-            vertex_id,
-            position: vertex.position,
-            edge_ids,
-            face_ids,
-        })
-    }
-}
-
-pub(super) fn face_loop_ids(face: &Face) -> Vec<u32> {
-    let mut loop_ids = vec![face.outer_loop];
-    loop_ids.extend(face.inner_loops.iter().copied());
-    loop_ids
-}
-
-pub(super) fn collect_face_vertex_ids(brep: &Brep, face: &Face) -> Result<Vec<u32>, String> {
-    let mut vertex_ids = Vec::new();
-    let mut seen = HashSet::new();
-
-    for loop_id in face_loop_ids(face) {
-        let loop_vertices = brep
-            .get_loop_vertex_indices(loop_id)
-            .into_iter()
-            .collect::<Vec<_>>();
-
-        if loop_vertices.is_empty() {
-            return Err(format!(
-                "Loop {} for face {} does not contain vertices",
-                loop_id, face.id
-            ));
-        }
-
-        for vertex_id in loop_vertices {
-            if seen.insert(vertex_id) {
-                vertex_ids.push(vertex_id);
-            }
-        }
-    }
-
-    Ok(vertex_ids)
-}
-
-fn collect_face_edge_ids(brep: &Brep, face: &Face) -> Result<Vec<u32>, JsValue> {
-    let mut edge_ids = Vec::new();
-    let mut seen = HashSet::new();
-
-    for loop_id in face_loop_ids(face) {
-        let loop_halfedges = brep.get_loop_halfedges(loop_id).map_err(|error| {
-            JsValue::from_str(&format!("Failed to read loop {}: {}", loop_id, error))
-        })?;
-
-        for halfedge_id in loop_halfedges {
-            let Some(halfedge) = brep.halfedges.get(halfedge_id as usize) else {
-                continue;
-            };
-            if seen.insert(halfedge.edge) {
-                edge_ids.push(halfedge.edge);
-            }
-        }
-    }
-
-    Ok(edge_ids)
-}
-
-fn collect_adjacent_faces(brep: &Brep, edge_ids: &[u32], current_face_id: u32) -> Vec<u32> {
-    let mut adjacent = Vec::new();
-    let mut seen = HashSet::new();
-
-    for edge_id in edge_ids {
-        for face_id in incident_faces_for_edge(brep, *edge_id) {
-            if face_id == current_face_id {
-                continue;
-            }
-            if seen.insert(face_id) {
-                adjacent.push(face_id);
-            }
-        }
-    }
-
-    adjacent
-}
-
-pub(super) fn incident_faces_for_edge(brep: &Brep, edge_id: u32) -> Vec<u32> {
-    let mut faces = Vec::new();
-    let mut seen = HashSet::new();
-
-    let Some(edge) = brep.edges.get(edge_id as usize) else {
-        return faces;
-    };
-
-    let mut halfedges = vec![edge.halfedge];
-    if let Some(twin_halfedge) = edge.twin_halfedge {
-        halfedges.push(twin_halfedge);
-    }
-
-    for halfedge_id in halfedges {
-        let Some(halfedge) = brep.halfedges.get(halfedge_id as usize) else {
-            continue;
-        };
-
-        if let Some(face_id) = halfedge.face {
-            if seen.insert(face_id) {
-                faces.push(face_id);
-            }
-        }
-    }
-
-    faces
-}
-
-fn connected_edges_and_faces(brep: &Brep, vertex_id: u32) -> (Vec<u32>, Vec<u32>) {
-    let mut edge_ids = Vec::new();
-    let mut face_ids = Vec::new();
-    let mut seen_edges = HashSet::new();
-    let mut seen_faces = HashSet::new();
-
-    for halfedge in &brep.halfedges {
-        if halfedge.from != vertex_id && halfedge.to != vertex_id {
-            continue;
-        }
-
-        if seen_edges.insert(halfedge.edge) {
-            edge_ids.push(halfedge.edge);
-        }
-
-        if let Some(face_id) = halfedge.face {
-            if seen_faces.insert(face_id) {
-                face_ids.push(face_id);
-            }
-        }
-    }
-
-    (edge_ids, face_ids)
-}
-
-fn compute_face_centroid(brep: &Brep, face: &Face) -> Option<Vector3> {
-    let vertices = brep.get_vertices_by_face_id(face.id);
-    if vertices.is_empty() {
-        return None;
-    }
-
-    let mut sum_x = 0.0;
-    let mut sum_y = 0.0;
-    let mut sum_z = 0.0;
-
-    for vertex in &vertices {
-        sum_x += vertex.x;
-        sum_y += vertex.y;
-        sum_z += vertex.z;
-    }
-
-    let count = vertices.len() as f64;
-    Some(Vector3::new(sum_x / count, sum_y / count, sum_z / count))
-}
diff --git a/main/opengeometry/src/editor/mod.rs b/main/opengeometry/src/editor/mod.rs
deleted file mode 100644
index e97f106..0000000
--- a/main/opengeometry/src/editor/mod.rs
+++ /dev/null
@@ -1,545 +0,0 @@
-//! Freeform/BRep editing and inspection that operates on `OGFreeformGeometry`.
-//!
-//! The editor module owns direct geometry edits, topology inspection, edit
-//! capability queries, and edit result serialization. `freeform` remains the
-//! standalone geometry entity that stores local BRep data plus placement.
-
-mod capabilities;
-mod edits;
-mod inspection;
-mod remap;
-#[cfg(test)]
-mod tests;
-mod topology_display;
-mod types;
-mod validation;
-
-use openmaths::Vector3;
-use serde::Deserialize;
-use wasm_bindgen::prelude::*;
-
-use crate::freeform::{OGFreeformGeometry, ObjectTransformation};
-
-use remap::{build_topology_remap, topology_changed, TopologySnapshot};
-use validation::validate_geometry;
-
-pub use types::*;
-
-#[derive(Clone, Deserialize)]
-#[serde(default, rename_all = "camelCase")]
-struct EditResultOptions {
-    include_brep_serialized: bool,
-    include_local_brep_serialized: bool,
-    include_geometry_serialized: bool,
-    include_outline_geometry_serialized: bool,
-    include_topology_remap: bool,
-    include_deltas: bool,
-}
-
-impl Default for EditResultOptions {
-    fn default() -> Self {
-        Self {
-            include_brep_serialized: false,
-            include_local_brep_serialized: false,
-            include_geometry_serialized: false,
-            include_outline_geometry_serialized: false,
-            include_topology_remap: true,
-            include_deltas: true,
-        }
-    }
-}
-
-#[derive(Clone, Deserialize)]
-#[serde(default, rename_all = "camelCase")]
-struct EditOperationOptions {
-    #[serde(flatten)]
-    result: EditResultOptions,
-    constraint_axis: Option<Vector3>,
-    constraint_plane_normal: Option<Vector3>,
-    preserve_coplanarity: bool,
-    constraint_frame: String,
-    open_surface_mode: bool,
-}
-
-impl Default for EditOperationOptions {
-    fn default() -> Self {
-        Self {
-            result: EditResultOptions::default(),
-            constraint_axis: None,
-            constraint_plane_normal: None,
-            preserve_coplanarity: false,
-            constraint_frame: "local".to_string(),
-            open_surface_mode: false,
-        }
-    }
-}
-
-#[derive(Clone, Default)]
-pub(super) struct ConstraintSettings {
-    axis: Option<Vector3>,
-    plane_normal: Option<Vector3>,
-    preserve_coplanarity: bool,
-    constraint_frame: String,
-}
-
-impl From<&EditOperationOptions> for ConstraintSettings {
-    fn from(options: &EditOperationOptions) -> Self {
-        Self {
-            axis: options.constraint_axis,
-            plane_normal: options.constraint_plane_normal,
-            preserve_coplanarity: options.preserve_coplanarity,
-            constraint_frame: options.constraint_frame.clone(),
-        }
-    }
-}
-
-#[wasm_bindgen]
-pub struct OGFreeformEditor;
-
-#[wasm_bindgen]
-impl OGFreeformEditor {
-    #[wasm_bindgen(constructor)]
-    pub fn new() -> Self {
-        Self
-    }
-
-    #[wasm_bindgen(js_name = getTopologyRenderData)]
-    pub fn get_topology_render_data(
-        &self,
-        geometry: &OGFreeformGeometry,
-    ) -> Result<String, JsValue> {
-        let payload = geometry.build_topology_display_data();
-        serde_json::to_string(&payload).map_err(|error| {
-            JsValue::from_str(&format!(
-                "Failed to serialize topology display data: {}",
-                error
-            ))
-        })
-    }
-
-    #[wasm_bindgen(js_name = getFaceInfo)]
-    pub fn get_face_info(
-        &self,
-        geometry: &OGFreeformGeometry,
-        face_id: u32,
-    ) -> Result<String, JsValue> {
-        let info = geometry.build_face_info(face_id)?;
-        serde_json::to_string(&info).map_err(|error| {
-            JsValue::from_str(&format!("Failed to serialize face info: {}", error))
-        })
-    }
-
-    #[wasm_bindgen(js_name = getEdgeInfo)]
-    pub fn get_edge_info(
-        &self,
-        geometry: &OGFreeformGeometry,
-        edge_id: u32,
-    ) -> Result<String, JsValue> {
-        let info = geometry.build_edge_info(edge_id)?;
-        serde_json::to_string(&info).map_err(|error| {
-            JsValue::from_str(&format!("Failed to serialize edge info: {}", error))
-        })
-    }
-
-    #[wasm_bindgen(js_name = getVertexInfo)]
-    pub fn get_vertex_info(
-        &self,
-        geometry: &OGFreeformGeometry,
-        vertex_id: u32,
-    ) -> Result<String, JsValue> {
-        let info = geometry.build_vertex_info(vertex_id)?;
-        serde_json::to_string(&info).map_err(|error| {
-            JsValue::from_str(&format!("Failed to serialize vertex info: {}", error))
-        })
-    }
-
-    #[wasm_bindgen(js_name = getEditCapabilities)]
-    pub fn get_edit_capabilities(&self, geometry: &OGFreeformGeometry) -> Result<String, JsValue> {
-        let capabilities = geometry.build_entity_edit_capabilities();
-        serde_json::to_string(&capabilities).map_err(|error| {
-            JsValue::from_str(&format!("Failed to serialize edit capabilities: {}", error))
-        })
-    }
-
-    #[wasm_bindgen(js_name = getFaceEditCapabilities)]
-    pub fn get_face_edit_capabilities(
-        &self,
-        geometry: &OGFreeformGeometry,
-        face_id: u32,
-    ) -> Result<String, JsValue> {
-        let capabilities = geometry.build_face_edit_capabilities(face_id)?;
-        serde_json::to_string(&capabilities).map_err(|error| {
-            JsValue::from_str(&format!(
-                "Failed to serialize face edit capabilities: {}",
-                error
-            ))
-        })
-    }
-
-    #[wasm_bindgen(js_name = getEdgeEditCapabilities)]
-    pub fn get_edge_edit_capabilities(
-        &self,
-        geometry: &OGFreeformGeometry,
-        edge_id: u32,
-    ) -> Result<String, JsValue> {
-        let capabilities = geometry.build_edge_edit_capabilities(edge_id)?;
-        serde_json::to_string(&capabilities).map_err(|error| {
-            JsValue::from_str(&format!(
-                "Failed to serialize edge edit capabilities: {}",
-                error
-            ))
-        })
-    }
-
-    #[wasm_bindgen(js_name = getVertexEditCapabilities)]
-    pub fn get_vertex_edit_capabilities(
-        &self,
-        geometry: &OGFreeformGeometry,
-        vertex_id: u32,
-    ) -> Result<String, JsValue> {
-        let capabilities = geometry.build_vertex_edit_capabilities(vertex_id)?;
-        serde_json::to_string(&capabilities).map_err(|error| {
-            JsValue::from_str(&format!(
-                "Failed to serialize vertex edit capabilities: {}",
-                error
-            ))
-        })
-    }
-
-    #[wasm_bindgen(js_name = pushPullFace)]
-    pub fn push_pull_face(
-        &self,
-        geometry: &mut OGFreeformGeometry,
-        face_id: u32,
-        distance: f64,
-        options_json: Option<String>,
-    ) -> Result<String, JsValue> {
-        let options = Self::parse_edit_operation_options(options_json)?;
-        let constraints = ConstraintSettings::from(&options);
-        self.apply_edit(geometry, &options, |entity| {
-            entity.push_pull_face_internal(face_id, distance, &constraints)
-        })
-    }
-
-    #[wasm_bindgen(js_name = moveFace)]
-    pub fn move_face(
-        &self,
-        geometry: &mut OGFreeformGeometry,
-        face_id: u32,
-        translation: Vector3,
-        options_json: Option<String>,
-    ) -> Result<String, JsValue> {
-        let options = Self::parse_edit_operation_options(options_json)?;
-        let constraints = ConstraintSettings::from(&options);
-        self.apply_edit(geometry, &options, |entity| {
-            entity.translate_face_by_vector_internal(face_id, translation, &constraints)
-        })
-    }
-
-    #[wasm_bindgen(js_name = moveEdge)]
-    pub fn move_edge(
-        &self,
-        geometry: &mut OGFreeformGeometry,
-        edge_id: u32,
-        translation: Vector3,
-        options_json: Option<String>,
-    ) -> Result<String, JsValue> {
-        let options = Self::parse_edit_operation_options(options_json)?;
-        let constraints = ConstraintSettings::from(&options);
-        self.apply_edit(geometry, &options, |entity| {
-            entity.move_edge_internal(edge_id, translation, &constraints)
-        })
-    }
-
-    #[wasm_bindgen(js_name = moveVertex)]
-    pub fn move_vertex(
-        &self,
-        geometry: &mut OGFreeformGeometry,
-        vertex_id: u32,
-        translation: Vector3,
-        options_json: Option<String>,
-    ) -> Result<String, JsValue> {
-        let options = Self::parse_edit_operation_options(options_json)?;
-        let constraints = ConstraintSettings::from(&options);
-        self.apply_edit(geometry, &options, |entity| {
-            entity.move_vertex_internal(vertex_id, translation, &constraints)
-        })
-    }
-
-    #[wasm_bindgen(js_name = extrudeFace)]
-    pub fn extrude_face(
-        &self,
-        geometry: &mut OGFreeformGeometry,
-        face_id: u32,
-        distance: f64,
-        options_json: Option<String>,
-    ) -> Result<String, JsValue> {
-        let options = Self::parse_edit_operation_options(options_json)?;
-        self.apply_edit(geometry, &options, |entity| {
-            entity.extrude_face_internal(face_id, distance, options.open_surface_mode)
-        })
-    }
-
-    #[wasm_bindgen(js_name = cutFace)]
-    pub fn cut_face(
-        &self,
-        geometry: &mut OGFreeformGeometry,
-        face_id: u32,
-        start_edge_id: u32,
-        start_t: f64,
-        end_edge_id: u32,
-        end_t: f64,
-        options_json: Option<String>,
-    ) -> Result<String, JsValue> {
-        let options = Self::parse_edit_operation_options(options_json)?;
-        self.apply_edit(geometry, &options, |entity| {
-            entity.cut_face_internal(face_id, start_edge_id, start_t, end_edge_id, end_t)
-        })
-    }
-
-    #[wasm_bindgen(js_name = insertVertexOnEdge)]
-    pub fn insert_vertex_on_edge(
-        &self,
-        geometry: &mut OGFreeformGeometry,
-        edge_id: u32,
-        t: f64,
-        options_json: Option<String>,
-    ) -> Result<String, JsValue> {
-        let options = Self::parse_edit_operation_options(options_json)?;
-        self.apply_edit(geometry, &options, |entity| {
-            entity.insert_vertex_on_edge_internal(edge_id, t)
-        })
-    }
-
-    #[wasm_bindgen(js_name = splitEdge)]
-    pub fn split_edge(
-        &self,
-        geometry: &mut OGFreeformGeometry,
-        edge_id: u32,
-        t: f64,
-        options_json: Option<String>,
-    ) -> Result<String, JsValue> {
-        let options = Self::parse_edit_operation_options(options_json)?;
-        self.apply_edit(geometry, &options, |entity| {
-            entity.split_edge_internal(edge_id, t)
-        })
-    }
-
-    #[wasm_bindgen(js_name = loopCut)]
-    pub fn loop_cut(
-        &self,
-        geometry: &mut OGFreeformGeometry,
-        edge_id: u32,
-        t: f64,
-        options_json: Option<String>,
-    ) -> Result<String, JsValue> {
-        let options = Self::parse_edit_operation_options(options_json)?;
-        self.apply_edit(geometry, &options, |entity| {
-            entity.loop_cut_edge_ring_internal(edge_id, t)
-        })
-    }
-
-    #[wasm_bindgen(js_name = removeVertex)]
-    pub fn remove_vertex(
-        &self,
-        geometry: &mut OGFreeformGeometry,
-        vertex_id: u32,
-        options_json: Option<String>,
-    ) -> Result<String, JsValue> {
-        let options = Self::parse_edit_operation_options(options_json)?;
-        self.apply_edit(geometry, &options, |entity| {
-            entity.remove_vertex_internal(vertex_id)
-        })
-    }
-}
-
-impl OGFreeformEditor {
-    fn parse_edit_operation_options(
-        options_json: Option<String>,
-    ) -> Result<EditOperationOptions, JsValue> {
-        match options_json {
-            Some(raw) => serde_json::from_str(&raw).map_err(|error| {
-                JsValue::from_str(&format!("Invalid edit options payload: {}", error))
-            }),
-            None => Ok(EditOperationOptions::default()),
-        }
-    }
-
-    fn apply_edit<F>(
-        &self,
-        geometry: &mut OGFreeformGeometry,
-        options: &EditOperationOptions,
-        mut edit: F,
-    ) -> Result<String, JsValue>
-    where
-        F: FnMut(&mut OGFreeformGeometry) -> Result<EditEffect, BrepDiagnostic>,
-    {
-        let backup_brep = geometry.local_brep.clone();
-        let topology_before = TopologySnapshot::from_brep(&geometry.local_brep);
-
-        let mut diagnostics = Vec::new();
-        let mut effect = EditEffect::default();
-
-        match edit(geometry) {
-            Ok(outcome) => {
-                diagnostics.extend(outcome.diagnostics.clone());
-                effect = outcome;
-            }
-            Err(error) => {
-                diagnostics.push(error);
-            }
-        }
-
-        if !has_error_diagnostics(&diagnostics) {
-            if let Err(error) = geometry.local_brep.validate_topology() {
-                diagnostics.push(BrepDiagnostic::error(
-                    "invalid_topology",
-                    format!("Edited BRep has invalid topology: {}", error),
-                ));
-            }
-
-            diagnostics.extend(validate_geometry(&geometry.local_brep));
-        }
-
-        let failed = has_error_diagnostics(&diagnostics);
-        if failed {
-            geometry.local_brep = backup_brep;
-        }
-
-        let validity = BrepValidity {
-            ok: !failed,
-            healed: Some(false),
-            diagnostics,
-        };
-
-        self.serialize_edit_result(
-            geometry,
-            validity,
-            &topology_before,
-            if failed { None } else { Some(&effect) },
-            &options.result,
-        )
-    }
-
-    fn serialize_edit_result(
-        &self,
-        geometry: &OGFreeformGeometry,
-        validity: BrepValidity,
-        topology_before: &TopologySnapshot,
-        effect: Option<&EditEffect>,
-        options: &EditResultOptions,
-    ) -> Result<String, JsValue> {
-        let world = geometry.world_brep();
-        let topology_after = TopologySnapshot::from_brep(&geometry.local_brep);
-        let topology_changed_flag = topology_changed(topology_before, &topology_after);
-
-        let fallback_changed_faces = if topology_changed_flag {
-            Some(topology_after.face_ids().to_vec())
-        } else {
-            None
-        };
-        let fallback_changed_edges = if topology_changed_flag {
-            Some(topology_after.edge_ids().to_vec())
-        } else {
-            None
-        };
-        let fallback_changed_vertices = if topology_changed_flag {
-            Some(topology_after.vertex_ids().to_vec())
-        } else {
-            None
-        };
-
-        let result = FreeformEditResult {
-            entity_id: geometry.id.clone(),
-            brep_serialized: if options.include_brep_serialized {
-                Some(serde_json::to_string(&world).map_err(|error| {
-                    JsValue::from_str(&format!("Failed to serialize world BRep: {}", error))
-                })?)
-            } else {
-                None
-            },
-            local_brep_serialized: if options.include_local_brep_serialized {
-                Some(
-                    serde_json::to_string(&geometry.local_brep).map_err(|error| {
-                        JsValue::from_str(&format!("Failed to serialize local BRep: {}", error))
-                    })?,
-                )
-            } else {
-                None
-            },
-            geometry_serialized: if options.include_geometry_serialized {
-                Some(
-                    serde_json::to_string(&world.get_triangle_vertex_buffer()).map_err(
-                        |error| {
-                            JsValue::from_str(&format!(
-                                "Failed to serialize geometry buffer: {}",
-                                error
-                            ))
-                        },
-                    )?,
-                )
-            } else {
-                None
-            },
-            outline_geometry_serialized: if options.include_outline_geometry_serialized {
-                Some(
-                    serde_json::to_string(&world.get_outline_vertex_buffer()).map_err(|error| {
-                        JsValue::from_str(&format!("Failed to serialize outline buffer: {}", error))
-                    })?,
-                )
-            } else {
-                None
-            },
-            topology_changed: topology_changed_flag,
-            topology_remap: if options.include_topology_remap {
-                Some(build_topology_remap(
-                    topology_before,
-                    &topology_after,
-                    effect.and_then(|entry| entry.topology_journal.as_ref()),
-                ))
-            } else {
-                None
-            },
-            changed_faces: if options.include_deltas {
-                effect
-                    .map(|entry| normalize_ids(&entry.changed_faces))
-                    .or(fallback_changed_faces)
-            } else {
-                None
-            },
-            changed_edges: if options.include_deltas {
-                effect
-                    .map(|entry| normalize_ids(&entry.changed_edges))
-                    .or(fallback_changed_edges)
-            } else {
-                None
-            },
-            changed_vertices: if options.include_deltas {
-                effect
-                    .map(|entry| normalize_ids(&entry.changed_vertices))
-                    .or(fallback_changed_vertices)
-            } else {
-                None
-            },
-            validity,
-            placement: ObjectTransformation::from_placement(&geometry.placement),
-        };
-
-        serde_json::to_string(&result).map_err(|error| {
-            JsValue::from_str(&format!("Failed to serialize edit result: {}", error))
-        })
-    }
-}
-
-fn has_error_diagnostics(diagnostics: &[BrepDiagnostic]) -> bool {
-    diagnostics
-        .iter()
-        .any(|diagnostic| diagnostic.severity == DiagnosticSeverity::Error)
-}
-
-fn normalize_ids(ids: &[u32]) -> Vec<u32> {
-    let mut normalized = ids.to_vec();
-    normalized.sort_unstable();
-    normalized.dedup();
-    normalized
-}
diff --git a/main/opengeometry/src/editor/remap.rs b/main/opengeometry/src/editor/remap.rs
deleted file mode 100644
index c6dec31..0000000
--- a/main/opengeometry/src/editor/remap.rs
+++ /dev/null
@@ -1,216 +0,0 @@
-use std::collections::{HashMap, HashSet};
-
-use crate::brep::Brep;
-
-use super::{
-    TopologyChangeJournal, TopologyCreatedIds, TopologyDomainJournal, TopologyRemap,
-    TopologyRemapEntry, TopologyRemapStatus,
-};
-
-#[derive(Clone)]
-pub(super) struct TopologySnapshot {
-    shell_ids: Vec<u32>,
-    face_ids: Vec<u32>,
-    loop_ids: Vec<u32>,
-    edge_ids: Vec<u32>,
-    vertex_ids: Vec<u32>,
-}
-
-impl TopologySnapshot {
-    pub(super) fn from_brep(brep: &Brep) -> Self {
-        Self {
-            shell_ids: sorted_ids(brep.shells.iter().map(|shell| shell.id).collect()),
-            face_ids: sorted_ids(brep.faces.iter().map(|face| face.id).collect()),
-            loop_ids: sorted_ids(brep.loops.iter().map(|loop_ref| loop_ref.id).collect()),
-            edge_ids: sorted_ids(brep.edges.iter().map(|edge| edge.id).collect()),
-            vertex_ids: sorted_ids(brep.vertices.iter().map(|vertex| vertex.id).collect()),
-        }
-    }
-
-    pub(super) fn face_ids(&self) -> &[u32] {
-        &self.face_ids
-    }
-
-    pub(super) fn edge_ids(&self) -> &[u32] {
-        &self.edge_ids
-    }
-
-    pub(super) fn vertex_ids(&self) -> &[u32] {
-        &self.vertex_ids
-    }
-}
-
-pub(super) fn topology_changed(before: &TopologySnapshot, after: &TopologySnapshot) -> bool {
-    before.shell_ids != after.shell_ids
-        || before.face_ids != after.face_ids
-        || before.loop_ids != after.loop_ids
-        || before.edge_ids != after.edge_ids
-        || before.vertex_ids != after.vertex_ids
-}
-
-pub(super) fn build_topology_remap(
-    before: &TopologySnapshot,
-    after: &TopologySnapshot,
-    journal: Option<&TopologyChangeJournal>,
-) -> TopologyRemap {
-    let after_face_ids: HashSet<u32> = after.face_ids.iter().copied().collect();
-    let after_edge_ids: HashSet<u32> = after.edge_ids.iter().copied().collect();
-    let after_vertex_ids: HashSet<u32> = after.vertex_ids.iter().copied().collect();
-
-    let face_mapping = build_domain_mapping(
-        &before.face_ids,
-        &after_face_ids,
-        journal.map(|entry| &entry.faces.mapping),
-    );
-    let edge_mapping = build_domain_mapping(
-        &before.edge_ids,
-        &after_edge_ids,
-        journal.map(|entry| &entry.edges.mapping),
-    );
-    let vertex_mapping = build_domain_mapping(
-        &before.vertex_ids,
-        &after_vertex_ids,
-        journal.map(|entry| &entry.vertices.mapping),
-    );
-
-    let created_ids = TopologyCreatedIds {
-        faces: resolve_created_ids(
-            &before.face_ids,
-            &after.face_ids,
-            journal.map(|entry| &entry.faces),
-        ),
-        edges: resolve_created_ids(
-            &before.edge_ids,
-            &after.edge_ids,
-            journal.map(|entry| &entry.edges),
-        ),
-        vertices: resolve_created_ids(
-            &before.vertex_ids,
-            &after.vertex_ids,
-            journal.map(|entry| &entry.vertices),
-        ),
-    };
-
-    TopologyRemap {
-        faces: build_domain_entries_from_mapping(&before.face_ids, &face_mapping),
-        edges: build_domain_entries_from_mapping(&before.edge_ids, &edge_mapping),
-        vertices: build_domain_entries_from_mapping(&before.vertex_ids, &vertex_mapping),
-        created_ids,
-    }
-}
-
-pub(super) fn build_domain_entries_from_mapping(
-    old_ids: &[u32],
-    mapping: &HashMap<u32, Vec<u32>>,
-) -> Vec<TopologyRemapEntry> {
-    let mut normalized_mapping: HashMap<u32, Vec<u32>> = HashMap::new();
-
-    for old_id in old_ids {
-        let mut new_ids = mapping.get(old_id).cloned().unwrap_or_default();
-        new_ids.sort_unstable();
-        new_ids.dedup();
-        normalized_mapping.insert(*old_id, new_ids);
-    }
-
-    let mut new_id_usage_count: HashMap<u32, usize> = HashMap::new();
-    for new_ids in normalized_mapping.values() {
-        for new_id in new_ids {
-            *new_id_usage_count.entry(*new_id).or_insert(0) += 1;
-        }
-    }
-
-    let mut entries = Vec::with_capacity(old_ids.len());
-    for old_id in old_ids {
-        let new_ids = normalized_mapping.get(old_id).cloned().unwrap_or_default();
-        let primary_id = new_ids.first().copied();
-        let status = classify_status(&new_ids, &new_id_usage_count);
-
-        entries.push(TopologyRemapEntry {
-            old_id: *old_id,
-            new_ids,
-            primary_id,
-            status,
-        });
-    }
-
-    entries.sort_by_key(|entry| entry.old_id);
-    entries
-}
-
-fn classify_status(
-    new_ids: &[u32],
-    new_id_usage_count: &HashMap<u32, usize>,
-) -> TopologyRemapStatus {
-    if new_ids.is_empty() {
-        return TopologyRemapStatus::Deleted;
-    }
-
-    if new_ids.len() > 1 {
-        return TopologyRemapStatus::Split;
-    }
-
-    let new_id = new_ids[0];
-    if new_id_usage_count.get(&new_id).copied().unwrap_or(0) > 1 {
-        return TopologyRemapStatus::Merged;
-    }
-
-    TopologyRemapStatus::Unchanged
-}
-
-fn build_domain_mapping(
-    old_ids: &[u32],
-    after_ids: &HashSet<u32>,
-    journal_mapping: Option<&HashMap<u32, Vec<u32>>>,
-) -> HashMap<u32, Vec<u32>> {
-    let mut mapping = HashMap::new();
-
-    for old_id in old_ids {
-        if let Some(mapped) = journal_mapping.and_then(|entry| entry.get(old_id)) {
-            let mut normalized = mapped.clone();
-            normalized.sort_unstable();
-            normalized.dedup();
-            normalized.retain(|id| after_ids.contains(id));
-            mapping.insert(*old_id, normalized);
-            continue;
-        }
-
-        if after_ids.contains(old_id) {
-            mapping.insert(*old_id, vec![*old_id]);
-        } else {
-            mapping.insert(*old_id, Vec::new());
-        }
-    }
-
-    mapping
-}
-
-fn resolve_created_ids(
-    before_ids: &[u32],
-    after_ids: &[u32],
-    domain_journal: Option<&TopologyDomainJournal>,
-) -> Vec<u32> {
-    let before_set: HashSet<u32> = before_ids.iter().copied().collect();
-    let after_set: HashSet<u32> = after_ids.iter().copied().collect();
-
-    if let Some(journal) = domain_journal {
-        let mut created = journal.created_ids.clone();
-        created.sort_unstable();
-        created.dedup();
-        created.retain(|id| after_set.contains(id));
-        return created;
-    }
-
-    let mut inferred = after_ids
-        .iter()
-        .copied()
-        .filter(|id| !before_set.contains(id))
-        .collect::<Vec<_>>();
-    inferred.sort_unstable();
-    inferred.dedup();
-    inferred
-}
-
-fn sorted_ids(mut ids: Vec<u32>) -> Vec<u32> {
-    ids.sort_unstable();
-    ids
-}
diff --git a/main/opengeometry/src/editor/tests.rs b/main/opengeometry/src/editor/tests.rs
deleted file mode 100644
index 01589c7..0000000
--- a/main/opengeometry/src/editor/tests.rs
+++ /dev/null
@@ -1,876 +0,0 @@
-use openmaths::Vector3;
-use uuid::Uuid;
-
-use super::*;
-use crate::brep::BrepBuilder;
-use crate::freeform::OGFreeformGeometry;
-use crate::primitives::cuboid::OGCuboid;
-use crate::primitives::line::OGLine;
-use crate::primitives::polygon::OGPolygon;
-use crate::primitives::polyline::OGPolyline;
-
-fn parse_edit_result(payload: &str) -> FreeformEditResult {
-    serde_json::from_str(payload).expect("edit result payload")
-}
-
-fn parse_face_info(payload: &str) -> FaceInfo {
-    serde_json::from_str(payload).expect("face info payload")
-}
-
-fn parse_vertex_info(payload: &str) -> VertexInfo {
-    serde_json::from_str(payload).expect("vertex info payload")
-}
-
-fn create_editor() -> OGFreeformEditor {
-    OGFreeformEditor::new()
-}
-
-fn face_info(editor: &OGFreeformEditor, entity: &OGFreeformGeometry, face_id: u32) -> FaceInfo {
-    parse_face_info(&editor.get_face_info(entity, face_id).expect("face info"))
-}
-
-fn vertex_info(
-    editor: &OGFreeformEditor,
-    entity: &OGFreeformGeometry,
-    vertex_id: u32,
-) -> VertexInfo {
-    parse_vertex_info(
-        &editor
-            .get_vertex_info(entity, vertex_id)
-            .expect("vertex info"),
-    )
-}
-
-fn entity_caps(editor: &OGFreeformEditor, entity: &OGFreeformGeometry) -> EditCapabilities {
-    serde_json::from_str(
-        &editor
-            .get_edit_capabilities(entity)
-            .expect("entity capabilities payload"),
-    )
-    .expect("entity capabilities json")
-}
-
-fn face_caps(
-    editor: &OGFreeformEditor,
-    entity: &OGFreeformGeometry,
-    face_id: u32,
-) -> FeatureEditCapabilities {
-    serde_json::from_str(
-        &editor
-            .get_face_edit_capabilities(entity, face_id)
-            .expect("face capabilities payload"),
-    )
-    .expect("face capabilities json")
-}
-
-fn edge_caps(
-    editor: &OGFreeformEditor,
-    entity: &OGFreeformGeometry,
-    edge_id: u32,
-) -> FeatureEditCapabilities {
-    serde_json::from_str(
-        &editor
-            .get_edge_edit_capabilities(entity, edge_id)
-            .expect("edge capabilities payload"),
-    )
-    .expect("edge capabilities json")
-}
-
-fn extrude_face(
-    editor: &OGFreeformEditor,
-    entity: &mut OGFreeformGeometry,
-    face_id: u32,
-    distance: f64,
-    options: Option<&str>,
-) -> FreeformEditResult {
-    parse_edit_result(
-        &editor
-            .extrude_face(entity, face_id, distance, options.map(str::to_string))
-            .expect("extrude face payload"),
-    )
-}
-
-fn move_vertex(
-    editor: &OGFreeformEditor,
-    entity: &mut OGFreeformGeometry,
-    vertex_id: u32,
-    translation: Vector3,
-    options: Option<&str>,
-) -> FreeformEditResult {
-    parse_edit_result(
-        &editor
-            .move_vertex(entity, vertex_id, translation, options.map(str::to_string))
-            .expect("move vertex payload"),
-    )
-}
-
-fn split_edge(
-    editor: &OGFreeformEditor,
-    entity: &mut OGFreeformGeometry,
-    edge_id: u32,
-    t: f64,
-    options: Option<&str>,
-) -> FreeformEditResult {
-    parse_edit_result(
-        &editor
-            .split_edge(entity, edge_id, t, options.map(str::to_string))
-            .expect("split edge payload"),
-    )
-}
-
-fn remove_vertex(
-    editor: &OGFreeformEditor,
-    entity: &mut OGFreeformGeometry,
-    vertex_id: u32,
-    options: Option<&str>,
-) -> FreeformEditResult {
-    parse_edit_result(
-        &editor
-            .remove_vertex(entity, vertex_id, options.map(str::to_string))
-            .expect("remove vertex payload"),
-    )
-}
-
-fn loop_cut(
-    editor: &OGFreeformEditor,
-    entity: &mut OGFreeformGeometry,
-    edge_id: u32,
-    t: f64,
-    options: Option<&str>,
-) -> FreeformEditResult {
-    parse_edit_result(
-        &editor
-            .loop_cut(entity, edge_id, t, options.map(str::to_string))
-            .expect("loop cut payload"),
-    )
-}
-
-fn cut_face(
-    editor: &OGFreeformEditor,
-    entity: &mut OGFreeformGeometry,
-    face_id: u32,
-    start_edge_id: u32,
-    start_t: f64,
-    end_edge_id: u32,
-    end_t: f64,
-    options: Option<&str>,
-) -> FreeformEditResult {
-    parse_edit_result(
-        &editor
-            .cut_face(
-                entity,
-                face_id,
-                start_edge_id,
-                start_t,
-                end_edge_id,
-                end_t,
-                options.map(str::to_string),
-            )
-            .expect("cut face payload"),
-    )
-}
-
-fn assert_vec3_close(actual: Vector3, expected: Vector3) {
-    assert!((actual.x - expected.x).abs() < 1.0e-9);
-    assert!((actual.y - expected.y).abs() < 1.0e-9);
-    assert!((actual.z - expected.z).abs() < 1.0e-9);
-}
-
-fn top_face_id(editor: &OGFreeformEditor, entity: &OGFreeformGeometry) -> u32 {
-    let mut best_face = 0;
-    let mut best_y = f64::NEG_INFINITY;
-
-    for face in &entity.local_brep.faces {
-        let info = face_info(editor, entity, face.id);
-        if info.centroid.y > best_y {
-            best_y = info.centroid.y;
-            best_face = face.id;
-        }
-    }
-
-    best_face
-}
-
-fn vertical_edge_id(entity: &OGFreeformGeometry) -> u32 {
-    entity
-        .local_brep
-        .edges
-        .iter()
-        .find_map(|edge| {
-            let (start_id, end_id) = entity.local_brep.get_edge_endpoints(edge.id)?;
-            let start = entity.local_brep.vertices.get(start_id as usize)?.position;
-            let end = entity.local_brep.vertices.get(end_id as usize)?.position;
-
-            let dx = (end.x - start.x).abs();
-            let dy = (end.y - start.y).abs();
-            let dz = (end.z - start.z).abs();
-
-            if dy > 0.2 && dx <= 1.0e-6 && dz <= 1.0e-6 {
-                Some(edge.id)
-            } else {
-                None
-            }
-        })
-        .expect("vertical edge")
-}
-
-fn right_side_face_id(editor: &OGFreeformEditor, entity: &OGFreeformGeometry) -> u32 {
-    entity
-        .local_brep
-        .faces
-        .iter()
-        .find_map(|face| {
-            let info = face_info(editor, entity, face.id);
-            if info.normal.x > 0.5 && info.normal.y.abs() < 1.0e-6 {
-                Some(face.id)
-            } else {
-                None
-            }
-        })
-        .expect("right side face")
-}
-
-fn opposite_vertical_face_edges(
-    editor: &OGFreeformEditor,
-    entity: &OGFreeformGeometry,
-    face_id: u32,
-) -> (u32, u32) {
-    let info = face_info(editor, entity, face_id);
-    let mut vertical_edges = info
-        .edge_ids
-        .iter()
-        .filter_map(|edge_id| {
-            let edge = entity.local_brep.edges.get(*edge_id as usize)?;
-            let (start_id, end_id) = entity.local_brep.get_edge_endpoints(edge.id)?;
-            let start = entity.local_brep.vertices.get(start_id as usize)?.position;
-            let end = entity.local_brep.vertices.get(end_id as usize)?.position;
-
-            let dx = (end.x - start.x).abs();
-            let dy = (end.y - start.y).abs();
-            let dz = (end.z - start.z).abs();
-
-            if dy > 0.2 && dx <= 1.0e-6 && dz <= 1.0e-6 {
-                let avg_x = (start.x + end.x) * 0.5;
-                Some((avg_x, edge.id))
-            } else {
-                None
-            }
-        })
-        .collect::<Vec<_>>();
-
-    vertical_edges.sort_by(|left, right| left.0.total_cmp(&right.0));
-
-    let left_edge = vertical_edges.first().expect("left vertical edge").1;
-    let right_edge = vertical_edges.last().expect("right vertical edge").1;
-
-    (left_edge, right_edge)
-}
-
-fn remap_entry_for(entries: &[TopologyRemapEntry], old_id: u32) -> &TopologyRemapEntry {
-    entries
-        .iter()
-        .find(|entry| entry.old_id == old_id)
-        .expect("remap entry")
-}
-
-fn create_freeform_polygon_entity(id: &str) -> OGFreeformGeometry {
-    let mut polygon = OGPolygon::new(format!("{}-source", id));
-    polygon
-        .set_config(vec![
-            Vector3::new(0.0, 0.0, 0.0),
-            Vector3::new(2.0, 0.0, 0.0),
-            Vector3::new(2.0, 0.0, 2.0),
-            Vector3::new(0.0, 0.0, 2.0),
-        ])
-        .expect("polygon config");
-
-    OGFreeformGeometry::new(id.to_string(), polygon.get_local_brep_serialized())
-        .expect("freeform polygon")
-}
-
-fn create_freeform_line_entity(id: &str) -> OGFreeformGeometry {
-    let mut line = OGLine::new(format!("{}-source", id));
-    line.set_config(Vector3::new(-1.0, 0.0, 0.0), Vector3::new(1.0, 0.0, 0.0))
-        .expect("line config");
-
-    OGFreeformGeometry::new(id.to_string(), line.get_local_brep_serialized())
-        .expect("freeform line")
-}
-
-fn create_freeform_polyline_entity(id: &str, points: Vec<Vector3>) -> OGFreeformGeometry {
-    let mut polyline = OGPolyline::new(format!("{}-source", id));
-    polyline.set_config(points).expect("polyline config");
-
-    OGFreeformGeometry::new(id.to_string(), polyline.get_local_brep_serialized())
-        .expect("freeform polyline")
-}
-
-fn create_mixed_face_and_wire_entity(id: &str) -> OGFreeformGeometry {
-    let mut builder = BrepBuilder::new(Uuid::new_v4());
-    let positions = vec![
-        Vector3::new(0.0, 0.0, 0.0),
-        Vector3::new(2.0, 0.0, 0.0),
-        Vector3::new(2.0, 0.0, 2.0),
-        Vector3::new(0.0, 0.0, 2.0),
-        Vector3::new(3.0, 0.0, 0.0),
-        Vector3::new(4.0, 0.0, 0.0),
-    ];
-    builder.add_vertices(&positions);
-    builder.add_face(&[0, 1, 2, 3], &[]).expect("face");
-    builder.add_wire(&[4, 5], false).expect("wire");
-
-    let brep = builder.build().expect("mixed topology brep");
-    OGFreeformGeometry::new(
-        id.to_string(),
-        serde_json::to_string(&brep).expect("mixed topology json"),
-    )
-    .expect("freeform mixed topology")
-}
-
-#[test]
-fn extrude_face_on_open_surface_creates_watertight_shell_and_created_ids() {
-    let editor = create_editor();
-    let mut entity = create_freeform_polygon_entity("entity-polygon-extrude");
-
-    let result = extrude_face(&editor, &mut entity, 0, 1.0, None);
-
-    assert!(result.validity.ok);
-    assert!(result.topology_changed);
-
-    let remap = result.topology_remap.expect("topology remap");
-    let face_entry = remap_entry_for(&remap.faces, 0);
-    assert_eq!(face_entry.new_ids, vec![0]);
-    assert_eq!(face_entry.primary_id, Some(0));
-    assert_eq!(face_entry.status, TopologyRemapStatus::Unchanged);
-
-    assert_eq!(remap.created_ids.vertices.len(), 4);
-    assert_eq!(remap.created_ids.faces.len(), 5);
-    assert!(!remap.created_ids.edges.is_empty());
-
-    assert_eq!(entity.local_brep.faces.len(), 6);
-    assert_eq!(entity.local_brep.shells.len(), 1);
-    assert!(entity.local_brep.shells[0].is_closed);
-}
-
-#[test]
-fn extrude_face_on_closed_solid_falls_back_to_push_pull_without_topology_change() {
-    let editor = create_editor();
-    let mut cuboid = OGCuboid::new("cuboid-extrude-solid".to_string());
-    cuboid
-        .set_config(Vector3::new(0.0, 0.0, 0.0), 2.0, 2.0, 2.0)
-        .expect("cuboid config");
-
-    let mut entity = OGFreeformGeometry::new(
-        "entity-cuboid-extrude-solid".to_string(),
-        cuboid.get_local_brep_serialized(),
-    )
-    .expect("freeform entity");
-
-    let face_id = top_face_id(&editor, &entity);
-    let result = extrude_face(&editor, &mut entity, face_id, 0.5, None);
-
-    assert!(result.validity.ok);
-    assert!(!result.topology_changed);
-    assert!(result
-        .validity
-        .diagnostics
-        .iter()
-        .any(|diagnostic| diagnostic.code == "solid_face_extrude"));
-}
-
-#[test]
-fn split_edge_and_remove_vertex_emit_semantic_remap_statuses() {
-    let editor = create_editor();
-    let mut entity = create_freeform_polygon_entity("entity-topology-edits");
-
-    let split = split_edge(&editor, &mut entity, 0, 0.5, None);
-
-    assert!(split.validity.ok);
-    assert!(split.topology_changed);
-
-    let split_remap = split.topology_remap.expect("split remap");
-    let split_entry = remap_entry_for(&split_remap.edges, 0);
-    assert_eq!(split_entry.status, TopologyRemapStatus::Split);
-    assert_eq!(split_entry.new_ids.len(), 2);
-
-    let inserted_vertex_id = *split_remap
-        .created_ids
-        .vertices
-        .first()
-        .expect("inserted vertex id");
-
-    let removed = remove_vertex(&editor, &mut entity, inserted_vertex_id, None);
-
-    assert!(removed.validity.ok);
-    assert!(removed.topology_changed);
-
-    let removed_remap = removed.topology_remap.expect("remove remap");
-    let removed_vertex_entry = remap_entry_for(&removed_remap.vertices, inserted_vertex_id);
-    assert_eq!(removed_vertex_entry.status, TopologyRemapStatus::Deleted);
-    assert!(removed_vertex_entry.new_ids.is_empty());
-    assert!(removed_remap
-        .edges
-        .iter()
-        .any(|entry| entry.status == TopologyRemapStatus::Merged));
-}
-
-#[test]
-fn repeated_identical_sequences_are_deterministic() {
-    let editor = create_editor();
-    let mut first = create_freeform_polygon_entity("entity-determinism-a");
-    let mut second = create_freeform_polygon_entity("entity-determinism-b");
-
-    let first_split = split_edge(&editor, &mut first, 1, 0.3, None);
-    let second_split = split_edge(&editor, &mut second, 1, 0.3, None);
-
-    let first_inserted = first_split
-        .topology_remap
-        .as_ref()
-        .expect("first remap")
-        .created_ids
-        .vertices[0];
-    let second_inserted = second_split
-        .topology_remap
-        .as_ref()
-        .expect("second remap")
-        .created_ids
-        .vertices[0];
-
-    let first_remove = remove_vertex(&editor, &mut first, first_inserted, None);
-    let second_remove = remove_vertex(&editor, &mut second, second_inserted, None);
-
-    let first_json = serde_json::to_string(&first_remove.topology_remap).expect("first remap json");
-    let second_json =
-        serde_json::to_string(&second_remove.topology_remap).expect("second remap json");
-
-    assert_eq!(first_json, second_json);
-
-    let mut first_brep: serde_json::Value =
-        serde_json::from_str(&first.get_local_brep_serialized()).expect("first brep json");
-    let mut second_brep: serde_json::Value =
-        serde_json::from_str(&second.get_local_brep_serialized()).expect("second brep json");
-
-    first_brep["id"] = serde_json::Value::Null;
-    second_brep["id"] = serde_json::Value::Null;
-
-    assert_eq!(first_brep, second_brep);
-}
-
-#[test]
-fn unsupported_topology_edit_returns_structured_error_diagnostic() {
-    let editor = create_editor();
-    let mut cuboid = OGCuboid::new("cuboid-unsupported".to_string());
-    cuboid
-        .set_config(Vector3::new(0.0, 0.0, 0.0), 2.0, 2.0, 2.0)
-        .expect("cuboid config");
-
-    let mut entity = OGFreeformGeometry::new(
-        "entity-cuboid-unsupported".to_string(),
-        cuboid.get_local_brep_serialized(),
-    )
-    .expect("freeform entity");
-
-    let result = remove_vertex(&editor, &mut entity, 0, None);
-
-    assert!(!result.validity.ok);
-    assert!(result
-        .validity
-        .diagnostics
-        .iter()
-        .any(|diagnostic| diagnostic.code == "unsupported_topology"));
-}
-
-#[test]
-fn constraints_project_move_vertex_translation_to_axis() {
-    let editor = create_editor();
-    let mut cuboid = OGCuboid::new("cuboid-constraints".to_string());
-    cuboid
-        .set_config(Vector3::new(0.0, 0.0, 0.0), 2.0, 2.0, 2.0)
-        .expect("cuboid config");
-
-    let mut entity = OGFreeformGeometry::new(
-        "entity-cuboid-constraints".to_string(),
-        cuboid.get_local_brep_serialized(),
-    )
-    .expect("freeform entity");
-
-    let before = vertex_info(&editor, &entity, 0);
-
-    let options = r#"{
-      "constraintAxis": { "x": 0.0, "y": 1.0, "z": 0.0 },
-      "preserveCoplanarity": true
-    }"#;
-
-    let result = move_vertex(
-        &editor,
-        &mut entity,
-        0,
-        Vector3::new(1.0, 0.2, 3.0),
-        Some(options),
-    );
-
-    assert!(result.validity.ok);
-
-    let after = vertex_info(&editor, &entity, 0);
-
-    assert!((after.position.x - before.position.x).abs() < 1.0e-9);
-    assert!((after.position.y - before.position.y - 0.2).abs() < 1.0e-9);
-    assert!((after.position.z - before.position.z).abs() < 1.0e-9);
-
-    assert!(result
-        .validity
-        .diagnostics
-        .iter()
-        .any(|diagnostic| diagnostic.code == "preserve_coplanarity_requested"));
-}
-
-#[test]
-fn lean_defaults_omit_heavy_payloads_and_include_deltas() {
-    let editor = create_editor();
-    let mut entity = create_freeform_polygon_entity("entity-lean-defaults");
-
-    let result = move_vertex(&editor, &mut entity, 0, Vector3::new(0.25, 0.0, 0.0), None);
-
-    assert!(result.validity.ok);
-    assert!(result.brep_serialized.is_none());
-    assert!(result.local_brep_serialized.is_none());
-    assert!(result.geometry_serialized.is_none());
-    assert!(result.outline_geometry_serialized.is_none());
-
-    assert!(result.topology_remap.is_some());
-    assert!(result.changed_vertices.is_some());
-    assert!(!result
-        .changed_vertices
-        .expect("changed vertices")
-        .is_empty());
-}
-
-#[test]
-fn capability_endpoints_report_entity_and_feature_flags() {
-    let editor = create_editor();
-    let entity = create_freeform_polygon_entity("entity-capabilities");
-
-    let entity_caps = entity_caps(&editor, &entity);
-
-    assert!(entity_caps.can_insert_vertex_on_edge);
-    assert!(entity_caps.can_split_edge);
-    assert!(entity_caps.can_remove_vertex);
-    assert!(entity_caps.can_cut_face);
-
-    let face_caps = face_caps(&editor, &entity, 0);
-
-    assert!(face_caps.can_extrude_face);
-    assert!(face_caps.can_move_face);
-    assert!(face_caps.can_cut_face);
-}
-
-#[test]
-fn freeform_line_capabilities_report_wire_backed_edge_split_support() {
-    let editor = create_editor();
-    let entity = create_freeform_line_entity("entity-line-capabilities");
-
-    let entity_caps = entity_caps(&editor, &entity);
-    assert!(entity_caps.can_insert_vertex_on_edge);
-    assert!(entity_caps.can_split_edge);
-    assert!(!entity_caps.can_cut_face);
-    assert!(!entity_caps.can_remove_vertex);
-
-    let edge_caps = edge_caps(&editor, &entity, 0);
-    assert!(edge_caps.can_insert_vertex_on_edge);
-    assert!(edge_caps.can_split_edge);
-    assert!(!edge_caps.can_loop_cut);
-}
-
-#[test]
-fn split_edge_on_freeform_line_preserves_open_wire_topology() {
-    let editor = create_editor();
-    let mut entity = create_freeform_line_entity("entity-line-split");
-
-    let result = split_edge(&editor, &mut entity, 0, 0.5, None);
-
-    assert!(result.validity.ok);
-    assert!(result.topology_changed);
-    assert_eq!(entity.local_brep.faces.len(), 0);
-    assert_eq!(entity.local_brep.wires.len(), 1);
-    assert!(!entity.local_brep.wires[0].is_closed);
-    assert_eq!(entity.local_brep.edges.len(), 2);
-    assert_eq!(entity.local_brep.vertices.len(), 3);
-    assert_eq!(entity.local_brep.get_wire_vertex_indices(0), vec![0, 2, 1]);
-    assert_vec3_close(
-        entity.local_brep.vertices[2].position,
-        Vector3::new(0.0, 0.0, 0.0),
-    );
-
-    let remap = result.topology_remap.expect("topology remap");
-    let edge_entry = remap_entry_for(&remap.edges, 0);
-    assert_eq!(edge_entry.status, TopologyRemapStatus::Split);
-    assert_eq!(edge_entry.new_ids.len(), 2);
-    assert_eq!(remap.created_ids.vertices, vec![2]);
-}
-
-#[test]
-fn split_edge_on_open_freeform_polyline_inserts_vertex_in_wire_order() {
-    let editor = create_editor();
-    let mut entity = create_freeform_polyline_entity(
-        "entity-open-polyline-split",
-        vec![
-            Vector3::new(-2.0, 0.0, 0.0),
-            Vector3::new(0.0, 0.0, 0.0),
-            Vector3::new(2.0, 0.0, 0.0),
-        ],
-    );
-
-    let result = split_edge(&editor, &mut entity, 1, 0.25, None);
-
-    assert!(result.validity.ok);
-    assert!(result.topology_changed);
-    assert_eq!(entity.local_brep.wires.len(), 1);
-    assert!(!entity.local_brep.wires[0].is_closed);
-    assert_eq!(
-        entity.local_brep.get_wire_vertex_indices(0),
-        vec![0, 1, 3, 2]
-    );
-    assert_vec3_close(
-        entity.local_brep.vertices[3].position,
-        Vector3::new(0.5, 0.0, 0.0),
-    );
-    assert_eq!(entity.local_brep.edges.len(), 3);
-}
-
-#[test]
-fn split_edge_on_closed_freeform_polyline_preserves_closed_wire_cycle() {
-    let editor = create_editor();
-    let mut entity = create_freeform_polyline_entity(
-        "entity-closed-polyline-split",
-        vec![
-            Vector3::new(-1.0, 0.0, 0.0),
-            Vector3::new(1.0, 0.0, 0.0),
-            Vector3::new(0.0, 0.0, 1.5),
-            Vector3::new(-1.0, 0.0, 0.0),
-        ],
-    );
-
-    let result = split_edge(&editor, &mut entity, 2, 0.5, None);
-
-    assert!(result.validity.ok);
-    assert!(result.topology_changed);
-    assert_eq!(entity.local_brep.wires.len(), 1);
-    assert!(entity.local_brep.wires[0].is_closed);
-    assert_eq!(
-        entity.local_brep.get_wire_vertex_indices(0),
-        vec![0, 1, 2, 3]
-    );
-    assert_vec3_close(
-        entity.local_brep.vertices[3].position,
-        Vector3::new(-0.5, 0.0, 0.0),
-    );
-    assert_eq!(entity.local_brep.edges.len(), 4);
-}
-
-#[test]
-fn split_edge_on_face_preserves_unrelated_wire_topology() {
-    let editor = create_editor();
-    let mut entity = create_mixed_face_and_wire_entity("entity-mixed-face-wire");
-
-    let result = split_edge(&editor, &mut entity, 0, 0.5, None);
-
-    assert!(result.validity.ok);
-    assert!(result.topology_changed);
-    assert_eq!(entity.local_brep.faces.len(), 1);
-    assert_eq!(entity.local_brep.wires.len(), 1);
-    assert_eq!(entity.local_brep.get_wire_vertex_indices(0), vec![4, 5]);
-    assert_eq!(entity.local_brep.edges.len(), 6);
-}
-
-#[test]
-fn split_edge_on_wire_preserves_unrelated_face_topology() {
-    let editor = create_editor();
-    let mut entity = create_mixed_face_and_wire_entity("entity-mixed-wire-face");
-
-    let result = split_edge(&editor, &mut entity, 4, 0.5, None);
-
-    assert!(result.validity.ok);
-    assert!(result.topology_changed);
-    assert_eq!(entity.local_brep.faces.len(), 1);
-    assert_eq!(
-        entity
-            .local_brep
-            .get_loop_vertex_indices(entity.local_brep.faces[0].outer_loop),
-        vec![0, 1, 2, 3]
-    );
-    assert_eq!(entity.local_brep.wires.len(), 1);
-    assert_eq!(entity.local_brep.get_wire_vertex_indices(0), vec![4, 6, 5]);
-    assert_eq!(entity.local_brep.edges.len(), 6);
-}
-
-#[test]
-fn split_edge_on_wire_backed_topology_preserves_invalid_parameter_diagnostics() {
-    let editor = create_editor();
-    let mut entity = create_freeform_line_entity("entity-line-invalid-parameter");
-
-    let result = split_edge(&editor, &mut entity, 0, 0.0, None);
-
-    assert!(!result.validity.ok);
-    assert!(result
-        .validity
-        .diagnostics
-        .iter()
-        .any(|diagnostic| diagnostic.code == "invalid_parameter"));
-}
-
-#[test]
-fn converted_cuboid_supports_edge_split_and_returns_created_vertex() {
-    let editor = create_editor();
-    let mut cuboid = OGCuboid::new("cuboid-edge-split".to_string());
-    cuboid
-        .set_config(Vector3::new(0.0, 0.0, 0.0), 2.0, 2.0, 2.0)
-        .expect("cuboid config");
-
-    let mut entity = OGFreeformGeometry::new(
-        "entity-cuboid-edge-split".to_string(),
-        cuboid.get_local_brep_serialized(),
-    )
-    .expect("freeform entity");
-
-    let edge_caps = edge_caps(&editor, &entity, 0);
-    assert!(edge_caps.can_split_edge);
-
-    let result = split_edge(&editor, &mut entity, 0, 0.5, None);
-
-    assert!(result.validity.ok);
-    assert!(result.topology_changed);
-    assert_eq!(
-        result
-            .topology_remap
-            .as_ref()
-            .expect("topology remap")
-            .created_ids
-            .vertices
-            .len(),
-        1
-    );
-}
-
-#[test]
-fn converted_cuboid_loop_cut_splits_side_ring_into_additional_faces() {
-    let editor = create_editor();
-    let mut cuboid = OGCuboid::new("cuboid-loop-cut".to_string());
-    cuboid
-        .set_config(Vector3::new(0.0, 0.0, 0.0), 2.0, 2.0, 2.0)
-        .expect("cuboid config");
-
-    let mut entity = OGFreeformGeometry::new(
-        "entity-cuboid-loop-cut".to_string(),
-        cuboid.get_local_brep_serialized(),
-    )
-    .expect("freeform entity");
-
-    let edge_id = vertical_edge_id(&entity);
-    let edge_caps = edge_caps(&editor, &entity, edge_id);
-    assert!(edge_caps.can_loop_cut);
-
-    let result = loop_cut(&editor, &mut entity, edge_id, 0.5, None);
-
-    assert!(result.validity.ok);
-    assert!(result.topology_changed);
-    assert_eq!(entity.local_brep.faces.len(), 10);
-    assert_eq!(entity.local_brep.vertices.len(), 12);
-    assert_eq!(entity.local_brep.shells.len(), 1);
-    assert!(entity.local_brep.shells[0].is_closed);
-
-    let remap = result.topology_remap.expect("topology remap");
-    assert_eq!(remap.created_ids.vertices.len(), 4);
-    assert_eq!(remap.created_ids.faces.len(), 4);
-    assert!(remap.created_ids.edges.len() >= 4);
-    assert_eq!(
-        remap
-            .faces
-            .iter()
-            .filter(|entry| entry.status == TopologyRemapStatus::Split)
-            .count(),
-        4
-    );
-}
-
-#[test]
-fn converted_cuboid_cut_face_splits_only_the_selected_side_face() {
-    let editor = create_editor();
-    let mut cuboid = OGCuboid::new("cuboid-cut-face".to_string());
-    cuboid
-        .set_config(Vector3::new(0.0, 0.0, 0.0), 2.0, 2.0, 2.0)
-        .expect("cuboid config");
-
-    let mut entity = OGFreeformGeometry::new(
-        "entity-cuboid-cut-face".to_string(),
-        cuboid.get_local_brep_serialized(),
-    )
-    .expect("freeform entity");
-
-    let face_id = right_side_face_id(&editor, &entity);
-    let face_caps = face_caps(&editor, &entity, face_id);
-    assert!(face_caps.can_cut_face);
-
-    let (start_edge_id, end_edge_id) = opposite_vertical_face_edges(&editor, &entity, face_id);
-    let result = cut_face(
-        &editor,
-        &mut entity,
-        face_id,
-        start_edge_id,
-        0.5,
-        end_edge_id,
-        0.5,
-        None,
-    );
-
-    assert!(result.validity.ok);
-    assert!(result.topology_changed);
-    assert_eq!(entity.local_brep.faces.len(), 7);
-    assert_eq!(entity.local_brep.vertices.len(), 10);
-    assert_eq!(entity.local_brep.shells.len(), 1);
-
-    let remap = result.topology_remap.expect("topology remap");
-    let face_entry = remap_entry_for(&remap.faces, face_id);
-    assert_eq!(face_entry.status, TopologyRemapStatus::Split);
-    assert_eq!(face_entry.new_ids.len(), 2);
-    assert_eq!(remap.created_ids.faces.len(), 1);
-    assert_eq!(remap.created_ids.vertices.len(), 2);
-    assert_eq!(remap.created_ids.edges.len(), 1);
-
-    let created_face_id = remap.created_ids.faces[0];
-    let original_face_info = face_info(&editor, &entity, face_id);
-    let created_face_info = face_info(&editor, &entity, created_face_id);
-    assert_eq!(original_face_info.edge_ids.len(), 4);
-    assert_eq!(created_face_info.edge_ids.len(), 4);
-}
-
-#[test]
-fn topology_remap_builder_supports_split_merge_and_deleted_statuses() {
-    let old_ids = vec![10, 11, 12, 13];
-    let mut mapping = std::collections::HashMap::<u32, Vec<u32>>::new();
-    mapping.insert(10, vec![100, 101]);
-    mapping.insert(11, vec![200]);
-    mapping.insert(12, vec![200]);
-    mapping.insert(13, Vec::new());
-
-    let entries = super::remap::build_domain_entries_from_mapping(&old_ids, &mapping);
-
-    let split_entry = remap_entry_for(&entries, 10);
-    assert_eq!(split_entry.status, TopologyRemapStatus::Split);
-    assert_eq!(split_entry.primary_id, Some(100));
-    assert_eq!(split_entry.new_ids, vec![100, 101]);
-
-    let merged_left = remap_entry_for(&entries, 11);
-    assert_eq!(merged_left.status, TopologyRemapStatus::Merged);
-    assert_eq!(merged_left.primary_id, Some(200));
-    assert_eq!(merged_left.new_ids, vec![200]);
-
-    let merged_right = remap_entry_for(&entries, 12);
-    assert_eq!(merged_right.status, TopologyRemapStatus::Merged);
-    assert_eq!(merged_right.primary_id, Some(200));
-    assert_eq!(merged_right.new_ids, vec![200]);
-
-    let deleted_entry = remap_entry_for(&entries, 13);
-    assert_eq!(deleted_entry.status, TopologyRemapStatus::Deleted);
-    assert_eq!(deleted_entry.primary_id, None);
-    assert!(deleted_entry.new_ids.is_empty());
-}
diff --git a/main/opengeometry/src/editor/topology_display.rs b/main/opengeometry/src/editor/topology_display.rs
deleted file mode 100644
index b4a49f3..0000000
--- a/main/opengeometry/src/editor/topology_display.rs
+++ /dev/null
@@ -1,90 +0,0 @@
-use openmaths::Vector3;
-
-use crate::operations::triangulate::triangulate_polygon_with_holes;
-
-use super::{
-    OGFreeformGeometry, TopologyEdgeRenderData, TopologyFaceRenderData, TopologyRenderData,
-    TopologyVertexRenderData,
-};
-
-impl OGFreeformGeometry {
-    pub(super) fn build_topology_display_data(&self) -> TopologyRenderData {
-        let brep = self.world_brep();
-        let mut faces_payload = Vec::with_capacity(brep.faces.len());
-
-        for face in &brep.faces {
-            let (face_vertices, hole_vertices) = brep.get_vertices_and_holes_by_face_id(face.id);
-            if face_vertices.len() < 3 {
-                continue;
-            }
-
-            let triangles = triangulate_polygon_with_holes(&face_vertices, &hole_vertices);
-            let all_vertices: Vec<Vector3> = face_vertices
-                .iter()
-                .copied()
-                .chain(hole_vertices.iter().flatten().copied())
-                .collect();
-
-            let mut positions = Vec::with_capacity(all_vertices.len() * 3);
-            for vertex in &all_vertices {
-                positions.push(vertex.x);
-                positions.push(vertex.y);
-                positions.push(vertex.z);
-            }
-
-            let mut indices = Vec::with_capacity(triangles.len() * 3);
-            for triangle in triangles {
-                indices.push(triangle[0] as u32);
-                indices.push(triangle[1] as u32);
-                indices.push(triangle[2] as u32);
-            }
-
-            faces_payload.push(TopologyFaceRenderData {
-                face_id: face.id,
-                positions,
-                indices,
-            });
-        }
-
-        let mut edges_payload = Vec::with_capacity(brep.edges.len());
-        for edge in &brep.edges {
-            let Some((start, end)) = brep.get_edge_endpoints(edge.id) else {
-                continue;
-            };
-
-            let Some(start_vertex) = brep.vertices.get(start as usize) else {
-                continue;
-            };
-            let Some(end_vertex) = brep.vertices.get(end as usize) else {
-                continue;
-            };
-
-            edges_payload.push(TopologyEdgeRenderData {
-                edge_id: edge.id,
-                positions: vec![
-                    start_vertex.position.x,
-                    start_vertex.position.y,
-                    start_vertex.position.z,
-                    end_vertex.position.x,
-                    end_vertex.position.y,
-                    end_vertex.position.z,
-                ],
-            });
-        }
-
-        let vertices_payload = brep
-            .vertices
-            .iter()
-            .map(|vertex| TopologyVertexRenderData {
-                vertex_id: vertex.id,
-                position: vertex.position,
-            })
-            .collect();
-
-        TopologyRenderData {
-            faces: faces_payload,
-            edges: edges_payload,
-            vertices: vertices_payload,
-        }
-    }
-}
diff --git a/main/opengeometry/src/editor/types.rs b/main/opengeometry/src/editor/types.rs
deleted file mode 100644
index c77d00c..0000000
--- a/main/opengeometry/src/editor/types.rs
+++ /dev/null
@@ -1,259 +0,0 @@
-use std::collections::HashMap;
-
-use openmaths::Vector3;
-use serde::{Deserialize, Serialize};
-
-use crate::freeform::ObjectTransformation;
-
-pub const GEOMETRY_EPSILON: f64 = crate::tolerance::MODELING_TOLERANCE_FLOOR;
-pub const FACE_AREA_EPSILON: f64 = 1.0e-12;
-
-#[derive(Clone, Debug, Serialize, Deserialize, PartialEq, Eq)]
-#[serde(rename_all = "snake_case")]
-pub enum TopologyRemapStatus {
-    Unchanged,
-    Split,
-    Merged,
-    Deleted,
-}
-
-#[derive(Clone, Serialize, Deserialize)]
-pub struct TopologyRemapEntry {
-    pub old_id: u32,
-    pub new_ids: Vec<u32>,
-    pub primary_id: Option<u32>,
-    pub status: TopologyRemapStatus,
-}
-
-#[derive(Clone, Serialize, Deserialize, Default)]
-pub struct TopologyCreatedIds {
-    #[serde(default)]
-    pub faces: Vec<u32>,
-    #[serde(default)]
-    pub edges: Vec<u32>,
-    #[serde(default)]
-    pub vertices: Vec<u32>,
-}
-
-#[derive(Clone, Serialize, Deserialize)]
-pub struct TopologyRemap {
-    pub faces: Vec<TopologyRemapEntry>,
-    pub edges: Vec<TopologyRemapEntry>,
-    pub vertices: Vec<TopologyRemapEntry>,
-    pub created_ids: TopologyCreatedIds,
-}
-
-#[derive(Clone, Debug, Serialize, Deserialize, PartialEq, Eq)]
-#[serde(rename_all = "snake_case")]
-pub enum DiagnosticSeverity {
-    Info,
-    Warning,
-    Error,
-}
-
-#[derive(Clone, Serialize, Deserialize)]
-pub struct BrepDiagnostic {
-    pub code: String,
-    pub severity: DiagnosticSeverity,
-    pub message: String,
-    #[serde(skip_serializing_if = "Option::is_none")]
-    pub domain: Option<String>,
-    #[serde(skip_serializing_if = "Option::is_none")]
-    pub topology_id: Option<u32>,
-}
-
-impl BrepDiagnostic {
-    pub fn info(code: impl Into<String>, message: impl Into<String>) -> Self {
-        Self {
-            code: code.into(),
-            severity: DiagnosticSeverity::Info,
-            message: message.into(),
-            domain: None,
-            topology_id: None,
-        }
-    }
-
-    pub fn warning(code: impl Into<String>, message: impl Into<String>) -> Self {
-        Self {
-            code: code.into(),
-            severity: DiagnosticSeverity::Warning,
-            message: message.into(),
-            domain: None,
-            topology_id: None,
-        }
-    }
-
-    pub fn error(code: impl Into<String>, message: impl Into<String>) -> Self {
-        Self {
-            code: code.into(),
-            severity: DiagnosticSeverity::Error,
-            message: message.into(),
-            domain: None,
-            topology_id: None,
-        }
-    }
-
-    pub fn with_domain(mut self, domain: impl Into<String>, topology_id: Option<u32>) -> Self {
-        self.domain = Some(domain.into());
-        self.topology_id = topology_id;
-        self
-    }
-}
-
-#[derive(Clone, Serialize, Deserialize)]
-pub struct BrepValidity {
-    pub ok: bool,
-    #[serde(skip_serializing_if = "Option::is_none")]
-    pub healed: Option<bool>,
-    #[serde(default)]
-    pub diagnostics: Vec<BrepDiagnostic>,
-}
-
-#[derive(Clone, Serialize, Deserialize)]
-pub struct FaceInfo {
-    pub face_id: u32,
-    pub centroid: Vector3,
-    pub normal: Vector3,
-    pub surface_type: String,
-    pub loop_ids: Vec<u32>,
-    pub edge_ids: Vec<u32>,
-    pub vertex_ids: Vec<u32>,
-    pub adjacent_face_ids: Vec<u32>,
-}
-
-#[derive(Clone, Serialize, Deserialize)]
-pub struct EdgeInfo {
-    pub edge_id: u32,
-    pub curve_type: String,
-    pub start_vertex_id: u32,
-    pub end_vertex_id: u32,
-    pub start: Vector3,
-    pub end: Vector3,
-    pub incident_face_ids: Vec<u32>,
-}
-
-#[derive(Clone, Serialize, Deserialize)]
-pub struct VertexInfo {
-    pub vertex_id: u32,
-    pub position: Vector3,
-    pub edge_ids: Vec<u32>,
-    pub face_ids: Vec<u32>,
-}
-
-#[derive(Clone, Serialize, Deserialize)]
-pub struct TopologyFaceRenderData {
-    pub face_id: u32,
-    pub positions: Vec<f64>,
-    pub indices: Vec<u32>,
-}
-
-#[derive(Clone, Serialize, Deserialize)]
-pub struct TopologyEdgeRenderData {
-    pub edge_id: u32,
-    pub positions: Vec<f64>,
-}
-
-#[derive(Clone, Serialize, Deserialize)]
-pub struct TopologyVertexRenderData {
-    pub vertex_id: u32,
-    pub position: Vector3,
-}
-
-#[derive(Clone, Serialize, Deserialize)]
-pub struct TopologyRenderData {
-    pub faces: Vec<TopologyFaceRenderData>,
-    pub edges: Vec<TopologyEdgeRenderData>,
-    pub vertices: Vec<TopologyVertexRenderData>,
-}
-
-#[derive(Clone, Serialize, Deserialize)]
-pub struct FreeformEditResult {
-    pub entity_id: String,
-    #[serde(skip_serializing_if = "Option::is_none")]
-    pub brep_serialized: Option<String>,
-    #[serde(skip_serializing_if = "Option::is_none")]
-    pub local_brep_serialized: Option<String>,
-    #[serde(skip_serializing_if = "Option::is_none")]
-    pub geometry_serialized: Option<String>,
-    #[serde(skip_serializing_if = "Option::is_none")]
-    pub outline_geometry_serialized: Option<String>,
-    pub topology_changed: bool,
-    #[serde(skip_serializing_if = "Option::is_none")]
-    pub topology_remap: Option<TopologyRemap>,
-    #[serde(skip_serializing_if = "Option::is_none")]
-    pub changed_faces: Option<Vec<u32>>,
-    #[serde(skip_serializing_if = "Option::is_none")]
-    pub changed_edges: Option<Vec<u32>>,
-    #[serde(skip_serializing_if = "Option::is_none")]
-    pub changed_vertices: Option<Vec<u32>>,
-    pub validity: BrepValidity,
-    pub placement: ObjectTransformation,
-}
-
-#[derive(Clone, Serialize, Deserialize)]
-pub struct EditCapabilities {
-    pub can_push_pull_face: bool,
-    pub can_move_face: bool,
-    pub can_extrude_face: bool,
-    pub can_cut_face: bool,
-    pub can_move_edge: bool,
-    pub can_move_vertex: bool,
-    pub can_insert_vertex_on_edge: bool,
-    pub can_remove_vertex: bool,
-    pub can_split_edge: bool,
-    pub can_loop_cut: bool,
-    #[serde(default, skip_serializing_if = "Vec::is_empty")]
-    pub reasons: Vec<String>,
-}
-
-#[derive(Clone, Serialize, Deserialize)]
-pub struct FeatureEditCapabilities {
-    pub domain: String,
-    pub topology_id: u32,
-    pub can_push_pull_face: bool,
-    pub can_move_face: bool,
-    pub can_extrude_face: bool,
-    pub can_cut_face: bool,
-    pub can_move_edge: bool,
-    pub can_move_vertex: bool,
-    pub can_insert_vertex_on_edge: bool,
-    pub can_remove_vertex: bool,
-    pub can_split_edge: bool,
-    pub can_loop_cut: bool,
-    #[serde(default, skip_serializing_if = "Vec::is_empty")]
-    pub reasons: Vec<String>,
-}
-
-#[derive(Clone, Default)]
-pub(super) struct TopologyDomainJournal {
-    pub mapping: HashMap<u32, Vec<u32>>,
-    pub created_ids: Vec<u32>,
-}
-
-impl TopologyDomainJournal {
-    pub fn map(&mut self, old_id: u32, mut new_ids: Vec<u32>) {
-        new_ids.sort_unstable();
-        new_ids.dedup();
-        self.mapping.insert(old_id, new_ids);
-    }
-
-    pub fn add_created(&mut self, id: u32) {
-        self.created_ids.push(id);
-    }
-}
-
-#[derive(Clone, Default)]
-pub(super) struct TopologyChangeJournal {
-    pub faces: TopologyDomainJournal,
-    pub edges: TopologyDomainJournal,
-    pub vertices: TopologyDomainJournal,
-}
-
-#[derive(Default)]
-pub(super) struct EditEffect {
-    pub diagnostics: Vec<BrepDiagnostic>,
-    pub topology_journal: Option<TopologyChangeJournal>,
-    pub changed_faces: Vec<u32>,
-    pub changed_edges: Vec<u32>,
-    pub changed_vertices: Vec<u32>,
-}
diff --git a/main/opengeometry/src/editor/validation.rs b/main/opengeometry/src/editor/validation.rs
deleted file mode 100644
index e756898..0000000
--- a/main/opengeometry/src/editor/validation.rs
+++ /dev/null
@@ -1,147 +0,0 @@
-use openmaths::Vector3;
-
-use crate::brep::Brep;
-use crate::operations::triangulate::triangulate_polygon_with_holes;
-
-use super::{BrepDiagnostic, FACE_AREA_EPSILON, GEOMETRY_EPSILON};
-
-pub(super) fn normalized(vector: Vector3) -> Option<Vector3> {
-    let length_sq = vector.x * vector.x + vector.y * vector.y + vector.z * vector.z;
-    if !length_sq.is_finite() || length_sq <= GEOMETRY_EPSILON * GEOMETRY_EPSILON {
-        return None;
-    }
-
-    let inverse_length = length_sq.sqrt().recip();
-    Some(Vector3::new(
-        vector.x * inverse_length,
-        vector.y * inverse_length,
-        vector.z * inverse_length,
-    ))
-}
-
-pub(super) fn is_finite_vector(vector: Vector3) -> bool {
-    vector.x.is_finite() && vector.y.is_finite() && vector.z.is_finite()
-}
-
-fn face_area(brep: &Brep, face_id: u32) -> f64 {
-    let (face_vertices, hole_vertices) = brep.get_vertices_and_holes_by_face_id(face_id);
-    if face_vertices.len() < 3 {
-        return 0.0;
-    }
-
-    let triangles = triangulate_polygon_with_holes(&face_vertices, &hole_vertices);
-    let all_vertices: Vec<Vector3> = face_vertices
-        .iter()
-        .copied()
-        .chain(hole_vertices.iter().flatten().copied())
-        .collect();
-
-    let mut area = 0.0;
-    for triangle in triangles {
-        let Some(a) = all_vertices.get(triangle[0]) else {
-            continue;
-        };
-        let Some(b) = all_vertices.get(triangle[1]) else {
-            continue;
-        };
-        let Some(c) = all_vertices.get(triangle[2]) else {
-            continue;
-        };
-
-        let ab = Vector3::new(b.x - a.x, b.y - a.y, b.z - a.z);
-        let ac = Vector3::new(c.x - a.x, c.y - a.y, c.z - a.z);
-        let cross = ab.cross(&ac);
-        let triangle_area =
-            (cross.x * cross.x + cross.y * cross.y + cross.z * cross.z).sqrt() * 0.5;
-        area += triangle_area;
-    }
-
-    area
-}
-
-pub(super) fn validate_geometry(brep: &Brep) -> Vec<BrepDiagnostic> {
-    let mut diagnostics = Vec::new();
-
-    for vertex in &brep.vertices {
-        if !is_finite_vector(vertex.position) {
-            diagnostics.push(
-                BrepDiagnostic::error(
-                    "non_finite_vertex",
-                    format!("Vertex {} has non-finite coordinates", vertex.id),
-                )
-                .with_domain("vertex", Some(vertex.id)),
-            );
-        }
-    }
-
-    for edge in &brep.edges {
-        let Some((start_id, end_id)) = brep.get_edge_endpoints(edge.id) else {
-            diagnostics.push(
-                BrepDiagnostic::error(
-                    "invalid_edge_endpoints",
-                    format!("Edge {} has invalid endpoints", edge.id),
-                )
-                .with_domain("edge", Some(edge.id)),
-            );
-            continue;
-        };
-
-        let Some(start) = brep
-            .vertices
-            .get(start_id as usize)
-            .map(|vertex| vertex.position)
-        else {
-            diagnostics.push(
-                BrepDiagnostic::error(
-                    "missing_edge_vertex",
-                    format!("Edge {} start vertex {} is missing", edge.id, start_id),
-                )
-                .with_domain("edge", Some(edge.id)),
-            );
-            continue;
-        };
-        let Some(end) = brep
-            .vertices
-            .get(end_id as usize)
-            .map(|vertex| vertex.position)
-        else {
-            diagnostics.push(
-                BrepDiagnostic::error(
-                    "missing_edge_vertex",
-                    format!("Edge {} end vertex {} is missing", edge.id, end_id),
-                )
-                .with_domain("edge", Some(edge.id)),
-            );
-            continue;
-        };
-
-        let dx = start.x - end.x;
-        let dy = start.y - end.y;
-        let dz = start.z - end.z;
-        let length_sq = dx * dx + dy * dy + dz * dz;
-        if !length_sq.is_finite() || length_sq <= GEOMETRY_EPSILON * GEOMETRY_EPSILON {
-            diagnostics.push(
-                BrepDiagnostic::error(
-                    "collapsed_edge",
-                    format!("Edge {} collapsed to near-zero length", edge.id),
-                )
-                .with_domain("edge", Some(edge.id)),
-            );
-        }
-    }
-
-    for face in &brep.faces {
-        let area = face_area(brep, face.id);
-        if !area.is_finite() || area <= FACE_AREA_EPSILON {
-            diagnostics.push(
-                BrepDiagnostic::error(
-                    "degenerate_face",
-                    format!("Face {} has near-zero area", face.id),
-                )
-                .with_domain("face", Some(face.id)),
-            );
-        }
-    }
-
-    diagnostics
-}
diff --git a/main/opengeometry/src/exchange/fit_curve/mod.rs b/main/opengeometry/src/exchange/fit_curve/mod.rs
new file mode 100644
index 0000000..2b04c5e
--- /dev/null
+++ b/main/opengeometry/src/exchange/fit_curve/mod.rs
@@ -0,0 +1,235 @@
+#[cfg(test)]
+mod tests;
+
+use crate::brep::{
+    bounds_chord_deviation, Curve, CurveGeometry, GeometryError, GeometryStore,
+    IntersectionDefinition, IntersectionSide, Surface, TraceAnchor, UV,
+};
+use crate::math::{norm, sub, Interval, Point3};
+
+#[derive(Clone, Debug)]
+pub(super) struct FittedIntersectionCurve {
+    pub(super) controls: Vec<Point3>,
+    pcurve_a: Vec<UV>,
+    pcurve_b: Vec<UV>,
+    pub(super) knots: Vec<f64>,
+    pub(super) multiplicities: Vec<usize>,
+    pub(super) error_bound: f64,
+}
+
+struct FittedControls {
+    controls: Vec<Point3>,
+    pcurve_a: Vec<UV>,
+    pcurve_b: Vec<UV>,
+}
+
+pub(super) fn fit_intersection_curve(
+    store: &GeometryStore,
+    definition_id: u32,
+    tolerance: f64,
+    max_segments: usize,
+) -> Result<FittedIntersectionCurve, GeometryError> {
+    if !tolerance.is_finite() || tolerance <= 0.0 || max_segments == 0 {
+        return Err(GeometryError::InvalidGeometry(
+            "export curve fitting requires positive tolerance and segment budget".into(),
+        ));
+    }
+    let definition = store
+        .intersections
+        .get(definition_id as usize)
+        .ok_or_else(|| GeometryError::MissingReference {
+            kind: "intersection".into(),
+            index: definition_id,
+        })?;
+    definition.validate(store)?;
+    let first = definition.anchors.first().ok_or_else(|| {
+        GeometryError::InvalidGeometry("intersection curve has no first anchor".into())
+    })?;
+    let last = definition.anchors.last().ok_or_else(|| {
+        GeometryError::InvalidGeometry("intersection curve has no last anchor".into())
+    })?;
+    let curve_id = store
+        .curves
+        .iter()
+        .position(|curve| {
+            matches!(curve, CurveGeometry::Intersection { definition } if *definition == definition_id)
+        })
+        .ok_or_else(|| GeometryError::MissingReference {
+            kind: "intersection curve".into(),
+            index: definition_id,
+        })?;
+    let curve = store
+        .curve(u32::try_from(curve_id).map_err(|_| {
+            GeometryError::LimitExceeded("intersection curve identifiers".into())
+        })?)?;
+    let (accepted, achieved) = accepted_ranges(
+        store,
+        definition,
+        &curve,
+        first,
+        last,
+        tolerance,
+        max_segments,
+    )?;
+    let FittedControls {
+        controls,
+        pcurve_a,
+        pcurve_b,
+    } = fitted_controls(store, definition, &accepted, tolerance)?;
+    let segment_count = accepted.len();
+    let knots = (0..=segment_count).map(|value| value as f64).collect();
+    let multiplicities = (0..=segment_count)
+        .map(|index| {
+            if index == 0 || index == segment_count {
+                4
+            } else {
+                3
+            }
+        })
+        .collect();
+    Ok(FittedIntersectionCurve {
+        controls,
+        pcurve_a,
+        pcurve_b,
+        knots,
+        multiplicities,
+        error_bound: achieved,
+    })
+}
+
+fn accepted_ranges(
+    store: &GeometryStore,
+    definition: &IntersectionDefinition,
+    curve: &impl Curve,
+    first: &TraceAnchor,
+    last: &TraceAnchor,
+    tolerance: f64,
+    max_segments: usize,
+) -> Result<(Vec<Interval>, f64), GeometryError> {
+    let mut stack = vec![(Interval::new(first.parameter, last.parameter)?, 0usize)];
+    let mut accepted = Vec::new();
+    let mut visits = 0usize;
+    let mut achieved: f64 = 0.0;
+    while let Some((range, depth)) = stack.pop() {
+        visits = visits
+            .checked_add(1)
+            .ok_or_else(|| GeometryError::LimitExceeded("export curve fit visits".into()))?;
+        if visits > max_segments.saturating_mul(2) {
+            return Err(GeometryError::LimitExceeded(
+                "export curve fit visits".into(),
+            ));
+        }
+        let a = curve.point_at(range.lo)?;
+        let b = curve.point_at(range.hi)?;
+        let deviation = if let Some(bound) = definition.certified_chord_deviation(range, store)? {
+            bound
+        } else {
+            bounds_chord_deviation(curve.enclose(range)?, a, b)
+        };
+        if deviation <= tolerance {
+            achieved = achieved.max(deviation);
+            accepted.push(range);
+            continue;
+        }
+        if depth >= 48 || accepted.len() + stack.len() + 2 > max_segments {
+            return Err(GeometryError::LimitExceeded(
+                "export curve fit segments".into(),
+            ));
+        }
+        let midpoint = range.midpoint();
+        stack.push((Interval::new(midpoint, range.hi)?, depth + 1));
+        stack.push((Interval::new(range.lo, midpoint)?, depth + 1));
+    }
+    accepted.sort_by(|a, b| a.lo.total_cmp(&b.lo));
+    if accepted.is_empty() {
+        return Err(GeometryError::UnresolvedIntersection(
+            "export curve fitting produced no intervals".into(),
+        ));
+    }
+    Ok((accepted, achieved))
+}
+
+fn fitted_controls(
+    store: &GeometryStore,
+    definition: &IntersectionDefinition,
+    accepted: &[Interval],
+    tolerance: f64,
+) -> Result<FittedControls, GeometryError> {
+    let supports = [
+        store.surface(definition.surfaces[0])?,
+        store.surface(definition.surfaces[1])?,
+    ];
+    let mut controls = Vec::with_capacity(accepted.len() * 3 + 1);
+    let mut pcurve_a = Vec::with_capacity(accepted.len() * 3 + 1);
+    let mut pcurve_b = Vec::with_capacity(accepted.len() * 3 + 1);
+    for (index, range) in accepted.iter().enumerate() {
+        let left = definition.evaluate(range.lo, store)?;
+        let right = definition.evaluate(range.hi, store)?;
+        let xyz = line_controls(left.point, right.point);
+        let uv_a = line_controls(left.uv_a, right.uv_a);
+        let uv_b = line_controls(left.uv_b, right.uv_b);
+        for sample in 0..=4 {
+            let fraction = sample as f64 / 4.0;
+            let t = range.lo + range.width() * fraction;
+            let authoritative = definition.evaluate(t, store)?;
+            let fitted: Point3 = std::array::from_fn(|axis| {
+                left.point[axis] * (1.0 - fraction) + right.point[axis] * fraction
+            });
+            if norm(sub(authoritative.point, fitted)) > tolerance {
+                return Err(GeometryError::UnresolvedIntersection(
+                    "export curve sample exceeds its certified fitting budget".into(),
+                ));
+            }
+            for (surface, (from, to)) in supports
+                .into_iter()
+                .zip([(left.uv_a, right.uv_a), (left.uv_b, right.uv_b)])
+            {
+                let pcurve: UV =
+                    std::array::from_fn(|axis| from[axis] * (1.0 - fraction) + to[axis] * fraction);
+                if norm(sub(surface.point_at(pcurve)?, fitted))
+                    > tolerance + definition.residual_tolerance
+                {
+                    return Err(GeometryError::UnresolvedIntersection(
+                        "export pcurve sample misses the fitted spatial curve".into(),
+                    ));
+                }
+                let uv = surface.project(fitted, None)?;
+                if norm(sub(surface.point_at(uv)?, fitted))
+                    > tolerance + definition.residual_tolerance
+                {
+                    return Err(GeometryError::UnresolvedIntersection(
+                        "export curve sample exceeds a retained support budget".into(),
+                    ));
+                }
+            }
+        }
+        let start = usize::from(index > 0);
+        controls.extend_from_slice(&xyz[start..]);
+        pcurve_a.extend_from_slice(&uv_a[start..]);
+        pcurve_b.extend_from_slice(&uv_b[start..]);
+    }
+    Ok(FittedControls {
+        controls,
+        pcurve_a,
+        pcurve_b,
+    })
+}
+
+fn line_controls<const N: usize>(a: [f64; N], b: [f64; N]) -> [[f64; N]; 4] {
+    [
+        a,
+        std::array::from_fn(|axis| (2.0 * a[axis] + b[axis]) / 3.0),
+        std::array::from_fn(|axis| (a[axis] + 2.0 * b[axis]) / 3.0),
+        b,
+    ]
+}
+
+impl FittedIntersectionCurve {
+    pub(super) fn pcurve(&self, side: IntersectionSide) -> &[[f64; 2]] {
+        if side == IntersectionSide::A {
+            &self.pcurve_a
+        } else {
+            &self.pcurve_b
+        }
+    }
+}
diff --git a/main/opengeometry/src/exchange/fit_curve/tests.rs b/main/opengeometry/src/exchange/fit_curve/tests.rs
new file mode 100644
index 0000000..5d6f441
--- /dev/null
+++ b/main/opengeometry/src/exchange/fit_curve/tests.rs
@@ -0,0 +1,48 @@
+use super::*;
+use crate::brep::{Accuracy, CurveGeometry, Frame3, SsiBudget, SurfaceGeometry};
+use crate::intersection::intersect_patches;
+
+#[test]
+fn fitted_numerical_curve_has_cubic_shape_and_support_bound() {
+    let mut store = GeometryStore::new();
+    store.surfaces = vec![
+        SurfaceGeometry::Torus {
+            frame: Frame3::IDENTITY,
+            major_radius: 2.0,
+            minor_radius: 0.5,
+        },
+        SurfaceGeometry::Plane {
+            frame: Frame3::from_axis([0.0, 0.0, 0.15], [0.35, -0.2, 1.0], [1.0, 0.0, 0.0]).unwrap(),
+        },
+    ];
+    let tau = std::f64::consts::TAU;
+    let result = intersect_patches(
+        &mut store,
+        [0, 1],
+        [
+            [Interval::new(0.0, tau).unwrap(); 2],
+            [Interval::new(-4.0, 4.0).unwrap(); 2],
+        ],
+        Accuracy {
+            geometric: 1e-5,
+            intersection: 2.5e-6,
+            tessellation: 1e-3,
+            exchange: 0.05,
+        },
+        SsiBudget::default(),
+    )
+    .unwrap();
+    let definition = match store.curves[result.curves[0].curve as usize] {
+        CurveGeometry::Intersection { definition } => definition,
+        _ => panic!("universal SSI must create an intersection definition"),
+    };
+    let fitted = fit_intersection_curve(&store, definition, 1.0, 20_000).unwrap();
+    assert!(fitted.controls.len() >= 4);
+    assert_eq!((fitted.controls.len() - 1) % 3, 0);
+    assert_eq!(fitted.controls.len(), fitted.pcurve_a.len());
+    assert_eq!(fitted.controls.len(), fitted.pcurve_b.len());
+    assert!(fitted.error_bound <= 1.0);
+    assert_eq!(fitted.knots.len(), fitted.multiplicities.len());
+    assert_eq!(fitted.multiplicities.first(), Some(&4));
+    assert_eq!(fitted.multiplicities.last(), Some(&4));
+}
diff --git a/main/opengeometry/src/exchange/mod.rs b/main/opengeometry/src/exchange/mod.rs
new file mode 100644
index 0000000..1178f92
--- /dev/null
+++ b/main/opengeometry/src/exchange/mod.rs
@@ -0,0 +1,7 @@
+mod fit_curve;
+mod part21;
+mod preflight;
+mod step;
+
+pub(super) use step::{export_bodies, StepBodyInput, StepExportFailure};
+pub use step::{export_step, StepBodyReport, StepExportReport, StepReport, StepSkipped};
diff --git a/main/opengeometry/src/exchange/part21/mod.rs b/main/opengeometry/src/exchange/part21/mod.rs
new file mode 100644
index 0000000..aa02d49
--- /dev/null
+++ b/main/opengeometry/src/exchange/part21/mod.rs
@@ -0,0 +1,186 @@
+#[cfg(test)]
+mod tests;
+
+use crate::brep::GeometryError;
+use std::collections::HashSet;
+
+const DEFAULT_PART21_VERSION: &str = "2;1";
+
+#[derive(Clone, Debug)]
+pub(super) struct Part21Writer {
+    schema: String,
+    description: String,
+    file_name: String,
+    timestamp: String,
+    author: String,
+    organization: String,
+    preprocessor: String,
+    originating_system: String,
+    authorization: String,
+    next_id: usize,
+    entries: Vec<(usize, String)>,
+}
+
+impl Part21Writer {
+    pub(super) fn new(schema: impl Into<String>) -> Self {
+        Self {
+            schema: sanitize_string_literal(&schema.into()),
+            description: "OpenGeometry Export".to_string(),
+            file_name: "opengeometry-export".to_string(),
+            timestamp: "1970-01-01T00:00:00".to_string(),
+            author: "OpenGeometry".to_string(),
+            organization: "OpenGeometry".to_string(),
+            preprocessor: "OpenGeometry".to_string(),
+            originating_system: "OpenGeometry".to_string(),
+            authorization: String::new(),
+            next_id: 1,
+            entries: Vec::new(),
+        }
+    }
+
+    pub(super) fn set_description(&mut self, description: impl Into<String>) {
+        self.description = sanitize_string_literal(&description.into());
+    }
+
+    pub(super) fn set_file_name(&mut self, file_name: impl Into<String>) {
+        self.file_name = sanitize_string_literal(&file_name.into());
+    }
+
+    pub(super) fn set_timestamp(&mut self, timestamp: impl Into<String>) {
+        self.timestamp = sanitize_string_literal(&timestamp.into());
+    }
+
+    pub(super) fn add_entity(&mut self, expression: impl Into<String>) -> usize {
+        let id = self.next_id;
+        self.next_id += 1;
+        self.entries.push((id, expression.into()));
+        id
+    }
+
+    pub(super) fn entity_count(&self) -> usize {
+        self.entries.len()
+    }
+
+    #[cfg(test)]
+    fn reference(id: usize) -> String {
+        format!("#{id}")
+    }
+
+    pub(super) fn build(self) -> Result<String, GeometryError> {
+        if self.entries.is_empty() {
+            return Err(GeometryError::InvalidGeometry(
+                "Part-21 writer has no DATA entities".to_string(),
+            ));
+        }
+
+        let mut defined = HashSet::new();
+        for (id, _) in &self.entries {
+            if !defined.insert(*id) {
+                return Err(GeometryError::InvalidGeometry(format!(
+                    "Duplicate Part-21 entity id detected: #{id}"
+                )));
+            }
+        }
+
+        for (id, expression) in &self.entries {
+            for reference in extract_references(expression) {
+                if !defined.contains(&reference) {
+                    return Err(GeometryError::InvalidGeometry(format!(
+                        "Part-21 entity #{id} references undefined id #{reference}"
+                    )));
+                }
+            }
+        }
+
+        let mut output = String::new();
+        output.push_str("ISO-10303-21;\n");
+        output.push_str("HEADER;\n");
+        output.push_str(&format!(
+            "FILE_DESCRIPTION(('{}'),'{}');\n",
+            self.description, DEFAULT_PART21_VERSION
+        ));
+        output.push_str(&format!(
+            "FILE_NAME('{}','{}',('{}'),('{}'),'{}','{}','{}');\n",
+            self.file_name,
+            self.timestamp,
+            self.author,
+            self.organization,
+            self.preprocessor,
+            self.originating_system,
+            self.authorization
+        ));
+        output.push_str(&format!("FILE_SCHEMA(('{}'));\n", self.schema));
+        output.push_str("ENDSEC;\n");
+        output.push_str("DATA;\n");
+
+        for (id, expression) in &self.entries {
+            output.push_str(&format!("#{id}={expression};\n"));
+        }
+
+        output.push_str("ENDSEC;\n");
+        output.push_str("END-ISO-10303-21;\n");
+        Ok(output)
+    }
+}
+
+pub(super) fn sanitize_string_literal(value: &str) -> String {
+    let mut sanitized = String::with_capacity(value.len());
+    for ch in value.chars() {
+        match ch {
+            '\'' => sanitized.push_str("''"),
+            '\\' => sanitized.push_str("\\\\"),
+            '\n' | '\r' => sanitized.push(' '),
+            '\u{20}'..='\u{7e}' => sanitized.push(ch),
+            _ => {
+                sanitized.push_str("\\X2\\");
+                for code_unit in ch.encode_utf16(&mut [0; 2]).iter() {
+                    sanitized.push_str(&format!("{code_unit:04X}"));
+                }
+                sanitized.push_str("\\X0\\");
+            }
+        }
+    }
+    sanitized
+}
+
+fn extract_references(expression: &str) -> Vec<usize> {
+    let bytes = expression.as_bytes();
+    let mut refs = Vec::new();
+    let mut idx = 0;
+    let mut quoted = false;
+
+    while idx < bytes.len() {
+        if bytes[idx] == b'\'' {
+            if quoted && bytes.get(idx + 1) == Some(&b'\'') {
+                idx += 2;
+                continue;
+            }
+            quoted = !quoted;
+            idx += 1;
+            continue;
+        }
+        if quoted {
+            idx += 1;
+            continue;
+        }
+        if bytes[idx] != b'#' {
+            idx += 1;
+            continue;
+        }
+
+        idx += 1;
+        let start = idx;
+        while idx < bytes.len() && bytes[idx].is_ascii_digit() {
+            idx += 1;
+        }
+
+        if idx > start {
+            let raw = &expression[start..idx];
+            if let Ok(id) = raw.parse::<usize>() {
+                refs.push(id);
+            }
+        }
+    }
+
+    refs
+}
diff --git a/main/opengeometry/src/exchange/part21/tests.rs b/main/opengeometry/src/exchange/part21/tests.rs
new file mode 100644
index 0000000..845c005
--- /dev/null
+++ b/main/opengeometry/src/exchange/part21/tests.rs
@@ -0,0 +1,51 @@
+use super::*;
+
+#[test]
+fn builds_deterministic_part21_document() {
+    let mut writer = Part21Writer::new("AUTOMOTIVE_DESIGN");
+    writer.set_file_name("test");
+    let p1 = writer.add_entity("CARTESIAN_POINT('',(0.,0.,0.))");
+    let p2 = writer.add_entity("CARTESIAN_POINT('',(1.,0.,0.))");
+    writer.add_entity(format!(
+        "POLY_LOOP('',({},{},{}))",
+        Part21Writer::reference(p1),
+        Part21Writer::reference(p2),
+        Part21Writer::reference(p1)
+    ));
+
+    let text = writer.build().expect("part21 should build");
+    assert!(text.starts_with("ISO-10303-21;"));
+    assert!(text.contains("FILE_SCHEMA(('AUTOMOTIVE_DESIGN'));"));
+    assert!(text.contains("#1=CARTESIAN_POINT"));
+    assert!(text.contains("#2=CARTESIAN_POINT"));
+    assert!(text.ends_with("END-ISO-10303-21;\n"));
+}
+
+#[test]
+fn fails_for_unresolved_reference() {
+    let mut writer = Part21Writer::new("IFC4");
+    writer.add_entity("IFCPROJECT('x',#999,$,$,$,$,$,$)");
+    let err = writer
+        .build()
+        .expect_err("writer should reject unresolved refs");
+    assert!(err.to_string().contains("undefined id #999"));
+}
+
+#[test]
+fn sanitizes_non_ascii_literals() {
+    let raw = "A'B\nCø";
+    let sanitized = sanitize_string_literal(raw);
+    assert_eq!(sanitized, "A''B C\\X2\\00F8\\X0\\");
+}
+
+#[test]
+fn ignores_reference_like_text_inside_escaped_literals() {
+    let mut writer = Part21Writer::new("AUTOMOTIVE_DESIGN");
+    let point = writer.add_entity("CARTESIAN_POINT('body #999''s point',(0.,0.,0.))");
+    writer.add_entity(format!("VERTEX_POINT('#888',#{point})"));
+    assert!(writer.build().is_ok());
+    assert_eq!(
+        extract_references("X('a #999''b',#12,'#88',#3)"),
+        vec![12, 3]
+    );
+}
diff --git a/main/opengeometry/src/exchange/preflight.rs b/main/opengeometry/src/exchange/preflight.rs
new file mode 100644
index 0000000..97fa7bb
--- /dev/null
+++ b/main/opengeometry/src/exchange/preflight.rs
@@ -0,0 +1,422 @@
+use crate::brep::{
+    unit, Accuracy, BrepEnvelope, CurveGeometry, Edge, EdgeGeometry, Face, FaceProvenance,
+    FaceSource, Frame3, GeometryError, GeometryQuality, GeometryStore, HalfEdge,
+    HalfEdgeGeometryUse, IntersectionDefinition, Loop, PatchBounds, PcurveGeometry, Shell,
+    SolidRegion, SurfaceGeometry, Topology, TraceAnchor, TrimRegion, Vertex, Wire,
+};
+use crate::math::{cross, dot, norm, sub, Interval};
+
+pub(super) fn preflight(brep: &BrepEnvelope, scale: f64) -> Result<f64, GeometryError> {
+    brep.validate()?;
+    if brep.solids.is_empty()
+        || !brep.topology.wires.is_empty()
+        || brep.topology.shells.iter().any(|shell| !shell.is_closed)
+    {
+        return Err(GeometryError::UnsupportedGeometry(
+            "analytic analytic exchange export requires nonempty closed solid regions without wires".into(),
+        ));
+    }
+    check_item_count(brep)?;
+    if brep.id.len() > 4096 || brep.topology.faces.iter().any(|face| face.key.len() > 4096) {
+        return Err(GeometryError::LimitExceeded(
+            "analytic exchange body and face labels must be at most 4 KiB".into(),
+        ));
+    }
+    let bounds = brep.bounds()?.ok_or_else(|| {
+        GeometryError::InvalidTopology("analytic exchange solid has no bounds".into())
+    })?;
+    let mut magnitude = bounds
+        .axes
+        .iter()
+        .flat_map(|axis| [axis.lo.abs(), axis.hi.abs()])
+        .fold(0.0_f64, f64::max);
+    let mut frame_bound = 0.0_f64;
+    for face in &brep.topology.faces {
+        frame_bound = frame_bound.max(frame_error(
+            *brep.geometry.surface(face.surface)?.frame(),
+            bounds,
+        )?);
+        magnitude = brep
+            .geometry
+            .surface(face.surface)?
+            .frame()
+            .origin
+            .iter()
+            .fold(magnitude, |m, v| m.max(v.abs()));
+    }
+    for edge in &brep.topology.edges {
+        if let EdgeGeometry::Curve { curve, .. } = edge.geometry {
+            let origin = match &brep.geometry.curves[curve as usize] {
+                CurveGeometry::Line { origin, .. } => origin,
+                CurveGeometry::Circle { frame, .. } | CurveGeometry::Ellipse { frame, .. } => {
+                    &frame.origin
+                }
+                CurveGeometry::Intersection { .. } => continue,
+            };
+            magnitude = origin.iter().fold(magnitude, |m, v| m.max(v.abs()));
+            if let CurveGeometry::Circle { frame, .. } | CurveGeometry::Ellipse { frame, .. } =
+                &brep.geometry.curves[curve as usize]
+            {
+                frame_bound = frame_bound.max(frame_error(*frame, bounds)?);
+            }
+        }
+    }
+    let exchange_bound =
+        brep.accuracy.geometric + 2.0 * frame_bound + 64.0 * f64::EPSILON * magnitude;
+    if !exchange_bound.is_finite()
+        || exchange_bound > brep.accuracy.exchange
+        || !(exchange_bound * scale).is_finite()
+    {
+        return Err(GeometryError::LimitExceeded(
+            "analytic exchange exchange budget is below geometric tolerance or coordinate precision".into(),
+        ));
+    }
+    if !scalable(brep, scale) {
+        return Err(GeometryError::LimitExceeded(
+            "analytic exchange unit conversion exceeds floating-point range".into(),
+        ));
+    }
+    Ok(exchange_bound)
+}
+
+fn check_item_count(brep: &BrepEnvelope) -> Result<(), GeometryError> {
+    if brep.topology.vertices.len()
+        + brep.topology.halfedges.len()
+        + brep.topology.faces.len()
+        + brep.geometry.curves.len()
+        + brep.geometry.surfaces.len()
+        + brep.geometry.pcurves.len()
+        + brep.geometry.intersections.len()
+        + brep.topology.edges.len()
+        + brep.topology.loops.len()
+        + brep.topology.shells.len()
+        + brep.solids.len()
+        > 100_000
+    {
+        return Err(GeometryError::LimitExceeded(
+            "analytic exchange body exceeds 100,000 geometry/topology items".into(),
+        ));
+    }
+    Ok(())
+}
+
+fn frame_error(frame: Frame3, bounds: PatchBounds) -> Result<f64, GeometryError> {
+    let z = unit(frame.z)?;
+    let x = unit(sub(frame.x, z.map(|v| v * dot(frame.x, z))))?;
+    let y = cross(z, x);
+    let deviation = norm(sub(x, frame.x))
+        .max(norm(sub(y, frame.y)))
+        .max(norm(sub(z, frame.z)));
+    if deviation == 0.0 {
+        return Ok(0.0);
+    }
+    let distance = norm(std::array::from_fn(|i| {
+        (bounds.axes[i].lo - frame.origin[i])
+            .abs()
+            .max((bounds.axes[i].hi - frame.origin[i]).abs())
+    }));
+    Ok(4.0 * distance * deviation)
+}
+
+fn scalable(brep: &BrepEnvelope, scale: f64) -> bool {
+    brep_numbers(brep)
+        .into_iter()
+        .filter(|value| value.is_finite())
+        .all(|value| (value * scale).is_finite())
+}
+
+fn brep_numbers(brep: &BrepEnvelope) -> Vec<f64> {
+    let BrepEnvelope {
+        schema_version,
+        id: _,
+        revision,
+        geometry,
+        topology,
+        solids,
+        accuracy,
+        quality,
+    } = brep;
+    let Accuracy {
+        geometric,
+        intersection,
+        tessellation,
+        exchange,
+    } = accuracy;
+    let mut numbers = vec![f64::from(*schema_version), *revision as f64];
+    numbers.extend([geometric, intersection, tessellation, exchange]);
+    match quality {
+        GeometryQuality::Analytic => {}
+        GeometryQuality::Approximate { max_error } => numbers.push(*max_error),
+    }
+    geometry_numbers(geometry, &mut numbers);
+    topology_numbers(topology, &mut numbers);
+    for SolidRegion {
+        outer_shell,
+        cavity_shells,
+    } in solids
+    {
+        index_numbers([outer_shell].into_iter().chain(cavity_shells), &mut numbers);
+    }
+    numbers
+}
+
+fn geometry_numbers(geometry: &GeometryStore, numbers: &mut Vec<f64>) {
+    let GeometryStore {
+        surfaces,
+        curves,
+        pcurves,
+        intersections,
+    } = geometry;
+    for surface in surfaces {
+        surface_numbers(surface, numbers);
+    }
+    for curve in curves {
+        curve_numbers(curve, numbers);
+    }
+    for pcurve in pcurves {
+        pcurve_numbers(pcurve, numbers);
+    }
+    for IntersectionDefinition {
+        surfaces: pair,
+        anchors,
+        uv_tubes,
+        residual_tolerance,
+    } in intersections
+    {
+        index_numbers(pair, numbers);
+        for TraceAnchor {
+            parameter,
+            point,
+            uv_a,
+            uv_b,
+        } in anchors
+        {
+            numbers.extend([parameter].into_iter().chain(point).chain(uv_a).chain(uv_b));
+        }
+        for interval in uv_tubes.iter().flatten() {
+            interval_numbers(*interval, numbers);
+        }
+        numbers.push(*residual_tolerance);
+    }
+}
+
+fn surface_numbers(surface: &SurfaceGeometry, numbers: &mut Vec<f64>) {
+    match surface {
+        SurfaceGeometry::Plane { frame } => frame_numbers(*frame, numbers),
+        SurfaceGeometry::Sphere { frame, radius } | SurfaceGeometry::Cylinder { frame, radius } => {
+            frame_numbers(*frame, numbers);
+            numbers.push(*radius);
+        }
+        SurfaceGeometry::Cone { frame, semi_angle } => {
+            frame_numbers(*frame, numbers);
+            numbers.push(*semi_angle);
+        }
+        SurfaceGeometry::Torus {
+            frame,
+            major_radius,
+            minor_radius,
+        } => {
+            frame_numbers(*frame, numbers);
+            numbers.extend([major_radius, minor_radius]);
+        }
+    }
+}
+
+fn frame_numbers(frame: Frame3, numbers: &mut Vec<f64>) {
+    let Frame3 { origin, x, y, z } = frame;
+    numbers.extend(origin.into_iter().chain(x).chain(y).chain(z));
+}
+
+fn curve_numbers(curve: &CurveGeometry, numbers: &mut Vec<f64>) {
+    match curve {
+        CurveGeometry::Line { origin, direction } => numbers.extend(origin.iter().chain(direction)),
+        CurveGeometry::Circle { frame, radius } => {
+            frame_numbers(*frame, numbers);
+            numbers.push(*radius);
+        }
+        CurveGeometry::Ellipse {
+            frame,
+            major_radius,
+            minor_radius,
+        } => {
+            frame_numbers(*frame, numbers);
+            numbers.extend([major_radius, minor_radius]);
+        }
+        CurveGeometry::Intersection { definition } => index_numbers([definition], numbers),
+    }
+}
+
+fn index_numbers<'a>(indices: impl IntoIterator<Item = &'a u32>, numbers: &mut Vec<f64>) {
+    numbers.extend(indices.into_iter().map(|&index| f64::from(index)));
+}
+
+fn pcurve_numbers(pcurve: &PcurveGeometry, numbers: &mut Vec<f64>) {
+    match pcurve {
+        PcurveGeometry::Line2 { origin, direction } => {
+            numbers.extend(origin.iter().chain(direction));
+        }
+        PcurveGeometry::Conic2 {
+            origin,
+            axis_a,
+            axis_b,
+        } => numbers.extend(origin.iter().chain(axis_a).chain(axis_b)),
+        PcurveGeometry::ProjectedCurve {
+            curve,
+            surface,
+            chart,
+            uv_hint,
+            uv_rate,
+            parameter_origin,
+        } => {
+            index_numbers([curve, surface, chart], numbers);
+            numbers.extend(uv_hint.iter().chain(uv_rate).chain([parameter_origin]));
+        }
+        PcurveGeometry::IntersectionSide {
+            definition,
+            side: _,
+        } => index_numbers([definition], numbers),
+    }
+}
+
+fn interval_numbers(interval: Interval, numbers: &mut Vec<f64>) {
+    let Interval { lo, hi } = interval;
+    numbers.extend([lo, hi]);
+}
+
+fn topology_numbers(topology: &Topology, numbers: &mut Vec<f64>) {
+    let Topology {
+        vertices,
+        edges,
+        halfedges,
+        loops,
+        faces,
+        wires,
+        shells,
+    } = topology;
+    for Vertex {
+        id,
+        position,
+        outgoing_halfedge,
+        tolerance,
+    } in vertices
+    {
+        index_numbers([id].into_iter().chain(outgoing_halfedge), numbers);
+        numbers.extend(position.iter().chain([tolerance]));
+    }
+    for edge in edges {
+        edge_numbers(edge, numbers);
+    }
+    for halfedge in halfedges {
+        halfedge_numbers(halfedge, numbers);
+    }
+    for Loop {
+        id,
+        start_halfedge,
+        face_ref,
+        is_hole: _,
+    } in loops
+    {
+        index_numbers([id, start_halfedge, face_ref], numbers);
+    }
+    for face in faces {
+        face_numbers(face, numbers);
+    }
+    for Wire {
+        id,
+        start_halfedge,
+        is_closed: _,
+    } in wires
+    {
+        index_numbers([id, start_halfedge], numbers);
+    }
+    for Shell {
+        id,
+        faces: shell_faces,
+        is_closed: _,
+    } in shells
+    {
+        index_numbers([id].into_iter().chain(shell_faces), numbers);
+    }
+}
+
+fn edge_numbers(edge: &Edge, numbers: &mut Vec<f64>) {
+    let Edge {
+        id,
+        geometry,
+        halfedge,
+        twin_halfedge,
+        tolerance,
+        chart_seam: _,
+    } = edge;
+    index_numbers([id, halfedge].into_iter().chain(twin_halfedge), numbers);
+    match geometry {
+        EdgeGeometry::Curve { curve, range } => {
+            index_numbers([curve], numbers);
+            interval_numbers(*range, numbers);
+        }
+        EdgeGeometry::Collapsed { vertex } => index_numbers([vertex], numbers),
+    }
+    numbers.push(*tolerance);
+}
+
+fn halfedge_numbers(halfedge: &HalfEdge, numbers: &mut Vec<f64>) {
+    let HalfEdge {
+        id,
+        from,
+        to,
+        twin,
+        next,
+        prev,
+        edge,
+        face,
+        loop_ref,
+        wire_ref,
+        geometry_use,
+    } = halfedge;
+    let HalfEdgeGeometryUse {
+        sense: _,
+        pcurve,
+        periodic_lift,
+    } = geometry_use;
+    index_numbers([id, from, to, edge], numbers);
+    let links = [twin, next, prev, face, loop_ref, wire_ref, pcurve];
+    index_numbers(links.into_iter().flatten(), numbers);
+    numbers.extend(periodic_lift.map(f64::from));
+}
+
+fn face_numbers(face: &Face, numbers: &mut Vec<f64>) {
+    let Face {
+        id,
+        key: _,
+        surface,
+        sense: _,
+        trim,
+        shell_ref,
+        provenance,
+    } = face;
+    let TrimRegion {
+        chart,
+        uv_bounds,
+        outer,
+        holes,
+    } = trim;
+    let FaceProvenance {
+        sources,
+        role: _,
+        reversed: _,
+    } = provenance;
+    index_numbers([id, surface, chart, outer], numbers);
+    for interval in uv_bounds {
+        interval_numbers(*interval, numbers);
+    }
+    index_numbers(holes.iter().chain(shell_ref), numbers);
+    for FaceSource {
+        entity: _,
+        body: _,
+        key: _,
+        face: source_face,
+    } in sources
+    {
+        index_numbers([source_face], numbers);
+    }
+}
diff --git a/main/opengeometry/src/exchange/step/body.rs b/main/opengeometry/src/exchange/step/body.rs
new file mode 100644
index 0000000..9166646
--- /dev/null
+++ b/main/opengeometry/src/exchange/step/body.rs
@@ -0,0 +1,422 @@
+use super::entities::{
+    bspline_curve, curve, pcurve, placement, point, real, refs, sense, PcurveOnSurface,
+};
+use crate::brep::{
+    BrepEnvelope, CurveGeometry, Edge, EdgeGeometry, GeometryError, Orientation, PcurveGeometry,
+    SurfaceGeometry,
+};
+use crate::exchange::fit_curve::{fit_intersection_curve, FittedIntersectionCurve};
+use crate::exchange::part21::{sanitize_string_literal, Part21Writer};
+
+pub(super) struct BodyEmission {
+    pub(super) solids: Vec<usize>,
+    pub(super) faces: usize,
+    pub(super) edges: usize,
+    pub(super) cavity_shells: usize,
+    pub(super) collapsed_chart_uses: usize,
+    pub(super) fitted_curves: usize,
+    pub(super) pcurveless_edges: usize,
+    pub(super) exchange_bound: f64,
+}
+
+struct BodyEntities<'a> {
+    brep: &'a BrepEnvelope,
+    scale: f64,
+    context2: usize,
+    surfaces: &'a [Option<usize>],
+    vertices: &'a [usize],
+}
+
+struct EdgeEmission {
+    edges: Vec<Option<usize>>,
+    fitted_curves: Vec<Option<FittedIntersectionCurve>>,
+    fitting_error: f64,
+    pcurveless_edges: usize,
+}
+
+pub(super) fn emit_body(
+    writer: &mut Part21Writer,
+    brep: &BrepEnvelope,
+    scale: f64,
+    context2: usize,
+    mut exchange_bound: f64,
+) -> Result<BodyEmission, GeometryError> {
+    let fitting_budget = brep.accuracy.exchange - exchange_bound;
+    let surfaces = add_surfaces(writer, brep, scale)?;
+    let vertices = add_vertices(writer, brep, scale);
+    let body_entities = BodyEntities {
+        brep,
+        scale,
+        context2,
+        surfaces: &surfaces,
+        vertices: &vertices,
+    };
+    let EdgeEmission {
+        edges,
+        fitted_curves,
+        fitting_error,
+        pcurveless_edges,
+    } = add_edges(writer, &body_entities, fitting_budget)?;
+    let (faces, collapsed_chart_uses) = add_faces(writer, brep, &surfaces, &vertices, &edges)?;
+    exchange_bound += fitting_error;
+    if exchange_bound > brep.accuracy.exchange {
+        return Err(GeometryError::LimitExceeded(
+            "STEP fitted curves exceed the exchange error budget".into(),
+        ));
+    }
+    let shells = add_shells(writer, brep, &faces);
+    let solids = add_solids(writer, brep, &shells);
+    Ok(BodyEmission {
+        faces: faces.len(),
+        edges: edges.iter().flatten().count(),
+        cavity_shells: brep
+            .solids
+            .iter()
+            .map(|solid| solid.cavity_shells.len())
+            .sum(),
+        collapsed_chart_uses,
+        fitted_curves: fitted_curves.iter().flatten().count(),
+        pcurveless_edges,
+        solids,
+        exchange_bound,
+    })
+}
+
+fn add_surfaces(
+    writer: &mut Part21Writer,
+    brep: &BrepEnvelope,
+    scale: f64,
+) -> Result<Vec<Option<usize>>, GeometryError> {
+    let mut surfaces = vec![None; brep.geometry.surfaces.len()];
+    for face in &brep.topology.faces {
+        if surfaces[face.surface as usize].is_some() {
+            continue;
+        }
+        let surface = brep.geometry.surface(face.surface)?;
+        let frame = placement(writer, *surface.frame(), scale);
+        let expression = match surface {
+            SurfaceGeometry::Plane { .. } => format!("PLANE('',#{frame})"),
+            SurfaceGeometry::Sphere { radius, .. } => {
+                format!("SPHERICAL_SURFACE('',#{frame},{})", real(radius * scale))
+            }
+            SurfaceGeometry::Cylinder { radius, .. } => {
+                format!("CYLINDRICAL_SURFACE('',#{frame},{})", real(radius * scale))
+            }
+            SurfaceGeometry::Cone { semi_angle, .. } => {
+                format!("CONICAL_SURFACE('',#{frame},0.,{})", real(*semi_angle))
+            }
+            SurfaceGeometry::Torus {
+                major_radius,
+                minor_radius,
+                ..
+            } => format!(
+                "TOROIDAL_SURFACE('',#{frame},{},{})",
+                real(major_radius * scale),
+                real(minor_radius * scale)
+            ),
+        };
+        surfaces[face.surface as usize] = Some(writer.add_entity(expression));
+    }
+    Ok(surfaces)
+}
+
+fn add_vertices(writer: &mut Part21Writer, brep: &BrepEnvelope, scale: f64) -> Vec<usize> {
+    brep.topology
+        .vertices
+        .iter()
+        .map(|v| {
+            let p = point(writer, &v.position.map(|v| v * scale));
+            writer.add_entity(format!("VERTEX_POINT('',#{p})"))
+        })
+        .collect()
+}
+
+fn add_edges(
+    writer: &mut Part21Writer,
+    body: &BodyEntities<'_>,
+    fitting_budget: f64,
+) -> Result<EdgeEmission, GeometryError> {
+    let BodyEntities { brep, scale, .. } = *body;
+    let mut edges = vec![None; brep.topology.edges.len()];
+    let mut curves = vec![None; brep.geometry.curves.len()];
+    let mut fitted_curves = vec![None; brep.geometry.curves.len()];
+    let mut fitting_error: f64 = 0.0;
+    let mut pcurveless_edges = 0;
+    for edge in &brep.topology.edges {
+        let EdgeGeometry::Curve {
+            curve: curve_id,
+            range,
+        } = edge.geometry
+        else {
+            continue;
+        };
+        let geometry = &brep.geometry.curves[curve_id as usize];
+        if matches!(
+            geometry,
+            CurveGeometry::Circle { .. } | CurveGeometry::Ellipse { .. }
+        ) && range.hi - range.lo > std::f64::consts::TAU
+        {
+            return Err(GeometryError::UnsupportedGeometry(
+                "STEP edge spans more than one conic period".into(),
+            ));
+        }
+        let geometry_id = match curves[curve_id as usize] {
+            Some(id) => id,
+            None => {
+                let id = match geometry {
+                    CurveGeometry::Intersection { definition } => {
+                        let (id, fitted) = add_fitted_curve(
+                            writer,
+                            brep,
+                            *definition,
+                            fitting_budget,
+                            scale,
+                            &mut fitting_error,
+                        )?;
+                        fitted_curves[curve_id as usize] = Some(fitted);
+                        id
+                    }
+                    _ => curve(writer, geometry, scale)?,
+                };
+                curves[curve_id as usize] = Some(id);
+                id
+            }
+        };
+        edges[edge.id as usize] = Some(add_edge_curve(
+            writer,
+            body,
+            edge,
+            curve_id,
+            geometry_id,
+            &fitted_curves,
+            &mut pcurveless_edges,
+        )?);
+    }
+    Ok(EdgeEmission {
+        edges,
+        fitted_curves,
+        fitting_error,
+        pcurveless_edges,
+    })
+}
+
+fn add_fitted_curve(
+    writer: &mut Part21Writer,
+    brep: &BrepEnvelope,
+    definition: u32,
+    fitting_budget: f64,
+    scale: f64,
+    fitting_error: &mut f64,
+) -> Result<(usize, FittedIntersectionCurve), GeometryError> {
+    if fitting_budget <= 0.0 {
+        return Err(GeometryError::LimitExceeded(
+            "STEP exchange budget leaves no room for numerical curve fitting".into(),
+        ));
+    }
+    let fitted = fit_intersection_curve(&brep.geometry, definition, fitting_budget, 20_000)?;
+    *fitting_error = fitting_error.max(fitted.error_bound);
+    let controls = fitted
+        .controls
+        .iter()
+        .map(|control| control.map(|value| value * scale).to_vec())
+        .collect::<Vec<_>>();
+    let id = bspline_curve(writer, &controls, &fitted.knots, &fitted.multiplicities)?;
+    Ok((id, fitted))
+}
+
+fn add_edge_curve(
+    writer: &mut Part21Writer,
+    body: &BodyEntities<'_>,
+    edge: &Edge,
+    curve_id: u32,
+    geometry_id: usize,
+    fitted_curves: &[Option<FittedIntersectionCurve>],
+    pcurveless_edges: &mut usize,
+) -> Result<usize, GeometryError> {
+    let BodyEntities {
+        brep,
+        scale,
+        context2,
+        surfaces,
+        vertices,
+    } = *body;
+    let uses = [Some(edge.halfedge), edge.twin_halfedge]
+        .into_iter()
+        .flatten()
+        .collect::<Vec<_>>();
+    let projected = any_projected_pcurve(brep, &uses)?;
+    if projected && edge.chart_seam {
+        return Err(GeometryError::UnsupportedGeometry(
+            "STEP seam edge has a projected pcurve".into(),
+        ));
+    }
+    let mut pcurves = Vec::new();
+    for use_id in uses.into_iter().filter(|_| !projected) {
+        let use_ = &brep.topology.halfedges[use_id as usize];
+        let face = &brep.topology.faces[use_.face.ok_or_else(|| {
+            GeometryError::InvalidTopology("STEP solid edge lacks a face use".into())
+        })? as usize];
+        let pc = use_
+            .geometry_use
+            .pcurve
+            .ok_or_else(|| GeometryError::InvalidTopology("STEP face use lacks a pcurve".into()))?;
+        let surface_id = surfaces[face.surface as usize]
+            .ok_or_else(|| GeometryError::InvalidTopology("STEP surface was not emitted".into()))?;
+        pcurves.push(pcurve(
+            writer,
+            &PcurveOnSurface {
+                geometry: &brep.geometry.pcurves[pc as usize],
+                surface: brep.geometry.surface(face.surface)?,
+                surface_id,
+            },
+            context2,
+            scale,
+            use_.geometry_use.periodic_lift,
+            fitted_curves[curve_id as usize].as_ref(),
+        )?);
+    }
+    let geometry_id = if projected {
+        *pcurveless_edges += 1;
+        geometry_id
+    } else {
+        let kind = if edge.chart_seam {
+            "SEAM_CURVE"
+        } else {
+            "SURFACE_CURVE"
+        };
+        writer.add_entity(format!(
+            "{kind}('',#{geometry_id},({}),.CURVE_3D.)",
+            refs(&pcurves)
+        ))
+    };
+    let use_ = &brep.topology.halfedges[edge.halfedge as usize];
+    let (from, to) = if use_.geometry_use.sense == Orientation::Forward {
+        (use_.from, use_.to)
+    } else {
+        (use_.to, use_.from)
+    };
+    Ok(writer.add_entity(format!(
+        "EDGE_CURVE('',#{},#{},#{geometry_id},.T.)",
+        vertices[from as usize], vertices[to as usize]
+    )))
+}
+
+fn any_projected_pcurve(brep: &BrepEnvelope, uses: &[u32]) -> Result<bool, GeometryError> {
+    let mut projected = false;
+    for use_id in uses {
+        let use_ = &brep.topology.halfedges[*use_id as usize];
+        let pc = use_
+            .geometry_use
+            .pcurve
+            .ok_or_else(|| GeometryError::InvalidTopology("STEP face use lacks a pcurve".into()))?;
+        projected |= matches!(
+            brep.geometry.pcurves[pc as usize],
+            PcurveGeometry::ProjectedCurve { .. }
+        );
+    }
+    Ok(projected)
+}
+
+fn add_faces(
+    writer: &mut Part21Writer,
+    brep: &BrepEnvelope,
+    surfaces: &[Option<usize>],
+    vertices: &[usize],
+    edges: &[Option<usize>],
+) -> Result<(Vec<usize>, usize), GeometryError> {
+    let mut faces = Vec::new();
+    let mut collapsed_chart_uses = 0;
+    for face in &brep.topology.faces {
+        let mut bounds = Vec::new();
+        for loop_id in std::iter::once(&face.trim.outer).chain(&face.trim.holes) {
+            let loop_ = &brep.topology.loops[*loop_id as usize];
+            let start = loop_.start_halfedge;
+            let mut current = start;
+            let mut oriented = Vec::new();
+            for _ in 0..=brep.topology.halfedges.len() {
+                let use_ = &brep.topology.halfedges[current as usize];
+                if let Some(edge) = edges[use_.edge as usize] {
+                    oriented.push(writer.add_entity(format!(
+                        "ORIENTED_EDGE('',*,*,#{edge},{})",
+                        sense(use_.geometry_use.sense)
+                    )));
+                } else {
+                    collapsed_chart_uses += 1;
+                }
+                current = use_.next.ok_or_else(|| {
+                    GeometryError::InvalidTopology("STEP loop has no next use".into())
+                })?;
+                if current == start {
+                    break;
+                }
+            }
+            let loop_geometry = if oriented.is_empty() {
+                writer.add_entity(format!(
+                    "VERTEX_LOOP('',#{})",
+                    vertices[brep.topology.halfedges[start as usize].from as usize]
+                ))
+            } else {
+                writer.add_entity(format!("EDGE_LOOP('',({}))", refs(&oriented)))
+            };
+            let kind = if loop_.is_hole {
+                "FACE_BOUND"
+            } else {
+                "FACE_OUTER_BOUND"
+            };
+            bounds.push(writer.add_entity(format!("{kind}('',#{loop_geometry},.T.)")));
+        }
+        let surface = surfaces[face.surface as usize]
+            .ok_or_else(|| GeometryError::InvalidTopology("STEP face lacks its support".into()))?;
+        faces.push(writer.add_entity(format!(
+            "ADVANCED_FACE('{}',({}),#{surface},{})",
+            sanitize_string_literal(&face.key),
+            refs(&bounds),
+            sense(face.sense)
+        )));
+    }
+    Ok((faces, collapsed_chart_uses))
+}
+
+fn add_shells(writer: &mut Part21Writer, brep: &BrepEnvelope, faces: &[usize]) -> Vec<usize> {
+    brep.topology
+        .shells
+        .iter()
+        .map(|shell| {
+            writer.add_entity(format!(
+                "CLOSED_SHELL('',({}))",
+                refs(
+                    &shell
+                        .faces
+                        .iter()
+                        .map(|id| faces[*id as usize])
+                        .collect::<Vec<_>>()
+                )
+            ))
+        })
+        .collect()
+}
+
+fn add_solids(writer: &mut Part21Writer, brep: &BrepEnvelope, shells: &[usize]) -> Vec<usize> {
+    let mut solids = Vec::new();
+    for (i, solid) in brep.solids.iter().enumerate() {
+        let outer = shells[solid.outer_shell as usize];
+        let name = sanitize_string_literal(&format!("{}-{i}", brep.id));
+        let expression = if solid.cavity_shells.is_empty() {
+            format!("MANIFOLD_SOLID_BREP('{name}',#{outer})")
+        } else {
+            let voids: Vec<_> = solid
+                .cavity_shells
+                .iter()
+                .map(|id| {
+                    writer.add_entity(format!(
+                        "ORIENTED_CLOSED_SHELL('',*,#{},.T.)",
+                        shells[*id as usize]
+                    ))
+                })
+                .collect();
+            format!("BREP_WITH_VOIDS('{name}',#{outer},({}))", refs(&voids))
+        };
+        solids.push(writer.add_entity(expression));
+    }
+    solids
+}
diff --git a/main/opengeometry/src/exchange/step/entities.rs b/main/opengeometry/src/exchange/step/entities.rs
new file mode 100644
index 0000000..b8d863b
--- /dev/null
+++ b/main/opengeometry/src/exchange/step/entities.rs
@@ -0,0 +1,237 @@
+use crate::brep::{
+    CurveGeometry, Frame3, GeometryError, Orientation, PcurveGeometry, SurfaceGeometry,
+};
+use crate::exchange::fit_curve::FittedIntersectionCurve;
+use crate::exchange::part21::Part21Writer;
+use crate::math::{dot, norm};
+
+pub(super) struct PcurveOnSurface<'a> {
+    pub(super) geometry: &'a PcurveGeometry,
+    pub(super) surface: &'a SurfaceGeometry,
+    pub(super) surface_id: usize,
+}
+
+pub(super) fn sense(value: Orientation) -> &'static str {
+    if value == Orientation::Forward {
+        ".T."
+    } else {
+        ".F."
+    }
+}
+
+pub(super) fn curve(
+    writer: &mut Part21Writer,
+    geometry: &CurveGeometry,
+    scale: f64,
+) -> Result<usize, GeometryError> {
+    Ok(match geometry {
+        CurveGeometry::Line { origin, direction } => line(
+            writer,
+            &origin.map(|v| v * scale),
+            &direction.map(|v| v * scale),
+        )?,
+        CurveGeometry::Circle { frame, radius } => {
+            let p = placement(writer, *frame, scale);
+            writer.add_entity(format!("CIRCLE('',#{p},{})", real(radius * scale)))
+        }
+        CurveGeometry::Ellipse {
+            frame,
+            major_radius,
+            minor_radius,
+        } => {
+            let p = placement(writer, *frame, scale);
+            writer.add_entity(format!(
+                "ELLIPSE('',#{p},{},{})",
+                real(major_radius * scale),
+                real(minor_radius * scale)
+            ))
+        }
+        CurveGeometry::Intersection { .. } => {
+            return Err(GeometryError::UnsupportedGeometry(
+                "STEP numerical branches require bounded export-curve fitting".into(),
+            ))
+        }
+    })
+}
+
+fn line(
+    writer: &mut Part21Writer,
+    origin: &[f64],
+    velocity: &[f64],
+) -> Result<usize, GeometryError> {
+    let length = velocity.iter().fold(0.0_f64, |n, v| n.hypot(*v));
+    if !length.is_finite() || length == 0.0 {
+        return Err(GeometryError::UnsupportedGeometry(
+            "STEP pcurve has a singular line direction".into(),
+        ));
+    }
+    let p = point(writer, origin);
+    let d = direction(
+        writer,
+        &velocity.iter().map(|v| v / length).collect::<Vec<_>>(),
+    );
+    let v = writer.add_entity(format!("VECTOR('',#{d},{})", real(length)));
+    Ok(writer.add_entity(format!("LINE('',#{p},#{v})")))
+}
+
+pub(super) fn point(writer: &mut Part21Writer, value: &[f64]) -> usize {
+    writer.add_entity(format!(
+        "CARTESIAN_POINT('',({}))",
+        value.iter().map(|v| real(*v)).collect::<Vec<_>>().join(",")
+    ))
+}
+
+pub(super) fn real(value: f64) -> String {
+    format!("{:.17E}", if value == 0.0 { 0.0 } else { value })
+}
+
+fn direction(writer: &mut Part21Writer, value: &[f64]) -> usize {
+    writer.add_entity(format!(
+        "DIRECTION('',({}))",
+        value.iter().map(|v| real(*v)).collect::<Vec<_>>().join(",")
+    ))
+}
+pub(super) fn placement(writer: &mut Part21Writer, frame: Frame3, scale: f64) -> usize {
+    let p = point(writer, &frame.origin.map(|v| v * scale));
+    let z = direction(writer, &frame.z);
+    let x = direction(writer, &frame.x);
+    writer.add_entity(format!("AXIS2_PLACEMENT_3D('',#{p},#{z},#{x})"))
+}
+
+pub(super) fn pcurve(
+    writer: &mut Part21Writer,
+    on_surface: &PcurveOnSurface<'_>,
+    context: usize,
+    scale: f64,
+    lift: [i32; 2],
+    fitted: Option<&FittedIntersectionCurve>,
+) -> Result<usize, GeometryError> {
+    let PcurveOnSurface {
+        geometry,
+        surface,
+        surface_id,
+    } = *on_surface;
+    let metric = match surface {
+        SurfaceGeometry::Plane { .. } => [scale, scale],
+        SurfaceGeometry::Cylinder { .. } => [1.0, scale],
+        SurfaceGeometry::Cone { semi_angle, .. } => [1.0, scale / semi_angle.cos()],
+        _ => [1.0, 1.0],
+    };
+    let period = match surface {
+        SurfaceGeometry::Plane { .. } => [0.0, 0.0],
+        SurfaceGeometry::Torus { .. } => [std::f64::consts::TAU; 2],
+        _ => [std::f64::consts::TAU, 0.0],
+    };
+    let map_origin = |origin: [f64; 2]| {
+        std::array::from_fn::<_, 2, _>(|i| (origin[i] + f64::from(lift[i]) * period[i]) * metric[i])
+    };
+    let geometry_id = match geometry {
+        PcurveGeometry::Line2 { origin, direction } => line(
+            writer,
+            &map_origin(*origin),
+            &std::array::from_fn::<_, 2, _>(|i| direction[i] * metric[i]),
+        )?,
+        PcurveGeometry::Conic2 {
+            origin,
+            axis_a,
+            axis_b,
+        } => add_pcurve_conic(writer, *origin, *axis_a, *axis_b, metric, map_origin)?,
+        PcurveGeometry::IntersectionSide { side, .. } => {
+            let fitted = fitted.ok_or_else(|| {
+                GeometryError::InvalidGeometry(
+                    "STEP intersection pcurve is missing its certified fit".into(),
+                )
+            })?;
+            let controls = fitted
+                .pcurve(*side)
+                .iter()
+                .map(|control| map_origin(*control).to_vec())
+                .collect::<Vec<_>>();
+            bspline_curve(writer, &controls, &fitted.knots, &fitted.multiplicities)?
+        }
+        PcurveGeometry::ProjectedCurve { .. } => {
+            return Err(GeometryError::UnsupportedGeometry(
+                "STEP projected pcurves require a certified exchange representation".into(),
+            ))
+        }
+    };
+    let definition = writer.add_entity(format!(
+        "DEFINITIONAL_REPRESENTATION('',(#{geometry_id}),#{context})"
+    ));
+    Ok(writer.add_entity(format!("PCURVE('',#{surface_id},#{definition})")))
+}
+
+fn add_pcurve_conic(
+    writer: &mut Part21Writer,
+    origin: [f64; 2],
+    axis_a: [f64; 2],
+    axis_b: [f64; 2],
+    metric: [f64; 2],
+    map_origin: impl Fn([f64; 2]) -> [f64; 2],
+) -> Result<usize, GeometryError> {
+    let a = [axis_a[0] * metric[0], axis_a[1] * metric[1], 0.0];
+    let b = [axis_b[0] * metric[0], axis_b[1] * metric[1], 0.0];
+    let ra = norm(a);
+    let rb = norm(b);
+    if !ra.is_finite()
+        || !rb.is_finite()
+        || ra == 0.0
+        || rb == 0.0
+        || dot(a.map(|v| v / ra), b.map(|v| v / rb)).abs() > 64.0 * f64::EPSILON
+    {
+        return Err(GeometryError::UnsupportedGeometry(
+            "STEP requires an orthogonal conic pcurve parameterization".into(),
+        ));
+    }
+    let axis = if ra >= rb { a } else { b };
+    let p = point(writer, &map_origin(origin));
+    let d = direction(writer, &axis[..2]);
+    let frame = writer.add_entity(format!("AXIS2_PLACEMENT_2D('',#{p},#{d})"));
+    Ok(if ra == rb {
+        writer.add_entity(format!("CIRCLE('',#{frame},{})", real(ra)))
+    } else {
+        writer.add_entity(format!(
+            "ELLIPSE('',#{frame},{},{})",
+            real(ra.max(rb)),
+            real(ra.min(rb))
+        ))
+    })
+}
+
+pub(super) fn bspline_curve(
+    writer: &mut Part21Writer,
+    controls: &[Vec<f64>],
+    knots: &[f64],
+    multiplicities: &[usize],
+) -> Result<usize, GeometryError> {
+    if controls.len() < 4 || knots.len() != multiplicities.len() {
+        return Err(GeometryError::InvalidGeometry(
+            "invalid fitted cubic curve shape".into(),
+        ));
+    }
+    let points = controls
+        .iter()
+        .map(|control| point(writer, control))
+        .collect::<Vec<_>>();
+    Ok(writer.add_entity(format!(
+        "B_SPLINE_CURVE_WITH_KNOTS('',3,({}),.UNSPECIFIED.,.F.,.F.,({}),({}),.UNSPECIFIED.)",
+        refs(&points),
+        multiplicities
+            .iter()
+            .map(usize::to_string)
+            .collect::<Vec<_>>()
+            .join(","),
+        knots
+            .iter()
+            .map(|value| real(*value))
+            .collect::<Vec<_>>()
+            .join(",")
+    )))
+}
+
+pub(super) fn refs(ids: &[usize]) -> String {
+    ids.iter()
+        .map(|id| format!("#{id}"))
+        .collect::<Vec<_>>()
+        .join(",")
+}
diff --git a/main/opengeometry/src/exchange/step/mod.rs b/main/opengeometry/src/exchange/step/mod.rs
new file mode 100644
index 0000000..1d5fbee
--- /dev/null
+++ b/main/opengeometry/src/exchange/step/mod.rs
@@ -0,0 +1,166 @@
+mod body;
+mod entities;
+mod product;
+mod report;
+#[cfg(test)]
+mod tests;
+
+pub(crate) use report::{StepBodyInput, StepExportFailure};
+pub use report::{StepBodyReport, StepExportReport, StepReport, StepSkipped};
+
+use super::preflight::preflight;
+use crate::brep::{BrepEnvelope, GeometryError};
+use crate::exchange::part21::Part21Writer;
+use body::{emit_body, BodyEmission};
+use product::{emit_context, emit_products, emit_representations};
+
+pub fn export_step(brep: &BrepEnvelope, unit: &str) -> Result<(String, StepReport), GeometryError> {
+    let (text, report) = export_bodies(
+        &[StepBodyInput {
+            og_id: &brep.id,
+            shape_id: &brep.id,
+            shape_revision: brep.revision,
+            brep,
+        }],
+        unit,
+        "Y",
+        &brep.id,
+        "1970-01-01T00:00:00",
+        Vec::new(),
+    )
+    .map_err(|failure| failure.error)?;
+    Ok((
+        text,
+        StepReport {
+            schema_version: 2,
+            revision: brep.revision.to_string(),
+            length_unit: unit.into(),
+            quality: brep.quality.clone(),
+            faces: report.faces,
+            edges: report.edges,
+            solids: report.solids,
+            cavity_shells: report.cavity_shells,
+            collapsed_chart_uses: report.collapsed_chart_uses,
+            geometric_tolerance: report.geometric_tolerance,
+            exchange_error_bound: report.exchange_error_bound,
+            validation_level: report.validation_level,
+        },
+    ))
+}
+
+pub(crate) fn export_bodies(
+    bodies: &[StepBodyInput<'_>],
+    unit: &str,
+    up_axis: &str,
+    name: &str,
+    timestamp: &str,
+    skipped: Vec<StepSkipped>,
+) -> Result<(String, StepExportReport), StepExportFailure> {
+    let scale = match unit {
+        "metre" => 1.0,
+        "millimetre" => 1000.0,
+        _ => {
+            return Err(GeometryError::InvalidGeometry(
+                "STEP length unit must be metre or millimetre".into(),
+            )
+            .into())
+        }
+    };
+    if bodies.is_empty() {
+        return Err(
+            GeometryError::InvalidGeometry("STEP export has no solid bodies".into()).into(),
+        );
+    }
+    let mut writer = Part21Writer::new("AUTOMOTIVE_DESIGN");
+    writer.set_file_name(name);
+    writer.set_timestamp(timestamp);
+    writer.set_description("OpenGeometry analytic BRep");
+    let context2 =
+        writer.add_entity("(GEOMETRIC_REPRESENTATION_CONTEXT(2) REPRESENTATION_CONTEXT('',''))");
+    let emitted = add_bodies(&mut writer, bodies, scale, context2)?;
+    let bound = emitted
+        .iter()
+        .map(|body| body.exchange_bound)
+        .fold(0.0_f64, f64::max);
+    let context = emit_context(&mut writer, unit, bound, scale);
+    let representations = emit_representations(&mut writer, &emitted, context);
+    let names = bodies.iter().map(|body| body.og_id).collect::<Vec<_>>();
+    emit_products(&mut writer, &names, &representations);
+    let entities = writer.entity_count();
+    if entities > 2_000_000 {
+        return Err(
+            GeometryError::LimitExceeded("STEP file exceeds 2,000,000 entities".into()).into(),
+        );
+    }
+    let text = writer.build()?;
+    let body_reports = step_body_reports(bodies, &emitted, scale);
+    let report = StepExportReport {
+        unit: unit.into(),
+        up_axis: up_axis.into(),
+        timestamp: timestamp.into(),
+        products: bodies.len(),
+        solids: emitted.iter().map(|body| body.solids.len()).sum(),
+        faces: emitted.iter().map(|body| body.faces).sum(),
+        edges: emitted.iter().map(|body| body.edges).sum(),
+        cavity_shells: emitted.iter().map(|body| body.cavity_shells).sum(),
+        collapsed_chart_uses: emitted.iter().map(|body| body.collapsed_chart_uses).sum(),
+        fitted_curves: emitted.iter().map(|body| body.fitted_curves).sum(),
+        pcurveless_edges: emitted.iter().map(|body| body.pcurveless_edges).sum(),
+        entities,
+        bytes: text.len(),
+        exchange_error_bound: bound * scale,
+        geometric_tolerance: bodies
+            .iter()
+            .map(|body| body.brep.accuracy.geometric)
+            .fold(0.0_f64, f64::max)
+            * scale,
+        validation_level: "structure, sampled residuals and Part-21 references",
+        bodies: body_reports,
+        skipped,
+    };
+    Ok((text, report))
+}
+
+fn add_bodies(
+    writer: &mut Part21Writer,
+    bodies: &[StepBodyInput<'_>],
+    scale: f64,
+    context2: usize,
+) -> Result<Vec<BodyEmission>, StepExportFailure> {
+    let mut emitted = Vec::with_capacity(bodies.len());
+    for (index, input) in bodies.iter().enumerate() {
+        let body = preflight(input.brep, scale)
+            .and_then(|initial_bound| emit_body(writer, input.brep, scale, context2, initial_bound))
+            .map_err(|error| StepExportFailure {
+                body_index: Some(index),
+                error,
+            })?;
+        emitted.push(body);
+    }
+    Ok(emitted)
+}
+
+fn step_body_reports(
+    bodies: &[StepBodyInput<'_>],
+    emitted: &[BodyEmission],
+    scale: f64,
+) -> Vec<StepBodyReport> {
+    bodies
+        .iter()
+        .zip(emitted)
+        .map(|(input, output)| StepBodyReport {
+            og_id: input.og_id.into(),
+            shape_id: input.shape_id.into(),
+            shape_revision: input.shape_revision,
+            solids: output.solids.len(),
+            faces: output.faces,
+            edges: output.edges,
+            cavity_shells: output.cavity_shells,
+            collapsed_chart_uses: output.collapsed_chart_uses,
+            fitted_curves: output.fitted_curves,
+            pcurveless_edges: output.pcurveless_edges,
+            exchange_error_bound: output.exchange_bound * scale,
+            geometric_tolerance: input.brep.accuracy.geometric * scale,
+        })
+        .collect::<Vec<_>>()
+}
diff --git a/main/opengeometry/src/exchange/step/product.rs b/main/opengeometry/src/exchange/step/product.rs
new file mode 100644
index 0000000..ee5b42f
--- /dev/null
+++ b/main/opengeometry/src/exchange/step/product.rs
@@ -0,0 +1,66 @@
+use super::body::BodyEmission;
+use super::entities::{real, refs};
+use crate::exchange::part21::{sanitize_string_literal, Part21Writer};
+
+pub(super) fn emit_context(writer: &mut Part21Writer, unit: &str, bound: f64, scale: f64) -> usize {
+    let prefix = if unit == "millimetre" { ".MILLI." } else { "$" };
+    let length = writer.add_entity(format!(
+        "(LENGTH_UNIT() NAMED_UNIT(*) SI_UNIT({prefix},.METRE.))"
+    ));
+    let angle = writer.add_entity("(NAMED_UNIT(*) PLANE_ANGLE_UNIT() SI_UNIT($,.RADIAN.))");
+    let solid_angle =
+        writer.add_entity("(NAMED_UNIT(*) SI_UNIT($,.STERADIAN.) SOLID_ANGLE_UNIT())");
+    let uncertainty = writer.add_entity(format!(
+        "UNCERTAINTY_MEASURE_WITH_UNIT(LENGTH_MEASURE({}),#{length},'distance_accuracy_value','exchange error bound')",
+        real(bound * scale)
+    ));
+    writer.add_entity(format!(
+        "(GEOMETRIC_REPRESENTATION_CONTEXT(3) GLOBAL_UNCERTAINTY_ASSIGNED_CONTEXT((#{uncertainty})) GLOBAL_UNIT_ASSIGNED_CONTEXT((#{length},#{angle},#{solid_angle})) REPRESENTATION_CONTEXT('',''))"
+    ))
+}
+
+pub(super) fn emit_representations(
+    writer: &mut Part21Writer,
+    bodies: &[BodyEmission],
+    context: usize,
+) -> Vec<usize> {
+    bodies
+        .iter()
+        .map(|body| {
+            writer.add_entity(format!(
+                "ADVANCED_BREP_SHAPE_REPRESENTATION('',({}),#{context})",
+                refs(&body.solids)
+            ))
+        })
+        .collect()
+}
+
+pub(super) fn emit_products(writer: &mut Part21Writer, names: &[&str], representations: &[usize]) {
+    let app = writer.add_entity("APPLICATION_CONTEXT('automotive design')");
+    writer.add_entity(format!(
+        "APPLICATION_PROTOCOL_DEFINITION('international standard','automotive_design',2000,#{app})"
+    ));
+    let product_context = writer.add_entity(format!("PRODUCT_CONTEXT('',#{app},'mechanical')"));
+    let mut definition_context = None;
+    for (name, representation) in names.iter().zip(representations) {
+        let name = sanitize_string_literal(name);
+        let product = writer.add_entity(format!(
+            "PRODUCT('{name}','{name}','',(#{product_context}))"
+        ));
+        let formation = writer.add_entity(format!(
+            "PRODUCT_DEFINITION_FORMATION_WITH_SPECIFIED_SOURCE('1','',#{product},.NOT_KNOWN.)"
+        ));
+        let definition_context = *definition_context.get_or_insert_with(|| {
+            writer.add_entity(format!(
+                "PRODUCT_DEFINITION_CONTEXT('part definition',#{app},'design')"
+            ))
+        });
+        let definition = writer.add_entity(format!(
+            "PRODUCT_DEFINITION('','',#{formation},#{definition_context})"
+        ));
+        let shape = writer.add_entity(format!("PRODUCT_DEFINITION_SHAPE('','',#{definition})"));
+        writer.add_entity(format!(
+            "SHAPE_DEFINITION_REPRESENTATION(#{shape},#{representation})"
+        ));
+    }
+}
diff --git a/main/opengeometry/src/exchange/step/report.rs b/main/opengeometry/src/exchange/step/report.rs
new file mode 100644
index 0000000..7f2a191
--- /dev/null
+++ b/main/opengeometry/src/exchange/step/report.rs
@@ -0,0 +1,88 @@
+use crate::brep::{BrepEnvelope, GeometryError, GeometryQuality};
+use serde::Serialize;
+
+#[derive(Debug, Serialize)]
+pub struct StepReport {
+    pub(super) schema_version: u32,
+    pub(super) revision: String,
+    pub(super) length_unit: String,
+    pub(super) quality: GeometryQuality,
+    pub(super) faces: usize,
+    pub(super) edges: usize,
+    pub(crate) solids: usize,
+    pub(super) cavity_shells: usize,
+    pub(super) collapsed_chart_uses: usize,
+    pub(super) geometric_tolerance: f64,
+    pub exchange_error_bound: f64,
+    pub(super) validation_level: &'static str,
+}
+
+#[derive(Debug)]
+pub(crate) struct StepBodyInput<'a> {
+    pub(crate) og_id: &'a str,
+    pub(crate) shape_id: &'a str,
+    pub(crate) shape_revision: u64,
+    pub(crate) brep: &'a BrepEnvelope,
+}
+
+#[derive(Debug)]
+pub(crate) struct StepExportFailure {
+    pub(crate) body_index: Option<usize>,
+    pub(crate) error: GeometryError,
+}
+
+impl From<GeometryError> for StepExportFailure {
+    fn from(error: GeometryError) -> Self {
+        Self {
+            body_index: None,
+            error,
+        }
+    }
+}
+
+#[derive(Clone, Debug, Serialize)]
+#[serde(rename_all = "camelCase")]
+pub struct StepBodyReport {
+    pub og_id: String,
+    pub(super) shape_id: String,
+    pub(super) shape_revision: u64,
+    pub(super) solids: usize,
+    pub(super) faces: usize,
+    pub(super) edges: usize,
+    pub(super) cavity_shells: usize,
+    pub(super) collapsed_chart_uses: usize,
+    pub(super) fitted_curves: usize,
+    pub pcurveless_edges: usize,
+    pub(super) exchange_error_bound: f64,
+    pub(super) geometric_tolerance: f64,
+}
+
+#[derive(Clone, Debug, Serialize)]
+#[serde(rename_all = "camelCase")]
+pub struct StepSkipped {
+    pub og_id: String,
+    pub(crate) reason: String,
+}
+
+#[derive(Clone, Debug, Serialize)]
+#[serde(rename_all = "camelCase")]
+pub struct StepExportReport {
+    pub(super) unit: String,
+    pub up_axis: String,
+    pub(super) timestamp: String,
+    pub products: usize,
+    pub solids: usize,
+    pub faces: usize,
+    pub edges: usize,
+    pub(super) cavity_shells: usize,
+    pub(super) collapsed_chart_uses: usize,
+    pub(super) fitted_curves: usize,
+    pub pcurveless_edges: usize,
+    pub entities: usize,
+    pub(super) bytes: usize,
+    pub(super) exchange_error_bound: f64,
+    pub(super) geometric_tolerance: f64,
+    pub(super) validation_level: &'static str,
+    pub bodies: Vec<StepBodyReport>,
+    pub skipped: Vec<StepSkipped>,
+}
diff --git a/main/opengeometry/src/exchange/step/tests.rs b/main/opengeometry/src/exchange/step/tests.rs
new file mode 100644
index 0000000..de60a67
--- /dev/null
+++ b/main/opengeometry/src/exchange/step/tests.rs
@@ -0,0 +1,226 @@
+use super::{export_bodies, export_step, StepBodyInput};
+use crate::brep::{
+    coarse_accuracy, BrepEnvelope, Curve, CurveGeometry, EdgeGeometry, Frame3, GeometryError,
+    IntersectionDefinition, IntersectionSide, PcurveGeometry, Surface, TraceAnchor,
+};
+use crate::math::Interval;
+use crate::operations::modifying::boolean::{boolean_spheres, BooleanOp};
+use crate::primitives;
+
+fn frame() -> Frame3 {
+    Frame3::from_axis([1.0, 2.0, 3.0], [0.0, 0.0, 1.0], [1.0, 0.0, 0.0]).unwrap()
+}
+
+fn numerical_edge_box() -> BrepEnvelope {
+    let mut brep = primitives::cuboid(
+        "numerical-edge".into(),
+        Frame3::IDENTITY,
+        [1.0, 2.0, 3.0],
+        coarse_accuracy(1e-6),
+    )
+    .unwrap();
+    let edge = brep.topology.edges[0].clone();
+    let EdgeGeometry::Curve { curve, range } = edge.geometry else {
+        panic!("cuboid edge must be regular")
+    };
+    let use_a = edge.halfedge;
+    let use_b = edge.twin_halfedge.unwrap();
+    let face_a = brep.topology.halfedges[use_a as usize].face.unwrap();
+    let face_b = brep.topology.halfedges[use_b as usize].face.unwrap();
+    let surface_ids = [
+        brep.topology.faces[face_a as usize].surface,
+        brep.topology.faces[face_b as usize].surface,
+    ];
+    let evaluator = brep.geometry.curve(curve).unwrap();
+    let points = [
+        evaluator.point_at(range.lo).unwrap(),
+        evaluator.point_at(range.hi).unwrap(),
+    ];
+    let uv_a = points.map(|point| {
+        brep.geometry.surfaces[surface_ids[0] as usize]
+            .project(point, None)
+            .unwrap()
+    });
+    let uv_b = points.map(|point| {
+        brep.geometry.surfaces[surface_ids[1] as usize]
+            .project(point, None)
+            .unwrap()
+    });
+    let padding = 1e-10;
+    let tubes = std::array::from_fn(|axis| {
+        let values = if axis < 2 {
+            [uv_a[0][axis], uv_a[1][axis]]
+        } else {
+            [uv_b[0][axis - 2], uv_b[1][axis - 2]]
+        };
+        Interval::new(
+            values[0].min(values[1]) - padding,
+            values[0].max(values[1]) + padding,
+        )
+        .unwrap()
+    });
+    let definition = brep.geometry.intersections.len() as u32;
+    brep.geometry.intersections.push(IntersectionDefinition {
+        surfaces: surface_ids,
+        anchors: vec![
+            TraceAnchor {
+                parameter: range.lo,
+                point: points[0],
+                uv_a: uv_a[0],
+                uv_b: uv_b[0],
+            },
+            TraceAnchor {
+                parameter: range.hi,
+                point: points[1],
+                uv_a: uv_a[1],
+                uv_b: uv_b[1],
+            },
+        ],
+        uv_tubes: vec![tubes],
+        residual_tolerance: coarse_accuracy(1e-6).intersection,
+    });
+    brep.geometry.curves[curve as usize] = CurveGeometry::Intersection { definition };
+    let pcurve_a = brep.geometry.pcurves.len() as u32;
+    brep.geometry
+        .pcurves
+        .push(PcurveGeometry::IntersectionSide {
+            definition,
+            side: IntersectionSide::A,
+        });
+    let pcurve_b = brep.geometry.pcurves.len() as u32;
+    brep.geometry
+        .pcurves
+        .push(PcurveGeometry::IntersectionSide {
+            definition,
+            side: IntersectionSide::B,
+        });
+    brep.topology.halfedges[use_a as usize].geometry_use.pcurve = Some(pcurve_a);
+    brep.topology.halfedges[use_b as usize].geometry_use.pcurve = Some(pcurve_b);
+    brep.validate().unwrap();
+    brep
+}
+#[test]
+fn exports_all_families_shared_edges_seams_and_explicit_poles() {
+    let bodies = [
+        primitives::cylinder("c#999's".into(), frame(), 1.0, 2.0, coarse_accuracy(1e-6)).unwrap(),
+        primitives::sphere("s".into(), frame(), 1.0, coarse_accuracy(1e-6)).unwrap(),
+        primitives::cone("c".into(), frame(), 1.0, 2.0, coarse_accuracy(1e-6)).unwrap(),
+        primitives::frustum("f".into(), frame(), 1.0, 0.4, 2.0, coarse_accuracy(1e-6)).unwrap(),
+        primitives::torus("t".into(), frame(), 2.0, 0.5, coarse_accuracy(1e-6)).unwrap(),
+        primitives::cylinder_with_circular_hole(
+            "w".into(),
+            frame(),
+            frame(),
+            0.3,
+            1.5,
+            2.0,
+            coarse_accuracy(1e-6),
+        )
+        .unwrap(),
+    ];
+    for brep in bodies {
+        let original = brep.to_json().unwrap();
+        let (metres, report) = export_step(&brep, "metre").unwrap();
+        assert_eq!(report.faces, brep.topology.faces.len());
+        assert_eq!(metres.matches("=EDGE_CURVE(").count(), report.edges);
+        assert!(!metres.contains("POLY_LOOP"));
+        assert!(metres.contains("PCURVE("));
+        if brep.topology.edges.iter().any(|e| e.chart_seam) {
+            assert!(metres.contains("SEAM_CURVE("));
+        }
+        let (mm, _) = export_step(&brep, "millimetre").unwrap();
+        assert!(mm.contains("SI_UNIT(.MILLI.,.METRE.)"));
+        assert_ne!(metres, mm);
+        assert_eq!(original, brep.to_json().unwrap());
+    }
+}
+
+#[test]
+fn numerical_intersection_edges_export_as_bounded_cubic_curves() {
+    let brep = numerical_edge_box();
+    let (step, report) = export_step(&brep, "metre").unwrap();
+    assert!(step.contains("B_SPLINE_CURVE_WITH_KNOTS"));
+    assert!(report.exchange_error_bound <= brep.accuracy.exchange);
+}
+#[test]
+fn preserves_reversed_cut_faces_and_cavity_orientation() {
+    let a = primitives::sphere("host".into(), frame(), 2.0, coarse_accuracy(1e-6)).unwrap();
+    let b = primitives::sphere("cut".into(), frame(), 0.5, coarse_accuracy(1e-6)).unwrap();
+    let cavity = boolean_spheres(&a, &b, BooleanOp::Subtraction, "cavity".into())
+        .unwrap()
+        .brep;
+    let (text, report) = export_step(&cavity, "metre").unwrap();
+    assert_eq!(report.cavity_shells, 1);
+    assert!(text.contains("BREP_WITH_VOIDS("));
+    assert!(text
+        .lines()
+        .any(|line| line.contains("=ADVANCED_FACE(") && line.ends_with(",.F.);")));
+    let mut shifted = frame();
+    shifted.origin[0] += 1.7;
+    let cutter = primitives::sphere("cutter".into(), shifted, 1.0, coarse_accuracy(1e-6)).unwrap();
+    let cut = boolean_spheres(&a, &cutter, BooleanOp::Subtraction, "cut".into())
+        .unwrap()
+        .brep;
+    assert!(export_step(&cut, "metre").is_ok());
+    let mut invalid = cut;
+    invalid.topology.halfedges[0].next = None;
+    assert!(matches!(
+        export_step(&invalid, "metre"),
+        Err(GeometryError::InvalidTopology(_))
+    ));
+}
+
+#[test]
+fn rejects_unrepresentable_exchange_and_preserves_large_revisions() {
+    let mut brep =
+        primitives::sphere("budget".into(), frame(), 1.0, coarse_accuracy(1e-6)).unwrap();
+    brep.revision = u64::MAX;
+    let (_, report) = export_step(&brep, "metre").unwrap();
+    assert_eq!(report.revision, u64::MAX.to_string());
+    brep.accuracy.exchange = 1e-10;
+    assert!(matches!(
+        export_step(&brep, "metre"),
+        Err(GeometryError::LimitExceeded(_))
+    ));
+    brep.accuracy.exchange = 1e-6;
+    brep.id = "x".repeat(4097);
+    assert!(matches!(
+        export_step(&brep, "metre"),
+        Err(GeometryError::LimitExceeded(_))
+    ));
+    assert!(matches!(
+        export_step(&brep, "inch"),
+        Err(GeometryError::InvalidGeometry(_))
+    ));
+}
+
+#[test]
+fn two_million_entity_export_is_limit_exceeded() {
+    let brep = primitives::cuboid(
+        "cap".into(),
+        Frame3::IDENTITY,
+        [1.0, 2.0, 3.0],
+        coarse_accuracy(1e-6),
+    )
+    .unwrap();
+    let inputs = (0..7_000)
+        .map(|_| StepBodyInput {
+            og_id: "cap",
+            shape_id: "cap",
+            shape_revision: 0,
+            brep: &brep,
+        })
+        .collect::<Vec<_>>();
+    let failure = export_bodies(
+        &inputs,
+        "metre",
+        "Y",
+        "cap",
+        "1970-01-01T00:00:00",
+        Vec::new(),
+    )
+    .unwrap_err();
+    assert!(
+        matches!(&failure.error, GeometryError::LimitExceeded(message) if message.contains("2,000,000"))
+    );
+}
diff --git a/main/opengeometry/src/export/ifc.rs b/main/opengeometry/src/export/ifc.rs
deleted file mode 100644
index 3023281..0000000
--- a/main/opengeometry/src/export/ifc.rs
+++ /dev/null
@@ -1,1775 +0,0 @@
-use std::collections::HashMap;
-use std::fmt;
-
-use openmaths::Vector3;
-use serde::{Deserialize, Serialize};
-use uuid::Uuid;
-
-use crate::brep::Brep;
-use crate::operations::triangulate::triangulate_polygon_with_holes;
-
-use super::part21::{sanitize_string_literal, Part21Writer};
-
-const IFC_LENGTH_EPSILON: f64 = 1.0e-12;
-const IFC_CLASS_PROXY: &str = "IFCBUILDINGELEMENTPROXY";
-const IFC_CLASS_SPACE: &str = "IFCSPACE";
-const IFC_CLASS_SITE: &str = "IFCSITE";
-const IFC_ALLOWED_CLASSES: [&str; 14] = [
-    IFC_CLASS_PROXY,
-    "IFCWALL",
-    "IFCSLAB",
-    "IFCCOLUMN",
-    "IFCBEAM",
-    "IFCMEMBER",
-    "IFCDOOR",
-    "IFCWINDOW",
-    "IFCROOF",
-    "IFCSTAIR",
-    "IFCRAILING",
-    "IFCFOOTING",
-    IFC_CLASS_SPACE,
-    IFC_CLASS_SITE,
-];
-
-#[derive(Clone, Copy, Debug, Serialize, Deserialize, PartialEq, Eq)]
-pub enum IfcErrorPolicy {
-    Strict,
-    BestEffort,
-}
-
-impl Default for IfcErrorPolicy {
-    fn default() -> Self {
-        Self::BestEffort
-    }
-}
-
-#[derive(Clone, Copy, Debug, Serialize, Deserialize, PartialEq, Eq)]
-pub enum IfcSchemaVersion {
-    Ifc4Add2,
-}
-
-impl Default for IfcSchemaVersion {
-    fn default() -> Self {
-        Self::Ifc4Add2
-    }
-}
-
-impl IfcSchemaVersion {
-    fn as_file_schema(self) -> &'static str {
-        match self {
-            Self::Ifc4Add2 => "IFC4",
-        }
-    }
-}
-
-/// A typed IfcPropertySingleValue payload. `#[serde(untagged)]` keeps the
-/// config JSON natural (`true` / `4500` / `"office"`) and remains backward
-/// compatible with the previous string-only property sets.
-#[derive(Clone, Debug, Serialize, Deserialize, PartialEq)]
-#[serde(untagged)]
-pub enum IfcPropertyValue {
-    Bool(bool),
-    Number(f64),
-    Text(String),
-}
-
-#[derive(Clone, Debug, Default, Serialize, Deserialize)]
-pub struct IfcEntitySemantics {
-    pub ifc_class: Option<String>,
-    pub name: Option<String>,
-    pub description: Option<String>,
-    pub object_type: Option<String>,
-    pub tag: Option<String>,
-    #[serde(default)]
-    pub property_sets: HashMap<String, HashMap<String, IfcPropertyValue>>,
-    #[serde(default)]
-    pub quantity_sets: HashMap<String, HashMap<String, f64>>,
-}
-
-#[derive(Clone, Debug, Serialize, Deserialize)]
-pub struct IfcExportConfig {
-    pub schema: IfcSchemaVersion,
-    pub project_name: Option<String>,
-    pub site_name: Option<String>,
-    pub building_name: Option<String>,
-    pub storey_name: Option<String>,
-    pub scale: f64,
-    pub error_policy: IfcErrorPolicy,
-    pub validate_topology: bool,
-    pub require_closed_shell: bool,
-    pub semantics: Option<HashMap<String, IfcEntitySemantics>>,
-    /// Length unit emitted in the IFC unit assignment (D8).
-    #[serde(default)]
-    pub length_unit: crate::units::LengthUnit,
-    /// D9: emit analytic `IFCADVANCEDBREP` (IFCPLANE / IFCCYLINDRICALSURFACE with
-    /// IFCLINE / IFCCIRCLE edges) for entities whose faces carry analytic
-    /// surfaces, instead of an `IFCTRIANGULATEDFACESET`. Falls back to
-    /// tessellation when a brep has no analytic geometry.
-    #[serde(default = "default_true_ifc")]
-    pub analytic_surfaces: bool,
-    /// Convert source Y-up geometry (Three.js convention) to IFC's Z-up
-    /// world by mapping `(x, y, z) -> (x, -z, y)` once, before any
-    /// emission. Default on, since kernel BReps are authored Y-up.
-    #[serde(default = "default_true_ifc")]
-    pub up_axis_conversion: bool,
-}
-
-fn default_true_ifc() -> bool {
-    true
-}
-
-impl Default for IfcExportConfig {
-    fn default() -> Self {
-        Self {
-            schema: IfcSchemaVersion::default(),
-            project_name: Some("OpenGeometry Project".to_string()),
-            site_name: Some("OpenGeometry Site".to_string()),
-            building_name: Some("OpenGeometry Building".to_string()),
-            storey_name: Some("OpenGeometry Storey".to_string()),
-            scale: 1.0,
-            error_policy: IfcErrorPolicy::BestEffort,
-            validate_topology: true,
-            require_closed_shell: true,
-            semantics: None,
-            length_unit: crate::units::LengthUnit::default(),
-            analytic_surfaces: true,
-            up_axis_conversion: true,
-        }
-    }
-}
-
-/// Map a single source Y-up coordinate/direction to IFC Z-up:
-/// `(x, y, z) -> (x, -z, y)`. A proper rotation (+90° about X,
-/// determinant +1) so handedness is preserved and nothing mirrors.
-fn to_z_up(v: Vector3) -> Vector3 {
-    Vector3::new(v.x, -v.z, v.y)
-}
-
-/// Return a Z-up copy of `brep`, transforming vertices, analytic edge
-/// curves and face surfaces consistently, then recomputing normals.
-/// Applied exactly once at export entry so the rest of the pipeline is
-/// untouched and double-application is impossible.
-fn brep_to_z_up(brep: &Brep) -> Brep {
-    let mut converted = brep.clone();
-    for vertex in &mut converted.vertices {
-        vertex.position = to_z_up(vertex.position);
-    }
-    for edge in &mut converted.edges {
-        if let Some(curve) = &edge.curve {
-            // scale = 1.0: the conversion carries no scale (radii unchanged).
-            edge.curve = Some(curve.transformed_with(&to_z_up, 1.0));
-        }
-    }
-    for face in &mut converted.faces {
-        if let Some(surface) = &face.surface {
-            face.surface = Some(surface.transformed_with(&to_z_up, 1.0));
-        }
-    }
-    if !converted.faces.is_empty() {
-        converted.recompute_face_normals();
-    }
-    converted
-}
-
-/// IFC SI prefix token (e.g. `.MILLI.`) for the length unit, or `$` for the
-/// base metre. Non-SI units fall back to metre (IFC conversion-based units are
-/// a follow-on).
-fn ifc_length_unit_entity(unit: crate::units::LengthUnit) -> String {
-    let prefix = unit.step_si_prefix().unwrap_or("$");
-    format!("IFCSIUNIT(*,.LENGTHUNIT.,{},.METRE.)", prefix)
-}
-
-#[derive(Clone, Debug, Default, Serialize, Deserialize)]
-pub struct IfcExportReport {
-    pub input_breps: usize,
-    pub input_faces: usize,
-    pub exported_elements: usize,
-    pub exported_faces: usize,
-    pub exported_triangles: usize,
-    pub skipped_entities: usize,
-    pub skipped_faces: usize,
-    pub topology_errors: usize,
-    pub semantics_applied: usize,
-    pub proxy_fallbacks: usize,
-    pub property_sets_written: usize,
-    pub quantity_sets_written: usize,
-}
-
-#[derive(Clone, Debug, Serialize, Deserialize)]
-pub enum IfcExportError {
-    EmptyInput,
-    InvalidTopology(String),
-    UnsupportedEntity(String),
-    InvalidSemantics(String),
-    MeshGeneration(String),
-    Serialization(String),
-    Io(String),
-}
-
-impl fmt::Display for IfcExportError {
-    fn fmt(&self, f: &mut fmt::Formatter<'_>) -> fmt::Result {
-        match self {
-            IfcExportError::EmptyInput => write!(f, "No BREP input provided for IFC export"),
-            IfcExportError::InvalidTopology(msg) => write!(f, "Invalid topology: {}", msg),
-            IfcExportError::UnsupportedEntity(msg) => write!(f, "Unsupported BREP: {}", msg),
-            IfcExportError::InvalidSemantics(msg) => write!(f, "Invalid IFC semantics: {}", msg),
-            IfcExportError::MeshGeneration(msg) => write!(f, "Mesh generation failed: {}", msg),
-            IfcExportError::Serialization(msg) => write!(f, "IFC serialization failed: {}", msg),
-            IfcExportError::Io(msg) => write!(f, "IFC I/O failed: {}", msg),
-        }
-    }
-}
-
-impl std::error::Error for IfcExportError {}
-
-#[derive(Clone, Copy)]
-pub struct IfcEntityInput<'a> {
-    pub entity_id: &'a str,
-    pub kind: &'a str,
-    pub brep: &'a Brep,
-}
-
-#[derive(Clone)]
-struct IfcOwnedEntity<'a> {
-    entity_id: String,
-    kind: String,
-    brep: &'a Brep,
-}
-
-#[derive(Clone)]
-struct TessellatedMesh {
-    points: Vec<Vector3>,
-    faces: Vec<[usize; 3]>,
-}
-
-pub fn export_brep_to_ifc_text(
-    brep: &Brep,
-    config: &IfcExportConfig,
-) -> Result<(String, IfcExportReport), IfcExportError> {
-    let owned = vec![IfcOwnedEntity {
-        entity_id: "brep-0".to_string(),
-        kind: "BREP".to_string(),
-        brep,
-    }];
-    export_owned_entities_to_ifc_text(&owned, config)
-}
-
-pub fn export_breps_to_ifc_text<'a, I>(
-    breps: I,
-    config: &IfcExportConfig,
-) -> Result<(String, IfcExportReport), IfcExportError>
-where
-    I: IntoIterator<Item = &'a Brep>,
-{
-    let mut owned = Vec::new();
-    for (index, brep) in breps.into_iter().enumerate() {
-        owned.push(IfcOwnedEntity {
-            entity_id: format!("brep-{}", index),
-            kind: "BREP".to_string(),
-            brep,
-        });
-    }
-
-    export_owned_entities_to_ifc_text(&owned, config)
-}
-
-pub fn export_scene_entities_to_ifc_text<'a, I>(
-    entities: I,
-    config: &IfcExportConfig,
-) -> Result<(String, IfcExportReport), IfcExportError>
-where
-    I: IntoIterator<Item = IfcEntityInput<'a>>,
-{
-    let owned: Vec<IfcOwnedEntity<'a>> = entities
-        .into_iter()
-        .map(|entity| IfcOwnedEntity {
-            entity_id: entity.entity_id.to_string(),
-            kind: entity.kind.to_string(),
-            brep: entity.brep,
-        })
-        .collect();
-
-    export_owned_entities_to_ifc_text(&owned, config)
-}
-
-#[cfg(not(target_arch = "wasm32"))]
-pub fn export_brep_to_ifc_file(
-    brep: &Brep,
-    file_path: &str,
-    config: &IfcExportConfig,
-) -> Result<IfcExportReport, IfcExportError> {
-    let (text, report) = export_brep_to_ifc_text(brep, config)?;
-    std::fs::write(file_path, text).map_err(|err| IfcExportError::Io(err.to_string()))?;
-    Ok(report)
-}
-
-#[cfg(not(target_arch = "wasm32"))]
-pub fn export_breps_to_ifc_file<'a, I>(
-    breps: I,
-    file_path: &str,
-    config: &IfcExportConfig,
-) -> Result<IfcExportReport, IfcExportError>
-where
-    I: IntoIterator<Item = &'a Brep>,
-{
-    let (text, report) = export_breps_to_ifc_text(breps, config)?;
-    std::fs::write(file_path, text).map_err(|err| IfcExportError::Io(err.to_string()))?;
-    Ok(report)
-}
-
-#[cfg(not(target_arch = "wasm32"))]
-pub fn export_scene_entities_to_ifc_file<'a, I>(
-    entities: I,
-    file_path: &str,
-    config: &IfcExportConfig,
-) -> Result<IfcExportReport, IfcExportError>
-where
-    I: IntoIterator<Item = IfcEntityInput<'a>>,
-{
-    let (text, report) = export_scene_entities_to_ifc_text(entities, config)?;
-    std::fs::write(file_path, text).map_err(|err| IfcExportError::Io(err.to_string()))?;
-    Ok(report)
-}
-
-fn export_owned_entities_to_ifc_text<'a>(
-    entities: &[IfcOwnedEntity<'a>],
-    config: &IfcExportConfig,
-) -> Result<(String, IfcExportReport), IfcExportError> {
-    let scale = validate_config(config)?;
-
-    if entities.is_empty() {
-        return Err(IfcExportError::EmptyInput);
-    }
-
-    // Y-up -> Z-up once, up front: convert each BREP and re-bind the
-    // working entities to the converted geometry. Everything downstream
-    // (analytic surfaces, tessellation, placements) then operates on
-    // Z-up data unchanged.
-    let converted_breps: Vec<Brep>;
-    let converted_entities: Vec<IfcOwnedEntity<'_>>;
-    let entities: &[IfcOwnedEntity<'_>] = if config.up_axis_conversion {
-        converted_breps = entities.iter().map(|e| brep_to_z_up(e.brep)).collect();
-        converted_entities = entities
-            .iter()
-            .zip(converted_breps.iter())
-            .map(|(e, brep)| IfcOwnedEntity {
-                entity_id: e.entity_id.clone(),
-                kind: e.kind.clone(),
-                brep,
-            })
-            .collect();
-        &converted_entities
-    } else {
-        entities
-    };
-
-    let mut report = IfcExportReport {
-        input_breps: entities.len(),
-        ..IfcExportReport::default()
-    };
-
-    let project_name = config
-        .project_name
-        .clone()
-        .unwrap_or_else(|| "OpenGeometry Project".to_string());
-
-    let mut writer = Part21Writer::new(config.schema.as_file_schema());
-    writer.set_description("ViewDefinition [CoordinationView]");
-    writer.set_file_name(project_name.clone());
-
-    let origin = writer.add_entity("IFCCARTESIANPOINT((0.,0.,0.))");
-    let axis_z = writer.add_entity("IFCDIRECTION((0.,0.,1.))");
-    let axis_x = writer.add_entity("IFCDIRECTION((1.,0.,0.))");
-    let world_axis = writer.add_entity(format!(
-        "IFCAXIS2PLACEMENT3D({},{},{})",
-        Part21Writer::reference(origin),
-        Part21Writer::reference(axis_z),
-        Part21Writer::reference(axis_x)
-    ));
-
-    let geom_context = writer.add_entity(format!(
-        "IFCGEOMETRICREPRESENTATIONCONTEXT($,'Model',3,1.E-5,{},$)",
-        Part21Writer::reference(world_axis)
-    ));
-
-    let length_unit = writer.add_entity(ifc_length_unit_entity(config.length_unit));
-    let area_unit = writer.add_entity("IFCSIUNIT(*,.AREAUNIT.,$,.SQUARE_METRE.)");
-    let volume_unit = writer.add_entity("IFCSIUNIT(*,.VOLUMEUNIT.,$,.CUBIC_METRE.)");
-    let angle_unit = writer.add_entity("IFCSIUNIT(*,.PLANEANGLEUNIT.,$,.RADIAN.)");
-    let unit_assignment = writer.add_entity(format!(
-        "IFCUNITASSIGNMENT(({}, {}, {}, {}))",
-        Part21Writer::reference(length_unit),
-        Part21Writer::reference(area_unit),
-        Part21Writer::reference(volume_unit),
-        Part21Writer::reference(angle_unit)
-    ));
-
-    let project = writer.add_entity(format!(
-        "IFCPROJECT('{}',$,'{}',$,$,$,$,({}),{})",
-        ifc_guid("project"),
-        sanitize_string_literal(&project_name),
-        Part21Writer::reference(geom_context),
-        Part21Writer::reference(unit_assignment)
-    ));
-
-    let site_axis = writer.add_entity(format!(
-        "IFCLOCALPLACEMENT($,{})",
-        Part21Writer::reference(world_axis)
-    ));
-    let building_axis = writer.add_entity(format!(
-        "IFCLOCALPLACEMENT({},{})",
-        Part21Writer::reference(site_axis),
-        Part21Writer::reference(world_axis)
-    ));
-    let storey_axis = writer.add_entity(format!(
-        "IFCLOCALPLACEMENT({},{})",
-        Part21Writer::reference(building_axis),
-        Part21Writer::reference(world_axis)
-    ));
-
-    let site = writer.add_entity(format!(
-        "IFCSITE('{}',$,'{}',$,$,{},$,$,.ELEMENT.,$,$,$,$,$)",
-        ifc_guid("site"),
-        sanitize_string_literal(
-            &config
-                .site_name
-                .clone()
-                .unwrap_or_else(|| "OpenGeometry Site".to_string())
-        ),
-        Part21Writer::reference(site_axis)
-    ));
-
-    let building = writer.add_entity(format!(
-        "IFCBUILDING('{}',$,'{}',$,$,{},$,$,.ELEMENT.,$,$,$)",
-        ifc_guid("building"),
-        sanitize_string_literal(
-            &config
-                .building_name
-                .clone()
-                .unwrap_or_else(|| "OpenGeometry Building".to_string())
-        ),
-        Part21Writer::reference(building_axis)
-    ));
-
-    let storey = writer.add_entity(format!(
-        "IFCBUILDINGSTOREY('{}',$,'{}',$,$,{},$,$,.ELEMENT.,0.)",
-        ifc_guid("storey"),
-        sanitize_string_literal(
-            &config
-                .storey_name
-                .clone()
-                .unwrap_or_else(|| "OpenGeometry Storey".to_string())
-        ),
-        Part21Writer::reference(storey_axis)
-    ));
-
-    writer.add_entity(format!(
-        "IFCRELAGGREGATES('{}',$,$,$,{},({}))",
-        ifc_guid("rel-project-site"),
-        Part21Writer::reference(project),
-        Part21Writer::reference(site)
-    ));
-
-    writer.add_entity(format!(
-        "IFCRELAGGREGATES('{}',$,$,$,{},({}))",
-        ifc_guid("rel-site-building"),
-        Part21Writer::reference(site),
-        Part21Writer::reference(building)
-    ));
-
-    writer.add_entity(format!(
-        "IFCRELAGGREGATES('{}',$,$,$,{},({}))",
-        ifc_guid("rel-building-storey"),
-        Part21Writer::reference(building),
-        Part21Writer::reference(storey)
-    ));
-
-    let mut element_ids = Vec::new();
-    let mut space_ids = Vec::new();
-    let mut site_ids = Vec::new();
-
-    for entity in entities {
-        let brep = entity.brep;
-
-        if config.validate_topology {
-            if let Err(error) = brep.validate_topology() {
-                if config.error_policy == IfcErrorPolicy::Strict {
-                    return Err(IfcExportError::InvalidTopology(format!(
-                        "Entity '{}' failed topology validation: {}",
-                        entity.entity_id, error
-                    )));
-                }
-                report.topology_errors += 1;
-                report.skipped_entities += 1;
-                continue;
-            }
-        }
-
-        if config.require_closed_shell && !is_closed_solid(brep) {
-            if config.error_policy == IfcErrorPolicy::Strict {
-                return Err(IfcExportError::UnsupportedEntity(format!(
-                    "Entity '{}' is not a closed-shell solid",
-                    entity.entity_id
-                )));
-            }
-            report.skipped_entities += 1;
-            continue;
-        }
-
-        let mesh = triangulate_entity_mesh(
-            entity,
-            scale,
-            config.error_policy,
-            &mut report,
-            format!("entity '{}'", entity.entity_id),
-        )?;
-
-        if mesh.faces.is_empty() || mesh.points.is_empty() {
-            if config.error_policy == IfcErrorPolicy::Strict {
-                return Err(IfcExportError::MeshGeneration(format!(
-                    "Entity '{}' generated no exportable mesh",
-                    entity.entity_id
-                )));
-            }
-            report.skipped_entities += 1;
-            continue;
-        }
-
-        let semantics = config
-            .semantics
-            .as_ref()
-            .and_then(|map| map.get(&entity.entity_id));
-
-        let class_name = resolve_ifc_class(&entity.entity_id, semantics, config, &mut report)?;
-
-        // D9: prefer an analytic IFCADVANCEDBREP when the brep carries analytic
-        // surfaces; otherwise fall back to the tessellated face set.
-        let analytic_rep =
-            if config.analytic_surfaces && brep.faces.iter().any(|f| f.surface.is_some()) {
-                emit_ifc_advanced_brep(&mut writer, brep, scale, geom_context)
-            } else {
-                None
-            };
-
-        let shape_representation = if let Some((rep, face_count)) = analytic_rep {
-            report.exported_faces += face_count;
-            rep
-        } else {
-            let mesh_point_list = writer.add_entity(format!(
-                "IFCCARTESIANPOINTLIST3D({})",
-                format_ifc_coord_list(&mesh.points)
-            ));
-
-            let mesh_faceset = writer.add_entity(format!(
-                "IFCTRIANGULATEDFACESET({},$,.T.,{},$)",
-                Part21Writer::reference(mesh_point_list),
-                format_ifc_face_index_list(&mesh.faces)
-            ));
-
-            report.exported_triangles += mesh.faces.len();
-            report.exported_faces += mesh.faces.len();
-
-            writer.add_entity(format!(
-                "IFCSHAPEREPRESENTATION({},'Body','Tessellation',({}))",
-                Part21Writer::reference(geom_context),
-                Part21Writer::reference(mesh_faceset)
-            ))
-        };
-
-        let definition_shape = writer.add_entity(format!(
-            "IFCPRODUCTDEFINITIONSHAPE($,$,({}))",
-            Part21Writer::reference(shape_representation)
-        ));
-
-        let placement = writer.add_entity(format!(
-            "IFCLOCALPLACEMENT({},{})",
-            Part21Writer::reference(storey_axis),
-            Part21Writer::reference(world_axis)
-        ));
-
-        let default_name = format!("{}-{}", entity.kind, entity.entity_id);
-        let name = semantics
-            .and_then(|sem| sem.name.clone())
-            .unwrap_or(default_name);
-        let description = semantics
-            .and_then(|sem| sem.description.clone())
-            .unwrap_or_default();
-        let object_type = semantics
-            .and_then(|sem| sem.object_type.clone())
-            .unwrap_or_else(|| entity.kind.clone());
-        let tag = semantics
-            .and_then(|sem| sem.tag.clone())
-            .unwrap_or_else(|| entity.entity_id.clone());
-
-        let guid = ifc_guid(&format!("element-{}", entity.entity_id));
-        let name_literal = sanitize_string_literal(&name);
-        let description_expr = if description.is_empty() {
-            "$".to_string()
-        } else {
-            format!("'{}'", sanitize_string_literal(&description))
-        };
-        let object_type_literal = sanitize_string_literal(&object_type);
-        let placement_ref = Part21Writer::reference(placement);
-        let shape_ref = Part21Writer::reference(definition_shape);
-        let tag_literal = sanitize_string_literal(&tag);
-
-        // IfcSpace and IfcSite are spatial elements with their own attribute
-        // signatures (LongName + CompositionType instead of Tag); everything
-        // else uses the shared building-element signature.
-        let element_expr = match class_name {
-            IFC_CLASS_SPACE => format!(
-                "IFCSPACE('{}',$,'{}',{},'{}',{},{},'{}',.ELEMENT.,.NOTDEFINED.,$)",
-                guid,
-                name_literal,
-                description_expr,
-                object_type_literal,
-                placement_ref,
-                shape_ref,
-                tag_literal
-            ),
-            IFC_CLASS_SITE => format!(
-                "IFCSITE('{}',$,'{}',{},'{}',{},{},'{}',.ELEMENT.,$,$,$,$,$)",
-                guid,
-                name_literal,
-                description_expr,
-                object_type_literal,
-                placement_ref,
-                shape_ref,
-                tag_literal
-            ),
-            _ => format!(
-                "{}('{}',$,'{}',{},'{}',{},{},'{}',.NOTDEFINED.)",
-                class_name,
-                guid,
-                name_literal,
-                description_expr,
-                object_type_literal,
-                placement_ref,
-                shape_ref,
-                tag_literal
-            ),
-        };
-
-        let element_id = writer.add_entity(element_expr);
-        // Spatial elements may not ride IfcRelContainedInSpatialStructure:
-        // spaces AGGREGATE under the storey, extra sites under the project.
-        match class_name {
-            IFC_CLASS_SPACE => space_ids.push(element_id),
-            IFC_CLASS_SITE => site_ids.push(element_id),
-            _ => element_ids.push(element_id),
-        }
-
-        if let Some(semantics) = semantics {
-            write_property_sets(
-                &mut writer,
-                element_id,
-                &entity.entity_id,
-                semantics,
-                &mut report,
-            );
-            write_quantity_sets(
-                &mut writer,
-                element_id,
-                &entity.entity_id,
-                semantics,
-                &mut report,
-            );
-        }
-
-        report.exported_elements += 1;
-    }
-
-    if element_ids.is_empty() && space_ids.is_empty() && site_ids.is_empty() {
-        return Err(IfcExportError::MeshGeneration(
-            "No elements were exported from the provided BREP inputs".to_string(),
-        ));
-    }
-
-    if !element_ids.is_empty() {
-        writer.add_entity(format!(
-            "IFCRELCONTAINEDINSPATIALSTRUCTURE('{}',$,'ContainedInStorey',$,({}),{})",
-            ifc_guid("rel-contained-storey"),
-            join_refs(&element_ids),
-            Part21Writer::reference(storey)
-        ));
-    }
-    if !space_ids.is_empty() {
-        writer.add_entity(format!(
-            "IFCRELAGGREGATES('{}',$,$,$,{},({}))",
-            ifc_guid("rel-storey-spaces"),
-            Part21Writer::reference(storey),
-            join_refs(&space_ids)
-        ));
-    }
-    if !site_ids.is_empty() {
-        writer.add_entity(format!(
-            "IFCRELAGGREGATES('{}',$,$,$,{},({}))",
-            ifc_guid("rel-project-element-sites"),
-            Part21Writer::reference(project),
-            join_refs(&site_ids)
-        ));
-    }
-
-    let text = writer.build().map_err(IfcExportError::Serialization)?;
-    Ok((text, report))
-}
-
-/// D9: emits an analytic `IFCADVANCEDBREP` shape representation for a brep whose
-/// faces carry analytic surfaces (D1) — IFCPLANE / IFCCYLINDRICALSURFACE faces
-/// with IFCLINE / IFCCIRCLE edge curves. Returns the IFCSHAPEREPRESENTATION ref
-/// and the analytic face count, or `None` if no advanced face could be built.
-fn emit_ifc_advanced_brep(
-    writer: &mut Part21Writer,
-    brep: &Brep,
-    scale: f64,
-    geom_context: usize,
-) -> Option<(usize, usize)> {
-    use crate::brep::SurfaceGeometry;
-
-    let mut edge_curves: HashMap<u32, usize> = HashMap::new();
-    let mut vertex_points: HashMap<u32, usize> = HashMap::new();
-    let mut surfaces: HashMap<String, usize> = HashMap::new();
-    let mut face_ids = Vec::new();
-
-    let scaled = |v: Vector3| Vector3::new(v.x * scale, v.y * scale, v.z * scale);
-
-    for face in &brep.faces {
-        let Some(surface) = face.surface.as_ref() else {
-            return None; // mixed analytic/non-analytic — fall back to tessellation
-        };
-
-        let surface_ref = {
-            let key = ifc_surface_key(surface, scale);
-            if let Some(existing) = surfaces.get(&key) {
-                *existing
-            } else {
-                let id = match surface {
-                    SurfaceGeometry::Plane { origin, normal } => {
-                        let placement = ifc_axis_placement(
-                            writer,
-                            scaled(*origin),
-                            *normal,
-                            ifc_any_perpendicular(*normal),
-                        );
-                        writer
-                            .add_entity(format!("IFCPLANE({})", Part21Writer::reference(placement)))
-                    }
-                    SurfaceGeometry::Cylinder {
-                        origin,
-                        axis,
-                        ref_direction,
-                        radius,
-                        ..
-                    } => {
-                        let placement =
-                            ifc_axis_placement(writer, scaled(*origin), *axis, *ref_direction);
-                        writer.add_entity(format!(
-                            "IFCCYLINDRICALSURFACE({},{})",
-                            Part21Writer::reference(placement),
-                            format_ifc_real(radius * scale)
-                        ))
-                    }
-                };
-                surfaces.insert(key, id);
-                id
-            }
-        };
-
-        let mut bounds = Vec::new();
-        let outer = ifc_edge_loop_bound(
-            writer,
-            brep,
-            face.outer_loop,
-            scale,
-            true,
-            &mut edge_curves,
-            &mut vertex_points,
-        )?;
-        bounds.push(outer);
-        for inner in &face.inner_loops {
-            if let Some(b) = ifc_edge_loop_bound(
-                writer,
-                brep,
-                *inner,
-                scale,
-                false,
-                &mut edge_curves,
-                &mut vertex_points,
-            ) {
-                bounds.push(b);
-            }
-        }
-
-        face_ids.push(writer.add_entity(format!(
-            "IFCADVANCEDFACE({},{},.T.)",
-            format_ifc_ref_list(&bounds),
-            Part21Writer::reference(surface_ref)
-        )));
-    }
-
-    if face_ids.is_empty() {
-        return None;
-    }
-
-    let shell = writer.add_entity(format!(
-        "IFCCLOSEDSHELL({})",
-        format_ifc_ref_list(&face_ids)
-    ));
-    let advanced_brep = writer.add_entity(format!(
-        "IFCADVANCEDBREP({})",
-        Part21Writer::reference(shell)
-    ));
-    let rep = writer.add_entity(format!(
-        "IFCSHAPEREPRESENTATION({},'Body','AdvancedBrep',({}))",
-        Part21Writer::reference(geom_context),
-        Part21Writer::reference(advanced_brep)
-    ));
-    Some((rep, face_ids.len()))
-}
-
-fn ifc_edge_loop_bound(
-    writer: &mut Part21Writer,
-    brep: &Brep,
-    loop_id: u32,
-    scale: f64,
-    is_outer: bool,
-    edge_curves: &mut HashMap<u32, usize>,
-    vertex_points: &mut HashMap<u32, usize>,
-) -> Option<usize> {
-    let halfedges = brep.get_loop_halfedges(loop_id).ok()?;
-    if halfedges.len() < 3 {
-        return None;
-    }
-    let mut oriented = Vec::with_capacity(halfedges.len());
-    for he_id in halfedges {
-        let he = brep.halfedges.get(he_id as usize)?;
-        let edge_curve = ifc_edge_curve(writer, brep, he.edge, scale, edge_curves, vertex_points)?;
-        oriented.push(writer.add_entity(format!(
-            "IFCORIENTEDEDGE(*,*,{},.T.)",
-            Part21Writer::reference(edge_curve)
-        )));
-    }
-    let edge_loop = writer.add_entity(format!("IFCEDGELOOP({})", format_ifc_ref_list(&oriented)));
-    let kind = if is_outer {
-        "IFCFACEOUTERBOUND"
-    } else {
-        "IFCFACEBOUND"
-    };
-    Some(writer.add_entity(format!(
-        "{}({},.T.)",
-        kind,
-        Part21Writer::reference(edge_loop)
-    )))
-}
-
-fn ifc_edge_curve(
-    writer: &mut Part21Writer,
-    brep: &Brep,
-    edge_id: u32,
-    scale: f64,
-    edge_curves: &mut HashMap<u32, usize>,
-    vertex_points: &mut HashMap<u32, usize>,
-) -> Option<usize> {
-    use crate::brep::CurveGeometry;
-    if let Some(existing) = edge_curves.get(&edge_id) {
-        return Some(*existing);
-    }
-    let (from_id, to_id) = brep.get_edge_endpoints(edge_id)?;
-    let from_pos = scaled_v(brep.vertices.get(from_id as usize)?.position, scale);
-    let to_pos = scaled_v(brep.vertices.get(to_id as usize)?.position, scale);
-    let v_from = ifc_vertex_point(writer, from_id, from_pos, vertex_points);
-    let v_to = ifc_vertex_point(writer, to_id, to_pos, vertex_points);
-
-    let edge = brep.edges.iter().find(|e| e.id == edge_id);
-    let curve_ref = match edge.and_then(|e| e.curve.as_ref()) {
-        Some(CurveGeometry::Circle {
-            center,
-            normal,
-            x_axis,
-            radius,
-            ..
-        }) => {
-            let placement = ifc_axis_placement(writer, scaled_v(*center, scale), *normal, *x_axis);
-            writer.add_entity(format!(
-                "IFCCIRCLE({},{})",
-                Part21Writer::reference(placement),
-                format_ifc_real(radius * scale)
-            ))
-        }
-        _ => {
-            let dir = ifc_direction_between(from_pos, to_pos);
-            let d = writer.add_entity(format!(
-                "IFCDIRECTION(({},{},{}))",
-                format_ifc_real(dir.x),
-                format_ifc_real(dir.y),
-                format_ifc_real(dir.z)
-            ));
-            let vector = writer.add_entity(format!(
-                "IFCVECTOR({},{})",
-                Part21Writer::reference(d),
-                format_ifc_real(ifc_distance(from_pos, to_pos).max(1.0))
-            ));
-            let point = writer.add_entity(format!(
-                "IFCCARTESIANPOINT(({},{},{}))",
-                format_ifc_real(from_pos.x),
-                format_ifc_real(from_pos.y),
-                format_ifc_real(from_pos.z)
-            ));
-            writer.add_entity(format!(
-                "IFCLINE({},{})",
-                Part21Writer::reference(point),
-                Part21Writer::reference(vector)
-            ))
-        }
-    };
-
-    let edge_curve = writer.add_entity(format!(
-        "IFCEDGECURVE({},{},{},.T.)",
-        Part21Writer::reference(v_from),
-        Part21Writer::reference(v_to),
-        Part21Writer::reference(curve_ref)
-    ));
-    edge_curves.insert(edge_id, edge_curve);
-    Some(edge_curve)
-}
-
-fn ifc_vertex_point(
-    writer: &mut Part21Writer,
-    vertex_id: u32,
-    position: Vector3,
-    cache: &mut HashMap<u32, usize>,
-) -> usize {
-    if let Some(existing) = cache.get(&vertex_id) {
-        return *existing;
-    }
-    let point = writer.add_entity(format!(
-        "IFCCARTESIANPOINT(({},{},{}))",
-        format_ifc_real(position.x),
-        format_ifc_real(position.y),
-        format_ifc_real(position.z)
-    ));
-    let vp = writer.add_entity(format!(
-        "IFCVERTEXPOINT({})",
-        Part21Writer::reference(point)
-    ));
-    cache.insert(vertex_id, vp);
-    vp
-}
-
-fn ifc_axis_placement(
-    writer: &mut Part21Writer,
-    location: Vector3,
-    axis: Vector3,
-    ref_direction: Vector3,
-) -> usize {
-    let point = writer.add_entity(format!(
-        "IFCCARTESIANPOINT(({},{},{}))",
-        format_ifc_real(location.x),
-        format_ifc_real(location.y),
-        format_ifc_real(location.z)
-    ));
-    let axis = ifc_normalize(axis);
-    let refd = ifc_normalize(ref_direction);
-    let axis_dir = writer.add_entity(format!(
-        "IFCDIRECTION(({},{},{}))",
-        format_ifc_real(axis.x),
-        format_ifc_real(axis.y),
-        format_ifc_real(axis.z)
-    ));
-    let ref_dir = writer.add_entity(format!(
-        "IFCDIRECTION(({},{},{}))",
-        format_ifc_real(refd.x),
-        format_ifc_real(refd.y),
-        format_ifc_real(refd.z)
-    ));
-    writer.add_entity(format!(
-        "IFCAXIS2PLACEMENT3D({},{},{})",
-        Part21Writer::reference(point),
-        Part21Writer::reference(axis_dir),
-        Part21Writer::reference(ref_dir)
-    ))
-}
-
-fn scaled_v(v: Vector3, scale: f64) -> Vector3 {
-    Vector3::new(v.x * scale, v.y * scale, v.z * scale)
-}
-
-fn ifc_direction_between(from: Vector3, to: Vector3) -> Vector3 {
-    ifc_normalize(Vector3::new(to.x - from.x, to.y - from.y, to.z - from.z))
-}
-
-fn ifc_distance(a: Vector3, b: Vector3) -> f64 {
-    let dx = a.x - b.x;
-    let dy = a.y - b.y;
-    let dz = a.z - b.z;
-    (dx * dx + dy * dy + dz * dz).sqrt()
-}
-
-fn ifc_normalize(v: Vector3) -> Vector3 {
-    let len = (v.x * v.x + v.y * v.y + v.z * v.z).sqrt();
-    if len <= IFC_LENGTH_EPSILON {
-        Vector3::new(0.0, 0.0, 1.0)
-    } else {
-        Vector3::new(v.x / len, v.y / len, v.z / len)
-    }
-}
-
-fn ifc_any_perpendicular(n: Vector3) -> Vector3 {
-    let n = ifc_normalize(n);
-    if n.x.abs() <= n.y.abs() && n.x.abs() <= n.z.abs() {
-        ifc_normalize(Vector3::new(0.0, -n.z, n.y))
-    } else if n.y.abs() <= n.z.abs() {
-        ifc_normalize(Vector3::new(-n.z, 0.0, n.x))
-    } else {
-        ifc_normalize(Vector3::new(-n.y, n.x, 0.0))
-    }
-}
-
-fn ifc_surface_key(surface: &crate::brep::SurfaceGeometry, scale: f64) -> String {
-    use crate::brep::SurfaceGeometry;
-    match surface {
-        SurfaceGeometry::Plane { origin, normal } => format!(
-            "P|{:.6}|{:.6}|{:.6}|{:.6}|{:.6}|{:.6}",
-            origin.x * scale,
-            origin.y * scale,
-            origin.z * scale,
-            normal.x,
-            normal.y,
-            normal.z
-        ),
-        SurfaceGeometry::Cylinder {
-            origin,
-            axis,
-            radius,
-            ..
-        } => format!(
-            "C|{:.6}|{:.6}|{:.6}|{:.6}|{:.6}|{:.6}|{:.6}",
-            origin.x * scale,
-            origin.y * scale,
-            origin.z * scale,
-            axis.x,
-            axis.y,
-            axis.z,
-            radius * scale
-        ),
-    }
-}
-
-fn format_ifc_ref_list(ids: &[usize]) -> String {
-    format!(
-        "({})",
-        ids.iter()
-            .map(|id| Part21Writer::reference(*id))
-            .collect::<Vec<_>>()
-            .join(",")
-    )
-}
-
-fn format_ifc_real(value: f64) -> String {
-    let mut out = format!("{:.9}", value);
-    while out.contains('.') && out.ends_with('0') {
-        out.pop();
-    }
-    if out.ends_with('.') {
-        out.push('0');
-    }
-    out
-}
-
-fn validate_config(config: &IfcExportConfig) -> Result<f64, IfcExportError> {
-    if !config.scale.is_finite() || config.scale <= 0.0 {
-        return Err(IfcExportError::MeshGeneration(
-            "IFC scale must be a finite positive value".to_string(),
-        ));
-    }
-    Ok(config.scale)
-}
-
-fn is_closed_solid(brep: &Brep) -> bool {
-    if brep.faces.is_empty() || brep.edges.is_empty() {
-        return false;
-    }
-
-    if !brep.shells.is_empty() && brep.shells.iter().all(|shell| !shell.is_closed) {
-        return false;
-    }
-
-    brep.edges.iter().all(|edge| edge.twin_halfedge.is_some())
-}
-
-fn triangulate_entity_mesh(
-    entity: &IfcOwnedEntity<'_>,
-    scale: f64,
-    policy: IfcErrorPolicy,
-    report: &mut IfcExportReport,
-    label: String,
-) -> Result<TessellatedMesh, IfcExportError> {
-    let mut points = Vec::<Vector3>::new();
-    let mut point_map = HashMap::<String, usize>::new();
-    let mut faces = Vec::<[usize; 3]>::new();
-
-    for face in &entity.brep.faces {
-        report.input_faces += 1;
-
-        let (outer_vertices, holes_vertices) =
-            entity.brep.get_vertices_and_holes_by_face_id(face.id);
-
-        if outer_vertices.len() < 3 {
-            if policy == IfcErrorPolicy::Strict {
-                return Err(IfcExportError::MeshGeneration(format!(
-                    "{} face {} has fewer than 3 vertices",
-                    label, face.id
-                )));
-            }
-            report.skipped_faces += 1;
-            continue;
-        }
-
-        if holes_vertices.iter().any(|hole| hole.len() < 3) {
-            if policy == IfcErrorPolicy::Strict {
-                return Err(IfcExportError::MeshGeneration(format!(
-                    "{} face {} has invalid hole loops",
-                    label, face.id
-                )));
-            }
-            report.skipped_faces += 1;
-            continue;
-        }
-
-        let triangle_indices = triangulate_polygon_with_holes(&outer_vertices, &holes_vertices);
-        if triangle_indices.is_empty() {
-            if policy == IfcErrorPolicy::Strict {
-                return Err(IfcExportError::MeshGeneration(format!(
-                    "{} face {} produced no triangles",
-                    label, face.id
-                )));
-            }
-            report.skipped_faces += 1;
-            continue;
-        }
-
-        let mut all_vertices = outer_vertices;
-        for hole in holes_vertices {
-            all_vertices.extend(hole);
-        }
-
-        let mut face_has_triangle = false;
-
-        for triangle in triangle_indices {
-            let Some((&a, &b, &c)) = all_vertices
-                .get(triangle[0])
-                .zip(all_vertices.get(triangle[1]))
-                .zip(all_vertices.get(triangle[2]))
-                .map(|((a, b), c)| (a, b, c))
-            else {
-                if policy == IfcErrorPolicy::Strict {
-                    return Err(IfcExportError::MeshGeneration(format!(
-                        "{} face {} emitted out-of-range triangle indices",
-                        label, face.id
-                    )));
-                }
-                continue;
-            };
-
-            if !is_finite_vec3(a) || !is_finite_vec3(b) || !is_finite_vec3(c) {
-                if policy == IfcErrorPolicy::Strict {
-                    return Err(IfcExportError::MeshGeneration(format!(
-                        "{} face {} has non-finite coordinates",
-                        label, face.id
-                    )));
-                }
-                continue;
-            }
-
-            let scaled = [
-                Vector3::new(a.x * scale, a.y * scale, a.z * scale),
-                Vector3::new(b.x * scale, b.y * scale, b.z * scale),
-                Vector3::new(c.x * scale, c.y * scale, c.z * scale),
-            ];
-
-            if is_degenerate_triangle(scaled[0], scaled[1], scaled[2]) {
-                if policy == IfcErrorPolicy::Strict {
-                    return Err(IfcExportError::MeshGeneration(format!(
-                        "{} face {} contains degenerate triangle",
-                        label, face.id
-                    )));
-                }
-                continue;
-            }
-
-            let i0 = get_or_create_mesh_point(&mut points, &mut point_map, scaled[0]);
-            let i1 = get_or_create_mesh_point(&mut points, &mut point_map, scaled[1]);
-            let i2 = get_or_create_mesh_point(&mut points, &mut point_map, scaled[2]);
-
-            faces.push([i0 + 1, i1 + 1, i2 + 1]);
-            face_has_triangle = true;
-        }
-
-        if !face_has_triangle {
-            if policy == IfcErrorPolicy::Strict {
-                return Err(IfcExportError::MeshGeneration(format!(
-                    "{} face {} yielded no valid triangles",
-                    label, face.id
-                )));
-            }
-            report.skipped_faces += 1;
-        }
-    }
-
-    Ok(TessellatedMesh { points, faces })
-}
-
-fn get_or_create_mesh_point(
-    points: &mut Vec<Vector3>,
-    point_map: &mut HashMap<String, usize>,
-    point: Vector3,
-) -> usize {
-    let key = format!("{:.9}|{:.9}|{:.9}", point.x, point.y, point.z);
-    if let Some(index) = point_map.get(&key) {
-        return *index;
-    }
-
-    let index = points.len();
-    points.push(point);
-    point_map.insert(key, index);
-    index
-}
-
-fn resolve_ifc_class(
-    entity_id: &str,
-    semantics: Option<&IfcEntitySemantics>,
-    config: &IfcExportConfig,
-    report: &mut IfcExportReport,
-) -> Result<&'static str, IfcExportError> {
-    let Some(semantics) = semantics else {
-        return Ok(IFC_CLASS_PROXY);
-    };
-
-    let Some(raw_class) = semantics.ifc_class.as_ref() else {
-        return Ok(IFC_CLASS_PROXY);
-    };
-
-    let normalized = raw_class.trim().to_ascii_uppercase();
-    if let Some(class_name) = IFC_ALLOWED_CLASSES
-        .iter()
-        .find(|candidate| **candidate == normalized)
-        .copied()
-    {
-        report.semantics_applied += 1;
-        return Ok(class_name);
-    }
-
-    if config.error_policy == IfcErrorPolicy::Strict {
-        return Err(IfcExportError::InvalidSemantics(format!(
-            "Entity '{}' requested unsupported ifc_class '{}'. Allowed classes: {}",
-            entity_id,
-            raw_class,
-            IFC_ALLOWED_CLASSES.join(", ")
-        )));
-    }
-
-    report.proxy_fallbacks += 1;
-    Ok(IFC_CLASS_PROXY)
-}
-
-fn write_property_sets(
-    writer: &mut Part21Writer,
-    element_id: usize,
-    entity_id: &str,
-    semantics: &IfcEntitySemantics,
-    report: &mut IfcExportReport,
-) {
-    // Sorted iteration: HashMap order is arbitrary and the SPF output must be
-    // deterministic across runs.
-    let mut set_names: Vec<&String> = semantics.property_sets.keys().collect();
-    set_names.sort();
-    for set_name in set_names {
-        let properties = &semantics.property_sets[set_name];
-        if properties.is_empty() {
-            continue;
-        }
-
-        let mut property_names: Vec<&String> = properties.keys().collect();
-        property_names.sort();
-        let mut property_ids = Vec::new();
-        for property_name in property_names {
-            let property_value = &properties[property_name];
-            let literal = match property_value {
-                IfcPropertyValue::Bool(value) => {
-                    format!("IFCBOOLEAN({})", if *value { ".T." } else { ".F." })
-                }
-                IfcPropertyValue::Number(value) => format!("IFCREAL({})", format_real(*value)),
-                IfcPropertyValue::Text(value) => {
-                    format!("IFCTEXT('{}')", sanitize_string_literal(value))
-                }
-            };
-            let property = writer.add_entity(format!(
-                "IFCPROPERTYSINGLEVALUE('{}',$,{},$)",
-                sanitize_string_literal(property_name),
-                literal
-            ));
-            property_ids.push(property);
-        }
-
-        let property_set = writer.add_entity(format!(
-            "IFCPROPERTYSET('{}',$,'{}',$,({}))",
-            ifc_guid(&format!("pset-{}-{}", entity_id, set_name)),
-            sanitize_string_literal(set_name),
-            join_refs(&property_ids)
-        ));
-
-        writer.add_entity(format!(
-            "IFCRELDEFINESBYPROPERTIES('{}',$,$,$,({}),{})",
-            ifc_guid(&format!("pset-rel-{}-{}", entity_id, set_name)),
-            Part21Writer::reference(element_id),
-            Part21Writer::reference(property_set)
-        ));
-
-        report.property_sets_written += 1;
-    }
-}
-
-fn write_quantity_sets(
-    writer: &mut Part21Writer,
-    element_id: usize,
-    entity_id: &str,
-    semantics: &IfcEntitySemantics,
-    report: &mut IfcExportReport,
-) {
-    let mut set_names: Vec<&String> = semantics.quantity_sets.keys().collect();
-    set_names.sort();
-    for set_name in set_names {
-        let quantities = &semantics.quantity_sets[set_name];
-        if quantities.is_empty() {
-            continue;
-        }
-
-        let mut quantity_names: Vec<&String> = quantities.keys().collect();
-        quantity_names.sort();
-        let mut quantity_ids = Vec::new();
-        for quantity_name in quantity_names {
-            let quantity = writer.add_entity(format!(
-                "IFCQUANTITYLENGTH('{}',$,$,{},$)",
-                sanitize_string_literal(quantity_name),
-                format_real(quantities[quantity_name])
-            ));
-            quantity_ids.push(quantity);
-        }
-
-        let quantity_set = writer.add_entity(format!(
-            "IFCELEMENTQUANTITY('{}',$,'{}',$,$,({}))",
-            ifc_guid(&format!("qset-{}-{}", entity_id, set_name)),
-            sanitize_string_literal(set_name),
-            join_refs(&quantity_ids)
-        ));
-
-        writer.add_entity(format!(
-            "IFCRELDEFINESBYPROPERTIES('{}',$,$,$,({}),{})",
-            ifc_guid(&format!("qset-rel-{}-{}", entity_id, set_name)),
-            Part21Writer::reference(element_id),
-            Part21Writer::reference(quantity_set)
-        ));
-
-        report.quantity_sets_written += 1;
-    }
-}
-
-fn join_refs(ids: &[usize]) -> String {
-    ids.iter()
-        .map(|id| Part21Writer::reference(*id))
-        .collect::<Vec<_>>()
-        .join(",")
-}
-
-fn format_real(value: f64) -> String {
-    let mut out = format!("{:.9}", value);
-    while out.contains('.') && out.ends_with('0') {
-        out.pop();
-    }
-    if out.ends_with('.') {
-        out.push('0');
-    }
-    out
-}
-
-fn format_ifc_coord_list(points: &[Vector3]) -> String {
-    let coords = points
-        .iter()
-        .map(|point| {
-            format!(
-                "({},{},{})",
-                format_real(point.x),
-                format_real(point.y),
-                format_real(point.z)
-            )
-        })
-        .collect::<Vec<_>>()
-        .join(",");
-
-    format!("({})", coords)
-}
-
-fn format_ifc_face_index_list(faces: &[[usize; 3]]) -> String {
-    let entries = faces
-        .iter()
-        .map(|face| format!("({},{},{})", face[0], face[1], face[2]))
-        .collect::<Vec<_>>()
-        .join(",");
-
-    format!("({})", entries)
-}
-
-fn is_finite_vec3(point: Vector3) -> bool {
-    point.x.is_finite() && point.y.is_finite() && point.z.is_finite()
-}
-
-fn is_degenerate_triangle(a: Vector3, b: Vector3, c: Vector3) -> bool {
-    let ab = [b.x - a.x, b.y - a.y, b.z - a.z];
-    let ac = [c.x - a.x, c.y - a.y, c.z - a.z];
-
-    let cross = [
-        ab[1] * ac[2] - ab[2] * ac[1],
-        ab[2] * ac[0] - ab[0] * ac[2],
-        ab[0] * ac[1] - ab[1] * ac[0],
-    ];
-
-    let area_sq = cross[0] * cross[0] + cross[1] * cross[1] + cross[2] * cross[2];
-    !area_sq.is_finite() || area_sq <= IFC_LENGTH_EPSILON
-}
-
-fn ifc_guid(seed: &str) -> String {
-    const IFC_CHARS: &[u8; 64] =
-        b"0123456789ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz_$";
-
-    let uuid = Uuid::new_v5(&Uuid::NAMESPACE_URL, seed.as_bytes());
-    let mut number = u128::from_be_bytes(*uuid.as_bytes());
-    let mut out = [b'0'; 22];
-
-    for index in (0..22).rev() {
-        out[index] = IFC_CHARS[(number & 63) as usize];
-        number >>= 6;
-    }
-
-    String::from_utf8(out.to_vec()).unwrap_or_else(|_| "0000000000000000000000".to_string())
-}
-
-#[cfg(test)]
-mod tests {
-    use super::*;
-    use crate::brep::BrepBuilder;
-
-    fn tetrahedron_brep() -> Brep {
-        let mut builder = BrepBuilder::new(Uuid::new_v4());
-        builder.add_vertices(&[
-            Vector3::new(0.0, 0.0, 0.0),
-            Vector3::new(1.0, 0.0, 0.0),
-            Vector3::new(0.5, 0.8660254, 0.0),
-            Vector3::new(0.5, 0.2886751, 0.8164966),
-        ]);
-
-        builder.add_face(&[0, 2, 1], &[]).unwrap();
-        builder.add_face(&[0, 1, 3], &[]).unwrap();
-        builder.add_face(&[1, 2, 3], &[]).unwrap();
-        builder.add_face(&[2, 0, 3], &[]).unwrap();
-
-        builder.build().unwrap()
-    }
-
-    #[test]
-    fn exports_ifc_spf_document() {
-        let brep = tetrahedron_brep();
-        let (text, report) =
-            export_brep_to_ifc_text(&brep, &IfcExportConfig::default()).expect("ifc export");
-
-        assert!(text.starts_with("ISO-10303-21;"));
-        assert!(text.contains("FILE_SCHEMA(('IFC4'));"));
-        assert!(text.contains("IFCPROJECT("));
-        assert!(text.contains("IFCTRIANGULATEDFACESET("));
-        assert!(report.exported_elements >= 1);
-        assert!(report.exported_triangles >= 4);
-    }
-
-    #[test]
-    fn cylinder_exports_analytic_ifc_advanced_brep() {
-        // D9: a cylinder (analytic surfaces present) exports as an
-        // IFCADVANCEDBREP with one IFCCYLINDRICALSURFACE + circle edges, not a
-        // triangulated face set.
-        use crate::primitives::cylinder::OGCylinder;
-        let mut cyl = OGCylinder::new("ifc-cyl".into());
-        cyl.set_config(
-            Vector3::new(0.0, 0.0, 0.0),
-            1.0,
-            2.0,
-            2.0 * std::f64::consts::PI,
-            24,
-        )
-        .unwrap();
-        let brep = cyl.world_brep();
-
-        let (text, _) =
-            export_brep_to_ifc_text(&brep, &IfcExportConfig::default()).expect("ifc export");
-
-        assert!(text.contains("IFCADVANCEDBREP("));
-        assert_eq!(text.matches("IFCCYLINDRICALSURFACE(").count(), 1);
-        assert!(text.contains("IFCCIRCLE("));
-        assert!(text.contains("IFCPLANE("));
-        assert!(!text.contains("IFCTRIANGULATEDFACESET("));
-    }
-
-    /// A tetrahedron whose apex is at source (1, 3, 2) so the Y-up/Z-up
-    /// distinction is unambiguous (no zero components on the apex).
-    fn oriented_tetrahedron() -> Brep {
-        let mut builder = BrepBuilder::new(Uuid::new_v4());
-        builder.add_vertices(&[
-            Vector3::new(0.0, 0.0, 0.0),
-            Vector3::new(4.0, 0.0, 0.0),
-            Vector3::new(0.0, 0.0, 4.0),
-            Vector3::new(1.0, 3.0, 2.0),
-        ]);
-        builder.add_face(&[0, 2, 1], &[]).unwrap();
-        builder.add_face(&[0, 1, 3], &[]).unwrap();
-        builder.add_face(&[1, 2, 3], &[]).unwrap();
-        builder.add_face(&[2, 0, 3], &[]).unwrap();
-        builder.build().unwrap()
-    }
-
-    #[test]
-    fn up_axis_conversion_default_maps_y_to_z() {
-        // Default config has up_axis_conversion = true: source apex
-        // (1, 3, 2) -> IFC (1, -2, 3).
-        let brep = oriented_tetrahedron();
-        let (text, _) =
-            export_brep_to_ifc_text(&brep, &IfcExportConfig::default()).expect("ifc export");
-        assert!(
-            text.contains("(1.0,-2.0,3.0)"),
-            "apex should be Z-up (1,-2,3); got:\n{}",
-            text
-        );
-        assert!(
-            !text.contains("(1.0,3.0,2.0)"),
-            "source Y-up apex must not appear when conversion is on"
-        );
-    }
-
-    #[test]
-    fn up_axis_conversion_off_preserves_source_coordinates() {
-        // Flag off: geometry is emitted exactly as authored.
-        let brep = oriented_tetrahedron();
-        let config = IfcExportConfig {
-            up_axis_conversion: false,
-            ..IfcExportConfig::default()
-        };
-        let (text, _) = export_brep_to_ifc_text(&brep, &config).expect("ifc export");
-        assert!(
-            text.contains("(1.0,3.0,2.0)"),
-            "apex should be unchanged (1,3,2) when conversion is off; got:\n{}",
-            text
-        );
-        assert!(!text.contains("(1.0,-2.0,3.0)"));
-    }
-
-    #[test]
-    fn up_axis_conversion_config_defaults_true() {
-        assert!(IfcExportConfig::default().up_axis_conversion);
-    }
-
-    #[test]
-    fn applies_semantics_class_when_supported() {
-        let brep = tetrahedron_brep();
-
-        let mut semantics = HashMap::new();
-        semantics.insert(
-            "brep-0".to_string(),
-            IfcEntitySemantics {
-                ifc_class: Some("IFCWALL".to_string()),
-                name: Some("Wall A".to_string()),
-                ..IfcEntitySemantics::default()
-            },
-        );
-
-        let config = IfcExportConfig {
-            semantics: Some(semantics),
-            ..IfcExportConfig::default()
-        };
-
-        let (text, report) = export_brep_to_ifc_text(&brep, &config).expect("ifc export");
-        assert!(text.contains("IFCWALL("));
-        assert_eq!(report.semantics_applied, 1);
-    }
-
-    #[test]
-    fn strict_rejects_invalid_ifc_class() {
-        let brep = tetrahedron_brep();
-
-        let mut semantics = HashMap::new();
-        semantics.insert(
-            "brep-0".to_string(),
-            IfcEntitySemantics {
-                ifc_class: Some("IFCUNKNOWN".to_string()),
-                ..IfcEntitySemantics::default()
-            },
-        );
-
-        let config = IfcExportConfig {
-            semantics: Some(semantics),
-            error_policy: IfcErrorPolicy::Strict,
-            ..IfcExportConfig::default()
-        };
-
-        let result = export_brep_to_ifc_text(&brep, &config);
-        assert!(result.is_err());
-    }
-
-    /// IFCSPACE exports as a real space — its own attribute signature,
-    /// AGGREGATED under the storey rather than contained in it — instead of
-    /// degrading to a building element proxy.
-    #[test]
-    fn exports_space_as_aggregated_spatial_element() {
-        let brep = tetrahedron_brep();
-
-        let mut semantics = HashMap::new();
-        semantics.insert(
-            "brep-0".to_string(),
-            IfcEntitySemantics {
-                ifc_class: Some("IfcSpace".to_string()),
-                name: Some("Living Room".to_string()),
-                object_type: Some("residential".to_string()),
-                ..IfcEntitySemantics::default()
-            },
-        );
-
-        let config = IfcExportConfig {
-            semantics: Some(semantics),
-            error_policy: IfcErrorPolicy::Strict,
-            ..IfcExportConfig::default()
-        };
-
-        let (text, report) = export_brep_to_ifc_text(&brep, &config).expect("ifc export");
-        assert!(text.contains("IFCSPACE("), "space class applied");
-        assert!(
-            !text.contains("IFCBUILDINGELEMENTPROXY("),
-            "no proxy fallback"
-        );
-        assert!(
-            !text.contains("IFCRELCONTAINEDINSPATIALSTRUCTURE("),
-            "a lone space is not contained-in-storey"
-        );
-        assert!(
-            text.contains("'residential'"),
-            "object type (program/usage) survives"
-        );
-        // Storey → space aggregation exists (beyond the 3 scaffold aggregates).
-        assert_eq!(text.matches("IFCRELAGGREGATES(").count(), 4);
-        assert_eq!(report.semantics_applied, 1);
-        assert_eq!(report.proxy_fallbacks, 0);
-    }
-
-    /// IFCSITE exports with the site attribute signature, aggregated under the
-    /// project (a project may hold several sites).
-    #[test]
-    fn exports_site_aggregated_under_project() {
-        let brep = tetrahedron_brep();
-
-        let mut semantics = HashMap::new();
-        semantics.insert(
-            "brep-0".to_string(),
-            IfcEntitySemantics {
-                ifc_class: Some("IFCSITE".to_string()),
-                name: Some("Parcel 12".to_string()),
-                ..IfcEntitySemantics::default()
-            },
-        );
-
-        let config = IfcExportConfig {
-            semantics: Some(semantics),
-            error_policy: IfcErrorPolicy::Strict,
-            ..IfcExportConfig::default()
-        };
-
-        let (text, _) = export_brep_to_ifc_text(&brep, &config).expect("ifc export");
-        // Scaffold site + the exported parcel site.
-        assert_eq!(text.matches("IFCSITE(").count(), 2);
-        assert!(text.contains("'Parcel 12'"));
-        assert!(!text.contains("IFCRELCONTAINEDINSPATIALSTRUCTURE("));
-    }
-
-    /// Property sets carry TYPED values (IFCREAL / IFCBOOLEAN / IFCTEXT) and
-    /// the writer's output is deterministic (sorted set / property names).
-    #[test]
-    fn writes_typed_property_sets() {
-        let brep = tetrahedron_brep();
-
-        let mut properties = HashMap::new();
-        properties.insert("gfaM2".to_string(), IfcPropertyValue::Number(4500.25));
-        properties.insert(
-            "program".to_string(),
-            IfcPropertyValue::Text("office".to_string()),
-        );
-        properties.insert("compliant".to_string(), IfcPropertyValue::Bool(true));
-        let mut property_sets = HashMap::new();
-        property_sets.insert("OpenPlans_Yield".to_string(), properties);
-
-        let mut quantities = HashMap::new();
-        quantities.insert("NetSideArea".to_string(), 3735.5);
-        let mut quantity_sets = HashMap::new();
-        quantity_sets.insert("Qto_SpaceBaseQuantities".to_string(), quantities);
-
-        let mut semantics = HashMap::new();
-        semantics.insert(
-            "brep-0".to_string(),
-            IfcEntitySemantics {
-                ifc_class: Some("IFCSPACE".to_string()),
-                property_sets,
-                quantity_sets,
-                ..IfcEntitySemantics::default()
-            },
-        );
-
-        let config = IfcExportConfig {
-            semantics: Some(semantics),
-            error_policy: IfcErrorPolicy::Strict,
-            ..IfcExportConfig::default()
-        };
-
-        let (text, report) = export_brep_to_ifc_text(&brep, &config).expect("ifc export");
-        assert!(text.contains("IFCPROPERTYSINGLEVALUE('gfaM2',$,IFCREAL(4500.25),$)"));
-        assert!(text.contains("IFCPROPERTYSINGLEVALUE('program',$,IFCTEXT('office'),$)"));
-        assert!(text.contains("IFCPROPERTYSINGLEVALUE('compliant',$,IFCBOOLEAN(.T.),$)"));
-        assert!(text.contains("IFCPROPERTYSET("));
-        assert!(text.contains("IFCELEMENTQUANTITY("));
-        assert!(text.contains("IFCRELDEFINESBYPROPERTIES("));
-        assert_eq!(report.property_sets_written, 1);
-        assert_eq!(report.quantity_sets_written, 1);
-
-        let (again, _) = export_brep_to_ifc_text(
-            &brep,
-            &IfcExportConfig {
-                semantics: config.semantics.clone(),
-                error_policy: IfcErrorPolicy::Strict,
-                ..IfcExportConfig::default()
-            },
-        )
-        .expect("ifc export");
-        assert_eq!(text, again, "SPF output is deterministic across runs");
-    }
-
-    /// Legacy string-only property-set JSON still parses (untagged enum).
-    #[test]
-    fn legacy_string_property_sets_still_parse() {
-        let json = r#"{
-            "ifc_class": "IFCWALL",
-            "property_sets": { "Custom": { "material": "brick", "rating": "A" } }
-        }"#;
-        let semantics: IfcEntitySemantics =
-            serde_json::from_str(json).expect("legacy semantics parse");
-        let set = &semantics.property_sets["Custom"];
-        assert_eq!(set["material"], IfcPropertyValue::Text("brick".to_string()));
-
-        let typed = r#"{ "property_sets": { "Yield": { "gfa": 12.5, "ok": true } } }"#;
-        let semantics: IfcEntitySemantics =
-            serde_json::from_str(typed).expect("typed semantics parse");
-        let set = &semantics.property_sets["Yield"];
-        assert_eq!(set["gfa"], IfcPropertyValue::Number(12.5));
-        assert_eq!(set["ok"], IfcPropertyValue::Bool(true));
-    }
-}
diff --git a/main/opengeometry/src/export/mod.rs b/main/opengeometry/src/export/mod.rs
deleted file mode 100644
index af63e4c..0000000
--- a/main/opengeometry/src/export/mod.rs
+++ /dev/null
@@ -1,36 +0,0 @@
-pub mod ifc;
-pub mod part21;
-pub mod projection;
-pub mod step;
-pub mod stl;
-pub mod wasm;
-
-#[cfg(not(target_arch = "wasm32"))]
-pub mod pdf;
-
-pub use ifc::{
-    export_brep_to_ifc_text, export_breps_to_ifc_text, export_scene_entities_to_ifc_text,
-    IfcEntityInput, IfcEntitySemantics, IfcErrorPolicy, IfcExportConfig, IfcExportError,
-    IfcExportReport, IfcPropertyValue, IfcSchemaVersion,
-};
-pub use projection::{
-    project_brep_to_scene, CameraParameters, ClassifiedSegment, EdgeClass, HlrOptions, Line2D,
-    Path2D, ProjectionMode, Scene2D, Scene2DLines, Segment2D, Vec2,
-};
-pub use step::{
-    export_brep_to_step_text, export_breps_to_step_text, StepErrorPolicy, StepExportConfig,
-    StepExportError, StepExportReport, StepSchema,
-};
-pub use stl::{
-    export_brep_to_stl_bytes, export_breps_to_stl_bytes, StlErrorPolicy, StlExportConfig,
-    StlExportError, StlExportReport,
-};
-
-#[cfg(not(target_arch = "wasm32"))]
-pub use ifc::{
-    export_brep_to_ifc_file, export_breps_to_ifc_file, export_scene_entities_to_ifc_file,
-};
-#[cfg(not(target_arch = "wasm32"))]
-pub use step::{export_brep_to_step_file, export_breps_to_step_file};
-#[cfg(not(target_arch = "wasm32"))]
-pub use stl::{export_brep_to_stl_file, export_breps_to_stl_file};
diff --git a/main/opengeometry/src/export/part21.rs b/main/opengeometry/src/export/part21.rs
deleted file mode 100644
index 047f71d..0000000
--- a/main/opengeometry/src/export/part21.rs
+++ /dev/null
@@ -1,242 +0,0 @@
-use std::collections::HashSet;
-
-const DEFAULT_PART21_VERSION: &str = "2;1";
-
-#[derive(Clone, Debug)]
-pub struct Part21Writer {
-    schema: String,
-    description: String,
-    file_name: String,
-    timestamp: String,
-    author: String,
-    organization: String,
-    preprocessor: String,
-    originating_system: String,
-    authorization: String,
-    next_id: usize,
-    entries: Vec<(usize, String)>,
-}
-
-impl Part21Writer {
-    pub fn new(schema: impl Into<String>) -> Self {
-        Self {
-            schema: sanitize_string_literal(&schema.into()),
-            description: "OpenGeometry Export".to_string(),
-            file_name: "opengeometry-export".to_string(),
-            timestamp: "1970-01-01T00:00:00".to_string(),
-            author: "OpenGeometry".to_string(),
-            organization: "OpenGeometry".to_string(),
-            preprocessor: "OpenGeometry".to_string(),
-            originating_system: "OpenGeometry".to_string(),
-            authorization: String::new(),
-            next_id: 1,
-            entries: Vec::new(),
-        }
-    }
-
-    pub fn set_description(&mut self, description: impl Into<String>) {
-        self.description = sanitize_string_literal(&description.into());
-    }
-
-    pub fn set_file_name(&mut self, file_name: impl Into<String>) {
-        self.file_name = sanitize_string_literal(&file_name.into());
-    }
-
-    pub fn set_timestamp(&mut self, timestamp: impl Into<String>) {
-        self.timestamp = sanitize_string_literal(&timestamp.into());
-    }
-
-    pub fn set_author(&mut self, author: impl Into<String>) {
-        self.author = sanitize_string_literal(&author.into());
-    }
-
-    pub fn set_organization(&mut self, organization: impl Into<String>) {
-        self.organization = sanitize_string_literal(&organization.into());
-    }
-
-    pub fn set_preprocessor(&mut self, preprocessor: impl Into<String>) {
-        self.preprocessor = sanitize_string_literal(&preprocessor.into());
-    }
-
-    pub fn set_originating_system(&mut self, originating_system: impl Into<String>) {
-        self.originating_system = sanitize_string_literal(&originating_system.into());
-    }
-
-    pub fn set_authorization(&mut self, authorization: impl Into<String>) {
-        self.authorization = sanitize_string_literal(&authorization.into());
-    }
-
-    pub fn add_entity(&mut self, expression: impl Into<String>) -> usize {
-        let id = self.next_id;
-        self.next_id += 1;
-        self.entries.push((id, expression.into()));
-        id
-    }
-
-    pub fn reference(id: usize) -> String {
-        format!("#{}", id)
-    }
-
-    pub fn build(self) -> Result<String, String> {
-        if self.entries.is_empty() {
-            return Err("Part-21 writer has no DATA entities".to_string());
-        }
-
-        let mut defined = HashSet::new();
-        for (id, _) in &self.entries {
-            if !defined.insert(*id) {
-                return Err(format!("Duplicate Part-21 entity id detected: #{}", id));
-            }
-        }
-
-        for (id, expression) in &self.entries {
-            for reference in extract_references(expression) {
-                if !defined.contains(&reference) {
-                    return Err(format!(
-                        "Part-21 entity #{} references undefined id #{}",
-                        id, reference
-                    ));
-                }
-            }
-        }
-
-        let mut output = String::new();
-        output.push_str("ISO-10303-21;\n");
-        output.push_str("HEADER;\n");
-        output.push_str(&format!(
-            "FILE_DESCRIPTION(('{}'),'{}');\n",
-            self.description, DEFAULT_PART21_VERSION
-        ));
-        output.push_str(&format!(
-            "FILE_NAME('{}','{}',('{}'),('{}'),'{}','{}','{}');\n",
-            self.file_name,
-            self.timestamp,
-            self.author,
-            self.organization,
-            self.preprocessor,
-            self.originating_system,
-            self.authorization
-        ));
-        output.push_str(&format!("FILE_SCHEMA(('{}'));\n", self.schema));
-        output.push_str("ENDSEC;\n");
-        output.push_str("DATA;\n");
-
-        for (id, expression) in &self.entries {
-            output.push_str(&format!("#{}={};\n", id, expression));
-        }
-
-        output.push_str("ENDSEC;\n");
-        output.push_str("END-ISO-10303-21;\n");
-        Ok(output)
-    }
-}
-
-pub fn sanitize_string_literal(value: &str) -> String {
-    let mut sanitized = String::with_capacity(value.len());
-    for ch in value.chars() {
-        match ch {
-            '\'' => sanitized.push_str("''"),
-            '\n' | '\r' => sanitized.push(' '),
-            _ if ch.is_ascii() => sanitized.push(ch),
-            _ => sanitized.push('?'),
-        }
-    }
-    sanitized
-}
-
-fn extract_references(expression: &str) -> Vec<usize> {
-    let bytes = expression.as_bytes();
-    let mut refs = Vec::new();
-    let mut idx = 0;
-    let mut quoted = false;
-
-    while idx < bytes.len() {
-        if bytes[idx] == b'\'' {
-            if quoted && bytes.get(idx + 1) == Some(&b'\'') {
-                idx += 2;
-                continue;
-            }
-            quoted = !quoted;
-            idx += 1;
-            continue;
-        }
-        if quoted {
-            idx += 1;
-            continue;
-        }
-        if bytes[idx] != b'#' {
-            idx += 1;
-            continue;
-        }
-
-        idx += 1;
-        let start = idx;
-        while idx < bytes.len() && bytes[idx].is_ascii_digit() {
-            idx += 1;
-        }
-
-        if idx > start {
-            let raw = &expression[start..idx];
-            if let Ok(id) = raw.parse::<usize>() {
-                refs.push(id);
-            }
-        }
-    }
-
-    refs
-}
-
-#[cfg(test)]
-mod tests {
-    use super::*;
-
-    #[test]
-    fn builds_deterministic_part21_document() {
-        let mut writer = Part21Writer::new("AUTOMOTIVE_DESIGN");
-        writer.set_file_name("test");
-        let p1 = writer.add_entity("CARTESIAN_POINT('',(0.,0.,0.))");
-        let p2 = writer.add_entity("CARTESIAN_POINT('',(1.,0.,0.))");
-        writer.add_entity(format!(
-            "POLY_LOOP('',({},{},{}))",
-            Part21Writer::reference(p1),
-            Part21Writer::reference(p2),
-            Part21Writer::reference(p1)
-        ));
-
-        let text = writer.build().expect("part21 should build");
-        assert!(text.starts_with("ISO-10303-21;"));
-        assert!(text.contains("FILE_SCHEMA(('AUTOMOTIVE_DESIGN'));"));
-        assert!(text.contains("#1=CARTESIAN_POINT"));
-        assert!(text.contains("#2=CARTESIAN_POINT"));
-        assert!(text.ends_with("END-ISO-10303-21;\n"));
-    }
-
-    #[test]
-    fn fails_for_unresolved_reference() {
-        let mut writer = Part21Writer::new("IFC4");
-        writer.add_entity("IFCPROJECT('x',#999,$,$,$,$,$,$)");
-        let err = writer
-            .build()
-            .expect_err("writer should reject unresolved refs");
-        assert!(err.contains("undefined id #999"));
-    }
-
-    #[test]
-    fn sanitizes_non_ascii_literals() {
-        let raw = "A'B\nCø";
-        let sanitized = sanitize_string_literal(raw);
-        assert_eq!(sanitized, "A''B C?");
-    }
-
-    #[test]
-    fn ignores_reference_like_text_inside_escaped_literals() {
-        let mut writer = Part21Writer::new("AUTOMOTIVE_DESIGN");
-        let point = writer.add_entity("CARTESIAN_POINT('body #999''s point',(0.,0.,0.))");
-        writer.add_entity(format!("VERTEX_POINT('#888',#{point})"));
-        assert!(writer.build().is_ok());
-        assert_eq!(
-            extract_references("X('a #999''b',#12,'#88',#3)"),
-            vec![12, 3]
-        );
-    }
-}
diff --git a/main/opengeometry/src/export/pdf.rs b/main/opengeometry/src/export/pdf.rs
deleted file mode 100644
index 4651605..0000000
--- a/main/opengeometry/src/export/pdf.rs
+++ /dev/null
@@ -1,294 +0,0 @@
-use crate::brep::Brep;
-use crate::export::projection::{
-    project_brep_to_scene, CameraParameters, ClassifiedSegment, EdgeClass, HlrOptions, Scene2D,
-    Segment2D, Vec2,
-};
-use printpdf::*;
-use std::fs::File;
-use std::io::BufWriter;
-
-const METERS_TO_MM: f64 = 1000.0;
-const DEFAULT_MARGIN_MM: f64 = 10.0;
-
-/// ISO 128 line weight in mm per edge class.
-fn iso128_line_width_mm(class: EdgeClass) -> f64 {
-    match class {
-        EdgeClass::VisibleOutline => 0.50,
-        EdgeClass::VisibleCrease => 0.25,
-        EdgeClass::VisibleSmooth => 0.18,
-        EdgeClass::Hidden => 0.18,
-        EdgeClass::SectionCut => 0.70,
-    }
-}
-
-#[derive(Clone, Debug)]
-pub struct PdfExportConfig {
-    pub page_width_mm: f64,
-    pub page_height_mm: f64,
-    pub margin_mm: f64,
-    /// Ignored — line widths are now determined by ISO 128 edge class.
-    #[deprecated(note = "Line width is now set per-class via ISO 128. Use EdgeClass instead.")]
-    pub line_width_mm: f64,
-    pub auto_fit: bool,
-    pub title: Option<String>,
-}
-
-#[allow(deprecated)]
-impl Default for PdfExportConfig {
-    fn default() -> Self {
-        Self {
-            page_width_mm: 297.0,
-            page_height_mm: 210.0,
-            margin_mm: DEFAULT_MARGIN_MM,
-            line_width_mm: 0.25,
-            auto_fit: true,
-            title: None,
-        }
-    }
-}
-
-#[allow(deprecated)]
-impl PdfExportConfig {
-    pub fn a4_portrait() -> Self {
-        Self {
-            page_width_mm: 210.0,
-            page_height_mm: 297.0,
-            ..Default::default()
-        }
-    }
-
-    pub fn a4_landscape() -> Self {
-        Self::default()
-    }
-
-    pub fn a3_landscape() -> Self {
-        Self {
-            page_width_mm: 420.0,
-            page_height_mm: 297.0,
-            ..Default::default()
-        }
-    }
-
-    pub fn custom(width_mm: f64, height_mm: f64) -> Self {
-        Self {
-            page_width_mm: width_mm,
-            page_height_mm: height_mm,
-            ..Default::default()
-        }
-    }
-}
-
-pub type PdfExportResult<T> = Result<T, PdfExportError>;
-
-#[derive(Debug)]
-pub enum PdfExportError {
-    DocumentCreation(String),
-    FileWrite(String),
-    EmptyScene,
-    InvalidConfig(String),
-}
-
-impl std::fmt::Display for PdfExportError {
-    fn fmt(&self, f: &mut std::fmt::Formatter<'_>) -> std::fmt::Result {
-        match self {
-            PdfExportError::DocumentCreation(msg) => write!(f, "PDF creation error: {}", msg),
-            PdfExportError::FileWrite(msg) => write!(f, "File write error: {}", msg),
-            PdfExportError::EmptyScene => write!(f, "Cannot export empty scene"),
-            PdfExportError::InvalidConfig(msg) => write!(f, "Invalid config: {}", msg),
-        }
-    }
-}
-
-impl std::error::Error for PdfExportError {}
-
-pub fn export_scene_to_pdf(scene: &Scene2D, file_path: &str) -> PdfExportResult<()> {
-    export_scene_to_pdf_with_config(scene, file_path, &PdfExportConfig::default())
-}
-
-pub fn export_brep_to_pdf_with_camera(
-    brep: &Brep,
-    camera: &CameraParameters,
-    hlr: &HlrOptions,
-    file_path: &str,
-    config: &PdfExportConfig,
-) -> PdfExportResult<()> {
-    let scene = project_brep_to_scene(brep, camera, hlr);
-    export_scene_to_pdf_with_config(&scene, file_path, config)
-}
-
-pub fn export_scene_to_pdf_with_config(
-    scene: &Scene2D,
-    file_path: &str,
-    config: &PdfExportConfig,
-) -> PdfExportResult<()> {
-    let (doc, page1, layer1, scale, offset_x, offset_y) = build_pdf_document(scene, config)?;
-
-    let layer = doc.get_page(page1).get_layer(layer1);
-    draw_classified_segments(&layer, scene.segments(), scale, offset_x, offset_y);
-
-    let file = File::create(file_path).map_err(|e| PdfExportError::FileWrite(e.to_string()))?;
-    let mut writer = BufWriter::new(file);
-    doc.save(&mut writer)
-        .map_err(|e| PdfExportError::FileWrite(e.to_string()))?;
-
-    Ok(())
-}
-
-pub fn export_scene_to_pdf_bytes(
-    scene: &Scene2D,
-    config: &PdfExportConfig,
-) -> PdfExportResult<Vec<u8>> {
-    let (doc, page1, layer1, scale, offset_x, offset_y) = build_pdf_document(scene, config)?;
-
-    let layer = doc.get_page(page1).get_layer(layer1);
-    draw_classified_segments(&layer, scene.segments(), scale, offset_x, offset_y);
-
-    doc.save_to_bytes()
-        .map_err(|e| PdfExportError::DocumentCreation(e.to_string()))
-}
-
-#[allow(clippy::type_complexity)]
-fn build_pdf_document(
-    scene: &Scene2D,
-    config: &PdfExportConfig,
-) -> PdfExportResult<(
-    PdfDocumentReference,
-    PdfPageIndex,
-    PdfLayerIndex,
-    f64,
-    f64,
-    f64,
-)> {
-    if scene.is_empty() {
-        return Err(PdfExportError::EmptyScene);
-    }
-
-    let drawable_width_mm = config.page_width_mm - 2.0 * config.margin_mm;
-    let drawable_height_mm = config.page_height_mm - 2.0 * config.margin_mm;
-
-    if drawable_width_mm <= 0.0 || drawable_height_mm <= 0.0 {
-        return Err(PdfExportError::InvalidConfig(
-            "Margins too large for page size".to_string(),
-        ));
-    }
-
-    let scene_bounds = scene.bounding_box().ok_or(PdfExportError::EmptyScene)?;
-    let scene_width = scene_bounds.1.x - scene_bounds.0.x;
-    let scene_height = scene_bounds.1.y - scene_bounds.0.y;
-
-    let scale = if config.auto_fit && (scene_width > 0.0 || scene_height > 0.0) {
-        let scale_x = if scene_width > 0.0 {
-            drawable_width_mm / (scene_width * METERS_TO_MM)
-        } else {
-            1.0
-        };
-        let scale_y = if scene_height > 0.0 {
-            drawable_height_mm / (scene_height * METERS_TO_MM)
-        } else {
-            1.0
-        };
-        scale_x.min(scale_y)
-    } else {
-        1.0
-    };
-
-    let scaled_width = scene_width * METERS_TO_MM * scale;
-    let scaled_height = scene_height * METERS_TO_MM * scale;
-    let offset_x = config.margin_mm + (drawable_width_mm - scaled_width) / 2.0
-        - scene_bounds.0.x * METERS_TO_MM * scale;
-    let offset_y = config.margin_mm + (drawable_height_mm - scaled_height) / 2.0
-        - scene_bounds.0.y * METERS_TO_MM * scale;
-
-    let title = config
-        .title
-        .clone()
-        .or_else(|| scene.name.clone())
-        .unwrap_or_else(|| "OpenGeometry Export".to_string());
-
-    let (doc, page1, layer1) = PdfDocument::new(
-        &title,
-        Mm(config.page_width_mm),
-        Mm(config.page_height_mm),
-        "Layer 1",
-    );
-
-    Ok((doc, page1, layer1, scale, offset_x, offset_y))
-}
-
-fn draw_classified_segments(
-    layer: &PdfLayerReference,
-    segments: &[ClassifiedSegment],
-    scale: f64,
-    offset_x: f64,
-    offset_y: f64,
-) {
-    layer.set_outline_color(Color::Rgb(Rgb::new(0.0, 0.0, 0.0, None)));
-
-    for seg in segments {
-        let line_width = iso128_line_width_mm(seg.class);
-        layer.set_outline_thickness(line_width);
-
-        match &seg.geometry {
-            Segment2D::Line { start, end } => {
-                let start_mm = transform_point(start, scale, offset_x, offset_y);
-                let end_mm = transform_point(end, scale, offset_x, offset_y);
-
-                let line = Line {
-                    points: vec![
-                        (Point::new(Mm(start_mm.0), Mm(start_mm.1)), false),
-                        (Point::new(Mm(end_mm.0), Mm(end_mm.1)), false),
-                    ],
-                    is_closed: false,
-                    has_fill: false,
-                    has_stroke: true,
-                    is_clipping_path: false,
-                };
-
-                layer.add_shape(line);
-            }
-            // Arc, Ellipse, CubicBezier segments are produced in Phase 2+.
-            _ => {}
-        }
-    }
-}
-
-fn transform_point(point: &Vec2, scale: f64, offset_x: f64, offset_y: f64) -> (f64, f64) {
-    (
-        point.x * METERS_TO_MM * scale + offset_x,
-        point.y * METERS_TO_MM * scale + offset_y,
-    )
-}
-
-#[cfg(test)]
-mod tests {
-    use super::*;
-
-    #[test]
-    fn test_transform_point() {
-        let point = Vec2::new(1.0, 2.0);
-        let result = transform_point(&point, 1.0, 10.0, 20.0);
-        assert!((result.0 - 1010.0).abs() < 0.001);
-        assert!((result.1 - 2020.0).abs() < 0.001);
-    }
-
-    #[test]
-    fn test_config_defaults() {
-        #[allow(deprecated)]
-        let config = PdfExportConfig::default();
-        assert_eq!(config.page_width_mm, 297.0);
-        assert_eq!(config.page_height_mm, 210.0);
-    }
-
-    #[test]
-    fn iso128_line_widths_are_within_standard() {
-        let widths = [
-            iso128_line_width_mm(EdgeClass::VisibleOutline),
-            iso128_line_width_mm(EdgeClass::VisibleCrease),
-            iso128_line_width_mm(EdgeClass::Hidden),
-            iso128_line_width_mm(EdgeClass::SectionCut),
-        ];
-        for w in widths {
-            assert!(w >= 0.13 && w <= 2.0, "width {w} outside ISO 128 range");
-        }
-    }
-}
diff --git a/main/opengeometry/src/export/projection.rs b/main/opengeometry/src/export/projection.rs
deleted file mode 100644
index 93faa78..0000000
--- a/main/opengeometry/src/export/projection.rs
+++ /dev/null
@@ -1,996 +0,0 @@
-use std::collections::HashMap;
-
-use openmaths::Vector3;
-use serde::{Deserialize, Serialize};
-
-use crate::{
-    analytic::{
-        tessellation::tessellate as tessellate_analytic, BrepEnvelope, GeometryError, Surface,
-    },
-    brep::Brep,
-};
-
-const EPSILON: f64 = crate::tolerance::MODELING_TOLERANCE_FLOOR;
-const CREASE_COS_THRESHOLD: f64 = 0.9995;
-
-#[derive(Clone, Copy, Debug, Serialize, Deserialize)]
-pub enum ProjectionMode {
-    Orthographic,
-    Perspective,
-}
-
-#[derive(Clone, Serialize, Deserialize)]
-pub struct CameraParameters {
-    pub position: Vector3,
-    pub target: Vector3,
-    pub up: Vector3,
-    pub near: f64,
-    pub projection_mode: ProjectionMode,
-}
-
-impl Default for CameraParameters {
-    fn default() -> Self {
-        Self {
-            position: Vector3::new(3.0, 3.0, 3.0),
-            target: Vector3::new(0.0, 0.0, 0.0),
-            up: Vector3::new(0.0, 1.0, 0.0),
-            near: 0.01,
-            projection_mode: ProjectionMode::Orthographic,
-        }
-    }
-}
-
-#[derive(Clone, Debug, Serialize, Deserialize)]
-pub struct HlrOptions {
-    pub hide_hidden_edges: bool,
-}
-
-impl Default for HlrOptions {
-    fn default() -> Self {
-        Self {
-            hide_hidden_edges: true,
-        }
-    }
-}
-
-#[derive(Clone, Copy, Debug, Serialize, Deserialize)]
-pub struct Vec2 {
-    pub x: f64,
-    pub y: f64,
-}
-
-impl Vec2 {
-    pub fn new(x: f64, y: f64) -> Self {
-        Self { x, y }
-    }
-}
-
-/// ISO 128 edge classification. Drives line weight and line type in export.
-#[derive(Clone, Copy, Debug, PartialEq, Eq, Serialize, Deserialize)]
-pub enum EdgeClass {
-    /// Silhouette: front-face edge adjacent to a back-facing face. Continuous 0.50 mm.
-    VisibleOutline,
-    /// Hard crease: two front-facing faces whose normals diverge (cos < 0.9995). Continuous 0.25 mm.
-    VisibleCrease,
-    /// Smooth interior edge between co-planar front faces. Hidden by default (opt-in).
-    VisibleSmooth,
-    /// Occluded by front-facing geometry. Dashed 0.18 mm when shown.
-    Hidden,
-    /// Intersects a section plane. Chain thick 0.70 mm.
-    SectionCut,
-}
-
-#[derive(Clone, Debug, Serialize, Deserialize)]
-pub enum Segment2D {
-    Line {
-        start: Vec2,
-        end: Vec2,
-    },
-    Arc {
-        center: Vec2,
-        radius: f64,
-        start_angle: f64,
-        end_angle: f64,
-    },
-    Ellipse {
-        center: Vec2,
-        rx: f64,
-        ry: f64,
-        rotation: f64,
-        start_angle: f64,
-        end_angle: f64,
-    },
-    CubicBezier {
-        p0: Vec2,
-        p1: Vec2,
-        p2: Vec2,
-        p3: Vec2,
-    },
-}
-
-/// One classified output segment from the HLR projection.
-#[derive(Clone, Debug, Serialize, Deserialize)]
-pub struct ClassifiedSegment {
-    pub geometry: Segment2D,
-    pub class: EdgeClass,
-    /// AIA/NCS layer code (e.g. "A-WALL"). Populated by WorldGraph projection from the node kind.
-    pub layer: Option<String>,
-    /// Id of the WorldGraph node whose body produced the segment.
-    pub source_entity_id: Option<String>,
-}
-
-/// Backward-compat path type. Retained for callers that rely on Path2D structure.
-#[derive(Clone, Debug, Default, Serialize, Deserialize)]
-pub struct Path2D {
-    pub segments: Vec<Segment2D>,
-    pub stroke_width: Option<f64>,
-    pub stroke_color: Option<(f64, f64, f64)>,
-}
-
-impl Path2D {
-    pub fn new() -> Self {
-        Self::default()
-    }
-
-    pub fn with_segments(segments: Vec<Segment2D>) -> Self {
-        Self {
-            segments,
-            ..Self::default()
-        }
-    }
-
-    pub fn is_empty(&self) -> bool {
-        self.segments.is_empty()
-    }
-
-    pub fn push_segment(&mut self, segment: Segment2D) {
-        self.segments.push(segment);
-    }
-}
-
-#[derive(Clone, Debug, Default, Serialize, Deserialize)]
-pub struct Scene2D {
-    pub name: Option<String>,
-    pub segments: Vec<ClassifiedSegment>,
-}
-
-/// Flat line representation used by the existing WASM `projectTo2DLines` API.
-#[derive(Clone, Debug, Serialize, Deserialize)]
-pub struct Line2D {
-    pub start: Vec2,
-    pub end: Vec2,
-    pub stroke_width: Option<f64>,
-    pub stroke_color: Option<(f64, f64, f64)>,
-    /// ISO 128 edge class serialised as a string (e.g. "VisibleOutline").
-    #[serde(skip_serializing_if = "Option::is_none")]
-    pub class: Option<String>,
-}
-
-#[derive(Clone, Debug, Default, Serialize, Deserialize)]
-pub struct Scene2DLines {
-    pub name: Option<String>,
-    pub lines: Vec<Line2D>,
-}
-
-impl Scene2D {
-    pub fn new() -> Self {
-        Self::default()
-    }
-
-    pub fn with_name(name: impl Into<String>) -> Self {
-        Self {
-            name: Some(name.into()),
-            ..Self::default()
-        }
-    }
-
-    pub fn is_empty(&self) -> bool {
-        self.segments.is_empty()
-    }
-
-    pub fn add_segment(&mut self, seg: ClassifiedSegment) {
-        self.segments.push(seg);
-    }
-
-    /// Backward-compat: convert Path2D into classified segments (class = VisibleCrease).
-    pub fn add_path(&mut self, path: Path2D) {
-        for geom in path.segments {
-            self.segments.push(ClassifiedSegment {
-                geometry: geom,
-                class: EdgeClass::VisibleCrease,
-                layer: None,
-                source_entity_id: None,
-            });
-        }
-    }
-
-    pub fn segments(&self) -> &[ClassifiedSegment] {
-        &self.segments
-    }
-
-    /// Backward-compat: materialise a Vec<Path2D> from classified segments.
-    pub fn paths(&self) -> Vec<Path2D> {
-        self.segments
-            .iter()
-            .map(|seg| Path2D::with_segments(vec![seg.geometry.clone()]))
-            .collect()
-    }
-
-    pub fn extend(&mut self, other: Scene2D) {
-        self.segments.extend(other.segments);
-    }
-
-    pub fn bounding_box(&self) -> Option<(Vec2, Vec2)> {
-        let mut min_x = f64::INFINITY;
-        let mut min_y = f64::INFINITY;
-        let mut max_x = f64::NEG_INFINITY;
-        let mut max_y = f64::NEG_INFINITY;
-        let mut has_data = false;
-
-        for seg in &self.segments {
-            let Some((lo, hi)) = segment_bounds(&seg.geometry) else {
-                continue;
-            };
-            min_x = min_x.min(lo.x);
-            min_y = min_y.min(lo.y);
-            max_x = max_x.max(hi.x);
-            max_y = max_y.max(hi.y);
-            has_data = true;
-        }
-
-        if has_data {
-            Some((Vec2::new(min_x, min_y), Vec2::new(max_x, max_y)))
-        } else {
-            None
-        }
-    }
-
-    /// Flatten to Line2D for the existing `projectTo2DLines` WASM path.
-    pub fn to_lines(&self) -> Scene2DLines {
-        let mut lines = Vec::new();
-        for seg in &self.segments {
-            if let Segment2D::Line { start, end } = seg.geometry {
-                lines.push(Line2D {
-                    start,
-                    end,
-                    stroke_width: None,
-                    stroke_color: None,
-                    class: Some(edge_class_str(seg.class).to_string()),
-                });
-            }
-        }
-        Scene2DLines {
-            name: self.name.clone(),
-            lines,
-        }
-    }
-}
-
-fn edge_class_str(class: EdgeClass) -> &'static str {
-    match class {
-        EdgeClass::VisibleOutline => "VisibleOutline",
-        EdgeClass::VisibleCrease => "VisibleCrease",
-        EdgeClass::VisibleSmooth => "VisibleSmooth",
-        EdgeClass::Hidden => "Hidden",
-        EdgeClass::SectionCut => "SectionCut",
-    }
-}
-
-fn segment_bounds(seg: &Segment2D) -> Option<(Vec2, Vec2)> {
-    match seg {
-        Segment2D::Line { start, end } => Some((
-            Vec2::new(start.x.min(end.x), start.y.min(end.y)),
-            Vec2::new(start.x.max(end.x), start.y.max(end.y)),
-        )),
-        Segment2D::Arc {
-            center,
-            radius,
-            start_angle,
-            end_angle,
-        } => {
-            let pts = [
-                Vec2::new(
-                    center.x + radius * start_angle.cos(),
-                    center.y + radius * start_angle.sin(),
-                ),
-                Vec2::new(
-                    center.x + radius * end_angle.cos(),
-                    center.y + radius * end_angle.sin(),
-                ),
-            ];
-            points_bounds(&pts)
-        }
-        Segment2D::Ellipse {
-            center,
-            rx,
-            ry,
-            rotation,
-            start_angle,
-            end_angle,
-        } => {
-            let cos_r = rotation.cos();
-            let sin_r = rotation.sin();
-            let ellipse_pt = |a: f64| {
-                let ex = rx * a.cos();
-                let ey = ry * a.sin();
-                Vec2::new(
-                    center.x + ex * cos_r - ey * sin_r,
-                    center.y + ex * sin_r + ey * cos_r,
-                )
-            };
-            let pts = [ellipse_pt(*start_angle), ellipse_pt(*end_angle)];
-            points_bounds(&pts)
-        }
-        Segment2D::CubicBezier { p0, p1, p2, p3 } => points_bounds(&[*p0, *p1, *p2, *p3]),
-    }
-}
-
-fn points_bounds(pts: &[Vec2]) -> Option<(Vec2, Vec2)> {
-    if pts.is_empty() {
-        return None;
-    }
-    let mut min_x = f64::INFINITY;
-    let mut min_y = f64::INFINITY;
-    let mut max_x = f64::NEG_INFINITY;
-    let mut max_y = f64::NEG_INFINITY;
-    for p in pts {
-        min_x = min_x.min(p.x);
-        min_y = min_y.min(p.y);
-        max_x = max_x.max(p.x);
-        max_y = max_y.max(p.y);
-    }
-    Some((Vec2::new(min_x, min_y), Vec2::new(max_x, max_y)))
-}
-
-#[derive(Clone, Copy, Debug)]
-struct CameraFrame {
-    position: [f64; 3],
-    right: [f64; 3],
-    up: [f64; 3],
-    forward: [f64; 3],
-    near: f64,
-    mode: ProjectionMode,
-}
-
-#[derive(Clone, Copy, Debug)]
-struct ViewPoint {
-    x: f64,
-    y: f64,
-    z: f64,
-}
-
-#[derive(Clone, Copy, Debug, Eq, PartialEq, Hash)]
-struct EdgeKey {
-    a: u32,
-    b: u32,
-}
-
-impl EdgeKey {
-    fn new(v1: u32, v2: u32) -> Option<Self> {
-        if v1 == v2 {
-            return None;
-        }
-
-        let (a, b) = if v1 < v2 { (v1, v2) } else { (v2, v1) };
-        Some(Self { a, b })
-    }
-}
-
-#[derive(Clone, Copy, Debug)]
-struct EdgeCandidate {
-    id: u32,
-    a: u32,
-    b: u32,
-}
-
-#[derive(Clone, Copy, Debug)]
-struct FaceInfo {
-    front_facing: bool,
-    normal: [f64; 3],
-}
-
-pub fn project_brep_to_scene(brep: &Brep, camera: &CameraParameters, hlr: &HlrOptions) -> Scene2D {
-    let mut scene = Scene2D::with_name(format!("BRep {}", brep.id));
-    if brep.vertices.is_empty() {
-        return scene;
-    }
-
-    let Some(frame) = build_camera_frame(camera) else {
-        return scene;
-    };
-
-    let face_info = compute_face_info(brep, &frame);
-    let adjacency = build_edge_adjacency(brep);
-    let candidates = collect_candidate_edges(brep);
-    let source_id = brep.id.to_string();
-
-    for edge in candidates {
-        if !is_edge_vertex_index_valid(edge.a, edge.b, brep.vertices.len()) {
-            continue;
-        }
-
-        let class = classify_edge(edge.id, &adjacency, &face_info);
-        let should_emit = match class {
-            EdgeClass::VisibleSmooth => false,
-            EdgeClass::Hidden => !hlr.hide_hidden_edges,
-            _ => true,
-        };
-        if !should_emit {
-            continue;
-        }
-
-        let start_world = &brep.vertices[edge.a as usize].position;
-        let end_world = &brep.vertices[edge.b as usize].position;
-
-        let start_view = world_to_view(start_world, &frame);
-        let end_view = world_to_view(end_world, &frame);
-        let Some((start_clipped, end_clipped)) =
-            clip_segment_to_near_plane(start_view, end_view, frame.near)
-        else {
-            continue;
-        };
-
-        let Some(start_2d) = project_view_point(start_clipped, frame.mode) else {
-            continue;
-        };
-        let Some(end_2d) = project_view_point(end_clipped, frame.mode) else {
-            continue;
-        };
-
-        if is_zero_length_2d(start_2d, end_2d) {
-            continue;
-        }
-
-        scene.add_segment(ClassifiedSegment {
-            geometry: Segment2D::Line {
-                start: start_2d,
-                end: end_2d,
-            },
-            class,
-            layer: None,
-            source_entity_id: Some(source_id.clone()),
-        });
-    }
-
-    scene
-}
-
-pub fn project_analytic_brep_to_scene(
-    brep: &BrepEnvelope,
-    camera: &CameraParameters,
-    hlr: &HlrOptions,
-    deflection: f64,
-    max_triangles: usize,
-) -> Result<Scene2D, GeometryError> {
-    let mut scene = Scene2D::with_name(format!("Analytic BRep {}", brep.id));
-    let Some(frame) = build_camera_frame(camera) else {
-        return Err(GeometryError::InvalidGeometry(
-            "projection camera is degenerate".into(),
-        ));
-    };
-    let tessellation = tessellate_analytic(brep, deflection, max_triangles)?;
-    if tessellation.outline_positions.len() != tessellation.outline_edge_ids.len() * 6 {
-        return Err(GeometryError::InvalidTopology(
-            "analytic outline mapping is inconsistent".into(),
-        ));
-    }
-    let mut adjacent_faces: HashMap<u32, Vec<u32>> = HashMap::new();
-    for halfedge in &brep.topology.halfedges {
-        if let Some(face) = halfedge.face {
-            let faces = adjacent_faces.entry(halfedge.edge).or_default();
-            if !faces.contains(&face) {
-                faces.push(face);
-            }
-        }
-    }
-    for (segment, &edge_id) in tessellation
-        .outline_positions
-        .chunks_exact(6)
-        .zip(&tessellation.outline_edge_ids)
-    {
-        let start = [segment[0], segment[1], segment[2]];
-        let end = [segment[3], segment[4], segment[5]];
-        let midpoint = std::array::from_fn(|axis| (start[axis] + end[axis]) * 0.5);
-        let mut face_info = Vec::new();
-        for &face_id in adjacent_faces.get(&edge_id).into_iter().flatten() {
-            let face = brep.topology.faces.get(face_id as usize).ok_or_else(|| {
-                GeometryError::InvalidTopology("analytic edge references a missing face".into())
-            })?;
-            let surface = brep.geometry.surface(face.surface)?;
-            let uv = surface.project(midpoint, None)?;
-            let mut normal = surface.normal_at(uv)?;
-            normal = mul_scalar(normal, face.sense.multiplier());
-            face_info.push(FaceInfo {
-                front_facing: dot(normal, sub(frame.position, midpoint)) > 0.0,
-                normal,
-            });
-        }
-        let class = classify_face_info(&face_info);
-        if class == EdgeClass::VisibleSmooth
-            || (class == EdgeClass::Hidden && hlr.hide_hidden_edges)
-        {
-            continue;
-        }
-        let start_view = array_to_view(start, &frame);
-        let end_view = array_to_view(end, &frame);
-        let Some((start_clipped, end_clipped)) =
-            clip_segment_to_near_plane(start_view, end_view, frame.near)
-        else {
-            continue;
-        };
-        let (Some(start), Some(end)) = (
-            project_view_point(start_clipped, frame.mode),
-            project_view_point(end_clipped, frame.mode),
-        ) else {
-            continue;
-        };
-        if is_zero_length_2d(start, end) {
-            continue;
-        }
-        scene.add_segment(ClassifiedSegment {
-            geometry: Segment2D::Line { start, end },
-            class,
-            layer: None,
-            source_entity_id: Some(brep.id.clone()),
-        });
-    }
-    Ok(scene)
-}
-
-fn classify_edge(
-    edge_id: u32,
-    adjacency: &HashMap<u32, Vec<usize>>,
-    face_info: &[FaceInfo],
-) -> EdgeClass {
-    let adjacent_faces = adjacency.get(&edge_id).cloned().unwrap_or_default();
-
-    let faces: Vec<FaceInfo> = adjacent_faces
-        .iter()
-        .filter_map(|&fi| face_info.get(fi).copied())
-        .collect();
-
-    classify_face_info(&faces)
-}
-
-fn classify_face_info(adjacent_faces: &[FaceInfo]) -> EdgeClass {
-    if adjacent_faces.is_empty() {
-        return EdgeClass::VisibleCrease;
-    }
-
-    let front_faces: Vec<FaceInfo> = adjacent_faces
-        .iter()
-        .copied()
-        .filter(|face| face.front_facing)
-        .collect();
-
-    if front_faces.is_empty() {
-        return EdgeClass::Hidden;
-    }
-
-    if front_faces.len() < adjacent_faces.len() {
-        return EdgeClass::VisibleOutline;
-    }
-
-    if has_crease(&front_faces) {
-        EdgeClass::VisibleCrease
-    } else {
-        EdgeClass::VisibleSmooth
-    }
-}
-
-fn build_camera_frame(camera: &CameraParameters) -> Option<CameraFrame> {
-    let position = vec3_to_arr(&camera.position);
-    let target = vec3_to_arr(&camera.target);
-    let up_hint = vec3_to_arr(&camera.up);
-    let near = camera.near.max(EPSILON);
-
-    let forward = normalize(sub(target, position))?;
-    let right = normalize(cross(forward, up_hint))
-        .or_else(|| normalize(cross(forward, [0.0, 1.0, 0.0])))
-        .or_else(|| normalize(cross(forward, [1.0, 0.0, 0.0])))?;
-    let up = normalize(cross(right, forward))?;
-
-    Some(CameraFrame {
-        position,
-        right,
-        up,
-        forward,
-        near,
-        mode: camera.projection_mode,
-    })
-}
-
-fn world_to_view(point: &Vector3, frame: &CameraFrame) -> ViewPoint {
-    array_to_view(vec3_to_arr(point), frame)
-}
-
-fn array_to_view(point: [f64; 3], frame: &CameraFrame) -> ViewPoint {
-    let relative = sub(point, frame.position);
-    ViewPoint {
-        x: dot(relative, frame.right),
-        y: dot(relative, frame.up),
-        z: dot(relative, frame.forward),
-    }
-}
-
-fn clip_segment_to_near_plane(
-    mut start: ViewPoint,
-    mut end: ViewPoint,
-    near: f64,
-) -> Option<(ViewPoint, ViewPoint)> {
-    if start.z < near && end.z < near {
-        return None;
-    }
-
-    if start.z < near {
-        let denominator = end.z - start.z;
-        if denominator.abs() < EPSILON {
-            return None;
-        }
-        let t = (near - start.z) / denominator;
-        start = interpolate(start, end, t);
-        start.z = near;
-    } else if end.z < near {
-        let denominator = end.z - start.z;
-        if denominator.abs() < EPSILON {
-            return None;
-        }
-        let t = (near - start.z) / denominator;
-        end = interpolate(start, end, t);
-        end.z = near;
-    }
-
-    Some((start, end))
-}
-
-fn project_view_point(point: ViewPoint, mode: ProjectionMode) -> Option<Vec2> {
-    match mode {
-        ProjectionMode::Orthographic => Some(Vec2::new(point.x, point.y)),
-        ProjectionMode::Perspective => {
-            if point.z <= EPSILON {
-                return None;
-            }
-            Some(Vec2::new(point.x / point.z, point.y / point.z))
-        }
-    }
-}
-
-fn build_edge_adjacency(brep: &Brep) -> HashMap<u32, Vec<usize>> {
-    let face_index_by_id: HashMap<u32, usize> = brep
-        .faces
-        .iter()
-        .enumerate()
-        .map(|(index, face)| (face.id, index))
-        .collect();
-
-    let mut adjacency: HashMap<u32, Vec<usize>> = HashMap::new();
-
-    for edge in &brep.edges {
-        let mut adjacent_faces: Vec<usize> = Vec::new();
-
-        let mut candidate_halfedges = vec![edge.halfedge];
-        if let Some(twin_halfedge) = edge.twin_halfedge {
-            candidate_halfedges.push(twin_halfedge);
-        }
-
-        for halfedge_id in candidate_halfedges {
-            let Some(halfedge) = brep.halfedges.get(halfedge_id as usize) else {
-                continue;
-            };
-
-            if let Some(face_id) = halfedge.face {
-                if let Some(face_index) = face_index_by_id.get(&face_id) {
-                    adjacent_faces.push(*face_index);
-                }
-            }
-
-            if let Some(twin_id) = halfedge.twin {
-                if let Some(twin) = brep.halfedges.get(twin_id as usize) {
-                    if let Some(face_id) = twin.face {
-                        if let Some(face_index) = face_index_by_id.get(&face_id) {
-                            adjacent_faces.push(*face_index);
-                        }
-                    }
-                }
-            }
-        }
-
-        adjacent_faces.sort_unstable();
-        adjacent_faces.dedup();
-        adjacency.insert(edge.id, adjacent_faces);
-    }
-
-    adjacency
-}
-
-fn collect_candidate_edges(brep: &Brep) -> Vec<EdgeCandidate> {
-    let mut candidates = Vec::new();
-
-    for edge in &brep.edges {
-        let Some((v1, v2)) = brep.get_edge_endpoints(edge.id) else {
-            continue;
-        };
-
-        let Some(key) = EdgeKey::new(v1, v2) else {
-            continue;
-        };
-
-        candidates.push(EdgeCandidate {
-            id: edge.id,
-            a: key.a,
-            b: key.b,
-        });
-    }
-
-    candidates.sort_by_key(|edge| (edge.a, edge.b, edge.id));
-    candidates.dedup_by_key(|edge| edge.id);
-    candidates
-}
-
-fn compute_face_info(brep: &Brep, frame: &CameraFrame) -> Vec<FaceInfo> {
-    let mut info = Vec::with_capacity(brep.faces.len());
-    for face in &brep.faces {
-        let Some((normal, center)) = compute_face_normal_and_center(brep, face) else {
-            info.push(FaceInfo {
-                front_facing: true,
-                normal: [0.0, 0.0, 0.0],
-            });
-            continue;
-        };
-
-        let to_camera = sub(frame.position, center);
-        let front_facing = dot(normal, to_camera) > 0.0;
-        info.push(FaceInfo {
-            front_facing,
-            normal,
-        });
-    }
-    info
-}
-
-fn compute_face_normal_and_center(
-    brep: &Brep,
-    face: &crate::brep::Face,
-) -> Option<([f64; 3], [f64; 3])> {
-    let (face_vertices, _) = brep.get_vertices_and_holes_by_face_id(face.id);
-    let points: Vec<[f64; 3]> = face_vertices.iter().map(vec3_to_arr).collect();
-
-    if points.len() < 3 {
-        return None;
-    }
-
-    let mut center = [0.0, 0.0, 0.0];
-    for point in &points {
-        center = add(center, *point);
-    }
-    center = mul_scalar(center, 1.0 / points.len() as f64);
-
-    let default_normal = normalize(vec3_to_arr(&face.normal));
-    if let Some(normal) = default_normal {
-        return Some((normal, center));
-    }
-
-    let p0 = points[0];
-    for i in 1..(points.len() - 1) {
-        let edge_a = sub(points[i], p0);
-        let edge_b = sub(points[i + 1], p0);
-        let normal_candidate = cross(edge_a, edge_b);
-        if let Some(normal) = normalize(normal_candidate) {
-            return Some((normal, center));
-        }
-    }
-
-    None
-}
-
-fn has_crease(front_faces: &[FaceInfo]) -> bool {
-    for i in 0..front_faces.len() {
-        for j in (i + 1)..front_faces.len() {
-            let dot_product = dot(front_faces[i].normal, front_faces[j].normal);
-            if dot_product < CREASE_COS_THRESHOLD {
-                return true;
-            }
-        }
-    }
-
-    false
-}
-
-fn is_edge_vertex_index_valid(a: u32, b: u32, vertex_count: usize) -> bool {
-    (a as usize) < vertex_count && (b as usize) < vertex_count
-}
-
-fn is_zero_length_2d(start: Vec2, end: Vec2) -> bool {
-    let dx = end.x - start.x;
-    let dy = end.y - start.y;
-    dx * dx + dy * dy <= EPSILON * EPSILON
-}
-
-fn interpolate(start: ViewPoint, end: ViewPoint, t: f64) -> ViewPoint {
-    ViewPoint {
-        x: start.x + (end.x - start.x) * t,
-        y: start.y + (end.y - start.y) * t,
-        z: start.z + (end.z - start.z) * t,
-    }
-}
-
-fn vec3_to_arr(vec: &Vector3) -> [f64; 3] {
-    [vec.x, vec.y, vec.z]
-}
-
-fn add(a: [f64; 3], b: [f64; 3]) -> [f64; 3] {
-    [a[0] + b[0], a[1] + b[1], a[2] + b[2]]
-}
-
-fn sub(a: [f64; 3], b: [f64; 3]) -> [f64; 3] {
-    [a[0] - b[0], a[1] - b[1], a[2] - b[2]]
-}
-
-fn mul_scalar(v: [f64; 3], s: f64) -> [f64; 3] {
-    [v[0] * s, v[1] * s, v[2] * s]
-}
-
-fn dot(a: [f64; 3], b: [f64; 3]) -> f64 {
-    a[0] * b[0] + a[1] * b[1] + a[2] * b[2]
-}
-
-fn cross(a: [f64; 3], b: [f64; 3]) -> [f64; 3] {
-    [
-        a[1] * b[2] - a[2] * b[1],
-        a[2] * b[0] - a[0] * b[2],
-        a[0] * b[1] - a[1] * b[0],
-    ]
-}
-
-fn normalize(v: [f64; 3]) -> Option<[f64; 3]> {
-    let len_sq = dot(v, v);
-    if len_sq <= EPSILON * EPSILON {
-        return None;
-    }
-    let inv = len_sq.sqrt().recip();
-    Some([v[0] * inv, v[1] * inv, v[2] * inv])
-}
-
-#[cfg(test)]
-mod tests {
-    use super::*;
-    use crate::brep::{Brep, BrepBuilder};
-    use uuid::Uuid;
-
-    #[test]
-    fn test_clip_segment_against_near_plane() {
-        let start = ViewPoint {
-            x: 0.0,
-            y: 0.0,
-            z: 0.5,
-        };
-        let end = ViewPoint {
-            x: 1.0,
-            y: 0.0,
-            z: 2.0,
-        };
-        let clipped = clip_segment_to_near_plane(start, end, 1.0).unwrap();
-
-        assert!((clipped.0.z - 1.0).abs() < 1.0e-9);
-        assert!((clipped.1.z - 2.0).abs() < 1.0e-9);
-    }
-
-    #[test]
-    fn test_project_perspective() {
-        let point = ViewPoint {
-            x: 2.0,
-            y: 1.0,
-            z: 4.0,
-        };
-        let projected = project_view_point(point, ProjectionMode::Perspective).unwrap();
-        assert!((projected.x - 0.5).abs() < 1.0e-9);
-        assert!((projected.y - 0.25).abs() < 1.0e-9);
-    }
-
-    #[test]
-    fn test_project_edge_only_brep() {
-        let mut builder = BrepBuilder::new(Uuid::new_v4());
-        builder.add_vertices(&[Vector3::new(-1.0, 0.0, 0.0), Vector3::new(1.0, 0.0, 0.0)]);
-        builder.add_wire(&[0, 1], false).unwrap();
-        let brep: Brep = builder.build().unwrap();
-
-        let camera = CameraParameters {
-            position: Vector3::new(0.0, 0.0, 5.0),
-            target: Vector3::new(0.0, 0.0, 0.0),
-            up: Vector3::new(0.0, 1.0, 0.0),
-            near: 0.01,
-            projection_mode: ProjectionMode::Orthographic,
-        };
-
-        let scene = project_brep_to_scene(&brep, &camera, &HlrOptions::default());
-        assert!(!scene.is_empty());
-        assert_eq!(scene.paths().len(), 1);
-        assert_eq!(scene.paths()[0].segments.len(), 1);
-
-        let line_scene = scene.to_lines();
-        assert_eq!(line_scene.lines.len(), 1);
-    }
-
-    #[test]
-    fn analytic_projection_uses_v2_edges_and_face_normals() {
-        let brep = crate::analytic::primitives::cuboid(
-            "prism-volume".into(),
-            crate::analytic::Frame3::IDENTITY,
-            [4.0, 0.2, 3.0],
-            crate::analytic::topology::Accuracy {
-                geometric: 1.0e-8,
-                intersection: 1.0e-9,
-                tessellation: 0.01,
-                exchange: 1.0e-5,
-            },
-        )
-        .unwrap();
-        let camera = CameraParameters {
-            position: Vector3::new(6.0, 5.0, 7.0),
-            target: Vector3::new(2.0, 0.1, 1.5),
-            up: Vector3::new(0.0, 0.0, 1.0),
-            near: 0.01,
-            projection_mode: ProjectionMode::Orthographic,
-        };
-        let projected =
-            project_analytic_brep_to_scene(&brep, &camera, &HlrOptions::default(), 0.01, 10_000)
-                .unwrap();
-        assert!(!projected.segments.is_empty());
-        assert!(projected
-            .segments
-            .iter()
-            .any(|segment| segment.class == EdgeClass::VisibleOutline));
-        assert!(projected.segments.iter().all(|segment| {
-            segment.source_entity_id.as_deref() == Some("prism-volume")
-                && matches!(segment.geometry, Segment2D::Line { .. })
-        }));
-    }
-
-    #[test]
-    fn classify_edge_returns_visible_crease_for_standalone_wire() {
-        let mut builder = BrepBuilder::new(Uuid::new_v4());
-        builder.add_vertices(&[Vector3::new(0.0, 0.0, 0.0), Vector3::new(1.0, 0.0, 0.0)]);
-        builder.add_wire(&[0, 1], false).unwrap();
-        let brep: Brep = builder.build().unwrap();
-
-        let camera = CameraParameters::default();
-        let frame = build_camera_frame(&camera).unwrap();
-        let face_info = compute_face_info(&brep, &frame);
-        let adjacency = build_edge_adjacency(&brep);
-
-        for edge in &brep.edges {
-            let class = classify_edge(edge.id, &adjacency, &face_info);
-            assert_eq!(class, EdgeClass::VisibleCrease);
-        }
-    }
-
-    #[test]
-    fn classified_segments_carry_source_entity_id() {
-        let mut builder = BrepBuilder::new(Uuid::new_v4());
-        builder.add_vertices(&[Vector3::new(-1.0, 0.0, 0.0), Vector3::new(1.0, 0.0, 0.0)]);
-        builder.add_wire(&[0, 1], false).unwrap();
-        let brep: Brep = builder.build().unwrap();
-        let expected_id = brep.id.to_string();
-
-        let scene =
-            project_brep_to_scene(&brep, &CameraParameters::default(), &HlrOptions::default());
-        assert!(!scene.segments.is_empty());
-        for seg in &scene.segments {
-            assert_eq!(seg.source_entity_id.as_deref(), Some(expected_id.as_str()));
-        }
-    }
-
-    #[test]
-    fn to_lines_carries_edge_class_string() {
-        let mut builder = BrepBuilder::new(Uuid::new_v4());
-        builder.add_vertices(&[Vector3::new(-1.0, 0.0, 0.0), Vector3::new(1.0, 0.0, 0.0)]);
-        builder.add_wire(&[0, 1], false).unwrap();
-        let brep: Brep = builder.build().unwrap();
-
-        let scene =
-            project_brep_to_scene(&brep, &CameraParameters::default(), &HlrOptions::default());
-        let lines = scene.to_lines();
-        assert!(!lines.lines.is_empty());
-        assert!(lines.lines[0].class.is_some());
-    }
-}
diff --git a/main/opengeometry/src/export/step.rs b/main/opengeometry/src/export/step.rs
deleted file mode 100644
index 986b3a0..0000000
--- a/main/opengeometry/src/export/step.rs
+++ /dev/null
@@ -1,1204 +0,0 @@
-use std::collections::{HashMap, HashSet};
-use std::fmt;
-
-use openmaths::Vector3;
-use serde::{Deserialize, Serialize};
-
-use crate::brep::Brep;
-use crate::operations::triangulate::triangulate_polygon_with_holes;
-
-use super::part21::{sanitize_string_literal, Part21Writer};
-
-const STEP_LENGTH_EPSILON: f64 = 1.0e-12;
-
-#[derive(Clone, Copy, Debug, Serialize, Deserialize, PartialEq, Eq)]
-pub enum StepErrorPolicy {
-    Strict,
-    BestEffort,
-}
-
-impl Default for StepErrorPolicy {
-    fn default() -> Self {
-        Self::BestEffort
-    }
-}
-
-#[derive(Clone, Copy, Debug, Serialize, Deserialize, PartialEq, Eq)]
-pub enum StepSchema {
-    AutomotiveDesign,
-}
-
-impl Default for StepSchema {
-    fn default() -> Self {
-        Self::AutomotiveDesign
-    }
-}
-
-impl StepSchema {
-    fn as_file_schema(self) -> &'static str {
-        match self {
-            Self::AutomotiveDesign => "AUTOMOTIVE_DESIGN",
-        }
-    }
-
-    fn as_application_context(self) -> &'static str {
-        match self {
-            Self::AutomotiveDesign => "automotive_design",
-        }
-    }
-}
-
-#[derive(Clone, Debug, Serialize, Deserialize)]
-pub struct StepExportConfig {
-    pub schema: StepSchema,
-    pub product_name: Option<String>,
-    pub scale: f64,
-    pub error_policy: StepErrorPolicy,
-    pub validate_topology: bool,
-    pub require_closed_shell: bool,
-    /// D9: when true, faces carrying analytic surface geometry (plane,
-    /// cylinder) are exported as `ADVANCED_FACE`s on exact `PLANE` /
-    /// `CYLINDRICAL_SURFACE` with `LINE` / `CIRCLE` edge curves, instead of a
-    /// planar facet fan. Faces without analytic geometry still facet.
-    #[serde(default = "default_true")]
-    pub analytic_surfaces: bool,
-    /// Length unit emitted in the STEP unit context (D8).
-    #[serde(default)]
-    pub length_unit: crate::units::LengthUnit,
-}
-
-fn default_true() -> bool {
-    true
-}
-
-impl Default for StepExportConfig {
-    fn default() -> Self {
-        Self {
-            schema: StepSchema::default(),
-            product_name: Some("OpenGeometry STEP Export".to_string()),
-            scale: 1.0,
-            error_policy: StepErrorPolicy::BestEffort,
-            validate_topology: true,
-            require_closed_shell: true,
-            analytic_surfaces: true,
-            length_unit: crate::units::LengthUnit::default(),
-        }
-    }
-}
-
-#[derive(Clone, Debug, Default, Serialize, Deserialize)]
-pub struct StepExportReport {
-    pub input_breps: usize,
-    pub input_faces: usize,
-    pub exported_solids: usize,
-    pub exported_faces: usize,
-    pub exported_triangles: usize,
-    pub skipped_entities: usize,
-    pub skipped_faces: usize,
-    pub topology_errors: usize,
-}
-
-#[derive(Clone, Debug, Serialize, Deserialize)]
-pub enum StepExportError {
-    EmptyInput,
-    InvalidTopology(String),
-    UnsupportedEntity(String),
-    MeshGeneration(String),
-    Serialization(String),
-    Io(String),
-}
-
-impl fmt::Display for StepExportError {
-    fn fmt(&self, f: &mut fmt::Formatter<'_>) -> fmt::Result {
-        match self {
-            StepExportError::EmptyInput => write!(f, "No BREP input provided for STEP export"),
-            StepExportError::InvalidTopology(msg) => write!(f, "Invalid topology: {}", msg),
-            StepExportError::UnsupportedEntity(msg) => write!(f, "Unsupported BREP: {}", msg),
-            StepExportError::MeshGeneration(msg) => write!(f, "Mesh generation failed: {}", msg),
-            StepExportError::Serialization(msg) => {
-                write!(f, "STEP Part-21 serialization failed: {}", msg)
-            }
-            StepExportError::Io(msg) => write!(f, "STEP I/O failed: {}", msg),
-        }
-    }
-}
-
-impl std::error::Error for StepExportError {}
-
-pub fn export_brep_to_step_text(
-    brep: &Brep,
-    config: &StepExportConfig,
-) -> Result<(String, StepExportReport), StepExportError> {
-    export_breps_to_step_text([brep], config)
-}
-
-pub fn export_breps_to_step_text<'a, I>(
-    breps: I,
-    config: &StepExportConfig,
-) -> Result<(String, StepExportReport), StepExportError>
-where
-    I: IntoIterator<Item = &'a Brep>,
-{
-    let scale = validate_config(config)?;
-    let breps: Vec<&Brep> = breps.into_iter().collect();
-    if breps.is_empty() {
-        return Err(StepExportError::EmptyInput);
-    }
-
-    let mut report = StepExportReport {
-        input_breps: breps.len(),
-        ..StepExportReport::default()
-    };
-
-    let file_name = config
-        .product_name
-        .clone()
-        .unwrap_or_else(|| "opengeometry-export".to_string());
-    let mut writer = Part21Writer::new(config.schema.as_file_schema());
-    writer.set_description("OpenGeometry STEP Export");
-    writer.set_file_name(file_name.clone());
-
-    let mut solid_ids = Vec::new();
-
-    for (brep_index, brep) in breps.iter().enumerate() {
-        if config.validate_topology {
-            if let Err(error) = brep.validate_topology() {
-                if config.error_policy == StepErrorPolicy::Strict {
-                    return Err(StepExportError::InvalidTopology(format!(
-                        "BREP {} failed validation: {}",
-                        brep.id, error
-                    )));
-                }
-                report.topology_errors += 1;
-                report.skipped_entities += 1;
-                continue;
-            }
-        }
-
-        if config.require_closed_shell && !is_closed_solid(brep) {
-            let message = format!("BREP {} is not a closed shell solid", brep.id);
-            if config.error_policy == StepErrorPolicy::Strict {
-                return Err(StepExportError::UnsupportedEntity(message));
-            }
-            report.skipped_entities += 1;
-            continue;
-        }
-
-        let mut point_map: HashMap<String, usize> = HashMap::new();
-        let mut emitter = AnalyticEmitter::default();
-        let mut face_ids = Vec::new();
-
-        // D9 topological reduction: merge faces sharing one cylindrical surface
-        // into a single ADVANCED_FACE bounded by its ring edges, so a cylinder
-        // exports as one analytic face rather than a fan of tagged facets.
-        let mut consumed: HashSet<u32> = HashSet::new();
-        if config.analytic_surfaces {
-            let merged = emit_merged_cylinder_faces(
-                &mut writer,
-                &mut point_map,
-                &mut emitter,
-                brep,
-                scale,
-                &mut consumed,
-            );
-            for face_ref in merged {
-                face_ids.push(face_ref);
-                report.exported_faces += 1;
-            }
-        }
-
-        for face in &brep.faces {
-            if consumed.contains(&face.id) {
-                continue;
-            }
-            report.input_faces += 1;
-            if config.analytic_surfaces && face.surface.is_some() {
-                match emit_analytic_face(
-                    &mut writer,
-                    &mut point_map,
-                    &mut emitter,
-                    brep,
-                    face,
-                    scale,
-                ) {
-                    Some(face_ref) => {
-                        face_ids.push(face_ref);
-                        report.exported_faces += 1;
-                        continue;
-                    }
-                    None => { /* fall through to faceting */ }
-                }
-            }
-
-            let triangles = triangulate_single_face(
-                brep,
-                face,
-                scale,
-                config.error_policy,
-                &mut report,
-                format!("BREP index {} face {}", brep_index, face.id),
-            )?;
-            for triangle in &triangles {
-                let p0 = get_or_create_point(&mut writer, &mut point_map, triangle[0]);
-                let p1 = get_or_create_point(&mut writer, &mut point_map, triangle[1]);
-                let p2 = get_or_create_point(&mut writer, &mut point_map, triangle[2]);
-
-                let poly_loop = writer.add_entity(format!(
-                    "POLY_LOOP('',({},{},{}))",
-                    Part21Writer::reference(p0),
-                    Part21Writer::reference(p1),
-                    Part21Writer::reference(p2)
-                ));
-                let outer_bound = writer.add_entity(format!(
-                    "FACE_OUTER_BOUND('',{},.T.)",
-                    Part21Writer::reference(poly_loop)
-                ));
-                let face_ref = writer.add_entity(format!(
-                    "FACE('',({}))",
-                    Part21Writer::reference(outer_bound)
-                ));
-                face_ids.push(face_ref);
-            }
-            report.exported_triangles += triangles.len();
-            report.exported_faces += triangles.len();
-        }
-
-        if face_ids.is_empty() {
-            if config.error_policy == StepErrorPolicy::Strict {
-                return Err(StepExportError::MeshGeneration(format!(
-                    "BREP {} has no exportable faces",
-                    brep.id
-                )));
-            }
-            report.skipped_entities += 1;
-            continue;
-        }
-
-        let shell = writer.add_entity(format!("CLOSED_SHELL('',({}))", join_refs(&face_ids)));
-
-        let solid = writer.add_entity(format!(
-            "MANIFOLD_SOLID_BREP('{}',{})",
-            sanitize_string_literal(&format!("solid-{}", brep_index)),
-            Part21Writer::reference(shell)
-        ));
-
-        report.exported_solids += 1;
-        solid_ids.push(solid);
-    }
-
-    if solid_ids.is_empty() {
-        return Err(StepExportError::MeshGeneration(
-            "No solids were exported from the provided BREP inputs".to_string(),
-        ));
-    }
-
-    let app_context = writer.add_entity(format!(
-        "APPLICATION_CONTEXT('{}')",
-        sanitize_string_literal(config.schema.as_application_context())
-    ));
-
-    writer.add_entity(format!(
-        "APPLICATION_PROTOCOL_DEFINITION('international standard','{}',2000,{})",
-        sanitize_string_literal(config.schema.as_application_context()),
-        Part21Writer::reference(app_context)
-    ));
-
-    let product_context = writer.add_entity(format!(
-        "PRODUCT_CONTEXT('',{},'mechanical')",
-        Part21Writer::reference(app_context)
-    ));
-
-    let product = writer.add_entity(format!(
-        "PRODUCT('{}','{}','',({}))",
-        sanitize_string_literal("opengeometry-product"),
-        sanitize_string_literal(&file_name),
-        Part21Writer::reference(product_context)
-    ));
-
-    let product_formation = writer.add_entity(format!(
-        "PRODUCT_DEFINITION_FORMATION_WITH_SPECIFIED_SOURCE('1','',{},.NOT_KNOWN.)",
-        Part21Writer::reference(product)
-    ));
-
-    writer.add_entity(format!(
-        "PRODUCT_RELATED_PRODUCT_CATEGORY('part','',({}))",
-        Part21Writer::reference(product)
-    ));
-
-    let product_definition_context = writer.add_entity(format!(
-        "PRODUCT_DEFINITION_CONTEXT('part definition',{},'design')",
-        Part21Writer::reference(app_context)
-    ));
-
-    let product_definition = writer.add_entity(format!(
-        "PRODUCT_DEFINITION('','',{}, {})",
-        Part21Writer::reference(product_formation),
-        Part21Writer::reference(product_definition_context)
-    ));
-
-    let length_unit = emit_length_unit(&mut writer, config.length_unit);
-    let angle_unit = writer.add_entity("(NAMED_UNIT(*) PLANE_ANGLE_UNIT() SI_UNIT($,.RADIAN.))");
-    let solid_angle_unit =
-        writer.add_entity("(NAMED_UNIT(*) SOLID_ANGLE_UNIT() SI_UNIT($,.STERADIAN.))");
-
-    let uncertainty = writer.add_entity(format!(
-        "UNCERTAINTY_MEASURE_WITH_UNIT(LENGTH_MEASURE(1.E-6),{},'distance_accuracy_value','confusion accuracy')",
-        Part21Writer::reference(length_unit)
-    ));
-
-    let geometric_context = writer.add_entity(format!(
-        "( GEOMETRIC_REPRESENTATION_CONTEXT(3) GLOBAL_UNCERTAINTY_ASSIGNED_CONTEXT(({})) GLOBAL_UNIT_ASSIGNED_CONTEXT(({}, {}, {})) REPRESENTATION_CONTEXT('','') )",
-        Part21Writer::reference(uncertainty),
-        Part21Writer::reference(length_unit),
-        Part21Writer::reference(angle_unit),
-        Part21Writer::reference(solid_angle_unit)
-    ));
-
-    let shape_representation = writer.add_entity(format!(
-        "ADVANCED_BREP_SHAPE_REPRESENTATION('',({}),{})",
-        join_refs(&solid_ids),
-        Part21Writer::reference(geometric_context)
-    ));
-
-    let product_shape = writer.add_entity(format!(
-        "PRODUCT_DEFINITION_SHAPE('','',{})",
-        Part21Writer::reference(product_definition)
-    ));
-
-    writer.add_entity(format!(
-        "SHAPE_DEFINITION_REPRESENTATION({}, {})",
-        Part21Writer::reference(product_shape),
-        Part21Writer::reference(shape_representation)
-    ));
-
-    let text = writer.build().map_err(StepExportError::Serialization)?;
-    Ok((text, report))
-}
-
-#[cfg(not(target_arch = "wasm32"))]
-pub fn export_brep_to_step_file(
-    brep: &Brep,
-    file_path: &str,
-    config: &StepExportConfig,
-) -> Result<StepExportReport, StepExportError> {
-    let (text, report) = export_brep_to_step_text(brep, config)?;
-    std::fs::write(file_path, text).map_err(|err| StepExportError::Io(err.to_string()))?;
-    Ok(report)
-}
-
-#[cfg(not(target_arch = "wasm32"))]
-pub fn export_breps_to_step_file<'a, I>(
-    breps: I,
-    file_path: &str,
-    config: &StepExportConfig,
-) -> Result<StepExportReport, StepExportError>
-where
-    I: IntoIterator<Item = &'a Brep>,
-{
-    let (text, report) = export_breps_to_step_text(breps, config)?;
-    std::fs::write(file_path, text).map_err(|err| StepExportError::Io(err.to_string()))?;
-    Ok(report)
-}
-
-fn validate_config(config: &StepExportConfig) -> Result<f64, StepExportError> {
-    if !config.scale.is_finite() || config.scale <= 0.0 {
-        return Err(StepExportError::MeshGeneration(
-            "STEP scale must be a finite positive value".to_string(),
-        ));
-    }
-    Ok(config.scale)
-}
-
-fn is_closed_solid(brep: &Brep) -> bool {
-    if brep.faces.is_empty() || brep.edges.is_empty() {
-        return false;
-    }
-
-    if !brep.shells.is_empty() && brep.shells.iter().all(|shell| !shell.is_closed) {
-        return false;
-    }
-
-    brep.edges.iter().all(|edge| edge.twin_halfedge.is_some())
-}
-
-fn triangulate_single_face(
-    brep: &Brep,
-    face: &crate::brep::Face,
-    scale: f64,
-    policy: StepErrorPolicy,
-    report: &mut StepExportReport,
-    label: String,
-) -> Result<Vec<[Vector3; 3]>, StepExportError> {
-    let mut triangles = Vec::new();
-    let (outer_vertices, holes_vertices) = brep.get_vertices_and_holes_by_face_id(face.id);
-
-    if outer_vertices.len() < 3 {
-        if policy == StepErrorPolicy::Strict {
-            return Err(StepExportError::MeshGeneration(format!(
-                "{} has fewer than 3 vertices",
-                label
-            )));
-        }
-        report.skipped_faces += 1;
-        return Ok(triangles);
-    }
-
-    if holes_vertices.iter().any(|hole| hole.len() < 3) {
-        if policy == StepErrorPolicy::Strict {
-            return Err(StepExportError::MeshGeneration(format!(
-                "{} has an invalid hole loop",
-                label
-            )));
-        }
-        report.skipped_faces += 1;
-        return Ok(triangles);
-    }
-
-    let triangle_indices = triangulate_polygon_with_holes(&outer_vertices, &holes_vertices);
-    if triangle_indices.is_empty() {
-        if policy == StepErrorPolicy::Strict {
-            return Err(StepExportError::MeshGeneration(format!(
-                "{} produced no triangles",
-                label
-            )));
-        }
-        report.skipped_faces += 1;
-        return Ok(triangles);
-    }
-
-    let mut all_vertices = outer_vertices;
-    for hole in holes_vertices {
-        all_vertices.extend(hole);
-    }
-
-    for triangle in triangle_indices {
-        let Some((&a, &b, &c)) = all_vertices
-            .get(triangle[0])
-            .zip(all_vertices.get(triangle[1]))
-            .zip(all_vertices.get(triangle[2]))
-            .map(|((a, b), c)| (a, b, c))
-        else {
-            continue;
-        };
-
-        if !is_finite_vec3(a) || !is_finite_vec3(b) || !is_finite_vec3(c) {
-            continue;
-        }
-
-        let scaled = [
-            Vector3::new(a.x * scale, a.y * scale, a.z * scale),
-            Vector3::new(b.x * scale, b.y * scale, b.z * scale),
-            Vector3::new(c.x * scale, c.y * scale, c.z * scale),
-        ];
-
-        if is_degenerate_triangle(scaled[0], scaled[1], scaled[2]) {
-            continue;
-        }
-
-        triangles.push(scaled);
-    }
-
-    Ok(triangles)
-}
-
-/// Caches reusable analytic entities (directions, surfaces, edge curves) so a
-/// cylinder's lateral facets all reference a single `CYLINDRICAL_SURFACE` and
-/// shared circle edges aren't re-emitted.
-#[derive(Default)]
-struct AnalyticEmitter {
-    surfaces: HashMap<String, usize>,
-    edge_curves: HashMap<u32, usize>,
-    vertex_points: HashMap<u32, usize>,
-}
-
-/// Emits one face on its analytic surface as a STEP `ADVANCED_FACE`, with its
-/// boundary edges expressed as exact `LINE` / `CIRCLE` `EDGE_CURVE`s. Returns
-/// `None` (so the caller facets instead) if the boundary can't be traversed.
-fn emit_analytic_face(
-    writer: &mut Part21Writer,
-    point_map: &mut HashMap<String, usize>,
-    emitter: &mut AnalyticEmitter,
-    brep: &Brep,
-    face: &crate::brep::Face,
-    scale: f64,
-) -> Option<usize> {
-    let surface = face.surface.as_ref()?;
-    let surface_ref = emit_surface(writer, point_map, emitter, surface, scale);
-
-    let outer = emit_edge_loop_bound(
-        writer,
-        point_map,
-        emitter,
-        brep,
-        face.outer_loop,
-        scale,
-        true,
-    )?;
-    let mut bounds = vec![outer];
-    for inner in &face.inner_loops {
-        if let Some(b) =
-            emit_edge_loop_bound(writer, point_map, emitter, brep, *inner, scale, false)
-        {
-            bounds.push(b);
-        }
-    }
-
-    Some(writer.add_entity(format!(
-        "ADVANCED_FACE('',({}),{},.T.)",
-        join_refs(&bounds),
-        Part21Writer::reference(surface_ref)
-    )))
-}
-
-/// Merges every group of faces that share one cylindrical surface into a single
-/// `ADVANCED_FACE`. The merged face's boundary is the set of edges used by only
-/// one face of the group (the top/bottom circle rings); interior facet edges are
-/// dropped. Records the consumed face ids so the caller skips them. Returns the
-/// emitted `ADVANCED_FACE` references.
-fn emit_merged_cylinder_faces(
-    writer: &mut Part21Writer,
-    point_map: &mut HashMap<String, usize>,
-    emitter: &mut AnalyticEmitter,
-    brep: &Brep,
-    scale: f64,
-    consumed: &mut HashSet<u32>,
-) -> Vec<usize> {
-    use crate::brep::SurfaceGeometry;
-
-    // Group face ids by cylindrical-surface key.
-    let mut groups: HashMap<String, Vec<u32>> = HashMap::new();
-    for face in &brep.faces {
-        if let Some(surface @ SurfaceGeometry::Cylinder { .. }) = &face.surface {
-            groups
-                .entry(surface_key(surface, scale))
-                .or_default()
-                .push(face.id);
-        }
-    }
-
-    let mut emitted = Vec::new();
-    for (_key, group) in groups {
-        if group.len() < 2 {
-            continue; // a lone cylindrical face is handled by the per-face path
-        }
-
-        // Boundary edges: those used by exactly one face in the group.
-        let mut edge_use: HashMap<u32, usize> = HashMap::new();
-        for &face_id in &group {
-            for edge_id in face_boundary_edges(brep, face_id) {
-                *edge_use.entry(edge_id).or_insert(0) += 1;
-            }
-        }
-        let boundary: Vec<u32> = edge_use
-            .iter()
-            .filter(|(_, &count)| count == 1)
-            .map(|(&edge_id, _)| edge_id)
-            .collect();
-        if boundary.len() < 3 {
-            continue;
-        }
-
-        let loops = assemble_edge_loops(brep, &boundary);
-        if loops.is_empty() {
-            continue;
-        }
-
-        let surface = brep
-            .faces
-            .iter()
-            .find(|f| f.id == group[0])
-            .and_then(|f| f.surface.clone());
-        let Some(surface) = surface else { continue };
-        let surface_ref = emit_surface(writer, point_map, emitter, &surface, scale);
-
-        let mut bounds = Vec::new();
-        for (i, edge_loop) in loops.iter().enumerate() {
-            let mut oriented = Vec::with_capacity(edge_loop.len());
-            for &edge_id in edge_loop {
-                if let Some(edge_curve) =
-                    emit_edge_curve(writer, point_map, emitter, brep, edge_id, scale)
-                {
-                    oriented.push(writer.add_entity(format!(
-                        "ORIENTED_EDGE('',*,*,{},.T.)",
-                        Part21Writer::reference(edge_curve)
-                    )));
-                }
-            }
-            if oriented.is_empty() {
-                continue;
-            }
-            let loop_ref = writer.add_entity(format!("EDGE_LOOP('',({}))", join_refs(&oriented)));
-            let kind = if i == 0 {
-                "FACE_OUTER_BOUND"
-            } else {
-                "FACE_BOUND"
-            };
-            bounds.push(writer.add_entity(format!(
-                "{}('',{},.T.)",
-                kind,
-                Part21Writer::reference(loop_ref)
-            )));
-        }
-
-        if bounds.is_empty() {
-            continue;
-        }
-
-        emitted.push(writer.add_entity(format!(
-            "ADVANCED_FACE('',({}),{},.T.)",
-            join_refs(&bounds),
-            Part21Writer::reference(surface_ref)
-        )));
-        for face_id in group {
-            consumed.insert(face_id);
-        }
-    }
-
-    emitted
-}
-
-/// All edge ids on a face's outer and inner loops.
-fn face_boundary_edges(brep: &Brep, face_id: u32) -> Vec<u32> {
-    let Some(face) = brep.faces.iter().find(|f| f.id == face_id) else {
-        return Vec::new();
-    };
-    let mut edges = Vec::new();
-    let mut loops = vec![face.outer_loop];
-    loops.extend(face.inner_loops.iter().copied());
-    for loop_id in loops {
-        if let Ok(halfedges) = brep.get_loop_halfedges(loop_id) {
-            for he_id in halfedges {
-                if let Some(he) = brep.halfedges.get(he_id as usize) {
-                    edges.push(he.edge);
-                }
-            }
-        }
-    }
-    edges
-}
-
-/// Assembles a set of boundary edges into ordered closed loops by walking shared
-/// vertices. Each returned loop is an ordered list of edge ids.
-fn assemble_edge_loops(brep: &Brep, edges: &[u32]) -> Vec<Vec<u32>> {
-    let mut endpoints: HashMap<u32, (u32, u32)> = HashMap::new();
-    let mut vertex_edges: HashMap<u32, Vec<u32>> = HashMap::new();
-    for &edge_id in edges {
-        if let Some((a, b)) = brep.get_edge_endpoints(edge_id) {
-            endpoints.insert(edge_id, (a, b));
-            vertex_edges.entry(a).or_default().push(edge_id);
-            vertex_edges.entry(b).or_default().push(edge_id);
-        }
-    }
-
-    let mut remaining: HashSet<u32> = edges.iter().copied().collect();
-    let mut loops = Vec::new();
-
-    while let Some(&start_edge) = remaining.iter().next() {
-        remaining.remove(&start_edge);
-        let (start_v, mut cur_v) = endpoints[&start_edge];
-        let mut loop_edges = vec![start_edge];
-
-        while cur_v != start_v {
-            let next = vertex_edges
-                .get(&cur_v)
-                .and_then(|candidates| candidates.iter().find(|e| remaining.contains(e)).copied());
-            let Some(next_edge) = next else { break };
-            remaining.remove(&next_edge);
-            let (a, b) = endpoints[&next_edge];
-            cur_v = if a == cur_v { b } else { a };
-            loop_edges.push(next_edge);
-        }
-
-        if loop_edges.len() >= 3 {
-            loops.push(loop_edges);
-        }
-    }
-
-    // Largest loop first so it becomes the FACE_OUTER_BOUND.
-    loops.sort_by(|a, b| b.len().cmp(&a.len()));
-    loops
-}
-
-fn emit_edge_loop_bound(
-    writer: &mut Part21Writer,
-    point_map: &mut HashMap<String, usize>,
-    emitter: &mut AnalyticEmitter,
-    brep: &Brep,
-    loop_id: u32,
-    scale: f64,
-    is_outer: bool,
-) -> Option<usize> {
-    let halfedges = brep.get_loop_halfedges(loop_id).ok()?;
-    if halfedges.len() < 3 {
-        return None;
-    }
-    let mut oriented = Vec::with_capacity(halfedges.len());
-    for he_id in halfedges {
-        let he = brep.halfedges.get(he_id as usize)?;
-        let edge_curve = emit_edge_curve(writer, point_map, emitter, brep, he.edge, scale)?;
-        oriented.push(writer.add_entity(format!(
-            "ORIENTED_EDGE('',*,*,{},.T.)",
-            Part21Writer::reference(edge_curve)
-        )));
-    }
-    let edge_loop = writer.add_entity(format!("EDGE_LOOP('',({}))", join_refs(&oriented)));
-    let kind = if is_outer {
-        "FACE_OUTER_BOUND"
-    } else {
-        "FACE_BOUND"
-    };
-    Some(writer.add_entity(format!(
-        "{}('',{},.T.)",
-        kind,
-        Part21Writer::reference(edge_loop)
-    )))
-}
-
-fn emit_edge_curve(
-    writer: &mut Part21Writer,
-    point_map: &mut HashMap<String, usize>,
-    emitter: &mut AnalyticEmitter,
-    brep: &Brep,
-    edge_id: u32,
-    scale: f64,
-) -> Option<usize> {
-    if let Some(existing) = emitter.edge_curves.get(&edge_id) {
-        return Some(*existing);
-    }
-    let (from_id, to_id) = brep.get_edge_endpoints(edge_id)?;
-    let from_pos = scaled(brep.vertices.get(from_id as usize)?.position, scale);
-    let to_pos = scaled(brep.vertices.get(to_id as usize)?.position, scale);
-    let v_from = emit_vertex_point(writer, point_map, emitter, from_id, from_pos);
-    let v_to = emit_vertex_point(writer, point_map, emitter, to_id, to_pos);
-
-    let edge = brep.edges.iter().find(|e| e.id == edge_id);
-    let curve_ref = match edge.and_then(|e| e.curve.as_ref()) {
-        Some(crate::brep::CurveGeometry::Circle {
-            center,
-            normal,
-            x_axis,
-            radius,
-            ..
-        }) => {
-            let placement =
-                emit_axis_placement(writer, point_map, scaled(*center, scale), *normal, *x_axis);
-            writer.add_entity(format!(
-                "CIRCLE('',{},{})",
-                Part21Writer::reference(placement),
-                format_real(radius * scale)
-            ))
-        }
-        _ => {
-            let dir = direction(from_pos, to_pos);
-            let d = emit_direction(writer, dir);
-            let vector = writer.add_entity(format!(
-                "VECTOR('',{},{})",
-                Part21Writer::reference(d),
-                format_real(distance(from_pos, to_pos).max(1.0))
-            ));
-            let line_point = get_or_create_point(writer, point_map, from_pos);
-            writer.add_entity(format!(
-                "LINE('',{},{})",
-                Part21Writer::reference(line_point),
-                Part21Writer::reference(vector)
-            ))
-        }
-    };
-
-    let edge_curve = writer.add_entity(format!(
-        "EDGE_CURVE('',{},{},{},.T.)",
-        Part21Writer::reference(v_from),
-        Part21Writer::reference(v_to),
-        Part21Writer::reference(curve_ref)
-    ));
-    emitter.edge_curves.insert(edge_id, edge_curve);
-    Some(edge_curve)
-}
-
-fn emit_surface(
-    writer: &mut Part21Writer,
-    point_map: &mut HashMap<String, usize>,
-    emitter: &mut AnalyticEmitter,
-    surface: &crate::brep::SurfaceGeometry,
-    scale: f64,
-) -> usize {
-    use crate::brep::SurfaceGeometry;
-    let key = surface_key(surface, scale);
-    if let Some(existing) = emitter.surfaces.get(&key) {
-        return *existing;
-    }
-    let id = match surface {
-        SurfaceGeometry::Plane { origin, normal } => {
-            let placement = emit_axis_placement(
-                writer,
-                point_map,
-                scaled(*origin, scale),
-                *normal,
-                any_perpendicular(*normal),
-            );
-            writer.add_entity(format!("PLANE('',{})", Part21Writer::reference(placement)))
-        }
-        SurfaceGeometry::Cylinder {
-            origin,
-            axis,
-            ref_direction,
-            radius,
-            ..
-        } => {
-            let placement = emit_axis_placement(
-                writer,
-                point_map,
-                scaled(*origin, scale),
-                *axis,
-                *ref_direction,
-            );
-            writer.add_entity(format!(
-                "CYLINDRICAL_SURFACE('',{},{})",
-                Part21Writer::reference(placement),
-                format_real(radius * scale)
-            ))
-        }
-    };
-    emitter.surfaces.insert(key, id);
-    id
-}
-
-fn emit_axis_placement(
-    writer: &mut Part21Writer,
-    point_map: &mut HashMap<String, usize>,
-    location: Vector3,
-    axis: Vector3,
-    ref_direction: Vector3,
-) -> usize {
-    let point = get_or_create_point(writer, point_map, location);
-    let axis_dir = emit_direction(writer, normalize(axis));
-    let ref_dir = emit_direction(writer, normalize(ref_direction));
-    writer.add_entity(format!(
-        "AXIS2_PLACEMENT_3D('',{},{},{})",
-        Part21Writer::reference(point),
-        Part21Writer::reference(axis_dir),
-        Part21Writer::reference(ref_dir)
-    ))
-}
-
-fn emit_direction(writer: &mut Part21Writer, dir: Vector3) -> usize {
-    writer.add_entity(format!(
-        "DIRECTION('',({},{},{}))",
-        format_real(dir.x),
-        format_real(dir.y),
-        format_real(dir.z)
-    ))
-}
-
-fn emit_vertex_point(
-    writer: &mut Part21Writer,
-    point_map: &mut HashMap<String, usize>,
-    emitter: &mut AnalyticEmitter,
-    vertex_id: u32,
-    position: Vector3,
-) -> usize {
-    if let Some(existing) = emitter.vertex_points.get(&vertex_id) {
-        return *existing;
-    }
-    let point = get_or_create_point(writer, point_map, position);
-    let vertex_point = writer.add_entity(format!(
-        "VERTEX_POINT('',{})",
-        Part21Writer::reference(point)
-    ));
-    emitter.vertex_points.insert(vertex_id, vertex_point);
-    vertex_point
-}
-
-fn emit_length_unit(writer: &mut Part21Writer, unit: crate::units::LengthUnit) -> usize {
-    match unit.step_si_prefix() {
-        Some(prefix) => writer.add_entity(format!(
-            "(LENGTH_UNIT() NAMED_UNIT(*) SI_UNIT({},.METRE.))",
-            prefix
-        )),
-        None => {
-            // Non-SI (inch/foot): a conversion-based unit on top of the metre.
-            let metre = writer.add_entity("(LENGTH_UNIT() NAMED_UNIT(*) SI_UNIT($,.METRE.))");
-            let measure = writer.add_entity(format!(
-                "LENGTH_MEASURE_WITH_UNIT(LENGTH_MEASURE({}),{})",
-                format_real(unit.metres_per_unit()),
-                Part21Writer::reference(metre)
-            ));
-            let dimensions =
-                writer.add_entity("DIMENSIONAL_EXPONENTS(1.,0.,0.,0.,0.,0.,0.)".to_string());
-            writer.add_entity(format!(
-                "( CONVERSION_BASED_UNIT('{}',{}) LENGTH_UNIT() NAMED_UNIT({}) )",
-                unit.name(),
-                Part21Writer::reference(measure),
-                Part21Writer::reference(dimensions)
-            ))
-        }
-    }
-}
-
-fn scaled(v: Vector3, scale: f64) -> Vector3 {
-    Vector3::new(v.x * scale, v.y * scale, v.z * scale)
-}
-
-fn direction(from: Vector3, to: Vector3) -> Vector3 {
-    normalize(Vector3::new(to.x - from.x, to.y - from.y, to.z - from.z))
-}
-
-fn distance(a: Vector3, b: Vector3) -> f64 {
-    let dx = a.x - b.x;
-    let dy = a.y - b.y;
-    let dz = a.z - b.z;
-    (dx * dx + dy * dy + dz * dz).sqrt()
-}
-
-fn normalize(v: Vector3) -> Vector3 {
-    let len = (v.x * v.x + v.y * v.y + v.z * v.z).sqrt();
-    if len <= 1.0e-12 {
-        Vector3::new(0.0, 0.0, 1.0)
-    } else {
-        Vector3::new(v.x / len, v.y / len, v.z / len)
-    }
-}
-
-fn any_perpendicular(n: Vector3) -> Vector3 {
-    let n = normalize(n);
-    if n.x.abs() <= n.y.abs() && n.x.abs() <= n.z.abs() {
-        normalize(Vector3::new(0.0, -n.z, n.y))
-    } else if n.y.abs() <= n.z.abs() {
-        normalize(Vector3::new(-n.z, 0.0, n.x))
-    } else {
-        normalize(Vector3::new(-n.y, n.x, 0.0))
-    }
-}
-
-fn surface_key(surface: &crate::brep::SurfaceGeometry, scale: f64) -> String {
-    use crate::brep::SurfaceGeometry;
-    match surface {
-        SurfaceGeometry::Plane { origin, normal } => format!(
-            "P|{:.6}|{:.6}|{:.6}|{:.6}|{:.6}|{:.6}",
-            origin.x * scale,
-            origin.y * scale,
-            origin.z * scale,
-            normal.x,
-            normal.y,
-            normal.z
-        ),
-        SurfaceGeometry::Cylinder {
-            origin,
-            axis,
-            radius,
-            ..
-        } => format!(
-            "C|{:.6}|{:.6}|{:.6}|{:.6}|{:.6}|{:.6}|{:.6}",
-            origin.x * scale,
-            origin.y * scale,
-            origin.z * scale,
-            axis.x,
-            axis.y,
-            axis.z,
-            radius * scale
-        ),
-    }
-}
-
-fn get_or_create_point(
-    writer: &mut Part21Writer,
-    point_map: &mut HashMap<String, usize>,
-    point: Vector3,
-) -> usize {
-    let key = format!("{:.9}|{:.9}|{:.9}", point.x, point.y, point.z);
-    if let Some(existing) = point_map.get(&key) {
-        return *existing;
-    }
-
-    let id = writer.add_entity(format!(
-        "CARTESIAN_POINT('',({},{},{}))",
-        format_real(point.x),
-        format_real(point.y),
-        format_real(point.z)
-    ));
-
-    point_map.insert(key, id);
-    id
-}
-
-fn join_refs(ids: &[usize]) -> String {
-    ids.iter()
-        .map(|id| Part21Writer::reference(*id))
-        .collect::<Vec<_>>()
-        .join(",")
-}
-
-fn format_real(value: f64) -> String {
-    let mut out = format!("{:.9}", value);
-    while out.contains('.') && out.ends_with('0') {
-        out.pop();
-    }
-    if out.ends_with('.') {
-        out.push('0');
-    }
-    out
-}
-
-fn is_finite_vec3(point: Vector3) -> bool {
-    point.x.is_finite() && point.y.is_finite() && point.z.is_finite()
-}
-
-fn is_degenerate_triangle(a: Vector3, b: Vector3, c: Vector3) -> bool {
-    let ab = [b.x - a.x, b.y - a.y, b.z - a.z];
-    let ac = [c.x - a.x, c.y - a.y, c.z - a.z];
-
-    let cross = [
-        ab[1] * ac[2] - ab[2] * ac[1],
-        ab[2] * ac[0] - ab[0] * ac[2],
-        ab[0] * ac[1] - ab[1] * ac[0],
-    ];
-
-    let area_sq = cross[0] * cross[0] + cross[1] * cross[1] + cross[2] * cross[2];
-    !area_sq.is_finite() || area_sq <= STEP_LENGTH_EPSILON
-}
-
-#[cfg(test)]
-mod tests {
-    use super::*;
-    use crate::brep::BrepBuilder;
-    use uuid::Uuid;
-
-    fn tetrahedron_brep() -> Brep {
-        let mut builder = BrepBuilder::new(Uuid::new_v4());
-        builder.add_vertices(&[
-            Vector3::new(0.0, 0.0, 0.0),
-            Vector3::new(1.0, 0.0, 0.0),
-            Vector3::new(0.5, 0.8660254, 0.0),
-            Vector3::new(0.5, 0.2886751, 0.8164966),
-        ]);
-
-        builder.add_face(&[0, 2, 1], &[]).unwrap();
-        builder.add_face(&[0, 1, 3], &[]).unwrap();
-        builder.add_face(&[1, 2, 3], &[]).unwrap();
-        builder.add_face(&[2, 0, 3], &[]).unwrap();
-
-        builder.build().unwrap()
-    }
-
-    #[test]
-    fn exports_step_part21_document() {
-        let brep = tetrahedron_brep();
-        let (text, report) =
-            export_brep_to_step_text(&brep, &StepExportConfig::default()).expect("step export");
-
-        assert!(text.starts_with("ISO-10303-21;"));
-        assert!(text.contains("FILE_SCHEMA(('AUTOMOTIVE_DESIGN'));"));
-        assert!(text.contains("MANIFOLD_SOLID_BREP"));
-        assert!(text.contains("ADVANCED_BREP_SHAPE_REPRESENTATION"));
-        assert!(report.exported_solids >= 1);
-        assert!(report.exported_triangles >= 4);
-    }
-
-    #[test]
-    fn best_effort_skips_non_solid_brep() {
-        let solid = tetrahedron_brep();
-
-        let mut wire_builder = BrepBuilder::new(Uuid::new_v4());
-        wire_builder.add_vertices(&[Vector3::new(0.0, 0.0, 0.0), Vector3::new(1.0, 0.0, 0.0)]);
-        wire_builder.add_wire(&[0, 1], false).unwrap();
-        let wire = wire_builder.build().unwrap();
-
-        let (text, report) =
-            export_breps_to_step_text([&solid, &wire], &StepExportConfig::default())
-                .expect("best effort should succeed");
-
-        assert!(text.contains("MANIFOLD_SOLID_BREP"));
-        assert_eq!(report.exported_solids, 1);
-        assert!(report.skipped_entities >= 1);
-    }
-
-    #[test]
-    fn cylinder_exports_analytic_cylindrical_surface() {
-        // Acceptance criterion A1: circle profile → solid → STEP contains a
-        // single CYLINDRICAL_SURFACE and circular edge curves, not a facet fan.
-        use crate::primitives::cylinder::OGCylinder;
-
-        let mut cylinder = OGCylinder::new("a1-cyl".to_string());
-        cylinder
-            .set_config(
-                Vector3::new(0.0, 0.0, 0.0),
-                1.0,
-                2.0,
-                2.0 * std::f64::consts::PI,
-                32,
-            )
-            .unwrap();
-        let brep = cylinder.world_brep();
-
-        let (text, report) =
-            export_brep_to_step_text(&brep, &StepExportConfig::default()).expect("step export");
-
-        assert_eq!(
-            text.matches("CYLINDRICAL_SURFACE").count(),
-            1,
-            "exactly one analytic cylindrical surface"
-        );
-        assert!(text.contains("CIRCLE("), "circular edge curves present");
-        assert!(text.contains("ADVANCED_FACE"), "analytic faces emitted");
-        assert!(text.contains("PLANE("), "planar caps as analytic planes");
-        // Topological reduction (D9): the 32 lateral facets collapse into a
-        // single cylindrical ADVANCED_FACE, so the whole solid is ~3 faces
-        // (1 cylinder + 2 caps), not 34.
-        let advanced_faces = text.matches("ADVANCED_FACE").count();
-        assert!(
-            advanced_faces <= 4,
-            "lateral facets should merge into one cylinder face, got {} advanced faces",
-            advanced_faces
-        );
-        assert!(report.exported_solids >= 1);
-    }
-
-    #[test]
-    fn legacy_config_json_without_new_fields_still_deserializes() {
-        // The SDK's exportSceneToStep sends JSON predating D8/D9 fields; serde
-        // defaults must keep it working (analytic on, mm).
-        let legacy = r#"{
-            "schema":"AutomotiveDesign","product_name":"x","scale":1.0,
-            "error_policy":"BestEffort","validate_topology":true,"require_closed_shell":true
-        }"#;
-        let config: StepExportConfig = serde_json::from_str(legacy).expect("legacy json");
-        assert!(config.analytic_surfaces);
-        assert_eq!(config.length_unit, crate::units::LengthUnit::Millimetre);
-    }
-
-    #[test]
-    fn unit_context_reflects_configured_length_unit() {
-        use crate::units::LengthUnit;
-        let brep = tetrahedron_brep();
-
-        let mm = StepExportConfig {
-            length_unit: LengthUnit::Millimetre,
-            ..StepExportConfig::default()
-        };
-        let (mm_text, _) = export_brep_to_step_text(&brep, &mm).unwrap();
-        assert!(mm_text.contains("SI_UNIT(.MILLI.,.METRE.)"));
-
-        let cm = StepExportConfig {
-            length_unit: LengthUnit::Centimetre,
-            ..StepExportConfig::default()
-        };
-        let (cm_text, _) = export_brep_to_step_text(&brep, &cm).unwrap();
-        assert!(cm_text.contains("SI_UNIT(.CENTI.,.METRE.)"));
-    }
-
-    #[test]
-    fn strict_fails_on_non_solid_brep() {
-        let mut wire_builder = BrepBuilder::new(Uuid::new_v4());
-        wire_builder.add_vertices(&[Vector3::new(0.0, 0.0, 0.0), Vector3::new(1.0, 0.0, 0.0)]);
-        wire_builder.add_wire(&[0, 1], false).unwrap();
-        let wire = wire_builder.build().unwrap();
-
-        let config = StepExportConfig {
-            error_policy: StepErrorPolicy::Strict,
-            ..StepExportConfig::default()
-        };
-
-        let result = export_brep_to_step_text(&wire, &config);
-        assert!(result.is_err());
-    }
-}
diff --git a/main/opengeometry/src/export/stl.rs b/main/opengeometry/src/export/stl.rs
deleted file mode 100644
index 39d6612..0000000
--- a/main/opengeometry/src/export/stl.rs
+++ /dev/null
@@ -1,491 +0,0 @@
-use std::fmt;
-
-use crate::brep::{Brep, Face};
-use crate::operations::triangulate::triangulate_polygon_with_holes;
-use openmaths::Vector3;
-use serde::{Deserialize, Serialize};
-
-const DEFAULT_STL_HEADER: &str = "OpenGeometry STL Export";
-const STL_HEADER_BYTES: usize = 80;
-const TRIANGLE_EPSILON: f64 = 1.0e-12;
-
-#[derive(Clone, Copy, Debug, Serialize, Deserialize, PartialEq, Eq)]
-pub enum StlErrorPolicy {
-    Strict,
-    BestEffort,
-}
-
-impl Default for StlErrorPolicy {
-    fn default() -> Self {
-        Self::BestEffort
-    }
-}
-
-#[derive(Clone, Debug, Serialize, Deserialize)]
-pub struct StlExportConfig {
-    pub header: Option<String>,
-    pub scale: f64,
-    pub error_policy: StlErrorPolicy,
-    pub validate_topology: bool,
-}
-
-impl Default for StlExportConfig {
-    fn default() -> Self {
-        Self {
-            header: Some(DEFAULT_STL_HEADER.to_string()),
-            scale: 1.0,
-            error_policy: StlErrorPolicy::BestEffort,
-            validate_topology: true,
-        }
-    }
-}
-
-#[derive(Clone, Debug, Default, Serialize, Deserialize)]
-pub struct StlExportReport {
-    pub input_breps: usize,
-    pub input_faces: usize,
-    pub exported_triangles: usize,
-    pub skipped_faces: usize,
-    pub skipped_triangles: usize,
-    pub topology_errors: usize,
-}
-
-#[derive(Clone, Debug, Serialize, Deserialize)]
-pub enum StlExportError {
-    EmptyInput,
-    InvalidTopology(String),
-    MeshGeneration(String),
-    Io(String),
-}
-
-impl fmt::Display for StlExportError {
-    fn fmt(&self, f: &mut fmt::Formatter<'_>) -> fmt::Result {
-        match self {
-            StlExportError::EmptyInput => write!(f, "No BREP input provided for STL export"),
-            StlExportError::InvalidTopology(message) => write!(f, "Invalid topology: {}", message),
-            StlExportError::MeshGeneration(message) => {
-                write!(f, "Failed to generate STL mesh: {}", message)
-            }
-            StlExportError::Io(message) => write!(f, "STL I/O error: {}", message),
-        }
-    }
-}
-
-impl std::error::Error for StlExportError {}
-
-pub fn export_brep_to_stl_bytes(
-    brep: &Brep,
-    config: &StlExportConfig,
-) -> Result<(Vec<u8>, StlExportReport), StlExportError> {
-    export_breps_to_stl_bytes([brep], config)
-}
-
-pub fn export_breps_to_stl_bytes<'a, I>(
-    breps: I,
-    config: &StlExportConfig,
-) -> Result<(Vec<u8>, StlExportReport), StlExportError>
-where
-    I: IntoIterator<Item = &'a Brep>,
-{
-    let scale = validate_config(config)?;
-    let breps: Vec<&Brep> = breps.into_iter().collect();
-    if breps.is_empty() {
-        return Err(StlExportError::EmptyInput);
-    }
-
-    let mut triangles: Vec<stl_io::Triangle> = Vec::new();
-    let mut report = StlExportReport {
-        input_breps: breps.len(),
-        ..StlExportReport::default()
-    };
-
-    for brep in breps {
-        if config.validate_topology {
-            if let Err(error) = brep.validate_topology() {
-                if config.error_policy == StlErrorPolicy::Strict {
-                    return Err(StlExportError::InvalidTopology(format!(
-                        "BREP {} failed validation: {}",
-                        brep.id, error
-                    )));
-                }
-                report.topology_errors += 1;
-                continue;
-            }
-        }
-
-        for face in &brep.faces {
-            report.input_faces += 1;
-            triangulate_face(
-                brep,
-                face,
-                scale,
-                config.error_policy,
-                &mut triangles,
-                &mut report,
-            )?;
-        }
-    }
-
-    if triangles.is_empty() {
-        return Err(StlExportError::MeshGeneration(
-            "No triangles were exported from the provided BREP inputs".to_string(),
-        ));
-    }
-
-    let mut bytes = Vec::with_capacity(STL_HEADER_BYTES + 4 + triangles.len() * 50);
-    stl_io::write_stl(&mut bytes, triangles.iter())
-        .map_err(|error| StlExportError::Io(error.to_string()))?;
-    apply_header(
-        &mut bytes,
-        config.header.as_deref().unwrap_or(DEFAULT_STL_HEADER),
-    );
-
-    Ok((bytes, report))
-}
-
-#[cfg(not(target_arch = "wasm32"))]
-pub fn export_brep_to_stl_file(
-    brep: &Brep,
-    file_path: &str,
-    config: &StlExportConfig,
-) -> Result<StlExportReport, StlExportError> {
-    let (bytes, report) = export_brep_to_stl_bytes(brep, config)?;
-    std::fs::write(file_path, bytes).map_err(|error| StlExportError::Io(error.to_string()))?;
-    Ok(report)
-}
-
-#[cfg(not(target_arch = "wasm32"))]
-pub fn export_breps_to_stl_file<'a, I>(
-    breps: I,
-    file_path: &str,
-    config: &StlExportConfig,
-) -> Result<StlExportReport, StlExportError>
-where
-    I: IntoIterator<Item = &'a Brep>,
-{
-    let (bytes, report) = export_breps_to_stl_bytes(breps, config)?;
-    std::fs::write(file_path, bytes).map_err(|error| StlExportError::Io(error.to_string()))?;
-    Ok(report)
-}
-
-fn validate_config(config: &StlExportConfig) -> Result<f64, StlExportError> {
-    if !config.scale.is_finite() || config.scale <= 0.0 {
-        return Err(StlExportError::MeshGeneration(
-            "STL scale must be a finite positive number".to_string(),
-        ));
-    }
-    Ok(config.scale)
-}
-
-fn triangulate_face(
-    brep: &Brep,
-    face: &Face,
-    scale: f64,
-    policy: StlErrorPolicy,
-    triangles: &mut Vec<stl_io::Triangle>,
-    report: &mut StlExportReport,
-) -> Result<(), StlExportError> {
-    let (outer_vertices, holes_vertices) = brep.get_vertices_and_holes_by_face_id(face.id);
-    if outer_vertices.len() < 3 {
-        return handle_face_issue(
-            policy,
-            report,
-            format!("Face {} has fewer than 3 outer vertices", face.id),
-        );
-    }
-
-    if holes_vertices.iter().any(|hole| hole.len() < 3) {
-        return handle_face_issue(
-            policy,
-            report,
-            format!("Face {} has a hole with fewer than 3 vertices", face.id),
-        );
-    }
-
-    let triangle_indices = triangulate_polygon_with_holes(&outer_vertices, &holes_vertices);
-    if triangle_indices.is_empty() {
-        return handle_face_issue(
-            policy,
-            report,
-            format!("Face {} triangulation returned no triangles", face.id),
-        );
-    }
-
-    let mut all_vertices = outer_vertices;
-    for hole in holes_vertices {
-        all_vertices.extend(hole);
-    }
-
-    let target_normal = face_normal_hint(face, &all_vertices);
-    let mut face_has_exported_triangle = false;
-
-    for triangle in triangle_indices {
-        let Some((&a, &b, &c)) = all_vertices
-            .get(triangle[0])
-            .zip(all_vertices.get(triangle[1]))
-            .zip(all_vertices.get(triangle[2]))
-            .map(|((a, b), c)| (a, b, c))
-        else {
-            if policy == StlErrorPolicy::Strict {
-                return Err(StlExportError::MeshGeneration(format!(
-                    "Face {} produced out-of-range triangle index",
-                    face.id
-                )));
-            }
-            report.skipped_triangles += 1;
-            continue;
-        };
-
-        if !is_finite_vec3(a) || !is_finite_vec3(b) || !is_finite_vec3(c) {
-            if policy == StlErrorPolicy::Strict {
-                return Err(StlExportError::MeshGeneration(format!(
-                    "Face {} contains non-finite coordinates",
-                    face.id
-                )));
-            }
-            report.skipped_triangles += 1;
-            continue;
-        }
-
-        let mut oriented = [a, b, c];
-        let Some(mut normal) = compute_triangle_normal(&a, &b, &c) else {
-            if policy == StlErrorPolicy::Strict {
-                return Err(StlExportError::MeshGeneration(format!(
-                    "Face {} contains a degenerate triangle",
-                    face.id
-                )));
-            }
-            report.skipped_triangles += 1;
-            continue;
-        };
-
-        if let Some(target) = target_normal {
-            if dot(normal, target) < 0.0 {
-                oriented.swap(1, 2);
-                normal = [-normal[0], -normal[1], -normal[2]];
-            }
-        }
-
-        let Some(v0) = scaled_vertex(oriented[0], scale) else {
-            if policy == StlErrorPolicy::Strict {
-                return Err(StlExportError::MeshGeneration(format!(
-                    "Face {} failed to scale triangle coordinates",
-                    face.id
-                )));
-            }
-            report.skipped_triangles += 1;
-            continue;
-        };
-        let Some(v1) = scaled_vertex(oriented[1], scale) else {
-            if policy == StlErrorPolicy::Strict {
-                return Err(StlExportError::MeshGeneration(format!(
-                    "Face {} failed to scale triangle coordinates",
-                    face.id
-                )));
-            }
-            report.skipped_triangles += 1;
-            continue;
-        };
-        let Some(v2) = scaled_vertex(oriented[2], scale) else {
-            if policy == StlErrorPolicy::Strict {
-                return Err(StlExportError::MeshGeneration(format!(
-                    "Face {} failed to scale triangle coordinates",
-                    face.id
-                )));
-            }
-            report.skipped_triangles += 1;
-            continue;
-        };
-
-        triangles.push(stl_io::Triangle {
-            normal: stl_io::Normal::new([normal[0] as f32, normal[1] as f32, normal[2] as f32]),
-            vertices: [
-                stl_io::Vertex::new(v0),
-                stl_io::Vertex::new(v1),
-                stl_io::Vertex::new(v2),
-            ],
-        });
-        report.exported_triangles += 1;
-        face_has_exported_triangle = true;
-    }
-
-    if !face_has_exported_triangle {
-        return handle_face_issue(
-            policy,
-            report,
-            format!("Face {} generated no valid triangles", face.id),
-        );
-    }
-
-    Ok(())
-}
-
-fn handle_face_issue(
-    policy: StlErrorPolicy,
-    report: &mut StlExportReport,
-    message: String,
-) -> Result<(), StlExportError> {
-    if policy == StlErrorPolicy::Strict {
-        return Err(StlExportError::MeshGeneration(message));
-    }
-    report.skipped_faces += 1;
-    Ok(())
-}
-
-fn face_normal_hint(face: &Face, all_vertices: &[Vector3]) -> Option<[f64; 3]> {
-    let face_normal = [face.normal.x, face.normal.y, face.normal.z];
-    normalize(face_normal).or_else(|| compute_polygon_normal(all_vertices))
-}
-
-fn compute_polygon_normal(vertices: &[Vector3]) -> Option<[f64; 3]> {
-    if vertices.len() < 3 {
-        return None;
-    }
-
-    let mut nx = 0.0;
-    let mut ny = 0.0;
-    let mut nz = 0.0;
-
-    for index in 0..vertices.len() {
-        let current = vertices[index];
-        let next = vertices[(index + 1) % vertices.len()];
-        nx += (current.y - next.y) * (current.z + next.z);
-        ny += (current.z - next.z) * (current.x + next.x);
-        nz += (current.x - next.x) * (current.y + next.y);
-    }
-
-    normalize([nx, ny, nz])
-}
-
-fn compute_triangle_normal(a: &Vector3, b: &Vector3, c: &Vector3) -> Option<[f64; 3]> {
-    let ab = [b.x - a.x, b.y - a.y, b.z - a.z];
-    let ac = [c.x - a.x, c.y - a.y, c.z - a.z];
-    normalize(cross(ab, ac))
-}
-
-fn cross(a: [f64; 3], b: [f64; 3]) -> [f64; 3] {
-    [
-        a[1] * b[2] - a[2] * b[1],
-        a[2] * b[0] - a[0] * b[2],
-        a[0] * b[1] - a[1] * b[0],
-    ]
-}
-
-fn dot(a: [f64; 3], b: [f64; 3]) -> f64 {
-    a[0] * b[0] + a[1] * b[1] + a[2] * b[2]
-}
-
-fn normalize(vector: [f64; 3]) -> Option<[f64; 3]> {
-    let length_sq = dot(vector, vector);
-    if !length_sq.is_finite() || length_sq <= TRIANGLE_EPSILON {
-        return None;
-    }
-    let inv_len = length_sq.sqrt().recip();
-    Some([
-        vector[0] * inv_len,
-        vector[1] * inv_len,
-        vector[2] * inv_len,
-    ])
-}
-
-fn is_finite_vec3(point: Vector3) -> bool {
-    point.x.is_finite() && point.y.is_finite() && point.z.is_finite()
-}
-
-fn scaled_vertex(point: Vector3, scale: f64) -> Option<[f32; 3]> {
-    let x = point.x * scale;
-    let y = point.y * scale;
-    let z = point.z * scale;
-    if !(x.is_finite() && y.is_finite() && z.is_finite()) {
-        return None;
-    }
-    Some([x as f32, y as f32, z as f32])
-}
-
-fn apply_header(bytes: &mut [u8], header: &str) {
-    if bytes.len() < STL_HEADER_BYTES {
-        return;
-    }
-
-    bytes[..STL_HEADER_BYTES].fill(0);
-    let header_bytes = header.as_bytes();
-    let copy_len = header_bytes.len().min(STL_HEADER_BYTES);
-    bytes[..copy_len].copy_from_slice(&header_bytes[..copy_len]);
-}
-
-#[cfg(test)]
-mod tests {
-    use super::*;
-    use crate::brep::BrepBuilder;
-    use uuid::Uuid;
-
-    fn triangle_brep() -> Brep {
-        let mut builder = BrepBuilder::new(Uuid::new_v4());
-        builder.add_vertices(&[
-            Vector3::new(0.0, 0.0, 0.0),
-            Vector3::new(1.0, 0.0, 0.0),
-            Vector3::new(0.0, 1.0, 0.0),
-        ]);
-        builder
-            .add_face(&[0, 1, 2], &[])
-            .expect("triangle face should be valid");
-        builder.build().expect("triangle brep should be valid")
-    }
-
-    #[test]
-    fn exports_binary_stl_with_expected_size_and_count() {
-        let brep = triangle_brep();
-        let config = StlExportConfig::default();
-
-        let (bytes, report) = export_brep_to_stl_bytes(&brep, &config).expect("export should pass");
-
-        assert_eq!(report.exported_triangles, 1);
-        assert_eq!(bytes.len(), 84 + 50);
-
-        let count = u32::from_le_bytes([bytes[80], bytes[81], bytes[82], bytes[83]]);
-        assert_eq!(count, 1);
-    }
-
-    #[test]
-    fn writes_custom_binary_header() {
-        let brep = triangle_brep();
-        let config = StlExportConfig {
-            header: Some("OpenGeometry Test STL".to_string()),
-            ..StlExportConfig::default()
-        };
-
-        let (bytes, _) = export_brep_to_stl_bytes(&brep, &config).expect("export should pass");
-        assert_eq!(
-            &bytes[..b"OpenGeometry Test STL".len()],
-            b"OpenGeometry Test STL"
-        );
-    }
-
-    #[test]
-    fn best_effort_skips_degenerate_triangles() {
-        let valid = triangle_brep();
-        let mut degenerate = triangle_brep();
-        degenerate.vertices[2].position = degenerate.vertices[1].position;
-
-        let (bytes, report) =
-            export_breps_to_stl_bytes([&valid, &degenerate], &StlExportConfig::default())
-                .expect("best-effort export should still succeed");
-
-        assert!(!bytes.is_empty());
-        assert_eq!(report.exported_triangles, 1);
-        assert!(report.skipped_triangles >= 1 || report.skipped_faces >= 1);
-    }
-
-    #[test]
-    fn strict_policy_fails_on_degenerate_triangles() {
-        let mut degenerate = triangle_brep();
-        degenerate.vertices[2].position = degenerate.vertices[1].position;
-
-        let config = StlExportConfig {
-            error_policy: StlErrorPolicy::Strict,
-            ..StlExportConfig::default()
-        };
-        let result = export_brep_to_stl_bytes(&degenerate, &config);
-        assert!(result.is_err());
-    }
-}
diff --git a/main/opengeometry/src/export/wasm.rs b/main/opengeometry/src/export/wasm.rs
deleted file mode 100644
index a7d1934..0000000
--- a/main/opengeometry/src/export/wasm.rs
+++ /dev/null
@@ -1,149 +0,0 @@
-use crate::brep::Brep;
-use crate::export::ifc::{export_brep_to_ifc_text, IfcExportConfig, IfcExportReport};
-use crate::export::step::{export_brep_to_step_text, StepExportConfig, StepExportReport};
-use crate::export::stl::{export_brep_to_stl_bytes, StlExportConfig, StlExportReport};
-use serde::de::DeserializeOwned;
-use serde::Serialize;
-use wasm_bindgen::prelude::*;
-
-#[wasm_bindgen]
-pub struct OGStlExportResult {
-    bytes: Vec<u8>,
-    report_json: String,
-}
-
-#[wasm_bindgen]
-impl OGStlExportResult {
-    #[wasm_bindgen(getter)]
-    pub fn bytes(&self) -> Vec<u8> {
-        self.bytes.clone()
-    }
-
-    #[wasm_bindgen(getter, js_name = reportJson)]
-    pub fn report_json(&self) -> String {
-        self.report_json.clone()
-    }
-}
-
-#[wasm_bindgen]
-pub struct OGStepExportResult {
-    text: String,
-    report_json: String,
-}
-
-#[wasm_bindgen]
-impl OGStepExportResult {
-    #[wasm_bindgen(getter)]
-    pub fn text(&self) -> String {
-        self.text.clone()
-    }
-
-    #[wasm_bindgen(getter, js_name = reportJson)]
-    pub fn report_json(&self) -> String {
-        self.report_json.clone()
-    }
-}
-
-#[wasm_bindgen]
-pub struct OGIfcExportResult {
-    text: String,
-    report_json: String,
-}
-
-#[wasm_bindgen]
-impl OGIfcExportResult {
-    #[wasm_bindgen(getter)]
-    pub fn text(&self) -> String {
-        self.text.clone()
-    }
-
-    #[wasm_bindgen(getter, js_name = reportJson)]
-    pub fn report_json(&self) -> String {
-        self.report_json.clone()
-    }
-}
-
-fn report_json(report: &impl Serialize) -> Result<String, String> {
-    serde_json::to_string(report)
-        .map_err(|error| format!("Failed to serialize export report: {error}"))
-}
-
-impl OGStlExportResult {
-    pub(crate) fn from_parts(bytes: Vec<u8>, report: StlExportReport) -> Result<Self, String> {
-        Ok(Self {
-            bytes,
-            report_json: report_json(&report)?,
-        })
-    }
-}
-
-impl OGStepExportResult {
-    pub(crate) fn from_parts(text: String, report: StepExportReport) -> Result<Self, String> {
-        Ok(Self {
-            text,
-            report_json: report_json(&report)?,
-        })
-    }
-}
-
-impl OGIfcExportResult {
-    pub(crate) fn from_parts(text: String, report: IfcExportReport) -> Result<Self, String> {
-        Ok(Self {
-            text,
-            report_json: report_json(&report)?,
-        })
-    }
-}
-
-pub(crate) fn optional_json<T: DeserializeOwned + Default>(
-    payload: Option<String>,
-    what: &str,
-) -> Result<T, String> {
-    match payload {
-        Some(json) if !json.trim().is_empty() => serde_json::from_str(&json)
-            .map_err(|error| format!("Invalid {what} JSON payload: {error}")),
-        _ => Ok(T::default()),
-    }
-}
-
-fn parse_brep(brep_serialized: &str) -> Result<Brep, JsValue> {
-    serde_json::from_str(brep_serialized).map_err(|error| {
-        JsValue::from_str(&format!("Failed to deserialize BRep JSON payload: {error}"))
-    })
-}
-
-#[wasm_bindgen(js_name = exportBrepToStl)]
-pub fn export_brep_to_stl(
-    brep_serialized: &str,
-    config_json: Option<String>,
-) -> Result<OGStlExportResult, JsValue> {
-    let config: StlExportConfig =
-        optional_json(config_json, "STL config").map_err(|error| JsValue::from_str(&error))?;
-    let (bytes, report) = export_brep_to_stl_bytes(&parse_brep(brep_serialized)?, &config)
-        .map_err(|error| JsValue::from_str(&error.to_string()))?;
-    OGStlExportResult::from_parts(bytes, report).map_err(|error| JsValue::from_str(&error))
-}
-
-#[wasm_bindgen(js_name = exportBrepToStep)]
-pub fn export_brep_to_step(
-    brep_serialized: &str,
-    config_json: Option<String>,
-) -> Result<OGStepExportResult, JsValue> {
-    let config: StepExportConfig =
-        optional_json(config_json, "STEP config").map_err(|error| JsValue::from_str(&error))?;
-    let (text, report) = export_brep_to_step_text(&parse_brep(brep_serialized)?, &config)
-        .map_err(|error| JsValue::from_str(&error.to_string()))?;
-    OGStepExportResult::from_parts(text, report).map_err(|error| JsValue::from_str(&error))
-}
-
-#[wasm_bindgen(js_name = exportBrepToIfc)]
-pub fn export_brep_to_ifc(
-    brep_serialized: &str,
-    config_json: Option<String>,
-) -> Result<OGIfcExportResult, JsValue> {
-    let config: IfcExportConfig =
-        optional_json(config_json, "IFC config").map_err(|error| JsValue::from_str(&error))?;
-    let (text, report) = export_brep_to_ifc_text(&parse_brep(brep_serialized)?, &config)
-        .map_err(|error| JsValue::from_str(&error.to_string()))?;
-    OGIfcExportResult::from_parts(text, report).map_err(|error| JsValue::from_str(&error))
-}
diff --git a/main/opengeometry/src/freeform/mod.rs b/main/opengeometry/src/freeform/mod.rs
deleted file mode 100644
index 9d9aef2..0000000
--- a/main/opengeometry/src/freeform/mod.rs
+++ /dev/null
@@ -1,171 +0,0 @@
-//! Standalone freeform geometry built on top of OpenGeometry BReps.
-//!
-//! This module owns the public `OGFreeformGeometry` wasm surface for creating
-//! freeform geometry, inspecting its serialized geometry payloads, and managing
-//! placement. Direct topology and geometry editing lives in `crate::editor`.
-
-#[cfg(test)]
-mod tests;
-mod types;
-
-use openmaths::Vector3;
-use wasm_bindgen::prelude::*;
-
-use crate::brep::Brep;
-use crate::spatial::placement::Placement3D;
-
-pub use types::ObjectTransformation;
-
-#[wasm_bindgen]
-pub struct OGFreeformGeometry {
-    pub(crate) id: String,
-    pub(crate) local_brep: Brep,
-    pub(crate) placement: Placement3D,
-}
-
-impl ObjectTransformation {
-    pub(crate) fn from_placement(placement: &Placement3D) -> Self {
-        Self {
-            anchor: placement.anchor,
-            translation: placement.translation(),
-            rotation: placement.rotation(),
-            scale: placement.scale(),
-        }
-    }
-
-    fn apply_to_placement(&self, placement: &mut Placement3D) -> Result<(), String> {
-        placement.set_anchor(self.anchor);
-        placement.set_transform(self.translation, self.rotation, self.scale)
-    }
-}
-
-#[wasm_bindgen]
-impl OGFreeformGeometry {
-    #[wasm_bindgen(constructor)]
-    pub fn new(id: String, local_brep_serialized: String) -> Result<OGFreeformGeometry, JsValue> {
-        let local_brep: Brep = serde_json::from_str(&local_brep_serialized).map_err(|error| {
-            JsValue::from_str(&format!(
-                "Failed to deserialize freeform BRep JSON payload: {}",
-                error
-            ))
-        })?;
-
-        local_brep.validate_topology().map_err(|error| {
-            JsValue::from_str(&format!("Invalid freeform BRep topology: {}", error))
-        })?;
-
-        Ok(Self {
-            id,
-            local_brep,
-            placement: Placement3D::new(),
-        })
-    }
-
-    #[wasm_bindgen(getter)]
-    pub fn id(&self) -> String {
-        self.id.clone()
-    }
-
-    #[wasm_bindgen(js_name = getBrepSerialized)]
-    pub fn get_brep_serialized(&self) -> String {
-        serde_json::to_string(&self.world_brep()).unwrap_or_else(|_| "{}".to_string())
-    }
-
-    #[wasm_bindgen(js_name = getLocalBrepSerialized)]
-    pub fn get_local_brep_serialized(&self) -> String {
-        serde_json::to_string(&self.local_brep).unwrap_or_else(|_| "{}".to_string())
-    }
-
-    #[wasm_bindgen(js_name = getGeometrySerialized)]
-    pub fn get_geometry_serialized(&self) -> String {
-        let world = self.world_brep();
-        serde_json::to_string(&world.get_triangle_vertex_buffer())
-            .unwrap_or_else(|_| "[]".to_string())
-    }
-
-    #[wasm_bindgen(js_name = getGeometryBuffer)]
-    pub fn get_geometry_buffer(&self) -> Vec<f64> {
-        self.world_brep().get_triangle_vertex_buffer()
-    }
-
-    #[wasm_bindgen(js_name = getLocalGeometryBuffer)]
-    pub fn get_local_geometry_buffer(&self) -> Vec<f64> {
-        self.local_brep.get_triangle_vertex_buffer()
-    }
-
-    #[wasm_bindgen(js_name = getOutlineGeometrySerialized)]
-    pub fn get_outline_geometry_serialized(&self) -> String {
-        let world = self.world_brep();
-        serde_json::to_string(&world.get_outline_vertex_buffer())
-            .unwrap_or_else(|_| "[]".to_string())
-    }
-
-    #[wasm_bindgen(js_name = getOutlineGeometryBuffer)]
-    pub fn get_outline_geometry_buffer(&self) -> Vec<f64> {
-        self.world_brep().get_outline_vertex_buffer()
-    }
-
-    #[wasm_bindgen(js_name = getLocalOutlineGeometryBuffer)]
-    pub fn get_local_outline_geometry_buffer(&self) -> Vec<f64> {
-        self.local_brep.get_outline_vertex_buffer()
-    }
-
-    #[wasm_bindgen(js_name = getPlacementSerialized)]
-    pub fn get_placement_serialized(&self) -> String {
-        serde_json::to_string(&ObjectTransformation::from_placement(&self.placement))
-            .unwrap_or_else(|_| "{}".to_string())
-    }
-
-    #[wasm_bindgen(js_name = setPlacementSerialized)]
-    pub fn set_placement_serialized(
-        &mut self,
-        placement_serialized: String,
-    ) -> Result<(), JsValue> {
-        let transform: ObjectTransformation = serde_json::from_str(&placement_serialized)
-            .map_err(|error| JsValue::from_str(&format!("Invalid placement payload: {}", error)))?;
-
-        transform
-            .apply_to_placement(&mut self.placement)
-            .map_err(|error| JsValue::from_str(&error))
-    }
-
-    #[wasm_bindgen(js_name = setTransform)]
-    pub fn set_transform(
-        &mut self,
-        translation: Vector3,
-        rotation: Vector3,
-        scale: Vector3,
-    ) -> Result<(), JsValue> {
-        self.placement
-            .set_transform(translation, rotation, scale)
-            .map_err(|error| JsValue::from_str(&error))
-    }
-
-    #[wasm_bindgen(js_name = setTranslation)]
-    pub fn set_translation(&mut self, translation: Vector3) {
-        self.placement.set_translation(translation);
-    }
-
-    #[wasm_bindgen(js_name = setRotation)]
-    pub fn set_rotation(&mut self, rotation: Vector3) {
-        self.placement.set_rotation(rotation);
-    }
-
-    #[wasm_bindgen(js_name = setScale)]
-    pub fn set_scale(&mut self, scale: Vector3) -> Result<(), JsValue> {
-        self.placement
-            .set_scale(scale)
-            .map_err(|error| JsValue::from_str(&error))
-    }
-
-    #[wasm_bindgen(js_name = setAnchor)]
-    pub fn set_anchor(&mut self, anchor: Vector3) {
-        self.placement.set_anchor(anchor);
-    }
-}
-
-impl OGFreeformGeometry {
-    pub(crate) fn world_brep(&self) -> Brep {
-        self.local_brep.transformed(&self.placement)
-    }
-}
diff --git a/main/opengeometry/src/freeform/tests.rs b/main/opengeometry/src/freeform/tests.rs
deleted file mode 100644
index 2eabd68..0000000
--- a/main/opengeometry/src/freeform/tests.rs
+++ /dev/null
@@ -1,129 +0,0 @@
-use openmaths::Vector3;
-
-use super::OGFreeformGeometry;
-use crate::primitives::arc::OGArc;
-use crate::primitives::cuboid::OGCuboid;
-use crate::primitives::curve::OGCurve;
-use crate::primitives::cylinder::OGCylinder;
-use crate::primitives::line::OGLine;
-use crate::primitives::polygon::OGPolygon;
-use crate::primitives::polyline::OGPolyline;
-use crate::primitives::rectangle::OGRectangle;
-use crate::primitives::sphere::OGSphere;
-use crate::primitives::sweep::OGSweep;
-use crate::primitives::wedge::OGWedge;
-
-#[test]
-fn freeform_entity_can_be_created_from_all_native_local_breps() {
-    let mut line = OGLine::new("line-source".to_string());
-    line.set_config(Vector3::new(-1.0, 0.0, 0.0), Vector3::new(1.0, 0.0, 0.0))
-        .expect("line config");
-
-    let mut polyline = OGPolyline::new("polyline-source".to_string());
-    polyline
-        .set_config(vec![
-            Vector3::new(-1.0, 0.0, -1.0),
-            Vector3::new(0.0, 0.0, 0.5),
-            Vector3::new(1.0, 0.0, 0.0),
-        ])
-        .expect("polyline config");
-
-    let mut arc = OGArc::new("arc-source".to_string());
-    arc.set_config(
-        Vector3::new(0.0, 0.0, 0.0),
-        2.0,
-        0.0,
-        std::f64::consts::PI,
-        24,
-    )
-    .expect("arc config");
-
-    let mut curve = OGCurve::new("curve-source".to_string());
-    curve
-        .set_config(vec![
-            Vector3::new(-1.0, 0.0, 0.0),
-            Vector3::new(-0.2, 0.6, 0.2),
-            Vector3::new(0.5, 0.3, 0.8),
-            Vector3::new(1.0, 0.0, 0.0),
-        ])
-        .expect("curve config");
-
-    let mut rectangle = OGRectangle::new("rectangle-source".to_string());
-    rectangle
-        .set_config(Vector3::new(0.0, 0.0, 0.0), 3.0, 2.0)
-        .expect("rectangle config");
-
-    let mut polygon = OGPolygon::new("polygon-source".to_string());
-    polygon
-        .set_config(vec![
-            Vector3::new(-1.0, 0.0, -1.0),
-            Vector3::new(1.0, 0.0, -1.0),
-            Vector3::new(1.5, 0.0, 0.5),
-            Vector3::new(-1.0, 0.0, 1.0),
-        ])
-        .expect("polygon config");
-
-    let mut cuboid = OGCuboid::new("cuboid-source".to_string());
-    cuboid
-        .set_config(Vector3::new(0.0, 0.0, 0.0), 2.0, 3.0, 4.0)
-        .expect("cuboid config");
-
-    let mut cylinder = OGCylinder::new("cylinder-source".to_string());
-    cylinder
-        .set_config(
-            Vector3::new(0.0, 0.0, 0.0),
-            1.0,
-            2.0,
-            std::f64::consts::TAU,
-            24,
-        )
-        .expect("cylinder config");
-
-    let mut sphere = OGSphere::new("sphere-source".to_string());
-    sphere
-        .set_config(Vector3::new(0.0, 0.0, 0.0), 1.25, 16, 12)
-        .expect("sphere config");
-
-    let mut wedge = OGWedge::new("wedge-source".to_string());
-    wedge
-        .set_config(Vector3::new(0.0, 0.0, 0.0), 2.0, 1.5, 1.0)
-        .expect("wedge config");
-
-    let mut sweep = OGSweep::new("sweep-source".to_string());
-    sweep
-        .set_config(
-            vec![
-                Vector3::new(-1.0, 0.0, 0.0),
-                Vector3::new(0.0, 0.8, 0.3),
-                Vector3::new(1.0, 1.2, 0.0),
-            ],
-            vec![
-                Vector3::new(-0.2, 0.0, -0.2),
-                Vector3::new(0.2, 0.0, -0.2),
-                Vector3::new(0.2, 0.0, 0.2),
-                Vector3::new(-0.2, 0.0, 0.2),
-            ],
-        )
-        .expect("sweep config");
-
-    let sources = vec![
-        ("line", line.get_local_brep_serialized()),
-        ("polyline", polyline.get_local_brep_serialized()),
-        ("arc", arc.get_local_brep_serialized()),
-        ("curve", curve.get_local_brep_serialized()),
-        ("rectangle", rectangle.get_local_brep_serialized()),
-        ("polygon", polygon.get_local_brep_serialized()),
-        ("cuboid", cuboid.get_local_brep_serialized()),
-        ("cylinder", cylinder.get_local_brep_serialized()),
-        ("sphere", sphere.get_local_brep_serialized()),
-        ("wedge", wedge.get_local_brep_serialized()),
-        ("sweep", sweep.get_local_brep_serialized()),
-    ];
-
-    for (label, local_brep) in sources {
-        let entity = OGFreeformGeometry::new(format!("freeform-{}", label), local_brep)
-            .unwrap_or_else(|_| panic!("{} should convert to freeform", label));
-
-        assert!(!entity.get_local_brep_serialized().is_empty());
-    }
-}
diff --git a/main/opengeometry/src/freeform/types.rs b/main/opengeometry/src/freeform/types.rs
deleted file mode 100644
index 6449f9e..0000000
--- a/main/opengeometry/src/freeform/types.rs
+++ /dev/null
@@ -1,10 +0,0 @@
-use openmaths::Vector3;
-use serde::{Deserialize, Serialize};
-
-#[derive(Clone, Serialize, Deserialize)]
-pub struct ObjectTransformation {
-    pub anchor: Vector3,
-    pub translation: Vector3,
-    pub rotation: Vector3,
-    pub scale: Vector3,
-}
diff --git a/main/opengeometry/src/geom2d/boolean2d.rs b/main/opengeometry/src/geom2d/boolean2d.rs
new file mode 100644
index 0000000..4b86ea7
--- /dev/null
+++ b/main/opengeometry/src/geom2d/boolean2d.rs
@@ -0,0 +1,246 @@
+use super::poly2d::{
+    cross2, dedupe_ring, dot2, point_on_edge_t, ring_inside2, segment_cross_t2, signed_area2,
+    winding_number2, Edge2, Pt2,
+};
+
+pub(crate) struct RingRegion {
+    pub(crate) outer: Vec<Pt2>,
+    pub(crate) holes: Vec<Vec<Pt2>>,
+}
+
+#[derive(Clone, Copy, Debug, Eq, PartialEq)]
+pub(crate) enum PlanarBooleanOp {
+    Union,
+    Intersection,
+    Subtraction,
+}
+
+pub(crate) fn boolean_oriented_regions(
+    a: &[Vec<Pt2>],
+    b: &[Vec<Pt2>],
+    operation: PlanarBooleanOp,
+    eps: f64,
+) -> Vec<RingRegion> {
+    let mut contours = Vec::with_capacity(a.len() + b.len());
+    contours.extend_from_slice(a);
+    contours.extend_from_slice(b);
+    winding_regions_by(&contours, eps, |point| {
+        let in_a = a
+            .iter()
+            .map(|ring| winding_number2(point, ring))
+            .sum::<i32>()
+            != 0;
+        let in_b = b
+            .iter()
+            .map(|ring| winding_number2(point, ring))
+            .sum::<i32>()
+            != 0;
+        match operation {
+            PlanarBooleanOp::Union => in_a || in_b,
+            PlanarBooleanOp::Intersection => in_a && in_b,
+            PlanarBooleanOp::Subtraction => in_a && !in_b,
+        }
+    })
+}
+
+fn winding_regions_by(
+    polys: &[Vec<Pt2>],
+    eps: f64,
+    filled: impl Fn(Pt2) -> bool,
+) -> Vec<RingRegion> {
+    let mut edges: Vec<Edge2> = Vec::new();
+    for poly in polys {
+        let m = poly.len();
+        for i in 0..m {
+            let a = poly[i];
+            let b = poly[(i + 1) % m];
+            if (a.x - b.x).hypot(a.z - b.z) > eps {
+                edges.push((a, b));
+            }
+        }
+    }
+    regions_from_edges_by(&edges, eps, filled)
+}
+
+pub(crate) fn regions_from_edges_by(
+    edges: &[Edge2],
+    eps: f64,
+    filled: impl Fn(Pt2) -> bool,
+) -> Vec<RingRegion> {
+    if edges.is_empty() {
+        return Vec::new();
+    }
+    let split = subdivided_edges(edges, eps);
+    let mut boundary = boundary_edges(&split, eps, filled);
+
+    let mut seen: std::collections::HashSet<((i64, i64), (i64, i64))> =
+        std::collections::HashSet::new();
+    boundary.retain(|&(a, b)| seen.insert((quantized_key(a, eps), quantized_key(b, eps))));
+    if boundary.is_empty() {
+        return Vec::new();
+    }
+
+    let raw_loops = boundary_loops(&boundary, eps);
+    nested_regions(raw_loops, eps)
+}
+
+fn subdivided_edges(edges: &[Edge2], eps: f64) -> Vec<Edge2> {
+    let verts: Vec<Pt2> = edges.iter().flat_map(|&(a, b)| [a, b]).collect();
+
+    let mut split: Vec<Edge2> = Vec::new();
+    for (i, &(ea, eb)) in edges.iter().enumerate() {
+        let rx = eb.x - ea.x;
+        let rz = eb.z - ea.z;
+        let mut ts: Vec<f64> = vec![0.0, 1.0];
+        for (j, &(fa, fb)) in edges.iter().enumerate() {
+            if i != j {
+                if let Some((_, ta, _)) = segment_cross_t2(ea, eb, fa, fb, eps) {
+                    ts.push(ta);
+                }
+            }
+        }
+        for &v in &verts {
+            if let Some(t) = point_on_edge_t(ea, eb, v, eps) {
+                ts.push(t);
+            }
+        }
+        ts.sort_by(|a, b| a.partial_cmp(b).unwrap_or(std::cmp::Ordering::Equal));
+        let mut prev = f64::NEG_INFINITY;
+        let mut clean: Vec<f64> = Vec::new();
+        for t in ts {
+            if t - prev > eps {
+                clean.push(t);
+                prev = t;
+            }
+        }
+        for w in clean.windows(2) {
+            let p0 = Pt2::new(ea.x + w[0] * rx, ea.z + w[0] * rz);
+            let p1 = Pt2::new(ea.x + w[1] * rx, ea.z + w[1] * rz);
+            if (p0.x - p1.x).hypot(p0.z - p1.z) > eps {
+                split.push((p0, p1));
+            }
+        }
+    }
+    split
+}
+
+fn boundary_edges(split: &[Edge2], eps: f64, filled: impl Fn(Pt2) -> bool) -> Vec<Edge2> {
+    let mut boundary: Vec<Edge2> = Vec::new();
+    for &(a, b) in split {
+        let dx = b.x - a.x;
+        let dz = b.z - a.z;
+        let len = dx.hypot(dz);
+        if len < eps {
+            continue;
+        }
+        let probe = (len * 0.25).min(1.0e-4);
+        let nx = -dz / len;
+        let nz = dx / len;
+        let mx = (a.x + b.x) / 2.0;
+        let mz = (a.z + b.z) / 2.0;
+        let left = filled(Pt2::new(mx + nx * probe, mz + nz * probe));
+        let right = filled(Pt2::new(mx - nx * probe, mz - nz * probe));
+        if left == right {
+            continue;
+        }
+        if left {
+            boundary.push((a, b));
+        } else {
+            boundary.push((b, a));
+        }
+    }
+    boundary
+}
+
+fn quantized_key(point: Pt2, eps: f64) -> (i64, i64) {
+    let step = (2.0 * eps).max(f64::EPSILON);
+    (
+        (point.x / step).round() as i64,
+        (point.z / step).round() as i64,
+    )
+}
+
+fn boundary_loops(boundary: &[Edge2], eps: f64) -> Vec<Vec<Pt2>> {
+    let mut out_edges: std::collections::HashMap<(i64, i64), Vec<usize>> =
+        std::collections::HashMap::new();
+    for (idx, &(a, _)) in boundary.iter().enumerate() {
+        out_edges
+            .entry(quantized_key(a, eps))
+            .or_default()
+            .push(idx);
+    }
+    let mut used = vec![false; boundary.len()];
+    let mut raw_loops: Vec<Vec<Pt2>> = Vec::new();
+    for start in 0..boundary.len() {
+        if used[start] {
+            continue;
+        }
+        let mut loop_pts: Vec<Pt2> = Vec::new();
+        let mut cur = start;
+        let mut guard = 0;
+        while !used[cur] && guard <= boundary.len() {
+            guard += 1;
+            used[cur] = true;
+            let (a, b) = boundary[cur];
+            loop_pts.push(a);
+            let back = Pt2::new(a.x - b.x, a.z - b.z);
+            let mut best: Option<usize> = None;
+            let mut best_cw = f64::INFINITY;
+            for &c in out_edges
+                .get(&quantized_key(b, eps))
+                .map(|v| v.as_slice())
+                .unwrap_or(&[])
+            {
+                if used[c] {
+                    continue;
+                }
+                let (ca, cb) = boundary[c];
+                let out_dir = Pt2::new(cb.x - ca.x, cb.z - ca.z);
+                let mut cw = -cross2(back, out_dir).atan2(dot2(back, out_dir));
+                if cw < eps {
+                    cw += 2.0 * std::f64::consts::PI;
+                }
+                if cw < best_cw {
+                    best_cw = cw;
+                    best = Some(c);
+                }
+            }
+            match best {
+                Some(next) => cur = next,
+                None => break,
+            }
+        }
+        if loop_pts.len() >= 3 {
+            raw_loops.push(loop_pts);
+        }
+    }
+    raw_loops
+}
+
+fn nested_regions(raw_loops: Vec<Vec<Pt2>>, eps: f64) -> Vec<RingRegion> {
+    let mut regions: Vec<RingRegion> = Vec::new();
+    let mut holes: Vec<Vec<Pt2>> = Vec::new();
+    for raw in raw_loops {
+        let ring = dedupe_ring(&raw, eps);
+        if ring.len() < 3 || signed_area2(&ring).abs() < eps {
+            continue;
+        }
+        if signed_area2(&ring) > 0.0 {
+            regions.push(RingRegion {
+                outer: ring,
+                holes: Vec::new(),
+            });
+        } else {
+            holes.push(ring);
+        }
+    }
+    for hole in holes {
+        if let Some(region) = regions
+            .iter_mut()
+            .find(|region| ring_inside2(&hole, &region.outer, eps))
+        {
+            region.holes.push(hole);
+        }
+    }
+    regions
+}
diff --git a/main/opengeometry/src/geom2d/curved_boolean2d/edge.rs b/main/opengeometry/src/geom2d/curved_boolean2d/edge.rs
new file mode 100644
index 0000000..1962a80
--- /dev/null
+++ b/main/opengeometry/src/geom2d/curved_boolean2d/edge.rs
@@ -0,0 +1,299 @@
+use crate::geom2d::poly2d::Pt2;
+use serde::{Deserialize, Serialize};
+use std::f64::consts::TAU;
+
+#[derive(Clone, Debug, Deserialize, Serialize)]
+#[serde(tag = "kind", rename_all = "snake_case", deny_unknown_fields)]
+pub(crate) enum CurveEdge2 {
+    Line {
+        from: [f64; 2],
+        to: [f64; 2],
+    },
+    Arc {
+        center: [f64; 2],
+        radius: f64,
+        start_angle: f64,
+        sweep_angle: f64,
+    },
+}
+
+#[derive(Clone, Debug, Deserialize, Serialize)]
+#[serde(deny_unknown_fields)]
+pub(crate) struct CurveRegion2 {
+    pub(crate) outer: Vec<CurveEdge2>,
+    #[serde(default)]
+    pub(crate) holes: Vec<Vec<CurveEdge2>>,
+}
+
+pub(super) fn canonicalize_ring(ring: &mut [CurveEdge2]) {
+    if let Some((index, _)) = ring.iter().enumerate().min_by(|(_, first), (_, second)| {
+        compare_points(first.point(0.0), second.point(0.0))
+            .then_with(|| compare_points(first.point(0.5), second.point(0.5)))
+            .then_with(|| compare_points(first.point(1.0), second.point(1.0)))
+    }) {
+        ring.rotate_left(index);
+    }
+}
+
+pub(super) fn compare_points(a: Pt2, b: Pt2) -> std::cmp::Ordering {
+    a.x.total_cmp(&b.x).then_with(|| a.z.total_cmp(&b.z))
+}
+
+impl CurveEdge2 {
+    pub(crate) fn point(&self, t: f64) -> Pt2 {
+        match self {
+            Self::Line { from, to } => add(p(*from), scale(sub(p(*to), p(*from)), t)),
+            Self::Arc {
+                center,
+                radius,
+                start_angle,
+                sweep_angle,
+            } => {
+                let angle = start_angle + sweep_angle * t;
+                Pt2::new(
+                    center[0] + radius * angle.cos(),
+                    center[1] + radius * angle.sin(),
+                )
+            }
+        }
+    }
+
+    pub(crate) fn tangent(&self, t: f64) -> Pt2 {
+        match self {
+            Self::Line { from, to } => sub(p(*to), p(*from)),
+            Self::Arc {
+                radius,
+                start_angle,
+                sweep_angle,
+                ..
+            } => {
+                let angle = start_angle + sweep_angle * t;
+                Pt2::new(
+                    -radius * sweep_angle * angle.sin(),
+                    radius * sweep_angle * angle.cos(),
+                )
+            }
+        }
+    }
+
+    pub(crate) fn length(&self) -> f64 {
+        match self {
+            Self::Line { .. } => distance(self.point(0.0), self.point(1.0)),
+            Self::Arc {
+                radius,
+                sweep_angle,
+                ..
+            } => radius * sweep_angle.abs(),
+        }
+    }
+
+    pub(crate) fn reversed(&self) -> Self {
+        match self {
+            Self::Line { from, to } => Self::Line {
+                from: *to,
+                to: *from,
+            },
+            Self::Arc {
+                center,
+                radius,
+                start_angle,
+                sweep_angle,
+            } => Self::Arc {
+                center: *center,
+                radius: *radius,
+                start_angle: start_angle + sweep_angle,
+                sweep_angle: -*sweep_angle,
+            },
+        }
+    }
+
+    pub(crate) fn slice(&self, a: f64, b: f64) -> Self {
+        match self {
+            Self::Line { .. } => Self::Line {
+                from: arr(self.point(a)),
+                to: arr(self.point(b)),
+            },
+            Self::Arc {
+                center,
+                radius,
+                start_angle,
+                sweep_angle,
+            } => Self::Arc {
+                center: *center,
+                radius: *radius,
+                start_angle: start_angle + sweep_angle * a,
+                sweep_angle: sweep_angle * (b - a),
+            },
+        }
+    }
+
+    pub(crate) fn parameter(&self, point: Pt2, eps: f64) -> Option<f64> {
+        match self {
+            Self::Line { from, to } => {
+                let d = sub(p(*to), p(*from));
+                let len2 = dot(d, d);
+                if len2 <= eps * eps {
+                    return None;
+                }
+                let t = dot(sub(point, p(*from)), d) / len2;
+                (t >= -eps / len2.sqrt()
+                    && t <= 1.0 + eps / len2.sqrt()
+                    && distance(self.point(t), point) <= eps)
+                    .then_some(t.clamp(0.0, 1.0))
+            }
+            Self::Arc {
+                center,
+                radius,
+                start_angle,
+                sweep_angle,
+            } => {
+                let radial = sub(point, p(*center));
+                if (radial.x.hypot(radial.z) - radius).abs() > eps {
+                    return None;
+                }
+                let angle = radial.z.atan2(radial.x);
+                let travel = if *sweep_angle > 0.0 {
+                    (angle - start_angle).rem_euclid(TAU)
+                } else {
+                    (start_angle - angle).rem_euclid(TAU)
+                };
+                let delta = eps / radius;
+                if travel <= sweep_angle.abs() + delta {
+                    Some((travel / sweep_angle.abs()).clamp(0.0, 1.0))
+                } else if TAU - travel <= delta {
+                    Some(0.0)
+                } else {
+                    None
+                }
+            }
+        }
+    }
+
+    pub(crate) fn twice_area(&self) -> f64 {
+        let a = self.point(0.0);
+        let b = self.point(1.0);
+        match self {
+            Self::Line { .. } => cross(a, b),
+            Self::Arc {
+                center,
+                radius,
+                sweep_angle,
+                ..
+            } => radius * radius * sweep_angle + center[0] * (b.z - a.z) - center[1] * (b.x - a.x),
+        }
+    }
+}
+
+pub(super) fn add(a: Pt2, b: Pt2) -> Pt2 {
+    Pt2::new(a.x + b.x, a.z + b.z)
+}
+
+pub(super) fn p(a: [f64; 2]) -> Pt2 {
+    Pt2::new(a[0], a[1])
+}
+
+pub(super) fn scale(a: Pt2, s: f64) -> Pt2 {
+    Pt2::new(a.x * s, a.z * s)
+}
+
+fn sub(a: Pt2, b: Pt2) -> Pt2 {
+    Pt2::new(a.x - b.x, a.z - b.z)
+}
+
+pub(super) fn distance(a: Pt2, b: Pt2) -> f64 {
+    sub(a, b).x.hypot(sub(a, b).z)
+}
+
+fn arr(a: Pt2) -> [f64; 2] {
+    [a.x, a.z]
+}
+
+pub(super) fn dot(a: Pt2, b: Pt2) -> f64 {
+    a.x * b.x + a.z * b.z
+}
+pub(super) fn cross(a: Pt2, b: Pt2) -> f64 {
+    a.x * b.z - a.z * b.x
+}
+
+pub(crate) fn reversed_ring(ring: &[CurveEdge2]) -> Vec<CurveEdge2> {
+    ring.iter().rev().map(CurveEdge2::reversed).collect()
+}
+
+pub(crate) fn intersections(a: &CurveEdge2, b: &CurveEdge2, eps: f64) -> Vec<Pt2> {
+    let mut candidates = Vec::new();
+    let mut offer = |hit: Pt2| {
+        if a.parameter(hit, eps).is_some()
+            && b.parameter(hit, eps).is_some()
+            && !candidates.iter().any(|prior| distance(*prior, hit) <= eps)
+        {
+            candidates.push(hit);
+        }
+    };
+    match (a, b) {
+        (CurveEdge2::Line { from, to }, CurveEdge2::Line { from: bf, to: bt }) => {
+            let d = sub(p(*to), p(*from));
+            let e = sub(p(*bt), p(*bf));
+            let denom = cross(d, e);
+            if denom.abs() > eps * d.x.hypot(d.z) * e.x.hypot(e.z) {
+                offer(add(
+                    p(*from),
+                    scale(d, cross(sub(p(*bf), p(*from)), e) / denom),
+                ));
+            } else {
+                for endpoint in [*from, *to, *bf, *bt] {
+                    offer(p(endpoint));
+                }
+            }
+        }
+        (CurveEdge2::Line { from, to }, CurveEdge2::Arc { center, radius, .. })
+        | (CurveEdge2::Arc { center, radius, .. }, CurveEdge2::Line { from, to }) => {
+            let d = sub(p(*to), p(*from));
+            let f = sub(p(*from), p(*center));
+            let aa = dot(d, d);
+            if aa <= eps * eps {
+                return candidates;
+            }
+            let bb = 2.0 * dot(f, d);
+            let cc = dot(f, f) - radius * radius;
+            let disc = bb * bb - 4.0 * aa * cc;
+            if disc >= -eps * eps * aa {
+                let root = disc.max(0.0).sqrt();
+                for t in [(-bb - root) / (2.0 * aa), (-bb + root) / (2.0 * aa)] {
+                    offer(add(p(*from), scale(d, t)));
+                }
+            }
+        }
+        (
+            CurveEdge2::Arc {
+                center: ca,
+                radius: ra,
+                ..
+            },
+            CurveEdge2::Arc {
+                center: cb,
+                radius: rb,
+                ..
+            },
+        ) => {
+            let centre_delta = sub(p(*cb), p(*ca));
+            let d = centre_delta.x.hypot(centre_delta.z);
+            if d <= eps && (ra - rb).abs() <= eps {
+                for endpoint in [a.point(0.0), a.point(1.0), b.point(0.0), b.point(1.0)] {
+                    offer(endpoint);
+                }
+            } else if d > eps && d <= ra + rb + eps && d + ra.min(*rb) + eps >= ra.max(*rb) {
+                let along = (ra * ra - rb * rb + d * d) / (2.0 * d);
+                let height2 = ra * ra - along * along;
+                if height2 >= -eps * eps {
+                    let u = scale(centre_delta, 1.0 / d);
+                    let base = add(p(*ca), scale(u, along));
+                    let normal = Pt2::new(-u.z, u.x);
+                    let h = height2.max(0.0).sqrt();
+                    offer(add(base, scale(normal, h)));
+                    offer(add(base, scale(normal, -h)));
+                }
+            }
+        }
+    }
+    candidates
+}
diff --git a/main/opengeometry/src/geom2d/curved_boolean2d/mod.rs b/main/opengeometry/src/geom2d/curved_boolean2d/mod.rs
new file mode 100644
index 0000000..50a87ce
--- /dev/null
+++ b/main/opengeometry/src/geom2d/curved_boolean2d/mod.rs
@@ -0,0 +1,385 @@
+mod edge;
+
+pub(crate) use edge::{intersections, reversed_ring, CurveEdge2, CurveRegion2};
+
+use super::boolean2d::PlanarBooleanOp;
+use super::poly2d::Pt2;
+use crate::brep::GeometryError;
+use edge::{add, canonicalize_ring, compare_points, cross, distance, dot, p, scale};
+use std::collections::{HashMap, HashSet};
+use std::f64::consts::TAU;
+
+pub(crate) fn boolean_curved_regions(
+    a: &[CurveRegion2],
+    b: &[CurveRegion2],
+    operation: PlanarBooleanOp,
+    eps: f64,
+) -> Result<Vec<CurveRegion2>, GeometryError> {
+    if !eps.is_finite() || eps <= 0.0 {
+        return unresolved("Invalid Boolean tolerance");
+    }
+    check_regions(a, eps)?;
+    check_regions(b, eps)?;
+    let edges: Vec<CurveEdge2> = a
+        .iter()
+        .chain(b)
+        .flat_map(|region| {
+            std::iter::once(&region.outer)
+                .chain(region.holes.iter())
+                .flat_map(|ring| ring.iter().cloned())
+        })
+        .collect();
+    if edges.is_empty() {
+        return Ok(Vec::new());
+    }
+    let filled = |point: Pt2| {
+        let left = inside(point, a, eps);
+        let right = inside(point, b, eps);
+        match operation {
+            PlanarBooleanOp::Union => left || right,
+            PlanarBooleanOp::Intersection => left && right,
+            PlanarBooleanOp::Subtraction => left && !right,
+        }
+    };
+    let split = subdivided_edges(&edges, eps);
+    let boundary = boundary_edges(split, eps, filled);
+    let loops = boundary_loops(&boundary, eps)?;
+    let mut result = nested_regions(&loops, eps);
+    canonicalize_regions(&mut result);
+    Ok(result)
+}
+
+fn unresolved<T>(reason: &str) -> Result<T, GeometryError> {
+    Err(GeometryError::UnresolvedIntersection(reason.into()))
+}
+
+fn check_regions(regions: &[CurveRegion2], eps: f64) -> Result<(), GeometryError> {
+    for region in regions {
+        validate_ring(&region.outer, false, eps)?;
+        for hole in &region.holes {
+            validate_ring(hole, true, eps)?;
+        }
+    }
+    Ok(())
+}
+
+fn validate_ring(
+    ring: &[CurveEdge2],
+    expected_positive: bool,
+    eps: f64,
+) -> Result<(), GeometryError> {
+    if ring.len() < 2 {
+        return unresolved("Curved Boolean ring needs at least two edges");
+    }
+    for (index, edge) in ring.iter().enumerate() {
+        if !edge.length().is_finite()
+            || edge.length() <= 4.0 * eps
+            || ![
+                edge.point(0.0).x,
+                edge.point(0.0).z,
+                edge.point(1.0).x,
+                edge.point(1.0).z,
+            ]
+            .iter()
+            .all(|v| v.is_finite())
+        {
+            return unresolved("Curved Boolean edge is unresolved");
+        }
+        if let CurveEdge2::Arc {
+            center,
+            radius,
+            start_angle,
+            sweep_angle,
+        } = edge
+        {
+            if !center.iter().all(|v| v.is_finite())
+                || !radius.is_finite()
+                || !start_angle.is_finite()
+                || !sweep_angle.is_finite()
+                || *radius <= 4.0 * eps
+                || sweep_angle.abs() >= TAU
+            {
+                return unresolved("Curved Boolean arc is invalid");
+            }
+        }
+        let next = &ring[(index + 1) % ring.len()];
+        if distance(edge.point(1.0), next.point(0.0)) > eps {
+            return unresolved("Curved Boolean ring is open");
+        }
+    }
+    let area = ring_area(ring);
+    if area.abs() <= eps * eps || (area > 0.0) != expected_positive {
+        return unresolved("Curved Boolean ring has degenerate or incorrect winding");
+    }
+    Ok(())
+}
+
+fn ring_area(ring: &[CurveEdge2]) -> f64 {
+    ring.iter().map(CurveEdge2::twice_area).sum::<f64>() * 0.5
+}
+
+fn inside(point: Pt2, regions: &[CurveRegion2], eps: f64) -> bool {
+    regions.iter().any(|region| {
+        winding(point, &region.outer, eps) != 0
+            && !region
+                .holes
+                .iter()
+                .any(|hole| winding(point, hole, eps) != 0)
+    })
+}
+
+pub(crate) fn winding(point: Pt2, ring: &[CurveEdge2], eps: f64) -> i32 {
+    let mut total = 0;
+    for edge in ring {
+        match edge {
+            CurveEdge2::Line { from, to } => {
+                let a = p(*from);
+                let b = p(*to);
+                let az = if (a.z - point.z).abs() <= eps * 0.25 {
+                    point.z
+                } else {
+                    a.z
+                };
+                let bz = if (b.z - point.z).abs() <= eps * 0.25 {
+                    point.z
+                } else {
+                    b.z
+                };
+                if (az <= point.z && bz > point.z) || (bz <= point.z && az > point.z) {
+                    let x = a.x + (point.z - az) * (b.x - a.x) / (bz - az);
+                    if x > point.x + eps * 0.01 {
+                        total += if bz > az { 1 } else { -1 };
+                    }
+                }
+            }
+            CurveEdge2::Arc {
+                center,
+                radius,
+                start_angle,
+                sweep_angle,
+            } => {
+                let sine = (point.z - center[1]) / radius;
+                if sine.abs() >= 1.0 {
+                    continue;
+                }
+                let first = sine.asin();
+                for angle in [first, std::f64::consts::PI - first] {
+                    let hit = Pt2::new(center[0] + radius * angle.cos(), point.z);
+                    if hit.x <= point.x + eps * 0.01 {
+                        continue;
+                    }
+                    let travel = if *sweep_angle > 0.0 {
+                        (angle - start_angle).rem_euclid(TAU)
+                    } else {
+                        (start_angle - angle).rem_euclid(TAU)
+                    };
+                    let dz = radius * sweep_angle * angle.cos();
+                    if travel > sweep_angle.abs() + eps / radius
+                        || (travel <= eps / radius && dz < 0.0)
+                        || (travel >= sweep_angle.abs() - eps / radius && dz > 0.0)
+                    {
+                        continue;
+                    }
+                    if dz.abs() > eps * radius {
+                        total += if dz > 0.0 { 1 } else { -1 };
+                    }
+                }
+            }
+        }
+    }
+    total
+}
+
+fn subdivided_edges(edges: &[CurveEdge2], eps: f64) -> Vec<CurveEdge2> {
+    let mut split = Vec::new();
+    for (index, edge) in edges.iter().enumerate() {
+        let mut ts = vec![0.0, 1.0];
+        for (other_index, other) in edges.iter().enumerate() {
+            if index == other_index {
+                continue;
+            }
+            for point in intersections(edge, other, eps) {
+                if let Some(t) = edge.parameter(point, eps) {
+                    ts.push(t);
+                }
+            }
+        }
+        ts.sort_by(|x, y| x.total_cmp(y));
+        let mut clean: Vec<f64> = Vec::new();
+        for t in ts {
+            if clean
+                .last()
+                .is_none_or(|last| (t - last) * edge.length() > eps)
+            {
+                clean.push(t);
+            }
+        }
+        if clean
+            .last()
+            .is_some_and(|last| 1.0 - last > eps / edge.length())
+        {
+            clean.push(1.0);
+        }
+        for window in clean.windows(2) {
+            let piece = edge.slice(window[0], window[1]);
+            if piece.length() > eps {
+                split.push(piece);
+            }
+        }
+    }
+    split
+}
+
+fn boundary_edges(
+    split: Vec<CurveEdge2>,
+    eps: f64,
+    filled: impl Fn(Pt2) -> bool,
+) -> Vec<CurveEdge2> {
+    let mut boundary = Vec::new();
+    let mut seen = HashSet::new();
+    for edge in split {
+        let left = filled(probe(&edge, 1.0, eps));
+        let right = filled(probe(&edge, -1.0, eps));
+        if left == right {
+            continue;
+        }
+        let oriented = if left { edge } else { edge.reversed() };
+        let key = (
+            quant(oriented.point(0.0), eps),
+            quant(oriented.point(0.5), eps),
+            quant(oriented.point(1.0), eps),
+        );
+        if seen.insert(key) {
+            boundary.push(oriented);
+        }
+    }
+    boundary
+}
+
+fn probe(edge: &CurveEdge2, side: f64, eps: f64) -> Pt2 {
+    let mid = edge.point(0.5);
+    let tangent = edge.tangent(0.5);
+    let length = tangent.x.hypot(tangent.z);
+    let distance = (edge.length() * 0.1).min(1.0e-4).max(eps * 2.0);
+    add(
+        mid,
+        Pt2::new(
+            -side * tangent.z * distance / length,
+            side * tangent.x * distance / length,
+        ),
+    )
+}
+
+fn quant(point: Pt2, eps: f64) -> (i64, i64) {
+    let step = eps * 2.0;
+    (
+        (point.x / step).round() as i64,
+        (point.z / step).round() as i64,
+    )
+}
+
+fn boundary_loops(
+    boundary: &[CurveEdge2],
+    eps: f64,
+) -> Result<Vec<Vec<CurveEdge2>>, GeometryError> {
+    let mut outgoing: HashMap<(i64, i64), Vec<usize>> = HashMap::new();
+    for (index, edge) in boundary.iter().enumerate() {
+        outgoing
+            .entry(quant(edge.point(0.0), eps))
+            .or_default()
+            .push(index);
+    }
+    let mut used = vec![false; boundary.len()];
+    let mut loops = Vec::new();
+    for start in 0..boundary.len() {
+        if used[start] {
+            continue;
+        }
+        let mut current = start;
+        let mut ring = Vec::new();
+        for _ in 0..=boundary.len() {
+            if used[current] {
+                break;
+            }
+            used[current] = true;
+            let edge = &boundary[current];
+            ring.push(edge.clone());
+            let at = quant(edge.point(1.0), eps);
+            if at == quant(boundary[start].point(0.0), eps) {
+                break;
+            }
+            let reverse = scale(edge.tangent(1.0), -1.0);
+            let mut best = None;
+            let mut best_turn = f64::INFINITY;
+            for &candidate in outgoing.get(&at).map(Vec::as_slice).unwrap_or(&[]) {
+                if used[candidate] {
+                    continue;
+                }
+                let direction = boundary[candidate].tangent(0.0);
+                let mut turn = -cross(reverse, direction).atan2(dot(reverse, direction));
+                if turn <= 1.0e-12 {
+                    turn += TAU;
+                }
+                if turn < best_turn {
+                    best_turn = turn;
+                    best = Some(candidate);
+                }
+            }
+            match best {
+                Some(next) => current = next,
+                None => break,
+            }
+        }
+        if ring.len() < 2
+            || ring
+                .last()
+                .is_none_or(|last| distance(last.point(1.0), ring[0].point(0.0)) > eps)
+            || ring_area(&ring).abs() <= eps * eps
+        {
+            return unresolved("Curved Boolean produced an open or degenerate boundary");
+        }
+        loops.push(ring);
+    }
+    Ok(loops)
+}
+
+fn nested_regions(loops: &[Vec<CurveEdge2>], eps: f64) -> Vec<CurveRegion2> {
+    let mut result: Vec<CurveRegion2> = loops
+        .iter()
+        .filter(|ring| ring_area(ring) > 0.0)
+        .map(|ring| CurveRegion2 {
+            outer: reversed_ring(ring),
+            holes: Vec::new(),
+        })
+        .collect();
+    for hole in loops.iter().filter(|ring| ring_area(ring) < 0.0) {
+        let sample = probe(&hole[0], -1.0, eps);
+        let index = result
+            .iter()
+            .enumerate()
+            .filter(|(_, region)| winding(sample, &region.outer, eps) != 0)
+            .min_by(|(_, first), (_, second)| {
+                ring_area(&first.outer)
+                    .abs()
+                    .total_cmp(&ring_area(&second.outer).abs())
+            })
+            .map(|(index, _)| index);
+        if let Some(index) = index {
+            result[index].holes.push(reversed_ring(hole));
+        }
+    }
+    result
+}
+
+fn canonicalize_regions(result: &mut [CurveRegion2]) {
+    for region in result.iter_mut() {
+        canonicalize_ring(&mut region.outer);
+        for hole in &mut region.holes {
+            canonicalize_ring(hole);
+        }
+        region
+            .holes
+            .sort_by(|a, b| compare_points(a[0].point(0.0), b[0].point(0.0)));
+    }
+    result.sort_by(|a, b| compare_points(a.outer[0].point(0.0), b.outer[0].point(0.0)));
+}
diff --git a/main/opengeometry/src/geom2d/mod.rs b/main/opengeometry/src/geom2d/mod.rs
new file mode 100644
index 0000000..0ab5485
--- /dev/null
+++ b/main/opengeometry/src/geom2d/mod.rs
@@ -0,0 +1,12 @@
+mod boolean2d;
+mod curved_boolean2d;
+mod poly2d;
+pub(super) use boolean2d::{
+    boolean_oriented_regions, regions_from_edges_by, PlanarBooleanOp, RingRegion,
+};
+pub(super) use curved_boolean2d::{
+    boolean_curved_regions, intersections, reversed_ring, winding, CurveEdge2, CurveRegion2,
+};
+pub(super) use poly2d::{
+    point_in_ring2, segments_cross2, self_intersects2, signed_area2, winding_number2, Pt2,
+};
diff --git a/main/opengeometry/src/geom2d/poly2d.rs b/main/opengeometry/src/geom2d/poly2d.rs
new file mode 100644
index 0000000..ba2cefa
--- /dev/null
+++ b/main/opengeometry/src/geom2d/poly2d.rs
@@ -0,0 +1,182 @@
+#[derive(Clone, Copy, Debug)]
+pub(crate) struct Pt2 {
+    pub(crate) x: f64,
+    pub(crate) z: f64,
+}
+
+impl Pt2 {
+    pub(crate) fn new(x: f64, z: f64) -> Self {
+        Self { x, z }
+    }
+}
+
+#[inline]
+pub(super) fn cross2(a: Pt2, b: Pt2) -> f64 {
+    a.x * b.z - a.z * b.x
+}
+
+#[inline]
+pub(super) fn dot2(a: Pt2, b: Pt2) -> f64 {
+    a.x * b.x + a.z * b.z
+}
+
+pub(crate) fn signed_area2(ring: &[Pt2]) -> f64 {
+    let mut area = 0.0;
+    let count = ring.len();
+    for i in 0..count {
+        let c = ring[i];
+        let n = ring[(i + 1) % count];
+        area += c.x * n.z - n.x * c.z;
+    }
+    area / 2.0
+}
+
+pub(crate) fn segments_cross2(a1: Pt2, a2: Pt2, b1: Pt2, b2: Pt2, eps: f64) -> bool {
+    let d1 = Pt2::new(a2.x - a1.x, a2.z - a1.z);
+    let d2 = Pt2::new(b2.x - b1.x, b2.z - b1.z);
+    let denom = cross2(d1, d2);
+    if denom.abs() < eps {
+        return false;
+    }
+    let diff = Pt2::new(b1.x - a1.x, b1.z - a1.z);
+    let t = cross2(diff, d2) / denom;
+    let s = cross2(diff, d1) / denom;
+    t > eps && t < 1.0 - eps && s > eps && s < 1.0 - eps
+}
+
+pub(crate) fn self_intersects2(ring: &[Pt2], eps: f64) -> bool {
+    let m = ring.len();
+    for i in 0..m {
+        for j in (i + 1)..m {
+            if j == i + 1 || (i == 0 && j == m - 1) {
+                continue;
+            }
+            if segments_cross2(ring[i], ring[(i + 1) % m], ring[j], ring[(j + 1) % m], eps) {
+                return true;
+            }
+        }
+    }
+    false
+}
+
+pub(super) fn dedupe_ring(ring: &[Pt2], eps: f64) -> Vec<Pt2> {
+    let mut out: Vec<Pt2> = Vec::with_capacity(ring.len());
+    for p in ring {
+        match out.last() {
+            Some(last) if (last.x - p.x).hypot(last.z - p.z) <= eps => {}
+            _ => out.push(*p),
+        }
+    }
+    if out.len() > 1 {
+        let first = out[0];
+        let last = out[out.len() - 1];
+        if (first.x - last.x).hypot(first.z - last.z) <= eps {
+            out.pop();
+        }
+    }
+    out
+}
+
+pub(crate) fn point_in_ring2(p: Pt2, ring: &[Pt2]) -> bool {
+    let mut inside = false;
+    let n = ring.len();
+    if n == 0 {
+        return false;
+    }
+    let mut j = n - 1;
+    for i in 0..n {
+        let a = ring[i];
+        let b = ring[j];
+        if (a.z > p.z) != (b.z > p.z) && p.x < (b.x - a.x) * (p.z - a.z) / (b.z - a.z) + a.x {
+            inside = !inside;
+        }
+        j = i;
+    }
+    inside
+}
+
+pub(super) fn ring_inside2(inner: &[Pt2], outer: &[Pt2], eps: f64) -> bool {
+    for p in inner {
+        if !point_in_ring2(*p, outer) {
+            return false;
+        }
+    }
+    for i in 0..inner.len() {
+        for j in 0..outer.len() {
+            if segments_cross2(
+                inner[i],
+                inner[(i + 1) % inner.len()],
+                outer[j],
+                outer[(j + 1) % outer.len()],
+                eps,
+            ) {
+                return false;
+            }
+        }
+    }
+    true
+}
+
+pub(super) fn segment_cross_t2(
+    a1: Pt2,
+    a2: Pt2,
+    b1: Pt2,
+    b2: Pt2,
+    eps: f64,
+) -> Option<(Pt2, f64, f64)> {
+    let r = Pt2::new(a2.x - a1.x, a2.z - a1.z);
+    let s = Pt2::new(b2.x - b1.x, b2.z - b1.z);
+    let denom = cross2(r, s);
+    if denom.abs() < eps {
+        return None;
+    }
+    let qp = Pt2::new(b1.x - a1.x, b1.z - a1.z);
+    let ta = cross2(qp, s) / denom;
+    let tb = cross2(qp, r) / denom;
+    if ta > eps && ta < 1.0 - eps && tb > eps && tb < 1.0 - eps {
+        Some((Pt2::new(a1.x + ta * r.x, a1.z + ta * r.z), ta, tb))
+    } else {
+        None
+    }
+}
+
+pub(crate) fn winding_number2(p: Pt2, ring: &[Pt2]) -> i32 {
+    let mut wn = 0;
+    let count = ring.len();
+    for i in 0..count {
+        let a = ring[i];
+        let b = ring[(i + 1) % count];
+        let on_left = cross2(
+            Pt2::new(b.x - a.x, b.z - a.z),
+            Pt2::new(p.x - a.x, p.z - a.z),
+        );
+        if a.z <= p.z {
+            if b.z > p.z && on_left > 0.0 {
+                wn += 1;
+            }
+        } else if b.z <= p.z && on_left < 0.0 {
+            wn -= 1;
+        }
+    }
+    wn
+}
+
+pub(super) type Edge2 = (Pt2, Pt2);
+
+pub(super) fn point_on_edge_t(a: Pt2, b: Pt2, p: Pt2, eps: f64) -> Option<f64> {
+    let rx = b.x - a.x;
+    let rz = b.z - a.z;
+    let len2 = rx * rx + rz * rz;
+    if len2 < eps * eps {
+        return None;
+    }
+    let t = ((p.x - a.x) * rx + (p.z - a.z) * rz) / len2;
+    if t <= eps || t >= 1.0 - eps {
+        return None;
+    }
+    if (a.x + t * rx - p.x).hypot(a.z + t * rz - p.z) < eps {
+        Some(t)
+    } else {
+        None
+    }
+}
diff --git a/main/opengeometry/src/geometry/boolean2d.rs b/main/opengeometry/src/geometry/boolean2d.rs
deleted file mode 100644
index e93ae67..0000000
--- a/main/opengeometry/src/geometry/boolean2d.rs
+++ /dev/null
@@ -1,581 +0,0 @@
-//! Generic 2D nonzero-winding boolean: self-intersection resolution + multi-contour union.
-
-use crate::geometry::poly2d::*;
-
-/// Decompose a (possibly self-intersecting) closed ring into simple loops by
-/// splitting at every self-crossing (stack method). Port of `decomposeSelfIntersections`.
-/// The `HashMap` here is keyed by integer node id and only ever LOOKED UP (never
-/// iterated), so it is deterministic.
-pub fn decompose_self_intersections(ring: &[Pt2], eps: f64) -> Vec<Vec<Pt2>> {
-    let n = ring.len();
-    if n < 3 {
-        return Vec::new();
-    }
-
-    struct Hit {
-        t: f64,
-        point: Pt2,
-        id: usize,
-    }
-    let mut per_edge: Vec<Vec<Hit>> = (0..n).map(|_| Vec::new()).collect();
-    let mut interns: Vec<(Pt2, usize)> = Vec::new();
-    let mut next_id = n; // 0..n-1 = original vertices
-
-    for i in 0..n {
-        for j in (i + 1)..n {
-            if j == (i + 1) % n || i == (j + 1) % n {
-                continue; // adjacent edges share a vertex
-            }
-            if let Some((point, ta, tb)) =
-                segment_cross_t2(ring[i], ring[(i + 1) % n], ring[j], ring[(j + 1) % n], eps)
-            {
-                let mut id = None;
-                for (pt, existing) in &interns {
-                    if (pt.x - point.x).hypot(pt.z - point.z) < 1.0e-6 {
-                        id = Some(*existing);
-                        break;
-                    }
-                }
-                let id = id.unwrap_or_else(|| {
-                    let assigned = next_id;
-                    next_id += 1;
-                    interns.push((point, assigned));
-                    assigned
-                });
-                per_edge[i].push(Hit { t: ta, point, id });
-                per_edge[j].push(Hit { t: tb, point, id });
-            }
-        }
-    }
-
-    // Augmented cyclic node list: each original vertex, then its edge's crossings in order.
-    let mut aug: Vec<(usize, Pt2)> = Vec::new();
-    for i in 0..n {
-        aug.push((i, ring[i]));
-        per_edge[i].sort_by(|a, b| a.t.partial_cmp(&b.t).unwrap_or(std::cmp::Ordering::Equal));
-        for hit in &per_edge[i] {
-            aug.push((hit.id, hit.point));
-        }
-    }
-
-    // Stack decomposition: revisiting a node id pops the simple loop between.
-    let mut loops: Vec<Vec<Pt2>> = Vec::new();
-    let mut path: Vec<(usize, Pt2)> = Vec::new();
-    let mut index_of_id: std::collections::HashMap<usize, usize> = std::collections::HashMap::new();
-    for node in &aug {
-        if let Some(&at) = index_of_id.get(&node.0) {
-            let loop_pts: Vec<Pt2> = path[at..].iter().map(|nd| nd.1).collect();
-            if loop_pts.len() >= 3 {
-                loops.push(loop_pts);
-            }
-            let mut m = path.len();
-            while m > at + 1 {
-                m -= 1;
-                index_of_id.remove(&path[m].0);
-            }
-            path.truncate(at + 1);
-        } else {
-            index_of_id.insert(node.0, path.len());
-            path.push(*node);
-        }
-    }
-    if path.len() >= 3 {
-        loops.push(path.iter().map(|nd| nd.1).collect());
-    }
-    loops
-}
-
-/// A point just off the midpoint of `loop`'s first usable edge, on the given side.
-/// Port of `edgeProbe2`.
-pub fn edge_probe2(ring: &[Pt2], side: f64) -> Option<Pt2> {
-    for i in 0..ring.len() {
-        let a = ring[i];
-        let b = ring[(i + 1) % ring.len()];
-        let ex = b.x - a.x;
-        let ez = b.z - a.z;
-        let len = ex.hypot(ez);
-        if len < 1.0e-9 {
-            continue;
-        }
-        let nx = -ez / len;
-        let nz = ex / len;
-        let d = (len * 0.25).min(1.0e-3);
-        let mx = (a.x + b.x) / 2.0;
-        let mz = (a.z + b.z) / 2.0;
-        return Some(Pt2::new(mx + side * nx * d, mz + side * nz * d));
-    }
-    None
-}
-
-/// A nonzero-winding region: outer boundary (CCW) + inner-void holes (CW).
-pub struct RingRegion {
-    pub outer: Vec<Pt2>,
-    pub holes: Vec<Vec<Pt2>>,
-}
-
-#[derive(Clone, Copy, Debug, Eq, PartialEq)]
-pub enum PlanarBooleanOp {
-    Union,
-    Intersection,
-    Subtraction,
-}
-
-/// Resolve a self-intersecting offset ring into the boundary of its nonzero-winding
-/// region. Port of `resolveRingNonzero`. Returns `None` only if nothing fillable remains.
-pub fn resolve_ring_nonzero(input: &[Pt2], eps: f64) -> Option<RingRegion> {
-    let ring = dedupe_ring(input, eps);
-    if ring.len() < 3 {
-        return None;
-    }
-    if !self_intersects2(&ring, eps) {
-        let outer = if signed_area2(&ring) < 0.0 {
-            ring.iter().rev().copied().collect()
-        } else {
-            ring.clone()
-        };
-        return Some(RingRegion {
-            outer,
-            holes: Vec::new(),
-        });
-    }
-
-    let loops: Vec<Vec<Pt2>> = decompose_self_intersections(&ring, eps)
-        .into_iter()
-        .map(|l| dedupe_ring(&l, eps))
-        .filter(|l| l.len() >= 3 && signed_area2(l).abs() > eps)
-        .collect();
-
-    let mut outer_rings: Vec<Vec<Pt2>> = Vec::new();
-    let mut hole_rings: Vec<Vec<Pt2>> = Vec::new();
-    for l in loops {
-        let (Some(p_in), Some(p_out)) = (edge_probe2(&l, 1.0), edge_probe2(&l, -1.0)) else {
-            continue;
-        };
-        let filled_left = winding_number2(p_in, &ring) != 0;
-        let filled_right = winding_number2(p_out, &ring) != 0;
-        if filled_left == filled_right {
-            continue; // interior edge of the fill — not a boundary
-        }
-        let area = signed_area2(&l); // >0 means the +1 (left) side is the interior
-        let encloses_left = area > 0.0;
-        let is_outer = encloses_left == filled_left;
-        let mut ccw = l.clone();
-        if signed_area2(&ccw) < 0.0 {
-            ccw.reverse();
-        }
-        if is_outer {
-            outer_rings.push(ccw);
-        } else {
-            ccw.reverse(); // hole CW
-            hole_rings.push(ccw);
-        }
-    }
-
-    if outer_rings.is_empty() {
-        return None;
-    }
-    // One connected mass: take the largest outer ring; holes are those nested in it.
-    outer_rings.sort_by(|a, b| {
-        signed_area2(b)
-            .abs()
-            .partial_cmp(&signed_area2(a).abs())
-            .unwrap_or(std::cmp::Ordering::Equal)
-    });
-    let outer = outer_rings.into_iter().next().unwrap();
-    let holes = hole_rings
-        .into_iter()
-        .filter(|hole| ring_inside2(hole, &outer, eps))
-        .collect();
-    Some(RingRegion { outer, holes })
-}
-
-// ── Multi-contour winding boolean (overlapping-band merge / oriented clip) ────
-// Resolve a set of ORIENTED polygons into their filled-region boundary by a
-// winding rule: build the planar arrangement (split every edge at all crossings
-// + vertex-touches), keep only sub-edges that separate filled from empty,
-// orient them filled-on-LEFT, and stitch into loops. Where contours OVERLAP the
-// shared interior edges have filled on both sides → dropped. Pure 2D, no CSG.
-//
-// `union_polygons_nonzero` (winding ≠ 0, all-CCW inputs) is the overlapping
-// stroke-band merge; `resolve_polygons_positive` (winding > 0) treats CCW rings
-// as additive and CW rings as subtractive — the clip a setback envelope needs.
-
-/// Union CCW polygons by the NONZERO-WINDING rule (the crossing cleanup the
-/// single-ring offset cannot do).
-pub fn union_polygons_nonzero(polys: &[Vec<Pt2>], eps: f64) -> Vec<RingRegion> {
-    winding_regions(polys, eps, |winding| winding != 0)
-}
-
-/// Boundary of the POSITIVE-winding area of oriented rings: each CCW ring adds
-/// +1, each CW ring −1, and a point is filled when the sum is > 0. With one CCW
-/// base ring and CW cutters this is base-minus-cutters, keeping EVERY disjoint
-/// remainder (a clip can split the base into separate regions).
-pub fn resolve_polygons_positive(polys: &[Vec<Pt2>], eps: f64) -> Vec<RingRegion> {
-    winding_regions(polys, eps, |winding| winding > 0)
-}
-
-/// Boolean two oriented region sets without combining their winding fields.
-/// Each set uses nonzero winding internally, so CCW outer loops and CW holes
-/// retain their intended meaning even where the two inputs overlap.
-pub fn boolean_oriented_regions(
-    a: &[Vec<Pt2>],
-    b: &[Vec<Pt2>],
-    operation: PlanarBooleanOp,
-    eps: f64,
-) -> Vec<RingRegion> {
-    let mut contours = Vec::with_capacity(a.len() + b.len());
-    contours.extend_from_slice(a);
-    contours.extend_from_slice(b);
-    winding_regions_by(&contours, eps, |point| {
-        let in_a = a
-            .iter()
-            .map(|ring| winding_number2(point, ring))
-            .sum::<i32>()
-            != 0;
-        let in_b = b
-            .iter()
-            .map(|ring| winding_number2(point, ring))
-            .sum::<i32>()
-            != 0;
-        match operation {
-            PlanarBooleanOp::Union => in_a || in_b,
-            PlanarBooleanOp::Intersection => in_a && in_b,
-            PlanarBooleanOp::Subtraction => in_a && !in_b,
-        }
-    })
-}
-
-fn winding_regions(polys: &[Vec<Pt2>], eps: f64, filled: impl Fn(i32) -> bool) -> Vec<RingRegion> {
-    winding_regions_by(polys, eps, |point| {
-        filled(polys.iter().map(|poly| winding_number2(point, poly)).sum())
-    })
-}
-
-fn winding_regions_by(
-    polys: &[Vec<Pt2>],
-    eps: f64,
-    filled: impl Fn(Pt2) -> bool,
-) -> Vec<RingRegion> {
-    // 1. directed edges from all oriented polygons + the vertex set for T-touch splits.
-    let mut edges: Vec<Edge2> = Vec::new();
-    for poly in polys {
-        let m = poly.len();
-        for i in 0..m {
-            let a = poly[i];
-            let b = poly[(i + 1) % m];
-            if (a.x - b.x).hypot(a.z - b.z) > eps {
-                edges.push((a, b));
-            }
-        }
-    }
-    regions_from_edges_by(&edges, eps, filled)
-}
-
-/// Arrange closed contour edges and open intersection segments, classifying
-/// both sides of every segment with the supplied material predicate.
-pub fn regions_from_edges_by(
-    edges: &[Edge2],
-    eps: f64,
-    filled: impl Fn(Pt2) -> bool,
-) -> Vec<RingRegion> {
-    if edges.is_empty() {
-        return Vec::new();
-    }
-    let verts: Vec<Pt2> = edges.iter().flat_map(|&(a, b)| [a, b]).collect();
-
-    // 2. split every edge at all crossings and on-edge vertices.
-    let mut split: Vec<Edge2> = Vec::new();
-    for (i, &(ea, eb)) in edges.iter().enumerate() {
-        let rx = eb.x - ea.x;
-        let rz = eb.z - ea.z;
-        let mut ts: Vec<f64> = vec![0.0, 1.0];
-        for (j, &(fa, fb)) in edges.iter().enumerate() {
-            if i != j {
-                if let Some((_, ta, _)) = segment_cross_t2(ea, eb, fa, fb, eps) {
-                    ts.push(ta);
-                }
-            }
-        }
-        for &v in &verts {
-            if let Some(t) = point_on_edge_t(ea, eb, v, eps) {
-                ts.push(t);
-            }
-        }
-        ts.sort_by(|a, b| a.partial_cmp(b).unwrap_or(std::cmp::Ordering::Equal));
-        let mut prev = f64::NEG_INFINITY;
-        let mut clean: Vec<f64> = Vec::new();
-        for t in ts {
-            if t - prev > eps {
-                clean.push(t);
-                prev = t;
-            }
-        }
-        for w in clean.windows(2) {
-            let p0 = Pt2::new(ea.x + w[0] * rx, ea.z + w[0] * rz);
-            let p1 = Pt2::new(ea.x + w[1] * rx, ea.z + w[1] * rz);
-            if (p0.x - p1.x).hypot(p0.z - p1.z) > eps {
-                split.push((p0, p1));
-            }
-        }
-    }
-
-    // 3. keep sub-edges with filled on exactly one side; orient filled-on-LEFT.
-    let mut boundary: Vec<Edge2> = Vec::new();
-    for &(a, b) in &split {
-        let dx = b.x - a.x;
-        let dz = b.z - a.z;
-        let len = dx.hypot(dz);
-        if len < eps {
-            continue;
-        }
-        let probe = (len * 0.25).min(1.0e-4);
-        let nx = -dz / len;
-        let nz = dx / len;
-        let mx = (a.x + b.x) / 2.0;
-        let mz = (a.z + b.z) / 2.0;
-        let left = filled(Pt2::new(mx + nx * probe, mz + nz * probe));
-        let right = filled(Pt2::new(mx - nx * probe, mz - nz * probe));
-        if left == right {
-            continue; // interior or exterior — not a boundary
-        }
-        if left {
-            boundary.push((a, b));
-        } else {
-            boundary.push((b, a));
-        }
-    }
-    // Drop coincident duplicates (e.g. two contours sharing a corner emit the
-    // same geometric boundary twice): both copies pass the probe test and the
-    // stitcher would trace the same loop twice.
-    let mut seen: std::collections::HashSet<((i64, i64), (i64, i64))> =
-        std::collections::HashSet::new();
-    let qkey = |point: Pt2| {
-        let step = (2.0 * eps).max(f64::EPSILON);
-        (
-            (point.x / step).round() as i64,
-            (point.z / step).round() as i64,
-        )
-    };
-    boundary.retain(|&(a, b)| seen.insert((qkey(a), qkey(b))));
-    if boundary.is_empty() {
-        return Vec::new();
-    }
-
-    // 4. stitch into loops; at each vertex take the next outgoing edge by smallest
-    //    clockwise turn from the reverse of the incoming edge (standard face trace).
-    let mut out_edges: std::collections::HashMap<(i64, i64), Vec<usize>> =
-        std::collections::HashMap::new();
-    for (idx, &(a, _)) in boundary.iter().enumerate() {
-        out_edges.entry(qkey(a)).or_default().push(idx);
-    }
-    let mut used = vec![false; boundary.len()];
-    let mut raw_loops: Vec<Vec<Pt2>> = Vec::new();
-    for start in 0..boundary.len() {
-        if used[start] {
-            continue;
-        }
-        let mut loop_pts: Vec<Pt2> = Vec::new();
-        let mut cur = start;
-        let mut guard = 0;
-        while !used[cur] && guard <= boundary.len() {
-            guard += 1;
-            used[cur] = true;
-            let (a, b) = boundary[cur];
-            loop_pts.push(a);
-            let back = Pt2::new(a.x - b.x, a.z - b.z); // reverse incoming, from b toward a
-            let mut best: Option<usize> = None;
-            let mut best_cw = f64::INFINITY;
-            for &c in out_edges.get(&qkey(b)).map(|v| v.as_slice()).unwrap_or(&[]) {
-                if used[c] {
-                    continue;
-                }
-                let (ca, cb) = boundary[c];
-                let out_dir = Pt2::new(cb.x - ca.x, cb.z - ca.z);
-                let mut cw = -cross2(back, out_dir).atan2(dot2(back, out_dir));
-                if cw < eps {
-                    cw += 2.0 * std::f64::consts::PI; // exclude the straight-back edge unless forced
-                }
-                if cw < best_cw {
-                    best_cw = cw;
-                    best = Some(c);
-                }
-            }
-            match best {
-                Some(next) => cur = next,
-                None => break,
-            }
-        }
-        if loop_pts.len() >= 3 {
-            raw_loops.push(loop_pts);
-        }
-    }
-
-    // 5. classify loops (CCW = outer / CW = hole) and nest holes into their outer.
-    let mut regions: Vec<RingRegion> = Vec::new();
-    let mut holes: Vec<Vec<Pt2>> = Vec::new();
-    for raw in raw_loops {
-        let ring = dedupe_ring(&raw, eps);
-        if ring.len() < 3 || signed_area2(&ring).abs() < eps {
-            continue;
-        }
-        if signed_area2(&ring) > 0.0 {
-            regions.push(RingRegion {
-                outer: ring,
-                holes: Vec::new(),
-            });
-        } else {
-            holes.push(ring);
-        }
-    }
-    for hole in holes {
-        if let Some(region) = regions
-            .iter_mut()
-            .find(|region| ring_inside2(&hole, &region.outer, eps))
-        {
-            region.holes.push(hole);
-        }
-    }
-    regions
-}
-
-#[cfg(test)]
-mod tests {
-    use super::*;
-
-    fn p(x: f64, z: f64) -> Pt2 {
-        Pt2::new(x, z)
-    }
-
-    fn ccw_square(x0: f64, z0: f64, x1: f64, z1: f64) -> Vec<Pt2> {
-        vec![p(x0, z0), p(x1, z0), p(x1, z1), p(x0, z1)]
-    }
-
-    fn cw(mut ring: Vec<Pt2>) -> Vec<Pt2> {
-        ring.reverse();
-        ring
-    }
-
-    #[test]
-    fn open_section_segment_partitions_a_classified_face() {
-        let square = ccw_square(0.0, 0.0, 2.0, 2.0);
-        let mut edges = square
-            .iter()
-            .enumerate()
-            .map(|(index, &point)| (point, square[(index + 1) % square.len()]))
-            .collect::<Vec<_>>();
-        edges.push((p(1.0, 0.0), p(1.0, 2.0)));
-        let regions = regions_from_edges_by(&edges, DEFAULT_EPS, |point| {
-            point.x > 0.0 && point.x < 1.0 && point.z > 0.0 && point.z < 2.0
-        });
-        assert_eq!(regions.len(), 1);
-        assert!((signed_area2(&regions[0].outer) - 2.0).abs() < 1.0e-9);
-    }
-
-    /// A CW cutter strictly inside a CCW base subtracts to an annulus:
-    /// one region whose hole is the cutter.
-    #[test]
-    fn positive_clip_inner_cutter_makes_a_hole() {
-        let base = ccw_square(0.0, 0.0, 10.0, 10.0);
-        let cutter = cw(ccw_square(4.0, 4.0, 6.0, 6.0));
-        let regions = resolve_polygons_positive(&[base, cutter], DEFAULT_EPS);
-        assert_eq!(regions.len(), 1, "one annular region");
-        assert_eq!(regions[0].holes.len(), 1, "the cutter is its hole");
-        assert!((signed_area2(&regions[0].outer) - 100.0).abs() < 1e-6);
-        assert!(
-            (signed_area2(&regions[0].holes[0]) + 4.0).abs() < 1e-6,
-            "hole is CW, area -4"
-        );
-    }
-
-    /// A CW cutter spanning the base's full width splits it into TWO disjoint
-    /// remainder regions — every remainder is kept, not just the largest.
-    #[test]
-    fn positive_clip_keeps_every_disjoint_remainder() {
-        let base = ccw_square(0.0, 0.0, 10.0, 10.0);
-        let cutter = cw(ccw_square(-1.0, 4.0, 11.0, 6.0));
-        let regions = resolve_polygons_positive(&[base, cutter], DEFAULT_EPS);
-        assert_eq!(regions.len(), 2, "the band splits the base in two");
-        for region in &regions {
-            assert!(
-                (signed_area2(&region.outer) - 40.0).abs() < 1e-6,
-                "each half is 10×4"
-            );
-            assert!(region.holes.is_empty());
-        }
-    }
-
-    /// Cutters covering the whole base leave nothing — and a lone CW ring is
-    /// nothing too (no positive area anywhere), where the nonzero rule fills it.
-    #[test]
-    fn positive_clip_total_cover_and_lone_cutter_are_empty() {
-        let base = ccw_square(0.0, 0.0, 4.0, 4.0);
-        let cutter = cw(ccw_square(-1.0, -1.0, 5.0, 5.0));
-        assert!(resolve_polygons_positive(&[base, cutter], DEFAULT_EPS).is_empty());
-
-        let lone = cw(ccw_square(0.0, 0.0, 1.0, 1.0));
-        assert!(resolve_polygons_positive(&[lone.clone()], DEFAULT_EPS).is_empty());
-        assert_eq!(
-            union_polygons_nonzero(&[lone], DEFAULT_EPS).len(),
-            1,
-            "contrast: the nonzero rule fills a lone CW ring"
-        );
-    }
-
-    /// Overlapping cutters merge: clearance bands from adjacent parcel edges
-    /// carve one connected bite, not internal-edge artifacts.
-    #[test]
-    fn positive_clip_overlapping_cutters_merge() {
-        let base = ccw_square(0.0, 0.0, 10.0, 10.0);
-        let cutter_a = cw(ccw_square(-1.0, -1.0, 3.0, 3.0));
-        let cutter_b = cw(ccw_square(1.0, 1.0, 4.0, 2.0));
-        let regions = resolve_polygons_positive(&[base, cutter_a, cutter_b], DEFAULT_EPS);
-        assert_eq!(regions.len(), 1);
-        let region = &regions[0];
-        assert!(region.holes.is_empty());
-        assert!(
-            !self_intersects2(&region.outer, DEFAULT_EPS),
-            "merged outline is simple"
-        );
-        let expected = 100.0 - 9.0 - 1.0; // corner bite 3×3 (clipped to base) + 1×1 extra strip
-        assert!((signed_area2(&region.outer) - expected).abs() < 1e-6);
-    }
-
-    #[test]
-    fn grouped_boolean_preserves_holes_and_all_operations() {
-        let a = vec![
-            ccw_square(0.0, 0.0, 10.0, 10.0),
-            cw(ccw_square(4.0, 4.0, 6.0, 6.0)),
-        ];
-        let b = vec![ccw_square(5.0, -1.0, 12.0, 5.0)];
-
-        let union = boolean_oriented_regions(&a, &b, PlanarBooleanOp::Union, DEFAULT_EPS);
-        assert_eq!(union.len(), 1);
-        assert_eq!(union[0].holes.len(), 1);
-        assert!((signed_area2(&union[0].holes[0]) + 3.0).abs() < 1e-6);
-
-        let intersection =
-            boolean_oriented_regions(&a, &b, PlanarBooleanOp::Intersection, DEFAULT_EPS);
-        assert_eq!(intersection.len(), 1);
-        assert!(intersection[0].holes.is_empty());
-        assert!((signed_area2(&intersection[0].outer) - 24.0).abs() < 1e-6);
-
-        let subtraction =
-            boolean_oriented_regions(&a, &b, PlanarBooleanOp::Subtraction, DEFAULT_EPS);
-        assert_eq!(subtraction.len(), 1);
-        assert!(subtraction[0].holes.is_empty());
-        assert!(
-            (signed_area2(&subtraction[0].outer) - 72.0).abs() < 1e-6,
-            "the cutter opens the original void to the exterior"
-        );
-    }
-
-    #[test]
-    fn arrangement_stitching_uses_the_requested_scale() {
-        let scale = 1.0e-4;
-        let a = vec![ccw_square(0.0, 0.0, scale, scale)];
-        let b = vec![ccw_square(0.5 * scale, 0.0, 1.5 * scale, scale)];
-        let result = boolean_oriented_regions(&a, &b, PlanarBooleanOp::Union, 1.0e-10);
-        assert_eq!(result.len(), 1);
-        assert!((signed_area2(&result[0].outer) - 1.5 * scale * scale).abs() < 1.0e-14);
-    }
-}
diff --git a/main/opengeometry/src/geometry/curved_boolean2d.rs b/main/opengeometry/src/geometry/curved_boolean2d.rs
deleted file mode 100644
index b7ab2af..0000000
--- a/main/opengeometry/src/geometry/curved_boolean2d.rs
+++ /dev/null
@@ -1,1012 +0,0 @@
-//! Analytic 2D region Boolean for closed line/arc rings in the XZ plane.
-//! Curves are split only at exact line/circle and circle/circle intersections;
-//! no chords are introduced into the returned boundary.
-
-use super::boolean2d::PlanarBooleanOp;
-use super::poly2d::Pt2;
-use serde::{Deserialize, Serialize};
-use std::collections::{HashMap, HashSet};
-use std::f64::consts::TAU;
-
-#[derive(Clone, Debug, Deserialize, Serialize)]
-#[serde(tag = "kind", rename_all = "snake_case", deny_unknown_fields)]
-pub enum CurveEdge2 {
-    Line {
-        from: [f64; 2],
-        to: [f64; 2],
-    },
-    Arc {
-        center: [f64; 2],
-        radius: f64,
-        start_angle: f64,
-        sweep_angle: f64,
-    },
-}
-
-#[derive(Clone, Debug, Deserialize, Serialize)]
-#[serde(deny_unknown_fields)]
-pub struct CurveRegion2 {
-    pub outer: Vec<CurveEdge2>,
-    #[serde(default)]
-    pub holes: Vec<Vec<CurveEdge2>>,
-}
-
-fn p(a: [f64; 2]) -> Pt2 {
-    Pt2::new(a[0], a[1])
-}
-fn arr(a: Pt2) -> [f64; 2] {
-    [a.x, a.z]
-}
-fn add(a: Pt2, b: Pt2) -> Pt2 {
-    Pt2::new(a.x + b.x, a.z + b.z)
-}
-fn sub(a: Pt2, b: Pt2) -> Pt2 {
-    Pt2::new(a.x - b.x, a.z - b.z)
-}
-fn scale(a: Pt2, s: f64) -> Pt2 {
-    Pt2::new(a.x * s, a.z * s)
-}
-fn dot(a: Pt2, b: Pt2) -> f64 {
-    a.x * b.x + a.z * b.z
-}
-fn cross(a: Pt2, b: Pt2) -> f64 {
-    a.x * b.z - a.z * b.x
-}
-fn distance(a: Pt2, b: Pt2) -> f64 {
-    sub(a, b).x.hypot(sub(a, b).z)
-}
-
-fn compare_points(a: Pt2, b: Pt2) -> std::cmp::Ordering {
-    a.x.total_cmp(&b.x).then_with(|| a.z.total_cmp(&b.z))
-}
-
-fn canonicalize_ring(ring: &mut Vec<CurveEdge2>) {
-    if let Some((index, _)) = ring.iter().enumerate().min_by(|(_, first), (_, second)| {
-        compare_points(first.point(0.0), second.point(0.0))
-            .then_with(|| compare_points(first.point(0.5), second.point(0.5)))
-            .then_with(|| compare_points(first.point(1.0), second.point(1.0)))
-    }) {
-        ring.rotate_left(index);
-    }
-}
-
-impl CurveEdge2 {
-    pub fn point(&self, t: f64) -> Pt2 {
-        match self {
-            Self::Line { from, to } => add(p(*from), scale(sub(p(*to), p(*from)), t)),
-            Self::Arc {
-                center,
-                radius,
-                start_angle,
-                sweep_angle,
-            } => {
-                let angle = start_angle + sweep_angle * t;
-                Pt2::new(
-                    center[0] + radius * angle.cos(),
-                    center[1] + radius * angle.sin(),
-                )
-            }
-        }
-    }
-
-    pub(crate) fn tangent(&self, t: f64) -> Pt2 {
-        match self {
-            Self::Line { from, to } => sub(p(*to), p(*from)),
-            Self::Arc {
-                radius,
-                start_angle,
-                sweep_angle,
-                ..
-            } => {
-                let angle = start_angle + sweep_angle * t;
-                Pt2::new(
-                    -radius * sweep_angle * angle.sin(),
-                    radius * sweep_angle * angle.cos(),
-                )
-            }
-        }
-    }
-
-    pub(crate) fn length(&self) -> f64 {
-        match self {
-            Self::Line { .. } => distance(self.point(0.0), self.point(1.0)),
-            Self::Arc {
-                radius,
-                sweep_angle,
-                ..
-            } => radius * sweep_angle.abs(),
-        }
-    }
-
-    pub(crate) fn reverse(&self) -> Self {
-        match self {
-            Self::Line { from, to } => Self::Line {
-                from: *to,
-                to: *from,
-            },
-            Self::Arc {
-                center,
-                radius,
-                start_angle,
-                sweep_angle,
-            } => Self::Arc {
-                center: *center,
-                radius: *radius,
-                start_angle: start_angle + sweep_angle,
-                sweep_angle: -*sweep_angle,
-            },
-        }
-    }
-
-    pub(crate) fn slice(&self, a: f64, b: f64) -> Self {
-        match self {
-            Self::Line { .. } => Self::Line {
-                from: arr(self.point(a)),
-                to: arr(self.point(b)),
-            },
-            Self::Arc {
-                center,
-                radius,
-                start_angle,
-                sweep_angle,
-            } => Self::Arc {
-                center: *center,
-                radius: *radius,
-                start_angle: start_angle + sweep_angle * a,
-                sweep_angle: sweep_angle * (b - a),
-            },
-        }
-    }
-
-    pub(crate) fn parameter(&self, point: Pt2, eps: f64) -> Option<f64> {
-        match self {
-            Self::Line { from, to } => {
-                let d = sub(p(*to), p(*from));
-                let len2 = dot(d, d);
-                if len2 <= eps * eps {
-                    return None;
-                }
-                let t = dot(sub(point, p(*from)), d) / len2;
-                (t >= -eps / len2.sqrt()
-                    && t <= 1.0 + eps / len2.sqrt()
-                    && distance(self.point(t), point) <= eps)
-                    .then_some(t.clamp(0.0, 1.0))
-            }
-            Self::Arc {
-                center,
-                radius,
-                start_angle,
-                sweep_angle,
-            } => {
-                let radial = sub(point, p(*center));
-                if (radial.x.hypot(radial.z) - radius).abs() > eps {
-                    return None;
-                }
-                let angle = radial.z.atan2(radial.x);
-                let travel = if *sweep_angle > 0.0 {
-                    (angle - start_angle).rem_euclid(TAU)
-                } else {
-                    (start_angle - angle).rem_euclid(TAU)
-                };
-                let delta = eps / radius;
-                if travel <= sweep_angle.abs() + delta {
-                    Some((travel / sweep_angle.abs()).clamp(0.0, 1.0))
-                } else if TAU - travel <= delta {
-                    Some(0.0)
-                } else {
-                    None
-                }
-            }
-        }
-    }
-
-    pub(crate) fn twice_area(&self) -> f64 {
-        let a = self.point(0.0);
-        let b = self.point(1.0);
-        match self {
-            Self::Line { .. } => cross(a, b),
-            Self::Arc {
-                center,
-                radius,
-                sweep_angle,
-                ..
-            } => radius * radius * sweep_angle + center[0] * (b.z - a.z) - center[1] * (b.x - a.x),
-        }
-    }
-}
-
-pub(crate) fn intersections(a: &CurveEdge2, b: &CurveEdge2, eps: f64) -> Vec<Pt2> {
-    let mut candidates = Vec::new();
-    let mut offer = |hit: Pt2| {
-        if a.parameter(hit, eps).is_some()
-            && b.parameter(hit, eps).is_some()
-            && !candidates.iter().any(|prior| distance(*prior, hit) <= eps)
-        {
-            candidates.push(hit);
-        }
-    };
-    match (a, b) {
-        (CurveEdge2::Line { from, to }, CurveEdge2::Line { from: bf, to: bt }) => {
-            let d = sub(p(*to), p(*from));
-            let e = sub(p(*bt), p(*bf));
-            let denom = cross(d, e);
-            if denom.abs() > eps * d.x.hypot(d.z) * e.x.hypot(e.z) {
-                offer(add(
-                    p(*from),
-                    scale(d, cross(sub(p(*bf), p(*from)), e) / denom),
-                ));
-            } else {
-                for endpoint in [*from, *to, *bf, *bt] {
-                    offer(p(endpoint));
-                }
-            }
-        }
-        (CurveEdge2::Line { from, to }, CurveEdge2::Arc { center, radius, .. })
-        | (CurveEdge2::Arc { center, radius, .. }, CurveEdge2::Line { from, to }) => {
-            let d = sub(p(*to), p(*from));
-            let f = sub(p(*from), p(*center));
-            let aa = dot(d, d);
-            if aa <= eps * eps {
-                return candidates;
-            }
-            let bb = 2.0 * dot(f, d);
-            let cc = dot(f, f) - radius * radius;
-            let disc = bb * bb - 4.0 * aa * cc;
-            if disc >= -eps * eps * aa {
-                let root = disc.max(0.0).sqrt();
-                for t in [(-bb - root) / (2.0 * aa), (-bb + root) / (2.0 * aa)] {
-                    offer(add(p(*from), scale(d, t)));
-                }
-            }
-        }
-        (
-            CurveEdge2::Arc {
-                center: ca,
-                radius: ra,
-                ..
-            },
-            CurveEdge2::Arc {
-                center: cb,
-                radius: rb,
-                ..
-            },
-        ) => {
-            let centre_delta = sub(p(*cb), p(*ca));
-            let d = centre_delta.x.hypot(centre_delta.z);
-            if d <= eps && (ra - rb).abs() <= eps {
-                for endpoint in [a.point(0.0), a.point(1.0), b.point(0.0), b.point(1.0)] {
-                    offer(endpoint);
-                }
-            } else if d > eps && d <= ra + rb + eps && d + ra.min(*rb) + eps >= ra.max(*rb) {
-                let along = (ra * ra - rb * rb + d * d) / (2.0 * d);
-                let height2 = ra * ra - along * along;
-                if height2 >= -eps * eps {
-                    let u = scale(centre_delta, 1.0 / d);
-                    let base = add(p(*ca), scale(u, along));
-                    let normal = Pt2::new(-u.z, u.x);
-                    let h = height2.max(0.0).sqrt();
-                    offer(add(base, scale(normal, h)));
-                    offer(add(base, scale(normal, -h)));
-                }
-            }
-        }
-    }
-    candidates
-}
-
-fn ring_area(ring: &[CurveEdge2]) -> f64 {
-    ring.iter().map(CurveEdge2::twice_area).sum::<f64>() * 0.5
-}
-
-fn validate_ring(ring: &[CurveEdge2], expected_positive: bool, eps: f64) -> Result<(), String> {
-    if ring.len() < 2 {
-        return Err("Curved Boolean ring needs at least two edges".into());
-    }
-    for (index, edge) in ring.iter().enumerate() {
-        if !edge.length().is_finite()
-            || edge.length() <= 4.0 * eps
-            || ![
-                edge.point(0.0).x,
-                edge.point(0.0).z,
-                edge.point(1.0).x,
-                edge.point(1.0).z,
-            ]
-            .iter()
-            .all(|v| v.is_finite())
-        {
-            return Err("Curved Boolean edge is unresolved".into());
-        }
-        if let CurveEdge2::Arc {
-            center,
-            radius,
-            start_angle,
-            sweep_angle,
-        } = edge
-        {
-            if !center.iter().all(|v| v.is_finite())
-                || !radius.is_finite()
-                || !start_angle.is_finite()
-                || !sweep_angle.is_finite()
-                || *radius <= 4.0 * eps
-                || sweep_angle.abs() >= TAU
-            {
-                return Err("Curved Boolean arc is invalid".into());
-            }
-        }
-        let next = &ring[(index + 1) % ring.len()];
-        if distance(edge.point(1.0), next.point(0.0)) > eps {
-            return Err("Curved Boolean ring is open".into());
-        }
-    }
-    let area = ring_area(ring);
-    if area.abs() <= eps * eps || (area > 0.0) != expected_positive {
-        return Err("Curved Boolean ring has degenerate or incorrect winding".into());
-    }
-    Ok(())
-}
-
-pub(crate) fn winding(point: Pt2, ring: &[CurveEdge2], eps: f64) -> i32 {
-    let mut total = 0;
-    for edge in ring {
-        match edge {
-            CurveEdge2::Line { from, to } => {
-                let a = p(*from);
-                let b = p(*to);
-                let az = if (a.z - point.z).abs() <= eps * 0.25 {
-                    point.z
-                } else {
-                    a.z
-                };
-                let bz = if (b.z - point.z).abs() <= eps * 0.25 {
-                    point.z
-                } else {
-                    b.z
-                };
-                if (az <= point.z && bz > point.z) || (bz <= point.z && az > point.z) {
-                    let x = a.x + (point.z - az) * (b.x - a.x) / (bz - az);
-                    if x > point.x + eps * 0.01 {
-                        total += if bz > az { 1 } else { -1 };
-                    }
-                }
-            }
-            CurveEdge2::Arc {
-                center,
-                radius,
-                start_angle,
-                sweep_angle,
-            } => {
-                let sine = (point.z - center[1]) / radius;
-                if sine.abs() >= 1.0 {
-                    continue;
-                }
-                let first = sine.asin();
-                for angle in [first, std::f64::consts::PI - first] {
-                    let hit = Pt2::new(center[0] + radius * angle.cos(), point.z);
-                    if hit.x <= point.x + eps * 0.01 {
-                        continue;
-                    }
-                    let travel = if *sweep_angle > 0.0 {
-                        (angle - start_angle).rem_euclid(TAU)
-                    } else {
-                        (start_angle - angle).rem_euclid(TAU)
-                    };
-                    let dz = radius * sweep_angle * angle.cos();
-                    if travel > sweep_angle.abs() + eps / radius
-                        || (travel <= eps / radius && dz < 0.0)
-                        || (travel >= sweep_angle.abs() - eps / radius && dz > 0.0)
-                    {
-                        continue;
-                    }
-                    if dz.abs() > eps * radius {
-                        total += if dz > 0.0 { 1 } else { -1 };
-                    }
-                }
-            }
-        }
-    }
-    total
-}
-
-fn quant(point: Pt2, eps: f64) -> (i64, i64) {
-    let step = eps * 2.0;
-    (
-        (point.x / step).round() as i64,
-        (point.z / step).round() as i64,
-    )
-}
-
-fn reverse_ring(ring: &[CurveEdge2]) -> Vec<CurveEdge2> {
-    ring.iter().rev().map(CurveEdge2::reverse).collect()
-}
-
-fn probe(edge: &CurveEdge2, side: f64, eps: f64) -> Pt2 {
-    let mid = edge.point(0.5);
-    let tangent = edge.tangent(0.5);
-    let length = tangent.x.hypot(tangent.z);
-    let distance = (edge.length() * 0.1).min(1.0e-4).max(eps * 2.0);
-    add(
-        mid,
-        Pt2::new(
-            -side * tangent.z * distance / length,
-            side * tangent.x * distance / length,
-        ),
-    )
-}
-
-/// Boolean regions with analytic line and circular-arc boundaries. Input and
-/// output use CW outer rings and CCW holes, matching `booleanRegions2D`.
-pub fn boolean_curved_regions(
-    a: &[CurveRegion2],
-    b: &[CurveRegion2],
-    operation: PlanarBooleanOp,
-    eps: f64,
-) -> Result<Vec<CurveRegion2>, String> {
-    if !eps.is_finite() || eps <= 0.0 {
-        return Err("Invalid Boolean tolerance".into());
-    }
-    let validate = |regions: &[CurveRegion2]| -> Result<(), String> {
-        for region in regions {
-            validate_ring(&region.outer, false, eps)?;
-            for hole in &region.holes {
-                validate_ring(hole, true, eps)?;
-            }
-        }
-        Ok(())
-    };
-    validate(a)?;
-    validate(b)?;
-    let edges: Vec<CurveEdge2> = a
-        .iter()
-        .chain(b)
-        .flat_map(|region| {
-            std::iter::once(&region.outer)
-                .chain(region.holes.iter())
-                .flat_map(|ring| ring.iter().cloned())
-        })
-        .collect();
-    if edges.is_empty() {
-        return Ok(Vec::new());
-    }
-    let inside = |point: Pt2, regions: &[CurveRegion2]| -> bool {
-        regions.iter().any(|region| {
-            winding(point, &region.outer, eps) != 0
-                && !region
-                    .holes
-                    .iter()
-                    .any(|hole| winding(point, hole, eps) != 0)
-        })
-    };
-    let filled = |point: Pt2| {
-        let left = inside(point, a);
-        let right = inside(point, b);
-        match operation {
-            PlanarBooleanOp::Union => left || right,
-            PlanarBooleanOp::Intersection => left && right,
-            PlanarBooleanOp::Subtraction => left && !right,
-        }
-    };
-    let mut split = Vec::new();
-    for (index, edge) in edges.iter().enumerate() {
-        let mut ts = vec![0.0, 1.0];
-        for (other_index, other) in edges.iter().enumerate() {
-            if index == other_index {
-                continue;
-            }
-            for point in intersections(edge, other, eps) {
-                if let Some(t) = edge.parameter(point, eps) {
-                    ts.push(t);
-                }
-            }
-        }
-        ts.sort_by(|x, y| x.total_cmp(y));
-        let mut clean: Vec<f64> = Vec::new();
-        for t in ts {
-            if clean
-                .last()
-                .is_none_or(|last| (t - last) * edge.length() > eps)
-            {
-                clean.push(t);
-            }
-        }
-        if clean
-            .last()
-            .is_some_and(|last| 1.0 - last > eps / edge.length())
-        {
-            clean.push(1.0);
-        }
-        for window in clean.windows(2) {
-            let piece = edge.slice(window[0], window[1]);
-            if piece.length() > eps {
-                split.push(piece);
-            }
-        }
-    }
-    let mut boundary = Vec::new();
-    let mut seen = HashSet::new();
-    for edge in split {
-        let left = filled(probe(&edge, 1.0, eps));
-        let right = filled(probe(&edge, -1.0, eps));
-        if left == right {
-            continue;
-        }
-        let oriented = if left { edge } else { edge.reverse() };
-        let key = (
-            quant(oriented.point(0.0), eps),
-            quant(oriented.point(0.5), eps),
-            quant(oriented.point(1.0), eps),
-        );
-        if seen.insert(key) {
-            boundary.push(oriented);
-        }
-    }
-    let mut outgoing: HashMap<(i64, i64), Vec<usize>> = HashMap::new();
-    for (index, edge) in boundary.iter().enumerate() {
-        outgoing
-            .entry(quant(edge.point(0.0), eps))
-            .or_default()
-            .push(index);
-    }
-    let mut used = vec![false; boundary.len()];
-    let mut loops = Vec::new();
-    for start in 0..boundary.len() {
-        if used[start] {
-            continue;
-        }
-        let mut current = start;
-        let mut ring = Vec::new();
-        for _ in 0..=boundary.len() {
-            if used[current] {
-                break;
-            }
-            used[current] = true;
-            let edge = &boundary[current];
-            ring.push(edge.clone());
-            let at = quant(edge.point(1.0), eps);
-            if at == quant(boundary[start].point(0.0), eps) {
-                break;
-            }
-            let reverse = scale(edge.tangent(1.0), -1.0);
-            let mut best = None;
-            let mut best_turn = f64::INFINITY;
-            for &candidate in outgoing.get(&at).map(Vec::as_slice).unwrap_or(&[]) {
-                if used[candidate] {
-                    continue;
-                }
-                let direction = boundary[candidate].tangent(0.0);
-                let mut turn = -cross(reverse, direction).atan2(dot(reverse, direction));
-                if turn <= 1.0e-12 {
-                    turn += TAU;
-                }
-                if turn < best_turn {
-                    best_turn = turn;
-                    best = Some(candidate);
-                }
-            }
-            match best {
-                Some(next) => current = next,
-                None => break,
-            }
-        }
-        if ring.len() < 2
-            || distance(ring.last().unwrap().point(1.0), ring[0].point(0.0)) > eps
-            || ring_area(&ring).abs() <= eps * eps
-        {
-            return Err("Curved Boolean produced an open or degenerate boundary".into());
-        }
-        loops.push(ring);
-    }
-    let mut result: Vec<CurveRegion2> = loops
-        .iter()
-        .filter(|ring| ring_area(ring) > 0.0)
-        .map(|ring| CurveRegion2 {
-            outer: reverse_ring(ring),
-            holes: Vec::new(),
-        })
-        .collect();
-    for hole in loops.iter().filter(|ring| ring_area(ring) < 0.0) {
-        let sample = probe(&hole[0], -1.0, eps);
-        let index = result
-            .iter()
-            .enumerate()
-            .filter(|(_, region)| winding(sample, &region.outer, eps) != 0)
-            .min_by(|(_, first), (_, second)| {
-                ring_area(&first.outer)
-                    .abs()
-                    .total_cmp(&ring_area(&second.outer).abs())
-            })
-            .map(|(index, _)| index);
-        if let Some(index) = index {
-            result[index].holes.push(reverse_ring(hole));
-        }
-    }
-    for region in &mut result {
-        canonicalize_ring(&mut region.outer);
-        for hole in &mut region.holes {
-            canonicalize_ring(hole);
-        }
-        region
-            .holes
-            .sort_by(|a, b| compare_points(a[0].point(0.0), b[0].point(0.0)));
-    }
-    result.sort_by(|a, b| compare_points(a.outer[0].point(0.0), b.outer[0].point(0.0)));
-    Ok(result)
-}
-
-#[cfg(test)]
-mod tests {
-    use super::*;
-
-    fn sector(start: f64, end: f64) -> CurveRegion2 {
-        let at = |radius: f64, angle: f64| [radius * angle.cos(), radius * angle.sin()];
-        CurveRegion2 {
-            outer: vec![
-                CurveEdge2::Arc {
-                    center: [0.0, 0.0],
-                    radius: 2.0,
-                    start_angle: end,
-                    sweep_angle: start - end,
-                },
-                CurveEdge2::Line {
-                    from: at(2.0, start),
-                    to: at(1.0, start),
-                },
-                CurveEdge2::Arc {
-                    center: [0.0, 0.0],
-                    radius: 1.0,
-                    start_angle: start,
-                    sweep_angle: end - start,
-                },
-                CurveEdge2::Line {
-                    from: at(1.0, end),
-                    to: at(2.0, end),
-                },
-            ],
-            holes: Vec::new(),
-        }
-    }
-
-    fn rectangle(x0: f64, z0: f64, x1: f64, z1: f64) -> CurveRegion2 {
-        let points = [[x0, z0], [x0, z1], [x1, z1], [x1, z0]];
-        CurveRegion2 {
-            outer: (0..4)
-                .map(|index| CurveEdge2::Line {
-                    from: points[index],
-                    to: points[(index + 1) % 4],
-                })
-                .collect(),
-            holes: Vec::new(),
-        }
-    }
-
-    fn area(regions: &[CurveRegion2]) -> f64 {
-        regions
-            .iter()
-            .map(|region| {
-                -ring_area(&region.outer)
-                    - region.holes.iter().map(|hole| ring_area(hole)).sum::<f64>()
-            })
-            .sum()
-    }
-
-    #[test]
-    fn coincident_arc_boundaries_preserve_exact_overlap() {
-        let a = sector(0.0, std::f64::consts::FRAC_PI_2);
-        let b = sector(
-            std::f64::consts::FRAC_PI_4,
-            3.0 * std::f64::consts::FRAC_PI_4,
-        );
-        let expected = 1.5 * std::f64::consts::FRAC_PI_4;
-        for (operation, target) in [
-            (PlanarBooleanOp::Intersection, expected),
-            (
-                PlanarBooleanOp::Union,
-                1.5 * 3.0 * std::f64::consts::FRAC_PI_4,
-            ),
-            (PlanarBooleanOp::Subtraction, expected),
-        ] {
-            let out = boolean_curved_regions(&[a.clone()], &[b.clone()], operation, 1e-7).unwrap();
-            assert_eq!(out.len(), 1);
-            assert!(
-                (area(&out) - target).abs() < 1e-6,
-                "{operation:?}: expected {target}, got {}",
-                area(&out)
-            );
-            assert!(out[0]
-                .outer
-                .iter()
-                .any(|edge| matches!(edge, CurveEdge2::Arc { .. })));
-        }
-    }
-
-    #[test]
-    fn line_arc_cut_splits_sector_without_chording() {
-        let base = sector(0.0, std::f64::consts::FRAC_PI_2);
-        let cutter = rectangle(1.2, -0.2, 1.8, 2.2);
-        let out = boolean_curved_regions(
-            &[base.clone()],
-            &[cutter],
-            PlanarBooleanOp::Subtraction,
-            1e-7,
-        )
-        .unwrap();
-        assert_eq!(out.len(), 2);
-        assert!(out.iter().all(|region| ring_area(&region.outer) < 0.0));
-        assert!(
-            out.iter()
-                .flat_map(|region| &region.outer)
-                .filter(|edge| matches!(edge, CurveEdge2::Arc { .. }))
-                .count()
-                >= 2
-        );
-        assert!(area(&out) > 0.0 && area(&out) < area(&[base]));
-    }
-
-    #[test]
-    fn identical_arc_region_union_and_subtraction_are_canonical() {
-        let source = sector(-0.4, 1.7);
-        let union = boolean_curved_regions(
-            &[source.clone()],
-            &[source.clone()],
-            PlanarBooleanOp::Union,
-            1e-7,
-        )
-        .unwrap();
-        assert_eq!(union.len(), 1);
-        assert!((area(&union) - area(&[source.clone()])).abs() < 1e-6);
-        let difference = boolean_curved_regions(
-            &[source.clone()],
-            &[source],
-            PlanarBooleanOp::Subtraction,
-            1e-7,
-        )
-        .unwrap();
-        assert!(difference.is_empty());
-    }
-
-    #[test]
-    fn random_concentric_sector_booleans_match_analytic_areas() {
-        let mut seed = 0x8a53_71de_u64;
-        let mut random = || {
-            seed = seed.wrapping_mul(6364136223846793005).wrapping_add(1);
-            ((seed >> 32) as f64) / (u32::MAX as f64)
-        };
-        for case in 0..120 {
-            let a0 = -0.7 + 1.4 * random();
-            let a1 = a0 + 0.2 + 1.0 * random();
-            let b0 = -0.7 + 1.4 * random();
-            let b1 = b0 + 0.2 + 1.0 * random();
-            let a = sector(a0, a1);
-            let b = sector(b0, b1);
-            let overlap = (a1.min(b1) - a0.max(b0)).max(0.0);
-            for (operation, expected) in [
-                (PlanarBooleanOp::Union, 1.5 * (a1 - a0 + b1 - b0 - overlap)),
-                (PlanarBooleanOp::Intersection, 1.5 * overlap),
-                (PlanarBooleanOp::Subtraction, 1.5 * (a1 - a0 - overlap)),
-            ] {
-                let out =
-                    boolean_curved_regions(&[a.clone()], &[b.clone()], operation, 1e-7).unwrap();
-                assert!(
-                    (area(&out) - expected).abs() < 2e-6,
-                    "case {case} {operation:?}: expected {expected}, got {}",
-                    area(&out)
-                );
-                assert!(
-                    out.iter()
-                        .flat_map(|region| &region.outer)
-                        .any(|edge| matches!(edge, CurveEdge2::Arc { .. }))
-                        || out.is_empty()
-                );
-            }
-        }
-    }
-
-    #[test]
-    fn continuation_pair_subtracts_from_both_sides_of_a_third_host() {
-        let base = rectangle(-2.0, -0.1, 0.30000000000000027, 0.1);
-        let north = rectangle(-0.1, 0.0, 0.1, 2.0);
-        let south_arc = CurveRegion2 {
-            outer: vec![
-                CurveEdge2::Line {
-                    from: [-0.10000000000000009, 1.3471114790620887e-16],
-                    to: [0.09999999999999998, 1.1021821192326179e-16],
-                },
-                CurveEdge2::Arc {
-                    center: [1.0, 0.0],
-                    radius: 0.9,
-                    start_angle: std::f64::consts::PI,
-                    sweep_angle: std::f64::consts::FRAC_PI_2,
-                },
-                CurveEdge2::Line {
-                    from: [0.9999999999999999, -0.9],
-                    to: [0.9999999999999998, -1.1],
-                },
-                CurveEdge2::Arc {
-                    center: [1.0, 0.0],
-                    radius: 1.1,
-                    start_angle: 3.0 * std::f64::consts::FRAC_PI_2,
-                    sweep_angle: -std::f64::consts::FRAC_PI_2,
-                },
-            ],
-            holes: Vec::new(),
-        };
-        let out = boolean_curved_regions(
-            &[base],
-            &[north, south_arc],
-            PlanarBooleanOp::Subtraction,
-            1e-6,
-        )
-        .unwrap();
-        assert_eq!(out.len(), 2);
-        assert!(out
-            .iter()
-            .any(|region| region.outer.iter().any(|edge| edge.point(0.5).x < -1.0)));
-        let original = rectangle(-2.0, -0.1, 0.0, 0.1);
-        let intersections: Vec<_> = out
-            .iter()
-            .map(|region| {
-                boolean_curved_regions(
-                    &[region.clone()],
-                    &[original.clone()],
-                    PlanarBooleanOp::Intersection,
-                    1e-6,
-                )
-                .unwrap()
-            })
-            .collect();
-        assert_eq!(
-            intersections
-                .iter()
-                .filter(|regions| !regions.is_empty())
-                .count(),
-            1
-        );
-        for region in out {
-            boolean_curved_regions(
-                &[region],
-                &[original.clone()],
-                PlanarBooleanOp::Subtraction,
-                1e-6,
-            )
-            .unwrap();
-        }
-    }
-
-    #[test]
-    fn subtracting_concentric_disk_keeps_an_exact_circular_hole() {
-        let disk = |radius: f64| CurveRegion2 {
-            outer: vec![
-                CurveEdge2::Arc {
-                    center: [0.0, 0.0],
-                    radius,
-                    start_angle: 0.0,
-                    sweep_angle: -std::f64::consts::PI,
-                },
-                CurveEdge2::Arc {
-                    center: [0.0, 0.0],
-                    radius,
-                    start_angle: -std::f64::consts::PI,
-                    sweep_angle: -std::f64::consts::PI,
-                },
-            ],
-            holes: Vec::new(),
-        };
-        let out = boolean_curved_regions(
-            &[disk(2.0)],
-            &[disk(1.0)],
-            PlanarBooleanOp::Subtraction,
-            1e-7,
-        )
-        .unwrap();
-        assert_eq!(out.len(), 1);
-        assert_eq!(out[0].holes.len(), 1);
-        assert!((area(&out) - 3.0 * std::f64::consts::PI).abs() < 1e-7);
-        assert!(out[0].holes[0]
-            .iter()
-            .all(|edge| matches!(edge, CurveEdge2::Arc { .. })));
-    }
-
-    #[test]
-    fn intersecting_disks_keep_exact_circle_arcs_and_lens_area() {
-        let disk = |cx: f64| CurveRegion2 {
-            outer: vec![
-                CurveEdge2::Arc {
-                    center: [cx, 0.0],
-                    radius: 2.0,
-                    start_angle: 0.0,
-                    sweep_angle: -std::f64::consts::PI,
-                },
-                CurveEdge2::Arc {
-                    center: [cx, 0.0],
-                    radius: 2.0,
-                    start_angle: -std::f64::consts::PI,
-                    sweep_angle: -std::f64::consts::PI,
-                },
-            ],
-            holes: Vec::new(),
-        };
-        let out = boolean_curved_regions(
-            &[disk(-1.0)],
-            &[disk(1.0)],
-            PlanarBooleanOp::Intersection,
-            1e-7,
-        )
-        .unwrap();
-        let expected = 8.0 * (0.5_f64).acos() - 2.0 * 3.0_f64.sqrt();
-        assert_eq!(out.len(), 1);
-        assert!(out[0]
-            .outer
-            .iter()
-            .all(|edge| matches!(edge, CurveEdge2::Arc { .. })));
-        assert!((area(&out) - expected).abs() < 1e-7);
-    }
-
-    #[test]
-    fn disjoint_output_has_canonical_region_and_ring_order() {
-        let left = rectangle(-3.0, -1.0, -2.0, 1.0);
-        let right = rectangle(2.0, -1.0, 3.0, 1.0);
-        let first = boolean_curved_regions(
-            &[right.clone(), left.clone()],
-            &[],
-            PlanarBooleanOp::Union,
-            1e-7,
-        )
-        .unwrap();
-        let second =
-            boolean_curved_regions(&[left, right], &[], PlanarBooleanOp::Union, 1e-7).unwrap();
-        assert_eq!(
-            serde_json::to_value(&first).unwrap(),
-            serde_json::to_value(&second).unwrap()
-        );
-        assert_eq!(first.len(), 2);
-        assert_eq!(first[0].outer[0].point(0.0).x, -3.0);
-        assert_eq!(first[1].outer[0].point(0.0).x, 2.0);
-    }
-
-    #[test]
-    fn translated_and_rotated_circle_lenses_match_analytic_area() {
-        let disk = |center: [f64; 2], angle: f64| CurveRegion2 {
-            outer: vec![
-                CurveEdge2::Arc {
-                    center,
-                    radius: 2.0,
-                    start_angle: angle,
-                    sweep_angle: -std::f64::consts::PI,
-                },
-                CurveEdge2::Arc {
-                    center,
-                    radius: 2.0,
-                    start_angle: angle - std::f64::consts::PI,
-                    sweep_angle: -std::f64::consts::PI,
-                },
-            ],
-            holes: Vec::new(),
-        };
-        for index in 0..80 {
-            let angle = index as f64 * 0.783_124;
-            let distance = 0.25 + (index % 31) as f64 * 0.115;
-            let centre = [
-                3.0 + (index % 7) as f64 * 0.23,
-                -4.0 + (index % 9) as f64 * 0.31,
-            ];
-            let other = [
-                centre[0] + distance * angle.cos(),
-                centre[1] + distance * angle.sin(),
-            ];
-            let actual = boolean_curved_regions(
-                &[disk(centre, angle / 3.0)],
-                &[disk(other, angle / 5.0)],
-                PlanarBooleanOp::Intersection,
-                1e-7,
-            )
-            .unwrap();
-            let expected = 8.0 * (distance / 4.0).acos()
-                - 0.5 * distance * (16.0 - distance * distance).sqrt();
-            assert_eq!(actual.len(), 1, "case {index}");
-            assert!(
-                (area(&actual) - expected).abs() < 1e-6,
-                "case {index}: expected {expected}, got {}",
-                area(&actual)
-            );
-        }
-    }
-}
diff --git a/main/opengeometry/src/geometry/geometrybuffer.rs b/main/opengeometry/src/geometry/geometrybuffer.rs
deleted file mode 100644
index eba1a06..0000000
--- a/main/opengeometry/src/geometry/geometrybuffer.rs
+++ /dev/null
@@ -1,100 +0,0 @@
-/*
- * Geometry Module
- *
- * The final geometry is stored in geometry buffer.
- * It has trangles vertices and outline vertices, nothing more.
- * It is the final stage of geometry before it is sent to GPU for rendering.
- * The geometry buffer is created from BREP and then sent to GPU or other rendering systems.
- */
-
-use openmaths::Vector3;
-use serde::{Deserialize, Serialize};
-use uuid::Uuid;
-
-use crate::spatial::placement::Placement3D;
-
-#[derive(Clone, Serialize, Deserialize)]
-pub struct GeometryBuffer {
-    id: Uuid,
-    // flat vertices for triangles, 3 values per vertex (x, y, z)
-    pub vertices: Vec<f64>,
-    pub outline_vertices: Vec<f64>,
-    // TODO: add other geometry buffer properties such as normals, uvs, etc.
-}
-
-impl GeometryBuffer {
-    // Why Getter and Setter - https://github.com/rustwasm/wasm-bindgen/issues/1775
-    pub fn set_id(&mut self, id: Uuid) {
-        self.id = id;
-    }
-
-    pub fn id(&self) -> Uuid {
-        self.id
-    }
-
-    pub fn new(id: Uuid) -> GeometryBuffer {
-        GeometryBuffer {
-            id,
-            vertices: Vec::new(),
-            outline_vertices: Vec::new(),
-        }
-    }
-
-    /**
-     * Applies the given placement's world transformation to the geometry buffer. This function transforms all vertices in the geometry buffer from their local space to world space using the transformation defined by the placement. The transformation includes translation, rotation, and scaling as specified in the placement's world matrix. After applying this function, the vertices in the geometry buffer will be updated to reflect their new positions in world space, which can then be used for rendering or further processing.
-     */
-    pub fn apply_transform(&mut self, placement: &Placement3D) {
-        let placement_matrix = placement.world_matrix();
-        transform_flat_vertex_buffer(&mut self.vertices, &placement_matrix);
-        transform_flat_vertex_buffer(&mut self.outline_vertices, &placement_matrix);
-    }
-
-    pub fn transformed(&self, placement: &Placement3D) -> GeometryBuffer {
-        let mut geometry = self.clone();
-        geometry.apply_transform(placement);
-        geometry
-    }
-
-    pub fn reset_geometry(&mut self) {
-        self.vertices.clear();
-        self.outline_vertices.clear();
-    }
-
-    pub fn get_center(&self) -> Vector3 {
-        let Some(first_vertex) = self.vertices.chunks_exact(3).next() else {
-            return Vector3::new(0.0, 0.0, 0.0);
-        };
-
-        let mut min_x = first_vertex[0];
-        let mut min_y = first_vertex[1];
-        let mut min_z = first_vertex[2];
-        let mut max_x = first_vertex[0];
-        let mut max_y = first_vertex[1];
-        let mut max_z = first_vertex[2];
-
-        for vertex in self.vertices.chunks_exact(3).skip(1) {
-            min_x = min_x.min(vertex[0]);
-            min_y = min_y.min(vertex[1]);
-            min_z = min_z.min(vertex[2]);
-            max_x = max_x.max(vertex[0]);
-            max_y = max_y.max(vertex[1]);
-            max_z = max_z.max(vertex[2]);
-        }
-
-        Vector3::new(
-            (min_x + max_x) * 0.5,
-            (min_y + max_y) * 0.5,
-            (min_z + max_z) * 0.5,
-        )
-    }
-}
-
-fn transform_flat_vertex_buffer(buffer: &mut [f64], matrix: &openmaths::Matrix4) {
-    for vertex in buffer.chunks_exact_mut(3) {
-        let mut point = Vector3::new(vertex[0], vertex[1], vertex[2]);
-        point.apply_matrix4(matrix.clone());
-        vertex[0] = point.x;
-        vertex[1] = point.y;
-        vertex[2] = point.z;
-    }
-}
diff --git a/main/opengeometry/src/geometry/offset2d.rs b/main/opengeometry/src/geometry/offset2d.rs
deleted file mode 100644
index e4befc4..0000000
--- a/main/opengeometry/src/geometry/offset2d.rs
+++ /dev/null
@@ -1,448 +0,0 @@
-//! Generic 2D polyline offset: miter/bevel joins, mitered bands, offset outline.
-
-use crate::geometry::boolean2d::*;
-use crate::geometry::poly2d::*;
-use openmaths::Vector3;
-
-/// Whether a centreline is (or should be treated as) a closed loop: the caller's
-/// `closed` flag OR a first≈last coincidence. Returns the working points (closing
-/// duplicate stripped) and the resolved `closed` flag.
-pub fn resolve_closed(points: &[Pt2], closed: bool, eps: f64) -> (Vec<Pt2>, bool) {
-    let mut pts = points.to_vec();
-    let mut is_closed = closed;
-    if pts.len() >= 2 {
-        let first = pts[0];
-        let last = pts[pts.len() - 1];
-        if (first.x - last.x).hypot(first.z - last.z) < eps {
-            is_closed = true;
-            pts.pop();
-        }
-    }
-    (pts, is_closed)
-}
-
-/// Drop centreline vertices that create a segment shorter than `min_length`.
-pub fn simplify_polyline(centreline: &[Vector3], min_length: f64, closed: bool) -> Vec<Vector3> {
-    if centreline.len() < 3 || min_length <= 0.0 {
-        return centreline.to_vec();
-    }
-    let near = |a: &Vector3, b: &Vector3| (a.x - b.x).hypot(a.z - b.z);
-
-    let mut pts = centreline.to_vec();
-    let mut had_closing_dup = false;
-    if closed && pts.len() >= 2 && near(&pts[0], &pts[pts.len() - 1]) < DEFAULT_EPS {
-        pts.pop();
-        had_closing_dup = true;
-    }
-
-    let mut kept: Vec<Vector3> = vec![pts[0]];
-    for current in pts.iter().skip(1) {
-        if near(current, kept.last().unwrap()) >= min_length {
-            kept.push(*current);
-        }
-    }
-
-    if !closed {
-        // Keep the true endpoint (overall length matters): replace a short tail, else append.
-        let endpoint = pts[pts.len() - 1];
-        let last = *kept.last().unwrap();
-        if near(&endpoint, &last) > DEFAULT_EPS {
-            if kept.len() >= 2 && near(&endpoint, &last) < min_length {
-                *kept.last_mut().unwrap() = endpoint;
-            } else {
-                kept.push(endpoint);
-            }
-        }
-    } else {
-        // Drop a too-short closing segment (last kept → first).
-        if kept.len() > 3 && near(&kept[0], kept.last().unwrap()) < min_length {
-            kept.pop();
-        }
-        if had_closing_dup {
-            let first = kept[0];
-            kept.push(Vector3::new(first.x, first.y, first.z));
-        }
-    }
-
-    // Never over-collapse below a buildable polyline.
-    let min_kept = if closed {
-        if had_closing_dup {
-            4
-        } else {
-            3
-        }
-    } else {
-        2
-    };
-    if kept.len() < min_kept {
-        return centreline.to_vec();
-    }
-    kept
-}
-
-/// A stroked region as a clean outline: outer ring + inner-ring holes (XZ at base_y).
-pub struct Outline2D {
-    pub outer: Vec<Vector3>,
-    pub holes: Vec<Vec<Vector3>>,
-}
-
-/// Per-segment MITERED bands (each CCW). Convex corners carry the offset-edge miter
-/// (a shared apex with the neighbour, so the convex corner is FILLED — no square-cap
-/// notch); concave corners carry the segment's own perpendicular cap and let the
-/// neighbour band overlap to fill the fold. This is the same per-corner join a
-/// simple centreline uses, so a self-crossing centreline's vertices join identically.
-/// `miter_limit` ∞ keeps convex corners full miters; spikes are bevelled post-union.
-pub fn mitered_offset_bands(
-    pts: &[Pt2],
-    closed: bool,
-    half_width: f64,
-    miter_limit: f64,
-    eps: f64,
-) -> Vec<Vec<Pt2>> {
-    let n = pts.len();
-    if n < 2 {
-        return Vec::new();
-    }
-    let seg_count = if closed { n } else { n - 1 };
-    let mut dir: Vec<Pt2> = Vec::with_capacity(seg_count);
-    let mut left_normal: Vec<Pt2> = Vec::with_capacity(seg_count);
-    for i in 0..seg_count {
-        let a = pts[i];
-        let b = pts[(i + 1) % n];
-        let length = (b.x - a.x).hypot(b.z - a.z);
-        if length < eps {
-            return Vec::new();
-        }
-        dir.push(Pt2::new((b.x - a.x) / length, (b.z - a.z) / length));
-        left_normal.push(Pt2::new(-(b.z - a.z) / length, (b.x - a.x) / length));
-    }
-    let cap = |vi: usize, seg: usize, side: f64| -> Pt2 {
-        Pt2::new(
-            pts[vi].x + side * half_width * left_normal[seg].x,
-            pts[vi].z + side * half_width * left_normal[seg].z,
-        )
-    };
-    let corner = |vi: usize, in_seg: usize, out_seg: usize, side: f64, this_seg: usize| -> Pt2 {
-        let turn = cross2(dir[in_seg], dir[out_seg]);
-        if side * turn >= 0.0 {
-            return cap(vi, this_seg, side); // concave side → own cap, let overlap fill
-        }
-        let Some(meet) = intersect2(
-            cap(vi, in_seg, side),
-            dir[in_seg],
-            cap(vi, out_seg, side),
-            dir[out_seg],
-            eps,
-        ) else {
-            return cap(vi, this_seg, side);
-        };
-        let cos_deflection = dot2(dir[in_seg], dir[out_seg]).clamp(-1.0, 1.0);
-        let miter_ratio = 1.0 / (cos_deflection.acos() / 2.0).cos();
-        if miter_ratio > miter_limit {
-            return cap(vi, this_seg, side);
-        }
-        meet
-    };
-
-    let mut bands: Vec<Vec<Pt2>> = Vec::with_capacity(seg_count);
-    for i in 0..seg_count {
-        let start_vi = i;
-        let end_vi = (i + 1) % n;
-        let start_free = !closed && i == 0;
-        let end_free = !closed && i == seg_count - 1;
-        let prev_seg = (i + seg_count - 1) % seg_count;
-        let next_seg = (i + 1) % seg_count;
-        let mut quad: Vec<Pt2> = vec![
-            if start_free {
-                cap(start_vi, i, 1.0)
-            } else {
-                corner(start_vi, prev_seg, i, 1.0, i)
-            },
-            if end_free {
-                cap(end_vi, i, 1.0)
-            } else {
-                corner(end_vi, i, next_seg, 1.0, i)
-            },
-            if end_free {
-                cap(end_vi, i, -1.0)
-            } else {
-                corner(end_vi, i, next_seg, -1.0, i)
-            },
-            if start_free {
-                cap(start_vi, i, -1.0)
-            } else {
-                corner(start_vi, prev_seg, i, -1.0, i)
-            },
-        ];
-        if self_intersects2(&quad, eps) || signed_area2(&quad).abs() < eps {
-            // Over-deep trim folded the quad — fall back to a plain rectangle band.
-            quad = vec![
-                cap(start_vi, i, 1.0),
-                cap(end_vi, i, 1.0),
-                cap(end_vi, i, -1.0),
-                cap(start_vi, i, -1.0),
-            ];
-        }
-        if signed_area2(&quad) < 0.0 {
-            quad.reverse();
-        }
-        bands.push(quad);
-    }
-    bands
-}
-
-/// Replace sharp convex miter spikes on a 2D ring with a flat BEVEL (the chamfer
-/// joining the two offset points), past `miter_limit` — the same threshold the
-/// per-corner joins use. Concave vertices and corners within the limit are kept.
-pub fn bevel_sharp_convex_pts(
-    ring: &[Pt2],
-    half_width: f64,
-    miter_limit: f64,
-    eps: f64,
-) -> Vec<Pt2> {
-    let count = ring.len();
-    if count < 3 {
-        return ring.to_vec();
-    }
-    let ring_is_ccw = signed_area2(ring) > 0.0;
-    let mut out: Vec<Pt2> = Vec::with_capacity(count);
-    for i in 0..count {
-        let prev = ring[(i + count - 1) % count];
-        let vertex = ring[i];
-        let next = ring[(i + 1) % count];
-        let in_dir = Pt2::new(vertex.x - prev.x, vertex.z - prev.z);
-        let in_len = in_dir.x.hypot(in_dir.z);
-        let out_dir = Pt2::new(next.x - vertex.x, next.z - vertex.z);
-        let out_len = out_dir.x.hypot(out_dir.z);
-        if in_len < eps || out_len < eps {
-            out.push(vertex);
-            continue;
-        }
-        let to_prev = Pt2::new(-in_dir.x / in_len, -in_dir.z / in_len);
-        let to_next = Pt2::new(out_dir.x / out_len, out_dir.z / out_len);
-        let turn = cross2(
-            Pt2::new(in_dir.x / in_len, in_dir.z / in_len),
-            Pt2::new(out_dir.x / out_len, out_dir.z / out_len),
-        );
-        let convex = if ring_is_ccw { turn > eps } else { turn < -eps };
-        let interior_angle = dot2(to_prev, to_next).clamp(-1.0, 1.0).acos();
-        let ratio = if interior_angle > eps {
-            1.0 / (interior_angle / 2.0).sin()
-        } else {
-            f64::INFINITY
-        };
-        if !convex || ratio <= miter_limit {
-            out.push(vertex);
-            continue;
-        }
-        let mut trim = half_width / (interior_angle / 2.0).tan();
-        trim = trim.min(0.5 * in_len).min(0.5 * out_len);
-        if trim <= eps {
-            out.push(vertex);
-            continue;
-        }
-        out.push(Pt2::new(
-            vertex.x + to_prev.x * trim,
-            vertex.z + to_prev.z * trim,
-        ));
-        out.push(Pt2::new(
-            vertex.x + to_next.x * trim,
-            vertex.z + to_next.z * trim,
-        ));
-    }
-    out
-}
-
-/// Boundary points contributed at a vertex on one side.
-/// Convex side → miter (1 pt) within the limit, else a flat bevel (2 caps).
-/// Concave side → inner trim (1 pt).
-#[allow(clippy::too_many_arguments)]
-pub fn join_points(
-    vertex: Pt2,
-    in_dir: Pt2,
-    out_dir: Pt2,
-    in_normal: Pt2,
-    out_normal: Pt2,
-    side: f64,
-    half_width: f64,
-    miter_limit: f64,
-    eps: f64,
-    forward: bool,
-) -> Vec<Pt2> {
-    let in_anchor = Pt2::new(
-        vertex.x + side * half_width * in_normal.x,
-        vertex.z + side * half_width * in_normal.z,
-    );
-    let out_anchor = Pt2::new(
-        vertex.x + side * half_width * out_normal.x,
-        vertex.z + side * half_width * out_normal.z,
-    );
-    let Some(corner) = intersect2(in_anchor, in_dir, out_anchor, out_dir, eps) else {
-        return vec![in_anchor]; // collinear — anchors coincide
-    };
-
-    let turn = cross2(in_dir, out_dir);
-    let side_convex = side * turn < 0.0;
-    if !side_convex {
-        return vec![corner]; // concave inner trim
-    }
-
-    let deflection = dot2(in_dir, out_dir).clamp(-1.0, 1.0).acos();
-    let miter_ratio = 1.0 / (deflection / 2.0).cos();
-    if miter_ratio <= miter_limit {
-        return vec![corner]; // miter
-    }
-    if forward {
-        vec![in_anchor, out_anchor]
-    } else {
-        vec![out_anchor, in_anchor]
-    } // flat bevel
-}
-
-/// Offset a centreline into a clean outline polygon with miter/bevel joins.
-/// Returns `None` if the outline (or, for a closed centreline, either ring) would
-/// still self-intersect after nonzero-winding resolution.
-pub fn offset_outline(
-    centreline: &[Vector3],
-    width: f64,
-    closed: bool,
-    miter_limit: f64,
-    eps: f64,
-) -> Option<Outline2D> {
-    let half_width = width / 2.0;
-    let base_y = centreline.first().map(|v| v.y).unwrap_or(0.0);
-
-    let raw: Vec<Pt2> = centreline.iter().map(xz).collect();
-    let (pts, closed) = resolve_closed(&raw, closed, eps);
-    let n = pts.len();
-    if n < 2 || (closed && n < 3) {
-        return None;
-    }
-
-    let seg_count = if closed { n } else { n - 1 };
-    let mut dir: Vec<Pt2> = Vec::with_capacity(seg_count);
-    let mut left_normal: Vec<Pt2> = Vec::with_capacity(seg_count);
-    for i in 0..seg_count {
-        let a = pts[i];
-        let b = pts[(i + 1) % n];
-        let dx = b.x - a.x;
-        let dz = b.z - a.z;
-        let length = dx.hypot(dz);
-        if length < eps {
-            return None;
-        }
-        dir.push(Pt2::new(dx / length, dz / length));
-        left_normal.push(Pt2::new(-dz / length, dx / length));
-    }
-
-    let points_at =
-        |vi: usize, in_seg: usize, out_seg: usize, side: f64, forward: bool| -> Vec<Pt2> {
-            join_points(
-                pts[vi],
-                dir[in_seg],
-                dir[out_seg],
-                left_normal[in_seg],
-                left_normal[out_seg],
-                side,
-                half_width,
-                miter_limit,
-                eps,
-                forward,
-            )
-        };
-    let cap = |vi: usize, seg: usize, side: f64| -> Pt2 {
-        Pt2::new(
-            pts[vi].x + side * half_width * left_normal[seg].x,
-            pts[vi].z + side * half_width * left_normal[seg].z,
-        )
-    };
-
-    let to_v3 = |ring: Vec<Pt2>| -> Vec<Vector3> {
-        ring.into_iter()
-            .map(|p| Vector3::new(p.x, base_y, p.z))
-            .collect()
-    };
-
-    if !closed {
-        let mut left: Vec<Pt2> = vec![cap(0, 0, 1.0)];
-        for vi in 1..=(n - 2) {
-            left.extend(points_at(vi, vi - 1, vi, 1.0, true));
-        }
-        left.push(cap(n - 1, seg_count - 1, 1.0));
-
-        let mut right: Vec<Pt2> = vec![cap(n - 1, seg_count - 1, -1.0)];
-        for vi in (1..=(n - 2)).rev() {
-            right.extend(points_at(vi, vi - 1, vi, -1.0, false));
-        }
-        right.push(cap(0, 0, -1.0));
-
-        let mut combined = left;
-        combined.extend(right);
-        let ring = dedupe_ring(&combined, eps);
-        if ring.len() < 3 {
-            return None;
-        }
-        let resolved = resolve_ring_nonzero(&ring, eps)?;
-        return Some(Outline2D {
-            outer: to_v3(resolved.outer),
-            holes: resolved.holes.into_iter().map(to_v3).collect(),
-        });
-    }
-
-    // A simple closed centreline may not cross itself (e.g. a figure-8): its offset
-    // can't be a single outer+holes region, so reject cleanly rather than emit a partial lobe.
-    if self_intersects2(&pts, eps) {
-        return None;
-    }
-
-    // Closed: two rings (offset +h and −h all the way round), each resolved by
-    // nonzero winding. The larger-area region is the outer boundary; the smaller is
-    // the interior void (a hole) — UNLESS the inner offset collapses or inverts (a
-    // stroke as wide as its loop), in which case the stroke fills the region: SOLID, no hole.
-    let ring_for_side = |side: f64| -> Vec<Pt2> {
-        let mut out: Vec<Pt2> = Vec::new();
-        for vi in 0..n {
-            out.extend(points_at(vi, (vi + n - 1) % n, vi, side, true));
-        }
-        dedupe_ring(&out, eps)
-    };
-
-    // Keep only sides that produced a real (positive-area) region; the larger is outer.
-    let mut regions: Vec<RingRegion> = [
-        resolve_ring_nonzero(&ring_for_side(1.0), eps),
-        resolve_ring_nonzero(&ring_for_side(-1.0), eps),
-    ]
-    .into_iter()
-    .flatten()
-    .filter(|region| signed_area2(&region.outer).abs() >= eps)
-    .collect();
-    if regions.is_empty() {
-        return None; // both offset rings collapsed — genuinely unbuildable
-    }
-    regions.sort_by(|a, b| {
-        signed_area2(&b.outer)
-            .abs()
-            .partial_cmp(&signed_area2(&a.outer).abs())
-            .unwrap_or(std::cmp::Ordering::Equal)
-    });
-    let outer_region = regions.remove(0);
-
-    // The smaller side is the interior void only if it nests cleanly inside the outer;
-    // otherwise it collapsed/inverted → no hole (solid mass).
-    let mut hole_rings: Vec<Vec<Pt2>> = Vec::new();
-    if let Some(inner_region) = regions.into_iter().next() {
-        if ring_inside2(&inner_region.outer, &outer_region.outer, eps) {
-            hole_rings.push(inner_region.outer);
-        }
-    }
-    hole_rings.extend(outer_region.holes);
-    let holes: Vec<Vec<Pt2>> = hole_rings
-        .into_iter()
-        .filter(|hole| ring_inside2(hole, &outer_region.outer, eps))
-        .collect();
-
-    Some(Outline2D {
-        outer: to_v3(outer_region.outer),
-        holes: holes.into_iter().map(to_v3).collect(),
-    })
-}
diff --git a/main/opengeometry/src/geometry/offset_regions.rs b/main/opengeometry/src/geometry/offset_regions.rs
deleted file mode 100644
index 82ea72a..0000000
--- a/main/opengeometry/src/geometry/offset_regions.rs
+++ /dev/null
@@ -1,1517 +0,0 @@
-//! Fixed-width polyline offset: centreline + width -> stroked region(s), plus a
-//! group offset that merges several overlapping strokes into one. Built on the
-//! generic `geometry` 2D toolkit. It accepts arbitrary planar paths and
-//! ring boundaries.
-
-use crate::geometry::boolean2d::*;
-use crate::geometry::curved_boolean2d::{boolean_curved_regions, CurveRegion2};
-use crate::geometry::offset2d::*;
-use crate::geometry::poly2d::*;
-use openmaths::Vector3;
-use wasm_bindgen::prelude::*;
-
-/// One stroked region: a CW outer ring + its CCW inner-void holes (canonical).
-pub type OffsetRegion = (Vec<Vector3>, Vec<Vec<Vector3>>);
-
-pub fn boolean_offset_regions(
-    a: &[OffsetRegion],
-    b: &[OffsetRegion],
-    operation: PlanarBooleanOp,
-) -> Result<Vec<OffsetRegion>, String> {
-    let base_y = a
-        .iter()
-        .chain(b)
-        .find_map(|(outer, _)| outer.first().map(|point| point.y))
-        .unwrap_or(0.0);
-    let contours = |regions: &[OffsetRegion]| -> Result<Vec<Vec<Pt2>>, String> {
-        let mut loops = Vec::new();
-        for (outer, holes) in regions {
-            for (ring, outer_ring) in
-                std::iter::once((outer, true)).chain(holes.iter().map(|hole| (hole, false)))
-            {
-                if ring.len() < 3
-                    || ring.iter().any(|point| {
-                        !point.x.is_finite()
-                            || !point.y.is_finite()
-                            || !point.z.is_finite()
-                            || (point.y - base_y).abs() > DEFAULT_EPS
-                    })
-                {
-                    return Err(
-                        "Boolean region ring must contain at least three finite coplanar points"
-                            .into(),
-                    );
-                }
-                let area = signed_area_xz(ring);
-                if area.abs() <= DEFAULT_EPS * DEFAULT_EPS
-                    || (outer_ring && area >= 0.0)
-                    || (!outer_ring && area <= 0.0)
-                {
-                    return Err("Boolean region ring has degenerate or incorrect winding".into());
-                }
-                loops.push(ring.iter().map(xz).collect());
-            }
-        }
-        Ok(loops)
-    };
-    let a_contours = contours(a)?;
-    let b_contours = contours(b)?;
-    Ok(
-        boolean_oriented_regions(&a_contours, &b_contours, operation, DEFAULT_EPS)
-            .into_iter()
-            .map(|region| finalize_region(&region.outer, &region.holes, base_y))
-            .collect(),
-    )
-}
-
-#[derive(serde::Deserialize)]
-struct BooleanRegionJson {
-    outer: Vec<[f64; 3]>,
-    holes: Vec<Vec<[f64; 3]>>,
-}
-
-#[wasm_bindgen(js_name = booleanRegions2D)]
-pub fn boolean_regions_2d_wasm(
-    a_json: String,
-    b_json: String,
-    operation: String,
-) -> Result<OGOffsetRegionsResult, JsValue> {
-    let parse = |json: &str| -> Result<Vec<OffsetRegion>, JsValue> {
-        let regions: Vec<BooleanRegionJson> = serde_json::from_str(json).map_err(|error| {
-            JsValue::from_str(&format!("Invalid Boolean regions JSON: {error}"))
-        })?;
-        Ok(regions
-            .into_iter()
-            .map(|region| {
-                let points = |ring: Vec<[f64; 3]>| {
-                    ring.into_iter()
-                        .map(|point| Vector3::new(point[0], point[1], point[2]))
-                        .collect()
-                };
-                (
-                    points(region.outer),
-                    region.holes.into_iter().map(points).collect(),
-                )
-            })
-            .collect())
-    };
-    let operation = match operation.as_str() {
-        "union" => PlanarBooleanOp::Union,
-        "intersection" => PlanarBooleanOp::Intersection,
-        "subtraction" => PlanarBooleanOp::Subtraction,
-        _ => return Err(JsValue::from_str("Unknown 2D Boolean operation")),
-    };
-    let result = boolean_offset_regions(&parse(&a_json)?, &parse(&b_json)?, operation)
-        .map_err(|error| JsValue::from_str(&error))?;
-    OGOffsetRegionsResult::from_regions(result).map_err(|error| JsValue::from_str(&error))
-}
-
-/// Exact line/arc region Boolean. The JSON rings contain analytic edges rather
-/// than vertices, and the result keeps arcs as arcs. As with booleanRegions2D,
-/// outer rings are CW in XZ and holes are CCW.
-#[wasm_bindgen(js_name = booleanCurvedRegions2D)]
-pub fn boolean_curved_regions_2d_wasm(
-    a_json: String,
-    b_json: String,
-    operation: String,
-) -> Result<String, JsValue> {
-    let parse = |json: &str| -> Result<Vec<CurveRegion2>, JsValue> {
-        serde_json::from_str(json).map_err(|error| {
-            JsValue::from_str(&format!("Invalid curved Boolean regions JSON: {error}"))
-        })
-    };
-    let operation = match operation.as_str() {
-        "union" => PlanarBooleanOp::Union,
-        "intersection" => PlanarBooleanOp::Intersection,
-        "subtraction" => PlanarBooleanOp::Subtraction,
-        _ => return Err(JsValue::from_str("Unknown 2D Boolean operation")),
-    };
-    let result = boolean_curved_regions(&parse(&a_json)?, &parse(&b_json)?, operation, DEFAULT_EPS)
-        .map_err(|error| JsValue::from_str(&error))?;
-    serde_json::to_string(&result).map_err(|error| {
-        JsValue::from_str(&format!("Cannot serialize curved Boolean result: {error}"))
-    })
-}
-
-#[cfg(test)]
-mod planar_boolean_export_tests {
-    use super::*;
-
-    fn ring(points: &[(f64, f64)]) -> Vec<Vector3> {
-        points
-            .iter()
-            .map(|(x, z)| Vector3::new(*x, 0.0, *z))
-            .collect()
-    }
-
-    #[test]
-    fn exported_boolean_preserves_split_regions_and_winding() {
-        let a = vec![(
-            ring(&[(0.0, 0.0), (0.0, 4.0), (10.0, 4.0), (10.0, 0.0)]),
-            Vec::new(),
-        )];
-        let b = vec![(
-            ring(&[(4.0, -1.0), (4.0, 5.0), (6.0, 5.0), (6.0, -1.0)]),
-            Vec::new(),
-        )];
-        let out = boolean_offset_regions(&a, &b, PlanarBooleanOp::Subtraction).unwrap();
-        assert_eq!(out.len(), 2);
-        for (outer, holes) in out {
-            assert!(holes.is_empty());
-            assert!(signed_area_xz(&outer) < 0.0);
-        }
-    }
-
-    #[test]
-    fn exported_boolean_matches_random_rectangle_areas() {
-        let mut seed = 0x9e37_79b9_u64;
-        let mut random = || {
-            seed = seed.wrapping_mul(6364136223846793005).wrapping_add(1);
-            ((seed >> 32) as f64) / (u32::MAX as f64)
-        };
-        let rectangle = |x0: f64, z0: f64, x1: f64, z1: f64| {
-            vec![(ring(&[(x0, z0), (x0, z1), (x1, z1), (x1, z0)]), Vec::new())]
-        };
-        let area = |regions: Vec<OffsetRegion>| {
-            regions
-                .iter()
-                .map(|(outer, holes)| {
-                    -signed_area_xz(outer)
-                        - holes.iter().map(|hole| signed_area_xz(hole)).sum::<f64>()
-                })
-                .sum::<f64>()
-        };
-        for _ in 0..100 {
-            let aw = 0.5 + random() * 4.0;
-            let ah = 0.5 + random() * 4.0;
-            let bx = -2.0 + random() * 6.0;
-            let bz = -2.0 + random() * 6.0;
-            let bw = 0.5 + random() * 4.0;
-            let bh = 0.5 + random() * 4.0;
-            let overlap = (aw.min(bx + bw) - 0.0_f64.max(bx)).max(0.0)
-                * (ah.min(bz + bh) - 0.0_f64.max(bz)).max(0.0);
-            let a = rectangle(0.0, 0.0, aw, ah);
-            let b = rectangle(bx, bz, bx + bw, bz + bh);
-            for (operation, expected) in [
-                (PlanarBooleanOp::Union, aw * ah + bw * bh - overlap),
-                (PlanarBooleanOp::Intersection, overlap),
-                (PlanarBooleanOp::Subtraction, aw * ah - overlap),
-            ] {
-                let result = boolean_offset_regions(&a, &b, operation).unwrap();
-                assert!(
-                    (area(result) - expected).abs() < 1.0e-5,
-                    "{operation:?}: expected {expected}"
-                );
-            }
-        }
-    }
-
-    #[test]
-    fn exported_boolean_preserves_random_oblique_holes() {
-        let mut seed = 0x8bad_f00d_u64;
-        let mut random = || {
-            seed = seed
-                .wrapping_mul(2862933555777941757)
-                .wrapping_add(3037000493);
-            ((seed >> 32) as f64) / (u32::MAX as f64)
-        };
-        let host = vec![(
-            ring(&[(0.0, 0.0), (0.0, 4.0), (4.0, 4.0), (4.0, 0.0)]),
-            Vec::new(),
-        )];
-        for _ in 0..40 {
-            let width = 0.4 + random() * 1.6;
-            let depth = 0.4 + random() * 1.6;
-            let angle = random() * std::f64::consts::PI;
-            let (sin, cos) = angle.sin_cos();
-            let corners = [
-                (-width / 2.0, -depth / 2.0),
-                (-width / 2.0, depth / 2.0),
-                (width / 2.0, depth / 2.0),
-                (width / 2.0, -depth / 2.0),
-            ];
-            let cutter = vec![(
-                corners
-                    .iter()
-                    .map(|(x, z)| {
-                        Vector3::new(2.0 + x * cos - z * sin, 0.0, 2.0 + x * sin + z * cos)
-                    })
-                    .collect(),
-                Vec::new(),
-            )];
-            let output =
-                boolean_offset_regions(&host, &cutter, PlanarBooleanOp::Subtraction).unwrap();
-            assert_eq!(output.len(), 1);
-            assert_eq!(output[0].1.len(), 1);
-            let area = -signed_area_xz(&output[0].0) - signed_area_xz(&output[0].1[0]);
-            assert!((area - (16.0 - width * depth)).abs() < 1.0e-6);
-        }
-    }
-}
-
-/// Offset a centreline by ±half-width into one or more stroked regions, via the
-/// deterministic analytic offset. A simple centreline (open, L, closed loop,
-/// reflex, tight) yields ONE region from the single-ring offset. A self-crossing
-/// CLOSED centreline (e.g. a figure-8) instead UNIONS its per-segment bands by
-/// nonzero winding, so the overlapping strokes at the crossing MERGE into one
-/// clean region (no internal edges) — the cleanup a single-ring offset can't do.
-/// Each region is `normalize_winding` (CW outer / CCW holes) + `canonical_ring`.
-/// Empty vec means no region remains.
-pub fn offset_polyline_regions(
-    centreline: &[Vector3],
-    width: f64,
-    closed: bool,
-    miter_limit: f64,
-    eps: f64,
-) -> Vec<OffsetRegion> {
-    if width <= 0.0 || !width.is_finite() || centreline.len() < 2 {
-        return Vec::new();
-    }
-    let simplified = simplify_polyline(centreline, width / 2.0, closed);
-    let base_y = simplified.first().map(|v| v.y).unwrap_or(0.0);
-
-    let raw: Vec<Pt2> = simplified.iter().map(xz).collect();
-    let (pts, is_closed) = resolve_closed(&raw, closed, eps);
-
-    // Self-crossing closed centreline (figure-8 etc.): union the per-segment MITERED
-    // bands by nonzero winding so (a) every vertex joins with a miter like a normal
-    // corner (no square-cap notch), (b) the overlapping strokes at each crossing
-    // merge into one region, then bevel any convex spike past the miter limit — the
-    // same corner treatment every other corner gets.
-    if is_closed && self_intersects2(&pts, eps) {
-        let half_width = width / 2.0;
-        let bands = mitered_offset_bands(&pts, true, half_width, f64::INFINITY, eps);
-        return union_polygons_nonzero(&bands, eps)
-            .into_iter()
-            .map(|region| {
-                let outer = bevel_sharp_convex_pts(&region.outer, half_width, miter_limit, eps);
-                finalize_region(&outer, &region.holes, base_y)
-            })
-            .collect();
-    }
-
-    // Simple centrelines: the single-ring analytic offset (one region, or none if degenerate).
-    match offset_outline(&simplified, width, is_closed, miter_limit, eps) {
-        Some(outline) => {
-            let outer = canonical_ring(&normalize_winding(&outline.outer, Winding::Cw));
-            let holes = outline
-                .holes
-                .iter()
-                .map(|hole| canonical_ring(&normalize_winding(hole, Winding::Ccw)))
-                .collect();
-            vec![(outer, holes)]
-        }
-        None => Vec::new(),
-    }
-}
-
-/// Convert a resolved 2D region (outer + holes, in Pt2) to an `OffsetRegion`:
-/// lift to `base_y`, normalise winding (CW outer / CCW holes), canonicalise.
-pub fn finalize_region(outer: &[Pt2], hole_rings: &[Vec<Pt2>], base_y: f64) -> OffsetRegion {
-    let to_v3 = |ring: &[Pt2]| -> Vec<Vector3> {
-        ring.iter()
-            .map(|p| Vector3::new(p.x, base_y, p.z))
-            .collect()
-    };
-    let outer = canonical_ring(&normalize_winding(&to_v3(outer), Winding::Cw));
-    let holes = hole_rings
-        .iter()
-        .map(|hole| canonical_ring(&normalize_winding(&to_v3(hole), Winding::Ccw)))
-        .collect();
-    (outer, holes)
-}
-
-/// Segments per stadium end-cap semicircle. Caps are CIRCUMSCRIBED tangent
-/// fans, so the forbidden zone always CONTAINS the exact clearance disc — the
-/// envelope can under-claim by the tessellation sliver (≈0.9 % radially at 12
-/// segments) but can never claim a point closer to an edge than its distance.
-const STADIUM_CAP_SEGMENTS: usize = 12;
-
-/// The forbidden zone of one edge: every point within `distance` of the
-/// segment a→b — a stadium (rectangle + two circumscribed end-cap fans),
-/// wound CW so it subtracts under the positive-winding rule.
-fn forbidden_stadium(a: Pt2, b: Pt2, distance: f64) -> Vec<Pt2> {
-    let length = (b.x - a.x).hypot(b.z - a.z);
-    let u = Pt2::new((b.x - a.x) / length, (b.z - a.z) / length);
-    let n = Pt2::new(-u.z, u.x);
-
-    let cap = |centre: Pt2, from_angle: f64| -> Vec<Pt2> {
-        // Tangent fan sweeping a semicircle CLOCKWISE from `from_angle`:
-        // vertices at the tangent-line intersections, radius d / cos(Δ/2).
-        let delta = std::f64::consts::PI / STADIUM_CAP_SEGMENTS as f64;
-        let radius = distance / (delta / 2.0).cos();
-        (0..STADIUM_CAP_SEGMENTS)
-            .map(|j| {
-                let angle = from_angle - (j as f64 + 0.5) * delta;
-                Pt2::new(
-                    centre.x + radius * angle.cos(),
-                    centre.z + radius * angle.sin(),
-                )
-            })
-            .collect()
-    };
-
-    let normal_angle = n.z.atan2(n.x);
-    let mut ring: Vec<Pt2> = Vec::with_capacity(4 + 2 * STADIUM_CAP_SEGMENTS);
-    ring.push(Pt2::new(a.x + distance * n.x, a.z + distance * n.z));
-    ring.push(Pt2::new(b.x + distance * n.x, b.z + distance * n.z));
-    ring.extend(cap(b, normal_angle)); // sweep through +u, beyond b
-    ring.push(Pt2::new(b.x - distance * n.x, b.z - distance * n.z));
-    ring.push(Pt2::new(a.x - distance * n.x, a.z - distance * n.z));
-    ring.extend(cap(a, normal_angle + std::f64::consts::PI)); // through -u, beyond a
-    ring // n = u rotated +90°, so this traversal is CW (winding −1)
-}
-
-/// One interior hole of a ring being inset: its own closed ring plus one
-/// clearance distance per hole edge (edge i = ring[i] → ring[i+1]). The hole
-/// is an excluded region — an excluded island — so the
-/// inset GROWS the hole by its distances (the retained region keeps clear of
-/// the hole's edges, exactly as it keeps clear of the outer boundary).
-pub struct OffsetHole {
-    pub ring: Vec<Vector3>,
-    pub distances: Vec<f64>,
-}
-
-/// Prepare one ring of a variable inset: strip the closing duplicate, check the
-/// per-edge distance count and values, drop zero-length edges together with
-/// their distance slot, and wind the ring the way the positive-winding clip
-/// needs it (`want_ccw` = the base ring, else a subtractive hole). Reversing a
-/// ring turns edge k into traversed-backward edge (m-2-k) mod m, so the
-/// distances are remapped the same way. `Ok(None)` = the ring is geometrically
-/// degenerate (< 3 edges, zero area, self-intersecting); `Err` = malformed
-/// ARGUMENTS.
-fn prepare_inset_ring(
-    ring: &[Vector3],
-    distances: &[f64],
-    want_ccw: bool,
-    label: &str,
-    eps: f64,
-) -> Result<Option<(Vec<Pt2>, Vec<f64>)>, String> {
-    let raw: Vec<Pt2> = ring.iter().map(xz).collect();
-    let (pts, _) = resolve_closed(&raw, true, eps);
-    let n = pts.len();
-
-    if distances.len() != n {
-        return Err(format!(
-            "Expected one distance per {} edge (edge i = ring[i] -> ring[i+1]): the ring has {} edges but {} distances were given",
-            label,
-            n,
-            distances.len()
-        ));
-    }
-    for (i, d) in distances.iter().enumerate() {
-        if !d.is_finite() || *d < 0.0 {
-            return Err(format!(
-                "{} distances[{}] = {} is invalid: every per-edge distance must be a finite value >= 0",
-                label, i, d
-            ));
-        }
-    }
-
-    // Drop zero-length edges together with their distance slot, so the
-    // per-edge pairing stays aligned. (`simplify_polyline` is deliberately not
-    // used: its width-based vertex dropping would desync `distances`, and a
-    // collinear vertex splitting one boundary run into different clearances is a
-    // feature, not noise.)
-    let mut pts2: Vec<Pt2> = Vec::with_capacity(n);
-    let mut dist2: Vec<f64> = Vec::with_capacity(n);
-    for i in 0..n {
-        let a = pts[i];
-        let b = pts[(i + 1) % n];
-        if (a.x - b.x).hypot(a.z - b.z) < eps {
-            continue;
-        }
-        pts2.push(a);
-        dist2.push(distances[i]);
-    }
-
-    let m = pts2.len();
-    if m < 3 || signed_area2(&pts2).abs() <= eps || self_intersects2(&pts2, eps) {
-        return Ok(None);
-    }
-
-    let is_ccw = signed_area2(&pts2) > 0.0;
-    if is_ccw != want_ccw {
-        pts2.reverse();
-        let old = dist2.clone();
-        for (k, slot) in dist2.iter_mut().enumerate() {
-            *slot = old[(2 * m - 2 - k) % m];
-        }
-    }
-    Ok(Some((pts2, dist2)))
-}
-
-/// Inset a CLOSED ring inward, one distance per edge (edge i = ring[i] →
-/// ring[i+1], after stripping an optional closing duplicate). The result is
-/// the clearance-exact inset region: the ring's interior minus, per edge,
-/// every point within that edge's distance of the edge SEGMENT (not just its
-/// line) — resolved as a positive-winding clip of the ring against per-edge
-/// forbidden stadiums. Corners therefore become circumscribed clearance arcs
-/// where distances differ (no miters, no bevels — both only approximate the
-/// arc, and a bevel would violate the clearance), distant edges are honoured
-/// across notches, and an over-deep inset collapses to nothing instead of
-/// inverting. `holes` are excluded interior rings (each with its own per-edge
-/// distances): they are subtracted from the region and their clearance zones
-/// grow them outward, so a hole can also split the region or swallow it.
-/// Returns zero or more disjoint regions (a deep inset can split a
-/// waisted ring into separate lobes), each CW-outer / CCW-holes, canonicalised
-/// — the same output contract as `offset_polyline_regions`. `Ok(vec![])` = the
-/// inset collapsed or the outer ring is degenerate; `Err` = malformed
-/// ARGUMENTS (distance count mismatch, negative / non-finite distance, or a
-/// degenerate hole ring — a hole is an explicit argument, so a broken one is a
-/// caller bug rather than "no region remains").
-pub fn offset_ring_variable(
-    ring: &[Vector3],
-    distances: &[f64],
-    holes: &[OffsetHole],
-    eps: f64,
-) -> Result<Vec<OffsetRegion>, String> {
-    let base_y = ring.first().map(|v| v.y).unwrap_or(0.0);
-
-    // The clip needs the base ring CCW (+1) against CW cutters (−1).
-    let Some((pts2, dist2)) = prepare_inset_ring(ring, distances, true, "ring", eps)? else {
-        return Ok(Vec::new()); // geometrically collapsed input — empty, not an error
-    };
-    let m = pts2.len();
-
-    let mut hole_rings: Vec<(Vec<Pt2>, Vec<f64>)> = Vec::with_capacity(holes.len());
-    for (h, hole) in holes.iter().enumerate() {
-        let label = format!("holes[{}]", h);
-        match prepare_inset_ring(&hole.ring, &hole.distances, false, &label, eps)? {
-            Some(prepared) => hole_rings.push(prepared),
-            None => {
-                return Err(format!(
-                    "{} is degenerate: a hole needs at least 3 non-collinear, non-self-intersecting points",
-                    label
-                ))
-            }
-        }
-    }
-
-    let no_inset = dist2.iter().all(|d| *d == 0.0)
-        && hole_rings.iter().all(|(_, d)| d.iter().all(|d| *d == 0.0));
-    if no_inset && hole_rings.is_empty() {
-        return Ok(vec![finalize_region(&pts2, &[], base_y)]); // no-op inset
-    }
-
-    let mut polys: Vec<Vec<Pt2>> = Vec::with_capacity(1 + m + hole_rings.len() * 8);
-    polys.push(pts2.clone());
-    for i in 0..m {
-        if dist2[i] > 0.0 {
-            polys.push(forbidden_stadium(pts2[i], pts2[(i + 1) % m], dist2[i]));
-        }
-    }
-    for (hole, hole_dist) in &hole_rings {
-        polys.push(hole.clone()); // CW → subtracts the hole itself
-        let k = hole.len();
-        for i in 0..k {
-            if hole_dist[i] > 0.0 {
-                polys.push(forbidden_stadium(hole[i], hole[(i + 1) % k], hole_dist[i]));
-            }
-        }
-    }
-
-    Ok(resolve_polygons_positive(&polys, eps)
-        .into_iter()
-        .filter(|region| signed_area2(&region.outer).abs() > eps)
-        .map(|region| finalize_region(&region.outer, &region.holes, base_y))
-        .collect())
-}
-
-/// One polyline in an offset group: its centreline, stroke width, and closed flag.
-pub struct OffsetPolyline {
-    pub centreline: Vec<Vector3>,
-    pub width: f64,
-    pub closed: bool,
-}
-
-/// Merge a GROUP of separate polylines (a crossing T / X / L overlap) into one
-/// clean stroked region: every polyline's per-segment MITERED bands are collected
-/// and unioned by nonzero winding, so the overlapping strokes at the crossing merge
-/// into a single region (no internal edges) with mitered/bevelled corners — the
-/// same engine and corner treatment a single stroke uses. Pure 2D, no CSG. Empty
-/// vec = nothing built.
-pub fn offset_polyline_group_regions(
-    polylines: &[OffsetPolyline],
-    miter_limit: f64,
-    eps: f64,
-) -> Vec<OffsetRegion> {
-    let mut bands: Vec<Vec<Pt2>> = Vec::new();
-    let mut base_y = 0.0;
-    let mut max_half = 0.0_f64;
-    let mut have_base = false;
-    for polyline in polylines {
-        if polyline.width <= 0.0 || !polyline.width.is_finite() || polyline.centreline.len() < 2 {
-            continue;
-        }
-        let half = polyline.width / 2.0;
-        max_half = max_half.max(half);
-        let simplified = simplify_polyline(&polyline.centreline, half, polyline.closed);
-        if !have_base {
-            base_y = simplified.first().map(|v| v.y).unwrap_or(0.0);
-            have_base = true;
-        }
-        let raw: Vec<Pt2> = simplified.iter().map(xz).collect();
-        let (pts, is_closed) = resolve_closed(&raw, polyline.closed, eps);
-        bands.extend(mitered_offset_bands(
-            &pts,
-            is_closed,
-            half,
-            f64::INFINITY,
-            eps,
-        ));
-    }
-    if bands.is_empty() {
-        return Vec::new();
-    }
-    union_polygons_nonzero(&bands, eps)
-        .into_iter()
-        .map(|region| {
-            let outer = bevel_sharp_convex_pts(&region.outer, max_half, miter_limit, eps);
-            finalize_region(&outer, &region.holes, base_y)
-        })
-        .collect()
-}
-
-// ── wasm boundary ────────────────────────────────────────────────────────────
-
-/// One stroked region serialized for the JS boundary: CW outer ring + CCW holes.
-#[derive(serde::Serialize)]
-struct OffsetRegionJson {
-    outer: Vec<Vector3>,
-    holes: Vec<Vec<Vector3>>,
-}
-
-/// Result payload for a polyline offset: a list of regions (each an outer ring +
-/// inner-void holes). Normally one region; a self-crossing closed centreline (e.g.
-/// a figure-8) yields one per simple sub-loop. The deterministic analytic offset —
-/// no extrude/solid. Used to build the plan polygons + extruded base solids in JS.
-#[wasm_bindgen]
-pub struct OGOffsetRegionsResult {
-    regions_serialized: String,
-}
-
-impl OGOffsetRegionsResult {
-    fn from_regions(regions: Vec<OffsetRegion>) -> Result<Self, String> {
-        let json: Vec<OffsetRegionJson> = regions
-            .into_iter()
-            .map(|(outer, holes)| OffsetRegionJson { outer, holes })
-            .collect();
-        let regions_serialized = serde_json::to_string(&json)
-            .map_err(|error| format!("Failed to serialize offset regions: {}", error))?;
-        Ok(Self { regions_serialized })
-    }
-}
-
-#[wasm_bindgen]
-impl OGOffsetRegionsResult {
-    #[wasm_bindgen(getter, js_name = regionsSerialized)]
-    pub fn regions_serialized(&self) -> String {
-        self.regions_serialized.clone()
-    }
-}
-
-/// Wasm entry point: offset a centreline by `width` into stroked regions via the
-/// deterministic analytic offset. `centreline_flat` is `[x0,y0,z0, …]`. Returns
-/// CW-outer / CCW-hole regions, canonicalised; empty (does NOT throw) when degenerate.
-#[wasm_bindgen(js_name = offsetPolylineRegions)]
-pub fn offset_polyline_regions_wasm(
-    centreline_flat: Vec<f64>,
-    width: f64,
-    closed: bool,
-    miter_limit: f64,
-) -> Result<OGOffsetRegionsResult, JsValue> {
-    if centreline_flat.len() % 3 != 0 {
-        return Err(JsValue::from_str(
-            "Centreline must be a flat [x,y,z,…] array whose length is a multiple of 3",
-        ));
-    }
-    let centreline: Vec<Vector3> = centreline_flat
-        .chunks_exact(3)
-        .map(|c| Vector3::new(c[0], c[1], c[2]))
-        .collect();
-
-    let limit = if miter_limit.is_finite() && miter_limit > 0.0 {
-        miter_limit
-    } else {
-        DEFAULT_MITER_LIMIT
-    };
-
-    let regions = offset_polyline_regions(&centreline, width, closed, limit, DEFAULT_EPS);
-    OGOffsetRegionsResult::from_regions(regions).map_err(|error| JsValue::from_str(&error))
-}
-
-/// One polyline in an offset group, as received over the JS boundary.
-#[derive(serde::Deserialize)]
-struct OffsetPolylineJson {
-    centreline: Vec<f64>,
-    width: f64,
-    closed: bool,
-}
-
-/// Wasm entry point: merge a GROUP of separate polylines (a crossing T / X / L
-/// overlap) into one clean stroked region by nonzero-winding union of their mitered
-/// bands. `polylines_json` is `[{centreline:[x,y,z,…], width, closed}, …]`. Returns
-/// CW-outer / CCW-hole regions (one or more); empty when no region remains.
-#[wasm_bindgen(js_name = offsetPolylineGroupRegions)]
-pub fn offset_polyline_group_regions_wasm(
-    polylines_json: String,
-) -> Result<OGOffsetRegionsResult, JsValue> {
-    let parsed: Vec<OffsetPolylineJson> =
-        serde_json::from_str(&polylines_json).map_err(|error| {
-            JsValue::from_str(&format!("Invalid offset group JSON payload: {}", error))
-        })?;
-    let polylines: Vec<OffsetPolyline> = parsed
-        .into_iter()
-        .filter(|polyline| polyline.centreline.len() % 3 == 0)
-        .map(|polyline| OffsetPolyline {
-            centreline: polyline
-                .centreline
-                .chunks_exact(3)
-                .map(|c| Vector3::new(c[0], c[1], c[2]))
-                .collect(),
-            width: polyline.width,
-            closed: polyline.closed,
-        })
-        .collect();
-
-    let regions = offset_polyline_group_regions(&polylines, DEFAULT_MITER_LIMIT, DEFAULT_EPS);
-    OGOffsetRegionsResult::from_regions(regions).map_err(|error| JsValue::from_str(&error))
-}
-
-/// One hole of a variable inset, as received over the JS boundary.
-#[derive(serde::Deserialize)]
-struct OffsetHoleJson {
-    ring: Vec<f64>,
-    distances: Vec<f64>,
-}
-
-/// Wasm entry point: inset a CLOSED ring inward with one distance per edge
-/// (edge i = ring[i] → ring[i+1]). `ring_flat` is `[x0,y0,z0, …]`;
-/// `holes_json` is `[{ring:[x,y,z,…], distances:[…]}, …]` (`"[]"` = none) —
-/// excluded interior rings, each grown outward by its own per-edge distances.
-/// Returns CW-outer / CCW-hole regions, canonicalised; possibly several when a
-/// deep inset (or a hole) splits the ring, and empty (does NOT throw) when the
-/// inset collapses or the outer ring is degenerate. THROWS on malformed
-/// arguments: a distance count that does not match an edge count, a negative /
-/// non-finite distance, a degenerate hole, or unparsable `holes_json`. Corners
-/// where distances differ are circumscribed clearance arcs (conservative), so
-/// no output point is ever closer to an edge than that edge's distance —
-/// there is no miter-limit knob because there are no miters.
-#[wasm_bindgen(js_name = offsetRingVariable)]
-pub fn offset_ring_variable_wasm(
-    ring_flat: Vec<f64>,
-    distances: Vec<f64>,
-    holes_json: String,
-) -> Result<OGOffsetRegionsResult, JsValue> {
-    if ring_flat.len() % 3 != 0 {
-        return Err(JsValue::from_str(
-            "Ring must be a flat [x,y,z,…] array whose length is a multiple of 3",
-        ));
-    }
-    let to_vectors = |flat: &[f64]| -> Vec<Vector3> {
-        flat.chunks_exact(3)
-            .map(|c| Vector3::new(c[0], c[1], c[2]))
-            .collect()
-    };
-    let ring = to_vectors(&ring_flat);
-
-    let parsed: Vec<OffsetHoleJson> = serde_json::from_str(&holes_json)
-        .map_err(|error| JsValue::from_str(&format!("Invalid holes JSON payload: {}", error)))?;
-    let mut holes: Vec<OffsetHole> = Vec::with_capacity(parsed.len());
-    for (h, hole) in parsed.into_iter().enumerate() {
-        if hole.ring.len() % 3 != 0 {
-            return Err(JsValue::from_str(&format!(
-                "holes[{}].ring must be a flat [x,y,z,…] array whose length is a multiple of 3",
-                h
-            )));
-        }
-        holes.push(OffsetHole {
-            ring: to_vectors(&hole.ring),
-            distances: hole.distances,
-        });
-    }
-
-    let regions = offset_ring_variable(&ring, &distances, &holes, DEFAULT_EPS)
-        .map_err(|error| JsValue::from_str(&error))?;
-    OGOffsetRegionsResult::from_regions(regions).map_err(|error| JsValue::from_str(&error))
-}
-
-#[cfg(test)]
-mod tests {
-    use super::*;
-
-    fn pt(x: f64, z: f64) -> Vector3 {
-        Vector3::new(x, 0.0, z)
-    }
-
-    /// A many-pointed star centreline (alternating outer/inner radius) — the
-    /// stress case with both sharp convex points and reflex notches.
-    fn star_centreline(points: usize, outer: f64, inner: f64) -> Vec<Vector3> {
-        let total = points * 2;
-        let mut ring: Vec<Vector3> = Vec::with_capacity(total + 1);
-        for i in 0..total {
-            let radius = if i % 2 == 0 { outer } else { inner };
-            let angle = (i as f64 / total as f64) * std::f64::consts::TAU;
-            ring.push(pt(angle.cos() * radius, angle.sin() * radius));
-        }
-        ring.push(ring[0]); // close
-        ring
-    }
-
-    /// Unwrap a result expected to be a single region.
-    fn single(regions: Vec<OffsetRegion>) -> OffsetRegion {
-        assert_eq!(regions.len(), 1, "expected exactly one region");
-        regions.into_iter().next().unwrap()
-    }
-
-    /// A straight stroke offsets the centreline by exactly half-width.
-    #[test]
-    fn straight_offsets_by_half_width() {
-        let centreline = vec![pt(0.0, 0.0), pt(2.0, 0.0)];
-        let (outer, holes) = single(offset_polyline_regions(
-            &centreline,
-            0.3,
-            false,
-            DEFAULT_MITER_LIMIT,
-            DEFAULT_EPS,
-        ));
-        assert_eq!(outer.len(), 4, "a straight stroke is a 4-point rectangle");
-        assert!(holes.is_empty(), "an open stroke has no holes");
-        // Centreline runs along +x at z=0; offsets should be at z = ±0.15.
-        for v in &outer {
-            assert!((v.z.abs() - 0.15).abs() < 1e-9, "offset z = {}", v.z);
-        }
-    }
-
-    /// An X-crossing of two separate strokes merges into one cross-shaped region
-    /// (no holes), with the crossing centre filled — not two overlapping rects.
-    #[test]
-    fn x_group_merges_into_one_region() {
-        let polylines = vec![
-            OffsetPolyline {
-                centreline: vec![pt(-3.0, 0.0), pt(3.0, 0.0)],
-                width: 0.4,
-                closed: false,
-            },
-            OffsetPolyline {
-                centreline: vec![pt(0.0, -3.0), pt(0.0, 3.0)],
-                width: 0.4,
-                closed: false,
-            },
-        ];
-        let regions = offset_polyline_group_regions(&polylines, DEFAULT_MITER_LIMIT, DEFAULT_EPS);
-        assert_eq!(regions.len(), 1, "an X-crossing merges into one region");
-        let (outer, holes) = &regions[0];
-        assert!(holes.is_empty(), "a simple cross has no interior void");
-        let ring: Vec<Pt2> = outer.iter().map(|v| Pt2::new(v.x, v.z)).collect();
-        assert!(
-            !self_intersects2(&ring, DEFAULT_EPS),
-            "merged outline is simple"
-        );
-        assert!(
-            point_in_ring2(Pt2::new(0.0, 0.0), &ring),
-            "crossing centre is filled"
-        );
-        // A plus sign has 12 corners; certainly more than a single rectangle's 4.
-        assert!(
-            outer.len() >= 8,
-            "cross outline has the crossing's corners ({} pts)",
-            outer.len()
-        );
-    }
-
-    /// An open L stroke is one simple ring with no holes.
-    #[test]
-    fn open_l_is_a_simple_ring() {
-        let centreline = vec![pt(0.0, 0.0), pt(2.0, 0.0), pt(2.0, 2.0), pt(4.0, 2.0)];
-        let (outer, holes) = single(offset_polyline_regions(
-            &centreline,
-            0.3,
-            false,
-            DEFAULT_MITER_LIMIT,
-            DEFAULT_EPS,
-        ));
-        assert!(holes.is_empty(), "open chain has no holes");
-        let ring: Vec<Pt2> = outer.iter().map(|v| Pt2::new(v.x, v.z)).collect();
-        assert!(ring.len() >= 4, "ring has at least 4 points");
-        assert!(
-            !self_intersects2(&ring, DEFAULT_EPS),
-            "outer ring must be simple"
-        );
-        assert!(
-            signed_area2(&ring).abs() > DEFAULT_EPS,
-            "outer ring must have area"
-        );
-    }
-
-    /// A closed square loop produces an outer ring plus exactly one interior-void hole.
-    #[test]
-    fn closed_square_has_outer_and_one_hole() {
-        let centreline = vec![
-            pt(0.0, 0.0),
-            pt(4.0, 0.0),
-            pt(4.0, 4.0),
-            pt(0.0, 4.0),
-            pt(0.0, 0.0),
-        ];
-        let (outer, holes) = single(offset_polyline_regions(
-            &centreline,
-            0.4,
-            true,
-            DEFAULT_MITER_LIMIT,
-            DEFAULT_EPS,
-        ));
-        assert!(outer.len() >= 4, "outer ring has at least 4 points");
-        assert_eq!(
-            holes.len(),
-            1,
-            "closed loop has exactly one interior-void hole"
-        );
-        let outer2: Vec<Pt2> = outer.iter().map(|v| Pt2::new(v.x, v.z)).collect();
-        assert!(
-            !self_intersects2(&outer2, DEFAULT_EPS),
-            "outer ring must be simple"
-        );
-    }
-
-    /// The offset is deterministic: the same input yields identical regions every call.
-    #[test]
-    fn offset_is_deterministic() {
-        let centreline = star_centreline(24, 6.0, 3.3);
-        let same = |a: &[Vector3], b: &[Vector3]| {
-            a.len() == b.len()
-                && a.iter().zip(b).all(|(p, q)| {
-                    (p.x - q.x).abs() < 1e-12
-                        && (p.y - q.y).abs() < 1e-12
-                        && (p.z - q.z).abs() < 1e-12
-                })
-        };
-        let baseline =
-            offset_polyline_regions(&centreline, 0.3, true, DEFAULT_MITER_LIMIT, DEFAULT_EPS);
-        assert!(!baseline.is_empty(), "star offset builds");
-        for _ in 0..8 {
-            let again =
-                offset_polyline_regions(&centreline, 0.3, true, DEFAULT_MITER_LIMIT, DEFAULT_EPS);
-            assert_eq!(baseline.len(), again.len(), "region count must be stable");
-            for ((o1, h1), (o2, h2)) in baseline.iter().zip(&again) {
-                assert!(same(o1, o2), "outer ring must be identical across calls");
-                assert_eq!(h1.len(), h2.len(), "hole count must be stable");
-                for (a, b) in h1.iter().zip(h2) {
-                    assert!(same(a, b), "hole rings must be identical across calls");
-                }
-            }
-        }
-    }
-
-    /// A stroke as wide as its loop (1×1 loop, 1.0-wide stroke): the inner offset
-    /// collapses, so the region is a SOLID block (no interior void), not a failure.
-    #[test]
-    fn tight_closed_loop_builds_a_solid_region() {
-        let centreline = vec![
-            pt(0.0, 0.0),
-            pt(1.0, 0.0),
-            pt(1.0, 1.0),
-            pt(0.0, 1.0),
-            pt(0.0, 0.0),
-        ];
-        let (outer, holes) = single(offset_polyline_regions(
-            &centreline,
-            1.0,
-            true,
-            DEFAULT_MITER_LIMIT,
-            DEFAULT_EPS,
-        ));
-        assert!(
-            holes.is_empty(),
-            "the interior void is consumed → no hole (solid)"
-        );
-        let outer2: Vec<Pt2> = outer.iter().map(|v| Pt2::new(v.x, v.z)).collect();
-        assert!(
-            outer.len() >= 4 && !self_intersects2(&outer2, DEFAULT_EPS),
-            "outer ring is a simple block"
-        );
-        assert!(
-            signed_area2(&outer2).abs() > DEFAULT_EPS,
-            "outer ring has area"
-        );
-    }
-
-    /// A self-crossing centreline (figure-8): the per-segment bands UNION by nonzero
-    /// winding so the overlapping strokes at the crossing MERGE — the crossing centre is
-    /// filled (not duplicated/internal-edged), and each lobe interior is a void.
-    #[test]
-    fn self_crossing_centreline_merges_at_the_crossing() {
-        let bowtie = vec![
-            pt(0.0, 0.0),
-            pt(3.0, 3.0),
-            pt(3.0, 0.0),
-            pt(0.0, 3.0),
-            pt(0.0, 0.0),
-        ];
-        let regions = offset_polyline_regions(&bowtie, 0.3, true, DEFAULT_MITER_LIMIT, DEFAULT_EPS);
-        assert!(!regions.is_empty(), "figure-8 builds");
-        for (outer, _holes) in &regions {
-            let ring: Vec<Pt2> = outer.iter().map(|v| Pt2::new(v.x, v.z)).collect();
-            assert!(
-                ring.len() >= 3 && !self_intersects2(&ring, DEFAULT_EPS),
-                "each region outer ring is simple (crossing merged, no crossing edges)"
-            );
-        }
-        // `p` is covered iff inside some region's outer ring and not in any of its holes.
-        let filled = |p: Pt2| -> bool {
-            regions.iter().any(|(outer, holes)| {
-                let o: Vec<Pt2> = outer.iter().map(|v| Pt2::new(v.x, v.z)).collect();
-                if !point_in_ring2(p, &o) {
-                    return false;
-                }
-                !holes.iter().any(|hole| {
-                    let h: Vec<Pt2> = hole.iter().map(|v| Pt2::new(v.x, v.z)).collect();
-                    point_in_ring2(p, &h)
-                })
-            })
-        };
-        // The crossing centre (1.5,1.5) is MERGED — the two diagonal bands overlap there.
-        assert!(
-            filled(Pt2::new(1.5, 1.5)),
-            "crossing centre is filled (merged)"
-        );
-        // A point deep inside a lobe triangle is a void (the area the stroke encloses).
-        assert!(
-            !filled(Pt2::new(0.6, 1.5)),
-            "lobe interior is an empty void"
-        );
-    }
-
-    /// An acute open corner bevels (no runaway miter spike): the region stays a
-    /// simple ring bounded near the centreline rather than spiking far out.
-    #[test]
-    fn acute_open_corner_bevels_and_stays_bounded() {
-        let centreline = vec![pt(0.0, 0.0), pt(5.0, 0.0), pt(2.0, 1.0)];
-        let (outer, holes) = single(offset_polyline_regions(
-            &centreline,
-            0.5,
-            false,
-            DEFAULT_MITER_LIMIT,
-            DEFAULT_EPS,
-        ));
-        assert!(holes.is_empty(), "open stroke has no holes");
-        let ring: Vec<Pt2> = outer.iter().map(|v| Pt2::new(v.x, v.z)).collect();
-        assert!(
-            !self_intersects2(&ring, DEFAULT_EPS),
-            "outer ring is simple"
-        );
-        // A full miter at this acute apex would spike well past the centreline; the
-        // bevel keeps every vertex within ~width of the centreline bbox (x≤5).
-        assert!(
-            outer.iter().all(|v| v.x < 6.0),
-            "no runaway miter spike (bevelled)"
-        );
-    }
-
-    /// A doubling-back OPEN path (reflex hairpin) resolves by nonzero winding to a
-    /// single simple outline — no spur, no self-crossing.
-    #[test]
-    fn self_overlapping_open_path_resolves_simple() {
-        let centreline = vec![pt(0.0, 0.0), pt(5.0, 0.0), pt(1.0, 0.4)];
-        let (outer, _holes) = single(offset_polyline_regions(
-            &centreline,
-            0.3,
-            false,
-            DEFAULT_MITER_LIMIT,
-            DEFAULT_EPS,
-        ));
-        let ring: Vec<Pt2> = outer.iter().map(|v| Pt2::new(v.x, v.z)).collect();
-        assert!(
-            !self_intersects2(&ring, DEFAULT_EPS),
-            "resolved outer ring is simple"
-        );
-        assert!(
-            signed_area2(&ring).abs() > DEFAULT_EPS,
-            "outer ring has area"
-        );
-    }
-
-    #[test]
-    fn simplify_drops_subthreshold_jog_but_keeps_endpoint() {
-        let centreline = vec![pt(0.0, 0.0), pt(1.0, 0.0), pt(1.0, 0.001), pt(3.0, 0.0)];
-        let simplified = simplify_polyline(&centreline, 0.1, false);
-        // The 0.001 jog collapses; endpoints are preserved.
-        assert!(simplified.len() < centreline.len());
-        assert!((simplified[0].x - 0.0).abs() < 1e-9);
-        let last = simplified.last().unwrap();
-        assert!((last.x - 3.0).abs() < 1e-9, "true endpoint preserved");
-    }
-
-    // ── offset_ring_variable ─────────────────────────────────────────────────
-
-    fn variable(ring: &[Vector3], distances: &[f64]) -> Result<Vec<OffsetRegion>, String> {
-        offset_ring_variable(ring, distances, &[], DEFAULT_EPS)
-    }
-
-    fn ring2(region: &OffsetRegion) -> Vec<Pt2> {
-        region.0.iter().map(|v| Pt2::new(v.x, v.z)).collect()
-    }
-
-    /// Min distance from `p` to the segment a→b.
-    fn dist_to_segment(p: Pt2, a: Pt2, b: Pt2) -> f64 {
-        let abx = b.x - a.x;
-        let abz = b.z - a.z;
-        let len2 = abx * abx + abz * abz;
-        let t = if len2 > 0.0 {
-            (((p.x - a.x) * abx + (p.z - a.z) * abz) / len2).clamp(0.0, 1.0)
-        } else {
-            0.0
-        };
-        (p.x - (a.x + t * abx)).hypot(p.z - (a.z + t * abz))
-    }
-
-    fn has_vertex(ring: &[Vector3], x: f64, z: f64) -> bool {
-        ring.iter()
-            .any(|v| (v.x - x).abs() < 1e-9 && (v.z - z).abs() < 1e-9)
-    }
-
-    /// A uniform variable inset of a square equals the plain shrunken square.
-    #[test]
-    fn variable_inset_uniform_matches_square() {
-        let ring = vec![pt(0.0, 0.0), pt(20.0, 0.0), pt(20.0, 20.0), pt(0.0, 20.0)];
-        let regions = variable(&ring, &[2.0; 4]).expect("valid arguments");
-        let (outer, holes) = single(regions);
-        assert!(holes.is_empty(), "an inward inset cannot create holes");
-        assert_eq!(outer.len(), 4, "square inset stays a quad");
-        for (x, z) in [(2.0, 2.0), (18.0, 2.0), (18.0, 18.0), (2.0, 18.0)] {
-            assert!(has_vertex(&outer, x, z), "missing corner ({}, {})", x, z);
-        }
-    }
-
-    /// Distinct clearances on a rectangle land each edge at its own distance.
-    #[test]
-    fn variable_inset_distinct_edge_clearances() {
-        // 20 (x) × 30 (z); edge 0 has clearance 6, edges 1/3 have
-        // clearance 1.5, and edge 2 has clearance 3.
-        let ring = vec![pt(0.0, 0.0), pt(20.0, 0.0), pt(20.0, 30.0), pt(0.0, 30.0)];
-        let regions = variable(&ring, &[6.0, 1.5, 3.0, 1.5]).expect("valid arguments");
-        let (outer, _) = single(regions);
-        assert_eq!(outer.len(), 4);
-        for (x, z) in [(1.5, 6.0), (18.5, 6.0), (18.5, 27.0), (1.5, 27.0)] {
-            assert!(has_vertex(&outer, x, z), "missing corner ({}, {})", x, z);
-        }
-        let area = signed_area2(&ring2(&(outer.clone(), Vec::new()))).abs();
-        assert!((area - 17.0 * 21.0).abs() < 1e-9, "area = {}", area);
-    }
-
-    /// A zero-distance edge stays exactly in place (zero-clearance boundary).
-    #[test]
-    fn variable_inset_zero_distance_edge_stays() {
-        let ring = vec![pt(0.0, 0.0), pt(20.0, 0.0), pt(20.0, 30.0), pt(0.0, 30.0)];
-        let regions = variable(&ring, &[0.0, 1.5, 3.0, 1.5]).expect("valid arguments");
-        let (outer, _) = single(regions);
-        // Edge 0 (z = 0) is untouched: its inset corners sit on it.
-        assert!(has_vertex(&outer, 1.5, 0.0));
-        assert!(has_vertex(&outer, 18.5, 0.0));
-    }
-
-    /// All-zero distances are a legitimate no-op inset returning the input ring.
-    #[test]
-    fn variable_inset_all_zero_returns_input_ring() {
-        let ring = vec![pt(0.0, 0.0), pt(20.0, 0.0), pt(20.0, 30.0), pt(0.0, 30.0)];
-        let (outer, holes) = single(variable(&ring, &[0.0; 4]).expect("valid arguments"));
-        assert!(holes.is_empty());
-        assert_eq!(outer.len(), 4);
-        for (x, z) in [(0.0, 0.0), (20.0, 0.0), (20.0, 30.0), (0.0, 30.0)] {
-            assert!(has_vertex(&outer, x, z));
-        }
-    }
-
-    #[test]
-    fn variable_inset_distance_count_mismatch_errors() {
-        let ring = vec![pt(0.0, 0.0), pt(20.0, 0.0), pt(20.0, 30.0), pt(0.0, 30.0)];
-        let Err(error) = variable(&ring, &[6.0, 1.5, 3.0]) else {
-            panic!("count mismatch must throw");
-        };
-        assert!(
-            error.contains("4 edges"),
-            "message names the edge count: {}",
-            error
-        );
-        assert!(
-            error.contains("3 distances"),
-            "message names the given count: {}",
-            error
-        );
-    }
-
-    #[test]
-    fn variable_inset_negative_distance_errors() {
-        let ring = vec![pt(0.0, 0.0), pt(20.0, 0.0), pt(20.0, 30.0), pt(0.0, 30.0)];
-        let Err(error) = variable(&ring, &[6.0, -1.5, 3.0, 1.5]) else {
-            panic!("negative distance must throw");
-        };
-        assert!(
-            error.contains("distances[1]"),
-            "message names the index: {}",
-            error
-        );
-    }
-
-    /// A ring given with an explicit closing duplicate takes the same N distances
-    /// and produces the identical canonical result.
-    #[test]
-    fn variable_inset_accepts_closing_duplicate() {
-        let open = vec![pt(0.0, 0.0), pt(20.0, 0.0), pt(20.0, 30.0), pt(0.0, 30.0)];
-        let mut closed = open.clone();
-        closed.push(open[0]);
-        let distances = [6.0, 1.5, 3.0, 1.5];
-        let a = single(variable(&open, &distances).expect("open form"));
-        let b = single(variable(&closed, &distances).expect("closed form"));
-        assert_eq!(a.0.len(), b.0.len());
-        for (p, q) in a.0.iter().zip(&b.0) {
-            assert!((p.x - q.x).abs() < 1e-12 && (p.z - q.z).abs() < 1e-12);
-        }
-    }
-
-    /// A CW ring with reversal-remapped distances matches the CCW result.
-    #[test]
-    fn variable_inset_cw_input_matches_ccw() {
-        let ccw = vec![pt(0.0, 0.0), pt(20.0, 0.0), pt(20.0, 30.0), pt(0.0, 30.0)];
-        let ccw_d = [6.0, 1.5, 3.0, 1.5];
-        // Reversed point order: edge k of the CW ring is edge (n-2-k) mod n of
-        // the CCW ring traversed backward.
-        let cw: Vec<Vector3> = ccw.iter().rev().copied().collect();
-        let n = ccw.len();
-        let cw_d: Vec<f64> = (0..n).map(|k| ccw_d[(2 * n - 2 - k) % n]).collect();
-        let a = single(variable(&ccw, &ccw_d).expect("ccw"));
-        let b = single(variable(&cw, &cw_d).expect("cw"));
-        assert_eq!(a.0.len(), b.0.len());
-        for (p, q) in a.0.iter().zip(&b.0) {
-            assert!((p.x - q.x).abs() < 1e-12 && (p.z - q.z).abs() < 1e-12);
-        }
-    }
-
-    /// Splitting one boundary run into two collinear edges with different distances
-    /// transitions between the two inset lines through the deeper edge's
-    /// clearance arc around the split point — NOT a perpendicular step, which
-    /// would claim points within the deep distance of the deep segment's
-    /// endpoint.
-    #[test]
-    fn variable_inset_collinear_split_edge_steps() {
-        let ring = vec![
-            pt(0.0, 0.0),
-            pt(10.0, 0.0), // split point on the z=0 boundary
-            pt(20.0, 0.0),
-            pt(20.0, 30.0),
-            pt(0.0, 30.0),
-        ];
-        let regions = variable(&ring, &[2.0, 5.0, 1.5, 3.0, 1.5]).expect("valid arguments");
-        let (outer, _) = single(regions);
-        let r2 = ring2(&(outer.clone(), Vec::new()));
-        assert!(
-            !self_intersects2(&r2, DEFAULT_EPS),
-            "stepped envelope is simple"
-        );
-        // Both inset lines exist…
-        assert!(
-            outer.iter().any(|v| (v.z - 2.0).abs() < 1e-9 && v.x < 5.5),
-            "shallow inset line at z=2 (left of the deep edge's clearance arc)"
-        );
-        assert!(
-            outer
-                .iter()
-                .any(|v| (v.z - 5.0).abs() < 1e-9 && v.x > 10.0 - 1e-9),
-            "deep inset line at z=5"
-        );
-        // …joined through the arc anchored at (10, 5) above the split point.
-        assert!(has_vertex(&outer, 10.0, 5.0), "arc anchor above the split");
-        // The would-be step corner (10, 2) is within 5 m of the deep boundary run
-        // segment, so it must NOT be claimed.
-        let deep_a = Pt2::new(10.0, 0.0);
-        let deep_b = Pt2::new(20.0, 0.0);
-        for v in &outer {
-            assert!(
-                dist_to_segment(Pt2::new(v.x, v.z), deep_a, deep_b) >= 5.0 - 1.0e-6,
-                "vertex ({}, {}) violates the deep edge clearance",
-                v.x,
-                v.z
-            );
-        }
-    }
-
-    /// Every output vertex keeps at least its edge's distance to that edge —
-    /// the per-edge distance condition this inset must guarantee. Cases
-    /// include a sharp reflex notch (where a miter/bevel join would spike or
-    /// under-clear) and a deep notch whose far flank constrains points across
-    /// exterior space.
-    #[test]
-    fn variable_inset_clearance_respected() {
-        let cases: Vec<(Vec<Vector3>, Vec<f64>)> = vec![
-            (
-                vec![pt(0.0, 0.0), pt(20.0, 0.0), pt(20.0, 30.0), pt(0.0, 30.0)],
-                vec![6.0, 1.5, 3.0, 1.5],
-            ),
-            (
-                // Reflex notch in the top edge (sharp spike pointing into the ring).
-                vec![
-                    pt(0.0, 0.0),
-                    pt(40.0, 0.0),
-                    pt(40.0, 30.0),
-                    pt(22.0, 30.0),
-                    pt(20.0, 12.0), // notch tip — sharp reflex on both flanks
-                    pt(18.0, 30.0),
-                    pt(0.0, 30.0),
-                ],
-                vec![3.0, 2.0, 1.0, 2.5, 2.5, 1.0, 4.0],
-            ),
-        ];
-        for (ring, distances) in cases {
-            let raw: Vec<Pt2> = ring.iter().map(|v| Pt2::new(v.x, v.z)).collect();
-            let regions = offset_ring_variable(&ring, &distances, &[], DEFAULT_EPS).expect("valid");
-            assert!(!regions.is_empty(), "inset builds");
-            for region in &regions {
-                for v in &region.0 {
-                    let p = Pt2::new(v.x, v.z);
-                    for i in 0..raw.len() {
-                        let clearance = dist_to_segment(p, raw[i], raw[(i + 1) % raw.len()]);
-                        assert!(
-                            clearance >= distances[i] - 1.0e-6,
-                            "vertex ({}, {}) is {} from edge {} (required {})",
-                            p.x,
-                            p.z,
-                            clearance,
-                            i,
-                            distances[i]
-                        );
-                    }
-                }
-            }
-        }
-    }
-
-    /// Clearance applies to edge SEGMENTS across exterior space: a narrow
-    /// notch's far boundary edge constrains the inset on the near side.
-    #[test]
-    fn variable_inset_respects_distant_edges_across_a_notch() {
-        // A 2-wide exterior slot (x 10..12) cut into the top of a 30×20 ring.
-        let ring = vec![
-            pt(0.0, 0.0),
-            pt(30.0, 0.0),
-            pt(30.0, 20.0),
-            pt(12.0, 20.0),
-            pt(12.0, 8.0),
-            pt(10.0, 8.0), // slot bottom
-            pt(10.0, 20.0),
-            pt(0.0, 20.0),
-        ];
-        // Edge 5 = slot's left flank (10,8)→(10,20) faces the right lobe across
-        // the 2-wide slot with a 5 m clearance: it must carve into x ∈ (12, 15).
-        let distances = vec![1.0, 1.0, 1.0, 1.0, 1.0, 5.0, 1.0, 1.0];
-        let regions = variable(&ring, &distances).expect("valid arguments");
-        assert!(!regions.is_empty());
-        let flank_a = Pt2::new(10.0, 8.0);
-        let flank_b = Pt2::new(10.0, 20.0);
-        for region in &regions {
-            for v in &region.0 {
-                assert!(
-                    dist_to_segment(Pt2::new(v.x, v.z), flank_a, flank_b) >= 5.0 - 1.0e-6,
-                    "vertex ({}, {}) is inside the slot flank's clearance",
-                    v.x,
-                    v.z
-                );
-            }
-        }
-        // The point (13, 14) is only 3 m from the slot's left flank — across
-        // exterior space — and must be excluded from every region.
-        let probe = Pt2::new(13.0, 14.0);
-        for region in &regions {
-            let r2 = ring2(region);
-            assert!(
-                !point_in_ring2(probe, &r2),
-                "(13, 14) violates the slot flank clearance but was claimed"
-            );
-        }
-    }
-
-    /// Distances that consume the whole ring collapse to an empty result.
-    #[test]
-    fn variable_inset_collapse_returns_empty() {
-        let ring = vec![pt(0.0, 0.0), pt(4.0, 0.0), pt(4.0, 4.0), pt(0.0, 4.0)];
-        let regions = variable(&ring, &[3.0; 4]).expect("valid arguments");
-        assert!(
-            regions.is_empty(),
-            "fully consumed inset is empty, not an error"
-        );
-    }
-
-    /// A waisted (dumbbell) parcel whose waist is narrower than the side insets
-    /// splits into TWO disjoint envelope regions — the case the old
-    /// largest-hole stroke trick could not represent.
-    #[test]
-    fn variable_inset_dumbbell_splits_into_two_regions() {
-        let dumbbell = vec![
-            pt(0.0, 0.0),
-            pt(20.0, 0.0),
-            pt(20.0, 14.0), // waist starts: narrow corridor z 14..26 at x 8..12
-            pt(12.0, 14.0),
-            pt(12.0, 26.0),
-            pt(20.0, 26.0),
-            pt(20.0, 40.0),
-            pt(0.0, 40.0),
-            pt(0.0, 26.0),
-            pt(8.0, 26.0),
-            pt(8.0, 14.0),
-            pt(0.0, 14.0),
-        ];
-        // The corridor is 4 wide (x 8..12); a uniform 3.0 inset closes it but
-        // leaves both 20×14 lobes in the result.
-        let regions = variable(&dumbbell, &[3.0; 12]).expect("valid arguments");
-        assert_eq!(regions.len(), 2, "pinched waist splits the envelope in two");
-        let original: Vec<Pt2> = dumbbell.iter().map(|v| Pt2::new(v.x, v.z)).collect();
-        for region in &regions {
-            let r2 = ring2(region);
-            assert!(
-                r2.len() >= 3 && !self_intersects2(&r2, DEFAULT_EPS),
-                "each lobe is simple"
-            );
-            assert!(signed_area2(&r2).abs() > 1.0, "each lobe has real area");
-            assert!(
-                ring_inside2(&r2, &original, DEFAULT_EPS),
-                "lobes stay inside the parcel"
-            );
-        }
-    }
-
-    /// Degenerate rings (too few points, zero area, self-intersecting) are
-    /// empty results, not errors.
-    #[test]
-    fn variable_inset_degenerate_ring_is_empty() {
-        let two = vec![pt(0.0, 0.0), pt(10.0, 0.0)];
-        assert!(variable(&two, &[1.0, 1.0])
-            .expect("valid arguments")
-            .is_empty());
-        let collinear = vec![pt(0.0, 0.0), pt(10.0, 0.0), pt(20.0, 0.0)];
-        assert!(variable(&collinear, &[1.0; 3])
-            .expect("valid arguments")
-            .is_empty());
-        let bowtie = vec![pt(0.0, 0.0), pt(10.0, 10.0), pt(10.0, 0.0), pt(0.0, 10.0)];
-        assert!(variable(&bowtie, &[1.0; 4])
-            .expect("valid arguments")
-            .is_empty());
-    }
-
-    /// The variable inset is deterministic across repeated calls.
-    #[test]
-    fn variable_inset_deterministic() {
-        let ring = vec![
-            pt(0.0, 0.0),
-            pt(40.0, 0.0),
-            pt(40.0, 30.0),
-            pt(22.0, 30.0),
-            pt(20.0, 12.0),
-            pt(18.0, 30.0),
-            pt(0.0, 30.0),
-        ];
-        let distances = [3.0, 2.0, 1.0, 2.5, 2.5, 1.0, 4.0];
-        let same = |a: &[Vector3], b: &[Vector3]| {
-            a.len() == b.len()
-                && a.iter().zip(b).all(|(p, q)| {
-                    (p.x - q.x).abs() < 1e-12
-                        && (p.y - q.y).abs() < 1e-12
-                        && (p.z - q.z).abs() < 1e-12
-                })
-        };
-        let baseline = variable(&ring, &distances).expect("valid");
-        assert!(!baseline.is_empty());
-        for _ in 0..8 {
-            let again = variable(&ring, &distances).expect("valid");
-            assert_eq!(baseline.len(), again.len());
-            for ((o1, h1), (o2, h2)) in baseline.iter().zip(&again) {
-                assert!(same(o1, o2), "outer ring identical across calls");
-                assert_eq!(h1.len(), h2.len());
-            }
-        }
-    }
-
-    /// A centred hole with its own clearance: the outer ring shrinks inward, the
-    /// hole GROWS outward, and the retained region is the ring between them.
-    #[test]
-    fn variable_inset_grows_holes_by_their_clearance() {
-        let ring = vec![pt(0.0, 0.0), pt(20.0, 0.0), pt(20.0, 20.0), pt(0.0, 20.0)];
-        let hole = OffsetHole {
-            ring: vec![pt(8.0, 8.0), pt(12.0, 8.0), pt(12.0, 12.0), pt(8.0, 12.0)],
-            distances: vec![1.0; 4],
-        };
-        let regions = offset_ring_variable(&ring, &[1.0; 4], &[hole], DEFAULT_EPS).expect("valid");
-        let (outer, holes) = single(regions);
-        for (x, z) in [(1.0, 1.0), (19.0, 1.0), (19.0, 19.0), (1.0, 19.0)] {
-            assert!(
-                has_vertex(&outer, x, z),
-                "outer corner ({}, {}) inset by 1",
-                x,
-                z
-            );
-        }
-        assert_eq!(holes.len(), 1, "the hole survives as one interior void");
-        let grown: Vec<Pt2> = holes[0].iter().map(|v| Pt2::new(v.x, v.z)).collect();
-        let hole_edges = [
-            (Pt2::new(8.0, 8.0), Pt2::new(12.0, 8.0)),
-            (Pt2::new(12.0, 8.0), Pt2::new(12.0, 12.0)),
-            (Pt2::new(12.0, 12.0), Pt2::new(8.0, 12.0)),
-            (Pt2::new(8.0, 12.0), Pt2::new(8.0, 8.0)),
-        ];
-        for p in &grown {
-            assert!(
-                p.x >= 7.0 - 1e-6 && p.x <= 13.0 + 1e-6 && p.z >= 7.0 - 1e-6 && p.z <= 13.0 + 1e-6
-            );
-            let nearest = hole_edges
-                .iter()
-                .map(|(a, b)| dist_to_segment(*p, *a, *b))
-                .fold(f64::INFINITY, f64::min);
-            assert!(
-                nearest >= 1.0 - 1e-6,
-                "hole vertex ({}, {}) is only {} from the hole",
-                p.x,
-                p.z,
-                nearest
-            );
-        }
-        // The hole's clearance zone reaches (7, 10): inside the grown hole, outside the retained region.
-        assert!(
-            point_in_ring2(Pt2::new(7.2, 10.0), &grown),
-            "clearance around the hole is void"
-        );
-    }
-
-    /// A hole whose clearance reaches both outer boundary edges splits the region into two lobes.
-    #[test]
-    fn variable_inset_hole_clearance_splits_region() {
-        let ring = vec![pt(0.0, 0.0), pt(20.0, 0.0), pt(20.0, 10.0), pt(0.0, 10.0)];
-        let hole = OffsetHole {
-            ring: vec![pt(9.0, 2.0), pt(11.0, 2.0), pt(11.0, 8.0), pt(9.0, 8.0)],
-            distances: vec![3.0; 4],
-        };
-        let regions = offset_ring_variable(&ring, &[0.0; 4], &[hole], DEFAULT_EPS).expect("valid");
-        assert_eq!(regions.len(), 2, "the grown hole cuts the ring in two");
-        let mut left = 0;
-        let mut right = 0;
-        for (outer, holes) in &regions {
-            assert!(holes.is_empty(), "each lobe is solid");
-            if outer.iter().all(|v| v.x <= 9.0 + 1e-6) {
-                left += 1;
-            }
-            if outer.iter().all(|v| v.x >= 11.0 - 1e-6) {
-                right += 1;
-            }
-        }
-        assert_eq!((left, right), (1, 1), "one lobe each side of the hole");
-    }
-
-    /// A degenerate hole is a caller bug, not "no region remains".
-    #[test]
-    fn variable_inset_rejects_degenerate_hole() {
-        let ring = vec![pt(0.0, 0.0), pt(20.0, 0.0), pt(20.0, 20.0), pt(0.0, 20.0)];
-        let hole = OffsetHole {
-            ring: vec![pt(5.0, 5.0), pt(6.0, 5.0), pt(7.0, 5.0)],
-            distances: vec![1.0; 3],
-        };
-        assert!(offset_ring_variable(&ring, &[1.0; 4], &[hole], DEFAULT_EPS).is_err());
-    }
-}
diff --git a/main/opengeometry/src/geometry/poly2d.rs b/main/opengeometry/src/geometry/poly2d.rs
deleted file mode 100644
index a2a0e86..0000000
--- a/main/opengeometry/src/geometry/poly2d.rs
+++ /dev/null
@@ -1,264 +0,0 @@
-//! Generic 2D predicates, types and ring utilities (XZ plane).
-
-use openmaths::Vector3;
-
-/// Coincidence / parallel tolerance for the 2D predicates.
-pub const DEFAULT_EPS: f64 = 1.0e-6;
-
-/// Default join miter limit (SVG stroke-miterlimit semantics).
-pub const DEFAULT_MITER_LIMIT: f64 = 4.0;
-
-/// A point in the working XZ plane (Y is carried separately, for horizontal geometry).
-#[derive(Clone, Copy, Debug)]
-pub struct Pt2 {
-    pub x: f64,
-    pub z: f64,
-}
-
-impl Pt2 {
-    pub fn new(x: f64, z: f64) -> Self {
-        Self { x, z }
-    }
-}
-
-#[inline]
-pub fn cross2(a: Pt2, b: Pt2) -> f64 {
-    a.x * b.z - a.z * b.x
-}
-
-#[inline]
-pub fn dot2(a: Pt2, b: Pt2) -> f64 {
-    a.x * b.x + a.z * b.z
-}
-
-/// Intersection of line `a + t·da` with line `b + s·db`; `None` when parallel.
-pub fn intersect2(a: Pt2, da: Pt2, b: Pt2, db: Pt2, eps: f64) -> Option<Pt2> {
-    let denom = cross2(da, db);
-    if denom.abs() < eps {
-        return None;
-    }
-    let t = ((b.x - a.x) * db.z - (b.z - a.z) * db.x) / denom;
-    Some(Pt2::new(a.x + t * da.x, a.z + t * da.z))
-}
-
-/// Signed area of a closed ring (CCW positive in XZ).
-pub fn signed_area2(ring: &[Pt2]) -> f64 {
-    let mut area = 0.0;
-    let count = ring.len();
-    for i in 0..count {
-        let c = ring[i];
-        let n = ring[(i + 1) % count];
-        area += c.x * n.z - n.x * c.z;
-    }
-    area / 2.0
-}
-
-/// Proper (strict-interior) crossing of two XZ segments.
-pub fn segments_cross2(a1: Pt2, a2: Pt2, b1: Pt2, b2: Pt2, eps: f64) -> bool {
-    let d1 = Pt2::new(a2.x - a1.x, a2.z - a1.z);
-    let d2 = Pt2::new(b2.x - b1.x, b2.z - b1.z);
-    let denom = cross2(d1, d2);
-    if denom.abs() < eps {
-        return false;
-    }
-    let diff = Pt2::new(b1.x - a1.x, b1.z - a1.z);
-    let t = cross2(diff, d2) / denom;
-    let s = cross2(diff, d1) / denom;
-    t > eps && t < 1.0 - eps && s > eps && s < 1.0 - eps
-}
-
-/// True if any pair of non-adjacent edges of `ring` cross.
-pub fn self_intersects2(ring: &[Pt2], eps: f64) -> bool {
-    let m = ring.len();
-    for i in 0..m {
-        for j in (i + 1)..m {
-            if j == i + 1 || (i == 0 && j == m - 1) {
-                continue; // adjacent edges share a vertex
-            }
-            if segments_cross2(ring[i], ring[(i + 1) % m], ring[j], ring[(j + 1) % m], eps) {
-                return true;
-            }
-        }
-    }
-    false
-}
-
-#[inline]
-pub fn xz(v: &Vector3) -> Pt2 {
-    Pt2::new(v.x, v.z)
-}
-
-/// Signed area of a Vector3 ring in the XZ plane (CCW positive).
-pub fn signed_area_xz(ring: &[Vector3]) -> f64 {
-    let pts: Vec<Pt2> = ring.iter().map(xz).collect();
-    signed_area2(&pts)
-}
-
-/// Target winding for a ring fed to `OGPolygon` (CW outer / CCW hole).
-#[derive(Clone, Copy, PartialEq, Eq)]
-pub enum Winding {
-    Cw,
-    Ccw,
-}
-
-/// Return a clone of `ring` wound the way `OGPolygon` expects (negative XZ area = CW).
-pub fn normalize_winding(ring: &[Vector3], want: Winding) -> Vec<Vector3> {
-    let is_cw = signed_area_xz(ring) < 0.0;
-    if is_cw == (want == Winding::Cw) {
-        ring.to_vec()
-    } else {
-        ring.iter().rev().copied().collect()
-    }
-}
-
-/// Rotate a ring to start at its lexicographically smallest (x, then z) vertex,
-/// so the result is deterministic regardless of the source ring's start vertex.
-pub fn canonical_ring(ring: &[Vector3]) -> Vec<Vector3> {
-    if ring.len() < 2 {
-        return ring.to_vec();
-    }
-    let mut min_index = 0;
-    for i in 1..ring.len() {
-        let dx = ring[i].x - ring[min_index].x;
-        if dx < -1.0e-9 || (dx.abs() <= 1.0e-9 && ring[i].z < ring[min_index].z - 1.0e-9) {
-            min_index = i;
-        }
-    }
-    let mut out = Vec::with_capacity(ring.len());
-    out.extend_from_slice(&ring[min_index..]);
-    out.extend_from_slice(&ring[..min_index]);
-    out
-}
-
-// ── Analytic offset-with-joins outline (the deterministic 2D primitive) ──────
-// Offsets a centreline by ±half-width with miter/flat-bevel joins, resolves any
-// self-crossing (reflex hairpin / closed spike) by NONZERO WINDING — the pure 2D
-// replacement for a boolean union — and returns one region (outer ring + inner-void
-// holes). No CSG, no boolean, fully deterministic.
-
-/// Drop consecutive near-duplicate points and a coincident closing point.
-pub fn dedupe_ring(ring: &[Pt2], eps: f64) -> Vec<Pt2> {
-    let mut out: Vec<Pt2> = Vec::with_capacity(ring.len());
-    for p in ring {
-        match out.last() {
-            Some(last) if (last.x - p.x).hypot(last.z - p.z) <= eps => {}
-            _ => out.push(*p),
-        }
-    }
-    if out.len() > 1 {
-        let first = out[0];
-        let last = out[out.len() - 1];
-        if (first.x - last.x).hypot(first.z - last.z) <= eps {
-            out.pop();
-        }
-    }
-    out
-}
-
-/// Even-odd point-in-polygon test in XZ.
-pub fn point_in_ring2(p: Pt2, ring: &[Pt2]) -> bool {
-    let mut inside = false;
-    let n = ring.len();
-    if n == 0 {
-        return false;
-    }
-    let mut j = n - 1;
-    for i in 0..n {
-        let a = ring[i];
-        let b = ring[j];
-        if (a.z > p.z) != (b.z > p.z) && p.x < (b.x - a.x) * (p.z - a.z) / (b.z - a.z) + a.x {
-            inside = !inside;
-        }
-        j = i;
-    }
-    inside
-}
-
-/// Every vertex of `inner` lies inside `outer` and no edges cross.
-pub fn ring_inside2(inner: &[Pt2], outer: &[Pt2], eps: f64) -> bool {
-    for p in inner {
-        if !point_in_ring2(*p, outer) {
-            return false;
-        }
-    }
-    for i in 0..inner.len() {
-        for j in 0..outer.len() {
-            if segments_cross2(
-                inner[i],
-                inner[(i + 1) % inner.len()],
-                outer[j],
-                outer[(j + 1) % outer.len()],
-                eps,
-            ) {
-                return false;
-            }
-        }
-    }
-    true
-}
-
-/// Proper interior crossing of two XZ segments; returns the point + both params.
-pub fn segment_cross_t2(a1: Pt2, a2: Pt2, b1: Pt2, b2: Pt2, eps: f64) -> Option<(Pt2, f64, f64)> {
-    let r = Pt2::new(a2.x - a1.x, a2.z - a1.z);
-    let s = Pt2::new(b2.x - b1.x, b2.z - b1.z);
-    let denom = cross2(r, s);
-    if denom.abs() < eps {
-        return None; // parallel / collinear
-    }
-    let qp = Pt2::new(b1.x - a1.x, b1.z - a1.z);
-    let ta = cross2(qp, s) / denom;
-    let tb = cross2(qp, r) / denom;
-    if ta > eps && ta < 1.0 - eps && tb > eps && tb < 1.0 - eps {
-        Some((Pt2::new(a1.x + ta * r.x, a1.z + ta * r.z), ta, tb))
-    } else {
-        None
-    }
-}
-
-/// Winding number of `p` about closed `ring` (nonzero rule).
-pub fn winding_number2(p: Pt2, ring: &[Pt2]) -> i32 {
-    let mut wn = 0;
-    let count = ring.len();
-    for i in 0..count {
-        let a = ring[i];
-        let b = ring[(i + 1) % count];
-        let on_left = cross2(
-            Pt2::new(b.x - a.x, b.z - a.z),
-            Pt2::new(p.x - a.x, p.z - a.z),
-        );
-        if a.z <= p.z {
-            if b.z > p.z && on_left > 0.0 {
-                wn += 1;
-            }
-        } else if b.z <= p.z && on_left < 0.0 {
-            wn -= 1;
-        }
-    }
-    wn
-}
-
-pub type Edge2 = (Pt2, Pt2);
-
-/// Quantize to a ~1e-6 grid so coincident endpoints share a key (deterministic, lookup-only).
-pub fn qkey(p: Pt2) -> (i64, i64) {
-    ((p.x * 1.0e6).round() as i64, (p.z * 1.0e6).round() as i64)
-}
-
-/// Param `t` in (0,1) where `p` lies on the interior of edge `a→b` (collinear within eps).
-pub fn point_on_edge_t(a: Pt2, b: Pt2, p: Pt2, eps: f64) -> Option<f64> {
-    let rx = b.x - a.x;
-    let rz = b.z - a.z;
-    let len2 = rx * rx + rz * rz;
-    if len2 < eps * eps {
-        return None;
-    }
-    let t = ((p.x - a.x) * rx + (p.z - a.z) * rz) / len2;
-    if t <= eps || t >= 1.0 - eps {
-        return None;
-    }
-    if (a.x + t * rx - p.x).hypot(a.z + t * rz - p.z) < eps {
-        Some(t)
-    } else {
-        None
-    }
-}
diff --git a/main/opengeometry/src/geometry/triangle.rs b/main/opengeometry/src/geometry/triangle.rs
deleted file mode 100644
index b82cc30..0000000
--- a/main/opengeometry/src/geometry/triangle.rs
+++ /dev/null
@@ -1,41 +0,0 @@
-use openmaths::Vector3;
-
-#[derive(Clone)]
-pub struct Triangle {
-    pub a: Vector3,
-    pub b: Vector3,
-    pub c: Vector3,
-}
-
-impl Triangle {
-    pub fn new() -> Triangle {
-        Triangle {
-            a: Vector3::new(0.0, 0.0, 0.0),
-            b: Vector3::new(0.0, 0.0, 0.0),
-            c: Vector3::new(0.0, 0.0, 0.0),
-        }
-    }
-
-    pub fn set_vertices(&mut self, a: Vector3, b: Vector3, c: Vector3) {
-        self.a = a;
-        self.b = b;
-        self.c = c;
-    }
-
-    pub fn is_point_in_triangle(&self, p: Vector3) -> bool {
-        let ab = self.b.clone().subtract(&self.a);
-        let bc = self.c.clone().subtract(&self.b);
-        let ca = self.a.clone().subtract(&self.c);
-
-        let ap = p.clone().subtract(&self.a);
-        let bp = p.clone().subtract(&self.b);
-        let cp = p.clone().subtract(&self.c);
-
-        let cross_abp = ab.clone().cross(&ap);
-        let cross_bcp = bc.clone().cross(&bp);
-        let cross_cap = ca.clone().cross(&cp);
-
-        (cross_abp.y > 0.0 && cross_bcp.y > 0.0 && cross_cap.y > 0.0)
-            || (cross_abp.y < 0.0 && cross_bcp.y < 0.0 && cross_cap.y < 0.0)
-    }
-}
diff --git a/main/opengeometry/src/intersection/face_intersection/bounded.rs b/main/opengeometry/src/intersection/face_intersection/bounded.rs
new file mode 100644
index 0000000..0ddef3e
--- /dev/null
+++ b/main/opengeometry/src/intersection/face_intersection/bounded.rs
@@ -0,0 +1,103 @@
+use super::trim::{clip_coordinate, periodic_value};
+use crate::brep::{
+    Accuracy, CurveGeometry, Face, GeometryError, GeometryStore, SsiBudget, Surface,
+    SurfaceGeometry,
+};
+use crate::intersection::ssi::intersect_surfaces;
+use crate::intersection::ssi_result::{SsiCurve, SsiResult};
+use crate::intersection::universal_ssi::intersect_patches;
+use crate::math::{add, Interval};
+
+fn bound_plane_cylinder_generator(
+    geometry: &GeometryStore,
+    branch: &SsiCurve,
+    faces: [&Face; 2],
+    accuracy: Accuracy,
+) -> Result<Option<Interval>, GeometryError> {
+    let CurveGeometry::Line { origin, direction } = geometry.curves[branch.curve as usize] else {
+        return Err(GeometryError::CoverageGap {
+            families: ["plane/cylinder trim".into(), "nonlinear generator".into()],
+        });
+    };
+    let mut range = [-f64::MAX.sqrt(), f64::MAX.sqrt()];
+    for side in 0..2 {
+        let surface = geometry.surface(side as u32)?;
+        let start = surface.project(origin, None)?;
+        let next = surface.project(add(origin, direction), Some(start))?;
+        let periods = surface.charts()[0].periods;
+        for axis in 0..2 {
+            let bounds = faces[side].trim.uv_bounds[axis];
+            let initial = periodic_value(start[axis], bounds, periods[axis]);
+            let later = periodic_value(next[axis], bounds, periods[axis]);
+            let mut rate = later - initial;
+            if matches!(surface, SurfaceGeometry::Cylinder { .. })
+                && axis == 0
+                && rate.abs() > accuracy.intersection
+            {
+                return Err(GeometryError::CoverageGap {
+                    families: ["plane/cylinder trim".into(), "nonaxial generator".into()],
+                });
+            }
+            if matches!(surface, SurfaceGeometry::Cylinder { .. }) && axis == 0 {
+                rate = 0.0;
+            }
+            if !clip_coordinate(initial, rate, bounds, &mut range) {
+                return Ok(None);
+            }
+        }
+    }
+    if !range[0].is_finite() || !range[1].is_finite() || range[1] - range[0] <= accuracy.geometric {
+        return Ok(None);
+    }
+    Ok(Some(Interval::new(range[0], range[1])?))
+}
+
+pub(super) fn intersect_bounded_surfaces(
+    geometry: &mut GeometryStore,
+    faces: [&Face; 2],
+    accuracy: Accuracy,
+) -> Result<SsiResult, GeometryError> {
+    let planar_pair = geometry
+        .surfaces
+        .iter()
+        .take(2)
+        .all(|surface| matches!(surface, SurfaceGeometry::Plane { .. }));
+    let plane_cylinder_pair = geometry.surfaces.len() >= 2
+        && matches!(
+            (&geometry.surfaces[0], &geometry.surfaces[1]),
+            (
+                SurfaceGeometry::Plane { .. },
+                SurfaceGeometry::Cylinder { .. }
+            ) | (
+                SurfaceGeometry::Cylinder { .. },
+                SurfaceGeometry::Plane { .. }
+            )
+        );
+    match intersect_surfaces(geometry, 0, 1, accuracy) {
+        Ok(mut result) if plane_cylinder_pair => {
+            let mut bounded = Vec::new();
+            for mut branch in result.curves {
+                if branch.domain.is_none() {
+                    branch.domain =
+                        bound_plane_cylinder_generator(geometry, &branch, faces, accuracy)?;
+                }
+                if branch.domain.is_some() {
+                    bounded.push(branch);
+                }
+            }
+            result.curves = bounded;
+            Ok(result)
+        }
+        Ok(result) if planar_pair || result.curves.iter().all(|curve| curve.domain.is_some()) => {
+            Ok(result)
+        }
+        Ok(_) | Err(GeometryError::CoverageGap { .. }) => intersect_patches(
+            geometry,
+            [0, 1],
+            [faces[0].trim.uv_bounds, faces[1].trim.uv_bounds],
+            accuracy,
+            SsiBudget::default(),
+        ),
+        Err(error) => Err(error),
+    }
+}
diff --git a/main/opengeometry/src/intersection/face_intersection/clip.rs b/main/opengeometry/src/intersection/face_intersection/clip.rs
new file mode 100644
index 0000000..ebd3f59
--- /dev/null
+++ b/main/opengeometry/src/intersection/face_intersection/clip.rs
@@ -0,0 +1,232 @@
+use super::face_view::FaceView;
+use super::trim::uv_in_bounds;
+use crate::brep::{
+    Accuracy, CurveGeometry, Face, GeometryError, GeometryStore, IntersectionSide, PcurveGeometry,
+    Surface, UVBox,
+};
+use crate::intersection::ssi_result::SsiCurve;
+use crate::math::Interval;
+use crate::query::face_contains_uv;
+
+struct BranchMembership<'a> {
+    geometry: &'a GeometryStore,
+    branch: &'a SsiCurve,
+    faces: [(FaceView<'a>, &'a Face); 2],
+    boxes_only: bool,
+    tolerance: f64,
+}
+
+pub(super) fn clip_face_branch(
+    geometry: &GeometryStore,
+    branch: &SsiCurve,
+    faces: [(FaceView<'_>, &Face); 2],
+    boxes_only: bool,
+    bounds: [UVBox; 2],
+    accuracy: Accuracy,
+) -> Result<Vec<Interval>, GeometryError> {
+    let domain = branch.domain.ok_or_else(|| GeometryError::CoverageGap {
+        families: [
+            "bounded face trim".into(),
+            "unbounded intersection curve".into(),
+        ],
+    })?;
+    let mut anchors = match geometry.curves[branch.curve as usize] {
+        CurveGeometry::Intersection { definition } => geometry.intersections[definition as usize]
+            .anchors
+            .iter()
+            .map(|anchor| anchor.parameter)
+            .collect::<Vec<_>>(),
+        _ => (0..=256)
+            .map(|index| domain.lo + domain.width() * index as f64 / 256.0)
+            .collect(),
+    };
+    anchors.retain(|parameter| domain.contains(*parameter));
+    anchors.push(domain.lo);
+    anchors.push(domain.hi);
+    anchors.sort_by(f64::total_cmp);
+    anchors.dedup_by(|left, right| (*left - *right).abs() <= f64::EPSILON * 16.0);
+
+    let membership = BranchMembership {
+        geometry,
+        branch,
+        faces,
+        boxes_only,
+        tolerance: accuracy.intersection,
+    };
+    let mut intervals: Vec<Interval> = Vec::new();
+    for (segment, pair) in anchors.windows(2).enumerate() {
+        let subdivisions = 4;
+        for part in 0..subdivisions {
+            let lo = pair[0] + (pair[1] - pair[0]) * part as f64 / subdivisions as f64;
+            let hi = pair[0] + (pair[1] - pair[0]) * (part + 1) as f64 / subdivisions as f64;
+            let Some((start, end)) = clipped_span(&membership, bounds, segment, lo, hi)? else {
+                continue;
+            };
+            if end - start <= accuracy.geometric {
+                continue;
+            }
+            if let Some(previous) = intervals.last_mut() {
+                if start - previous.hi <= accuracy.intersection.max(2.0 * accuracy.geometric) {
+                    *previous = Interval::new(previous.lo, end.max(previous.hi))?;
+                    continue;
+                }
+            }
+            intervals.push(Interval::new(start, end)?);
+        }
+    }
+    Ok(intervals)
+}
+
+fn clipped_span(
+    membership: &BranchMembership,
+    bounds: [UVBox; 2],
+    segment: usize,
+    lo: f64,
+    hi: f64,
+) -> Result<Option<(f64, f64)>, GeometryError> {
+    let BranchMembership {
+        geometry,
+        branch,
+        faces,
+        boxes_only,
+        tolerance,
+    } = *membership;
+    let middle = 0.5 * (lo + hi);
+    let lo_inside = branch_inside_faces(geometry, branch, faces, boxes_only, tolerance, lo)?;
+    let middle_inside =
+        branch_inside_faces(geometry, branch, faces, boxes_only, tolerance, middle)?;
+    let hi_inside = branch_inside_faces(geometry, branch, faces, boxes_only, tolerance, hi)?;
+    if !lo_inside && !middle_inside && !hi_inside {
+        if matches!(
+            geometry.curves[branch.curve as usize],
+            CurveGeometry::Intersection { .. }
+        ) && tube_may_enter_boxes(geometry, branch, segment, bounds)?
+        {
+            return Err(GeometryError::UnresolvedIntersection(
+                "bounded SSI branch may cross a trim box between certified anchors".into(),
+            ));
+        }
+        return Ok(None);
+    }
+    let start = if lo_inside {
+        lo
+    } else if middle_inside {
+        transition_parameter(geometry, branch, faces, boxes_only, lo, middle, tolerance)?
+    } else {
+        transition_parameter(geometry, branch, faces, boxes_only, middle, hi, tolerance)?
+    };
+    let end = if hi_inside {
+        hi
+    } else if middle_inside {
+        transition_parameter(geometry, branch, faces, boxes_only, hi, middle, tolerance)?
+    } else {
+        transition_parameter(geometry, branch, faces, boxes_only, middle, lo, tolerance)?
+    };
+    let (start, end) = if start <= end {
+        (start, end)
+    } else {
+        (end, start)
+    };
+    Ok(Some((start, end)))
+}
+
+fn branch_inside_faces(
+    geometry: &GeometryStore,
+    branch: &SsiCurve,
+    faces: [(FaceView<'_>, &Face); 2],
+    boxes_only: bool,
+    tolerance: f64,
+    parameter: f64,
+) -> Result<bool, GeometryError> {
+    for side in 0..2 {
+        let uv = geometry.pcurve_at(branch.pcurves[side], parameter)?;
+        let inside = if boxes_only {
+            uv_in_bounds(
+                geometry,
+                side as u32,
+                faces[side].1.trim.uv_bounds,
+                uv,
+                tolerance,
+            )?
+        } else {
+            face_contains_uv(faces[side].0.brep, faces[side].1, uv)? == Some(true)
+        };
+        if !inside {
+            return Ok(false);
+        }
+    }
+    Ok(true)
+}
+
+fn tube_may_enter_boxes(
+    geometry: &GeometryStore,
+    branch: &SsiCurve,
+    segment: usize,
+    bounds: [UVBox; 2],
+) -> Result<bool, GeometryError> {
+    let CurveGeometry::Intersection { definition } = geometry.curves[branch.curve as usize] else {
+        return Ok(true);
+    };
+    let definition = &geometry.intersections[definition as usize];
+    let tube = definition.uv_tubes.get(segment).ok_or_else(|| {
+        GeometryError::InvalidGeometry("intersection branch tube is missing".into())
+    })?;
+    for side in 0..2 {
+        let definition_side = match geometry.pcurves[branch.pcurves[side] as usize] {
+            PcurveGeometry::IntersectionSide {
+                side: IntersectionSide::A,
+                ..
+            } => 0,
+            PcurveGeometry::IntersectionSide {
+                side: IntersectionSide::B,
+                ..
+            } => 1,
+            _ => side,
+        };
+        let periods = geometry
+            .surface(definition.surfaces[definition_side])?
+            .charts()[0]
+            .periods;
+        for axis in 0..2 {
+            let interval = tube[2 * definition_side + axis];
+            let face_bounds = bounds[side][axis];
+            let overlaps = periods[axis].map_or_else(
+                || interval.lo <= face_bounds.hi && interval.hi >= face_bounds.lo,
+                |period| {
+                    (-2..=2).any(|turn| {
+                        let shift = f64::from(turn) * period;
+                        interval.lo + shift <= face_bounds.hi
+                            && interval.hi + shift >= face_bounds.lo
+                    })
+                },
+            );
+            if !overlaps {
+                return Ok(false);
+            }
+        }
+    }
+    Ok(true)
+}
+
+fn transition_parameter(
+    geometry: &GeometryStore,
+    branch: &SsiCurve,
+    faces: [(FaceView<'_>, &Face); 2],
+    boxes_only: bool,
+    mut outside: f64,
+    mut inside: f64,
+    tolerance: f64,
+) -> Result<f64, GeometryError> {
+    for _ in 0..64 {
+        let middle = 0.5 * (outside + inside);
+        if branch_inside_faces(geometry, branch, faces, boxes_only, tolerance, middle)? {
+            inside = middle;
+        } else {
+            outside = middle;
+        }
+        if (inside - outside).abs() <= f64::EPSILON * middle.abs().max(1.0) * 16.0 {
+            break;
+        }
+    }
+    Ok(inside)
+}
diff --git a/main/opengeometry/src/intersection/face_intersection/face_view.rs b/main/opengeometry/src/intersection/face_intersection/face_view.rs
new file mode 100644
index 0000000..154b0b2
--- /dev/null
+++ b/main/opengeometry/src/intersection/face_intersection/face_view.rs
@@ -0,0 +1,7 @@
+use crate::brep::BrepEnvelope;
+
+#[derive(Clone, Copy)]
+pub(crate) struct FaceView<'a> {
+    pub(crate) brep: &'a BrepEnvelope,
+    pub(crate) face: u32,
+}
diff --git a/main/opengeometry/src/intersection/face_intersection/mod.rs b/main/opengeometry/src/intersection/face_intersection/mod.rs
new file mode 100644
index 0000000..2fc7062
--- /dev/null
+++ b/main/opengeometry/src/intersection/face_intersection/mod.rs
@@ -0,0 +1,252 @@
+mod bounded;
+mod clip;
+mod face_view;
+#[cfg(test)]
+mod tests;
+mod trim;
+
+pub(crate) use face_view::FaceView;
+
+use crate::brep::{
+    Accuracy, BrepEnvelope, Curve, Face, GeometryError, GeometryStore, Surface, SurfaceGeometry,
+};
+use crate::intersection::ssi_result::SsiCurve;
+use crate::math::{Interval, Point3};
+use crate::query::face_contains_uv;
+use bounded::intersect_bounded_surfaces;
+use clip::clip_face_branch;
+use trim::{boundary_parameters, clip_coordinate, face_patch_bounds, is_uv_box_trim, pcurve_line};
+
+pub(crate) struct IntersectionBranch {
+    pub(crate) curve: u32,
+    pub(crate) pcurves: [u32; 2],
+    pub(crate) range: Interval,
+    pub(crate) endpoints: [Point3; 2],
+}
+
+pub(crate) struct IntersectionGraph {
+    pub(crate) geometry: GeometryStore,
+    pub(crate) branches: Vec<IntersectionBranch>,
+    pub(crate) contacts: Vec<Point3>,
+    pub(crate) coincident: bool,
+}
+
+pub(crate) struct FacePairIntersection {
+    pub(crate) faces: [u32; 2],
+    pub(crate) graph: IntersectionGraph,
+}
+
+pub(crate) struct BodyIntersectionGraph {
+    pub(crate) pairs: Vec<FacePairIntersection>,
+}
+
+pub(crate) fn intersect_breps(
+    a: &BrepEnvelope,
+    b: &BrepEnvelope,
+) -> Result<BodyIntersectionGraph, GeometryError> {
+    a.validate()?;
+    b.validate()?;
+    let accuracy = Accuracy::combined(a.accuracy, b.accuracy);
+    let bounds_a = a
+        .topology
+        .faces
+        .iter()
+        .map(|face| face_patch_bounds(a, face))
+        .collect::<Result<Vec<_>, _>>()?;
+    let bounds_b = b
+        .topology
+        .faces
+        .iter()
+        .map(|face| face_patch_bounds(b, face))
+        .collect::<Result<Vec<_>, _>>()?;
+    let mut pairs = Vec::new();
+    for (face_a, bounds_a) in a.topology.faces.iter().zip(&bounds_a) {
+        for (face_b, bounds_b) in b.topology.faces.iter().zip(&bounds_b) {
+            if !bounds_a.overlaps(*bounds_b, accuracy.intersection) {
+                continue;
+            }
+            let graph = intersect_faces(
+                FaceView {
+                    brep: a,
+                    face: face_a.id,
+                },
+                FaceView {
+                    brep: b,
+                    face: face_b.id,
+                },
+            )
+            .map_err(|error| match error {
+                GeometryError::UnresolvedIntersection(message) => {
+                    GeometryError::UnresolvedIntersection(format!(
+                        "face pair {}:{}: {message}",
+                        face_a.id, face_b.id
+                    ))
+                }
+                other => other,
+            })?;
+            if graph.coincident || !graph.branches.is_empty() || !graph.contacts.is_empty() {
+                pairs.push(FacePairIntersection {
+                    faces: [face_a.id, face_b.id],
+                    graph,
+                });
+            }
+        }
+    }
+    Ok(BodyIntersectionGraph { pairs })
+}
+
+pub(crate) fn intersect_faces(
+    a: FaceView<'_>,
+    b: FaceView<'_>,
+) -> Result<IntersectionGraph, GeometryError> {
+    a.brep.validate()?;
+    b.brep.validate()?;
+    let face_a = a.brep.topology.faces.get(a.face as usize).ok_or_else(|| {
+        GeometryError::MissingReference {
+            kind: "face".into(),
+            index: a.face,
+        }
+    })?;
+    let face_b = b.brep.topology.faces.get(b.face as usize).ok_or_else(|| {
+        GeometryError::MissingReference {
+            kind: "face".into(),
+            index: b.face,
+        }
+    })?;
+    let planar = matches!(
+        a.brep.geometry.surfaces[face_a.surface as usize],
+        SurfaceGeometry::Plane { .. }
+    ) && matches!(
+        b.brep.geometry.surfaces[face_b.surface as usize],
+        SurfaceGeometry::Plane { .. }
+    );
+    let boxes_only = !planar && is_uv_box_trim(a.brep, face_a)? && is_uv_box_trim(b.brep, face_b)?;
+    let mut geometry = GeometryStore::new();
+    geometry
+        .surfaces
+        .push(a.brep.geometry.surfaces[face_a.surface as usize].clone());
+    geometry
+        .surfaces
+        .push(b.brep.geometry.surfaces[face_b.surface as usize].clone());
+    let accuracy = Accuracy::combined(a.brep.accuracy, b.brep.accuracy);
+    let result = intersect_bounded_surfaces(&mut geometry, [face_a, face_b], accuracy)?;
+    let contacts = face_contacts(&geometry, result.contacts, [(a, face_a), (b, face_b)]);
+    let mut branches = Vec::new();
+    for branch in result.curves {
+        if !planar {
+            for range in clip_face_branch(
+                &geometry,
+                &branch,
+                [(a, face_a), (b, face_b)],
+                boxes_only,
+                [face_a.trim.uv_bounds, face_b.trim.uv_bounds],
+                accuracy,
+            )? {
+                let curve = geometry.curve(branch.curve)?;
+                branches.push(IntersectionBranch {
+                    curve: branch.curve,
+                    pcurves: branch.pcurves,
+                    range,
+                    endpoints: [curve.point_at(range.lo)?, curve.point_at(range.hi)?],
+                });
+            }
+            continue;
+        }
+        add_planar_branches(
+            &geometry,
+            &branch,
+            [(a, face_a), (b, face_b)],
+            accuracy,
+            &mut branches,
+        )?;
+    }
+    Ok(IntersectionGraph {
+        geometry,
+        branches,
+        contacts,
+        coincident: result.coincident,
+    })
+}
+
+fn face_contacts(
+    geometry: &GeometryStore,
+    contacts: Vec<Point3>,
+    faces: [(FaceView<'_>, &Face); 2],
+) -> Vec<Point3> {
+    let [(a, face_a), (b, face_b)] = faces;
+    contacts
+        .into_iter()
+        .filter_map(|point| {
+            let ua = geometry.surfaces[0].project(point, None).ok()?;
+            let ub = geometry.surfaces[1].project(point, None).ok()?;
+            (face_contains_uv(a.brep, face_a, ua).ok()? == Some(true)
+                && face_contains_uv(b.brep, face_b, ub).ok()? == Some(true))
+            .then_some(point)
+        })
+        .collect()
+}
+
+fn add_planar_branches(
+    geometry: &GeometryStore,
+    branch: &SsiCurve,
+    faces: [(FaceView<'_>, &Face); 2],
+    accuracy: Accuracy,
+    branches: &mut Vec<IntersectionBranch>,
+) -> Result<(), GeometryError> {
+    let [(a, face_a), (b, face_b)] = faces;
+    let (origin_a, direction_a) = pcurve_line(geometry, branch.pcurves[0])?;
+    let (origin_b, direction_b) = pcurve_line(geometry, branch.pcurves[1])?;
+    let mut range = branch
+        .domain
+        .map_or([-f64::MAX.sqrt(), f64::MAX.sqrt()], |range| {
+            [range.lo, range.hi]
+        });
+    for (origin, direction, face) in [
+        (origin_a, direction_a, face_a),
+        (origin_b, direction_b, face_b),
+    ] {
+        for axis in 0..2 {
+            if !clip_coordinate(
+                origin[axis],
+                direction[axis],
+                face.trim.uv_bounds[axis],
+                &mut range,
+            ) {
+                range[0] = 1.0;
+                range[1] = 0.0;
+                break;
+            }
+        }
+    }
+    if range[0] > range[1] {
+        return Ok(());
+    }
+    let mut splits = vec![range[0], range[1]];
+    boundary_parameters(a.brep, a.face, origin_a, direction_a, &mut splits)?;
+    boundary_parameters(b.brep, b.face, origin_b, direction_b, &mut splits)?;
+    splits.retain(|value| *value >= range[0] && *value <= range[1] && value.is_finite());
+    splits.sort_by(f64::total_cmp);
+    splits.dedup_by(|left, right| (*left - *right).abs() <= accuracy.intersection);
+    for interval in splits.windows(2) {
+        if interval[1] - interval[0] <= accuracy.geometric {
+            continue;
+        }
+        let midpoint = interval[0] / 2.0 + interval[1] / 2.0;
+        let uv_a = geometry.pcurve_at(branch.pcurves[0], midpoint)?;
+        let uv_b = geometry.pcurve_at(branch.pcurves[1], midpoint)?;
+        if face_contains_uv(a.brep, face_a, uv_a)? != Some(true)
+            || face_contains_uv(b.brep, face_b, uv_b)? != Some(true)
+        {
+            continue;
+        }
+        let range = Interval::new(interval[0], interval[1])?;
+        let curve = geometry.curve(branch.curve)?;
+        branches.push(IntersectionBranch {
+            curve: branch.curve,
+            pcurves: branch.pcurves,
+            range,
+            endpoints: [curve.point_at(range.lo)?, curve.point_at(range.hi)?],
+        });
+    }
+    Ok(())
+}
diff --git a/main/opengeometry/src/intersection/face_intersection/tests.rs b/main/opengeometry/src/intersection/face_intersection/tests.rs
new file mode 100644
index 0000000..e5d703f
--- /dev/null
+++ b/main/opengeometry/src/intersection/face_intersection/tests.rs
@@ -0,0 +1,183 @@
+use super::face_view::FaceView;
+use super::{intersect_breps, intersect_faces};
+use crate::brep::{coarse_accuracy, Accuracy, Curve, CurveGeometry, Frame3, Surface};
+use crate::math::{norm, sub};
+use crate::primitives;
+
+#[test]
+fn plane_face_graph_clips_the_shared_curve_to_both_trims() {
+    let a = primitives::cuboid(
+        "a".into(),
+        Frame3::IDENTITY,
+        [2.0; 3],
+        coarse_accuracy(1e-5),
+    )
+    .unwrap();
+    let b = primitives::cuboid(
+        "b".into(),
+        Frame3 {
+            origin: [-1.0, 0.5, 1.0],
+            ..Frame3::IDENTITY
+        },
+        [2.0; 3],
+        coarse_accuracy(1e-5),
+    )
+    .unwrap();
+    let graph = intersect_faces(
+        FaceView { brep: &a, face: 1 },
+        FaceView { brep: &b, face: 3 },
+    )
+    .unwrap();
+    assert_eq!(graph.branches.len(), 1);
+    let mut endpoints = graph.branches[0].endpoints;
+    endpoints.sort_by(|a, b| a[1].total_cmp(&b[1]));
+    for (point, expected_y) in endpoints.into_iter().zip([0.5, 2.0]) {
+        assert!((point[0] - 1.0).abs() <= coarse_accuracy(1e-5).intersection);
+        assert!((point[1] - expected_y).abs() <= coarse_accuracy(1e-5).intersection);
+        assert!((point[2] - 2.0).abs() <= coarse_accuracy(1e-5).intersection);
+    }
+}
+
+#[test]
+fn vertical_plane_cylinder_generators_remain_exact_and_bounded() {
+    let quarter = std::f64::consts::FRAC_PI_2;
+    let host = primitives::arc_edged_extrusion(
+        "arc-profile".into(),
+        Frame3::IDENTITY,
+        vec![
+            primitives::ProfileEdge::Arc {
+                center: [0.0, 0.0],
+                radius: 2.0,
+                start_angle: 0.0,
+                sweep_angle: quarter,
+            },
+            primitives::ProfileEdge::Line {
+                from: [0.0, 2.0],
+                to: [0.0, 1.5],
+            },
+            primitives::ProfileEdge::Arc {
+                center: [0.0, 0.0],
+                radius: 1.5,
+                start_angle: quarter,
+                sweep_angle: -quarter,
+            },
+            primitives::ProfileEdge::Line {
+                from: [1.5, 0.0],
+                to: [2.0, 0.0],
+            },
+        ],
+        3.0,
+        coarse_accuracy(1e-5),
+    )
+    .unwrap();
+    let cutter = primitives::cuboid(
+        "opening".into(),
+        Frame3 {
+            origin: [1.1, 0.9, 0.5],
+            ..Frame3::IDENTITY
+        },
+        [1.0, 0.35, 1.5],
+        coarse_accuracy(1e-5),
+    )
+    .unwrap();
+    let graph = intersect_breps(&host, &cutter).unwrap();
+    assert!(!graph.pairs.is_empty());
+    let branches = graph
+        .pairs
+        .iter()
+        .flat_map(|pair| &pair.graph.branches)
+        .collect::<Vec<_>>();
+    assert!(!branches.is_empty());
+    for pair in &graph.pairs {
+        for branch in &pair.graph.branches {
+            assert!(branch.range.lo.is_finite() && branch.range.hi.is_finite());
+            assert!(!matches!(
+                pair.graph.geometry.curves[branch.curve as usize],
+                CurveGeometry::Intersection { .. }
+            ));
+        }
+    }
+}
+
+#[test]
+fn bounded_nonparallel_cylinder_faces_use_universal_ssi() {
+    let accuracy = Accuracy {
+        geometric: 1e-5,
+        intersection: 2.5e-6,
+        tessellation: 0.01,
+        exchange: 1e-5,
+    };
+    let a = primitives::cylinder(
+        "a".into(),
+        Frame3 {
+            origin: [0.0, 0.0, -2.0],
+            ..Frame3::IDENTITY
+        },
+        1.0,
+        4.0,
+        accuracy,
+    )
+    .unwrap();
+    let b_frame = Frame3::from_axis([-1.0, 0.0, 0.2], [1.0, 0.0, 0.0], [0.0, 0.0, 1.0]).unwrap();
+    let b = primitives::cylinder("b".into(), b_frame, 0.6, 2.0, accuracy).unwrap();
+    let graph = intersect_faces(
+        FaceView { brep: &a, face: 0 },
+        FaceView { brep: &b, face: 0 },
+    )
+    .unwrap();
+    assert!(!graph.branches.is_empty());
+    for branch in &graph.branches {
+        assert!(matches!(
+            graph.geometry.curves[branch.curve as usize],
+            CurveGeometry::Intersection { .. }
+        ));
+        let parameter = branch.range.midpoint();
+        let point = graph
+            .geometry
+            .curve(branch.curve)
+            .unwrap()
+            .point_at(parameter)
+            .unwrap();
+        for side in 0..2 {
+            let uv = graph
+                .geometry
+                .pcurve_at(branch.pcurves[side], parameter)
+                .unwrap();
+            let support = graph.geometry.surfaces[side].point_at(uv).unwrap();
+            assert!(norm(sub(point, support)) <= accuracy.intersection);
+        }
+    }
+}
+
+#[test]
+fn body_graph_uses_patch_bounds_before_face_pair_ssi() {
+    let accuracy = Accuracy {
+        geometric: 1e-5,
+        intersection: 2.5e-6,
+        tessellation: 0.01,
+        exchange: 1e-5,
+    };
+    let a = primitives::cylinder(
+        "a".into(),
+        Frame3 {
+            origin: [0.0, 0.0, -2.0],
+            ..Frame3::IDENTITY
+        },
+        1.0,
+        4.0,
+        accuracy,
+    )
+    .unwrap();
+    let b = primitives::cylinder(
+        "b".into(),
+        Frame3::from_axis([-2.0, 0.0, 0.2], [1.0, 0.0, 0.0], [0.0, 0.0, 1.0]).unwrap(),
+        0.6,
+        4.0,
+        accuracy,
+    )
+    .unwrap();
+    let graph = intersect_breps(&a, &b).unwrap();
+    assert_eq!(graph.pairs.len(), 1);
+    assert_eq!(graph.pairs[0].faces, [0, 0]);
+    assert_eq!(graph.pairs[0].graph.branches.len(), 2);
+}
diff --git a/main/opengeometry/src/intersection/face_intersection/trim.rs b/main/opengeometry/src/intersection/face_intersection/trim.rs
new file mode 100644
index 0000000..e4e7023
--- /dev/null
+++ b/main/opengeometry/src/intersection/face_intersection/trim.rs
@@ -0,0 +1,263 @@
+use crate::brep::{
+    BrepEnvelope, Face, GeometryError, GeometryStore, PatchBounds, PcurveGeometry, Surface, UVBox,
+};
+use crate::math::{quadratic, Interval, QuadraticRoots};
+
+pub(super) fn face_patch_bounds(
+    brep: &BrepEnvelope,
+    face: &Face,
+) -> Result<PatchBounds, GeometryError> {
+    brep.geometry
+        .surface(face.surface)?
+        .enclose(face.trim.uv_bounds)
+}
+
+pub(super) fn clip_coordinate(
+    origin: f64,
+    direction: f64,
+    bounds: Interval,
+    range: &mut [f64; 2],
+) -> bool {
+    if direction == 0.0 {
+        return bounds.contains(origin);
+    }
+    let mut lo = (bounds.lo - origin) / direction;
+    let mut hi = (bounds.hi - origin) / direction;
+    if lo > hi {
+        std::mem::swap(&mut lo, &mut hi);
+    }
+    range[0] = range[0].max(lo);
+    range[1] = range[1].min(hi);
+    range[0] <= range[1]
+}
+
+pub(super) fn pcurve_line(
+    store: &GeometryStore,
+    id: u32,
+) -> Result<([f64; 2], [f64; 2]), GeometryError> {
+    match store.pcurves.get(id as usize) {
+        Some(PcurveGeometry::Line2 { origin, direction }) => Ok((*origin, *direction)),
+        _ => Err(GeometryError::CoverageGap {
+            families: ["plane trim".into(), "nonlinear intersection pcurve".into()],
+        }),
+    }
+}
+
+pub(super) fn boundary_parameters(
+    brep: &BrepEnvelope,
+    face_id: u32,
+    line_origin: [f64; 2],
+    line_direction: [f64; 2],
+    output: &mut Vec<f64>,
+) -> Result<(), GeometryError> {
+    let face = brep.topology.faces.get(face_id as usize).ok_or_else(|| {
+        GeometryError::MissingReference {
+            kind: "face".into(),
+            index: face_id,
+        }
+    })?;
+    for loop_id in std::iter::once(face.trim.outer).chain(face.trim.holes.iter().copied()) {
+        let loop_ = &brep.topology.loops[loop_id as usize];
+        let start = loop_.start_halfedge;
+        let mut current = start;
+        for _ in 0..=brep.topology.halfedges.len() {
+            let use_ = &brep.topology.halfedges[current as usize];
+            let pcurve_id = use_.geometry_use.pcurve.ok_or_else(|| {
+                GeometryError::InvalidTopology("trim boundary is missing its pcurve".into())
+            })?;
+            let edge_range = brep.topology.edges[use_.edge as usize].geometry.range();
+            add_pcurve_crossings(
+                &brep.geometry.pcurves[pcurve_id as usize],
+                line_origin,
+                line_direction,
+                edge_range,
+                output,
+            )?;
+            current = use_.next.ok_or_else(|| {
+                GeometryError::InvalidTopology("open face loop during intersection".into())
+            })?;
+            if current == start {
+                break;
+            }
+        }
+        if current != start {
+            return Err(GeometryError::InvalidTopology(
+                "face loop does not close during intersection".into(),
+            ));
+        }
+    }
+    Ok(())
+}
+
+fn add_pcurve_crossings(
+    pcurve: &PcurveGeometry,
+    line_origin: [f64; 2],
+    line_direction: [f64; 2],
+    edge_range: Interval,
+    output: &mut Vec<f64>,
+) -> Result<(), GeometryError> {
+    let delta_cross = |a: [f64; 2], b: [f64; 2]| a[0] * b[1] - a[1] * b[0];
+    match pcurve {
+        PcurveGeometry::Line2 { origin, direction } => {
+            let determinant = delta_cross(line_direction, *direction);
+            if determinant != 0.0 {
+                let delta = [origin[0] - line_origin[0], origin[1] - line_origin[1]];
+                let t = delta_cross(delta, *direction) / determinant;
+                let s = delta_cross(delta, line_direction) / determinant;
+                if edge_range.contains(s) {
+                    output.push(t);
+                }
+            }
+        }
+        PcurveGeometry::Conic2 {
+            origin,
+            axis_a,
+            axis_b,
+        } => {
+            let determinant = delta_cross(*axis_a, *axis_b);
+            if determinant == 0.0 {
+                return Err(GeometryError::InvalidGeometry(
+                    "degenerate planar conic trim".into(),
+                ));
+            }
+            let inverse = |vector: [f64; 2]| {
+                [
+                    delta_cross(vector, *axis_b) / determinant,
+                    delta_cross(*axis_a, vector) / determinant,
+                ]
+            };
+            let offset = inverse([line_origin[0] - origin[0], line_origin[1] - origin[1]]);
+            let rate = inverse(line_direction);
+            let roots = quadratic(
+                rate[0] * rate[0] + rate[1] * rate[1],
+                2.0 * (offset[0] * rate[0] + offset[1] * rate[1]),
+                offset[0] * offset[0] + offset[1] * offset[1] - 1.0,
+            )?;
+            let candidates: Vec<f64> = match roots {
+                QuadraticRoots::Empty => Vec::new(),
+                QuadraticRoots::One(root) => vec![root],
+                QuadraticRoots::Two(roots) => roots.to_vec(),
+                QuadraticRoots::IdenticallyZero => {
+                    return Err(GeometryError::UnresolvedIntersection(
+                        "intersection curve coincides with a conic trim".into(),
+                    ))
+                }
+            };
+            for t in candidates {
+                let coordinates = [offset[0] + rate[0] * t, offset[1] + rate[1] * t];
+                let parameter = coordinates[1].atan2(coordinates[0]);
+                let tau = std::f64::consts::TAU;
+                if (-2..=2).any(|turn| edge_range.contains(parameter + f64::from(turn) * tau)) {
+                    output.push(t);
+                }
+            }
+        }
+        PcurveGeometry::ProjectedCurve { .. } | PcurveGeometry::IntersectionSide { .. } => {
+            return Err(GeometryError::CoverageGap {
+                families: ["plane trim".into(), "general numerical boundary".into()],
+            })
+        }
+    }
+    Ok(())
+}
+
+pub(super) fn uv_in_bounds(
+    geometry: &GeometryStore,
+    surface: u32,
+    bounds: UVBox,
+    mut uv: [f64; 2],
+    tolerance: f64,
+) -> Result<bool, GeometryError> {
+    let periods = geometry.surface(surface)?.charts()[0].periods;
+    for axis in 0..2 {
+        uv[axis] = periodic_value(uv[axis], bounds[axis], periods[axis]);
+        if uv[axis] < bounds[axis].lo - tolerance || uv[axis] > bounds[axis].hi + tolerance {
+            return Ok(false);
+        }
+    }
+    Ok(true)
+}
+
+pub(super) fn periodic_value(value: f64, bounds: Interval, period: Option<f64>) -> f64 {
+    period.map_or(value, |period| {
+        value + ((bounds.midpoint() - value) / period).round() * period
+    })
+}
+
+pub(super) fn is_uv_box_trim(brep: &BrepEnvelope, face: &Face) -> Result<bool, GeometryError> {
+    if !face.trim.holes.is_empty() {
+        return Ok(false);
+    }
+    let surface = brep.geometry.surface(face.surface)?;
+    let periods = surface.charts()[face.trim.chart as usize].periods;
+    let tolerance = brep.accuracy.intersection;
+    let mut sides = [false; 4];
+    for halfedge in loop_halfedges(brep, face.trim.outer)? {
+        let use_ = &brep.topology.halfedges[halfedge as usize];
+        let pcurve = use_.geometry_use.pcurve.ok_or_else(|| {
+            GeometryError::InvalidTopology("trim boundary is missing its pcurve".into())
+        })?;
+        let PcurveGeometry::Line2 { origin, direction } = brep.geometry.pcurves[pcurve as usize]
+        else {
+            return Ok(false);
+        };
+        let range = brep.topology.edges[use_.edge as usize].geometry.range();
+        let mut ends: [[f64; 2]; 2] = [range.lo, range.hi].map(|parameter| {
+            std::array::from_fn(|axis| origin[axis] + direction[axis] * parameter)
+        });
+        for end in &mut ends {
+            for axis in 0..2 {
+                end[axis] = periodic_value(end[axis], face.trim.uv_bounds[axis], periods[axis]);
+            }
+        }
+        let delta = [ends[1][0] - ends[0][0], ends[1][1] - ends[0][1]];
+        let constant_axis = if delta[0].abs() <= tolerance {
+            0
+        } else if delta[1].abs() <= tolerance {
+            1
+        } else {
+            return Ok(false);
+        };
+        let varying_axis = 1 - constant_axis;
+        let constant = 0.5 * (ends[0][constant_axis] + ends[1][constant_axis]);
+        let bounds = face.trim.uv_bounds[constant_axis];
+        let side = if (constant - bounds.lo).abs() <= tolerance {
+            2 * constant_axis
+        } else if (constant - bounds.hi).abs() <= tolerance {
+            2 * constant_axis + 1
+        } else {
+            return Ok(false);
+        };
+        if ends.iter().any(|end| {
+            end[varying_axis] < face.trim.uv_bounds[varying_axis].lo - tolerance
+                || end[varying_axis] > face.trim.uv_bounds[varying_axis].hi + tolerance
+        }) {
+            return Ok(false);
+        }
+        sides[side] = true;
+    }
+    Ok(sides.into_iter().all(|present| present))
+}
+
+fn loop_halfedges(brep: &BrepEnvelope, loop_id: u32) -> Result<Vec<u32>, GeometryError> {
+    let loop_ = brep.topology.loops.get(loop_id as usize).ok_or_else(|| {
+        GeometryError::MissingReference {
+            kind: "loop".into(),
+            index: loop_id,
+        }
+    })?;
+    let mut current = loop_.start_halfedge;
+    let mut result = Vec::new();
+    for _ in 0..=brep.topology.halfedges.len() {
+        result.push(current);
+        current = brep.topology.halfedges[current as usize]
+            .next
+            .ok_or_else(|| GeometryError::InvalidTopology("open face loop during SSI".into()))?;
+        if current == loop_.start_halfedge {
+            return Ok(result);
+        }
+    }
+    Err(GeometryError::InvalidTopology(
+        "face loop does not close during SSI".into(),
+    ))
+}
diff --git a/main/opengeometry/src/intersection/mod.rs b/main/opengeometry/src/intersection/mod.rs
new file mode 100644
index 0000000..6624798
--- /dev/null
+++ b/main/opengeometry/src/intersection/mod.rs
@@ -0,0 +1,12 @@
+mod face_intersection;
+mod ssi;
+mod ssi_result;
+mod universal_ssi;
+
+pub(super) use face_intersection::{
+    intersect_breps, intersect_faces, FaceView, IntersectionBranch, IntersectionGraph,
+};
+pub(super) use ssi::intersect_surfaces;
+
+#[cfg(test)]
+pub(super) use universal_ssi::intersect_patches;
diff --git a/main/opengeometry/src/intersection/ssi/circles.rs b/main/opengeometry/src/intersection/ssi/circles.rs
new file mode 100644
index 0000000..9efb14b
--- /dev/null
+++ b/main/opengeometry/src/intersection/ssi/circles.rs
@@ -0,0 +1,45 @@
+use crate::brep::{CurveGeometry, Frame3, GeometryError};
+use crate::intersection::ssi_result::GeometryResult;
+use crate::math::{Interval, Point3};
+
+pub(super) fn circle(
+    center: Point3,
+    normal: Point3,
+    radius: f64,
+) -> Result<GeometryResult, GeometryError> {
+    if !radius.is_finite() || radius <= 0.0 {
+        return Err(GeometryError::UnresolvedIntersection(
+            "positive intersection radius is not representable".into(),
+        ));
+    }
+    let reference = if normal[0].abs() < 0.8 {
+        [1.0, 0.0, 0.0]
+    } else {
+        [0.0, 1.0, 0.0]
+    };
+    let frame = Frame3::from_axis(center, normal, reference)?;
+    Ok(GeometryResult::Curves(vec![(
+        CurveGeometry::Circle { frame, radius },
+        Some(Interval::new(0.0, std::f64::consts::TAU)?),
+    )]))
+}
+
+pub(super) fn axial_circles(
+    normal: Point3,
+    sections: impl IntoIterator<Item = (Point3, f64)>,
+) -> Result<GeometryResult, GeometryError> {
+    let mut curves = Vec::new();
+    for (center, radius) in sections {
+        let GeometryResult::Curves(mut section) = circle(center, normal, radius)? else {
+            return Err(GeometryError::UnresolvedIntersection(
+                "axial circle construction returned a non-curve".into(),
+            ));
+        };
+        curves.append(&mut section);
+    }
+    Ok(if curves.is_empty() {
+        GeometryResult::Empty
+    } else {
+        GeometryResult::Curves(curves)
+    })
+}
diff --git a/main/opengeometry/src/intersection/ssi/coaxial.rs b/main/opengeometry/src/intersection/ssi/coaxial.rs
new file mode 100644
index 0000000..8a4bd26
--- /dev/null
+++ b/main/opengeometry/src/intersection/ssi/coaxial.rs
@@ -0,0 +1,435 @@
+use super::circles::{axial_circles, circle};
+use crate::brep::{unit, CurveGeometry, Frame3, GeometryError};
+use crate::intersection::ssi_result::GeometryResult;
+use crate::math::{
+    add, cross, dot, norm, quadratic, scale, sphere_sphere_relation, sub, Interval, QuadraticRoots,
+    Sign,
+};
+
+pub(super) fn parallel_cylinders(
+    a: Frame3,
+    ra: f64,
+    b: Frame3,
+    rb: f64,
+) -> Result<GeometryResult, GeometryError> {
+    if norm(cross(a.z, b.z)) != 0.0 {
+        return Err(GeometryError::CoverageGap {
+            families: ["cylinder".into(), "cylinder".into()],
+        });
+    }
+    let delta = sub(b.origin, a.origin);
+    let radial = sub(delta, scale(a.z, dot(delta, a.z)));
+    let distance = norm(radial);
+    if distance == 0.0 {
+        return Ok(if ra == rb {
+            GeometryResult::Coincident
+        } else {
+            GeometryResult::Empty
+        });
+    }
+    let projected_center = add(a.origin, radial);
+    let [outer, inner] = sphere_sphere_relation(a.origin, ra, projected_center, rb)?;
+    if outer == Sign::Positive || inner == Sign::Negative {
+        return Ok(GeometryResult::Empty);
+    }
+    let toward_b = unit(radial)?;
+    let along = 0.5 * (distance + (ra - rb) * (ra + rb) / distance);
+    let base = add(a.origin, scale(toward_b, along));
+    if outer == Sign::Zero || inner == Sign::Zero {
+        return Ok(GeometryResult::Curves(vec![(
+            CurveGeometry::Line {
+                origin: base,
+                direction: a.z,
+            },
+            None,
+        )]));
+    }
+    let half_separation_squared = (ra - along.abs()) * (ra + along.abs());
+    if half_separation_squared <= 0.0 {
+        return Err(GeometryError::UnresolvedIntersection(
+            "parallel-cylinder branch separation cancellation".into(),
+        ));
+    }
+    let lateral = unit(cross(a.z, toward_b))?;
+    let half_separation = half_separation_squared.sqrt();
+    Ok(GeometryResult::Curves(
+        [-1.0, 1.0]
+            .into_iter()
+            .map(|sense| {
+                (
+                    CurveGeometry::Line {
+                        origin: add(base, scale(lateral, sense * half_separation)),
+                        direction: a.z,
+                    },
+                    None,
+                )
+            })
+            .collect(),
+    ))
+}
+
+pub(super) fn coaxial_cylinder_cone(
+    cylinder: Frame3,
+    radius: f64,
+    cone: Frame3,
+    semi_angle: f64,
+) -> Result<GeometryResult, GeometryError> {
+    if norm(cross(cylinder.z, cone.z)) != 0.0 {
+        return Err(GeometryError::CoverageGap {
+            families: ["cylinder".into(), "cone".into()],
+        });
+    }
+    let delta = sub(cylinder.origin, cone.origin);
+    if norm(sub(delta, scale(cone.z, dot(delta, cone.z)))) != 0.0 {
+        return Err(GeometryError::CoverageGap {
+            families: ["cylinder".into(), "cone".into()],
+        });
+    }
+    let height = radius / semi_angle.tan();
+    if !height.is_finite() || height <= 0.0 {
+        return Err(GeometryError::UnresolvedIntersection(
+            "coaxial cylinder/cone section exceeds numerical range".into(),
+        ));
+    }
+    circle(add(cone.origin, scale(cone.z, height)), cone.z, radius)
+}
+
+pub(super) fn coaxial_sphere_cylinder(
+    sphere: Frame3,
+    sphere_radius: f64,
+    cylinder: Frame3,
+    cylinder_radius: f64,
+) -> Result<GeometryResult, GeometryError> {
+    let delta = sub(sphere.origin, cylinder.origin);
+    if norm(sub(delta, scale(cylinder.z, dot(delta, cylinder.z)))) != 0.0 {
+        return Err(GeometryError::CoverageGap {
+            families: ["sphere".into(), "cylinder".into()],
+        });
+    }
+    if cylinder_radius > sphere_radius {
+        return Ok(GeometryResult::Empty);
+    }
+    if cylinder_radius == sphere_radius {
+        return circle(sphere.origin, cylinder.z, cylinder_radius);
+    }
+    let half_height_squared = (sphere_radius - cylinder_radius) * (sphere_radius + cylinder_radius);
+    if half_height_squared <= 0.0 {
+        return Err(GeometryError::UnresolvedIntersection(
+            "sphere/cylinder branch separation cancellation".into(),
+        ));
+    }
+    let half_height = half_height_squared.sqrt();
+    let domain = Some(Interval::new(0.0, std::f64::consts::TAU)?);
+    let mut curves = Vec::with_capacity(2);
+    for sense in [-1.0, 1.0] {
+        let center = add(sphere.origin, scale(cylinder.z, sense * half_height));
+        let GeometryResult::Curves(mut circle) = circle(center, cylinder.z, cylinder_radius)?
+        else {
+            return Err(GeometryError::UnresolvedIntersection(
+                "sphere/cylinder circle construction returned a non-curve".into(),
+            ));
+        };
+        let mut curve = circle.pop().ok_or_else(|| {
+            GeometryError::UnresolvedIntersection("empty sphere/cylinder circle".into())
+        })?;
+        curve.1 = domain;
+        curves.push(curve);
+    }
+    Ok(GeometryResult::Curves(curves))
+}
+
+pub(super) fn coaxial_sphere_cone(
+    sphere: Frame3,
+    sphere_radius: f64,
+    cone: Frame3,
+    semi_angle: f64,
+) -> Result<GeometryResult, GeometryError> {
+    let delta = sub(sphere.origin, cone.origin);
+    let center_height = dot(delta, cone.z);
+    if norm(sub(delta, scale(cone.z, center_height))) != 0.0 {
+        return Err(GeometryError::CoverageGap {
+            families: ["sphere".into(), "cone".into()],
+        });
+    }
+    let slope = semi_angle.tan();
+    let roots = quadratic(
+        1.0 + slope * slope,
+        -2.0 * center_height,
+        center_height * center_height - sphere_radius * sphere_radius,
+    )?;
+    let roots: Vec<f64> = match roots {
+        QuadraticRoots::Empty => Vec::new(),
+        QuadraticRoots::One(root) => vec![root],
+        QuadraticRoots::Two(roots) => roots.into(),
+        QuadraticRoots::IdenticallyZero => {
+            return Err(GeometryError::UnresolvedIntersection(
+                "sphere/cone equation is unexpectedly indeterminate".into(),
+            ))
+        }
+    };
+    let apex_contact = roots.contains(&0.0);
+    let circles = axial_circles(
+        cone.z,
+        roots
+            .into_iter()
+            .filter(|height| *height > 0.0)
+            .map(|height| (add(cone.origin, scale(cone.z, height)), slope * height)),
+    )?;
+    if !apex_contact {
+        return Ok(circles);
+    }
+    Ok(match circles {
+        GeometryResult::Empty => GeometryResult::Contact(cone.origin),
+        GeometryResult::Curves(curves) => GeometryResult::CurvesAndContacts {
+            curves,
+            contacts: vec![cone.origin],
+        },
+        _ => {
+            return Err(GeometryError::UnresolvedIntersection(
+                "sphere/cone apex classification produced an inconsistent result".into(),
+            ))
+        }
+    })
+}
+
+pub(super) fn coaxial_cones(
+    a: Frame3,
+    angle_a: f64,
+    b: Frame3,
+    angle_b: f64,
+) -> Result<GeometryResult, GeometryError> {
+    if norm(cross(a.z, b.z)) != 0.0 {
+        return Err(GeometryError::CoverageGap {
+            families: ["cone".into(), "cone".into()],
+        });
+    }
+    let delta = sub(b.origin, a.origin);
+    let axial_offset = dot(delta, a.z);
+    if norm(sub(delta, scale(a.z, axial_offset))) != 0.0 {
+        return Err(GeometryError::CoverageGap {
+            families: ["cone".into(), "cone".into()],
+        });
+    }
+    let same_direction = dot(a.z, b.z) > 0.0;
+    if axial_offset == 0.0 {
+        return Ok(if same_direction && angle_a == angle_b {
+            GeometryResult::Coincident
+        } else {
+            GeometryResult::Contact(a.origin)
+        });
+    }
+    let ka = angle_a.tan();
+    let kb = angle_b.tan();
+    let height_a = if same_direction {
+        if ka == kb {
+            return Ok(GeometryResult::Empty);
+        }
+        kb * axial_offset / (kb - ka)
+    } else {
+        kb * axial_offset / (ka + kb)
+    };
+    let height_b = if same_direction {
+        height_a - axial_offset
+    } else {
+        axial_offset - height_a
+    };
+    if !height_a.is_finite() || !height_b.is_finite() {
+        return Err(GeometryError::UnresolvedIntersection(
+            "coaxial cone section exceeds numerical range".into(),
+        ));
+    }
+    if height_a < 0.0 || height_b < 0.0 {
+        return Ok(GeometryResult::Empty);
+    }
+    if height_a == 0.0 || height_b == 0.0 {
+        return Ok(GeometryResult::Contact(add(a.origin, scale(a.z, height_a))));
+    }
+    circle(add(a.origin, scale(a.z, height_a)), a.z, ka * height_a)
+}
+
+fn trig_roots(a: f64, b: f64, c: f64) -> Result<Vec<f64>, GeometryError> {
+    let amplitude = a.hypot(b);
+    if !amplitude.is_finite() || amplitude == 0.0 {
+        return Err(GeometryError::UnresolvedIntersection(
+            "degenerate trigonometric intersection equation".into(),
+        ));
+    }
+    let ratio = -c / amplitude;
+    if !ratio.is_finite() {
+        return Err(GeometryError::UnresolvedIntersection(
+            "trigonometric intersection equation exceeds numerical range".into(),
+        ));
+    }
+    if ratio.abs() > 1.0 {
+        return Ok(Vec::new());
+    }
+    let phase = b.atan2(a);
+    let delta = ratio.acos();
+    Ok(if delta == 0.0 || delta == std::f64::consts::PI {
+        vec![phase + delta]
+    } else {
+        vec![phase - delta, phase + delta]
+    })
+}
+
+pub(super) fn coaxial_sphere_torus(
+    sphere: Frame3,
+    sphere_radius: f64,
+    torus: Frame3,
+    major_radius: f64,
+    minor_radius: f64,
+) -> Result<GeometryResult, GeometryError> {
+    let local = torus.local(sphere.origin);
+    if local[0] != 0.0 || local[1] != 0.0 {
+        return Err(GeometryError::CoverageGap {
+            families: ["sphere".into(), "torus".into()],
+        });
+    }
+    let roots = trig_roots(
+        2.0 * major_radius * minor_radius,
+        -2.0 * local[2] * minor_radius,
+        major_radius * major_radius + minor_radius * minor_radius + local[2] * local[2]
+            - sphere_radius * sphere_radius,
+    )?;
+    axial_circles(
+        torus.z,
+        roots.into_iter().map(|v| {
+            let center = add(torus.origin, scale(torus.z, minor_radius * v.sin()));
+            (center, major_radius + minor_radius * v.cos())
+        }),
+    )
+}
+
+pub(super) fn coaxial_cylinder_torus(
+    cylinder: Frame3,
+    cylinder_radius: f64,
+    torus: Frame3,
+    major_radius: f64,
+    minor_radius: f64,
+) -> Result<GeometryResult, GeometryError> {
+    if norm(cross(cylinder.z, torus.z)) != 0.0 {
+        return Err(GeometryError::CoverageGap {
+            families: ["cylinder".into(), "torus".into()],
+        });
+    }
+    let delta = sub(cylinder.origin, torus.origin);
+    if norm(sub(delta, scale(torus.z, dot(delta, torus.z)))) != 0.0 {
+        return Err(GeometryError::CoverageGap {
+            families: ["cylinder".into(), "torus".into()],
+        });
+    }
+    let roots = trig_roots(minor_radius, 0.0, major_radius - cylinder_radius)?;
+    axial_circles(
+        torus.z,
+        roots.into_iter().map(|v| {
+            (
+                add(torus.origin, scale(torus.z, minor_radius * v.sin())),
+                cylinder_radius,
+            )
+        }),
+    )
+}
+
+pub(super) fn coaxial_cone_torus(
+    cone: Frame3,
+    semi_angle: f64,
+    torus: Frame3,
+    major_radius: f64,
+    minor_radius: f64,
+) -> Result<GeometryResult, GeometryError> {
+    if norm(cross(cone.z, torus.z)) != 0.0 || dot(cone.z, torus.z) < 0.0 {
+        return Err(GeometryError::CoverageGap {
+            families: ["cone".into(), "torus".into()],
+        });
+    }
+    let delta = sub(torus.origin, cone.origin);
+    let height = dot(delta, cone.z);
+    if norm(sub(delta, scale(cone.z, height))) != 0.0 {
+        return Err(GeometryError::CoverageGap {
+            families: ["cone".into(), "torus".into()],
+        });
+    }
+    let slope = semi_angle.tan();
+    let roots = trig_roots(
+        minor_radius,
+        -slope * minor_radius,
+        major_radius - slope * height,
+    )?;
+    axial_circles(
+        torus.z,
+        roots.into_iter().filter_map(|v| {
+            let z = height + minor_radius * v.sin();
+            (z >= 0.0).then(|| {
+                (
+                    add(torus.origin, scale(torus.z, minor_radius * v.sin())),
+                    major_radius + minor_radius * v.cos(),
+                )
+            })
+        }),
+    )
+}
+
+pub(super) fn coaxial_tori(
+    a: Frame3,
+    major_a: f64,
+    minor_a: f64,
+    b: Frame3,
+    major_b: f64,
+    minor_b: f64,
+) -> Result<GeometryResult, GeometryError> {
+    if norm(cross(a.z, b.z)) != 0.0 {
+        return Err(GeometryError::CoverageGap {
+            families: ["torus".into(), "torus".into()],
+        });
+    }
+    let delta = sub(b.origin, a.origin);
+    let axial_offset = dot(delta, a.z);
+    if norm(sub(delta, scale(a.z, axial_offset))) != 0.0 {
+        return Err(GeometryError::CoverageGap {
+            families: ["torus".into(), "torus".into()],
+        });
+    }
+    if axial_offset == 0.0 && major_a == major_b && minor_a == minor_b {
+        return Ok(GeometryResult::Coincident);
+    }
+    let radial_offset = major_b - major_a;
+    let distance = radial_offset.hypot(axial_offset);
+    if distance == 0.0 {
+        return Ok(GeometryResult::Empty);
+    }
+    let [outer, inner] = sphere_sphere_relation(
+        [major_a, 0.0, 0.0],
+        minor_a,
+        [major_b, 0.0, axial_offset],
+        minor_b,
+    )?;
+    if outer == Sign::Positive || inner == Sign::Negative {
+        return Ok(GeometryResult::Empty);
+    }
+    let er = radial_offset / distance;
+    let ez = axial_offset / distance;
+    let along = 0.5 * (distance + (minor_a - minor_b) * (minor_a + minor_b) / distance);
+    let base_r = major_a + er * along;
+    let base_z = ez * along;
+    let sections = if outer == Sign::Zero || inner == Sign::Zero {
+        vec![(base_r, base_z)]
+    } else {
+        let half_squared = (minor_a - along.abs()) * (minor_a + along.abs());
+        if half_squared <= 0.0 {
+            return Err(GeometryError::UnresolvedIntersection(
+                "coaxial torus branch separation cancellation".into(),
+            ));
+        }
+        let half = half_squared.sqrt();
+        vec![
+            (base_r - ez * half, base_z + er * half),
+            (base_r + ez * half, base_z - er * half),
+        ]
+    };
+    axial_circles(
+        a.z,
+        sections
+            .into_iter()
+            .map(|(radius, z)| (add(a.origin, scale(a.z, z)), radius)),
+    )
+}
diff --git a/main/opengeometry/src/intersection/ssi/fallback.rs b/main/opengeometry/src/intersection/ssi/fallback.rs
new file mode 100644
index 0000000..084dbf7
--- /dev/null
+++ b/main/opengeometry/src/intersection/ssi/fallback.rs
@@ -0,0 +1,107 @@
+use crate::brep::{
+    Accuracy, GeometryError, GeometryStore, PatchBounds, SsiBudget, Surface, SurfaceGeometry,
+};
+use crate::intersection::ssi_result::SsiResult;
+use crate::intersection::universal_ssi::intersect_patches_from;
+use crate::math::{norm, Interval};
+
+fn chart_domain(surface: &SurfaceGeometry) -> Result<[Interval; 2], GeometryError> {
+    let chart = surface
+        .charts()
+        .first()
+        .ok_or_else(|| GeometryError::InvalidGeometry("surface has no parameter chart".into()))?;
+    Ok([
+        Interval::new(chart.domain[0][0], chart.domain[0][1])?,
+        Interval::new(chart.domain[1][0], chart.domain[1][1])?,
+    ])
+}
+
+fn finite_target_domain(
+    surface: &SurfaceGeometry,
+    source_bounds: PatchBounds,
+    margin: f64,
+) -> Result<[Interval; 2], GeometryError> {
+    if matches!(
+        surface,
+        SurfaceGeometry::Sphere { .. } | SurfaceGeometry::Torus { .. }
+    ) {
+        return chart_domain(surface);
+    }
+    let mut local_min = [f64::INFINITY; 3];
+    let mut local_max = [f64::NEG_INFINITY; 3];
+    let mut maximum_radius = 0.0_f64;
+    for mask in 0..8 {
+        let point = std::array::from_fn(|axis| {
+            if mask & (1 << axis) == 0 {
+                source_bounds.axes[axis].lo
+            } else {
+                source_bounds.axes[axis].hi
+            }
+        });
+        let local = surface.frame().local(point);
+        for axis in 0..3 {
+            local_min[axis] = local_min[axis].min(local[axis]);
+            local_max[axis] = local_max[axis].max(local[axis]);
+        }
+        maximum_radius = maximum_radius.max(norm(local));
+    }
+    let expanded = |lo: f64, hi: f64| Interval::new(lo - margin, hi + margin);
+    match surface {
+        SurfaceGeometry::Plane { .. } => Ok([
+            expanded(local_min[0], local_max[0])?,
+            expanded(local_min[1], local_max[1])?,
+        ]),
+        SurfaceGeometry::Cylinder { .. } => Ok([
+            Interval::new(0.0, std::f64::consts::TAU)?,
+            expanded(local_min[2], local_max[2])?,
+        ]),
+        SurfaceGeometry::Cone { .. } => Ok([
+            Interval::new(0.0, std::f64::consts::TAU)?,
+            Interval::new(0.0, maximum_radius + margin)?,
+        ]),
+        SurfaceGeometry::Sphere { .. } | SurfaceGeometry::Torus { .. } => Err(
+            GeometryError::UnsupportedGeometry("SSI trim surface".into()),
+        ),
+    }
+}
+
+pub(super) fn universal_fallback(
+    store: &mut GeometryStore,
+    a: u32,
+    b: u32,
+    sa: &SurfaceGeometry,
+    sb: &SurfaceGeometry,
+    accuracy: Accuracy,
+    original: GeometryError,
+) -> Result<SsiResult, GeometryError> {
+    let source_side = if matches!(
+        sa,
+        SurfaceGeometry::Sphere { .. } | SurfaceGeometry::Torus { .. }
+    ) {
+        0
+    } else if matches!(
+        sb,
+        SurfaceGeometry::Sphere { .. } | SurfaceGeometry::Torus { .. }
+    ) {
+        1
+    } else {
+        return Err(original);
+    };
+    let mut domains = [chart_domain(sa)?, chart_domain(sb)?];
+    let source_bounds = store
+        .surface([a, b][source_side])?
+        .enclose(domains[source_side])?;
+    domains[1 - source_side] = finite_target_domain(
+        store.surface([a, b][1 - source_side])?,
+        source_bounds,
+        accuracy.intersection,
+    )?;
+    intersect_patches_from(
+        store,
+        [a, b],
+        domains,
+        source_side,
+        accuracy,
+        SsiBudget::default(),
+    )
+}
diff --git a/main/opengeometry/src/intersection/ssi/mod.rs b/main/opengeometry/src/intersection/ssi/mod.rs
new file mode 100644
index 0000000..32d2b1f
--- /dev/null
+++ b/main/opengeometry/src/intersection/ssi/mod.rs
@@ -0,0 +1,349 @@
+mod circles;
+mod coaxial;
+mod fallback;
+mod planar;
+#[cfg(test)]
+mod tests;
+
+use super::ssi_result::{GeometryResult, SsiCurve, SsiResult};
+use crate::brep::{
+    Accuracy, CurveGeometry, Frame3, GeometryError, GeometryStore, PcurveGeometry, Surface,
+    SurfaceGeometry,
+};
+use crate::math::{dot, norm, sub, Interval, Point3};
+use coaxial::{
+    coaxial_cone_torus, coaxial_cones, coaxial_cylinder_cone, coaxial_cylinder_torus,
+    coaxial_sphere_cone, coaxial_sphere_cylinder, coaxial_sphere_torus, coaxial_tori,
+    parallel_cylinders,
+};
+use fallback::universal_fallback;
+use planar::{plane_cone, plane_cylinder, plane_plane, plane_sphere, plane_torus, sphere_sphere};
+
+pub(crate) fn intersect_surfaces(
+    store: &mut GeometryStore,
+    a: u32,
+    b: u32,
+    accuracy: Accuracy,
+) -> Result<SsiResult, GeometryError> {
+    accuracy.validate()?;
+    let sa = store.surface(a)?.clone();
+    let sb = store.surface(b)?.clone();
+    sa.validate()?;
+    sb.validate()?;
+    let fast_intersection = analytic_intersection(&sa, &sb, accuracy);
+    let intersection = match fast_intersection {
+        Ok(intersection) => intersection,
+        Err(error @ GeometryError::CoverageGap { .. }) => {
+            return universal_fallback(store, a, b, &sa, &sb, accuracy, error)
+        }
+        Err(error) => return Err(error),
+    };
+    let (intersection, pending_contacts) = match intersection {
+        GeometryResult::CurvesAndContacts { curves, contacts } => {
+            (GeometryResult::Curves(curves), contacts)
+        }
+        intersection => (intersection, Vec::new()),
+    };
+    let mut result = SsiResult::default();
+    match intersection {
+        GeometryResult::Empty => {}
+        GeometryResult::Coincident => result.coincident = true,
+        GeometryResult::Contact(point) => {
+            check_contact(&sa, &sb, point, accuracy)?;
+            result.contacts.push(point);
+        }
+        GeometryResult::Curves(curves) => {
+            for (curve, domain) in curves {
+                let curve_id = u32::try_from(store.curves.len())
+                    .map_err(|_| GeometryError::LimitExceeded("SSI curves".into()))?;
+                let start = domain.map_or(0.0, |d| d.lo);
+                let point = curve.elementary_point(start)?;
+                let mut pcurves = [0; 2];
+                let mut pending = Vec::new();
+                for (i, (id, surface)) in [(a, &sa), (b, &sb)].into_iter().enumerate() {
+                    let pcurve = support_pcurve(surface, id, &curve, curve_id, start, point)?;
+                    pcurves[i] = u32::try_from(store.pcurves.len() + i)
+                        .map_err(|_| GeometryError::LimitExceeded("SSI pcurves".into()))?;
+                    pending.push(pcurve);
+                }
+                check_curve_support(&curve, start, domain, &sa, &sb, accuracy)?;
+                store.curves.push(curve);
+                store.pcurves.extend(pending);
+                result.curves.push(SsiCurve {
+                    curve: curve_id,
+                    pcurves,
+                    domain,
+                });
+            }
+        }
+        GeometryResult::CurvesAndContacts { .. } => {
+            return Err(GeometryError::InvalidGeometry(
+                "combined SSI result was not normalized".into(),
+            ))
+        }
+    }
+    for point in pending_contacts {
+        check_contact(&sa, &sb, point, accuracy)?;
+        result.contacts.push(point);
+    }
+    Ok(result)
+}
+
+fn analytic_intersection(
+    sa: &SurfaceGeometry,
+    sb: &SurfaceGeometry,
+    accuracy: Accuracy,
+) -> Result<GeometryResult, GeometryError> {
+    match sa {
+        SurfaceGeometry::Plane { frame } => plane_pairs(*frame, sb, accuracy),
+        SurfaceGeometry::Sphere { frame, radius } => sphere_pairs(*frame, *radius, sb),
+        SurfaceGeometry::Cylinder { frame, radius } => cylinder_pairs(*frame, *radius, sb),
+        SurfaceGeometry::Cone { frame, semi_angle } => cone_pairs(*frame, *semi_angle, sb),
+        SurfaceGeometry::Torus {
+            frame,
+            major_radius,
+            minor_radius,
+        } => torus_pairs(*frame, *major_radius, *minor_radius, sb),
+    }
+}
+
+fn plane_pairs(
+    plane: Frame3,
+    sb: &SurfaceGeometry,
+    accuracy: Accuracy,
+) -> Result<GeometryResult, GeometryError> {
+    Ok(match sb {
+        SurfaceGeometry::Plane { frame: other } => plane_plane(plane, *other, accuracy)?,
+        SurfaceGeometry::Sphere {
+            frame: sphere,
+            radius: sphere_radius,
+        } => plane_sphere(plane, *sphere, *sphere_radius)?,
+        SurfaceGeometry::Cylinder {
+            frame: cylinder,
+            radius: cylinder_radius,
+        } => plane_cylinder(plane, *cylinder, *cylinder_radius)?,
+        SurfaceGeometry::Cone {
+            frame: cone,
+            semi_angle,
+        } => plane_cone(plane, *cone, *semi_angle)?,
+        SurfaceGeometry::Torus {
+            frame: torus,
+            major_radius,
+            minor_radius,
+        } => plane_torus(plane, *torus, *major_radius, *minor_radius)?,
+    })
+}
+
+fn sphere_pairs(
+    sphere: Frame3,
+    sphere_radius: f64,
+    sb: &SurfaceGeometry,
+) -> Result<GeometryResult, GeometryError> {
+    Ok(match sb {
+        SurfaceGeometry::Plane { frame: plane } => plane_sphere(*plane, sphere, sphere_radius)?,
+        SurfaceGeometry::Sphere {
+            frame: other,
+            radius: other_radius,
+        } => sphere_sphere(sphere, sphere_radius, *other, *other_radius)?,
+        SurfaceGeometry::Cylinder {
+            frame: cylinder,
+            radius: cylinder_radius,
+        } => coaxial_sphere_cylinder(sphere, sphere_radius, *cylinder, *cylinder_radius)?,
+        SurfaceGeometry::Cone {
+            frame: cone,
+            semi_angle,
+        } => coaxial_sphere_cone(sphere, sphere_radius, *cone, *semi_angle)?,
+        SurfaceGeometry::Torus {
+            frame: torus,
+            major_radius,
+            minor_radius,
+        } => coaxial_sphere_torus(sphere, sphere_radius, *torus, *major_radius, *minor_radius)?,
+    })
+}
+
+fn cylinder_pairs(
+    cylinder: Frame3,
+    cylinder_radius: f64,
+    sb: &SurfaceGeometry,
+) -> Result<GeometryResult, GeometryError> {
+    Ok(match sb {
+        SurfaceGeometry::Plane { frame: plane } => {
+            plane_cylinder(*plane, cylinder, cylinder_radius)?
+        }
+        SurfaceGeometry::Sphere {
+            frame: sphere,
+            radius: sphere_radius,
+        } => coaxial_sphere_cylinder(*sphere, *sphere_radius, cylinder, cylinder_radius)?,
+        SurfaceGeometry::Cylinder {
+            frame: other,
+            radius: other_radius,
+        } => parallel_cylinders(cylinder, cylinder_radius, *other, *other_radius)?,
+        SurfaceGeometry::Cone {
+            frame: cone,
+            semi_angle,
+        } => coaxial_cylinder_cone(cylinder, cylinder_radius, *cone, *semi_angle)?,
+        SurfaceGeometry::Torus {
+            frame: torus,
+            major_radius,
+            minor_radius,
+        } => coaxial_cylinder_torus(
+            cylinder,
+            cylinder_radius,
+            *torus,
+            *major_radius,
+            *minor_radius,
+        )?,
+    })
+}
+
+fn cone_pairs(
+    cone: Frame3,
+    semi_angle: f64,
+    sb: &SurfaceGeometry,
+) -> Result<GeometryResult, GeometryError> {
+    Ok(match sb {
+        SurfaceGeometry::Plane { frame: plane } => plane_cone(*plane, cone, semi_angle)?,
+        SurfaceGeometry::Sphere {
+            frame: sphere,
+            radius: sphere_radius,
+        } => coaxial_sphere_cone(*sphere, *sphere_radius, cone, semi_angle)?,
+        SurfaceGeometry::Cylinder {
+            frame: cylinder,
+            radius: cylinder_radius,
+        } => coaxial_cylinder_cone(*cylinder, *cylinder_radius, cone, semi_angle)?,
+        SurfaceGeometry::Cone {
+            frame: other,
+            semi_angle: other_angle,
+        } => coaxial_cones(cone, semi_angle, *other, *other_angle)?,
+        SurfaceGeometry::Torus {
+            frame: torus,
+            major_radius,
+            minor_radius,
+        } => coaxial_cone_torus(cone, semi_angle, *torus, *major_radius, *minor_radius)?,
+    })
+}
+
+fn torus_pairs(
+    torus: Frame3,
+    major_radius: f64,
+    minor_radius: f64,
+    sb: &SurfaceGeometry,
+) -> Result<GeometryResult, GeometryError> {
+    Ok(match sb {
+        SurfaceGeometry::Plane { frame: plane } => {
+            plane_torus(*plane, torus, major_radius, minor_radius)?
+        }
+        SurfaceGeometry::Sphere {
+            frame: sphere,
+            radius: sphere_radius,
+        } => coaxial_sphere_torus(*sphere, *sphere_radius, torus, major_radius, minor_radius)?,
+        SurfaceGeometry::Cylinder {
+            frame: cylinder,
+            radius: cylinder_radius,
+        } => coaxial_cylinder_torus(
+            *cylinder,
+            *cylinder_radius,
+            torus,
+            major_radius,
+            minor_radius,
+        )?,
+        SurfaceGeometry::Cone {
+            frame: cone,
+            semi_angle,
+        } => coaxial_cone_torus(*cone, *semi_angle, torus, major_radius, minor_radius)?,
+        SurfaceGeometry::Torus {
+            frame: other,
+            major_radius: other_major,
+            minor_radius: other_minor,
+        } => coaxial_tori(
+            torus,
+            major_radius,
+            minor_radius,
+            *other,
+            *other_major,
+            *other_minor,
+        )?,
+    })
+}
+
+fn check_contact(
+    sa: &SurfaceGeometry,
+    sb: &SurfaceGeometry,
+    point: Point3,
+    accuracy: Accuracy,
+) -> Result<(), GeometryError> {
+    for surface in [sa, sb] {
+        let uv = match surface.project(point, None) {
+            Ok(uv) => uv,
+            Err(GeometryError::SingularParameterization) if matches!(surface, SurfaceGeometry::Cone { frame, .. } if norm(sub(frame.origin, point)) <= accuracy.intersection) => {
+                [0.0, 0.0]
+            }
+            Err(error) => return Err(error),
+        };
+        if norm(sub(surface.point_at(uv)?, point)) > accuracy.intersection {
+            return Err(GeometryError::UnresolvedIntersection(
+                "contact support residual exceeds budget".into(),
+            ));
+        }
+    }
+    Ok(())
+}
+
+fn support_pcurve(
+    surface: &SurfaceGeometry,
+    id: u32,
+    curve: &CurveGeometry,
+    curve_id: u32,
+    start: f64,
+    point: Point3,
+) -> Result<PcurveGeometry, GeometryError> {
+    let uv = surface.project(point, None)?;
+    let pcurve = if matches!(surface, SurfaceGeometry::Plane { .. })
+        && matches!(curve, CurveGeometry::Line { .. })
+    {
+        let direction = curve.elementary_tangent(start)?;
+        let frame = surface.frame();
+        PcurveGeometry::Line2 {
+            origin: uv,
+            direction: [dot(direction, frame.x), dot(direction, frame.y)],
+        }
+    } else {
+        let next = surface.project(curve.elementary_point(start + 0.01)?, Some(uv))?;
+        let uv_rate = std::array::from_fn(|j| (next[j] - uv[j]) / 0.01);
+        PcurveGeometry::ProjectedCurve {
+            curve: curve_id,
+            surface: id,
+            chart: 0,
+            uv_hint: uv,
+            uv_rate,
+            parameter_origin: start,
+        }
+    };
+    Ok(pcurve)
+}
+
+fn check_curve_support(
+    curve: &CurveGeometry,
+    start: f64,
+    domain: Option<Interval>,
+    sa: &SurfaceGeometry,
+    sb: &SurfaceGeometry,
+    accuracy: Accuracy,
+) -> Result<(), GeometryError> {
+    for t in [
+        start,
+        start + domain.map_or(1.0, |d| d.width()) * 0.25,
+        start + domain.map_or(1.0, |d| d.width()) * 0.5,
+    ] {
+        let p = curve.elementary_point(t)?;
+        for surface in [sa, sb] {
+            let uv = surface.project(p, None)?;
+            if norm(sub(surface.point_at(uv)?, p)) > accuracy.intersection {
+                return Err(GeometryError::UnresolvedIntersection(
+                    "intersection curve misses support".into(),
+                ));
+            }
+        }
+    }
+    Ok(())
+}
diff --git a/main/opengeometry/src/intersection/ssi/planar.rs b/main/opengeometry/src/intersection/ssi/planar.rs
new file mode 100644
index 0000000..f17dadb
--- /dev/null
+++ b/main/opengeometry/src/intersection/ssi/planar.rs
@@ -0,0 +1,271 @@
+use super::circles::{axial_circles, circle};
+use crate::brep::{unit, Accuracy, CurveGeometry, Frame3, GeometryError};
+use crate::intersection::ssi_result::GeometryResult;
+use crate::math::{
+    add, cross, dot, norm, plane_sphere_relation, scale, solve, sphere_sphere_relation, sub,
+    Interval, Sign,
+};
+
+pub(super) fn plane_plane(
+    a: Frame3,
+    b: Frame3,
+    accuracy: Accuracy,
+) -> Result<GeometryResult, GeometryError> {
+    let tangent = cross(a.z, b.z);
+    let length = norm(tangent);
+    let delta = sub(b.origin, a.origin);
+    if length == 0.0 {
+        return Ok(if dot(a.z, delta).abs() <= accuracy.intersection {
+            GeometryResult::Coincident
+        } else {
+            GeometryResult::Empty
+        });
+    }
+    let tangent = unit(tangent)?;
+    let solution = solve([a.z, b.z, tangent], [0.0, dot(b.z, delta), 0.0])
+        .map_err(|e| GeometryError::UnresolvedIntersection(format!("plane intersection: {e}")))?;
+    Ok(GeometryResult::Curves(vec![(
+        CurveGeometry::Line {
+            origin: add(a.origin, solution.value),
+            direction: tangent,
+        },
+        None,
+    )]))
+}
+
+pub(super) fn plane_sphere(
+    plane: Frame3,
+    sphere: Frame3,
+    radius: f64,
+) -> Result<GeometryResult, GeometryError> {
+    let relation = plane_sphere_relation(plane.origin, plane.z, sphere.origin, radius)?;
+    if relation == Sign::Positive {
+        return Ok(GeometryResult::Empty);
+    }
+    let n2 = dot(plane.z, plane.z);
+    let distance = dot(sub(sphere.origin, plane.origin), plane.z);
+    let center = sub(sphere.origin, scale(plane.z, distance / n2));
+    if relation == Sign::Zero {
+        return Ok(GeometryResult::Contact(center));
+    }
+    let d = distance.abs() / n2.sqrt();
+    let r2 = (radius - d) * (radius + d);
+    if r2 <= 0.0 {
+        return Err(GeometryError::UnresolvedIntersection(
+            "plane/sphere radius cancellation".into(),
+        ));
+    }
+    circle(center, plane.z, r2.sqrt())
+}
+
+pub(super) fn sphere_sphere(
+    a: Frame3,
+    ra: f64,
+    b: Frame3,
+    rb: f64,
+) -> Result<GeometryResult, GeometryError> {
+    let delta = sub(b.origin, a.origin);
+    let distance = norm(delta);
+    if distance == 0.0 {
+        return Ok(if ra == rb {
+            GeometryResult::Coincident
+        } else {
+            GeometryResult::Empty
+        });
+    }
+    let [outer, inner] = sphere_sphere_relation(a.origin, ra, b.origin, rb)?;
+    if outer == Sign::Positive || inner == Sign::Negative {
+        return Ok(GeometryResult::Empty);
+    }
+    let axis = unit(delta)?;
+    let x = 0.5 * (distance + (ra - rb) * (ra + rb) / distance);
+    let center = add(a.origin, scale(axis, x));
+    if outer == Sign::Zero || inner == Sign::Zero {
+        return Ok(GeometryResult::Contact(center));
+    }
+    let r2 = (ra - x.abs()) * (ra + x.abs());
+    if r2 <= 0.0 {
+        return Err(GeometryError::UnresolvedIntersection(
+            "sphere/sphere radius cancellation".into(),
+        ));
+    }
+    circle(center, axis, r2.sqrt())
+}
+
+pub(super) fn plane_cylinder(
+    plane: Frame3,
+    cylinder: Frame3,
+    radius: f64,
+) -> Result<GeometryResult, GeometryError> {
+    let axial = dot(plane.z, cylinder.z);
+    let offset = dot(sub(cylinder.origin, plane.origin), plane.z);
+    if axial != 0.0 {
+        let center = add(cylinder.origin, scale(cylinder.z, -offset / axial));
+        if axial.abs() == 1.0 {
+            return circle(center, plane.z, radius);
+        }
+        let major_direction = unit(sub(cylinder.z, scale(plane.z, axial)))?;
+        let major_radius = radius / axial.abs();
+        if !major_radius.is_finite() {
+            return Err(GeometryError::UnresolvedIntersection(
+                "plane/cylinder ellipse exceeds numerical range".into(),
+            ));
+        }
+        let frame = Frame3::from_axis(center, plane.z, major_direction)?;
+        return Ok(GeometryResult::Curves(vec![(
+            CurveGeometry::Ellipse {
+                frame,
+                major_radius,
+                minor_radius: radius,
+            },
+            Some(Interval::new(0.0, std::f64::consts::TAU)?),
+        )]));
+    }
+
+    let relation = plane_sphere_relation(plane.origin, plane.z, cylinder.origin, radius)?;
+    if relation == Sign::Positive {
+        return Ok(GeometryResult::Empty);
+    }
+    let base = add(cylinder.origin, scale(plane.z, -offset));
+    if relation == Sign::Zero {
+        return Ok(GeometryResult::Curves(vec![(
+            CurveGeometry::Line {
+                origin: base,
+                direction: cylinder.z,
+            },
+            None,
+        )]));
+    }
+    let lateral = unit(cross(cylinder.z, plane.z))?;
+    let half_separation_squared = (radius - offset.abs()) * (radius + offset.abs());
+    if half_separation_squared <= 0.0 {
+        return Err(GeometryError::UnresolvedIntersection(
+            "plane/cylinder generator separation cancellation".into(),
+        ));
+    }
+    let half_separation = half_separation_squared.sqrt();
+    Ok(GeometryResult::Curves(
+        [-1.0, 1.0]
+            .into_iter()
+            .map(|sense| {
+                (
+                    CurveGeometry::Line {
+                        origin: add(base, scale(lateral, sense * half_separation)),
+                        direction: cylinder.z,
+                    },
+                    None,
+                )
+            })
+            .collect(),
+    ))
+}
+
+pub(super) fn plane_cone(
+    plane: Frame3,
+    cone: Frame3,
+    semi_angle: f64,
+) -> Result<GeometryResult, GeometryError> {
+    let axial = dot(plane.z, cone.z);
+    let tilt = norm(cross(plane.z, cone.z));
+    if tilt == 0.0 {
+        let height = dot(sub(plane.origin, cone.origin), cone.z);
+        if height < 0.0 {
+            return Ok(GeometryResult::Empty);
+        }
+        if height == 0.0 {
+            return Ok(GeometryResult::Contact(cone.origin));
+        }
+        let radius = height * semi_angle.tan();
+        if !radius.is_finite() || radius <= 0.0 {
+            return Err(GeometryError::UnresolvedIntersection(
+                "plane/cone circle exceeds numerical range".into(),
+            ));
+        }
+        return circle(add(cone.origin, scale(cone.z, height)), plane.z, radius);
+    }
+    if axial == 0.0 {
+        return Err(GeometryError::CoverageGap {
+            families: ["plane".into(), "cone".into()],
+        });
+    }
+    let height = dot(sub(plane.origin, cone.origin), plane.z) / axial;
+    let slope = semi_angle.tan();
+    let coefficient = axial * axial - slope * slope * tilt * tilt;
+    if coefficient <= 0.0 {
+        return Err(GeometryError::CoverageGap {
+            families: ["plane".into(), "cone".into()],
+        });
+    }
+    if height < 0.0 {
+        return Ok(GeometryResult::Empty);
+    }
+    if height == 0.0 {
+        return Ok(GeometryResult::Contact(cone.origin));
+    }
+    let cross_axis = unit(cross(plane.z, cone.z))?;
+    let down_slope = unit(cross(plane.z, cross_axis))?;
+    let center_shift = -slope * slope * height * tilt / coefficient;
+    let center = add(
+        add(cone.origin, scale(cone.z, height)),
+        scale(down_slope, center_shift),
+    );
+    let minor_radius = slope * height.abs() * axial.abs() / coefficient.sqrt();
+    let major_radius = minor_radius / coefficient.sqrt();
+    if !major_radius.is_finite() || !minor_radius.is_finite() || minor_radius <= 0.0 {
+        return Err(GeometryError::UnresolvedIntersection(
+            "plane/cone ellipse exceeds numerical range".into(),
+        ));
+    }
+    let frame = Frame3::from_axis(center, plane.z, down_slope)?;
+    Ok(GeometryResult::Curves(vec![(
+        CurveGeometry::Ellipse {
+            frame,
+            major_radius,
+            minor_radius,
+        },
+        Some(Interval::new(0.0, std::f64::consts::TAU)?),
+    )]))
+}
+
+pub(super) fn plane_torus(
+    plane: Frame3,
+    torus: Frame3,
+    major_radius: f64,
+    minor_radius: f64,
+) -> Result<GeometryResult, GeometryError> {
+    let parallel = norm(cross(plane.z, torus.z)) == 0.0;
+    if parallel {
+        let height = dot(sub(plane.origin, torus.origin), torus.z);
+        if height.abs() > minor_radius {
+            return Ok(GeometryResult::Empty);
+        }
+        let center = add(torus.origin, scale(torus.z, height));
+        if height.abs() == minor_radius {
+            return axial_circles(plane.z, [(center, major_radius)]);
+        }
+        let radial = ((minor_radius - height.abs()) * (minor_radius + height.abs())).sqrt();
+        return axial_circles(
+            plane.z,
+            [
+                (center, major_radius - radial),
+                (center, major_radius + radial),
+            ],
+        );
+    }
+    if dot(plane.z, torus.z) == 0.0 && dot(sub(torus.origin, plane.origin), plane.z) == 0.0 {
+        let radial = unit(cross(plane.z, torus.z))?;
+        return axial_circles(
+            plane.z,
+            [
+                (add(torus.origin, scale(radial, major_radius)), minor_radius),
+                (
+                    add(torus.origin, scale(radial, -major_radius)),
+                    minor_radius,
+                ),
+            ],
+        );
+    }
+    Err(GeometryError::CoverageGap {
+        families: ["plane".into(), "torus".into()],
+    })
+}
diff --git a/main/opengeometry/src/intersection/ssi/tests/closed_form.rs b/main/opengeometry/src/intersection/ssi/tests/closed_form.rs
new file mode 100644
index 0000000..58ed3f2
--- /dev/null
+++ b/main/opengeometry/src/intersection/ssi/tests/closed_form.rs
@@ -0,0 +1,384 @@
+use crate::brep::{
+    fine_accuracy, Curve, CurveGeometry, Frame3, GeometryError, GeometryStore, Surface,
+    SurfaceGeometry,
+};
+use crate::intersection::ssi::intersect_surfaces;
+use crate::math::{norm, sub, Point3};
+
+#[test]
+fn plane_sphere_emits_shared_curve_and_both_pcurves() {
+    let mut s = GeometryStore::new();
+    s.surfaces.push(SurfaceGeometry::Plane {
+        frame: Frame3 {
+            origin: [0.0, 0.0, 0.5],
+            ..Frame3::IDENTITY
+        },
+    });
+    s.surfaces.push(SurfaceGeometry::Sphere {
+        frame: Frame3::IDENTITY,
+        radius: 1.0,
+    });
+    let r = intersect_surfaces(&mut s, 0, 1, fine_accuracy()).unwrap();
+    assert_eq!(r.curves.len(), 1);
+    let curve = &r.curves[0];
+    for i in 0..=32 {
+        let t = std::f64::consts::TAU * i as f64 / 32.0;
+        let p = s.curve(curve.curve).unwrap().point_at(t).unwrap();
+        for j in 0..2 {
+            let uv = s.pcurve_at(curve.pcurves[j], t).unwrap();
+            assert!(norm(sub(s.surfaces[j].point_at(uv).unwrap(), p)) < 1e-10);
+        }
+    }
+}
+
+#[test]
+fn sphere_contacts_and_near_misses_do_not_become_polylines() {
+    for (distance, curves, contacts) in [
+        (1.0, 1, 0),
+        (2.0, 0, 1),
+        (2.0 + 1e-9, 0, 0),
+        (2.0 - 1e-9, 1, 0),
+    ] {
+        let mut s = GeometryStore::new();
+        s.surfaces = vec![
+            SurfaceGeometry::Sphere {
+                frame: Frame3::IDENTITY,
+                radius: 1.0,
+            },
+            SurfaceGeometry::Sphere {
+                frame: Frame3 {
+                    origin: [distance, 0.0, 0.0],
+                    ..Frame3::IDENTITY
+                },
+                radius: 1.0,
+            },
+        ];
+        let r = intersect_surfaces(&mut s, 0, 1, fine_accuracy()).unwrap();
+        assert_eq!(r.curves.len(), curves);
+        assert_eq!(r.contacts.len(), contacts);
+    }
+}
+
+#[test]
+fn plane_cylinder_sections_cover_circle_ellipse_generators_and_tangency() {
+    let cylinder = SurfaceGeometry::Cylinder {
+        frame: Frame3::IDENTITY,
+        radius: 1.0,
+    };
+    let section = |frame: Frame3| {
+        let mut store = GeometryStore::new();
+        store.surfaces = vec![SurfaceGeometry::Plane { frame }, cylinder.clone()];
+        let result = intersect_surfaces(&mut store, 0, 1, fine_accuracy()).unwrap();
+        (store, result)
+    };
+
+    let (circle_store, circle_result) = section(Frame3::IDENTITY);
+    assert_eq!(circle_result.curves.len(), 1);
+    assert!(matches!(
+        circle_store.curves[circle_result.curves[0].curve as usize],
+        CurveGeometry::Circle { .. }
+    ));
+
+    let diagonal = 0.5_f64.sqrt();
+    let oblique = Frame3::from_axis([0.0; 3], [0.0, diagonal, diagonal], [1.0, 0.0, 0.0]).unwrap();
+    let (ellipse_store, ellipse_result) = section(oblique);
+    let CurveGeometry::Ellipse {
+        major_radius,
+        minor_radius,
+        ..
+    } = ellipse_store.curves[ellipse_result.curves[0].curve as usize]
+    else {
+        panic!("oblique section must be an ellipse")
+    };
+    assert!((major_radius - 2.0_f64.sqrt()).abs() < 1e-12);
+    assert!((minor_radius - 1.0).abs() < 1e-12);
+    for i in 0..=32 {
+        let t = std::f64::consts::TAU * i as f64 / 32.0;
+        let point = ellipse_store
+            .curve(ellipse_result.curves[0].curve)
+            .unwrap()
+            .point_at(t)
+            .unwrap();
+        for side in 0..2 {
+            let uv = ellipse_store
+                .pcurve_at(ellipse_result.curves[0].pcurves[side], t)
+                .unwrap();
+            assert!(
+                norm(sub(
+                    ellipse_store.surfaces[side].point_at(uv).unwrap(),
+                    point
+                )) < 1e-10
+            );
+        }
+    }
+
+    let parallel = |x| Frame3::from_axis([x, 0.0, 0.0], [1.0, 0.0, 0.0], [0.0, 1.0, 0.0]).unwrap();
+    assert_eq!(section(parallel(0.0)).1.curves.len(), 2);
+    assert_eq!(section(parallel(1.0)).1.curves.len(), 1);
+    let outside = section(parallel(1.0 + 1e-9)).1;
+    assert!(outside.curves.is_empty() && outside.contacts.is_empty());
+}
+
+#[test]
+fn parallel_cylinders_cover_two_generators_tangency_coaxial_and_gap() {
+    let intersect = |origin: Point3, radius: f64, axis: Point3| {
+        let mut store = GeometryStore::new();
+        store.surfaces = vec![
+            SurfaceGeometry::Cylinder {
+                frame: Frame3::IDENTITY,
+                radius: 1.0,
+            },
+            SurfaceGeometry::Cylinder {
+                frame: Frame3::from_axis(origin, axis, [1.0, 0.0, 0.0]).unwrap(),
+                radius,
+            },
+        ];
+        let result = intersect_surfaces(&mut store, 0, 1, fine_accuracy());
+        (store, result)
+    };
+
+    let (store, Ok(two)) = intersect([1.0, 0.0, 3.0], 1.0, [0.0, 0.0, -1.0]) else {
+        panic!("parallel cylinders should intersect")
+    };
+    assert_eq!(two.curves.len(), 2);
+    for branch in two.curves {
+        for t in [-3.0, 0.0, 4.0] {
+            let point = store.curve(branch.curve).unwrap().point_at(t).unwrap();
+            for side in 0..2 {
+                let uv = store.pcurve_at(branch.pcurves[side], t).unwrap();
+                assert!(norm(sub(store.surfaces[side].point_at(uv).unwrap(), point)) < 1e-10);
+            }
+        }
+    }
+
+    assert_eq!(
+        intersect([2.0, 0.0, 0.0], 1.0, [0.0, 0.0, 1.0])
+            .1
+            .unwrap()
+            .curves
+            .len(),
+        1
+    );
+    assert!(
+        intersect([0.0, 0.0, 2.0], 1.0, [0.0, 0.0, -1.0])
+            .1
+            .unwrap()
+            .coincident
+    );
+    assert!(intersect([3.0, 0.0, 0.0], 1.0, [0.0, 0.0, 1.0])
+        .1
+        .unwrap()
+        .curves
+        .is_empty());
+    assert!(matches!(
+        intersect([1.0, 0.0, 0.0], 1.0, [0.0, 1.0, 1.0]).1,
+        Err(GeometryError::CoverageGap { .. })
+    ));
+}
+
+#[test]
+fn coaxial_cylinder_cone_and_cone_pairs_are_classified_without_faceting() {
+    let mut cylinder_cone = GeometryStore::new();
+    cylinder_cone.surfaces = vec![
+        SurfaceGeometry::Cylinder {
+            frame: Frame3 {
+                origin: [0.0, 0.0, -7.0],
+                ..Frame3::IDENTITY
+            },
+            radius: 2.0,
+        },
+        SurfaceGeometry::Cone {
+            frame: Frame3::IDENTITY,
+            semi_angle: std::f64::consts::FRAC_PI_4,
+        },
+    ];
+    let section = intersect_surfaces(&mut cylinder_cone, 0, 1, fine_accuracy()).unwrap();
+    assert_eq!(section.curves.len(), 1);
+    let CurveGeometry::Circle { frame, radius } =
+        cylinder_cone.curves[section.curves[0].curve as usize]
+    else {
+        panic!("coaxial cylinder/cone intersection must be a circle")
+    };
+    assert!((radius - 2.0).abs() < 1e-12);
+    assert!(norm(sub(frame.origin, [0.0, 0.0, 2.0])) < 1e-12);
+
+    let cone = |origin, axis, semi_angle| SurfaceGeometry::Cone {
+        frame: Frame3::from_axis(origin, axis, [1.0, 0.0, 0.0]).unwrap(),
+        semi_angle,
+    };
+    let intersect = |a: SurfaceGeometry, b: SurfaceGeometry| {
+        let mut store = GeometryStore::new();
+        store.surfaces = vec![a, b];
+        intersect_surfaces(&mut store, 0, 1, fine_accuracy()).unwrap()
+    };
+    assert!(
+        intersect(
+            cone([0.0; 3], [0.0, 0.0, 1.0], 0.4),
+            cone([0.0; 3], [0.0, 0.0, 1.0], 0.4),
+        )
+        .coincident
+    );
+    let apex_contact = intersect(
+        cone([0.0; 3], [0.0, 0.0, 1.0], 0.3),
+        cone([0.0; 3], [0.0, 0.0, 1.0], 0.6),
+    );
+    assert_eq!(apex_contact.contacts, vec![[0.0; 3]]);
+    let opposed = intersect(
+        cone([0.0; 3], [0.0, 0.0, 1.0], 0.4),
+        cone([0.0, 0.0, 4.0], [0.0, 0.0, -1.0], 0.4),
+    );
+    assert_eq!(opposed.curves.len(), 1);
+}
+
+#[test]
+fn perpendicular_plane_cone_sections_keep_circle_and_apex_contact() {
+    let section = |height: f64| {
+        let mut store = GeometryStore::new();
+        store.surfaces = vec![
+            SurfaceGeometry::Plane {
+                frame: Frame3 {
+                    origin: [0.0, 0.0, height],
+                    ..Frame3::IDENTITY
+                },
+            },
+            SurfaceGeometry::Cone {
+                frame: Frame3::IDENTITY,
+                semi_angle: std::f64::consts::FRAC_PI_4,
+            },
+        ];
+        let result = intersect_surfaces(&mut store, 0, 1, fine_accuracy()).unwrap();
+        (store, result)
+    };
+    let (store, positive) = section(2.0);
+    let CurveGeometry::Circle { radius, .. } = store.curves[positive.curves[0].curve as usize]
+    else {
+        panic!("perpendicular plane/cone section must be a circle")
+    };
+    assert!((radius - 2.0).abs() < 1e-12);
+    assert_eq!(section(0.0).1.contacts, vec![[0.0; 3]]);
+    assert!(section(-1.0).1.curves.is_empty());
+
+    let mut oblique = GeometryStore::new();
+    oblique.surfaces = vec![
+        SurfaceGeometry::Plane {
+            frame: Frame3::from_axis([0.0, 0.0, 1.0], [0.0, 1.0, 1.0], [1.0, 0.0, 0.0]).unwrap(),
+        },
+        SurfaceGeometry::Cone {
+            frame: Frame3::IDENTITY,
+            semi_angle: 0.4,
+        },
+    ];
+    let ellipse = intersect_surfaces(&mut oblique, 0, 1, fine_accuracy()).unwrap();
+    assert!(matches!(
+        oblique.curves[ellipse.curves[0].curve as usize],
+        CurveGeometry::Ellipse { .. }
+    ));
+    for i in 0..=32 {
+        let t = std::f64::consts::TAU * i as f64 / 32.0;
+        let point = oblique
+            .curve(ellipse.curves[0].curve)
+            .unwrap()
+            .point_at(t)
+            .unwrap();
+        for side in 0..2 {
+            let uv = oblique
+                .pcurve_at(ellipse.curves[0].pcurves[side], t)
+                .unwrap();
+            assert!(norm(sub(oblique.surfaces[side].point_at(uv).unwrap(), point)) < 1e-10);
+        }
+    }
+
+    let mut hyperbolic = GeometryStore::new();
+    hyperbolic.surfaces = vec![
+        SurfaceGeometry::Plane {
+            frame: Frame3::from_axis([0.0, 0.0, 1.0], [0.0, 1.0, 0.1], [1.0, 0.0, 0.0]).unwrap(),
+        },
+        SurfaceGeometry::Cone {
+            frame: Frame3::IDENTITY,
+            semi_angle: 0.4,
+        },
+    ];
+    assert!(matches!(
+        intersect_surfaces(&mut hyperbolic, 0, 1, fine_accuracy()),
+        Err(GeometryError::CoverageGap { .. })
+    ));
+}
+
+#[test]
+fn coaxial_sphere_cone_classifies_two_single_and_empty_sections() {
+    let intersect = |center_height: f64, radius: f64| {
+        let mut store = GeometryStore::new();
+        store.surfaces = vec![
+            SurfaceGeometry::Sphere {
+                frame: Frame3 {
+                    origin: [0.0, 0.0, center_height],
+                    ..Frame3::IDENTITY
+                },
+                radius,
+            },
+            SurfaceGeometry::Cone {
+                frame: Frame3::IDENTITY,
+                semi_angle: std::f64::consts::FRAC_PI_4,
+            },
+        ];
+        let result = intersect_surfaces(&mut store, 0, 1, fine_accuracy());
+        (store, result)
+    };
+    let (store, Ok(two)) = intersect(3.0, 2.5) else {
+        panic!("coaxial sphere/cone should intersect twice")
+    };
+    assert_eq!(two.curves.len(), 2);
+    for branch in two.curves {
+        for i in 0..=16 {
+            let t = std::f64::consts::TAU * i as f64 / 16.0;
+            let point = store.curve(branch.curve).unwrap().point_at(t).unwrap();
+            for side in 0..2 {
+                let uv = store.pcurve_at(branch.pcurves[side], t).unwrap();
+                assert!(norm(sub(store.surfaces[side].point_at(uv).unwrap(), point)) < 1e-10);
+            }
+        }
+    }
+    assert_eq!(intersect(0.0, 1.0).1.unwrap().curves.len(), 1);
+    assert!(intersect(3.0, 1.0).1.unwrap().curves.is_empty());
+    let (_, apex) = intersect(3.0, 3.0);
+    let apex = apex.unwrap();
+    assert_eq!(apex.curves.len(), 1);
+    assert_eq!(apex.contacts, vec![[0.0; 3]]);
+}
+
+#[test]
+fn canonical_fast_dispatch_covers_all_fifteen_unordered_family_pairs() {
+    let families = vec![
+        SurfaceGeometry::Plane {
+            frame: Frame3::IDENTITY,
+        },
+        SurfaceGeometry::Sphere {
+            frame: Frame3::IDENTITY,
+            radius: 1.0,
+        },
+        SurfaceGeometry::Cylinder {
+            frame: Frame3::IDENTITY,
+            radius: 1.0,
+        },
+        SurfaceGeometry::Cone {
+            frame: Frame3::IDENTITY,
+            semi_angle: 0.4,
+        },
+        SurfaceGeometry::Torus {
+            frame: Frame3::IDENTITY,
+            major_radius: 3.0,
+            minor_radius: 0.5,
+        },
+    ];
+    let mut count = 0;
+    for i in 0..families.len() {
+        for j in i..families.len() {
+            let mut store = GeometryStore::new();
+            store.surfaces = vec![families[i].clone(), families[j].clone()];
+            intersect_surfaces(&mut store, 0, 1, fine_accuracy())
+                .unwrap_or_else(|error| panic!("family pair {i}/{j}: {error}"));
+            count += 1;
+        }
+    }
+    assert_eq!(count, 15);
+}
diff --git a/main/opengeometry/src/intersection/ssi/tests/fallback.rs b/main/opengeometry/src/intersection/ssi/tests/fallback.rs
new file mode 100644
index 0000000..5ee6a13
--- /dev/null
+++ b/main/opengeometry/src/intersection/ssi/tests/fallback.rs
@@ -0,0 +1,251 @@
+use crate::brep::{
+    fine_accuracy, Curve, CurveGeometry, Frame3, GeometryStore, Surface, SurfaceGeometry,
+};
+use crate::intersection::ssi::intersect_surfaces;
+use crate::intersection::ssi_result::SsiResult;
+use crate::math::{norm, sub, Point3};
+
+fn assert_numerical_branches(store: &GeometryStore, result: &SsiResult) {
+    assert!(!result.curves.is_empty());
+    for branch in &result.curves {
+        let CurveGeometry::Intersection { definition } = store.curves[branch.curve as usize] else {
+            panic!("expected a numerical intersection curve")
+        };
+        let support_ids = store.intersections[definition as usize].surfaces;
+        let domain = branch
+            .domain
+            .expect("numerical branch needs a finite domain");
+        for i in 0..=8 {
+            let t = domain.lo + domain.width() * i as f64 / 8.0;
+            let point = store.curve(branch.curve).unwrap().point_at(t).unwrap();
+            for side in 0..2 {
+                let uv = store.pcurve_at(branch.pcurves[side], t).unwrap();
+                assert!(
+                    norm(sub(
+                        store.surfaces[support_ids[side] as usize]
+                            .point_at(uv)
+                            .unwrap(),
+                        point
+                    )) <= fine_accuracy().intersection
+                );
+            }
+        }
+    }
+}
+
+#[test]
+fn plane_plane_and_universal_torus_intersections_are_distinct() {
+    let mut s = GeometryStore::new();
+    s.surfaces = vec![
+        SurfaceGeometry::Plane {
+            frame: Frame3::IDENTITY,
+        },
+        SurfaceGeometry::Plane {
+            frame: Frame3::from_axis([0.0; 3], [1.0, 0.0, 0.0], [0.0, 1.0, 0.0]).unwrap(),
+        },
+        SurfaceGeometry::Torus {
+            frame: Frame3::IDENTITY,
+            major_radius: 2.0,
+            minor_radius: 0.5,
+        },
+        SurfaceGeometry::Torus {
+            frame: Frame3 {
+                origin: [0.5, 0.0, 0.0],
+                ..Frame3::IDENTITY
+            },
+            major_radius: 2.0,
+            minor_radius: 0.5,
+        },
+    ];
+    let r = intersect_surfaces(&mut s, 0, 1, fine_accuracy()).unwrap();
+    assert!(matches!(
+        s.curves[r.curves[0].curve as usize],
+        CurveGeometry::Line { .. }
+    ));
+    let numerical = intersect_surfaces(&mut s, 2, 3, fine_accuracy()).unwrap();
+    assert_numerical_branches(&s, &numerical);
+}
+
+#[test]
+fn coaxial_sphere_cylinder_has_two_circles_tangent_circle_or_empty() {
+    let intersect = |sphere_origin: Point3, cylinder_origin: Point3, cylinder_radius: f64| {
+        let mut store = GeometryStore::new();
+        store.surfaces = vec![
+            SurfaceGeometry::Sphere {
+                frame: Frame3 {
+                    origin: sphere_origin,
+                    ..Frame3::IDENTITY
+                },
+                radius: 2.0,
+            },
+            SurfaceGeometry::Cylinder {
+                frame: Frame3 {
+                    origin: cylinder_origin,
+                    ..Frame3::IDENTITY
+                },
+                radius: cylinder_radius,
+            },
+        ];
+        let result = intersect_surfaces(&mut store, 0, 1, fine_accuracy());
+        (store, result)
+    };
+    let (store, Ok(two)) = intersect([0.0, 0.0, 3.0], [0.0; 3], 1.0) else {
+        panic!("coaxial sphere/cylinder should intersect")
+    };
+    assert_eq!(two.curves.len(), 2);
+    for branch in two.curves {
+        for i in 0..=16 {
+            let t = std::f64::consts::TAU * i as f64 / 16.0;
+            let point = store.curve(branch.curve).unwrap().point_at(t).unwrap();
+            for side in 0..2 {
+                let uv = store.pcurve_at(branch.pcurves[side], t).unwrap();
+                assert!(norm(sub(store.surfaces[side].point_at(uv).unwrap(), point)) < 1e-10);
+            }
+        }
+    }
+    assert_eq!(
+        intersect([0.0; 3], [0.0, 0.0, 9.0], 2.0)
+            .1
+            .unwrap()
+            .curves
+            .len(),
+        1
+    );
+    assert!(intersect([0.0; 3], [0.0; 3], 3.0)
+        .1
+        .unwrap()
+        .curves
+        .is_empty());
+    let (store, result) = intersect([0.1, 0.0, 0.0], [0.0; 3], 1.0);
+    assert_numerical_branches(&store, &result.unwrap());
+}
+
+#[test]
+fn torus_special_sections_cover_plane_sphere_cylinder_and_cone() {
+    let torus = SurfaceGeometry::Torus {
+        frame: Frame3::IDENTITY,
+        major_radius: 3.0,
+        minor_radius: 1.0,
+    };
+    let assert_curves = |other: SurfaceGeometry, expected: usize| {
+        let mut store = GeometryStore::new();
+        store.surfaces = vec![other, torus.clone()];
+        let result = intersect_surfaces(&mut store, 0, 1, fine_accuracy()).unwrap();
+        assert_eq!(result.curves.len(), expected);
+        for branch in &result.curves {
+            assert!(matches!(
+                store.curves[branch.curve as usize],
+                CurveGeometry::Circle { .. }
+            ));
+            for i in 0..=16 {
+                let t = std::f64::consts::TAU * i as f64 / 16.0;
+                let point = store.curve(branch.curve).unwrap().point_at(t).unwrap();
+                for side in 0..2 {
+                    let uv = store.pcurve_at(branch.pcurves[side], t).unwrap();
+                    assert!(norm(sub(store.surfaces[side].point_at(uv).unwrap(), point)) < 1e-10);
+                }
+            }
+        }
+        store
+    };
+
+    let horizontal = assert_curves(
+        SurfaceGeometry::Plane {
+            frame: Frame3::IDENTITY,
+        },
+        2,
+    );
+    let mut radii: Vec<_> = horizontal
+        .curves
+        .iter()
+        .filter_map(|curve| match curve {
+            CurveGeometry::Circle { radius, .. } => Some(*radius),
+            _ => None,
+        })
+        .collect();
+    radii.sort_by(f64::total_cmp);
+    assert_eq!(radii, vec![2.0, 4.0]);
+    assert_curves(
+        SurfaceGeometry::Plane {
+            frame: Frame3 {
+                origin: [0.0, 0.0, 1.0],
+                ..Frame3::IDENTITY
+            },
+        },
+        1,
+    );
+    assert_curves(
+        SurfaceGeometry::Plane {
+            frame: Frame3::from_axis([0.0; 3], [1.0, 0.0, 0.0], [0.0, 1.0, 0.0]).unwrap(),
+        },
+        2,
+    );
+    assert_curves(
+        SurfaceGeometry::Sphere {
+            frame: Frame3::IDENTITY,
+            radius: 10.0_f64.sqrt(),
+        },
+        2,
+    );
+    assert_curves(
+        SurfaceGeometry::Cylinder {
+            frame: Frame3::IDENTITY,
+            radius: 3.0,
+        },
+        2,
+    );
+    assert_curves(
+        SurfaceGeometry::Cone {
+            frame: Frame3 {
+                origin: [0.0, 0.0, -3.0],
+                ..Frame3::IDENTITY
+            },
+            semi_angle: std::f64::consts::FRAC_PI_4,
+        },
+        2,
+    );
+    assert_curves(
+        SurfaceGeometry::Torus {
+            frame: Frame3 {
+                origin: [0.0, 0.0, 1.0],
+                ..Frame3::IDENTITY
+            },
+            major_radius: 3.0,
+            minor_radius: 1.0,
+        },
+        2,
+    );
+    assert_curves(
+        SurfaceGeometry::Torus {
+            frame: Frame3 {
+                origin: [0.0, 0.0, 2.0],
+                ..Frame3::IDENTITY
+            },
+            major_radius: 3.0,
+            minor_radius: 1.0,
+        },
+        1,
+    );
+
+    let mut coincident = GeometryStore::new();
+    coincident.surfaces = vec![torus.clone(), torus.clone()];
+    assert!(
+        intersect_surfaces(&mut coincident, 0, 1, fine_accuracy())
+            .unwrap()
+            .coincident
+    );
+    let mut skew = GeometryStore::new();
+    skew.surfaces = vec![
+        torus,
+        SurfaceGeometry::Torus {
+            frame: Frame3 {
+                origin: [0.5, 0.0, 0.0],
+                ..Frame3::IDENTITY
+            },
+            major_radius: 3.0,
+            minor_radius: 1.0,
+        },
+    ];
+    let numerical = intersect_surfaces(&mut skew, 0, 1, fine_accuracy()).unwrap();
+    assert_numerical_branches(&skew, &numerical);
+}
diff --git a/main/opengeometry/src/intersection/ssi/tests/mod.rs b/main/opengeometry/src/intersection/ssi/tests/mod.rs
new file mode 100644
index 0000000..c3063c5
--- /dev/null
+++ b/main/opengeometry/src/intersection/ssi/tests/mod.rs
@@ -0,0 +1,2 @@
+mod closed_form;
+mod fallback;
diff --git a/main/opengeometry/src/intersection/ssi_result.rs b/main/opengeometry/src/intersection/ssi_result.rs
new file mode 100644
index 0000000..8e100bd
--- /dev/null
+++ b/main/opengeometry/src/intersection/ssi_result.rs
@@ -0,0 +1,27 @@
+use crate::brep::CurveGeometry;
+use crate::math::{Interval, Point3};
+
+#[derive(Clone, Debug)]
+pub(crate) struct SsiCurve {
+    pub(crate) curve: u32,
+    pub(super) pcurves: [u32; 2],
+    pub(super) domain: Option<Interval>,
+}
+
+#[derive(Clone, Debug, Default)]
+pub(crate) struct SsiResult {
+    pub(crate) curves: Vec<SsiCurve>,
+    pub(crate) contacts: Vec<Point3>,
+    pub(super) coincident: bool,
+}
+
+pub(super) enum GeometryResult {
+    Empty,
+    Curves(Vec<(CurveGeometry, Option<Interval>)>),
+    CurvesAndContacts {
+        curves: Vec<(CurveGeometry, Option<Interval>)>,
+        contacts: Vec<Point3>,
+    },
+    Contact(Point3),
+    Coincident,
+}
diff --git a/main/opengeometry/src/intersection/universal_ssi/branches.rs b/main/opengeometry/src/intersection/universal_ssi/branches.rs
new file mode 100644
index 0000000..b60d860
--- /dev/null
+++ b/main/opengeometry/src/intersection/universal_ssi/branches.rs
@@ -0,0 +1,195 @@
+use super::cells::{Root, Segment};
+use super::correction::pseudo_arclength_correct;
+use crate::brep::{
+    unit, Accuracy, CurveGeometry, GeometryError, GeometryStore, IntersectionDefinition,
+    IntersectionSide, PcurveGeometry, Surface, SurfaceGeometry, TraceAnchor, UVBox, UV,
+};
+use crate::intersection::ssi_result::SsiCurve;
+use crate::math::{cross, norm, sub, Interval, Point3};
+
+pub(super) fn segment_endpoint_tangent(
+    source: &SurfaceGeometry,
+    target: &SurfaceGeometry,
+    segment: Segment,
+    end: usize,
+) -> Result<Point3, GeometryError> {
+    let root = segment.ends[end];
+    let transverse = cross(source.normal_at(root.uv_a)?, target.normal_at(root.uv_b)?);
+    if norm(transverse) > 1.0e-8 {
+        unit(transverse)
+    } else {
+        unit(sub(segment.ends[1 - end].point, root.point)).map_err(|_| {
+            GeometryError::UnresolvedIntersection(
+                "universal SSI tangent segment has no resolvable direction".into(),
+            )
+        })
+    }
+}
+
+pub(super) fn normalized_key(
+    uv: UV,
+    domain: UVBox,
+    periods: [Option<f64>; 2],
+    quantum: [f64; 2],
+) -> [i64; 2] {
+    std::array::from_fn(|axis| {
+        let value = periods[axis].map_or(uv[axis], |period| {
+            let lifted = (uv[axis] - domain[axis].lo).rem_euclid(period);
+            if (period - lifted).abs() <= quantum[axis] {
+                domain[axis].lo
+            } else {
+                domain[axis].lo + lifted
+            }
+        });
+        (value / quantum[axis]).round() as i64
+    })
+}
+
+pub(super) fn branch_definition(
+    mut roots: Vec<Root>,
+    mut source_domains: Vec<UVBox>,
+    surfaces: [u32; 2],
+    store: &mut GeometryStore,
+    accuracy: Accuracy,
+) -> Result<SsiCurve, GeometryError> {
+    if source_domains.len() + 1 != roots.len() {
+        return Err(GeometryError::InvalidGeometry(
+            "universal SSI branch domains do not match its roots".into(),
+        ));
+    }
+    let source = store.surface(surfaces[0])?.clone();
+    let target = store.surface(surfaces[1])?.clone();
+    roots = roots
+        .into_iter()
+        .map(|root| pseudo_arclength_correct(&source, &target, root, accuracy.intersection))
+        .collect::<Result<Vec<_>, _>>()?;
+    let periods_a = store.surface(surfaces[0])?.charts()[0].periods;
+    let periods_b = store.surface(surfaces[1])?.charts()[0].periods;
+    unwrap_root_angles(&mut roots, periods_a, periods_b);
+    for (index, domain) in source_domains.iter_mut().enumerate() {
+        for axis in 0..2 {
+            if let Some(period) = periods_a[axis] {
+                let branch_midpoint = 0.5 * (roots[index].uv_a[axis] + roots[index + 1].uv_a[axis]);
+                let shift = ((branch_midpoint - domain[axis].midpoint()) / period).round() * period;
+                domain[axis] = Interval::new(domain[axis].lo + shift, domain[axis].hi + shift)?;
+            }
+        }
+    }
+    let mut parameter = 0.0;
+    let mut anchors = Vec::with_capacity(roots.len());
+    for (index, root) in roots.iter().enumerate() {
+        if index > 0 {
+            parameter += norm(sub(root.point, roots[index - 1].point));
+        }
+        anchors.push(TraceAnchor {
+            parameter,
+            point: root.point,
+            uv_a: root.uv_a,
+            uv_b: root.uv_b,
+        });
+    }
+    if anchors.len() < 2 || parameter <= 4.0 * accuracy.geometric {
+        return Err(GeometryError::UnresolvedIntersection(
+            "universal SSI branch is below geometric resolution".into(),
+        ));
+    }
+    let uv_tubes = branch_uv_tubes(&anchors, &source_domains, accuracy)?;
+    let definition = store.intersections.len() as u32;
+    store.intersections.push(IntersectionDefinition {
+        surfaces,
+        anchors,
+        uv_tubes,
+        residual_tolerance: accuracy.intersection,
+    });
+    let curve = store.curves.len() as u32;
+    store
+        .curves
+        .push(CurveGeometry::Intersection { definition });
+    let pcurve_a = store.pcurves.len() as u32;
+    store.pcurves.push(PcurveGeometry::IntersectionSide {
+        definition,
+        side: IntersectionSide::A,
+    });
+    let pcurve_b = store.pcurves.len() as u32;
+    store.pcurves.push(PcurveGeometry::IntersectionSide {
+        definition,
+        side: IntersectionSide::B,
+    });
+    let domain = Interval::new(0.0, parameter)?;
+    store.intersections[definition as usize].validate(store)?;
+    Ok(SsiCurve {
+        curve,
+        pcurves: [pcurve_a, pcurve_b],
+        domain: Some(domain),
+    })
+}
+
+fn unwrap_root_angles(
+    roots: &mut [Root],
+    periods_a: [Option<f64>; 2],
+    periods_b: [Option<f64>; 2],
+) {
+    for index in 1..roots.len() {
+        for axis in 0..2 {
+            roots[index].uv_a[axis] = unwrap_angle(
+                roots[index].uv_a[axis],
+                roots[index - 1].uv_a[axis],
+                periods_a[axis],
+            );
+            roots[index].uv_b[axis] = unwrap_angle(
+                roots[index].uv_b[axis],
+                roots[index - 1].uv_b[axis],
+                periods_b[axis],
+            );
+        }
+    }
+}
+
+fn unwrap_angle(value: f64, previous: f64, period: Option<f64>) -> f64 {
+    period.map_or(value, |period| {
+        value + ((previous - value) / period).round() * period
+    })
+}
+
+fn branch_uv_tubes(
+    anchors: &[TraceAnchor],
+    source_domains: &[UVBox],
+    accuracy: Accuracy,
+) -> Result<Vec<[Interval; 4]>, GeometryError> {
+    let mut uv_tubes = Vec::with_capacity(anchors.len() - 1);
+    for (index, pair) in anchors.windows(2).enumerate() {
+        let coordinates = [
+            [pair[0].uv_a[0], pair[1].uv_a[0]],
+            [pair[0].uv_a[1], pair[1].uv_a[1]],
+            [pair[0].uv_b[0], pair[1].uv_b[0]],
+            [pair[0].uv_b[1], pair[1].uv_b[1]],
+        ];
+        let mut intervals = coordinates.map(|values| {
+            let padding = (values[1] - values[0]).abs().max(accuracy.intersection) * 2.0;
+            Interval::new(
+                values[0].min(values[1]) - padding,
+                values[0].max(values[1]) + padding,
+            )
+        });
+        for axis in 0..2 {
+            let domain = source_domains[index][axis];
+            let padding =
+                domain.width() * 0.05 + 16.0 * f64::EPSILON * domain.lo.abs().max(domain.hi.abs());
+            intervals[axis] = Interval::new(
+                domain
+                    .lo
+                    .min(coordinates[axis][0])
+                    .min(coordinates[axis][1])
+                    - padding,
+                domain
+                    .hi
+                    .max(coordinates[axis][0])
+                    .max(coordinates[axis][1])
+                    + padding,
+            );
+        }
+        let [u0, v0, u1, v1] = intervals;
+        uv_tubes.push([u0?, v0?, u1?, v1?]);
+    }
+    Ok(uv_tubes)
+}
diff --git a/main/opengeometry/src/intersection/universal_ssi/cells.rs b/main/opengeometry/src/intersection/universal_ssi/cells.rs
new file mode 100644
index 0000000..41691e1
--- /dev/null
+++ b/main/opengeometry/src/intersection/universal_ssi/cells.rs
@@ -0,0 +1,367 @@
+use super::implicit_bounds::implicit_value;
+use crate::brep::{GeometryError, Surface, SurfaceGeometry, UVBox, UV};
+use crate::math::{add, cross, norm, scale, sub, Point3};
+
+#[derive(Clone, Copy)]
+pub(super) struct Root {
+    pub(super) uv_a: UV,
+    pub(super) uv_b: UV,
+    pub(super) point: Point3,
+}
+
+#[derive(Clone, Copy)]
+pub(super) struct Segment {
+    pub(super) ends: [Root; 2],
+    pub(super) domain: UVBox,
+}
+
+struct AxisSamples {
+    h: [f64; 2],
+    center: f64,
+    axis_values: Vec<[f64; 2]>,
+}
+
+pub(super) enum StationaryEvent {
+    Contact(Point3),
+    InteriorCritical,
+}
+
+pub(super) fn cell_segments(
+    source: &SurfaceGeometry,
+    target: &SurfaceGeometry,
+    domain: UVBox,
+    tolerance: f64,
+) -> Result<Vec<Segment>, GeometryError> {
+    let corners = [
+        [domain[0].lo, domain[1].lo],
+        [domain[0].hi, domain[1].lo],
+        [domain[0].hi, domain[1].hi],
+        [domain[0].lo, domain[1].hi],
+    ];
+    let mut values = [0.0; 4];
+    for (index, uv) in corners.into_iter().enumerate() {
+        values[index] = implicit_value(target, source.point_at(uv)?)?;
+    }
+    let edge_indices = [[0, 1], [1, 2], [2, 3], [3, 0]];
+    let mut roots = Vec::new();
+    for [a, b] in edge_indices {
+        if let Some(root) = edge_root(
+            source,
+            target,
+            [corners[a], corners[b]],
+            [values[a], values[b]],
+            tolerance,
+        )? {
+            if roots
+                .iter()
+                .all(|existing: &Root| norm(sub(existing.point, root.point)) > tolerance)
+            {
+                roots.push(root);
+            }
+        }
+    }
+    Ok(match roots.len() {
+        0 => Vec::new(),
+        1 => vec![Segment {
+            ends: [roots[0], roots[0]],
+            domain,
+        }],
+        2 => vec![Segment {
+            ends: [roots[0], roots[1]],
+            domain,
+        }],
+        3 => three_root_segments(&roots, domain)?,
+        4 => four_root_segments(source, target, domain, values, &roots)?,
+        _ => {
+            return Err(GeometryError::UnresolvedIntersection(format!(
+                "universal SSI cell contains a singular or unresolved branch event ({} edge roots)",
+                roots.len()
+            )))
+        }
+    })
+}
+
+fn edge_root(
+    source: &SurfaceGeometry,
+    target: &SurfaceGeometry,
+    uv: [UV; 2],
+    values: [f64; 2],
+    tolerance: f64,
+) -> Result<Option<Root>, GeometryError> {
+    if values[0] != 0.0
+        && values[1] != 0.0
+        && values[0].is_sign_negative() == values[1].is_sign_negative()
+    {
+        return Ok(None);
+    }
+    support_root(
+        source, target, uv[0], uv[1], values[0], values[1], tolerance,
+    )
+    .map(Some)
+}
+
+fn support_root(
+    source: &SurfaceGeometry,
+    target: &SurfaceGeometry,
+    left_uv: UV,
+    right_uv: UV,
+    left_value: f64,
+    right_value: f64,
+    tolerance: f64,
+) -> Result<Root, GeometryError> {
+    let mut lo_uv = left_uv;
+    let mut hi_uv = right_uv;
+    let mut lo = left_value;
+    let mut hi = right_value;
+    let mut best = if lo.abs() <= hi.abs() { lo_uv } else { hi_uv };
+    for _ in 0..80 {
+        let uv = [(lo_uv[0] + hi_uv[0]) * 0.5, (lo_uv[1] + hi_uv[1]) * 0.5];
+        let point = source.point_at(uv)?;
+        let value = implicit_value(target, point)?;
+        if value.abs() < implicit_value(target, source.point_at(best)?)?.abs() {
+            best = uv;
+        }
+        let projected = target.project(point, None);
+        if let Ok(uv_b) = projected {
+            let target_point = target.point_at(uv_b)?;
+            if norm(sub(point, target_point)) <= tolerance * 0.01 {
+                return Ok(Root {
+                    uv_a: uv,
+                    uv_b,
+                    point,
+                });
+            }
+        }
+        if lo == 0.0 {
+            best = lo_uv;
+            break;
+        }
+        if hi == 0.0 {
+            best = hi_uv;
+            break;
+        }
+        if lo.is_sign_negative() == value.is_sign_negative() {
+            lo_uv = uv;
+            lo = value;
+        } else {
+            hi_uv = uv;
+            hi = value;
+        }
+    }
+    let point = source.point_at(best)?;
+    let uv_b = target.project(point, None).map_err(|_| {
+        GeometryError::UnresolvedIntersection(
+            "universal SSI root cannot be projected to its second support".into(),
+        )
+    })?;
+    if norm(sub(point, target.point_at(uv_b)?)) > tolerance {
+        return Err(GeometryError::UnresolvedIntersection(
+            "universal SSI root residual exceeds the intersection budget".into(),
+        ));
+    }
+    Ok(Root {
+        uv_a: best,
+        uv_b,
+        point,
+    })
+}
+
+fn three_root_segments(roots: &[Root], domain: UVBox) -> Result<Vec<Segment>, GeometryError> {
+    let mut pair = [0, 1];
+    let mut separation = 0.0;
+    for first in 0..3 {
+        for second in (first + 1)..3 {
+            let candidate = norm(sub(roots[first].point, roots[second].point));
+            if candidate > separation {
+                separation = candidate;
+                pair = [first, second];
+            }
+        }
+    }
+    let isolated = (0..3).find(|index| !pair.contains(index)).ok_or_else(|| {
+        GeometryError::UnresolvedIntersection(
+            "universal SSI could not isolate a grid-vertex event".into(),
+        )
+    })?;
+    Ok(vec![
+        Segment {
+            ends: [roots[pair[0]], roots[pair[1]]],
+            domain,
+        },
+        Segment {
+            ends: [roots[isolated], roots[isolated]],
+            domain,
+        },
+    ])
+}
+
+fn four_root_segments(
+    source: &SurfaceGeometry,
+    target: &SurfaceGeometry,
+    domain: UVBox,
+    values: [f64; 4],
+    roots: &[Root],
+) -> Result<Vec<Segment>, GeometryError> {
+    let center = [domain[0].midpoint(), domain[1].midpoint()];
+    let center_value = implicit_value(target, source.point_at(center)?)?;
+    let same_as_corner = center_value.is_sign_negative() == values[0].is_sign_negative();
+    Ok(if same_as_corner {
+        vec![
+            Segment {
+                ends: [roots[0], roots[3]],
+                domain,
+            },
+            Segment {
+                ends: [roots[1], roots[2]],
+                domain,
+            },
+        ]
+    } else {
+        vec![
+            Segment {
+                ends: [roots[0], roots[1]],
+                domain,
+            },
+            Segment {
+                ends: [roots[2], roots[3]],
+                domain,
+            },
+        ]
+    })
+}
+
+pub(super) fn stationary_event(
+    source: &SurfaceGeometry,
+    target: &SurfaceGeometry,
+    domain: UVBox,
+    tolerance: f64,
+) -> Result<Option<StationaryEvent>, GeometryError> {
+    let uv_a = [domain[0].midpoint(), domain[1].midpoint()];
+    let value = |uv| implicit_value(target, source.point_at(uv)?);
+    let Some(uv_a) = critical_uv(source, &value, domain, uv_a)? else {
+        return Ok(None);
+    };
+    if (0..2).any(|axis| {
+        uv_a[axis] < domain[axis].lo - tolerance || uv_a[axis] > domain[axis].hi + tolerance
+    }) {
+        return Ok(None);
+    }
+    let point_a = source.point_at(uv_a)?;
+    let uv_b = match target.project(point_a, None) {
+        Ok(uv) if target.parameter_in_domain(uv) => uv,
+        _ => return Ok(Some(StationaryEvent::InteriorCritical)),
+    };
+    let point_b = target.point_at(uv_b)?;
+    if norm(sub(point_a, point_b)) > tolerance {
+        return Ok(Some(StationaryEvent::InteriorCritical));
+    }
+    let normal_a = source.normal_at(uv_a)?;
+    let normal_b = target.normal_at(uv_b)?;
+    if norm(cross(normal_a, normal_b)) > 1.0e-5 {
+        return Ok(Some(StationaryEvent::InteriorCritical));
+    }
+    let samples = axis_samples(&value, domain, uv_a)?;
+    let (diagonal, mixed) = second_derivatives(&value, uv_a, &samples)?;
+    let determinant = diagonal[0] * diagonal[1] - mixed * mixed;
+    let hessian_scale = diagonal[0]
+        .abs()
+        .max(diagonal[1].abs())
+        .max(mixed.abs())
+        .max(1.0);
+    if determinant <= 1024.0 * f64::EPSILON * hessian_scale * hessian_scale {
+        return Ok(Some(StationaryEvent::InteriorCritical));
+    }
+    Ok(Some(StationaryEvent::Contact(scale(
+        add(point_a, point_b),
+        0.5,
+    ))))
+}
+
+fn critical_uv(
+    source: &SurfaceGeometry,
+    value: &impl Fn(UV) -> Result<f64, GeometryError>,
+    domain: UVBox,
+    mut uv_a: UV,
+) -> Result<Option<UV>, GeometryError> {
+    let mut converged = false;
+    for _ in 0..16 {
+        let samples = axis_samples(value, domain, uv_a)?;
+        let AxisSamples { h, axis_values, .. } = &samples;
+        let gradient =
+            [0, 1].map(|axis| (axis_values[axis][1] - axis_values[axis][0]) / (2.0 * h[axis]));
+        let (diagonal, mixed) = second_derivatives(value, uv_a, &samples)?;
+        let determinant = diagonal[0] * diagonal[1] - mixed * mixed;
+        if !determinant.is_finite() || determinant.abs() <= f64::EPSILON {
+            return Ok(None);
+        }
+        let delta = [
+            (diagonal[1] * gradient[0] - mixed * gradient[1]) / determinant,
+            (diagonal[0] * gradient[1] - mixed * gradient[0]) / determinant,
+        ];
+        let candidate = [uv_a[0] - delta[0], uv_a[1] - delta[1]];
+        if (0..2).any(|axis| {
+            !candidate[axis].is_finite()
+                || candidate[axis] < domain[axis].lo
+                || candidate[axis] > domain[axis].hi
+        }) {
+            return Ok(None);
+        }
+        uv_a = candidate;
+        if delta[0].abs() <= h[0] * 1.0e-3 && delta[1].abs() <= h[1] * 1.0e-3 {
+            converged = true;
+            break;
+        }
+    }
+    if !converged || !source.parameter_in_domain(uv_a) {
+        return Ok(None);
+    }
+    Ok(Some(uv_a))
+}
+
+fn axis_samples(
+    value: &impl Fn(UV) -> Result<f64, GeometryError>,
+    domain: UVBox,
+    uv: UV,
+) -> Result<AxisSamples, GeometryError> {
+    let h = [0, 1].map(|axis| {
+        (domain[axis].width() * 1.0e-3).max(f64::EPSILON.sqrt() * uv[axis].abs().max(1.0))
+    });
+    let center = value(uv)?;
+    let axis_values = [0, 1]
+        .map(|axis| {
+            let mut low = uv;
+            let mut high = uv;
+            low[axis] -= h[axis];
+            high[axis] += h[axis];
+            Ok([value(low)?, value(high)?])
+        })
+        .into_iter()
+        .collect::<Result<Vec<_>, GeometryError>>()?;
+    Ok(AxisSamples {
+        h,
+        center,
+        axis_values,
+    })
+}
+
+fn second_derivatives(
+    value: &impl Fn(UV) -> Result<f64, GeometryError>,
+    uv: UV,
+    samples: &AxisSamples,
+) -> Result<([f64; 2], f64), GeometryError> {
+    let AxisSamples {
+        h,
+        center,
+        axis_values,
+    } = samples;
+    let diagonal = [0, 1].map(|axis| {
+        (axis_values[axis][0] - 2.0 * center + axis_values[axis][1]) / (h[axis] * h[axis])
+    });
+    let mixed_values = [[-1.0, -1.0], [-1.0, 1.0], [1.0, -1.0], [1.0, 1.0]]
+        .map(|offset| value([uv[0] + offset[0] * h[0], uv[1] + offset[1] * h[1]]))
+        .into_iter()
+        .collect::<Result<Vec<_>, GeometryError>>()?;
+    let mixed = (mixed_values[3] - mixed_values[2] - mixed_values[1] + mixed_values[0])
+        / (4.0 * h[0] * h[1]);
+    Ok((diagonal, mixed))
+}
diff --git a/main/opengeometry/src/intersection/universal_ssi/correction.rs b/main/opengeometry/src/intersection/universal_ssi/correction.rs
new file mode 100644
index 0000000..46fa975
--- /dev/null
+++ b/main/opengeometry/src/intersection/universal_ssi/correction.rs
@@ -0,0 +1,82 @@
+use super::cells::Root;
+use crate::brep::{unit, GeometryError, Surface, SurfaceGeometry};
+use crate::math::{add, cross, dot, norm, scale, solve, sub};
+
+pub(super) fn pseudo_arclength_correct(
+    source: &SurfaceGeometry,
+    target: &SurfaceGeometry,
+    root: Root,
+    tolerance: f64,
+) -> Result<Root, GeometryError> {
+    let predictor = root.point;
+    let normal_cross = cross(source.normal_at(root.uv_a)?, target.normal_at(root.uv_b)?);
+    if norm(normal_cross) <= 1.0e-8 {
+        let point_a = source.point_at(root.uv_a)?;
+        let point_b = target.point_at(root.uv_b)?;
+        if norm(sub(point_a, point_b)) <= tolerance {
+            return Ok(Root {
+                point: scale(add(point_a, point_b), 0.5),
+                ..root
+            });
+        }
+        return Err(GeometryError::UnresolvedIntersection(
+            "universal SSI tangent branch root exceeds its support residual".into(),
+        ));
+    }
+    let tangent = unit(normal_cross)?;
+    let mut parameters = [root.uv_a[0], root.uv_a[1], root.uv_b[0], root.uv_b[1]];
+    for _ in 0..12 {
+        let uv_a = [parameters[0], parameters[1]];
+        let uv_b = [parameters[2], parameters[3]];
+        let point_a = source.point_at(uv_a)?;
+        let point_b = target.point_at(uv_b)?;
+        let midpoint = scale(add(point_a, point_b), 0.5);
+        let residual = sub(point_a, point_b);
+        let constraint = dot(sub(midpoint, predictor), tangent);
+        if norm(residual) <= tolerance * 0.25 && constraint.abs() <= tolerance * 0.25 {
+            return Ok(Root {
+                uv_a,
+                uv_b,
+                point: midpoint,
+            });
+        }
+        let jet_a = source.derivatives(uv_a)?;
+        let jet_b = target.derivatives(uv_b)?;
+        let matrix = [
+            [jet_a.du[0], jet_a.dv[0], -jet_b.du[0], -jet_b.dv[0]],
+            [jet_a.du[1], jet_a.dv[1], -jet_b.du[1], -jet_b.dv[1]],
+            [jet_a.du[2], jet_a.dv[2], -jet_b.du[2], -jet_b.dv[2]],
+            [
+                0.5 * dot(jet_a.du, tangent),
+                0.5 * dot(jet_a.dv, tangent),
+                0.5 * dot(jet_b.du, tangent),
+                0.5 * dot(jet_b.dv, tangent),
+            ],
+        ];
+        let correction = solve(
+            matrix,
+            [-residual[0], -residual[1], -residual[2], -constraint],
+        )
+        .map_err(|_| {
+            GeometryError::UnresolvedIntersection(
+                "universal SSI pseudo-arclength correction is singular".into(),
+            )
+        })?;
+        if correction.minimum_scaled_pivot <= 256.0 * f64::EPSILON {
+            return Err(GeometryError::UnresolvedIntersection(
+                "universal SSI pseudo-arclength correction is ill-conditioned".into(),
+            ));
+        }
+        for (parameter, delta) in parameters.iter_mut().zip(correction.value) {
+            *parameter += delta;
+        }
+        if parameters.iter().any(|value| !value.is_finite()) {
+            return Err(GeometryError::UnresolvedIntersection(
+                "universal SSI pseudo-arclength correction left finite parameter space".into(),
+            ));
+        }
+    }
+    Err(GeometryError::UnresolvedIntersection(
+        "universal SSI pseudo-arclength correction iteration budget exhausted".into(),
+    ))
+}
diff --git a/main/opengeometry/src/intersection/universal_ssi/implicit_bounds.rs b/main/opengeometry/src/intersection/universal_ssi/implicit_bounds.rs
new file mode 100644
index 0000000..c383eeb
--- /dev/null
+++ b/main/opengeometry/src/intersection/universal_ssi/implicit_bounds.rs
@@ -0,0 +1,113 @@
+use crate::brep::{GeometryError, PatchBounds, SurfaceGeometry};
+use crate::math::{Interval, Point3};
+
+fn local_intervals(
+    surface: &SurfaceGeometry,
+    bounds: PatchBounds,
+) -> Result<[Interval; 3], GeometryError> {
+    let frame = surface.frame();
+    let mut local = [Interval::point(0.0)?; 3];
+    for (axis, direction) in [frame.x, frame.y, frame.z].into_iter().enumerate() {
+        let mut coordinate = Interval::point(0.0)?;
+        for world_axis in 0..3 {
+            coordinate = coordinate.add_interval(
+                bounds.axes[world_axis]
+                    .sub_interval(Interval::point(frame.origin[world_axis])?)?
+                    .mul_interval(Interval::point(direction[world_axis])?)?,
+            )?;
+        }
+        local[axis] = coordinate;
+    }
+    Ok(local)
+}
+
+pub(super) fn implicit_interval(
+    surface: &SurfaceGeometry,
+    bounds: PatchBounds,
+) -> Result<Interval, GeometryError> {
+    let [x, y, z] = local_intervals(surface, bounds)?;
+    let x2 = x.square()?;
+    let y2 = y.square()?;
+    let z2 = z.square()?;
+    Ok(match surface {
+        SurfaceGeometry::Plane { .. } => z,
+        SurfaceGeometry::Sphere { radius, .. } => x2
+            .add_interval(y2)?
+            .add_interval(z2)?
+            .sub_interval(Interval::point(radius * radius)?)?,
+        SurfaceGeometry::Cylinder { radius, .. } => x2
+            .add_interval(y2)?
+            .sub_interval(Interval::point(radius * radius)?)?,
+        SurfaceGeometry::Cone { semi_angle, .. } => {
+            if z.hi < 0.0 {
+                return Interval::point(1.0).map_err(Into::into);
+            }
+            let slope = semi_angle.tan();
+            x2.add_interval(y2)?
+                .sub_interval(z2.mul_interval(Interval::point(slope * slope)?)?)?
+        }
+        SurfaceGeometry::Torus {
+            major_radius,
+            minor_radius,
+            ..
+        } => {
+            let radial = x2.add_interval(y2)?;
+            Interval::new(radial.lo.max(0.0), radial.hi)?
+                .sqrt()?
+                .sub_interval(Interval::point(*major_radius)?)?
+                .square()?
+                .add_interval(z2)?
+                .sub_interval(Interval::point(minor_radius * minor_radius)?)?
+        }
+    })
+}
+
+pub(super) fn implicit_value(
+    surface: &SurfaceGeometry,
+    point: Point3,
+) -> Result<f64, GeometryError> {
+    let [x, y, z] = surface.frame().local(point);
+    let value = match surface {
+        SurfaceGeometry::Plane { .. } => z,
+        SurfaceGeometry::Sphere { radius, .. } => {
+            x.mul_add(x, y.mul_add(y, z * z)) - radius * radius
+        }
+        SurfaceGeometry::Cylinder { radius, .. } => x.mul_add(x, y * y) - radius * radius,
+        SurfaceGeometry::Cone { semi_angle, .. } => {
+            if z < 0.0 {
+                return Ok(x.mul_add(x, y.mul_add(y, z * z)) + 1.0);
+            }
+            x.mul_add(x, y * y) - z * z * semi_angle.tan().powi(2)
+        }
+        SurfaceGeometry::Torus {
+            major_radius,
+            minor_radius,
+            ..
+        } => {
+            let radial = x.mul_add(x, y * y);
+            (radial.sqrt() - major_radius).powi(2) + z * z - minor_radius * minor_radius
+        }
+    };
+    if value.is_finite() {
+        Ok(value)
+    } else {
+        Err(GeometryError::UnresolvedIntersection(
+            "universal SSI implicit evaluation exceeded numerical range".into(),
+        ))
+    }
+}
+
+pub(super) fn surface_scale(surface: &SurfaceGeometry) -> f64 {
+    match surface {
+        SurfaceGeometry::Plane { .. } => 1.0,
+        SurfaceGeometry::Sphere { radius, .. } | SurfaceGeometry::Cylinder { radius, .. } => {
+            *radius
+        }
+        SurfaceGeometry::Cone { .. } => 1.0,
+        SurfaceGeometry::Torus {
+            major_radius,
+            minor_radius,
+            ..
+        } => major_radius + minor_radius,
+    }
+}
diff --git a/main/opengeometry/src/intersection/universal_ssi/mod.rs b/main/opengeometry/src/intersection/universal_ssi/mod.rs
new file mode 100644
index 0000000..a0a6b5b
--- /dev/null
+++ b/main/opengeometry/src/intersection/universal_ssi/mod.rs
@@ -0,0 +1,360 @@
+mod branches;
+mod cells;
+mod correction;
+mod implicit_bounds;
+mod subdivision;
+#[cfg(test)]
+mod tests;
+
+use super::ssi_result::SsiResult;
+use crate::brep::{
+    Accuracy, GeometryError, GeometryStore, PatchBounds, SsiBudget, Surface, SurfaceGeometry, UVBox,
+};
+use crate::math::{dot, find, norm, sub, union, Interval, Point3};
+use branches::{branch_definition, normalized_key, segment_endpoint_tangent};
+use cells::{cell_segments, stationary_event, Root, Segment, StationaryEvent};
+use implicit_bounds::{implicit_interval, surface_scale};
+use std::collections::{HashMap, HashSet};
+use subdivision::{bounds_diameter, split};
+
+pub(crate) fn intersect_patches(
+    store: &mut GeometryStore,
+    surfaces: [u32; 2],
+    domains: [UVBox; 2],
+    accuracy: Accuracy,
+    budget: SsiBudget,
+) -> Result<SsiResult, GeometryError> {
+    intersect_patches_from(store, surfaces, domains, 0, accuracy, budget)
+}
+
+pub(super) fn intersect_patches_from(
+    store: &mut GeometryStore,
+    surfaces: [u32; 2],
+    domains: [UVBox; 2],
+    source_side: usize,
+    accuracy: Accuracy,
+    budget: SsiBudget,
+) -> Result<SsiResult, GeometryError> {
+    if source_side > 1 {
+        return Err(GeometryError::InvalidGeometry(
+            "universal SSI source side must be zero or one".into(),
+        ));
+    }
+    let ordered_surfaces = if source_side == 0 {
+        surfaces
+    } else {
+        [surfaces[1], surfaces[0]]
+    };
+    let ordered_domains = if source_side == 0 {
+        domains
+    } else {
+        [domains[1], domains[0]]
+    };
+    accuracy.validate()?;
+    budget.validate()?;
+    check_patch_domains(ordered_domains)?;
+    let source = store.surface(ordered_surfaces[0])?.clone();
+    let target = store.surface(ordered_surfaces[1])?.clone();
+    source.validate()?;
+    target.validate()?;
+    let source_bounds = source.enclose(ordered_domains[0])?;
+    let target_bounds = target.enclose(ordered_domains[1])?;
+    let scale = bounds_diameter(source_bounds)
+        .max(surface_scale(&source))
+        .max(surface_scale(&target))
+        .max(accuracy.geometric);
+    let target_cell = (scale / 64.0).max(16.0 * accuracy.geometric);
+    let (segments, contacts) = patch_segments(
+        &source,
+        &target,
+        ordered_domains,
+        target_bounds,
+        target_cell,
+        accuracy,
+        budget,
+    )?;
+    let mut result = SsiResult {
+        contacts,
+        ..SsiResult::default()
+    };
+    if segments.is_empty() {
+        return Ok(result);
+    }
+
+    let unique = unique_segments(&source, segments, ordered_domains, accuracy, scale);
+    let mut parent = stitched_endpoints(&source, &target, &unique, accuracy, target_cell)?;
+    add_branch_curves(
+        store,
+        &unique,
+        &mut parent,
+        ordered_surfaces,
+        accuracy,
+        budget,
+        &mut result,
+    )?;
+    if source_side == 1 {
+        for curve in &mut result.curves {
+            curve.pcurves.swap(0, 1);
+        }
+    }
+    Ok(result)
+}
+
+fn check_patch_domains(ordered_domains: [UVBox; 2]) -> Result<(), GeometryError> {
+    for domain in ordered_domains {
+        for axis in domain {
+            Interval::new(axis.lo, axis.hi)?;
+            if axis.width() <= 0.0 {
+                return Err(GeometryError::InvalidGeometry(
+                    "universal SSI patch domain has no area".into(),
+                ));
+            }
+        }
+    }
+    Ok(())
+}
+
+fn patch_segments(
+    source: &SurfaceGeometry,
+    target: &SurfaceGeometry,
+    ordered_domains: [UVBox; 2],
+    target_bounds: PatchBounds,
+    target_cell: f64,
+    accuracy: Accuracy,
+    budget: SsiBudget,
+) -> Result<(Vec<Segment>, Vec<Point3>), GeometryError> {
+    let mut stack = vec![(ordered_domains[0], 0usize)];
+    let mut visits = 0usize;
+    let mut segments = Vec::new();
+    let mut contacts = Vec::new();
+    let mut unresolved = false;
+    while let Some((domain, depth)) = stack.pop() {
+        visits = visits
+            .checked_add(1)
+            .ok_or_else(|| GeometryError::LimitExceeded("SSI patch visits".into()))?;
+        if visits > budget.max_patch_pairs {
+            return Err(GeometryError::UnresolvedIntersection(
+                "universal SSI patch-pair visit budget exhausted".into(),
+            ));
+        }
+        let bounds = source.enclose(domain)?;
+        if !bounds.overlaps(target_bounds, accuracy.intersection) {
+            continue;
+        }
+        if !implicit_interval(target, bounds)?.contains(0.0) {
+            continue;
+        }
+        if bounds_diameter(bounds) <= target_cell || depth == budget.max_subdivision_depth {
+            let found = cell_segments(source, target, domain, accuracy.intersection)?;
+            if found.is_empty() {
+                match stationary_event(source, target, domain, accuracy.intersection)? {
+                    Some(StationaryEvent::Contact(contact)) => {
+                        if contacts
+                            .iter()
+                            .all(|existing| norm(sub(*existing, contact)) > accuracy.intersection)
+                        {
+                            contacts.push(contact);
+                        }
+                    }
+                    Some(StationaryEvent::InteriorCritical)
+                        if depth == budget.max_subdivision_depth =>
+                    {
+                        unresolved = true;
+                    }
+                    Some(StationaryEvent::InteriorCritical) => {
+                        let axis = usize::from(domain[1].width() > domain[0].width());
+                        let children = split(domain, axis)?;
+                        stack.push((children[1], depth + 1));
+                        stack.push((children[0], depth + 1));
+                    }
+                    None => {}
+                }
+            } else {
+                segments.extend(found);
+            }
+            continue;
+        }
+        let axis = usize::from(domain[1].width() > domain[0].width());
+        let children = split(domain, axis)?;
+        stack.push((children[1], depth + 1));
+        stack.push((children[0], depth + 1));
+    }
+    if unresolved {
+        return Err(GeometryError::UnresolvedIntersection(
+            "universal SSI could not certify an interval cell containing a possible tangency or sub-cell branch".into(),
+        ));
+    }
+    Ok((segments, contacts))
+}
+
+fn unique_segments(
+    source: &SurfaceGeometry,
+    segments: Vec<Segment>,
+    ordered_domains: [UVBox; 2],
+    accuracy: Accuracy,
+    scale: f64,
+) -> Vec<Segment> {
+    let periods = source.charts()[0].periods;
+    let quantum = [
+        (ordered_domains[0][0].width() / 1_000_000.0).max(accuracy.geometric / scale),
+        (ordered_domains[0][1].width() / 1_000_000.0).max(accuracy.geometric / scale),
+    ];
+    let mut unique = Vec::new();
+    let mut segment_keys = HashSet::new();
+    for segment in segments {
+        let mut keys = segment
+            .ends
+            .map(|root| normalized_key(root.uv_a, ordered_domains[0], periods, quantum));
+        if keys[0] == keys[1] {
+            continue;
+        }
+        if keys[1] < keys[0] {
+            keys.swap(0, 1);
+        }
+        if segment_keys.insert(keys) {
+            unique.push(segment);
+        }
+    }
+    unique
+}
+
+fn stitched_endpoints(
+    source: &SurfaceGeometry,
+    target: &SurfaceGeometry,
+    unique: &[Segment],
+    accuracy: Accuracy,
+    target_cell: f64,
+) -> Result<Vec<usize>, GeometryError> {
+    let endpoint_count = unique.len() * 2;
+    let mut parent = (0..endpoint_count).collect::<Vec<_>>();
+    let stitch_tolerance =
+        (4.0 * accuracy.geometric.max(accuracy.intersection)).max(target_cell * 0.01);
+    let mut buckets: HashMap<[i64; 3], Vec<usize>> = HashMap::new();
+    for endpoint in 0..endpoint_count {
+        let root = unique[endpoint / 2].ends[endpoint % 2];
+        let key = root
+            .point
+            .map(|coordinate| (coordinate / stitch_tolerance).floor() as i64);
+        let tangent = segment_endpoint_tangent(source, target, unique[endpoint / 2], endpoint % 2)?;
+        for x in (key[0] - 1)..=(key[0] + 1) {
+            for y in (key[1] - 1)..=(key[1] + 1) {
+                for z in (key[2] - 1)..=(key[2] + 1) {
+                    for &candidate in buckets.get(&[x, y, z]).into_iter().flatten() {
+                        let other = unique[candidate / 2].ends[candidate % 2];
+                        if norm(sub(root.point, other.point)) > stitch_tolerance {
+                            continue;
+                        }
+                        let other_tangent = segment_endpoint_tangent(
+                            source,
+                            target,
+                            unique[candidate / 2],
+                            candidate % 2,
+                        )?;
+                        if dot(tangent, other_tangent).abs() >= 0.99 {
+                            union(&mut parent, endpoint, candidate);
+                        }
+                    }
+                }
+            }
+        }
+        buckets.entry(key).or_default().push(endpoint);
+    }
+    Ok(parent)
+}
+
+fn add_branch_curves(
+    store: &mut GeometryStore,
+    unique: &[Segment],
+    parent: &mut [usize],
+    ordered_surfaces: [u32; 2],
+    accuracy: Accuracy,
+    budget: SsiBudget,
+    result: &mut SsiResult,
+) -> Result<(), GeometryError> {
+    let collapsed_segments = (0..unique.len())
+        .map(|index| find(parent, index * 2) == find(parent, index * 2 + 1))
+        .collect::<Vec<_>>();
+    let mut adjacency: HashMap<usize, Vec<(usize, usize)>> = HashMap::new();
+    for index in 0..unique.len() {
+        if collapsed_segments[index] {
+            continue;
+        }
+        for end in 0..2 {
+            let node = find(parent, index * 2 + end);
+            adjacency.entry(node).or_default().push((index, end));
+        }
+    }
+    if adjacency.values().any(|edges| edges.len() > 2) {
+        return Err(GeometryError::UnresolvedIntersection(
+            "universal SSI found a singular branch junction".into(),
+        ));
+    }
+    let mut used = collapsed_segments;
+    for start in 0..unique.len() {
+        if used[start] {
+            continue;
+        }
+        let endpoint = (0..2)
+            .find(|&end| {
+                let node = find(parent, start * 2 + end);
+                adjacency.get(&node).is_some_and(|edges| edges.len() == 1)
+            })
+            .unwrap_or(0);
+        let (branch, source_domains) = branch_roots(
+            unique, parent, &adjacency, &mut used, start, endpoint, budget,
+        )?;
+        if branch.len() >= 2 {
+            result.curves.push(branch_definition(
+                branch,
+                source_domains,
+                ordered_surfaces,
+                store,
+                accuracy,
+            )?);
+        }
+    }
+    Ok(())
+}
+
+fn branch_roots(
+    unique: &[Segment],
+    parent: &mut [usize],
+    adjacency: &HashMap<usize, Vec<(usize, usize)>>,
+    used: &mut [bool],
+    start: usize,
+    endpoint: usize,
+    budget: SsiBudget,
+) -> Result<(Vec<Root>, Vec<UVBox>), GeometryError> {
+    let mut branch = Vec::new();
+    let mut source_domains = Vec::new();
+    let mut current = start;
+    let mut from_end = endpoint;
+    loop {
+        if used[current] {
+            break;
+        }
+        used[current] = true;
+        let segment = unique[current];
+        if branch.is_empty() {
+            branch.push(segment.ends[from_end]);
+        }
+        let to_end = 1 - from_end;
+        branch.push(segment.ends[to_end]);
+        source_domains.push(segment.domain);
+        if branch.len() > budget.max_steps_per_branch {
+            return Err(GeometryError::UnresolvedIntersection(
+                "universal SSI branch step budget exhausted".into(),
+            ));
+        }
+        let node = find(parent, current * 2 + to_end);
+        let Some(next) = adjacency
+            .get(&node)
+            .and_then(|edges| edges.iter().copied().find(|(index, _)| !used[*index]))
+        else {
+            break;
+        };
+        current = next.0;
+        from_end = next.1;
+    }
+    Ok((branch, source_domains))
+}
diff --git a/main/opengeometry/src/intersection/universal_ssi/subdivision.rs b/main/opengeometry/src/intersection/universal_ssi/subdivision.rs
new file mode 100644
index 0000000..10b292f
--- /dev/null
+++ b/main/opengeometry/src/intersection/universal_ssi/subdivision.rs
@@ -0,0 +1,20 @@
+use crate::brep::{GeometryError, PatchBounds, UVBox};
+use crate::math::Interval;
+
+pub(super) fn split(domain: UVBox, axis: usize) -> Result<[UVBox; 2], GeometryError> {
+    let midpoint = domain[axis].midpoint();
+    let mut left = domain;
+    let mut right = domain;
+    left[axis] = Interval::new(domain[axis].lo, midpoint)?;
+    right[axis] = Interval::new(midpoint, domain[axis].hi)?;
+    Ok([left, right])
+}
+
+pub(super) fn bounds_diameter(bounds: PatchBounds) -> f64 {
+    bounds
+        .axes
+        .iter()
+        .map(|axis| axis.width() * axis.width())
+        .sum::<f64>()
+        .sqrt()
+}
diff --git a/main/opengeometry/src/intersection/universal_ssi/tests.rs b/main/opengeometry/src/intersection/universal_ssi/tests.rs
new file mode 100644
index 0000000..ea063c1
--- /dev/null
+++ b/main/opengeometry/src/intersection/universal_ssi/tests.rs
@@ -0,0 +1,194 @@
+use super::intersect_patches;
+use crate::brep::{
+    Accuracy, Curve, CurveGeometry, Frame3, GeometryStore, SsiBudget, Surface, SurfaceGeometry,
+};
+use crate::math::{norm, sub, Interval};
+
+fn universal_ssi_accuracy() -> Accuracy {
+    Accuracy {
+        geometric: 1e-5,
+        intersection: 2.5e-6,
+        tessellation: 1e-3,
+        exchange: 1e-5,
+    }
+}
+
+#[test]
+fn oblique_plane_torus_is_stored_as_corrected_numerical_branches() {
+    let mut store = GeometryStore::new();
+    let plane = Frame3::from_axis([0.0, 0.0, 0.15], [0.35, -0.2, 1.0], [1.0, 0.0, 0.0]).unwrap();
+    store.surfaces = vec![
+        SurfaceGeometry::Torus {
+            frame: Frame3::IDENTITY,
+            major_radius: 2.0,
+            minor_radius: 0.5,
+        },
+        SurfaceGeometry::Plane { frame: plane },
+    ];
+    let tau = std::f64::consts::TAU;
+    let result = intersect_patches(
+        &mut store,
+        [0, 1],
+        [
+            [Interval::new(0.0, tau).unwrap(); 2],
+            [Interval::new(-4.0, 4.0).unwrap(); 2],
+        ],
+        universal_ssi_accuracy(),
+        SsiBudget::default(),
+    )
+    .unwrap();
+    assert!(!result.curves.is_empty());
+    for branch in result.curves {
+        assert!(matches!(
+            store.curves[branch.curve as usize],
+            CurveGeometry::Intersection { .. }
+        ));
+        let domain = branch.domain.unwrap();
+        for index in 0..=16 {
+            let t = domain.lo + domain.width() * index as f64 / 16.0;
+            let point = store.curve(branch.curve).unwrap().point_at(t).unwrap();
+            for surface in &store.surfaces {
+                let uv = surface.project(point, None).unwrap();
+                assert!(
+                    norm(sub(surface.point_at(uv).unwrap(), point))
+                        <= universal_ssi_accuracy().intersection
+                );
+            }
+        }
+    }
+}
+
+#[test]
+fn disjoint_bounded_patches_return_empty_without_fabricating_a_branch() {
+    let mut store = GeometryStore::new();
+    store.surfaces = vec![
+        SurfaceGeometry::Sphere {
+            frame: Frame3::IDENTITY,
+            radius: 1.0,
+        },
+        SurfaceGeometry::Plane {
+            frame: Frame3 {
+                origin: [0.0, 0.0, 2.0],
+                ..Frame3::IDENTITY
+            },
+        },
+    ];
+    let result = intersect_patches(
+        &mut store,
+        [0, 1],
+        [
+            [
+                Interval::new(0.0, std::f64::consts::TAU).unwrap(),
+                Interval::new(-std::f64::consts::FRAC_PI_2, std::f64::consts::FRAC_PI_2).unwrap(),
+            ],
+            [Interval::new(-2.0, 2.0).unwrap(); 2],
+        ],
+        universal_ssi_accuracy(),
+        SsiBudget::default(),
+    )
+    .unwrap();
+    assert!(result.curves.is_empty());
+    assert!(result.contacts.is_empty());
+}
+
+#[test]
+fn terminal_subdivision_reports_an_isolated_torus_plane_tangency() {
+    let u: f64 = 0.37;
+    let v: f64 = 0.41;
+    let (sin_u, cos_u) = u.sin_cos();
+    let (sin_v, cos_v) = v.sin_cos();
+    let normal = [cos_v * cos_u, cos_v * sin_u, sin_v];
+    let radial = 2.0 + 0.5 * cos_v;
+    let contact = [radial * cos_u, radial * sin_u, 0.5 * sin_v];
+    let mut store = GeometryStore::new();
+    store.surfaces = vec![
+        SurfaceGeometry::Torus {
+            frame: Frame3::IDENTITY,
+            major_radius: 2.0,
+            minor_radius: 0.5,
+        },
+        SurfaceGeometry::Plane {
+            frame: Frame3::from_axis(contact, normal, [0.0, 0.0, 1.0]).unwrap(),
+        },
+    ];
+    let tau = std::f64::consts::TAU;
+    let result = intersect_patches(
+        &mut store,
+        [0, 1],
+        [
+            [Interval::new(0.0, tau).unwrap(); 2],
+            [Interval::new(-3.0, 3.0).unwrap(); 2],
+        ],
+        universal_ssi_accuracy(),
+        SsiBudget::default(),
+    )
+    .unwrap();
+    assert!(result.curves.is_empty());
+    assert_eq!(result.contacts.len(), 1);
+    assert!(norm(sub(result.contacts[0], contact)) <= universal_ssi_accuracy().intersection);
+}
+
+#[test]
+fn tangent_generator_is_not_collapsed_into_an_isolated_contact() {
+    let mut store = GeometryStore::new();
+    store.surfaces = vec![
+        SurfaceGeometry::Cylinder {
+            frame: Frame3::IDENTITY,
+            radius: 1.0,
+        },
+        SurfaceGeometry::Plane {
+            frame: Frame3::from_axis([1.0, 0.0, 0.0], [1.0, 0.0, 0.0], [0.0, 0.0, 1.0]).unwrap(),
+        },
+    ];
+    let result = intersect_patches(
+        &mut store,
+        [0, 1],
+        [
+            [
+                Interval::new(-0.5, 0.5).unwrap(),
+                Interval::new(-1.0, 1.0).unwrap(),
+            ],
+            [Interval::new(-2.0, 2.0).unwrap(); 2],
+        ],
+        universal_ssi_accuracy(),
+        SsiBudget::default(),
+    )
+    .unwrap();
+    assert!(!result.curves.is_empty());
+    assert!(result.contacts.is_empty());
+}
+
+#[test]
+fn target_patch_bounds_prune_intersections_on_the_unbounded_support() {
+    let mut store = GeometryStore::new();
+    store.surfaces = vec![
+        SurfaceGeometry::Cylinder {
+            frame: Frame3::IDENTITY,
+            radius: 1.0,
+        },
+        SurfaceGeometry::Cylinder {
+            frame: Frame3::from_axis([0.0, 0.0, 0.2], [1.0, 0.0, 0.0], [0.0, 0.0, 1.0]).unwrap(),
+            radius: 0.6,
+        },
+    ];
+    let tau = std::f64::consts::TAU;
+    let result = intersect_patches(
+        &mut store,
+        [0, 1],
+        [
+            [
+                Interval::new(0.0, tau).unwrap(),
+                Interval::new(-1.0, 1.0).unwrap(),
+            ],
+            [
+                Interval::new(0.0, tau).unwrap(),
+                Interval::new(10.0, 12.0).unwrap(),
+            ],
+        ],
+        universal_ssi_accuracy(),
+        SsiBudget::default(),
+    )
+    .unwrap();
+    assert!(result.curves.is_empty());
+    assert!(result.contacts.is_empty());
+}
diff --git a/main/opengeometry/src/lib.rs b/main/opengeometry/src/lib.rs
index 71f6b6f..4e8a0a7 100644
--- a/main/opengeometry/src/lib.rs
+++ b/main/opengeometry/src/lib.rs
@@ -1,53 +1,39 @@
-pub mod geometry {
-    pub mod boolean2d;
-    pub mod curved_boolean2d;
-    pub mod geometrybuffer;
-    pub mod offset2d;
-    pub mod offset_regions;
-    pub mod poly2d;
-    pub mod triangle;
-}
-
-pub mod analytic;
-pub mod math;
+#![cfg_attr(
+    not(test),
+    deny(
+        clippy::unwrap_used,
+        clippy::expect_used,
+        clippy::panic,
+        clippy::unreachable
+    )
+)]
+#![allow(clippy::needless_range_loop, clippy::type_complexity)]
+#![deny(
+    unreachable_pub,
+    clippy::wildcard_imports,
+    clippy::todo,
+    clippy::unimplemented,
+    clippy::dbg_macro,
+    clippy::iter_over_hash_type
+)]
 
-pub mod operations {
-    pub mod extrude;
-    pub mod offset;
-    pub mod profile;
-    pub mod sweep;
-    pub mod triangulate;
-    pub mod windingsort;
-}
-
-pub mod utility {
-    pub mod bgeometry;
-}
-
-pub mod primitives {
-    pub mod arc;
-    pub mod cuboid;
-    pub mod curve;
-    pub mod cylinder;
-    pub mod elliptical_arc;
-    pub mod line;
-    pub mod polygon;
-    pub mod polyline;
-    pub mod rectangle;
-    pub mod sphere;
-    pub mod sweep;
-    pub mod wedge;
-}
-
-pub mod spatial {
-    pub mod placement;
-    pub mod workplane;
-}
+pub mod math;
 
 pub mod brep;
-pub mod editor;
-pub mod export;
-pub mod freeform;
-pub mod tolerance;
-pub mod units;
-pub mod world;
+
+pub(crate) mod geom2d;
+
+pub mod query;
+
+pub mod primitives;
+pub mod tessellation;
+
+pub(crate) mod intersection;
+
+pub mod operations;
+
+pub mod exchange;
+
+pub mod world_graph;
+
+pub mod bindings;
diff --git a/main/opengeometry/src/math/error.rs b/main/opengeometry/src/math/error.rs
new file mode 100644
index 0000000..cf27699
--- /dev/null
+++ b/main/opengeometry/src/math/error.rs
@@ -0,0 +1,29 @@
+use serde::{Deserialize, Serialize};
+use std::fmt;
+
+#[derive(Clone, Debug, PartialEq, Serialize, Deserialize)]
+pub enum MathError {
+    NonFinite,
+    ArithmeticRange,
+    InvalidInterval,
+    DivisionByZero,
+    SingularSystem,
+    InvalidDimension,
+    IterationLimit,
+}
+
+impl fmt::Display for MathError {
+    fn fmt(&self, f: &mut fmt::Formatter<'_>) -> fmt::Result {
+        write!(f, "{self:?}")
+    }
+}
+
+impl std::error::Error for MathError {}
+
+pub(crate) fn finite(value: f64) -> Result<f64, MathError> {
+    if value.is_finite() {
+        Ok(value)
+    } else {
+        Err(MathError::NonFinite)
+    }
+}
diff --git a/main/opengeometry/src/math/interval.rs b/main/opengeometry/src/math/interval.rs
index 5b64442..7fca280 100644
--- a/main/opengeometry/src/math/interval.rs
+++ b/main/opengeometry/src/math/interval.rs
@@ -1,13 +1,14 @@
-use super::{finite, MathError};
+use super::error::{finite, MathError};
 use serde::{Deserialize, Serialize};
 
 #[derive(Clone, Copy, Debug, PartialEq, Serialize, Deserialize)]
+#[serde(deny_unknown_fields)]
 pub struct Interval {
     pub lo: f64,
     pub hi: f64,
 }
 
-pub fn next_up(x: f64) -> f64 {
+fn next_up(x: f64) -> f64 {
     if x.is_nan() || x == f64::INFINITY {
         return x;
     }
@@ -21,12 +22,12 @@ pub fn next_up(x: f64) -> f64 {
     })
 }
 
-pub fn next_down(x: f64) -> f64 {
+fn next_down(x: f64) -> f64 {
     -next_up(-x)
 }
 
 impl Interval {
-    pub fn new(lo: f64, hi: f64) -> Result<Self, MathError> {
+    pub(crate) fn new(lo: f64, hi: f64) -> Result<Self, MathError> {
         finite(lo)?;
         finite(hi)?;
         if lo > hi {
@@ -35,27 +36,27 @@ impl Interval {
         Ok(Self { lo, hi })
     }
 
-    pub fn point(x: f64) -> Result<Self, MathError> {
+    pub(crate) fn point(x: f64) -> Result<Self, MathError> {
         Self::new(x, x)
     }
 
-    pub fn contains(self, value: f64) -> bool {
+    pub(crate) fn contains(self, value: f64) -> bool {
         self.lo <= value && value <= self.hi
     }
 
-    pub fn overlaps(self, other: Self) -> bool {
+    fn overlaps(self, other: Self) -> bool {
         self.lo <= other.hi && other.lo <= self.hi
     }
 
-    pub fn width(self) -> f64 {
+    pub(crate) fn width(self) -> f64 {
         self.hi - self.lo
     }
 
-    pub fn midpoint(self) -> f64 {
+    pub(crate) fn midpoint(self) -> f64 {
         self.lo * 0.5 + self.hi * 0.5
     }
 
-    pub fn hull(self, other: Self) -> Self {
+    pub(crate) fn hull(self, other: Self) -> Self {
         Self {
             lo: self.lo.min(other.lo),
             hi: self.hi.max(other.hi),
@@ -66,15 +67,15 @@ impl Interval {
         Self::new(next_down(finite(lo)?), next_up(finite(hi)?))
     }
 
-    pub fn add(self, other: Self) -> Result<Self, MathError> {
+    pub(crate) fn add_interval(self, other: Self) -> Result<Self, MathError> {
         Self::rounded(self.lo + other.lo, self.hi + other.hi)
     }
 
-    pub fn sub(self, other: Self) -> Result<Self, MathError> {
+    pub(crate) fn sub_interval(self, other: Self) -> Result<Self, MathError> {
         Self::rounded(self.lo - other.hi, self.hi - other.lo)
     }
 
-    pub fn mul(self, other: Self) -> Result<Self, MathError> {
+    pub(crate) fn mul_interval(self, other: Self) -> Result<Self, MathError> {
         let products = [
             self.lo * other.lo,
             self.lo * other.hi,
@@ -90,14 +91,14 @@ impl Interval {
         )
     }
 
-    pub fn div(self, other: Self) -> Result<Self, MathError> {
+    pub(crate) fn div_interval(self, other: Self) -> Result<Self, MathError> {
         if other.contains(0.0) {
             return Err(MathError::DivisionByZero);
         }
-        self.mul(Self::rounded(1.0 / other.hi, 1.0 / other.lo)?)
+        self.mul_interval(Self::rounded(1.0 / other.hi, 1.0 / other.lo)?)
     }
 
-    pub fn square(self) -> Result<Self, MathError> {
+    pub(crate) fn square(self) -> Result<Self, MathError> {
         let lower = if self.contains(0.0) {
             0.0
         } else {
@@ -109,7 +110,7 @@ impl Interval {
         Ok(result)
     }
 
-    pub fn sqrt(self) -> Result<Self, MathError> {
+    pub(crate) fn sqrt(self) -> Result<Self, MathError> {
         if self.lo < 0.0 {
             return Err(MathError::InvalidInterval);
         }
@@ -118,14 +119,14 @@ impl Interval {
         Ok(result)
     }
 
-    pub fn sin(self) -> Result<Self, MathError> {
+    pub(crate) fn sin(self) -> Result<Self, MathError> {
         Self::new(self.lo, self.hi)?;
         let pi = Self::new(
             next_down(std::f64::consts::PI),
             next_up(std::f64::consts::PI),
         )?;
-        let tau = pi.mul(Self::point(2.0)?)?;
-        // A broad bound avoids unreliable argument reduction for large inputs.
+        let tau = pi.mul_interval(Self::point(2.0)?)?;
+
         if self.width() >= tau.lo || self.lo.abs().max(self.hi.abs()) > 32.0 * pi.lo {
             return Self::new(-1.0, 1.0);
         }
@@ -133,7 +134,7 @@ impl Interval {
         let first = (self.lo / std::f64::consts::PI - 0.5).floor() as i32 - 1;
         let last = (self.hi / std::f64::consts::PI - 0.5).ceil() as i32 + 1;
         for k in first..=last {
-            let critical = pi.mul(Self::point(k as f64 + 0.5)?)?;
+            let critical = pi.mul_interval(Self::point(k as f64 + 0.5)?)?;
             if self.overlaps(critical) {
                 result = result.hull(Self::point(if k % 2 == 0 { 1.0 } else { -1.0 })?);
             }
@@ -141,88 +142,32 @@ impl Interval {
         Self::new(result.lo.max(-1.0), result.hi.min(1.0))
     }
 
-    pub fn cos(self) -> Result<Self, MathError> {
+    pub(crate) fn cos(self) -> Result<Self, MathError> {
         let pi = Self::new(
             next_down(std::f64::consts::PI),
             next_up(std::f64::consts::PI),
         )?;
-        self.add(pi.mul(Self::point(0.5)?)?)?.sin()
+        self.add_interval(pi.mul_interval(Self::point(0.5)?)?)?
+            .sin()
     }
 }
 
 fn sin_endpoint(x: f64, tau: Interval) -> Result<Interval, MathError> {
     let k = (x / std::f64::consts::TAU).round();
-    let y = Interval::point(x)?.sub(tau.mul(Interval::point(k)?)?)?;
+    let y = Interval::point(x)?.sub_interval(tau.mul_interval(Interval::point(k)?)?)?;
     let y2 = y.square()?;
     let mut term = y;
     let mut sum = term;
     for n in 1..=20 {
         let denominator = (2 * n * (2 * n + 1)) as f64;
-        term = term.mul(y2)?.div(Interval::point(-denominator)?)?;
-        sum = sum.add(term)?;
-    }
-    let next = term.mul(y2)?.div(Interval::point((42 * 43) as f64)?)?;
+        term = term
+            .mul_interval(y2)?
+            .div_interval(Interval::point(-denominator)?)?;
+        sum = sum.add_interval(term)?;
+    }
+    let next = term
+        .mul_interval(y2)?
+        .div_interval(Interval::point((42 * 43) as f64)?)?;
     let remainder = next.lo.abs().max(next.hi.abs());
-    sum.add(Interval::new(-remainder, remainder)?)
-}
-
-#[cfg(test)]
-mod tests {
-    use super::*;
-
-    #[test]
-    fn arithmetic_encloses_cancellation_and_extrema() {
-        let a = Interval::point(0.1).unwrap();
-        let b = Interval::point(0.2).unwrap();
-        assert!(a.add(b).unwrap().contains(0.3));
-        assert!(a.sub(a).unwrap().contains(0.0));
-        assert_eq!(
-            a.div(Interval::new(-1.0, 1.0).unwrap()),
-            Err(MathError::DivisionByZero)
-        );
-        assert!(Interval::new(-2.0, 3.0)
-            .unwrap()
-            .square()
-            .unwrap()
-            .contains(9.0));
-        assert!(Interval::new(0.0, std::f64::consts::PI)
-            .unwrap()
-            .sin()
-            .unwrap()
-            .contains(1.0));
-        assert!(Interval::new(-1000.0, 1000.0)
-            .unwrap()
-            .cos()
-            .unwrap()
-            .contains(-1.0));
-    }
-
-    #[test]
-    fn trigonometric_bounds_cover_dense_independent_samples() {
-        for i in -256..256 {
-            let lo = i as f64 * 0.125;
-            let hi = lo + 0.375;
-            let interval = Interval::new(lo, hi).unwrap();
-            let sin = interval.sin().unwrap();
-            let cos = interval.cos().unwrap();
-            for j in 0..=32 {
-                let x = lo + (hi - lo) * j as f64 / 32.0;
-                assert!(sin.contains(x.sin()), "{interval:?} {sin:?} {x}");
-                assert!(cos.contains(x.cos()), "{interval:?} {cos:?} {x}");
-            }
-        }
-    }
-
-    #[test]
-    fn floating_neighbors_cover_zero_and_negative_numbers() {
-        assert!(next_up(0.0) > 0.0);
-        assert!(next_down(0.0) < 0.0);
-        assert!(next_up(-1.0) > -1.0);
-        assert!(next_down(-1.0) < -1.0);
-        assert!(Interval::point(2.0)
-            .unwrap()
-            .sqrt()
-            .unwrap()
-            .contains(2.0_f64.sqrt()));
-    }
+    sum.add_interval(Interval::new(-remainder, remainder)?)
 }
diff --git a/main/opengeometry/src/math/mod.rs b/main/opengeometry/src/math/mod.rs
index 90f7fed..da727e4 100644
--- a/main/opengeometry/src/math/mod.rs
+++ b/main/opengeometry/src/math/mod.rs
@@ -1,34 +1,20 @@
-pub mod interval;
-pub mod predicates;
-pub mod roots;
-pub mod solve;
+mod error;
+mod interval;
+mod predicates;
+mod roots;
+mod solve;
+mod union_find;
+mod vector;
 
-use serde::{Deserialize, Serialize};
-use std::fmt;
-
-#[derive(Clone, Debug, PartialEq, Serialize, Deserialize)]
-pub enum MathError {
-    NonFinite,
-    ArithmeticRange,
-    InvalidInterval,
-    DivisionByZero,
-    SingularSystem,
-    InvalidDimension,
-    IterationLimit,
-}
-
-impl fmt::Display for MathError {
-    fn fmt(&self, f: &mut fmt::Formatter<'_>) -> fmt::Result {
-        write!(f, "{self:?}")
-    }
-}
-
-impl std::error::Error for MathError {}
-
-pub(crate) fn finite(value: f64) -> Result<f64, MathError> {
-    if value.is_finite() {
-        Ok(value)
-    } else {
-        Err(MathError::NonFinite)
-    }
-}
+pub(super) use error::finite;
+pub use error::MathError;
+pub use interval::Interval;
+pub use predicates::{discriminant, incircle2d, orient2d, orient3d, Sign};
+pub(super) use predicates::{plane_sphere_relation, sphere_sphere_relation};
+pub use roots::RootCandidates;
+pub(super) use roots::{isolate_candidates, quadratic, QuadraticRoots};
+pub(super) use solve::solve;
+pub use solve::LinearSolution;
+pub(super) use union_find::{find, union};
+pub use vector::Point3;
+pub(super) use vector::{add, cross, dot, norm, scale, sub};
diff --git a/main/opengeometry/src/math/predicates.rs b/main/opengeometry/src/math/predicates.rs
index 3d11ba0..b6552f4 100644
--- a/main/opengeometry/src/math/predicates.rs
+++ b/main/opengeometry/src/math/predicates.rs
@@ -1,4 +1,4 @@
-use super::{finite, MathError};
+use super::error::{finite, MathError};
 use serde::{Deserialize, Serialize};
 
 #[derive(Clone, Copy, Debug, Eq, PartialEq, Serialize, Deserialize)]
@@ -31,7 +31,7 @@ fn two_sum(a: f64, b: f64) -> Result<(f64, f64), MathError> {
 
 fn two_product(a: f64, b: f64) -> Result<(f64, f64), MathError> {
     let product = finite(a * b)?;
-    // Below this bound the exact product's low bits may not fit in f64.
+
     if a != 0.0 && b != 0.0 && product.abs() < f64::MIN_POSITIVE * 18_014_398_509_481_984.0 {
         return Err(MathError::ArithmeticRange);
     }
@@ -213,7 +213,7 @@ pub fn discriminant(a: f64, b: f64, c: f64) -> Result<Sign, MathError> {
     Ok(discriminant_estimate(a, b, c)?.0)
 }
 
-pub fn discriminant_estimate(a: f64, b: f64, c: f64) -> Result<(Sign, f64), MathError> {
+pub(super) fn discriminant_estimate(a: f64, b: f64, c: f64) -> Result<(Sign, f64), MathError> {
     for value in [a, b, c] {
         finite(value)?;
     }
@@ -224,7 +224,7 @@ pub fn discriminant_estimate(a: f64, b: f64, c: f64) -> Result<(Sign, f64), Math
     Ok((sign(&expansion), finite(expansion.iter().copied().sum())?))
 }
 
-pub fn plane_sphere_relation(
+pub(crate) fn plane_sphere_relation(
     origin: [f64; 3],
     normal: [f64; 3],
     center: [f64; 3],
@@ -254,7 +254,7 @@ pub fn plane_sphere_relation(
     )?))
 }
 
-pub fn sphere_sphere_relation(
+pub(crate) fn sphere_sphere_relation(
     a: [f64; 3],
     ra: f64,
     b: [f64; 3],
@@ -278,79 +278,3 @@ pub fn sphere_sphere_relation(
         )?),
     ])
 }
-
-#[cfg(test)]
-mod tests {
-    use super::*;
-
-    #[test]
-    fn cancellation_retains_exact_orientation() {
-        let m = 134_217_728.0;
-        assert_eq!((m + 1.0) * (m - 1.0) - m * m, 0.0);
-        assert_eq!(
-            orient2d([0.0, 0.0], [m + 1.0, m], [m, m - 1.0]),
-            Ok(Sign::Negative)
-        );
-        assert_eq!(
-            orient2d([0.0, 0.0], [m, m - 1.0], [m + 1.0, m]),
-            Ok(Sign::Positive)
-        );
-    }
-
-    #[test]
-    fn tetrahedron_and_cocircular_signs() {
-        let d = [0.0, 0.0, 0.0];
-        assert_eq!(
-            orient3d([1.0, 0.0, 0.0], [0.0, 1.0, 0.0], [0.0, 0.0, 1.0], d),
-            Ok(Sign::Positive)
-        );
-        assert_eq!(
-            incircle2d([1.0, 0.0], [0.0, 1.0], [-1.0, 0.0], [0.0, -1.0]),
-            Ok(Sign::Zero)
-        );
-        assert_eq!(
-            incircle2d([1.0, 0.0], [0.0, 1.0], [-1.0, 0.0], [0.0, 0.0]),
-            Ok(Sign::Positive)
-        );
-    }
-
-    #[test]
-    fn input_and_arithmetic_limits_are_explicit() {
-        assert_eq!(
-            orient2d([f64::NAN, 0.0], [1.0, 0.0], [0.0, 1.0]),
-            Err(MathError::NonFinite)
-        );
-        assert_eq!(discriminant(1.0, 2.0, 1.0), Ok(Sign::Zero));
-        assert_eq!(
-            discriminant(1.0, 2.0, 1.0 + f64::EPSILON),
-            Ok(Sign::Negative)
-        );
-        assert_eq!(
-            discriminant(f64::MIN_POSITIVE, 0.0, f64::MIN_POSITIVE),
-            Err(MathError::ArithmeticRange)
-        );
-    }
-
-    #[test]
-    fn exact_integer_grid_agrees_with_integer_determinants() {
-        let mut seed = 7_u64;
-        for _ in 0..2048 {
-            let mut p = [[0_i64; 2]; 3];
-            for row in &mut p {
-                for x in row {
-                    seed = seed.wrapping_mul(6364136223846793005).wrapping_add(1);
-                    *x = ((seed >> 32) % 100_000) as i64 - 50_000;
-                }
-            }
-            let det = (p[0][0] - p[2][0]) as i128 * (p[1][1] - p[2][1]) as i128
-                - (p[0][1] - p[2][1]) as i128 * (p[1][0] - p[2][0]) as i128;
-            let expected = match det.cmp(&0) {
-                std::cmp::Ordering::Less => Sign::Negative,
-                std::cmp::Ordering::Equal => Sign::Zero,
-                std::cmp::Ordering::Greater => Sign::Positive,
-            };
-            let f = p.map(|v| v.map(|x| x as f64));
-            assert_eq!(orient2d(f[0], f[1], f[2]), Ok(expected));
-        }
-    }
-}
diff --git a/main/opengeometry/src/math/roots.rs b/main/opengeometry/src/math/roots.rs
index 11aadc6..aa33479 100644
--- a/main/opengeometry/src/math/roots.rs
+++ b/main/opengeometry/src/math/roots.rs
@@ -1,19 +1,16 @@
-use super::{
-    finite,
-    interval::Interval,
-    predicates::{discriminant_estimate, Sign},
-    MathError,
-};
+use super::error::{finite, MathError};
+use super::interval::Interval;
+use super::predicates::{discriminant_estimate, Sign};
 
 #[derive(Clone, Debug, PartialEq)]
-pub enum QuadraticRoots {
+pub(crate) enum QuadraticRoots {
     Empty,
     One(f64),
     Two([f64; 2]),
     IdenticallyZero,
 }
 
-pub fn quadratic(a: f64, b: f64, c: f64) -> Result<QuadraticRoots, MathError> {
+pub(crate) fn quadratic(a: f64, b: f64, c: f64) -> Result<QuadraticRoots, MathError> {
     for value in [a, b, c] {
         finite(value)?;
     }
@@ -57,23 +54,23 @@ pub fn quadratic(a: f64, b: f64, c: f64) -> Result<QuadraticRoots, MathError> {
     }
 }
 
-pub fn polynomial_bounds(coefficients: &[f64], domain: Interval) -> Result<Interval, MathError> {
+fn polynomial_bounds(coefficients: &[f64], domain: Interval) -> Result<Interval, MathError> {
     Interval::new(domain.lo, domain.hi)?;
     let mut result = Interval::point(0.0)?;
     for &coefficient in coefficients.iter().rev() {
-        result = result.mul(domain)?.add(Interval::point(coefficient)?)?;
+        result = result
+            .mul_interval(domain)?
+            .add_interval(Interval::point(coefficient)?)?;
     }
     Ok(result)
 }
 
 #[derive(Clone, Debug)]
 pub struct RootCandidates {
-    pub intervals: Vec<Interval>,
-    pub visited: usize,
+    pub(crate) intervals: Vec<Interval>,
 }
 
-// Every root is enclosed; a candidate interval need not actually contain a root.
-pub fn isolate_candidates(
+pub(crate) fn isolate_candidates(
     coefficients: &[f64],
     domain: Interval,
     width: f64,
@@ -117,60 +114,5 @@ pub fn isolate_candidates(
             pending.push(Interval::new(current.lo, middle)?);
         }
     }
-    Ok(RootCandidates { intervals, visited })
-}
-
-#[cfg(test)]
-mod tests {
-    use super::*;
-
-    #[test]
-    fn stable_quadratic_preserves_small_root_and_contacts() {
-        let QuadraticRoots::Two(roots) = quadratic(1.0, -1e8, 1.0).unwrap() else {
-            panic!("two roots expected")
-        };
-        assert!((roots[0] - 1e-8).abs() < 1e-22);
-        assert!((roots[1] - 1e8).abs() < 1e-7);
-        assert_eq!(quadratic(1.0, 2.0, 1.0), Ok(QuadraticRoots::One(-1.0)));
-        assert_eq!(quadratic(1.0, 0.0, 1.0), Ok(QuadraticRoots::Empty));
-        assert_eq!(
-            quadratic(0.0, 0.0, 0.0),
-            Ok(QuadraticRoots::IdenticallyZero)
-        );
-    }
-
-    #[test]
-    fn subdivision_preserves_simple_and_even_multiplicity_roots() {
-        let roots = isolate_candidates(
-            &[0.0, 0.0, -1.0, 0.0, 1.0],
-            Interval::new(-2.0, 2.0).unwrap(),
-            1e-4,
-            100_000,
-        )
-        .unwrap();
-        for expected in [-1.0, 0.0, 1.0] {
-            assert!(roots.intervals.iter().any(|i| i.contains(expected)));
-        }
-        assert_eq!(
-            isolate_candidates(
-                &[1.0, 0.0, 1.0],
-                Interval::new(-2.0, 2.0).unwrap(),
-                1e-4,
-                100
-            )
-            .unwrap()
-            .intervals
-            .len(),
-            0
-        );
-        assert!(matches!(
-            isolate_candidates(
-                &[-1.0, 0.0, 1.0],
-                Interval::new(-2.0, 2.0).unwrap(),
-                1e-8,
-                1
-            ),
-            Err(MathError::IterationLimit)
-        ));
-    }
+    Ok(RootCandidates { intervals })
 }
diff --git a/main/opengeometry/src/math/solve.rs b/main/opengeometry/src/math/solve.rs
index d0bc839..64957c8 100644
--- a/main/opengeometry/src/math/solve.rs
+++ b/main/opengeometry/src/math/solve.rs
@@ -1,13 +1,13 @@
-use super::{finite, MathError};
+use super::error::{finite, MathError};
 
 #[derive(Clone, Debug)]
 pub struct LinearSolution<const N: usize> {
-    pub value: [f64; N],
+    pub(crate) value: [f64; N],
     pub residual: f64,
-    pub minimum_scaled_pivot: f64,
+    pub(crate) minimum_scaled_pivot: f64,
 }
 
-pub fn solve<const N: usize>(
+pub(crate) fn solve<const N: usize>(
     matrix: [[f64; N]; N],
     rhs: [f64; N],
 ) -> Result<LinearSolution<N>, MathError> {
@@ -76,37 +76,3 @@ pub fn solve<const N: usize>(
         minimum_scaled_pivot,
     })
 }
-
-#[cfg(test)]
-mod tests {
-    use super::*;
-
-    #[test]
-    fn pivoting_and_row_scaling_recover_known_solution() {
-        let matrix = [
-            [0.0, 2.0, 1.0, 0.0],
-            [1e-12, 0.0, 0.0, 2e-12],
-            [1.0, 1.0, 1.0, 1.0],
-            [2.0, 0.0, 3.0, 1.0],
-        ];
-        let expected = [1.0, -2.0, 3.0, 0.5];
-        let rhs = matrix.map(|row| row.into_iter().zip(expected).map(|(a, x)| a * x).sum());
-        let solution = solve(matrix, rhs).unwrap();
-        for (a, b) in solution.value.into_iter().zip(expected) {
-            assert!((a - b).abs() < 1e-12);
-        }
-        assert!(solution.residual < 1e-12);
-    }
-
-    #[test]
-    fn singular_and_nonfinite_systems_return_errors() {
-        assert!(matches!(
-            solve([[1.0, 2.0], [2.0, 4.0]], [1.0, 2.0]),
-            Err(MathError::SingularSystem)
-        ));
-        assert!(matches!(
-            solve([[f64::NAN]], [1.0]),
-            Err(MathError::NonFinite)
-        ));
-    }
-}
diff --git a/main/opengeometry/src/math/union_find.rs b/main/opengeometry/src/math/union_find.rs
new file mode 100644
index 0000000..e3a5e04
--- /dev/null
+++ b/main/opengeometry/src/math/union_find.rs
@@ -0,0 +1,21 @@
+pub(crate) fn find(parent: &mut [usize], value: usize) -> usize {
+    let mut root = value;
+    while parent[root] != root {
+        root = parent[root];
+    }
+    let mut current = value;
+    while parent[current] != current {
+        let next = parent[current];
+        parent[current] = root;
+        current = next;
+    }
+    root
+}
+
+pub(crate) fn union(parent: &mut [usize], left: usize, right: usize) {
+    let left = find(parent, left);
+    let right = find(parent, right);
+    if left != right {
+        parent[right] = left;
+    }
+}
diff --git a/main/opengeometry/src/math/vector.rs b/main/opengeometry/src/math/vector.rs
new file mode 100644
index 0000000..08f5abd
--- /dev/null
+++ b/main/opengeometry/src/math/vector.rs
@@ -0,0 +1,24 @@
+pub type Point3 = [f64; 3];
+
+pub(crate) fn add(a: Point3, b: Point3) -> Point3 {
+    std::array::from_fn(|i| a[i] + b[i])
+}
+pub(crate) fn sub(a: Point3, b: Point3) -> Point3 {
+    std::array::from_fn(|i| a[i] - b[i])
+}
+pub(crate) fn scale(a: Point3, s: f64) -> Point3 {
+    a.map(|v| v * s)
+}
+pub(crate) fn dot(a: Point3, b: Point3) -> f64 {
+    a[0].mul_add(b[0], a[1].mul_add(b[1], a[2] * b[2]))
+}
+pub(crate) fn cross(a: Point3, b: Point3) -> Point3 {
+    [
+        a[1] * b[2] - a[2] * b[1],
+        a[2] * b[0] - a[0] * b[2],
+        a[0] * b[1] - a[1] * b[0],
+    ]
+}
+pub(crate) fn norm(a: Point3) -> f64 {
+    a[0].hypot(a[1]).hypot(a[2])
+}
diff --git a/main/opengeometry/src/operations/creating/extrude.rs b/main/opengeometry/src/operations/creating/extrude.rs
new file mode 100644
index 0000000..fe566b6
--- /dev/null
+++ b/main/opengeometry/src/operations/creating/extrude.rs
@@ -0,0 +1,104 @@
+use super::holes::{check_annular, check_circle_hole, check_layout};
+use super::profile::{check_lines, edges, profile_frame, ProfileLoop};
+use crate::brep::{Accuracy, BrepEnvelope, Frame3};
+use crate::math::{add, dot, norm, scale, sub, Point3};
+use crate::operations::{invalid, OperationError};
+use crate::primitives;
+
+pub(crate) fn build(
+    id: String,
+    outer: ProfileLoop,
+    holes: Vec<ProfileLoop>,
+    distance: f64,
+    accuracy: Accuracy,
+) -> Result<BrepEnvelope, OperationError> {
+    if !distance.is_finite() || distance.abs() <= 4.0 * accuracy.geometric {
+        return Err(invalid("extrusion distance is below geometric resolution"));
+    }
+    let mut frame = profile_frame(&outer, accuracy.geometric)?;
+    check_lines(&outer, frame, accuracy.geometric)?;
+    check_holes(&outer, &holes, frame, accuracy)?;
+    let original_origin = frame.origin;
+    if distance < 0.0 {
+        frame.origin = add(frame.origin, scale(frame.z, distance));
+    }
+    let height = distance.abs();
+    let result = match (&outer, holes.as_slice()) {
+        (ProfileLoop::Circle { radius, .. }, []) => {
+            primitives::cylinder(id, frame, *radius, height, accuracy)?
+        }
+        (
+            ProfileLoop::Circle { radius, .. },
+            [ProfileLoop::Circle {
+                frame: inner_frame,
+                radius: inner_radius,
+            }],
+        ) if norm(sub(inner_frame.origin, original_origin)) <= 4.0 * accuracy.geometric => {
+            primitives::annular_cylinder(id, frame, *inner_radius, *radius, height, accuracy)?
+        }
+        (ProfileLoop::Lines(outer_points), _)
+            if holes
+                .iter()
+                .all(|hole| matches!(hole, ProfileLoop::Lines(_))) =>
+        {
+            let mapped = |points: &[Point3]| {
+                points
+                    .iter()
+                    .map(|point| {
+                        let local = frame.local(*point);
+                        [local[0], local[1]]
+                    })
+                    .collect()
+            };
+            primitives::linear_extrusion(
+                id,
+                frame,
+                mapped(outer_points),
+                holes
+                    .iter()
+                    .filter_map(|hole| match hole {
+                        ProfileLoop::Lines(points) => Some(mapped(points)),
+                        _ => None,
+                    })
+                    .collect(),
+                height,
+                accuracy,
+            )?
+        }
+        _ => primitives::arc_edged_extrusion_with_holes(
+            id,
+            frame,
+            edges(&outer, frame),
+            holes.iter().map(|hole| edges(hole, frame)).collect(),
+            height,
+            accuracy,
+        )?,
+    };
+    Ok(result)
+}
+
+fn check_holes(
+    outer: &ProfileLoop,
+    holes: &[ProfileLoop],
+    frame: Frame3,
+    accuracy: Accuracy,
+) -> Result<(), OperationError> {
+    for hole in holes {
+        check_lines(hole, frame, accuracy.geometric)?;
+        match hole {
+            ProfileLoop::Circle {
+                frame: circle,
+                radius,
+            } => check_circle_hole(*circle, *radius, frame, accuracy.geometric)?,
+            ProfileLoop::Lines(points) => {
+                for point in points {
+                    if dot(sub(*point, frame.origin), frame.z).abs() > 4.0 * accuracy.geometric {
+                        return Err(invalid("hole is not coplanar"));
+                    }
+                }
+            }
+        }
+    }
+    check_annular(outer, holes, accuracy.geometric)?;
+    check_layout(outer, holes, frame, accuracy.geometric)
+}
diff --git a/main/opengeometry/src/operations/creating/holes.rs b/main/opengeometry/src/operations/creating/holes.rs
new file mode 100644
index 0000000..c221d52
--- /dev/null
+++ b/main/opengeometry/src/operations/creating/holes.rs
@@ -0,0 +1,145 @@
+use super::profile::{edges, ProfileLoop};
+use crate::brep::Frame3;
+use crate::math::{cross, dot, norm, sub};
+use crate::operations::{invalid, OperationError};
+use crate::primitives::{
+    arc_profile_contains, loops_touch, profile_edge_intersections, profile_point_inside,
+    ProfileEdge,
+};
+
+struct PlanarLoop {
+    edges: Vec<ProfileEdge>,
+    points: Option<Vec<[f64; 2]>>,
+    probe: [f64; 2],
+}
+
+pub(super) fn check_circle_hole(
+    circle: Frame3,
+    radius: f64,
+    frame: Frame3,
+    tolerance: f64,
+) -> Result<(), OperationError> {
+    if dot(sub(circle.origin, frame.origin), frame.z).abs() > 4.0 * tolerance
+        || radius * norm(cross(circle.z, frame.z)) > 4.0 * tolerance
+    {
+        return Err(invalid("hole is not coplanar"));
+    }
+    if !radius.is_finite() || radius <= 4.0 * tolerance {
+        return Err(invalid("hole radius is below geometric resolution"));
+    }
+    Ok(())
+}
+
+pub(super) fn check_annular(
+    outer: &ProfileLoop,
+    holes: &[ProfileLoop],
+    tolerance: f64,
+) -> Result<(), OperationError> {
+    if let (
+        ProfileLoop::Circle {
+            frame: outer_frame,
+            radius,
+        },
+        [ProfileLoop::Circle {
+            frame: inner_frame,
+            radius: inner_radius,
+        }],
+    ) = (outer, holes)
+    {
+        if norm(sub(inner_frame.origin, outer_frame.origin)) <= 4.0 * tolerance
+            && inner_radius + 4.0 * tolerance >= *radius
+        {
+            return Err(invalid("hole radius is not smaller than the profile"));
+        }
+    }
+    Ok(())
+}
+
+pub(super) fn check_layout(
+    outer: &ProfileLoop,
+    holes: &[ProfileLoop],
+    frame: Frame3,
+    tolerance: f64,
+) -> Result<(), OperationError> {
+    let resolution = 4.0 * tolerance;
+    let outer = planar_loop(outer, frame);
+    let holes = holes
+        .iter()
+        .map(|hole| planar_loop(hole, frame))
+        .collect::<Vec<_>>();
+    check_inside_outer(&outer, &holes, resolution)?;
+    check_holes_apart(&holes, resolution)
+}
+
+fn check_inside_outer(
+    outer: &PlanarLoop,
+    holes: &[PlanarLoop],
+    resolution: f64,
+) -> Result<(), OperationError> {
+    for hole in holes {
+        if !contains(outer, hole.probe, resolution) {
+            return Err(invalid("hole lies outside the profile"));
+        }
+        if touch(outer, hole, resolution) {
+            return Err(invalid("hole touches the profile"));
+        }
+    }
+    Ok(())
+}
+
+fn check_holes_apart(holes: &[PlanarLoop], resolution: f64) -> Result<(), OperationError> {
+    for (index, a) in holes.iter().enumerate() {
+        for b in &holes[index + 1..] {
+            if touch(a, b, resolution) {
+                return Err(invalid("holes overlap"));
+            }
+            if contains(a, b.probe, resolution) || contains(b, a.probe, resolution) {
+                return Err(invalid("holes are nested"));
+            }
+        }
+    }
+    Ok(())
+}
+
+fn planar_loop(profile: &ProfileLoop, frame: Frame3) -> PlanarLoop {
+    let edges = edges(profile, frame);
+    match profile {
+        ProfileLoop::Circle { frame: circle, .. } => {
+            let centre = frame.local(circle.origin);
+            PlanarLoop {
+                edges,
+                points: None,
+                probe: [centre[0], centre[1]],
+            }
+        }
+        ProfileLoop::Lines(_) => {
+            let points = edges
+                .iter()
+                .map(|edge| edge.endpoints().0)
+                .collect::<Vec<_>>();
+            PlanarLoop {
+                probe: points[0],
+                points: Some(points),
+                edges,
+            }
+        }
+    }
+}
+
+fn contains(container: &PlanarLoop, point: [f64; 2], resolution: f64) -> bool {
+    match &container.points {
+        Some(points) => profile_point_inside(point, points),
+        None => arc_profile_contains(&container.edges, point, resolution),
+    }
+}
+
+fn touch(a: &PlanarLoop, b: &PlanarLoop, resolution: f64) -> bool {
+    match (&a.points, &b.points) {
+        (Some(a), Some(b)) => loops_touch(a, b, resolution),
+        _ => a.edges.iter().any(|edge| {
+            b.edges
+                .iter()
+                .any(|other| !profile_edge_intersections(edge, other, resolution).is_empty())
+        }),
+    }
+}
diff --git a/main/opengeometry/src/operations/creating/mod.rs b/main/opengeometry/src/operations/creating/mod.rs
new file mode 100644
index 0000000..54e924a
--- /dev/null
+++ b/main/opengeometry/src/operations/creating/mod.rs
@@ -0,0 +1,6 @@
+pub(crate) mod extrude;
+mod holes;
+mod profile;
+pub(crate) mod sweep;
+
+pub(crate) use profile::{mapped_frame, ProfileLoop};
diff --git a/main/opengeometry/src/operations/creating/profile.rs b/main/opengeometry/src/operations/creating/profile.rs
new file mode 100644
index 0000000..90858c0
--- /dev/null
+++ b/main/opengeometry/src/operations/creating/profile.rs
@@ -0,0 +1,162 @@
+use crate::brep::{Frame3, Similarity3, GROUND};
+use crate::geom2d::{self_intersects2, Pt2};
+use crate::math::{add, cross, dot, norm, scale, sub, Point3};
+use crate::operations::{invalid, OperationError};
+use crate::primitives::ProfileEdge;
+
+#[derive(Clone)]
+pub(crate) enum ProfileLoop {
+    Circle { frame: Frame3, radius: f64 },
+    Lines(Vec<Point3>),
+}
+
+pub(crate) fn mapped_frame(frame: Frame3, mapping: Similarity3) -> Frame3 {
+    Frame3 {
+        origin: mapping.apply_point(frame.origin),
+        x: mapping.apply_vector(frame.x),
+        y: mapping.apply_vector(frame.y),
+        z: mapping.apply_vector(frame.z),
+    }
+}
+
+pub(super) fn profile_frame(
+    profile: &ProfileLoop,
+    tolerance: f64,
+) -> Result<Frame3, OperationError> {
+    match profile {
+        ProfileLoop::Circle { frame, radius } => Ok(circle_frame(*frame, *radius, tolerance)),
+        ProfileLoop::Lines(points) => lines_frame(points, tolerance),
+    }
+}
+
+fn circle_frame(frame: Frame3, radius: f64, tolerance: f64) -> Frame3 {
+    let up = [0.0, 1.0, 0.0];
+    if radius * norm(cross(frame.z, up)) <= 4.0 * tolerance && dot(frame.z, up) < 0.0 {
+        return Frame3 {
+            origin: frame.origin,
+            x: frame.x,
+            y: scale(frame.y, -1.0),
+            z: scale(frame.z, -1.0),
+        };
+    }
+    frame
+}
+
+fn lines_frame(points: &[Point3], tolerance: f64) -> Result<Frame3, OperationError> {
+    let first = points[0];
+    let normal =
+        newell_normal(points, tolerance).ok_or_else(|| degenerate_error(points, tolerance))?;
+    if points
+        .iter()
+        .any(|point| dot(sub(*point, first), normal).abs() > 4.0 * tolerance)
+    {
+        return Err(invalid("profile is not planar"));
+    }
+    if points
+        .iter()
+        .all(|point| (point[1] - first[1]).abs() <= 4.0 * tolerance)
+    {
+        return Ok(Frame3 {
+            origin: [0.0, first[1], 0.0],
+            ..GROUND
+        });
+    }
+    Frame3::from_axis(first, normal, sub(points[1], first)).map_err(Into::into)
+}
+
+pub(super) fn newell_normal(points: &[Point3], tolerance: f64) -> Option<Point3> {
+    let first = points[0];
+    let sum = (1..points.len() - 1).fold([0.0; 3], |sum, index| {
+        add(
+            sum,
+            cross(sub(points[index], first), sub(points[index + 1], first)),
+        )
+    });
+    let length = norm(sum);
+    let reach = norm(sub(farthest(points), first));
+    (length > 4.0 * tolerance * reach).then(|| scale(sum, 1.0 / length))
+}
+
+fn degenerate_error(points: &[Point3], tolerance: f64) -> OperationError {
+    let first = points[0];
+    let direction = sub(farthest(points), first);
+    let reach = norm(direction);
+    if points
+        .iter()
+        .any(|point| norm(cross(sub(*point, first), direction)) > 4.0 * tolerance * reach)
+    {
+        invalid("profile self-intersects")
+    } else {
+        invalid("profile is collinear")
+    }
+}
+
+fn farthest(points: &[Point3]) -> Point3 {
+    let first = points[0];
+    points
+        .iter()
+        .copied()
+        .max_by(|a, b| norm(sub(*a, first)).total_cmp(&norm(sub(*b, first))))
+        .unwrap_or(first)
+}
+
+fn circle_edges(frame: Frame3, radius: f64, base: Frame3) -> Vec<ProfileEdge> {
+    let centre = base.local(frame.origin);
+    let x = [dot(frame.x, base.x), dot(frame.x, base.y)];
+    let start_angle = x[1].atan2(x[0]);
+    vec![
+        ProfileEdge::Arc {
+            center: [centre[0], centre[1]],
+            radius,
+            start_angle,
+            sweep_angle: std::f64::consts::PI,
+        },
+        ProfileEdge::Arc {
+            center: [centre[0], centre[1]],
+            radius,
+            start_angle: start_angle + std::f64::consts::PI,
+            sweep_angle: std::f64::consts::PI,
+        },
+    ]
+}
+
+pub(super) fn edges(profile: &ProfileLoop, frame: Frame3) -> Vec<ProfileEdge> {
+    match profile {
+        ProfileLoop::Circle {
+            frame: circle,
+            radius,
+        } => circle_edges(*circle, *radius, frame),
+        ProfileLoop::Lines(points) => points
+            .iter()
+            .enumerate()
+            .map(|(index, point)| {
+                let from = frame.local(*point);
+                let to = frame.local(points[(index + 1) % points.len()]);
+                ProfileEdge::Line {
+                    from: [from[0], from[1]],
+                    to: [to[0], to[1]],
+                }
+            })
+            .collect(),
+    }
+}
+
+pub(super) fn check_lines(
+    profile: &ProfileLoop,
+    frame: Frame3,
+    tolerance: f64,
+) -> Result<(), OperationError> {
+    if let ProfileLoop::Lines(points) = profile {
+        let ring = points
+            .iter()
+            .map(|point| {
+                let local = frame.local(*point);
+                Pt2::new(local[0], local[1])
+            })
+            .collect::<Vec<_>>();
+        if self_intersects2(&ring, tolerance) {
+            return Err(invalid("profile self-intersects"));
+        }
+    }
+    Ok(())
+}
diff --git a/main/opengeometry/src/operations/creating/sweep/circle.rs b/main/opengeometry/src/operations/creating/sweep/circle.rs
new file mode 100644
index 0000000..eab9e2c
--- /dev/null
+++ b/main/opengeometry/src/operations/creating/sweep/circle.rs
@@ -0,0 +1,524 @@
+use crate::brep::{
+    boundary, plane_boundary, unit, uv_line, Accuracy, BrepEnvelope, Builder, CurveGeometry,
+    EdgeGeometry, Frame3, GeometryError, Orientation, PcurveGeometry, SurfaceGeometry, Use,
+};
+use crate::math::{add, cross, dot, norm, scale, sub, Interval, Point3};
+use crate::operations::OperationError;
+
+struct Ring {
+    centre: Point3,
+    frame: Frame3,
+    major: f64,
+    minor: f64,
+    vertices: [u32; 2],
+    edges: [u32; 2],
+}
+
+struct SweptRings {
+    rings: Vec<Ring>,
+    cylinders: Vec<Frame3>,
+    x: Point3,
+    offset: Point3,
+}
+
+struct SurfacePoint {
+    surface: u32,
+    theta: f64,
+    v: f64,
+}
+
+pub(super) fn build(
+    id: String,
+    profile: Frame3,
+    radius: f64,
+    path: Vec<Point3>,
+    directions: Vec<Point3>,
+    accuracy: Accuracy,
+) -> Result<BrepEnvelope, OperationError> {
+    let mut builder = Builder::new(id, accuracy)?;
+    let first_axis = directions[0];
+    let SweptRings {
+        mut rings,
+        cylinders,
+        x,
+        offset,
+    } = add_rings(
+        &mut builder,
+        profile,
+        radius,
+        &path,
+        &directions,
+        first_axis,
+    )?;
+    let last = directions.len();
+    let end_centre = add(path[last], offset);
+    rings.push(ring(
+        &mut builder,
+        end_centre,
+        directions[last - 1],
+        scale(x, radius),
+        x,
+        radius,
+        radius,
+    )?);
+    check_miter_planes(&rings, &cylinders, &directions, radius, last, accuracy)?;
+    let seams = add_seams(&mut builder, &rings, last)?;
+    let start_frame = Frame3::from_axis(rings[0].centre, scale(first_axis, -1.0), profile.x)?;
+    let end_frame = Frame3::from_axis(rings[last].centre, directions[last - 1], x)?;
+    add_caps(
+        &mut builder,
+        &rings,
+        last,
+        start_frame,
+        end_frame,
+        radius,
+        accuracy,
+    )?;
+    add_side_faces(
+        &mut builder,
+        &rings,
+        &cylinders,
+        &seams,
+        last,
+        radius,
+        accuracy,
+    )?;
+    Ok(builder.finish_solid()?)
+}
+
+fn add_rings(
+    builder: &mut Builder,
+    profile: Frame3,
+    radius: f64,
+    path: &[Point3],
+    directions: &[Point3],
+    first_axis: Point3,
+) -> Result<SweptRings, OperationError> {
+    let mut x = profile.x;
+    let mut offset = sub(profile.origin, path[0]);
+    let mut rings = Vec::with_capacity(path.len());
+    rings.push(ring(
+        builder,
+        profile.origin,
+        first_axis,
+        scale(x, radius),
+        x,
+        radius,
+        radius,
+    )?);
+    let mut cylinders = Vec::with_capacity(directions.len());
+    cylinders.push(Frame3::from_axis(add(path[0], offset), first_axis, x)?);
+    for joint in 1..path.len() - 1 {
+        let previous = directions[joint - 1];
+        let bisector = unit(add(previous, directions[joint]))
+            .map_err(|_| OperationError::SweepSelfIntersection("sweep path reverses".into()))?;
+        let denominator = dot(previous, bisector);
+        let centre = add(
+            add(path[joint], offset),
+            scale(previous, -dot(offset, bisector) / denominator),
+        );
+        let projection =
+            |vector: Point3| sub(vector, scale(previous, dot(vector, bisector) / denominator));
+        let radial = scale(projection(x), radius);
+        let major_axis = unit(sub(previous, scale(bisector, denominator)))?;
+        let major = radius / denominator;
+        rings.push(ring(
+            builder, centre, bisector, radial, major_axis, major, radius,
+        )?);
+        offset = reflection(offset, bisector);
+        x = reflection(x, bisector);
+        cylinders.push(Frame3::from_axis(
+            add(path[joint], offset),
+            directions[joint],
+            x,
+        )?);
+    }
+    Ok(SweptRings {
+        rings,
+        cylinders,
+        x,
+        offset,
+    })
+}
+
+fn ring(
+    builder: &mut Builder,
+    centre: Point3,
+    axis: Point3,
+    radial: Point3,
+    major_axis: Point3,
+    major: f64,
+    minor: f64,
+) -> Result<Ring, OperationError> {
+    let y_axis = unit(cross(axis, major_axis))?;
+    let frame = Frame3::from_axis(centre, axis, major_axis)?;
+    let start = (dot(radial, y_axis) / minor).atan2(dot(radial, major_axis) / major);
+    let curve = if (major - minor).abs() <= 1e-14 * major {
+        CurveGeometry::Circle {
+            frame,
+            radius: major,
+        }
+    } else {
+        CurveGeometry::Ellipse {
+            frame,
+            major_radius: major,
+            minor_radius: minor,
+        }
+    };
+    let vertices = [
+        builder.vertex(curve.elementary_point(start)?),
+        builder.vertex(curve.elementary_point(start + std::f64::consts::PI)?),
+    ];
+    let edges = [
+        builder.edge(
+            curve.clone(),
+            Interval::new(start, start + std::f64::consts::PI).map_err(GeometryError::from)?,
+            false,
+        ),
+        builder.edge(
+            curve,
+            Interval::new(start + std::f64::consts::PI, start + std::f64::consts::TAU)
+                .map_err(GeometryError::from)?,
+            false,
+        ),
+    ];
+    Ok(Ring {
+        centre,
+        frame,
+        major,
+        minor,
+        vertices,
+        edges,
+    })
+}
+
+fn reflection(vector: Point3, normal: Point3) -> Point3 {
+    sub(vector, scale(normal, 2.0 * dot(vector, normal)))
+}
+
+fn check_miter_planes(
+    rings: &[Ring],
+    cylinders: &[Frame3],
+    directions: &[Point3],
+    radius: f64,
+    last: usize,
+    accuracy: Accuracy,
+) -> Result<(), OperationError> {
+    for segment in 0..last {
+        let axis = directions[segment];
+        let start = &rings[segment];
+        let end = &rings[segment + 1];
+        let start_denominator = dot(axis, start.frame.z);
+        let end_denominator = dot(axis, end.frame.z);
+        let x = cylinders[segment].x;
+        let y = cylinders[segment].y;
+        let coefficient_x =
+            dot(x, end.frame.z) / end_denominator - dot(x, start.frame.z) / start_denominator;
+        let coefficient_y =
+            dot(y, end.frame.z) / end_denominator - dot(y, start.frame.z) / start_denominator;
+        let minimum =
+            dot(sub(end.centre, start.centre), axis) - radius * coefficient_x.hypot(coefficient_y);
+        if minimum <= 4.0 * accuracy.geometric {
+            return Err(OperationError::SweepSelfIntersection(
+                "circular miter planes meet within a segment".into(),
+            ));
+        }
+    }
+    Ok(())
+}
+
+fn add_seams(
+    builder: &mut Builder,
+    rings: &[Ring],
+    last: usize,
+) -> Result<Vec<[u32; 2]>, OperationError> {
+    let mut seams = Vec::with_capacity(last);
+    for segment in 0..last {
+        seams.push([
+            line_edge(
+                builder,
+                rings[segment].vertices[0],
+                rings[segment + 1].vertices[0],
+            )?,
+            line_edge(
+                builder,
+                rings[segment].vertices[1],
+                rings[segment + 1].vertices[1],
+            )?,
+        ]);
+    }
+    Ok(seams)
+}
+
+fn line_edge(builder: &mut Builder, from: u32, to: u32) -> Result<u32, OperationError> {
+    let a = builder.brep.topology.vertices[from as usize].position;
+    let b = builder.brep.topology.vertices[to as usize].position;
+    let delta = sub(b, a);
+    let length = norm(delta);
+    if length <= 4.0 * builder.brep.accuracy.geometric {
+        return Err(OperationError::SweepSelfIntersection(
+            "circular sweep seam collapses".into(),
+        ));
+    }
+    Ok(builder.edge(
+        CurveGeometry::Line {
+            origin: a,
+            direction: unit(delta)?,
+        },
+        Interval::new(0.0, length).map_err(GeometryError::from)?,
+        false,
+    ))
+}
+
+fn add_caps(
+    builder: &mut Builder,
+    rings: &[Ring],
+    last: usize,
+    start_frame: Frame3,
+    end_frame: Frame3,
+    radius: f64,
+    accuracy: Accuracy,
+) -> Result<(), OperationError> {
+    let start_uses = vec![
+        plane_boundary(
+            builder,
+            start_frame,
+            rings[0].edges[1],
+            rings[0].vertices[0],
+            rings[0].vertices[1],
+            Orientation::Reverse,
+        )?,
+        plane_boundary(
+            builder,
+            start_frame,
+            rings[0].edges[0],
+            rings[0].vertices[1],
+            rings[0].vertices[0],
+            Orientation::Reverse,
+        )?,
+    ];
+    let end_uses = vec![
+        plane_boundary(
+            builder,
+            end_frame,
+            rings[last].edges[0],
+            rings[last].vertices[0],
+            rings[last].vertices[1],
+            Orientation::Forward,
+        )?,
+        plane_boundary(
+            builder,
+            end_frame,
+            rings[last].edges[1],
+            rings[last].vertices[1],
+            rings[last].vertices[0],
+            Orientation::Forward,
+        )?,
+    ];
+    builder.face(
+        "cap-start",
+        SurfaceGeometry::Plane { frame: start_frame },
+        [[-radius - accuracy.geometric, radius + accuracy.geometric]; 2],
+        start_uses,
+    )?;
+    builder.face(
+        "cap-end",
+        SurfaceGeometry::Plane { frame: end_frame },
+        [[-radius - accuracy.geometric, radius + accuracy.geometric]; 2],
+        end_uses,
+    )?;
+    Ok(())
+}
+
+fn add_side_faces(
+    builder: &mut Builder,
+    rings: &[Ring],
+    cylinders: &[Frame3],
+    seams: &[[u32; 2]],
+    last: usize,
+    radius: f64,
+    accuracy: Accuracy,
+) -> Result<(), OperationError> {
+    for segment in 0..last {
+        let cylinder = cylinders[segment];
+        let low = v_extent(&rings[segment], cylinder.origin, cylinder.z);
+        let high = v_extent(&rings[segment + 1], cylinder.origin, cylinder.z);
+        let v_bounds = [
+            low.0.min(high.0) - accuracy.geometric,
+            low.1.max(high.1) + accuracy.geometric,
+        ];
+        for half in 0..2 {
+            let surface = builder.brep.geometry.surfaces.len() as u32;
+            let uses = side_uses(builder, rings, seams, segment, half, surface, cylinder)?;
+            builder.face(
+                &format!("seg-{segment}:side-0-{half}"),
+                SurfaceGeometry::Cylinder {
+                    frame: cylinder,
+                    radius,
+                },
+                [
+                    [
+                        half as f64 * std::f64::consts::PI,
+                        (half + 1) as f64 * std::f64::consts::PI,
+                    ],
+                    v_bounds,
+                ],
+                uses,
+            )?;
+        }
+    }
+    Ok(())
+}
+
+fn v_extent(ring: &Ring, base: Point3, axis: Point3) -> (f64, f64) {
+    let centre = dot(sub(ring.centre, base), axis);
+    let amplitude =
+        (ring.major * dot(ring.frame.x, axis)).hypot(ring.minor * dot(ring.frame.y, axis));
+    (centre - amplitude, centre + amplitude)
+}
+
+fn side_uses(
+    builder: &Builder,
+    rings: &[Ring],
+    seams: &[[u32; 2]],
+    segment: usize,
+    half: usize,
+    surface: u32,
+    cylinder: Frame3,
+) -> Result<Vec<Use>, OperationError> {
+    let next = (half + 1) % 2;
+    let lower = &rings[segment];
+    let upper = &rings[segment + 1];
+    let start_v = dot(sub(lower.centre, cylinder.origin), cylinder.z);
+    let end_v = dot(sub(upper.centre, cylinder.origin), cylinder.z);
+    Ok(vec![
+        ring_use(
+            builder,
+            lower.edges[half],
+            &SurfacePoint {
+                surface,
+                theta: half as f64 * std::f64::consts::PI,
+                v: start_v,
+            },
+            lower.vertices[half],
+            lower.vertices[next],
+            Orientation::Forward,
+            segment == 0,
+        )?,
+        seam_use(
+            builder,
+            seams[segment][next],
+            lower.vertices[next],
+            upper.vertices[next],
+            (half + 1) as f64 * std::f64::consts::PI,
+            cylinder,
+            Orientation::Forward,
+        )?,
+        ring_use(
+            builder,
+            upper.edges[half],
+            &SurfacePoint {
+                surface,
+                theta: half as f64 * std::f64::consts::PI,
+                v: end_v,
+            },
+            upper.vertices[next],
+            upper.vertices[half],
+            Orientation::Reverse,
+            segment + 2 == rings.len(),
+        )?,
+        seam_use(
+            builder,
+            seams[segment][half],
+            upper.vertices[half],
+            lower.vertices[half],
+            half as f64 * std::f64::consts::PI,
+            cylinder,
+            Orientation::Reverse,
+        )?,
+    ])
+}
+
+fn ring_use(
+    builder: &Builder,
+    edge: u32,
+    point: &SurfacePoint,
+    from: u32,
+    to: u32,
+    sense: Orientation,
+    cap: bool,
+) -> Result<Use, OperationError> {
+    if cap {
+        return Ok(boundary(
+            edge,
+            from,
+            to,
+            sense,
+            uv_line([0.0, point.v], [1.0, 0.0]),
+        ));
+    }
+    projected(builder, edge, point, from, to, sense)
+}
+
+fn projected(
+    builder: &Builder,
+    edge: u32,
+    point: &SurfacePoint,
+    from: u32,
+    to: u32,
+    sense: Orientation,
+) -> Result<Use, OperationError> {
+    let SurfacePoint { surface, theta, v } = *point;
+    let EdgeGeometry::Curve { curve, range } = builder.brep.topology.edges[edge as usize].geometry
+    else {
+        return Err(OperationError::InvalidTopology(
+            "sweep edge has no curve".into(),
+        ));
+    };
+    Ok(boundary(
+        edge,
+        from,
+        to,
+        sense,
+        PcurveGeometry::ProjectedCurve {
+            curve,
+            surface,
+            chart: 0,
+            uv_hint: [theta, v],
+            uv_rate: [1.0, 0.0],
+            parameter_origin: range.lo,
+        },
+    ))
+}
+
+fn seam_use(
+    builder: &Builder,
+    edge: u32,
+    from: u32,
+    to: u32,
+    theta: f64,
+    cylinder: Frame3,
+    sense: Orientation,
+) -> Result<Use, OperationError> {
+    let EdgeGeometry::Curve { curve, .. } = builder.brep.topology.edges[edge as usize].geometry
+    else {
+        return Err(OperationError::InvalidTopology(
+            "sweep seam has no curve".into(),
+        ));
+    };
+    let CurveGeometry::Line { origin, direction } = builder.brep.geometry.curves[curve as usize]
+    else {
+        return Err(OperationError::InvalidTopology(
+            "sweep seam is not a line".into(),
+        ));
+    };
+    let v = dot(sub(origin, cylinder.origin), cylinder.z);
+    let dv = dot(direction, cylinder.z);
+    Ok(boundary(
+        edge,
+        from,
+        to,
+        sense,
+        uv_line([theta, v], [0.0, dv]),
+    ))
+}
diff --git a/main/opengeometry/src/operations/creating/sweep/mod.rs b/main/opengeometry/src/operations/creating/sweep/mod.rs
new file mode 100644
index 0000000..973a1ec
--- /dev/null
+++ b/main/opengeometry/src/operations/creating/sweep/mod.rs
@@ -0,0 +1,441 @@
+mod circle;
+#[cfg(test)]
+mod tests;
+
+use super::extrude;
+use super::profile::{check_lines, newell_normal, profile_frame, ProfileLoop};
+use crate::brep::{
+    padded_uv_bounds, plane_boundary, unit, Accuracy, BrepEnvelope, Builder, CurveGeometry, Frame3,
+    GeometryError, Orientation, SurfaceGeometry, Use,
+};
+use crate::math::{add, cross, dot, norm, scale, sub, Interval, Point3};
+use crate::operations::{invalid, OperationError};
+use circle as sweep_circle;
+
+struct SweepTopology {
+    vertices: Vec<Vec<u32>>,
+    ring_edges: Vec<Vec<u32>>,
+    longitudinal: Vec<Vec<u32>>,
+}
+
+pub(crate) fn build(
+    id: String,
+    profile: ProfileLoop,
+    mut path: Vec<Point3>,
+    accuracy: Accuracy,
+) -> Result<BrepEnvelope, OperationError> {
+    if path.len() < 2 || path.iter().flatten().any(|value| !value.is_finite()) {
+        return Err(invalid("sweep path is invalid"));
+    }
+    remove_collinear_joints(&mut path, accuracy)?;
+    let directions = path_directions(&path, accuracy)?;
+    let frame = profile_frame(&profile, accuracy.geometric)?;
+    check_lines(&profile, frame, accuracy.geometric)?;
+    if dot(sub(path[0], frame.origin), frame.z).abs() > 4.0 * accuracy.geometric
+        || norm(cross(frame.z, directions[0])) > 1e-9
+    {
+        return Err(invalid(
+            "profile plane is not at the start and perpendicular to the path",
+        ));
+    }
+    if directions.len() == 1 {
+        return extrude::build(
+            id,
+            profile,
+            Vec::new(),
+            dot(sub(path[1], path[0]), frame.z),
+            accuracy,
+        );
+    }
+    check_segment_overlap(&profile, &path, &directions, accuracy)?;
+    let points = match profile {
+        ProfileLoop::Lines(points) => points,
+        ProfileLoop::Circle { frame, radius } => {
+            return sweep_circle::build(id, frame, radius, path, directions, accuracy)
+        }
+    };
+    let mut polygon = points;
+    let area_normal = newell_normal(&polygon, accuracy.geometric)
+        .ok_or_else(|| invalid("profile is collinear"))?;
+    if dot(area_normal, directions[0]) < 0.0 {
+        polygon.reverse();
+    }
+    let count = polygon.len();
+    let rings = miter_rings(polygon, &path, &directions, count)?;
+    check_miter_spans(&rings, &directions, count, accuracy)?;
+    let mut builder = Builder::new(id, accuracy)?;
+    let topology = add_sweep_topology(&mut builder, &rings, &directions, count)?;
+    add_caps(
+        &mut builder,
+        &topology,
+        &path,
+        &directions,
+        &rings,
+        count,
+        accuracy,
+    )?;
+    add_side_faces(
+        &mut builder,
+        &topology,
+        &directions,
+        &rings,
+        count,
+        accuracy,
+    )?;
+    Ok(builder.finish_solid()?)
+}
+
+fn remove_collinear_joints(
+    path: &mut Vec<Point3>,
+    accuracy: Accuracy,
+) -> Result<(), OperationError> {
+    let mut index = 1;
+    while index + 1 < path.len() {
+        let before = sub(path[index], path[index - 1]);
+        let after = sub(path[index + 1], path[index]);
+        if norm(before) <= 4.0 * accuracy.geometric || norm(after) <= 4.0 * accuracy.geometric {
+            return Err(invalid("sweep path has a short segment"));
+        }
+        let (u, v) = (unit(before)?, unit(after)?);
+        if norm(add(u, v)) <= 1e-9 {
+            return Err(OperationError::SweepSelfIntersection(
+                "sweep path reverses".into(),
+            ));
+        }
+        if norm(cross(u, v)) <= 1e-9 && dot(u, v) > 0.0 {
+            path.remove(index);
+        } else {
+            index += 1;
+        }
+    }
+    Ok(())
+}
+
+fn path_directions(path: &[Point3], accuracy: Accuracy) -> Result<Vec<Point3>, OperationError> {
+    path.windows(2)
+        .map(|pair| {
+            let delta = sub(pair[1], pair[0]);
+            if norm(delta) <= 4.0 * accuracy.geometric {
+                return Err(invalid("sweep path has a short segment"));
+            }
+            unit(delta).map_err(Into::into)
+        })
+        .collect::<Result<Vec<_>, OperationError>>()
+}
+
+fn check_segment_overlap(
+    profile: &ProfileLoop,
+    path: &[Point3],
+    directions: &[Point3],
+    accuracy: Accuracy,
+) -> Result<(), OperationError> {
+    let radius = match profile {
+        ProfileLoop::Lines(points) => points
+            .iter()
+            .map(|point| norm(sub(*point, path[0])))
+            .fold(0.0_f64, f64::max),
+        ProfileLoop::Circle { frame, radius } => norm(sub(frame.origin, path[0])) + radius,
+    };
+    for first in 0..directions.len() {
+        for second in first + 2..directions.len() {
+            if segment_distance(path[first], path[first + 1], path[second], path[second + 1])
+                <= 2.0 * radius + 4.0 * accuracy.geometric
+            {
+                return Err(OperationError::SweepSelfIntersection(
+                    "non-adjacent sweep segments overlap".into(),
+                ));
+            }
+        }
+    }
+    Ok(())
+}
+
+fn segment_distance(a: Point3, b: Point3, c: Point3, d: Point3) -> f64 {
+    let u = sub(b, a);
+    let v = sub(d, c);
+    let w = sub(a, c);
+    let (aa, bb, cc, dd, ee) = (dot(u, u), dot(u, v), dot(v, v), dot(u, w), dot(v, w));
+    let denominator = aa * cc - bb * bb;
+    let mut s = if denominator.abs() <= 1e-20 {
+        0.0
+    } else {
+        ((bb * ee - cc * dd) / denominator).clamp(0.0, 1.0)
+    };
+    let t = ((bb * s + ee) / cc).clamp(0.0, 1.0);
+    s = ((bb * t - dd) / aa).clamp(0.0, 1.0);
+    norm(sub(add(a, scale(u, s)), add(c, scale(v, t))))
+}
+
+fn miter_rings(
+    polygon: Vec<Point3>,
+    path: &[Point3],
+    directions: &[Point3],
+    count: usize,
+) -> Result<Vec<Vec<Point3>>, OperationError> {
+    let mut offsets = polygon
+        .iter()
+        .map(|point| sub(*point, path[0]))
+        .collect::<Vec<_>>();
+    let mut rings = Vec::with_capacity(path.len());
+    rings.push(polygon);
+    for joint in 1..path.len() - 1 {
+        let previous = directions[joint - 1];
+        let bisector = unit(add(previous, directions[joint]))
+            .map_err(|_| OperationError::SweepSelfIntersection("sweep path reverses".into()))?;
+        let mut ring = Vec::with_capacity(count);
+        for offset in &mut offsets {
+            let along = -dot(*offset, bisector) / dot(previous, bisector);
+            ring.push(add(path[joint], add(*offset, scale(previous, along))));
+            *offset = sub(*offset, scale(bisector, 2.0 * dot(*offset, bisector)));
+        }
+        rings.push(ring);
+    }
+    rings.push(
+        offsets
+            .iter()
+            .map(|offset| add(path[path.len() - 1], *offset))
+            .collect(),
+    );
+    Ok(rings)
+}
+
+fn check_miter_spans(
+    rings: &[Vec<Point3>],
+    directions: &[Point3],
+    count: usize,
+    accuracy: Accuracy,
+) -> Result<(), OperationError> {
+    for segment in 0..directions.len() {
+        for vertex in 0..count {
+            let span = dot(
+                sub(rings[segment + 1][vertex], rings[segment][vertex]),
+                directions[segment],
+            );
+            if span <= 4.0 * accuracy.geometric {
+                return Err(OperationError::SweepSelfIntersection(
+                    "miter planes meet within a segment".into(),
+                ));
+            }
+        }
+    }
+    Ok(())
+}
+
+fn add_sweep_topology(
+    builder: &mut Builder,
+    rings: &[Vec<Point3>],
+    directions: &[Point3],
+    count: usize,
+) -> Result<SweepTopology, OperationError> {
+    let vertices = rings
+        .iter()
+        .map(|ring| {
+            ring.iter()
+                .map(|point| builder.vertex(*point))
+                .collect::<Vec<_>>()
+        })
+        .collect::<Vec<_>>();
+    let mut ring_edges = Vec::with_capacity(rings.len());
+    for ring in &vertices {
+        ring_edges.push(
+            (0..count)
+                .map(|edge| line_edge(builder, ring[edge], ring[(edge + 1) % count]))
+                .collect::<Result<Vec<_>, _>>()?,
+        );
+    }
+    let mut longitudinal = Vec::with_capacity(directions.len());
+    for segment in 0..directions.len() {
+        longitudinal.push(
+            (0..count)
+                .map(|vertex| {
+                    line_edge(
+                        builder,
+                        vertices[segment][vertex],
+                        vertices[segment + 1][vertex],
+                    )
+                })
+                .collect::<Result<Vec<_>, _>>()?,
+        );
+    }
+    Ok(SweepTopology {
+        vertices,
+        ring_edges,
+        longitudinal,
+    })
+}
+
+fn line_edge(builder: &mut Builder, from: u32, to: u32) -> Result<u32, OperationError> {
+    let a = builder.brep.topology.vertices[from as usize].position;
+    let b = builder.brep.topology.vertices[to as usize].position;
+    let delta = sub(b, a);
+    let length = norm(delta);
+    if length <= 4.0 * builder.brep.accuracy.geometric {
+        return Err(OperationError::SweepSelfIntersection(
+            "sweep edge collapses".into(),
+        ));
+    }
+    Ok(builder.edge(
+        CurveGeometry::Line {
+            origin: a,
+            direction: unit(delta)?,
+        },
+        Interval::new(0.0, length).map_err(GeometryError::from)?,
+        false,
+    ))
+}
+
+fn add_caps(
+    builder: &mut Builder,
+    topology: &SweepTopology,
+    path: &[Point3],
+    directions: &[Point3],
+    rings: &[Vec<Point3>],
+    count: usize,
+    accuracy: Accuracy,
+) -> Result<(), OperationError> {
+    let SweepTopology {
+        vertices,
+        ring_edges,
+        ..
+    } = topology;
+    let start_frame = Frame3::from_axis(
+        path[0],
+        scale(directions[0], -1.0),
+        sub(rings[0][1], rings[0][0]),
+    )?;
+    let last = directions.len();
+    let end_frame = Frame3::from_axis(
+        path[last],
+        directions[last - 1],
+        sub(rings[last][1], rings[last][0]),
+    )?;
+    let mut start_uses = Vec::new();
+    let mut end_uses = Vec::new();
+    for edge in (0..count).rev() {
+        start_uses.push(plane_boundary(
+            builder,
+            start_frame,
+            ring_edges[0][edge],
+            vertices[0][(edge + 1) % count],
+            vertices[0][edge],
+            Orientation::Reverse,
+        )?);
+    }
+    for edge in 0..count {
+        end_uses.push(plane_boundary(
+            builder,
+            end_frame,
+            ring_edges[last][edge],
+            vertices[last][edge],
+            vertices[last][(edge + 1) % count],
+            Orientation::Forward,
+        )?);
+    }
+    builder.face(
+        "cap-start",
+        SurfaceGeometry::Plane { frame: start_frame },
+        padded_uv_bounds(
+            rings[0].iter().map(|point| start_frame.local(*point)),
+            accuracy.geometric,
+        ),
+        start_uses,
+    )?;
+    builder.face(
+        "cap-end",
+        SurfaceGeometry::Plane { frame: end_frame },
+        padded_uv_bounds(
+            rings[last].iter().map(|point| end_frame.local(*point)),
+            accuracy.geometric,
+        ),
+        end_uses,
+    )?;
+    Ok(())
+}
+
+fn add_side_faces(
+    builder: &mut Builder,
+    topology: &SweepTopology,
+    directions: &[Point3],
+    rings: &[Vec<Point3>],
+    count: usize,
+    accuracy: Accuracy,
+) -> Result<(), OperationError> {
+    for segment in 0..directions.len() {
+        for edge in 0..count {
+            let next = (edge + 1) % count;
+            let origin = rings[segment][edge];
+            let along_edge = unit(sub(rings[segment][next], origin))?;
+            let side_frame = Frame3::from_axis(
+                origin,
+                unit(cross(along_edge, directions[segment]))?,
+                along_edge,
+            )?;
+            let uses = side_uses(builder, topology, segment, edge, next, side_frame)?;
+            let quad = [
+                rings[segment][edge],
+                rings[segment][next],
+                rings[segment + 1][edge],
+                rings[segment + 1][next],
+            ];
+            builder.face(
+                &format!("seg-{segment}:side-0-{edge}"),
+                SurfaceGeometry::Plane { frame: side_frame },
+                padded_uv_bounds(
+                    quad.iter().map(|point| side_frame.local(*point)),
+                    accuracy.geometric,
+                ),
+                uses,
+            )?;
+        }
+    }
+    Ok(())
+}
+
+fn side_uses(
+    builder: &Builder,
+    topology: &SweepTopology,
+    segment: usize,
+    edge: usize,
+    next: usize,
+    side_frame: Frame3,
+) -> Result<Vec<Use>, OperationError> {
+    let SweepTopology {
+        vertices,
+        ring_edges,
+        longitudinal,
+    } = topology;
+    Ok(vec![
+        plane_boundary(
+            builder,
+            side_frame,
+            ring_edges[segment][edge],
+            vertices[segment][edge],
+            vertices[segment][next],
+            Orientation::Forward,
+        )?,
+        plane_boundary(
+            builder,
+            side_frame,
+            longitudinal[segment][next],
+            vertices[segment][next],
+            vertices[segment + 1][next],
+            Orientation::Forward,
+        )?,
+        plane_boundary(
+            builder,
+            side_frame,
+            ring_edges[segment + 1][edge],
+            vertices[segment + 1][next],
+            vertices[segment + 1][edge],
+            Orientation::Reverse,
+        )?,
+        plane_boundary(
+            builder,
+            side_frame,
+            longitudinal[segment][edge],
+            vertices[segment + 1][edge],
+            vertices[segment][edge],
+            Orientation::Reverse,
+        )?,
+    ])
+}
diff --git a/main/opengeometry/src/operations/creating/sweep/tests.rs b/main/opengeometry/src/operations/creating/sweep/tests.rs
new file mode 100644
index 0000000..819c88a
--- /dev/null
+++ b/main/opengeometry/src/operations/creating/sweep/tests.rs
@@ -0,0 +1,132 @@
+use super::build;
+use crate::brep::{
+    coarse_accuracy, BrepEnvelope, CurveGeometry, Edge, EdgeGeometry, PcurveGeometry,
+    SurfaceGeometry, GROUND,
+};
+use crate::math::Point3;
+use crate::operations::creating::ProfileLoop;
+
+const L_PATH: [Point3; 3] = [[0.0, 0.0, 0.0], [0.0, 3.0, 0.0], [3.0, 3.0, 0.0]];
+const SPATIAL_PATH: [Point3; 4] = [
+    [0.0, 0.0, 0.0],
+    [0.0, 3.0, 0.0],
+    [3.0, 3.0, 0.0],
+    [3.0, 3.0, 3.0],
+];
+
+fn circular_sweep(radius: f64, path: &[Point3]) -> BrepEnvelope {
+    build(
+        "solid".into(),
+        ProfileLoop::Circle {
+            frame: GROUND,
+            radius,
+        },
+        path.to_vec(),
+        coarse_accuracy(1e-6),
+    )
+    .unwrap()
+}
+
+fn edge_uses<'a>(
+    body: &'a BrepEnvelope,
+    edge: &Edge,
+) -> Vec<(&'a SurfaceGeometry, &'a PcurveGeometry)> {
+    [Some(edge.halfedge), edge.twin_halfedge]
+        .into_iter()
+        .flatten()
+        .map(|id| {
+            let halfedge = &body.topology.halfedges[id as usize];
+            let face = &body.topology.faces[halfedge.face.unwrap() as usize];
+            (
+                &body.geometry.surfaces[face.surface as usize],
+                &body.geometry.pcurves[halfedge.geometry_use.pcurve.unwrap() as usize],
+            )
+        })
+        .collect()
+}
+
+fn is_line(body: &BrepEnvelope, edge: &Edge) -> bool {
+    matches!(
+        edge.geometry,
+        EdgeGeometry::Curve { curve, .. }
+            if matches!(body.geometry.curves[curve as usize], CurveGeometry::Line { .. })
+    )
+}
+
+fn edge_class_counts(body: &BrepEnvelope) -> [usize; 3] {
+    let mut counts = [0; 3];
+    for edge in &body.topology.edges {
+        let uses = edge_uses(body, edge);
+        assert_eq!(uses.len(), 2);
+        let on_plane = |surface: &SurfaceGeometry| matches!(surface, SurfaceGeometry::Plane { .. });
+        if is_line(body, edge) {
+            assert!(uses.iter().all(|(surface, pcurve)| {
+                matches!(surface, SurfaceGeometry::Cylinder { .. })
+                    && matches!(pcurve, PcurveGeometry::Line2 { .. })
+            }));
+            counts[1] += 1;
+        } else if uses.iter().any(|(surface, _)| on_plane(surface)) {
+            for (surface, pcurve) in &uses {
+                if on_plane(surface) {
+                    assert!(matches!(pcurve, PcurveGeometry::Conic2 { .. }));
+                } else {
+                    assert!(matches!(surface, SurfaceGeometry::Cylinder { .. }));
+                    assert!(matches!(
+                        pcurve,
+                        PcurveGeometry::Line2 { direction, .. } if *direction == [1.0, 0.0]
+                    ));
+                }
+            }
+            counts[0] += 1;
+        } else {
+            assert!(uses
+                .iter()
+                .all(|(_, pcurve)| matches!(pcurve, PcurveGeometry::ProjectedCurve { .. })));
+            counts[2] += 1;
+        }
+    }
+    counts
+}
+
+fn checked_chart_seams(body: &BrepEnvelope) -> usize {
+    let surface = |halfedge: u32| {
+        let face = body.topology.halfedges[halfedge as usize].face.unwrap();
+        body.topology.faces[face as usize].surface
+    };
+    let mut checked = 0;
+    for edge in body.topology.edges.iter().filter(|edge| edge.chart_seam) {
+        let Some(twin) = edge.twin_halfedge else {
+            continue;
+        };
+        assert_eq!(surface(edge.halfedge), surface(twin));
+        checked += 1;
+    }
+    checked
+}
+
+#[test]
+fn circular_sweep_pcurve_kinds_per_edge_class() {
+    assert_eq!(edge_class_counts(&circular_sweep(0.5, &L_PATH)), [4, 4, 2]);
+    assert_eq!(
+        edge_class_counts(&circular_sweep(0.4, &SPATIAL_PATH)),
+        [4, 6, 4]
+    );
+}
+
+#[test]
+fn no_chart_seam_edge_spans_two_surfaces() {
+    let straight = circular_sweep(0.5, &[[0.0, 0.0, 0.0], [0.0, 3.0, 0.0]]);
+    assert!(checked_chart_seams(&straight) > 0);
+    for body in [
+        circular_sweep(0.5, &L_PATH),
+        circular_sweep(0.4, &SPATIAL_PATH),
+    ] {
+        checked_chart_seams(&body);
+        assert!(body
+            .topology
+            .edges
+            .iter()
+            .filter(|edge| is_line(&body, edge))
+            .all(|edge| !edge.chart_seam));
+    }
+}
diff --git a/main/opengeometry/src/operations/error.rs b/main/opengeometry/src/operations/error.rs
new file mode 100644
index 0000000..8dcb8f9
--- /dev/null
+++ b/main/opengeometry/src/operations/error.rs
@@ -0,0 +1,23 @@
+use crate::brep::GeometryError;
+
+#[derive(Clone, Debug, PartialEq)]
+pub enum OperationError {
+    InvalidParameter(String),
+    SweepSelfIntersection(String),
+    InvalidTopology(String),
+    Geometry(GeometryError),
+}
+
+impl From<GeometryError> for OperationError {
+    fn from(value: GeometryError) -> Self {
+        Self::Geometry(value)
+    }
+}
+
+impl std::fmt::Display for OperationError {
+    fn fmt(&self, formatter: &mut std::fmt::Formatter<'_>) -> std::fmt::Result {
+        write!(formatter, "{self:?}")
+    }
+}
+
+impl std::error::Error for OperationError {}
diff --git a/main/opengeometry/src/operations/extrude.rs b/main/opengeometry/src/operations/extrude.rs
deleted file mode 100644
index a26001d..0000000
--- a/main/opengeometry/src/operations/extrude.rs
+++ /dev/null
@@ -1,588 +0,0 @@
-use super::windingsort;
-use crate::brep::{Brep, BrepBuilder};
-use crate::operations::triangulate::compute_polygon_normal;
-use openmaths::Vector3;
-use uuid::Uuid;
-use wasm_bindgen::prelude::*;
-
-const EXTRUDE_EPSILON: f64 = crate::tolerance::MODELING_TOLERANCE_FLOOR;
-
-/// How an extrusion grows relative to the sketch/profile plane (D3).
-#[derive(Clone, Copy, Debug)]
-pub enum ExtrudeExtent {
-    /// Grows `distance` along the direction, profile stays on the start cap.
-    OneSided { distance: f64 },
-    /// Grows `distance/2` on each side of the profile plane.
-    Symmetric { distance: f64 },
-    /// Grows `plus` along the direction and `minus` against it (distinct).
-    TwoSided { plus: f64, minus: f64 },
-}
-
-impl ExtrudeExtent {
-    /// The (base-plane shift, extrusion vector) for a unit `direction`. The
-    /// source cap is built at `profile + shift`; the end cap at `+ vector`.
-    fn resolve(self, direction: Vector3) -> (Vector3, Vector3) {
-        let scaled = |t: f64| Vector3::new(direction.x * t, direction.y * t, direction.z * t);
-        match self {
-            ExtrudeExtent::OneSided { distance } => (scaled(0.0), scaled(distance)),
-            ExtrudeExtent::Symmetric { distance } => (scaled(-distance / 2.0), scaled(distance)),
-            ExtrudeExtent::TwoSided { plus, minus } => (scaled(-minus), scaled(plus + minus)),
-        }
-    }
-
-    /// Total span; must be finite and non-zero for a valid extrusion.
-    fn span(self) -> f64 {
-        match self {
-            ExtrudeExtent::OneSided { distance } | ExtrudeExtent::Symmetric { distance } => {
-                distance
-            }
-            ExtrudeExtent::TwoSided { plus, minus } => plus + minus,
-        }
-    }
-}
-
-pub fn extrude_profile_loops(
-    brep_id: Uuid,
-    outer: &[Vector3],
-    holes: &[Vec<Vector3>],
-    height: f64,
-) -> Result<Brep, String> {
-    // Backwards-compatible default: blind extrude up the world +Y axis.
-    extrude_profile_loops_with(
-        brep_id,
-        outer,
-        holes,
-        Vector3::new(0.0, 1.0, 0.0),
-        ExtrudeExtent::OneSided { distance: height },
-    )
-}
-
-/// General extrude: arbitrary `direction` (need not be unit; it is normalized)
-/// and an [`ExtrudeExtent`] (one-sided, symmetric, or two-sided).
-pub fn extrude_profile_loops_with(
-    brep_id: Uuid,
-    outer: &[Vector3],
-    holes: &[Vec<Vector3>],
-    direction: Vector3,
-    extent: ExtrudeExtent,
-) -> Result<Brep, String> {
-    let span = extent.span();
-    if !span.is_finite() || span.abs() <= EXTRUDE_EPSILON {
-        return Err("Extrude extent must be a finite non-zero distance".to_string());
-    }
-
-    let dir_len =
-        (direction.x * direction.x + direction.y * direction.y + direction.z * direction.z).sqrt();
-    if !dir_len.is_finite() || dir_len <= EXTRUDE_EPSILON {
-        return Err("Extrude direction must be a non-zero vector".to_string());
-    }
-    let direction = Vector3::new(
-        direction.x / dir_len,
-        direction.y / dir_len,
-        direction.z / dir_len,
-    );
-    let (base_shift, extrusion) = extent.resolve(direction);
-
-    let outer = sanitize_loop_points(outer);
-    if outer.len() < 3 {
-        return Ok(Brep::new(brep_id));
-    }
-
-    let holes: Vec<Vec<Vector3>> = holes
-        .iter()
-        .map(|hole| sanitize_loop_points(hole))
-        .filter(|hole| hole.len() >= 3)
-        .collect();
-
-    // Shift the profile onto the start cap (no-op for one-sided extents).
-    let shift =
-        |p: &Vector3| Vector3::new(p.x + base_shift.x, p.y + base_shift.y, p.z + base_shift.z);
-    let outer: Vec<Vector3> = outer.iter().map(shift).collect();
-    let holes: Vec<Vec<Vector3>> = holes
-        .iter()
-        .map(|hole| hole.iter().map(shift).collect())
-        .collect();
-
-    let Some(profile_normal) = compute_polygon_normal(&outer) else {
-        return Err("Failed to compute a stable normal from the extrusion profile".to_string());
-    };
-
-    let flip_source_face = profile_normal.dot(&extrusion) > 0.0;
-
-    let mut builder = BrepBuilder::new(brep_id);
-    let mut source_positions = Vec::new();
-
-    source_positions.extend(outer.iter().copied());
-    for hole in &holes {
-        source_positions.extend(hole.iter().copied());
-    }
-
-    let end_positions: Vec<Vector3> = source_positions
-        .iter()
-        .map(|point| {
-            Vector3::new(
-                point.x + extrusion.x,
-                point.y + extrusion.y,
-                point.z + extrusion.z,
-            )
-        })
-        .collect();
-
-    let mut all_positions = source_positions.clone();
-    all_positions.extend(end_positions.iter().copied());
-    builder.add_vertices(&all_positions);
-
-    let mut next_index = 0u32;
-    let source_outer = range_indices(next_index, outer.len());
-    next_index += outer.len() as u32;
-
-    let mut source_holes = Vec::with_capacity(holes.len());
-    for hole in &holes {
-        let indices = range_indices(next_index, hole.len());
-        next_index += hole.len() as u32;
-        source_holes.push(indices);
-    }
-
-    let end_offset = source_positions.len() as u32;
-    let end_outer: Vec<u32> = source_outer
-        .iter()
-        .map(|index| index + end_offset)
-        .collect();
-    let end_holes: Vec<Vec<u32>> = source_holes
-        .iter()
-        .map(|hole| hole.iter().map(|index| index + end_offset).collect())
-        .collect();
-
-    builder
-        .add_face(
-            &orient_loop_indices(&source_outer, flip_source_face),
-            &orient_hole_indices(&source_holes, flip_source_face),
-        )
-        .map_err(|error| format!("Failed to build source extrusion cap: {}", error))?;
-
-    builder
-        .add_face(
-            &orient_loop_indices(&end_outer, !flip_source_face),
-            &orient_hole_indices(&end_holes, !flip_source_face),
-        )
-        .map_err(|error| format!("Failed to build extruded cap: {}", error))?;
-
-    add_side_faces(&mut builder, &source_outer, &end_outer, flip_source_face)?;
-
-    for (source_hole, end_hole) in source_holes.iter().zip(end_holes.iter()) {
-        add_side_faces(&mut builder, source_hole, end_hole, flip_source_face)?;
-    }
-
-    builder
-        .add_shell_from_all_faces(true)
-        .map_err(|error| format!("Failed to build extrusion shell: {}", error))?;
-
-    builder
-        .build()
-        .map_err(|error| format!("Failed to finalize extrusion BREP: {}", error))
-}
-
-pub fn try_extrude_brep_face(brep_face: Brep, height: f64) -> Result<Brep, String> {
-    if let Some(face) = brep_face.faces.first() {
-        let (outer, holes) = brep_face.get_vertices_and_holes_by_face_id(face.id);
-        return extrude_profile_loops(brep_face.id, &outer, &holes, height);
-    }
-
-    if let Some(wire) = brep_face.wires.first() {
-        let outer = brep_face
-            .get_wire_vertex_indices(wire.id)
-            .into_iter()
-            .filter_map(|vertex_id| brep_face.vertices.get(vertex_id as usize))
-            .map(|vertex| vertex.position)
-            .collect::<Vec<_>>();
-
-        return extrude_profile_loops(brep_face.id, &outer, &[], height);
-    }
-
-    let base_points = windingsort::ccw_test(brep_face.get_flattened_vertices());
-    extrude_profile_loops(brep_face.id, &base_points, &[], height)
-}
-
-pub fn extrude_brep_face(brep_face: Brep, height: f64) -> Brep {
-    let brep_id = brep_face.id;
-    try_extrude_brep_face(brep_face, height).unwrap_or_else(|_| Brep::new(brep_id))
-}
-
-#[wasm_bindgen(js_name = extrudeBrepFace)]
-pub fn extrude_brep_face_wasm(
-    local_brep_serialized: String,
-    height: f64,
-) -> Result<String, JsValue> {
-    let brep: Brep = serde_json::from_str(&local_brep_serialized).map_err(|error| {
-        JsValue::from_str(&format!("Invalid local BRep JSON payload: {}", error))
-    })?;
-    let extruded = try_extrude_brep_face(brep, height)
-        .map_err(|error| JsValue::from_str(&format!("Failed to extrude BRep face: {}", error)))?;
-    extruded.validate_topology().map_err(|error| {
-        JsValue::from_str(&format!("Extruded BRep topology is invalid: {}", error))
-    })?;
-    serde_json::to_string(&extruded).map_err(|error| {
-        JsValue::from_str(&format!("Failed to serialize extruded BRep: {}", error))
-    })
-}
-
-/// Wasm entry point for general extrude. `direction` is `[x,y,z]`; `extent_kind`
-/// is `"one_sided" | "symmetric" | "two_sided"`; `d_plus`/`d_minus` are the
-/// extent distances (`d_minus` ignored unless two-sided, `d_plus` is the
-/// distance for one-sided/symmetric).
-#[wasm_bindgen(js_name = extrudeBrepFaceDirectional)]
-pub fn extrude_brep_face_directional_wasm(
-    local_brep_serialized: String,
-    direction: Vec<f64>,
-    extent_kind: String,
-    d_plus: f64,
-    d_minus: f64,
-) -> Result<String, JsValue> {
-    if direction.len() != 3 {
-        return Err(JsValue::from_str(
-            "direction must be a 3-element [x,y,z] array",
-        ));
-    }
-    let dir = Vector3::new(direction[0], direction[1], direction[2]);
-    let extent = match extent_kind.as_str() {
-        "one_sided" => ExtrudeExtent::OneSided { distance: d_plus },
-        "symmetric" => ExtrudeExtent::Symmetric { distance: d_plus },
-        "two_sided" => ExtrudeExtent::TwoSided {
-            plus: d_plus,
-            minus: d_minus,
-        },
-        other => {
-            return Err(JsValue::from_str(&format!(
-                "Unknown extent kind '{}': expected one_sided | symmetric | two_sided",
-                other
-            )))
-        }
-    };
-
-    let brep: Brep = serde_json::from_str(&local_brep_serialized).map_err(|error| {
-        JsValue::from_str(&format!("Invalid local BRep JSON payload: {}", error))
-    })?;
-
-    let (outer, holes) = if let Some(face) = brep.faces.first() {
-        brep.get_vertices_and_holes_by_face_id(face.id)
-    } else {
-        (
-            windingsort::ccw_test(brep.get_flattened_vertices()),
-            Vec::new(),
-        )
-    };
-
-    let extruded = extrude_profile_loops_with(brep.id, &outer, &holes, dir, extent)
-        .map_err(|error| JsValue::from_str(&format!("Failed to extrude BRep face: {}", error)))?;
-    extruded.validate_topology().map_err(|error| {
-        JsValue::from_str(&format!("Extruded BRep topology is invalid: {}", error))
-    })?;
-    serde_json::to_string(&extruded).map_err(|error| {
-        JsValue::from_str(&format!("Failed to serialize extruded BRep: {}", error))
-    })
-}
-
-fn sanitize_loop_points(points: &[Vector3]) -> Vec<Vector3> {
-    let mut cleaned = Vec::with_capacity(points.len());
-    for point in points {
-        let is_duplicate = cleaned.last().copied().map_or(false, |last| {
-            let delta = vector_difference(*point, last);
-            delta.dot(&delta) <= EXTRUDE_EPSILON * EXTRUDE_EPSILON
-        });
-        if !is_duplicate {
-            cleaned.push(*point);
-        }
-    }
-
-    if cleaned.len() > 2 {
-        let first = cleaned[0];
-        let last = cleaned[cleaned.len() - 1];
-        let delta = vector_difference(first, last);
-        if delta.dot(&delta) <= EXTRUDE_EPSILON * EXTRUDE_EPSILON {
-            cleaned.pop();
-        }
-    }
-
-    cleaned
-}
-
-fn range_indices(start: u32, count: usize) -> Vec<u32> {
-    (0..count as u32).map(|offset| start + offset).collect()
-}
-
-fn orient_loop_indices(loop_indices: &[u32], reverse: bool) -> Vec<u32> {
-    if reverse {
-        loop_indices.iter().rev().copied().collect()
-    } else {
-        loop_indices.to_vec()
-    }
-}
-
-fn orient_hole_indices(hole_indices: &[Vec<u32>], reverse: bool) -> Vec<Vec<u32>> {
-    hole_indices
-        .iter()
-        .map(|hole| orient_loop_indices(hole, reverse))
-        .collect()
-}
-
-fn add_side_faces(
-    builder: &mut BrepBuilder,
-    source_loop: &[u32],
-    end_loop: &[u32],
-    flip_source_face: bool,
-) -> Result<(), String> {
-    for index in 0..source_loop.len() {
-        let next = (index + 1) % source_loop.len();
-        let source_current = source_loop[index];
-        let source_next = source_loop[next];
-        let end_next = end_loop[next];
-        let end_current = end_loop[index];
-
-        let quad = if flip_source_face {
-            vec![source_current, source_next, end_next, end_current]
-        } else {
-            vec![source_next, source_current, end_current, end_next]
-        };
-
-        builder
-            .add_face(&quad, &[])
-            .map_err(|error| format!("Failed to build extrusion side face: {}", error))?;
-    }
-
-    Ok(())
-}
-
-fn vector_difference(lhs: Vector3, rhs: Vector3) -> Vector3 {
-    Vector3::new(lhs.x - rhs.x, lhs.y - rhs.y, lhs.z - rhs.z)
-}
-
-#[cfg(test)]
-mod tests {
-    use super::*;
-
-    fn build_face_brep(outer: &[Vector3], holes: &[Vec<Vector3>]) -> Brep {
-        let mut builder = BrepBuilder::new(Uuid::new_v4());
-        let mut vertices = outer.to_vec();
-        let mut hole_indices = Vec::with_capacity(holes.len());
-
-        for hole in holes {
-            let start = vertices.len() as u32;
-            vertices.extend(hole.iter().copied());
-            hole_indices.push(range_indices(start, hole.len()));
-        }
-
-        builder.add_vertices(&vertices);
-        builder
-            .add_face(&range_indices(0, outer.len()), &hole_indices)
-            .expect("build source face");
-        builder.build().expect("build source brep")
-    }
-
-    fn rectangle(min_x: f64, min_z: f64, max_x: f64, max_z: f64) -> Vec<Vector3> {
-        vec![
-            Vector3::new(min_x, 0.0, min_z),
-            Vector3::new(max_x, 0.0, min_z),
-            Vector3::new(max_x, 0.0, max_z),
-            Vector3::new(min_x, 0.0, max_z),
-        ]
-    }
-
-    fn reflex_profile_outline() -> Vec<Vector3> {
-        vec![
-            Vector3::new(-2.721670458045537, 0.0, -1.7107348430402753),
-            Vector3::new(-1.3465727086811485, 0.0, -0.826743432734597),
-            Vector3::new(-0.3093165466574247, 0.0, 0.3142383454914993),
-            Vector3::new(0.2836567956860831, 0.0, 0.38012427241855573),
-            Vector3::new(-0.2561533171082996, 0.0, 1.0998710894777328),
-            Vector3::new(2.5164370978203268, 0.0, 2.2089072554491835),
-            Vector3::new(2.6835629021796734, 0.0, 1.7910927445508167),
-            Vector3::new(0.45615331710829965, 0.0, 0.9001289105222672),
-            Vector3::new(1.1163432043139168, 0.0, 0.01987572758144427),
-            Vector3::new(-0.09068345334257541, 0.0, -0.11423834549149932),
-            Vector3::new(-1.0534272913188514, 0.0, -1.173256567265403),
-            Vector3::new(-2.478329541954463, 0.0, -2.0892651569597245),
-        ]
-    }
-
-    #[test]
-    fn extrude_profile_loops_preserves_holes() {
-        let outer = rectangle(0.0, 0.0, 6.0, 4.0);
-        let hole = vec![
-            Vector3::new(2.0, 0.0, 1.0),
-            Vector3::new(2.0, 0.0, 3.0),
-            Vector3::new(4.0, 0.0, 3.0),
-            Vector3::new(4.0, 0.0, 1.0),
-        ];
-
-        let brep = extrude_profile_loops(Uuid::new_v4(), &outer, &[hole], 2.0)
-            .expect("profile extrusion should succeed");
-
-        brep.validate_topology().expect("extrusion topology");
-        assert_eq!(brep.shells.len(), 1);
-        assert_eq!(brep.faces.len(), 10);
-        assert_eq!(
-            brep.faces
-                .iter()
-                .filter(|face| face.inner_loops.len() == 1)
-                .count(),
-            2
-        );
-    }
-
-    #[test]
-    fn extrude_profile_loops_preserves_concave_profiles() {
-        let concave = vec![
-            Vector3::new(0.0, 0.0, 0.0),
-            Vector3::new(4.0, 0.0, 0.0),
-            Vector3::new(4.0, 0.0, 1.0),
-            Vector3::new(2.0, 0.0, 1.0),
-            Vector3::new(2.0, 0.0, 3.0),
-            Vector3::new(0.0, 0.0, 3.0),
-        ];
-
-        let brep = extrude_profile_loops(Uuid::new_v4(), &concave, &[], 1.5)
-            .expect("concave extrusion should succeed");
-
-        brep.validate_topology()
-            .expect("concave extrusion topology");
-        assert_eq!(brep.shells.len(), 1);
-        assert_eq!(brep.faces.len(), concave.len() + 2);
-    }
-
-    #[test]
-    fn extrude_profile_loops_uses_global_winding_for_reflex_first_corner() {
-        let profile_outline = reflex_profile_outline();
-
-        let brep = extrude_profile_loops(Uuid::new_v4(), &profile_outline, &[], 2.6)
-            .expect("profile extrusion should succeed");
-
-        brep.validate_topology()
-            .expect("profile extrusion topology");
-        assert_eq!(brep.faces.len(), profile_outline.len() + 2);
-        assert!(brep.faces[0].normal.y < -0.999);
-        assert!(brep.faces[1].normal.y > 0.999);
-    }
-
-    #[test]
-    fn try_extrude_brep_face_preserves_holes_from_face_input() {
-        let outer = rectangle(0.0, 0.0, 6.0, 4.0);
-        let hole = vec![
-            Vector3::new(2.0, 0.0, 1.0),
-            Vector3::new(2.0, 0.0, 3.0),
-            Vector3::new(4.0, 0.0, 3.0),
-            Vector3::new(4.0, 0.0, 1.0),
-        ];
-        let source = build_face_brep(&outer, &[hole]);
-
-        let brep = try_extrude_brep_face(source, 2.0).expect("face extrusion should succeed");
-
-        brep.validate_topology().expect("face extrusion topology");
-        assert_eq!(brep.shells.len(), 1);
-        assert_eq!(brep.faces.len(), 10);
-        assert_eq!(
-            brep.faces
-                .iter()
-                .filter(|face| face.inner_loops.len() == 1)
-                .count(),
-            2
-        );
-    }
-
-    #[test]
-    fn symmetric_extrude_spans_both_sides_of_profile() {
-        let square = rectangle(-1.0, -1.0, 1.0, 1.0);
-        let brep = extrude_profile_loops_with(
-            Uuid::new_v4(),
-            &square,
-            &[],
-            Vector3::new(0.0, 1.0, 0.0),
-            ExtrudeExtent::Symmetric { distance: 2.0 },
-        )
-        .expect("symmetric extrude");
-        brep.validate_topology().expect("topology");
-
-        let (min_y, max_y) = brep
-            .vertices
-            .iter()
-            .fold((f64::MAX, f64::MIN), |(lo, hi), v| {
-                (lo.min(v.position.y), hi.max(v.position.y))
-            });
-        assert!((min_y + 1.0).abs() < 1.0e-9, "spans to -1, got {}", min_y);
-        assert!((max_y - 1.0).abs() < 1.0e-9, "spans to +1, got {}", max_y);
-    }
-
-    #[test]
-    fn two_sided_extrude_uses_distinct_distances() {
-        let square = rectangle(-0.5, -0.5, 0.5, 0.5);
-        let brep = extrude_profile_loops_with(
-            Uuid::new_v4(),
-            &square,
-            &[],
-            Vector3::new(0.0, 1.0, 0.0),
-            ExtrudeExtent::TwoSided {
-                plus: 3.0,
-                minus: 1.0,
-            },
-        )
-        .expect("two sided extrude");
-        brep.validate_topology().expect("topology");
-
-        let (min_y, max_y) = brep
-            .vertices
-            .iter()
-            .fold((f64::MAX, f64::MIN), |(lo, hi), v| {
-                (lo.min(v.position.y), hi.max(v.position.y))
-            });
-        assert!((min_y + 1.0).abs() < 1.0e-9, "minus side -1, got {}", min_y);
-        assert!((max_y - 3.0).abs() < 1.0e-9, "plus side +3, got {}", max_y);
-    }
-
-    #[test]
-    fn arbitrary_direction_extrude_follows_direction() {
-        // Non-axis direction: profile in XZ plane extruded along (1,1,0).
-        let square = rectangle(-0.5, -0.5, 0.5, 0.5);
-        let dir = Vector3::new(1.0, 1.0, 0.0);
-        let dist = (2.0_f64).sqrt();
-        let brep = extrude_profile_loops_with(
-            Uuid::new_v4(),
-            &square,
-            &[],
-            dir,
-            ExtrudeExtent::OneSided { distance: dist },
-        )
-        .expect("directional extrude");
-        brep.validate_topology().expect("topology");
-
-        // The end cap is offset by the unit direction × distance = (1,1,0).
-        let max_x = brep
-            .vertices
-            .iter()
-            .fold(f64::MIN, |hi, v| hi.max(v.position.x));
-        let max_y = brep
-            .vertices
-            .iter()
-            .fold(f64::MIN, |hi, v| hi.max(v.position.y));
-        assert!(
-            (max_x - 1.5).abs() < 1.0e-9,
-            "x shifted by 1, got {}",
-            max_x
-        );
-        assert!(
-            (max_y - 1.0).abs() < 1.0e-9,
-            "y shifted by 1, got {}",
-            max_y
-        );
-    }
-
-    #[test]
-    fn try_extrude_brep_face_rejects_zero_height() {
-        let outer = rectangle(0.0, 0.0, 2.0, 2.0);
-        let source = build_face_brep(&outer, &[]);
-
-        let error = try_extrude_brep_face(source, 0.0)
-            .err()
-            .expect("zero height should fail");
-
-        assert!(error.contains("finite non-zero"));
-    }
-}
diff --git a/main/opengeometry/src/operations/mod.rs b/main/opengeometry/src/operations/mod.rs
new file mode 100644
index 0000000..ac8b483
--- /dev/null
+++ b/main/opengeometry/src/operations/mod.rs
@@ -0,0 +1,9 @@
+pub(super) mod creating;
+mod error;
+pub mod modifying;
+
+pub use error::OperationError;
+
+fn invalid(message: impl Into<String>) -> OperationError {
+    OperationError::InvalidParameter(message.into())
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/assembly/append.rs b/main/opengeometry/src/operations/modifying/boolean/assembly/append.rs
new file mode 100644
index 0000000..dfbf2b4
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/assembly/append.rs
@@ -0,0 +1,311 @@
+use super::provenance::cylinder_face_mappings;
+use crate::brep::{
+    BrepEnvelope, CurveGeometry, EdgeGeometry, FaceProvenance, FaceRole, FaceSource, GeometryError,
+    GeometryQuality, PcurveGeometry,
+};
+use crate::operations::modifying::boolean::operands::CylinderInput;
+use crate::operations::modifying::boolean::types::{
+    BooleanOp, BooleanReport, BooleanResult, FaceMapping,
+};
+
+struct IdOffsets {
+    surface: u32,
+    curve: u32,
+    pcurve: u32,
+    intersection: u32,
+    vertex: u32,
+    edge: u32,
+    halfedge: u32,
+    loop_: u32,
+    face: u32,
+    wire: u32,
+    shell: u32,
+}
+
+pub(crate) fn append_analytic_input(
+    out: &mut BrepEnvelope,
+    input: &BrepEnvelope,
+) -> Result<Vec<FaceMapping>, GeometryError> {
+    let offsets = id_offsets(out)?;
+    add_input_geometry(out, input, &offsets);
+    add_input_loop_topology(out, input, &offsets);
+    let mappings = add_input_faces(out, input, &offsets);
+    add_input_wires_shells_and_solids(out, input, &offsets);
+    Ok(mappings)
+}
+
+fn id_offsets(out: &BrepEnvelope) -> Result<IdOffsets, GeometryError> {
+    let offset = |value: usize, table: &str| {
+        u32::try_from(value).map_err(|_| GeometryError::LimitExceeded(table.into()))
+    };
+    Ok(IdOffsets {
+        surface: offset(out.geometry.surfaces.len(), "surface IDs")?,
+        curve: offset(out.geometry.curves.len(), "curve IDs")?,
+        pcurve: offset(out.geometry.pcurves.len(), "pcurve IDs")?,
+        intersection: offset(out.geometry.intersections.len(), "intersection IDs")?,
+        vertex: offset(out.topology.vertices.len(), "vertex IDs")?,
+        edge: offset(out.topology.edges.len(), "edge IDs")?,
+        halfedge: offset(out.topology.halfedges.len(), "halfedge IDs")?,
+        loop_: offset(out.topology.loops.len(), "loop IDs")?,
+        face: offset(out.topology.faces.len(), "face IDs")?,
+        wire: offset(out.topology.wires.len(), "wire IDs")?,
+        shell: offset(out.topology.shells.len(), "shell IDs")?,
+    })
+}
+
+fn add_input_geometry(out: &mut BrepEnvelope, input: &BrepEnvelope, offsets: &IdOffsets) {
+    out.geometry
+        .surfaces
+        .extend(input.geometry.surfaces.clone());
+    out.geometry
+        .intersections
+        .extend(
+            input
+                .geometry
+                .intersections
+                .iter()
+                .cloned()
+                .map(|mut definition| {
+                    definition.surfaces = definition.surfaces.map(|id| id + offsets.surface);
+                    definition
+                }),
+        );
+    out.geometry
+        .curves
+        .extend(input.geometry.curves.iter().cloned().map(|mut curve| {
+            if let CurveGeometry::Intersection { definition } = &mut curve {
+                *definition += offsets.intersection;
+            }
+            curve
+        }));
+    out.geometry
+        .pcurves
+        .extend(input.geometry.pcurves.iter().cloned().map(|mut pcurve| {
+            match &mut pcurve {
+                PcurveGeometry::ProjectedCurve { curve, surface, .. } => {
+                    *curve += offsets.curve;
+                    *surface += offsets.surface;
+                }
+                PcurveGeometry::IntersectionSide { definition, .. } => {
+                    *definition += offsets.intersection;
+                }
+                PcurveGeometry::Line2 { .. } | PcurveGeometry::Conic2 { .. } => {}
+            }
+            pcurve
+        }));
+}
+
+fn add_input_loop_topology(out: &mut BrepEnvelope, input: &BrepEnvelope, offsets: &IdOffsets) {
+    out.topology
+        .vertices
+        .extend(input.topology.vertices.iter().cloned().map(|mut vertex| {
+            vertex.id += offsets.vertex;
+            vertex.outgoing_halfedge = vertex.outgoing_halfedge.map(|id| id + offsets.halfedge);
+            vertex
+        }));
+    out.topology
+        .edges
+        .extend(input.topology.edges.iter().cloned().map(|mut edge| {
+            edge.id += offsets.edge;
+            edge.halfedge += offsets.halfedge;
+            edge.twin_halfedge = edge.twin_halfedge.map(|id| id + offsets.halfedge);
+            match &mut edge.geometry {
+                EdgeGeometry::Curve { curve, .. } => *curve += offsets.curve,
+                EdgeGeometry::Collapsed { vertex } => *vertex += offsets.vertex,
+            }
+            edge
+        }));
+    out.topology.halfedges.extend(
+        input
+            .topology
+            .halfedges
+            .iter()
+            .cloned()
+            .map(|mut halfedge| {
+                halfedge.id += offsets.halfedge;
+                halfedge.from += offsets.vertex;
+                halfedge.to += offsets.vertex;
+                halfedge.edge += offsets.edge;
+                halfedge.twin = halfedge.twin.map(|id| id + offsets.halfedge);
+                halfedge.next = halfedge.next.map(|id| id + offsets.halfedge);
+                halfedge.prev = halfedge.prev.map(|id| id + offsets.halfedge);
+                halfedge.face = halfedge.face.map(|id| id + offsets.face);
+                halfedge.loop_ref = halfedge.loop_ref.map(|id| id + offsets.loop_);
+                halfedge.wire_ref = halfedge.wire_ref.map(|id| id + offsets.wire);
+                halfedge.geometry_use.pcurve =
+                    halfedge.geometry_use.pcurve.map(|id| id + offsets.pcurve);
+                halfedge
+            }),
+    );
+    out.topology
+        .loops
+        .extend(input.topology.loops.iter().cloned().map(|mut loop_| {
+            loop_.id += offsets.loop_;
+            loop_.start_halfedge += offsets.halfedge;
+            loop_.face_ref += offsets.face;
+            loop_
+        }));
+}
+
+fn add_input_faces(
+    out: &mut BrepEnvelope,
+    input: &BrepEnvelope,
+    offsets: &IdOffsets,
+) -> Vec<FaceMapping> {
+    let mut mappings = Vec::with_capacity(input.topology.faces.len());
+    out.topology
+        .faces
+        .extend(input.topology.faces.iter().cloned().map(|mut face| {
+            let source = FaceSource {
+                entity: input.id.clone(),
+                body: input.id.clone(),
+                key: face.key.clone(),
+                face: face.id,
+            };
+            face.id += offsets.face;
+            face.key = format!("{}:{}", input.id, face.key);
+            face.surface += offsets.surface;
+            face.trim.outer += offsets.loop_;
+            for hole in &mut face.trim.holes {
+                *hole += offsets.loop_;
+            }
+            face.shell_ref = face.shell_ref.map(|id| id + offsets.shell);
+            face.provenance = FaceProvenance {
+                sources: vec![source.clone()],
+                role: FaceRole::Preserved,
+                reversed: false,
+            };
+            mappings.push(FaceMapping {
+                source,
+                result_faces: vec![face.id],
+            });
+            face
+        }));
+    mappings
+}
+
+fn add_input_wires_shells_and_solids(
+    out: &mut BrepEnvelope,
+    input: &BrepEnvelope,
+    offsets: &IdOffsets,
+) {
+    out.topology
+        .wires
+        .extend(input.topology.wires.iter().cloned().map(|mut wire| {
+            wire.id += offsets.wire;
+            wire.start_halfedge += offsets.halfedge;
+            wire
+        }));
+    out.topology
+        .shells
+        .extend(input.topology.shells.iter().cloned().map(|mut shell| {
+            shell.id += offsets.shell;
+            for face in &mut shell.faces {
+                *face += offsets.face;
+            }
+            shell
+        }));
+    out.solids
+        .extend(input.solids.iter().cloned().map(|mut solid| {
+            solid.outer_shell += offsets.shell;
+            for shell in &mut solid.cavity_shells {
+                *shell += offsets.shell;
+            }
+            solid
+        }));
+}
+
+pub(crate) fn finish_analytic_result(
+    mut out: BrepEnvelope,
+    first: &BrepEnvelope,
+    second: &BrepEnvelope,
+    first_is_a: bool,
+    operation: BooleanOp,
+    coincident: bool,
+) -> Result<BooleanResult, GeometryError> {
+    out.revision = first
+        .revision
+        .max(second.revision)
+        .checked_add(1)
+        .ok_or_else(|| GeometryError::LimitExceeded("boolean revision overflow".into()))?;
+    out.validate()?;
+    let inputs = if first_is_a {
+        [first, second]
+    } else {
+        [second, first]
+    };
+    Ok(BooleanResult {
+        report: BooleanReport {
+            operation,
+            quality: GeometryQuality::Analytic,
+            contacts: Vec::new(),
+            coincident,
+            face_mappings: analytic_face_mappings(&out, inputs),
+        },
+        brep: out,
+    })
+}
+
+pub(crate) fn analytic_face_mappings<'a>(
+    out: &BrepEnvelope,
+    inputs: impl IntoIterator<Item = &'a BrepEnvelope>,
+) -> Vec<FaceMapping> {
+    inputs
+        .into_iter()
+        .flat_map(|input| {
+            input.topology.faces.iter().map(|face| {
+                let source = FaceSource {
+                    entity: input.id.clone(),
+                    body: input.id.clone(),
+                    key: face.key.clone(),
+                    face: face.id,
+                };
+                let result_faces = out
+                    .topology
+                    .faces
+                    .iter()
+                    .filter(|result| {
+                        result.provenance.sources.iter().any(|candidate| {
+                            candidate.entity == source.entity
+                                && candidate.body == source.body
+                                && candidate.key == source.key
+                                && candidate.face == source.face
+                        })
+                    })
+                    .map(|result| result.id)
+                    .collect();
+                FaceMapping {
+                    source,
+                    result_faces,
+                }
+            })
+        })
+        .collect()
+}
+
+pub(crate) fn finish_cylinder_result(
+    mut out: BrepEnvelope,
+    a: &CylinderInput<'_>,
+    b: &CylinderInput<'_>,
+    operation: BooleanOp,
+    coincident: bool,
+) -> Result<BooleanResult, GeometryError> {
+    out.revision = a
+        .brep
+        .revision
+        .max(b.brep.revision)
+        .checked_add(1)
+        .ok_or_else(|| GeometryError::LimitExceeded("boolean revision overflow".into()))?;
+    out.validate()?;
+    let face_mappings = cylinder_face_mappings(&out, [a, b]);
+    Ok(BooleanResult {
+        brep: out,
+        report: BooleanReport {
+            operation,
+            quality: GeometryQuality::Analytic,
+            contacts: Vec::new(),
+            coincident,
+            face_mappings,
+        },
+    })
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/assembly/box_faces.rs b/main/opengeometry/src/operations/modifying/boolean/assembly/box_faces.rs
new file mode 100644
index 0000000..412d1b9
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/assembly/box_faces.rs
@@ -0,0 +1,45 @@
+use super::provenance::{box_source, face_provenance};
+use crate::brep::{Accuracy, Builder, FaceRole, Frame3, GeometryError, SurfaceGeometry, Use};
+use crate::operations::modifying::boolean::operands::BoxInput;
+use crate::primitives::{box_face_boundary, box_face_layout, BoxCorners, BoxFaceLayout};
+
+pub(crate) fn add_box_faces(
+    builder: &mut Builder,
+    box_: &BoxInput<'_>,
+    corners: &BoxCorners,
+    accuracy: Accuracy,
+    face_holes: impl Fn(&Builder, usize, Frame3) -> Result<Vec<Vec<Use>>, GeometryError>,
+    is_split: impl Fn(usize) -> bool,
+) -> Result<(), GeometryError> {
+    for (
+        face_index,
+        BoxFaceLayout {
+            key,
+            indices,
+            normal,
+        },
+    ) in box_face_layout(box_.frame).into_iter().enumerate()
+    {
+        let face = box_face_boundary(builder, corners, indices, normal, accuracy, |from| {
+            corners.vertices[from]
+        })?;
+        let holes = face_holes(builder, face_index, face.frame)?;
+        builder.face_with_holes(
+            key,
+            SurfaceGeometry::Plane { frame: face.frame },
+            face.bounds,
+            face.uses,
+            holes,
+        )?;
+        builder.brep.topology.faces[face_index].provenance = face_provenance(
+            vec![box_source(box_, face_index)],
+            if is_split(face_index) {
+                FaceRole::Split
+            } else {
+                FaceRole::Preserved
+            },
+            false,
+        );
+    }
+    Ok(())
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/assembly/closed_loop.rs b/main/opengeometry/src/operations/modifying/boolean/assembly/closed_loop.rs
new file mode 100644
index 0000000..8322445
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/assembly/closed_loop.rs
@@ -0,0 +1,596 @@
+use super::append::append_analytic_input;
+use super::loop_pcurves::{
+    exact_closed_circle_pcurve, intersection_loop_sample, remap_closed_loop_pcurve,
+    topology_loop_bounds,
+};
+use super::provenance::reverse;
+use crate::brep::{
+    unit, BrepEnvelope, CurveGeometry, Edge, EdgeGeometry, Face, FaceProvenance, FaceRole, Frame3,
+    GeometryError, GeometryStore, HalfEdge, HalfEdgeGeometryUse, IntersectionDefinition, Loop,
+    Orientation, PcurveGeometry, Shell, SolidRegion, Surface, SurfaceGeometry, TrimRegion, Vertex,
+};
+use crate::intersection::{IntersectionBranch, IntersectionGraph};
+use crate::math::{dot, Interval, Point3};
+use crate::operations::modifying::boolean::operands::brep_face_source;
+use crate::operations::modifying::boolean::types::BooleanOp;
+use crate::query::{classify_point, PointClassification};
+
+#[derive(Clone, Copy, Debug, Eq, PartialEq)]
+pub(crate) enum LoopRegion {
+    Patch,
+    Complement,
+}
+
+pub(crate) struct LoopSides<'a, S> {
+    pub(crate) inputs: [&'a BrepEnvelope; 2],
+    pub(crate) face_ids: [u32; 2],
+    pub(crate) regions: [LoopRegion; 2],
+    pub(crate) reverse_selected: [bool; 2],
+    pub(crate) surfaces: [S; 2],
+}
+
+pub(crate) struct ClosedBranchEdge {
+    pub(crate) edge: u32,
+    pub(crate) vertex: u32,
+    pub(crate) pcurves: [PcurveGeometry; 2],
+}
+
+struct SphereCandidate {
+    score: f64,
+    surface: SurfaceGeometry,
+    coordinates: Vec<[f64; 2]>,
+}
+
+pub(crate) struct PatchLoop {
+    pub(crate) face: u32,
+    loop_id: u32,
+    uv_bounds: [Interval; 2],
+}
+
+pub(crate) fn loop_containment(
+    a: &BrepEnvelope,
+    b: &BrepEnvelope,
+    graph: &IntersectionGraph,
+    branch: &IntersectionBranch,
+    unclassified: &str,
+) -> Result<[bool; 2], GeometryError> {
+    let loop_inside_other = [
+        classify_point(
+            b,
+            graph.geometry.surfaces[0].point_at(intersection_loop_sample(graph, branch, 0)?)?,
+        )?,
+        classify_point(
+            a,
+            graph.geometry.surfaces[1].point_at(intersection_loop_sample(graph, branch, 1)?)?,
+        )?,
+    ];
+    if loop_inside_other.iter().any(|classification| {
+        matches!(
+            classification,
+            PointClassification::Unknown | PointClassification::Boundary
+        )
+    }) {
+        return Err(GeometryError::UnresolvedIntersection(unclassified.into()));
+    }
+    Ok(loop_inside_other.map(|value| value == PointClassification::Inside))
+}
+
+pub(crate) fn loop_regions(
+    operation: BooleanOp,
+    first_is_a: bool,
+    loop_inside_other: [bool; 2],
+) -> ([LoopRegion; 2], [bool; 2]) {
+    let (want_inside, reverse_selected) = loop_selection(operation, first_is_a);
+    let regions: [LoopRegion; 2] = std::array::from_fn(|side| {
+        if loop_inside_other[side] == want_inside[side] {
+            LoopRegion::Patch
+        } else {
+            LoopRegion::Complement
+        }
+    });
+    (regions, reverse_selected)
+}
+
+pub(crate) fn loop_selection(operation: BooleanOp, first_is_a: bool) -> ([bool; 2], [bool; 2]) {
+    match operation {
+        BooleanOp::Union => ([false, false], [false, false]),
+        BooleanOp::Intersection => ([true, true], [false, false]),
+        BooleanOp::Subtraction if first_is_a => ([false, true], [false, true]),
+        BooleanOp::Subtraction => ([true, false], [true, false]),
+    }
+}
+
+pub(crate) fn add_complement_input(
+    out: &mut BrepEnvelope,
+    input: &BrepEnvelope,
+    face_id: u32,
+    selected_surface: &mut Option<u32>,
+    selected_shells: &mut Vec<u32>,
+    record_face: impl FnOnce(u32),
+) -> Result<(), GeometryError> {
+    let face_offset = out.topology.faces.len() as u32;
+    let shell_offset = out.topology.shells.len() as u32;
+    append_analytic_input(out, input)?;
+    let selected_face = face_offset + face_id;
+    record_face(selected_face);
+    *selected_surface = Some(out.topology.faces[selected_face as usize].surface);
+    selected_shells.push(shell_offset);
+    for face in face_offset..out.topology.faces.len() as u32 {
+        out.topology.faces[face as usize].provenance.role = if face == selected_face {
+            FaceRole::Split
+        } else {
+            FaceRole::Preserved
+        };
+    }
+    Ok(())
+}
+
+pub(crate) fn merge_selected_shells(out: &mut BrepEnvelope, selected_shells: &[u32]) {
+    if selected_shells.is_empty() {
+        out.topology.shells.push(Shell {
+            id: 0,
+            faces: Vec::new(),
+            is_closed: true,
+        });
+        out.solids.push(SolidRegion {
+            outer_shell: 0,
+            cavity_shells: Vec::new(),
+        });
+    } else if selected_shells.len() == 2 {
+        let faces = out.topology.shells[1].faces.clone();
+        for face in &faces {
+            out.topology.faces[*face as usize].shell_ref = Some(0);
+        }
+        out.topology.shells[0].faces.extend(faces);
+        out.topology.shells.pop();
+        out.solids.clear();
+        out.solids.push(SolidRegion {
+            outer_shell: 0,
+            cavity_shells: Vec::new(),
+        });
+    }
+}
+
+pub(crate) fn append_closed_branch_geometry(
+    out: &mut BrepEnvelope,
+    graph: &IntersectionGraph,
+    branch: &IntersectionBranch,
+    tolerance: f64,
+    retarget: impl FnOnce(&mut GeometryStore, u32) -> Result<IntersectionDefinition, GeometryError>,
+    surface: impl Fn(usize) -> Result<u32, GeometryError>,
+) -> Result<ClosedBranchEdge, GeometryError> {
+    let source_curve = graph
+        .geometry
+        .curves
+        .get(branch.curve as usize)
+        .ok_or_else(|| GeometryError::MissingReference {
+            kind: "curve".into(),
+            index: branch.curve,
+        })?
+        .clone();
+    let curve = out.geometry.curves.len() as u32;
+    let pcurves = match source_curve {
+        CurveGeometry::Intersection { definition } => {
+            let definition_geometry = retarget(&mut out.geometry, definition)?;
+            add_branch_intersection_curve(out, graph, branch, definition_geometry)?
+        }
+        curve_geometry => {
+            add_branch_analytic_curve(out, graph, branch, curve, &curve_geometry, surface)?
+        }
+    };
+    let vertex = out.topology.vertices.len() as u32;
+    out.topology.vertices.push(Vertex {
+        id: vertex,
+        position: branch.endpoints[0],
+        outgoing_halfedge: None,
+        tolerance,
+    });
+    let edge = out.topology.edges.len() as u32;
+    out.topology.edges.push(Edge {
+        id: edge,
+        geometry: EdgeGeometry::Curve {
+            curve,
+            range: branch.range,
+        },
+        halfedge: u32::MAX,
+        twin_halfedge: None,
+        tolerance,
+        chart_seam: false,
+    });
+    Ok(ClosedBranchEdge {
+        edge,
+        vertex,
+        pcurves,
+    })
+}
+
+fn add_branch_intersection_curve(
+    out: &mut BrepEnvelope,
+    graph: &IntersectionGraph,
+    branch: &IntersectionBranch,
+    definition_geometry: IntersectionDefinition,
+) -> Result<[PcurveGeometry; 2], GeometryError> {
+    let definition = out.geometry.intersections.len() as u32;
+    out.geometry.intersections.push(definition_geometry);
+    out.geometry
+        .curves
+        .push(CurveGeometry::Intersection { definition });
+    [0, 1]
+        .map(
+            |side| match graph.geometry.pcurves.get(branch.pcurves[side] as usize) {
+                Some(PcurveGeometry::IntersectionSide {
+                    side: intersection_side,
+                    ..
+                }) => Ok(PcurveGeometry::IntersectionSide {
+                    definition,
+                    side: *intersection_side,
+                }),
+                Some(_) => Err(GeometryError::InvalidGeometry(
+                    "intersection curve requires intersection-side pcurves".into(),
+                )),
+                None => Err(GeometryError::MissingReference {
+                    kind: "pcurve".into(),
+                    index: branch.pcurves[side],
+                }),
+            },
+        )
+        .into_iter()
+        .collect::<Result<Vec<_>, _>>()?
+        .try_into()
+        .map_err(|_| GeometryError::InvalidGeometry("closed SSI loop requires two pcurves".into()))
+}
+
+fn add_branch_analytic_curve(
+    out: &mut BrepEnvelope,
+    graph: &IntersectionGraph,
+    branch: &IntersectionBranch,
+    curve: u32,
+    curve_geometry: &CurveGeometry,
+    surface: impl Fn(usize) -> Result<u32, GeometryError>,
+) -> Result<[PcurveGeometry; 2], GeometryError> {
+    out.geometry.curves.push(curve_geometry.clone());
+    [0, 1]
+        .map(|side| {
+            if let Some(exact) = exact_closed_circle_pcurve(
+                &graph.geometry,
+                &out.geometry,
+                branch.pcurves[side],
+                curve_geometry,
+                surface(side)?,
+                out.accuracy.geometric,
+            )? {
+                return Ok(exact);
+            }
+            remap_closed_loop_pcurve(
+                &graph.geometry.pcurves[branch.pcurves[side] as usize],
+                curve,
+                surface(side)?,
+            )
+        })
+        .into_iter()
+        .collect::<Result<Vec<_>, _>>()?
+        .try_into()
+        .map_err(|_| GeometryError::InvalidGeometry("closed SSI loop requires two pcurves".into()))
+}
+
+pub(crate) fn retained_definition(
+    graph: &IntersectionGraph,
+    definition: u32,
+    selected_surfaces: [u32; 2],
+) -> Result<IntersectionDefinition, GeometryError> {
+    let mut definition_geometry = intersection_definition(graph, definition)?;
+    definition_geometry.surfaces = definition_geometry
+        .surfaces
+        .map(|surface| selected_surfaces[surface as usize]);
+    Ok(definition_geometry)
+}
+
+pub(crate) fn intersection_definition(
+    graph: &IntersectionGraph,
+    definition: u32,
+) -> Result<IntersectionDefinition, GeometryError> {
+    Ok(graph
+        .geometry
+        .intersections
+        .get(definition as usize)
+        .ok_or_else(|| GeometryError::MissingReference {
+            kind: "intersection definition".into(),
+            index: definition,
+        })?
+        .clone())
+}
+
+pub(crate) fn reframe_sphere_intersection(
+    geometry: &mut GeometryStore,
+    definition: &mut IntersectionDefinition,
+    side: usize,
+) -> Result<(), GeometryError> {
+    let surface_id = definition.surfaces[side];
+    let (frame, radius) = match geometry.surface(surface_id)? {
+        SurfaceGeometry::Sphere { frame, radius } => (*frame, *radius),
+        _ => {
+            return Err(GeometryError::CoverageGap {
+                families: ["periodic winding".into(), "non-spherical support".into()],
+            })
+        }
+    };
+    let references = [frame.x, frame.y, frame.z];
+    let mut best: Option<SphereCandidate> = None;
+    for i in -1..=1 {
+        for j in -1..=1 {
+            for k in -1..=1 {
+                if [i, j, k] == [0, 0, 0] {
+                    continue;
+                }
+                let axis = unit(frame.vector([i as f64, j as f64, k as f64]))?;
+                let Some(candidate) =
+                    scored_sphere_candidate(frame, radius, references, axis, definition)?
+                else {
+                    continue;
+                };
+                if best
+                    .as_ref()
+                    .is_none_or(|best| candidate.score < best.score)
+                {
+                    best = Some(candidate);
+                }
+            }
+        }
+    }
+    let SphereCandidate {
+        surface: candidate,
+        coordinates,
+        ..
+    } = best.ok_or_else(|| GeometryError::CoverageGap {
+        families: ["sphere".into(), "unresolved periodic winding".into()],
+    })?;
+    geometry.surfaces[surface_id as usize] = candidate;
+    for (anchor, uv) in definition.anchors.iter_mut().zip(&coordinates) {
+        if side == 0 {
+            anchor.uv_a = *uv;
+        } else {
+            anchor.uv_b = *uv;
+        }
+    }
+    let offset = side * 2;
+    for (index, tube) in definition.uv_tubes.iter_mut().enumerate() {
+        for axis in 0..2 {
+            let a = coordinates[index][axis];
+            let b = coordinates[index + 1][axis];
+            let padding = (a - b).abs().max(definition.residual_tolerance / radius) * 2.0;
+            tube[offset + axis] = Interval::new(a.min(b) - padding, a.max(b) + padding)?;
+        }
+    }
+    definition.validate(geometry)
+}
+
+fn scored_sphere_candidate(
+    frame: Frame3,
+    radius: f64,
+    references: [Point3; 3],
+    axis: Point3,
+    definition: &IntersectionDefinition,
+) -> Result<Option<SphereCandidate>, GeometryError> {
+    let reference = references
+        .into_iter()
+        .min_by(|left, right| dot(*left, axis).abs().total_cmp(&dot(*right, axis).abs()))
+        .ok_or_else(|| GeometryError::InvalidGeometry("no reference axes".into()))?;
+    let candidate = SurfaceGeometry::Sphere {
+        frame: Frame3::from_axis(frame.origin, axis, reference)?,
+        radius,
+    };
+    let mut coordinates = Vec::with_capacity(definition.anchors.len());
+    let mut hint = None;
+    let mut failed = false;
+    for anchor in &definition.anchors {
+        match candidate.project(anchor.point, hint) {
+            Ok(uv) => {
+                coordinates.push(uv);
+                hint = Some(uv);
+            }
+            Err(_) => {
+                failed = true;
+                break;
+            }
+        }
+    }
+    if failed {
+        return Ok(None);
+    }
+    let Some(last) = coordinates.last() else {
+        return Ok(None);
+    };
+    let longitude_span = (last[0] - coordinates[0][0]).abs();
+    let pole_proximity = coordinates
+        .iter()
+        .map(|uv| uv[1].abs())
+        .fold(0.0_f64, f64::max);
+    if longitude_span >= std::f64::consts::PI
+        || pole_proximity >= std::f64::consts::FRAC_PI_2 - 1.0e-6
+    {
+        return Ok(None);
+    }
+    let score = pole_proximity + longitude_span;
+    Ok(Some(SphereCandidate {
+        score,
+        surface: candidate,
+        coordinates,
+    }))
+}
+
+pub(crate) fn loop_sense(side: usize, reversed: bool) -> Orientation {
+    let nominal_sense = if side == 0 {
+        Orientation::Forward
+    } else {
+        Orientation::Reverse
+    };
+    if reversed {
+        reverse(nominal_sense)
+    } else {
+        nominal_sense
+    }
+}
+
+pub(crate) fn add_hole_loop(
+    out: &mut BrepEnvelope,
+    loop_edge: &ClosedBranchEdge,
+    side: usize,
+    face: u32,
+    sense: Orientation,
+    tolerance: f64,
+) -> Result<(), GeometryError> {
+    let loop_id = add_closed_intersection_loop(
+        out,
+        loop_edge.edge,
+        loop_edge.vertex,
+        face,
+        loop_edge.pcurves[side].clone(),
+        sense,
+        true,
+    )?;
+    let loop_bounds = topology_loop_bounds(out, loop_id, tolerance)?;
+    widen_trim_bounds(out, face, loop_bounds)?;
+    out.topology.faces[face as usize].trim.holes.push(loop_id);
+    Ok(())
+}
+
+pub(crate) fn add_closed_intersection_loop(
+    brep: &mut BrepEnvelope,
+    edge: u32,
+    vertex: u32,
+    face: u32,
+    pcurve_geometry: PcurveGeometry,
+    sense: Orientation,
+    is_hole: bool,
+) -> Result<u32, GeometryError> {
+    let loop_id = brep.topology.loops.len() as u32;
+    let halfedge = brep.topology.halfedges.len() as u32;
+    let pcurve = brep.geometry.pcurves.len() as u32;
+    brep.geometry.pcurves.push(pcurve_geometry);
+    let edge_record = brep.topology.edges.get_mut(edge as usize).ok_or_else(|| {
+        GeometryError::InvalidTopology("intersection loop edge is missing".into())
+    })?;
+    let twin = if edge_record.halfedge == u32::MAX {
+        edge_record.halfedge = halfedge;
+        None
+    } else {
+        if edge_record.twin_halfedge.is_some() {
+            return Err(GeometryError::InvalidTopology(
+                "intersection loop edge is nonmanifold".into(),
+            ));
+        }
+        edge_record.twin_halfedge = Some(halfedge);
+        brep.topology.halfedges[edge_record.halfedge as usize].twin = Some(halfedge);
+        Some(edge_record.halfedge)
+    };
+    brep.topology.halfedges.push(HalfEdge {
+        id: halfedge,
+        from: vertex,
+        to: vertex,
+        twin,
+        next: Some(halfedge),
+        prev: Some(halfedge),
+        edge,
+        face: Some(face),
+        loop_ref: Some(loop_id),
+        wire_ref: None,
+        geometry_use: HalfEdgeGeometryUse {
+            sense,
+            pcurve: Some(pcurve),
+            periodic_lift: [0; 2],
+        },
+    });
+    if brep.topology.vertices[vertex as usize]
+        .outgoing_halfedge
+        .is_none()
+    {
+        brep.topology.vertices[vertex as usize].outgoing_halfedge = Some(halfedge);
+    }
+    brep.topology.loops.push(Loop {
+        id: loop_id,
+        start_halfedge: halfedge,
+        face_ref: face,
+        is_hole,
+    });
+    Ok(loop_id)
+}
+
+pub(crate) fn widen_trim_bounds(
+    out: &mut BrepEnvelope,
+    face: u32,
+    loop_bounds: [Interval; 2],
+) -> Result<(), GeometryError> {
+    for axis in 0..2 {
+        let bounds = out.topology.faces[face as usize].trim.uv_bounds[axis];
+        out.topology.faces[face as usize].trim.uv_bounds[axis] = Interval::new(
+            bounds.lo.min(loop_bounds[axis].lo),
+            bounds.hi.max(loop_bounds[axis].hi),
+        )?;
+    }
+    Ok(())
+}
+
+pub(crate) fn add_patch_loop(
+    out: &mut BrepEnvelope,
+    loop_edge: &ClosedBranchEdge,
+    side: usize,
+    sense: Orientation,
+    tolerance: f64,
+) -> Result<PatchLoop, GeometryError> {
+    let face = out.topology.faces.len() as u32;
+    let loop_id = add_closed_intersection_loop(
+        out,
+        loop_edge.edge,
+        loop_edge.vertex,
+        face,
+        loop_edge.pcurves[side].clone(),
+        sense,
+        false,
+    )?;
+    let uv_bounds = topology_loop_bounds(out, loop_id, tolerance)?;
+    Ok(PatchLoop {
+        face,
+        loop_id,
+        uv_bounds,
+    })
+}
+
+pub(crate) fn add_patch_face<S: Copy>(
+    out: &mut BrepEnvelope,
+    sides: &LoopSides<'_, S>,
+    side: usize,
+    patch: &PatchLoop,
+    branch_index: Option<usize>,
+    surface: impl FnOnce(S) -> Result<u32, GeometryError>,
+) -> Result<(), GeometryError> {
+    let source_face = &sides.inputs[side].topology.faces[sides.face_ids[side] as usize];
+    out.topology.faces.push(Face {
+        id: patch.face,
+        key: match branch_index {
+            Some(branch_index) => {
+                format!("{}:intersection-patch-{branch_index}", source_face.key)
+            }
+            None => format!("{}:intersection-patch", source_face.key),
+        },
+        surface: surface(sides.surfaces[side])?,
+        sense: source_face.sense,
+        trim: TrimRegion {
+            chart: source_face.trim.chart,
+            uv_bounds: patch.uv_bounds,
+            outer: patch.loop_id,
+            holes: Vec::new(),
+        },
+        shell_ref: Some(0),
+        provenance: FaceProvenance {
+            sources: vec![brep_face_source(sides.inputs[side], sides.face_ids[side])],
+            role: if sides.reverse_selected[side] {
+                FaceRole::Cut
+            } else {
+                FaceRole::Split
+            },
+            reversed: sides.reverse_selected[side],
+        },
+    });
+    out.topology.shells[0].faces.push(patch.face);
+    Ok(())
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/assembly/cylinder_faces.rs b/main/opengeometry/src/operations/modifying/boolean/assembly/cylinder_faces.rs
new file mode 100644
index 0000000..7fc1b63
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/assembly/cylinder_faces.rs
@@ -0,0 +1,176 @@
+use super::append::append_analytic_input;
+use super::provenance::reverse_face;
+use crate::brep::{
+    boundary, uv_line, BrepEnvelope, Builder, CurveGeometry, FaceProvenance, Frame3, GeometryError,
+    Orientation, PcurveGeometry, SurfaceGeometry,
+};
+use crate::math::{scale, Interval};
+use crate::primitives;
+use Orientation::{Forward as F, Reverse as R};
+
+pub(crate) struct CylinderBand {
+    pub(crate) frame: Frame3,
+    pub(crate) radius: f64,
+    pub(crate) z0: f64,
+    pub(crate) z1: f64,
+    pub(crate) low: (u32, u32),
+    pub(crate) high: (u32, u32),
+}
+
+pub(crate) fn circular_boundary(
+    builder: &mut Builder,
+    frame: Frame3,
+    radius: f64,
+    z: f64,
+) -> Result<(u32, u32), GeometryError> {
+    let mut circle_frame = frame;
+    circle_frame.origin = frame.point([0.0, 0.0, z]);
+    let vertex = builder.vertex(frame.point([radius, 0.0, z]));
+    let edge = builder.edge(
+        CurveGeometry::Circle {
+            frame: circle_frame,
+            radius,
+        },
+        Interval::new(0.0, std::f64::consts::TAU)?,
+        false,
+    );
+    Ok((vertex, edge))
+}
+
+pub(crate) fn cylinder_band(
+    builder: &mut Builder,
+    band: &CylinderBand,
+    provenance: FaceProvenance,
+    reversed: bool,
+) -> Result<(), GeometryError> {
+    let CylinderBand {
+        frame,
+        radius,
+        z0,
+        z1,
+        low,
+        high,
+    } = *band;
+    let seam = builder.edge(
+        CurveGeometry::Line {
+            origin: frame.point([radius, 0.0, z0]),
+            direction: frame.z,
+        },
+        Interval::new(0.0, z1 - z0)?,
+        true,
+    );
+    let face = builder.brep.topology.faces.len() as u32;
+    let tau = std::f64::consts::TAU;
+    builder.face(
+        &format!("{face}:cylinder-band"),
+        SurfaceGeometry::Cylinder { frame, radius },
+        [[0.0, tau], [z0, z1]],
+        vec![
+            boundary(low.1, low.0, low.0, F, uv_line([0.0, z0], [1.0, 0.0])),
+            boundary(seam, low.0, high.0, F, uv_line([tau, z0], [0.0, 1.0])),
+            boundary(high.1, high.0, high.0, R, uv_line([0.0, z1], [1.0, 0.0])),
+            boundary(seam, high.0, low.0, R, uv_line([0.0, z0], [0.0, 1.0])),
+        ],
+    )?;
+    builder.brep.topology.faces[face as usize].provenance = provenance;
+    if reversed {
+        reverse_face(&mut builder.brep, face);
+    }
+    Ok(())
+}
+
+pub(crate) fn cylinder_cap(
+    builder: &mut Builder,
+    frame: Frame3,
+    radius: f64,
+    z: f64,
+    boundary_edge: (u32, u32),
+    top: bool,
+    provenance: FaceProvenance,
+) -> Result<(), GeometryError> {
+    let mut surface_frame = frame;
+    surface_frame.origin = frame.point([0.0, 0.0, z]);
+    if !top {
+        surface_frame.y = scale(surface_frame.y, -1.0);
+        surface_frame.z = scale(surface_frame.z, -1.0);
+    }
+    let face = builder.brep.topology.faces.len() as u32;
+    builder.face(
+        &format!("{face}:cylinder-cap"),
+        SurfaceGeometry::Plane {
+            frame: surface_frame,
+        },
+        [[-radius, radius]; 2],
+        vec![boundary(
+            boundary_edge.1,
+            boundary_edge.0,
+            boundary_edge.0,
+            if top { F } else { R },
+            PcurveGeometry::Conic2 {
+                origin: [0.0; 2],
+                axis_a: [radius, 0.0],
+                axis_b: [0.0, if top { radius } else { -radius }],
+            },
+        )],
+    )?;
+    builder.brep.topology.faces[face as usize].provenance = provenance;
+    Ok(())
+}
+
+pub(crate) fn append_cylinder_segment(
+    out: &mut BrepEnvelope,
+    frame: Frame3,
+    radius: f64,
+    height: f64,
+    provenances: [FaceProvenance; 3],
+    index: usize,
+) -> Result<(), GeometryError> {
+    if height <= 4.0 * out.accuracy.geometric {
+        return Err(GeometryError::UnresolvedIntersection(
+            "cylinder boolean leaves a sub-tolerance axial segment".into(),
+        ));
+    }
+    let part = primitives::cylinder(
+        format!("{}:segment-{index}", out.id),
+        frame,
+        radius,
+        height,
+        out.accuracy,
+    )?;
+    let face_offset = out.topology.faces.len();
+    append_analytic_input(out, &part)?;
+    for (face, provenance) in out.topology.faces[face_offset..]
+        .iter_mut()
+        .zip(provenances)
+    {
+        face.provenance = provenance;
+    }
+    Ok(())
+}
+
+pub(crate) fn append_annular_cylinder(
+    out: &mut BrepEnvelope,
+    frame: Frame3,
+    inner_radius: f64,
+    outer_radius: f64,
+    height: f64,
+    provenances: [FaceProvenance; 4],
+) -> Result<(), GeometryError> {
+    let part = primitives::annular_cylinder(
+        format!("{}:annular", out.id),
+        frame,
+        inner_radius,
+        outer_radius,
+        height,
+        out.accuracy,
+    )?;
+    let face_offset = out.topology.faces.len();
+    append_analytic_input(out, &part)?;
+    for (face, provenance) in out.topology.faces[face_offset..]
+        .iter_mut()
+        .zip(provenances)
+    {
+        face.provenance = provenance;
+    }
+    Ok(())
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/assembly/loop_pcurves.rs b/main/opengeometry/src/operations/modifying/boolean/assembly/loop_pcurves.rs
new file mode 100644
index 0000000..ef1d854
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/assembly/loop_pcurves.rs
@@ -0,0 +1,230 @@
+use crate::brep::{
+    BrepEnvelope, CurveGeometry, GeometryError, GeometryStore, IntersectionSide, PcurveGeometry,
+    Surface, SurfaceGeometry,
+};
+use crate::intersection::{IntersectionBranch, IntersectionGraph};
+use crate::math::{cross, dot, Interval};
+
+pub(super) fn remap_closed_loop_pcurve(
+    pcurve: &PcurveGeometry,
+    curve: u32,
+    surface: u32,
+) -> Result<PcurveGeometry, GeometryError> {
+    Ok(match pcurve {
+        PcurveGeometry::Line2 { .. } | PcurveGeometry::Conic2 { .. } => pcurve.clone(),
+        PcurveGeometry::ProjectedCurve {
+            chart,
+            uv_hint,
+            uv_rate,
+            parameter_origin,
+            ..
+        } => PcurveGeometry::ProjectedCurve {
+            curve,
+            surface,
+            chart: *chart,
+            uv_hint: *uv_hint,
+            uv_rate: *uv_rate,
+            parameter_origin: *parameter_origin,
+        },
+        PcurveGeometry::IntersectionSide { .. } => {
+            return Err(GeometryError::InvalidGeometry(
+                "intersection-side pcurve requires a remapped intersection definition".into(),
+            ))
+        }
+    })
+}
+
+pub(super) fn exact_closed_circle_pcurve(
+    source_geometry: &GeometryStore,
+    target_geometry: &GeometryStore,
+    source_pcurve: u32,
+    circle: &CurveGeometry,
+    surface: u32,
+    tolerance: f64,
+) -> Result<Option<PcurveGeometry>, GeometryError> {
+    if !matches!(
+        source_geometry.pcurves.get(source_pcurve as usize),
+        Some(PcurveGeometry::ProjectedCurve { .. })
+    ) {
+        return Ok(None);
+    }
+    let CurveGeometry::Circle {
+        frame: circle,
+        radius,
+    } = circle
+    else {
+        return Ok(None);
+    };
+    let support = target_geometry.surface(surface)?;
+    let frame = support.frame();
+    let centre = frame.local(circle.origin);
+    let axis_x = [dot(circle.x, frame.x), dot(circle.x, frame.y)];
+    let axis_y = [dot(circle.y, frame.x), dot(circle.y, frame.y)];
+    match support {
+        SurfaceGeometry::Plane { .. }
+            if centre[2].abs() <= tolerance
+                && dot(circle.x, frame.z).abs() * radius <= tolerance
+                && dot(circle.y, frame.z).abs() * radius <= tolerance =>
+        {
+            Ok(Some(PcurveGeometry::Conic2 {
+                origin: [centre[0], centre[1]],
+                axis_a: axis_x.map(|value| value * radius),
+                axis_b: axis_y.map(|value| value * radius),
+            }))
+        }
+        SurfaceGeometry::Cylinder {
+            radius: support_radius,
+            ..
+        } if centre[0].hypot(centre[1]) <= tolerance
+            && (radius - support_radius).abs() <= tolerance
+            && (dot(circle.z, frame.z).abs() - 1.0).abs() <= 1.0e-10 =>
+        {
+            let rate = dot(cross(circle.x, circle.y), frame.z).signum();
+            let phase = axis_x[1].atan2(axis_x[0]);
+            let original = source_geometry.pcurve_at(source_pcurve, 0.0)?;
+            let lifted_phase = phase
+                + ((original[0] - phase) / std::f64::consts::TAU).round() * std::f64::consts::TAU;
+            Ok(Some(PcurveGeometry::Line2 {
+                origin: [lifted_phase, centre[2]],
+                direction: [rate, 0.0],
+            }))
+        }
+        _ => Ok(None),
+    }
+}
+
+pub(crate) fn pcurve_winding(
+    geometry: &GeometryStore,
+    surface: u32,
+    pcurve: u32,
+    range: Interval,
+) -> Result<[i32; 2], GeometryError> {
+    let chart = &geometry.surface(surface)?.charts()[0];
+    let start = geometry.pcurve_at(pcurve, range.lo)?;
+    let end = geometry.pcurve_at(pcurve, range.hi)?;
+    Ok(std::array::from_fn(|axis| {
+        chart.periods[axis].map_or(0, |period| {
+            ((end[axis] - start[axis]) / period).round() as i32
+        })
+    }))
+}
+
+pub(crate) fn pcurve_support_surface(
+    geometry: &GeometryStore,
+    pcurve: u32,
+) -> Result<u32, GeometryError> {
+    match geometry.pcurves.get(pcurve as usize) {
+        Some(PcurveGeometry::ProjectedCurve { surface, .. }) => Ok(*surface),
+        Some(PcurveGeometry::IntersectionSide { definition, side }) => {
+            let definition = geometry
+                .intersections
+                .get(*definition as usize)
+                .ok_or_else(|| GeometryError::MissingReference {
+                    kind: "intersection definition".into(),
+                    index: *definition,
+                })?;
+            Ok(definition.surfaces[if *side == IntersectionSide::A { 0 } else { 1 }])
+        }
+        Some(_) => Err(GeometryError::InvalidGeometry(
+            "periodic pcurve has no support surface reference".into(),
+        )),
+        None => Err(GeometryError::MissingReference {
+            kind: "pcurve".into(),
+            index: pcurve,
+        }),
+    }
+}
+
+pub(crate) fn intersection_loop_sample(
+    graph: &IntersectionGraph,
+    branch: &IntersectionBranch,
+    side: usize,
+) -> Result<[f64; 2], GeometryError> {
+    let subdivisions = 128;
+    let mut points = Vec::with_capacity(subdivisions);
+    for index in 0..subdivisions {
+        let parameter = branch.range.lo + branch.range.width() * index as f64 / subdivisions as f64;
+        points.push(graph.geometry.pcurve_at(branch.pcurves[side], parameter)?);
+    }
+    let mut twice_area = 0.0;
+    let mut centroid = [0.0; 2];
+    for index in 0..points.len() {
+        let a = points[index];
+        let b = points[(index + 1) % points.len()];
+        let cross = a[0] * b[1] - b[0] * a[1];
+        twice_area += cross;
+        centroid[0] += (a[0] + b[0]) * cross;
+        centroid[1] += (a[1] + b[1]) * cross;
+    }
+    if twice_area.abs() <= f64::EPSILON {
+        return Ok([
+            points.iter().map(|point| point[0]).sum::<f64>() / points.len() as f64,
+            points.iter().map(|point| point[1]).sum::<f64>() / points.len() as f64,
+        ]);
+    }
+    Ok([
+        centroid[0] / (3.0 * twice_area),
+        centroid[1] / (3.0 * twice_area),
+    ])
+}
+
+pub(crate) fn intersection_loop_bounds(
+    graph: &IntersectionGraph,
+    branch: &IntersectionBranch,
+    side: usize,
+    tolerance: f64,
+) -> Result<[Interval; 2], GeometryError> {
+    pcurve_loop_bounds(
+        &graph.geometry,
+        branch.pcurves[side],
+        branch.range,
+        tolerance,
+    )
+}
+
+fn pcurve_loop_bounds(
+    geometry: &GeometryStore,
+    pcurve: u32,
+    range: Interval,
+    tolerance: f64,
+) -> Result<[Interval; 2], GeometryError> {
+    let mut lo = [f64::INFINITY; 2];
+    let mut hi = [f64::NEG_INFINITY; 2];
+    for index in 0..=256 {
+        let parameter = range.lo + range.width() * index as f64 / 256.0;
+        let uv = geometry.pcurve_at(pcurve, parameter)?;
+        for axis in 0..2 {
+            lo[axis] = lo[axis].min(uv[axis]);
+            hi[axis] = hi[axis].max(uv[axis]);
+        }
+    }
+    let padding =
+        [0, 1].map(|axis| (hi[axis] - lo[axis]).abs().max(tolerance) * 1.0e-6 + tolerance);
+    Ok([
+        Interval::new(lo[0] - padding[0], hi[0] + padding[0])?,
+        Interval::new(lo[1] - padding[1], hi[1] + padding[1])?,
+    ])
+}
+
+pub(crate) fn topology_loop_bounds(
+    brep: &BrepEnvelope,
+    loop_id: u32,
+    tolerance: f64,
+) -> Result<[Interval; 2], GeometryError> {
+    let loop_record = brep.topology.loops.get(loop_id as usize).ok_or_else(|| {
+        GeometryError::MissingReference {
+            kind: "loop".into(),
+            index: loop_id,
+        }
+    })?;
+    let halfedge = &brep.topology.halfedges[loop_record.start_halfedge as usize];
+    let pcurve = halfedge.geometry_use.pcurve.ok_or_else(|| {
+        GeometryError::InvalidTopology("intersection loop is missing its pcurve".into())
+    })?;
+    pcurve_loop_bounds(
+        &brep.geometry,
+        pcurve,
+        brep.topology.edges[halfedge.edge as usize].geometry.range(),
+        tolerance,
+    )
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/assembly/mod.rs b/main/opengeometry/src/operations/modifying/boolean/assembly/mod.rs
new file mode 100644
index 0000000..83025ec
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/assembly/mod.rs
@@ -0,0 +1,35 @@
+mod append;
+mod box_faces;
+mod closed_loop;
+mod cylinder_faces;
+mod loop_pcurves;
+mod provenance;
+mod shell_components;
+mod sphere_patch;
+mod welded_vertex;
+
+pub(super) use append::{
+    analytic_face_mappings, append_analytic_input, finish_analytic_result, finish_cylinder_result,
+};
+pub(super) use box_faces::add_box_faces;
+pub(super) use closed_loop::{
+    add_closed_intersection_loop, add_complement_input, add_hole_loop, add_patch_face,
+    add_patch_loop, append_closed_branch_geometry, intersection_definition, loop_containment,
+    loop_regions, loop_selection, loop_sense, merge_selected_shells, reframe_sphere_intersection,
+    retained_definition, widen_trim_bounds, ClosedBranchEdge, LoopRegion, LoopSides,
+};
+pub(super) use cylinder_faces::{
+    append_annular_cylinder, append_cylinder_segment, circular_boundary, cylinder_band,
+    cylinder_cap, CylinderBand,
+};
+pub(super) use loop_pcurves::{
+    intersection_loop_bounds, intersection_loop_sample, pcurve_support_surface, pcurve_winding,
+    topology_loop_bounds,
+};
+pub(super) use provenance::{
+    box_source, cylinder_face_mappings, cylinder_source, face_provenance, provenance, reverse,
+    reverse_face, source,
+};
+pub(super) use shell_components::{assign_shell_faces, enclosing_solid};
+pub(super) use sphere_patch::{append_sphere, patch, SpherePatch};
+pub(super) use welded_vertex::add_welded_vertex;
diff --git a/main/opengeometry/src/operations/modifying/boolean/assembly/provenance.rs b/main/opengeometry/src/operations/modifying/boolean/assembly/provenance.rs
new file mode 100644
index 0000000..f7223d8
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/assembly/provenance.rs
@@ -0,0 +1,112 @@
+use crate::brep::{BrepEnvelope, FaceProvenance, FaceRole, FaceSource, Orientation};
+use crate::operations::modifying::boolean::operands::{BoxInput, CylinderInput, SphereInput};
+use crate::operations::modifying::boolean::types::FaceMapping;
+
+pub(crate) fn source(input: &SphereInput<'_>) -> FaceSource {
+    FaceSource {
+        entity: input.brep.id.clone(),
+        body: input.brep.id.clone(),
+        key: input.brep.topology.faces[0].key.clone(),
+        face: 0,
+    }
+}
+
+pub(crate) fn provenance(
+    input: &SphereInput<'_>,
+    role: FaceRole,
+    reversed: bool,
+) -> FaceProvenance {
+    FaceProvenance {
+        sources: vec![source(input)],
+        role,
+        reversed,
+    }
+}
+
+pub(crate) fn reverse(sense: Orientation) -> Orientation {
+    if sense == Orientation::Forward {
+        Orientation::Reverse
+    } else {
+        Orientation::Forward
+    }
+}
+
+pub(crate) fn reverse_face(brep: &mut BrepEnvelope, face: u32) {
+    brep.topology.faces[face as usize].sense = reverse(brep.topology.faces[face as usize].sense);
+    for h in &mut brep.topology.halfedges {
+        if h.face == Some(face) {
+            std::mem::swap(&mut h.from, &mut h.to);
+            std::mem::swap(&mut h.next, &mut h.prev);
+            h.geometry_use.sense = reverse(h.geometry_use.sense);
+        }
+    }
+    for vertex in &mut brep.topology.vertices {
+        vertex.outgoing_halfedge = brep
+            .topology
+            .halfedges
+            .iter()
+            .find(|h| h.from == vertex.id)
+            .map(|h| h.id);
+    }
+}
+
+pub(crate) fn box_source(input: &BoxInput<'_>, face: usize) -> FaceSource {
+    FaceSource {
+        entity: input.brep.id.clone(),
+        body: input.brep.id.clone(),
+        key: input.brep.topology.faces[face].key.clone(),
+        face: face as u32,
+    }
+}
+
+pub(crate) fn cylinder_source(input: &CylinderInput<'_>, face: u32) -> FaceSource {
+    FaceSource {
+        entity: input.brep.id.clone(),
+        body: input.brep.id.clone(),
+        key: input.brep.topology.faces[face as usize].key.clone(),
+        face,
+    }
+}
+
+pub(crate) fn face_provenance(
+    sources: Vec<FaceSource>,
+    role: FaceRole,
+    reversed: bool,
+) -> FaceProvenance {
+    FaceProvenance {
+        sources,
+        role,
+        reversed,
+    }
+}
+
+pub(crate) fn cylinder_face_mappings(
+    out: &BrepEnvelope,
+    inputs: [&CylinderInput<'_>; 2],
+) -> Vec<FaceMapping> {
+    let mut mappings = Vec::with_capacity(6);
+    for input in inputs {
+        for face in 0..3 {
+            let source = cylinder_source(input, face);
+            let result_faces = out
+                .topology
+                .faces
+                .iter()
+                .filter(|result| {
+                    result.provenance.sources.iter().any(|candidate| {
+                        candidate.entity == source.entity
+                            && candidate.body == source.body
+                            && candidate.key == source.key
+                            && candidate.face == source.face
+                    })
+                })
+                .map(|result| result.id)
+                .collect();
+            mappings.push(FaceMapping {
+                source,
+                result_faces,
+            });
+        }
+    }
+    mappings
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/assembly/shell_components.rs b/main/opengeometry/src/operations/modifying/boolean/assembly/shell_components.rs
new file mode 100644
index 0000000..df24a54
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/assembly/shell_components.rs
@@ -0,0 +1,64 @@
+use crate::brep::{BrepEnvelope, GeometryError};
+use crate::math::Point3;
+use std::collections::VecDeque;
+
+pub(crate) fn assign_shell_faces(
+    brep: &mut BrepEnvelope,
+    assigned: &mut [bool],
+    start: usize,
+    shell: u32,
+    open_boundary: impl Fn() -> GeometryError,
+    faceless_twin: impl Fn() -> GeometryError,
+) -> Result<Vec<u32>, GeometryError> {
+    let mut faces = Vec::new();
+    let mut queue = VecDeque::from([start]);
+    assigned[start] = true;
+    while let Some(face) = queue.pop_front() {
+        brep.topology.faces[face].shell_ref = Some(shell);
+        faces.push(face as u32);
+        for halfedge in brep
+            .topology
+            .halfedges
+            .iter()
+            .filter(|edge| edge.face == Some(face as u32))
+        {
+            let twin = halfedge.twin.ok_or_else(&open_boundary)?;
+            let adjacent = brep.topology.halfedges[twin as usize]
+                .face
+                .ok_or_else(&faceless_twin)? as usize;
+            if !assigned[adjacent] {
+                assigned[adjacent] = true;
+                queue.push_back(adjacent);
+            }
+        }
+    }
+    Ok(faces)
+}
+
+pub(crate) fn enclosing_solid(
+    brep: &BrepEnvelope,
+    outer_shells: &[(u32, f64)],
+    cavity_shell: u32,
+    contains: impl Fn(&BrepEnvelope, &[u32], Point3) -> Result<bool, GeometryError>,
+    unenclosed: impl Fn() -> GeometryError,
+) -> Result<usize, GeometryError> {
+    let shell = &brep.topology.shells[cavity_shell as usize];
+    let face = &brep.topology.faces[shell.faces[0] as usize];
+    let loop_start = brep.topology.loops[face.trim.outer as usize].start_halfedge;
+    let vertex = brep.topology.halfedges[loop_start as usize].from;
+    let point = brep.topology.vertices[vertex as usize].position;
+    let mut enclosing = Vec::new();
+    for (index, &(outer_shell, volume)) in outer_shells.iter().enumerate() {
+        let outer = &brep.topology.shells[outer_shell as usize];
+        if contains(brep, &outer.faces, point)? {
+            enclosing.push((index, volume));
+        }
+    }
+    let Some(&(index, _)) = enclosing
+        .iter()
+        .min_by(|left, right| left.1.total_cmp(&right.1))
+    else {
+        return Err(unenclosed());
+    };
+    Ok(index)
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/assembly/sphere_patch.rs b/main/opengeometry/src/operations/modifying/boolean/assembly/sphere_patch.rs
new file mode 100644
index 0000000..18b036b
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/assembly/sphere_patch.rs
@@ -0,0 +1,204 @@
+use super::provenance::{provenance, reverse_face};
+use crate::brep::{
+    boundary, uv_line, Accuracy, BrepEnvelope, Builder, CurveGeometry, EdgeGeometry, FaceRole,
+    Frame3, GeometryError, Orientation, Surface, SurfaceGeometry,
+};
+use crate::math::{scale, Interval};
+use crate::operations::modifying::boolean::operands::SphereInput;
+use crate::primitives;
+use Orientation::{Forward as F, Reverse as R};
+
+pub(crate) struct SpherePatch {
+    pub(crate) frame: Frame3,
+    pub(crate) latitude: f64,
+    pub(crate) north: bool,
+    pub(crate) shared_edge: u32,
+    pub(crate) shared_vertex: u32,
+}
+
+pub(crate) fn append_sphere(
+    out: &mut BrepEnvelope,
+    input: &SphereInput<'_>,
+    reversed: bool,
+) -> Result<u32, GeometryError> {
+    let mut part = oriented_sphere_part(input, out.accuracy, reversed)?;
+    let [v, e, h, l, f, s, c, p, surface] = [
+        out.topology.vertices.len(),
+        out.topology.edges.len(),
+        out.topology.halfedges.len(),
+        out.topology.loops.len(),
+        out.topology.faces.len(),
+        out.topology.shells.len(),
+        out.geometry.curves.len(),
+        out.geometry.pcurves.len(),
+        out.geometry.surfaces.len(),
+    ]
+    .map(|n| n as u32);
+    for vertex in &mut part.topology.vertices {
+        vertex.id += v;
+        vertex.outgoing_halfedge = vertex.outgoing_halfedge.map(|id| id + h);
+    }
+    for edge in &mut part.topology.edges {
+        edge.id += e;
+        edge.halfedge += h;
+        edge.twin_halfedge = edge.twin_halfedge.map(|id| id + h);
+        match &mut edge.geometry {
+            EdgeGeometry::Curve { curve, .. } => *curve += c,
+            EdgeGeometry::Collapsed { vertex } => *vertex += v,
+        }
+    }
+    for halfedge in &mut part.topology.halfedges {
+        halfedge.id += h;
+        halfedge.from += v;
+        halfedge.to += v;
+        halfedge.edge += e;
+        halfedge.twin = halfedge.twin.map(|id| id + h);
+        halfedge.next = halfedge.next.map(|id| id + h);
+        halfedge.prev = halfedge.prev.map(|id| id + h);
+        halfedge.face = halfedge.face.map(|id| id + f);
+        halfedge.loop_ref = halfedge.loop_ref.map(|id| id + l);
+        halfedge.geometry_use.pcurve = halfedge.geometry_use.pcurve.map(|id| id + p);
+    }
+    for loop_ in &mut part.topology.loops {
+        loop_.id += l;
+        loop_.start_halfedge += h;
+        loop_.face_ref += f;
+    }
+    for face in &mut part.topology.faces {
+        face.id += f;
+        face.key = format!("{f}:{}", face.key);
+        face.surface += surface;
+        face.trim.outer += l;
+        face.shell_ref = Some(s);
+    }
+    for shell in &mut part.topology.shells {
+        shell.id += s;
+        for face in &mut shell.faces {
+            *face += f;
+        }
+    }
+    add_part(out, part);
+    Ok(s)
+}
+
+fn oriented_sphere_part(
+    input: &SphereInput<'_>,
+    accuracy: Accuracy,
+    reversed: bool,
+) -> Result<BrepEnvelope, GeometryError> {
+    let mut part = primitives::sphere(input.brep.id.clone(), input.frame, input.radius, accuracy)?;
+    part.topology.faces[0].provenance = provenance(
+        input,
+        if reversed {
+            FaceRole::Cut
+        } else {
+            FaceRole::Preserved
+        },
+        reversed,
+    );
+    if reversed {
+        reverse_face(&mut part, 0);
+    }
+    Ok(part)
+}
+
+fn add_part(out: &mut BrepEnvelope, part: BrepEnvelope) {
+    out.geometry.surfaces.extend(part.geometry.surfaces);
+    out.geometry.curves.extend(part.geometry.curves);
+    out.geometry.pcurves.extend(part.geometry.pcurves);
+    out.topology.vertices.extend(part.topology.vertices);
+    out.topology.edges.extend(part.topology.edges);
+    out.topology.halfedges.extend(part.topology.halfedges);
+    out.topology.loops.extend(part.topology.loops);
+    out.topology.faces.extend(part.topology.faces);
+    out.topology.shells.extend(part.topology.shells);
+}
+
+pub(crate) fn patch(
+    builder: &mut Builder,
+    input: &SphereInput<'_>,
+    sphere_patch: &SpherePatch,
+    reversed: bool,
+) -> Result<(), GeometryError> {
+    let SpherePatch {
+        frame,
+        latitude,
+        north,
+        shared_edge,
+        shared_vertex,
+    } = *sphere_patch;
+    let pole_lat = if north {
+        std::f64::consts::FRAC_PI_2
+    } else {
+        -std::f64::consts::FRAC_PI_2
+    };
+    let (lo, hi) = if north {
+        (latitude, pole_lat)
+    } else {
+        (pole_lat, latitude)
+    };
+    let surface = SurfaceGeometry::Sphere {
+        frame,
+        radius: input.radius,
+    };
+    let pole = builder.vertex(surface.point_at([0.0, pole_lat])?);
+    let collapse = builder.edge_geometry(EdgeGeometry::Collapsed { vertex: pole }, true);
+    let seam = builder.edge(
+        CurveGeometry::Circle {
+            frame: Frame3 {
+                x: frame.x,
+                y: frame.z,
+                z: scale(frame.y, -1.0),
+                ..frame
+            },
+            radius: input.radius,
+        },
+        Interval::new(lo, hi)?,
+        true,
+    );
+    let tau = std::f64::consts::TAU;
+    let (low, high) = if north {
+        (shared_vertex, pole)
+    } else {
+        (pole, shared_vertex)
+    };
+    let bottom = if north {
+        boundary(shared_edge, low, low, F, uv_line([0.0, lo], [1.0, 0.0]))
+    } else {
+        boundary(collapse, low, low, F, uv_line([0.0, lo], [tau, 0.0]))
+    };
+    let top = if north {
+        boundary(collapse, high, high, F, uv_line([tau, hi], [-tau, 0.0]))
+    } else {
+        boundary(shared_edge, high, high, R, uv_line([0.0, hi], [1.0, 0.0]))
+    };
+    let face = builder.brep.topology.faces.len() as u32;
+    builder.face(
+        &format!("{face}:{}", input.brep.topology.faces[0].key),
+        surface,
+        [[0.0, tau], [lo, hi]],
+        vec![
+            bottom,
+            boundary(seam, low, high, F, uv_line([tau, 0.0], [0.0, 1.0])),
+            top,
+            boundary(seam, high, low, R, uv_line([0.0, 0.0], [0.0, 1.0])),
+        ],
+    )?;
+    set_patch_provenance(builder, input, face, reversed);
+    Ok(())
+}
+
+fn set_patch_provenance(builder: &mut Builder, input: &SphereInput<'_>, face: u32, reversed: bool) {
+    builder.brep.topology.faces[face as usize].provenance = provenance(
+        input,
+        if reversed {
+            FaceRole::Cut
+        } else {
+            FaceRole::Split
+        },
+        reversed,
+    );
+    if reversed {
+        reverse_face(&mut builder.brep, face);
+    }
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/assembly/welded_vertex.rs b/main/opengeometry/src/operations/modifying/boolean/assembly/welded_vertex.rs
new file mode 100644
index 0000000..8b46540
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/assembly/welded_vertex.rs
@@ -0,0 +1,19 @@
+use crate::brep::{Accuracy, Builder};
+use crate::math::{norm, sub, Point3};
+
+pub(crate) fn add_welded_vertex(
+    builder: &mut Builder,
+    vertices: &mut Vec<(Point3, u32)>,
+    point: Point3,
+    accuracy: Accuracy,
+) -> u32 {
+    if let Some((_, id)) = vertices
+        .iter()
+        .find(|(existing, _)| norm(sub(*existing, point)) <= accuracy.geometric / 4.0)
+    {
+        return *id;
+    }
+    let id = builder.vertex(point);
+    vertices.push((point, id));
+    id
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/batch/mod.rs b/main/opengeometry/src/operations/modifying/boolean/batch/mod.rs
new file mode 100644
index 0000000..0b44ec5
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/batch/mod.rs
@@ -0,0 +1,244 @@
+mod prismatic_profile;
+
+use super::assembly::{analytic_face_mappings, append_analytic_input};
+use super::dispatch::{boolean_brep_with_handlers, record_handler, HandlerId};
+use super::handlers::{boolean_rectilinear, subtract_vertical_arc_extrusion_batch};
+use super::operands::{all_planar, full_cylinder, unique_sources};
+use super::types::{BooleanOp, BooleanResult};
+use crate::brep::{Accuracy, BrepEnvelope, GeometryError, PatchBounds, SurfaceGeometry};
+use prismatic_profile::subtract_prismatic_profile_batch;
+
+pub fn subtract_planar_cutters(
+    host: &BrepEnvelope,
+    cutters: &[BrepEnvelope],
+    id: String,
+) -> Result<BooleanResult, GeometryError> {
+    subtract_planar_cutters_with_handlers(host, cutters, id).map(|result| result.0)
+}
+
+pub fn subtract_planar_cutters_with_handlers(
+    host: &BrepEnvelope,
+    cutters: &[BrepEnvelope],
+    id: String,
+) -> Result<(BooleanResult, Vec<String>), GeometryError> {
+    let (result, handlers) = subtract_planar_cutters_outcome_with_handlers(host, cutters, id);
+    result.map(|result| (result, handlers))
+}
+
+pub fn subtract_planar_cutters_outcome_with_handlers(
+    host: &BrepEnvelope,
+    cutters: &[BrepEnvelope],
+    id: String,
+) -> (Result<BooleanResult, GeometryError>, Vec<String>) {
+    let mut handlers = Vec::new();
+    let result = subtract_planar_cutters_inner(host, cutters, id, &mut handlers);
+    (result, handlers)
+}
+
+fn subtract_planar_cutters_inner(
+    host: &BrepEnvelope,
+    cutters: &[BrepEnvelope],
+    id: String,
+    handlers: &mut Vec<String>,
+) -> Result<BooleanResult, GeometryError> {
+    let mut nested = Vec::new();
+    let result = record_handler(handlers, HandlerId::SubtractPlanarCutters, || {
+        planar_cutters_boolean(host, cutters, id, &mut nested)
+    })?;
+    handlers.append(&mut nested);
+    Ok(result)
+}
+
+fn planar_cutters_boolean(
+    host: &BrepEnvelope,
+    cutters: &[BrepEnvelope],
+    id: String,
+    handlers: &mut Vec<String>,
+) -> Result<BooleanResult, GeometryError> {
+    if cutters.is_empty() || cutters.len() > 100 {
+        return Err(GeometryError::InvalidGeometry(
+            "planar batch subtraction requires between one and 100 cutters".into(),
+        ));
+    }
+    if cutters.len() == 1 {
+        let (result, nested) =
+            boolean_brep_with_handlers(host, &cutters[0], BooleanOp::Subtraction, id)?;
+        handlers.extend(nested);
+        return Ok(result);
+    }
+    let (accuracy, bounds) = accuracy_and_bounds(host, cutters)?;
+    let planar = cutters
+        .iter()
+        .filter(|cutter| all_planar(cutter))
+        .collect::<Vec<_>>();
+    let cylinders = if planar.len() == cutters.len() {
+        Vec::new()
+    } else {
+        cutters
+            .iter()
+            .filter(|cutter| full_cylinder(cutter).is_ok())
+            .collect::<Vec<_>>()
+    };
+    if !cylinders.is_empty() && planar.len() + cylinders.len() == cutters.len() {
+        if let Some(result) = subtract_prismatic_profile_batch(host, cutters, id.clone())? {
+            handlers.push(HandlerId::SubtractPrismaticProfileBatch.as_str().into());
+            return Ok(result);
+        }
+    }
+    if !planar.is_empty()
+        && !cylinders.is_empty()
+        && planar.len() + cylinders.len() == cutters.len()
+    {
+        return mixed_cutters_boolean(host, cutters, planar, cylinders, id, handlers);
+    }
+    if host
+        .geometry
+        .surfaces
+        .iter()
+        .any(|surface| matches!(surface, SurfaceGeometry::Cylinder { .. }))
+        && cutters.iter().all(all_planar)
+    {
+        match subtract_vertical_arc_extrusion_batch(
+            host,
+            &cutters.iter().collect::<Vec<_>>(),
+            id.clone(),
+        ) {
+            Ok(result) => {
+                handlers.push(HandlerId::SubtractVerticalArcExtrusionBatch.as_str().into());
+                return Ok(result);
+            }
+            Err(GeometryError::CoverageGap { .. }) => {}
+            Err(error) => return Err(error),
+        }
+    }
+    check_disjoint_cutters(cutters, &bounds, accuracy)?;
+    let mut combined = BrepEnvelope::new(format!("{id}:cutters"), accuracy)?;
+    for cutter in cutters {
+        append_analytic_input(&mut combined, cutter)?;
+    }
+    combined.validate()?;
+    let result = boolean_rectilinear(host, &combined, BooleanOp::Subtraction, id)?;
+    handlers.push(HandlerId::BooleanRectilinear.as_str().into());
+    Ok(result)
+}
+
+fn accuracy_and_bounds(
+    host: &BrepEnvelope,
+    cutters: &[BrepEnvelope],
+) -> Result<(Accuracy, Vec<PatchBounds>), GeometryError> {
+    let mut accuracy = host.accuracy;
+    let mut bounds = Vec::with_capacity(cutters.len());
+    for cutter in cutters {
+        cutter.validate()?;
+        accuracy = Accuracy::combined(accuracy, cutter.accuracy);
+        bounds.push(
+            cutter.bounds()?.ok_or_else(|| {
+                GeometryError::InvalidGeometry("planar cutter has no bounds".into())
+            })?,
+        );
+    }
+    Ok((accuracy, bounds))
+}
+
+fn mixed_cutters_boolean(
+    host: &BrepEnvelope,
+    cutters: &[BrepEnvelope],
+    planar: Vec<&BrepEnvelope>,
+    cylinders: Vec<&BrepEnvelope>,
+    id: String,
+    handlers: &mut Vec<String>,
+) -> Result<BooleanResult, GeometryError> {
+    let planar_cutters = planar.into_iter().cloned().collect::<Vec<_>>();
+    let mut result =
+        subtract_planar_cutters_inner(host, &planar_cutters, format!("{id}:planar"), handlers)
+            .map_err(|error| match error {
+                GeometryError::CoverageGap { .. } => GeometryError::CoverageGap {
+                    families: ["mixed cutter batch".into(), "planar stage".into()],
+                },
+                other => other,
+            })?;
+    let count = cylinders.len();
+    for (index, cylinder) in cylinders.into_iter().enumerate() {
+        let prior = result;
+        let (mut next, nested) = boolean_brep_with_handlers(
+            &prior.brep,
+            cylinder,
+            BooleanOp::Subtraction,
+            if index + 1 == count {
+                id.clone()
+            } else {
+                format!("{id}:round-{index}")
+            },
+        )
+        .map_err(|error| match error {
+            GeometryError::CoverageGap { .. } => GeometryError::CoverageGap {
+                families: ["mixed cutter batch".into(), "cylindrical stage".into()],
+            },
+            other => other,
+        })?;
+        handlers.extend(nested);
+        set_lineage_provenance(&mut next.brep, &prior.brep)?;
+        next.brep.validate()?;
+        result = next;
+    }
+    result.report.face_mappings =
+        analytic_face_mappings(&result.brep, std::iter::once(host).chain(cutters.iter()));
+    Ok(result)
+}
+
+fn set_lineage_provenance(
+    next: &mut BrepEnvelope,
+    prior: &BrepEnvelope,
+) -> Result<(), GeometryError> {
+    for face in &mut next.topology.faces {
+        let mut lineage = Vec::new();
+        for source in std::mem::take(&mut face.provenance.sources) {
+            if source.entity == prior.id && source.body == prior.id {
+                let previous = prior
+                    .topology
+                    .faces
+                    .get(source.face as usize)
+                    .ok_or_else(|| {
+                        GeometryError::InvalidTopology("mixed cut source face is missing".into())
+                    })?;
+                if previous.provenance.sources.is_empty() {
+                    lineage.push(source);
+                } else {
+                    lineage.extend(previous.provenance.sources.iter().cloned());
+                }
+            } else {
+                lineage.push(source);
+            }
+        }
+        face.provenance.sources = unique_sources(lineage);
+    }
+    Ok(())
+}
+
+fn check_disjoint_cutters(
+    cutters: &[BrepEnvelope],
+    bounds: &[PatchBounds],
+    accuracy: Accuracy,
+) -> Result<(), GeometryError> {
+    for first in 0..cutters.len() {
+        for second in first + 1..cutters.len() {
+            if (0..3).all(|axis| {
+                bounds[first].axes[axis]
+                    .hi
+                    .min(bounds[second].axes[axis].hi)
+                    - bounds[first].axes[axis]
+                        .lo
+                        .max(bounds[second].axes[axis].lo)
+                    > 4.0 * accuracy.geometric
+            }) {
+                return Err(GeometryError::CoverageGap {
+                    families: [
+                        "overlapping planar batch cutters".into(),
+                        "overlapping planar batch cutters".into(),
+                    ],
+                });
+            }
+        }
+    }
+    Ok(())
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/batch/prismatic_profile.rs b/main/opengeometry/src/operations/modifying/boolean/batch/prismatic_profile.rs
new file mode 100644
index 0000000..57b7382
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/batch/prismatic_profile.rs
@@ -0,0 +1,447 @@
+use crate::brep::{
+    unit, Accuracy, BrepEnvelope, Face, FaceProvenance, FaceRole, FaceSource, Frame3,
+    GeometryError, GeometryQuality, Surface, SurfaceGeometry,
+};
+use crate::geom2d::{
+    boolean_curved_regions, reversed_ring, CurveEdge2, CurveRegion2, PlanarBooleanOp,
+};
+use crate::math::{add, cross, dot, scale, Interval, Point3};
+use crate::operations::modifying::boolean::assembly::{
+    analytic_face_mappings, append_analytic_input,
+};
+use crate::operations::modifying::boolean::operands::{
+    brep_face_source, full_cylinder, full_planar_extrusion, unique_sources,
+};
+use crate::operations::modifying::boolean::types::{BooleanOp, BooleanReport, BooleanResult};
+use crate::primitives;
+use crate::query::face_contains_uv;
+
+struct ProfileLayout {
+    frame: Frame3,
+    across: Point3,
+    geometric: f64,
+    dimensions: [f64; 3],
+}
+
+pub(super) fn subtract_prismatic_profile_batch(
+    host: &BrepEnvelope,
+    cutters: &[BrepEnvelope],
+    id: String,
+) -> Result<Option<BooleanResult>, GeometryError> {
+    let Some(layout) = profile_layout(host, cutters)? else {
+        return Ok(None);
+    };
+    let dimensions = layout.dimensions;
+    let host_region = CurveRegion2 {
+        outer: line_ring(&[
+            [0.0, 0.0],
+            [0.0, dimensions[1]],
+            [dimensions[0], dimensions[1]],
+            [dimensions[0], 0.0],
+        ]),
+        holes: Vec::new(),
+    };
+    let Some(cut_regions) = cut_regions(cutters, &layout)? else {
+        return Ok(None);
+    };
+    let regions = boolean_curved_regions(
+        &[host_region],
+        &cut_regions,
+        PlanarBooleanOp::Subtraction,
+        layout.geometric,
+    )
+    .map_err(mixed_profile_arrangement)?;
+    if regions.is_empty() {
+        return Ok(None);
+    }
+    let accuracy = profile_accuracy(host, cutters, layout.geometric);
+    let mut out = profile_solid(regions, id, &layout, accuracy)?;
+    let inputs = std::iter::once(host)
+        .chain(cutters.iter())
+        .collect::<Vec<_>>();
+    set_profile_provenance(&mut out, host, cutters, &inputs, &layout)?;
+    finish_profile_batch_result(out, host, cutters, inputs).map(Some)
+}
+
+fn profile_layout(
+    host: &BrepEnvelope,
+    cutters: &[BrepEnvelope],
+) -> Result<Option<ProfileLayout>, GeometryError> {
+    let Ok(prism) = full_planar_extrusion(host) else {
+        return Ok(None);
+    };
+    if prism.contours.len() != 1
+        || prism.contours[0].len() != 4
+        || host.topology.vertices.len() != 8
+    {
+        return Ok(None);
+    }
+    let first_axis = cutters.iter().find_map(|cutter| {
+        full_planar_extrusion(cutter)
+            .ok()
+            .map(|input| input.frame.z)
+            .or_else(|| full_cylinder(cutter).ok().map(|input| input.frame.z))
+    });
+    let Some(across) = first_axis else {
+        return Ok(None);
+    };
+    let up = prism.frame.z;
+    if dot(up, across).abs() > 1.0e-10 {
+        return Ok(None);
+    }
+    let along = unit(cross(up, across))?;
+    let basis = [along, up, across];
+    let mut ranges = [[f64::INFINITY, f64::NEG_INFINITY]; 3];
+    for vertex in &host.topology.vertices {
+        for axis in 0..3 {
+            let value = dot(vertex.position, basis[axis]);
+            ranges[axis][0] = ranges[axis][0].min(value);
+            ranges[axis][1] = ranges[axis][1].max(value);
+        }
+    }
+    let geometric = std::iter::once(host)
+        .chain(cutters.iter())
+        .map(|brep| brep.accuracy.geometric)
+        .fold(0.0_f64, f64::max);
+    let dimensions = ranges.map(|range| range[1] - range[0]);
+    if dimensions.iter().any(|value| *value <= 4.0 * geometric)
+        || host.topology.vertices.iter().any(|vertex| {
+            (0..3).any(|axis| {
+                let value = dot(vertex.position, basis[axis]);
+                (value - ranges[axis][0]).abs() > geometric
+                    && (value - ranges[axis][1]).abs() > geometric
+            })
+        })
+    {
+        return Ok(None);
+    }
+    let frame = Frame3 {
+        origin: add(
+            add(scale(along, ranges[0][0]), scale(up, ranges[1][0])),
+            scale(across, ranges[2][0]),
+        ),
+        x: along,
+        y: up,
+        z: across,
+    };
+    frame.validate()?;
+    Ok(Some(ProfileLayout {
+        frame,
+        across,
+        geometric,
+        dimensions,
+    }))
+}
+
+fn line_ring(points: &[[f64; 2]]) -> Vec<CurveEdge2> {
+    points
+        .iter()
+        .enumerate()
+        .map(|(index, point)| CurveEdge2::Line {
+            from: *point,
+            to: points[(index + 1) % points.len()],
+        })
+        .collect()
+}
+
+fn cut_regions(
+    cutters: &[BrepEnvelope],
+    layout: &ProfileLayout,
+) -> Result<Option<Vec<CurveRegion2>>, GeometryError> {
+    let mut cut_regions = Vec::with_capacity(cutters.len());
+    for cutter in cutters {
+        let Some(region) = cut_region(cutter, layout)? else {
+            return Ok(None);
+        };
+        cut_regions.push(region);
+    }
+    Ok(Some(cut_regions))
+}
+
+fn cut_region(
+    cutter: &BrepEnvelope,
+    layout: &ProfileLayout,
+) -> Result<Option<CurveRegion2>, GeometryError> {
+    let &ProfileLayout {
+        frame,
+        across,
+        geometric,
+        dimensions,
+    } = layout;
+    let vertices_cover_depth = || {
+        let mut lo = f64::INFINITY;
+        let mut hi = f64::NEG_INFINITY;
+        for vertex in &cutter.topology.vertices {
+            let value = frame.local(vertex.position)[2];
+            lo = lo.min(value);
+            hi = hi.max(value);
+        }
+        lo <= geometric && hi >= dimensions[2] - geometric
+    };
+    if !vertices_cover_depth() {
+        return Ok(None);
+    }
+    if let Ok(input) = full_planar_extrusion(cutter) {
+        if dot(input.frame.z, across).abs() < 1.0 - 1.0e-10 {
+            return Ok(None);
+        }
+        let mut rings = input.contours.iter().map(|contour| {
+            line_ring(
+                &contour
+                    .iter()
+                    .map(|point| {
+                        let local = frame.local(*point);
+                        [local[0], local[1]]
+                    })
+                    .collect::<Vec<_>>(),
+            )
+        });
+        let outer = winding_ring(
+            rings.next().ok_or_else(|| {
+                GeometryError::InvalidTopology("profile cutter has no outer ring".into())
+            })?,
+            false,
+        );
+        let holes = rings.map(|ring| winding_ring(ring, true)).collect();
+        Ok(Some(CurveRegion2 { outer, holes }))
+    } else if let Ok(input) = full_cylinder(cutter) {
+        if dot(input.frame.z, across).abs() < 1.0 - 1.0e-10 {
+            return Ok(None);
+        }
+        let center = frame.local(input.frame.origin);
+        Ok(Some(CurveRegion2 {
+            outer: vec![
+                CurveEdge2::Arc {
+                    center: [center[0], center[1]],
+                    radius: input.radius,
+                    start_angle: 0.0,
+                    sweep_angle: -std::f64::consts::PI,
+                },
+                CurveEdge2::Arc {
+                    center: [center[0], center[1]],
+                    radius: input.radius,
+                    start_angle: -std::f64::consts::PI,
+                    sweep_angle: -std::f64::consts::PI,
+                },
+            ],
+            holes: Vec::new(),
+        }))
+    } else {
+        Ok(None)
+    }
+}
+
+fn winding_ring(mut ring: Vec<CurveEdge2>, positive: bool) -> Vec<CurveEdge2> {
+    let area = ring.iter().map(CurveEdge2::twice_area).sum::<f64>();
+    if (area > 0.0) != positive {
+        reverse_ring_in_place(&mut ring);
+    }
+    ring
+}
+
+fn reverse_ring_in_place(ring: &mut Vec<CurveEdge2>) {
+    *ring = reversed_ring(ring);
+}
+
+fn mixed_profile_arrangement(error: GeometryError) -> GeometryError {
+    match error {
+        GeometryError::UnresolvedIntersection(reason) => GeometryError::UnresolvedIntersection(
+            format!("mixed profile batch arrangement: {reason}"),
+        ),
+        other => other,
+    }
+}
+
+fn profile_accuracy(host: &BrepEnvelope, cutters: &[BrepEnvelope], geometric: f64) -> Accuracy {
+    Accuracy {
+        geometric,
+        intersection: std::iter::once(host)
+            .chain(cutters.iter())
+            .map(|brep| brep.accuracy.intersection)
+            .fold(0.0_f64, f64::max),
+        tessellation: std::iter::once(host)
+            .chain(cutters.iter())
+            .map(|brep| brep.accuracy.tessellation)
+            .fold(0.0_f64, f64::max),
+        exchange: std::iter::once(host)
+            .chain(cutters.iter())
+            .map(|brep| brep.accuracy.exchange)
+            .fold(0.0_f64, f64::max),
+    }
+}
+
+fn profile_solid(
+    regions: Vec<CurveRegion2>,
+    id: String,
+    layout: &ProfileLayout,
+    accuracy: Accuracy,
+) -> Result<BrepEnvelope, GeometryError> {
+    let &ProfileLayout {
+        frame, dimensions, ..
+    } = layout;
+    let single_region = regions.len() == 1;
+    let mut parts = Vec::with_capacity(regions.len());
+    for (index, region) in regions.into_iter().enumerate() {
+        parts.push(primitives::arc_edged_extrusion_with_holes(
+            if single_region {
+                id.clone()
+            } else {
+                format!("{id}:part:{index}")
+            },
+            frame,
+            profile_edges(region.outer),
+            region.holes.into_iter().map(profile_edges).collect(),
+            dimensions[2],
+            accuracy,
+        )?);
+    }
+    let out = if single_region {
+        parts.pop().ok_or_else(|| {
+            GeometryError::InvalidTopology("profile batch produced no material region".into())
+        })?
+    } else {
+        let mut compound = BrepEnvelope::new(id, accuracy)?;
+        for part in &parts {
+            append_analytic_input(&mut compound, part)?;
+        }
+        compound
+    };
+    Ok(out)
+}
+
+fn profile_edges(ring: Vec<CurveEdge2>) -> Vec<primitives::ProfileEdge> {
+    ring.into_iter()
+        .map(|edge| match edge {
+            CurveEdge2::Line { from, to } => primitives::ProfileEdge::Line { from, to },
+            CurveEdge2::Arc {
+                center,
+                radius,
+                start_angle,
+                sweep_angle,
+            } => primitives::ProfileEdge::Arc {
+                center,
+                radius,
+                start_angle,
+                sweep_angle,
+            },
+        })
+        .collect()
+}
+
+fn set_profile_provenance(
+    out: &mut BrepEnvelope,
+    host: &BrepEnvelope,
+    cutters: &[BrepEnvelope],
+    inputs: &[&BrepEnvelope],
+    layout: &ProfileLayout,
+) -> Result<(), GeometryError> {
+    for result_face in &mut out.topology.faces {
+        let surface = out.geometry.surface(result_face.surface)?;
+        let sources = profile_face_sources(surface, result_face, host, inputs, layout)?;
+        if sources.is_empty() {
+            return Err(GeometryError::InvalidTopology(format!(
+                "profile batch output face {} has no source",
+                result_face.key
+            )));
+        }
+        let cut = sources
+            .iter()
+            .any(|source| cutters.iter().any(|cutter| cutter.id == source.entity));
+        result_face.provenance = FaceProvenance {
+            sources: unique_sources(sources),
+            role: if cut { FaceRole::Cut } else { FaceRole::Split },
+            reversed: cut,
+        };
+    }
+    Ok(())
+}
+
+fn profile_face_sources(
+    surface: &SurfaceGeometry,
+    result_face: &Face,
+    host: &BrepEnvelope,
+    inputs: &[&BrepEnvelope],
+    layout: &ProfileLayout,
+) -> Result<Vec<FaceSource>, GeometryError> {
+    let &ProfileLayout {
+        across, geometric, ..
+    } = layout;
+    let mut sources = Vec::new();
+    let cap = matches!(surface, SurfaceGeometry::Plane { frame: plane }
+        if dot(plane.z, across).abs() > 1.0 - 1.0e-10);
+    if cap {
+        let position = dot(surface.frame().origin, across);
+        for face in &host.topology.faces {
+            let SurfaceGeometry::Plane {
+                frame: source_frame,
+            } = host.geometry.surface(face.surface)?
+            else {
+                continue;
+            };
+            if dot(source_frame.z, across).abs() > 1.0 - 1.0e-10
+                && (dot(source_frame.origin, across) - position).abs() <= geometric
+            {
+                sources.push(brep_face_source(host, face.id));
+            }
+        }
+    } else {
+        let uv = result_face.trim.uv_bounds.map(Interval::midpoint);
+        let sample = surface.point_at(uv)?;
+        for input in inputs {
+            for face in &input.topology.faces {
+                let source_surface = input.geometry.surface(face.surface)?;
+                let on = match source_surface {
+                    SurfaceGeometry::Plane {
+                        frame: source_frame,
+                    } => {
+                        source_frame.local(sample)[2].abs() <= geometric
+                            && dot(source_frame.z, across).abs() < 1.0 - 1.0e-10
+                    }
+                    SurfaceGeometry::Cylinder {
+                        frame: source_frame,
+                        radius,
+                    } => {
+                        let local = source_frame.local(sample);
+                        (local[0].hypot(local[1]) - radius).abs() <= geometric
+                    }
+                    _ => false,
+                };
+                if !on {
+                    continue;
+                }
+                let hint = face.trim.uv_bounds.map(Interval::midpoint);
+                let source_uv = source_surface.project(sample, Some(hint))?;
+                if face_contains_uv(input, face, source_uv)? == Some(true) {
+                    sources.push(brep_face_source(input, face.id));
+                }
+            }
+        }
+    }
+    Ok(sources)
+}
+
+fn finish_profile_batch_result(
+    mut out: BrepEnvelope,
+    host: &BrepEnvelope,
+    cutters: &[BrepEnvelope],
+    inputs: Vec<&BrepEnvelope>,
+) -> Result<BooleanResult, GeometryError> {
+    out.revision = std::iter::once(host)
+        .chain(cutters.iter())
+        .map(|brep| brep.revision)
+        .max()
+        .unwrap_or(0)
+        .checked_add(1)
+        .ok_or_else(|| GeometryError::LimitExceeded("boolean revision overflow".into()))?;
+    out.validate()?;
+    Ok(BooleanResult {
+        report: BooleanReport {
+            operation: BooleanOp::Subtraction,
+            quality: GeometryQuality::Analytic,
+            contacts: Vec::new(),
+            coincident: false,
+            face_mappings: analytic_face_mappings(&out, inputs),
+        },
+        brep: out,
+    })
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/dispatch/handler_id.rs b/main/opengeometry/src/operations/modifying/boolean/dispatch/handler_id.rs
new file mode 100644
index 0000000..1d2d9c8
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/dispatch/handler_id.rs
@@ -0,0 +1,70 @@
+#[derive(Clone, Copy)]
+pub(crate) enum HandlerId {
+    CoincidentBoolean,
+    SeparateBoolean,
+    SphereCylinderBoolean,
+    SphereConicContainment,
+    CylinderConicContainment,
+    ConicBoxContainment,
+    SphereTorusContainment,
+    TorusCylinderContainment,
+    TorusBoxContainment,
+    TorusConicContainment,
+    TorusContainmentBoolean,
+    ConicContainmentBoolean,
+    SphereBoxBoolean,
+    CylinderBoxBoolean,
+    BooleanCylinders,
+    BooleanBoxes,
+    BooleanPlanarExtrusions,
+    BooleanRectilinear,
+    SubtractLayeredExtrusions,
+    SubtractPlanarPolyhedra,
+    BooleanSpheres,
+    SubtractVerticalArcExtrusion,
+    GenericTwoSidedCutterBandSubtraction,
+    GenericMultipleClosedLoopsBoolean,
+    GenericSingleClosedLoopBoolean,
+    GenericNonIntersectingBoolean,
+    SubtractPlanarCutters,
+    SubtractPrismaticProfileBatch,
+    SubtractVerticalArcExtrusionBatch,
+}
+
+impl HandlerId {
+    pub(crate) fn as_str(self) -> &'static str {
+        match self {
+            Self::CoincidentBoolean => "coincident_boolean",
+            Self::SeparateBoolean => "separate_boolean",
+            Self::SphereCylinderBoolean => "sphere_cylinder_boolean",
+            Self::SphereConicContainment => "sphere_conic_containment",
+            Self::CylinderConicContainment => "cylinder_conic_containment",
+            Self::ConicBoxContainment => "conic_box_containment",
+            Self::SphereTorusContainment => "sphere_torus_containment",
+            Self::TorusCylinderContainment => "torus_cylinder_containment",
+            Self::TorusBoxContainment => "torus_box_containment",
+            Self::TorusConicContainment => "torus_conic_containment",
+            Self::TorusContainmentBoolean => "torus_containment_boolean",
+            Self::ConicContainmentBoolean => "conic_containment_boolean",
+            Self::SphereBoxBoolean => "sphere_box_boolean",
+            Self::CylinderBoxBoolean => "cylinder_box_boolean",
+            Self::BooleanCylinders => "boolean_cylinders",
+            Self::BooleanBoxes => "boolean_boxes",
+            Self::BooleanPlanarExtrusions => "boolean_planar_extrusions",
+            Self::BooleanRectilinear => "boolean_rectilinear",
+            Self::SubtractLayeredExtrusions => "subtract_layered_extrusions",
+            Self::SubtractPlanarPolyhedra => "subtract_planar_polyhedra",
+            Self::BooleanSpheres => "boolean_spheres",
+            Self::SubtractVerticalArcExtrusion => "subtract_vertical_arc_extrusion",
+            Self::GenericTwoSidedCutterBandSubtraction => {
+                "generic_two_sided_cutter_band_subtraction"
+            }
+            Self::GenericMultipleClosedLoopsBoolean => "generic_multiple_closed_loops_boolean",
+            Self::GenericSingleClosedLoopBoolean => "generic_single_closed_loop_boolean",
+            Self::GenericNonIntersectingBoolean => "generic_non_intersecting_boolean",
+            Self::SubtractPlanarCutters => "subtract_planar_cutters",
+            Self::SubtractPrismaticProfileBatch => "subtract_prismatic_profile_batch",
+            Self::SubtractVerticalArcExtrusionBatch => "subtract_vertical_arc_extrusion_batch",
+        }
+    }
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/dispatch/mod.rs b/main/opengeometry/src/operations/modifying/boolean/dispatch/mod.rs
new file mode 100644
index 0000000..0b62593
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/dispatch/mod.rs
@@ -0,0 +1,68 @@
+mod handler_id;
+mod table;
+mod trace;
+
+pub(super) use handler_id::HandlerId;
+pub(super) use trace::record_handler;
+
+use super::handlers::{coincident_boolean, disjoint_boolean};
+use super::types::{BooleanOp, BooleanResult};
+use crate::brep::{BrepEnvelope, GeometryError};
+use table::{generic_boolean, specialized_boolean};
+use trace::record_optional;
+
+pub fn boolean_brep(
+    a: &BrepEnvelope,
+    b: &BrepEnvelope,
+    operation: BooleanOp,
+    id: String,
+) -> Result<BooleanResult, GeometryError> {
+    boolean_brep_with_handlers(a, b, operation, id).map(|result| result.0)
+}
+
+pub fn boolean_brep_with_handlers(
+    a: &BrepEnvelope,
+    b: &BrepEnvelope,
+    operation: BooleanOp,
+    id: String,
+) -> Result<(BooleanResult, Vec<String>), GeometryError> {
+    let (result, handlers) = boolean_brep_outcome_with_handlers(a, b, operation, id);
+    result.map(|result| (result, handlers))
+}
+
+pub fn boolean_brep_outcome_with_handlers(
+    a: &BrepEnvelope,
+    b: &BrepEnvelope,
+    operation: BooleanOp,
+    id: String,
+) -> (Result<BooleanResult, GeometryError>, Vec<String>) {
+    let mut handlers = Vec::new();
+    let result = boolean_brep_inner(a, b, operation, id, &mut handlers);
+    (result, handlers)
+}
+
+fn boolean_brep_inner(
+    a: &BrepEnvelope,
+    b: &BrepEnvelope,
+    operation: BooleanOp,
+    id: String,
+    handlers: &mut Vec<String>,
+) -> Result<BooleanResult, GeometryError> {
+    a.validate()?;
+    b.validate()?;
+    if a.geometry == b.geometry && a.topology == b.topology && a.solids == b.solids {
+        return record_handler(handlers, HandlerId::CoincidentBoolean, || {
+            coincident_boolean(a, b, operation, id)
+        });
+    }
+    if let Some(result) = record_optional(handlers, HandlerId::SeparateBoolean, || {
+        disjoint_boolean(a, b, operation, id.clone())
+    })? {
+        return Ok(result);
+    }
+    let specialized = specialized_boolean(a, b, operation, id.clone(), handlers);
+    match specialized {
+        Err(GeometryError::CoverageGap { .. }) => generic_boolean(a, b, operation, id, handlers),
+        result => result,
+    }
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/dispatch/table.rs b/main/opengeometry/src/operations/modifying/boolean/dispatch/table.rs
new file mode 100644
index 0000000..b2aacd5
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/dispatch/table.rs
@@ -0,0 +1,313 @@
+use super::handler_id::HandlerId;
+use super::trace::{record_handler, record_optional};
+use crate::brep::{BrepEnvelope, GeometryError, SurfaceGeometry};
+use crate::operations::modifying::boolean::handlers::{
+    boolean_boxes, boolean_cylinders, boolean_planar_extrusions, boolean_rectilinear,
+    boolean_spheres, conic_box_containment, conic_containment_boolean, cylinder_box_boolean,
+    cylinder_conic_containment, generic_multiple_closed_loops_boolean,
+    generic_non_intersecting_boolean, generic_single_closed_loop_boolean,
+    generic_two_sided_cutter_band_subtraction, sphere_box_boolean, sphere_conic_containment,
+    sphere_cylinder_boolean, sphere_torus_containment, subtract_layered_extrusions,
+    subtract_planar_polyhedra, subtract_vertical_arc_extrusion, torus_box_containment,
+    torus_conic_containment, torus_containment_boolean, torus_cylinder_containment,
+};
+use crate::operations::modifying::boolean::operands::all_planar;
+use crate::operations::modifying::boolean::types::{BooleanOp, BooleanResult};
+
+#[derive(Clone, Copy, PartialEq, Eq)]
+enum OperandFamily {
+    Sphere,
+    Cylinder,
+    Torus,
+    Cone,
+    Planar,
+    Other,
+}
+
+fn operand_family(body: &BrepEnvelope) -> OperandFamily {
+    match body.geometry.surfaces.first() {
+        Some(SurfaceGeometry::Sphere { .. }) => OperandFamily::Sphere,
+        Some(SurfaceGeometry::Cylinder { .. }) => OperandFamily::Cylinder,
+        Some(SurfaceGeometry::Torus { .. }) => OperandFamily::Torus,
+        Some(SurfaceGeometry::Cone { .. }) => OperandFamily::Cone,
+        Some(_) if all_planar(body) => OperandFamily::Planar,
+        _ => OperandFamily::Other,
+    }
+}
+
+type BooleanHandler =
+    fn(&BrepEnvelope, &BrepEnvelope, BooleanOp, String) -> Result<BooleanResult, GeometryError>;
+
+struct FamilyHandler {
+    pair: [OperandFamily; 2],
+    symmetric: bool,
+    name: HandlerId,
+    call: BooleanHandler,
+}
+
+const FAMILY_HANDLERS: &[FamilyHandler] = &[
+    FamilyHandler {
+        pair: [OperandFamily::Sphere, OperandFamily::Cylinder],
+        symmetric: true,
+        name: HandlerId::SphereCylinderBoolean,
+        call: sphere_cylinder_boolean,
+    },
+    FamilyHandler {
+        pair: [OperandFamily::Sphere, OperandFamily::Cone],
+        symmetric: true,
+        name: HandlerId::SphereConicContainment,
+        call: sphere_conic_containment,
+    },
+    FamilyHandler {
+        pair: [OperandFamily::Cylinder, OperandFamily::Cone],
+        symmetric: true,
+        name: HandlerId::CylinderConicContainment,
+        call: cylinder_conic_containment,
+    },
+    FamilyHandler {
+        pair: [OperandFamily::Cone, OperandFamily::Planar],
+        symmetric: true,
+        name: HandlerId::ConicBoxContainment,
+        call: conic_box_containment,
+    },
+    FamilyHandler {
+        pair: [OperandFamily::Sphere, OperandFamily::Torus],
+        symmetric: true,
+        name: HandlerId::SphereTorusContainment,
+        call: sphere_torus_containment,
+    },
+    FamilyHandler {
+        pair: [OperandFamily::Cylinder, OperandFamily::Torus],
+        symmetric: true,
+        name: HandlerId::TorusCylinderContainment,
+        call: torus_cylinder_containment,
+    },
+    FamilyHandler {
+        pair: [OperandFamily::Planar, OperandFamily::Torus],
+        symmetric: true,
+        name: HandlerId::TorusBoxContainment,
+        call: torus_box_containment,
+    },
+    FamilyHandler {
+        pair: [OperandFamily::Cone, OperandFamily::Torus],
+        symmetric: true,
+        name: HandlerId::TorusConicContainment,
+        call: torus_conic_containment,
+    },
+    FamilyHandler {
+        pair: [OperandFamily::Torus, OperandFamily::Torus],
+        symmetric: false,
+        name: HandlerId::TorusContainmentBoolean,
+        call: torus_containment_boolean,
+    },
+    FamilyHandler {
+        pair: [OperandFamily::Cone, OperandFamily::Cone],
+        symmetric: false,
+        name: HandlerId::ConicContainmentBoolean,
+        call: conic_containment_boolean,
+    },
+    FamilyHandler {
+        pair: [OperandFamily::Sphere, OperandFamily::Planar],
+        symmetric: true,
+        name: HandlerId::SphereBoxBoolean,
+        call: sphere_box_boolean,
+    },
+    FamilyHandler {
+        pair: [OperandFamily::Cylinder, OperandFamily::Planar],
+        symmetric: true,
+        name: HandlerId::CylinderBoxBoolean,
+        call: cylinder_box_boolean,
+    },
+    FamilyHandler {
+        pair: [OperandFamily::Cylinder, OperandFamily::Cylinder],
+        symmetric: false,
+        name: HandlerId::BooleanCylinders,
+        call: boolean_cylinders,
+    },
+];
+
+struct BoxHandler {
+    name: HandlerId,
+    subtract_only: bool,
+    call: BooleanHandler,
+}
+
+fn dispatch_boxes(
+    a: &BrepEnvelope,
+    b: &BrepEnvelope,
+    operation: BooleanOp,
+    id: String,
+) -> Result<BooleanResult, GeometryError> {
+    boolean_boxes(a, b, operation, id)
+}
+
+fn dispatch_rectilinear(
+    a: &BrepEnvelope,
+    b: &BrepEnvelope,
+    operation: BooleanOp,
+    id: String,
+) -> Result<BooleanResult, GeometryError> {
+    boolean_rectilinear(a, b, operation, id)
+}
+
+fn dispatch_layered(
+    a: &BrepEnvelope,
+    b: &BrepEnvelope,
+    _: BooleanOp,
+    id: String,
+) -> Result<BooleanResult, GeometryError> {
+    subtract_layered_extrusions(a, b, id)
+}
+
+fn dispatch_polyhedra(
+    a: &BrepEnvelope,
+    b: &BrepEnvelope,
+    _: BooleanOp,
+    id: String,
+) -> Result<BooleanResult, GeometryError> {
+    subtract_planar_polyhedra(a, b, id)
+}
+
+const BOX_HANDLERS: &[BoxHandler] = &[
+    BoxHandler {
+        name: HandlerId::BooleanBoxes,
+        subtract_only: false,
+        call: dispatch_boxes,
+    },
+    BoxHandler {
+        name: HandlerId::BooleanPlanarExtrusions,
+        subtract_only: false,
+        call: boolean_planar_extrusions,
+    },
+    BoxHandler {
+        name: HandlerId::BooleanRectilinear,
+        subtract_only: false,
+        call: dispatch_rectilinear,
+    },
+    BoxHandler {
+        name: HandlerId::SubtractLayeredExtrusions,
+        subtract_only: true,
+        call: dispatch_layered,
+    },
+    BoxHandler {
+        name: HandlerId::SubtractPlanarPolyhedra,
+        subtract_only: true,
+        call: dispatch_polyhedra,
+    },
+];
+
+pub(super) fn specialized_boolean(
+    a: &BrepEnvelope,
+    b: &BrepEnvelope,
+    operation: BooleanOp,
+    id: String,
+    handlers: &mut Vec<String>,
+) -> Result<BooleanResult, GeometryError> {
+    let pair = [operand_family(a), operand_family(b)];
+    for entry in FAMILY_HANDLERS {
+        if pair == entry.pair || (entry.symmetric && pair == [entry.pair[1], entry.pair[0]]) {
+            return record_handler(handlers, entry.name, || (entry.call)(a, b, operation, id));
+        }
+    }
+    if pair == [OperandFamily::Planar, OperandFamily::Planar] {
+        let mut gap = None;
+        for entry in BOX_HANDLERS {
+            if entry.subtract_only && operation != BooleanOp::Subtraction {
+                break;
+            }
+            match record_handler(handlers, entry.name, || {
+                (entry.call)(a, b, operation, id.clone())
+            }) {
+                Ok(result) => return Ok(result),
+                Err(error @ GeometryError::CoverageGap { .. }) => gap = Some(error),
+                Err(error) => return Err(error),
+            }
+        }
+        return Err(gap.unwrap_or_else(|| GeometryError::CoverageGap {
+            families: ["planar solid".into(), "planar solid".into()],
+        }));
+    }
+    record_handler(handlers, HandlerId::BooleanSpheres, || {
+        boolean_spheres(a, b, operation, id)
+    })
+}
+
+type OptionalBooleanHandler = fn(
+    &BrepEnvelope,
+    &BrepEnvelope,
+    BooleanOp,
+    String,
+) -> Result<Option<BooleanResult>, GeometryError>;
+
+struct GenericHandler {
+    name: HandlerId,
+    call: OptionalBooleanHandler,
+}
+
+fn maybe_vertical_arc_extrusion(
+    a: &BrepEnvelope,
+    b: &BrepEnvelope,
+    operation: BooleanOp,
+    id: String,
+) -> Result<Option<BooleanResult>, GeometryError> {
+    if operation != BooleanOp::Subtraction
+        || !all_planar(b)
+        || !a
+            .geometry
+            .surfaces
+            .iter()
+            .any(|surface| matches!(surface, SurfaceGeometry::Cylinder { .. }))
+    {
+        return Ok(None);
+    }
+    match subtract_vertical_arc_extrusion(a, b, id) {
+        Ok(result) => Ok(Some(result)),
+        Err(GeometryError::CoverageGap { .. }) => Ok(None),
+        Err(error) => Err(error),
+    }
+}
+
+const GENERIC_HANDLERS: &[GenericHandler] = &[
+    GenericHandler {
+        name: HandlerId::SubtractVerticalArcExtrusion,
+        call: maybe_vertical_arc_extrusion,
+    },
+    GenericHandler {
+        name: HandlerId::GenericTwoSidedCutterBandSubtraction,
+        call: generic_two_sided_cutter_band_subtraction,
+    },
+    GenericHandler {
+        name: HandlerId::GenericMultipleClosedLoopsBoolean,
+        call: generic_multiple_closed_loops_boolean,
+    },
+    GenericHandler {
+        name: HandlerId::GenericSingleClosedLoopBoolean,
+        call: generic_single_closed_loop_boolean,
+    },
+    GenericHandler {
+        name: HandlerId::GenericNonIntersectingBoolean,
+        call: generic_non_intersecting_boolean,
+    },
+];
+
+pub(super) fn generic_boolean(
+    a: &BrepEnvelope,
+    b: &BrepEnvelope,
+    operation: BooleanOp,
+    id: String,
+    handlers: &mut Vec<String>,
+) -> Result<BooleanResult, GeometryError> {
+    for entry in GENERIC_HANDLERS {
+        if let Some(result) = record_optional(handlers, entry.name, || {
+            (entry.call)(a, b, operation, id.clone())
+        })? {
+            return Ok(result);
+        }
+    }
+    Err(GeometryError::CoverageGap {
+        families: [
+            "generic analytic solid".into(),
+            "intersecting analytic solid".into(),
+        ],
+    })
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/dispatch/trace.rs b/main/opengeometry/src/operations/modifying/boolean/dispatch/trace.rs
new file mode 100644
index 0000000..b6a59c8
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/dispatch/trace.rs
@@ -0,0 +1,43 @@
+use super::handler_id::HandlerId;
+use crate::brep::GeometryError;
+use crate::operations::modifying::boolean::types::BooleanResult;
+
+pub(crate) fn record_handler(
+    handlers: &mut Vec<String>,
+    name: HandlerId,
+    call: impl FnOnce() -> Result<BooleanResult, GeometryError>,
+) -> Result<BooleanResult, GeometryError> {
+    let before = handlers.len();
+    match call() {
+        Ok(result) => {
+            handlers.insert(before, name.as_str().into());
+            Ok(result)
+        }
+        Err(error) => {
+            handlers.truncate(before);
+            Err(error)
+        }
+    }
+}
+
+pub(super) fn record_optional(
+    handlers: &mut Vec<String>,
+    name: HandlerId,
+    call: impl FnOnce() -> Result<Option<BooleanResult>, GeometryError>,
+) -> Result<Option<BooleanResult>, GeometryError> {
+    let before = handlers.len();
+    match call() {
+        Ok(Some(result)) => {
+            handlers.insert(before, name.as_str().into());
+            Ok(Some(result))
+        }
+        Ok(None) => {
+            handlers.truncate(before);
+            Ok(None)
+        }
+        Err(error) => {
+            handlers.truncate(before);
+            Err(error)
+        }
+    }
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/handlers/boxes.rs b/main/opengeometry/src/operations/modifying/boolean/handlers/boxes.rs
new file mode 100644
index 0000000..bfe45d8
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/handlers/boxes.rs
@@ -0,0 +1,15 @@
+use super::rectilinear::boolean_grid;
+use crate::brep::{BrepEnvelope, GeometryError};
+use crate::operations::modifying::boolean::operands::full_box;
+use crate::operations::modifying::boolean::types::{BooleanOp, BooleanResult};
+
+pub fn boolean_boxes(
+    a: &BrepEnvelope,
+    b: &BrepEnvelope,
+    operation: BooleanOp,
+    id: String,
+) -> Result<BooleanResult, GeometryError> {
+    let a = full_box(a)?;
+    let b = full_box(b)?;
+    boolean_grid(a, b, operation, id, true)
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/handlers/coincident.rs b/main/opengeometry/src/operations/modifying/boolean/handlers/coincident.rs
new file mode 100644
index 0000000..39a6da3
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/handlers/coincident.rs
@@ -0,0 +1,48 @@
+use crate::brep::{Accuracy, BrepEnvelope, FaceRole, FaceSource, GeometryError, GeometryQuality};
+use crate::operations::modifying::boolean::assembly::{
+    analytic_face_mappings, append_analytic_input,
+};
+use crate::operations::modifying::boolean::types::{BooleanOp, BooleanReport, BooleanResult};
+
+pub(crate) fn coincident_boolean(
+    a: &BrepEnvelope,
+    b: &BrepEnvelope,
+    operation: BooleanOp,
+    id: String,
+) -> Result<BooleanResult, GeometryError> {
+    let accuracy = Accuracy::combined(a.accuracy, b.accuracy);
+    let mut out = BrepEnvelope::new(id, accuracy)?;
+    if operation != BooleanOp::Subtraction {
+        append_analytic_input(&mut out, a)?;
+        for face in &mut out.topology.faces {
+            let counterpart = b.topology.faces.get(face.id as usize).ok_or_else(|| {
+                GeometryError::InvalidTopology(
+                    "coincident operands have incompatible face ownership".into(),
+                )
+            })?;
+            face.provenance.sources.push(FaceSource {
+                entity: b.id.clone(),
+                body: b.id.clone(),
+                key: counterpart.key.clone(),
+                face: counterpart.id,
+            });
+            face.provenance.role = FaceRole::Coincident;
+        }
+    }
+    out.revision = a
+        .revision
+        .max(b.revision)
+        .checked_add(1)
+        .ok_or_else(|| GeometryError::LimitExceeded("boolean revision overflow".into()))?;
+    out.validate()?;
+    Ok(BooleanResult {
+        report: BooleanReport {
+            operation,
+            quality: GeometryQuality::Analytic,
+            contacts: Vec::new(),
+            coincident: true,
+            face_mappings: analytic_face_mappings(&out, [a, b]),
+        },
+        brep: out,
+    })
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/handlers/containment/conic_box.rs b/main/opengeometry/src/operations/modifying/boolean/handlers/containment/conic_box.rs
new file mode 100644
index 0000000..a22b78d
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/handlers/containment/conic_box.rs
@@ -0,0 +1,86 @@
+use super::core::analytic_containment_boolean;
+use crate::brep::{BrepEnvelope, GeometryError, SurfaceGeometry};
+use crate::math::{dot, sub};
+use crate::operations::modifying::boolean::operands::{
+    conic_radius_at, full_box, full_conic_section,
+};
+use crate::operations::modifying::boolean::types::{BooleanOp, BooleanResult};
+
+pub(crate) fn conic_box_containment(
+    a: &BrepEnvelope,
+    b: &BrepEnvelope,
+    operation: BooleanOp,
+    id: String,
+) -> Result<BooleanResult, GeometryError> {
+    let (conic, box_, conic_is_a) = if matches!(
+        a.geometry.surfaces.first(),
+        Some(SurfaceGeometry::Cone { .. })
+    ) {
+        (full_conic_section(a)?, full_box(b)?, true)
+    } else {
+        (full_conic_section(b)?, full_box(a)?, false)
+    };
+    let clearance = 4.0
+        * conic
+            .brep
+            .accuracy
+            .geometric
+            .max(box_.brep.accuracy.geometric);
+    let box_axes = [box_.frame.x, box_.frame.y, box_.frame.z];
+    let endpoint_centers = [
+        conic.frame.point([0.0, 0.0, conic.axial_range.lo]),
+        conic.frame.point([0.0, 0.0, conic.axial_range.hi]),
+    ];
+    let endpoint_radii = [conic.lower_radius, conic.upper_radius];
+    let mut conic_margin = f64::INFINITY;
+    for axis in 0..3 {
+        let radial_extent_rate = (1.0 - dot(conic.frame.z, box_axes[axis]).powi(2))
+            .max(0.0)
+            .sqrt();
+        let extents = [0, 1].map(|endpoint| {
+            let center = dot(
+                sub(endpoint_centers[endpoint], box_.frame.origin),
+                box_axes[axis],
+            );
+            let radial = endpoint_radii[endpoint] * radial_extent_rate;
+            [center - radial, center + radial]
+        });
+        let lo = extents[0][0].min(extents[1][0]);
+        let hi = extents[0][1].max(extents[1][1]);
+        conic_margin = conic_margin.min(lo).min(box_.size[axis] - hi);
+    }
+
+    let mut box_margin = f64::INFINITY;
+    for corner in 0..8 {
+        let point = box_.frame.point(std::array::from_fn(|axis| {
+            if corner & (1 << axis) == 0 {
+                0.0
+            } else {
+                box_.size[axis]
+            }
+        }));
+        let local = conic.frame.local(point);
+        box_margin = box_margin
+            .min(local[2] - conic.axial_range.lo)
+            .min(conic.axial_range.hi - local[2])
+            .min(conic_radius_at(&conic, local[2]) - local[0].hypot(local[1]));
+    }
+    let conic_inside_box = conic_margin > clearance;
+    let box_inside_conic = box_margin > clearance;
+    if conic_inside_box || box_inside_conic {
+        let b_inside_a = if conic_is_a {
+            box_inside_conic
+        } else {
+            conic_inside_box
+        };
+        return analytic_containment_boolean(a, b, b_inside_a, operation, id);
+    }
+    if conic_margin.abs() <= clearance || box_margin.abs() <= clearance {
+        return Err(GeometryError::UnresolvedIntersection(
+            "cone/cuboid containment boundary is below geometric resolution".into(),
+        ));
+    }
+    Err(GeometryError::CoverageGap {
+        families: ["cone or frustum".into(), "cuboid".into()],
+    })
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/handlers/containment/conic_conic.rs b/main/opengeometry/src/operations/modifying/boolean/handlers/containment/conic_conic.rs
new file mode 100644
index 0000000..959a0c1
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/handlers/containment/conic_conic.rs
@@ -0,0 +1,88 @@
+use super::core::analytic_containment_boolean;
+use crate::brep::{BrepEnvelope, GeometryError};
+use crate::math::{cross, dot, norm, scale, sub, Interval};
+use crate::operations::modifying::boolean::handlers::coincident::coincident_boolean;
+use crate::operations::modifying::boolean::operands::{
+    conic_radius_at, full_conic_section, ConicSectionInput,
+};
+use crate::operations::modifying::boolean::types::{BooleanOp, BooleanResult};
+
+pub(crate) fn conic_containment_boolean(
+    a: &BrepEnvelope,
+    b: &BrepEnvelope,
+    operation: BooleanOp,
+    id: String,
+) -> Result<BooleanResult, GeometryError> {
+    let a = full_conic_section(a)?;
+    let b = full_conic_section(b)?;
+    let accuracy = a.brep.accuracy.geometric.max(b.brep.accuracy.geometric);
+    if norm(cross(a.frame.z, b.frame.z)) > 1.0e-12 || dot(a.frame.z, b.frame.z) <= 0.0 {
+        return Err(GeometryError::CoverageGap {
+            families: [
+                "cone or frustum".into(),
+                "noncoaxial cone or frustum".into(),
+            ],
+        });
+    }
+    let displacement = sub(b.frame.origin, a.frame.origin);
+    let axial_offset = dot(displacement, a.frame.z);
+    let radial_offset = norm(sub(displacement, scale(a.frame.z, axial_offset)));
+    if radial_offset > accuracy {
+        return Err(GeometryError::CoverageGap {
+            families: [
+                "cone or frustum".into(),
+                "noncoaxial cone or frustum".into(),
+            ],
+        });
+    }
+
+    let b_in_a_range = Interval::new(
+        axial_offset + b.axial_range.lo,
+        axial_offset + b.axial_range.hi,
+    )?;
+    let a_in_b_range = Interval::new(
+        a.axial_range.lo - axial_offset,
+        a.axial_range.hi - axial_offset,
+    )?;
+    let containment_margins =
+        |inner: &ConicSectionInput<'_>, outer: &ConicSectionInput<'_>, inner_in_outer: Interval| {
+            [
+                inner_in_outer.lo - outer.axial_range.lo,
+                outer.axial_range.hi - inner_in_outer.hi,
+                conic_radius_at(outer, inner_in_outer.lo) - inner.lower_radius,
+                conic_radius_at(outer, inner_in_outer.hi) - inner.upper_radius,
+            ]
+        };
+    let b_in_a = containment_margins(&b, &a, b_in_a_range);
+    let a_in_b = containment_margins(&a, &b, a_in_b_range);
+    let strictly_inside = |margins: [f64; 4]| margins.into_iter().all(|margin| margin > accuracy);
+    let near_inside = |margins: [f64; 4]| {
+        margins.into_iter().all(|margin| margin >= -accuracy)
+            && margins.into_iter().any(|margin| margin.abs() <= accuracy)
+    };
+    let b_inside_a = strictly_inside(b_in_a);
+    let a_inside_b = strictly_inside(a_in_b);
+    if b_inside_a || a_inside_b {
+        return analytic_containment_boolean(a.brep, b.brep, b_inside_a, operation, id);
+    }
+
+    let same = a.brep.topology.faces.len() == b.brep.topology.faces.len()
+        && (b_in_a_range.lo - a.axial_range.lo).abs() <= accuracy
+        && (b_in_a_range.hi - a.axial_range.hi).abs() <= accuracy
+        && (b.lower_radius - a.lower_radius).abs() <= accuracy
+        && (b.upper_radius - a.upper_radius).abs() <= accuracy;
+    if same {
+        return coincident_boolean(a.brep, b.brep, operation, id);
+    }
+    if near_inside(b_in_a) || near_inside(a_in_b) {
+        return Err(GeometryError::UnresolvedIntersection(
+            "cone/frustum containment boundary is below geometric resolution".into(),
+        ));
+    }
+    Err(GeometryError::CoverageGap {
+        families: [
+            "cone or frustum".into(),
+            "intersecting cone or frustum".into(),
+        ],
+    })
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/handlers/containment/core.rs b/main/opengeometry/src/operations/modifying/boolean/handlers/containment/core.rs
new file mode 100644
index 0000000..1ad9e1a
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/handlers/containment/core.rs
@@ -0,0 +1,88 @@
+use crate::brep::{unit, Accuracy, BrepEnvelope, FaceRole, GeometryError, Surface};
+use crate::math::{scale, sub, Point3};
+use crate::operations::modifying::boolean::assembly::{
+    append_analytic_input, finish_analytic_result, reverse_face,
+};
+use crate::operations::modifying::boolean::types::{BooleanOp, BooleanResult};
+use crate::query::{classify_point, face_contains_uv, PointClassification};
+
+pub(crate) fn analytic_containment_boolean(
+    a: &BrepEnvelope,
+    b: &BrepEnvelope,
+    b_inside_a: bool,
+    operation: BooleanOp,
+    id: String,
+) -> Result<BooleanResult, GeometryError> {
+    let accuracy = Accuracy::combined(a.accuracy, b.accuracy);
+    let mut out = BrepEnvelope::new(id, accuracy)?;
+    let (contained, enclosing) = if b_inside_a { (b, a) } else { (a, b) };
+    match operation {
+        BooleanOp::Union => {
+            append_analytic_input(&mut out, enclosing)?;
+        }
+        BooleanOp::Intersection => {
+            append_analytic_input(&mut out, contained)?;
+        }
+        BooleanOp::Subtraction if b_inside_a => {
+            append_analytic_input(&mut out, a)?;
+            let face_offset = out.topology.faces.len() as u32;
+            append_analytic_input(&mut out, b)?;
+            let cavity = out
+                .solids
+                .pop()
+                .ok_or_else(|| GeometryError::InvalidTopology("missing cutter solid".into()))?
+                .outer_shell;
+            out.solids[0].cavity_shells.push(cavity);
+            for face in face_offset..out.topology.faces.len() as u32 {
+                reverse_face(&mut out, face);
+                out.topology.faces[face as usize].provenance.role = FaceRole::Cut;
+                out.topology.faces[face as usize].provenance.reversed = true;
+            }
+        }
+        BooleanOp::Subtraction => {}
+    }
+    finish_analytic_result(out, a, b, true, operation, false)
+}
+
+pub(crate) fn interior_sample(brep: &BrepEnvelope) -> Result<Point3, GeometryError> {
+    let bounds = brep.bounds()?.ok_or_else(|| {
+        GeometryError::InvalidTopology("cannot classify an empty solid boundary".into())
+    })?;
+    let model_scale = bounds
+        .axes
+        .iter()
+        .map(|axis| axis.width())
+        .fold(brep.accuracy.geometric, f64::max);
+    let offsets = [
+        (model_scale * 1.0e-6).max(32.0 * brep.accuracy.geometric),
+        16.0 * brep.accuracy.geometric,
+        8.0 * brep.accuracy.geometric,
+        4.0 * brep.accuracy.geometric,
+    ];
+    let samples = [0.5, 0.25, 0.75, 0.125, 0.875];
+    for face in &brep.topology.faces {
+        let surface = brep.geometry.surface(face.surface)?;
+        for u in samples {
+            for v in samples {
+                let uv = [
+                    face.trim.uv_bounds[0].lo + u * face.trim.uv_bounds[0].width(),
+                    face.trim.uv_bounds[1].lo + v * face.trim.uv_bounds[1].width(),
+                ];
+                if face_contains_uv(brep, face, uv)? != Some(true) {
+                    continue;
+                }
+                let boundary = surface.point_at(uv)?;
+                let outward = scale(unit(surface.normal_at(uv)?)?, face.sense.multiplier());
+                for offset in offsets {
+                    let candidate = sub(boundary, scale(outward, offset));
+                    if classify_point(brep, candidate)? == PointClassification::Inside {
+                        return Ok(candidate);
+                    }
+                }
+            }
+        }
+    }
+    Err(GeometryError::UnresolvedIntersection(
+        "could not certify an interior classification sample".into(),
+    ))
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/handlers/containment/cylinder_conic.rs b/main/opengeometry/src/operations/modifying/boolean/handlers/containment/cylinder_conic.rs
new file mode 100644
index 0000000..ea33ece
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/handlers/containment/cylinder_conic.rs
@@ -0,0 +1,106 @@
+use super::core::analytic_containment_boolean;
+use crate::brep::{BrepEnvelope, GeometryError, SurfaceGeometry};
+use crate::math::{cross, dot, norm, scale, sub};
+use crate::operations::modifying::boolean::operands::{
+    conic_radius_at, full_conic_section, full_cylinder, ConicSectionInput, CylinderInput,
+};
+use crate::operations::modifying::boolean::types::{BooleanOp, BooleanResult};
+
+pub(crate) fn cylinder_conic_containment(
+    a: &BrepEnvelope,
+    b: &BrepEnvelope,
+    operation: BooleanOp,
+    id: String,
+) -> Result<BooleanResult, GeometryError> {
+    let (cylinder, conic, cylinder_is_a) = if matches!(
+        a.geometry.surfaces.first(),
+        Some(SurfaceGeometry::Cylinder { .. })
+    ) {
+        (full_cylinder(a)?, full_conic_section(b)?, true)
+    } else {
+        (full_cylinder(b)?, full_conic_section(a)?, false)
+    };
+    let clearance = 4.0
+        * cylinder
+            .brep
+            .accuracy
+            .geometric
+            .max(conic.brep.accuracy.geometric);
+    let alignment = dot(cylinder.frame.z, conic.frame.z);
+    if norm(cross(cylinder.frame.z, conic.frame.z)) > 1.0e-12 {
+        return Err(GeometryError::CoverageGap {
+            families: ["cylinder".into(), "noncoaxial cone or frustum".into()],
+        });
+    }
+    let displacement = sub(conic.frame.origin, cylinder.frame.origin);
+    let cylinder_axis_offset = dot(displacement, cylinder.frame.z);
+    let radial_offset = norm(sub(
+        displacement,
+        scale(cylinder.frame.z, cylinder_axis_offset),
+    ));
+    if radial_offset > clearance {
+        return Err(GeometryError::CoverageGap {
+            families: ["cylinder".into(), "noncoaxial cone or frustum".into()],
+        });
+    }
+
+    let conic_margin = conic_margin_in_cylinder(&cylinder, &conic, alignment, cylinder_axis_offset);
+    let cylinder_margin = cylinder_margin_in_conic(&cylinder, &conic, alignment);
+
+    let conic_inside_cylinder = conic_margin > clearance;
+    let cylinder_inside_conic = cylinder_margin > clearance;
+    if conic_inside_cylinder || cylinder_inside_conic {
+        let b_inside_a = if cylinder_is_a {
+            conic_inside_cylinder
+        } else {
+            cylinder_inside_conic
+        };
+        return analytic_containment_boolean(a, b, b_inside_a, operation, id);
+    }
+    if conic_margin.abs() <= clearance || cylinder_margin.abs() <= clearance {
+        return Err(GeometryError::UnresolvedIntersection(
+            "cylinder/cone containment boundary is below geometric resolution".into(),
+        ));
+    }
+    Err(GeometryError::CoverageGap {
+        families: ["cylinder".into(), "intersecting cone or frustum".into()],
+    })
+}
+
+fn conic_margin_in_cylinder(
+    cylinder: &CylinderInput<'_>,
+    conic: &ConicSectionInput<'_>,
+    alignment: f64,
+    cylinder_axis_offset: f64,
+) -> f64 {
+    let conic_ends_in_cylinder = [
+        cylinder_axis_offset + alignment * conic.axial_range.lo,
+        cylinder_axis_offset + alignment * conic.axial_range.hi,
+    ];
+    let conic_axial_lo = conic_ends_in_cylinder[0].min(conic_ends_in_cylinder[1]);
+    let conic_axial_hi = conic_ends_in_cylinder[0].max(conic_ends_in_cylinder[1]);
+    conic_axial_lo
+        .min(cylinder.height - conic_axial_hi)
+        .min(cylinder.radius - conic.lower_radius.max(conic.upper_radius))
+}
+
+fn cylinder_margin_in_conic(
+    cylinder: &CylinderInput<'_>,
+    conic: &ConicSectionInput<'_>,
+    alignment: f64,
+) -> f64 {
+    let cylinder_origin_in_conic = dot(
+        sub(cylinder.frame.origin, conic.frame.origin),
+        conic.frame.z,
+    );
+    let cylinder_ends_in_conic = [
+        cylinder_origin_in_conic,
+        cylinder_origin_in_conic + alignment * cylinder.height,
+    ];
+    let cylinder_axial_lo = cylinder_ends_in_conic[0].min(cylinder_ends_in_conic[1]);
+    let cylinder_axial_hi = cylinder_ends_in_conic[0].max(cylinder_ends_in_conic[1]);
+    (cylinder_axial_lo - conic.axial_range.lo)
+        .min(conic.axial_range.hi - cylinder_axial_hi)
+        .min(conic_radius_at(conic, cylinder_ends_in_conic[0]) - cylinder.radius)
+        .min(conic_radius_at(conic, cylinder_ends_in_conic[1]) - cylinder.radius)
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/handlers/containment/mod.rs b/main/opengeometry/src/operations/modifying/boolean/handlers/containment/mod.rs
new file mode 100644
index 0000000..51de1fb
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/handlers/containment/mod.rs
@@ -0,0 +1,22 @@
+mod conic_box;
+mod conic_conic;
+mod core;
+mod cylinder_conic;
+mod sphere_conic;
+mod sphere_torus;
+mod torus_box;
+mod torus_conic;
+mod torus_cylinder;
+mod torus_torus;
+
+pub(crate) use self::core::analytic_containment_boolean;
+pub(super) use self::core::interior_sample;
+pub(crate) use conic_box::conic_box_containment;
+pub(crate) use conic_conic::conic_containment_boolean;
+pub(crate) use cylinder_conic::cylinder_conic_containment;
+pub(crate) use sphere_conic::sphere_conic_containment;
+pub(crate) use sphere_torus::sphere_torus_containment;
+pub(crate) use torus_box::torus_box_containment;
+pub(crate) use torus_conic::torus_conic_containment;
+pub(crate) use torus_cylinder::torus_cylinder_containment;
+pub(crate) use torus_torus::torus_containment_boolean;
diff --git a/main/opengeometry/src/operations/modifying/boolean/handlers/containment/sphere_conic.rs b/main/opengeometry/src/operations/modifying/boolean/handlers/containment/sphere_conic.rs
new file mode 100644
index 0000000..b476ccb
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/handlers/containment/sphere_conic.rs
@@ -0,0 +1,57 @@
+use super::core::analytic_containment_boolean;
+use crate::brep::{BrepEnvelope, GeometryError, SurfaceGeometry};
+use crate::operations::modifying::boolean::operands::{full_conic_section, full_sphere};
+use crate::operations::modifying::boolean::types::{BooleanOp, BooleanResult};
+
+pub(crate) fn sphere_conic_containment(
+    a: &BrepEnvelope,
+    b: &BrepEnvelope,
+    operation: BooleanOp,
+    id: String,
+) -> Result<BooleanResult, GeometryError> {
+    let (sphere, conic, sphere_is_a) = if matches!(
+        a.geometry.surfaces.first(),
+        Some(SurfaceGeometry::Sphere { .. })
+    ) {
+        (full_sphere(a)?, full_conic_section(b)?, true)
+    } else {
+        (full_sphere(b)?, full_conic_section(a)?, false)
+    };
+    let clearance = 4.0
+        * sphere
+            .brep
+            .accuracy
+            .geometric
+            .max(conic.brep.accuracy.geometric);
+    let center = conic.frame.local(sphere.frame.origin);
+    let radial = center[0].hypot(center[1]);
+    let (sin_angle, cos_angle) = conic.semi_angle.sin_cos();
+    let sphere_margin = (center[2] - conic.axial_range.lo - sphere.radius)
+        .min(conic.axial_range.hi - center[2] - sphere.radius)
+        .min(center[2] * sin_angle - radial * cos_angle - sphere.radius);
+    let conic_extent = [
+        (radial + conic.lower_radius).hypot(conic.axial_range.lo - center[2]),
+        (radial + conic.upper_radius).hypot(conic.axial_range.hi - center[2]),
+    ]
+    .into_iter()
+    .fold(0.0_f64, f64::max);
+    let conic_margin = sphere.radius - conic_extent;
+    let sphere_inside_conic = sphere_margin > clearance;
+    let conic_inside_sphere = conic_margin > clearance;
+    if sphere_inside_conic || conic_inside_sphere {
+        let b_inside_a = if sphere_is_a {
+            conic_inside_sphere
+        } else {
+            sphere_inside_conic
+        };
+        return analytic_containment_boolean(a, b, b_inside_a, operation, id);
+    }
+    if sphere_margin.abs() <= clearance || conic_margin.abs() <= clearance {
+        return Err(GeometryError::UnresolvedIntersection(
+            "sphere/cone containment boundary is below geometric resolution".into(),
+        ));
+    }
+    Err(GeometryError::CoverageGap {
+        families: ["sphere".into(), "intersecting cone or frustum".into()],
+    })
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/handlers/containment/sphere_torus.rs b/main/opengeometry/src/operations/modifying/boolean/handlers/containment/sphere_torus.rs
new file mode 100644
index 0000000..699b28e
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/handlers/containment/sphere_torus.rs
@@ -0,0 +1,49 @@
+use super::core::analytic_containment_boolean;
+use crate::brep::{BrepEnvelope, GeometryError, SurfaceGeometry};
+use crate::operations::modifying::boolean::operands::{full_sphere, full_torus};
+use crate::operations::modifying::boolean::types::{BooleanOp, BooleanResult};
+
+pub(crate) fn sphere_torus_containment(
+    a: &BrepEnvelope,
+    b: &BrepEnvelope,
+    operation: BooleanOp,
+    id: String,
+) -> Result<BooleanResult, GeometryError> {
+    let (sphere, torus, sphere_is_a) = if matches!(
+        a.geometry.surfaces.first(),
+        Some(SurfaceGeometry::Sphere { .. })
+    ) {
+        (full_sphere(a)?, full_torus(b)?, true)
+    } else {
+        (full_sphere(b)?, full_torus(a)?, false)
+    };
+    let accuracy = sphere
+        .brep
+        .accuracy
+        .geometric
+        .max(torus.brep.accuracy.geometric);
+    let center = torus.frame.local(sphere.frame.origin);
+    let radial = center[0].hypot(center[1]);
+    let centerline_minimum = (radial - torus.major_radius).hypot(center[2]);
+    let centerline_maximum = (radial + torus.major_radius).hypot(center[2]);
+    let sphere_inside_torus = centerline_minimum + sphere.radius < torus.minor_radius - accuracy;
+    let torus_inside_sphere = centerline_maximum + torus.minor_radius < sphere.radius - accuracy;
+    if sphere_inside_torus || torus_inside_sphere {
+        let b_inside_a = if sphere_is_a {
+            torus_inside_sphere
+        } else {
+            sphere_inside_torus
+        };
+        return analytic_containment_boolean(a, b, b_inside_a, operation, id);
+    }
+    if (centerline_minimum + sphere.radius - torus.minor_radius).abs() <= accuracy
+        || (centerline_maximum + torus.minor_radius - sphere.radius).abs() <= accuracy
+    {
+        return Err(GeometryError::UnresolvedIntersection(
+            "sphere/torus containment boundary is below geometric resolution".into(),
+        ));
+    }
+    Err(GeometryError::CoverageGap {
+        families: ["sphere".into(), "intersecting ring torus".into()],
+    })
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/handlers/containment/torus_box.rs b/main/opengeometry/src/operations/modifying/boolean/handlers/containment/torus_box.rs
new file mode 100644
index 0000000..b51290f
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/handlers/containment/torus_box.rs
@@ -0,0 +1,49 @@
+use super::core::analytic_containment_boolean;
+use crate::brep::{BrepEnvelope, GeometryError, SurfaceGeometry};
+use crate::math::dot;
+use crate::operations::modifying::boolean::operands::{full_box, full_torus};
+use crate::operations::modifying::boolean::types::{BooleanOp, BooleanResult};
+
+pub(crate) fn torus_box_containment(
+    a: &BrepEnvelope,
+    b: &BrepEnvelope,
+    operation: BooleanOp,
+    id: String,
+) -> Result<BooleanResult, GeometryError> {
+    let (torus, box_, torus_is_a) = if matches!(
+        a.geometry.surfaces.first(),
+        Some(SurfaceGeometry::Torus { .. })
+    ) {
+        (full_torus(a)?, full_box(b)?, true)
+    } else {
+        (full_torus(b)?, full_box(a)?, false)
+    };
+    let clearance = 4.0
+        * torus
+            .brep
+            .accuracy
+            .geometric
+            .max(box_.brep.accuracy.geometric);
+    let box_axes = [box_.frame.x, box_.frame.y, box_.frame.z];
+    let center = box_.frame.local(torus.frame.origin);
+    let torus_margin = (0..3).fold(f64::INFINITY, |margin, axis| {
+        let axial_rate = dot(torus.frame.z, box_axes[axis]);
+        let radial_rate = (1.0 - axial_rate * axial_rate).max(0.0).sqrt();
+        let extent = torus.major_radius * radial_rate + torus.minor_radius;
+        margin
+            .min(center[axis] - extent)
+            .min(box_.size[axis] - center[axis] - extent)
+    });
+    if torus_margin > clearance {
+        let b_inside_a = !torus_is_a;
+        return analytic_containment_boolean(a, b, b_inside_a, operation, id);
+    }
+    if torus_margin.abs() <= clearance {
+        return Err(GeometryError::UnresolvedIntersection(
+            "torus/cuboid containment boundary is below geometric resolution".into(),
+        ));
+    }
+    Err(GeometryError::CoverageGap {
+        families: ["ring torus".into(), "cuboid".into()],
+    })
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/handlers/containment/torus_conic.rs b/main/opengeometry/src/operations/modifying/boolean/handlers/containment/torus_conic.rs
new file mode 100644
index 0000000..11061b7
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/handlers/containment/torus_conic.rs
@@ -0,0 +1,52 @@
+use super::core::analytic_containment_boolean;
+use crate::brep::{BrepEnvelope, GeometryError, SurfaceGeometry};
+use crate::math::{cross, norm};
+use crate::operations::modifying::boolean::operands::{full_conic_section, full_torus};
+use crate::operations::modifying::boolean::types::{BooleanOp, BooleanResult};
+
+pub(crate) fn torus_conic_containment(
+    a: &BrepEnvelope,
+    b: &BrepEnvelope,
+    operation: BooleanOp,
+    id: String,
+) -> Result<BooleanResult, GeometryError> {
+    let (torus, conic, torus_is_a) = if matches!(
+        a.geometry.surfaces.first(),
+        Some(SurfaceGeometry::Torus { .. })
+    ) {
+        (full_torus(a)?, full_conic_section(b)?, true)
+    } else {
+        (full_torus(b)?, full_conic_section(a)?, false)
+    };
+    let clearance = 4.0
+        * torus
+            .brep
+            .accuracy
+            .geometric
+            .max(conic.brep.accuracy.geometric);
+    if norm(cross(torus.frame.z, conic.frame.z)) > 1.0e-12 {
+        return Err(GeometryError::CoverageGap {
+            families: ["ring torus".into(), "noncoaxial cone or frustum".into()],
+        });
+    }
+    let center = conic.frame.local(torus.frame.origin);
+    let radial = center[0].hypot(center[1]);
+    let (sin_angle, cos_angle) = conic.semi_angle.sin_cos();
+    let torus_margin = (center[2] - conic.axial_range.lo - torus.minor_radius)
+        .min(conic.axial_range.hi - center[2] - torus.minor_radius)
+        .min(
+            center[2] * sin_angle - (radial + torus.major_radius) * cos_angle - torus.minor_radius,
+        );
+    if torus_margin > clearance {
+        let b_inside_a = !torus_is_a;
+        return analytic_containment_boolean(a, b, b_inside_a, operation, id);
+    }
+    if torus_margin.abs() <= clearance {
+        return Err(GeometryError::UnresolvedIntersection(
+            "torus/cone containment boundary is below geometric resolution".into(),
+        ));
+    }
+    Err(GeometryError::CoverageGap {
+        families: ["ring torus".into(), "intersecting cone or frustum".into()],
+    })
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/handlers/containment/torus_cylinder.rs b/main/opengeometry/src/operations/modifying/boolean/handlers/containment/torus_cylinder.rs
new file mode 100644
index 0000000..bb8dbfe
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/handlers/containment/torus_cylinder.rs
@@ -0,0 +1,49 @@
+use super::core::analytic_containment_boolean;
+use crate::brep::{BrepEnvelope, GeometryError, SurfaceGeometry};
+use crate::math::{cross, norm};
+use crate::operations::modifying::boolean::operands::{full_cylinder, full_torus};
+use crate::operations::modifying::boolean::types::{BooleanOp, BooleanResult};
+
+pub(crate) fn torus_cylinder_containment(
+    a: &BrepEnvelope,
+    b: &BrepEnvelope,
+    operation: BooleanOp,
+    id: String,
+) -> Result<BooleanResult, GeometryError> {
+    let (torus, cylinder, torus_is_a) = if matches!(
+        a.geometry.surfaces.first(),
+        Some(SurfaceGeometry::Torus { .. })
+    ) {
+        (full_torus(a)?, full_cylinder(b)?, true)
+    } else {
+        (full_torus(b)?, full_cylinder(a)?, false)
+    };
+    let clearance = 4.0
+        * torus
+            .brep
+            .accuracy
+            .geometric
+            .max(cylinder.brep.accuracy.geometric);
+    if norm(cross(torus.frame.z, cylinder.frame.z)) > 1.0e-12 {
+        return Err(GeometryError::CoverageGap {
+            families: ["ring torus".into(), "noncoaxial cylinder".into()],
+        });
+    }
+    let center = cylinder.frame.local(torus.frame.origin);
+    let radial = center[0].hypot(center[1]);
+    let torus_margin = (cylinder.radius - radial - torus.major_radius - torus.minor_radius)
+        .min(center[2] - torus.minor_radius)
+        .min(cylinder.height - center[2] - torus.minor_radius);
+    if torus_margin > clearance {
+        let b_inside_a = !torus_is_a;
+        return analytic_containment_boolean(a, b, b_inside_a, operation, id);
+    }
+    if torus_margin.abs() <= clearance {
+        return Err(GeometryError::UnresolvedIntersection(
+            "torus/cylinder containment boundary is below geometric resolution".into(),
+        ));
+    }
+    Err(GeometryError::CoverageGap {
+        families: ["ring torus".into(), "intersecting cylinder".into()],
+    })
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/handlers/containment/torus_torus.rs b/main/opengeometry/src/operations/modifying/boolean/handlers/containment/torus_torus.rs
new file mode 100644
index 0000000..501c4ff
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/handlers/containment/torus_torus.rs
@@ -0,0 +1,46 @@
+use super::core::analytic_containment_boolean;
+use crate::brep::{BrepEnvelope, GeometryError};
+use crate::math::{cross, dot, norm};
+use crate::operations::modifying::boolean::handlers::coincident::coincident_boolean;
+use crate::operations::modifying::boolean::operands::full_torus;
+use crate::operations::modifying::boolean::types::{BooleanOp, BooleanResult};
+
+pub(crate) fn torus_containment_boolean(
+    a: &BrepEnvelope,
+    b: &BrepEnvelope,
+    operation: BooleanOp,
+    id: String,
+) -> Result<BooleanResult, GeometryError> {
+    let a = full_torus(a)?;
+    let b = full_torus(b)?;
+    let accuracy = a.brep.accuracy.geometric.max(b.brep.accuracy.geometric);
+    let axes_match = norm(cross(a.frame.z, b.frame.z)) <= 1e-12 && dot(a.frame.z, b.frame.z) > 0.0;
+    let displacement = a.frame.local(b.frame.origin);
+    let radial_offset = displacement[0].hypot(displacement[1]);
+    if !axes_match || radial_offset > accuracy {
+        return Err(GeometryError::CoverageGap {
+            families: ["ring torus".into(), "noncoaxial ring torus".into()],
+        });
+    }
+    let centerline_distance = (a.major_radius - b.major_radius).hypot(displacement[2]);
+    let a_contains_b = centerline_distance + b.minor_radius < a.minor_radius - accuracy;
+    let b_contains_a = centerline_distance + a.minor_radius < b.minor_radius - accuracy;
+    let same =
+        centerline_distance <= accuracy && (a.minor_radius - b.minor_radius).abs() <= accuracy;
+    if same {
+        return coincident_boolean(a.brep, b.brep, operation, id);
+    }
+    if a_contains_b || b_contains_a {
+        return analytic_containment_boolean(a.brep, b.brep, a_contains_b, operation, id);
+    }
+    if (centerline_distance + b.minor_radius - a.minor_radius).abs() <= accuracy
+        || (centerline_distance + a.minor_radius - b.minor_radius).abs() <= accuracy
+    {
+        return Err(GeometryError::UnresolvedIntersection(
+            "torus containment boundary is below geometric resolution".into(),
+        ));
+    }
+    Err(GeometryError::CoverageGap {
+        families: ["ring torus".into(), "intersecting ring torus".into()],
+    })
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/handlers/cylinder_box/mod.rs b/main/opengeometry/src/operations/modifying/boolean/handlers/cylinder_box/mod.rs
new file mode 100644
index 0000000..0cb7289
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/handlers/cylinder_box/mod.rs
@@ -0,0 +1,73 @@
+mod perpendicular;
+
+use super::containment::analytic_containment_boolean;
+use crate::brep::{Accuracy, BrepEnvelope, GeometryError, SurfaceGeometry};
+use crate::math::dot;
+use crate::operations::modifying::boolean::operands::{full_box, full_cylinder};
+use crate::operations::modifying::boolean::types::{BooleanOp, BooleanResult};
+use perpendicular::perpendicular_cylinder_box_boolean;
+
+pub(crate) fn cylinder_box_boolean(
+    a: &BrepEnvelope,
+    b: &BrepEnvelope,
+    operation: BooleanOp,
+    id: String,
+) -> Result<BooleanResult, GeometryError> {
+    let (cylinder, box_, cylinder_is_a) = if matches!(
+        a.geometry.surfaces.first(),
+        Some(SurfaceGeometry::Cylinder { .. })
+    ) {
+        (full_cylinder(a)?, full_box(b)?, true)
+    } else {
+        (full_cylinder(b)?, full_box(a)?, false)
+    };
+    let clearance = 4.0
+        * cylinder
+            .brep
+            .accuracy
+            .geometric
+            .max(box_.brep.accuracy.geometric);
+    let origin = box_.frame.local(cylinder.frame.origin);
+    let box_axes = [box_.frame.x, box_.frame.y, box_.frame.z];
+    let mut cylinder_margin = f64::INFINITY;
+    for axis in 0..3 {
+        let axial_rate = dot(cylinder.frame.z, box_axes[axis]);
+        let radial_extent = cylinder.radius * (1.0 - axial_rate * axial_rate).max(0.0).sqrt();
+        let other = origin[axis] + axial_rate * cylinder.height;
+        let lo = origin[axis].min(other) - radial_extent;
+        let hi = origin[axis].max(other) + radial_extent;
+        cylinder_margin = cylinder_margin.min(lo).min(box_.size[axis] - hi);
+    }
+    let mut box_margin = f64::INFINITY;
+    for corner in 0..8 {
+        let point = box_.frame.point(std::array::from_fn(|axis| {
+            if corner & (1 << axis) == 0 {
+                0.0
+            } else {
+                box_.size[axis]
+            }
+        }));
+        let local = cylinder.frame.local(point);
+        box_margin = box_margin
+            .min(cylinder.radius - local[0].hypot(local[1]))
+            .min(local[2])
+            .min(cylinder.height - local[2]);
+    }
+    let cylinder_inside_box = cylinder_margin > clearance;
+    let box_inside_cylinder = box_margin > clearance;
+    if cylinder_inside_box || box_inside_cylinder {
+        let b_inside_a = if cylinder_is_a {
+            box_inside_cylinder
+        } else {
+            cylinder_inside_box
+        };
+        return analytic_containment_boolean(a, b, b_inside_a, operation, id);
+    }
+    if cylinder_margin.abs() <= clearance || box_margin.abs() <= clearance {
+        return Err(GeometryError::UnresolvedIntersection(
+            "cylinder/cuboid containment boundary is below geometric resolution".into(),
+        ));
+    }
+    let accuracy = Accuracy::combined(cylinder.brep.accuracy, box_.brep.accuracy);
+    perpendicular_cylinder_box_boolean(&box_, &cylinder, cylinder_is_a, operation, id, accuracy)
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/handlers/cylinder_box/perpendicular/mod.rs b/main/opengeometry/src/operations/modifying/boolean/handlers/cylinder_box/perpendicular/mod.rs
new file mode 100644
index 0000000..b6cb0f3
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/handlers/cylinder_box/perpendicular/mod.rs
@@ -0,0 +1,232 @@
+mod tunnel;
+mod tunnel_faces;
+
+use crate::brep::{
+    boundary, Accuracy, BrepEnvelope, Builder, FaceRole, Frame3, GeometryError, Orientation,
+    PcurveGeometry, Use,
+};
+use crate::math::dot;
+use crate::operations::modifying::boolean::assembly::{
+    add_box_faces, append_cylinder_segment, box_source, cylinder_source, face_provenance,
+    finish_analytic_result,
+};
+use crate::operations::modifying::boolean::operands::{BoxInput, CylinderInput};
+use crate::operations::modifying::boolean::types::{BooleanOp, BooleanResult};
+use crate::primitives;
+use tunnel::{add_tunnel_rims, perpendicular_tunnel, Tunnel, TunnelRims};
+use tunnel_faces::{add_protruding_bands, add_tunnel_opening};
+
+pub(super) fn perpendicular_cylinder_box_boolean(
+    box_: &BoxInput<'_>,
+    cylinder: &CylinderInput<'_>,
+    cylinder_is_a: bool,
+    operation: BooleanOp,
+    id: String,
+    accuracy: Accuracy,
+) -> Result<BooleanResult, GeometryError> {
+    let box_axes = [box_.frame.x, box_.frame.y, box_.frame.z];
+    let tunnel = perpendicular_tunnel(box_, cylinder, box_axes, accuracy)?;
+    if operation == BooleanOp::Intersection {
+        return perpendicular_intersection_boolean(
+            box_, cylinder, &tunnel, operation, id, accuracy,
+        );
+    }
+    if operation == BooleanOp::Subtraction && cylinder_is_a {
+        return cylinder_minus_box_boolean(
+            box_,
+            cylinder,
+            &tunnel,
+            cylinder_is_a,
+            operation,
+            id,
+            accuracy,
+        );
+    }
+    let mut builder = Builder::new(id, accuracy)?;
+    let corners = primitives::add_box_corners(&mut builder, box_.frame, box_.size, box_axes)?;
+    let rims = add_tunnel_rims(&mut builder, cylinder, &tunnel, operation)?;
+    add_box_faces(
+        &mut builder,
+        box_,
+        &corners,
+        accuracy,
+        |_, face_index, face_frame| {
+            box_face_holes(face_index, face_frame, cylinder, &tunnel, &rims)
+        },
+        |face_index| {
+            (face_index == tunnel.low_face && tunnel.crosses_low)
+                || (face_index == tunnel.high_face && tunnel.crosses_high)
+        },
+    )?;
+    if operation == BooleanOp::Subtraction {
+        add_tunnel_opening(&mut builder, cylinder, &tunnel, &rims)?;
+    } else {
+        add_protruding_bands(&mut builder, cylinder, &tunnel, &rims)?;
+    }
+    let out = builder.finish_solid()?;
+    finish_analytic_result(
+        out,
+        box_.brep,
+        cylinder.brep,
+        !cylinder_is_a,
+        operation,
+        false,
+    )
+}
+
+fn perpendicular_intersection_boolean(
+    box_: &BoxInput<'_>,
+    cylinder: &CylinderInput<'_>,
+    tunnel: &Tunnel,
+    operation: BooleanOp,
+    id: String,
+    accuracy: Accuracy,
+) -> Result<BooleanResult, GeometryError> {
+    let mut out = primitives::cylinder(id, tunnel.frame, cylinder.radius, tunnel.height, accuracy)?;
+    out.topology.faces[0].provenance =
+        face_provenance(vec![cylinder_source(cylinder, 0)], FaceRole::Split, false);
+    out.topology.faces[1].provenance = face_provenance(
+        vec![if tunnel.crosses_low {
+            box_source(box_, tunnel.low_face)
+        } else {
+            cylinder_source(cylinder, tunnel.cylinder_low_face)
+        }],
+        FaceRole::Split,
+        false,
+    );
+    out.topology.faces[2].provenance = face_provenance(
+        vec![if tunnel.crosses_high {
+            box_source(box_, tunnel.high_face)
+        } else {
+            cylinder_source(cylinder, tunnel.cylinder_high_face)
+        }],
+        FaceRole::Split,
+        false,
+    );
+    finish_analytic_result(out, box_.brep, cylinder.brep, true, operation, false)
+}
+
+fn cylinder_minus_box_boolean(
+    box_: &BoxInput<'_>,
+    cylinder: &CylinderInput<'_>,
+    tunnel: &Tunnel,
+    cylinder_is_a: bool,
+    operation: BooleanOp,
+    id: String,
+    accuracy: Accuracy,
+) -> Result<BooleanResult, GeometryError> {
+    let mut out = BrepEnvelope::new(id, accuracy)?;
+    if tunnel.crosses_low {
+        let mut frame = tunnel.frame;
+        frame.origin = box_.frame.point({
+            let mut point = tunnel.local_origin;
+            point[tunnel.axis] = tunnel.axial_span[0];
+            point
+        });
+        append_cylinder_segment(
+            &mut out,
+            frame,
+            cylinder.radius,
+            -tunnel.axial_span[0],
+            [
+                face_provenance(vec![cylinder_source(cylinder, 0)], FaceRole::Split, false),
+                face_provenance(
+                    vec![cylinder_source(cylinder, tunnel.cylinder_low_face)],
+                    FaceRole::Preserved,
+                    false,
+                ),
+                face_provenance(vec![box_source(box_, tunnel.low_face)], FaceRole::Cut, true),
+            ],
+            0,
+        )?;
+    }
+    if tunnel.crosses_high {
+        let mut frame = tunnel.frame;
+        frame.origin = box_.frame.point({
+            let mut point = tunnel.local_origin;
+            point[tunnel.axis] = box_.size[tunnel.axis];
+            point
+        });
+        append_cylinder_segment(
+            &mut out,
+            frame,
+            cylinder.radius,
+            tunnel.axial_span[1] - box_.size[tunnel.axis],
+            [
+                face_provenance(vec![cylinder_source(cylinder, 0)], FaceRole::Split, false),
+                face_provenance(
+                    vec![box_source(box_, tunnel.high_face)],
+                    FaceRole::Cut,
+                    true,
+                ),
+                face_provenance(
+                    vec![cylinder_source(cylinder, tunnel.cylinder_high_face)],
+                    FaceRole::Preserved,
+                    false,
+                ),
+            ],
+            usize::from(tunnel.crosses_low),
+        )?;
+    }
+    finish_analytic_result(
+        out,
+        box_.brep,
+        cylinder.brep,
+        !cylinder_is_a,
+        operation,
+        false,
+    )
+}
+
+fn box_face_holes(
+    face_index: usize,
+    face_frame: Frame3,
+    cylinder: &CylinderInput<'_>,
+    tunnel: &Tunnel,
+    rims: &TunnelRims,
+) -> Result<Vec<Vec<Use>>, GeometryError> {
+    let holes = if (face_index == tunnel.low_face && tunnel.crosses_low)
+        || (face_index == tunnel.high_face && tunnel.crosses_high)
+    {
+        let is_low = face_index == tunnel.low_face;
+        let circle_frame = if is_low {
+            tunnel.frame
+        } else {
+            rims.high_frame
+        };
+        let circle_center = face_frame.local(circle_frame.origin);
+        let (vertex, circle) = if is_low {
+            rims.low_boundary.ok_or_else(|| {
+                GeometryError::InvalidTopology("missing low cylinder boundary".into())
+            })?
+        } else {
+            rims.high_boundary.ok_or_else(|| {
+                GeometryError::InvalidTopology("missing high cylinder boundary".into())
+            })?
+        };
+        vec![vec![boundary(
+            circle,
+            vertex,
+            vertex,
+            if is_low {
+                Orientation::Forward
+            } else {
+                Orientation::Reverse
+            },
+            PcurveGeometry::Conic2 {
+                origin: [circle_center[0], circle_center[1]],
+                axis_a: [
+                    cylinder.radius * dot(circle_frame.x, face_frame.x),
+                    cylinder.radius * dot(circle_frame.x, face_frame.y),
+                ],
+                axis_b: [
+                    cylinder.radius * dot(circle_frame.y, face_frame.x),
+                    cylinder.radius * dot(circle_frame.y, face_frame.y),
+                ],
+            },
+        )]]
+    } else {
+        Vec::new()
+    };
+    Ok(holes)
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/handlers/cylinder_box/perpendicular/tunnel.rs b/main/opengeometry/src/operations/modifying/boolean/handlers/cylinder_box/perpendicular/tunnel.rs
new file mode 100644
index 0000000..14820a6
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/handlers/cylinder_box/perpendicular/tunnel.rs
@@ -0,0 +1,196 @@
+use crate::brep::{Accuracy, Builder, CurveGeometry, Frame3, GeometryError};
+use crate::math::{dot, Interval, Point3};
+use crate::operations::modifying::boolean::assembly::circular_boundary;
+use crate::operations::modifying::boolean::operands::{BoxInput, CylinderInput};
+use crate::operations::modifying::boolean::types::BooleanOp;
+
+pub(super) struct Tunnel {
+    pub(super) axis: usize,
+    pub(super) alignment: f64,
+    pub(super) local_origin: Point3,
+    pub(super) axial_span: [f64; 2],
+    pub(super) crosses_low: bool,
+    pub(super) crosses_high: bool,
+    pub(super) clipped_low: f64,
+    pub(super) frame: Frame3,
+    pub(super) height: f64,
+    pub(super) low_face: usize,
+    pub(super) high_face: usize,
+    pub(super) cylinder_low_face: u32,
+    pub(super) cylinder_high_face: u32,
+}
+
+pub(super) struct TunnelRims {
+    pub(super) high_frame: Frame3,
+    pub(super) low_boundary: Option<(u32, u32)>,
+    pub(super) high_boundary: Option<(u32, u32)>,
+    pub(super) seam: Option<u32>,
+}
+
+pub(super) fn perpendicular_tunnel(
+    box_: &BoxInput<'_>,
+    cylinder: &CylinderInput<'_>,
+    box_axes: [Point3; 3],
+    accuracy: Accuracy,
+) -> Result<Tunnel, GeometryError> {
+    let (axis, alignment) = aligned_box_axis(cylinder, box_axes)?;
+    let local_origin = box_.frame.local(cylinder.frame.origin);
+    let other_axes = match axis {
+        0 => [1, 2],
+        1 => [0, 2],
+        _ => [0, 1],
+    };
+    check_radial_margins(box_, cylinder, local_origin, other_axes, accuracy)?;
+    let axial_end = local_origin[axis] + alignment * cylinder.height;
+    let axial_span = [
+        local_origin[axis].min(axial_end),
+        local_origin[axis].max(axial_end),
+    ];
+    let low_clearance = -axial_span[0];
+    let high_clearance = axial_span[1] - box_.size[axis];
+    if low_clearance.abs() <= 4.0 * accuracy.geometric
+        || high_clearance.abs() <= 4.0 * accuracy.geometric
+    {
+        return Err(GeometryError::UnresolvedIntersection(
+            "cylinder cap meets a cuboid boundary within geometric resolution".into(),
+        ));
+    }
+    let crosses_low = low_clearance > 4.0 * accuracy.geometric;
+    let crosses_high = high_clearance > 4.0 * accuracy.geometric;
+    let clipped_low = axial_span[0].max(0.0);
+    let clipped_high = axial_span[1].min(box_.size[axis]);
+    if clipped_high - clipped_low <= 4.0 * accuracy.geometric {
+        return Err(GeometryError::UnresolvedIntersection(
+            "cylinder/cuboid overlap is below geometric resolution".into(),
+        ));
+    }
+    if !crosses_low && !crosses_high {
+        return Err(GeometryError::CoverageGap {
+            families: ["cylinder".into(), "contained cuboid intersection".into()],
+        });
+    }
+
+    let mut center = local_origin;
+    center[axis] = clipped_low;
+    let low_center = box_.frame.point(center);
+    let tunnel_frame = Frame3::from_axis(low_center, box_axes[axis], box_axes[other_axes[0]])?;
+    let tunnel_height = clipped_high - clipped_low;
+    let low_face = match axis {
+        0 => 2,
+        1 => 4,
+        _ => 0,
+    };
+    let high_face = low_face + 1;
+    let cylinder_low_face = if alignment > 0.0 { 1 } else { 2 };
+    let cylinder_high_face = if alignment > 0.0 { 2 } else { 1 };
+    Ok(Tunnel {
+        axis,
+        alignment,
+        local_origin,
+        axial_span,
+        crosses_low,
+        crosses_high,
+        clipped_low,
+        frame: tunnel_frame,
+        height: tunnel_height,
+        low_face,
+        high_face,
+        cylinder_low_face,
+        cylinder_high_face,
+    })
+}
+
+fn aligned_box_axis(
+    cylinder: &CylinderInput<'_>,
+    box_axes: [Point3; 3],
+) -> Result<(usize, f64), GeometryError> {
+    let (axis, alignment) = box_axes
+        .iter()
+        .enumerate()
+        .map(|(axis, direction)| (axis, dot(cylinder.frame.z, *direction)))
+        .max_by(|left, right| left.1.abs().total_cmp(&right.1.abs()))
+        .ok_or_else(|| GeometryError::InvalidGeometry("cuboid has no frame axes".into()))?;
+    if 1.0 - alignment.abs() > 1.0e-12 {
+        return Err(GeometryError::CoverageGap {
+            families: ["cylinder".into(), "oblique cuboid intersection".into()],
+        });
+    }
+    Ok((axis, alignment))
+}
+
+fn check_radial_margins(
+    box_: &BoxInput<'_>,
+    cylinder: &CylinderInput<'_>,
+    local_origin: Point3,
+    other_axes: [usize; 2],
+    accuracy: Accuracy,
+) -> Result<(), GeometryError> {
+    let radial_margins = other_axes.map(|candidate| {
+        (local_origin[candidate] - cylinder.radius)
+            .min(box_.size[candidate] - local_origin[candidate] - cylinder.radius)
+    });
+    if radial_margins
+        .iter()
+        .any(|margin| margin.abs() <= 4.0 * accuracy.geometric)
+    {
+        return Err(GeometryError::UnresolvedIntersection(
+            "cylindrical opening is tangent to a cuboid side within geometric resolution".into(),
+        ));
+    }
+    if radial_margins.iter().any(|margin| *margin < 0.0) {
+        return Err(GeometryError::CoverageGap {
+            families: ["cylinder".into(), "side-intersecting cuboid".into()],
+        });
+    }
+    Ok(())
+}
+
+pub(super) fn add_tunnel_rims(
+    builder: &mut Builder,
+    cylinder: &CylinderInput<'_>,
+    tunnel: &Tunnel,
+    operation: BooleanOp,
+) -> Result<TunnelRims, GeometryError> {
+    let high_frame = Frame3 {
+        origin: tunnel.frame.point([0.0, 0.0, tunnel.height]),
+        ..tunnel.frame
+    };
+    let low_boundary = if operation == BooleanOp::Subtraction || tunnel.crosses_low {
+        Some(circular_boundary(
+            builder,
+            tunnel.frame,
+            cylinder.radius,
+            0.0,
+        )?)
+    } else {
+        None
+    };
+    let high_boundary = if operation == BooleanOp::Subtraction || tunnel.crosses_high {
+        Some(circular_boundary(
+            builder,
+            tunnel.frame,
+            cylinder.radius,
+            tunnel.height,
+        )?)
+    } else {
+        None
+    };
+    let seam = if operation == BooleanOp::Subtraction {
+        Some(builder.edge(
+            CurveGeometry::Line {
+                origin: tunnel.frame.point([cylinder.radius, 0.0, 0.0]),
+                direction: tunnel.frame.z,
+            },
+            Interval::new(0.0, tunnel.height)?,
+            true,
+        ))
+    } else {
+        None
+    };
+    Ok(TunnelRims {
+        high_frame,
+        low_boundary,
+        high_boundary,
+        seam,
+    })
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/handlers/cylinder_box/perpendicular/tunnel_faces.rs b/main/opengeometry/src/operations/modifying/boolean/handlers/cylinder_box/perpendicular/tunnel_faces.rs
new file mode 100644
index 0000000..3c0bcf8
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/handlers/cylinder_box/perpendicular/tunnel_faces.rs
@@ -0,0 +1,243 @@
+use super::tunnel::{Tunnel, TunnelRims};
+use crate::brep::{
+    boundary, uv_line, Builder, FaceRole, Frame3, GeometryError, Orientation, PcurveGeometry,
+    SurfaceGeometry,
+};
+use crate::math::scale;
+use crate::operations::modifying::boolean::assembly::{
+    circular_boundary, cylinder_band, cylinder_cap, cylinder_source, face_provenance, reverse_face,
+    CylinderBand,
+};
+use crate::operations::modifying::boolean::operands::CylinderInput;
+
+pub(super) fn add_tunnel_opening(
+    builder: &mut Builder,
+    cylinder: &CylinderInput<'_>,
+    tunnel: &Tunnel,
+    rims: &TunnelRims,
+) -> Result<(), GeometryError> {
+    let (low_vertex, low_circle) = rims
+        .low_boundary
+        .ok_or_else(|| GeometryError::InvalidTopology("missing low cylinder boundary".into()))?;
+    let (high_vertex, high_circle) = rims
+        .high_boundary
+        .ok_or_else(|| GeometryError::InvalidTopology("missing high cylinder boundary".into()))?;
+    let seam = rims
+        .seam
+        .ok_or_else(|| GeometryError::InvalidTopology("missing cylinder seam boundary".into()))?;
+    add_tunnel_face(
+        builder,
+        cylinder,
+        tunnel,
+        (low_vertex, low_circle),
+        (high_vertex, high_circle),
+        seam,
+    )?;
+    if tunnel.crosses_low != tunnel.crosses_high {
+        add_pocket_cap(
+            builder,
+            cylinder,
+            tunnel,
+            rims.high_frame,
+            (low_vertex, low_circle),
+            (high_vertex, high_circle),
+        )?;
+    }
+    Ok(())
+}
+
+fn add_tunnel_face(
+    builder: &mut Builder,
+    cylinder: &CylinderInput<'_>,
+    tunnel: &Tunnel,
+    low: (u32, u32),
+    high: (u32, u32),
+    seam: u32,
+) -> Result<(), GeometryError> {
+    let tau = std::f64::consts::TAU;
+    let (low_vertex, low_circle) = low;
+    let (high_vertex, high_circle) = high;
+    let tunnel_face = builder.brep.topology.faces.len() as u32;
+    builder.face(
+        "cutter:tunnel",
+        SurfaceGeometry::Cylinder {
+            frame: tunnel.frame,
+            radius: cylinder.radius,
+        },
+        [[0.0, tau], [0.0, tunnel.height]],
+        vec![
+            boundary(
+                low_circle,
+                low_vertex,
+                low_vertex,
+                Orientation::Forward,
+                uv_line([0.0, 0.0], [1.0, 0.0]),
+            ),
+            boundary(
+                seam,
+                low_vertex,
+                high_vertex,
+                Orientation::Forward,
+                uv_line([tau, 0.0], [0.0, 1.0]),
+            ),
+            boundary(
+                high_circle,
+                high_vertex,
+                high_vertex,
+                Orientation::Reverse,
+                uv_line([0.0, tunnel.height], [1.0, 0.0]),
+            ),
+            boundary(
+                seam,
+                high_vertex,
+                low_vertex,
+                Orientation::Reverse,
+                uv_line([0.0, 0.0], [0.0, 1.0]),
+            ),
+        ],
+    )?;
+    builder.brep.topology.faces[tunnel_face as usize].provenance =
+        face_provenance(vec![cylinder_source(cylinder, 0)], FaceRole::Cut, true);
+    reverse_face(&mut builder.brep, tunnel_face);
+    Ok(())
+}
+
+fn add_pocket_cap(
+    builder: &mut Builder,
+    cylinder: &CylinderInput<'_>,
+    tunnel: &Tunnel,
+    high_frame: Frame3,
+    low: (u32, u32),
+    high: (u32, u32),
+) -> Result<(), GeometryError> {
+    let (low_vertex, low_circle) = low;
+    let (high_vertex, high_circle) = high;
+    let (key, circle, vertex, mut cap_frame, sense, axis_b, cylinder_cap) = if tunnel.crosses_low {
+        (
+            "cutter:pocket_cap",
+            high_circle,
+            high_vertex,
+            high_frame,
+            Orientation::Forward,
+            [0.0, cylinder.radius],
+            if tunnel.alignment > 0.0 { 2 } else { 1 },
+        )
+    } else {
+        let mut cap_frame = tunnel.frame;
+        cap_frame.y = scale(cap_frame.y, -1.0);
+        cap_frame.z = scale(cap_frame.z, -1.0);
+        (
+            "cutter:pocket_cap",
+            low_circle,
+            low_vertex,
+            cap_frame,
+            Orientation::Reverse,
+            [0.0, -cylinder.radius],
+            if tunnel.alignment > 0.0 { 1 } else { 2 },
+        )
+    };
+    let cap_face = builder.brep.topology.faces.len() as u32;
+    cap_frame.origin = if tunnel.crosses_low {
+        high_frame.origin
+    } else {
+        tunnel.frame.origin
+    };
+    builder.face(
+        key,
+        SurfaceGeometry::Plane { frame: cap_frame },
+        [[-cylinder.radius, cylinder.radius]; 2],
+        vec![boundary(
+            circle,
+            vertex,
+            vertex,
+            sense,
+            PcurveGeometry::Conic2 {
+                origin: [0.0; 2],
+                axis_a: [cylinder.radius, 0.0],
+                axis_b,
+            },
+        )],
+    )?;
+    builder.brep.topology.faces[cap_face as usize].provenance = face_provenance(
+        vec![cylinder_source(cylinder, cylinder_cap)],
+        FaceRole::Cut,
+        true,
+    );
+    reverse_face(&mut builder.brep, cap_face);
+    Ok(())
+}
+
+pub(super) fn add_protruding_bands(
+    builder: &mut Builder,
+    cylinder: &CylinderInput<'_>,
+    tunnel: &Tunnel,
+    rims: &TunnelRims,
+) -> Result<(), GeometryError> {
+    if tunnel.crosses_low {
+        let entry = rims.low_boundary.ok_or_else(|| {
+            GeometryError::InvalidTopology("missing low cylinder boundary".into())
+        })?;
+        let outer_z = tunnel.axial_span[0] - tunnel.clipped_low;
+        let outer = circular_boundary(builder, tunnel.frame, cylinder.radius, outer_z)?;
+        cylinder_band(
+            builder,
+            &CylinderBand {
+                frame: tunnel.frame,
+                radius: cylinder.radius,
+                z0: outer_z,
+                z1: 0.0,
+                low: outer,
+                high: entry,
+            },
+            face_provenance(vec![cylinder_source(cylinder, 0)], FaceRole::Split, false),
+            false,
+        )?;
+        cylinder_cap(
+            builder,
+            tunnel.frame,
+            cylinder.radius,
+            outer_z,
+            outer,
+            false,
+            face_provenance(
+                vec![cylinder_source(cylinder, tunnel.cylinder_low_face)],
+                FaceRole::Preserved,
+                false,
+            ),
+        )?;
+    }
+    if tunnel.crosses_high {
+        let entry = rims.high_boundary.ok_or_else(|| {
+            GeometryError::InvalidTopology("missing high cylinder boundary".into())
+        })?;
+        let outer_z = tunnel.axial_span[1] - tunnel.clipped_low;
+        let outer = circular_boundary(builder, tunnel.frame, cylinder.radius, outer_z)?;
+        cylinder_band(
+            builder,
+            &CylinderBand {
+                frame: tunnel.frame,
+                radius: cylinder.radius,
+                z0: tunnel.height,
+                z1: outer_z,
+                low: entry,
+                high: outer,
+            },
+            face_provenance(vec![cylinder_source(cylinder, 0)], FaceRole::Split, false),
+            false,
+        )?;
+        cylinder_cap(
+            builder,
+            tunnel.frame,
+            cylinder.radius,
+            outer_z,
+            outer,
+            true,
+            face_provenance(
+                vec![cylinder_source(cylinder, tunnel.cylinder_high_face)],
+                FaceRole::Preserved,
+                false,
+            ),
+        )?;
+    }
+    Ok(())
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/handlers/cylinder_cylinder/arcs.rs b/main/opengeometry/src/operations/modifying/boolean/handlers/cylinder_cylinder/arcs.rs
new file mode 100644
index 0000000..281b5a5
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/handlers/cylinder_cylinder/arcs.rs
@@ -0,0 +1,288 @@
+use crate::brep::{
+    boundary, padded_uv_bounds, plane_boundary, uv_line, Builder, Frame3, GeometryError,
+    Orientation, SurfaceGeometry, Use,
+};
+use crate::math::{norm, sub, Interval, Point3};
+use Orientation::{Forward as F, Reverse as R};
+
+#[derive(Clone, Copy)]
+pub(super) struct CylinderArc {
+    pub(super) frame: Frame3,
+    pub(super) radius: f64,
+    pub(super) range: Interval,
+    pub(super) start: usize,
+    pub(super) end: usize,
+    pub(super) reversed: bool,
+}
+
+pub(super) struct ArcFaceBoundary {
+    pub(super) bottom_edge: u32,
+    pub(super) top_edge: u32,
+    pub(super) vertical_edges: [u32; 2],
+    pub(super) vertices: [[u32; 2]; 2],
+}
+
+pub(super) fn selected_cylinder_arc(
+    frame: Frame3,
+    radius: f64,
+    points: [Point3; 2],
+    other_center: Point3,
+    other_radius: f64,
+    keep_inside: bool,
+    reversed: bool,
+) -> Result<CylinderArc, GeometryError> {
+    let angles = points.map(|point| circle_parameter(frame, point));
+    let tau = std::f64::consts::TAU;
+    let forward_end = if angles[1] > angles[0] {
+        angles[1]
+    } else {
+        angles[1] + tau
+    };
+    let candidates = [
+        (angles[0], forward_end, 0, 1),
+        (angles[1], angles[0] + tau, 1, 0),
+    ];
+    for (lo, hi, start, end) in candidates {
+        let midpoint = frame.point([
+            radius * ((lo + hi) * 0.5).cos(),
+            radius * ((lo + hi) * 0.5).sin(),
+            0.0,
+        ]);
+        let inside = norm(sub(midpoint, other_center)) < other_radius;
+        if inside == keep_inside {
+            return Ok(CylinderArc {
+                frame,
+                radius,
+                range: Interval::new(lo, hi)?,
+                start,
+                end,
+                reversed,
+            });
+        }
+    }
+    Err(GeometryError::UnresolvedIntersection(
+        "could not isolate the selected cylinder boundary arc".into(),
+    ))
+}
+
+fn circle_parameter(frame: Frame3, point: Point3) -> f64 {
+    let local = frame.local(point);
+    local[1].atan2(local[0]).rem_euclid(std::f64::consts::TAU)
+}
+
+pub(super) fn add_cylinder_arc_face(
+    builder: &mut Builder,
+    key: &str,
+    arc: CylinderArc,
+    face_boundary: &ArcFaceBoundary,
+    height: f64,
+) -> Result<(), GeometryError> {
+    let ArcFaceBoundary {
+        bottom_edge,
+        top_edge,
+        vertical_edges,
+        vertices,
+    } = *face_boundary;
+    let uses =
+        cylinder_arc_face_uses(arc, bottom_edge, top_edge, vertical_edges, vertices, height)?;
+    let face = builder.brep.topology.faces.len();
+    builder.face(
+        key,
+        SurfaceGeometry::Cylinder {
+            frame: arc.frame,
+            radius: arc.radius,
+        },
+        [[arc.range.lo, arc.range.hi], [0.0, height]],
+        uses,
+    )?;
+    if arc.reversed {
+        builder.brep.topology.faces[face].sense = R;
+    }
+    Ok(())
+}
+
+fn cylinder_arc_face_uses(
+    arc: CylinderArc,
+    bottom_edge: u32,
+    top_edge: u32,
+    vertical_edges: [u32; 2],
+    vertices: [[u32; 2]; 2],
+    height: f64,
+) -> Result<Vec<Use>, GeometryError> {
+    let bottom = vertices[0];
+    let top = vertices[1];
+    let start = arc.start;
+    let end = arc.end;
+    let vertical = |point: usize| -> Result<Use, GeometryError> {
+        Ok(boundary(
+            vertical_edges[point],
+            bottom[point],
+            top[point],
+            F,
+            uv_line([arc_angle_at(arc, point)?, 0.0], [0.0, 1.0]),
+        ))
+    };
+    let vertical_reverse = |point: usize| -> Result<Use, GeometryError> {
+        Ok(boundary(
+            vertical_edges[point],
+            top[point],
+            bottom[point],
+            R,
+            uv_line([arc_angle_at(arc, point)?, 0.0], [0.0, 1.0]),
+        ))
+    };
+    let uses = if arc.reversed {
+        vec![
+            boundary(
+                bottom_edge,
+                bottom[end],
+                bottom[start],
+                R,
+                uv_line([0.0; 2], [1.0, 0.0]),
+            ),
+            vertical(start)?,
+            boundary(
+                top_edge,
+                top[start],
+                top[end],
+                F,
+                uv_line([0.0, height], [1.0, 0.0]),
+            ),
+            vertical_reverse(end)?,
+        ]
+    } else {
+        vec![
+            boundary(
+                bottom_edge,
+                bottom[start],
+                bottom[end],
+                F,
+                uv_line([0.0; 2], [1.0, 0.0]),
+            ),
+            vertical(end)?,
+            boundary(
+                top_edge,
+                top[end],
+                top[start],
+                R,
+                uv_line([0.0, height], [1.0, 0.0]),
+            ),
+            vertical_reverse(start)?,
+        ]
+    };
+    Ok(uses)
+}
+
+fn arc_angle_at(arc: CylinderArc, point: usize) -> Result<f64, GeometryError> {
+    if point == arc.start {
+        Ok(arc.range.lo)
+    } else if point == arc.end {
+        Ok(arc.range.hi)
+    } else {
+        Err(GeometryError::InvalidTopology(
+            "cylinder arc endpoint is not part of the intersection".into(),
+        ))
+    }
+}
+
+pub(super) fn shifted_cylinder_arc(mut arc: CylinderArc, axis: Point3, offset: f64) -> CylinderArc {
+    arc.frame.origin = std::array::from_fn(|i| arc.frame.origin[i] + axis[i] * offset);
+    arc
+}
+
+pub(super) fn two_arc_plane_uses(
+    builder: &Builder,
+    frame: Frame3,
+    first: (CylinderArc, u32),
+    second: (CylinderArc, u32),
+    vertices: [u32; 2],
+) -> Result<Vec<Use>, GeometryError> {
+    for first_sense in [Orientation::Forward, Orientation::Reverse] {
+        let (first_from, first_to) = arc_endpoints(first.0, first_sense);
+        let second_sense = if second.0.start == first_to && second.0.end == first_from {
+            Orientation::Forward
+        } else if second.0.end == first_to && second.0.start == first_from {
+            Orientation::Reverse
+        } else {
+            continue;
+        };
+        let mut samples = Vec::with_capacity(34);
+        for (arc, sense) in [(first.0, first_sense), (second.0, second_sense)] {
+            for sample in 0..=16 {
+                if !samples.is_empty() && sample == 0 {
+                    continue;
+                }
+                let fraction = sample as f64 / 16.0;
+                let parameter = if sense == Orientation::Forward {
+                    arc.range.lo + arc.range.width() * fraction
+                } else {
+                    arc.range.hi - arc.range.width() * fraction
+                };
+                samples.push(frame.local(arc.frame.point([
+                    arc.radius * parameter.cos(),
+                    arc.radius * parameter.sin(),
+                    0.0,
+                ])));
+            }
+        }
+        let signed_area = samples
+            .iter()
+            .zip(samples.iter().cycle().skip(1))
+            .take(samples.len())
+            .map(|(a, b)| a[0] * b[1] - b[0] * a[1])
+            .sum::<f64>()
+            * 0.5;
+        if signed_area > 0.0 {
+            return Ok(vec![
+                plane_boundary(
+                    builder,
+                    frame,
+                    first.1,
+                    vertices[first_from],
+                    vertices[first_to],
+                    first_sense,
+                )?,
+                plane_boundary(
+                    builder,
+                    frame,
+                    second.1,
+                    vertices[arc_endpoints(second.0, second_sense).0],
+                    vertices[arc_endpoints(second.0, second_sense).1],
+                    second_sense,
+                )?,
+            ]);
+        }
+    }
+    Err(GeometryError::InvalidTopology(
+        "two-arc planar boundary does not form a positive loop".into(),
+    ))
+}
+
+fn arc_endpoints(arc: CylinderArc, sense: Orientation) -> (usize, usize) {
+    if sense == Orientation::Forward {
+        (arc.start, arc.end)
+    } else {
+        (arc.end, arc.start)
+    }
+}
+
+pub(super) fn two_arc_plane_bounds(
+    frame: Frame3,
+    arcs: [CylinderArc; 2],
+    tolerance: f64,
+) -> [[f64; 2]; 2] {
+    padded_uv_bounds(
+        arcs.into_iter()
+            .flat_map(|arc| {
+                [
+                    arc.frame.origin,
+                    std::array::from_fn(|i| arc.frame.origin[i] + arc.frame.x[i] * arc.radius),
+                    std::array::from_fn(|i| arc.frame.origin[i] - arc.frame.x[i] * arc.radius),
+                    std::array::from_fn(|i| arc.frame.origin[i] + arc.frame.y[i] * arc.radius),
+                    std::array::from_fn(|i| arc.frame.origin[i] - arc.frame.y[i] * arc.radius),
+                ]
+            })
+            .map(|point| frame.local(point)),
+        tolerance,
+    )
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/handlers/cylinder_cylinder/coextensive.rs b/main/opengeometry/src/operations/modifying/boolean/handlers/cylinder_cylinder/coextensive.rs
new file mode 100644
index 0000000..17d1eaf
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/handlers/cylinder_cylinder/coextensive.rs
@@ -0,0 +1,87 @@
+use crate::brep::{Accuracy, BrepEnvelope, FaceRole, FaceSource, GeometryError};
+use crate::operations::modifying::boolean::assembly::{
+    append_analytic_input, append_annular_cylinder, cylinder_source, face_provenance,
+    finish_cylinder_result,
+};
+use crate::operations::modifying::boolean::operands::CylinderInput;
+use crate::operations::modifying::boolean::types::{BooleanOp, BooleanResult};
+use crate::primitives;
+
+pub(super) fn coextensive_cylinder_radii(
+    a: &CylinderInput<'_>,
+    b: &CylinderInput<'_>,
+    alignment: f64,
+    operation: BooleanOp,
+    id: String,
+    accuracy: Accuracy,
+) -> Result<BooleanResult, GeometryError> {
+    let a_lateral = cylinder_source(a, 0);
+    let b_lateral = cylinder_source(b, 0);
+    let a_caps = [cylinder_source(a, 1), cylinder_source(a, 2)];
+    let b_caps = if alignment > 0.0 {
+        [cylinder_source(b, 1), cylinder_source(b, 2)]
+    } else {
+        [cylinder_source(b, 2), cylinder_source(b, 1)]
+    };
+    let a_is_larger = a.radius > b.radius;
+    let mut out = BrepEnvelope::new(id, accuracy)?;
+    match operation {
+        BooleanOp::Union | BooleanOp::Intersection => {
+            let choose_a = if operation == BooleanOp::Union {
+                a_is_larger
+            } else {
+                !a_is_larger
+            };
+            let (radius, lateral) = if choose_a {
+                (a.radius, a_lateral.clone())
+            } else {
+                (b.radius, b_lateral.clone())
+            };
+            add_coextensive_cylinder(&mut out, a, radius, lateral, &a_caps, &b_caps, accuracy)?;
+        }
+        BooleanOp::Subtraction if a_is_larger => {
+            append_annular_cylinder(
+                &mut out,
+                a.frame,
+                b.radius,
+                a.radius,
+                a.height,
+                [
+                    face_provenance(vec![a_lateral], FaceRole::Preserved, false),
+                    face_provenance(vec![b_lateral], FaceRole::Cut, true),
+                    face_provenance(vec![a_caps[0].clone()], FaceRole::Split, false),
+                    face_provenance(vec![a_caps[1].clone()], FaceRole::Split, false),
+                ],
+            )?;
+        }
+        BooleanOp::Subtraction => {}
+    }
+    finish_cylinder_result(out, a, b, operation, true)
+}
+
+fn add_coextensive_cylinder(
+    out: &mut BrepEnvelope,
+    a: &CylinderInput<'_>,
+    radius: f64,
+    lateral: FaceSource,
+    a_caps: &[FaceSource; 2],
+    b_caps: &[FaceSource; 2],
+    accuracy: Accuracy,
+) -> Result<(), GeometryError> {
+    let part = primitives::cylinder(
+        format!("{}:radial", out.id),
+        a.frame,
+        radius,
+        a.height,
+        accuracy,
+    )?;
+    append_analytic_input(out, &part)?;
+    out.topology.faces[0].provenance = face_provenance(vec![lateral], FaceRole::Preserved, false);
+    for (face, sources) in [
+        (1, vec![a_caps[0].clone(), b_caps[0].clone()]),
+        (2, vec![a_caps[1].clone(), b_caps[1].clone()]),
+    ] {
+        out.topology.faces[face].provenance = face_provenance(sources, FaceRole::Split, false);
+    }
+    Ok(())
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/handlers/cylinder_cylinder/contained.rs b/main/opengeometry/src/operations/modifying/boolean/handlers/cylinder_cylinder/contained.rs
new file mode 100644
index 0000000..d06dece
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/handlers/cylinder_cylinder/contained.rs
@@ -0,0 +1,44 @@
+use crate::brep::{Accuracy, BrepEnvelope, FaceRole, GeometryError};
+use crate::operations::modifying::boolean::assembly::{
+    append_analytic_input, finish_cylinder_result, reverse_face,
+};
+use crate::operations::modifying::boolean::operands::CylinderInput;
+use crate::operations::modifying::boolean::types::{BooleanOp, BooleanResult};
+
+pub(super) fn contained_cylinders(
+    a: &CylinderInput<'_>,
+    b: &CylinderInput<'_>,
+    b_inside_a: bool,
+    operation: BooleanOp,
+    id: String,
+    accuracy: Accuracy,
+) -> Result<BooleanResult, GeometryError> {
+    let mut out = BrepEnvelope::new(id, accuracy)?;
+    let (contained, enclosing) = if b_inside_a { (b, a) } else { (a, b) };
+    match operation {
+        BooleanOp::Union => {
+            append_analytic_input(&mut out, enclosing.brep)?;
+        }
+        BooleanOp::Intersection => {
+            append_analytic_input(&mut out, contained.brep)?;
+        }
+        BooleanOp::Subtraction if b_inside_a => {
+            append_analytic_input(&mut out, a.brep)?;
+            let face_offset = out.topology.faces.len() as u32;
+            append_analytic_input(&mut out, b.brep)?;
+            let cavity = out
+                .solids
+                .pop()
+                .ok_or_else(|| GeometryError::InvalidTopology("missing cutter solid".into()))?
+                .outer_shell;
+            out.solids[0].cavity_shells.push(cavity);
+            for face in face_offset..out.topology.faces.len() as u32 {
+                reverse_face(&mut out, face);
+                out.topology.faces[face as usize].provenance.role = FaceRole::Cut;
+                out.topology.faces[face as usize].provenance.reversed = true;
+            }
+        }
+        BooleanOp::Subtraction => {}
+    }
+    finish_cylinder_result(out, a, b, operation, false)
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/handlers/cylinder_cylinder/embedded.rs b/main/opengeometry/src/operations/modifying/boolean/handlers/cylinder_cylinder/embedded.rs
new file mode 100644
index 0000000..0168a48
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/handlers/cylinder_cylinder/embedded.rs
@@ -0,0 +1,395 @@
+use super::arcs::{
+    add_cylinder_arc_face, selected_cylinder_arc, shifted_cylinder_arc, two_arc_plane_bounds,
+    two_arc_plane_uses, ArcFaceBoundary, CylinderArc,
+};
+use crate::brep::{
+    unit, Accuracy, BrepEnvelope, Builder, CurveGeometry, FaceRole, Frame3, GeometryError,
+    SurfaceGeometry,
+};
+use crate::math::{cross, norm, scale, Interval, Point3};
+use crate::operations::modifying::boolean::assembly::{
+    cylinder_source, face_provenance, finish_cylinder_result,
+};
+use crate::operations::modifying::boolean::operands::CylinderInput;
+use crate::operations::modifying::boolean::types::{BooleanOp, BooleanResult};
+
+pub(super) struct EmbeddedPlacement {
+    pub(super) alignment: f64,
+    pub(super) radial: Point3,
+    pub(super) b_span: [f64; 2],
+}
+
+struct EmbeddedCut {
+    axis: Point3,
+    levels: [f64; 4],
+    a_outer: CylinderArc,
+    a_inner: CylinderArc,
+    b_boundary: CylinderArc,
+}
+
+struct EmbeddedLayout {
+    vertices: [[u32; 2]; 4],
+    vertical_edges: [[u32; 2]; 3],
+    a_outer_edges: [u32; 4],
+    a_inner_edges: [u32; 4],
+    b_edges: [u32; 2],
+}
+
+pub(super) fn embedded_transverse_cylinder_boolean(
+    a: &CylinderInput<'_>,
+    b: &CylinderInput<'_>,
+    placement: &EmbeddedPlacement,
+    operation: BooleanOp,
+    id: String,
+    accuracy: Accuracy,
+) -> Result<BooleanResult, GeometryError> {
+    let EmbeddedPlacement {
+        alignment,
+        radial,
+        b_span,
+    } = *placement;
+    if !matches!(operation, BooleanOp::Union | BooleanOp::Subtraction) {
+        return Err(GeometryError::InvalidGeometry(
+            "embedded transverse cylinder builder requires union or subtraction".into(),
+        ));
+    }
+    let axis = a.frame.z;
+    let distance = norm(radial);
+    let toward_b = unit(radial)?;
+    let lateral = unit(cross(axis, toward_b))?;
+    let along =
+        (distance * distance + a.radius * a.radius - b.radius * b.radius) / (2.0 * distance);
+    let half_squared = (a.radius - along) * (a.radius + along);
+    let clearance = 4.0 * accuracy.geometric;
+    if half_squared <= clearance * clearance {
+        return Err(GeometryError::UnresolvedIntersection(
+            "embedded transverse cylinder chord is below geometric resolution".into(),
+        ));
+    }
+    let half = half_squared.sqrt();
+    let chord_center: Point3 = std::array::from_fn(|i| a.frame.origin[i] + toward_b[i] * along);
+    let points = [
+        std::array::from_fn(|i| chord_center[i] + lateral[i] * half),
+        std::array::from_fn(|i| chord_center[i] - lateral[i] * half),
+    ];
+    let [a_outer, a_inner, b_boundary] = embedded_boundary_arcs(a, b, radial, points, operation)?;
+    let levels = [0.0, b_span[0], b_span[1], a.height];
+    if levels.windows(2).any(|span| span[1] - span[0] <= clearance) {
+        return Err(GeometryError::UnresolvedIntersection(
+            "embedded transverse cylinder leaves a sub-tolerance axial segment".into(),
+        ));
+    }
+    let cut = EmbeddedCut {
+        axis,
+        levels,
+        a_outer,
+        a_inner,
+        b_boundary,
+    };
+
+    let mut builder = Builder::new(id, accuracy)?;
+    let layout = add_embedded_edges(&mut builder, points, &cut)?;
+    add_embedded_lateral_faces(&mut builder, &cut, &layout)?;
+    add_embedded_planar_faces(&mut builder, a, &cut, &layout, operation, accuracy)?;
+
+    let mut out = builder.finish_solid()?;
+    set_embedded_provenance(&mut out, a, b, alignment, operation);
+    finish_cylinder_result(out, a, b, operation, false)
+}
+
+fn embedded_boundary_arcs(
+    a: &CylinderInput<'_>,
+    b: &CylinderInput<'_>,
+    radial: Point3,
+    points: [Point3; 2],
+    operation: BooleanOp,
+) -> Result<[CylinderArc; 3], GeometryError> {
+    let mut b_base_frame = a.frame;
+    b_base_frame.origin = std::array::from_fn(|i| a.frame.origin[i] + radial[i]);
+    let a_outer = selected_cylinder_arc(
+        a.frame,
+        a.radius,
+        points,
+        b_base_frame.origin,
+        b.radius,
+        false,
+        false,
+    )?;
+    let a_inner = selected_cylinder_arc(
+        a.frame,
+        a.radius,
+        points,
+        b_base_frame.origin,
+        b.radius,
+        true,
+        false,
+    )?;
+    let b_boundary = selected_cylinder_arc(
+        b_base_frame,
+        b.radius,
+        points,
+        a.frame.origin,
+        a.radius,
+        operation == BooleanOp::Subtraction,
+        operation == BooleanOp::Subtraction,
+    )?;
+    Ok([a_outer, a_inner, b_boundary])
+}
+
+fn add_embedded_edges(
+    builder: &mut Builder,
+    points: [Point3; 2],
+    cut: &EmbeddedCut,
+) -> Result<EmbeddedLayout, GeometryError> {
+    let vertices: [[u32; 2]; 4] = std::array::from_fn(|level| {
+        points.map(|point| {
+            builder.vertex(std::array::from_fn(|i| {
+                point[i] + cut.axis[i] * cut.levels[level]
+            }))
+        })
+    });
+    let vertical_ranges = [
+        Interval::new(0.0, cut.levels[1] - cut.levels[0])?,
+        Interval::new(0.0, cut.levels[2] - cut.levels[1])?,
+        Interval::new(0.0, cut.levels[3] - cut.levels[2])?,
+    ];
+    let vertical_edges: [[u32; 2]; 3] = std::array::from_fn(|segment| {
+        [0, 1].map(|point| {
+            builder.edge(
+                CurveGeometry::Line {
+                    origin: std::array::from_fn(|i| {
+                        points[point][i] + cut.axis[i] * cut.levels[segment]
+                    }),
+                    direction: cut.axis,
+                },
+                vertical_ranges[segment],
+                false,
+            )
+        })
+    });
+    let mut arc_edge = |arc: CylinderArc, level: usize, seam: bool| {
+        let shifted = shifted_cylinder_arc(arc, cut.axis, cut.levels[level]);
+        builder.edge(
+            CurveGeometry::Circle {
+                frame: shifted.frame,
+                radius: shifted.radius,
+            },
+            shifted.range,
+            seam,
+        )
+    };
+    let a_outer_edges = [
+        arc_edge(cut.a_outer, 0, false),
+        arc_edge(cut.a_outer, 1, true),
+        arc_edge(cut.a_outer, 2, true),
+        arc_edge(cut.a_outer, 3, false),
+    ];
+    let a_inner_edges = [
+        arc_edge(cut.a_inner, 0, false),
+        arc_edge(cut.a_inner, 1, false),
+        arc_edge(cut.a_inner, 2, false),
+        arc_edge(cut.a_inner, 3, false),
+    ];
+    let b_edges = [
+        arc_edge(cut.b_boundary, 1, false),
+        arc_edge(cut.b_boundary, 2, false),
+    ];
+    Ok(EmbeddedLayout {
+        vertices,
+        vertical_edges,
+        a_outer_edges,
+        a_inner_edges,
+        b_edges,
+    })
+}
+
+fn add_embedded_lateral_faces(
+    builder: &mut Builder,
+    cut: &EmbeddedCut,
+    layout: &EmbeddedLayout,
+) -> Result<(), GeometryError> {
+    for segment in 0..3 {
+        let height = cut.levels[segment + 1] - cut.levels[segment];
+        add_cylinder_arc_face(
+            builder,
+            &format!("a:outer:{segment}"),
+            shifted_cylinder_arc(cut.a_outer, cut.axis, cut.levels[segment]),
+            &ArcFaceBoundary {
+                bottom_edge: layout.a_outer_edges[segment],
+                top_edge: layout.a_outer_edges[segment + 1],
+                vertical_edges: layout.vertical_edges[segment],
+                vertices: [layout.vertices[segment], layout.vertices[segment + 1]],
+            },
+            height,
+        )?;
+        let (arc, edges, key) = if segment == 1 {
+            (cut.b_boundary, layout.b_edges, "b:boundary")
+        } else {
+            (
+                cut.a_inner,
+                [
+                    layout.a_inner_edges[segment],
+                    layout.a_inner_edges[segment + 1],
+                ],
+                if segment == 0 {
+                    "a:inner:lower"
+                } else {
+                    "a:inner:upper"
+                },
+            )
+        };
+        add_cylinder_arc_face(
+            builder,
+            key,
+            shifted_cylinder_arc(arc, cut.axis, cut.levels[segment]),
+            &ArcFaceBoundary {
+                bottom_edge: edges[0],
+                top_edge: edges[1],
+                vertical_edges: layout.vertical_edges[segment],
+                vertices: [layout.vertices[segment], layout.vertices[segment + 1]],
+            },
+            height,
+        )?;
+    }
+    Ok(())
+}
+
+fn add_embedded_planar_faces(
+    builder: &mut Builder,
+    a: &CylinderInput<'_>,
+    cut: &EmbeddedCut,
+    layout: &EmbeddedLayout,
+    operation: BooleanOp,
+    accuracy: Accuracy,
+) -> Result<(), GeometryError> {
+    let mut bottom_frame = a.frame;
+    bottom_frame.y = scale(bottom_frame.y, -1.0);
+    bottom_frame.z = scale(bottom_frame.z, -1.0);
+    let bottom_arcs = [
+        shifted_cylinder_arc(cut.a_outer, cut.axis, cut.levels[0]),
+        shifted_cylinder_arc(cut.a_inner, cut.axis, cut.levels[0]),
+    ];
+    add_two_arc_plane_face(
+        builder,
+        "a:lower-cap",
+        bottom_frame,
+        bottom_arcs,
+        [layout.a_outer_edges[0], layout.a_inner_edges[0]],
+        layout.vertices[0],
+        accuracy.geometric,
+    )?;
+
+    for (level, key) in [(1, "b:lower-interface"), (2, "b:upper-interface")] {
+        let outward_positive = (operation == BooleanOp::Union && level == 2)
+            || (operation == BooleanOp::Subtraction && level == 1);
+        let mut frame = a.frame;
+        frame.origin = a.frame.point([0.0, 0.0, cut.levels[level]]);
+        if !outward_positive {
+            frame.y = scale(frame.y, -1.0);
+            frame.z = scale(frame.z, -1.0);
+        }
+        let arcs = [
+            shifted_cylinder_arc(cut.a_inner, cut.axis, cut.levels[level]),
+            shifted_cylinder_arc(cut.b_boundary, cut.axis, cut.levels[level]),
+        ];
+        let edges = if level == 1 {
+            [layout.a_inner_edges[1], layout.b_edges[0]]
+        } else {
+            [layout.a_inner_edges[2], layout.b_edges[1]]
+        };
+        add_two_arc_plane_face(
+            builder,
+            key,
+            frame,
+            arcs,
+            edges,
+            layout.vertices[level],
+            accuracy.geometric,
+        )?;
+    }
+
+    let mut top_frame = a.frame;
+    top_frame.origin = a.frame.point([0.0, 0.0, a.height]);
+    let top_arcs = [
+        shifted_cylinder_arc(cut.a_outer, cut.axis, cut.levels[3]),
+        shifted_cylinder_arc(cut.a_inner, cut.axis, cut.levels[3]),
+    ];
+    add_two_arc_plane_face(
+        builder,
+        "a:upper-cap",
+        top_frame,
+        top_arcs,
+        [layout.a_outer_edges[3], layout.a_inner_edges[3]],
+        layout.vertices[3],
+        accuracy.geometric,
+    )
+}
+
+fn add_two_arc_plane_face(
+    builder: &mut Builder,
+    key: &str,
+    frame: Frame3,
+    arcs: [CylinderArc; 2],
+    edges: [u32; 2],
+    vertices: [u32; 2],
+    tolerance: f64,
+) -> Result<(), GeometryError> {
+    let uses = two_arc_plane_uses(
+        builder,
+        frame,
+        (arcs[0], edges[0]),
+        (arcs[1], edges[1]),
+        vertices,
+    )?;
+    builder.face(
+        key,
+        SurfaceGeometry::Plane { frame },
+        two_arc_plane_bounds(frame, arcs, tolerance),
+        uses,
+    )
+}
+
+fn set_embedded_provenance(
+    out: &mut BrepEnvelope,
+    a: &CylinderInput<'_>,
+    b: &CylinderInput<'_>,
+    alignment: f64,
+    operation: BooleanOp,
+) {
+    let a_lateral = cylinder_source(a, 0);
+    let b_lateral = cylinder_source(b, 0);
+    for face in [0, 1, 2, 4, 5] {
+        out.topology.faces[face].provenance =
+            face_provenance(vec![a_lateral.clone()], FaceRole::Split, false);
+    }
+    out.topology.faces[3].provenance = face_provenance(
+        vec![b_lateral],
+        if operation == BooleanOp::Subtraction {
+            FaceRole::Cut
+        } else {
+            FaceRole::Split
+        },
+        operation == BooleanOp::Subtraction,
+    );
+    let a_caps = [cylinder_source(a, 1), cylinder_source(a, 2)];
+    out.topology.faces[6].provenance =
+        face_provenance(vec![a_caps[0].clone()], FaceRole::Preserved, false);
+    out.topology.faces[9].provenance =
+        face_provenance(vec![a_caps[1].clone()], FaceRole::Preserved, false);
+    let b_caps = if alignment > 0.0 {
+        [cylinder_source(b, 1), cylinder_source(b, 2)]
+    } else {
+        [cylinder_source(b, 2), cylinder_source(b, 1)]
+    };
+    for (face, source) in [(7, b_caps[0].clone()), (8, b_caps[1].clone())] {
+        out.topology.faces[face].provenance = face_provenance(
+            vec![source],
+            if operation == BooleanOp::Subtraction {
+                FaceRole::Cut
+            } else {
+                FaceRole::Split
+            },
+            operation == BooleanOp::Subtraction,
+        );
+    }
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/handlers/cylinder_cylinder/mod.rs b/main/opengeometry/src/operations/modifying/boolean/handlers/cylinder_cylinder/mod.rs
new file mode 100644
index 0000000..51d7662
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/handlers/cylinder_cylinder/mod.rs
@@ -0,0 +1,566 @@
+mod arcs;
+mod coextensive;
+mod contained;
+mod embedded;
+mod parallel;
+mod transverse;
+
+use super::disjoint::separate_boolean;
+use crate::brep::{Accuracy, BrepEnvelope, FaceProvenance, FaceRole, FaceSource, GeometryError};
+use crate::math::{dot, norm, scale, sub, Point3};
+use crate::operations::modifying::boolean::assembly::{
+    append_cylinder_segment, cylinder_source, face_provenance, finish_cylinder_result,
+};
+use crate::operations::modifying::boolean::operands::{full_cylinder, CylinderInput};
+use crate::operations::modifying::boolean::types::{BooleanOp, BooleanResult};
+use coextensive::coextensive_cylinder_radii;
+use contained::contained_cylinders;
+use embedded::{embedded_transverse_cylinder_boolean, EmbeddedPlacement};
+use parallel::{parallel_cylinder_boolean, sliced_parallel_cylinder_boolean, ParallelSlice};
+use transverse::transverse_cylinder_through_subtraction;
+
+struct AxialPlacement {
+    radial: Point3,
+    radial_distance: f64,
+    a_span: [f64; 2],
+    b_span: [f64; 2],
+    span_error: f64,
+    roundoff: f64,
+}
+
+struct AxialOverlap {
+    alignment: f64,
+    overlap_span: [f64; 2],
+    clearance: f64,
+}
+
+struct Segment {
+    lo: f64,
+    hi: f64,
+    provenances: [FaceProvenance; 3],
+}
+
+struct CoaxialSources {
+    a_lateral: FaceSource,
+    b_lateral: FaceSource,
+    a_caps: [FaceSource; 2],
+    b_caps: [FaceSource; 2],
+}
+
+pub(crate) fn boolean_cylinders(
+    a: &BrepEnvelope,
+    b: &BrepEnvelope,
+    operation: BooleanOp,
+    id: String,
+) -> Result<BooleanResult, GeometryError> {
+    let a = full_cylinder(a)?;
+    let b = full_cylinder(b)?;
+    let accuracy = Accuracy::combined(a.brep.accuracy, b.brep.accuracy);
+    let alignment = dot(a.frame.z, b.frame.z);
+    if 1.0 - alignment.abs() > 1e-12 {
+        if operation == BooleanOp::Subtraction {
+            return transverse_cylinder_through_subtraction(&a, &b, id, accuracy);
+        }
+        return Err(GeometryError::CoverageGap {
+            families: ["cylinder".into(), "nonparallel cylinder".into()],
+        });
+    }
+    let placement = axial_placement(&a, &b, alignment);
+    if placement.radial_distance > placement.roundoff {
+        return offset_axis_boolean(&a, &b, alignment, &placement, operation, id, accuracy);
+    }
+    if a.radius != b.radius {
+        return coaxial_unequal_radii_boolean(
+            &a, &b, alignment, &placement, operation, id, accuracy,
+        );
+    }
+    coaxial_equal_radii_boolean(&a, &b, alignment, &placement, operation, id, accuracy)
+}
+
+fn axial_placement(a: &CylinderInput<'_>, b: &CylinderInput<'_>, alignment: f64) -> AxialPlacement {
+    let delta = sub(b.frame.origin, a.frame.origin);
+    let axial = dot(delta, a.frame.z);
+    let radial = sub(delta, scale(a.frame.z, axial));
+    let a_span = [0.0, a.height];
+    let b_end = axial + alignment.signum() * b.height;
+    let b_span = [axial.min(b_end), axial.max(b_end)];
+    let span_error = (a_span[0] - b_span[0])
+        .abs()
+        .max((a_span[1] - b_span[1]).abs());
+    let scale = a
+        .frame
+        .origin
+        .into_iter()
+        .chain(b.frame.origin)
+        .chain([a.radius, b.radius, a.height, b.height])
+        .fold(1.0_f64, |largest, value| largest.max(value.abs()));
+    let roundoff = 128.0 * f64::EPSILON * scale;
+    let radial_distance = norm(radial);
+    AxialPlacement {
+        radial,
+        radial_distance,
+        a_span,
+        b_span,
+        span_error,
+        roundoff,
+    }
+}
+
+fn offset_axis_boolean(
+    a: &CylinderInput<'_>,
+    b: &CylinderInput<'_>,
+    alignment: f64,
+    placement: &AxialPlacement,
+    operation: BooleanOp,
+    id: String,
+    accuracy: Accuracy,
+) -> Result<BooleanResult, GeometryError> {
+    if placement.radial_distance <= accuracy.intersection {
+        return Err(GeometryError::UnresolvedIntersection(
+            "cylinder axes differ within the intersection budget".into(),
+        ));
+    }
+    if placement.span_error <= placement.roundoff {
+        return parallel_cylinder_boolean(a, b, alignment, operation, id, accuracy);
+    }
+    let clearance = 4.0 * accuracy.geometric;
+    let overlap_span = [
+        placement.a_span[0].max(placement.b_span[0]),
+        placement.a_span[1].min(placement.b_span[1]),
+    ];
+    let overlap = overlap_span[1] - overlap_span[0];
+    if overlap.abs() <= clearance {
+        return Err(GeometryError::UnresolvedIntersection(
+            "parallel cylinder axial contact is below geometric resolution".into(),
+        ));
+    }
+    if overlap < 0.0 {
+        return separate_boolean(a.brep, b.brep, operation, id, Vec::new());
+    }
+    let axial_overlap = AxialOverlap {
+        alignment,
+        overlap_span,
+        clearance,
+    };
+    offset_axis_overlap_boolean(a, b, placement, &axial_overlap, operation, id, accuracy)
+}
+
+fn offset_axis_overlap_boolean(
+    a: &CylinderInput<'_>,
+    b: &CylinderInput<'_>,
+    placement: &AxialPlacement,
+    axial_overlap: &AxialOverlap,
+    operation: BooleanOp,
+    id: String,
+    accuracy: Accuracy,
+) -> Result<BooleanResult, GeometryError> {
+    let AxialPlacement {
+        radial,
+        a_span,
+        b_span,
+        roundoff,
+        ..
+    } = *placement;
+    let AxialOverlap {
+        alignment,
+        overlap_span,
+        clearance,
+    } = *axial_overlap;
+    if operation == BooleanOp::Intersection {
+        return sliced_parallel_cylinder_boolean(
+            a,
+            b,
+            &ParallelSlice {
+                alignment,
+                radial,
+                a_span,
+                b_span,
+                span: overlap_span,
+            },
+            operation,
+            id,
+            accuracy,
+            roundoff,
+        );
+    }
+    if operation == BooleanOp::Subtraction {
+        let b_covers_a = b_span[0] <= a_span[0] + roundoff && b_span[1] >= a_span[1] - roundoff;
+        if b_covers_a {
+            return sliced_parallel_cylinder_boolean(
+                a,
+                b,
+                &ParallelSlice {
+                    alignment,
+                    radial,
+                    a_span,
+                    b_span,
+                    span: a_span,
+                },
+                operation,
+                id,
+                accuracy,
+                roundoff,
+            );
+        }
+        let b_nearly_covers_a =
+            b_span[0] <= a_span[0] + clearance && b_span[1] >= a_span[1] - clearance;
+        if b_nearly_covers_a {
+            return Err(GeometryError::UnresolvedIntersection(
+                "parallel cylinder subtraction leaves a sub-tolerance axial segment".into(),
+            ));
+        }
+    }
+    embedded_offset_axis_boolean(a, b, placement, axial_overlap, operation, id, accuracy)
+}
+
+fn embedded_offset_axis_boolean(
+    a: &CylinderInput<'_>,
+    b: &CylinderInput<'_>,
+    placement: &AxialPlacement,
+    axial_overlap: &AxialOverlap,
+    operation: BooleanOp,
+    id: String,
+    accuracy: Accuracy,
+) -> Result<BooleanResult, GeometryError> {
+    let AxialPlacement {
+        radial,
+        radial_distance,
+        a_span,
+        b_span,
+        ..
+    } = *placement;
+    let AxialOverlap {
+        alignment,
+        clearance,
+        ..
+    } = *axial_overlap;
+    let b_embedded_in_a = b_span[0] > a_span[0] + clearance && b_span[1] < a_span[1] - clearance;
+    let transverse_overlap = radial_distance > (a.radius - b.radius).abs() + clearance
+        && radial_distance < a.radius + b.radius - clearance;
+    if b_embedded_in_a
+        && transverse_overlap
+        && matches!(operation, BooleanOp::Union | BooleanOp::Subtraction)
+    {
+        return embedded_transverse_cylinder_boolean(
+            a,
+            b,
+            &EmbeddedPlacement {
+                alignment,
+                radial,
+                b_span,
+            },
+            operation,
+            id,
+            accuracy,
+        );
+    }
+    let a_embedded_in_b = a_span[0] > b_span[0] + clearance && a_span[1] < b_span[1] - clearance;
+    if a_embedded_in_b && transverse_overlap && operation == BooleanOp::Union {
+        return boolean_cylinders(b.brep, a.brep, operation, id);
+    }
+    Err(GeometryError::CoverageGap {
+        families: [
+            "parallel cylinder".into(),
+            "non-coextensive parallel cylinder".into(),
+        ],
+    })
+}
+
+fn coaxial_unequal_radii_boolean(
+    a: &CylinderInput<'_>,
+    b: &CylinderInput<'_>,
+    alignment: f64,
+    placement: &AxialPlacement,
+    operation: BooleanOp,
+    id: String,
+    accuracy: Accuracy,
+) -> Result<BooleanResult, GeometryError> {
+    if (a.radius - b.radius).abs() <= accuracy.intersection {
+        return Err(GeometryError::UnresolvedIntersection(
+            "cylinder radii differ within the intersection budget".into(),
+        ));
+    }
+    if placement.span_error <= placement.roundoff {
+        return coextensive_cylinder_radii(a, b, alignment, operation, id, accuracy);
+    }
+    let clearance = 4.0 * accuracy.geometric;
+    let b_inside_a = b.radius + clearance < a.radius
+        && placement.b_span[0] > placement.a_span[0] + clearance
+        && placement.b_span[1] < placement.a_span[1] - clearance;
+    let a_inside_b = a.radius + clearance < b.radius
+        && placement.a_span[0] > placement.b_span[0] + clearance
+        && placement.a_span[1] < placement.b_span[1] - clearance;
+    if b_inside_a || a_inside_b {
+        return contained_cylinders(a, b, b_inside_a, operation, id, accuracy);
+    }
+    let near_radial_contact = (a.radius - b.radius).abs() <= clearance;
+    let near_axial_contact = [
+        (placement.a_span[0] - placement.b_span[0]).abs(),
+        (placement.a_span[0] - placement.b_span[1]).abs(),
+        (placement.a_span[1] - placement.b_span[0]).abs(),
+        (placement.a_span[1] - placement.b_span[1]).abs(),
+    ]
+    .into_iter()
+    .any(|gap| gap <= clearance);
+    if near_radial_contact || near_axial_contact {
+        return Err(GeometryError::UnresolvedIntersection(
+            "cylinder containment boundary is below geometric resolution".into(),
+        ));
+    }
+    if placement.span_error <= 4.0 * accuracy.geometric {
+        return Err(GeometryError::UnresolvedIntersection(
+            "cylinder axial spans differ below geometric resolution".into(),
+        ));
+    }
+    Err(GeometryError::CoverageGap {
+        families: [
+            "cylinder".into(),
+            "different-radius coaxial cylinder with unequal axial spans".into(),
+        ],
+    })
+}
+
+fn coaxial_equal_radii_boolean(
+    a: &CylinderInput<'_>,
+    b: &CylinderInput<'_>,
+    alignment: f64,
+    placement: &AxialPlacement,
+    operation: BooleanOp,
+    id: String,
+    accuracy: Accuracy,
+) -> Result<BooleanResult, GeometryError> {
+    let overlap =
+        placement.a_span[1].min(placement.b_span[1]) - placement.a_span[0].max(placement.b_span[0]);
+    if overlap != 0.0 && overlap.abs() <= 4.0 * accuracy.geometric {
+        return Err(GeometryError::UnresolvedIntersection(
+            "cylinder axial overlap or clearance is below geometric resolution".into(),
+        ));
+    }
+
+    let a_lateral = cylinder_source(a, 0);
+    let b_lateral = cylinder_source(b, 0);
+    let a_caps = [cylinder_source(a, 1), cylinder_source(a, 2)];
+    let b_caps = if alignment > 0.0 {
+        [cylinder_source(b, 1), cylinder_source(b, 2)]
+    } else {
+        [cylinder_source(b, 2), cylinder_source(b, 1)]
+    };
+    let face_sources = CoaxialSources {
+        a_lateral,
+        b_lateral,
+        a_caps,
+        b_caps,
+    };
+    let cap_at = |boundary: f64, low: bool, include_a: bool, include_b: bool| {
+        let mut sources = Vec::new();
+        if include_a
+            && boundary
+                == if low {
+                    placement.a_span[0]
+                } else {
+                    placement.a_span[1]
+                }
+        {
+            sources.push(face_sources.a_caps[usize::from(!low)].clone());
+        }
+        if include_b
+            && boundary
+                == if low {
+                    placement.b_span[0]
+                } else {
+                    placement.b_span[1]
+                }
+        {
+            sources.push(face_sources.b_caps[usize::from(!low)].clone());
+        }
+        sources
+    };
+
+    let mut segments = Vec::new();
+    let coincident = overlap >= 0.0;
+    add_coaxial_segments(
+        &mut segments,
+        operation,
+        overlap,
+        placement.a_span,
+        placement.b_span,
+        &face_sources,
+        cap_at,
+    );
+    coaxial_segments_boolean(a, b, segments, coincident, operation, id, accuracy)
+}
+
+fn add_coaxial_segments(
+    segments: &mut Vec<Segment>,
+    operation: BooleanOp,
+    overlap: f64,
+    a_span: [f64; 2],
+    b_span: [f64; 2],
+    sources: &CoaxialSources,
+    cap_at: impl Fn(f64, bool, bool, bool) -> Vec<FaceSource>,
+) {
+    match operation {
+        BooleanOp::Union if overlap >= 0.0 => {
+            let lo = a_span[0].min(b_span[0]);
+            let hi = a_span[1].max(b_span[1]);
+            let lower = cap_at(lo, true, true, true);
+            let upper = cap_at(hi, false, true, true);
+            segments.push(coincident_segment(
+                lo,
+                hi,
+                lower,
+                upper,
+                &sources.a_lateral,
+                &sources.b_lateral,
+            ));
+        }
+        BooleanOp::Union => {
+            for (span, lateral, caps) in [
+                (a_span, sources.a_lateral.clone(), sources.a_caps.clone()),
+                (b_span, sources.b_lateral.clone(), sources.b_caps.clone()),
+            ] {
+                segments.push(Segment {
+                    lo: span[0],
+                    hi: span[1],
+                    provenances: [
+                        face_provenance(vec![lateral], FaceRole::Preserved, false),
+                        face_provenance(vec![caps[0].clone()], FaceRole::Preserved, false),
+                        face_provenance(vec![caps[1].clone()], FaceRole::Preserved, false),
+                    ],
+                });
+            }
+        }
+        BooleanOp::Intersection if overlap > 0.0 => {
+            let lo = a_span[0].max(b_span[0]);
+            let hi = a_span[1].min(b_span[1]);
+            let lower = cap_at(lo, true, lo == a_span[0], lo == b_span[0]);
+            let upper = cap_at(hi, false, hi == a_span[1], hi == b_span[1]);
+            segments.push(coincident_segment(
+                lo,
+                hi,
+                lower,
+                upper,
+                &sources.a_lateral,
+                &sources.b_lateral,
+            ));
+        }
+        BooleanOp::Intersection => {}
+        BooleanOp::Subtraction if overlap <= 0.0 => {
+            segments.push(Segment {
+                lo: a_span[0],
+                hi: a_span[1],
+                provenances: [
+                    face_provenance(vec![sources.a_lateral.clone()], FaceRole::Preserved, false),
+                    face_provenance(vec![sources.a_caps[0].clone()], FaceRole::Preserved, false),
+                    face_provenance(vec![sources.a_caps[1].clone()], FaceRole::Preserved, false),
+                ],
+            });
+        }
+        BooleanOp::Subtraction => {
+            add_subtraction_segments(
+                segments,
+                a_span,
+                b_span,
+                &sources.a_lateral,
+                &sources.a_caps,
+                &sources.b_caps,
+            );
+        }
+    }
+}
+
+fn coincident_segment(
+    lo: f64,
+    hi: f64,
+    lower: Vec<FaceSource>,
+    upper: Vec<FaceSource>,
+    a_lateral: &FaceSource,
+    b_lateral: &FaceSource,
+) -> Segment {
+    Segment {
+        lo,
+        hi,
+        provenances: [
+            face_provenance(
+                vec![a_lateral.clone(), b_lateral.clone()],
+                FaceRole::Coincident,
+                false,
+            ),
+            face_provenance(
+                lower.clone(),
+                if lower.len() > 1 {
+                    FaceRole::Coincident
+                } else {
+                    FaceRole::Preserved
+                },
+                false,
+            ),
+            face_provenance(
+                upper.clone(),
+                if upper.len() > 1 {
+                    FaceRole::Coincident
+                } else {
+                    FaceRole::Preserved
+                },
+                false,
+            ),
+        ],
+    }
+}
+
+fn add_subtraction_segments(
+    segments: &mut Vec<Segment>,
+    a_span: [f64; 2],
+    b_span: [f64; 2],
+    a_lateral: &FaceSource,
+    a_caps: &[FaceSource; 2],
+    b_caps: &[FaceSource; 2],
+) {
+    if b_span[0] > a_span[0] {
+        segments.push(Segment {
+            lo: a_span[0],
+            hi: b_span[0].min(a_span[1]),
+            provenances: [
+                face_provenance(vec![a_lateral.clone()], FaceRole::Split, false),
+                face_provenance(vec![a_caps[0].clone()], FaceRole::Preserved, false),
+                face_provenance(vec![b_caps[0].clone()], FaceRole::Cut, true),
+            ],
+        });
+    }
+    if b_span[1] < a_span[1] {
+        segments.push(Segment {
+            lo: b_span[1].max(a_span[0]),
+            hi: a_span[1],
+            provenances: [
+                face_provenance(vec![a_lateral.clone()], FaceRole::Split, false),
+                face_provenance(vec![b_caps[1].clone()], FaceRole::Cut, true),
+                face_provenance(vec![a_caps[1].clone()], FaceRole::Preserved, false),
+            ],
+        });
+    }
+}
+
+fn coaxial_segments_boolean(
+    a: &CylinderInput<'_>,
+    b: &CylinderInput<'_>,
+    segments: Vec<Segment>,
+    coincident: bool,
+    operation: BooleanOp,
+    id: String,
+    accuracy: Accuracy,
+) -> Result<BooleanResult, GeometryError> {
+    let mut out = BrepEnvelope::new(id, accuracy)?;
+    for (index, segment) in segments.into_iter().enumerate() {
+        let mut frame = a.frame;
+        frame.origin = a.frame.point([0.0, 0.0, segment.lo]);
+        append_cylinder_segment(
+            &mut out,
+            frame,
+            a.radius,
+            segment.hi - segment.lo,
+            segment.provenances,
+            index,
+        )?;
+    }
+    finish_cylinder_result(out, a, b, operation, coincident)
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/handlers/cylinder_cylinder/parallel.rs b/main/opengeometry/src/operations/modifying/boolean/handlers/cylinder_cylinder/parallel.rs
new file mode 100644
index 0000000..085a1db
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/handlers/cylinder_cylinder/parallel.rs
@@ -0,0 +1,478 @@
+use super::arcs::{add_cylinder_arc_face, selected_cylinder_arc, ArcFaceBoundary, CylinderArc};
+use super::contained::contained_cylinders;
+use crate::brep::{
+    padded_uv_bounds, plane_boundary, unit, Accuracy, BrepEnvelope, Builder, CurveGeometry,
+    FaceRole, Frame3, GeometryError, Orientation, SurfaceGeometry, Use,
+};
+use crate::math::{cross, dot, norm, scale, sub, Interval, Point3};
+use crate::operations::modifying::boolean::assembly::{
+    cylinder_face_mappings, cylinder_source, face_provenance, finish_cylinder_result,
+};
+use crate::operations::modifying::boolean::handlers::disjoint::separate_boolean;
+use crate::operations::modifying::boolean::operands::CylinderInput;
+use crate::operations::modifying::boolean::types::{BooleanOp, BooleanResult};
+use crate::primitives;
+
+pub(super) struct ParallelSlice {
+    pub(super) alignment: f64,
+    pub(super) radial: Point3,
+    pub(super) a_span: [f64; 2],
+    pub(super) b_span: [f64; 2],
+    pub(super) span: [f64; 2],
+}
+
+struct BaseCrossing {
+    b_frame: Frame3,
+    points: [Point3; 2],
+}
+
+struct LateralTopology {
+    vertices: [[u32; 2]; 2],
+    a_edges: [u32; 2],
+    b_edges: [u32; 2],
+}
+
+pub(super) fn sliced_parallel_cylinder_boolean(
+    a: &CylinderInput<'_>,
+    b: &CylinderInput<'_>,
+    slice: &ParallelSlice,
+    operation: BooleanOp,
+    id: String,
+    accuracy: Accuracy,
+    roundoff: f64,
+) -> Result<BooleanResult, GeometryError> {
+    let ParallelSlice {
+        alignment,
+        radial,
+        a_span,
+        b_span,
+        span,
+    } = *slice;
+    let mut a_frame = a.frame;
+    a_frame.origin = a.frame.point([0.0, 0.0, span[0]]);
+    let mut b_frame = a_frame;
+    b_frame.origin = std::array::from_fn(|axis| a_frame.origin[axis] + radial[axis]);
+    let height = span[1] - span[0];
+    let a_slice = CylinderInput {
+        brep: a.brep,
+        frame: a_frame,
+        radius: a.radius,
+        height,
+    };
+    let b_slice = CylinderInput {
+        brep: b.brep,
+        frame: b_frame,
+        radius: b.radius,
+        height,
+    };
+    let mut result = parallel_cylinder_boolean(&a_slice, &b_slice, 1.0, operation, id, accuracy)?;
+    result.report.coincident = false;
+    if operation == BooleanOp::Intersection && result.brep.topology.faces.len() == 4 {
+        let a_caps = [cylinder_source(a, 1), cylinder_source(a, 2)];
+        let b_caps = if alignment > 0.0 {
+            [cylinder_source(b, 1), cylinder_source(b, 2)]
+        } else {
+            [cylinder_source(b, 2), cylinder_source(b, 1)]
+        };
+        for (face, boundary, end) in [(2, span[0], 0), (3, span[1], 1)] {
+            let mut sources = Vec::with_capacity(2);
+            if (boundary - a_span[end]).abs() <= roundoff {
+                sources.push(a_caps[end].clone());
+            }
+            if (boundary - b_span[end]).abs() <= roundoff {
+                sources.push(b_caps[end].clone());
+            }
+            if sources.len() > 1 {
+                result.report.coincident = true;
+            }
+            if sources.is_empty() {
+                return Err(GeometryError::InvalidTopology(
+                    "parallel cylinder slice cap has no source face".into(),
+                ));
+            }
+            result.brep.topology.faces[face].provenance =
+                face_provenance(sources, FaceRole::Split, false);
+        }
+        result.report.face_mappings = cylinder_face_mappings(&result.brep, [a, b]);
+        result.brep.validate()?;
+    } else if operation == BooleanOp::Subtraction {
+        result.report.coincident =
+            (a_span[0] - b_span[0]).abs() <= roundoff || (a_span[1] - b_span[1]).abs() <= roundoff;
+    }
+    Ok(result)
+}
+
+pub(super) fn parallel_cylinder_boolean(
+    a: &CylinderInput<'_>,
+    b: &CylinderInput<'_>,
+    alignment: f64,
+    operation: BooleanOp,
+    id: String,
+    accuracy: Accuracy,
+) -> Result<BooleanResult, GeometryError> {
+    let mut b_frame = a.frame;
+    b_frame.origin = if alignment > 0.0 {
+        b.frame.origin
+    } else {
+        b.frame.point([0.0, 0.0, b.height])
+    };
+    let delta = sub(b_frame.origin, a.frame.origin);
+    let axial = dot(delta, a.frame.z);
+    let radial = sub(delta, scale(a.frame.z, axial));
+    let distance = norm(radial);
+    let sum = a.radius + b.radius;
+    let difference = (a.radius - b.radius).abs();
+    let clearance = 4.0 * accuracy.geometric;
+    let relation_roundoff = 128.0
+        * f64::EPSILON
+        * distance.max(sum).max(a.height).max(
+            a.frame
+                .origin
+                .into_iter()
+                .chain(b_frame.origin)
+                .fold(1.0_f64, |largest, value| largest.max(value.abs())),
+        );
+    if (distance - sum).abs() <= clearance {
+        if (distance - sum).abs() <= relation_roundoff {
+            let toward_b = unit(radial)?;
+            let bottom: Point3 =
+                std::array::from_fn(|axis| a.frame.origin[axis] + toward_b[axis] * a.radius);
+            let top: Point3 = std::array::from_fn(|axis| bottom[axis] + a.frame.z[axis] * a.height);
+            return separate_boolean(a.brep, b.brep, operation, id, vec![bottom, top]);
+        }
+        return Err(GeometryError::UnresolvedIntersection(
+            "parallel cylinders are nearly externally tangent".into(),
+        ));
+    }
+    if (distance - difference).abs() <= clearance {
+        return Err(GeometryError::UnresolvedIntersection(
+            "parallel cylinders are internally tangent or nearly tangent".into(),
+        ));
+    }
+    if distance <= difference {
+        return nested_parallel_cylinder_boolean(a, b, b_frame, operation, id, accuracy);
+    }
+    if distance >= sum {
+        return separate_boolean(a.brep, b.brep, operation, id, Vec::new());
+    }
+
+    let points = parallel_chord_points(a, b, radial, distance, clearance)?;
+    let crossing = BaseCrossing { b_frame, points };
+    overlapping_parallel_cylinder_boolean(a, b, &crossing, alignment, operation, id, accuracy)
+}
+
+fn nested_parallel_cylinder_boolean(
+    a: &CylinderInput<'_>,
+    b: &CylinderInput<'_>,
+    b_frame: Frame3,
+    operation: BooleanOp,
+    id: String,
+    accuracy: Accuracy,
+) -> Result<BooleanResult, GeometryError> {
+    let b_inside_a = b.radius < a.radius;
+    if operation != BooleanOp::Subtraction || !b_inside_a {
+        return contained_cylinders(a, b, b_inside_a, operation, id, accuracy);
+    }
+    let mut out = primitives::cylinder_with_circular_hole(
+        id, a.frame, b_frame, b.radius, a.radius, a.height, accuracy,
+    )?;
+    out.topology.faces[0].provenance =
+        face_provenance(vec![cylinder_source(a, 0)], FaceRole::Preserved, false);
+    out.topology.faces[1].provenance =
+        face_provenance(vec![cylinder_source(b, 0)], FaceRole::Cut, true);
+    for (face, source) in [(2, cylinder_source(a, 1)), (3, cylinder_source(a, 2))] {
+        out.topology.faces[face].provenance = face_provenance(vec![source], FaceRole::Split, false);
+    }
+    finish_cylinder_result(out, a, b, operation, true)
+}
+
+fn parallel_chord_points(
+    a: &CylinderInput<'_>,
+    b: &CylinderInput<'_>,
+    radial: Point3,
+    distance: f64,
+    clearance: f64,
+) -> Result<[Point3; 2], GeometryError> {
+    let toward_b = unit(radial)?;
+    let lateral = unit(cross(a.frame.z, toward_b))?;
+    let along =
+        (distance * distance + a.radius * a.radius - b.radius * b.radius) / (2.0 * distance);
+    let half_squared = (a.radius - along) * (a.radius + along);
+    if half_squared <= clearance * clearance {
+        return Err(GeometryError::UnresolvedIntersection(
+            "parallel cylinder intersection chord is below geometric resolution".into(),
+        ));
+    }
+    let half = half_squared.sqrt();
+    let chord_center: Point3 =
+        std::array::from_fn(|axis| a.frame.origin[axis] + toward_b[axis] * along);
+    let points = [
+        std::array::from_fn(|axis| chord_center[axis] + lateral[axis] * half),
+        std::array::from_fn(|axis| chord_center[axis] - lateral[axis] * half),
+    ];
+    Ok(points)
+}
+
+fn overlapping_parallel_cylinder_boolean(
+    a: &CylinderInput<'_>,
+    b: &CylinderInput<'_>,
+    crossing: &BaseCrossing,
+    alignment: f64,
+    operation: BooleanOp,
+    id: String,
+    accuracy: Accuracy,
+) -> Result<BooleanResult, GeometryError> {
+    let (a_inside, b_inside, reverse_b) = match operation {
+        BooleanOp::Union => (false, false, false),
+        BooleanOp::Intersection => (true, true, false),
+        BooleanOp::Subtraction => (false, true, true),
+    };
+    let a_arc = selected_cylinder_arc(
+        a.frame,
+        a.radius,
+        crossing.points,
+        crossing.b_frame.origin,
+        b.radius,
+        a_inside,
+        false,
+    )?;
+    let b_arc = selected_cylinder_arc(
+        crossing.b_frame,
+        b.radius,
+        crossing.points,
+        a.frame.origin,
+        a.radius,
+        b_inside,
+        reverse_b,
+    )?;
+
+    let mut builder = Builder::new(id, accuracy)?;
+    let LateralTopology {
+        vertices,
+        a_edges,
+        b_edges,
+    } = add_parallel_lateral_faces(&mut builder, a, crossing.points, a_arc, b_arc)?;
+    add_parallel_caps(
+        &mut builder,
+        a,
+        b,
+        crossing,
+        [(a_arc, a_edges), (b_arc, b_edges)],
+        vertices,
+        accuracy,
+    )?;
+    let mut out = builder.finish_solid()?;
+    set_parallel_provenance(&mut out, a, b, alignment, operation, reverse_b);
+    finish_cylinder_result(out, a, b, operation, true)
+}
+
+fn add_parallel_lateral_faces(
+    builder: &mut Builder,
+    a: &CylinderInput<'_>,
+    points: [Point3; 2],
+    a_arc: CylinderArc,
+    b_arc: CylinderArc,
+) -> Result<LateralTopology, GeometryError> {
+    let bottom_vertices = [builder.vertex(points[0]), builder.vertex(points[1])];
+    let top_points =
+        points.map(|point| std::array::from_fn(|axis| point[axis] + a.frame.z[axis] * a.height));
+    let top_vertices = [builder.vertex(top_points[0]), builder.vertex(top_points[1])];
+    let vertices = [bottom_vertices, top_vertices];
+    let vertical_range = Interval::new(0.0, a.height)?;
+    let vertical_edges = [0, 1].map(|point| {
+        builder.edge(
+            CurveGeometry::Line {
+                origin: points[point],
+                direction: a.frame.z,
+            },
+            vertical_range,
+            false,
+        )
+    });
+    let add_arc_edges =
+        |builder: &mut Builder, arc: CylinderArc| -> Result<[u32; 2], GeometryError> {
+            let mut top_frame = arc.frame;
+            top_frame.origin =
+                std::array::from_fn(|axis| arc.frame.origin[axis] + a.frame.z[axis] * a.height);
+            Ok([
+                builder.edge(
+                    CurveGeometry::Circle {
+                        frame: arc.frame,
+                        radius: arc.radius,
+                    },
+                    arc.range,
+                    false,
+                ),
+                builder.edge(
+                    CurveGeometry::Circle {
+                        frame: top_frame,
+                        radius: arc.radius,
+                    },
+                    arc.range,
+                    false,
+                ),
+            ])
+        };
+    let a_edges = add_arc_edges(builder, a_arc)?;
+    let b_edges = add_arc_edges(builder, b_arc)?;
+    add_cylinder_arc_face(
+        builder,
+        "a:lateral",
+        a_arc,
+        &ArcFaceBoundary {
+            bottom_edge: a_edges[0],
+            top_edge: a_edges[1],
+            vertical_edges,
+            vertices,
+        },
+        a.height,
+    )?;
+    add_cylinder_arc_face(
+        builder,
+        "b:lateral",
+        b_arc,
+        &ArcFaceBoundary {
+            bottom_edge: b_edges[0],
+            top_edge: b_edges[1],
+            vertical_edges,
+            vertices,
+        },
+        a.height,
+    )?;
+    Ok(LateralTopology {
+        vertices,
+        a_edges,
+        b_edges,
+    })
+}
+
+fn add_parallel_caps(
+    builder: &mut Builder,
+    a: &CylinderInput<'_>,
+    b: &CylinderInput<'_>,
+    crossing: &BaseCrossing,
+    arc_edges: [(CylinderArc, [u32; 2]); 2],
+    vertices: [[u32; 2]; 2],
+    accuracy: Accuracy,
+) -> Result<(), GeometryError> {
+    let mut lower_frame = a.frame;
+    lower_frame.y = scale(lower_frame.y, -1.0);
+    lower_frame.z = scale(lower_frame.z, -1.0);
+    let mut upper_frame = a.frame;
+    upper_frame.origin = a.frame.point([0.0, 0.0, a.height]);
+    let planar_bounds = parallel_cap_bounds(
+        a,
+        b,
+        crossing.b_frame,
+        crossing.points,
+        upper_frame,
+        accuracy,
+    );
+    let [bottom_vertices, top_vertices] = vertices;
+    let cap_uses =
+        |builder: &Builder, frame: Frame3, top: bool| -> Result<Vec<Use>, GeometryError> {
+            let vertex_set = if top { top_vertices } else { bottom_vertices };
+            let edge_index = usize::from(top);
+            let mut uses = Vec::with_capacity(2);
+            for (arc, edges) in arc_edges {
+                let sense = match (top, arc.reversed) {
+                    (false, false) => Orientation::Reverse,
+                    (false, true) => Orientation::Forward,
+                    (true, false) => Orientation::Forward,
+                    (true, true) => Orientation::Reverse,
+                };
+                let (from, to) = if sense == Orientation::Forward {
+                    (vertex_set[arc.start], vertex_set[arc.end])
+                } else {
+                    (vertex_set[arc.end], vertex_set[arc.start])
+                };
+                uses.push(plane_boundary(
+                    builder,
+                    frame,
+                    edges[edge_index],
+                    from,
+                    to,
+                    sense,
+                )?);
+            }
+            Ok(uses)
+        };
+    let lower_uses = cap_uses(builder, lower_frame, false)?;
+    builder.face(
+        "lower_cap",
+        SurfaceGeometry::Plane { frame: lower_frame },
+        planar_bounds,
+        lower_uses,
+    )?;
+    let upper_uses = cap_uses(builder, upper_frame, true)?;
+    builder.face(
+        "upper_cap",
+        SurfaceGeometry::Plane { frame: upper_frame },
+        planar_bounds,
+        upper_uses,
+    )
+}
+
+fn parallel_cap_bounds(
+    a: &CylinderInput<'_>,
+    b: &CylinderInput<'_>,
+    b_frame: Frame3,
+    points: [Point3; 2],
+    upper_frame: Frame3,
+    accuracy: Accuracy,
+) -> [[f64; 2]; 2] {
+    padded_uv_bounds(
+        [
+            a.frame.origin,
+            b_frame.origin,
+            points[0],
+            points[1],
+            std::array::from_fn(|axis| a.frame.origin[axis] + a.frame.x[axis] * a.radius),
+            std::array::from_fn(|axis| a.frame.origin[axis] - a.frame.x[axis] * a.radius),
+            std::array::from_fn(|axis| a.frame.origin[axis] + a.frame.y[axis] * a.radius),
+            std::array::from_fn(|axis| a.frame.origin[axis] - a.frame.y[axis] * a.radius),
+            std::array::from_fn(|axis| b_frame.origin[axis] + a.frame.x[axis] * b.radius),
+            std::array::from_fn(|axis| b_frame.origin[axis] - a.frame.x[axis] * b.radius),
+            std::array::from_fn(|axis| b_frame.origin[axis] + a.frame.y[axis] * b.radius),
+            std::array::from_fn(|axis| b_frame.origin[axis] - a.frame.y[axis] * b.radius),
+        ]
+        .into_iter()
+        .map(|point| upper_frame.local(point)),
+        accuracy.geometric,
+    )
+}
+
+fn set_parallel_provenance(
+    out: &mut BrepEnvelope,
+    a: &CylinderInput<'_>,
+    b: &CylinderInput<'_>,
+    alignment: f64,
+    operation: BooleanOp,
+    reverse_b: bool,
+) {
+    out.topology.faces[0].provenance =
+        face_provenance(vec![cylinder_source(a, 0)], FaceRole::Split, false);
+    out.topology.faces[1].provenance = face_provenance(
+        vec![cylinder_source(b, 0)],
+        if reverse_b {
+            FaceRole::Cut
+        } else {
+            FaceRole::Split
+        },
+        reverse_b,
+    );
+    let a_caps = [cylinder_source(a, 1), cylinder_source(a, 2)];
+    let b_caps = if alignment > 0.0 {
+        [cylinder_source(b, 1), cylinder_source(b, 2)]
+    } else {
+        [cylinder_source(b, 2), cylinder_source(b, 1)]
+    };
+    for (face, cap) in [(2, 0), (3, 1)] {
+        let sources = if operation == BooleanOp::Subtraction {
+            vec![a_caps[cap].clone()]
+        } else {
+            vec![a_caps[cap].clone(), b_caps[cap].clone()]
+        };
+        out.topology.faces[face].provenance = face_provenance(sources, FaceRole::Split, false);
+    }
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/handlers/cylinder_cylinder/transverse/boundaries.rs b/main/opengeometry/src/operations/modifying/boolean/handlers/cylinder_cylinder/transverse/boundaries.rs
new file mode 100644
index 0000000..18643fd
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/handlers/cylinder_cylinder/transverse/boundaries.rs
@@ -0,0 +1,96 @@
+use super::charts::rotate_first_intersection_chart;
+use crate::brep::{Accuracy, Builder, Curve, CurveGeometry, GeometryError};
+use crate::intersection::IntersectionGraph;
+use crate::math::{norm, sub, Interval};
+
+pub(super) struct NumericalCylinderBoundary {
+    pub(super) definition: u32,
+    pub(super) edge: u32,
+    pub(super) vertex: u32,
+    pub(super) cutter_start: [f64; 2],
+    pub(super) cutter_end: [f64; 2],
+    pub(super) cutter_middle: [f64; 2],
+}
+
+pub(super) fn add_numerical_boundaries(
+    builder: &mut Builder,
+    graph: &IntersectionGraph,
+    seam_rotation: f64,
+    accuracy: Accuracy,
+) -> Result<Vec<NumericalCylinderBoundary>, GeometryError> {
+    let mut numerical = Vec::with_capacity(2);
+    for branch in &graph.branches {
+        let CurveGeometry::Intersection { definition } =
+            graph.geometry.curves[branch.curve as usize]
+        else {
+            return Err(GeometryError::InvalidGeometry(
+                "universal face graph did not retain its intersection definition".into(),
+            ));
+        };
+        let mut definition = graph.geometry.intersections[definition as usize].clone();
+        definition.surfaces = [0, 3];
+        rotate_first_intersection_chart(&mut definition, seam_rotation, accuracy)?;
+        let definition_id = builder.brep.geometry.intersections.len() as u32;
+        builder.brep.geometry.intersections.push(definition);
+        let curve = CurveGeometry::Intersection {
+            definition: definition_id,
+        };
+        let start = graph
+            .geometry
+            .curve(branch.curve)?
+            .point_at(branch.range.lo)?;
+        let end = graph
+            .geometry
+            .curve(branch.curve)?
+            .point_at(branch.range.hi)?;
+        if norm(sub(start, end)) > accuracy.intersection {
+            return Err(GeometryError::CoverageGap {
+                families: [
+                    "cylinder through subtraction".into(),
+                    "open lateral intersection branch".into(),
+                ],
+            });
+        }
+        let vertex = builder.vertex(start);
+        let edge = builder.edge(curve, branch.range, false);
+        numerical.push(NumericalCylinderBoundary {
+            definition: definition_id,
+            edge,
+            vertex,
+            cutter_start: graph
+                .geometry
+                .pcurve_at(branch.pcurves[1], branch.range.lo)?,
+            cutter_end: graph
+                .geometry
+                .pcurve_at(branch.pcurves[1], branch.range.hi)?,
+            cutter_middle: graph
+                .geometry
+                .pcurve_at(branch.pcurves[1], branch.range.midpoint())?,
+        });
+    }
+    Ok(numerical)
+}
+
+pub(super) fn align_cutter_boundaries(
+    builder: &mut Builder,
+    numerical: &mut [NumericalCylinderBoundary],
+) -> Result<(), GeometryError> {
+    let tau = std::f64::consts::TAU;
+    numerical.sort_by(|left, right| left.cutter_middle[1].total_cmp(&right.cutter_middle[1]));
+    let upper_shift =
+        ((numerical[0].cutter_end[0] - numerical[1].cutter_start[0]) / tau).round() * tau;
+    {
+        let upper = &mut numerical[1];
+        upper.cutter_start[0] += upper_shift;
+        upper.cutter_end[0] += upper_shift;
+        upper.cutter_middle[0] += upper_shift;
+        let definition = &mut builder.brep.geometry.intersections[upper.definition as usize];
+        for anchor in &mut definition.anchors {
+            anchor.uv_b[0] += upper_shift;
+        }
+        for tube in &mut definition.uv_tubes {
+            tube[2] = Interval::new(tube[2].lo + upper_shift, tube[2].hi + upper_shift)?;
+        }
+    }
+    Ok(())
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/handlers/cylinder_cylinder/transverse/charts.rs b/main/opengeometry/src/operations/modifying/boolean/handlers/cylinder_cylinder/transverse/charts.rs
new file mode 100644
index 0000000..5c51981
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/handlers/cylinder_cylinder/transverse/charts.rs
@@ -0,0 +1,99 @@
+use crate::brep::{Accuracy, CurveGeometry, Frame3, GeometryError, IntersectionDefinition};
+use crate::intersection::IntersectionGraph;
+use crate::math::{add, scale, Interval};
+
+pub(super) fn chart_seam_rotation(graph: &IntersectionGraph) -> f64 {
+    let tau = std::f64::consts::TAU;
+    let mut parameters = graph
+        .branches
+        .iter()
+        .filter_map(
+            |branch| match graph.geometry.curves[branch.curve as usize] {
+                CurveGeometry::Intersection { definition } => Some(definition),
+                _ => None,
+            },
+        )
+        .flat_map(|definition| {
+            graph.geometry.intersections[definition as usize]
+                .anchors
+                .iter()
+                .map(|anchor| anchor.uv_a[0].rem_euclid(tau))
+        })
+        .collect::<Vec<_>>();
+    parameters.sort_by(f64::total_cmp);
+    parameters.dedup_by(|left, right| (*left - *right).abs() <= f64::EPSILON * 64.0);
+    if parameters.is_empty() {
+        return 0.0;
+    }
+    let mut largest = (0.0, parameters[0]);
+    for index in 0..parameters.len() {
+        let start = parameters[index];
+        let end = if index + 1 < parameters.len() {
+            parameters[index + 1]
+        } else {
+            parameters[0] + tau
+        };
+        if end - start > largest.0 {
+            largest = (end - start, start);
+        }
+    }
+    (largest.1 + 0.5 * largest.0).rem_euclid(tau)
+}
+
+pub(super) fn rotate_cylinder_chart(frame: Frame3, angle: f64) -> Frame3 {
+    let (sine, cosine) = angle.sin_cos();
+    Frame3 {
+        x: add(scale(frame.x, cosine), scale(frame.y, sine)),
+        y: add(scale(frame.y, cosine), scale(frame.x, -sine)),
+        ..frame
+    }
+}
+
+pub(super) fn rotate_first_intersection_chart(
+    definition: &mut IntersectionDefinition,
+    angle: f64,
+    accuracy: Accuracy,
+) -> Result<(), GeometryError> {
+    let tau = std::f64::consts::TAU;
+    let original_first = definition
+        .anchors
+        .first()
+        .ok_or_else(|| GeometryError::InvalidGeometry("empty intersection branch".into()))?
+        .uv_a[0];
+    let mut previous: Option<f64> = None;
+    for anchor in &mut definition.anchors {
+        let mut value = (anchor.uv_a[0] - angle).rem_euclid(tau);
+        if let Some(previous) = previous {
+            value += ((previous - value) / tau).round() * tau;
+        }
+        anchor.uv_a[0] = value;
+        previous = Some(value);
+    }
+    let lo = definition
+        .anchors
+        .iter()
+        .map(|anchor| anchor.uv_a[0])
+        .fold(f64::INFINITY, f64::min);
+    let hi = definition
+        .anchors
+        .iter()
+        .map(|anchor| anchor.uv_a[0])
+        .fold(f64::NEG_INFINITY, f64::max);
+    if hi - lo >= tau - accuracy.intersection {
+        return Err(GeometryError::CoverageGap {
+            families: [
+                "cylinder through subtraction".into(),
+                "intersection loop crossing every chart seam".into(),
+            ],
+        });
+    }
+    let shift = -(lo / tau).floor() * tau;
+    for anchor in &mut definition.anchors {
+        anchor.uv_a[0] += shift;
+    }
+    let chart_shift = definition.anchors[0].uv_a[0] - original_first;
+    for tube in &mut definition.uv_tubes {
+        tube[0] = Interval::new(tube[0].lo + chart_shift, tube[0].hi + chart_shift)?;
+    }
+    Ok(())
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/handlers/cylinder_cylinder/transverse/cutter.rs b/main/opengeometry/src/operations/modifying/boolean/handlers/cylinder_cylinder/transverse/cutter.rs
new file mode 100644
index 0000000..1d340b6
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/handlers/cylinder_cylinder/transverse/cutter.rs
@@ -0,0 +1,236 @@
+use super::boundaries::NumericalCylinderBoundary;
+use crate::brep::{
+    boundary, unit, uv_line, Accuracy, Builder, CurveGeometry, GeometryError, IntersectionSide,
+    Orientation, PcurveGeometry, Surface, Use,
+};
+use crate::math::{norm, sub, Interval};
+use crate::operations::modifying::boolean::assembly::reverse;
+use crate::operations::modifying::boolean::operands::CylinderInput;
+
+pub(super) struct CutterSeam {
+    arc: u32,
+    middle: u32,
+    generator: u32,
+    length: f64,
+    first_arc_sense: Orientation,
+    second_arc_sense: Orientation,
+    arc_shift: f64,
+}
+
+struct SeamGenerator {
+    middle: u32,
+    length: f64,
+    edge: u32,
+}
+
+pub(super) fn add_cutter_seam(
+    builder: &mut Builder,
+    cutter: &CylinderInput<'_>,
+    lower: &NumericalCylinderBoundary,
+    upper: &NumericalCylinderBoundary,
+    accuracy: Accuracy,
+) -> Result<CutterSeam, GeometryError> {
+    let tau = std::f64::consts::TAU;
+    let lower_end = lower.cutter_end;
+    let upper_start = upper.cutter_start;
+    let upper_right_u = upper_start[0];
+    let lower_v = lower_end[1];
+    let arc_range = Interval::new(
+        lower_end[0].min(upper_right_u),
+        lower_end[0].max(upper_right_u),
+    )?;
+    if arc_range.width() * cutter.radius <= 4.0 * accuracy.geometric {
+        return Err(GeometryError::UnresolvedIntersection(
+            "cylinder cut chart seam arc is below geometric resolution".into(),
+        ));
+    }
+    let mut seam_circle_frame = cutter.frame;
+    seam_circle_frame.origin = cutter.frame.point([0.0, 0.0, lower_v]);
+    let seam_arc = builder.edge(
+        CurveGeometry::Circle {
+            frame: seam_circle_frame,
+            radius: cutter.radius,
+        },
+        arc_range,
+        true,
+    );
+    let SeamGenerator {
+        middle: seam_middle,
+        length: seam_length,
+        edge: seam_generator,
+    } = add_seam_generator(builder, cutter, upper, upper_right_u, lower_v, accuracy)?;
+    let arc_forward = lower_end[0] < upper_right_u;
+    let first_arc_sense = if arc_forward {
+        Orientation::Forward
+    } else {
+        Orientation::Reverse
+    };
+    let second_arc_sense = reverse(first_arc_sense);
+    let second_arc_start = if second_arc_sense == Orientation::Forward {
+        arc_range.lo
+    } else {
+        arc_range.hi
+    };
+    let second_arc_end = if second_arc_sense == Orientation::Forward {
+        arc_range.hi
+    } else {
+        arc_range.lo
+    };
+    let arc_shift = lower.cutter_start[0] - second_arc_end;
+    let winding_error = upper.cutter_end[0] - (second_arc_start + arc_shift);
+    let winding_residual = winding_error - (winding_error / tau).round() * tau;
+    if winding_residual.abs() > accuracy.intersection / cutter.radius {
+        return Err(GeometryError::UnresolvedIntersection(
+            "cylinder cut chart seam winding is inconsistent".into(),
+        ));
+    }
+    Ok(CutterSeam {
+        arc: seam_arc,
+        middle: seam_middle,
+        generator: seam_generator,
+        length: seam_length,
+        first_arc_sense,
+        second_arc_sense,
+        arc_shift,
+    })
+}
+
+fn add_seam_generator(
+    builder: &mut Builder,
+    cutter: &CylinderInput<'_>,
+    upper: &NumericalCylinderBoundary,
+    upper_right_u: f64,
+    lower_v: f64,
+    accuracy: Accuracy,
+) -> Result<SeamGenerator, GeometryError> {
+    let seam_middle_point = cutter
+        .brep
+        .geometry
+        .surface(0)?
+        .point_at([upper_right_u, lower_v])?;
+    let seam_middle = builder.vertex(seam_middle_point);
+    let seam_vector = sub(
+        builder.brep.topology.vertices[upper.vertex as usize].position,
+        seam_middle_point,
+    );
+    let seam_length = norm(seam_vector);
+    if seam_length <= 4.0 * accuracy.geometric {
+        return Err(GeometryError::UnresolvedIntersection(
+            "cylinder cut chart seam generator is below geometric resolution".into(),
+        ));
+    }
+    let seam_generator = builder.edge(
+        CurveGeometry::Line {
+            origin: seam_middle_point,
+            direction: unit(seam_vector)?,
+        },
+        Interval::new(0.0, seam_length)?,
+        true,
+    );
+    Ok(SeamGenerator {
+        middle: seam_middle,
+        length: seam_length,
+        edge: seam_generator,
+    })
+}
+
+pub(super) fn cutter_face_bounds(
+    builder: &Builder,
+    numerical: &[NumericalCylinderBoundary],
+    lower: &NumericalCylinderBoundary,
+    upper: &NumericalCylinderBoundary,
+) -> [[f64; 2]; 2] {
+    let mut cutter_u_bounds = [f64::INFINITY, f64::NEG_INFINITY];
+    let mut cutter_v_bounds = [f64::INFINITY, f64::NEG_INFINITY];
+    for boundary in numerical {
+        let definition = &builder.brep.geometry.intersections[boundary.definition as usize];
+        for anchor in &definition.anchors {
+            cutter_u_bounds[0] = cutter_u_bounds[0].min(anchor.uv_b[0]);
+            cutter_u_bounds[1] = cutter_u_bounds[1].max(anchor.uv_b[0]);
+            cutter_v_bounds[0] = cutter_v_bounds[0].min(anchor.uv_b[1]);
+            cutter_v_bounds[1] = cutter_v_bounds[1].max(anchor.uv_b[1]);
+        }
+    }
+    for value in [
+        upper.cutter_start[0],
+        upper.cutter_end[0],
+        lower.cutter_start[0],
+    ] {
+        cutter_u_bounds[0] = cutter_u_bounds[0].min(value);
+        cutter_u_bounds[1] = cutter_u_bounds[1].max(value);
+    }
+    for value in [lower.cutter_end[1], upper.cutter_start[1]] {
+        cutter_v_bounds[0] = cutter_v_bounds[0].min(value);
+        cutter_v_bounds[1] = cutter_v_bounds[1].max(value);
+    }
+    [cutter_u_bounds, cutter_v_bounds]
+}
+
+pub(super) fn cutter_face_uses(
+    lower: &NumericalCylinderBoundary,
+    upper: &NumericalCylinderBoundary,
+    seam: &CutterSeam,
+) -> Vec<Use> {
+    vec![
+        boundary(
+            lower.edge,
+            lower.vertex,
+            lower.vertex,
+            Orientation::Forward,
+            PcurveGeometry::IntersectionSide {
+                definition: lower.definition,
+                side: IntersectionSide::B,
+            },
+        ),
+        boundary(
+            seam.arc,
+            lower.vertex,
+            seam.middle,
+            seam.first_arc_sense,
+            uv_line([0.0, lower.cutter_end[1]], [1.0, 0.0]),
+        ),
+        boundary(
+            seam.generator,
+            seam.middle,
+            upper.vertex,
+            Orientation::Forward,
+            uv_line(
+                [upper.cutter_start[0], lower.cutter_end[1]],
+                [
+                    0.0,
+                    (upper.cutter_start[1] - lower.cutter_end[1]) / seam.length,
+                ],
+            ),
+        ),
+        boundary(
+            upper.edge,
+            upper.vertex,
+            upper.vertex,
+            Orientation::Forward,
+            PcurveGeometry::IntersectionSide {
+                definition: upper.definition,
+                side: IntersectionSide::B,
+            },
+        ),
+        boundary(
+            seam.generator,
+            upper.vertex,
+            seam.middle,
+            Orientation::Reverse,
+            uv_line(
+                [upper.cutter_end[0], lower.cutter_end[1]],
+                [
+                    0.0,
+                    (upper.cutter_start[1] - lower.cutter_end[1]) / seam.length,
+                ],
+            ),
+        ),
+        boundary(
+            seam.arc,
+            seam.middle,
+            lower.vertex,
+            seam.second_arc_sense,
+            uv_line([seam.arc_shift, lower.cutter_end[1]], [1.0, 0.0]),
+        ),
+    ]
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/handlers/cylinder_cylinder/transverse/host.rs b/main/opengeometry/src/operations/modifying/boolean/handlers/cylinder_cylinder/transverse/host.rs
new file mode 100644
index 0000000..2faa65f
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/handlers/cylinder_cylinder/transverse/host.rs
@@ -0,0 +1,171 @@
+use super::boundaries::NumericalCylinderBoundary;
+use crate::brep::{
+    boundary, uv_line, Builder, CurveGeometry, Frame3, GeometryError, IntersectionSide,
+    Orientation, PcurveGeometry, SurfaceGeometry,
+};
+use crate::math::{scale, Interval};
+use crate::operations::modifying::boolean::operands::CylinderInput;
+
+pub(super) struct HostRims {
+    low: u32,
+    high: u32,
+    bottom: u32,
+    top_frame: Frame3,
+    top: u32,
+    host_seam: u32,
+}
+
+pub(super) fn add_host_rims(
+    builder: &mut Builder,
+    host: &CylinderInput<'_>,
+    host_frame: Frame3,
+) -> Result<HostRims, GeometryError> {
+    let low = builder.vertex(host_frame.point([host.radius, 0.0, 0.0]));
+    let high = builder.vertex(host_frame.point([host.radius, 0.0, host.height]));
+    let tau = std::f64::consts::TAU;
+    let bottom = builder.edge(
+        CurveGeometry::Circle {
+            frame: host_frame,
+            radius: host.radius,
+        },
+        Interval::new(0.0, tau)?,
+        false,
+    );
+    let mut top_frame = host_frame;
+    top_frame.origin = host_frame.point([0.0, 0.0, host.height]);
+    let top = builder.edge(
+        CurveGeometry::Circle {
+            frame: top_frame,
+            radius: host.radius,
+        },
+        Interval::new(0.0, tau)?,
+        false,
+    );
+    let host_seam = builder.edge(
+        CurveGeometry::Line {
+            origin: host_frame.point([host.radius, 0.0, 0.0]),
+            direction: host_frame.z,
+        },
+        Interval::new(0.0, host.height)?,
+        true,
+    );
+    Ok(HostRims {
+        low,
+        high,
+        bottom,
+        top_frame,
+        top,
+        host_seam,
+    })
+}
+
+pub(super) fn add_host_lateral_face(
+    builder: &mut Builder,
+    host: &CylinderInput<'_>,
+    host_frame: Frame3,
+    rims: &HostRims,
+    numerical: &[NumericalCylinderBoundary],
+) -> Result<(), GeometryError> {
+    let tau = std::f64::consts::TAU;
+    let host_holes = numerical
+        .iter()
+        .map(|numeric_boundary| {
+            vec![boundary(
+                numeric_boundary.edge,
+                numeric_boundary.vertex,
+                numeric_boundary.vertex,
+                Orientation::Forward,
+                PcurveGeometry::IntersectionSide {
+                    definition: numeric_boundary.definition,
+                    side: IntersectionSide::A,
+                },
+            )]
+        })
+        .collect();
+    builder.face_with_holes(
+        "host:lateral",
+        SurfaceGeometry::Cylinder {
+            frame: host_frame,
+            radius: host.radius,
+        },
+        [[0.0, tau], [0.0, host.height]],
+        vec![
+            boundary(
+                rims.bottom,
+                rims.low,
+                rims.low,
+                Orientation::Forward,
+                uv_line([0.0, 0.0], [1.0, 0.0]),
+            ),
+            boundary(
+                rims.host_seam,
+                rims.low,
+                rims.high,
+                Orientation::Forward,
+                uv_line([tau, 0.0], [0.0, 1.0]),
+            ),
+            boundary(
+                rims.top,
+                rims.high,
+                rims.high,
+                Orientation::Reverse,
+                uv_line([0.0, host.height], [1.0, 0.0]),
+            ),
+            boundary(
+                rims.host_seam,
+                rims.high,
+                rims.low,
+                Orientation::Reverse,
+                uv_line([0.0, 0.0], [0.0, 1.0]),
+            ),
+        ],
+        host_holes,
+    )
+}
+
+pub(super) fn add_host_caps(
+    builder: &mut Builder,
+    host: &CylinderInput<'_>,
+    host_frame: Frame3,
+    rims: &HostRims,
+) -> Result<(), GeometryError> {
+    let mut lower_cap_frame = host_frame;
+    lower_cap_frame.y = scale(lower_cap_frame.y, -1.0);
+    lower_cap_frame.z = scale(lower_cap_frame.z, -1.0);
+    builder.face(
+        "host:lower_cap",
+        SurfaceGeometry::Plane {
+            frame: lower_cap_frame,
+        },
+        [[-host.radius, host.radius]; 2],
+        vec![boundary(
+            rims.bottom,
+            rims.low,
+            rims.low,
+            Orientation::Reverse,
+            PcurveGeometry::Conic2 {
+                origin: [0.0; 2],
+                axis_a: [host.radius, 0.0],
+                axis_b: [0.0, -host.radius],
+            },
+        )],
+    )?;
+    builder.face(
+        "host:upper_cap",
+        SurfaceGeometry::Plane {
+            frame: rims.top_frame,
+        },
+        [[-host.radius, host.radius]; 2],
+        vec![boundary(
+            rims.top,
+            rims.high,
+            rims.high,
+            Orientation::Forward,
+            PcurveGeometry::Conic2 {
+                origin: [0.0; 2],
+                axis_a: [host.radius, 0.0],
+                axis_b: [0.0, host.radius],
+            },
+        )],
+    )
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/handlers/cylinder_cylinder/transverse/mod.rs b/main/opengeometry/src/operations/modifying/boolean/handlers/cylinder_cylinder/transverse/mod.rs
new file mode 100644
index 0000000..fdd80a1
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/handlers/cylinder_cylinder/transverse/mod.rs
@@ -0,0 +1,104 @@
+mod boundaries;
+mod charts;
+mod cutter;
+mod host;
+
+use crate::brep::{Accuracy, Builder, FaceRole, GeometryError, SurfaceGeometry};
+use crate::intersection::{intersect_breps, IntersectionGraph};
+use crate::operations::modifying::boolean::assembly::{
+    cylinder_source, face_provenance, finish_cylinder_result, reverse_face,
+};
+use crate::operations::modifying::boolean::operands::CylinderInput;
+use crate::operations::modifying::boolean::types::{BooleanOp, BooleanResult};
+use boundaries::{add_numerical_boundaries, align_cutter_boundaries};
+use charts::{chart_seam_rotation, rotate_cylinder_chart};
+use cutter::{add_cutter_seam, cutter_face_bounds, cutter_face_uses};
+use host::{add_host_caps, add_host_lateral_face, add_host_rims};
+
+pub(super) fn transverse_cylinder_through_subtraction(
+    host: &CylinderInput<'_>,
+    cutter: &CylinderInput<'_>,
+    id: String,
+    accuracy: Accuracy,
+) -> Result<BooleanResult, GeometryError> {
+    let graph = lateral_intersection_graph(host, cutter)?;
+
+    let seam_rotation = chart_seam_rotation(&graph);
+    let host_frame = rotate_cylinder_chart(host.frame, seam_rotation);
+    let mut builder = Builder::new(id, accuracy)?;
+    let rims = add_host_rims(&mut builder, host, host_frame)?;
+
+    let mut numerical = add_numerical_boundaries(&mut builder, &graph, seam_rotation, accuracy)?;
+    align_cutter_boundaries(&mut builder, &mut numerical)?;
+    let lower = &numerical[0];
+    let upper = &numerical[1];
+    if upper.cutter_middle[1] - lower.cutter_middle[1] <= 4.0 * accuracy.geometric {
+        return Err(GeometryError::UnresolvedIntersection(
+            "cylinder through-cut branches are below geometric resolution".into(),
+        ));
+    }
+
+    add_host_lateral_face(&mut builder, host, host_frame, &rims, &numerical)?;
+    add_host_caps(&mut builder, host, host_frame, &rims)?;
+
+    let seam = add_cutter_seam(&mut builder, cutter, lower, upper, accuracy)?;
+    let cutter_face = builder.brep.topology.faces.len() as u32;
+    let cutter_bounds = cutter_face_bounds(&builder, &numerical, lower, upper);
+    builder.face(
+        "cutter:tunnel",
+        SurfaceGeometry::Cylinder {
+            frame: cutter.frame,
+            radius: cutter.radius,
+        },
+        cutter_bounds,
+        cutter_face_uses(lower, upper, &seam),
+    )?;
+    builder.brep.topology.faces[0].provenance =
+        face_provenance(vec![cylinder_source(host, 0)], FaceRole::Split, false);
+    builder.brep.topology.faces[1].provenance =
+        face_provenance(vec![cylinder_source(host, 1)], FaceRole::Preserved, false);
+    builder.brep.topology.faces[2].provenance =
+        face_provenance(vec![cylinder_source(host, 2)], FaceRole::Preserved, false);
+    builder.brep.topology.faces[cutter_face as usize].provenance =
+        face_provenance(vec![cylinder_source(cutter, 0)], FaceRole::Cut, true);
+    reverse_face(&mut builder.brep, cutter_face);
+    let out = builder.finish_solid()?;
+    finish_cylinder_result(out, host, cutter, BooleanOp::Subtraction, false)
+}
+
+fn lateral_intersection_graph(
+    host: &CylinderInput<'_>,
+    cutter: &CylinderInput<'_>,
+) -> Result<IntersectionGraph, GeometryError> {
+    let mut body_graph = intersect_breps(host.brep, cutter.brep)?;
+    if body_graph.pairs.len() != 1 {
+        return Err(GeometryError::CoverageGap {
+            families: [
+                "cylinder through subtraction".into(),
+                "cap-intersecting cylinder".into(),
+            ],
+        });
+    }
+    let pair = body_graph
+        .pairs
+        .pop()
+        .ok_or_else(|| GeometryError::CoverageGap {
+            families: [
+                "cylinder through subtraction".into(),
+                "missing lateral intersection graph".into(),
+            ],
+        })?;
+    if pair.faces != [0, 0]
+        || pair.graph.coincident
+        || !pair.graph.contacts.is_empty()
+        || pair.graph.branches.len() != 2
+    {
+        return Err(GeometryError::CoverageGap {
+            families: [
+                "cylinder through subtraction".into(),
+                "non-transverse cylinder graph".into(),
+            ],
+        });
+    }
+    Ok(pair.graph)
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/handlers/disjoint.rs b/main/opengeometry/src/operations/modifying/boolean/handlers/disjoint.rs
new file mode 100644
index 0000000..c27a858
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/handlers/disjoint.rs
@@ -0,0 +1,91 @@
+use crate::brep::{Accuracy, BrepEnvelope, FaceSource, GeometryError, GeometryQuality};
+use crate::math::Point3;
+use crate::operations::modifying::boolean::assembly::append_analytic_input;
+use crate::operations::modifying::boolean::types::{
+    BooleanOp, BooleanReport, BooleanResult, FaceMapping,
+};
+
+pub(crate) fn disjoint_boolean(
+    a: &BrepEnvelope,
+    b: &BrepEnvelope,
+    operation: BooleanOp,
+    id: String,
+) -> Result<Option<BooleanResult>, GeometryError> {
+    let (Some(a_bounds), Some(b_bounds)) = (a.bounds()?, b.bounds()?) else {
+        return Ok(None);
+    };
+    let clearance = 4.0 * a.accuracy.geometric.max(b.accuracy.geometric);
+    let separated = (0..3).any(|axis| {
+        a_bounds.axes[axis].hi + clearance < b_bounds.axes[axis].lo
+            || b_bounds.axes[axis].hi + clearance < a_bounds.axes[axis].lo
+    });
+    if !separated {
+        return Ok(None);
+    }
+    Ok(Some(separate_boolean(a, b, operation, id, Vec::new())?))
+}
+
+pub(super) fn separate_boolean(
+    a: &BrepEnvelope,
+    b: &BrepEnvelope,
+    operation: BooleanOp,
+    id: String,
+    contacts: Vec<Point3>,
+) -> Result<BooleanResult, GeometryError> {
+    if !matches!(a.quality, GeometryQuality::Analytic)
+        || !matches!(b.quality, GeometryQuality::Analytic)
+    {
+        return Err(GeometryError::UnsupportedGeometry(
+            "analytic boolean operands must have analytic quality".into(),
+        ));
+    }
+    let accuracy = Accuracy::combined(a.accuracy, b.accuracy);
+    let mut out = BrepEnvelope::new(id, accuracy)?;
+    let mut mappings = match operation {
+        BooleanOp::Union | BooleanOp::Subtraction => append_analytic_input(&mut out, a)?,
+        BooleanOp::Intersection => a
+            .topology
+            .faces
+            .iter()
+            .map(|face| FaceMapping {
+                source: FaceSource {
+                    entity: a.id.clone(),
+                    body: a.id.clone(),
+                    key: face.key.clone(),
+                    face: face.id,
+                },
+                result_faces: Vec::new(),
+            })
+            .collect(),
+    };
+    match operation {
+        BooleanOp::Union => mappings.extend(append_analytic_input(&mut out, b)?),
+        BooleanOp::Intersection | BooleanOp::Subtraction => {
+            mappings.extend(b.topology.faces.iter().map(|face| FaceMapping {
+                source: FaceSource {
+                    entity: b.id.clone(),
+                    body: b.id.clone(),
+                    key: face.key.clone(),
+                    face: face.id,
+                },
+                result_faces: Vec::new(),
+            }))
+        }
+    }
+    out.revision = a
+        .revision
+        .max(b.revision)
+        .checked_add(1)
+        .ok_or_else(|| GeometryError::LimitExceeded("boolean revision overflow".into()))?;
+    out.validate()?;
+    Ok(BooleanResult {
+        brep: out,
+        report: BooleanReport {
+            operation,
+            quality: GeometryQuality::Analytic,
+            contacts,
+            coincident: false,
+            face_mappings: mappings,
+        },
+    })
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/handlers/generic/mod.rs b/main/opengeometry/src/operations/modifying/boolean/handlers/generic/mod.rs
new file mode 100644
index 0000000..73d97a6
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/handlers/generic/mod.rs
@@ -0,0 +1,9 @@
+mod multiple_closed_loops;
+mod non_intersecting;
+mod single_closed_loop;
+mod two_sided_cutter_band;
+
+pub(crate) use multiple_closed_loops::generic_multiple_closed_loops_boolean;
+pub(crate) use non_intersecting::generic_non_intersecting_boolean;
+pub(crate) use single_closed_loop::generic_single_closed_loop_boolean;
+pub(crate) use two_sided_cutter_band::generic_two_sided_cutter_band_subtraction;
diff --git a/main/opengeometry/src/operations/modifying/boolean/handlers/generic/multiple_closed_loops.rs b/main/opengeometry/src/operations/modifying/boolean/handlers/generic/multiple_closed_loops.rs
new file mode 100644
index 0000000..f5afd65
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/handlers/generic/multiple_closed_loops.rs
@@ -0,0 +1,212 @@
+use crate::brep::{Accuracy, BrepEnvelope, GeometryError, Surface};
+use crate::intersection::{intersect_breps, IntersectionBranch, IntersectionGraph};
+use crate::math::{norm, sub};
+use crate::operations::modifying::boolean::assembly::{
+    add_complement_input, add_hole_loop, add_patch_face, add_patch_loop,
+    append_closed_branch_geometry, finish_analytic_result, intersection_loop_sample,
+    loop_selection, loop_sense, merge_selected_shells, pcurve_support_surface, pcurve_winding,
+    retained_definition, reverse_face, LoopRegion, LoopSides,
+};
+use crate::operations::modifying::boolean::operands::required_id;
+use crate::operations::modifying::boolean::types::{BooleanOp, BooleanResult};
+use crate::query::{classify_point, PointClassification};
+
+pub(crate) fn generic_multiple_closed_loops_boolean(
+    a: &BrepEnvelope,
+    b: &BrepEnvelope,
+    operation: BooleanOp,
+    id: String,
+) -> Result<Option<BooleanResult>, GeometryError> {
+    if a.solids.len() != 1
+        || b.solids.len() != 1
+        || a.topology.shells.len() != 1
+        || b.topology.shells.len() != 1
+        || !a.solids[0].cavity_shells.is_empty()
+        || !b.solids[0].cavity_shells.is_empty()
+    {
+        return Ok(None);
+    }
+    let body_graph = intersect_breps(a, b)?;
+    if body_graph.pairs.len() != 1 {
+        return Ok(None);
+    }
+    let pair = &body_graph.pairs[0];
+    if pair.graph.coincident || !pair.graph.contacts.is_empty() || pair.graph.branches.len() < 2 {
+        return Ok(None);
+    }
+    let graph = &pair.graph;
+    let accuracy = Accuracy::combined(a.accuracy, b.accuracy);
+    if !branches_closed_and_unwound(graph, accuracy)? {
+        return Ok(None);
+    }
+
+    let inputs = [a, b];
+    let face_ids = pair.faces;
+    let (want_inside, reverse_selected) = loop_selection(operation, true);
+    let Some(selected_regions) = selected_loop_regions(graph, inputs, want_inside)? else {
+        return Ok(None);
+    };
+
+    let mut out = BrepEnvelope::new(id, accuracy)?;
+    let (mut selected_faces, selected_surfaces) =
+        add_selected_sides(&mut out, graph, inputs, face_ids, selected_regions)?;
+    let sides = LoopSides {
+        inputs,
+        face_ids,
+        regions: selected_regions,
+        reverse_selected,
+        surfaces: selected_surfaces,
+    };
+    for (branch_index, branch) in graph.branches.iter().enumerate() {
+        add_branch_loops(
+            &mut out,
+            graph,
+            branch,
+            branch_index,
+            &sides,
+            &mut selected_faces,
+            accuracy.intersection,
+        )?;
+    }
+    for side in 0..2 {
+        if reverse_selected[side] {
+            for face in selected_faces[side].clone() {
+                reverse_face(&mut out, face);
+            }
+        }
+    }
+    finish_analytic_result(out, a, b, true, operation, false).map(Some)
+}
+
+fn branches_closed_and_unwound(
+    graph: &IntersectionGraph,
+    accuracy: Accuracy,
+) -> Result<bool, GeometryError> {
+    for branch in &graph.branches {
+        if norm(sub(branch.endpoints[0], branch.endpoints[1])) > accuracy.intersection {
+            return Ok(false);
+        }
+        for side in 0..2 {
+            if pcurve_winding(
+                &graph.geometry,
+                pcurve_support_surface(&graph.geometry, branch.pcurves[side])?,
+                branch.pcurves[side],
+                branch.range,
+            )? != [0, 0]
+            {
+                return Ok(false);
+            }
+        }
+    }
+    Ok(true)
+}
+
+fn selected_loop_regions(
+    graph: &IntersectionGraph,
+    inputs: [&BrepEnvelope; 2],
+    want_inside: [bool; 2],
+) -> Result<Option<[LoopRegion; 2]>, GeometryError> {
+    let mut loop_regions = [Vec::new(), Vec::new()];
+    for branch in &graph.branches {
+        for side in 0..2 {
+            let uv = intersection_loop_sample(graph, branch, side)?;
+            let point = graph.geometry.surfaces[side].point_at(uv)?;
+            let inside = match classify_point(inputs[1 - side], point)? {
+                PointClassification::Inside => true,
+                PointClassification::Outside => false,
+                PointClassification::Unknown | PointClassification::Boundary => {
+                    return Err(GeometryError::UnresolvedIntersection(
+                        "closed SSI loop interior is unclassified".into(),
+                    ))
+                }
+            };
+            loop_regions[side].push(if inside == want_inside[side] {
+                LoopRegion::Patch
+            } else {
+                LoopRegion::Complement
+            });
+        }
+    }
+    if [0, 1].into_iter().any(|side| {
+        loop_regions[side]
+            .iter()
+            .any(|region| *region != loop_regions[side][0])
+    }) {
+        return Ok(None);
+    }
+    let selected_regions = [loop_regions[0][0], loop_regions[1][0]];
+    for side in 0..2 {
+        if selected_regions[side] == LoopRegion::Patch && inputs[side].topology.faces.len() != 1 {
+            return Ok(None);
+        }
+    }
+    Ok(Some(selected_regions))
+}
+
+fn add_selected_sides(
+    out: &mut BrepEnvelope,
+    graph: &IntersectionGraph,
+    inputs: [&BrepEnvelope; 2],
+    face_ids: [u32; 2],
+    selected_regions: [LoopRegion; 2],
+) -> Result<([Vec<u32>; 2], [u32; 2]), GeometryError> {
+    let mut selected_faces = [Vec::new(), Vec::new()];
+    let mut selected_surfaces = [None, None];
+    let mut selected_shells = Vec::new();
+    for side in 0..2 {
+        if selected_regions[side] == LoopRegion::Complement {
+            add_complement_input(
+                out,
+                inputs[side],
+                face_ids[side],
+                &mut selected_surfaces[side],
+                &mut selected_shells,
+                |face| selected_faces[side].push(face),
+            )?;
+        } else {
+            selected_surfaces[side] = Some(out.geometry.surfaces.len() as u32);
+            out.geometry
+                .surfaces
+                .push(graph.geometry.surfaces[side].clone());
+        }
+    }
+    merge_selected_shells(out, &selected_shells);
+
+    let selected_surfaces = [
+        required_id(selected_surfaces[0])?,
+        required_id(selected_surfaces[1])?,
+    ];
+    Ok((selected_faces, selected_surfaces))
+}
+
+fn add_branch_loops(
+    out: &mut BrepEnvelope,
+    graph: &IntersectionGraph,
+    branch: &IntersectionBranch,
+    branch_index: usize,
+    sides: &LoopSides<'_, u32>,
+    selected_faces: &mut [Vec<u32>; 2],
+    tolerance: f64,
+) -> Result<(), GeometryError> {
+    let geometric = out.accuracy.geometric;
+    let loop_edge = append_closed_branch_geometry(
+        out,
+        graph,
+        branch,
+        geometric,
+        |_, definition| retained_definition(graph, definition, sides.surfaces),
+        |side| Ok(sides.surfaces[side]),
+    )?;
+    for side in 0..2 {
+        let sense = loop_sense(side, sides.reverse_selected[side]);
+        if sides.regions[side] == LoopRegion::Complement {
+            let face = selected_faces[side][0];
+            add_hole_loop(out, &loop_edge, side, face, sense, tolerance)?;
+        } else {
+            let patch = add_patch_loop(out, &loop_edge, side, sense, tolerance)?;
+            add_patch_face(out, sides, side, &patch, Some(branch_index), Ok)?;
+            selected_faces[side].push(patch.face);
+        }
+    }
+    Ok(())
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/handlers/generic/non_intersecting.rs b/main/opengeometry/src/operations/modifying/boolean/handlers/generic/non_intersecting.rs
new file mode 100644
index 0000000..41eac5e
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/handlers/generic/non_intersecting.rs
@@ -0,0 +1,69 @@
+use crate::brep::{BrepEnvelope, GeometryError};
+use crate::intersection::intersect_breps;
+use crate::math::{norm, sub};
+use crate::operations::modifying::boolean::handlers::containment::{
+    analytic_containment_boolean, interior_sample,
+};
+use crate::operations::modifying::boolean::handlers::disjoint::separate_boolean;
+use crate::operations::modifying::boolean::types::{BooleanOp, BooleanResult};
+use crate::query::{classify_point, PointClassification};
+
+pub(crate) fn generic_non_intersecting_boolean(
+    a: &BrepEnvelope,
+    b: &BrepEnvelope,
+    operation: BooleanOp,
+    id: String,
+) -> Result<Option<BooleanResult>, GeometryError> {
+    let graph = match intersect_breps(a, b) {
+        Ok(graph) => graph,
+        Err(GeometryError::CoverageGap { .. }) => return Ok(None),
+        Err(error) => return Err(error),
+    };
+    if graph
+        .pairs
+        .iter()
+        .any(|pair| pair.graph.coincident || !pair.graph.branches.is_empty())
+    {
+        return Ok(None);
+    }
+    let mut contacts = graph
+        .pairs
+        .into_iter()
+        .flat_map(|pair| pair.graph.contacts)
+        .collect::<Vec<_>>();
+    let tolerance = a.accuracy.geometric.max(b.accuracy.geometric);
+    let mut unique = Vec::new();
+    for point in contacts.drain(..) {
+        if unique
+            .iter()
+            .all(|existing| norm(sub(*existing, point)) > tolerance)
+        {
+            unique.push(point);
+        }
+    }
+
+    let a_in_b = classify_point(b, interior_sample(a)?)?;
+    let b_in_a = classify_point(a, interior_sample(b)?)?;
+    if matches!(
+        a_in_b,
+        PointClassification::Unknown | PointClassification::Boundary
+    ) || matches!(
+        b_in_a,
+        PointClassification::Unknown | PointClassification::Boundary
+    ) {
+        return Err(GeometryError::UnresolvedIntersection(
+            "generic boolean containment classification is unresolved".into(),
+        ));
+    }
+    let a_inside_b = a_in_b == PointClassification::Inside;
+    let b_inside_a = b_in_a == PointClassification::Inside;
+    if a_inside_b && b_inside_a {
+        return Err(GeometryError::UnresolvedIntersection(
+            "mutual containment without a coincident boundary is unresolved".into(),
+        ));
+    }
+    if a_inside_b || b_inside_a {
+        return analytic_containment_boolean(a, b, b_inside_a, operation, id).map(Some);
+    }
+    separate_boolean(a, b, operation, id, unique).map(Some)
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/handlers/generic/single_closed_loop.rs b/main/opengeometry/src/operations/modifying/boolean/handlers/generic/single_closed_loop.rs
new file mode 100644
index 0000000..7bebd7c
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/handlers/generic/single_closed_loop.rs
@@ -0,0 +1,253 @@
+use crate::brep::{
+    Accuracy, BrepEnvelope, GeometryError, GeometryStore, IntersectionDefinition, IntersectionSide,
+    PcurveGeometry, SurfaceGeometry,
+};
+use crate::intersection::{intersect_breps, IntersectionBranch, IntersectionGraph};
+use crate::math::{norm, sub};
+use crate::operations::modifying::boolean::assembly::{
+    add_complement_input, add_hole_loop, add_patch_face, add_patch_loop,
+    append_closed_branch_geometry, finish_analytic_result, intersection_definition,
+    loop_containment, loop_regions, loop_sense, merge_selected_shells, pcurve_support_surface,
+    pcurve_winding, reframe_sphere_intersection, reverse_face, ClosedBranchEdge, LoopRegion,
+    LoopSides,
+};
+use crate::operations::modifying::boolean::operands::required_id;
+use crate::operations::modifying::boolean::types::{BooleanOp, BooleanResult};
+
+pub(crate) fn generic_single_closed_loop_boolean(
+    a: &BrepEnvelope,
+    b: &BrepEnvelope,
+    operation: BooleanOp,
+    id: String,
+) -> Result<Option<BooleanResult>, GeometryError> {
+    if a.solids.len() != 1
+        || b.solids.len() != 1
+        || a.topology.shells.len() != 1
+        || b.topology.shells.len() != 1
+        || !a.solids[0].cavity_shells.is_empty()
+        || !b.solids[0].cavity_shells.is_empty()
+    {
+        return Ok(None);
+    }
+    let body_graph = intersect_breps(a, b)?;
+    if body_graph.pairs.len() != 1 {
+        return Ok(None);
+    }
+    let pair = &body_graph.pairs[0];
+    if pair.graph.coincident || !pair.graph.contacts.is_empty() || pair.graph.branches.len() != 1 {
+        return Ok(None);
+    }
+    let graph = &pair.graph;
+    let branch = &graph.branches[0];
+    let accuracy = Accuracy::combined(a.accuracy, b.accuracy);
+    if norm(sub(branch.endpoints[0], branch.endpoints[1])) > accuracy.intersection {
+        return Ok(None);
+    }
+    let Some(windings) = supported_windings(graph, branch)? else {
+        return Ok(None);
+    };
+    let inputs = [a, b];
+    let face_ids = pair.faces;
+    let loop_inside_other = loop_containment(
+        a,
+        b,
+        graph,
+        branch,
+        "closed SSI loop interior is unclassified",
+    )?;
+    let (regions, reverse_selected) = loop_regions(operation, true, loop_inside_other);
+
+    let mut out = BrepEnvelope::new(id, accuracy)?;
+    let (mut selected_faces, selected_surfaces) =
+        add_selected_sides(&mut out, graph, inputs, face_ids, regions)?;
+    let sides = LoopSides {
+        inputs,
+        face_ids,
+        regions,
+        reverse_selected,
+        surfaces: selected_surfaces,
+    };
+    let loop_edge = add_intersection_edge(
+        &mut out,
+        graph,
+        branch,
+        windings,
+        sides.surfaces,
+        accuracy.geometric,
+    )?;
+    add_loop_sides(
+        &mut out,
+        &sides,
+        &loop_edge,
+        &mut selected_faces,
+        accuracy.intersection,
+    )?;
+    for side in 0..2 {
+        if reverse_selected[side] {
+            reverse_face(&mut out, required_id(selected_faces[side])?);
+        }
+    }
+    finish_analytic_result(out, a, b, true, operation, false).map(Some)
+}
+
+fn supported_windings(
+    graph: &IntersectionGraph,
+    branch: &IntersectionBranch,
+) -> Result<Option<[[i32; 2]; 2]>, GeometryError> {
+    let windings = [
+        pcurve_winding(
+            &graph.geometry,
+            pcurve_support_surface(&graph.geometry, branch.pcurves[0])?,
+            branch.pcurves[0],
+            branch.range,
+        )?,
+        pcurve_winding(
+            &graph.geometry,
+            pcurve_support_surface(&graph.geometry, branch.pcurves[1])?,
+            branch.pcurves[1],
+            branch.range,
+        )?,
+    ];
+    for side in 0..2 {
+        if windings[side] != [0, 0]
+            && !matches!(
+                graph.geometry.surface(pcurve_support_surface(
+                    &graph.geometry,
+                    branch.pcurves[side],
+                )?)?,
+                SurfaceGeometry::Sphere { .. }
+            )
+        {
+            return Ok(None);
+        }
+    }
+    Ok(Some(windings))
+}
+
+fn add_selected_sides(
+    out: &mut BrepEnvelope,
+    graph: &IntersectionGraph,
+    inputs: [&BrepEnvelope; 2],
+    face_ids: [u32; 2],
+    regions: [LoopRegion; 2],
+) -> Result<([Option<u32>; 2], [Option<u32>; 2]), GeometryError> {
+    let mut selected_faces = [None; 2];
+    let mut selected_surfaces = [None; 2];
+    let mut selected_shells = Vec::new();
+    for side in 0..2 {
+        if regions[side] != LoopRegion::Complement {
+            continue;
+        }
+        add_complement_input(
+            out,
+            inputs[side],
+            face_ids[side],
+            &mut selected_surfaces[side],
+            &mut selected_shells,
+            |face| selected_faces[side] = Some(face),
+        )?;
+    }
+    merge_selected_shells(out, &selected_shells);
+    for side in 0..2 {
+        if regions[side] == LoopRegion::Patch {
+            selected_surfaces[side] = Some(out.geometry.surfaces.len() as u32);
+            out.geometry
+                .surfaces
+                .push(graph.geometry.surfaces[side].clone());
+        }
+    }
+    Ok((selected_faces, selected_surfaces))
+}
+
+fn add_intersection_edge(
+    out: &mut BrepEnvelope,
+    graph: &IntersectionGraph,
+    branch: &IntersectionBranch,
+    windings: [[i32; 2]; 2],
+    selected_surfaces: [Option<u32>; 2],
+    geometric: f64,
+) -> Result<ClosedBranchEdge, GeometryError> {
+    append_closed_branch_geometry(
+        out,
+        graph,
+        branch,
+        geometric,
+        |geometry, definition| {
+            retarget_loop_definition(
+                geometry,
+                graph,
+                branch,
+                definition,
+                windings,
+                selected_surfaces,
+            )
+        },
+        |side| required_id(selected_surfaces[side]),
+    )
+}
+
+fn retarget_loop_definition(
+    geometry: &mut GeometryStore,
+    graph: &IntersectionGraph,
+    branch: &IntersectionBranch,
+    definition: u32,
+    windings: [[i32; 2]; 2],
+    selected_surfaces: [Option<u32>; 2],
+) -> Result<IntersectionDefinition, GeometryError> {
+    let mut definition_geometry = intersection_definition(graph, definition)?;
+    definition_geometry.surfaces = [
+        selected_surfaces[definition_geometry.surfaces[0] as usize].ok_or_else(|| {
+            GeometryError::InvalidTopology(
+                "closed-loop first support surface was not retained".into(),
+            )
+        })?,
+        selected_surfaces[definition_geometry.surfaces[1] as usize].ok_or_else(|| {
+            GeometryError::InvalidTopology(
+                "closed-loop second support surface was not retained".into(),
+            )
+        })?,
+    ];
+    for side in 0..2 {
+        if windings[side] == [0, 0] {
+            continue;
+        }
+        let definition_side = match graph.geometry.pcurves[branch.pcurves[side] as usize] {
+            PcurveGeometry::IntersectionSide {
+                side: IntersectionSide::A,
+                ..
+            } => 0,
+            PcurveGeometry::IntersectionSide {
+                side: IntersectionSide::B,
+                ..
+            } => 1,
+            _ => {
+                return Err(GeometryError::InvalidGeometry(
+                    "winding intersection loop is missing its support pcurve".into(),
+                ))
+            }
+        };
+        reframe_sphere_intersection(geometry, &mut definition_geometry, definition_side)?;
+    }
+    Ok(definition_geometry)
+}
+
+fn add_loop_sides(
+    out: &mut BrepEnvelope,
+    sides: &LoopSides<'_, Option<u32>>,
+    loop_edge: &ClosedBranchEdge,
+    selected_faces: &mut [Option<u32>; 2],
+    tolerance: f64,
+) -> Result<(), GeometryError> {
+    for side in 0..2 {
+        let sense = loop_sense(side, sides.reverse_selected[side]);
+        if sides.regions[side] == LoopRegion::Complement {
+            let face = required_id(selected_faces[side])?;
+            add_hole_loop(out, loop_edge, side, face, sense, tolerance)?;
+        } else {
+            let patch = add_patch_loop(out, loop_edge, side, sense, tolerance)?;
+            add_patch_face(out, sides, side, &patch, None, required_id)?;
+            selected_faces[side] = Some(patch.face);
+        }
+    }
+    Ok(())
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/handlers/generic/two_sided_cutter_band.rs b/main/opengeometry/src/operations/modifying/boolean/handlers/generic/two_sided_cutter_band.rs
new file mode 100644
index 0000000..3186f4d
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/handlers/generic/two_sided_cutter_band.rs
@@ -0,0 +1,235 @@
+use crate::brep::{
+    Accuracy, BrepEnvelope, CurveGeometry, Face, FaceProvenance, FaceRole, GeometryError,
+    Orientation, TrimRegion,
+};
+use crate::intersection::{intersect_breps, IntersectionBranch, IntersectionGraph};
+use crate::math::{add, norm, scale, sub, Interval};
+use crate::operations::modifying::boolean::assembly::{
+    add_closed_intersection_loop, add_hole_loop, append_analytic_input,
+    append_closed_branch_geometry, finish_analytic_result, pcurve_support_surface, pcurve_winding,
+    retained_definition, reverse_face, topology_loop_bounds,
+};
+use crate::operations::modifying::boolean::operands::brep_face_source;
+use crate::operations::modifying::boolean::types::{BooleanOp, BooleanResult};
+
+struct CutBand {
+    face: u32,
+    surface: u32,
+}
+
+pub(crate) fn generic_two_sided_cutter_band_subtraction(
+    host: &BrepEnvelope,
+    cutter: &BrepEnvelope,
+    operation: BooleanOp,
+    id: String,
+) -> Result<Option<BooleanResult>, GeometryError> {
+    if operation != BooleanOp::Subtraction
+        || host.solids.len() != 1
+        || cutter.solids.len() != 1
+        || host.topology.shells.len() != 1
+        || cutter.topology.shells.len() != 1
+        || !host.solids[0].cavity_shells.is_empty()
+        || !cutter.solids[0].cavity_shells.is_empty()
+    {
+        return Ok(None);
+    }
+    let body_graph = intersect_breps(host, cutter)?;
+    if body_graph.pairs.len() != 2
+        || body_graph.pairs[0].faces[1] != body_graph.pairs[1].faces[1]
+        || body_graph.pairs[0].faces[0] == body_graph.pairs[1].faces[0]
+    {
+        return Ok(None);
+    }
+    let mut closed_branches = Vec::with_capacity(2);
+    for pair in &body_graph.pairs {
+        let Some(closed) = single_closed_branch(&pair.graph, host, cutter)? else {
+            return Ok(None);
+        };
+        closed_branches.push(closed);
+    }
+
+    let accuracy = Accuracy::combined(host.accuracy, cutter.accuracy);
+    let mut out = BrepEnvelope::new(id, accuracy)?;
+    append_analytic_input(&mut out, host)?;
+    let cutter_surface = out.geometry.surfaces.len() as u32;
+    out.geometry
+        .surfaces
+        .push(body_graph.pairs[0].graph.geometry.surfaces[1].clone());
+    let cut_face = out.topology.faces.len() as u32;
+    let band = CutBand {
+        face: cut_face,
+        surface: cutter_surface,
+    };
+    let mut cut_loops = Vec::with_capacity(2);
+    let mut cut_bounds: Option<[Interval; 2]> = None;
+    for (pair, branch) in body_graph.pairs.iter().zip(&closed_branches) {
+        let (cutter_loop, bounds) = add_band_loops(
+            &mut out,
+            &pair.graph,
+            branch,
+            pair.faces[0],
+            &band,
+            &cut_loops,
+            accuracy.intersection,
+        )?;
+        cut_bounds = Some(widened_cut_bounds(cut_bounds, bounds)?);
+        cut_loops.push(cutter_loop);
+    }
+    add_cut_face(
+        &mut out,
+        cutter,
+        body_graph.pairs[0].faces[1],
+        &band,
+        cut_bounds,
+        &cut_loops,
+    )?;
+    reverse_face(&mut out, cut_face);
+    finish_analytic_result(out, host, cutter, true, operation, false).map(Some)
+}
+
+fn single_closed_branch(
+    graph: &IntersectionGraph,
+    host: &BrepEnvelope,
+    cutter: &BrepEnvelope,
+) -> Result<Option<IntersectionBranch>, GeometryError> {
+    if graph.coincident || !graph.contacts.is_empty() || graph.branches.len() != 1 {
+        return Ok(None);
+    }
+    let branch = &graph.branches[0];
+    let closure = norm(sub(branch.endpoints[0], branch.endpoints[1]));
+    let intersection = host.accuracy.intersection.max(cutter.accuracy.intersection);
+    let geometric = host.accuracy.geometric.max(cutter.accuracy.geometric);
+    let closed = if closure <= intersection {
+        IntersectionBranch {
+            curve: branch.curve,
+            pcurves: branch.pcurves,
+            range: branch.range,
+            endpoints: branch.endpoints,
+        }
+    } else if let Some(CurveGeometry::Circle { frame, radius }) =
+        graph.geometry.curves.get(branch.curve as usize)
+    {
+        let tau = std::f64::consts::TAU;
+        if closure > 4.0 * geometric
+            || branch.range.lo.abs() * radius > 4.0 * geometric
+            || (branch.range.hi - tau).abs() * radius > 4.0 * geometric
+        {
+            return Ok(None);
+        }
+        let point = add(frame.origin, scale(frame.x, *radius));
+        IntersectionBranch {
+            curve: branch.curve,
+            pcurves: branch.pcurves,
+            range: Interval::new(0.0, tau)?,
+            endpoints: [point, point],
+        }
+    } else {
+        return Ok(None);
+    };
+    if pcurve_winding(
+        &graph.geometry,
+        pcurve_support_surface(&graph.geometry, closed.pcurves[0])?,
+        closed.pcurves[0],
+        closed.range,
+    )? != [0, 0]
+    {
+        return Ok(None);
+    }
+    Ok(Some(closed))
+}
+
+fn add_band_loops(
+    out: &mut BrepEnvelope,
+    graph: &IntersectionGraph,
+    branch: &IntersectionBranch,
+    host_face: u32,
+    band: &CutBand,
+    cut_loops: &[u32],
+    tolerance: f64,
+) -> Result<(u32, [Interval; 2]), GeometryError> {
+    let host_surface = out.topology.faces[host_face as usize].surface;
+    let selected_surfaces = [host_surface, band.surface];
+    let geometric = out.accuracy.geometric;
+    let loop_edge = append_closed_branch_geometry(
+        out,
+        graph,
+        branch,
+        geometric,
+        |_, definition| retained_definition(graph, definition, selected_surfaces),
+        |side| Ok(selected_surfaces[side]),
+    )?;
+    add_hole_loop(
+        out,
+        &loop_edge,
+        0,
+        host_face,
+        Orientation::Forward,
+        tolerance,
+    )?;
+    out.topology.faces[host_face as usize].provenance.role = FaceRole::Split;
+
+    let cutter_loop = add_closed_intersection_loop(
+        out,
+        loop_edge.edge,
+        loop_edge.vertex,
+        band.face,
+        loop_edge.pcurves[1].clone(),
+        Orientation::Forward,
+        !cut_loops.is_empty(),
+    )?;
+    let bounds = topology_loop_bounds(out, cutter_loop, tolerance)?;
+    Ok((cutter_loop, bounds))
+}
+
+fn widened_cut_bounds(
+    cut_bounds: Option<[Interval; 2]>,
+    bounds: [Interval; 2],
+) -> Result<[Interval; 2], GeometryError> {
+    Ok(match cut_bounds {
+        Some(previous) => [0, 1]
+            .map(|axis| {
+                Interval::new(
+                    previous[axis].lo.min(bounds[axis].lo),
+                    previous[axis].hi.max(bounds[axis].hi),
+                )
+            })
+            .into_iter()
+            .collect::<Result<Vec<_>, _>>()?
+            .try_into()
+            .map_err(|_| GeometryError::InvalidGeometry("cutter band UV bounds".into()))?,
+        None => bounds,
+    })
+}
+
+fn add_cut_face(
+    out: &mut BrepEnvelope,
+    cutter: &BrepEnvelope,
+    cutter_face: u32,
+    band: &CutBand,
+    cut_bounds: Option<[Interval; 2]>,
+    cut_loops: &[u32],
+) -> Result<(), GeometryError> {
+    let source_face = &cutter.topology.faces[cutter_face as usize];
+    out.topology.faces.push(Face {
+        id: band.face,
+        key: format!("{}:through-cut", source_face.key),
+        surface: band.surface,
+        sense: source_face.sense,
+        trim: TrimRegion {
+            chart: source_face.trim.chart,
+            uv_bounds: cut_bounds.ok_or_else(|| {
+                GeometryError::InvalidTopology("cutter band has no trim bounds".into())
+            })?,
+            outer: cut_loops[0],
+            holes: cut_loops[1..].to_vec(),
+        },
+        shell_ref: Some(0),
+        provenance: FaceProvenance {
+            sources: vec![brep_face_source(cutter, source_face.id)],
+            role: FaceRole::Cut,
+            reversed: true,
+        },
+    });
+    out.topology.shells[0].faces.push(band.face);
+    Ok(())
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/handlers/mod.rs b/main/opengeometry/src/operations/modifying/boolean/handlers/mod.rs
new file mode 100644
index 0000000..39fbb6c
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/handlers/mod.rs
@@ -0,0 +1,39 @@
+mod boxes;
+mod coincident;
+mod containment;
+mod cylinder_box;
+mod cylinder_cylinder;
+mod disjoint;
+mod generic;
+mod planar;
+mod planar_extrusions;
+mod rectilinear;
+mod sphere_box;
+mod sphere_cylinder;
+mod sphere_sphere;
+mod vertical_arc_extrusion;
+
+pub use boxes::boolean_boxes;
+pub(super) use coincident::coincident_boolean;
+pub(super) use containment::{
+    analytic_containment_boolean, conic_box_containment, conic_containment_boolean,
+    cylinder_conic_containment, sphere_conic_containment, sphere_torus_containment,
+    torus_box_containment, torus_conic_containment, torus_containment_boolean,
+    torus_cylinder_containment,
+};
+pub(super) use cylinder_box::cylinder_box_boolean;
+pub(super) use cylinder_cylinder::boolean_cylinders;
+pub(super) use disjoint::disjoint_boolean;
+pub(super) use generic::{
+    generic_multiple_closed_loops_boolean, generic_non_intersecting_boolean,
+    generic_single_closed_loop_boolean, generic_two_sided_cutter_band_subtraction,
+};
+pub(super) use planar::{subtract_layered_extrusions, subtract_planar_polyhedra};
+pub(super) use planar_extrusions::boolean_planar_extrusions;
+pub(super) use rectilinear::boolean_rectilinear;
+pub(super) use sphere_box::sphere_box_boolean;
+pub(super) use sphere_cylinder::sphere_cylinder_boolean;
+pub use sphere_sphere::boolean_spheres;
+pub(super) use vertical_arc_extrusion::{
+    subtract_vertical_arc_extrusion, subtract_vertical_arc_extrusion_batch,
+};
diff --git a/main/opengeometry/src/operations/modifying/boolean/handlers/planar/facets.rs b/main/opengeometry/src/operations/modifying/boolean/handlers/planar/facets.rs
new file mode 100644
index 0000000..5bb3e51
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/handlers/planar/facets.rs
@@ -0,0 +1,339 @@
+use crate::brep::{
+    coverage_gap, padded_uv_bounds, plane_boundary, unit, Accuracy, BrepEnvelope, Builder,
+    CurveGeometry, EdgeGeometry, FaceProvenance, Frame3, GeometryError, Orientation, Shell,
+    SolidRegion, SurfaceGeometry, Use,
+};
+use crate::math::{cross, dot, norm, sub, Interval, Point3};
+use crate::operations::modifying::boolean::assembly::{
+    add_welded_vertex, analytic_face_mappings, assign_shell_faces, enclosing_solid,
+};
+use crate::operations::modifying::boolean::types::{BooleanOp, BooleanReport, BooleanResult};
+use crate::query::face_contains_uv;
+use std::collections::BTreeMap;
+
+pub(super) struct PlanarFacets {
+    builder: Builder,
+    vertices: Vec<(Point3, u32)>,
+    edges: BTreeMap<(u32, u32), u32>,
+    pub(super) accuracy: Accuracy,
+}
+
+pub(super) fn loop_positions(
+    brep: &BrepEnvelope,
+    loop_id: u32,
+) -> Result<Vec<Point3>, GeometryError> {
+    let start = brep
+        .topology
+        .loops
+        .get(loop_id as usize)
+        .ok_or_else(coverage)?
+        .start_halfedge;
+    let mut current = start;
+    let mut points = Vec::new();
+    loop {
+        let halfedge = brep
+            .topology
+            .halfedges
+            .get(current as usize)
+            .ok_or_else(coverage)?;
+        points.push(
+            brep.topology
+                .vertices
+                .get(halfedge.from as usize)
+                .ok_or_else(coverage)?
+                .position,
+        );
+        current = halfedge.next.ok_or_else(coverage)?;
+        if current == start {
+            break;
+        }
+        if points.len() > brep.topology.halfedges.len() {
+            return Err(coverage());
+        }
+    }
+    Ok(points)
+}
+
+pub(super) fn coverage() -> GeometryError {
+    coverage_gap(
+        "layered planar profile extrusion",
+        "layered planar profile extrusion",
+    )
+}
+
+impl PlanarFacets {
+    pub(super) fn new(id: String, accuracy: Accuracy) -> Result<Self, GeometryError> {
+        Ok(Self {
+            builder: Builder::new(id, accuracy)?,
+            vertices: Vec::new(),
+            edges: BTreeMap::new(),
+            accuracy,
+        })
+    }
+
+    fn vertex(&mut self, point: Point3) -> u32 {
+        add_welded_vertex(&mut self.builder, &mut self.vertices, point, self.accuracy)
+    }
+
+    fn uses(&mut self, ring: &[Point3], frame: Frame3) -> Result<Vec<Use>, GeometryError> {
+        let ids = ring
+            .iter()
+            .map(|point| self.vertex(*point))
+            .collect::<Vec<_>>();
+        let mut uses = Vec::with_capacity(ids.len());
+        for index in 0..ids.len() {
+            let next = (index + 1) % ids.len();
+            let from = ids[index];
+            let to = ids[next];
+            if from == to {
+                return Err(GeometryError::UnresolvedIntersection(
+                    "layered planar face has a sub-tolerance edge".into(),
+                ));
+            }
+            let key = (from.min(to), from.max(to));
+            let edge = if let Some(&edge) = self.edges.get(&key) {
+                edge
+            } else {
+                let delta = sub(ring[next], ring[index]);
+                let length = norm(delta);
+                let edge = self.builder.edge(
+                    CurveGeometry::Line {
+                        origin: ring[index],
+                        direction: unit(delta)?,
+                    },
+                    Interval::new(0.0, length)?,
+                    false,
+                );
+                self.edges.insert(key, edge);
+                edge
+            };
+            let EdgeGeometry::Curve { curve, .. } =
+                self.builder.brep.topology.edges[edge as usize].geometry
+            else {
+                return Err(coverage());
+            };
+            let CurveGeometry::Line { origin, direction } =
+                self.builder.brep.geometry.curves[curve as usize]
+            else {
+                return Err(coverage());
+            };
+            let sense = if norm(sub(origin, ring[index])) <= self.accuracy.geometric / 4.0
+                && dot(direction, sub(ring[next], ring[index])) > 0.0
+            {
+                Orientation::Forward
+            } else {
+                Orientation::Reverse
+            };
+            uses.push(plane_boundary(&self.builder, frame, edge, from, to, sense)?);
+        }
+        Ok(uses)
+    }
+
+    pub(super) fn face(
+        &mut self,
+        key: &str,
+        frame: Frame3,
+        outer: Vec<Point3>,
+        holes: Vec<Vec<Point3>>,
+        provenance: FaceProvenance,
+    ) -> Result<(), GeometryError> {
+        for point in outer.iter().chain(holes.iter().flatten()) {
+            let local = frame.local(*point);
+            if local[2].abs() > 4.0 * self.accuracy.geometric {
+                return Err(GeometryError::UnresolvedIntersection(
+                    "layered planar face is not coplanar".into(),
+                ));
+            }
+        }
+        let bounds = padded_uv_bounds(
+            outer
+                .iter()
+                .chain(holes.iter().flatten())
+                .map(|point| frame.local(*point)),
+            self.accuracy.geometric,
+        );
+        let outer_uses = self.uses(&outer, frame)?;
+        let hole_uses = holes
+            .iter()
+            .map(|hole| self.uses(hole, frame))
+            .collect::<Result<Vec<_>, _>>()?;
+        let face = self.builder.brep.topology.faces.len();
+        self.builder.face_with_holes(
+            &format!("{key}-{face}"),
+            SurfaceGeometry::Plane { frame },
+            bounds,
+            outer_uses,
+            hole_uses,
+        )?;
+        self.builder.brep.topology.faces[face].provenance = provenance;
+        Ok(())
+    }
+}
+
+pub(super) fn finish(
+    mut facets: PlanarFacets,
+    a: &BrepEnvelope,
+    b: &BrepEnvelope,
+) -> Result<BooleanResult, GeometryError> {
+    let mut assigned = vec![false; facets.builder.brep.topology.faces.len()];
+    let mut outer_shells = Vec::new();
+    let mut cavity_shells = Vec::new();
+    for start in 0..assigned.len() {
+        if assigned[start] {
+            continue;
+        }
+        let shell = facets.builder.brep.topology.shells.len() as u32;
+        let faces = assign_shell_faces(
+            &mut facets.builder.brep,
+            &mut assigned,
+            start,
+            shell,
+            || GeometryError::InvalidTopology("layered planar Boolean has an open boundary".into()),
+            || GeometryError::InvalidTopology("layered planar twin has no face".into()),
+        )?;
+        let volume = shell_volume(&facets.builder.brep, &faces)?;
+        if volume.abs() <= facets.accuracy.geometric.powi(3) {
+            return Err(coverage());
+        }
+        facets.builder.brep.topology.shells.push(Shell {
+            id: shell,
+            faces,
+            is_closed: true,
+        });
+        if volume > 0.0 {
+            outer_shells.push((shell, volume));
+        } else {
+            cavity_shells.push(shell);
+        }
+    }
+    for &(outer_shell, _) in &outer_shells {
+        facets.builder.brep.solids.push(SolidRegion {
+            outer_shell,
+            cavity_shells: Vec::new(),
+        });
+    }
+    for cavity_shell in cavity_shells {
+        let index = enclosing_solid(
+            &facets.builder.brep,
+            &outer_shells,
+            cavity_shell,
+            |brep, faces, point| {
+                shell_contains_point(brep, faces, point, facets.accuracy.intersection)
+            },
+            coverage,
+        )?;
+        facets.builder.brep.solids[index]
+            .cavity_shells
+            .push(cavity_shell);
+    }
+    finish_planar_result(facets.builder.brep, a, b)
+}
+
+fn shell_volume(brep: &BrepEnvelope, faces: &[u32]) -> Result<f64, GeometryError> {
+    let mut volume = 0.0;
+    for &face_id in faces {
+        let face = &brep.topology.faces[face_id as usize];
+        for &loop_id in std::iter::once(&face.trim.outer).chain(&face.trim.holes) {
+            let start = brep.topology.loops[loop_id as usize].start_halfedge;
+            let mut current = start;
+            let mut points = Vec::new();
+            loop {
+                let halfedge = &brep.topology.halfedges[current as usize];
+                points.push(brep.topology.vertices[halfedge.from as usize].position);
+                current = halfedge.next.ok_or_else(|| {
+                    GeometryError::InvalidTopology("layered planar face has open loop".into())
+                })?;
+                if current == start {
+                    break;
+                }
+                if points.len() > brep.topology.halfedges.len() {
+                    return Err(coverage());
+                }
+            }
+            for index in 1..points.len() - 1 {
+                volume += dot(points[0], cross(points[index], points[index + 1])) / 6.0;
+            }
+        }
+    }
+    Ok(volume)
+}
+
+fn shell_contains_point(
+    brep: &BrepEnvelope,
+    faces: &[u32],
+    point: Point3,
+    tolerance: f64,
+) -> Result<bool, GeometryError> {
+    for direction in [
+        unit([1.0, 0.371, 0.127])?,
+        unit([0.193, 1.0, 0.419])?,
+        unit([0.311, 0.233, 1.0])?,
+    ] {
+        let mut hits: Vec<f64> = Vec::new();
+        let mut uncertain = false;
+        for &face_id in faces {
+            let face = &brep.topology.faces[face_id as usize];
+            let SurfaceGeometry::Plane { frame } = brep.geometry.surface(face.surface)? else {
+                return Err(coverage());
+            };
+            let denominator = dot(frame.z, direction);
+            let numerator = dot(frame.z, sub(frame.origin, point));
+            if denominator.abs() <= 64.0 * f64::EPSILON {
+                if numerator.abs() <= tolerance {
+                    uncertain = true;
+                    break;
+                }
+                continue;
+            }
+            let distance = numerator / denominator;
+            if distance <= tolerance {
+                continue;
+            }
+            let position = [
+                point[0] + direction[0] * distance,
+                point[1] + direction[1] * distance,
+                point[2] + direction[2] * distance,
+            ];
+            let local = frame.local(position);
+            match face_contains_uv(brep, face, [local[0], local[1]])? {
+                Some(true) if hits.iter().any(|hit| (hit - distance).abs() <= tolerance) => {
+                    uncertain = true;
+                    break;
+                }
+                Some(true) => hits.push(distance),
+                Some(false) => {}
+                None => {
+                    uncertain = true;
+                    break;
+                }
+            }
+        }
+        if !uncertain {
+            return Ok(hits.len() % 2 == 1);
+        }
+    }
+    Err(coverage())
+}
+
+fn finish_planar_result(
+    mut out: BrepEnvelope,
+    a: &BrepEnvelope,
+    b: &BrepEnvelope,
+) -> Result<BooleanResult, GeometryError> {
+    out.revision =
+        a.revision.max(b.revision).checked_add(1).ok_or_else(|| {
+            GeometryError::LimitExceeded("planar Boolean revision overflow".into())
+        })?;
+    out.validate()?;
+    let face_mappings = analytic_face_mappings(&out, [a, b]);
+    Ok(BooleanResult {
+        report: BooleanReport {
+            operation: BooleanOp::Subtraction,
+            quality: out.quality.clone(),
+            contacts: Vec::new(),
+            coincident: true,
+            face_mappings,
+        },
+        brep: out,
+    })
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/handlers/planar/layered_extrusions/mod.rs b/main/opengeometry/src/operations/modifying/boolean/handlers/planar/layered_extrusions/mod.rs
new file mode 100644
index 0000000..e953b0e
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/handlers/planar/layered_extrusions/mod.rs
@@ -0,0 +1,466 @@
+mod regions;
+
+use super::facets::{coverage, finish, PlanarFacets};
+use crate::brep::{
+    unit, Accuracy, BrepEnvelope, CurveGeometry, FaceProvenance, FaceRole, FaceSource, Frame3,
+    GeometryError, SurfaceGeometry,
+};
+use crate::geom2d::{Pt2, RingRegion};
+use crate::math::{cross, dot, scale, sub, Point3};
+use crate::operations::modifying::boolean::operands::{
+    all_planar, brep_face_source, full_planar_extrusion,
+};
+use crate::operations::modifying::boolean::types::BooleanResult;
+use crate::query::face_contains_uv;
+use regions::{contours, layer_boundaries, layer_regions, LayerBoundaries};
+
+struct LayerSlab<'a> {
+    base: Frame3,
+    regions: &'a [RingRegion],
+    vertices: &'a [Pt2],
+    lo: f64,
+    hi: f64,
+}
+
+pub(crate) fn subtract_layered_extrusions(
+    host: &BrepEnvelope,
+    cutter: &BrepEnvelope,
+    id: String,
+) -> Result<BooleanResult, GeometryError> {
+    host.validate()?;
+    let b = full_planar_extrusion(cutter)?;
+    if !all_planar(host)
+        || host
+            .geometry
+            .curves
+            .iter()
+            .any(|curve| !matches!(curve, CurveGeometry::Line { .. }))
+        || host.solids.is_empty()
+    {
+        return Err(coverage());
+    }
+    let accuracy = Accuracy::combined(host.accuracy, cutter.accuracy);
+    let host_positions = host
+        .topology
+        .vertices
+        .iter()
+        .map(|vertex| b.frame.local(vertex.position)[2])
+        .collect::<Vec<_>>();
+    let host_lo = host_positions.iter().copied().fold(f64::INFINITY, f64::min);
+    let host_hi = host_positions
+        .iter()
+        .copied()
+        .fold(f64::NEG_INFINITY, f64::max);
+    if !host_lo.is_finite() || host_hi - host_lo <= 4.0 * accuracy.geometric {
+        return Err(coverage());
+    }
+    let frame = Frame3 {
+        origin: b.frame.point([0.0, 0.0, host_lo]),
+        ..b.frame
+    };
+    check_layer_alignment(host, frame)?;
+    let b_contours = contours(&b, frame);
+    let b_lo = dot(sub(b.frame.origin, frame.origin), frame.z);
+    let b_hi = b_lo + b.height;
+    let host_height = host_hi - host_lo;
+    if b_hi <= accuracy.geometric || b_lo >= host_height - accuracy.geometric {
+        return Err(coverage());
+    }
+    let levels = layer_levels(&host_positions, host_lo, b_lo, b_hi, host_height, accuracy);
+    let layers = layer_regions(host, frame, &levels, &b_contours, b_lo, b_hi, accuracy)?;
+    let boundaries = layer_boundaries(&layers, accuracy);
+    let mut facets = PlanarFacets::new(id, accuracy)?;
+    cap(
+        &mut facets,
+        frame,
+        0.0,
+        false,
+        &layers[0],
+        &boundaries.vertices,
+        &[(host, FaceRole::Split)],
+    )?;
+    add_layer_faces(
+        &mut facets,
+        frame,
+        &levels,
+        &layers,
+        &boundaries,
+        host,
+        cutter,
+    )?;
+    cap(
+        &mut facets,
+        frame,
+        host_height,
+        true,
+        layers.last().ok_or_else(coverage)?,
+        &boundaries.vertices,
+        &[(host, FaceRole::Split)],
+    )?;
+    finish(facets, host, cutter)
+}
+
+fn check_layer_alignment(host: &BrepEnvelope, frame: Frame3) -> Result<(), GeometryError> {
+    for face in &host.topology.faces {
+        let SurfaceGeometry::Plane { frame: face_frame } = host
+            .geometry
+            .surfaces
+            .get(face.surface as usize)
+            .ok_or_else(coverage)?
+        else {
+            return Err(coverage());
+        };
+        let alignment = dot(face_frame.z, frame.z).abs();
+        if alignment > 1.0e-10 && alignment < 1.0 - 1.0e-10 {
+            return Err(coverage());
+        }
+    }
+    Ok(())
+}
+
+fn layer_levels(
+    host_positions: &[f64],
+    host_lo: f64,
+    b_lo: f64,
+    b_hi: f64,
+    host_height: f64,
+    accuracy: Accuracy,
+) -> Vec<f64> {
+    let mut levels = host_positions
+        .iter()
+        .map(|level| level - host_lo)
+        .collect::<Vec<_>>();
+    for level in [b_lo, b_hi] {
+        if level > accuracy.geometric && level < host_height - accuracy.geometric {
+            levels.push(level);
+        }
+    }
+    levels.sort_by(f64::total_cmp);
+    levels.dedup_by(|left, right| (*left - *right).abs() <= accuracy.geometric);
+    levels
+}
+
+fn cap(
+    facets: &mut PlanarFacets,
+    base: Frame3,
+    level: f64,
+    up: bool,
+    regions: &[RingRegion],
+    vertices: &[Pt2],
+    source_breps: &[(&BrepEnvelope, FaceRole)],
+) -> Result<(), GeometryError> {
+    let origin = base.point([0.0, 0.0, level]);
+    let frame = if up {
+        Frame3 { origin, ..base }
+    } else {
+        Frame3 {
+            origin,
+            x: base.x,
+            y: scale(base.y, -1.0),
+            z: scale(base.z, -1.0),
+        }
+    };
+    for region in regions {
+        let sample = region_sample(region)?;
+        let mut selected = None;
+        for &(brep, role) in source_breps {
+            let sources = cap_sources(
+                brep,
+                base.point([sample.x, sample.z, level]),
+                frame.z,
+                role == FaceRole::Cut,
+                facets.accuracy.intersection,
+            )?;
+            if !sources.is_empty() {
+                selected = Some((sources, role));
+                break;
+            }
+        }
+        let (sources, role) = selected.ok_or_else(|| {
+            GeometryError::InvalidTopology(format!(
+                "layered planar cap has no source face at level {level}"
+            ))
+        })?;
+        let mut outer = split_ring(&region.outer, vertices, facets.accuracy.geometric / 4.0)
+            .into_iter()
+            .map(|point| base.point([point.x, point.z, level]))
+            .collect::<Vec<_>>();
+        let mut holes = region
+            .holes
+            .iter()
+            .map(|ring| {
+                split_ring(ring, vertices, facets.accuracy.geometric / 4.0)
+                    .into_iter()
+                    .map(|point| base.point([point.x, point.z, level]))
+                    .collect::<Vec<_>>()
+            })
+            .collect::<Vec<_>>();
+        if !up {
+            outer.reverse();
+            for hole in &mut holes {
+                hole.reverse();
+            }
+        }
+        facets.face(
+            if up { "upper-cap" } else { "lower-cap" },
+            frame,
+            outer,
+            holes,
+            FaceProvenance {
+                sources,
+                role,
+                reversed: role == FaceRole::Cut,
+            },
+        )?;
+    }
+    Ok(())
+}
+
+fn region_sample(region: &RingRegion) -> Result<Pt2, GeometryError> {
+    let mut coordinates = Vec::new();
+    let mut holes = Vec::new();
+    for point in &region.outer {
+        coordinates.extend([point.x, point.z]);
+    }
+    for hole in &region.holes {
+        holes.push(coordinates.len() / 2);
+        for point in hole {
+            coordinates.extend([point.x, point.z]);
+        }
+    }
+    let triangles = earcutr::earcut(&coordinates, &holes, 2);
+    let triangle = triangles
+        .chunks_exact(3)
+        .max_by(|left, right| {
+            let area = |triangle: &[usize]| {
+                let point =
+                    |index: usize| Pt2::new(coordinates[index * 2], coordinates[index * 2 + 1]);
+                let a = point(triangle[0]);
+                let b = point(triangle[1]);
+                let c = point(triangle[2]);
+                ((b.x - a.x) * (c.z - a.z) - (b.z - a.z) * (c.x - a.x)).abs()
+            };
+            area(left).total_cmp(&area(right))
+        })
+        .ok_or_else(coverage)?;
+    Ok(Pt2::new(
+        triangle
+            .iter()
+            .map(|&index| coordinates[index * 2])
+            .sum::<f64>()
+            / 3.0,
+        triangle
+            .iter()
+            .map(|&index| coordinates[index * 2 + 1])
+            .sum::<f64>()
+            / 3.0,
+    ))
+}
+
+fn cap_sources(
+    brep: &BrepEnvelope,
+    point: Point3,
+    outward: Point3,
+    cut: bool,
+    tolerance: f64,
+) -> Result<Vec<FaceSource>, GeometryError> {
+    let mut sources = Vec::new();
+    for face in &brep.topology.faces {
+        let SurfaceGeometry::Plane { frame } = brep
+            .geometry
+            .surfaces
+            .get(face.surface as usize)
+            .ok_or_else(coverage)?
+        else {
+            return Err(coverage());
+        };
+        let local = frame.local(point);
+        if local[2].abs() > tolerance {
+            continue;
+        }
+        let actual = scale(frame.z, face.sense.multiplier());
+        let alignment = dot(actual, outward);
+        if (cut && alignment > -1.0 + 1.0e-10) || (!cut && alignment < 1.0 - 1.0e-10) {
+            continue;
+        }
+        if face_contains_uv(brep, face, [local[0], local[1]])? == Some(true) {
+            sources.push(brep_face_source(brep, face.id));
+        }
+    }
+    Ok(sources)
+}
+
+fn split_ring(ring: &[Pt2], vertices: &[Pt2], tolerance: f64) -> Vec<Pt2> {
+    let mut split = Vec::new();
+    for index in 0..ring.len() {
+        let from = ring[index];
+        let to = ring[(index + 1) % ring.len()];
+        let delta = Pt2::new(to.x - from.x, to.z - from.z);
+        let length2 = delta.x * delta.x + delta.z * delta.z;
+        if length2 <= tolerance * tolerance {
+            continue;
+        }
+        split.push(from);
+        let mut interior = Vec::new();
+        for &point in vertices {
+            let offset = Pt2::new(point.x - from.x, point.z - from.z);
+            let t = (offset.x * delta.x + offset.z * delta.z) / length2;
+            let distance = (offset.x * delta.z - offset.z * delta.x).abs() / length2.sqrt();
+            if t > tolerance / length2.sqrt()
+                && t < 1.0 - tolerance / length2.sqrt()
+                && distance <= tolerance
+            {
+                interior.push((t, point));
+            }
+        }
+        interior.sort_by(|left, right| left.0.total_cmp(&right.0));
+        for (_, point) in interior {
+            if split
+                .last()
+                .is_none_or(|last| (last.x - point.x).hypot(last.z - point.z) > tolerance)
+            {
+                split.push(point);
+            }
+        }
+    }
+    split
+}
+
+fn add_layer_faces(
+    facets: &mut PlanarFacets,
+    frame: Frame3,
+    levels: &[f64],
+    layers: &[Vec<RingRegion>],
+    boundaries: &LayerBoundaries,
+    host: &BrepEnvelope,
+    cutter: &BrepEnvelope,
+) -> Result<(), GeometryError> {
+    for (index, layer) in layers.iter().enumerate() {
+        side_faces(
+            facets,
+            host,
+            cutter,
+            &LayerSlab {
+                base: frame,
+                regions: layer,
+                vertices: &boundaries.vertices,
+                lo: levels[index],
+                hi: levels[index + 1],
+            },
+        )?;
+        if index + 1 < layers.len() {
+            cap(
+                facets,
+                frame,
+                levels[index + 1],
+                true,
+                &boundaries.exposed_up[index],
+                &boundaries.vertices,
+                &[(host, FaceRole::Split), (cutter, FaceRole::Cut)],
+            )?;
+            cap(
+                facets,
+                frame,
+                levels[index + 1],
+                false,
+                &boundaries.exposed_down[index],
+                &boundaries.vertices,
+                &[(host, FaceRole::Split), (cutter, FaceRole::Cut)],
+            )?;
+        }
+    }
+    Ok(())
+}
+
+fn side_faces(
+    facets: &mut PlanarFacets,
+    a: &BrepEnvelope,
+    b: &BrepEnvelope,
+    slab: &LayerSlab<'_>,
+) -> Result<(), GeometryError> {
+    let LayerSlab {
+        base,
+        regions,
+        vertices,
+        lo,
+        hi,
+    } = *slab;
+    for region in regions {
+        for ring in std::iter::once(&region.outer).chain(&region.holes) {
+            let ring = split_ring(ring, vertices, facets.accuracy.geometric / 4.0);
+            for index in 0..ring.len() {
+                let from = ring[index];
+                let to = ring[(index + 1) % ring.len()];
+                let lower_from = base.point([from.x, from.z, lo]);
+                let lower_to = base.point([to.x, to.z, lo]);
+                let upper_to = base.point([to.x, to.z, hi]);
+                let upper_from = base.point([from.x, from.z, hi]);
+                let normal = unit(cross(
+                    sub(lower_to, lower_from),
+                    sub(upper_from, lower_from),
+                ))?;
+                let face_frame = Frame3::from_axis(lower_from, normal, sub(lower_to, lower_from))?;
+                let midpoint = scale(
+                    [
+                        lower_from[0] + lower_to[0] + upper_to[0] + upper_from[0],
+                        lower_from[1] + lower_to[1] + upper_to[1] + upper_from[1],
+                        lower_from[2] + lower_to[2] + upper_to[2] + upper_from[2],
+                    ],
+                    0.25,
+                );
+                let a_sources = side_sources(a, midpoint, normal, facets.accuracy.intersection)?;
+                let b_sources = side_sources(b, midpoint, normal, facets.accuracy.intersection)?;
+                let is_cut = a_sources.is_empty() && !b_sources.is_empty();
+                let sources = if is_cut { b_sources } else { a_sources };
+                if sources.is_empty() {
+                    return Err(GeometryError::InvalidTopology(
+                        "layered planar side has no source face".into(),
+                    ));
+                }
+                facets.face(
+                    if is_cut { "cut-side" } else { "host-side" },
+                    face_frame,
+                    vec![lower_from, lower_to, upper_to, upper_from],
+                    Vec::new(),
+                    FaceProvenance {
+                        sources,
+                        role: if is_cut {
+                            FaceRole::Cut
+                        } else {
+                            FaceRole::Split
+                        },
+                        reversed: is_cut,
+                    },
+                )?;
+            }
+        }
+    }
+    Ok(())
+}
+
+fn side_sources(
+    brep: &BrepEnvelope,
+    point: Point3,
+    outward: Point3,
+    tolerance: f64,
+) -> Result<Vec<FaceSource>, GeometryError> {
+    let mut sources = Vec::new();
+    for face in &brep.topology.faces {
+        let SurfaceGeometry::Plane { frame } = brep
+            .geometry
+            .surfaces
+            .get(face.surface as usize)
+            .ok_or_else(coverage)?
+        else {
+            return Err(coverage());
+        };
+        let local = frame.local(point);
+        if local[2].abs() > tolerance || dot(frame.z, outward).abs() < 1.0 - 1.0e-10 {
+            continue;
+        }
+        if face_contains_uv(brep, face, [local[0], local[1]])? == Some(true) {
+            sources.push(brep_face_source(brep, face.id));
+        }
+    }
+    Ok(sources)
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/handlers/planar/layered_extrusions/regions.rs b/main/opengeometry/src/operations/modifying/boolean/handlers/planar/layered_extrusions/regions.rs
new file mode 100644
index 0000000..8718cd1
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/handlers/planar/layered_extrusions/regions.rs
@@ -0,0 +1,214 @@
+use crate::brep::{Accuracy, BrepEnvelope, Frame3, GeometryError, SurfaceGeometry};
+use crate::geom2d::{boolean_oriented_regions, PlanarBooleanOp, Pt2, RingRegion};
+use crate::math::{cross, dot, scale, sub};
+use crate::operations::modifying::boolean::handlers::planar::facets::{coverage, loop_positions};
+use crate::operations::modifying::boolean::operands::PrismaticInput;
+
+pub(super) struct LayerBoundaries {
+    pub(super) exposed_up: Vec<Vec<RingRegion>>,
+    pub(super) exposed_down: Vec<Vec<RingRegion>>,
+    pub(super) vertices: Vec<Pt2>,
+}
+
+pub(super) fn contours(input: &PrismaticInput<'_>, frame: Frame3) -> Vec<Vec<Pt2>> {
+    input
+        .contours
+        .iter()
+        .map(|ring| {
+            ring.iter()
+                .map(|point| {
+                    let local = frame.local(*point);
+                    Pt2::new(local[0], local[1])
+                })
+                .collect()
+        })
+        .collect()
+}
+
+pub(super) fn layer_regions(
+    host: &BrepEnvelope,
+    frame: Frame3,
+    levels: &[f64],
+    b_contours: &[Vec<Pt2>],
+    b_lo: f64,
+    b_hi: f64,
+    accuracy: Accuracy,
+) -> Result<Vec<Vec<RingRegion>>, GeometryError> {
+    levels
+        .windows(2)
+        .map(|span| -> Result<Vec<RingRegion>, GeometryError> {
+            let middle = (span[0] + span[1]) / 2.0;
+            let host_regions = slice_regions(host, frame, middle, accuracy.intersection)?;
+            Ok(boolean_oriented_regions(
+                &region_contours(&host_regions),
+                if middle > b_lo && middle < b_hi {
+                    b_contours
+                } else {
+                    &[]
+                },
+                PlanarBooleanOp::Subtraction,
+                accuracy.intersection,
+            ))
+        })
+        .collect::<Result<Vec<_>, _>>()
+}
+
+fn slice_regions(
+    brep: &BrepEnvelope,
+    frame: Frame3,
+    level: f64,
+    tolerance: f64,
+) -> Result<Vec<RingRegion>, GeometryError> {
+    let segments = slice_segments(brep, frame, level, tolerance)?;
+    let loops = segment_loops(segments, brep, tolerance)?;
+    Ok(boolean_oriented_regions(
+        &loops,
+        &[],
+        PlanarBooleanOp::Union,
+        tolerance,
+    ))
+}
+
+fn slice_segments(
+    brep: &BrepEnvelope,
+    frame: Frame3,
+    level: f64,
+    tolerance: f64,
+) -> Result<Vec<(Pt2, Pt2)>, GeometryError> {
+    let mut segments = Vec::<(Pt2, Pt2)>::new();
+    for face in &brep.topology.faces {
+        let SurfaceGeometry::Plane { frame: face_frame } = brep
+            .geometry
+            .surfaces
+            .get(face.surface as usize)
+            .ok_or_else(coverage)?
+        else {
+            return Err(coverage());
+        };
+        if dot(face_frame.z, frame.z).abs() > 1.0e-10 {
+            continue;
+        }
+        if !face.trim.holes.is_empty() {
+            return Err(coverage());
+        }
+        let points = loop_positions(brep, face.trim.outer)?;
+        let mut crossings = Vec::<Pt2>::new();
+        for index in 0..points.len() {
+            let from = frame.local(points[index]);
+            let to = frame.local(points[(index + 1) % points.len()]);
+            if (from[2] < level && to[2] > level) || (from[2] > level && to[2] < level) {
+                let fraction = (level - from[2]) / (to[2] - from[2]);
+                let point = Pt2::new(
+                    from[0] + fraction * (to[0] - from[0]),
+                    from[1] + fraction * (to[1] - from[1]),
+                );
+                if crossings
+                    .iter()
+                    .all(|existing| (existing.x - point.x).hypot(existing.z - point.z) > tolerance)
+                {
+                    crossings.push(point);
+                }
+            }
+        }
+        if crossings.is_empty() {
+            continue;
+        }
+        if crossings.len() != 2 {
+            return Err(coverage());
+        }
+        let mut from = crossings[0];
+        let mut to = crossings[1];
+        let edge = sub(
+            frame.point([to.x, to.z, level]),
+            frame.point([from.x, from.z, level]),
+        );
+        let outward = cross(edge, frame.z);
+        let actual = scale(face_frame.z, face.sense.multiplier());
+        if dot(outward, actual) < 0.0 {
+            std::mem::swap(&mut from, &mut to);
+        }
+        segments.push((from, to));
+    }
+    Ok(segments)
+}
+
+fn segment_loops(
+    mut segments: Vec<(Pt2, Pt2)>,
+    brep: &BrepEnvelope,
+    tolerance: f64,
+) -> Result<Vec<Vec<Pt2>>, GeometryError> {
+    let mut loops = Vec::new();
+    while let Some((from, mut to)) = segments.pop() {
+        let mut ring = vec![from];
+        while (to.x - from.x).hypot(to.z - from.z) > tolerance {
+            ring.push(to);
+            let Some(next) = segments
+                .iter()
+                .position(|(start, _)| (start.x - to.x).hypot(start.z - to.z) <= tolerance)
+            else {
+                return Err(coverage());
+            };
+            let (_, end) = segments.swap_remove(next);
+            to = end;
+            if ring.len() > brep.topology.halfedges.len() {
+                return Err(coverage());
+            }
+        }
+        if ring.len() < 3 {
+            return Err(coverage());
+        }
+        loops.push(ring);
+    }
+    Ok(loops)
+}
+
+fn region_contours(regions: &[RingRegion]) -> Vec<Vec<Pt2>> {
+    regions
+        .iter()
+        .flat_map(|region| {
+            std::iter::once(region.outer.clone()).chain(region.holes.iter().cloned())
+        })
+        .collect()
+}
+
+pub(super) fn layer_boundaries(layers: &[Vec<RingRegion>], accuracy: Accuracy) -> LayerBoundaries {
+    let mut exposed_up = Vec::new();
+    let mut exposed_down = Vec::new();
+    for index in 1..layers.len() {
+        let below = region_contours(&layers[index - 1]);
+        let above = region_contours(&layers[index]);
+        exposed_up.push(boolean_oriented_regions(
+            &below,
+            &above,
+            PlanarBooleanOp::Subtraction,
+            accuracy.intersection,
+        ));
+        exposed_down.push(boolean_oriented_regions(
+            &above,
+            &below,
+            PlanarBooleanOp::Subtraction,
+            accuracy.intersection,
+        ));
+    }
+    let mut vertices = Vec::new();
+    for layer in layers {
+        region_points(layer, &mut vertices);
+    }
+    for regions in exposed_up.iter().chain(&exposed_down) {
+        region_points(regions, &mut vertices);
+    }
+    LayerBoundaries {
+        exposed_up,
+        exposed_down,
+        vertices,
+    }
+}
+
+fn region_points(regions: &[RingRegion], out: &mut Vec<Pt2>) {
+    for region in regions {
+        out.extend(region.outer.iter().copied());
+        for hole in &region.holes {
+            out.extend(hole.iter().copied());
+        }
+    }
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/handlers/planar/mod.rs b/main/opengeometry/src/operations/modifying/boolean/handlers/planar/mod.rs
new file mode 100644
index 0000000..bba4a9f
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/handlers/planar/mod.rs
@@ -0,0 +1,6 @@
+mod facets;
+mod layered_extrusions;
+mod polyhedra;
+
+pub(crate) use layered_extrusions::subtract_layered_extrusions;
+pub(crate) use polyhedra::subtract_planar_polyhedra;
diff --git a/main/opengeometry/src/operations/modifying/boolean/handlers/planar/polyhedra/mod.rs b/main/opengeometry/src/operations/modifying/boolean/handlers/planar/polyhedra/mod.rs
new file mode 100644
index 0000000..1361c33
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/handlers/planar/polyhedra/mod.rs
@@ -0,0 +1,323 @@
+mod sections;
+
+use super::facets::{coverage, finish, PlanarFacets};
+use crate::brep::{Accuracy, BrepEnvelope, FaceProvenance, FaceRole, Frame3, GeometryError};
+use crate::geom2d::{
+    boolean_oriented_regions, regions_from_edges_by, winding_number2, PlanarBooleanOp, Pt2,
+    RingRegion,
+};
+use crate::math::{dot, scale, sub, Point3};
+use crate::operations::modifying::boolean::operands::brep_face_source;
+use crate::operations::modifying::boolean::types::BooleanResult;
+use crate::query::{classify_point, PointClassification};
+use sections::{
+    convex_faces, convex_section_polygon, planar_faces, planar_section_segments, split_planar_ring,
+    PlanarFace, PlanarFacet,
+};
+use std::cell::RefCell;
+
+pub(crate) fn subtract_planar_polyhedra(
+    host: &BrepEnvelope,
+    cutter: &BrepEnvelope,
+    id: String,
+) -> Result<BooleanResult, GeometryError> {
+    let accuracy = Accuracy::combined(host.accuracy, cutter.accuracy);
+    let Some(host_faces) = planar_faces(host, accuracy.intersection)? else {
+        return Err(coverage());
+    };
+    let Some(cutter_faces) = planar_faces(cutter, accuracy.intersection)? else {
+        return Err(coverage());
+    };
+    let convex_cutter_faces = convex_faces(cutter, accuracy.intersection)?;
+    check_not_nested(host, cutter)?;
+    let mut pieces = Vec::new();
+    for face in &host_faces {
+        let mut base = vec![local_ring(&face.polygon, face.frame)];
+        base.extend(face.holes.iter().map(|ring| local_ring(ring, face.frame)));
+        let regions = if let Some(convex_faces) = &convex_cutter_faces {
+            convex_host_regions(cutter, convex_faces, face, &base, accuracy)
+        } else {
+            classified_host_regions(cutter, &cutter_faces, face, &base, accuracy)?
+        };
+        for region in regions {
+            pieces.push(host_piece(host, face, &region));
+        }
+    }
+    for face in &cutter_faces {
+        let regions = cutter_face_regions(host, &host_faces, face, accuracy)?;
+        let reversed = Frame3 {
+            origin: face.frame.origin,
+            x: face.frame.x,
+            y: scale(face.frame.y, -1.0),
+            z: scale(face.frame.z, -1.0),
+        };
+        for region in regions {
+            pieces.push(cutter_piece(cutter, face, reversed, &region));
+        }
+    }
+    if pieces.is_empty() {
+        return Err(coverage());
+    }
+    let vertices = pieces
+        .iter()
+        .flat_map(|piece| {
+            piece
+                .outer
+                .iter()
+                .chain(piece.holes.iter().flatten())
+                .copied()
+        })
+        .collect::<Vec<_>>();
+    let mut facets = PlanarFacets::new(id, accuracy)?;
+    for piece in pieces {
+        let outer = split_planar_ring(&piece.outer, &vertices, accuracy.geometric / 4.0);
+        let holes = piece
+            .holes
+            .iter()
+            .map(|ring| split_planar_ring(ring, &vertices, accuracy.geometric / 4.0))
+            .collect();
+        facets.face(&piece.key, piece.frame, outer, holes, piece.provenance)?;
+    }
+    let mut result = finish(facets, host, cutter)?;
+    result.report.coincident = false;
+    Ok(result)
+}
+
+fn check_not_nested(host: &BrepEnvelope, cutter: &BrepEnvelope) -> Result<(), GeometryError> {
+    if cutter.topology.vertices.iter().all(|vertex| {
+        matches!(
+            classify_point(host, vertex.position),
+            Ok(PointClassification::Inside)
+        )
+    }) || host.topology.vertices.iter().all(|vertex| {
+        matches!(
+            classify_point(cutter, vertex.position),
+            Ok(PointClassification::Inside)
+        )
+    }) {
+        return Err(coverage());
+    }
+    Ok(())
+}
+
+fn local_ring(points: &[Point3], frame: Frame3) -> Vec<Pt2> {
+    points
+        .iter()
+        .map(|point| {
+            let local = frame.local(*point);
+            Pt2::new(local[0], local[1])
+        })
+        .collect::<Vec<_>>()
+}
+
+fn convex_host_regions(
+    cutter: &BrepEnvelope,
+    convex_faces: &[PlanarFace],
+    face: &PlanarFace,
+    base: &[Vec<Pt2>],
+    accuracy: Accuracy,
+) -> Vec<RingRegion> {
+    let section = convex_section_polygon(cutter, convex_faces, face.frame, accuracy.intersection);
+    let cut = if section.is_empty() {
+        Vec::new()
+    } else {
+        vec![section]
+    };
+    boolean_oriented_regions(
+        base,
+        &cut,
+        PlanarBooleanOp::Subtraction,
+        accuracy.intersection,
+    )
+}
+
+fn classified_host_regions(
+    cutter: &BrepEnvelope,
+    cutter_faces: &[PlanarFace],
+    face: &PlanarFace,
+    base: &[Vec<Pt2>],
+    accuracy: Accuracy,
+) -> Result<Vec<RingRegion>, GeometryError> {
+    let mut edges =
+        planar_section_segments(cutter, cutter_faces, face.frame, accuracy.intersection)?;
+    let coplanar = coplanar_rings(cutter_faces, face, accuracy);
+    for ring in base.iter().chain(&coplanar) {
+        edges.extend(
+            ring.iter()
+                .enumerate()
+                .map(|(index, &point)| (point, ring[(index + 1) % ring.len()])),
+        );
+    }
+    let failure = RefCell::new(None);
+    let regions = regions_from_edges_by(&edges, accuracy.intersection, |point| {
+        if base
+            .iter()
+            .map(|ring| winding_number2(point, ring))
+            .sum::<i32>()
+            == 0
+        {
+            return false;
+        }
+        let position = face.frame.point([point.x, point.z, 0.0]);
+        let classification = classify_point(cutter, position);
+        let classification = match classification {
+            Ok(PointClassification::Boundary) => classify_point(
+                cutter,
+                sub(
+                    position,
+                    scale(
+                        face.frame.z,
+                        accuracy.geometric.max(accuracy.intersection) * 4.0,
+                    ),
+                ),
+            ),
+            other => other,
+        };
+        match classification {
+            Ok(PointClassification::Outside) => true,
+            Ok(PointClassification::Inside) => false,
+            Ok(PointClassification::Boundary) | Ok(PointClassification::Unknown) => {
+                *failure.borrow_mut() = Some(coverage());
+                false
+            }
+            Err(error) => {
+                *failure.borrow_mut() = Some(error);
+                false
+            }
+        }
+    });
+    if let Some(error) = failure.into_inner() {
+        return Err(error);
+    }
+    Ok(regions)
+}
+
+fn coplanar_rings(faces: &[PlanarFace], face: &PlanarFace, accuracy: Accuracy) -> Vec<Vec<Pt2>> {
+    faces
+        .iter()
+        .filter(|other| {
+            dot(other.frame.z, face.frame.z).abs() >= 1.0 - 1.0e-10
+                && dot(other.frame.z, sub(face.frame.origin, other.frame.origin)).abs()
+                    <= accuracy.intersection
+        })
+        .flat_map(|other| {
+            std::iter::once(&other.polygon)
+                .chain(other.holes.iter())
+                .map(|ring| local_ring(ring, face.frame))
+        })
+        .collect::<Vec<_>>()
+}
+
+fn host_piece(host: &BrepEnvelope, face: &PlanarFace, region: &RingRegion) -> PlanarFacet {
+    PlanarFacet {
+        key: format!("planar-host-{}", face.id),
+        frame: face.frame,
+        outer: region
+            .outer
+            .iter()
+            .map(|point| face.frame.point([point.x, point.z, 0.0]))
+            .collect(),
+        holes: region
+            .holes
+            .iter()
+            .map(|ring| {
+                ring.iter()
+                    .map(|point| face.frame.point([point.x, point.z, 0.0]))
+                    .collect()
+            })
+            .collect(),
+        provenance: FaceProvenance {
+            sources: vec![brep_face_source(host, face.id)],
+            role: FaceRole::Split,
+            reversed: false,
+        },
+    }
+}
+
+fn cutter_face_regions(
+    host: &BrepEnvelope,
+    host_faces: &[PlanarFace],
+    face: &PlanarFace,
+    accuracy: Accuracy,
+) -> Result<Vec<RingRegion>, GeometryError> {
+    let mut edges = planar_section_segments(host, host_faces, face.frame, accuracy.intersection)?;
+    let coplanar = coplanar_rings(host_faces, face, accuracy);
+    let mut cutter_region = vec![local_ring(&face.polygon, face.frame)];
+    cutter_region.extend(face.holes.iter().map(|ring| local_ring(ring, face.frame)));
+    for ring in cutter_region.iter().chain(&coplanar) {
+        edges.extend(
+            ring.iter()
+                .enumerate()
+                .map(|(index, &point)| (point, ring[(index + 1) % ring.len()])),
+        );
+    }
+    let failure = RefCell::new(None);
+    let regions = regions_from_edges_by(&edges, accuracy.intersection, |point| {
+        if cutter_region
+            .iter()
+            .map(|ring| winding_number2(point, ring))
+            .sum::<i32>()
+            == 0
+            || coplanar
+                .iter()
+                .map(|ring| winding_number2(point, ring))
+                .sum::<i32>()
+                != 0
+        {
+            return false;
+        }
+        match classify_point(host, face.frame.point([point.x, point.z, 0.0])) {
+            Ok(PointClassification::Inside) | Ok(PointClassification::Boundary) => true,
+            Ok(PointClassification::Outside) => false,
+            Ok(PointClassification::Unknown) => {
+                *failure.borrow_mut() = Some(coverage());
+                false
+            }
+            Err(error) => {
+                *failure.borrow_mut() = Some(error);
+                false
+            }
+        }
+    });
+    if let Some(error) = failure.into_inner() {
+        return Err(error);
+    }
+    Ok(regions)
+}
+
+fn cutter_piece(
+    cutter: &BrepEnvelope,
+    face: &PlanarFace,
+    reversed: Frame3,
+    region: &RingRegion,
+) -> PlanarFacet {
+    let mut outer = region
+        .outer
+        .iter()
+        .map(|point| face.frame.point([point.x, point.z, 0.0]))
+        .collect::<Vec<_>>();
+    outer.reverse();
+    let holes = region
+        .holes
+        .iter()
+        .map(|ring| {
+            let mut points = ring
+                .iter()
+                .map(|point| face.frame.point([point.x, point.z, 0.0]))
+                .collect::<Vec<_>>();
+            points.reverse();
+            points
+        })
+        .collect();
+    PlanarFacet {
+        key: format!("planar-cut-{}", face.id),
+        frame: reversed,
+        outer,
+        holes,
+        provenance: FaceProvenance {
+            sources: vec![brep_face_source(cutter, face.id)],
+            role: FaceRole::Cut,
+            reversed: true,
+        },
+    }
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/handlers/planar/polyhedra/sections.rs b/main/opengeometry/src/operations/modifying/boolean/handlers/planar/polyhedra/sections.rs
new file mode 100644
index 0000000..bdbd908
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/handlers/planar/polyhedra/sections.rs
@@ -0,0 +1,364 @@
+use crate::brep::{
+    unit, BrepEnvelope, CurveGeometry, FaceProvenance, Frame3, GeometryError, Orientation,
+    SurfaceGeometry,
+};
+use crate::geom2d::Pt2;
+use crate::math::{cross, dot, norm, scale, sub, Point3};
+use crate::operations::modifying::boolean::handlers::planar::facets::{coverage, loop_positions};
+use crate::query::face_contains_uv;
+
+pub(super) struct PlanarFace {
+    pub(super) id: u32,
+    pub(super) frame: Frame3,
+    pub(super) polygon: Vec<Point3>,
+    pub(super) holes: Vec<Vec<Point3>>,
+}
+
+pub(super) struct PlanarFacet {
+    pub(super) key: String,
+    pub(super) frame: Frame3,
+    pub(super) outer: Vec<Point3>,
+    pub(super) holes: Vec<Vec<Point3>>,
+    pub(super) provenance: FaceProvenance,
+}
+
+pub(super) fn convex_faces(
+    brep: &BrepEnvelope,
+    tolerance: f64,
+) -> Result<Option<Vec<PlanarFace>>, GeometryError> {
+    let Some(faces) = planar_faces(brep, tolerance)? else {
+        return Ok(None);
+    };
+    if brep.solids.len() != 1
+        || brep.topology.shells.len() != 1
+        || faces.iter().any(|face| !face.holes.is_empty())
+    {
+        return Ok(None);
+    }
+    for face in &faces {
+        if brep
+            .topology
+            .vertices
+            .iter()
+            .any(|vertex| dot(face.frame.z, sub(vertex.position, face.frame.origin)) > tolerance)
+        {
+            return Ok(None);
+        }
+    }
+    Ok(Some(faces))
+}
+
+pub(super) fn planar_faces(
+    brep: &BrepEnvelope,
+    tolerance: f64,
+) -> Result<Option<Vec<PlanarFace>>, GeometryError> {
+    if brep.solids.is_empty()
+        || brep
+            .geometry
+            .curves
+            .iter()
+            .any(|curve| !matches!(curve, CurveGeometry::Line { .. }))
+    {
+        return Ok(None);
+    }
+    let mut faces = Vec::with_capacity(brep.topology.faces.len());
+    for face in &brep.topology.faces {
+        let Some(SurfaceGeometry::Plane { frame: surface }) =
+            brep.geometry.surfaces.get(face.surface as usize)
+        else {
+            return Ok(None);
+        };
+        let frame = if face.sense == Orientation::Forward {
+            *surface
+        } else {
+            Frame3 {
+                origin: surface.origin,
+                x: surface.x,
+                y: scale(surface.y, -1.0),
+                z: scale(surface.z, -1.0),
+            }
+        };
+        let polygon = loop_positions(brep, face.trim.outer)?;
+        if polygon.len() < 3 {
+            return Ok(None);
+        }
+        let mut holes = face
+            .trim
+            .holes
+            .iter()
+            .map(|&loop_id| loop_positions(brep, loop_id))
+            .collect::<Result<Vec<_>, _>>()?;
+        let orient = |mut ring: Vec<Point3>, outer: bool| -> Option<Vec<Point3>> {
+            let area = ring
+                .iter()
+                .enumerate()
+                .map(|(index, point)| {
+                    let a = frame.local(*point);
+                    let b = frame.local(ring[(index + 1) % ring.len()]);
+                    a[0] * b[1] - b[0] * a[1]
+                })
+                .sum::<f64>();
+            if ring.len() < 3 || area.abs() <= tolerance * tolerance {
+                return None;
+            }
+            if (area > 0.0) != outer {
+                ring.reverse();
+            }
+            Some(ring)
+        };
+        let Some(polygon) = orient(polygon, true) else {
+            return Ok(None);
+        };
+        for hole in &mut holes {
+            let Some(oriented) = orient(std::mem::take(hole), false) else {
+                return Ok(None);
+            };
+            *hole = oriented;
+        }
+        faces.push(PlanarFace {
+            id: face.id,
+            frame,
+            polygon,
+            holes,
+        });
+    }
+    Ok(Some(faces))
+}
+
+pub(super) fn planar_section_segments(
+    brep: &BrepEnvelope,
+    faces: &[PlanarFace],
+    section: Frame3,
+    tolerance: f64,
+) -> Result<Vec<(Pt2, Pt2)>, GeometryError> {
+    let mut segments = Vec::<(Pt2, Pt2)>::new();
+    for source in faces {
+        let direction = cross(source.frame.z, section.z);
+        if norm(direction) <= 1.0e-10 {
+            continue;
+        }
+        let direction = unit(direction)?;
+        let crossings = section_crossings(source, section, direction, tolerance);
+        let face = &brep.topology.faces[source.id as usize];
+        let SurfaceGeometry::Plane { frame: surface } =
+            &brep.geometry.surfaces[face.surface as usize]
+        else {
+            return Err(coverage());
+        };
+        for pair in crossings.windows(2) {
+            if norm(sub(pair[0], pair[1])) <= tolerance {
+                continue;
+            }
+            let midpoint = scale(
+                [
+                    pair[0][0] + pair[1][0],
+                    pair[0][1] + pair[1][1],
+                    pair[0][2] + pair[1][2],
+                ],
+                0.5,
+            );
+            let local = surface.local(midpoint);
+            let on_trim_edge = on_source_trim_edge(source, midpoint, tolerance);
+            if face_contains_uv(brep, face, [local[0], local[1]])? != Some(true) && !on_trim_edge {
+                continue;
+            }
+            let a = section.local(pair[0]);
+            let b = section.local(pair[1]);
+            let mut from = Pt2::new(a[0], a[1]);
+            let mut to = Pt2::new(b[0], b[1]);
+            let edge = sub(pair[1], pair[0]);
+            if dot(cross(edge, section.z), source.frame.z) < 0.0 {
+                std::mem::swap(&mut from, &mut to);
+            }
+            segments.push((from, to));
+        }
+    }
+    Ok(segments)
+}
+
+fn section_crossings(
+    source: &PlanarFace,
+    section: Frame3,
+    direction: Point3,
+    tolerance: f64,
+) -> Vec<Point3> {
+    let mut crossings = Vec::new();
+    for ring in std::iter::once(&source.polygon).chain(&source.holes) {
+        for index in 0..ring.len() {
+            let from = ring[index];
+            let to = ring[(index + 1) % ring.len()];
+            let from_distance = dot(section.z, sub(from, section.origin));
+            let to_distance = dot(section.z, sub(to, section.origin));
+            if from_distance.abs() <= tolerance {
+                crossings.push(from);
+            }
+            if (from_distance < -tolerance && to_distance > tolerance)
+                || (from_distance > tolerance && to_distance < -tolerance)
+            {
+                let fraction = from_distance / (from_distance - to_distance);
+                crossings.push([
+                    from[0] + fraction * (to[0] - from[0]),
+                    from[1] + fraction * (to[1] - from[1]),
+                    from[2] + fraction * (to[2] - from[2]),
+                ]);
+            }
+        }
+    }
+    crossings.sort_by(|left, right| dot(*left, direction).total_cmp(&dot(*right, direction)));
+    crossings.dedup_by(|left, right| norm(sub(*left, *right)) <= tolerance);
+    crossings
+}
+
+fn on_source_trim_edge(source: &PlanarFace, midpoint: Point3, tolerance: f64) -> bool {
+    std::iter::once(&source.polygon)
+        .chain(&source.holes)
+        .any(|ring| {
+            ring.iter().enumerate().any(|(index, &from)| {
+                let to = ring[(index + 1) % ring.len()];
+                let edge = sub(to, from);
+                let length_squared = dot(edge, edge);
+                if length_squared <= tolerance * tolerance {
+                    return false;
+                }
+                let fraction = dot(sub(midpoint, from), edge) / length_squared;
+                fraction >= -tolerance
+                    && fraction <= 1.0 + tolerance
+                    && norm(sub(sub(midpoint, from), scale(edge, fraction))) <= tolerance
+            })
+        })
+}
+
+pub(super) fn convex_section_polygon(
+    cutter: &BrepEnvelope,
+    faces: &[PlanarFace],
+    section: Frame3,
+    tolerance: f64,
+) -> Vec<Pt2> {
+    let mut limits = [[f64::INFINITY, f64::NEG_INFINITY]; 2];
+    for vertex in &cutter.topology.vertices {
+        let local = section.local(vertex.position);
+        for axis in 0..2 {
+            limits[axis][0] = limits[axis][0].min(local[axis]);
+            limits[axis][1] = limits[axis][1].max(local[axis]);
+        }
+    }
+    if limits.iter().any(|bound| !bound[0].is_finite()) {
+        return Vec::new();
+    }
+    let span = (limits[0][1] - limits[0][0])
+        .max(limits[1][1] - limits[1][0])
+        .max(1.0);
+    let corners = [
+        [limits[0][0] - span, limits[1][0] - span],
+        [limits[0][1] + span, limits[1][0] - span],
+        [limits[0][1] + span, limits[1][1] + span],
+        [limits[0][0] - span, limits[1][1] + span],
+    ]
+    .map(|point| section.point([point[0], point[1], 0.0]));
+    let clipped = clip_convex_face(&corners, faces, tolerance);
+    if clipped.len() < 3 {
+        return Vec::new();
+    }
+    let result = clipped
+        .iter()
+        .map(|point| {
+            let local = section.local(*point);
+            Pt2::new(local[0], local[1])
+        })
+        .collect::<Vec<_>>();
+    let twice_area = result
+        .iter()
+        .enumerate()
+        .map(|(index, point)| {
+            let next = result[(index + 1) % result.len()];
+            point.x * next.z - next.x * point.z
+        })
+        .sum::<f64>();
+    if twice_area.abs() <= tolerance * tolerance {
+        Vec::new()
+    } else {
+        result
+    }
+}
+
+fn clip_convex_face(polygon: &[Point3], planes: &[PlanarFace], tolerance: f64) -> Vec<Point3> {
+    let mut result = polygon.to_vec();
+    for plane in planes {
+        if result.len() < 3 {
+            return Vec::new();
+        }
+        let mut next = Vec::new();
+        let Some(&mut_previous) = result.last() else {
+            return Vec::new();
+        };
+        let mut previous = mut_previous;
+        let mut previous_distance = dot(plane.frame.z, sub(previous, plane.frame.origin));
+        for &current in &result {
+            let distance = dot(plane.frame.z, sub(current, plane.frame.origin));
+            let previous_inside = previous_distance <= tolerance;
+            let current_inside = distance <= tolerance;
+            if previous_inside != current_inside {
+                let fraction = previous_distance / (previous_distance - distance);
+                next.push([
+                    previous[0] + fraction * (current[0] - previous[0]),
+                    previous[1] + fraction * (current[1] - previous[1]),
+                    previous[2] + fraction * (current[2] - previous[2]),
+                ]);
+            }
+            if current_inside {
+                next.push(current);
+            }
+            previous = current;
+            previous_distance = distance;
+        }
+        next.dedup_by(|left, right| norm(sub(*left, *right)) <= tolerance / 4.0);
+        if next.len() > 1 && norm(sub(next[0], next[next.len() - 1])) <= tolerance / 4.0 {
+            next.pop();
+        }
+        result = next;
+    }
+    if result.len() < 3 {
+        Vec::new()
+    } else {
+        result
+    }
+}
+
+pub(super) fn split_planar_ring(
+    ring: &[Point3],
+    vertices: &[Point3],
+    tolerance: f64,
+) -> Vec<Point3> {
+    let mut split = Vec::new();
+    for index in 0..ring.len() {
+        let from = ring[index];
+        let to = ring[(index + 1) % ring.len()];
+        let delta = sub(to, from);
+        let length = norm(delta);
+        if length <= tolerance {
+            continue;
+        }
+        split.push(from);
+        let mut interior = Vec::new();
+        for &point in vertices {
+            let offset = sub(point, from);
+            let fraction = dot(offset, delta) / (length * length);
+            if fraction > tolerance / length
+                && fraction < 1.0 - tolerance / length
+                && norm(sub(offset, scale(delta, fraction))) <= tolerance
+            {
+                interior.push((fraction, point));
+            }
+        }
+        interior.sort_by(|left, right| left.0.total_cmp(&right.0));
+        for (_, point) in interior {
+            if split
+                .last()
+                .is_none_or(|last| norm(sub(*last, point)) > tolerance)
+            {
+                split.push(point);
+            }
+        }
+    }
+    split
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/handlers/planar_extrusions.rs b/main/opengeometry/src/operations/modifying/boolean/handlers/planar_extrusions.rs
new file mode 100644
index 0000000..a966a05
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/handlers/planar_extrusions.rs
@@ -0,0 +1,417 @@
+use crate::brep::{Accuracy, BrepEnvelope, FaceProvenance, FaceRole, FaceSource, GeometryError};
+use crate::geom2d::{boolean_oriented_regions, PlanarBooleanOp, Pt2, RingRegion};
+use crate::math::{dot, sub, Point3};
+use crate::operations::modifying::boolean::assembly::{
+    append_analytic_input, finish_analytic_result,
+};
+use crate::operations::modifying::boolean::operands::{
+    brep_face_source, full_planar_extrusion, prismatic_face_provenance, prismatic_gap,
+    prismatic_profile_sources, profiles_match, region_profiles, unique_sources,
+    PrismaticAxialSegment, PrismaticInput,
+};
+use crate::operations::modifying::boolean::types::{BooleanOp, BooleanResult};
+use crate::primitives;
+
+struct AxialProfile<'a> {
+    a_contours: &'a [Vec<Pt2>],
+    a_span: [f64; 2],
+    b_span: [f64; 2],
+}
+
+pub(crate) fn boolean_planar_extrusions(
+    a: &BrepEnvelope,
+    b: &BrepEnvelope,
+    operation: BooleanOp,
+    id: String,
+) -> Result<BooleanResult, GeometryError> {
+    let a = full_planar_extrusion(a)?;
+    let b = full_planar_extrusion(b)?;
+    let accuracy = Accuracy::combined(a.brep.accuracy, b.brep.accuracy);
+    if dot(a.frame.z, b.frame.z) < 1.0 - 1.0e-12 {
+        return Err(prismatic_gap());
+    }
+    let to_common = |contours: &[Vec<Point3>]| {
+        contours
+            .iter()
+            .map(|ring| {
+                ring.iter()
+                    .map(|point| {
+                        let local = a.frame.local(*point);
+                        Pt2::new(local[0], local[1])
+                    })
+                    .collect::<Vec<_>>()
+            })
+            .collect::<Vec<_>>()
+    };
+    let a_contours = to_common(&a.contours);
+    let b_contours = to_common(&b.contours);
+    let b_lo = dot(sub(b.frame.origin, a.frame.origin), a.frame.z);
+    let b_hi = b_lo + b.height;
+    if b.contours
+        .iter()
+        .flatten()
+        .any(|point| (a.frame.local(*point)[2] - b_lo).abs() > accuracy.geometric)
+    {
+        return Err(prismatic_gap());
+    }
+    let a_span = [0.0, a.height];
+    let b_span = [b_lo, b_hi];
+    let coextensive =
+        b_lo.abs() <= accuracy.geometric && (a.height - b_hi).abs() <= accuracy.geometric;
+    if !coextensive {
+        if !profiles_match(&a_contours, &b_contours, accuracy.geometric) {
+            return Err(prismatic_gap());
+        }
+        return axial_profile_boolean(
+            &a,
+            &b,
+            &AxialProfile {
+                a_contours: &a_contours,
+                a_span,
+                b_span,
+            },
+            operation,
+            id,
+            accuracy,
+        );
+    }
+    let planar_operation = match operation {
+        BooleanOp::Union => PlanarBooleanOp::Union,
+        BooleanOp::Intersection => PlanarBooleanOp::Intersection,
+        BooleanOp::Subtraction => PlanarBooleanOp::Subtraction,
+    };
+    let regions = boolean_oriented_regions(
+        &a_contours,
+        &b_contours,
+        planar_operation,
+        accuracy.intersection,
+    );
+    let out = region_solid(&a, &b, &regions, operation, id, accuracy)?;
+    finish_analytic_result(out, a.brep, b.brep, true, operation, false)
+}
+
+fn axial_profile_boolean(
+    a: &PrismaticInput<'_>,
+    b: &PrismaticInput<'_>,
+    profile: &AxialProfile<'_>,
+    operation: BooleanOp,
+    id: String,
+    accuracy: Accuracy,
+) -> Result<BooleanResult, GeometryError> {
+    let AxialProfile {
+        a_contours,
+        a_span,
+        b_span,
+    } = *profile;
+    let a_caps = [brep_face_source(a.brep, 1), brep_face_source(a.brep, 0)];
+    let b_caps = [brep_face_source(b.brep, 1), brep_face_source(b.brep, 0)];
+    let overlap = a_span[1].min(b_span[1]) - a_span[0].max(b_span[0]);
+    if overlap != 0.0 && overlap.abs() <= 4.0 * accuracy.geometric {
+        return Err(GeometryError::UnresolvedIntersection(
+            "profile extrusion axial overlap or clearance is below geometric resolution".into(),
+        ));
+    }
+    let segments = axial_segments(
+        operation, overlap, a_span, b_span, &a_caps, &b_caps, accuracy,
+    );
+    let out = axial_solid(a, b, a_contours, segments, id, accuracy)?;
+    finish_analytic_result(out, a.brep, b.brep, true, operation, overlap >= 0.0)
+}
+
+fn axial_segments(
+    operation: BooleanOp,
+    overlap: f64,
+    a_span: [f64; 2],
+    b_span: [f64; 2],
+    a_caps: &[FaceSource; 2],
+    b_caps: &[FaceSource; 2],
+    accuracy: Accuracy,
+) -> Vec<PrismaticAxialSegment> {
+    let mut segments = Vec::new();
+    match operation {
+        BooleanOp::Union if overlap >= 0.0 => {
+            let lo = a_span[0].min(b_span[0]);
+            let hi = a_span[1].max(b_span[1]);
+            segments.push(coincident_segment(
+                lo, hi, a_span, b_span, a_caps, b_caps, accuracy,
+            ));
+        }
+        BooleanOp::Union => {
+            for (span, caps, include_a_sides, include_b_sides) in [
+                (a_span, a_caps.clone(), true, false),
+                (b_span, b_caps.clone(), false, true),
+            ] {
+                segments.push(PrismaticAxialSegment {
+                    lo: span[0],
+                    hi: span[1],
+                    lower: preserved_cap(vec![caps[0].clone()]),
+                    upper: preserved_cap(vec![caps[1].clone()]),
+                    include_a_sides,
+                    include_b_sides,
+                    side_role: FaceRole::Preserved,
+                });
+            }
+        }
+        BooleanOp::Intersection if overlap > 0.0 => {
+            let lo = a_span[0].max(b_span[0]);
+            let hi = a_span[1].min(b_span[1]);
+            segments.push(coincident_segment(
+                lo, hi, a_span, b_span, a_caps, b_caps, accuracy,
+            ));
+        }
+        BooleanOp::Intersection => {}
+        BooleanOp::Subtraction if overlap <= 0.0 => {
+            segments.push(PrismaticAxialSegment {
+                lo: a_span[0],
+                hi: a_span[1],
+                lower: preserved_cap(vec![a_caps[0].clone()]),
+                upper: preserved_cap(vec![a_caps[1].clone()]),
+                include_a_sides: true,
+                include_b_sides: false,
+                side_role: FaceRole::Preserved,
+            });
+        }
+        BooleanOp::Subtraction => {
+            if b_span[0] > a_span[0] {
+                segments.push(segment_below_cutter(a_span, b_span, a_caps, b_caps));
+            }
+            if b_span[1] < a_span[1] {
+                segments.push(segment_above_cutter(a_span, b_span, a_caps, b_caps));
+            }
+        }
+    }
+    segments
+}
+
+fn coincident_segment(
+    lo: f64,
+    hi: f64,
+    a_span: [f64; 2],
+    b_span: [f64; 2],
+    a_caps: &[FaceSource; 2],
+    b_caps: &[FaceSource; 2],
+    accuracy: Accuracy,
+) -> PrismaticAxialSegment {
+    let lower = [
+        cap_at(lo, a_span, a_caps, accuracy),
+        cap_at(lo, b_span, b_caps, accuracy),
+    ]
+    .into_iter()
+    .flatten()
+    .collect();
+    let upper = [
+        cap_at(hi, a_span, a_caps, accuracy),
+        cap_at(hi, b_span, b_caps, accuracy),
+    ]
+    .into_iter()
+    .flatten()
+    .collect();
+    PrismaticAxialSegment {
+        lo,
+        hi,
+        lower: preserved_cap(lower),
+        upper: preserved_cap(upper),
+        include_a_sides: true,
+        include_b_sides: true,
+        side_role: FaceRole::Coincident,
+    }
+}
+
+fn cap_at(
+    boundary: f64,
+    span: [f64; 2],
+    caps: &[FaceSource; 2],
+    accuracy: Accuracy,
+) -> Option<FaceSource> {
+    if (boundary - span[0]).abs() <= accuracy.geometric {
+        Some(caps[0].clone())
+    } else if (boundary - span[1]).abs() <= accuracy.geometric {
+        Some(caps[1].clone())
+    } else {
+        None
+    }
+}
+
+fn preserved_cap(sources: Vec<FaceSource>) -> FaceProvenance {
+    let role = if sources.len() > 1 {
+        FaceRole::Coincident
+    } else {
+        FaceRole::Preserved
+    };
+    FaceProvenance {
+        sources,
+        role,
+        reversed: false,
+    }
+}
+
+fn segment_below_cutter(
+    a_span: [f64; 2],
+    b_span: [f64; 2],
+    a_caps: &[FaceSource; 2],
+    b_caps: &[FaceSource; 2],
+) -> PrismaticAxialSegment {
+    PrismaticAxialSegment {
+        lo: a_span[0],
+        hi: b_span[0].min(a_span[1]),
+        lower: preserved_cap(vec![a_caps[0].clone()]),
+        upper: FaceProvenance {
+            sources: vec![b_caps[0].clone()],
+            role: FaceRole::Cut,
+            reversed: true,
+        },
+        include_a_sides: true,
+        include_b_sides: false,
+        side_role: FaceRole::Split,
+    }
+}
+
+fn segment_above_cutter(
+    a_span: [f64; 2],
+    b_span: [f64; 2],
+    a_caps: &[FaceSource; 2],
+    b_caps: &[FaceSource; 2],
+) -> PrismaticAxialSegment {
+    PrismaticAxialSegment {
+        lo: b_span[1].max(a_span[0]),
+        hi: a_span[1],
+        lower: FaceProvenance {
+            sources: vec![b_caps[1].clone()],
+            role: FaceRole::Cut,
+            reversed: true,
+        },
+        upper: preserved_cap(vec![a_caps[1].clone()]),
+        include_a_sides: true,
+        include_b_sides: false,
+        side_role: FaceRole::Split,
+    }
+}
+
+fn axial_solid(
+    a: &PrismaticInput<'_>,
+    b: &PrismaticInput<'_>,
+    a_contours: &[Vec<Pt2>],
+    segments: Vec<PrismaticAxialSegment>,
+    id: String,
+    accuracy: Accuracy,
+) -> Result<BrepEnvelope, GeometryError> {
+    let outer = a_contours[0]
+        .iter()
+        .map(|point| [point.x, point.z])
+        .collect::<Vec<_>>();
+    let holes = a_contours[1..]
+        .iter()
+        .map(|ring| ring.iter().map(|point| [point.x, point.z]).collect())
+        .collect::<Vec<Vec<_>>>();
+    let mut out = BrepEnvelope::new(id, accuracy)?;
+    for (index, segment) in segments.into_iter().enumerate() {
+        let mut frame = a.frame;
+        frame.origin = a.frame.point([0.0, 0.0, segment.lo]);
+        let part = primitives::linear_extrusion(
+            format!("{}:axial-region-{index}", out.id),
+            frame,
+            outer.clone(),
+            holes.clone(),
+            segment.hi - segment.lo,
+            accuracy,
+        )?;
+        let face_offset = out.topology.faces.len() as u32;
+        append_analytic_input(&mut out, &part)?;
+        out.topology.faces[face_offset as usize].provenance = segment.upper;
+        out.topology.faces[(face_offset + 1) as usize].provenance = segment.lower;
+        let mut local_face = 2_u32;
+        for ring in a_contours {
+            for edge in 0..ring.len() {
+                let from = ring[edge];
+                let to = ring[(edge + 1) % ring.len()];
+                let mut sources = Vec::new();
+                if segment.include_a_sides {
+                    sources.extend(prismatic_profile_sources(
+                        a,
+                        a.frame,
+                        from,
+                        to,
+                        accuracy.geometric,
+                    ));
+                }
+                if segment.include_b_sides {
+                    sources.extend(prismatic_profile_sources(
+                        b,
+                        a.frame,
+                        from,
+                        to,
+                        accuracy.geometric,
+                    ));
+                }
+                let sources = unique_sources(sources);
+                if sources.is_empty() {
+                    return Err(GeometryError::InvalidTopology(
+                        "axial profile boolean produced a side without source ancestry".into(),
+                    ));
+                }
+                out.topology.faces[(face_offset + local_face) as usize].provenance =
+                    FaceProvenance {
+                        sources,
+                        role: segment.side_role,
+                        reversed: false,
+                    };
+                local_face += 1;
+            }
+        }
+    }
+    Ok(out)
+}
+
+fn region_solid(
+    a: &PrismaticInput<'_>,
+    b: &PrismaticInput<'_>,
+    regions: &[RingRegion],
+    operation: BooleanOp,
+    id: String,
+    accuracy: Accuracy,
+) -> Result<BrepEnvelope, GeometryError> {
+    let mut out = BrepEnvelope::new(id, accuracy)?;
+    for (region_index, region) in regions.iter().enumerate() {
+        let (outer, holes) = region_profiles(region);
+        let part = primitives::linear_extrusion(
+            format!("{}:region-{region_index}", out.id),
+            a.frame,
+            outer,
+            holes,
+            a.height,
+            accuracy,
+        )?;
+        let face_offset = out.topology.faces.len() as u32;
+        append_analytic_input(&mut out, &part)?;
+        let cap_sources = if operation == BooleanOp::Subtraction {
+            [
+                vec![brep_face_source(a.brep, 0)],
+                vec![brep_face_source(a.brep, 1)],
+            ]
+        } else {
+            [
+                vec![brep_face_source(a.brep, 0), brep_face_source(b.brep, 0)],
+                vec![brep_face_source(a.brep, 1), brep_face_source(b.brep, 1)],
+            ]
+        };
+        for local in 0..2 {
+            out.topology.faces[(face_offset + local) as usize].provenance = FaceProvenance {
+                sources: cap_sources[local as usize].clone(),
+                role: FaceRole::Split,
+                reversed: false,
+            };
+        }
+        let mut local_face = 2_u32;
+        for ring in std::iter::once(&region.outer).chain(&region.holes) {
+            for index in 0..ring.len() {
+                let from = a.frame.point([ring[index].x, ring[index].z, 0.0]);
+                let next = ring[(index + 1) % ring.len()];
+                let to = a.frame.point([next.x, next.z, 0.0]);
+                out.topology.faces[(face_offset + local_face) as usize].provenance =
+                    prismatic_face_provenance(a, b, from, to, operation, accuracy.geometric)?;
+                local_face += 1;
+            }
+        }
+    }
+    Ok(out)
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/handlers/rectilinear/grid/boundary.rs b/main/opengeometry/src/operations/modifying/boolean/handlers/rectilinear/grid/boundary.rs
new file mode 100644
index 0000000..29add37
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/handlers/rectilinear/grid/boundary.rs
@@ -0,0 +1,380 @@
+use super::cells::{flat_index, neighbor, GridArrangement};
+use crate::brep::{
+    boundary, padded_uv_bounds, unit, uv_line, BrepEnvelope, Builder, CurveGeometry, EdgeGeometry,
+    FaceProvenance, FaceRole, FaceSource, Frame3, GeometryError, Orientation, SurfaceGeometry, Use,
+};
+use crate::math::{dot, norm, scale, sub, Interval, Point3};
+use crate::operations::modifying::boolean::operands::{
+    containing_faces, source, BoxInput, GridPoint,
+};
+use crate::operations::modifying::boolean::types::BooleanOp;
+use std::collections::BTreeMap;
+
+struct GridBoundary {
+    builder: Builder,
+    vertex_ids: BTreeMap<(usize, GridPoint), u32>,
+    edge_ids: BTreeMap<(usize, GridPoint, GridPoint), u32>,
+    face_components: Vec<usize>,
+    volumes: Vec<f64>,
+}
+
+pub(super) struct BoundaryFaces {
+    pub(super) brep: BrepEnvelope,
+    pub(super) face_components: Vec<usize>,
+    pub(super) volumes: Vec<f64>,
+}
+
+struct FaceOwner<'a> {
+    input: &'a BoxInput<'a>,
+    source_face: usize,
+    reversed: bool,
+    cutter: bool,
+    lo: Point3,
+    hi: Point3,
+}
+
+pub(super) fn boundary_faces(
+    arrangement: &GridArrangement<'_>,
+    material: &[bool],
+    components: &[usize],
+    id: String,
+) -> Result<BoundaryFaces, GeometryError> {
+    let &GridArrangement { n, accuracy, .. } = arrangement;
+    let mut state = GridBoundary {
+        builder: Builder::new(id, accuracy)?,
+        vertex_ids: BTreeMap::new(),
+        edge_ids: BTreeMap::new(),
+        face_components: Vec::new(),
+        volumes: Vec::new(),
+    };
+    for x in 0..n[0] {
+        for y in 0..n[1] {
+            for z in 0..n[2] {
+                let p = [x, y, z];
+                let cell = flat_index(p, n);
+                if !material[cell] {
+                    continue;
+                }
+                let component = components[cell];
+                for axis in 0..3 {
+                    for upper in [false, true] {
+                        if neighbor(p, axis, upper, n).is_some_and(|q| material[flat_index(q, n)]) {
+                            continue;
+                        }
+                        add_boundary_face(&mut state, arrangement, p, axis, upper, component)?;
+                    }
+                }
+            }
+        }
+    }
+    Ok(BoundaryFaces {
+        brep: state.builder.brep,
+        face_components: state.face_components,
+        volumes: state.volumes,
+    })
+}
+
+fn add_boundary_face(
+    state: &mut GridBoundary,
+    arrangement: &GridArrangement<'_>,
+    p: GridPoint,
+    axis: usize,
+    upper: bool,
+    component: usize,
+) -> Result<(), GeometryError> {
+    let &GridArrangement {
+        a,
+        grid,
+        canonical_boxes,
+        operation,
+        ..
+    } = arrangement;
+    let coordinate = grid[axis][p[axis] + usize::from(upper)];
+    let mut center: Point3 =
+        std::array::from_fn(|i| grid[i][p[i]] + (grid[i][p[i] + 1] - grid[i][p[i]]) / 2.0);
+    center[axis] = coordinate;
+    let mut sources = Vec::new();
+    let normal_sign = if upper { 1.0 } else { -1.0 };
+    let FaceOwner {
+        input,
+        source_face,
+        reversed,
+        cutter,
+        lo,
+        hi,
+    } = face_owner(
+        &mut sources,
+        arrangement,
+        axis,
+        upper,
+        coordinate,
+        center,
+        normal_sign,
+    )?;
+    let surface = input.brep.geometry.surfaces
+        [input.brep.topology.faces[source_face].surface as usize]
+        .clone();
+    let face_frame = *surface.frame();
+    let u = (axis + 1) % 3;
+    let v = (axis + 2) % 3;
+    let corners = face_corners(p, axis, upper, u, v);
+    let (uses, bounds) = face_uses(state, arrangement, component, corners, face_frame)?;
+    let face = add_side_face(state, input, source_face, surface, bounds, uses)?;
+    let whole = canonical_boxes
+        && [u, v]
+            .into_iter()
+            .all(|i| grid[i][p[i]] == lo[i] && grid[i][p[i] + 1] == hi[i]);
+    let surface_reversed = if canonical_boxes {
+        reversed
+    } else {
+        dot(
+            face_frame.z,
+            scale([a.frame.x, a.frame.y, a.frame.z][axis], normal_sign),
+        ) < 0.0
+    };
+    state.builder.brep.topology.faces[face].sense = if surface_reversed {
+        Orientation::Reverse
+    } else {
+        Orientation::Forward
+    };
+    state.builder.brep.topology.faces[face].provenance =
+        side_provenance(sources, reversed, cutter, operation, whole);
+    state.face_components.push(component);
+    state.volumes.push(
+        normal_sign
+            * coordinate
+            * (grid[u][p[u] + 1] - grid[u][p[u]])
+            * (grid[v][p[v] + 1] - grid[v][p[v]])
+            / 3.0,
+    );
+    Ok(())
+}
+
+fn face_owner<'a>(
+    sources: &mut Vec<FaceSource>,
+    arrangement: &GridArrangement<'a>,
+    axis: usize,
+    upper: bool,
+    coordinate: f64,
+    center: Point3,
+    normal_sign: f64,
+) -> Result<FaceOwner<'a>, GeometryError> {
+    let &GridArrangement {
+        a,
+        b,
+        alo,
+        ahi,
+        blo,
+        bhi,
+        canonical_boxes,
+        operation,
+        accuracy,
+        ..
+    } = arrangement;
+    let mut owner = None;
+    for (input, lo, hi, cutter) in [(a, alo, ahi, false), (b, blo, bhi, true)] {
+        let faces = if canonical_boxes {
+            [false, true]
+                .into_iter()
+                .filter_map(|side| {
+                    let plane = if side { hi[axis] } else { lo[axis] };
+                    (coordinate == plane
+                        && (0..3)
+                            .filter(|i| *i != axis)
+                            .all(|i| center[i] > lo[i] && center[i] < hi[i]))
+                    .then_some((face_index(axis, side), side != upper))
+                })
+                .collect::<Vec<_>>()
+        } else {
+            containing_faces(
+                input,
+                a.frame.point(center),
+                scale([a.frame.x, a.frame.y, a.frame.z][axis], normal_sign),
+                accuracy.intersection,
+            )?
+        };
+        for (face, reversed) in faces {
+            if !reversed || (operation == BooleanOp::Subtraction && cutter) {
+                sources.push(source(input, face));
+                if owner.is_none() {
+                    owner = Some((input, face, reversed, cutter, lo, hi));
+                }
+            }
+        }
+    }
+    let (input, source_face, reversed, cutter, lo, hi) = owner.ok_or_else(|| {
+        GeometryError::InvalidTopology("cuboid boundary has no input-face ancestry".into())
+    })?;
+    Ok(FaceOwner {
+        input,
+        source_face,
+        reversed,
+        cutter,
+        lo,
+        hi,
+    })
+}
+
+fn face_index(axis: usize, upper: bool) -> usize {
+    match axis {
+        0 => 2 + usize::from(upper),
+        1 => 4 + usize::from(upper),
+        _ => usize::from(upper),
+    }
+}
+
+fn face_corners(p: GridPoint, axis: usize, upper: bool, u: usize, v: usize) -> [GridPoint; 4] {
+    let mut corners = [[0; 3]; 4];
+    for (i, (du, dv)) in [(0, 0), (1, 0), (1, 1), (0, 1)].into_iter().enumerate() {
+        corners[i] = p;
+        corners[i][axis] += usize::from(upper);
+        corners[i][u] += du;
+        corners[i][v] += dv;
+    }
+    if !upper {
+        corners.reverse();
+    }
+    corners
+}
+
+fn face_uses(
+    state: &mut GridBoundary,
+    arrangement: &GridArrangement<'_>,
+    component: usize,
+    corners: [GridPoint; 4],
+    face_frame: Frame3,
+) -> Result<(Vec<Use>, [[f64; 2]; 2]), GeometryError> {
+    let &GridArrangement {
+        a, grid, accuracy, ..
+    } = arrangement;
+    let local = corners.map(|q| std::array::from_fn(|i| grid[i][q[i]]));
+    let points = local.map(|q| a.frame.point(q));
+    let mut vids = [0; 4];
+    for i in 0..4 {
+        vids[i] = *state
+            .vertex_ids
+            .entry((component, corners[i]))
+            .or_insert_with(|| state.builder.vertex(points[i]));
+    }
+    let mut uses = Vec::new();
+    for i in 0..4 {
+        let j = (i + 1) % 4;
+        let (from, to) = if corners[i] < corners[j] {
+            (i, j)
+        } else {
+            (j, i)
+        };
+        let key = (component, corners[from], corners[to]);
+        let edge = grid_edge(state, key, points, from, to)?;
+        let EdgeGeometry::Curve { curve, .. } =
+            state.builder.brep.topology.edges[edge as usize].geometry
+        else {
+            return Err(GeometryError::InvalidTopology(
+                "cuboid edge is not a line".into(),
+            ));
+        };
+        let CurveGeometry::Line { origin, direction } =
+            state.builder.brep.geometry.curves[curve as usize]
+        else {
+            return Err(GeometryError::InvalidTopology(
+                "cuboid curve is not a line".into(),
+            ));
+        };
+        let uv = face_frame.local(origin);
+        uses.push(boundary(
+            edge,
+            vids[i],
+            vids[j],
+            if i == from {
+                Orientation::Forward
+            } else {
+                Orientation::Reverse
+            },
+            uv_line(
+                [uv[0], uv[1]],
+                [dot(direction, face_frame.x), dot(direction, face_frame.y)],
+            ),
+        ));
+    }
+    let bounds = padded_uv_bounds(
+        points.map(|point| face_frame.local(point)),
+        accuracy.geometric,
+    );
+    Ok((uses, bounds))
+}
+
+fn grid_edge(
+    state: &mut GridBoundary,
+    key: (usize, GridPoint, GridPoint),
+    points: [Point3; 4],
+    from: usize,
+    to: usize,
+) -> Result<u32, GeometryError> {
+    let edge = if let Some(&edge) = state.edge_ids.get(&key) {
+        edge
+    } else {
+        let delta = sub(points[to], points[from]);
+        let length = norm(delta);
+        let edge = state.builder.edge(
+            CurveGeometry::Line {
+                origin: points[from],
+                direction: unit(delta)?,
+            },
+            Interval::new(0.0, length)?,
+            false,
+        );
+        state.edge_ids.insert(key, edge);
+        edge
+    };
+    Ok(edge)
+}
+
+fn add_side_face(
+    state: &mut GridBoundary,
+    input: &BoxInput<'_>,
+    source_face: usize,
+    surface: SurfaceGeometry,
+    bounds: [[f64; 2]; 2],
+    uses: Vec<Use>,
+) -> Result<usize, GeometryError> {
+    let face = state.builder.brep.topology.faces.len();
+    state
+        .builder
+        .face(
+            &format!("{}-{face}", input.brep.topology.faces[source_face].key),
+            surface,
+            bounds,
+            uses,
+        )
+        .map_err(|error| match error {
+            GeometryError::InvalidTopology(message) if message == "nonmanifold primitive edge" => {
+                GeometryError::UnresolvedIntersection(
+                    "cuboid boundary contains an unresolved contact event".into(),
+                )
+            }
+            other => other,
+        })?;
+    Ok(face)
+}
+
+fn side_provenance(
+    sources: Vec<FaceSource>,
+    reversed: bool,
+    cutter: bool,
+    operation: BooleanOp,
+    whole: bool,
+) -> FaceProvenance {
+    FaceProvenance {
+        role: if sources.len() > 1 {
+            FaceRole::Coincident
+        } else if cutter && operation == BooleanOp::Subtraction {
+            FaceRole::Cut
+        } else if whole {
+            FaceRole::Preserved
+        } else {
+            FaceRole::Split
+        },
+        sources,
+        reversed,
+    }
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/handlers/rectilinear/grid/cells.rs b/main/opengeometry/src/operations/modifying/boolean/handlers/rectilinear/grid/cells.rs
new file mode 100644
index 0000000..1c1e011
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/handlers/rectilinear/grid/cells.rs
@@ -0,0 +1,127 @@
+use crate::brep::{Accuracy, GeometryError};
+use crate::math::Point3;
+use crate::operations::modifying::boolean::operands::{classified_inside, BoxInput, GridPoint};
+use crate::operations::modifying::boolean::types::BooleanOp;
+use std::collections::VecDeque;
+
+pub(super) struct GridArrangement<'a> {
+    pub(super) a: &'a BoxInput<'a>,
+    pub(super) b: &'a BoxInput<'a>,
+    pub(super) grid: &'a [Vec<f64>; 3],
+    pub(super) n: GridPoint,
+    pub(super) alo: Point3,
+    pub(super) ahi: Point3,
+    pub(super) blo: Point3,
+    pub(super) bhi: Point3,
+    pub(super) canonical_boxes: bool,
+    pub(super) operation: BooleanOp,
+    pub(super) accuracy: Accuracy,
+}
+
+pub(super) fn material_cells(
+    arrangement: &GridArrangement<'_>,
+    count: usize,
+) -> Result<Vec<bool>, GeometryError> {
+    let &GridArrangement {
+        a,
+        b,
+        grid,
+        n,
+        alo,
+        ahi,
+        blo,
+        bhi,
+        canonical_boxes,
+        operation,
+        ..
+    } = arrangement;
+    let mut material = vec![false; count];
+    for x in 0..n[0] {
+        for y in 0..n[1] {
+            for z in 0..n[2] {
+                let p = [x, y, z];
+                let center = std::array::from_fn(|i| {
+                    grid[i][p[i]] + (grid[i][p[i] + 1] - grid[i][p[i]]) / 2.0
+                });
+                let ia = if canonical_boxes {
+                    inside(center, alo, ahi)
+                } else {
+                    classified_inside(a.brep, a.frame.point(center))?
+                };
+                let ib = if canonical_boxes {
+                    inside(center, blo, bhi)
+                } else {
+                    classified_inside(b.brep, a.frame.point(center))?
+                };
+                material[flat_index(p, n)] = match operation {
+                    BooleanOp::Union => ia || ib,
+                    BooleanOp::Intersection => ia && ib,
+                    BooleanOp::Subtraction => ia && !ib,
+                };
+            }
+        }
+    }
+    Ok(material)
+}
+
+fn inside(point: Point3, lo: Point3, hi: Point3) -> bool {
+    (0..3).all(|i| point[i] > lo[i] && point[i] < hi[i])
+}
+
+pub(super) fn flat_index(p: GridPoint, n: GridPoint) -> usize {
+    (p[0] * n[1] + p[1]) * n[2] + p[2]
+}
+
+pub(super) fn material_components(
+    material: &[bool],
+    n: GridPoint,
+    count: usize,
+) -> (Vec<usize>, usize) {
+    let mut components = vec![usize::MAX; count];
+    let mut component_count = 0;
+    for x in 0..n[0] {
+        for y in 0..n[1] {
+            for z in 0..n[2] {
+                let p = [x, y, z];
+                let index = flat_index(p, n);
+                if !material[index] || components[index] != usize::MAX {
+                    continue;
+                }
+                components[index] = component_count;
+                let mut queue = VecDeque::from([p]);
+                while let Some(cell) = queue.pop_front() {
+                    for axis in 0..3 {
+                        for upper in [false, true] {
+                            if let Some(adjacent) = neighbor(cell, axis, upper, n) {
+                                let j = flat_index(adjacent, n);
+                                if material[j] && components[j] == usize::MAX {
+                                    components[j] = component_count;
+                                    queue.push_back(adjacent);
+                                }
+                            }
+                        }
+                    }
+                }
+                component_count += 1;
+            }
+        }
+    }
+    (components, component_count)
+}
+
+pub(super) fn neighbor(
+    mut p: GridPoint,
+    axis: usize,
+    upper: bool,
+    n: GridPoint,
+) -> Option<GridPoint> {
+    if upper {
+        p[axis] += 1;
+        if p[axis] >= n[axis] {
+            return None;
+        }
+    } else {
+        p[axis] = p[axis].checked_sub(1)?;
+    }
+    Some(p)
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/handlers/rectilinear/grid/mod.rs b/main/opengeometry/src/operations/modifying/boolean/handlers/rectilinear/grid/mod.rs
new file mode 100644
index 0000000..ede51c3
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/handlers/rectilinear/grid/mod.rs
@@ -0,0 +1,276 @@
+mod boundary;
+mod cells;
+
+use crate::brep::{Accuracy, BrepEnvelope, GeometryError, Shell, SolidRegion};
+use crate::math::{norm, Point3};
+use crate::operations::modifying::boolean::operands::{coverage, source, BoxInput};
+use crate::operations::modifying::boolean::types::{
+    BooleanOp, BooleanReport, BooleanResult, FaceMapping,
+};
+use boundary::{boundary_faces, BoundaryFaces};
+use cells::{material_cells, material_components, GridArrangement};
+use std::collections::VecDeque;
+
+pub(crate) fn boolean_grid(
+    a: BoxInput<'_>,
+    b: BoxInput<'_>,
+    operation: BooleanOp,
+    id: String,
+    canonical_boxes: bool,
+) -> Result<BooleanResult, GeometryError> {
+    if [a.frame.x, a.frame.y, a.frame.z] != [b.frame.x, b.frame.y, b.frame.z] {
+        return Err(coverage());
+    }
+    let accuracy = Accuracy::combined(a.brep.accuracy, b.brep.accuracy);
+    let alo = [0.0; 3];
+    let ahi = a.size;
+    let blo = a.frame.local(b.frame.origin);
+    let bhi: Point3 = std::array::from_fn(|i| blo[i] + b.size[i]);
+    if blo.into_iter().chain(bhi).any(|value| !value.is_finite()) {
+        return Err(GeometryError::UnresolvedIntersection(
+            "cuboid relative coordinates exceed numerical range".into(),
+        ));
+    }
+    let mut grid: [Vec<f64>; 3] = std::array::from_fn(|i| vec![alo[i], ahi[i], blo[i], bhi[i]]);
+    if !canonical_boxes {
+        for input in [&a, &b] {
+            for vertex in &input.brep.topology.vertices {
+                let point = a.frame.local(vertex.position);
+                for axis in 0..3 {
+                    grid[axis].push(point[axis]);
+                }
+            }
+        }
+    }
+    deduplicate_grid(&mut grid, &a, &b, accuracy)?;
+    let alo = snapped_point(&grid, alo);
+    let ahi = snapped_point(&grid, ahi);
+    let blo = snapped_point(&grid, blo);
+    let bhi = snapped_point(&grid, bhi);
+    let coincident = alo == blo && ahi == bhi;
+    let overlap_lo: Point3 = std::array::from_fn(|i| alo[i].max(blo[i]));
+    let overlap_hi: Point3 = std::array::from_fn(|i| ahi[i].min(bhi[i]));
+    let contacts = contact_points(&a, overlap_lo, overlap_hi);
+    let n = grid.each_ref().map(|g| g.len() - 1);
+    let count = n
+        .into_iter()
+        .try_fold(1usize, |product, cells| product.checked_mul(cells))
+        .filter(|count| *count <= 2_000_000)
+        .ok_or_else(|| {
+            GeometryError::LimitExceeded(
+                "rectilinear Boolean grid exceeds two million cells".into(),
+            )
+        })?;
+    let arrangement = GridArrangement {
+        a: &a,
+        b: &b,
+        grid: &grid,
+        n,
+        alo,
+        ahi,
+        blo,
+        bhi,
+        canonical_boxes,
+        operation,
+        accuracy,
+    };
+    let material = material_cells(&arrangement, count)?;
+    let (components, component_count) = material_components(&material, n, count);
+    let BoundaryFaces {
+        brep: mut out,
+        face_components,
+        volumes,
+    } = boundary_faces(&arrangement, &material, &components, id)?;
+    add_grid_shells(&mut out, &face_components, &volumes, component_count)?;
+    finish_grid_result(out, &a, &b, operation, contacts, coincident)
+}
+
+fn deduplicate_grid(
+    grid: &mut [Vec<f64>; 3],
+    a: &BoxInput<'_>,
+    b: &BoxInput<'_>,
+    accuracy: Accuracy,
+) -> Result<(), GeometryError> {
+    let magnitude = [a.frame.origin, b.frame.origin]
+        .into_iter()
+        .map(norm)
+        .fold(0.0_f64, f64::max)
+        .max(a.size.into_iter().fold(0.0_f64, f64::max))
+        .max(b.size.into_iter().fold(0.0_f64, f64::max));
+    let noise = (256.0 * f64::EPSILON * magnitude).min(accuracy.intersection / 8.0);
+    for values in grid {
+        values.sort_by(f64::total_cmp);
+        let mut unique: Vec<f64> = Vec::new();
+        for &value in values.iter() {
+            if let Some(last) = unique.last() {
+                let gap = value - last;
+                if gap <= noise {
+                    continue;
+                }
+                if gap <= 4.0 * accuracy.geometric {
+                    return Err(GeometryError::UnresolvedIntersection(
+                        "cuboid arrangement contains sub-tolerance features".into(),
+                    ));
+                }
+            }
+            unique.push(value);
+        }
+        *values = unique;
+    }
+    Ok(())
+}
+
+fn snapped_point(grid: &[Vec<f64>; 3], p: Point3) -> Point3 {
+    std::array::from_fn(|i| {
+        grid[i]
+            .iter()
+            .copied()
+            .min_by(|x, y| (x - p[i]).abs().total_cmp(&(y - p[i]).abs()))
+            .unwrap_or(p[i])
+    })
+}
+
+fn contact_points(a: &BoxInput<'_>, overlap_lo: Point3, overlap_hi: Point3) -> Vec<Point3> {
+    let mut contacts = Vec::new();
+    if (0..3).all(|i| overlap_lo[i] <= overlap_hi[i])
+        && (0..3).any(|i| overlap_lo[i] == overlap_hi[i])
+    {
+        for mask in 0..8 {
+            let point = a.frame.point(std::array::from_fn(|i| {
+                if mask & (1 << i) == 0 {
+                    overlap_lo[i]
+                } else {
+                    overlap_hi[i]
+                }
+            }));
+            if !contacts.contains(&point) {
+                contacts.push(point);
+            }
+        }
+    }
+    contacts
+}
+
+fn add_grid_shells(
+    out: &mut BrepEnvelope,
+    face_components: &[usize],
+    volumes: &[f64],
+    component_count: usize,
+) -> Result<(), GeometryError> {
+    let mut assigned = vec![false; out.topology.faces.len()];
+    let mut outer = vec![None; component_count];
+    let mut cavities = vec![Vec::new(); component_count];
+    for start in 0..out.topology.faces.len() {
+        if assigned[start] {
+            continue;
+        }
+        let shell = out.topology.shells.len() as u32;
+        let component = face_components[start];
+        let mut faces = Vec::new();
+        let mut volume = 0.0;
+        assigned[start] = true;
+        let mut queue = VecDeque::from([start]);
+        while let Some(face) = queue.pop_front() {
+            volume += volumes[face];
+            faces.push(face as u32);
+            out.topology.faces[face].shell_ref = Some(shell);
+            for h in out
+                .topology
+                .halfedges
+                .iter()
+                .filter(|h| h.face == Some(face as u32))
+            {
+                let twin = h.twin.ok_or_else(|| {
+                    GeometryError::InvalidTopology("open cuboid boolean boundary".into())
+                })?;
+                let adjacent = out.topology.halfedges[twin as usize].face.ok_or_else(|| {
+                    GeometryError::InvalidTopology("cuboid twin has no face".into())
+                })? as usize;
+                if face_components[adjacent] != component {
+                    return Err(GeometryError::InvalidTopology(
+                        "cuboid contact incorrectly sewed separate material components".into(),
+                    ));
+                }
+                if !assigned[adjacent] {
+                    assigned[adjacent] = true;
+                    queue.push_back(adjacent);
+                }
+            }
+        }
+        out.topology.shells.push(Shell {
+            id: shell,
+            faces,
+            is_closed: true,
+        });
+        if volume > 0.0 {
+            if outer[component].replace(shell).is_some() {
+                return Err(GeometryError::UnresolvedIntersection(
+                    "cuboid material component has multiple outer shells".into(),
+                ));
+            }
+        } else if volume < 0.0 {
+            cavities[component].push(shell);
+        } else {
+            return Err(GeometryError::UnresolvedIntersection(
+                "cuboid shell volume is unresolved".into(),
+            ));
+        }
+    }
+    for (component, shell) in outer.into_iter().enumerate() {
+        out.solids.push(SolidRegion {
+            outer_shell: shell.ok_or_else(|| {
+                GeometryError::InvalidTopology("cuboid material has no outer shell".into())
+            })?,
+            cavity_shells: cavities[component].clone(),
+        });
+    }
+    Ok(())
+}
+
+fn finish_grid_result(
+    mut out: BrepEnvelope,
+    a: &BoxInput<'_>,
+    b: &BoxInput<'_>,
+    operation: BooleanOp,
+    contacts: Vec<Point3>,
+    coincident: bool,
+) -> Result<BooleanResult, GeometryError> {
+    out.revision = a
+        .brep
+        .revision
+        .max(b.brep.revision)
+        .checked_add(1)
+        .ok_or_else(|| GeometryError::LimitExceeded("boolean revision overflow".into()))?;
+    out.validate()?;
+    let face_mappings = [a, b]
+        .into_iter()
+        .flat_map(|input| (0..input.brep.topology.faces.len()).map(move |face| source(input, face)))
+        .map(|source| FaceMapping {
+            result_faces: out
+                .topology
+                .faces
+                .iter()
+                .filter(|face| {
+                    face.provenance.sources.iter().any(|s| {
+                        s.entity == source.entity
+                            && s.body == source.body
+                            && s.key == source.key
+                            && s.face == source.face
+                    })
+                })
+                .map(|face| face.id)
+                .collect(),
+            source,
+        })
+        .collect();
+    Ok(BooleanResult {
+        report: BooleanReport {
+            operation,
+            quality: out.quality.clone(),
+            contacts,
+            coincident,
+            face_mappings,
+        },
+        brep: out,
+    })
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/handlers/rectilinear/mod.rs b/main/opengeometry/src/operations/modifying/boolean/handlers/rectilinear/mod.rs
new file mode 100644
index 0000000..3dc5f6e
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/handlers/rectilinear/mod.rs
@@ -0,0 +1,22 @@
+mod grid;
+
+pub(super) use grid::boolean_grid;
+
+use crate::brep::{BrepEnvelope, GeometryError, SurfaceGeometry};
+use crate::operations::modifying::boolean::operands::{coverage, rectilinear_input};
+use crate::operations::modifying::boolean::types::{BooleanOp, BooleanResult};
+
+pub(crate) fn boolean_rectilinear(
+    a: &BrepEnvelope,
+    b: &BrepEnvelope,
+    operation: BooleanOp,
+    id: String,
+) -> Result<BooleanResult, GeometryError> {
+    let axes = match b.geometry.surfaces.first() {
+        Some(SurfaceGeometry::Plane { frame }) => *frame,
+        _ => return Err(coverage()),
+    };
+    let a = rectilinear_input(a, axes)?;
+    let b = rectilinear_input(b, axes)?;
+    boolean_grid(a, b, operation, id, false)
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/handlers/sphere_box.rs b/main/opengeometry/src/operations/modifying/boolean/handlers/sphere_box.rs
new file mode 100644
index 0000000..6f0fa9e
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/handlers/sphere_box.rs
@@ -0,0 +1,333 @@
+use super::containment::analytic_containment_boolean;
+use crate::brep::{
+    boundary, plane_boundary, Accuracy, BrepEnvelope, Builder, CurveGeometry, FaceRole, Frame3,
+    GeometryError, Orientation, PcurveGeometry, SurfaceGeometry, Use,
+};
+use crate::math::{norm, scale, sub, Interval, Point3};
+use crate::operations::modifying::boolean::assembly::{
+    add_box_faces, box_source, face_provenance, finish_analytic_result, patch, SpherePatch,
+};
+use crate::operations::modifying::boolean::operands::{
+    full_box, full_sphere, BoxInput, SphereInput,
+};
+use crate::operations::modifying::boolean::types::{BooleanOp, BooleanResult};
+use crate::primitives::add_box_corners;
+
+struct CrossedFace {
+    axis: usize,
+    upper: bool,
+    signed_plane: f64,
+}
+
+struct CapCircle {
+    cap_frame: Frame3,
+    latitude: f64,
+    circle_frame: Frame3,
+    circle_radius: f64,
+    entry_face: usize,
+}
+
+pub(crate) fn sphere_box_boolean(
+    a: &BrepEnvelope,
+    b: &BrepEnvelope,
+    operation: BooleanOp,
+    id: String,
+) -> Result<BooleanResult, GeometryError> {
+    let (sphere, box_, sphere_is_a) = if matches!(
+        a.geometry.surfaces.first(),
+        Some(SurfaceGeometry::Sphere { .. })
+    ) {
+        (full_sphere(a)?, full_box(b)?, true)
+    } else {
+        (full_sphere(b)?, full_box(a)?, false)
+    };
+    let clearance = 4.0
+        * sphere
+            .brep
+            .accuracy
+            .geometric
+            .max(box_.brep.accuracy.geometric);
+    let center = box_.frame.local(sphere.frame.origin);
+    let sphere_margin = (0..3).fold(f64::INFINITY, |margin, axis| {
+        margin
+            .min(center[axis] - sphere.radius)
+            .min(box_.size[axis] - center[axis] - sphere.radius)
+    });
+    let mut farthest: f64 = 0.0;
+    for corner in 0..8 {
+        let point = box_.frame.point(std::array::from_fn(|axis| {
+            if corner & (1 << axis) == 0 {
+                0.0
+            } else {
+                box_.size[axis]
+            }
+        }));
+        farthest = farthest.max(norm(sub(point, sphere.frame.origin)));
+    }
+    let box_margin = sphere.radius - farthest;
+    let sphere_inside_box = sphere_margin > clearance;
+    let box_inside_sphere = box_margin > clearance;
+    if sphere_inside_box || box_inside_sphere {
+        let b_inside_a = if sphere_is_a {
+            box_inside_sphere
+        } else {
+            sphere_inside_box
+        };
+        return analytic_containment_boolean(a, b, b_inside_a, operation, id);
+    }
+    if sphere_margin.abs() <= clearance || box_margin.abs() <= clearance {
+        return Err(GeometryError::UnresolvedIntersection(
+            "sphere/cuboid containment boundary is below geometric resolution".into(),
+        ));
+    }
+    single_face_sphere_box_boolean(&sphere, &box_, sphere_is_a, operation, id, clearance)
+}
+
+fn single_face_sphere_box_boolean(
+    sphere: &SphereInput<'_>,
+    box_: &BoxInput<'_>,
+    sphere_is_a: bool,
+    operation: BooleanOp,
+    id: String,
+    clearance: f64,
+) -> Result<BooleanResult, GeometryError> {
+    let accuracy = Accuracy::combined(sphere.brep.accuracy, box_.brep.accuracy);
+    let center = box_.frame.local(sphere.frame.origin);
+    let box_axes = [box_.frame.x, box_.frame.y, box_.frame.z];
+    let CrossedFace {
+        axis,
+        upper,
+        signed_plane,
+    } = crossed_face_plane(sphere, box_, center, clearance)?;
+    let cap = cap_circle(sphere, box_axes, axis, upper, signed_plane, clearance)?;
+    let mut builder = Builder::new(id, accuracy)?;
+    let circle_vertex = builder.vertex(cap.circle_frame.point([cap.circle_radius, 0.0, 0.0]));
+    let circle_edge = builder.edge(
+        CurveGeometry::Circle {
+            frame: cap.circle_frame,
+            radius: cap.circle_radius,
+        },
+        Interval::new(0.0, std::f64::consts::TAU)?,
+        false,
+    );
+
+    if operation == BooleanOp::Intersection || (operation == BooleanOp::Subtraction && sphere_is_a)
+    {
+        add_closed_sphere_cap(
+            &mut builder,
+            sphere,
+            box_,
+            operation,
+            &cap,
+            (circle_vertex, circle_edge),
+        )?;
+    } else {
+        let corners = add_box_corners(&mut builder, box_.frame, box_.size, box_axes)?;
+        add_box_faces(
+            &mut builder,
+            box_,
+            &corners,
+            accuracy,
+            |builder, face_index, face_frame| {
+                entry_hole(
+                    builder,
+                    face_frame,
+                    face_index == cap.entry_face,
+                    (circle_vertex, circle_edge),
+                )
+            },
+            |face_index| face_index == cap.entry_face,
+        )?;
+        patch(
+            &mut builder,
+            sphere,
+            &SpherePatch {
+                frame: cap.cap_frame,
+                latitude: cap.latitude,
+                north: operation == BooleanOp::Subtraction,
+                shared_edge: circle_edge,
+                shared_vertex: circle_vertex,
+            },
+            operation == BooleanOp::Subtraction,
+        )?;
+    }
+
+    let out = builder.finish_solid()?;
+    finish_analytic_result(out, sphere.brep, box_.brep, sphere_is_a, operation, false)
+}
+
+fn crossed_face_plane(
+    sphere: &SphereInput<'_>,
+    box_: &BoxInput<'_>,
+    center: Point3,
+    clearance: f64,
+) -> Result<CrossedFace, GeometryError> {
+    let mut crossings = Vec::new();
+    for axis in 0..3 {
+        for upper in [false, true] {
+            let signed_plane = if upper {
+                center[axis] - box_.size[axis]
+            } else {
+                -center[axis]
+            };
+            let separation = signed_plane.abs() - sphere.radius;
+            if separation.abs() <= clearance {
+                return Err(GeometryError::UnresolvedIntersection(
+                    "sphere is tangent to a cuboid face within geometric resolution".into(),
+                ));
+            }
+            if separation < 0.0 {
+                crossings.push((axis, upper, signed_plane));
+            } else if signed_plane > sphere.radius {
+                return Err(GeometryError::CoverageGap {
+                    families: ["sphere".into(), "cuboid".into()],
+                });
+            }
+        }
+    }
+    let [(axis, upper, signed_plane)] = crossings.as_slice() else {
+        return Err(GeometryError::CoverageGap {
+            families: ["sphere".into(), "multi-face cuboid intersection".into()],
+        });
+    };
+    Ok(CrossedFace {
+        axis: *axis,
+        upper: *upper,
+        signed_plane: *signed_plane,
+    })
+}
+
+fn cap_circle(
+    sphere: &SphereInput<'_>,
+    box_axes: [Point3; 3],
+    axis: usize,
+    upper: bool,
+    signed_plane: f64,
+    clearance: f64,
+) -> Result<CapCircle, GeometryError> {
+    let inward = if upper {
+        scale(box_axes[axis], -1.0)
+    } else {
+        box_axes[axis]
+    };
+    let tangent_axis = match axis {
+        0 => box_axes[1],
+        _ => box_axes[0],
+    };
+    let cap_frame = Frame3::from_axis(sphere.frame.origin, inward, tangent_axis)?;
+    let latitude = (signed_plane / sphere.radius).asin();
+    let circle_radius =
+        ((sphere.radius - signed_plane.abs()) * (sphere.radius + signed_plane.abs())).sqrt();
+    if circle_radius <= clearance {
+        return Err(GeometryError::UnresolvedIntersection(
+            "sphere/cuboid intersection circle is below geometric resolution".into(),
+        ));
+    }
+    let circle_frame = Frame3 {
+        origin: cap_frame.point([0.0, 0.0, signed_plane]),
+        ..cap_frame
+    };
+    let entry_face = match axis {
+        0 => 2 + usize::from(upper),
+        1 => 4 + usize::from(upper),
+        _ => usize::from(upper),
+    };
+    Ok(CapCircle {
+        cap_frame,
+        latitude,
+        circle_frame,
+        circle_radius,
+        entry_face,
+    })
+}
+
+fn add_closed_sphere_cap(
+    builder: &mut Builder,
+    sphere: &SphereInput<'_>,
+    box_: &BoxInput<'_>,
+    operation: BooleanOp,
+    cap: &CapCircle,
+    circle: (u32, u32),
+) -> Result<(), GeometryError> {
+    let (circle_vertex, circle_edge) = circle;
+    let keep_inside_box = operation == BooleanOp::Intersection;
+    let disk_frame = if keep_inside_box {
+        Frame3 {
+            x: cap.circle_frame.x,
+            y: scale(cap.circle_frame.y, -1.0),
+            z: scale(cap.circle_frame.z, -1.0),
+            ..cap.circle_frame
+        }
+    } else {
+        cap.circle_frame
+    };
+    builder.face(
+        "cuboid:cap",
+        SurfaceGeometry::Plane { frame: disk_frame },
+        [[-cap.circle_radius, cap.circle_radius]; 2],
+        vec![boundary(
+            circle_edge,
+            circle_vertex,
+            circle_vertex,
+            if keep_inside_box {
+                Orientation::Reverse
+            } else {
+                Orientation::Forward
+            },
+            PcurveGeometry::Conic2 {
+                origin: [0.0; 2],
+                axis_a: [cap.circle_radius, 0.0],
+                axis_b: [
+                    0.0,
+                    if keep_inside_box {
+                        -cap.circle_radius
+                    } else {
+                        cap.circle_radius
+                    },
+                ],
+            },
+        )],
+    )?;
+    builder.brep.topology.faces[0].provenance = face_provenance(
+        vec![box_source(box_, cap.entry_face)],
+        if keep_inside_box {
+            FaceRole::Split
+        } else {
+            FaceRole::Cut
+        },
+        !keep_inside_box,
+    );
+    patch(
+        builder,
+        sphere,
+        &SpherePatch {
+            frame: cap.cap_frame,
+            latitude: cap.latitude,
+            north: keep_inside_box,
+            shared_edge: circle_edge,
+            shared_vertex: circle_vertex,
+        },
+        false,
+    )
+}
+
+fn entry_hole(
+    builder: &Builder,
+    face_frame: Frame3,
+    is_entry_face: bool,
+    circle: (u32, u32),
+) -> Result<Vec<Vec<Use>>, GeometryError> {
+    let (circle_vertex, circle_edge) = circle;
+    Ok(if is_entry_face {
+        vec![vec![plane_boundary(
+            builder,
+            face_frame,
+            circle_edge,
+            circle_vertex,
+            circle_vertex,
+            Orientation::Forward,
+        )?]]
+    } else {
+        Vec::new()
+    })
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/handlers/sphere_cylinder/coaxial.rs b/main/opengeometry/src/operations/modifying/boolean/handlers/sphere_cylinder/coaxial.rs
new file mode 100644
index 0000000..620473e
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/handlers/sphere_cylinder/coaxial.rs
@@ -0,0 +1,456 @@
+use super::faces::{sphere_band, SphereBand};
+use crate::brep::{Accuracy, BrepEnvelope, Builder, FaceRole, FaceSource, Frame3, GeometryError};
+use crate::math::Point3;
+use crate::operations::modifying::boolean::assembly::{
+    append_analytic_input, circular_boundary, cylinder_band, cylinder_cap, cylinder_source,
+    face_provenance, finish_analytic_result, patch, CylinderBand, SpherePatch,
+};
+use crate::operations::modifying::boolean::operands::{CylinderInput, SphereInput};
+use crate::operations::modifying::boolean::types::{BooleanOp, BooleanResult};
+
+struct CoaxialCut<'a> {
+    sphere: &'a SphereInput<'a>,
+    cylinder: &'a CylinderInput<'a>,
+    sphere_frame: Frame3,
+    z0: f64,
+    z1: f64,
+    latitude0: f64,
+    latitude1: f64,
+}
+
+pub(super) fn coaxial_sphere_cylinder_boolean(
+    sphere: &SphereInput<'_>,
+    cylinder: &CylinderInput<'_>,
+    sphere_is_a: bool,
+    operation: BooleanOp,
+    id: String,
+    clearance: f64,
+) -> Result<BooleanResult, GeometryError> {
+    let local = cylinder.frame.local(sphere.frame.origin);
+    check_coaxial_fit(sphere, cylinder, local, clearance)?;
+
+    let accuracy = Accuracy::combined(sphere.brep.accuracy, cylinder.brep.accuracy);
+    let half = ((sphere.radius - cylinder.radius) * (sphere.radius + cylinder.radius)).sqrt();
+    let z0 = local[2] - half;
+    let z1 = local[2] + half;
+    let latitude0 = (-half / sphere.radius).asin();
+    let latitude1 = (half / sphere.radius).asin();
+    let sphere_frame = Frame3 {
+        origin: sphere.frame.origin,
+        x: cylinder.frame.x,
+        y: cylinder.frame.y,
+        z: cylinder.frame.z,
+    };
+    let cylinder_lateral = cylinder_source(cylinder, 0);
+    let cylinder_caps = [cylinder_source(cylinder, 1), cylinder_source(cylinder, 2)];
+    let cut = CoaxialCut {
+        sphere,
+        cylinder,
+        sphere_frame,
+        z0,
+        z1,
+        latitude0,
+        latitude1,
+    };
+
+    if operation == BooleanOp::Subtraction && !sphere_is_a {
+        let out = cylinder_minus_sphere(&cut, id, accuracy, &cylinder_lateral, &cylinder_caps)?;
+        return finish_analytic_result(
+            out,
+            sphere.brep,
+            cylinder.brep,
+            sphere_is_a,
+            operation,
+            false,
+        );
+    }
+
+    let mut builder = Builder::new(id, accuracy)?;
+    let low = circular_boundary(&mut builder, cylinder.frame, cylinder.radius, z0)?;
+    let high = circular_boundary(&mut builder, cylinder.frame, cylinder.radius, z1)?;
+    match operation {
+        BooleanOp::Intersection => {
+            add_intersection_faces(&mut builder, &cut, low, high, cylinder_lateral)?;
+        }
+        BooleanOp::Subtraction => {
+            add_sphere_minus_cylinder_faces(&mut builder, &cut, low, high, cylinder_lateral)?;
+        }
+        BooleanOp::Union => {
+            add_union_faces(
+                &mut builder,
+                &cut,
+                low,
+                high,
+                cylinder_lateral,
+                &cylinder_caps,
+            )?;
+        }
+    }
+    finish_analytic_result(
+        builder.finish_solid()?,
+        sphere.brep,
+        cylinder.brep,
+        sphere_is_a,
+        operation,
+        false,
+    )
+}
+
+fn check_coaxial_fit(
+    sphere: &SphereInput<'_>,
+    cylinder: &CylinderInput<'_>,
+    local: Point3,
+    clearance: f64,
+) -> Result<(), GeometryError> {
+    let radial = local[0].hypot(local[1]);
+    let scale = sphere
+        .radius
+        .max(cylinder.radius)
+        .max(cylinder.height)
+        .max(1.0);
+    let roundoff = 128.0 * f64::EPSILON * scale;
+    if radial > roundoff {
+        return Err(if radial <= clearance {
+            GeometryError::UnresolvedIntersection(
+                "sphere/cylinder axes differ below geometric resolution".into(),
+            )
+        } else {
+            GeometryError::CoverageGap {
+                families: ["sphere".into(), "noncoaxial cylinder".into()],
+            }
+        });
+    }
+    let radius_gap = sphere.radius - cylinder.radius;
+    if radius_gap <= clearance {
+        return Err(if radius_gap.abs() <= clearance {
+            GeometryError::UnresolvedIntersection(
+                "sphere/cylinder tangency is below geometric resolution".into(),
+            )
+        } else {
+            GeometryError::CoverageGap {
+                families: ["sphere".into(), "cylinder".into()],
+            }
+        });
+    }
+    let sphere_low = local[2] - sphere.radius;
+    let sphere_high = local[2] + sphere.radius;
+    let lower_clearance = sphere_low;
+    let upper_clearance = cylinder.height - sphere_high;
+    if lower_clearance <= clearance || upper_clearance <= clearance {
+        let near = lower_clearance.abs() <= clearance || upper_clearance.abs() <= clearance;
+        return Err(if near {
+            GeometryError::UnresolvedIntersection(
+                "sphere/cylinder cap event is below geometric resolution".into(),
+            )
+        } else {
+            GeometryError::CoverageGap {
+                families: ["sphere".into(), "finite cylinder cap".into()],
+            }
+        });
+    }
+    Ok(())
+}
+
+fn cylinder_minus_sphere(
+    cut: &CoaxialCut<'_>,
+    id: String,
+    accuracy: Accuracy,
+    cylinder_lateral: &FaceSource,
+    cylinder_caps: &[FaceSource; 2],
+) -> Result<BrepEnvelope, GeometryError> {
+    let mut out = BrepEnvelope::new(id, accuracy)?;
+    for north in [false, true] {
+        let mut builder = Builder::new(
+            format!("{}:{}", out.id, if north { "upper" } else { "lower" }),
+            accuracy,
+        )?;
+        let intersection = circular_boundary(
+            &mut builder,
+            cut.cylinder.frame,
+            cut.cylinder.radius,
+            if north { cut.z1 } else { cut.z0 },
+        )?;
+        let end = circular_boundary(
+            &mut builder,
+            cut.cylinder.frame,
+            cut.cylinder.radius,
+            if north { cut.cylinder.height } else { 0.0 },
+        )?;
+        if north {
+            add_upper_piece_faces(
+                &mut builder,
+                cut,
+                intersection,
+                end,
+                cylinder_lateral,
+                cylinder_caps,
+            )?;
+        } else {
+            add_lower_piece_faces(
+                &mut builder,
+                cut,
+                intersection,
+                end,
+                cylinder_lateral,
+                cylinder_caps,
+            )?;
+        }
+        let part = builder.finish_solid()?;
+        let provenances: Vec<_> = part
+            .topology
+            .faces
+            .iter()
+            .map(|face| face.provenance.clone())
+            .collect();
+        let face_offset = out.topology.faces.len();
+        append_analytic_input(&mut out, &part)?;
+        for (face, provenance) in out.topology.faces[face_offset..]
+            .iter_mut()
+            .zip(provenances)
+        {
+            face.provenance = provenance;
+        }
+    }
+    Ok(out)
+}
+
+fn add_upper_piece_faces(
+    builder: &mut Builder,
+    cut: &CoaxialCut<'_>,
+    intersection: (u32, u32),
+    end: (u32, u32),
+    cylinder_lateral: &FaceSource,
+    cylinder_caps: &[FaceSource; 2],
+) -> Result<(), GeometryError> {
+    cylinder_band(
+        builder,
+        &CylinderBand {
+            frame: cut.cylinder.frame,
+            radius: cut.cylinder.radius,
+            z0: cut.z1,
+            z1: cut.cylinder.height,
+            low: intersection,
+            high: end,
+        },
+        face_provenance(vec![cylinder_lateral.clone()], FaceRole::Split, false),
+        false,
+    )?;
+    cylinder_cap(
+        builder,
+        cut.cylinder.frame,
+        cut.cylinder.radius,
+        cut.cylinder.height,
+        end,
+        true,
+        face_provenance(vec![cylinder_caps[1].clone()], FaceRole::Preserved, false),
+    )?;
+    patch(
+        builder,
+        cut.sphere,
+        &SpherePatch {
+            frame: cut.sphere_frame,
+            latitude: cut.latitude1,
+            north: true,
+            shared_edge: intersection.1,
+            shared_vertex: intersection.0,
+        },
+        true,
+    )
+}
+
+fn add_lower_piece_faces(
+    builder: &mut Builder,
+    cut: &CoaxialCut<'_>,
+    intersection: (u32, u32),
+    end: (u32, u32),
+    cylinder_lateral: &FaceSource,
+    cylinder_caps: &[FaceSource; 2],
+) -> Result<(), GeometryError> {
+    cylinder_band(
+        builder,
+        &CylinderBand {
+            frame: cut.cylinder.frame,
+            radius: cut.cylinder.radius,
+            z0: 0.0,
+            z1: cut.z0,
+            low: end,
+            high: intersection,
+        },
+        face_provenance(vec![cylinder_lateral.clone()], FaceRole::Split, false),
+        false,
+    )?;
+    cylinder_cap(
+        builder,
+        cut.cylinder.frame,
+        cut.cylinder.radius,
+        0.0,
+        end,
+        false,
+        face_provenance(vec![cylinder_caps[0].clone()], FaceRole::Preserved, false),
+    )?;
+    patch(
+        builder,
+        cut.sphere,
+        &SpherePatch {
+            frame: cut.sphere_frame,
+            latitude: cut.latitude0,
+            north: false,
+            shared_edge: intersection.1,
+            shared_vertex: intersection.0,
+        },
+        true,
+    )
+}
+
+fn add_intersection_faces(
+    builder: &mut Builder,
+    cut: &CoaxialCut<'_>,
+    low: (u32, u32),
+    high: (u32, u32),
+    cylinder_lateral: FaceSource,
+) -> Result<(), GeometryError> {
+    patch(
+        builder,
+        cut.sphere,
+        &SpherePatch {
+            frame: cut.sphere_frame,
+            latitude: cut.latitude0,
+            north: false,
+            shared_edge: low.1,
+            shared_vertex: low.0,
+        },
+        false,
+    )?;
+    cylinder_band(
+        builder,
+        &CylinderBand {
+            frame: cut.cylinder.frame,
+            radius: cut.cylinder.radius,
+            z0: cut.z0,
+            z1: cut.z1,
+            low,
+            high,
+        },
+        face_provenance(vec![cylinder_lateral], FaceRole::Split, false),
+        false,
+    )?;
+    patch(
+        builder,
+        cut.sphere,
+        &SpherePatch {
+            frame: cut.sphere_frame,
+            latitude: cut.latitude1,
+            north: true,
+            shared_edge: high.1,
+            shared_vertex: high.0,
+        },
+        false,
+    )
+}
+
+fn add_sphere_minus_cylinder_faces(
+    builder: &mut Builder,
+    cut: &CoaxialCut<'_>,
+    low: (u32, u32),
+    high: (u32, u32),
+    cylinder_lateral: FaceSource,
+) -> Result<(), GeometryError> {
+    sphere_band(
+        builder,
+        cut.sphere,
+        &SphereBand {
+            frame: cut.sphere_frame,
+            latitude0: cut.latitude0,
+            latitude1: cut.latitude1,
+            low,
+            high,
+        },
+        false,
+    )?;
+    cylinder_band(
+        builder,
+        &CylinderBand {
+            frame: cut.cylinder.frame,
+            radius: cut.cylinder.radius,
+            z0: cut.z0,
+            z1: cut.z1,
+            low,
+            high,
+        },
+        face_provenance(vec![cylinder_lateral], FaceRole::Cut, true),
+        true,
+    )
+}
+
+fn add_union_faces(
+    builder: &mut Builder,
+    cut: &CoaxialCut<'_>,
+    low: (u32, u32),
+    high: (u32, u32),
+    cylinder_lateral: FaceSource,
+    cylinder_caps: &[FaceSource; 2],
+) -> Result<(), GeometryError> {
+    let bottom = circular_boundary(builder, cut.cylinder.frame, cut.cylinder.radius, 0.0)?;
+    let top = circular_boundary(
+        builder,
+        cut.cylinder.frame,
+        cut.cylinder.radius,
+        cut.cylinder.height,
+    )?;
+    cylinder_band(
+        builder,
+        &CylinderBand {
+            frame: cut.cylinder.frame,
+            radius: cut.cylinder.radius,
+            z0: 0.0,
+            z1: cut.z0,
+            low: bottom,
+            high: low,
+        },
+        face_provenance(vec![cylinder_lateral.clone()], FaceRole::Split, false),
+        false,
+    )?;
+    cylinder_cap(
+        builder,
+        cut.cylinder.frame,
+        cut.cylinder.radius,
+        0.0,
+        bottom,
+        false,
+        face_provenance(vec![cylinder_caps[0].clone()], FaceRole::Preserved, false),
+    )?;
+    sphere_band(
+        builder,
+        cut.sphere,
+        &SphereBand {
+            frame: cut.sphere_frame,
+            latitude0: cut.latitude0,
+            latitude1: cut.latitude1,
+            low,
+            high,
+        },
+        false,
+    )?;
+    cylinder_band(
+        builder,
+        &CylinderBand {
+            frame: cut.cylinder.frame,
+            radius: cut.cylinder.radius,
+            z0: cut.z1,
+            z1: cut.cylinder.height,
+            low: high,
+            high: top,
+        },
+        face_provenance(vec![cylinder_lateral], FaceRole::Split, false),
+        false,
+    )?;
+    cylinder_cap(
+        builder,
+        cut.cylinder.frame,
+        cut.cylinder.radius,
+        cut.cylinder.height,
+        top,
+        true,
+        face_provenance(vec![cylinder_caps[1].clone()], FaceRole::Preserved, false),
+    )
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/handlers/sphere_cylinder/faces.rs b/main/opengeometry/src/operations/modifying/boolean/handlers/sphere_cylinder/faces.rs
new file mode 100644
index 0000000..52421c8
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/handlers/sphere_cylinder/faces.rs
@@ -0,0 +1,85 @@
+use crate::brep::{
+    boundary, uv_line, Builder, CurveGeometry, FaceRole, Frame3, GeometryError, Orientation,
+    SurfaceGeometry,
+};
+use crate::math::{scale, Interval};
+use crate::operations::modifying::boolean::assembly::{provenance, reverse_face};
+use crate::operations::modifying::boolean::operands::SphereInput;
+use Orientation::{Forward as F, Reverse as R};
+
+pub(super) struct SphereBand {
+    pub(super) frame: Frame3,
+    pub(super) latitude0: f64,
+    pub(super) latitude1: f64,
+    pub(super) low: (u32, u32),
+    pub(super) high: (u32, u32),
+}
+
+pub(super) fn sphere_band(
+    builder: &mut Builder,
+    input: &SphereInput<'_>,
+    band: &SphereBand,
+    reversed: bool,
+) -> Result<(), GeometryError> {
+    let SphereBand {
+        frame,
+        latitude0,
+        latitude1,
+        low,
+        high,
+    } = *band;
+    let seam = builder.edge(
+        CurveGeometry::Circle {
+            frame: Frame3 {
+                x: frame.x,
+                y: frame.z,
+                z: scale(frame.y, -1.0),
+                ..frame
+            },
+            radius: input.radius,
+        },
+        Interval::new(latitude0, latitude1)?,
+        true,
+    );
+    let face = builder.brep.topology.faces.len() as u32;
+    let tau = std::f64::consts::TAU;
+    builder.face(
+        &format!("{face}:sphere-band"),
+        SurfaceGeometry::Sphere {
+            frame,
+            radius: input.radius,
+        },
+        [[0.0, tau], [latitude0, latitude1]],
+        vec![
+            boundary(
+                low.1,
+                low.0,
+                low.0,
+                F,
+                uv_line([0.0, latitude0], [1.0, 0.0]),
+            ),
+            boundary(seam, low.0, high.0, F, uv_line([tau, 0.0], [0.0, 1.0])),
+            boundary(
+                high.1,
+                high.0,
+                high.0,
+                R,
+                uv_line([0.0, latitude1], [1.0, 0.0]),
+            ),
+            boundary(seam, high.0, low.0, R, uv_line([0.0, 0.0], [0.0, 1.0])),
+        ],
+    )?;
+    builder.brep.topology.faces[face as usize].provenance = provenance(
+        input,
+        if reversed {
+            FaceRole::Cut
+        } else {
+            FaceRole::Split
+        },
+        reversed,
+    );
+    if reversed {
+        reverse_face(&mut builder.brep, face);
+    }
+    Ok(())
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/handlers/sphere_cylinder/mod.rs b/main/opengeometry/src/operations/modifying/boolean/handlers/sphere_cylinder/mod.rs
new file mode 100644
index 0000000..f2eeee0
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/handlers/sphere_cylinder/mod.rs
@@ -0,0 +1,55 @@
+mod coaxial;
+mod faces;
+mod offset;
+
+use super::containment::analytic_containment_boolean;
+use crate::brep::{BrepEnvelope, GeometryError, SurfaceGeometry};
+use crate::operations::modifying::boolean::operands::{full_cylinder, full_sphere};
+use crate::operations::modifying::boolean::types::{BooleanOp, BooleanResult};
+use offset::offset_sphere_cylinder_boolean;
+
+pub(crate) fn sphere_cylinder_boolean(
+    a: &BrepEnvelope,
+    b: &BrepEnvelope,
+    operation: BooleanOp,
+    id: String,
+) -> Result<BooleanResult, GeometryError> {
+    let (sphere, cylinder, sphere_is_a) = if matches!(
+        a.geometry.surfaces.first(),
+        Some(SurfaceGeometry::Sphere { .. })
+    ) {
+        (full_sphere(a)?, full_cylinder(b)?, true)
+    } else {
+        (full_sphere(b)?, full_cylinder(a)?, false)
+    };
+    let clearance = 4.0
+        * sphere
+            .brep
+            .accuracy
+            .geometric
+            .max(cylinder.brep.accuracy.geometric);
+    let local = cylinder.frame.local(sphere.frame.origin);
+    let radial = local[0].hypot(local[1]);
+    let sphere_margin = (cylinder.radius - radial - sphere.radius)
+        .min(local[2] - sphere.radius)
+        .min(cylinder.height - local[2] - sphere.radius);
+    let axial_extent = local[2].abs().max((cylinder.height - local[2]).abs());
+    let cylinder_extent = (radial + cylinder.radius).hypot(axial_extent);
+    let cylinder_margin = sphere.radius - cylinder_extent;
+    let sphere_inside_cylinder = sphere_margin > clearance;
+    let cylinder_inside_sphere = cylinder_margin > clearance;
+    if sphere_inside_cylinder || cylinder_inside_sphere {
+        let b_inside_a = if sphere_is_a {
+            cylinder_inside_sphere
+        } else {
+            sphere_inside_cylinder
+        };
+        return analytic_containment_boolean(a, b, b_inside_a, operation, id);
+    }
+    if sphere_margin.abs() <= clearance || cylinder_margin.abs() <= clearance {
+        return Err(GeometryError::UnresolvedIntersection(
+            "sphere/cylinder containment boundary is below geometric resolution".into(),
+        ));
+    }
+    offset_sphere_cylinder_boolean(&sphere, &cylinder, sphere_is_a, operation, id, clearance)
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/handlers/sphere_cylinder/offset.rs b/main/opengeometry/src/operations/modifying/boolean/handlers/sphere_cylinder/offset.rs
new file mode 100644
index 0000000..7dbae61
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/handlers/sphere_cylinder/offset.rs
@@ -0,0 +1,344 @@
+use super::coaxial::coaxial_sphere_cylinder_boolean;
+use crate::brep::{
+    Accuracy, BrepEnvelope, CurveGeometry, Edge, EdgeGeometry, Face, FaceProvenance, FaceRole,
+    GeometryError, Orientation, PcurveGeometry, TrimRegion, Vertex,
+};
+use crate::intersection::{intersect_faces, FaceView, IntersectionBranch, IntersectionGraph};
+use crate::math::{norm, sub};
+use crate::operations::modifying::boolean::assembly::{
+    add_closed_intersection_loop, add_complement_input, finish_analytic_result,
+    intersection_loop_bounds, loop_containment, loop_regions, loop_sense, merge_selected_shells,
+    reverse_face, widen_trim_bounds, LoopRegion,
+};
+use crate::operations::modifying::boolean::operands::{
+    brep_face_source, required_id, CylinderInput, SphereInput,
+};
+use crate::operations::modifying::boolean::types::{BooleanOp, BooleanResult};
+
+struct ClassifiedLoop<'a> {
+    graph: &'a IntersectionGraph,
+    branch: &'a IntersectionBranch,
+    curve_definition: u32,
+    regions: [LoopRegion; 2],
+    reverse_selected: [bool; 2],
+}
+
+struct IntersectionEdge {
+    definition: u32,
+    vertex: u32,
+    edge: u32,
+}
+
+pub(super) fn offset_sphere_cylinder_boolean(
+    sphere: &SphereInput<'_>,
+    cylinder: &CylinderInput<'_>,
+    sphere_is_a: bool,
+    operation: BooleanOp,
+    id: String,
+    clearance: f64,
+) -> Result<BooleanResult, GeometryError> {
+    let local = cylinder.frame.local(sphere.frame.origin);
+    let radial = local[0].hypot(local[1]);
+    let scale = sphere
+        .radius
+        .max(cylinder.radius)
+        .max(cylinder.height)
+        .max(1.0);
+    let roundoff = 128.0 * f64::EPSILON * scale;
+    if radial <= roundoff {
+        return coaxial_sphere_cylinder_boolean(
+            sphere,
+            cylinder,
+            sphere_is_a,
+            operation,
+            id,
+            clearance,
+        );
+    }
+    let sphere_low = local[2] - sphere.radius;
+    let sphere_high = local[2] + sphere.radius;
+    if sphere_low <= clearance || cylinder.height - sphere_high <= clearance {
+        return Err(GeometryError::CoverageGap {
+            families: ["sphere".into(), "finite cylinder cap intersection".into()],
+        });
+    }
+    let graph = intersect_faces(
+        FaceView {
+            brep: sphere.brep,
+            face: 0,
+        },
+        FaceView {
+            brep: cylinder.brep,
+            face: 0,
+        },
+    )?;
+    let (branch, curve_definition) = single_closed_branch(&graph, clearance)?;
+    let loop_inside_other = loop_containment(
+        sphere.brep,
+        cylinder.brep,
+        &graph,
+        branch,
+        "sphere/cylinder intersection loop interior is unclassified",
+    )?;
+    let (regions, reverse_selected) = loop_regions(operation, sphere_is_a, loop_inside_other);
+    let classified = ClassifiedLoop {
+        graph: &graph,
+        branch,
+        curve_definition,
+        regions,
+        reverse_selected,
+    };
+    classified_loop_boolean(sphere, cylinder, sphere_is_a, operation, id, &classified)
+}
+
+fn single_closed_branch(
+    graph: &IntersectionGraph,
+    clearance: f64,
+) -> Result<(&IntersectionBranch, u32), GeometryError> {
+    if graph.coincident || !graph.contacts.is_empty() || graph.branches.len() != 1 {
+        return Err(GeometryError::CoverageGap {
+            families: ["sphere".into(), "multi-branch or tangent cylinder".into()],
+        });
+    }
+    let branch = &graph.branches[0];
+    if norm(sub(branch.endpoints[0], branch.endpoints[1])) > clearance {
+        return Err(GeometryError::CoverageGap {
+            families: ["sphere".into(), "open cylinder intersection branch".into()],
+        });
+    }
+    let curve_definition = match graph.geometry.curves[branch.curve as usize] {
+        CurveGeometry::Intersection { definition } => definition,
+        _ => {
+            return Err(GeometryError::CoverageGap {
+                families: ["sphere".into(), "non-numerical cylinder branch".into()],
+            })
+        }
+    };
+    Ok((branch, curve_definition))
+}
+
+fn classified_loop_boolean(
+    sphere: &SphereInput<'_>,
+    cylinder: &CylinderInput<'_>,
+    sphere_is_a: bool,
+    operation: BooleanOp,
+    id: String,
+    classified: &ClassifiedLoop<'_>,
+) -> Result<BooleanResult, GeometryError> {
+    let inputs = [sphere.brep, cylinder.brep];
+    let mut out = BrepEnvelope::new(
+        id,
+        Accuracy::combined(sphere.brep.accuracy, cylinder.brep.accuracy),
+    )?;
+    let mut selected_faces = [None; 2];
+    let mut selected_surfaces = [None; 2];
+    let selected_shells = add_complement_sides(
+        &mut out,
+        inputs,
+        classified.regions,
+        &mut selected_faces,
+        &mut selected_surfaces,
+    )?;
+    merge_selected_shells(&mut out, &selected_shells);
+    for side in 0..2 {
+        if classified.regions[side] == LoopRegion::Patch {
+            selected_surfaces[side] = Some(out.geometry.surfaces.len() as u32);
+            out.geometry
+                .surfaces
+                .push(classified.graph.geometry.surfaces[side].clone());
+        }
+    }
+    let loop_edge = add_intersection_edge(&mut out, classified, selected_surfaces)?;
+    add_loop_sides(
+        &mut out,
+        classified,
+        inputs,
+        &loop_edge,
+        &mut selected_faces,
+        selected_surfaces,
+    )?;
+    for side in 0..2 {
+        if classified.reverse_selected[side] {
+            reverse_face(&mut out, required_id(selected_faces[side])?);
+        }
+    }
+    finish_analytic_result(
+        out,
+        sphere.brep,
+        cylinder.brep,
+        sphere_is_a,
+        operation,
+        false,
+    )
+}
+
+fn add_complement_sides(
+    out: &mut BrepEnvelope,
+    inputs: [&BrepEnvelope; 2],
+    regions: [LoopRegion; 2],
+    selected_faces: &mut [Option<u32>; 2],
+    selected_surfaces: &mut [Option<u32>; 2],
+) -> Result<Vec<u32>, GeometryError> {
+    let mut selected_shells = Vec::new();
+    for side in 0..2 {
+        if regions[side] != LoopRegion::Complement {
+            continue;
+        }
+        add_complement_input(
+            out,
+            inputs[side],
+            0,
+            &mut selected_surfaces[side],
+            &mut selected_shells,
+            |face| selected_faces[side] = Some(face),
+        )?;
+    }
+    Ok(selected_shells)
+}
+
+fn add_intersection_edge(
+    out: &mut BrepEnvelope,
+    classified: &ClassifiedLoop<'_>,
+    selected_surfaces: [Option<u32>; 2],
+) -> Result<IntersectionEdge, GeometryError> {
+    let mut definition_geometry =
+        classified.graph.geometry.intersections[classified.curve_definition as usize].clone();
+    definition_geometry.surfaces = [
+        selected_surfaces[definition_geometry.surfaces[0] as usize].ok_or_else(|| {
+            GeometryError::InvalidTopology(
+                "sphere-cylinder first support surface was not retained".into(),
+            )
+        })?,
+        selected_surfaces[definition_geometry.surfaces[1] as usize].ok_or_else(|| {
+            GeometryError::InvalidTopology(
+                "sphere-cylinder second support surface was not retained".into(),
+            )
+        })?,
+    ];
+    let definition = out.geometry.intersections.len() as u32;
+    out.geometry.intersections.push(definition_geometry);
+    let curve = out.geometry.curves.len() as u32;
+    out.geometry
+        .curves
+        .push(CurveGeometry::Intersection { definition });
+    let vertex = out.topology.vertices.len() as u32;
+    out.topology.vertices.push(Vertex {
+        id: vertex,
+        position: classified.branch.endpoints[0],
+        outgoing_halfedge: None,
+        tolerance: out.accuracy.geometric,
+    });
+    let edge = out.topology.edges.len() as u32;
+    out.topology.edges.push(Edge {
+        id: edge,
+        geometry: EdgeGeometry::Curve {
+            curve,
+            range: classified.branch.range,
+        },
+        halfedge: u32::MAX,
+        twin_halfedge: None,
+        tolerance: out.accuracy.geometric,
+        chart_seam: false,
+    });
+    Ok(IntersectionEdge {
+        definition,
+        vertex,
+        edge,
+    })
+}
+
+fn add_loop_sides(
+    out: &mut BrepEnvelope,
+    classified: &ClassifiedLoop<'_>,
+    inputs: [&BrepEnvelope; 2],
+    loop_edge: &IntersectionEdge,
+    selected_faces: &mut [Option<u32>; 2],
+    selected_surfaces: [Option<u32>; 2],
+) -> Result<(), GeometryError> {
+    for side in 0..2 {
+        let (pcurve, sense) = side_pcurve(classified, side, loop_edge.definition)?;
+        if classified.regions[side] == LoopRegion::Complement {
+            let face = required_id(selected_faces[side])?;
+            let loop_bounds = intersection_loop_bounds(
+                classified.graph,
+                classified.branch,
+                side,
+                out.accuracy.intersection,
+            )?;
+            widen_trim_bounds(out, face, loop_bounds)?;
+            let loop_id = add_closed_intersection_loop(
+                out,
+                loop_edge.edge,
+                loop_edge.vertex,
+                face,
+                pcurve,
+                sense,
+                true,
+            )?;
+            out.topology.faces[face as usize].trim.holes.push(loop_id);
+        } else {
+            let face = out.topology.faces.len() as u32;
+            let loop_id = add_closed_intersection_loop(
+                out,
+                loop_edge.edge,
+                loop_edge.vertex,
+                face,
+                pcurve,
+                sense,
+                false,
+            )?;
+            out.topology.faces.push(Face {
+                id: face,
+                key: format!("{}:intersection-patch", inputs[side].topology.faces[0].key),
+                surface: required_id(selected_surfaces[side])?,
+                sense: Orientation::Forward,
+                trim: TrimRegion {
+                    chart: 0,
+                    uv_bounds: intersection_loop_bounds(
+                        classified.graph,
+                        classified.branch,
+                        side,
+                        out.accuracy.intersection,
+                    )?,
+                    outer: loop_id,
+                    holes: Vec::new(),
+                },
+                shell_ref: Some(0),
+                provenance: FaceProvenance {
+                    sources: vec![brep_face_source(inputs[side], 0)],
+                    role: if classified.reverse_selected[side] {
+                        FaceRole::Cut
+                    } else {
+                        FaceRole::Split
+                    },
+                    reversed: classified.reverse_selected[side],
+                },
+            });
+            out.topology.shells[0].faces.push(face);
+            selected_faces[side] = Some(face);
+        }
+    }
+    Ok(())
+}
+
+fn side_pcurve(
+    classified: &ClassifiedLoop<'_>,
+    side: usize,
+    definition: u32,
+) -> Result<(PcurveGeometry, Orientation), GeometryError> {
+    let pcurve = match classified.graph.geometry.pcurves[classified.branch.pcurves[side] as usize] {
+        PcurveGeometry::IntersectionSide {
+            side: intersection_side,
+            ..
+        } => PcurveGeometry::IntersectionSide {
+            definition,
+            side: intersection_side,
+        },
+        _ => {
+            return Err(GeometryError::InvalidGeometry(
+                "numerical sphere-cylinder curve is missing an intersection-side pcurve".into(),
+            ))
+        }
+    };
+    Ok((pcurve, loop_sense(side, classified.reverse_selected[side])))
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/handlers/sphere_sphere.rs b/main/opengeometry/src/operations/modifying/boolean/handlers/sphere_sphere.rs
new file mode 100644
index 0000000..24977e0
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/handlers/sphere_sphere.rs
@@ -0,0 +1,268 @@
+use crate::brep::{
+    unit, Accuracy, BrepEnvelope, Builder, CurveGeometry, FaceRole, Frame3, GeometryError,
+    GeometryQuality, GeometryStore, SolidRegion, SurfaceGeometry,
+};
+use crate::intersection::intersect_surfaces;
+use crate::math::{norm, sphere_sphere_relation, sub, Interval, Point3, Sign};
+use crate::operations::modifying::boolean::assembly::{append_sphere, patch, source, SpherePatch};
+use crate::operations::modifying::boolean::operands::{full_sphere, gap, SphereInput};
+use crate::operations::modifying::boolean::types::{
+    BooleanOp, BooleanReport, BooleanResult, FaceMapping,
+};
+
+pub fn boolean_spheres(
+    a: &BrepEnvelope,
+    b: &BrepEnvelope,
+    operation: BooleanOp,
+    id: String,
+) -> Result<BooleanResult, GeometryError> {
+    let (a, b) = sphere_operands(a, b)?;
+    let accuracy = Accuracy::combined(a.brep.accuracy, b.brep.accuracy);
+    let mut out = BrepEnvelope::new(id, accuracy)?;
+    let delta = sub(b.frame.origin, a.frame.origin);
+    let distance = norm(delta);
+    let [outer, inner] =
+        sphere_sphere_relation(a.frame.origin, a.radius, b.frame.origin, b.radius)?;
+    let coincident = distance == 0.0 && a.radius == b.radius;
+    let mut supports = sphere_supports(&a, &b);
+    let intersections = intersect_surfaces(&mut supports, 0, 1, accuracy)?;
+    let mut keep = |input: &SphereInput<'_>| -> Result<(), GeometryError> {
+        let shell = append_sphere(&mut out, input, false)?;
+        out.solids.push(SolidRegion {
+            outer_shell: shell,
+            cavity_shells: Vec::new(),
+        });
+        Ok(())
+    };
+    if coincident {
+        if operation != BooleanOp::Subtraction {
+            keep(&a)?;
+            out.topology.faces[0].provenance.role = FaceRole::Coincident;
+            out.topology.faces[0].provenance.sources.push(source(&b));
+        }
+    } else if outer != Sign::Negative {
+        match operation {
+            BooleanOp::Union => {
+                keep(&a)?;
+                keep(&b)?;
+            }
+            BooleanOp::Intersection => {}
+            BooleanOp::Subtraction => keep(&a)?,
+        }
+    } else if inner != Sign::Positive {
+        let a_outer = a.radius > b.radius;
+        match operation {
+            BooleanOp::Union => keep(if a_outer { &a } else { &b })?,
+            BooleanOp::Intersection => keep(if a_outer { &b } else { &a })?,
+            BooleanOp::Subtraction if a_outer => {
+                if inner == Sign::Zero {
+                    return Err(GeometryError::UnresolvedIntersection(
+                        "internally tangent cavity boundaries require contact topology".into(),
+                    ));
+                }
+                if a.radius - b.radius - distance <= 4.0 * accuracy.geometric {
+                    return Err(GeometryError::UnresolvedIntersection(
+                        "cavity clearance is below geometric resolution".into(),
+                    ));
+                }
+                let shell = append_sphere(&mut out, &a, false)?;
+                let cavity = append_sphere(&mut out, &b, true)?;
+                out.solids.push(SolidRegion {
+                    outer_shell: shell,
+                    cavity_shells: vec![cavity],
+                });
+            }
+            BooleanOp::Subtraction => {}
+        }
+    } else {
+        let intersection = intersections.curves.first().ok_or_else(|| {
+            GeometryError::UnresolvedIntersection(
+                "transverse spheres have no intersection branch".into(),
+            )
+        })?;
+        let circle = supports.curves[intersection.curve as usize].clone();
+        out = transverse_caps(&out.id, &a, &b, operation, accuracy, delta, circle)?;
+    }
+    finish_sphere_sphere_result(out, &a, &b, operation, intersections.contacts, coincident)
+}
+
+fn sphere_operands<'a>(
+    a: &'a BrepEnvelope,
+    b: &'a BrepEnvelope,
+) -> Result<(SphereInput<'a>, SphereInput<'a>), GeometryError> {
+    a.validate()?;
+    b.validate()?;
+    let family = |brep: &BrepEnvelope| {
+        match brep.geometry.surfaces.first() {
+            Some(SurfaceGeometry::Sphere { .. }) => "sphere (canonical full sphere required)",
+            Some(SurfaceGeometry::Cylinder { .. }) => "cylinder",
+            Some(SurfaceGeometry::Cone { .. }) => "cone",
+            Some(SurfaceGeometry::Torus { .. }) => "torus",
+            Some(SurfaceGeometry::Plane { .. }) => "planar/compound solid",
+            None => "empty solid",
+        }
+        .to_string()
+    };
+    let coverage = |error| match error {
+        GeometryError::CoverageGap { .. } => GeometryError::CoverageGap {
+            families: [family(a), family(b)],
+        },
+        other => other,
+    };
+    let a = full_sphere(a).map_err(coverage)?;
+    let b = full_sphere(b).map_err(coverage)?;
+    Ok((a, b))
+}
+
+fn sphere_supports(a: &SphereInput<'_>, b: &SphereInput<'_>) -> GeometryStore {
+    let mut supports = GeometryStore::new();
+    supports.surfaces = vec![
+        SurfaceGeometry::Sphere {
+            frame: a.frame,
+            radius: a.radius,
+        },
+        SurfaceGeometry::Sphere {
+            frame: b.frame,
+            radius: b.radius,
+        },
+    ];
+    supports
+}
+
+fn transverse_caps(
+    id: &str,
+    a: &SphereInput<'_>,
+    b: &SphereInput<'_>,
+    operation: BooleanOp,
+    accuracy: Accuracy,
+    delta: Point3,
+    circle: CurveGeometry,
+) -> Result<BrepEnvelope, GeometryError> {
+    let (circle_frame, circle_radius) = match circle {
+        CurveGeometry::Circle { frame, radius } => (frame, radius),
+        _ => return Err(gap()),
+    };
+    let axis = unit(delta)?;
+    let frame_a = Frame3 {
+        origin: a.frame.origin,
+        z: axis,
+        x: circle_frame.x,
+        y: circle_frame.y,
+    };
+    let frame_b = Frame3 {
+        origin: b.frame.origin,
+        ..frame_a
+    };
+    let latitudes = [(a, frame_a), (b, frame_b)].map(|(input, frame)| {
+        let local = frame.local(circle_frame.origin);
+        (local[2] / input.radius).asin()
+    });
+    if circle_radius <= 4.0 * accuracy.geometric || latitudes.iter().any(|v| !v.is_finite()) {
+        return Err(GeometryError::UnresolvedIntersection(
+            "intersection cap is below geometric resolution".into(),
+        ));
+    }
+    let north_a = operation == BooleanOp::Intersection;
+    let north_b = operation == BooleanOp::Union;
+    check_retained_caps(a, b, latitudes, north_a, north_b, accuracy)?;
+    let mut builder = Builder::new(id.to_owned(), accuracy)?;
+    let vertex = builder.vertex(circle.elementary_point(0.0)?);
+    let edge = builder.edge(circle, Interval::new(0.0, std::f64::consts::TAU)?, false);
+    patch(
+        &mut builder,
+        a,
+        &SpherePatch {
+            frame: frame_a,
+            latitude: latitudes[0],
+            north: north_a,
+            shared_edge: edge,
+            shared_vertex: vertex,
+        },
+        false,
+    )?;
+    patch(
+        &mut builder,
+        b,
+        &SpherePatch {
+            frame: frame_b,
+            latitude: latitudes[1],
+            north: north_b,
+            shared_edge: edge,
+            shared_vertex: vertex,
+        },
+        operation == BooleanOp::Subtraction,
+    )?;
+    builder.finish_solid()
+}
+
+fn check_retained_caps(
+    a: &SphereInput<'_>,
+    b: &SphereInput<'_>,
+    latitudes: [f64; 2],
+    north_a: bool,
+    north_b: bool,
+    accuracy: Accuracy,
+) -> Result<(), GeometryError> {
+    for (input, latitude, north) in [(a, latitudes[0], north_a), (b, latitudes[1], north_b)] {
+        let cap_height = input.radius
+            * (1.0
+                - if north {
+                    latitude.sin()
+                } else {
+                    -latitude.sin()
+                });
+        if cap_height <= 4.0 * accuracy.geometric {
+            return Err(GeometryError::UnresolvedIntersection(
+                "retained spherical cap is below geometric resolution".into(),
+            ));
+        }
+    }
+    Ok(())
+}
+
+fn finish_sphere_sphere_result(
+    mut out: BrepEnvelope,
+    a: &SphereInput<'_>,
+    b: &SphereInput<'_>,
+    operation: BooleanOp,
+    contacts: Vec<Point3>,
+    coincident: bool,
+) -> Result<BooleanResult, GeometryError> {
+    out.revision = a
+        .brep
+        .revision
+        .max(b.brep.revision)
+        .checked_add(1)
+        .ok_or_else(|| GeometryError::LimitExceeded("boolean revision overflow".into()))?;
+    out.validate()?;
+    let report = BooleanReport {
+        operation,
+        quality: GeometryQuality::Analytic,
+        contacts,
+        coincident,
+        face_mappings: [a, b]
+            .map(|input| {
+                let source = source(input);
+                let result_faces = out
+                    .topology
+                    .faces
+                    .iter()
+                    .filter(|face| {
+                        face.provenance.sources.iter().any(|s| {
+                            s.entity == source.entity
+                                && s.body == source.body
+                                && s.key == source.key
+                                && s.face == source.face
+                        })
+                    })
+                    .map(|face| face.id)
+                    .collect();
+                FaceMapping {
+                    source,
+                    result_faces,
+                }
+            })
+            .into(),
+    };
+    Ok(BooleanResult { brep: out, report })
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/handlers/vertical_arc_extrusion/cap_provenance.rs b/main/opengeometry/src/operations/modifying/boolean/handlers/vertical_arc_extrusion/cap_provenance.rs
new file mode 100644
index 0000000..45c83e0
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/handlers/vertical_arc_extrusion/cap_provenance.rs
@@ -0,0 +1,283 @@
+use super::facets::Facets;
+use super::section::{area, coverage, face_region};
+use crate::brep::{
+    BrepEnvelope, FaceProvenance, FaceRole, FaceSource, Frame3, GeometryError, GeometryQuality,
+    Shell, SolidRegion, Surface, SurfaceGeometry,
+};
+use crate::geom2d::{intersections, winding, CurveRegion2, Pt2};
+use crate::math::{dot, Point3};
+use crate::operations::modifying::boolean::assembly::{
+    analytic_face_mappings, assign_shell_faces, enclosing_solid,
+};
+use crate::operations::modifying::boolean::operands::brep_face_source;
+use crate::operations::modifying::boolean::types::{BooleanOp, BooleanReport, BooleanResult};
+use crate::query::{classify_point_in_shell, face_contains_uv, PointClassification};
+
+pub(super) fn source_for_side(
+    brep: &BrepEnvelope,
+    point: Point3,
+    axis: Point3,
+    tolerance: f64,
+) -> Result<Vec<FaceSource>, GeometryError> {
+    let mut sources = Vec::new();
+    for face in &brep.topology.faces {
+        let surface = brep.geometry.surface(face.surface)?;
+        let on = match surface {
+            SurfaceGeometry::Plane { frame } => {
+                let local = frame.local(point);
+                local[2].abs() <= tolerance && dot(frame.z, axis).abs() < 1.0 - 1e-10
+            }
+            SurfaceGeometry::Cylinder { frame, radius } => {
+                let local = frame.local(point);
+                (local[0].hypot(local[1]) - radius).abs() <= tolerance
+            }
+            _ => false,
+        };
+        if !on {
+            continue;
+        }
+        let hint = [
+            face.trim.uv_bounds[0].midpoint(),
+            face.trim.uv_bounds[1].midpoint(),
+        ];
+        let uv = surface.project(point, Some(hint))?;
+        match face_contains_uv(brep, face, uv)? {
+            Some(true) => sources.push(brep_face_source(brep, face.id)),
+            Some(false) => {}
+            None => return Err(coverage()),
+        }
+    }
+    Ok(sources)
+}
+
+pub(super) fn cap_provenance(
+    host: &BrepEnvelope,
+    cutters: &[&BrepEnvelope],
+    base: Frame3,
+    level: f64,
+    region: &CurveRegion2,
+    tolerance: f64,
+) -> Result<FaceProvenance, GeometryError> {
+    let mut sources = source_for_cap_region(host, base, level, region, tolerance)?;
+    let mut cut = false;
+    for cutter in cutters {
+        let cutter_sources = source_for_cap_region(cutter, base, level, region, tolerance)?;
+        cut |= !cutter_sources.is_empty();
+        sources.extend(cutter_sources);
+    }
+    if sources.is_empty() {
+        return Err(coverage());
+    }
+    Ok(FaceProvenance {
+        sources,
+        role: if cut { FaceRole::Cut } else { FaceRole::Split },
+        reversed: cut,
+    })
+}
+
+fn source_for_cap_region(
+    brep: &BrepEnvelope,
+    base: Frame3,
+    level: f64,
+    region: &CurveRegion2,
+    tolerance: f64,
+) -> Result<Vec<FaceSource>, GeometryError> {
+    let mut candidates = Vec::new();
+    for face in &brep.topology.faces {
+        let SurfaceGeometry::Plane { frame } = brep.geometry.surface(face.surface)? else {
+            continue;
+        };
+        if dot(frame.z, base.z).abs() > 1.0 - 1.0e-10
+            && (base.local(frame.origin)[2] - level).abs() <= tolerance
+        {
+            candidates.push(face);
+        }
+    }
+    let mut sources = Vec::new();
+    for face in candidates {
+        let source_region = face_region(brep, face, base)?;
+        if cap_regions_overlap(region, &source_region, tolerance) {
+            sources.push(brep_face_source(brep, face.id));
+        }
+    }
+    Ok(sources)
+}
+
+pub(super) fn cap_regions_overlap(a: &CurveRegion2, b: &CurveRegion2, tolerance: f64) -> bool {
+    for (region, other) in [(a, b), (b, a)] {
+        for ring in std::iter::once(&region.outer).chain(&region.holes) {
+            for edge in ring {
+                let mut parameters = vec![0.0, 1.0];
+                for other_ring in std::iter::once(&other.outer).chain(&other.holes) {
+                    for other_edge in other_ring {
+                        parameters.extend(
+                            intersections(edge, other_edge, tolerance)
+                                .into_iter()
+                                .filter_map(|point| edge.parameter(point, tolerance)),
+                        );
+                    }
+                }
+                parameters.sort_by(f64::total_cmp);
+                parameters
+                    .dedup_by(|left, right| (*left - *right).abs() * edge.length() <= tolerance);
+                for span in parameters.windows(2) {
+                    let interval_length = (span[1] - span[0]) * edge.length();
+                    if interval_length <= tolerance * 4.0 {
+                        continue;
+                    }
+                    let midpoint = (span[0] + span[1]) / 2.0;
+                    let point = edge.point(midpoint);
+                    let tangent = edge.tangent(midpoint);
+                    let tangent_length = tangent.x.hypot(tangent.z);
+                    if tangent_length <= tolerance {
+                        continue;
+                    }
+                    let mut offset = (interval_length * 0.1).min(1.0e-4);
+                    for _ in 0..8 {
+                        if offset <= tolerance * 2.0 {
+                            break;
+                        }
+                        let probe = Pt2::new(
+                            point.x + tangent.z * offset / tangent_length,
+                            point.z - tangent.x * offset / tangent_length,
+                        );
+                        if contains_region_point(region, probe, tolerance)
+                            && contains_region_point(other, probe, tolerance)
+                        {
+                            return true;
+                        }
+                        offset *= 0.5;
+                    }
+                }
+            }
+        }
+    }
+    false
+}
+
+fn contains_region_point(region: &CurveRegion2, point: Pt2, tolerance: f64) -> bool {
+    winding(point, &region.outer, tolerance) != 0
+        && region
+            .holes
+            .iter()
+            .all(|hole| winding(point, hole, tolerance) == 0)
+}
+
+pub(super) fn finish(
+    mut facets: Facets,
+    a: &BrepEnvelope,
+    cutters: &[&BrepEnvelope],
+) -> Result<BooleanResult, GeometryError> {
+    let mut assigned = vec![false; facets.builder.brep.topology.faces.len()];
+    let mut outer_shells = Vec::new();
+    let mut cavity_shells = Vec::new();
+    for start in 0..assigned.len() {
+        if assigned[start] {
+            continue;
+        }
+        let shell = facets.builder.brep.topology.shells.len() as u32;
+        let faces = assign_shell_faces(
+            &mut facets.builder.brep,
+            &mut assigned,
+            start,
+            shell,
+            coverage,
+            coverage,
+        )?;
+        let signed_volume = signed_shell_volume(&facets, &faces)?;
+        if !signed_volume.is_finite() || signed_volume.abs() <= facets.accuracy.geometric.powi(3) {
+            return Err(coverage());
+        }
+        facets.builder.brep.topology.shells.push(Shell {
+            id: shell,
+            faces,
+            is_closed: true,
+        });
+        if signed_volume > 0.0 {
+            outer_shells.push((shell, signed_volume));
+        } else {
+            cavity_shells.push(shell);
+        }
+    }
+    for &(outer_shell, _) in &outer_shells {
+        facets.builder.brep.solids.push(SolidRegion {
+            outer_shell,
+            cavity_shells: Vec::new(),
+        });
+    }
+    for cavity_shell in cavity_shells {
+        let index = enclosing_solid(
+            &facets.builder.brep,
+            &outer_shells,
+            cavity_shell,
+            |brep, faces, point| match classify_point_in_shell(brep, faces, point)? {
+                PointClassification::Inside => Ok(true),
+                PointClassification::Outside => Ok(false),
+                PointClassification::Boundary | PointClassification::Unknown => Err(coverage()),
+            },
+            coverage,
+        )?;
+        facets.builder.brep.solids[index]
+            .cavity_shells
+            .push(cavity_shell);
+    }
+    finish_arc_extrusion_result(facets.builder.brep, a, cutters)
+}
+
+fn signed_shell_volume(facets: &Facets, faces: &[u32]) -> Result<f64, GeometryError> {
+    let mut signed_volume = 0.0;
+    for &face_id in faces {
+        let face = &facets.builder.brep.topology.faces[face_id as usize];
+        let SurfaceGeometry::Plane { frame } = facets
+            .builder
+            .brep
+            .geometry
+            .surfaces
+            .get(face.surface as usize)
+            .ok_or_else(coverage)?
+        else {
+            continue;
+        };
+        let outward = dot(frame.z, facets.base.z) * face.sense.multiplier();
+        if outward.abs() <= 1.0 - 1e-10 {
+            continue;
+        }
+        let region = face_region(&facets.builder.brep, face, facets.base)?;
+        let cap_area = area(&region.outer).abs()
+            - region
+                .holes
+                .iter()
+                .map(|hole| area(hole).abs())
+                .sum::<f64>();
+        if !cap_area.is_finite() || cap_area <= facets.accuracy.geometric.powi(2) {
+            return Err(coverage());
+        }
+        signed_volume += facets.base.local(frame.origin)[2] * outward * cap_area;
+    }
+    Ok(signed_volume)
+}
+
+fn finish_arc_extrusion_result(
+    mut out: BrepEnvelope,
+    a: &BrepEnvelope,
+    cutters: &[&BrepEnvelope],
+) -> Result<BooleanResult, GeometryError> {
+    out.revision = cutters
+        .iter()
+        .fold(a.revision, |revision, cutter| revision.max(cutter.revision))
+        .checked_add(1)
+        .ok_or_else(coverage)?;
+    out.validate()?;
+    let face_mappings =
+        analytic_face_mappings(&out, std::iter::once(a).chain(cutters.iter().copied()));
+    Ok(BooleanResult {
+        report: BooleanReport {
+            operation: BooleanOp::Subtraction,
+            quality: GeometryQuality::Analytic,
+            contacts: Vec::new(),
+            coincident: true,
+            face_mappings,
+        },
+        brep: out,
+    })
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/handlers/vertical_arc_extrusion/facets.rs b/main/opengeometry/src/operations/modifying/boolean/handlers/vertical_arc_extrusion/facets.rs
new file mode 100644
index 0000000..af7ba63
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/handlers/vertical_arc_extrusion/facets.rs
@@ -0,0 +1,492 @@
+use super::section::{canonical_arc_start, coverage};
+use crate::brep::{
+    boundary, padded_uv_bounds, plane_boundary, unit, uv_line, Accuracy, Builder, CurveGeometry,
+    FaceProvenance, Frame3, GeometryError, Orientation, SurfaceGeometry, Use,
+};
+use crate::geom2d::{reversed_ring, CurveEdge2, CurveRegion2, Pt2};
+use crate::math::{add, cross, norm, scale, sub, Interval, Point3};
+use crate::operations::modifying::boolean::assembly::add_welded_vertex;
+use std::collections::BTreeMap;
+
+pub(super) struct Facets {
+    pub(super) builder: Builder,
+    vertices: Vec<(Point3, u32)>,
+    edges: BTreeMap<(u32, u32, i64, i64, i64), (u32, u32, u32, bool)>,
+    pub(super) accuracy: Accuracy,
+    pub(super) base: Frame3,
+}
+
+struct SideLoop {
+    lo: f64,
+    hi: f64,
+    lower_from: Point3,
+    lower_to: Point3,
+    bottom: (u32, u32, u32, Orientation),
+    top: (u32, u32, u32, Orientation),
+    end_segments: Vec<(u32, u32, u32, Orientation, f64, f64)>,
+    start_segments: Vec<(u32, u32, u32, Orientation, f64, f64)>,
+}
+
+pub(super) struct SidePatch {
+    pub(super) edge: CurveEdge2,
+    pub(super) levels: Vec<f64>,
+    pub(super) provenance: FaceProvenance,
+}
+
+pub(super) fn same_side_patch(a: &SidePatch, b: &SidePatch, tolerance: f64) -> bool {
+    if std::mem::discriminant(&a.edge) != std::mem::discriminant(&b.edge)
+        || a.provenance.role != b.provenance.role
+        || a.provenance.reversed != b.provenance.reversed
+        || a.provenance.sources.len() != b.provenance.sources.len()
+        || !a
+            .provenance
+            .sources
+            .iter()
+            .zip(&b.provenance.sources)
+            .all(|(a, b)| {
+                a.entity == b.entity && a.body == b.body && a.key == b.key && a.face == b.face
+            })
+        || (a.edge.length() - b.edge.length()).abs() > tolerance
+    {
+        return false;
+    }
+    [0.0, 0.5, 1.0].into_iter().all(|station| {
+        let a = a.edge.point(station);
+        let b = b.edge.point(station);
+        (a.x - b.x).hypot(a.z - b.z) <= tolerance
+    })
+}
+
+impl Facets {
+    pub(super) fn new(id: String, accuracy: Accuracy, base: Frame3) -> Result<Self, GeometryError> {
+        Ok(Self {
+            builder: Builder::new(id, accuracy)?,
+            vertices: Vec::new(),
+            edges: BTreeMap::new(),
+            accuracy,
+            base,
+        })
+    }
+
+    fn vertex(&mut self, point: Point3) -> u32 {
+        add_welded_vertex(&mut self.builder, &mut self.vertices, point, self.accuracy)
+    }
+
+    fn edge(
+        &mut self,
+        from: Point3,
+        to: Point3,
+        middle: Point3,
+        circle: Option<([f64; 2], f64, f64, f64)>,
+    ) -> Result<(u32, u32, u32, Orientation), GeometryError> {
+        let from_id = self.vertex(from);
+        let to_id = self.vertex(to);
+        if from_id == to_id {
+            return Err(coverage());
+        }
+        let step = self.accuracy.geometric / 4.0;
+        let key = (
+            from_id.min(to_id),
+            from_id.max(to_id),
+            (middle[0] / step).round() as i64,
+            (middle[1] / step).round() as i64,
+            (middle[2] / step).round() as i64,
+        );
+        if let Some(&(id, stored_from, stored_to, forward)) = self.edges.get(&key) {
+            let same = from_id == stored_from && to_id == stored_to;
+            let orientation = if same == forward {
+                Orientation::Forward
+            } else {
+                Orientation::Reverse
+            };
+            return Ok((id, from_id, to_id, orientation));
+        }
+        let (curve, range, forward) = if let Some((centre, radius, start, sweep)) = circle {
+            let origin = self
+                .base
+                .point([centre[0], centre[1], self.base.local(from)[2]]);
+            let frame = Frame3 {
+                origin,
+                ..self.base
+            };
+            let start = canonical_arc_start(start, sweep);
+            let end = start + sweep;
+            (
+                CurveGeometry::Circle { frame, radius },
+                Interval::new(start.min(end), start.max(end))?,
+                sweep > 0.0,
+            )
+        } else {
+            let delta = sub(to, from);
+            (
+                CurveGeometry::Line {
+                    origin: from,
+                    direction: unit(delta)?,
+                },
+                Interval::new(0.0, norm(delta))?,
+                true,
+            )
+        };
+        let id = self.builder.edge(curve, range, false);
+        self.edges.insert(key, (id, from_id, to_id, forward));
+        Ok((
+            id,
+            from_id,
+            to_id,
+            if forward {
+                Orientation::Forward
+            } else {
+                Orientation::Reverse
+            },
+        ))
+    }
+
+    fn edge_at(
+        &mut self,
+        edge: &CurveEdge2,
+        level: f64,
+    ) -> Result<(u32, u32, u32, Orientation), GeometryError> {
+        let point = |t| {
+            let p = edge.point(t);
+            self.base.point([p.x, p.z, level])
+        };
+        let curve = match edge {
+            CurveEdge2::Arc {
+                center,
+                radius,
+                start_angle,
+                sweep_angle,
+            } => Some((*center, *radius, *start_angle, *sweep_angle)),
+            CurveEdge2::Line { .. } => None,
+        };
+        self.edge(point(0.0), point(1.0), point(0.5), curve)
+    }
+
+    fn cap_uses(
+        &mut self,
+        ring: &[CurveEdge2],
+        level: f64,
+        frame: Frame3,
+    ) -> Result<Vec<Use>, GeometryError> {
+        let mut uses = Vec::new();
+        for edge in ring {
+            let (id, from, to, sense) = self.edge_at(edge, level)?;
+            uses.push(plane_boundary(&self.builder, frame, id, from, to, sense)?);
+        }
+        Ok(uses)
+    }
+
+    pub(super) fn cap(
+        &mut self,
+        regions: &[CurveRegion2],
+        level: f64,
+        up: bool,
+        provenance: FaceProvenance,
+    ) -> Result<(), GeometryError> {
+        let origin = self.base.point([0.0, 0.0, level]);
+        let frame = if up {
+            Frame3 {
+                origin,
+                ..self.base
+            }
+        } else {
+            Frame3 {
+                origin,
+                x: self.base.x,
+                y: scale(self.base.y, -1.0),
+                z: scale(self.base.z, -1.0),
+            }
+        };
+        for region in regions {
+            let outer = if up {
+                region.outer.clone()
+            } else {
+                reversed_ring(&region.outer)
+            };
+            let holes = if up {
+                region.holes.clone()
+            } else {
+                region
+                    .holes
+                    .iter()
+                    .map(|ring| reversed_ring(ring))
+                    .collect()
+            };
+            let bounds = self.cap_bounds(&outer, &holes, level, frame);
+            let outer_uses = self.cap_uses(&outer, level, frame)?;
+            let hole_uses = holes
+                .iter()
+                .map(|ring| self.cap_uses(ring, level, frame))
+                .collect::<Result<Vec<_>, _>>()?;
+            let id = self.builder.brep.topology.faces.len();
+            self.builder.face_with_holes(
+                &format!("{}-cap-{id}", if up { "upper" } else { "lower" }),
+                SurfaceGeometry::Plane { frame },
+                bounds,
+                outer_uses,
+                hole_uses,
+            )?;
+            self.builder.brep.topology.faces[id].provenance = provenance.clone();
+        }
+        Ok(())
+    }
+
+    fn cap_bounds(
+        &self,
+        outer: &[CurveEdge2],
+        holes: &[Vec<CurveEdge2>],
+        level: f64,
+        frame: Frame3,
+    ) -> [[f64; 2]; 2] {
+        let points = outer.iter().chain(holes.iter().flatten()).flat_map(|edge| {
+            let mut stations = vec![0.0, 0.5, 1.0];
+            if let CurveEdge2::Arc { center, radius, .. } = edge {
+                for angle in [
+                    0.0,
+                    std::f64::consts::FRAC_PI_2,
+                    std::f64::consts::PI,
+                    3.0 * std::f64::consts::FRAC_PI_2,
+                ] {
+                    let point = Pt2::new(
+                        center[0] + radius * angle.cos(),
+                        center[1] + radius * angle.sin(),
+                    );
+                    if let Some(station) = edge.parameter(point, self.accuracy.intersection) {
+                        stations.push(station);
+                    }
+                }
+            }
+            stations.into_iter().map(move |t| {
+                let point = edge.point(t);
+                frame.local(self.base.point([point.x, point.z, level]))
+            })
+        });
+        padded_uv_bounds(points, self.accuracy.geometric)
+    }
+
+    pub(super) fn side(
+        &mut self,
+        edge: &CurveEdge2,
+        levels: &[f64],
+        provenance: FaceProvenance,
+    ) -> Result<(), GeometryError> {
+        let side_loop = self.side_loop(edge, levels)?;
+        let id = self.builder.brep.topology.faces.len();
+        match edge {
+            CurveEdge2::Line { .. } => {
+                self.add_plane_side(id, &side_loop)?;
+            }
+            CurveEdge2::Arc {
+                center,
+                radius,
+                start_angle,
+                sweep_angle,
+            } => {
+                self.add_cylinder_side(
+                    id,
+                    &side_loop,
+                    *center,
+                    *radius,
+                    *start_angle,
+                    *sweep_angle,
+                )?;
+            }
+        }
+        self.builder.brep.topology.faces[id].provenance = provenance;
+        Ok(())
+    }
+
+    fn side_loop(&mut self, edge: &CurveEdge2, levels: &[f64]) -> Result<SideLoop, GeometryError> {
+        if levels.len() < 2 || levels.windows(2).any(|span| span[1] <= span[0]) {
+            return Err(coverage());
+        }
+        let lo = levels[0];
+        let hi = *levels.last().ok_or_else(coverage)?;
+        let base = self.base;
+        let point = |t, level| {
+            let p = edge.point(t);
+            base.point([p.x, p.z, level])
+        };
+        let lower_from = point(0.0, lo);
+        let lower_to = point(1.0, lo);
+        let bottom = self.edge_at(edge, lo)?;
+        let top = self.edge_at(edge, hi)?;
+        let mut end_segments = Vec::with_capacity(levels.len() - 1);
+        let mut start_segments = Vec::with_capacity(levels.len() - 1);
+        for span in levels.windows(2) {
+            let from = point(1.0, span[0]);
+            let to = point(1.0, span[1]);
+            let (edge, from_id, to_id, sense) =
+                self.edge(from, to, scale(add(from, to), 0.5), None)?;
+            end_segments.push((edge, from_id, to_id, sense, span[0], span[1]));
+        }
+        for span in levels.windows(2).rev() {
+            let from = point(0.0, span[1]);
+            let to = point(0.0, span[0]);
+            let (edge, from_id, to_id, sense) =
+                self.edge(from, to, scale(add(from, to), 0.5), None)?;
+            start_segments.push((edge, from_id, to_id, sense, span[0], span[1]));
+        }
+        Ok(SideLoop {
+            lo,
+            hi,
+            lower_from,
+            lower_to,
+            bottom,
+            top,
+            end_segments,
+            start_segments,
+        })
+    }
+
+    fn add_plane_side(&mut self, id: usize, side_loop: &SideLoop) -> Result<(), GeometryError> {
+        let &SideLoop {
+            lo,
+            hi,
+            lower_from,
+            lower_to,
+            bottom: (bottom, bf, bt, bottom_sense),
+            top: (top, tf, tt, top_sense),
+            ref end_segments,
+            ref start_segments,
+        } = side_loop;
+        let edge_direction = unit(sub(lower_to, lower_from))?;
+        let normal = unit(cross(edge_direction, self.base.z))?;
+        let frame = Frame3::from_axis(lower_from, normal, edge_direction)?;
+        let mut uses = Vec::with_capacity(2 + 2 * end_segments.len());
+        uses.push(plane_boundary(
+            &self.builder,
+            frame,
+            bottom,
+            bf,
+            bt,
+            bottom_sense,
+        )?);
+        for &(edge, from, to, sense, _, _) in end_segments {
+            uses.push(plane_boundary(&self.builder, frame, edge, from, to, sense)?);
+        }
+        uses.push(plane_boundary(
+            &self.builder,
+            frame,
+            top,
+            tt,
+            tf,
+            if top_sense == Orientation::Forward {
+                Orientation::Reverse
+            } else {
+                Orientation::Forward
+            },
+        )?);
+        for &(edge, from, to, sense, _, _) in start_segments {
+            uses.push(plane_boundary(&self.builder, frame, edge, from, to, sense)?);
+        }
+        self.builder.face(
+            &format!("vertical-plane-{id}"),
+            SurfaceGeometry::Plane { frame },
+            [
+                [
+                    -self.accuracy.geometric,
+                    norm(sub(lower_to, lower_from)) + self.accuracy.geometric,
+                ],
+                [-self.accuracy.geometric, hi - lo + self.accuracy.geometric],
+            ],
+            uses,
+        )?;
+        self.builder.brep.topology.faces[id].sense = Orientation::Reverse;
+        Ok(())
+    }
+
+    fn add_cylinder_side(
+        &mut self,
+        id: usize,
+        side_loop: &SideLoop,
+        center: [f64; 2],
+        radius: f64,
+        start_angle: f64,
+        sweep_angle: f64,
+    ) -> Result<(), GeometryError> {
+        let &SideLoop { lo, hi, .. } = side_loop;
+        let origin = self.base.point([center[0], center[1], 0.0]);
+        let frame = Frame3 {
+            origin,
+            ..self.base
+        };
+        let start_angle = canonical_arc_start(start_angle, sweep_angle);
+        let end_angle = start_angle + sweep_angle;
+        let uses = cylinder_side_uses(side_loop, start_angle, end_angle);
+        self.builder.face(
+            &format!("vertical-cylinder-{id}"),
+            SurfaceGeometry::Cylinder { frame, radius },
+            [
+                [
+                    start_angle.min(end_angle) - self.accuracy.geometric / radius,
+                    start_angle.max(end_angle) + self.accuracy.geometric / radius,
+                ],
+                [lo - self.accuracy.geometric, hi + self.accuracy.geometric],
+            ],
+            uses,
+        )?;
+        if sweep_angle > 0.0 {
+            self.builder.brep.topology.faces[id].sense = Orientation::Reverse;
+        }
+        Ok(())
+    }
+}
+
+fn cylinder_side_uses(side_loop: &SideLoop, start_angle: f64, end_angle: f64) -> Vec<Use> {
+    let &SideLoop {
+        lo,
+        hi,
+        bottom: (bottom, bf, bt, bottom_sense),
+        top: (top, tf, tt, top_sense),
+        ref end_segments,
+        ref start_segments,
+        ..
+    } = side_loop;
+    let mut uses = Vec::with_capacity(2 + 2 * end_segments.len());
+    uses.push(boundary(
+        bottom,
+        bf,
+        bt,
+        bottom_sense,
+        uv_line([0.0, lo], [1.0, 0.0]),
+    ));
+    for &(edge, from, to, sense, start, end) in end_segments {
+        uses.push(boundary(
+            edge,
+            from,
+            to,
+            sense,
+            if sense == Orientation::Forward {
+                uv_line([end_angle, start], [0.0, 1.0])
+            } else {
+                uv_line([end_angle, end], [0.0, -1.0])
+            },
+        ));
+    }
+    uses.push(boundary(
+        top,
+        tt,
+        tf,
+        if top_sense == Orientation::Forward {
+            Orientation::Reverse
+        } else {
+            Orientation::Forward
+        },
+        uv_line([0.0, hi], [1.0, 0.0]),
+    ));
+    for &(edge, from, to, sense, start, end) in start_segments {
+        uses.push(boundary(
+            edge,
+            from,
+            to,
+            sense,
+            if sense == Orientation::Forward {
+                uv_line([start_angle, end], [0.0, -1.0])
+            } else {
+                uv_line([start_angle, start], [0.0, 1.0])
+            },
+        ));
+    }
+    uses
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/handlers/vertical_arc_extrusion/mod.rs b/main/opengeometry/src/operations/modifying/boolean/handlers/vertical_arc_extrusion/mod.rs
new file mode 100644
index 0000000..72fcb94
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/handlers/vertical_arc_extrusion/mod.rs
@@ -0,0 +1,470 @@
+mod cap_provenance;
+mod facets;
+mod section;
+#[cfg(test)]
+mod tests;
+
+use crate::brep::{
+    Accuracy, BrepEnvelope, FaceProvenance, FaceRole, Frame3, GeometryError, SurfaceGeometry,
+};
+use crate::geom2d::{boolean_curved_regions, CurveEdge2, CurveRegion2, PlanarBooleanOp};
+use crate::math::dot;
+use crate::operations::modifying::boolean::operands::all_planar;
+use crate::operations::modifying::boolean::types::BooleanResult;
+use cap_provenance::{cap_provenance, finish, source_for_side};
+use facets::{same_side_patch, Facets, SidePatch};
+use section::{append_points, coverage, face_profile, sectional_regions, split_regions};
+
+struct SectionFrame {
+    base: Frame3,
+    low: f64,
+    high: f64,
+}
+
+struct SectionCut<'a> {
+    a: &'a BrepEnvelope,
+    cutters: &'a [&'a BrepEnvelope],
+    base: Frame3,
+    accuracy: Accuracy,
+}
+
+pub(crate) fn subtract_vertical_arc_extrusion(
+    a: &BrepEnvelope,
+    b: &BrepEnvelope,
+    id: String,
+) -> Result<BooleanResult, GeometryError> {
+    subtract_vertical_arc_extrusion_batch(a, &[b], id)
+}
+
+pub(crate) fn subtract_vertical_arc_extrusion_batch(
+    a: &BrepEnvelope,
+    cutters: &[&BrepEnvelope],
+    id: String,
+) -> Result<BooleanResult, GeometryError> {
+    if cutters.is_empty() {
+        return Err(coverage());
+    }
+    let original_host = a
+        .topology
+        .faces
+        .iter()
+        .any(|face| face.key == "top" || face.key == "upper_cap");
+    if !a
+        .geometry
+        .surfaces
+        .iter()
+        .any(|surface| matches!(surface, SurfaceGeometry::Cylinder { .. }))
+    {
+        return Err(coverage());
+    }
+    if cutters
+        .iter()
+        .any(|cutter| cutter.solids.len() != 1 || !all_planar(cutter))
+    {
+        return Err(coverage());
+    }
+    let accuracy = cutters.iter().fold(a.accuracy, |accuracy, cutter| {
+        Accuracy::combined(accuracy, cutter.accuracy)
+    });
+    let SectionFrame { base, low, high } = section_frame(a, accuracy)?;
+    let original_profile = if original_host {
+        Some(face_profile(a, base, high - low, accuracy.intersection)?)
+    } else {
+        None
+    };
+    let cutter_profiles = cutter_profile_spans(cutters, base, accuracy)?;
+    let section = SectionCut {
+        a,
+        cutters,
+        base,
+        accuracy,
+    };
+    let levels = section_levels(&section, original_host, low, high, &cutter_profiles);
+    let mut layers = layer_regions(&section, &levels, &original_profile, &cutter_profiles)?;
+    let (mut exposed_up, mut exposed_down) = exposed_regions(&layers, accuracy)?;
+    split_at_shared_points(&mut layers, &mut exposed_up, &mut exposed_down, accuracy);
+    let mut facets = Facets::new(id, accuracy, base)?;
+    let mut side_patches = Vec::<SidePatch>::new();
+    add_caps(&mut facets, &section, &[], &layers[0], 0.0, false)?;
+    add_layer_faces(
+        &mut facets,
+        &mut side_patches,
+        &section,
+        &layers,
+        &levels,
+        &exposed_up,
+        &exposed_down,
+    )?;
+    add_caps(
+        &mut facets,
+        &section,
+        &[],
+        layers.last().ok_or_else(coverage)?,
+        high - low,
+        true,
+    )?;
+    add_sides(&mut facets, &side_patches, accuracy)?;
+    finish(facets, a, cutters)
+}
+
+fn section_frame(a: &BrepEnvelope, accuracy: Accuracy) -> Result<SectionFrame, GeometryError> {
+    let host_top = host_top_frame(a)?;
+    let positions = a
+        .topology
+        .vertices
+        .iter()
+        .map(|vertex| host_top.local(vertex.position)[2])
+        .collect::<Vec<_>>();
+    let low = positions.iter().copied().fold(f64::INFINITY, f64::min);
+    let high = positions.iter().copied().fold(f64::NEG_INFINITY, f64::max);
+    if !low.is_finite() || high - low <= accuracy.geometric * 4.0 {
+        return Err(coverage());
+    }
+    let base = Frame3 {
+        origin: host_top.point([0.0, 0.0, low]),
+        ..host_top
+    };
+    Ok(SectionFrame { base, low, high })
+}
+
+fn host_top_frame(a: &BrepEnvelope) -> Result<Frame3, GeometryError> {
+    let cap_axes = a
+        .topology
+        .faces
+        .iter()
+        .filter(|face| {
+            face.key == "top"
+                || face.key == "upper_cap"
+                || face.key.ends_with(":top")
+                || face.key.starts_with("upper-cap-")
+        })
+        .filter_map(
+            |face| match a.geometry.surfaces.get(face.surface as usize) {
+                Some(SurfaceGeometry::Plane { frame }) => Some(frame.z),
+                _ => None,
+            },
+        )
+        .collect::<Vec<_>>();
+    let axis = a
+        .topology
+        .faces
+        .iter()
+        .find_map(
+            |face| match a.geometry.surfaces.get(face.surface as usize) {
+                Some(SurfaceGeometry::Cylinder { frame, .. })
+                    if cap_axes
+                        .iter()
+                        .any(|cap| dot(*cap, frame.z).abs() > 1.0 - 1e-10) =>
+                {
+                    Some(frame.z)
+                }
+                _ => None,
+            },
+        )
+        .ok_or_else(coverage)?;
+    a.topology
+        .faces
+        .iter()
+        .filter_map(
+            |face| match a.geometry.surfaces.get(face.surface as usize) {
+                Some(SurfaceGeometry::Plane { frame }) if dot(frame.z, axis) > 1.0 - 1e-10 => {
+                    Some(*frame)
+                }
+                _ => None,
+            },
+        )
+        .max_by(|left, right| dot(left.origin, axis).total_cmp(&dot(right.origin, axis)))
+        .ok_or_else(coverage)
+}
+
+fn cutter_profile_spans<'a>(
+    cutters: &[&'a BrepEnvelope],
+    base: Frame3,
+    accuracy: Accuracy,
+) -> Result<Vec<(&'a BrepEnvelope, f64, f64, CurveRegion2)>, GeometryError> {
+    cutters
+        .iter()
+        .map(|cutter| {
+            let cutter_levels = cutter
+                .topology
+                .vertices
+                .iter()
+                .map(|vertex| base.local(vertex.position)[2])
+                .collect::<Vec<_>>();
+            let lo = cutter_levels.iter().copied().fold(f64::INFINITY, f64::min);
+            let hi = cutter_levels
+                .iter()
+                .copied()
+                .fold(f64::NEG_INFINITY, f64::max);
+            if !lo.is_finite()
+                || hi - lo <= accuracy.geometric * 4.0
+                || cutter_levels.iter().any(|level| {
+                    (level - lo).abs() > accuracy.geometric
+                        && (level - hi).abs() > accuracy.geometric
+                })
+            {
+                return Err(coverage());
+            }
+            Ok((
+                *cutter,
+                lo,
+                hi,
+                face_profile(cutter, base, hi, accuracy.intersection)?,
+            ))
+        })
+        .collect::<Result<Vec<_>, GeometryError>>()
+}
+
+fn section_levels(
+    section: &SectionCut<'_>,
+    original_host: bool,
+    low: f64,
+    high: f64,
+    cutter_profiles: &[(&BrepEnvelope, f64, f64, CurveRegion2)],
+) -> Vec<f64> {
+    let &SectionCut {
+        a, base, accuracy, ..
+    } = section;
+    let mut levels = vec![0.0, high - low];
+    if !original_host {
+        for vertex in &a.topology.vertices {
+            let level = base.local(vertex.position)[2];
+            if level > accuracy.geometric && level < high - low - accuracy.geometric {
+                levels.push(level);
+            }
+        }
+    }
+    for (_, lo, hi, _) in cutter_profiles {
+        for level in [*lo, *hi] {
+            if level > accuracy.geometric && level < high - low - accuracy.geometric {
+                levels.push(level);
+            }
+        }
+    }
+    levels.sort_by(f64::total_cmp);
+    levels.dedup_by(|left, right| (*left - *right).abs() <= accuracy.geometric);
+    levels
+}
+
+fn layer_regions(
+    section: &SectionCut<'_>,
+    levels: &[f64],
+    original_profile: &Option<CurveRegion2>,
+    cutter_profiles: &[(&BrepEnvelope, f64, f64, CurveRegion2)],
+) -> Result<Vec<Vec<CurveRegion2>>, GeometryError> {
+    let &SectionCut {
+        a, base, accuracy, ..
+    } = section;
+    levels
+        .windows(2)
+        .map(|span| {
+            let middle = (span[0] + span[1]) / 2.0;
+            let host_regions = if let Some(profile) = original_profile {
+                vec![profile.clone()]
+            } else {
+                sectional_regions(a, base, middle, accuracy.intersection)?
+            };
+            let active = cutter_profiles
+                .iter()
+                .filter(|(_, lo, hi, _)| middle > *lo && middle < *hi)
+                .map(|(_, _, _, profile)| profile.clone())
+                .collect::<Vec<_>>();
+            boolean_curved_regions(
+                &host_regions,
+                &active,
+                PlanarBooleanOp::Subtraction,
+                accuracy.intersection,
+            )
+        })
+        .collect::<Result<Vec<_>, _>>()
+}
+
+fn exposed_regions(
+    layers: &[Vec<CurveRegion2>],
+    accuracy: Accuracy,
+) -> Result<(Vec<Vec<CurveRegion2>>, Vec<Vec<CurveRegion2>>), GeometryError> {
+    let exposed_up = (1..layers.len())
+        .map(|index| {
+            boolean_curved_regions(
+                &layers[index - 1],
+                &layers[index],
+                PlanarBooleanOp::Subtraction,
+                accuracy.intersection,
+            )
+        })
+        .collect::<Result<Vec<_>, _>>()?;
+    let exposed_down = (1..layers.len())
+        .map(|index| {
+            boolean_curved_regions(
+                &layers[index],
+                &layers[index - 1],
+                PlanarBooleanOp::Subtraction,
+                accuracy.intersection,
+            )
+        })
+        .collect::<Result<Vec<_>, _>>()?;
+    Ok((exposed_up, exposed_down))
+}
+
+fn split_at_shared_points(
+    layers: &mut [Vec<CurveRegion2>],
+    exposed_up: &mut [Vec<CurveRegion2>],
+    exposed_down: &mut [Vec<CurveRegion2>],
+    accuracy: Accuracy,
+) {
+    let mut all_points = Vec::new();
+    for region in layers.iter() {
+        append_points(region, &mut all_points);
+    }
+    for region in exposed_up.iter().chain(exposed_down.iter()) {
+        append_points(region, &mut all_points);
+    }
+    for region in layers.iter_mut() {
+        split_regions(region, &all_points, accuracy.intersection);
+    }
+    for region in exposed_up.iter_mut().chain(exposed_down.iter_mut()) {
+        split_regions(region, &all_points, accuracy.intersection);
+    }
+}
+
+fn add_caps(
+    facets: &mut Facets,
+    section: &SectionCut<'_>,
+    cutters: &[&BrepEnvelope],
+    regions: &[CurveRegion2],
+    level: f64,
+    up: bool,
+) -> Result<(), GeometryError> {
+    let &SectionCut {
+        a, base, accuracy, ..
+    } = section;
+    for region in regions {
+        let provenance = cap_provenance(a, cutters, base, level, region, accuracy.intersection)?;
+        facets.cap(std::slice::from_ref(region), level, up, provenance)?;
+    }
+    Ok(())
+}
+
+fn add_layer_faces(
+    facets: &mut Facets,
+    side_patches: &mut Vec<SidePatch>,
+    section: &SectionCut<'_>,
+    layers: &[Vec<CurveRegion2>],
+    levels: &[f64],
+    exposed_up: &[Vec<CurveRegion2>],
+    exposed_down: &[Vec<CurveRegion2>],
+) -> Result<(), GeometryError> {
+    let cutters = section.cutters;
+    for (index, regions) in layers.iter().enumerate() {
+        let lo = levels[index];
+        let hi = levels[index + 1];
+        for region in regions {
+            for ring in std::iter::once(&region.outer).chain(&region.holes) {
+                for edge in ring {
+                    side_patches.push(side_patch(section, edge, lo, hi)?);
+                }
+            }
+        }
+        if index + 1 < layers.len() {
+            let cap_level = levels[index + 1];
+            add_caps(
+                facets,
+                section,
+                cutters,
+                &exposed_up[index],
+                cap_level,
+                true,
+            )?;
+            add_caps(
+                facets,
+                section,
+                cutters,
+                &exposed_down[index],
+                cap_level,
+                false,
+            )?;
+        }
+    }
+    Ok(())
+}
+
+fn side_patch(
+    section: &SectionCut<'_>,
+    edge: &CurveEdge2,
+    lo: f64,
+    hi: f64,
+) -> Result<SidePatch, GeometryError> {
+    let &SectionCut {
+        a,
+        cutters,
+        base,
+        accuracy,
+    } = section;
+    let p = edge.point(0.5);
+    let middle = base.point([p.x, p.z, (lo + hi) / 2.0]);
+    let from_a = source_for_side(a, middle, base.z, accuracy.intersection)?;
+    let mut from_b = Vec::new();
+    for cutter in cutters {
+        from_b.extend(source_for_side(
+            cutter,
+            middle,
+            base.z,
+            accuracy.intersection,
+        )?);
+    }
+    let cut = from_a.is_empty() && !from_b.is_empty();
+    let sources = if cut { from_b } else { from_a };
+    if sources.is_empty() {
+        return Err(coverage());
+    }
+    Ok(SidePatch {
+        edge: edge.clone(),
+        levels: vec![lo, hi],
+        provenance: FaceProvenance {
+            sources,
+            role: if cut { FaceRole::Cut } else { FaceRole::Split },
+            reversed: cut,
+        },
+    })
+}
+
+fn add_sides(
+    facets: &mut Facets,
+    side_patches: &[SidePatch],
+    accuracy: Accuracy,
+) -> Result<(), GeometryError> {
+    let mut consumed = vec![false; side_patches.len()];
+    for first in 0..side_patches.len() {
+        if consumed[first] {
+            continue;
+        }
+        consumed[first] = true;
+        let mut levels = side_patches[first].levels.clone();
+        loop {
+            let candidates = (first + 1..side_patches.len())
+                .filter(|&index| {
+                    !consumed[index]
+                        && (side_patches[index].levels[0] - levels[levels.len() - 1]).abs()
+                            <= accuracy.geometric
+                        && same_side_patch(
+                            &side_patches[first],
+                            &side_patches[index],
+                            accuracy.geometric / 4.0,
+                        )
+                })
+                .collect::<Vec<_>>();
+            if candidates.len() != 1 {
+                break;
+            }
+            let next = candidates[0];
+            consumed[next] = true;
+            levels.push(side_patches[next].levels[1]);
+        }
+        facets.side(
+            &side_patches[first].edge,
+            &levels,
+            side_patches[first].provenance.clone(),
+        )?;
+    }
+    Ok(())
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/handlers/vertical_arc_extrusion/section.rs b/main/opengeometry/src/operations/modifying/boolean/handlers/vertical_arc_extrusion/section.rs
new file mode 100644
index 0000000..434d472
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/handlers/vertical_arc_extrusion/section.rs
@@ -0,0 +1,502 @@
+use crate::brep::{
+    coverage_gap, BrepEnvelope, CurveGeometry, EdgeGeometry, Face, Frame3, GeometryError, HalfEdge,
+    Orientation, SurfaceGeometry,
+};
+use crate::geom2d::{reversed_ring, winding, CurveEdge2, CurveRegion2, Pt2};
+use crate::math::{dot, Point3};
+
+struct FaceBoundary {
+    boundary: Vec<(u32, Point3, Point3)>,
+    lowest: f64,
+    highest: f64,
+}
+
+pub(super) fn canonical_arc_start(start: f64, sweep: f64) -> f64 {
+    let lower = start.min(start + sweep);
+    lower.rem_euclid(std::f64::consts::TAU) + start - lower
+}
+
+pub(super) fn face_profile(
+    host: &BrepEnvelope,
+    base: Frame3,
+    level: f64,
+    tolerance: f64,
+) -> Result<CurveRegion2, GeometryError> {
+    let face = host
+        .topology
+        .faces
+        .iter()
+        .find(|face| {
+            matches!(host.geometry.surfaces.get(face.surface as usize),
+            Some(SurfaceGeometry::Plane { frame }) if dot(frame.z, base.z) > 1.0 - 1e-10
+            && (base.local(frame.origin)[2] - level).abs() <= tolerance)
+        })
+        .ok_or_else(coverage)?;
+    face_region(host, face, base)
+}
+
+pub(super) fn coverage() -> GeometryError {
+    coverage_gap("vertical arc-edged extrusion", "planar cutter")
+}
+
+pub(super) fn face_region(
+    host: &BrepEnvelope,
+    face: &Face,
+    base: Frame3,
+) -> Result<CurveRegion2, GeometryError> {
+    let mut edges = loop_edges(host, face.trim.outer, base)?;
+    if area(&edges) > 0.0 {
+        edges = reversed_ring(&edges);
+    }
+    let holes = face
+        .trim
+        .holes
+        .iter()
+        .map(|loop_id| {
+            let mut ring = loop_edges(host, *loop_id, base)?;
+            if area(&ring) < 0.0 {
+                ring = reversed_ring(&ring);
+            }
+            Ok(ring)
+        })
+        .collect::<Result<Vec<_>, GeometryError>>()?;
+    Ok(CurveRegion2 {
+        outer: edges,
+        holes,
+    })
+}
+
+fn loop_edges(
+    host: &BrepEnvelope,
+    loop_id: u32,
+    base: Frame3,
+) -> Result<Vec<CurveEdge2>, GeometryError> {
+    let start = host
+        .topology
+        .loops
+        .get(loop_id as usize)
+        .ok_or_else(coverage)?
+        .start_halfedge;
+    let mut current = start;
+    let mut edges = Vec::new();
+    loop {
+        let halfedge = host
+            .topology
+            .halfedges
+            .get(current as usize)
+            .ok_or_else(coverage)?;
+        edges.push(halfedge_edge(host, halfedge, base)?);
+        current = halfedge.next.ok_or_else(coverage)?;
+        if current == start {
+            break;
+        }
+        if edges.len() > host.topology.halfedges.len() {
+            return Err(coverage());
+        }
+    }
+    if edges.len() == 1 {
+        if let CurveEdge2::Arc {
+            center,
+            radius,
+            start_angle,
+            sweep_angle,
+        } = edges[0].clone()
+        {
+            if sweep_angle.abs() >= std::f64::consts::TAU - 1e-9 {
+                edges = vec![
+                    CurveEdge2::Arc {
+                        center,
+                        radius,
+                        start_angle,
+                        sweep_angle: sweep_angle / 2.0,
+                    },
+                    CurveEdge2::Arc {
+                        center,
+                        radius,
+                        start_angle: start_angle + sweep_angle / 2.0,
+                        sweep_angle: sweep_angle / 2.0,
+                    },
+                ];
+            }
+        }
+    }
+    Ok(edges)
+}
+
+fn halfedge_edge(
+    host: &BrepEnvelope,
+    halfedge: &HalfEdge,
+    base: Frame3,
+) -> Result<CurveEdge2, GeometryError> {
+    let from = base.local(
+        host.topology
+            .vertices
+            .get(halfedge.from as usize)
+            .ok_or_else(coverage)?
+            .position,
+    );
+    let to = base.local(
+        host.topology
+            .vertices
+            .get(halfedge.to as usize)
+            .ok_or_else(coverage)?
+            .position,
+    );
+    let edge = host
+        .topology
+        .edges
+        .get(halfedge.edge as usize)
+        .ok_or_else(coverage)?;
+    let EdgeGeometry::Curve { curve, range } = edge.geometry else {
+        return Err(coverage());
+    };
+    let curve = host
+        .geometry
+        .curves
+        .get(curve as usize)
+        .ok_or_else(coverage)?;
+    Ok(match curve {
+        CurveGeometry::Line { .. } => CurveEdge2::Line {
+            from: [from[0], from[1]],
+            to: [to[0], to[1]],
+        },
+        CurveGeometry::Circle { frame, radius } => {
+            if dot(frame.z, base.z).abs() < 1.0 - 1e-10 {
+                return Err(coverage());
+            }
+            let centre = base.local(frame.origin);
+            let start_angle = (from[1] - centre[1]).atan2(from[0] - centre[0]);
+            let sense = if halfedge.geometry_use.sense == Orientation::Forward {
+                1.0
+            } else {
+                -1.0
+            };
+            CurveEdge2::Arc {
+                center: [centre[0], centre[1]],
+                radius: *radius,
+                start_angle,
+                sweep_angle: sense * dot(frame.z, base.z).signum() * (range.hi - range.lo),
+            }
+        }
+        _ => return Err(coverage()),
+    })
+}
+
+pub(super) fn area(ring: &[CurveEdge2]) -> f64 {
+    ring.iter().map(CurveEdge2::twice_area).sum::<f64>() / 2.0
+}
+
+pub(super) fn sectional_regions(
+    host: &BrepEnvelope,
+    base: Frame3,
+    level: f64,
+    tolerance: f64,
+) -> Result<Vec<CurveRegion2>, GeometryError> {
+    let edges = section_edges(host, base, level, tolerance)?;
+    let rings = section_rings(edges, tolerance)?;
+    let samples = ring_samples(&rings, tolerance)?;
+    let depths = samples
+        .iter()
+        .enumerate()
+        .map(|(index, sample)| {
+            rings
+                .iter()
+                .enumerate()
+                .filter(|(other, ring)| *other != index && winding(*sample, ring, tolerance) != 0)
+                .count()
+        })
+        .collect::<Vec<_>>();
+    nested_regions(&rings, &samples, &depths, tolerance)
+}
+
+fn section_edges(
+    host: &BrepEnvelope,
+    base: Frame3,
+    level: f64,
+    tolerance: f64,
+) -> Result<Vec<CurveEdge2>, GeometryError> {
+    let mut edges = Vec::new();
+    for face in &host.topology.faces {
+        let FaceBoundary {
+            boundary,
+            lowest,
+            highest,
+        } = face_boundary(host, face, base)?;
+        if level <= lowest + tolerance || level >= highest - tolerance {
+            continue;
+        }
+        if !face.trim.holes.is_empty() {
+            return Err(coverage());
+        }
+        match &host.geometry.surfaces[face.surface as usize] {
+            SurfaceGeometry::Plane { frame } if dot(frame.z, base.z).abs() > 1.0e-10 => {
+                return Err(coverage());
+            }
+            SurfaceGeometry::Cylinder { frame, .. }
+                if dot(frame.z, base.z).abs() < 1.0 - 1.0e-10 =>
+            {
+                return Err(coverage());
+            }
+            SurfaceGeometry::Plane { .. } | SurfaceGeometry::Cylinder { .. } => {}
+            _ => return Err(coverage()),
+        }
+        let bottom = boundary
+            .iter()
+            .filter(|(_, from, to)| {
+                (base.local(*from)[2] - lowest).abs() <= tolerance
+                    && (base.local(*to)[2] - lowest).abs() <= tolerance
+            })
+            .collect::<Vec<_>>();
+        if bottom.len() != 1 {
+            return Err(coverage());
+        }
+        let &(halfedge_id, from, to) = bottom[0];
+        add_bottom_edges(&mut edges, host, base, halfedge_id, from, to)?;
+    }
+    Ok(edges)
+}
+
+fn face_boundary(
+    host: &BrepEnvelope,
+    face: &Face,
+    base: Frame3,
+) -> Result<FaceBoundary, GeometryError> {
+    let start = host.topology.loops[face.trim.outer as usize].start_halfedge;
+    let mut current = start;
+    let mut lowest = f64::INFINITY;
+    let mut highest = f64::NEG_INFINITY;
+    let mut boundary = Vec::new();
+    loop {
+        let halfedge = &host.topology.halfedges[current as usize];
+        let from = host.topology.vertices[halfedge.from as usize].position;
+        let to = host.topology.vertices[halfedge.to as usize].position;
+        for point in [from, to] {
+            let height = base.local(point)[2];
+            lowest = lowest.min(height);
+            highest = highest.max(height);
+        }
+        boundary.push((current, from, to));
+        current = halfedge.next.ok_or_else(coverage)?;
+        if current == start {
+            break;
+        }
+        if boundary.len() > host.topology.halfedges.len() {
+            return Err(coverage());
+        }
+    }
+    Ok(FaceBoundary {
+        boundary,
+        lowest,
+        highest,
+    })
+}
+
+fn add_bottom_edges(
+    edges: &mut Vec<CurveEdge2>,
+    host: &BrepEnvelope,
+    base: Frame3,
+    halfedge_id: u32,
+    from: Point3,
+    to: Point3,
+) -> Result<(), GeometryError> {
+    let halfedge = &host.topology.halfedges[halfedge_id as usize];
+    let edge = &host.topology.edges[halfedge.edge as usize];
+    let EdgeGeometry::Curve { curve, range } = edge.geometry else {
+        return Err(coverage());
+    };
+    let from = base.local(from);
+    let to = base.local(to);
+    match &host.geometry.curves[curve as usize] {
+        CurveGeometry::Line { .. } => edges.push(CurveEdge2::Line {
+            from: [from[0], from[1]],
+            to: [to[0], to[1]],
+        }),
+        CurveGeometry::Circle { frame, radius } => {
+            if dot(frame.z, base.z).abs() < 1.0 - 1.0e-10 {
+                return Err(coverage());
+            }
+            let centre = base.local(frame.origin);
+            let start_angle = (from[1] - centre[1]).atan2(from[0] - centre[0]);
+            let sense = if halfedge.geometry_use.sense == Orientation::Forward {
+                1.0
+            } else {
+                -1.0
+            };
+            let sweep = sense * dot(frame.z, base.z).signum() * (range.hi - range.lo);
+            if sweep.abs() >= std::f64::consts::TAU - 1.0e-9 {
+                for half in 0..2 {
+                    edges.push(CurveEdge2::Arc {
+                        center: [centre[0], centre[1]],
+                        radius: *radius,
+                        start_angle: start_angle + sweep * half as f64 / 2.0,
+                        sweep_angle: sweep / 2.0,
+                    });
+                }
+            } else {
+                edges.push(CurveEdge2::Arc {
+                    center: [centre[0], centre[1]],
+                    radius: *radius,
+                    start_angle,
+                    sweep_angle: sweep,
+                });
+            }
+        }
+        _ => return Err(coverage()),
+    }
+    Ok(())
+}
+
+fn section_rings(
+    mut edges: Vec<CurveEdge2>,
+    tolerance: f64,
+) -> Result<Vec<Vec<CurveEdge2>>, GeometryError> {
+    let mut rings = Vec::<Vec<CurveEdge2>>::new();
+    while let Some(first) = edges.pop() {
+        let start = first.point(0.0);
+        let mut end = first.point(1.0);
+        let mut ring = vec![first];
+        while (end.x - start.x).hypot(end.z - start.z) > tolerance {
+            let matches = edges
+                .iter()
+                .enumerate()
+                .filter_map(|(index, edge)| {
+                    let from = edge.point(0.0);
+                    let to = edge.point(1.0);
+                    let forward = (from.x - end.x).hypot(from.z - end.z) <= tolerance;
+                    let reverse = (to.x - end.x).hypot(to.z - end.z) <= tolerance;
+                    (forward || reverse).then_some((index, reverse))
+                })
+                .collect::<Vec<_>>();
+            if matches.len() != 1 {
+                return Err(coverage());
+            }
+            let (index, reverse) = matches[0];
+            let mut next = edges.swap_remove(index);
+            if reverse {
+                next = next.reversed();
+            }
+            end = next.point(1.0);
+            ring.push(next);
+        }
+        if area(&ring).abs() <= tolerance * tolerance {
+            return Err(coverage());
+        }
+        rings.push(ring);
+    }
+    Ok(rings)
+}
+
+fn ring_samples(rings: &[Vec<CurveEdge2>], tolerance: f64) -> Result<Vec<Pt2>, GeometryError> {
+    let mut samples = Vec::new();
+    for ring in rings {
+        let edge = &ring[0];
+        let middle = edge.point(0.5);
+        let before = edge.point(0.49);
+        let after = edge.point(0.51);
+        let tangent = Pt2::new(after.x - before.x, after.z - before.z);
+        let length = tangent.x.hypot(tangent.z);
+        if length <= tolerance {
+            return Err(coverage());
+        }
+        let offset = (length * 0.1).min(1.0e-4).max(tolerance * 16.0);
+        let normal = Pt2::new(-tangent.z * offset / length, tangent.x * offset / length);
+        let left = Pt2::new(middle.x + normal.x, middle.z + normal.z);
+        let right = Pt2::new(middle.x - normal.x, middle.z - normal.z);
+        let left_inside = winding(left, ring, tolerance) != 0;
+        let right_inside = winding(right, ring, tolerance) != 0;
+        let sample = match (left_inside, right_inside) {
+            (true, false) => left,
+            (false, true) => right,
+            _ => return Err(coverage()),
+        };
+        samples.push(sample);
+    }
+    Ok(samples)
+}
+
+fn nested_regions(
+    rings: &[Vec<CurveEdge2>],
+    samples: &[Pt2],
+    depths: &[usize],
+    tolerance: f64,
+) -> Result<Vec<CurveRegion2>, GeometryError> {
+    let mut regions = Vec::<(usize, CurveRegion2)>::new();
+    for (index, ring) in rings.iter().enumerate() {
+        if depths[index] % 2 == 0 {
+            regions.push((
+                index,
+                CurveRegion2 {
+                    outer: if area(ring) < 0.0 {
+                        ring.clone()
+                    } else {
+                        reversed_ring(ring)
+                    },
+                    holes: Vec::new(),
+                },
+            ));
+        }
+    }
+    for (index, ring) in rings.iter().enumerate() {
+        if depths[index] % 2 == 0 {
+            continue;
+        }
+        let parent = regions
+            .iter()
+            .enumerate()
+            .filter(|(_, (outer, region))| {
+                depths[*outer] + 1 == depths[index]
+                    && winding(samples[index], &region.outer, tolerance) != 0
+            })
+            .map(|(parent, (_, region))| (parent, area(&region.outer).abs()))
+            .min_by(|left, right| left.1.total_cmp(&right.1))
+            .map(|(parent, _)| parent)
+            .ok_or_else(coverage)?;
+        regions[parent].1.holes.push(if area(ring) > 0.0 {
+            ring.clone()
+        } else {
+            reversed_ring(ring)
+        });
+    }
+    Ok(regions.into_iter().map(|(_, region)| region).collect())
+}
+
+pub(super) fn append_points(regions: &[CurveRegion2], points: &mut Vec<[f64; 2]>) {
+    for region in regions {
+        for ring in std::iter::once(&region.outer).chain(&region.holes) {
+            points.extend(ring.iter().map(|edge| {
+                let p = edge.point(0.0);
+                [p.x, p.z]
+            }));
+        }
+    }
+}
+
+pub(super) fn split_regions(regions: &mut [CurveRegion2], points: &[[f64; 2]], tolerance: f64) {
+    for region in regions {
+        region.outer = split_ring(&region.outer, points, tolerance);
+        for hole in &mut region.holes {
+            *hole = split_ring(hole, points, tolerance);
+        }
+    }
+}
+
+fn split_ring(ring: &[CurveEdge2], points: &[[f64; 2]], tolerance: f64) -> Vec<CurveEdge2> {
+    ring.iter()
+        .flat_map(|edge| {
+            let mut stations = vec![0.0, 1.0];
+            for point in points {
+                if let Some(station) = edge.parameter(Pt2::new(point[0], point[1]), tolerance) {
+                    if station > 1e-10 && station < 1.0 - 1e-10 {
+                        stations.push(station);
+                    }
+                }
+            }
+            stations.sort_by(f64::total_cmp);
+            stations.dedup_by(|a, b| (*a - *b).abs() < 1e-10);
+            stations
+                .windows(2)
+                .map(|span| edge.slice(span[0], span[1]))
+                .collect::<Vec<_>>()
+        })
+        .collect()
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/handlers/vertical_arc_extrusion/tests.rs b/main/opengeometry/src/operations/modifying/boolean/handlers/vertical_arc_extrusion/tests.rs
new file mode 100644
index 0000000..b3f1200
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/handlers/vertical_arc_extrusion/tests.rs
@@ -0,0 +1,57 @@
+use super::cap_provenance::cap_regions_overlap;
+use crate::geom2d::{reversed_ring, CurveEdge2, CurveRegion2};
+
+fn rectangle(x0: f64, z0: f64, x1: f64, z1: f64) -> CurveRegion2 {
+    let points = [[x0, z0], [x0, z1], [x1, z1], [x1, z0]];
+    CurveRegion2 {
+        outer: (0..4)
+            .map(|index| CurveEdge2::Line {
+                from: points[index],
+                to: points[(index + 1) % 4],
+            })
+            .collect(),
+        holes: Vec::new(),
+    }
+}
+
+#[test]
+fn cap_overlap_requires_positive_shared_area() {
+    let host = rectangle(0.0, 0.0, 2.0, 2.0);
+    assert!(cap_regions_overlap(
+        &host,
+        &rectangle(1.0, 1.0, 3.0, 3.0),
+        1e-7
+    ));
+    assert!(cap_regions_overlap(
+        &host,
+        &rectangle(0.5, 0.5, 1.5, 1.5),
+        1e-7
+    ));
+    assert!(!cap_regions_overlap(
+        &host,
+        &rectangle(2.0, 0.0, 3.0, 1.0),
+        1e-7
+    ));
+    assert!(!cap_regions_overlap(
+        &host,
+        &rectangle(3.0, 0.0, 4.0, 1.0),
+        1e-7
+    ));
+}
+
+#[test]
+fn cap_overlap_excludes_a_cutter_inside_a_hole() {
+    let mut host = rectangle(0.0, 0.0, 3.0, 3.0);
+    host.holes
+        .push(reversed_ring(&rectangle(1.0, 1.0, 2.0, 2.0).outer));
+    assert!(!cap_regions_overlap(
+        &host,
+        &rectangle(1.2, 1.2, 1.8, 1.8),
+        1e-7
+    ));
+    assert!(cap_regions_overlap(
+        &host,
+        &rectangle(0.8, 1.2, 1.2, 1.8),
+        1e-7
+    ));
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/mod.rs b/main/opengeometry/src/operations/modifying/boolean/mod.rs
new file mode 100644
index 0000000..875071a
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/mod.rs
@@ -0,0 +1,20 @@
+mod assembly;
+mod batch;
+mod dispatch;
+mod handlers;
+mod multi_tool;
+mod operands;
+mod shell;
+#[cfg(test)]
+mod tests;
+mod types;
+
+pub use batch::{
+    subtract_planar_cutters, subtract_planar_cutters_outcome_with_handlers,
+    subtract_planar_cutters_with_handlers,
+};
+pub use dispatch::{boolean_brep, boolean_brep_outcome_with_handlers, boolean_brep_with_handlers};
+pub use handlers::{boolean_boxes, boolean_spheres};
+pub use multi_tool::{multi_tool_boolean, MultiToolOutcome};
+pub use shell::shell_brep;
+pub use types::{BooleanOp, BooleanReport, BooleanResult};
diff --git a/main/opengeometry/src/operations/modifying/boolean/multi_tool.rs b/main/opengeometry/src/operations/modifying/boolean/multi_tool.rs
new file mode 100644
index 0000000..c486e60
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/multi_tool.rs
@@ -0,0 +1,88 @@
+use super::batch::subtract_planar_cutters_outcome_with_handlers;
+use super::dispatch::boolean_brep_outcome_with_handlers;
+use super::types::{BooleanOp, BooleanResult};
+use crate::brep::{BrepEnvelope, GeometryError};
+
+pub struct MultiToolOutcome {
+    pub result: Result<BooleanResult, GeometryError>,
+    pub handlers: Vec<String>,
+    pub tool_index: usize,
+}
+
+pub fn multi_tool_boolean(
+    host: &BrepEnvelope,
+    tools: &[BrepEnvelope],
+    operation: BooleanOp,
+    id: String,
+) -> MultiToolOutcome {
+    if tools.len() == 1 {
+        let (result, handlers) = boolean_brep_outcome_with_handlers(host, &tools[0], operation, id);
+        return MultiToolOutcome {
+            result,
+            handlers,
+            tool_index: 0,
+        };
+    }
+    if operation != BooleanOp::Subtraction {
+        let count = tools.len();
+        return serial_outcome(host, tools, operation, |index| {
+            if index + 1 == count {
+                id.clone()
+            } else {
+                format!("{id}:part:{index}")
+            }
+        });
+    }
+    let (result, handlers) = subtract_planar_cutters_outcome_with_handlers(host, tools, id.clone());
+    match result {
+        Err(GeometryError::CoverageGap { families })
+            if !families[0].contains("mixed cutter batch") =>
+        {
+            serial_outcome(host, tools, operation, |index| format!("{id}:part:{index}"))
+        }
+        result => MultiToolOutcome {
+            result,
+            handlers,
+            tool_index: 0,
+        },
+    }
+}
+
+fn serial_outcome(
+    host: &BrepEnvelope,
+    tools: &[BrepEnvelope],
+    operation: BooleanOp,
+    step_id: impl Fn(usize) -> String,
+) -> MultiToolOutcome {
+    let mut handlers = Vec::new();
+    let mut current: Option<BooleanResult> = None;
+    for (index, tool) in tools.iter().enumerate() {
+        let base = current.as_ref().map_or(host, |result| &result.brep);
+        let (result, step_handlers) =
+            boolean_brep_outcome_with_handlers(base, tool, operation, step_id(index));
+        handlers.extend(step_handlers);
+        match result {
+            Ok(result)
+                if result.brep.solids.is_empty() && result.brep.topology.faces.is_empty() =>
+            {
+                current = Some(result);
+                break;
+            }
+            Ok(result) => current = Some(result),
+            Err(error) => {
+                return MultiToolOutcome {
+                    result: Err(error),
+                    handlers,
+                    tool_index: index,
+                }
+            }
+        }
+    }
+    MultiToolOutcome {
+        result: current.ok_or_else(|| {
+            GeometryError::InvalidGeometry("multi-tool boolean requires at least one tool".into())
+        }),
+        handlers,
+        tool_index: 0,
+    }
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/operands/compare.rs b/main/opengeometry/src/operations/modifying/boolean/operands/compare.rs
new file mode 100644
index 0000000..f07a718
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/operands/compare.rs
@@ -0,0 +1,204 @@
+use crate::brep::{
+    CurveGeometry, EdgeGeometry, Frame3, GeometryError, GeometryStore, PcurveGeometry,
+    SurfaceGeometry, Topology,
+};
+
+pub(crate) fn required_id(id: Option<u32>) -> Result<u32, GeometryError> {
+    id.ok_or_else(|| GeometryError::InvalidTopology("boolean selection is missing".into()))
+}
+
+pub(super) fn cylinder_geometry_matches(
+    actual: &GeometryStore,
+    expected: &GeometryStore,
+    geometric: f64,
+) -> bool {
+    if actual.surfaces.len() != expected.surfaces.len()
+        || actual.curves.len() != expected.curves.len()
+        || actual.pcurves.len() != expected.pcurves.len()
+        || !actual.intersections.is_empty()
+        || !expected.intersections.is_empty()
+    {
+        return false;
+    }
+    let scalar = geometric.max(1e-12);
+    let surfaces = actual
+        .surfaces
+        .iter()
+        .zip(&expected.surfaces)
+        .all(|(actual, expected)| surface_matches(actual, expected, geometric));
+    let curves = actual
+        .curves
+        .iter()
+        .zip(&expected.curves)
+        .all(|(actual, expected)| curve_matches(actual, expected, geometric));
+    let pcurves = actual
+        .pcurves
+        .iter()
+        .zip(&expected.pcurves)
+        .all(|(actual, expected)| pcurve_matches(actual, expected, scalar));
+    surfaces && curves && pcurves
+}
+
+fn surface_matches(actual: &SurfaceGeometry, expected: &SurfaceGeometry, geometric: f64) -> bool {
+    match (actual, expected) {
+        (SurfaceGeometry::Plane { frame: actual }, SurfaceGeometry::Plane { frame: expected }) => {
+            frames_match(*actual, *expected, geometric)
+        }
+        (
+            SurfaceGeometry::Cylinder {
+                frame: actual_frame,
+                radius: actual_radius,
+            },
+            SurfaceGeometry::Cylinder {
+                frame: expected_frame,
+                radius: expected_radius,
+            },
+        ) => {
+            frames_match(*actual_frame, *expected_frame, geometric)
+                && (actual_radius - expected_radius).abs() <= geometric
+        }
+        (
+            SurfaceGeometry::Cone {
+                frame: actual_frame,
+                semi_angle: actual_angle,
+            },
+            SurfaceGeometry::Cone {
+                frame: expected_frame,
+                semi_angle: expected_angle,
+            },
+        ) => {
+            frames_match(*actual_frame, *expected_frame, geometric)
+                && (actual_angle - expected_angle).abs() <= 1.0e-12
+        }
+        _ => false,
+    }
+}
+
+pub(super) fn frames_match(a: Frame3, b: Frame3, geometric: f64) -> bool {
+    coordinates_match(a.origin, b.origin, geometric)
+        && coordinates_match(a.x, b.x, 1e-12)
+        && coordinates_match(a.y, b.y, 1e-12)
+        && coordinates_match(a.z, b.z, 1e-12)
+}
+
+pub(super) fn coordinates_match<const N: usize>(a: [f64; N], b: [f64; N], tolerance: f64) -> bool {
+    a.into_iter()
+        .zip(b)
+        .all(|(left, right)| (left - right).abs() <= tolerance)
+}
+
+fn curve_matches(actual: &CurveGeometry, expected: &CurveGeometry, geometric: f64) -> bool {
+    match (actual, expected) {
+        (
+            CurveGeometry::Circle {
+                frame: actual_frame,
+                radius: actual_radius,
+            },
+            CurveGeometry::Circle {
+                frame: expected_frame,
+                radius: expected_radius,
+            },
+        ) => {
+            frames_match(*actual_frame, *expected_frame, geometric)
+                && (actual_radius - expected_radius).abs() <= geometric
+        }
+        (
+            CurveGeometry::Line {
+                origin: actual_origin,
+                direction: actual_direction,
+            },
+            CurveGeometry::Line {
+                origin: expected_origin,
+                direction: expected_direction,
+            },
+        ) => {
+            coordinates_match(*actual_origin, *expected_origin, geometric)
+                && coordinates_match(*actual_direction, *expected_direction, 1e-12)
+        }
+        _ => false,
+    }
+}
+
+fn pcurve_matches(actual: &PcurveGeometry, expected: &PcurveGeometry, scalar: f64) -> bool {
+    match (actual, expected) {
+        (
+            PcurveGeometry::Line2 {
+                origin: actual_origin,
+                direction: actual_direction,
+            },
+            PcurveGeometry::Line2 {
+                origin: expected_origin,
+                direction: expected_direction,
+            },
+        ) => {
+            coordinates_match(*actual_origin, *expected_origin, scalar)
+                && coordinates_match(*actual_direction, *expected_direction, 1e-12)
+        }
+        (
+            PcurveGeometry::Conic2 {
+                origin: actual_origin,
+                axis_a: actual_a,
+                axis_b: actual_b,
+            },
+            PcurveGeometry::Conic2 {
+                origin: expected_origin,
+                axis_a: expected_a,
+                axis_b: expected_b,
+            },
+        ) => {
+            coordinates_match(*actual_origin, *expected_origin, scalar)
+                && coordinates_match(*actual_a, *expected_a, scalar)
+                && coordinates_match(*actual_b, *expected_b, scalar)
+        }
+        _ => false,
+    }
+}
+
+pub(super) fn normalize_cylinder_topology(
+    actual: &mut Topology,
+    expected: &Topology,
+    geometric: f64,
+) -> bool {
+    if actual.vertices.len() != expected.vertices.len()
+        || actual.edges.len() != expected.edges.len()
+        || actual.faces.len() != expected.faces.len()
+    {
+        return false;
+    }
+    let scalar = geometric.max(1e-12);
+    for (actual, expected) in actual.edges.iter_mut().zip(&expected.edges) {
+        match (&mut actual.geometry, &expected.geometry) {
+            (
+                EdgeGeometry::Curve {
+                    curve: actual_curve,
+                    range: actual_range,
+                },
+                EdgeGeometry::Curve {
+                    curve: expected_curve,
+                    range: expected_range,
+                },
+            ) if actual_curve == expected_curve
+                && (actual_range.lo - expected_range.lo).abs() <= scalar
+                && (actual_range.hi - expected_range.hi).abs() <= scalar =>
+            {
+                *actual_range = *expected_range;
+            }
+            (
+                EdgeGeometry::Collapsed { vertex: actual },
+                EdgeGeometry::Collapsed { vertex: expected },
+            ) if actual == expected => {}
+            _ => return false,
+        }
+    }
+    for (actual, expected) in actual.faces.iter_mut().zip(&expected.faces) {
+        for axis in 0..2 {
+            let a = &mut actual.trim.uv_bounds[axis];
+            let e = expected.trim.uv_bounds[axis];
+            if (a.lo - e.lo).abs() > scalar || (a.hi - e.hi).abs() > scalar {
+                return false;
+            }
+            *a = e;
+        }
+    }
+    true
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/operands/conic.rs b/main/opengeometry/src/operations/modifying/boolean/operands/conic.rs
new file mode 100644
index 0000000..f540942
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/operands/conic.rs
@@ -0,0 +1,138 @@
+use super::compare::{cylinder_geometry_matches, normalize_cylinder_topology};
+use crate::brep::{
+    coverage_gap, BrepEnvelope, Frame3, GeometryError, GeometryQuality, SurfaceGeometry,
+};
+use crate::math::{norm, scale, sub, Interval};
+use crate::primitives;
+
+pub(crate) struct ConicSectionInput<'a> {
+    pub(crate) brep: &'a BrepEnvelope,
+    pub(crate) frame: Frame3,
+    pub(crate) semi_angle: f64,
+    pub(crate) axial_range: Interval,
+    pub(crate) lower_radius: f64,
+    pub(crate) upper_radius: f64,
+}
+
+pub(crate) fn full_conic_section(
+    brep: &BrepEnvelope,
+) -> Result<ConicSectionInput<'_>, GeometryError> {
+    brep.validate()?;
+    let (frame, semi_angle) = match brep.geometry.surfaces.first() {
+        Some(SurfaceGeometry::Cone { frame, semi_angle }) => (*frame, *semi_angle),
+        _ => return Err(conic_section_gap()),
+    };
+    if !matches!(brep.quality, GeometryQuality::Analytic)
+        || !brep.geometry.intersections.is_empty()
+        || !brep.topology.wires.is_empty()
+        || brep.topology.shells.len() != 1
+        || brep.solids.len() != 1
+        || !brep.solids[0].cavity_shells.is_empty()
+        || !matches!(brep.geometry.surfaces.len(), 2 | 3)
+        || brep.geometry.surfaces[1..]
+            .iter()
+            .any(|surface| !matches!(surface, SurfaceGeometry::Plane { .. }))
+        || brep.topology.faces.len() != brep.geometry.surfaces.len()
+    {
+        return Err(conic_section_gap());
+    }
+    let axial_range = brep.topology.faces[0].trim.uv_bounds[1];
+    if axial_range.lo < 0.0
+        || axial_range.hi <= axial_range.lo
+        || semi_angle <= 0.0
+        || semi_angle >= std::f64::consts::FRAC_PI_2
+    {
+        return Err(conic_section_gap());
+    }
+    let slope = semi_angle.tan();
+    let lower_radius = axial_range.lo * slope;
+    let upper_radius = axial_range.hi * slope;
+    let canonical = canonical_conic_section(brep, frame, axial_range, lower_radius, upper_radius)?;
+    let mut topology = brep.topology.clone();
+    for (face, expected) in topology.faces.iter_mut().zip(&canonical.topology.faces) {
+        face.key = expected.key.clone();
+        face.provenance = expected.provenance.clone();
+    }
+    for vertex in &mut topology.vertices {
+        vertex.tolerance = brep.accuracy.geometric;
+        let expected = canonical
+            .topology
+            .vertices
+            .get(vertex.id as usize)
+            .ok_or_else(conic_section_gap)?
+            .position;
+        if norm(sub(vertex.position, expected)) > brep.accuracy.geometric {
+            return Err(conic_section_gap());
+        }
+        vertex.position = expected;
+    }
+    for edge in &mut topology.edges {
+        edge.tolerance = brep.accuracy.geometric;
+    }
+    if !normalize_cylinder_topology(&mut topology, &canonical.topology, brep.accuracy.geometric)
+        || !cylinder_geometry_matches(&brep.geometry, &canonical.geometry, brep.accuracy.geometric)
+        || topology != canonical.topology
+        || brep.solids != canonical.solids
+    {
+        return Err(conic_section_gap());
+    }
+    Ok(ConicSectionInput {
+        brep,
+        frame,
+        semi_angle,
+        axial_range,
+        lower_radius,
+        upper_radius,
+    })
+}
+
+fn conic_section_gap() -> GeometryError {
+    coverage_gap("canonical cone or frustum", "analytic solid")
+}
+
+fn canonical_conic_section(
+    brep: &BrepEnvelope,
+    frame: Frame3,
+    axial_range: Interval,
+    lower_radius: f64,
+    upper_radius: f64,
+) -> Result<BrepEnvelope, GeometryError> {
+    if axial_range.lo <= brep.accuracy.geometric {
+        if axial_range.lo != 0.0 || brep.geometry.surfaces.len() != 2 {
+            return Err(conic_section_gap());
+        }
+        let base_frame = Frame3 {
+            origin: frame.point([0.0, 0.0, axial_range.hi]),
+            x: frame.x,
+            y: scale(frame.y, -1.0),
+            z: scale(frame.z, -1.0),
+        };
+        primitives::cone(
+            brep.id.clone(),
+            base_frame,
+            upper_radius,
+            axial_range.hi,
+            brep.accuracy,
+        )
+    } else {
+        if brep.geometry.surfaces.len() != 3 {
+            return Err(conic_section_gap());
+        }
+        let base_frame = Frame3 {
+            origin: frame.point([0.0, 0.0, axial_range.lo]),
+            ..frame
+        };
+        primitives::frustum(
+            brep.id.clone(),
+            base_frame,
+            lower_radius,
+            upper_radius,
+            axial_range.width(),
+            brep.accuracy,
+        )
+    }
+}
+
+pub(crate) fn conic_radius_at(input: &ConicSectionInput<'_>, axial: f64) -> f64 {
+    axial * input.semi_angle.tan()
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/operands/cuboid.rs b/main/opengeometry/src/operations/modifying/boolean/operands/cuboid.rs
new file mode 100644
index 0000000..9ad17c8
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/operands/cuboid.rs
@@ -0,0 +1,327 @@
+use super::planar::all_planar;
+use crate::brep::{
+    coverage_gap, BrepEnvelope, CurveGeometry, EdgeGeometry, FaceRole, FaceSource, Frame3,
+    GeometryError, GeometryQuality, PcurveGeometry, SurfaceGeometry, Topology,
+};
+use crate::math::{dot, norm, scale, sub, Point3};
+use crate::primitives::cuboid;
+use crate::query::{classify_point_validated, face_contains_uv, PointClassification};
+
+pub(crate) struct BoxInput<'a> {
+    pub(crate) brep: &'a BrepEnvelope,
+    pub(crate) frame: Frame3,
+    pub(crate) size: Point3,
+}
+
+pub(crate) type GridPoint = [usize; 3];
+
+pub(crate) fn source(input: &BoxInput<'_>, face: usize) -> FaceSource {
+    let authored = &input.brep.topology.faces[face];
+    if matches!(authored.provenance.role, FaceRole::Preserved)
+        && authored.provenance.sources.len() == 1
+    {
+        return authored.provenance.sources[0].clone();
+    }
+    FaceSource {
+        entity: input.brep.id.clone(),
+        body: input.brep.id.clone(),
+        key: authored.key.clone(),
+        face: face as u32,
+    }
+}
+
+pub(crate) fn rectilinear_input<'a>(
+    brep: &'a BrepEnvelope,
+    axes: Frame3,
+) -> Result<BoxInput<'a>, GeometryError> {
+    brep.validate()?;
+    if !matches!(brep.quality, GeometryQuality::Analytic)
+        || brep.geometry.surfaces.is_empty()
+        || brep.solids.is_empty()
+        || !all_planar(brep)
+        || brep
+            .geometry
+            .curves
+            .iter()
+            .any(|curve| !matches!(curve, CurveGeometry::Line { .. }))
+    {
+        return Err(coverage());
+    }
+    let directions = [axes.x, axes.y, axes.z];
+    for surface in &brep.geometry.surfaces {
+        let normal = surface.frame().z;
+        if directions
+            .iter()
+            .all(|axis| dot(normal, *axis).abs() < 1.0 - 1.0e-10)
+        {
+            return Err(coverage());
+        }
+    }
+    let mut lo = [f64::INFINITY; 3];
+    let mut hi = [f64::NEG_INFINITY; 3];
+    for vertex in &brep.topology.vertices {
+        let point = axes.local(vertex.position);
+        for axis in 0..3 {
+            lo[axis] = lo[axis].min(point[axis]);
+            hi[axis] = hi[axis].max(point[axis]);
+        }
+    }
+    if (0..3).any(|axis| hi[axis] - lo[axis] <= 4.0 * brep.accuracy.geometric) {
+        return Err(coverage());
+    }
+    for edge in &brep.topology.edges {
+        let EdgeGeometry::Curve { curve, .. } = edge.geometry else {
+            return Err(coverage());
+        };
+        let CurveGeometry::Line { direction, .. } = brep.geometry.curves[curve as usize] else {
+            return Err(coverage());
+        };
+        if directions
+            .iter()
+            .all(|axis| dot(direction, *axis).abs() < 1.0 - 1.0e-10)
+        {
+            return Err(coverage());
+        }
+    }
+    Ok(BoxInput {
+        brep,
+        frame: Frame3 {
+            origin: axes.point(lo),
+            ..axes
+        },
+        size: std::array::from_fn(|axis| hi[axis] - lo[axis]),
+    })
+}
+
+pub(crate) fn coverage() -> GeometryError {
+    coverage_gap("canonical aligned cuboid", "canonical aligned cuboid")
+}
+
+pub(crate) fn classified_inside(brep: &BrepEnvelope, point: Point3) -> Result<bool, GeometryError> {
+    match classify_point_validated(brep, point)? {
+        PointClassification::Inside => Ok(true),
+        PointClassification::Outside => Ok(false),
+        _ => Err(GeometryError::UnresolvedIntersection(
+            "rectilinear arrangement cell classification is unresolved".into(),
+        )),
+    }
+}
+
+pub(crate) fn containing_faces(
+    input: &BoxInput<'_>,
+    point: Point3,
+    outward: Point3,
+    tolerance: f64,
+) -> Result<Vec<(usize, bool)>, GeometryError> {
+    let mut matches = Vec::new();
+    for (index, face) in input.brep.topology.faces.iter().enumerate() {
+        let SurfaceGeometry::Plane { frame } = input.brep.geometry.surfaces[face.surface as usize]
+        else {
+            return Err(coverage());
+        };
+        let local = frame.local(point);
+        if local[2].abs() > tolerance {
+            continue;
+        }
+        if face_contains_uv(input.brep, face, [local[0], local[1]])? != Some(true) {
+            continue;
+        }
+        let normal = scale(frame.z, face.sense.multiplier());
+        let alignment = dot(normal, outward);
+        if alignment.abs() < 1.0 - 1.0e-10 {
+            continue;
+        }
+        matches.push((index, alignment < 0.0));
+    }
+    Ok(matches)
+}
+
+pub(crate) fn full_box(brep: &BrepEnvelope) -> Result<BoxInput<'_>, GeometryError> {
+    brep.validate()?;
+    let t = &brep.topology;
+    if !matches!(brep.quality, GeometryQuality::Analytic)
+        || [
+            t.vertices.len(),
+            t.edges.len(),
+            t.halfedges.len(),
+            t.loops.len(),
+            t.faces.len(),
+            t.shells.len(),
+        ] != [8, 12, 24, 6, 6, 1]
+        || !t.wires.is_empty()
+        || brep.solids.len() != 1
+        || brep.geometry.surfaces.len() != 6
+        || brep.geometry.curves.len() != 12
+        || brep.geometry.pcurves.len() != 24
+        || !brep.geometry.intersections.is_empty()
+    {
+        return Err(coverage());
+    }
+    let mut axes = [[0.0; 3]; 3];
+    let mut size = [0.0; 3];
+    for i in 0..3 {
+        let EdgeGeometry::Curve { curve, range } = t.edges[i].geometry else {
+            return Err(coverage());
+        };
+        let CurveGeometry::Line { direction, .. } = brep.geometry.curves[curve as usize] else {
+            return Err(coverage());
+        };
+        if range.lo != 0.0 {
+            return Err(coverage());
+        }
+        axes[i] = direction;
+        size[i] = range.hi;
+    }
+    let frame = Frame3 {
+        origin: t.vertices[0].position,
+        x: axes[0],
+        y: axes[1],
+        z: axes[2],
+    };
+    frame.validate().map_err(|_| coverage())?;
+    let canonical = cuboid(brep.id.clone(), frame, size, brep.accuracy)?;
+    let magnitude = size.into_iter().fold(0.0_f64, f64::max).max(
+        t.vertices
+            .iter()
+            .map(|v| norm(v.position))
+            .fold(0.0_f64, f64::max),
+    );
+    let noise = (256.0 * f64::EPSILON * magnitude).min(brep.accuracy.intersection / 8.0);
+    let close = |a: Point3, b: Point3| norm(sub(a, b)) <= noise;
+    let direction_close =
+        |a: Point3, b: Point3| norm(sub(a, b)) * size.into_iter().fold(0.0_f64, f64::max) <= noise;
+    check_canonical_surfaces(brep, &canonical, close, direction_close)?;
+    check_canonical_curves(brep, &canonical, close, direction_close)?;
+    check_canonical_pcurves(brep, &canonical, noise, size)?;
+    let topology = snapped_topology(brep, &canonical, close, noise)?;
+    if topology != canonical.topology || brep.solids != canonical.solids {
+        return Err(coverage());
+    }
+    Ok(BoxInput { brep, frame, size })
+}
+
+fn check_canonical_surfaces(
+    brep: &BrepEnvelope,
+    canonical: &BrepEnvelope,
+    close: impl Fn(Point3, Point3) -> bool,
+    direction_close: impl Fn(Point3, Point3) -> bool,
+) -> Result<(), GeometryError> {
+    for (a, b) in brep
+        .geometry
+        .surfaces
+        .iter()
+        .zip(&canonical.geometry.surfaces)
+    {
+        let (SurfaceGeometry::Plane { frame: a }, SurfaceGeometry::Plane { frame: b }) = (a, b)
+        else {
+            return Err(coverage());
+        };
+        if !close(a.origin, b.origin)
+            || !direction_close(a.x, b.x)
+            || !direction_close(a.y, b.y)
+            || !direction_close(a.z, b.z)
+        {
+            return Err(coverage());
+        }
+    }
+    Ok(())
+}
+
+fn check_canonical_curves(
+    brep: &BrepEnvelope,
+    canonical: &BrepEnvelope,
+    close: impl Fn(Point3, Point3) -> bool,
+    direction_close: impl Fn(Point3, Point3) -> bool,
+) -> Result<(), GeometryError> {
+    for (a, b) in brep.geometry.curves.iter().zip(&canonical.geometry.curves) {
+        let (
+            CurveGeometry::Line {
+                origin: ao,
+                direction: ad,
+            },
+            CurveGeometry::Line {
+                origin: bo,
+                direction: bd,
+            },
+        ) = (a, b)
+        else {
+            return Err(coverage());
+        };
+        if !close(*ao, *bo) || !direction_close(*ad, *bd) {
+            return Err(coverage());
+        }
+    }
+    Ok(())
+}
+
+fn check_canonical_pcurves(
+    brep: &BrepEnvelope,
+    canonical: &BrepEnvelope,
+    noise: f64,
+    size: Point3,
+) -> Result<(), GeometryError> {
+    for (a, b) in brep
+        .geometry
+        .pcurves
+        .iter()
+        .zip(&canonical.geometry.pcurves)
+    {
+        let (
+            PcurveGeometry::Line2 {
+                origin: ao,
+                direction: ad,
+            },
+            PcurveGeometry::Line2 {
+                origin: bo,
+                direction: bd,
+            },
+        ) = (a, b)
+        else {
+            return Err(coverage());
+        };
+        for i in 0..2 {
+            if (ao[i] - bo[i]).abs() > noise
+                || (ad[i] - bd[i]).abs() * size.into_iter().fold(0.0_f64, f64::max) > noise
+            {
+                return Err(coverage());
+            }
+        }
+    }
+    Ok(())
+}
+
+fn snapped_topology(
+    brep: &BrepEnvelope,
+    canonical: &BrepEnvelope,
+    close: impl Fn(Point3, Point3) -> bool,
+    noise: f64,
+) -> Result<Topology, GeometryError> {
+    let mut topology = brep.topology.clone();
+    for (v, expected) in topology
+        .vertices
+        .iter_mut()
+        .zip(&canonical.topology.vertices)
+    {
+        if !close(v.position, expected.position) {
+            return Err(coverage());
+        }
+        v.position = expected.position;
+        v.tolerance = expected.tolerance;
+    }
+    for e in &mut topology.edges {
+        e.tolerance = brep.accuracy.geometric;
+    }
+    for (f, expected) in topology.faces.iter_mut().zip(&canonical.topology.faces) {
+        for i in 0..2 {
+            if (f.trim.uv_bounds[i].lo - expected.trim.uv_bounds[i].lo).abs() > noise
+                || (f.trim.uv_bounds[i].hi - expected.trim.uv_bounds[i].hi).abs() > noise
+            {
+                return Err(coverage());
+            }
+        }
+        f.trim.uv_bounds = expected.trim.uv_bounds;
+        f.key = expected.key.clone();
+        f.provenance = expected.provenance.clone();
+    }
+    Ok(topology)
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/operands/cylinder.rs b/main/opengeometry/src/operations/modifying/boolean/operands/cylinder.rs
new file mode 100644
index 0000000..f5248ea
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/operands/cylinder.rs
@@ -0,0 +1,77 @@
+use super::compare::{cylinder_geometry_matches, normalize_cylinder_topology};
+use crate::brep::{
+    coverage_gap, BrepEnvelope, Frame3, GeometryError, GeometryQuality, SurfaceGeometry,
+};
+use crate::math::{norm, sub};
+use crate::primitives;
+
+pub(crate) struct CylinderInput<'a> {
+    pub(crate) brep: &'a BrepEnvelope,
+    pub(crate) frame: Frame3,
+    pub(crate) radius: f64,
+    pub(crate) height: f64,
+}
+
+fn cylinder_gap() -> GeometryError {
+    coverage_gap("canonical full cylinder", "canonical full cylinder")
+}
+
+pub(crate) fn full_cylinder(brep: &BrepEnvelope) -> Result<CylinderInput<'_>, GeometryError> {
+    brep.validate()?;
+    let (frame, radius) = match brep.geometry.surfaces.as_slice() {
+        [SurfaceGeometry::Cylinder { frame, radius }, SurfaceGeometry::Plane { .. }, SurfaceGeometry::Plane { .. }] => {
+            (*frame, *radius)
+        }
+        _ => return Err(cylinder_gap()),
+    };
+    if !matches!(brep.quality, GeometryQuality::Analytic)
+        || !brep.geometry.intersections.is_empty()
+        || brep.topology.faces.len() != 3
+        || brep.topology.vertices.len() != 2
+        || brep.topology.edges.len() != 3
+        || brep.topology.halfedges.len() != 6
+        || brep.topology.loops.len() != 3
+        || !brep.topology.wires.is_empty()
+        || brep.topology.shells.len() != 1
+        || brep.solids.len() != 1
+    {
+        return Err(cylinder_gap());
+    }
+    let axial_range = brep.topology.faces[0].trim.uv_bounds[1];
+    if axial_range.lo != 0.0 {
+        return Err(cylinder_gap());
+    }
+    let height = axial_range.hi;
+    let canonical = primitives::cylinder(brep.id.clone(), frame, radius, height, brep.accuracy)?;
+    let mut topology = brep.topology.clone();
+    for (face, expected) in topology.faces.iter_mut().zip(&canonical.topology.faces) {
+        face.key = expected.key.clone();
+        face.provenance = expected.provenance.clone();
+    }
+    for vertex in &mut topology.vertices {
+        vertex.tolerance = brep.accuracy.geometric;
+        let expected = canonical.topology.vertices[vertex.id as usize].position;
+        if norm(sub(vertex.position, expected)) > brep.accuracy.geometric {
+            return Err(cylinder_gap());
+        }
+        vertex.position = expected;
+    }
+    for edge in &mut topology.edges {
+        edge.tolerance = brep.accuracy.geometric;
+    }
+    if !normalize_cylinder_topology(&mut topology, &canonical.topology, brep.accuracy.geometric) {
+        return Err(cylinder_gap());
+    }
+    if !cylinder_geometry_matches(&brep.geometry, &canonical.geometry, brep.accuracy.geometric)
+        || topology != canonical.topology
+        || brep.solids != canonical.solids
+    {
+        return Err(cylinder_gap());
+    }
+    Ok(CylinderInput {
+        brep,
+        frame,
+        radius,
+        height,
+    })
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/operands/mod.rs b/main/opengeometry/src/operations/modifying/boolean/operands/mod.rs
new file mode 100644
index 0000000..00aa753
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/operands/mod.rs
@@ -0,0 +1,24 @@
+mod compare;
+mod conic;
+mod cuboid;
+mod cylinder;
+mod planar;
+mod prismatic;
+mod sphere;
+mod torus;
+
+pub(super) use compare::required_id;
+pub(super) use conic::{conic_radius_at, full_conic_section, ConicSectionInput};
+pub(super) use cuboid::{
+    classified_inside, containing_faces, coverage, full_box, rectilinear_input, source, BoxInput,
+    GridPoint,
+};
+pub(super) use cylinder::{full_cylinder, CylinderInput};
+pub(super) use planar::all_planar;
+pub(super) use prismatic::{
+    brep_face_source, full_planar_extrusion, prismatic_face_provenance, prismatic_gap,
+    prismatic_profile_sources, profiles_match, region_profiles, unique_sources,
+    PrismaticAxialSegment, PrismaticInput,
+};
+pub(super) use sphere::{full_sphere, gap, SphereInput};
+pub(super) use torus::full_torus;
diff --git a/main/opengeometry/src/operations/modifying/boolean/operands/planar.rs b/main/opengeometry/src/operations/modifying/boolean/operands/planar.rs
new file mode 100644
index 0000000..44747aa
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/operands/planar.rs
@@ -0,0 +1,8 @@
+use crate::brep::{BrepEnvelope, SurfaceGeometry};
+
+pub(crate) fn all_planar(body: &BrepEnvelope) -> bool {
+    body.geometry
+        .surfaces
+        .iter()
+        .all(|surface| matches!(surface, SurfaceGeometry::Plane { .. }))
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/operands/prismatic.rs b/main/opengeometry/src/operations/modifying/boolean/operands/prismatic.rs
new file mode 100644
index 0000000..aeb01f0
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/operands/prismatic.rs
@@ -0,0 +1,502 @@
+use super::compare::{coordinates_match, frames_match};
+use crate::brep::{
+    coverage_gap, BrepEnvelope, CurveGeometry, EdgeGeometry, FaceProvenance, FaceRole, FaceSource,
+    Frame3, GeometryError, GeometryQuality, GeometryStore, PcurveGeometry, SurfaceGeometry,
+    Topology,
+};
+use crate::geom2d::{Pt2, RingRegion};
+use crate::math::{add, dot, norm, scale, sub, Point3};
+use crate::operations::modifying::boolean::types::BooleanOp;
+use crate::primitives;
+
+#[derive(Clone)]
+struct PrismaticSide {
+    from: Point3,
+    to: Point3,
+    source: FaceSource,
+}
+
+struct ExtrusionFrame {
+    top_frame: Frame3,
+    frame: Frame3,
+    height: f64,
+}
+
+pub(crate) struct PrismaticInput<'a> {
+    pub(crate) brep: &'a BrepEnvelope,
+    pub(crate) frame: Frame3,
+    pub(crate) height: f64,
+    pub(crate) contours: Vec<Vec<Point3>>,
+    sides: Vec<PrismaticSide>,
+}
+
+#[derive(Clone)]
+pub(crate) struct PrismaticAxialSegment {
+    pub(crate) lo: f64,
+    pub(crate) hi: f64,
+    pub(crate) lower: FaceProvenance,
+    pub(crate) upper: FaceProvenance,
+    pub(crate) include_a_sides: bool,
+    pub(crate) include_b_sides: bool,
+    pub(crate) side_role: FaceRole,
+}
+
+pub(crate) fn full_planar_extrusion(
+    brep: &BrepEnvelope,
+) -> Result<PrismaticInput<'_>, GeometryError> {
+    brep.validate()?;
+    if !matches!(brep.quality, GeometryQuality::Analytic)
+        || brep.topology.faces.len() < 5
+        || brep.topology.shells.len() != 1
+        || brep.solids.len() != 1
+        || !brep.solids[0].cavity_shells.is_empty()
+        || !brep.topology.wires.is_empty()
+    {
+        return Err(prismatic_gap());
+    }
+    let ExtrusionFrame {
+        top_frame,
+        frame,
+        height,
+    } = extrusion_frame(brep)?;
+    let top = &brep.topology.faces[0];
+    let mut profile = Vec::with_capacity(top.trim.holes.len() + 1);
+    profile.push(loop_points(brep, top.trim.outer, top_frame)?);
+    for &hole in &top.trim.holes {
+        profile.push(loop_points(brep, hole, top_frame)?);
+    }
+    check_canonical_extrusion(brep, frame, &profile, height)?;
+    let contours = profile
+        .iter()
+        .map(|ring| {
+            ring.iter()
+                .map(|point| frame.point([point[0], point[1], 0.0]))
+                .collect::<Vec<_>>()
+        })
+        .collect::<Vec<_>>();
+    let mut face = 2_u32;
+    let mut sides = Vec::new();
+    for contour in &contours {
+        for index in 0..contour.len() {
+            sides.push(PrismaticSide {
+                from: contour[index],
+                to: contour[(index + 1) % contour.len()],
+                source: brep_face_source(brep, face),
+            });
+            face += 1;
+        }
+    }
+    Ok(PrismaticInput {
+        brep,
+        frame,
+        height,
+        contours,
+        sides,
+    })
+}
+
+pub(crate) fn prismatic_gap() -> GeometryError {
+    coverage_gap(
+        "canonical planar profile extrusion",
+        "canonical planar profile extrusion",
+    )
+}
+
+fn extrusion_frame(brep: &BrepEnvelope) -> Result<ExtrusionFrame, GeometryError> {
+    let (top_frame, bottom_frame) = match (
+        brep.geometry
+            .surfaces
+            .get(brep.topology.faces[0].surface as usize),
+        brep.geometry
+            .surfaces
+            .get(brep.topology.faces[1].surface as usize),
+    ) {
+        (
+            Some(SurfaceGeometry::Plane { frame: top }),
+            Some(SurfaceGeometry::Plane { frame: bottom }),
+        ) => (*top, *bottom),
+        _ => return Err(prismatic_gap()),
+    };
+    let height = dot(sub(top_frame.origin, bottom_frame.origin), top_frame.z);
+    if height <= 4.0 * brep.accuracy.geometric {
+        return Err(prismatic_gap());
+    }
+    let frame = Frame3 {
+        origin: sub(top_frame.origin, scale(top_frame.z, height)),
+        x: top_frame.x,
+        y: top_frame.y,
+        z: top_frame.z,
+    };
+    frame.validate().map_err(|_| prismatic_gap())?;
+    if norm(sub(bottom_frame.origin, frame.origin)) > brep.accuracy.geometric
+        || norm(sub(bottom_frame.x, frame.x)) > 1.0e-12
+        || norm(sub(bottom_frame.y, scale(frame.y, -1.0))) > 1.0e-12
+        || norm(sub(bottom_frame.z, scale(frame.z, -1.0))) > 1.0e-12
+    {
+        return Err(prismatic_gap());
+    }
+    Ok(ExtrusionFrame {
+        top_frame,
+        frame,
+        height,
+    })
+}
+
+fn loop_points(
+    brep: &BrepEnvelope,
+    loop_id: u32,
+    frame: Frame3,
+) -> Result<Vec<[f64; 2]>, GeometryError> {
+    let start = brep
+        .topology
+        .loops
+        .get(loop_id as usize)
+        .ok_or_else(prismatic_gap)?
+        .start_halfedge;
+    let mut current = start;
+    let mut result = Vec::new();
+    loop {
+        let halfedge = brep
+            .topology
+            .halfedges
+            .get(current as usize)
+            .ok_or_else(prismatic_gap)?;
+        let position = brep
+            .topology
+            .vertices
+            .get(halfedge.from as usize)
+            .ok_or_else(prismatic_gap)?
+            .position;
+        let local = frame.local(position);
+        if local[2].abs() > brep.accuracy.geometric {
+            return Err(prismatic_gap());
+        }
+        result.push([local[0], local[1]]);
+        current = halfedge.next.ok_or_else(prismatic_gap)?;
+        if current == start {
+            break;
+        }
+        if result.len() > brep.topology.halfedges.len() {
+            return Err(prismatic_gap());
+        }
+    }
+    Ok(result)
+}
+
+fn check_canonical_extrusion(
+    brep: &BrepEnvelope,
+    frame: Frame3,
+    profile: &[Vec<[f64; 2]>],
+    height: f64,
+) -> Result<(), GeometryError> {
+    let canonical = primitives::linear_extrusion(
+        brep.id.clone(),
+        frame,
+        profile[0].clone(),
+        profile[1..].to_vec(),
+        height,
+        brep.accuracy,
+    )?;
+    if !planar_extrusion_geometry_matches(
+        &brep.geometry,
+        &canonical.geometry,
+        brep.accuracy.geometric,
+    ) || !planar_extrusion_topology_matches(
+        &brep.topology,
+        &canonical.topology,
+        brep.accuracy.geometric,
+    )? || brep.solids != canonical.solids
+    {
+        return Err(prismatic_gap());
+    }
+    Ok(())
+}
+
+fn planar_extrusion_geometry_matches(
+    actual: &GeometryStore,
+    expected: &GeometryStore,
+    geometric: f64,
+) -> bool {
+    if actual.surfaces.len() != expected.surfaces.len()
+        || actual.curves.len() != expected.curves.len()
+        || actual.pcurves.len() != expected.pcurves.len()
+        || !actual.intersections.is_empty()
+        || !expected.intersections.is_empty()
+    {
+        return false;
+    }
+    let surfaces = actual
+        .surfaces
+        .iter()
+        .zip(&expected.surfaces)
+        .all(|(actual, expected)| match (actual, expected) {
+            (
+                SurfaceGeometry::Plane { frame: actual },
+                SurfaceGeometry::Plane { frame: expected },
+            ) => frames_match(*actual, *expected, geometric),
+            _ => false,
+        });
+    let curves = actual
+        .curves
+        .iter()
+        .zip(&expected.curves)
+        .all(|(actual, expected)| match (actual, expected) {
+            (
+                CurveGeometry::Line {
+                    origin: actual_origin,
+                    direction: actual_direction,
+                },
+                CurveGeometry::Line {
+                    origin: expected_origin,
+                    direction: expected_direction,
+                },
+            ) => {
+                coordinates_match(*actual_origin, *expected_origin, geometric)
+                    && coordinates_match(*actual_direction, *expected_direction, 1.0e-12)
+            }
+            _ => false,
+        });
+    let pcurves = actual
+        .pcurves
+        .iter()
+        .zip(&expected.pcurves)
+        .all(|(actual, expected)| match (actual, expected) {
+            (
+                PcurveGeometry::Line2 {
+                    origin: actual_origin,
+                    direction: actual_direction,
+                },
+                PcurveGeometry::Line2 {
+                    origin: expected_origin,
+                    direction: expected_direction,
+                },
+            ) => {
+                coordinates_match(*actual_origin, *expected_origin, geometric)
+                    && coordinates_match(*actual_direction, *expected_direction, 1.0e-12)
+            }
+            _ => false,
+        });
+    surfaces && curves && pcurves
+}
+
+fn planar_extrusion_topology_matches(
+    actual: &Topology,
+    expected: &Topology,
+    geometric: f64,
+) -> Result<bool, GeometryError> {
+    if actual.vertices.len() != expected.vertices.len()
+        || actual.edges.len() != expected.edges.len()
+        || actual.halfedges.len() != expected.halfedges.len()
+        || actual.loops.len() != expected.loops.len()
+        || actual.faces.len() != expected.faces.len()
+        || actual.shells.len() != expected.shells.len()
+        || actual.wires.len() != expected.wires.len()
+    {
+        return Ok(false);
+    }
+    let mut normalized = actual.clone();
+    for (vertex, expected) in normalized.vertices.iter_mut().zip(&expected.vertices) {
+        if norm(sub(vertex.position, expected.position)) > geometric {
+            return Ok(false);
+        }
+        vertex.position = expected.position;
+        vertex.tolerance = expected.tolerance;
+    }
+    for (edge, expected) in normalized.edges.iter_mut().zip(&expected.edges) {
+        edge.tolerance = expected.tolerance;
+        match (&mut edge.geometry, &expected.geometry) {
+            (
+                EdgeGeometry::Curve {
+                    curve: actual_curve,
+                    range: actual_range,
+                },
+                EdgeGeometry::Curve {
+                    curve: expected_curve,
+                    range: expected_range,
+                },
+            ) if actual_curve == expected_curve
+                && (actual_range.lo - expected_range.lo).abs() <= geometric
+                && (actual_range.hi - expected_range.hi).abs() <= geometric =>
+            {
+                *actual_range = *expected_range;
+            }
+            _ => return Ok(false),
+        }
+    }
+    for (face, expected) in normalized.faces.iter_mut().zip(&expected.faces) {
+        for axis in 0..2 {
+            if (face.trim.uv_bounds[axis].lo - expected.trim.uv_bounds[axis].lo).abs() > geometric
+                || (face.trim.uv_bounds[axis].hi - expected.trim.uv_bounds[axis].hi).abs()
+                    > geometric
+            {
+                return Ok(false);
+            }
+        }
+        face.trim.uv_bounds = expected.trim.uv_bounds;
+        face.key = expected.key.clone();
+        face.provenance = expected.provenance.clone();
+    }
+    Ok(normalized == *expected)
+}
+
+pub(crate) fn brep_face_source(brep: &BrepEnvelope, face: u32) -> FaceSource {
+    FaceSource {
+        entity: brep.id.clone(),
+        body: brep.id.clone(),
+        key: brep.topology.faces[face as usize].key.clone(),
+        face,
+    }
+}
+
+pub(crate) fn prismatic_face_provenance(
+    a: &PrismaticInput<'_>,
+    b: &PrismaticInput<'_>,
+    from: Point3,
+    to: Point3,
+    operation: BooleanOp,
+    tolerance: f64,
+) -> Result<FaceProvenance, GeometryError> {
+    let a_sources = a
+        .sides
+        .iter()
+        .filter(|side| segment_contains(side, from, to, tolerance))
+        .map(|side| side.source.clone())
+        .collect::<Vec<_>>();
+    let b_sources = b
+        .sides
+        .iter()
+        .filter(|side| segment_contains(side, from, to, tolerance))
+        .map(|side| side.source.clone())
+        .collect::<Vec<_>>();
+    if a_sources.is_empty() && b_sources.is_empty() {
+        return Err(GeometryError::InvalidTopology(
+            "planar boolean produced a boundary without source ancestry".into(),
+        ));
+    }
+    let reversed = operation == BooleanOp::Subtraction && a_sources.is_empty();
+    let role = if !a_sources.is_empty() && !b_sources.is_empty() {
+        FaceRole::Coincident
+    } else if reversed {
+        FaceRole::Cut
+    } else {
+        FaceRole::Split
+    };
+    Ok(FaceProvenance {
+        sources: unique_sources(a_sources.into_iter().chain(b_sources)),
+        role,
+        reversed,
+    })
+}
+
+fn segment_contains(side: &PrismaticSide, from: Point3, to: Point3, tolerance: f64) -> bool {
+    let edge = sub(side.to, side.from);
+    let length = norm(edge);
+    if length <= tolerance {
+        return false;
+    }
+    let direction = scale(edge, 1.0 / length);
+    [from, to].into_iter().all(|point| {
+        let delta = sub(point, side.from);
+        let parameter = dot(delta, direction);
+        let closest = add(side.from, scale(direction, parameter));
+        norm(sub(point, closest)) <= tolerance
+            && parameter >= -tolerance
+            && parameter <= length + tolerance
+    })
+}
+
+pub(crate) fn unique_sources(sources: impl IntoIterator<Item = FaceSource>) -> Vec<FaceSource> {
+    let mut result = Vec::new();
+    for source in sources {
+        if !result.iter().any(|existing: &FaceSource| {
+            existing.entity == source.entity
+                && existing.body == source.body
+                && existing.face == source.face
+                && existing.key == source.key
+        }) {
+            result.push(source);
+        }
+    }
+    result
+}
+
+pub(crate) fn region_profiles(region: &RingRegion) -> (Vec<[f64; 2]>, Vec<Vec<[f64; 2]>>) {
+    let convert = |ring: &[Pt2]| ring.iter().map(|point| [point.x, point.z]).collect();
+    (
+        convert(&region.outer),
+        region.holes.iter().map(|hole| convert(hole)).collect(),
+    )
+}
+
+pub(crate) fn profiles_match(a: &[Vec<Pt2>], b: &[Vec<Pt2>], tolerance: f64) -> bool {
+    if a.len() != b.len() || a.is_empty() || !profile_rings_match(&a[0], &b[0], tolerance) {
+        return false;
+    }
+    let mut matched = vec![false; b.len() - 1];
+    a[1..].iter().all(|ring| {
+        let Some(index) = b[1..].iter().enumerate().position(|(index, candidate)| {
+            !matched[index] && profile_rings_match(ring, candidate, tolerance)
+        }) else {
+            return false;
+        };
+        matched[index] = true;
+        true
+    })
+}
+
+fn profile_rings_match(a: &[Pt2], b: &[Pt2], tolerance: f64) -> bool {
+    a.len() == b.len()
+        && (0..b.len()).any(|offset| {
+            a.iter().enumerate().all(|(index, point)| {
+                let candidate = b[(index + offset) % b.len()];
+                (point.x - candidate.x).abs() <= tolerance
+                    && (point.z - candidate.z).abs() <= tolerance
+            })
+        })
+}
+
+pub(crate) fn prismatic_profile_sources(
+    input: &PrismaticInput<'_>,
+    common_frame: Frame3,
+    from: Pt2,
+    to: Pt2,
+    tolerance: f64,
+) -> Vec<FaceSource> {
+    input
+        .sides
+        .iter()
+        .filter(|side| projected_segment_contains(side, common_frame, from, to, tolerance))
+        .map(|side| side.source.clone())
+        .collect()
+}
+
+fn projected_segment_contains(
+    side: &PrismaticSide,
+    frame: Frame3,
+    from: Pt2,
+    to: Pt2,
+    tolerance: f64,
+) -> bool {
+    let project = |point: Point3| {
+        let local = frame.local(point);
+        Pt2::new(local[0], local[1])
+    };
+    let start = project(side.from);
+    let end = project(side.to);
+    let edge = Pt2::new(end.x - start.x, end.z - start.z);
+    let length = (edge.x * edge.x + edge.z * edge.z).sqrt();
+    if length <= tolerance {
+        return false;
+    }
+    let direction = Pt2::new(edge.x / length, edge.z / length);
+    [from, to].into_iter().all(|point| {
+        let delta = Pt2::new(point.x - start.x, point.z - start.z);
+        let parameter = delta.x * direction.x + delta.z * direction.z;
+        let closest = Pt2::new(
+            start.x + parameter * direction.x,
+            start.z + parameter * direction.z,
+        );
+        let distance = ((point.x - closest.x).powi(2) + (point.z - closest.z).powi(2)).sqrt();
+        distance <= tolerance && parameter >= -tolerance && parameter <= length + tolerance
+    })
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/operands/sphere.rs b/main/opengeometry/src/operations/modifying/boolean/operands/sphere.rs
new file mode 100644
index 0000000..4664208
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/operands/sphere.rs
@@ -0,0 +1,64 @@
+use crate::brep::{
+    coverage_gap, BrepEnvelope, Frame3, GeometryError, GeometryQuality, SurfaceGeometry,
+};
+use crate::math::{norm, sub};
+use crate::primitives;
+
+pub(crate) struct SphereInput<'a> {
+    pub(crate) brep: &'a BrepEnvelope,
+    pub(crate) frame: Frame3,
+    pub(crate) radius: f64,
+}
+
+pub(crate) fn gap() -> GeometryError {
+    coverage_gap("full sphere input", "full sphere input")
+}
+
+pub(crate) fn full_sphere(brep: &BrepEnvelope) -> Result<SphereInput<'_>, GeometryError> {
+    brep.validate()?;
+    let (frame, radius) = match brep.geometry.surfaces.as_slice() {
+        [SurfaceGeometry::Sphere { frame, radius }] => (*frame, *radius),
+        _ => return Err(gap()),
+    };
+    if !matches!(brep.quality, GeometryQuality::Analytic)
+        || brep.geometry.curves.len() != 1
+        || brep.geometry.pcurves.len() != 4
+        || !brep.geometry.intersections.is_empty()
+        || brep.topology.faces.len() != 1
+        || brep.topology.vertices.len() != 2
+        || brep.topology.edges.len() != 3
+        || brep.topology.halfedges.len() != 4
+        || brep.topology.loops.len() != 1
+        || !brep.topology.wires.is_empty()
+        || brep.topology.shells.len() != 1
+        || brep.solids.len() != 1
+    {
+        return Err(gap());
+    }
+    let canonical = primitives::sphere(brep.id.clone(), frame, radius, brep.accuracy)?;
+    let mut topology = brep.topology.clone();
+    topology.faces[0].key = canonical.topology.faces[0].key.clone();
+    topology.faces[0].provenance = canonical.topology.faces[0].provenance.clone();
+    for vertex in &mut topology.vertices {
+        vertex.tolerance = brep.accuracy.geometric;
+        let expected = canonical.topology.vertices[vertex.id as usize].position;
+        if norm(sub(vertex.position, expected)) > brep.accuracy.geometric {
+            return Err(gap());
+        }
+        vertex.position = expected;
+    }
+    for edge in &mut topology.edges {
+        edge.tolerance = brep.accuracy.geometric;
+    }
+    if brep.geometry != canonical.geometry
+        || topology != canonical.topology
+        || brep.solids != canonical.solids
+    {
+        return Err(gap());
+    }
+    Ok(SphereInput {
+        brep,
+        frame,
+        radius,
+    })
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/operands/torus.rs b/main/opengeometry/src/operations/modifying/boolean/operands/torus.rs
new file mode 100644
index 0000000..ca83dcb
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/operands/torus.rs
@@ -0,0 +1,112 @@
+use crate::brep::{
+    coverage_gap, BrepEnvelope, Edge, EdgeGeometry, Frame3, GeometryError, GeometryQuality,
+    SurfaceGeometry,
+};
+use crate::math::{norm, sub};
+use crate::primitives;
+
+pub(crate) struct TorusInput<'a> {
+    pub(crate) brep: &'a BrepEnvelope,
+    pub(crate) frame: Frame3,
+    pub(crate) major_radius: f64,
+    pub(crate) minor_radius: f64,
+}
+
+pub(crate) fn full_torus(brep: &BrepEnvelope) -> Result<TorusInput<'_>, GeometryError> {
+    brep.validate()?;
+    let (frame, major_radius, minor_radius) = match brep.geometry.surfaces.as_slice() {
+        [SurfaceGeometry::Torus {
+            frame,
+            major_radius,
+            minor_radius,
+        }] => (*frame, *major_radius, *minor_radius),
+        _ => return Err(torus_gap()),
+    };
+    if !matches!(brep.quality, GeometryQuality::Analytic)
+        || !brep.geometry.intersections.is_empty()
+        || brep.topology.vertices.len() != 1
+        || brep.topology.edges.len() != 2
+        || brep.topology.halfedges.len() != 4
+        || brep.topology.loops.len() != 1
+        || brep.topology.faces.len() != 1
+        || !brep.topology.wires.is_empty()
+        || brep.topology.shells.len() != 1
+        || brep.solids.len() != 1
+    {
+        return Err(torus_gap());
+    }
+    let canonical = primitives::torus(
+        brep.id.clone(),
+        frame,
+        major_radius,
+        minor_radius,
+        brep.accuracy,
+    )?;
+    let mut topology = brep.topology.clone();
+    for (actual, expected) in topology
+        .vertices
+        .iter_mut()
+        .zip(&canonical.topology.vertices)
+    {
+        if norm(sub(actual.position, expected.position)) > brep.accuracy.geometric {
+            return Err(torus_gap());
+        }
+        actual.position = expected.position;
+        actual.tolerance = expected.tolerance;
+    }
+    snap_torus_edges(
+        &mut topology.edges,
+        &canonical.topology.edges,
+        brep.accuracy.geometric,
+    )?;
+    topology.faces[0].key = canonical.topology.faces[0].key.clone();
+    topology.faces[0].provenance = canonical.topology.faces[0].provenance.clone();
+    topology.faces[0].trim.uv_bounds = canonical.topology.faces[0].trim.uv_bounds;
+    if brep.geometry != canonical.geometry
+        || topology != canonical.topology
+        || brep.solids != canonical.solids
+    {
+        return Err(torus_gap());
+    }
+    Ok(TorusInput {
+        brep,
+        frame,
+        major_radius,
+        minor_radius,
+    })
+}
+
+fn torus_gap() -> GeometryError {
+    coverage_gap("canonical full ring torus", "analytic solid")
+}
+
+fn snap_torus_edges(
+    edges: &mut [Edge],
+    expected_edges: &[Edge],
+    geometric: f64,
+) -> Result<(), GeometryError> {
+    for (actual, expected) in edges.iter_mut().zip(expected_edges) {
+        actual.tolerance = expected.tolerance;
+        let (
+            EdgeGeometry::Curve {
+                curve: actual_curve,
+                range: actual_range,
+            },
+            EdgeGeometry::Curve {
+                curve: expected_curve,
+                range: expected_range,
+            },
+        ) = (&mut actual.geometry, &expected.geometry)
+        else {
+            return Err(torus_gap());
+        };
+        if actual_curve != expected_curve
+            || (actual_range.lo - expected_range.lo).abs() > geometric
+            || (actual_range.hi - expected_range.hi).abs() > geometric
+        {
+            return Err(torus_gap());
+        }
+        *actual_range = *expected_range;
+    }
+    Ok(())
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/shell.rs b/main/opengeometry/src/operations/modifying/boolean/shell.rs
new file mode 100644
index 0000000..bf4aa13
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/shell.rs
@@ -0,0 +1,367 @@
+use super::handlers::analytic_containment_boolean;
+use super::operands::{
+    brep_face_source, full_box, full_conic_section, full_cylinder, full_planar_extrusion,
+    full_sphere, full_torus, prismatic_gap, unique_sources, BoxInput,
+};
+use super::types::{BooleanOp, BooleanResult, FaceMapping};
+use crate::brep::{BrepEnvelope, Frame3, GeometryError, SurfaceGeometry};
+use crate::geom2d::{self_intersects2, signed_area2, Pt2};
+use crate::math::{scale, Point3};
+use crate::primitives;
+
+pub fn shell_brep(
+    input: &BrepEnvelope,
+    thickness: f64,
+    id: String,
+) -> Result<BooleanResult, GeometryError> {
+    input.validate()?;
+    if !thickness.is_finite() || thickness <= 4.0 * input.accuracy.geometric {
+        return Err(GeometryError::UnresolvedIntersection(
+            "shell thickness is below geometric resolution".into(),
+        ));
+    }
+    let inner_id = format!("{id}:offset-cavity");
+    let inner = offset_cavity(input, thickness, inner_id)?;
+    let inner_identity = inner.id.clone();
+    let mut result = analytic_containment_boolean(input, &inner, true, BooleanOp::Subtraction, id)?;
+    set_cavity_provenance(&mut result.brep, input, &inner_identity)?;
+    result.report.face_mappings = input
+        .topology
+        .faces
+        .iter()
+        .map(|face| {
+            let source = brep_face_source(input, face.id);
+            let result_faces = result
+                .brep
+                .topology
+                .faces
+                .iter()
+                .filter(|candidate| {
+                    candidate.provenance.sources.iter().any(|candidate| {
+                        candidate.entity == source.entity
+                            && candidate.body == source.body
+                            && candidate.key == source.key
+                            && candidate.face == source.face
+                    })
+                })
+                .map(|candidate| candidate.id)
+                .collect();
+            FaceMapping {
+                source,
+                result_faces,
+            }
+        })
+        .collect();
+    result.brep.validate()?;
+    Ok(result)
+}
+
+fn offset_cavity(
+    input: &BrepEnvelope,
+    thickness: f64,
+    inner_id: String,
+) -> Result<BrepEnvelope, GeometryError> {
+    match input.geometry.surfaces.first() {
+        Some(SurfaceGeometry::Sphere { .. }) => sphere_cavity(input, thickness, inner_id),
+        Some(SurfaceGeometry::Cylinder { .. }) => cylinder_cavity(input, thickness, inner_id),
+        Some(SurfaceGeometry::Torus { .. }) => torus_cavity(input, thickness, inner_id),
+        Some(SurfaceGeometry::Plane { .. }) => match full_box(input) {
+            Ok(input) => cuboid_cavity(&input, thickness, inner_id),
+            Err(GeometryError::CoverageGap { .. }) => extrusion_cavity(input, thickness, inner_id),
+            Err(error) => Err(error),
+        },
+        Some(SurfaceGeometry::Cone { .. }) => cone_cavity(input, thickness, inner_id),
+        None => Err(GeometryError::CoverageGap {
+            families: ["restricted analytic shell".into(), "input solid".into()],
+        }),
+    }
+}
+
+fn sphere_cavity(
+    input: &BrepEnvelope,
+    thickness: f64,
+    inner_id: String,
+) -> Result<BrepEnvelope, GeometryError> {
+    let input = full_sphere(input)?;
+    let radius = input.radius - thickness;
+    if radius <= 4.0 * input.brep.accuracy.geometric {
+        return Err(GeometryError::UnresolvedIntersection(
+            "shell thickness consumes the sphere interior".into(),
+        ));
+    }
+    primitives::sphere(inner_id, input.frame, radius, input.brep.accuracy)
+}
+
+fn cylinder_cavity(
+    input: &BrepEnvelope,
+    thickness: f64,
+    inner_id: String,
+) -> Result<BrepEnvelope, GeometryError> {
+    let input = full_cylinder(input)?;
+    let radius = input.radius - thickness;
+    let height = input.height - 2.0 * thickness;
+    if radius <= 4.0 * input.brep.accuracy.geometric
+        || height <= 4.0 * input.brep.accuracy.geometric
+    {
+        return Err(GeometryError::UnresolvedIntersection(
+            "shell thickness consumes the cylinder interior".into(),
+        ));
+    }
+    let mut frame = input.frame;
+    frame.origin = input.frame.point([0.0, 0.0, thickness]);
+    primitives::cylinder(inner_id, frame, radius, height, input.brep.accuracy)
+}
+
+fn torus_cavity(
+    input: &BrepEnvelope,
+    thickness: f64,
+    inner_id: String,
+) -> Result<BrepEnvelope, GeometryError> {
+    let input = full_torus(input)?;
+    let minor_radius = input.minor_radius - thickness;
+    if minor_radius <= 4.0 * input.brep.accuracy.geometric {
+        return Err(GeometryError::UnresolvedIntersection(
+            "shell thickness consumes the torus interior".into(),
+        ));
+    }
+    primitives::torus(
+        inner_id,
+        input.frame,
+        input.major_radius,
+        minor_radius,
+        input.brep.accuracy,
+    )
+}
+
+fn cuboid_cavity(
+    input: &BoxInput<'_>,
+    thickness: f64,
+    inner_id: String,
+) -> Result<BrepEnvelope, GeometryError> {
+    let size = input.size.map(|dimension| dimension - 2.0 * thickness);
+    if size
+        .iter()
+        .any(|dimension| *dimension <= 4.0 * input.brep.accuracy.geometric)
+    {
+        return Err(GeometryError::UnresolvedIntersection(
+            "shell thickness consumes the cuboid interior".into(),
+        ));
+    }
+    let mut frame = input.frame;
+    frame.origin = input.frame.point([thickness, thickness, thickness]);
+    primitives::cuboid(inner_id, frame, size, input.brep.accuracy)
+}
+
+fn extrusion_cavity(
+    input: &BrepEnvelope,
+    thickness: f64,
+    inner_id: String,
+) -> Result<BrepEnvelope, GeometryError> {
+    let input = full_planar_extrusion(input)?;
+    let height = input.height - 2.0 * thickness;
+    if height <= 4.0 * input.brep.accuracy.geometric {
+        return Err(GeometryError::UnresolvedIntersection(
+            "shell thickness consumes the profile extrusion height".into(),
+        ));
+    }
+    let inset = input
+        .contours
+        .iter()
+        .map(|ring| {
+            inset_prismatic_ring(ring, input.frame, thickness, input.brep.accuracy.geometric)
+        })
+        .collect::<Result<Vec<_>, _>>()?;
+    let mut frame = input.frame;
+    frame.origin = input.frame.point([0.0, 0.0, thickness]);
+    primitives::linear_extrusion(
+        inner_id,
+        frame,
+        inset[0].clone(),
+        inset[1..].to_vec(),
+        height,
+        input.brep.accuracy,
+    )
+    .map_err(|error| match error {
+        GeometryError::InvalidGeometry(_) | GeometryError::UnresolvedIntersection(_) => {
+            GeometryError::UnresolvedIntersection(
+                "shell offset self-intersects or consumes the profile interior".into(),
+            )
+        }
+        other => other,
+    })
+}
+
+fn inset_prismatic_ring(
+    ring: &[Point3],
+    frame: Frame3,
+    thickness: f64,
+    tolerance: f64,
+) -> Result<Vec<[f64; 2]>, GeometryError> {
+    let points = ring
+        .iter()
+        .map(|point| {
+            let local = frame.local(*point);
+            Pt2::new(local[0], local[1])
+        })
+        .collect::<Vec<_>>();
+    if points.len() < 3 {
+        return Err(prismatic_gap());
+    }
+    let direction = |from: Pt2, to: Pt2| -> Result<Pt2, GeometryError> {
+        let delta = Pt2::new(to.x - from.x, to.z - from.z);
+        let length = delta.x.hypot(delta.z);
+        if length <= 4.0 * tolerance {
+            return Err(GeometryError::UnresolvedIntersection(
+                "profile shell contains a sub-tolerance edge".into(),
+            ));
+        }
+        Ok(Pt2::new(delta.x / length, delta.z / length))
+    };
+    let mut result = Vec::with_capacity(points.len());
+    for index in 0..points.len() {
+        let point = points[index];
+        let incoming = direction(points[(index + points.len() - 1) % points.len()], point)?;
+        let outgoing = direction(point, points[(index + 1) % points.len()])?;
+        let offset = miter_offset(point, incoming, outgoing, thickness)?;
+        if !offset.x.is_finite()
+            || !offset.z.is_finite()
+            || (offset.x - point.x).hypot(offset.z - point.z) > thickness * 1.0e6
+        {
+            return Err(GeometryError::UnresolvedIntersection(
+                "profile shell has an unbounded miter".into(),
+            ));
+        }
+        result.push(offset);
+    }
+    let original_area = signed_area2(&points);
+    let result_area = signed_area2(&result);
+    if result_area.abs() <= tolerance * tolerance
+        || original_area.signum() != result_area.signum()
+        || self_intersects2(&result, tolerance)
+    {
+        return Err(GeometryError::UnresolvedIntersection(
+            "profile shell offset collapses or self-intersects".into(),
+        ));
+    }
+    Ok(result.into_iter().map(|point| [point.x, point.z]).collect())
+}
+
+fn miter_offset(
+    point: Pt2,
+    incoming: Pt2,
+    outgoing: Pt2,
+    thickness: f64,
+) -> Result<Pt2, GeometryError> {
+    let cross2 = |a: Pt2, b: Pt2| a.x * b.z - a.z * b.x;
+    let incoming_normal = Pt2::new(-incoming.z, incoming.x);
+    let outgoing_normal = Pt2::new(-outgoing.z, outgoing.x);
+    let incoming_origin = Pt2::new(
+        point.x + thickness * incoming_normal.x,
+        point.z + thickness * incoming_normal.z,
+    );
+    let outgoing_origin = Pt2::new(
+        point.x + thickness * outgoing_normal.x,
+        point.z + thickness * outgoing_normal.z,
+    );
+    let determinant = cross2(incoming, outgoing);
+    let offset = if determinant.abs() <= 1.0e-12 {
+        if incoming.x * outgoing.x + incoming.z * outgoing.z < 0.0 {
+            return Err(GeometryError::UnresolvedIntersection(
+                "profile shell has a reversing corner".into(),
+            ));
+        }
+        incoming_origin
+    } else {
+        let delta = Pt2::new(
+            outgoing_origin.x - incoming_origin.x,
+            outgoing_origin.z - incoming_origin.z,
+        );
+        let parameter = cross2(delta, outgoing) / determinant;
+        Pt2::new(
+            incoming_origin.x + parameter * incoming.x,
+            incoming_origin.z + parameter * incoming.z,
+        )
+    };
+    Ok(offset)
+}
+
+fn cone_cavity(
+    input: &BrepEnvelope,
+    thickness: f64,
+    inner_id: String,
+) -> Result<BrepEnvelope, GeometryError> {
+    let input = full_conic_section(input)?;
+    let slope = input.semi_angle.tan();
+    let normal_scale = (1.0 + slope * slope).sqrt();
+    if input.lower_radius <= input.brep.accuracy.geometric {
+        let apex = thickness * normal_scale / slope;
+        let base = input.axial_range.hi - thickness;
+        let height = base - apex;
+        let radius = height * slope;
+        if radius <= 4.0 * input.brep.accuracy.geometric
+            || height <= 4.0 * input.brep.accuracy.geometric
+        {
+            return Err(GeometryError::UnresolvedIntersection(
+                "shell thickness consumes the cone interior".into(),
+            ));
+        }
+        let base_frame = Frame3 {
+            origin: input.frame.point([0.0, 0.0, base]),
+            x: input.frame.x,
+            y: scale(input.frame.y, -1.0),
+            z: scale(input.frame.z, -1.0),
+        };
+        primitives::cone(inner_id, base_frame, radius, height, input.brep.accuracy)
+    } else {
+        let height = input.axial_range.width() - 2.0 * thickness;
+        let lower_radius = input.lower_radius + thickness * slope - thickness * normal_scale;
+        let upper_radius = input.upper_radius - thickness * slope - thickness * normal_scale;
+        if height <= 4.0 * input.brep.accuracy.geometric
+            || lower_radius <= 4.0 * input.brep.accuracy.geometric
+            || upper_radius <= 4.0 * input.brep.accuracy.geometric
+        {
+            return Err(GeometryError::UnresolvedIntersection(
+                "shell thickness consumes the frustum interior".into(),
+            ));
+        }
+        let frame = Frame3 {
+            origin: input
+                .frame
+                .point([0.0, 0.0, input.axial_range.lo + thickness]),
+            ..input.frame
+        };
+        primitives::frustum(
+            inner_id,
+            frame,
+            lower_radius,
+            upper_radius,
+            height,
+            input.brep.accuracy,
+        )
+    }
+}
+
+fn set_cavity_provenance(
+    brep: &mut BrepEnvelope,
+    input: &BrepEnvelope,
+    inner_identity: &str,
+) -> Result<(), GeometryError> {
+    for face in &mut brep.topology.faces {
+        for source in &mut face.provenance.sources {
+            if source.entity == inner_identity && source.body == inner_identity {
+                let original = input
+                    .topology
+                    .faces
+                    .get(source.face as usize)
+                    .ok_or_else(|| {
+                        GeometryError::InvalidTopology(
+                            "shell offset face has no source face".into(),
+                        )
+                    })?;
+                *source = brep_face_source(input, original.id);
+            }
+        }
+        face.provenance.sources = unique_sources(std::mem::take(&mut face.provenance.sources));
+    }
+    Ok(())
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/tests/arc_extrusions_openings.rs b/main/opengeometry/src/operations/modifying/boolean/tests/arc_extrusions_openings.rs
new file mode 100644
index 0000000..816c4a9
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/tests/arc_extrusions_openings.rs
@@ -0,0 +1,383 @@
+use super::support::sphere;
+use crate::brep::{BrepEnvelope, Frame3, Orientation, SurfaceGeometry};
+use crate::operations::modifying::boolean::batch::subtract_planar_cutters;
+use crate::operations::modifying::boolean::dispatch::boolean_brep;
+use crate::operations::modifying::boolean::types::BooleanOp;
+use crate::primitives;
+use crate::query::{classify_point, PointClassification};
+use crate::tessellation::tessellate;
+
+#[test]
+fn annular_sector_accepts_an_exact_vertical_sector_opening() {
+    let accuracy = sphere("accuracy", [0.0; 3], 1.0).accuracy;
+    let host = primitives::annular_cylinder(
+        "ring-host".into(),
+        Frame3::IDENTITY,
+        1.9,
+        2.1,
+        3.0,
+        accuracy,
+    )
+    .unwrap();
+    let reach = 2.3;
+    let cutter = primitives::linear_extrusion(
+        "ring-opening".into(),
+        Frame3 {
+            origin: [0.0, 0.0, 0.5],
+            ..Frame3::IDENTITY
+        },
+        vec![
+            [0.0, 0.0],
+            [reach * (-0.1_f64).cos(), reach * (-0.1_f64).sin()],
+            [reach * 0.1_f64.cos(), reach * 0.1_f64.sin()],
+        ],
+        vec![],
+        2.0,
+        accuracy,
+    )
+    .unwrap();
+    let cut = boolean_brep(&host, &cutter, BooleanOp::Subtraction, "ring-cut".into()).unwrap();
+    cut.brep.validate().unwrap();
+    tessellate(&cut.brep, 0.01, 2_000_000).unwrap();
+    assert_eq!(
+        classify_point(&cut.brep, [2.0, 0.0, 1.0]).unwrap(),
+        PointClassification::Outside
+    );
+    assert_eq!(
+        classify_point(&cut.brep, [0.0, 2.0, 1.0]).unwrap(),
+        PointClassification::Inside
+    );
+    assert_eq!(
+        classify_point(&cut.brep, [0.0, 0.0, 1.0]).unwrap(),
+        PointClassification::Outside
+    );
+    let second = primitives::linear_extrusion(
+        "second-ring-opening".into(),
+        Frame3 {
+            origin: [0.0, 0.0, 0.8],
+            ..Frame3::IDENTITY
+        },
+        vec![
+            [0.0, 0.0],
+            [
+                reach * (std::f64::consts::FRAC_PI_2 - 0.1).cos(),
+                reach * (std::f64::consts::FRAC_PI_2 - 0.1).sin(),
+            ],
+            [
+                reach * (std::f64::consts::FRAC_PI_2 + 0.1).cos(),
+                reach * (std::f64::consts::FRAC_PI_2 + 0.1).sin(),
+            ],
+        ],
+        vec![],
+        1.3,
+        accuracy,
+    )
+    .unwrap();
+    let chained = boolean_brep(
+        &cut.brep,
+        &second,
+        BooleanOp::Subtraction,
+        "ring-cut-chained".into(),
+    )
+    .unwrap();
+    chained.brep.validate().unwrap();
+    tessellate(&chained.brep, 0.01, 2_000_000).unwrap();
+    for point in [[2.0, 0.0, 1.0], [0.0, 2.0, 1.0]] {
+        assert_eq!(
+            classify_point(&chained.brep, point).unwrap(),
+            PointClassification::Outside
+        );
+    }
+    assert_eq!(
+        classify_point(&chained.brep, [-2.0, 0.0, 1.0]).unwrap(),
+        PointClassification::Inside
+    );
+}
+
+#[test]
+fn arc_edged_host_accepts_a_vertical_rectangular_opening_cut() {
+    let accuracy = sphere("accuracy", [0.0; 3], 1.0).accuracy;
+    let quarter = std::f64::consts::FRAC_PI_2;
+    let host = primitives::arc_edged_extrusion(
+        "arc-host".into(),
+        Frame3::IDENTITY,
+        vec![
+            primitives::ProfileEdge::Arc {
+                center: [0.0, 0.0],
+                radius: 2.0,
+                start_angle: 0.0,
+                sweep_angle: quarter,
+            },
+            primitives::ProfileEdge::Line {
+                from: [0.0, 2.0],
+                to: [0.0, 1.5],
+            },
+            primitives::ProfileEdge::Arc {
+                center: [0.0, 0.0],
+                radius: 1.5,
+                start_angle: quarter,
+                sweep_angle: -quarter,
+            },
+            primitives::ProfileEdge::Line {
+                from: [1.5, 0.0],
+                to: [2.0, 0.0],
+            },
+        ],
+        3.0,
+        accuracy,
+    )
+    .unwrap();
+    let cutter = primitives::cuboid(
+        "opening".into(),
+        Frame3 {
+            origin: [1.1, 0.9, 0.5],
+            ..Frame3::IDENTITY
+        },
+        [1.0, 0.35, 1.5],
+        accuracy,
+    )
+    .unwrap();
+    let assert_curved_normals = |brep: &BrepEnvelope| {
+        for (radius, expected) in [(2.0, Orientation::Forward), (1.5, Orientation::Reverse)] {
+            let faces = brep.topology.faces.iter().filter(|face| {
+                matches!(
+                    brep.geometry.surfaces[face.surface as usize],
+                    SurfaceGeometry::Cylinder { radius: value, .. } if (value - radius).abs() < 1e-9
+                )
+            }).collect::<Vec<_>>();
+            assert!(!faces.is_empty(), "missing curved face at radius {radius}");
+            assert!(
+                faces.iter().all(|face| face.sense == expected),
+                "reconstructed curved face at radius {radius} points into material: {:?}",
+                faces
+                    .iter()
+                    .map(|face| (&face.key, face.sense))
+                    .collect::<Vec<_>>()
+            );
+        }
+    };
+    let cut = boolean_brep(&host, &cutter, BooleanOp::Subtraction, "arc-cut".into()).unwrap();
+    cut.brep.validate().unwrap();
+    assert_curved_normals(&cut.brep);
+    tessellate(&cut.brep, 0.01, 2_000_000).unwrap();
+    assert_eq!(
+        classify_point(&cut.brep, [1.5, 1.1, 1.2]).unwrap(),
+        PointClassification::Outside
+    );
+    let second_cutter = primitives::cuboid(
+        "second-opening".into(),
+        Frame3 {
+            origin: [0.6, 1.3, 0.8],
+            ..Frame3::IDENTITY
+        },
+        [0.45, 0.8, 1.2],
+        accuracy,
+    )
+    .unwrap();
+    let batch = subtract_planar_cutters(
+        &host,
+        &[cutter, second_cutter.clone()],
+        "arc-cut-batch".into(),
+    )
+    .unwrap();
+    batch.brep.validate().unwrap();
+    tessellate(&batch.brep, 0.01, 2_000_000).unwrap();
+    assert_curved_normals(&batch.brep);
+    for point in [[1.5, 1.1, 1.2], [0.9, 1.65, 1.2]] {
+        assert_eq!(
+            classify_point(&batch.brep, point).unwrap(),
+            PointClassification::Outside
+        );
+    }
+    let chained = boolean_brep(
+        &cut.brep,
+        &second_cutter,
+        BooleanOp::Subtraction,
+        "arc-cut-chained".into(),
+    )
+    .unwrap();
+    chained.brep.validate().unwrap();
+    assert_curved_normals(&chained.brep);
+    for point in [[1.5, 1.1, 1.2], [0.9, 1.65, 1.2]] {
+        assert_eq!(
+            classify_point(&chained.brep, point).unwrap(),
+            PointClassification::Outside
+        );
+    }
+    let overlapping = primitives::cuboid(
+        "overlapping-opening".into(),
+        Frame3 {
+            origin: [1.4, 0.95, 0.2],
+            ..Frame3::IDENTITY
+        },
+        [0.5, 0.4, 2.2],
+        accuracy,
+    )
+    .unwrap();
+    let third = boolean_brep(
+        &chained.brep,
+        &overlapping,
+        BooleanOp::Subtraction,
+        "arc-cut-third".into(),
+    )
+    .unwrap();
+    third.brep.validate().unwrap();
+    tessellate(&third.brep, 0.01, 2_000_000).unwrap();
+    assert_curved_normals(&third.brep);
+    for point in [
+        [1.5, 1.1, 1.2],
+        [0.9, 1.65, 1.2],
+        [1.45, 1.2, 0.3],
+        [1.45, 1.2, 2.2],
+    ] {
+        assert_eq!(
+            classify_point(&third.brep, point).unwrap(),
+            PointClassification::Outside
+        );
+    }
+}
+
+#[test]
+fn curved_cut_provenance_selects_the_trimmed_coaxial_source_face() {
+    let accuracy = sphere("accuracy", [0.0; 3], 1.0).accuracy;
+    let quarter = std::f64::consts::FRAC_PI_2;
+    let host = primitives::arc_edged_extrusion(
+        "split-arc-host".into(),
+        Frame3::IDENTITY,
+        vec![
+            primitives::ProfileEdge::Arc {
+                center: [0.0, 0.0],
+                radius: 2.0,
+                start_angle: 0.0,
+                sweep_angle: quarter / 2.0,
+            },
+            primitives::ProfileEdge::Arc {
+                center: [0.0, 0.0],
+                radius: 2.0,
+                start_angle: quarter / 2.0,
+                sweep_angle: quarter / 2.0,
+            },
+            primitives::ProfileEdge::Line {
+                from: [0.0, 2.0],
+                to: [0.0, 1.5],
+            },
+            primitives::ProfileEdge::Arc {
+                center: [0.0, 0.0],
+                radius: 1.5,
+                start_angle: quarter,
+                sweep_angle: -quarter,
+            },
+            primitives::ProfileEdge::Line {
+                from: [1.5, 0.0],
+                to: [2.0, 0.0],
+            },
+        ],
+        3.0,
+        accuracy,
+    )
+    .unwrap();
+    let cutter = primitives::cuboid(
+        "split-arc-opening".into(),
+        Frame3 {
+            origin: [1.1, 0.9, 0.5],
+            ..Frame3::IDENTITY
+        },
+        [1.0, 0.35, 1.5],
+        accuracy,
+    )
+    .unwrap();
+    let cut = boolean_brep(
+        &host,
+        &cutter,
+        BooleanOp::Subtraction,
+        "split-arc-cut".into(),
+    )
+    .unwrap();
+    cut.brep.validate().unwrap();
+    let mut outer_faces = 0;
+    for face in &cut.brep.topology.faces {
+        let SurfaceGeometry::Cylinder { radius, .. } =
+            &cut.brep.geometry.surfaces[face.surface as usize]
+        else {
+            continue;
+        };
+        if (*radius - 2.0).abs() > accuracy.geometric {
+            continue;
+        }
+        outer_faces += 1;
+        assert_eq!(
+            face.provenance
+                .sources
+                .iter()
+                .filter(|source| source.entity == host.id)
+                .count(),
+            1,
+            "output face {} should belong to exactly one trimmed outer arc",
+            face.id
+        );
+    }
+    assert!(outer_faces >= 2);
+}
+
+#[test]
+fn wide_curved_opening_uses_multiple_planar_sector_cutters() {
+    let accuracy = sphere("accuracy", [0.0; 3], 1.0).accuracy;
+    let start = -std::f64::consts::FRAC_PI_2;
+    let sweep = 3.0 * std::f64::consts::FRAC_PI_2;
+    let point = |radius: f64, angle: f64| [radius * angle.cos(), radius * angle.sin()];
+    let host = primitives::arc_edged_extrusion(
+        "wide-arc".into(),
+        Frame3::IDENTITY,
+        vec![
+            primitives::ProfileEdge::Arc {
+                center: [0.0, 0.0],
+                radius: 2.1,
+                start_angle: start,
+                sweep_angle: sweep,
+            },
+            primitives::ProfileEdge::Line {
+                from: point(2.1, start + sweep),
+                to: point(1.9, start + sweep),
+            },
+            primitives::ProfileEdge::Arc {
+                center: [0.0, 0.0],
+                radius: 1.9,
+                start_angle: start + sweep,
+                sweep_angle: -sweep,
+            },
+            primitives::ProfileEdge::Line {
+                from: point(1.9, start),
+                to: point(2.1, start),
+            },
+        ],
+        3.0,
+        accuracy,
+    )
+    .unwrap();
+    let opening_start = start + 1.2 / 2.0;
+    let opening_end = start + 8.2 / 2.0;
+    let cutters = (0..3)
+        .map(|index| {
+            let from = opening_start + (opening_end - opening_start) * index as f64 / 3.0;
+            let to = opening_start + (opening_end - opening_start) * (index + 1) as f64 / 3.0;
+            let reach = 2.1 / ((to - from) / 2.0).cos() + 0.2;
+            primitives::linear_extrusion(
+                format!("sector-{index}"),
+                Frame3::IDENTITY,
+                vec![[0.0, 0.0], point(reach, from), point(reach, to)],
+                vec![],
+                2.0,
+                accuracy,
+            )
+            .unwrap()
+        })
+        .collect::<Vec<_>>();
+    let cut = subtract_planar_cutters(&host, &cutters, "wide-cut".into()).unwrap();
+    cut.brep.validate().unwrap();
+    tessellate(&cut.brep, 0.01, 2_000_000).unwrap();
+    let angle = start + 4.7 / 2.0;
+    assert_eq!(
+        classify_point(&cut.brep, [2.0 * angle.cos(), 2.0 * angle.sin(), 1.0]).unwrap(),
+        PointClassification::Outside
+    );
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/tests/arc_extrusions_splits.rs b/main/opengeometry/src/operations/modifying/boolean/tests/arc_extrusions_splits.rs
new file mode 100644
index 0000000..d7264c0
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/tests/arc_extrusions_splits.rs
@@ -0,0 +1,269 @@
+use super::support::sphere;
+use crate::brep::{Frame3, SurfaceGeometry};
+use crate::math::dot;
+use crate::operations::modifying::boolean::dispatch::boolean_brep;
+use crate::operations::modifying::boolean::types::BooleanOp;
+use crate::primitives;
+use crate::query::{classify_point, PointClassification};
+use crate::tessellation::tessellate;
+
+#[test]
+fn curved_internal_cut_creates_one_cavity_shell_in_its_host_solid() {
+    let accuracy = sphere("accuracy", [0.0; 3], 1.0).accuracy;
+    let quarter = std::f64::consts::FRAC_PI_2;
+    let host = primitives::arc_edged_extrusion(
+        "curved-cavity-host".into(),
+        Frame3::IDENTITY,
+        vec![
+            primitives::ProfileEdge::Arc {
+                center: [0.0, 0.0],
+                radius: 2.0,
+                start_angle: 0.0,
+                sweep_angle: quarter,
+            },
+            primitives::ProfileEdge::Line {
+                from: [0.0, 2.0],
+                to: [0.0, 1.0],
+            },
+            primitives::ProfileEdge::Arc {
+                center: [0.0, 0.0],
+                radius: 1.0,
+                start_angle: quarter,
+                sweep_angle: -quarter,
+            },
+            primitives::ProfileEdge::Line {
+                from: [1.0, 0.0],
+                to: [2.0, 0.0],
+            },
+        ],
+        3.0,
+        accuracy,
+    )
+    .unwrap();
+    let cutter = primitives::linear_extrusion(
+        "curved-interior-cutter".into(),
+        Frame3 {
+            origin: [0.0, 0.0, 1.0],
+            ..Frame3::IDENTITY
+        },
+        vec![[1.0, 1.0], [1.2, 1.0], [1.2, 1.2], [1.0, 1.2]],
+        vec![],
+        1.0,
+        accuracy,
+    )
+    .unwrap();
+    let result = boolean_brep(
+        &host,
+        &cutter,
+        BooleanOp::Subtraction,
+        "curved-cavity".into(),
+    )
+    .unwrap();
+    result.brep.validate().unwrap();
+    tessellate(&result.brep, 0.01, 2_000_000).unwrap();
+    assert_eq!(result.brep.solids.len(), 1);
+    assert_eq!(result.brep.topology.shells.len(), 2);
+    assert_eq!(result.brep.solids[0].cavity_shells.len(), 1);
+    assert_eq!(
+        classify_point(&result.brep, [1.1, 1.1, 1.5]).unwrap(),
+        PointClassification::Outside
+    );
+    assert_eq!(
+        classify_point(&result.brep, [1.5, 0.5, 1.5]).unwrap(),
+        PointClassification::Inside
+    );
+
+    let split_sector = primitives::linear_extrusion(
+        "curved-split-sector".into(),
+        Frame3 {
+            origin: [0.0, 0.0, -1.0],
+            ..Frame3::IDENTITY
+        },
+        vec![
+            [0.0, 0.0],
+            [3.0 * 0.2_f64.cos(), 3.0 * 0.2_f64.sin()],
+            [3.0 * 0.3_f64.cos(), 3.0 * 0.3_f64.sin()],
+        ],
+        vec![],
+        5.0,
+        accuracy,
+    )
+    .unwrap();
+    let split = boolean_brep(
+        &host,
+        &split_sector,
+        BooleanOp::Subtraction,
+        "curved-split".into(),
+    )
+    .unwrap();
+    assert_eq!(split.brep.solids.len(), 2);
+    let split_with_cavity = boolean_brep(
+        &split.brep,
+        &cutter,
+        BooleanOp::Subtraction,
+        "curved-split-with-cavity".into(),
+    )
+    .unwrap();
+    split_with_cavity.brep.validate().unwrap();
+    assert_eq!(split_with_cavity.brep.solids.len(), 2);
+    assert_eq!(split_with_cavity.brep.topology.shells.len(), 3);
+    assert_eq!(
+        split_with_cavity
+            .brep
+            .solids
+            .iter()
+            .map(|solid| solid.cavity_shells.len())
+            .sum::<usize>(),
+        1
+    );
+    assert_eq!(
+        classify_point(&split_with_cavity.brep, [1.1, 1.1, 1.5]).unwrap(),
+        PointClassification::Outside
+    );
+
+    let second_cutter = primitives::linear_extrusion(
+        "curved-other-component-cutter".into(),
+        Frame3 {
+            origin: [0.0, 0.0, 1.1],
+            ..Frame3::IDENTITY
+        },
+        vec![[1.55, 0.1], [1.67, 0.1], [1.67, 0.22], [1.55, 0.22]],
+        vec![],
+        0.8,
+        accuracy,
+    )
+    .unwrap();
+    let same_component_cavities = boolean_brep(
+        &result.brep,
+        &second_cutter,
+        BooleanOp::Subtraction,
+        "curved-same-component-cavities".into(),
+    )
+    .unwrap();
+    same_component_cavities.brep.validate().unwrap();
+    assert_eq!(same_component_cavities.brep.solids.len(), 1);
+    assert_eq!(same_component_cavities.brep.topology.shells.len(), 3);
+    assert_eq!(
+        same_component_cavities.brep.solids[0].cavity_shells.len(),
+        2
+    );
+    let two_cavities = boolean_brep(
+        &split_with_cavity.brep,
+        &second_cutter,
+        BooleanOp::Subtraction,
+        "curved-two-cavities".into(),
+    )
+    .unwrap();
+    two_cavities.brep.validate().unwrap();
+    assert_eq!(two_cavities.brep.solids.len(), 2);
+    assert_eq!(two_cavities.brep.topology.shells.len(), 4);
+    assert!(two_cavities
+        .brep
+        .solids
+        .iter()
+        .all(|solid| solid.cavity_shells.len() == 1));
+    for point in [[1.1, 1.1, 1.5], [1.6, 0.16, 1.5]] {
+        assert_eq!(
+            classify_point(&two_cavities.brep, point).unwrap(),
+            PointClassification::Outside
+        );
+    }
+}
+
+#[test]
+fn chained_curved_cut_keeps_each_split_top_cap_on_its_source_region() {
+    let accuracy = sphere("accuracy", [0.0; 3], 1.0).accuracy;
+    let quarter = std::f64::consts::FRAC_PI_2;
+    let host = primitives::arc_edged_extrusion(
+        "split-cap-arc-host".into(),
+        Frame3::IDENTITY,
+        vec![
+            primitives::ProfileEdge::Arc {
+                center: [0.0, 0.0],
+                radius: 2.0,
+                start_angle: 0.0,
+                sweep_angle: quarter,
+            },
+            primitives::ProfileEdge::Line {
+                from: [0.0, 2.0],
+                to: [0.0, 1.5],
+            },
+            primitives::ProfileEdge::Arc {
+                center: [0.0, 0.0],
+                radius: 1.5,
+                start_angle: quarter,
+                sweep_angle: -quarter,
+            },
+            primitives::ProfileEdge::Line {
+                from: [1.5, 0.0],
+                to: [2.0, 0.0],
+            },
+        ],
+        3.0,
+        accuracy,
+    )
+    .unwrap();
+    let sector = |id: &str, start: f64, end: f64, bottom: f64, height: f64| {
+        let reach = 3.0;
+        primitives::linear_extrusion(
+            id.into(),
+            Frame3 {
+                origin: [0.0, 0.0, bottom],
+                ..Frame3::IDENTITY
+            },
+            vec![
+                [0.0, 0.0],
+                [reach * start.cos(), reach * start.sin()],
+                [reach * end.cos(), reach * end.sin()],
+            ],
+            Vec::new(),
+            height,
+            accuracy,
+        )
+        .unwrap()
+    };
+    let first_cutter = sector("full-height-sector", 0.7, 0.9, -1.0, 5.0);
+    let first = boolean_brep(
+        &host,
+        &first_cutter,
+        BooleanOp::Subtraction,
+        "split-cap-first".into(),
+    )
+    .unwrap();
+    first.brep.validate().unwrap();
+    assert_eq!(first.brep.solids.len(), 2);
+    let second_cutter = sector("lower_cutout-sector", 0.2, 0.3, 0.5, 1.5);
+    let second = boolean_brep(
+        &first.brep,
+        &second_cutter,
+        BooleanOp::Subtraction,
+        "split-cap-second".into(),
+    )
+    .unwrap();
+    second.brep.validate().unwrap();
+    let mut caps = 0;
+    for face in &second.brep.topology.faces {
+        let SurfaceGeometry::Plane { frame } =
+            &second.brep.geometry.surfaces[face.surface as usize]
+        else {
+            continue;
+        };
+        if dot(frame.z, [0.0, 0.0, 1.0]) < 1.0 - 1.0e-10
+            || (frame.origin[2] - 3.0).abs() > accuracy.intersection
+        {
+            continue;
+        }
+        caps += 1;
+        assert_eq!(
+            face.provenance
+                .sources
+                .iter()
+                .filter(|source| source.entity == first.brep.id)
+                .count(),
+            1,
+            "top cap {} should come from one prior top region",
+            face.id
+        );
+    }
+    assert_eq!(caps, 2);
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/tests/conic_torus.rs b/main/opengeometry/src/operations/modifying/boolean/tests/conic_torus.rs
new file mode 100644
index 0000000..1ded39c
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/tests/conic_torus.rs
@@ -0,0 +1,296 @@
+use super::support::{sphere, volume};
+use crate::brep::{FaceRole, Frame3, GeometryError, SurfaceGeometry};
+use crate::operations::modifying::boolean::dispatch::boolean_brep;
+use crate::operations::modifying::boolean::types::BooleanOp;
+use crate::primitives;
+use crate::tessellation::tessellate;
+
+#[test]
+fn concentric_torus_booleans_preserve_exact_cavity_supports() {
+    let accuracy = sphere("accuracy", [0.0; 3], 1.0).accuracy;
+    let host = primitives::torus("host".into(), Frame3::IDENTITY, 3.0, 1.0, accuracy).unwrap();
+    let cutter = primitives::torus("cutter".into(), Frame3::IDENTITY, 3.0, 0.4, accuracy).unwrap();
+    let subtraction =
+        boolean_brep(&host, &cutter, BooleanOp::Subtraction, "torus-shell".into()).unwrap();
+    subtraction.brep.validate().unwrap();
+    assert_eq!(subtraction.brep.solids.len(), 1);
+    assert_eq!(subtraction.brep.solids[0].cavity_shells.len(), 1);
+    assert!(subtraction
+        .brep
+        .topology
+        .faces
+        .iter()
+        .any(|face| { face.provenance.role == FaceRole::Cut && face.provenance.reversed }));
+    assert!(subtraction
+        .brep
+        .geometry
+        .surfaces
+        .iter()
+        .all(|surface| matches!(surface, SurfaceGeometry::Torus { .. })));
+    tessellate(&subtraction.brep, 0.05, 2_000_000).unwrap();
+
+    let intersection =
+        boolean_brep(&host, &cutter, BooleanOp::Intersection, "torus-core".into()).unwrap();
+    assert_eq!(intersection.brep.topology.faces.len(), 1);
+    assert!(matches!(
+        intersection.brep.geometry.surfaces[0],
+        SurfaceGeometry::Torus {
+            minor_radius: 0.4,
+            ..
+        }
+    ));
+
+    let coincident =
+        boolean_brep(&host, &host, BooleanOp::Subtraction, "empty-torus".into()).unwrap();
+    assert!(coincident.report.coincident);
+    assert!(coincident.brep.solids.is_empty());
+}
+
+#[test]
+fn sphere_torus_containment_is_exact_in_both_directions() {
+    let accuracy = sphere("accuracy", [0.0; 3], 1.0).accuracy;
+    let torus = primitives::torus("torus".into(), Frame3::IDENTITY, 3.0, 1.0, accuracy).unwrap();
+    let small_sphere = sphere("small", [3.0, 0.0, 0.0], 0.25);
+    let torus_cut = boolean_brep(
+        &torus,
+        &small_sphere,
+        BooleanOp::Subtraction,
+        "torus-cut".into(),
+    )
+    .unwrap();
+    assert_eq!(torus_cut.brep.solids[0].cavity_shells.len(), 1);
+    assert!(torus_cut.brep.geometry.surfaces.iter().any(
+        |surface| matches!(surface, SurfaceGeometry::Sphere { radius, .. } if *radius == 0.25)
+    ));
+
+    let large_sphere = sphere("large", [0.0; 3], 5.0);
+    let sphere_cut = boolean_brep(
+        &large_sphere,
+        &torus,
+        BooleanOp::Subtraction,
+        "sphere-cut".into(),
+    )
+    .unwrap();
+    sphere_cut.brep.validate().unwrap();
+    assert_eq!(sphere_cut.brep.solids[0].cavity_shells.len(), 1);
+    assert!(sphere_cut
+        .brep
+        .topology
+        .faces
+        .iter()
+        .any(|face| face.provenance.role == FaceRole::Cut));
+}
+
+#[test]
+fn coaxial_conic_containment_builds_exact_cavities_and_ownership() {
+    let accuracy = sphere("accuracy", [0.0; 3], 1.0).accuracy;
+    let host =
+        primitives::frustum("host".into(), Frame3::IDENTITY, 3.0, 4.0, 4.0, accuracy).unwrap();
+    let cutter = primitives::frustum(
+        "cutter".into(),
+        Frame3 {
+            origin: [0.0, 0.0, 1.0],
+            ..Frame3::IDENTITY
+        },
+        1.0,
+        1.5,
+        1.0,
+        accuracy,
+    )
+    .unwrap();
+    let host_volume = std::f64::consts::PI * 4.0 * (9.0 + 12.0 + 16.0) / 3.0;
+    let cutter_volume = std::f64::consts::PI * (1.0 + 1.5 + 2.25) / 3.0;
+    for (operation, expected_volume, expected_faces) in [
+        (BooleanOp::Union, host_volume, 3),
+        (BooleanOp::Intersection, cutter_volume, 3),
+        (BooleanOp::Subtraction, host_volume - cutter_volume, 6),
+    ] {
+        let result =
+            boolean_brep(&host, &cutter, operation, format!("conic-{operation:?}")).unwrap();
+        result.brep.validate().unwrap();
+        assert_eq!(result.brep.topology.faces.len(), expected_faces);
+        assert_eq!(result.report.face_mappings.len(), 6);
+        let measured = volume(&result.brep).abs();
+        assert!(
+            (measured - expected_volume).abs() < 0.75,
+            "{operation:?}: measured {measured}, expected {expected_volume}"
+        );
+        if operation == BooleanOp::Subtraction {
+            assert_eq!(result.brep.solids[0].cavity_shells.len(), 1);
+            assert_eq!(
+                result
+                    .brep
+                    .topology
+                    .faces
+                    .iter()
+                    .filter(|face| face.provenance.role == FaceRole::Cut
+                        && face.provenance.reversed)
+                    .count(),
+                3
+            );
+        }
+    }
+
+    let touching =
+        primitives::frustum("touching".into(), Frame3::IDENTITY, 1.0, 1.5, 1.0, accuracy).unwrap();
+    assert!(matches!(
+        boolean_brep(
+            &host,
+            &touching,
+            BooleanOp::Subtraction,
+            "touching-result".into()
+        ),
+        Err(GeometryError::UnresolvedIntersection(_))
+    ));
+}
+
+#[test]
+fn mixed_conic_containment_preserves_all_analytic_supports() {
+    let accuracy = sphere("accuracy", [0.0; 3], 1.0).accuracy;
+    let conic =
+        primitives::frustum("frustum".into(), Frame3::IDENTITY, 3.0, 4.0, 4.0, accuracy).unwrap();
+    let inner_sphere = primitives::sphere(
+        "inner-sphere".into(),
+        Frame3 {
+            origin: [0.0, 0.0, 2.0],
+            ..Frame3::IDENTITY
+        },
+        0.5,
+        accuracy,
+    )
+    .unwrap();
+    let outer_sphere = primitives::sphere(
+        "outer-sphere".into(),
+        Frame3 {
+            origin: [0.0, 0.0, 2.0],
+            ..Frame3::IDENTITY
+        },
+        6.0,
+        accuracy,
+    )
+    .unwrap();
+    let inner_cylinder = primitives::cylinder(
+        "inner-cylinder".into(),
+        Frame3 {
+            origin: [0.0, 0.0, 1.0],
+            ..Frame3::IDENTITY
+        },
+        0.5,
+        1.0,
+        accuracy,
+    )
+    .unwrap();
+    let outer_cylinder = primitives::cylinder(
+        "outer-cylinder".into(),
+        Frame3 {
+            origin: [0.0, 0.0, -1.0],
+            ..Frame3::IDENTITY
+        },
+        5.0,
+        6.0,
+        accuracy,
+    )
+    .unwrap();
+    let inner_box = primitives::cuboid(
+        "inner-box".into(),
+        Frame3 {
+            origin: [-0.25, -0.25, 1.75],
+            ..Frame3::IDENTITY
+        },
+        [0.5, 0.5, 0.5],
+        accuracy,
+    )
+    .unwrap();
+    let outer_box = primitives::cuboid(
+        "outer-box".into(),
+        Frame3 {
+            origin: [-5.0, -5.0, -1.0],
+            ..Frame3::IDENTITY
+        },
+        [10.0, 10.0, 6.0],
+        accuracy,
+    )
+    .unwrap();
+
+    for (host, cutter, expected_faces) in [
+        (&conic, &inner_sphere, 4),
+        (&outer_sphere, &conic, 4),
+        (&conic, &inner_cylinder, 6),
+        (&outer_cylinder, &conic, 6),
+        (&conic, &inner_box, 9),
+        (&outer_box, &conic, 9),
+    ] {
+        let result = boolean_brep(
+            host,
+            cutter,
+            BooleanOp::Subtraction,
+            format!("{}-minus-{}", host.id, cutter.id),
+        )
+        .unwrap();
+        result.brep.validate().unwrap();
+        assert_eq!(result.brep.solids.len(), 1);
+        assert_eq!(result.brep.solids[0].cavity_shells.len(), 1);
+        assert_eq!(result.brep.topology.faces.len(), expected_faces);
+        assert_eq!(
+            result
+                .brep
+                .topology
+                .faces
+                .iter()
+                .filter(|face| face.provenance.role == FaceRole::Cut && face.provenance.reversed)
+                .count(),
+            cutter.topology.faces.len()
+        );
+        tessellate(&result.brep, 0.02, 2_000_000).unwrap();
+    }
+}
+
+#[test]
+fn ring_torus_containment_uses_exact_host_support_bounds() {
+    let accuracy = sphere("accuracy", [0.0; 3], 1.0).accuracy;
+    let torus = primitives::torus(
+        "torus".into(),
+        Frame3 {
+            origin: [0.0, 0.0, 2.0],
+            ..Frame3::IDENTITY
+        },
+        2.0,
+        0.5,
+        accuracy,
+    )
+    .unwrap();
+    let cylinder =
+        primitives::cylinder("cylinder".into(), Frame3::IDENTITY, 4.0, 4.0, accuracy).unwrap();
+    let box_ = primitives::cuboid(
+        "box".into(),
+        Frame3 {
+            origin: [-4.0, -4.0, -1.0],
+            ..Frame3::IDENTITY
+        },
+        [8.0, 8.0, 6.0],
+        accuracy,
+    )
+    .unwrap();
+    let conic =
+        primitives::frustum("frustum".into(), Frame3::IDENTITY, 4.0, 5.0, 4.0, accuracy).unwrap();
+    for host in [&cylinder, &box_, &conic] {
+        let result = boolean_brep(
+            host,
+            &torus,
+            BooleanOp::Subtraction,
+            format!("{}-minus-torus", host.id),
+        )
+        .unwrap();
+        result.brep.validate().unwrap();
+        assert_eq!(result.brep.solids.len(), 1);
+        assert_eq!(result.brep.solids[0].cavity_shells.len(), 1);
+        assert!(result.brep.topology.faces.iter().any(|face| {
+            matches!(
+                result.brep.geometry.surfaces[face.surface as usize],
+                SurfaceGeometry::Torus { .. }
+            ) && face.provenance.role == FaceRole::Cut
+                && face.provenance.reversed
+        }));
+        tessellate(&result.brep, 0.02, 2_000_000).unwrap();
+    }
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/tests/cuboids.rs b/main/opengeometry/src/operations/modifying/boolean/tests/cuboids.rs
new file mode 100644
index 0000000..924b8f4
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/tests/cuboids.rs
@@ -0,0 +1,301 @@
+use super::support::cylinder;
+use crate::brep::{
+    placed, Accuracy, BrepEnvelope, FaceRole, Frame3, GeometryError, Orientation, SurfaceGeometry,
+};
+use crate::math::{cross, dot, Point3};
+use crate::operations::modifying::boolean::dispatch::boolean_brep;
+use crate::operations::modifying::boolean::handlers::boolean_boxes;
+use crate::operations::modifying::boolean::types::BooleanOp;
+use crate::primitives;
+use crate::primitives::cuboid;
+use crate::tessellation::tessellate;
+
+fn box_at(id: &str, origin: Point3, size: Point3) -> BrepEnvelope {
+    cuboid(
+        id.into(),
+        Frame3 {
+            origin,
+            x: [1.0, 0.0, 0.0],
+            y: [0.0, 1.0, 0.0],
+            z: [0.0, 0.0, 1.0],
+        },
+        size,
+        Accuracy {
+            geometric: 1e-8,
+            intersection: 1e-9,
+            tessellation: 1e-3,
+            exchange: 1e-6,
+        },
+    )
+    .unwrap()
+}
+
+fn volume(brep: &BrepEnvelope) -> f64 {
+    let mesh = tessellate(brep, 0.01, 100_000).unwrap();
+    mesh.indices
+        .chunks_exact(3)
+        .map(|ids| {
+            let p: [Point3; 3] = std::array::from_fn(|j| {
+                std::array::from_fn(|i| mesh.positions[3 * ids[j] as usize + i])
+            });
+            dot(p[0], cross(p[1], p[2])) / 6.0
+        })
+        .sum()
+}
+
+#[test]
+fn aligned_box_boolean_volume_topology_provenance_and_exchange() {
+    let a = box_at("host", [0.0; 3], [2.0; 3]);
+    let b = box_at("cutter", [1.0, 0.5, 0.5], [2.0; 3]);
+    for (op, expected) in [
+        (BooleanOp::Union, 13.75),
+        (BooleanOp::Intersection, 2.25),
+        (BooleanOp::Subtraction, 5.75),
+    ] {
+        let result = boolean_boxes(&a, &b, op, "result".into()).unwrap();
+        assert!((volume(&result.brep) - expected).abs() < 1e-10);
+        assert_eq!(result.brep.solids.len(), 1);
+        assert_eq!(result.report.face_mappings.len(), 12);
+        assert!(result
+            .brep
+            .topology
+            .faces
+            .iter()
+            .all(|f| !f.provenance.sources.is_empty()));
+        assert!(result
+            .brep
+            .geometry
+            .surfaces
+            .iter()
+            .all(|s| matches!(s, SurfaceGeometry::Plane { .. })));
+        let fine = tessellate(&result.brep, 0.001, 100_000).unwrap();
+        let coarse = tessellate(&result.brep, 0.1, 100_000).unwrap();
+        assert_eq!(fine.indices.len(), coarse.indices.len());
+        if op == BooleanOp::Union {
+            assert!(fine.outline_edge_ids.len() < result.brep.topology.edges.len());
+        }
+        if op == BooleanOp::Subtraction {
+            assert!(result
+                .brep
+                .topology
+                .faces
+                .iter()
+                .any(|f| f.provenance.role == FaceRole::Cut
+                    && f.provenance.reversed
+                    && f.sense == Orientation::Reverse));
+        }
+    }
+}
+
+#[test]
+fn aligned_box_cavities_split_solids_and_contacts() {
+    let a = box_at("host", [0.0; 3], [3.0; 3]);
+    let b = box_at("cavity", [1.0; 3], [1.0; 3]);
+    let result = boolean_boxes(&a, &b, BooleanOp::Subtraction, "cavity-result".into()).unwrap();
+    assert_eq!(result.brep.solids[0].cavity_shells.len(), 1);
+    assert!((volume(&result.brep) - 26.0).abs() < 1e-10);
+    let cutter = box_at("through", [1.0, -1.0, -1.0], [1.0, 5.0, 5.0]);
+    let result = boolean_boxes(&a, &cutter, BooleanOp::Subtraction, "split".into()).unwrap();
+    assert_eq!(result.brep.solids.len(), 2);
+    assert!((volume(&result.brep) - 18.0).abs() < 1e-10);
+    for (origin, solids, contacts) in [
+        ([3.0, 0.0, 0.0], 1, 4),
+        ([3.0, 3.0, 0.0], 2, 2),
+        ([3.0; 3], 2, 1),
+    ] {
+        let b = box_at("contact", origin, [3.0; 3]);
+        let result = boolean_boxes(&a, &b, BooleanOp::Union, "contact-result".into()).unwrap();
+        assert_eq!(result.brep.solids.len(), solids);
+        assert_eq!(result.report.contacts.len(), contacts);
+        let intersection = boolean_boxes(&a, &b, BooleanOp::Intersection, "empty".into()).unwrap();
+        assert!(intersection.brep.solids.is_empty());
+    }
+}
+
+#[test]
+fn aligned_box_boolean_identities_determinism_and_scale() {
+    let a = box_at("a", [0.0; 3], [2.0; 3]);
+    for op in [
+        BooleanOp::Union,
+        BooleanOp::Intersection,
+        BooleanOp::Subtraction,
+    ] {
+        let result = boolean_brep(&a, &a, op, "identity".into()).unwrap();
+        let expected = if op == BooleanOp::Subtraction {
+            0.0
+        } else {
+            8.0
+        };
+        assert!((volume(&result.brep) - expected).abs() < 1e-10);
+        let repeat = boolean_brep(&a, &a, op, "identity".into()).unwrap();
+        assert_eq!(
+            result.brep.to_json().unwrap(),
+            repeat.brep.to_json().unwrap()
+        );
+        assert_eq!(result.brep.revision, a.revision + 1);
+    }
+    for factor in [1e-8, 1.0, 1e5] {
+        let b = box_at("b", [1.0, 0.5, 0.5], [2.0; 3]);
+        let frame = Frame3::from_axis([0.0; 3], [0.0, 1.0, 0.0], [0.8, 0.0, 0.6]).unwrap();
+        let a = placed(&a, frame, factor).unwrap();
+        let b = placed(&b, frame, factor).unwrap();
+        let result = boolean_boxes(&a, &b, BooleanOp::Subtraction, "scaled".into()).unwrap();
+        let mesh = tessellate(&result.brep, 0.01 * factor, 100_000).unwrap();
+        let measured: f64 = mesh
+            .indices
+            .chunks_exact(3)
+            .map(|ids| {
+                let p: [Point3; 3] = std::array::from_fn(|j| {
+                    std::array::from_fn(|i| mesh.positions[3 * ids[j] as usize + i] / factor)
+                });
+                dot(p[0], cross(p[1], p[2])) / 6.0
+            })
+            .sum();
+        assert!((measured - 5.75).abs() < 1e-9);
+    }
+}
+
+#[test]
+fn aligned_box_similarity_and_resolution_errors() {
+    let a = box_at("a", [0.0; 3], [2.0; 3]);
+    let b = box_at("b", [1.0, 0.5, 0.5], [2.0; 3]);
+    let frame = Frame3::from_axis([5.0, 6.0, 7.0], [0.0, 1.0, 0.0], [0.8, 0.0, 0.6]).unwrap();
+    let a = placed(&a, frame, 1.25).unwrap();
+    let b = placed(&b, frame, 1.25).unwrap();
+    let result = boolean_boxes(&a, &b, BooleanOp::Subtraction, "placed".into()).unwrap();
+    assert!((volume(&result.brep) - 5.75 * 1.25_f64.powi(3)).abs() < 1e-9);
+    let other = box_at("different-axes", [0.0; 3], [2.0; 3]);
+    assert!(matches!(
+        boolean_boxes(&a, &other, BooleanOp::Union, "gap".into()),
+        Err(GeometryError::CoverageGap { .. })
+    ));
+    let a = box_at("a", [0.0; 3], [2.0; 3]);
+    let b = box_at("b", [2.0 + 2.0 * a.accuracy.geometric, 0.0, 0.0], [2.0; 3]);
+    assert!(matches!(
+        boolean_boxes(&a, &b, BooleanOp::Union, "unresolved".into()),
+        Err(GeometryError::UnresolvedIntersection(_))
+    ));
+}
+
+#[test]
+fn mixed_cuboid_containment_builds_exact_curved_and_planar_cavities() {
+    let accuracy = cylinder("accuracy", 0.0, 1.0, false).accuracy;
+    let box_host = primitives::cuboid(
+        "box".into(),
+        Frame3 {
+            origin: [-2.0, -2.0, -2.0],
+            ..Frame3::IDENTITY
+        },
+        [4.0; 3],
+        accuracy,
+    )
+    .unwrap();
+    let sphere_cutter =
+        primitives::sphere("sphere".into(), Frame3::IDENTITY, 0.5, accuracy).unwrap();
+    let cylinder_cutter = primitives::cylinder(
+        "cylinder".into(),
+        Frame3 {
+            origin: [0.0, 0.0, -0.5],
+            ..Frame3::IDENTITY
+        },
+        0.5,
+        1.0,
+        accuracy,
+    )
+    .unwrap();
+    for (name, cutter, expected_faces) in [
+        ("sphere", &sphere_cutter, 7),
+        ("cylinder", &cylinder_cutter, 9),
+    ] {
+        let result = boolean_brep(
+            &box_host,
+            cutter,
+            BooleanOp::Subtraction,
+            format!("{name}-cavity"),
+        )
+        .unwrap();
+        assert_eq!(result.brep.solids.len(), 1);
+        assert_eq!(result.brep.topology.shells.len(), 2);
+        assert_eq!(result.brep.solids[0].cavity_shells, vec![1]);
+        assert_eq!(result.brep.topology.faces.len(), expected_faces);
+        assert!(result.brep.topology.faces[6..]
+            .iter()
+            .all(|face| face.provenance.role == FaceRole::Cut && face.provenance.reversed));
+        result.brep.validate().unwrap();
+        tessellate(&result.brep, 0.01, 2_000_000).unwrap();
+    }
+
+    let sphere_host =
+        primitives::sphere("sphere-host".into(), Frame3::IDENTITY, 4.0, accuracy).unwrap();
+    let small_box = primitives::cuboid(
+        "small-box".into(),
+        Frame3 {
+            origin: [-0.5; 3],
+            ..Frame3::IDENTITY
+        },
+        [1.0; 3],
+        accuracy,
+    )
+    .unwrap();
+    let sphere_box = boolean_brep(
+        &sphere_host,
+        &small_box,
+        BooleanOp::Subtraction,
+        "sphere-box".into(),
+    )
+    .unwrap();
+    assert_eq!(sphere_box.brep.topology.faces.len(), 7);
+    assert_eq!(sphere_box.brep.solids[0].cavity_shells, vec![1]);
+
+    let cylinder_host = primitives::cylinder(
+        "cylinder-host".into(),
+        Frame3 {
+            origin: [0.0, 0.0, -2.0],
+            ..Frame3::IDENTITY
+        },
+        3.0,
+        4.0,
+        accuracy,
+    )
+    .unwrap();
+    let cylinder_box = boolean_brep(
+        &cylinder_host,
+        &small_box,
+        BooleanOp::Subtraction,
+        "cylinder-box".into(),
+    )
+    .unwrap();
+    assert_eq!(cylinder_box.brep.topology.faces.len(), 9);
+    assert_eq!(cylinder_box.brep.solids[0].cavity_shells, vec![1]);
+
+    let crossing = primitives::sphere(
+        "crossing".into(),
+        Frame3 {
+            origin: [1.8, 0.0, 0.0],
+            ..Frame3::IDENTITY
+        },
+        0.5,
+        accuracy,
+    )
+    .unwrap();
+    let crossing_union = boolean_brep(
+        &box_host,
+        &crossing,
+        BooleanOp::Union,
+        "crossing-union".into(),
+    )
+    .unwrap();
+    assert_eq!(crossing_union.brep.topology.faces.len(), 7);
+    assert_eq!(
+        crossing_union
+            .brep
+            .topology
+            .faces
+            .iter()
+            .filter(|face| !face.trim.holes.is_empty())
+            .count(),
+        1
+    );
+    crossing_union.brep.validate().unwrap();
+    tessellate(&crossing_union.brep, 0.01, 2_000_000).unwrap();
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/tests/cuboids_curved_cuts.rs b/main/opengeometry/src/operations/modifying/boolean/tests/cuboids_curved_cuts.rs
new file mode 100644
index 0000000..7ede891
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/tests/cuboids_curved_cuts.rs
@@ -0,0 +1,475 @@
+use crate::brep::{Accuracy, FaceRole, Frame3, SurfaceGeometry};
+use crate::operations::modifying::boolean::dispatch::boolean_brep;
+use crate::operations::modifying::boolean::types::BooleanOp;
+use crate::primitives;
+use crate::query::{classify_point, PointClassification};
+use crate::tessellation::tessellate;
+
+#[test]
+fn perpendicular_cylinders_cut_exact_round_holes_through_every_cuboid_axis() {
+    let accuracy = Accuracy {
+        geometric: 1.0e-9,
+        intersection: 1.0e-10,
+        tessellation: 0.01,
+        exchange: 1.0e-5,
+    };
+    let size = [4.0, 3.0, 2.0];
+    for axis in 0..3 {
+        let host = primitives::cuboid("box".into(), Frame3::IDENTITY, size, accuracy).unwrap();
+        let mut local_origin = [2.0, 1.5, 1.0];
+        local_origin[axis] = -1.0;
+        let direction = std::array::from_fn(|coordinate| f64::from(coordinate == axis));
+        let reference = std::array::from_fn(|coordinate| f64::from(coordinate == (axis + 1) % 3));
+        let cutter = primitives::cylinder(
+            "round-opening".into(),
+            Frame3::from_axis(local_origin, direction, reference).unwrap(),
+            0.4,
+            size[axis] + 2.0,
+            accuracy,
+        )
+        .unwrap();
+
+        let subtraction = boolean_brep(
+            &host,
+            &cutter,
+            BooleanOp::Subtraction,
+            format!("cut-{axis}"),
+        )
+        .unwrap();
+        subtraction.brep.validate().unwrap();
+        assert_eq!(subtraction.brep.topology.faces.len(), 7);
+        assert_eq!(
+            subtraction
+                .brep
+                .topology
+                .faces
+                .iter()
+                .filter(|face| !face.trim.holes.is_empty())
+                .count(),
+            2
+        );
+        assert!(matches!(
+            subtraction.brep.geometry.surfaces.last(),
+            Some(SurfaceGeometry::Cylinder { .. })
+        ));
+        assert_eq!(
+            classify_point(&subtraction.brep, [2.0, 1.5, 1.0]).unwrap(),
+            PointClassification::Outside
+        );
+        assert_eq!(
+            classify_point(&subtraction.brep, [0.2, 0.2, 0.2]).unwrap(),
+            PointClassification::Inside
+        );
+        assert_eq!(subtraction.report.face_mappings.len(), 9);
+
+        let union =
+            boolean_brep(&host, &cutter, BooleanOp::Union, format!("union-{axis}")).unwrap();
+        union.brep.validate().unwrap();
+        assert_eq!(union.brep.solids.len(), 1);
+        assert_eq!(union.brep.topology.faces.len(), 10);
+        assert_eq!(
+            union
+                .brep
+                .topology
+                .faces
+                .iter()
+                .filter(|face| !face.trim.holes.is_empty())
+                .count(),
+            2
+        );
+        for coordinate in [-0.5, size[axis] + 0.5] {
+            let mut point = [2.0, 1.5, 1.0];
+            point[axis] = coordinate;
+            assert_eq!(
+                classify_point(&union.brep, point).unwrap(),
+                PointClassification::Inside
+            );
+        }
+        assert_eq!(
+            classify_point(&union.brep, [0.2, 0.2, 0.2]).unwrap(),
+            PointClassification::Inside
+        );
+        tessellate(&union.brep, 0.01, 2_000_000).unwrap();
+
+        let intersection = boolean_brep(
+            &host,
+            &cutter,
+            BooleanOp::Intersection,
+            format!("intersection-{axis}"),
+        )
+        .unwrap();
+        intersection.brep.validate().unwrap();
+        assert_eq!(intersection.brep.topology.faces.len(), 3);
+        assert_eq!(
+            classify_point(&intersection.brep, [2.0, 1.5, 1.0]).unwrap(),
+            PointClassification::Inside
+        );
+        assert_eq!(
+            classify_point(&intersection.brep, [0.2, 0.2, 0.2]).unwrap(),
+            PointClassification::Outside
+        );
+
+        let cutter_remainder = boolean_brep(
+            &cutter,
+            &host,
+            BooleanOp::Subtraction,
+            format!("cylinder-minus-box-{axis}"),
+        )
+        .unwrap();
+        cutter_remainder.brep.validate().unwrap();
+        assert_eq!(cutter_remainder.brep.solids.len(), 2);
+        assert_eq!(cutter_remainder.brep.topology.faces.len(), 6);
+        assert_eq!(
+            cutter_remainder
+                .brep
+                .topology
+                .faces
+                .iter()
+                .filter(|face| face.provenance.role == FaceRole::Cut && face.provenance.reversed)
+                .count(),
+            2
+        );
+        for coordinate in [-0.5, size[axis] + 0.5] {
+            let mut point = [2.0, 1.5, 1.0];
+            point[axis] = coordinate;
+            assert_eq!(
+                classify_point(&cutter_remainder.brep, point).unwrap(),
+                PointClassification::Inside
+            );
+        }
+        assert_eq!(
+            classify_point(&cutter_remainder.brep, [2.0, 1.5, 1.0]).unwrap(),
+            PointClassification::Outside
+        );
+    }
+}
+
+#[test]
+fn perpendicular_cylinders_cut_exact_blind_pockets_from_both_cuboid_sides() {
+    let accuracy = Accuracy {
+        geometric: 1.0e-9,
+        intersection: 1.0e-10,
+        tessellation: 0.01,
+        exchange: 1.0e-5,
+    };
+    let size = [4.0, 3.0, 2.0];
+    let pocket_depth = 0.75;
+    for axis in 0..3 {
+        for entry_from_low in [true, false] {
+            let host = primitives::cuboid("box".into(), Frame3::IDENTITY, size, accuracy).unwrap();
+            let mut origin = [2.0, 1.5, 1.0];
+            origin[axis] = if entry_from_low {
+                -1.0
+            } else {
+                size[axis] + 1.0
+            };
+            let direction = std::array::from_fn(|coordinate| {
+                if coordinate == axis {
+                    if entry_from_low {
+                        1.0
+                    } else {
+                        -1.0
+                    }
+                } else {
+                    0.0
+                }
+            });
+            let reference =
+                std::array::from_fn(|coordinate| f64::from(coordinate == (axis + 1) % 3));
+            let cutter = primitives::cylinder(
+                "pocket".into(),
+                Frame3::from_axis(origin, direction, reference).unwrap(),
+                0.4,
+                1.0 + pocket_depth,
+                accuracy,
+            )
+            .unwrap();
+
+            let subtraction = boolean_brep(
+                &host,
+                &cutter,
+                BooleanOp::Subtraction,
+                format!("pocket-{axis}-{entry_from_low}"),
+            )
+            .unwrap();
+            subtraction.brep.validate().unwrap();
+            assert_eq!(subtraction.brep.topology.faces.len(), 8);
+            assert_eq!(
+                subtraction
+                    .brep
+                    .topology
+                    .faces
+                    .iter()
+                    .filter(|face| !face.trim.holes.is_empty())
+                    .count(),
+                1
+            );
+            assert_eq!(
+                subtraction
+                    .brep
+                    .topology
+                    .faces
+                    .iter()
+                    .filter(|face| face.provenance.role == FaceRole::Cut)
+                    .count(),
+                2
+            );
+            assert!(subtraction
+                .brep
+                .topology
+                .faces
+                .iter()
+                .filter(|face| face.provenance.role == FaceRole::Cut)
+                .all(|face| face.provenance.reversed));
+
+            let union = boolean_brep(
+                &host,
+                &cutter,
+                BooleanOp::Union,
+                format!("pocket-union-{axis}-{entry_from_low}"),
+            )
+            .unwrap();
+            union.brep.validate().unwrap();
+            assert_eq!(union.brep.solids.len(), 1);
+            assert_eq!(union.brep.topology.faces.len(), 8);
+            assert_eq!(
+                union
+                    .brep
+                    .topology
+                    .faces
+                    .iter()
+                    .filter(|face| !face.trim.holes.is_empty())
+                    .count(),
+                1
+            );
+
+            let mut void_point = [2.0, 1.5, 1.0];
+            void_point[axis] = if entry_from_low {
+                pocket_depth / 2.0
+            } else {
+                size[axis] - pocket_depth / 2.0
+            };
+            assert_eq!(
+                classify_point(&subtraction.brep, void_point).unwrap(),
+                PointClassification::Outside
+            );
+            let mut material_point = void_point;
+            material_point[axis] = if entry_from_low {
+                pocket_depth + 0.25
+            } else {
+                size[axis] - pocket_depth - 0.25
+            };
+            assert_eq!(
+                classify_point(&subtraction.brep, material_point).unwrap(),
+                PointClassification::Inside
+            );
+
+            let intersection = boolean_brep(
+                &host,
+                &cutter,
+                BooleanOp::Intersection,
+                format!("pocket-intersection-{axis}-{entry_from_low}"),
+            )
+            .unwrap();
+            intersection.brep.validate().unwrap();
+            assert_eq!(intersection.brep.topology.faces.len(), 3);
+            assert_eq!(
+                classify_point(&intersection.brep, void_point).unwrap(),
+                PointClassification::Inside
+            );
+            assert_eq!(
+                classify_point(&intersection.brep, material_point).unwrap(),
+                PointClassification::Outside
+            );
+
+            let cutter_remainder = boolean_brep(
+                &cutter,
+                &host,
+                BooleanOp::Subtraction,
+                format!("pocket-cutter-minus-box-{axis}-{entry_from_low}"),
+            )
+            .unwrap();
+            cutter_remainder.brep.validate().unwrap();
+            assert_eq!(cutter_remainder.brep.solids.len(), 1);
+            assert_eq!(cutter_remainder.brep.topology.faces.len(), 3);
+            assert_eq!(
+                cutter_remainder
+                    .brep
+                    .topology
+                    .faces
+                    .iter()
+                    .filter(|face| face.provenance.role == FaceRole::Cut
+                        && face.provenance.reversed)
+                    .count(),
+                1
+            );
+            let mut exterior_point = [2.0, 1.5, 1.0];
+            exterior_point[axis] = if entry_from_low {
+                -0.5
+            } else {
+                size[axis] + 0.5
+            };
+            assert_eq!(
+                classify_point(&cutter_remainder.brep, exterior_point).unwrap(),
+                PointClassification::Inside
+            );
+            assert_eq!(
+                classify_point(&union.brep, exterior_point).unwrap(),
+                PointClassification::Inside
+            );
+            assert_eq!(
+                classify_point(&union.brep, material_point).unwrap(),
+                PointClassification::Inside
+            );
+            tessellate(&union.brep, 0.01, 2_000_000).unwrap();
+            assert_eq!(
+                classify_point(&cutter_remainder.brep, void_point).unwrap(),
+                PointClassification::Outside
+            );
+        }
+    }
+}
+
+#[test]
+fn spheres_cut_exact_single_face_pockets_on_every_cuboid_side() {
+    let accuracy = Accuracy {
+        geometric: 1.0e-9,
+        intersection: 1.0e-10,
+        tessellation: 0.01,
+        exchange: 1.0e-5,
+    };
+    let size = [4.0, 3.0, 2.0];
+    let radius = 0.75;
+    for axis in 0..3 {
+        for upper in [false, true] {
+            for center_inside in [false, true] {
+                let host =
+                    primitives::cuboid("box".into(), Frame3::IDENTITY, size, accuracy).unwrap();
+                let mut center = [2.0, 1.5, 1.0];
+                center[axis] = match (upper, center_inside) {
+                    (false, false) => -0.25,
+                    (false, true) => 0.25,
+                    (true, false) => size[axis] + 0.25,
+                    (true, true) => size[axis] - 0.25,
+                };
+                let cutter = primitives::sphere(
+                    "spherical-pocket".into(),
+                    Frame3 {
+                        origin: center,
+                        ..Frame3::IDENTITY
+                    },
+                    radius,
+                    accuracy,
+                )
+                .unwrap();
+
+                let subtraction = boolean_brep(
+                    &host,
+                    &cutter,
+                    BooleanOp::Subtraction,
+                    format!("sphere-pocket-{axis}-{upper}-{center_inside}"),
+                )
+                .unwrap();
+                subtraction.brep.validate().unwrap();
+                assert_eq!(subtraction.brep.topology.faces.len(), 7);
+                assert_eq!(
+                    subtraction
+                        .brep
+                        .topology
+                        .faces
+                        .iter()
+                        .filter(|face| !face.trim.holes.is_empty())
+                        .count(),
+                    1
+                );
+                assert_eq!(
+                    subtraction
+                        .brep
+                        .topology
+                        .faces
+                        .iter()
+                        .filter(|face| face.provenance.role == FaceRole::Cut
+                            && face.provenance.reversed)
+                        .count(),
+                    1
+                );
+                assert_eq!(subtraction.report.face_mappings.len(), 7);
+
+                let inward_sign = if upper { -1.0 } else { 1.0 };
+                let mut void_point = center;
+                void_point[axis] = if upper { size[axis] - 0.25 } else { 0.25 };
+                let mut material_point = center;
+                material_point[axis] += inward_sign * (radius + 0.25);
+                let mut sphere_only_point = center;
+                sphere_only_point[axis] = if upper { size[axis] + 0.25 } else { -0.25 };
+                assert_eq!(
+                    classify_point(&subtraction.brep, void_point).unwrap(),
+                    PointClassification::Outside
+                );
+                assert_eq!(
+                    classify_point(&subtraction.brep, material_point).unwrap(),
+                    PointClassification::Inside
+                );
+
+                let intersection = boolean_brep(
+                    &host,
+                    &cutter,
+                    BooleanOp::Intersection,
+                    format!("sphere-intersection-{axis}-{upper}-{center_inside}"),
+                )
+                .unwrap();
+                intersection.brep.validate().unwrap();
+                assert_eq!(intersection.brep.topology.faces.len(), 2);
+                assert_eq!(
+                    classify_point(&intersection.brep, void_point).unwrap(),
+                    PointClassification::Inside
+                );
+                assert_eq!(
+                    classify_point(&intersection.brep, material_point).unwrap(),
+                    PointClassification::Outside
+                );
+
+                let union = boolean_brep(
+                    &host,
+                    &cutter,
+                    BooleanOp::Union,
+                    format!("sphere-union-{axis}-{upper}-{center_inside}"),
+                )
+                .unwrap();
+                union.brep.validate().unwrap();
+                assert_eq!(union.brep.topology.faces.len(), 7);
+                for point in [void_point, material_point, sphere_only_point] {
+                    assert_eq!(
+                        classify_point(&union.brep, point).unwrap(),
+                        PointClassification::Inside
+                    );
+                }
+
+                let sphere_cut = boolean_brep(
+                    &cutter,
+                    &host,
+                    BooleanOp::Subtraction,
+                    format!("sphere-cut-{axis}-{upper}-{center_inside}"),
+                )
+                .unwrap();
+                sphere_cut.brep.validate().unwrap();
+                assert_eq!(sphere_cut.brep.topology.faces.len(), 2);
+                assert!(sphere_cut.brep.topology.faces.iter().any(|face| {
+                    face.provenance.role == FaceRole::Cut && face.provenance.reversed
+                }));
+                assert_eq!(
+                    classify_point(&sphere_cut.brep, void_point).unwrap(),
+                    PointClassification::Outside
+                );
+                assert_eq!(
+                    classify_point(&sphere_cut.brep, sphere_only_point).unwrap(),
+                    PointClassification::Inside
+                );
+                tessellate(&subtraction.brep, 0.01, 2_000_000).unwrap();
+                tessellate(&intersection.brep, 0.01, 2_000_000).unwrap();
+                tessellate(&union.brep, 0.01, 2_000_000).unwrap();
+                tessellate(&sphere_cut.brep, 0.01, 2_000_000).unwrap();
+            }
+        }
+    }
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/tests/cylinders_coaxial.rs b/main/opengeometry/src/operations/modifying/boolean/tests/cylinders_coaxial.rs
new file mode 100644
index 0000000..dc740a9
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/tests/cylinders_coaxial.rs
@@ -0,0 +1,235 @@
+use super::support::{cylinder, volume};
+use crate::brep::{placed, FaceRole, Frame3, GeometryError};
+use crate::operations::modifying::boolean::dispatch::boolean_brep;
+use crate::operations::modifying::boolean::operands::full_cylinder;
+use crate::operations::modifying::boolean::types::BooleanOp;
+use crate::primitives;
+use crate::tessellation::tessellate;
+
+#[test]
+fn coaxial_cylinder_booleans_split_material_and_keep_cut_cap_ancestry() {
+    let a = cylinder("a", 0.0, 4.0, false);
+    let b = cylinder("b", 3.0, 2.0, true);
+    for (operation, solids, faces, expected_volume) in [
+        (BooleanOp::Union, 1, 3, 4.0 * std::f64::consts::PI),
+        (BooleanOp::Intersection, 1, 3, 2.0 * std::f64::consts::PI),
+        (BooleanOp::Subtraction, 2, 6, 2.0 * std::f64::consts::PI),
+    ] {
+        let result = boolean_brep(&a, &b, operation, format!("{operation:?}")).unwrap();
+        assert_eq!(result.brep.solids.len(), solids);
+        assert_eq!(result.brep.topology.faces.len(), faces);
+        let measured = volume(&result.brep).abs();
+        assert!(
+            (measured - expected_volume).abs() < 0.2,
+            "{operation:?}: measured {measured}, expected {expected_volume}"
+        );
+        assert_eq!(result.report.face_mappings.len(), 6);
+        if operation == BooleanOp::Subtraction {
+            let cut_caps: Vec<_> = result
+                .brep
+                .topology
+                .faces
+                .iter()
+                .filter(|face| face.provenance.role == FaceRole::Cut)
+                .collect();
+            assert_eq!(cut_caps.len(), 2);
+            assert!(cut_caps.iter().all(|face| {
+                face.provenance.reversed
+                    && face.provenance.sources.len() == 1
+                    && face.provenance.sources[0].entity == "b"
+            }));
+        }
+    }
+}
+
+#[test]
+fn coaxial_cylinder_contact_is_regularized_and_near_gap_is_unresolved() {
+    let a = cylinder("a", 0.0, 4.0, false);
+    let touching = cylinder("b", 4.0, 2.0, false);
+    let union = boolean_brep(&a, &touching, BooleanOp::Union, "union".into()).unwrap();
+    assert_eq!(union.brep.solids.len(), 1);
+    let union_volume = volume(&union.brep).abs();
+    assert!(
+        (union_volume - 6.0 * std::f64::consts::PI).abs() < 0.3,
+        "measured union volume {union_volume}"
+    );
+    let intersection = boolean_brep(
+        &a,
+        &touching,
+        BooleanOp::Intersection,
+        "intersection".into(),
+    )
+    .unwrap();
+    assert!(intersection.brep.solids.is_empty());
+    let subtraction =
+        boolean_brep(&a, &touching, BooleanOp::Subtraction, "subtraction".into()).unwrap();
+    assert_eq!(subtraction.brep.solids.len(), 1);
+    let subtraction_volume = volume(&subtraction.brep).abs();
+    assert!(
+        (subtraction_volume - 4.0 * std::f64::consts::PI).abs() < 0.2,
+        "measured subtraction volume {subtraction_volume}"
+    );
+
+    let near = cylinder("near", 4.0 + 2e-9, 2.0, false);
+    assert!(matches!(
+        boolean_brep(&a, &near, BooleanOp::Union, "near".into()),
+        Err(GeometryError::UnresolvedIntersection(_))
+    ));
+}
+
+#[test]
+fn positive_similarity_roundoff_does_not_reject_full_cylinder_operands() {
+    let rotation = std::f64::consts::PI / 7.0;
+    let source_frame = Frame3 {
+        origin: [0.0, 1.2, 0.0],
+        x: [1.0, 0.0, 0.0],
+        y: [0.0, 0.0, -1.0],
+        z: [0.0, 1.0, 0.0],
+    };
+    let source = primitives::cylinder(
+        "c".into(),
+        source_frame,
+        1.0,
+        2.0,
+        cylinder("accuracy", 0.0, 1.0, false).accuracy,
+    )
+    .unwrap();
+    let placed = placed(
+        &source,
+        Frame3 {
+            origin: [0.2, 0.1, 0.2],
+            x: [rotation.cos(), 0.0, -rotation.sin()],
+            y: [0.0, 1.0, 0.0],
+            z: [rotation.sin(), 0.0, rotation.cos()],
+        },
+        1.25,
+    )
+    .unwrap();
+    assert!(full_cylinder(&placed).is_ok());
+}
+
+#[test]
+fn translated_y_axis_cylinder_can_split_into_two_valid_solids() {
+    let frame = Frame3 {
+        origin: [0.0; 3],
+        x: [1.0, 0.0, 0.0],
+        y: [0.0, 0.0, -1.0],
+        z: [0.0, 1.0, 0.0],
+    };
+    let accuracy = cylinder("accuracy", 0.0, 1.0, false).accuracy;
+    let host = primitives::cylinder("host".into(), frame, 1.0, 2.0, accuracy).unwrap();
+    let cutter = primitives::cylinder("cutter".into(), frame, 1.0, 0.8, accuracy).unwrap();
+    let cutter = placed(
+        &cutter,
+        Frame3 {
+            origin: [0.0, 0.6, 0.0],
+            ..Frame3::IDENTITY
+        },
+        1.0,
+    )
+    .unwrap();
+    let result = boolean_brep(&host, &cutter, BooleanOp::Subtraction, "result".into()).unwrap();
+    assert_eq!(result.brep.solids.len(), 2);
+    result.brep.validate().unwrap();
+    tessellate(&result.brep, 0.01, 2_000_000).unwrap();
+}
+
+#[test]
+fn coextensive_unequal_cylinders_produce_exact_radial_results() {
+    let accuracy = cylinder("accuracy", 0.0, 1.0, false).accuracy;
+    let outer = primitives::cylinder("outer".into(), Frame3::IDENTITY, 2.0, 3.0, accuracy).unwrap();
+    let inner = primitives::cylinder("inner".into(), Frame3::IDENTITY, 1.0, 3.0, accuracy).unwrap();
+    let union = boolean_brep(&outer, &inner, BooleanOp::Union, "union".into()).unwrap();
+    let intersection = boolean_brep(
+        &outer,
+        &inner,
+        BooleanOp::Intersection,
+        "intersection".into(),
+    )
+    .unwrap();
+    let subtraction = boolean_brep(&outer, &inner, BooleanOp::Subtraction, "tube".into()).unwrap();
+    assert_eq!(union.brep.topology.faces.len(), 3);
+    assert_eq!(intersection.brep.topology.faces.len(), 3);
+    assert_eq!(subtraction.brep.topology.faces.len(), 4);
+    assert_eq!(subtraction.brep.topology.faces[2].trim.holes.len(), 1);
+    assert_eq!(subtraction.brep.topology.faces[3].trim.holes.len(), 1);
+    assert_eq!(
+        subtraction.brep.topology.faces[1].provenance.role,
+        FaceRole::Cut
+    );
+    assert!(subtraction.brep.topology.faces[1].provenance.reversed);
+    assert_eq!(subtraction.report.face_mappings.len(), 6);
+    let measured = volume(&subtraction.brep).abs();
+    let expected = std::f64::consts::PI * (4.0 - 1.0) * 3.0;
+    assert!(
+        (measured - expected).abs() < 0.2,
+        "{measured} != {expected}"
+    );
+    subtraction.brep.validate().unwrap();
+    tessellate(&subtraction.brep, 0.01, 2_000_000).unwrap();
+
+    let empty = boolean_brep(&inner, &outer, BooleanOp::Subtraction, "empty".into()).unwrap();
+    assert!(empty.brep.solids.is_empty());
+    let shifted = primitives::cylinder(
+        "shifted".into(),
+        Frame3 {
+            origin: [0.0, 0.0, 0.5],
+            ..Frame3::IDENTITY
+        },
+        1.0,
+        3.0,
+        accuracy,
+    )
+    .unwrap();
+    assert!(matches!(
+        boolean_brep(&outer, &shifted, BooleanOp::Subtraction, "gap".into()),
+        Err(GeometryError::CoverageGap { .. })
+    ));
+}
+
+#[test]
+fn enclosed_unequal_cylinder_becomes_an_oriented_cavity_shell() {
+    let accuracy = cylinder("accuracy", 0.0, 1.0, false).accuracy;
+    let host = primitives::cylinder("host".into(), Frame3::IDENTITY, 2.0, 4.0, accuracy).unwrap();
+    let cutter = primitives::cylinder(
+        "cutter".into(),
+        Frame3 {
+            origin: [0.0, 0.0, 1.0],
+            ..Frame3::IDENTITY
+        },
+        0.75,
+        2.0,
+        accuracy,
+    )
+    .unwrap();
+    let subtraction =
+        boolean_brep(&host, &cutter, BooleanOp::Subtraction, "cavity".into()).unwrap();
+    assert_eq!(subtraction.brep.solids.len(), 1);
+    assert_eq!(subtraction.brep.topology.shells.len(), 2);
+    assert_eq!(subtraction.brep.solids[0].cavity_shells, vec![1]);
+    assert_eq!(subtraction.brep.topology.faces.len(), 6);
+    assert!(subtraction.brep.topology.faces[3..]
+        .iter()
+        .all(|face| face.provenance.role == FaceRole::Cut && face.provenance.reversed));
+    let measured = volume(&subtraction.brep).abs();
+    let expected = std::f64::consts::PI * (2.0_f64.powi(2) * 4.0 - 0.75_f64.powi(2) * 2.0);
+    assert!(
+        (measured - expected).abs() < 0.3,
+        "{measured} != {expected}"
+    );
+    subtraction.brep.validate().unwrap();
+    tessellate(&subtraction.brep, 0.01, 2_000_000).unwrap();
+
+    let union = boolean_brep(&host, &cutter, BooleanOp::Union, "union".into()).unwrap();
+    let intersection = boolean_brep(
+        &host,
+        &cutter,
+        BooleanOp::Intersection,
+        "intersection".into(),
+    )
+    .unwrap();
+    assert_eq!(union.brep.topology.faces.len(), 3);
+    assert_eq!(intersection.brep.topology.faces.len(), 3);
+    let empty = boolean_brep(&cutter, &host, BooleanOp::Subtraction, "empty".into()).unwrap();
+    assert!(empty.brep.solids.is_empty());
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/tests/cylinders_noncoaxial.rs b/main/opengeometry/src/operations/modifying/boolean/tests/cylinders_noncoaxial.rs
new file mode 100644
index 0000000..816db2d
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/tests/cylinders_noncoaxial.rs
@@ -0,0 +1,386 @@
+use super::support::{cylinder, volume};
+use crate::brep::{Accuracy, FaceRole, Frame3, GeometryError, SurfaceGeometry};
+use crate::exchange::export_step;
+use crate::operations::modifying::boolean::dispatch::boolean_brep;
+use crate::operations::modifying::boolean::types::BooleanOp;
+use crate::primitives;
+use crate::query::{classify_point, PointClassification};
+use crate::tessellation::tessellate;
+
+#[test]
+fn nonparallel_cylinder_through_cut_keeps_numerical_ssi_authoritative() {
+    let accuracy = Accuracy {
+        geometric: 4e-8,
+        intersection: 1e-8,
+        tessellation: 0.01,
+        exchange: 1e-5,
+    };
+    let host = primitives::cylinder(
+        "host".into(),
+        Frame3 {
+            origin: [0.0, 0.0, -2.0],
+            ..Frame3::IDENTITY
+        },
+        1.0,
+        4.0,
+        accuracy,
+    )
+    .unwrap();
+    let cutter = primitives::cylinder(
+        "cutter".into(),
+        Frame3::from_axis([-2.0, 0.0, 0.2], [1.0, 0.0, 0.0], [0.0, 0.0, 1.0]).unwrap(),
+        0.6,
+        4.0,
+        accuracy,
+    )
+    .unwrap();
+    let result =
+        boolean_brep(&host, &cutter, BooleanOp::Subtraction, "through-cut".into()).unwrap();
+    result.brep.validate().unwrap();
+    assert_eq!(result.brep.topology.faces.len(), 4);
+    assert_eq!(result.brep.topology.faces[0].trim.holes.len(), 2);
+    assert_eq!(result.brep.topology.faces[3].provenance.role, FaceRole::Cut);
+    assert!(result.brep.topology.faces[3].provenance.reversed);
+    assert_eq!(result.brep.geometry.intersections.len(), 2);
+    assert_eq!(result.report.face_mappings.len(), 6);
+    assert_eq!(
+        classify_point(&result.brep, [0.0, 0.0, 0.2]).unwrap(),
+        PointClassification::Outside
+    );
+    assert_eq!(
+        classify_point(&result.brep, [0.0, 0.9, 0.2]).unwrap(),
+        PointClassification::Inside
+    );
+    let mesh = tessellate(&result.brep, 0.0075, 2_000_000).unwrap();
+    assert!(
+        mesh.triangle_face_ids.len() < 50_000,
+        "cross-drill tessellation produced {} triangles",
+        mesh.triangle_face_ids.len()
+    );
+}
+
+#[test]
+fn transverse_parallel_cylinders_build_two_arc_caps_and_shared_edges() {
+    let accuracy = cylinder("accuracy", 0.0, 1.0, false).accuracy;
+    let a = primitives::cylinder("a".into(), Frame3::IDENTITY, 1.0, 2.0, accuracy).unwrap();
+    let b = primitives::cylinder(
+        "b".into(),
+        Frame3 {
+            origin: [1.0, 0.0, 0.0],
+            ..Frame3::IDENTITY
+        },
+        1.0,
+        2.0,
+        accuracy,
+    )
+    .unwrap();
+    let union = boolean_brep(&a, &b, BooleanOp::Union, "union".into()).unwrap();
+    let intersection =
+        boolean_brep(&a, &b, BooleanOp::Intersection, "intersection".into()).unwrap();
+    let subtraction = boolean_brep(&a, &b, BooleanOp::Subtraction, "subtraction".into()).unwrap();
+    for (name, result) in [
+        ("union", &union),
+        ("intersection", &intersection),
+        ("subtraction", &subtraction),
+    ] {
+        assert_eq!(result.brep.solids.len(), 1, "{name}");
+        assert_eq!(result.brep.topology.faces.len(), 4, "{name}");
+        for cap in 2..4 {
+            assert_eq!(
+                result
+                    .brep
+                    .topology
+                    .halfedges
+                    .iter()
+                    .filter(|halfedge| halfedge.face == Some(cap))
+                    .count(),
+                2,
+                "{name} cap {cap}"
+            );
+        }
+        result.brep.validate().unwrap();
+        assert!(!tessellate(&result.brep, 0.01, 2_000_000)
+            .unwrap_or_else(|error| panic!("{name}: {error}"))
+            .indices
+            .is_empty());
+        export_step(&result.brep, "metre").unwrap_or_else(|error| panic!("{name} STEP: {error}"));
+    }
+    assert_eq!(union.report.face_mappings.len(), 6);
+    assert_eq!(intersection.report.face_mappings.len(), 6);
+    assert_eq!(subtraction.report.face_mappings.len(), 6);
+    assert_eq!(
+        subtraction.brep.topology.faces[1].provenance.role,
+        FaceRole::Cut
+    );
+    assert!(subtraction.brep.topology.faces[1].provenance.reversed);
+
+    let cylinder_volume = 2.0 * std::f64::consts::PI;
+    let intersection_volume = volume(&intersection.brep).abs();
+    assert!((volume(&union.brep).abs() + intersection_volume - 2.0 * cylinder_volume).abs() < 0.2);
+    assert!((volume(&subtraction.brep).abs() + intersection_volume - cylinder_volume).abs() < 0.2);
+
+    let reversed = primitives::cylinder(
+        "reversed".into(),
+        Frame3 {
+            origin: [1.0, 0.0, 2.0],
+            x: [1.0, 0.0, 0.0],
+            y: [0.0, -1.0, 0.0],
+            z: [0.0, 0.0, -1.0],
+        },
+        1.0,
+        2.0,
+        accuracy,
+    )
+    .unwrap();
+    let reversed_result = boolean_brep(
+        &a,
+        &reversed,
+        BooleanOp::Intersection,
+        "reversed-result".into(),
+    )
+    .unwrap();
+    reversed_result.brep.validate().unwrap();
+    assert!((volume(&reversed_result.brep).abs() - intersection_volume).abs() < 0.1);
+
+    let shifted = primitives::cylinder(
+        "shifted".into(),
+        Frame3 {
+            origin: [1.0, 0.0, 0.25],
+            ..Frame3::IDENTITY
+        },
+        1.0,
+        2.0,
+        accuracy,
+    )
+    .unwrap();
+    let shifted_union = boolean_brep(&a, &shifted, BooleanOp::Union, "gap".into());
+    assert!(
+        matches!(shifted_union, Err(GeometryError::UnresolvedIntersection(_))),
+        "unexpected shifted-cylinder result: {:?}",
+        shifted_union.err()
+    );
+    let tangent = primitives::cylinder(
+        "tangent".into(),
+        Frame3 {
+            origin: [2.0, 0.0, 0.0],
+            ..Frame3::IDENTITY
+        },
+        1.0,
+        2.0,
+        accuracy,
+    )
+    .unwrap();
+    for (operation, solids) in [
+        (BooleanOp::Union, 2),
+        (BooleanOp::Intersection, 0),
+        (BooleanOp::Subtraction, 1),
+    ] {
+        let contact =
+            boolean_brep(&a, &tangent, operation, format!("contact-{operation:?}")).unwrap();
+        assert_eq!(contact.brep.solids.len(), solids);
+        assert_eq!(contact.report.contacts.len(), 2);
+    }
+    let near_tangent = primitives::cylinder(
+        "near-tangent".into(),
+        Frame3 {
+            origin: [2.0 + 2e-9, 0.0, 0.0],
+            ..Frame3::IDENTITY
+        },
+        1.0,
+        2.0,
+        accuracy,
+    )
+    .unwrap();
+    assert!(matches!(
+        boolean_brep(
+            &a,
+            &near_tangent,
+            BooleanOp::Union,
+            "near-tangent-result".into()
+        ),
+        Err(GeometryError::UnresolvedIntersection(_))
+    ));
+    let diagonal = primitives::cylinder(
+        "diagonal".into(),
+        Frame3 {
+            origin: [1.5, 1.5, 0.0],
+            ..Frame3::IDENTITY
+        },
+        1.0,
+        2.0,
+        accuracy,
+    )
+    .unwrap();
+    let diagonal_union =
+        boolean_brep(&a, &diagonal, BooleanOp::Union, "diagonal-union".into()).unwrap();
+    assert_eq!(diagonal_union.brep.solids.len(), 2);
+    assert!(diagonal_union.report.contacts.is_empty());
+}
+
+#[test]
+fn contained_parallel_cylinder_builds_an_eccentric_analytic_through_hole() {
+    let accuracy = cylinder("accuracy", 0.0, 1.0, false).accuracy;
+    let outer = primitives::cylinder("outer".into(), Frame3::IDENTITY, 2.0, 2.0, accuracy).unwrap();
+    let inner = primitives::cylinder(
+        "inner".into(),
+        Frame3 {
+            origin: [0.75, 0.0, 0.0],
+            ..Frame3::IDENTITY
+        },
+        0.5,
+        2.0,
+        accuracy,
+    )
+    .unwrap();
+    let union = boolean_brep(&outer, &inner, BooleanOp::Union, "union".into()).unwrap();
+    let intersection = boolean_brep(
+        &outer,
+        &inner,
+        BooleanOp::Intersection,
+        "intersection".into(),
+    )
+    .unwrap();
+    let subtraction =
+        boolean_brep(&outer, &inner, BooleanOp::Subtraction, "subtraction".into()).unwrap();
+    assert_eq!(union.brep.topology.faces.len(), 3);
+    assert_eq!(intersection.brep.topology.faces.len(), 3);
+    assert_eq!(subtraction.brep.topology.faces.len(), 4);
+    assert_eq!(subtraction.brep.topology.faces[2].trim.holes.len(), 1);
+    assert_eq!(subtraction.brep.topology.faces[3].trim.holes.len(), 1);
+    assert_eq!(
+        subtraction.brep.topology.faces[1].provenance.role,
+        FaceRole::Cut
+    );
+    assert!(subtraction.brep.topology.faces[1].provenance.reversed);
+    match subtraction.brep.geometry.surfaces[1] {
+        SurfaceGeometry::Cylinder { frame, radius } => {
+            assert_eq!(frame.origin, [0.75, 0.0, 0.0]);
+            assert_eq!(radius, 0.5);
+        }
+        _ => panic!("inner cut face lost its cylinder support"),
+    }
+    subtraction.brep.validate().unwrap();
+    tessellate(&subtraction.brep, 0.01, 2_000_000).unwrap();
+    export_step(&subtraction.brep, "metre").unwrap();
+    let expected = std::f64::consts::PI * (4.0 - 0.25) * 2.0;
+    assert!((volume(&subtraction.brep).abs() - expected).abs() < 0.25);
+
+    let touching = primitives::cylinder(
+        "touching".into(),
+        Frame3 {
+            origin: [1.5, 0.0, 0.0],
+            ..Frame3::IDENTITY
+        },
+        0.5,
+        2.0,
+        accuracy,
+    )
+    .unwrap();
+    assert!(matches!(
+        boolean_brep(
+            &outer,
+            &touching,
+            BooleanOp::Subtraction,
+            "touching-result".into()
+        ),
+        Err(GeometryError::UnresolvedIntersection(_))
+    ));
+}
+
+#[test]
+fn noncoextensive_parallel_cylinders_intersect_and_cut_when_the_span_is_bounded() {
+    let accuracy = cylinder("accuracy", 0.0, 1.0, false).accuracy;
+    let host = primitives::cylinder("host".into(), Frame3::IDENTITY, 1.0, 3.0, accuracy).unwrap();
+    let short = primitives::cylinder(
+        "short".into(),
+        Frame3 {
+            origin: [1.0, 0.0, 1.0],
+            ..Frame3::IDENTITY
+        },
+        1.0,
+        1.0,
+        accuracy,
+    )
+    .unwrap();
+    let intersection = boolean_brep(
+        &host,
+        &short,
+        BooleanOp::Intersection,
+        "intersection".into(),
+    )
+    .unwrap();
+    assert_eq!(intersection.brep.topology.faces.len(), 4);
+    assert_eq!(intersection.brep.solids.len(), 1);
+    assert!(intersection.brep.topology.faces[2..]
+        .iter()
+        .all(|face| face.provenance.sources.len() == 1
+            && face.provenance.sources[0].entity == "short"));
+    intersection.brep.validate().unwrap();
+    tessellate(&intersection.brep, 0.01, 2_000_000).unwrap();
+    let lens_area = 2.0 * std::f64::consts::FRAC_PI_3 - 3.0_f64.sqrt() * 0.5;
+    assert!((volume(&intersection.brep).abs() - lens_area).abs() < 0.12);
+    let union = boolean_brep(&host, &short, BooleanOp::Union, "partial-union".into()).unwrap();
+    let reversed_union = boolean_brep(
+        &short,
+        &host,
+        BooleanOp::Union,
+        "reversed-partial-union".into(),
+    )
+    .unwrap();
+    let subtraction = boolean_brep(
+        &host,
+        &short,
+        BooleanOp::Subtraction,
+        "partial-subtraction".into(),
+    )
+    .unwrap();
+    for (name, result) in [("union", &union), ("subtraction", &subtraction)] {
+        assert_eq!(result.brep.topology.faces.len(), 10, "{name}");
+        assert_eq!(result.brep.solids.len(), 1, "{name}");
+        result.brep.validate().unwrap();
+        tessellate(&result.brep, 0.01, 2_000_000).unwrap_or_else(|error| panic!("{name}: {error}"));
+        export_step(&result.brep, "metre").unwrap_or_else(|error| panic!("{name} STEP: {error}"));
+    }
+    assert_eq!(
+        subtraction.brep.topology.faces[3].provenance.role,
+        FaceRole::Cut
+    );
+    assert!(subtraction.brep.topology.faces[3].provenance.reversed);
+    assert!(subtraction.brep.topology.faces[7..9]
+        .iter()
+        .all(|face| face.provenance.role == FaceRole::Cut && face.provenance.reversed));
+    let host_volume = 3.0 * std::f64::consts::PI;
+    assert!(
+        (volume(&union.brep).abs() - (host_volume + std::f64::consts::PI - lens_area)).abs() < 0.2
+    );
+    assert!((volume(&subtraction.brep).abs() - (host_volume - lens_area)).abs() < 0.2);
+    assert!((volume(&reversed_union.brep).abs() - volume(&union.brep).abs()).abs() < 0.1);
+    reversed_union.brep.validate().unwrap();
+
+    let through = primitives::cylinder(
+        "through".into(),
+        Frame3 {
+            origin: [1.0, 0.0, -1.0],
+            ..Frame3::IDENTITY
+        },
+        1.0,
+        5.0,
+        accuracy,
+    )
+    .unwrap();
+    let cut = boolean_brep(
+        &host,
+        &through,
+        BooleanOp::Subtraction,
+        "through-cut".into(),
+    )
+    .unwrap();
+    assert_eq!(cut.brep.topology.faces.len(), 4);
+    assert_eq!(cut.brep.topology.faces[1].provenance.role, FaceRole::Cut);
+    assert!(cut.brep.topology.faces[1].provenance.reversed);
+    assert!(!cut.report.coincident);
+    cut.brep.validate().unwrap();
+    tessellate(&cut.brep, 0.01, 2_000_000).unwrap();
+    let expected_cut_volume = (std::f64::consts::PI - lens_area) * 3.0;
+    assert!((volume(&cut.brep).abs() - expected_cut_volume).abs() < 0.2);
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/tests/generic.rs b/main/opengeometry/src/operations/modifying/boolean/tests/generic.rs
new file mode 100644
index 0000000..c2b761e
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/tests/generic.rs
@@ -0,0 +1,205 @@
+use super::support::{cylinder, sphere};
+use crate::brep::{Accuracy, CurveGeometry, FaceRole, Frame3};
+use crate::operations::modifying::boolean::dispatch::boolean_brep;
+use crate::operations::modifying::boolean::types::BooleanOp;
+use crate::primitives;
+use crate::tessellation::tessellate;
+
+#[test]
+fn provably_disjoint_surface_families_use_exact_regularized_results() {
+    let cylinder_accuracy = sphere("reference", [0.0; 3], 1.0).accuracy;
+    let torus_accuracy = Accuracy {
+        geometric: cylinder_accuracy.geometric * 2.0,
+        intersection: cylinder_accuracy.intersection * 2.0,
+        tessellation: cylinder_accuracy.tessellation * 2.0,
+        exchange: cylinder_accuracy.exchange * 2.0,
+    };
+    let cylinder = primitives::cylinder(
+        "cylinder".into(),
+        Frame3::IDENTITY,
+        1.0,
+        2.0,
+        cylinder_accuracy,
+    )
+    .unwrap();
+    let torus = primitives::torus(
+        "torus".into(),
+        Frame3 {
+            origin: [12.0, 0.0, 0.0],
+            ..Frame3::IDENTITY
+        },
+        3.0,
+        1.0,
+        torus_accuracy,
+    )
+    .unwrap();
+
+    let union = boolean_brep(&cylinder, &torus, BooleanOp::Union, "union".into()).unwrap();
+    assert_eq!(union.brep.solids.len(), 2);
+    assert_eq!(union.brep.accuracy.geometric, torus_accuracy.geometric);
+    assert_eq!(union.brep.topology.faces.len(), 4);
+    assert_eq!(union.report.face_mappings.len(), 4);
+    assert!(union
+        .brep
+        .topology
+        .faces
+        .iter()
+        .all(|face| face.provenance.role == FaceRole::Preserved));
+
+    let intersection = boolean_brep(
+        &cylinder,
+        &torus,
+        BooleanOp::Intersection,
+        "intersection".into(),
+    )
+    .unwrap();
+    assert!(intersection.brep.solids.is_empty());
+    assert!(intersection
+        .report
+        .face_mappings
+        .iter()
+        .all(|mapping| mapping.result_faces.is_empty()));
+
+    let subtraction = boolean_brep(
+        &cylinder,
+        &torus,
+        BooleanOp::Subtraction,
+        "subtraction".into(),
+    )
+    .unwrap();
+    assert_eq!(subtraction.brep.solids.len(), 1);
+    assert_eq!(subtraction.brep.topology.faces.len(), 3);
+    assert_eq!(
+        subtraction.brep.topology.faces[0].provenance.sources[0].entity,
+        "cylinder"
+    );
+}
+
+#[test]
+fn generic_closed_loop_imprints_an_off_axis_sphere_cone_intersection() {
+    let accuracy = cylinder("accuracy", 0.0, 1.0, false).accuracy;
+    let cone = primitives::cone("cone".into(), Frame3::IDENTITY, 2.0, 2.0, accuracy).unwrap();
+    let sphere = primitives::sphere(
+        "sphere".into(),
+        Frame3 {
+            origin: [1.42, 0.0, 1.0],
+            ..Frame3::IDENTITY
+        },
+        0.35,
+        accuracy,
+    )
+    .unwrap();
+    for operation in [
+        BooleanOp::Union,
+        BooleanOp::Intersection,
+        BooleanOp::Subtraction,
+    ] {
+        let result = boolean_brep(
+            &cone,
+            &sphere,
+            operation,
+            format!("sphere-cone-{operation:?}"),
+        )
+        .unwrap_or_else(|error| panic!("{operation:?}: {error}"));
+        assert_eq!(result.brep.solids.len(), 1);
+        assert!(result
+            .brep
+            .geometry
+            .curves
+            .iter()
+            .any(|curve| matches!(curve, CurveGeometry::Intersection { .. })));
+        assert!(result
+            .brep
+            .topology
+            .faces
+            .iter()
+            .all(|face| !face.provenance.sources.is_empty()));
+        result.brep.validate().unwrap();
+        tessellate(&result.brep, 0.01, 2_000_000)
+            .unwrap_or_else(|error| panic!("{operation:?} tessellation: {error}"));
+    }
+}
+
+#[test]
+fn generic_closed_loop_handles_periodic_winding() {
+    let accuracy = cylinder("accuracy", 0.0, 1.0, false).accuracy;
+    let cone = primitives::cone("cone".into(), Frame3::IDENTITY, 2.0, 2.0, accuracy).unwrap();
+    let sphere = primitives::sphere(
+        "sphere".into(),
+        Frame3 {
+            origin: [1.1, 0.0, 0.8],
+            ..Frame3::IDENTITY
+        },
+        0.35,
+        accuracy,
+    )
+    .unwrap();
+    let result = boolean_brep(&cone, &sphere, BooleanOp::Intersection, "winding".into()).unwrap();
+    result.brep.validate().unwrap();
+    tessellate(&result.brep, 0.01, 2_000_000).unwrap();
+}
+
+#[test]
+fn identical_general_analytic_body_uses_coincident_ownership() {
+    let accuracy = sphere("accuracy", [0.0; 3], 1.0).accuracy;
+    let host =
+        primitives::annular_cylinder("host".into(), Frame3::IDENTITY, 0.4, 2.0, 3.0, accuracy)
+            .unwrap();
+    let union = boolean_brep(&host, &host, BooleanOp::Union, "same".into()).unwrap();
+    assert!(union.report.coincident);
+    assert_eq!(union.brep.topology.faces.len(), host.topology.faces.len());
+    assert!(union
+        .brep
+        .topology
+        .faces
+        .iter()
+        .all(|face| face.provenance.role == FaceRole::Coincident));
+    let empty = boolean_brep(&host, &host, BooleanOp::Subtraction, "empty".into()).unwrap();
+    assert!(empty.brep.solids.is_empty());
+}
+
+#[test]
+fn generic_pipeline_classifies_noncanonical_planar_solid_containment() {
+    let accuracy = sphere("accuracy", [0.0; 3], 1.0).accuracy;
+    let prism = primitives::linear_extrusion(
+        "prism".into(),
+        Frame3 {
+            origin: [0.0, 0.0, 0.8],
+            ..Frame3::IDENTITY
+        },
+        vec![[-0.2, -0.2], [0.2, -0.2], [0.0, 0.2]],
+        Vec::new(),
+        0.4,
+        accuracy,
+    )
+    .unwrap();
+    let cylinder =
+        primitives::cylinder("cylinder".into(), Frame3::IDENTITY, 2.0, 2.0, accuracy).unwrap();
+    let union = boolean_brep(&cylinder, &prism, BooleanOp::Union, "union".into()).unwrap();
+    assert_eq!(
+        union.brep.topology.faces.len(),
+        cylinder.topology.faces.len()
+    );
+    let intersection = boolean_brep(
+        &cylinder,
+        &prism,
+        BooleanOp::Intersection,
+        "intersection".into(),
+    )
+    .unwrap();
+    assert_eq!(
+        intersection.brep.topology.faces.len(),
+        prism.topology.faces.len()
+    );
+    let subtraction = boolean_brep(
+        &cylinder,
+        &prism,
+        BooleanOp::Subtraction,
+        "subtraction".into(),
+    )
+    .unwrap();
+    assert_eq!(subtraction.brep.solids.len(), 1);
+    assert_eq!(subtraction.brep.solids[0].cavity_shells.len(), 1);
+    subtraction.brep.validate().unwrap();
+    tessellate(&subtraction.brep, 0.01, 2_000_000).unwrap();
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/tests/mod.rs b/main/opengeometry/src/operations/modifying/boolean/tests/mod.rs
new file mode 100644
index 0000000..10d799e
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/tests/mod.rs
@@ -0,0 +1,15 @@
+mod arc_extrusions_openings;
+mod arc_extrusions_splits;
+mod conic_torus;
+mod cuboids;
+mod cuboids_curved_cuts;
+mod cylinders_coaxial;
+mod cylinders_noncoaxial;
+mod generic;
+mod planar_batch;
+mod planar_extrusions;
+mod planar_oblique;
+mod shell;
+mod sphere_cylinder;
+mod spheres;
+mod support;
diff --git a/main/opengeometry/src/operations/modifying/boolean/tests/planar_batch.rs b/main/opengeometry/src/operations/modifying/boolean/tests/planar_batch.rs
new file mode 100644
index 0000000..8eb6376
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/tests/planar_batch.rs
@@ -0,0 +1,471 @@
+use super::support::{extrusion, extrusion_span, volume, volume_at_deflection};
+use crate::brep::{FaceRole, Frame3, GeometryError, SurfaceGeometry};
+use crate::exchange::export_step;
+use crate::operations::modifying::boolean::batch::subtract_planar_cutters;
+use crate::operations::modifying::boolean::dispatch::boolean_brep;
+use crate::operations::modifying::boolean::types::BooleanOp;
+use crate::primitives;
+use crate::query::{classify_point, face_contains_uv, PointClassification};
+use crate::tessellation::tessellate;
+
+#[test]
+fn planar_extrusion_round_through_cutter_keeps_analytic_brep() {
+    let host = extrusion(
+        "round-host",
+        vec![[0.0, 0.0], [4.0, 0.0], [4.0, 0.3], [0.0, 0.3]],
+        Vec::new(),
+    );
+    let cutter = primitives::cylinder(
+        "round-opening".into(),
+        Frame3 {
+            origin: [2.0, -0.5, 1.5],
+            x: [1.0, 0.0, 0.0],
+            y: [0.0, 0.0, -1.0],
+            z: [0.0, 1.0, 0.0],
+        },
+        0.5,
+        1.3,
+        host.accuracy,
+    )
+    .unwrap();
+    let result = boolean_brep(
+        &host,
+        &cutter,
+        BooleanOp::Subtraction,
+        "round-host-cut".into(),
+    )
+    .unwrap();
+    assert_eq!(result.brep.solids.len(), 1);
+    result.brep.validate().unwrap();
+    assert_eq!(
+        classify_point(&result.brep, [2.0, 0.15, 1.5]).unwrap(),
+        PointClassification::Outside
+    );
+    assert_eq!(
+        classify_point(&result.brep, [2.0, 0.15, 2.2]).unwrap(),
+        PointClassification::Inside
+    );
+    let cut_face = result
+        .brep
+        .topology
+        .faces
+        .iter()
+        .find(|face| face.provenance.role == FaceRole::Cut)
+        .unwrap();
+    assert_eq!(
+        face_contains_uv(&result.brep, cut_face, [0.0, 0.65]).unwrap(),
+        Some(true)
+    );
+    tessellate(&result.brep, 0.01, 2_000_000).unwrap();
+    export_step(&result.brep, "metre").unwrap();
+}
+
+#[test]
+fn rectangular_cut_after_round_cut_never_loses_the_cylindrical_cap() {
+    let host = extrusion(
+        "arched-host",
+        vec![[0.0, 0.0], [4.0, 0.0], [4.0, 0.3], [0.0, 0.3]],
+        Vec::new(),
+    );
+    let round = primitives::cylinder(
+        "arched-cap".into(),
+        Frame3 {
+            origin: [2.0, -0.5, 2.0],
+            x: [1.0, 0.0, 0.0],
+            y: [0.0, 0.0, -1.0],
+            z: [0.0, 1.0, 0.0],
+        },
+        0.5,
+        1.3,
+        host.accuracy,
+    )
+    .unwrap();
+    let lower = primitives::linear_extrusion(
+        "arched-lower".into(),
+        Frame3 {
+            origin: [0.0, 0.8, 0.0],
+            x: [1.0, 0.0, 0.0],
+            y: [0.0, 0.0, 1.0],
+            z: [0.0, -1.0, 0.0],
+        },
+        vec![[1.5, 0.5], [2.5, 0.5], [2.5, 2.0], [1.5, 2.0]],
+        Vec::new(),
+        1.3,
+        host.accuracy,
+    )
+    .unwrap();
+    let batch = subtract_planar_cutters(
+        &host,
+        &[round.clone(), lower.clone()],
+        "arched-batch".into(),
+    )
+    .unwrap();
+    batch.brep.validate().unwrap();
+    assert_eq!(
+        classify_point(&batch.brep, [2.0, 0.15, 2.2]).unwrap(),
+        PointClassification::Outside
+    );
+    assert_eq!(
+        classify_point(&batch.brep, [2.0, 0.15, 1.0]).unwrap(),
+        PointClassification::Outside
+    );
+    assert!(batch.brep.topology.faces.iter().any(|face| {
+        matches!(
+            batch.brep.geometry.surfaces[face.surface as usize],
+            SurfaceGeometry::Cylinder { .. }
+        )
+    }));
+    for source in ["arched-cap", "arched-lower"] {
+        assert!(batch.report.face_mappings.iter().any(|mapping| {
+            mapping.source.entity == source && !mapping.result_faces.is_empty()
+        }));
+    }
+    let expected = 4.0 * 0.3 * 3.0 - (1.0 * 1.5 + std::f64::consts::PI * 0.5 * 0.5 / 2.0) * 0.3;
+    assert!((volume_at_deflection(&batch.brep, 0.0001).abs() - expected).abs() < 1.0e-4);
+    export_step(&batch.brep, "metre").unwrap();
+    let cap = boolean_brep(&host, &round, BooleanOp::Subtraction, "cap".into()).unwrap();
+    match boolean_brep(&cap.brep, &lower, BooleanOp::Subtraction, "arch".into()) {
+        Ok(result) => {
+            result.brep.validate().unwrap();
+            assert!(result.brep.topology.faces.iter().any(|face| {
+                matches!(
+                    result.brep.geometry.surfaces[face.surface as usize],
+                    SurfaceGeometry::Cylinder { .. }
+                )
+            }));
+            assert_eq!(
+                classify_point(&result.brep, [2.0, 0.15, 2.2]).unwrap(),
+                PointClassification::Outside
+            );
+            assert_eq!(
+                classify_point(&result.brep, [2.0, 0.15, 1.0]).unwrap(),
+                PointClassification::Outside
+            );
+        }
+        Err(GeometryError::CoverageGap { .. }) => {}
+        Err(error) => panic!("unexpected chained arch failure: {error:?}"),
+    }
+}
+
+#[test]
+fn disjoint_mixed_cutter_batch_preserves_both_openings_in_any_order() {
+    let host = extrusion(
+        "mixed-host",
+        vec![[0.0, 0.0], [6.0, 0.0], [6.0, 0.3], [0.0, 0.3]],
+        Vec::new(),
+    );
+    let round = primitives::cylinder(
+        "round".into(),
+        Frame3 {
+            origin: [1.5, -0.5, 1.5],
+            x: [1.0, 0.0, 0.0],
+            y: [0.0, 0.0, -1.0],
+            z: [0.0, 1.0, 0.0],
+        },
+        0.4,
+        1.3,
+        host.accuracy,
+    )
+    .unwrap();
+    let rect = primitives::linear_extrusion(
+        "rectangle".into(),
+        Frame3 {
+            origin: [0.0, 0.8, 0.0],
+            x: [1.0, 0.0, 0.0],
+            y: [0.0, 0.0, 1.0],
+            z: [0.0, -1.0, 0.0],
+        },
+        vec![[3.5, 0.7], [4.5, 0.7], [4.5, 2.2], [3.5, 2.2]],
+        Vec::new(),
+        1.3,
+        host.accuracy,
+    )
+    .unwrap();
+    for cutters in [[round.clone(), rect.clone()], [rect.clone(), round.clone()]] {
+        let result = subtract_planar_cutters(&host, &cutters, "mixed".into()).unwrap();
+        result.brep.validate().unwrap();
+        assert_eq!(
+            classify_point(&result.brep, [1.5, 0.15, 1.5]).unwrap(),
+            PointClassification::Outside
+        );
+        assert_eq!(
+            classify_point(&result.brep, [4.0, 0.15, 1.5]).unwrap(),
+            PointClassification::Outside
+        );
+        assert_eq!(
+            classify_point(&result.brep, [2.5, 0.15, 1.5]).unwrap(),
+            PointClassification::Inside
+        );
+        let expected_volume =
+            6.0 * 0.3 * 3.0 - 1.0 * 0.3 * 1.5 - std::f64::consts::PI * 0.4 * 0.4 * 0.3;
+        let measured_volume = volume_at_deflection(&result.brep, 0.0001).abs();
+        assert!(
+            (measured_volume - expected_volume).abs() < 1.0e-4,
+            "mixed volume {measured_volume} differs from expected {expected_volume}",
+        );
+        assert!(result.brep.topology.faces.iter().any(|face| {
+            matches!(
+                result.brep.geometry.surfaces[face.surface as usize],
+                SurfaceGeometry::Cylinder { .. }
+            )
+        }));
+        for source in ["round", "rectangle"] {
+            assert!(
+                result.brep.topology.faces.iter().any(|face| {
+                    face.provenance
+                        .sources
+                        .iter()
+                        .any(|origin| origin.entity == source)
+                }),
+                "missing source {source}: {:?}",
+                result
+                    .brep
+                    .topology
+                    .faces
+                    .iter()
+                    .flat_map(|face| face.provenance.sources.iter().map(|origin| &origin.entity))
+                    .collect::<Vec<_>>()
+            );
+            assert!(result.report.face_mappings.iter().any(|mapping| {
+                mapping.source.entity == source && !mapping.result_faces.is_empty()
+            }));
+        }
+        export_step(&result.brep, "metre").unwrap();
+    }
+}
+
+#[test]
+fn two_round_cutter_batch_keeps_both_analytic_voids() {
+    let host = extrusion(
+        "two-round-host",
+        vec![[0.0, 0.0], [6.0, 0.0], [6.0, 0.3], [0.0, 0.3]],
+        Vec::new(),
+    );
+    let make_round = |name: &str, station: f64| {
+        primitives::cylinder(
+            name.into(),
+            Frame3 {
+                origin: [station, 0.0, 1.5],
+                x: [1.0, 0.0, 0.0],
+                y: [0.0, 0.0, -1.0],
+                z: [0.0, 1.0, 0.0],
+            },
+            0.4,
+            0.3,
+            host.accuracy,
+        )
+        .unwrap()
+    };
+    let first = make_round("round-a", 1.5);
+    let second = make_round("round-b", 4.5);
+    for cutters in [
+        [first.clone(), second.clone()],
+        [second.clone(), first.clone()],
+    ] {
+        let result = subtract_planar_cutters(&host, &cutters, "two-round".into()).unwrap();
+        result.brep.validate().unwrap();
+        assert_eq!(result.brep.solids.len(), 1);
+        for station in [1.5, 4.5] {
+            assert_eq!(
+                classify_point(&result.brep, [station, 0.15, 1.5]).unwrap(),
+                PointClassification::Outside
+            );
+        }
+        assert_eq!(
+            classify_point(&result.brep, [3.0, 0.15, 1.5]).unwrap(),
+            PointClassification::Inside
+        );
+        let expected = 6.0 * 0.3 * 3.0 - 2.0 * std::f64::consts::PI * 0.4 * 0.4 * 0.3;
+        assert!((volume_at_deflection(&result.brep, 0.0001).abs() - expected).abs() < 1.0e-4);
+        for source in ["round-a", "round-b"] {
+            assert!(
+                result
+                    .report
+                    .face_mappings
+                    .iter()
+                    .any(|mapping| mapping.source.entity == source
+                        && !mapping.result_faces.is_empty())
+            );
+        }
+        let (_, report) = export_step(&result.brep, "metre").unwrap();
+        assert_eq!(report.solids, 1);
+    }
+}
+
+#[test]
+fn mixed_profile_batch_preserves_disconnected_full_height_host_parts() {
+    let host = extrusion(
+        "split-mixed-host",
+        vec![[0.0, 0.0], [6.0, 0.0], [6.0, 0.3], [0.0, 0.3]],
+        Vec::new(),
+    );
+    let round = primitives::cylinder(
+        "split-round".into(),
+        Frame3 {
+            origin: [1.5, -0.5, 1.5],
+            x: [1.0, 0.0, 0.0],
+            y: [0.0, 0.0, -1.0],
+            z: [0.0, 1.0, 0.0],
+        },
+        0.4,
+        1.3,
+        host.accuracy,
+    )
+    .unwrap();
+    let through = primitives::linear_extrusion(
+        "full-height".into(),
+        Frame3 {
+            origin: [0.0, 0.3, 0.0],
+            x: [1.0, 0.0, 0.0],
+            y: [0.0, 0.0, 1.0],
+            z: [0.0, -1.0, 0.0],
+        },
+        vec![[2.5, 0.0], [3.5, 0.0], [3.5, 3.0], [2.5, 3.0]],
+        Vec::new(),
+        0.3,
+        host.accuracy,
+    )
+    .unwrap();
+    for cutters in [
+        [round.clone(), through.clone()],
+        [through.clone(), round.clone()],
+    ] {
+        let result = subtract_planar_cutters(&host, &cutters, "split-mixed".into()).unwrap();
+        result.brep.validate().unwrap();
+        assert_eq!(result.brep.solids.len(), 2);
+        for point in [[1.5, 0.15, 1.5], [3.0, 0.15, 1.5]] {
+            assert_eq!(
+                classify_point(&result.brep, point).unwrap(),
+                PointClassification::Outside
+            );
+        }
+        for point in [[0.5, 0.15, 1.5], [5.0, 0.15, 1.5]] {
+            assert_eq!(
+                classify_point(&result.brep, point).unwrap(),
+                PointClassification::Inside
+            );
+        }
+        let expected = 6.0 * 0.3 * 3.0 - 1.0 * 0.3 * 3.0 - std::f64::consts::PI * 0.4 * 0.4 * 0.3;
+        assert!((volume_at_deflection(&result.brep, 0.0001).abs() - expected).abs() < 1.0e-4);
+        for source in ["split-round", "full-height"] {
+            assert!(
+                result
+                    .report
+                    .face_mappings
+                    .iter()
+                    .any(|mapping| mapping.source.entity == source
+                        && !mapping.result_faces.is_empty())
+            );
+        }
+        let (_, report) = export_step(&result.brep, "metre").unwrap();
+        assert_eq!(report.solids, 2);
+    }
+}
+
+#[test]
+fn flush_mixed_cutters_cross_a_prior_planar_face_split_without_losing_the_round_hole() {
+    let host = extrusion(
+        "flush-mixed-host",
+        vec![[0.0, 0.0], [6.0, 0.0], [6.0, 0.3], [0.0, 0.3]],
+        Vec::new(),
+    );
+    let round = primitives::cylinder(
+        "flush-round".into(),
+        Frame3 {
+            origin: [1.5, 0.0, 1.5],
+            x: [1.0, 0.0, 0.0],
+            y: [0.0, 0.0, -1.0],
+            z: [0.0, 1.0, 0.0],
+        },
+        0.4,
+        0.3,
+        host.accuracy,
+    )
+    .unwrap();
+    let rectangle = primitives::linear_extrusion(
+        "flush-rectangle".into(),
+        Frame3 {
+            origin: [0.0, 0.3, 0.0],
+            x: [1.0, 0.0, 0.0],
+            y: [0.0, 0.0, 1.0],
+            z: [0.0, -1.0, 0.0],
+        },
+        vec![[3.5, 0.7], [4.5, 0.7], [4.5, 1.5], [3.5, 1.5]],
+        Vec::new(),
+        0.3,
+        host.accuracy,
+    )
+    .unwrap();
+    for cutters in [
+        [round.clone(), rectangle.clone()],
+        [rectangle.clone(), round.clone()],
+    ] {
+        let result = subtract_planar_cutters(&host, &cutters, "flush-mixed".into()).unwrap();
+        result.brep.validate().unwrap();
+        assert_eq!(
+            classify_point(&result.brep, [1.5, 0.15, 1.5]).unwrap(),
+            PointClassification::Outside
+        );
+        assert_eq!(
+            classify_point(&result.brep, [4.0, 0.15, 1.4]).unwrap(),
+            PointClassification::Outside
+        );
+        assert_eq!(
+            classify_point(&result.brep, [2.5, 0.15, 1.5]).unwrap(),
+            PointClassification::Inside
+        );
+        assert!(result.brep.topology.faces.iter().any(|face| {
+            matches!(
+                result.brep.geometry.surfaces[face.surface as usize],
+                SurfaceGeometry::Cylinder { .. }
+            )
+        }));
+        for source in ["flush-round", "flush-rectangle"] {
+            assert!(result.report.face_mappings.iter().any(|mapping| {
+                mapping.source.entity == source && !mapping.result_faces.is_empty()
+            }));
+        }
+        export_step(&result.brep, "metre").unwrap();
+    }
+}
+
+#[test]
+fn ten_flush_planar_cutters_use_one_rectilinear_arrangement() {
+    let host = extrusion(
+        "host",
+        vec![[0.0, 0.0], [20.0, 0.0], [20.0, 0.3], [0.0, 0.3]],
+        Vec::new(),
+    );
+    let cutters = (0..10)
+        .map(|index| {
+            let left = 1.0 + index as f64 * 1.8;
+            extrusion_span(
+                &format!("opening-{index}"),
+                0.0,
+                2.1,
+                vec![
+                    [left, 0.0],
+                    [left + 0.5, 0.0],
+                    [left + 0.5, 0.3],
+                    [left, 0.3],
+                ],
+                Vec::new(),
+            )
+        })
+        .collect::<Vec<_>>();
+    let result = subtract_planar_cutters(&host, &cutters, "batch".into()).unwrap();
+    result.brep.validate().unwrap();
+    assert!((volume(&result.brep).abs() - 14.85).abs() < 1.0e-6);
+    for index in 0..10 {
+        let station = 1.25 + index as f64 * 1.8;
+        assert_eq!(
+            classify_point(&result.brep, [station, 0.15, 1.0]).unwrap(),
+            PointClassification::Outside,
+        );
+    }
+    assert!(result
+        .report
+        .face_mappings
+        .iter()
+        .any(|mapping| mapping.source.entity == "opening-9"));
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/tests/planar_extrusions.rs b/main/opengeometry/src/operations/modifying/boolean/tests/planar_extrusions.rs
new file mode 100644
index 0000000..fb35e99
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/tests/planar_extrusions.rs
@@ -0,0 +1,398 @@
+use super::support::{extrusion, extrusion_span, volume};
+use crate::brep::{FaceRole, Frame3, GeometryQuality};
+use crate::operations::modifying::boolean::dispatch::boolean_brep;
+use crate::operations::modifying::boolean::types::BooleanOp;
+use crate::primitives;
+use crate::query::{classify_point, PointClassification};
+
+#[test]
+fn coextensive_profile_extrusions_use_exact_planar_arrangements() {
+    let a = extrusion(
+        "a",
+        vec![[0.0, 0.0], [4.0, 0.0], [4.0, 4.0], [0.0, 4.0]],
+        Vec::new(),
+    );
+    let b = extrusion(
+        "b",
+        vec![[2.0, -1.0], [5.0, -1.0], [5.0, 2.0], [2.0, 2.0]],
+        Vec::new(),
+    );
+    for (operation, expected_volume) in [
+        (BooleanOp::Union, 63.0),
+        (BooleanOp::Intersection, 12.0),
+        (BooleanOp::Subtraction, 36.0),
+    ] {
+        let result = boolean_brep(&a, &b, operation, format!("{operation:?}")).unwrap();
+        result.brep.validate().unwrap();
+        assert!(matches!(result.brep.quality, GeometryQuality::Analytic));
+        assert!((volume(&result.brep).abs() - expected_volume).abs() < 1.0e-6);
+        assert!(result
+            .report
+            .face_mappings
+            .iter()
+            .any(|mapping| !mapping.result_faces.is_empty()));
+    }
+}
+
+#[test]
+fn profile_subtraction_builds_holes_disconnected_solids_and_cut_provenance() {
+    let host = extrusion(
+        "host",
+        vec![[0.0, 0.0], [10.0, 0.0], [10.0, 10.0], [0.0, 10.0]],
+        Vec::new(),
+    );
+    let inner = extrusion(
+        "inner",
+        vec![[4.0, 4.0], [6.0, 4.0], [6.0, 6.0], [4.0, 6.0]],
+        Vec::new(),
+    );
+    let cavity = boolean_brep(&host, &inner, BooleanOp::Subtraction, "cavity".into()).unwrap();
+    assert_eq!(cavity.brep.solids.len(), 1);
+    assert_eq!(cavity.brep.topology.faces[0].trim.holes.len(), 1);
+    assert!((volume(&cavity.brep).abs() - 288.0).abs() < 1.0e-6);
+    assert!(cavity
+        .brep
+        .topology
+        .faces
+        .iter()
+        .any(|face| { face.provenance.role == FaceRole::Cut && face.provenance.reversed }));
+
+    let band = extrusion(
+        "band",
+        vec![[-1.0, 4.0], [11.0, 4.0], [11.0, 6.0], [-1.0, 6.0]],
+        Vec::new(),
+    );
+    let split = boolean_brep(&host, &band, BooleanOp::Subtraction, "split".into()).unwrap();
+    assert_eq!(split.brep.solids.len(), 2);
+    assert!((volume(&split.brep).abs() - 240.0).abs() < 1.0e-6);
+}
+
+#[test]
+fn matching_profile_extrusions_use_exact_axial_interval_booleans() {
+    let profile = vec![[0.0, 0.0], [4.0, 0.0], [4.0, 4.0], [0.0, 4.0]];
+    let a = extrusion_span("a", 0.0, 4.0, profile.clone(), Vec::new());
+    let b = extrusion_span(
+        "b",
+        2.0,
+        4.0,
+        vec![[4.0, 4.0], [0.0, 4.0], [0.0, 0.0], [4.0, 0.0]],
+        Vec::new(),
+    );
+    for (operation, expected_volume) in [
+        (BooleanOp::Union, 96.0),
+        (BooleanOp::Intersection, 32.0),
+        (BooleanOp::Subtraction, 32.0),
+    ] {
+        let result = boolean_brep(&a, &b, operation, format!("axial-{operation:?}")).unwrap();
+        result.brep.validate().unwrap();
+        assert_eq!(result.brep.solids.len(), 1);
+        assert!((volume(&result.brep).abs() - expected_volume).abs() < 1.0e-6);
+        assert!(result
+            .report
+            .face_mappings
+            .iter()
+            .any(|mapping| !mapping.result_faces.is_empty()));
+    }
+
+    let embedded = extrusion_span("embedded", 1.0, 2.0, profile.clone(), Vec::new());
+    let split = boolean_brep(&a, &embedded, BooleanOp::Subtraction, "axial-split".into()).unwrap();
+    split.brep.validate().unwrap();
+    assert_eq!(split.brep.solids.len(), 2);
+    assert!((volume(&split.brep).abs() - 32.0).abs() < 1.0e-6);
+    assert_eq!(
+        split
+            .brep
+            .topology
+            .faces
+            .iter()
+            .filter(|face| face.provenance.role == FaceRole::Cut && face.provenance.reversed)
+            .count(),
+        2
+    );
+
+    let disjoint = extrusion_span("disjoint", 6.0, 2.0, profile, Vec::new());
+    let union = boolean_brep(&a, &disjoint, BooleanOp::Union, "axial-disjoint".into()).unwrap();
+    assert_eq!(union.brep.solids.len(), 2);
+    assert!((volume(&union.brep).abs() - 96.0).abs() < 1.0e-6);
+    let intersection =
+        boolean_brep(&a, &disjoint, BooleanOp::Intersection, "axial-empty".into()).unwrap();
+    assert!(intersection.brep.solids.is_empty());
+}
+
+#[test]
+fn different_height_planar_openings_support_chained_flush_cuts() {
+    let host = extrusion(
+        "host",
+        vec![[0.0, 0.0], [10.0, 0.0], [10.0, 0.3], [0.0, 0.3]],
+        Vec::new(),
+    );
+    let first = extrusion_span(
+        "lower_cutout",
+        0.0,
+        2.1,
+        vec![[2.0, 0.0], [3.0, 0.0], [3.0, 0.3], [2.0, 0.3]],
+        Vec::new(),
+    );
+    let cut = boolean_brep(
+        &host,
+        &first,
+        BooleanOp::Subtraction,
+        "one-lower_cutout".into(),
+    )
+    .unwrap();
+    cut.brep.validate().unwrap();
+    assert!((volume(&cut.brep).abs() - 8.37).abs() < 1.0e-6);
+    assert_eq!(
+        classify_point(&cut.brep, [2.5, 0.15, 1.0]).unwrap(),
+        PointClassification::Outside
+    );
+    assert_eq!(
+        classify_point(&cut.brep, [2.5, 0.15, 2.5]).unwrap(),
+        PointClassification::Inside
+    );
+    let second = extrusion_span(
+        "raised_cutout",
+        0.8,
+        1.2,
+        vec![[6.0, 0.0], [7.0, 0.0], [7.0, 0.3], [6.0, 0.3]],
+        Vec::new(),
+    );
+    let chained = boolean_brep(
+        &cut.brep,
+        &second,
+        BooleanOp::Subtraction,
+        "lower_cutout-raised_cutout".into(),
+    )
+    .unwrap();
+    chained.brep.validate().unwrap();
+    assert!((volume(&chained.brep).abs() - 8.01).abs() < 1.0e-6);
+    assert_eq!(
+        classify_point(&chained.brep, [6.5, 0.15, 1.2]).unwrap(),
+        PointClassification::Outside
+    );
+}
+
+#[test]
+fn chained_mitered_host_openings_keep_top_cap_provenance() {
+    let host = extrusion_span(
+        "mitered-host",
+        0.0,
+        3.8,
+        vec![
+            [-0.16, -0.14],
+            [0.16, -0.46],
+            [13.84, -0.46],
+            [14.16, -0.14],
+        ],
+        Vec::new(),
+    );
+    let lower_cutout = extrusion_span(
+        "lower_cutout",
+        0.0,
+        2.45,
+        vec![[1.2, -0.14], [2.8, -0.14], [2.8, -0.46], [1.2, -0.46]],
+        Vec::new(),
+    );
+    let raised_cutout = extrusion_span(
+        "raised_cutout",
+        0.3,
+        2.8,
+        vec![
+            [3.625, -0.14],
+            [5.175, -0.14],
+            [5.175, -0.46],
+            [3.625, -0.46],
+        ],
+        Vec::new(),
+    );
+    let first = boolean_brep(
+        &host,
+        &lower_cutout,
+        BooleanOp::Subtraction,
+        "lower_cutout-cut".into(),
+    )
+    .unwrap();
+    let second = boolean_brep(
+        &first.brep,
+        &raised_cutout,
+        BooleanOp::Subtraction,
+        "raised_cutout-cut".into(),
+    )
+    .unwrap();
+    second.brep.validate().unwrap();
+    assert_eq!(
+        classify_point(&second.brep, [2.0, -0.3, 1.0]).unwrap(),
+        PointClassification::Outside,
+    );
+    assert_eq!(
+        classify_point(&second.brep, [4.4, -0.3, 1.0]).unwrap(),
+        PointClassification::Outside,
+    );
+}
+
+#[test]
+fn angled_host_cap_accepts_flush_lower_cutout_cutter() {
+    let host = extrusion(
+        "angled-host",
+        vec![[0.0, 0.0], [10.0, 0.0], [10.0, 0.3], [0.3, 0.3], [0.0, 0.1]],
+        Vec::new(),
+    );
+    let cutter = extrusion_span(
+        "lower_cutout",
+        0.0,
+        2.1,
+        vec![[2.0, 0.0], [3.0, 0.0], [3.0, 0.3], [2.0, 0.3]],
+        Vec::new(),
+    );
+    let result = boolean_brep(&host, &cutter, BooleanOp::Subtraction, "angled-cut".into()).unwrap();
+    result.brep.validate().unwrap();
+    assert!((volume(&result.brep).abs() - (volume(&host).abs() - 0.63)).abs() < 1.0e-6);
+    assert_eq!(
+        classify_point(&result.brep, [2.5, 0.15, 1.0]).unwrap(),
+        PointClassification::Outside
+    );
+    let raised_cutout = extrusion_span(
+        "raised_cutout",
+        0.8,
+        1.2,
+        vec![[6.0, 0.0], [7.0, 0.0], [7.0, 0.3], [6.0, 0.3]],
+        Vec::new(),
+    );
+    let chained = boolean_brep(
+        &result.brep,
+        &raised_cutout,
+        BooleanOp::Subtraction,
+        "angled-chain".into(),
+    )
+    .unwrap();
+    chained.brep.validate().unwrap();
+    assert!((volume(&chained.brep).abs() - (volume(&host).abs() - 0.99)).abs() < 1.0e-6);
+    assert_eq!(
+        classify_point(&chained.brep, [6.5, 0.15, 1.2]).unwrap(),
+        PointClassification::Outside
+    );
+    assert_eq!(
+        classify_point(&chained.brep, [6.5, 0.15, 2.5]).unwrap(),
+        PointClassification::Inside
+    );
+}
+
+#[test]
+fn full_height_planar_opening_splits_angled_host_into_two_solids() {
+    let host = extrusion(
+        "angled-host",
+        vec![[0.0, 0.0], [10.0, 0.0], [10.0, 0.3], [0.3, 0.3], [0.0, 0.1]],
+        Vec::new(),
+    );
+    let cutter = extrusion(
+        "through-lower_cutout",
+        vec![[4.0, 0.0], [5.0, 0.0], [5.0, 0.3], [4.0, 0.3]],
+        Vec::new(),
+    );
+    let result = boolean_brep(
+        &host,
+        &cutter,
+        BooleanOp::Subtraction,
+        "split-angled".into(),
+    )
+    .unwrap();
+    result.brep.validate().unwrap();
+    assert_eq!(result.brep.solids.len(), 2);
+    assert!((volume(&result.brep).abs() - (volume(&host).abs() - 0.9)).abs() < 1.0e-6);
+}
+
+#[test]
+fn overlapping_flush_openings_on_angled_host_remove_the_union_once() {
+    let host = extrusion(
+        "angled-host",
+        vec![[0.0, 0.0], [10.0, 0.0], [10.0, 0.3], [0.3, 0.3], [0.0, 0.1]],
+        Vec::new(),
+    );
+    let first = extrusion_span(
+        "first",
+        0.0,
+        2.1,
+        vec![[2.0, 0.0], [3.0, 0.0], [3.0, 0.3], [2.0, 0.3]],
+        Vec::new(),
+    );
+    let second = extrusion_span(
+        "second",
+        0.0,
+        2.1,
+        vec![[2.5, 0.0], [3.5, 0.0], [3.5, 0.3], [2.5, 0.3]],
+        Vec::new(),
+    );
+    let once = boolean_brep(&host, &first, BooleanOp::Subtraction, "once".into()).unwrap();
+    let twice = boolean_brep(&once.brep, &second, BooleanOp::Subtraction, "twice".into()).unwrap();
+    twice.brep.validate().unwrap();
+    assert!((volume(&twice.brep).abs() - (volume(&host).abs() - 0.945)).abs() < 1.0e-6);
+}
+
+#[test]
+fn layered_planar_cut_supports_an_internal_cavity_shell() {
+    let host = extrusion(
+        "angled-host",
+        vec![
+            [0.0, 0.0],
+            [10.0, 0.0],
+            [10.0, 10.0],
+            [0.3, 10.0],
+            [0.0, 9.8],
+        ],
+        Vec::new(),
+    );
+    let cutter = extrusion_span(
+        "cavity",
+        1.0,
+        1.0,
+        vec![[4.0, 4.0], [6.0, 4.0], [6.0, 6.0], [4.0, 6.0]],
+        Vec::new(),
+    );
+    let result = boolean_brep(
+        &host,
+        &cutter,
+        BooleanOp::Subtraction,
+        "cavity-result".into(),
+    )
+    .unwrap();
+    result.brep.validate().unwrap();
+    assert_eq!(result.brep.solids.len(), 1);
+    assert_eq!(result.brep.solids[0].cavity_shells.len(), 1);
+    assert!((volume(&result.brep).abs() - (volume(&host).abs() - 4.0)).abs() < 1.0e-6);
+}
+
+#[test]
+fn angled_host_accepts_rotated_planar_cutter_frame() {
+    let host = extrusion(
+        "angled-host",
+        vec![[0.0, 0.0], [10.0, 0.0], [10.0, 0.3], [0.3, 0.3], [0.0, 0.1]],
+        Vec::new(),
+    );
+    let angle = std::f64::consts::FRAC_PI_6;
+    let cutter = primitives::linear_extrusion(
+        "rotated-cutter".into(),
+        Frame3 {
+            origin: [2.5, 0.15, 0.0],
+            x: [angle.cos(), angle.sin(), 0.0],
+            y: [-angle.sin(), angle.cos(), 0.0],
+            z: [0.0, 0.0, 1.0],
+        },
+        vec![[-0.5, -0.5], [0.5, -0.5], [0.5, 0.5], [-0.5, 0.5]],
+        Vec::new(),
+        2.1,
+        host.accuracy,
+    )
+    .unwrap();
+    let result =
+        boolean_brep(&host, &cutter, BooleanOp::Subtraction, "rotated-cut".into()).unwrap();
+    result.brep.validate().unwrap();
+    assert_eq!(
+        classify_point(&result.brep, [2.5, 0.15, 1.0]).unwrap(),
+        PointClassification::Outside
+    );
+    assert_eq!(
+        classify_point(&result.brep, [2.5, 0.15, 2.5]).unwrap(),
+        PointClassification::Inside
+    );
+    assert!(volume(&result.brep).abs() < volume(&host).abs());
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/tests/planar_oblique.rs b/main/opengeometry/src/operations/modifying/boolean/tests/planar_oblique.rs
new file mode 100644
index 0000000..03b87f1
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/tests/planar_oblique.rs
@@ -0,0 +1,420 @@
+use super::support::{extrusion, extrusion_span, volume};
+use crate::brep::{Frame3, GeometryQuality};
+use crate::operations::modifying::boolean::dispatch::boolean_brep;
+use crate::operations::modifying::boolean::types::BooleanOp;
+use crate::primitives;
+use crate::query::{classify_point, PointClassification};
+
+#[test]
+fn oblique_planar_cutter_crosses_a_host_without_tessellating_the_boolean() {
+    let host = extrusion(
+        "oblique-host",
+        vec![[0.0, 0.0], [10.0, 0.0], [10.0, 0.3], [0.3, 0.3], [0.0, 0.1]],
+        Vec::new(),
+    );
+    let angle = std::f64::consts::PI / 12.0;
+    let cutter = primitives::linear_extrusion(
+        "oblique-cutter".into(),
+        Frame3 {
+            origin: [2.5, 0.15, 0.0],
+            x: [angle.cos(), 0.0, -angle.sin()],
+            y: [0.0, 1.0, 0.0],
+            z: [angle.sin(), 0.0, angle.cos()],
+        },
+        vec![[-0.5, -0.5], [0.5, -0.5], [0.5, 0.5], [-0.5, 0.5]],
+        Vec::new(),
+        2.1,
+        host.accuracy,
+    )
+    .unwrap();
+    let result =
+        boolean_brep(&host, &cutter, BooleanOp::Subtraction, "oblique-cut".into()).unwrap();
+    result.brep.validate().unwrap();
+    assert!(matches!(result.report.quality, GeometryQuality::Analytic));
+    assert_eq!(
+        classify_point(&result.brep, [2.8, 0.15, 1.0]).unwrap(),
+        PointClassification::Outside
+    );
+    assert_eq!(
+        classify_point(&result.brep, [2.8, 0.15, 2.5]).unwrap(),
+        PointClassification::Inside
+    );
+    assert!(volume(&result.brep).abs() < volume(&host).abs());
+}
+
+#[test]
+fn chained_oblique_planar_cuts_keep_both_voids_and_analytic_faces() {
+    let host = extrusion(
+        "chained-oblique-host",
+        vec![[0.0, 0.0], [10.0, 0.0], [10.0, 0.3], [0.3, 0.3], [0.0, 0.1]],
+        Vec::new(),
+    );
+    let angle = std::f64::consts::PI / 12.0;
+    let cutter = |name: &str, station: f64, sign: f64| {
+        primitives::linear_extrusion(
+            name.into(),
+            Frame3 {
+                origin: [station, 0.15, 0.0],
+                x: [angle.cos(), 0.0, -sign * angle.sin()],
+                y: [0.0, 1.0, 0.0],
+                z: [sign * angle.sin(), 0.0, angle.cos()],
+            },
+            vec![[-0.5, -0.5], [0.5, -0.5], [0.5, 0.5], [-0.5, 0.5]],
+            Vec::new(),
+            2.1,
+            host.accuracy,
+        )
+        .unwrap()
+    };
+    let first = cutter("first-oblique", 2.5, 1.0);
+    let second = cutter("second-oblique", 5.0, -1.0);
+    let once = boolean_brep(&host, &first, BooleanOp::Subtraction, "once".into()).unwrap();
+    let twice = boolean_brep(&once.brep, &second, BooleanOp::Subtraction, "twice".into()).unwrap();
+    twice.brep.validate().unwrap();
+    assert!(matches!(twice.report.quality, GeometryQuality::Analytic));
+    for point in [[2.8, 0.15, 1.0], [4.7, 0.15, 1.0]] {
+        assert_eq!(
+            classify_point(&twice.brep, point).unwrap(),
+            PointClassification::Outside
+        );
+    }
+    assert_eq!(
+        classify_point(&twice.brep, [3.8, 0.15, 1.0]).unwrap(),
+        PointClassification::Inside
+    );
+    assert!(volume(&twice.brep).abs() < volume(&once.brep).abs());
+}
+
+#[test]
+fn oblique_cut_accepts_a_disconnected_planar_host() {
+    let host = extrusion(
+        "split-host",
+        vec![[0.0, 0.0], [10.0, 0.0], [10.0, 0.3], [0.0, 0.3]],
+        Vec::new(),
+    );
+    let through = extrusion_span(
+        "through",
+        -1.0,
+        5.0,
+        vec![[3.0, -1.0], [4.0, -1.0], [4.0, 1.0], [3.0, 1.0]],
+        Vec::new(),
+    );
+    let split = boolean_brep(&host, &through, BooleanOp::Subtraction, "split".into()).unwrap();
+    assert_eq!(split.brep.solids.len(), 2);
+    let angle = std::f64::consts::PI / 12.0;
+    let oblique = primitives::linear_extrusion(
+        "split-oblique".into(),
+        Frame3 {
+            origin: [6.0, 0.15, 0.0],
+            x: [angle.cos(), 0.0, -angle.sin()],
+            y: [0.0, 1.0, 0.0],
+            z: [angle.sin(), 0.0, angle.cos()],
+        },
+        vec![[-0.5, -0.5], [0.5, -0.5], [0.5, 0.5], [-0.5, 0.5]],
+        Vec::new(),
+        2.1,
+        host.accuracy,
+    )
+    .unwrap();
+    let result = boolean_brep(
+        &split.brep,
+        &oblique,
+        BooleanOp::Subtraction,
+        "split-oblique-result".into(),
+    )
+    .unwrap();
+    result.brep.validate().unwrap();
+    assert_eq!(result.brep.solids.len(), 2);
+    assert_eq!(
+        classify_point(&result.brep, [6.3, 0.15, 1.0]).unwrap(),
+        PointClassification::Outside
+    );
+    assert_eq!(
+        classify_point(&result.brep, [1.0, 0.15, 1.0]).unwrap(),
+        PointClassification::Inside
+    );
+}
+
+#[test]
+fn planar_cutter_tilts_about_both_host_axes_keep_exact_occupancy() {
+    let host = extrusion(
+        "tilt-sweep-host",
+        vec![[0.0, 0.0], [10.0, 0.0], [10.0, 0.3], [0.0, 0.3]],
+        Vec::new(),
+    );
+    for axis in 0..2 {
+        for degrees in [-25.0_f64, -15.0, -5.0, 5.0, 15.0, 25.0] {
+            let angle = degrees.to_radians();
+            let frame = if axis == 0 {
+                Frame3 {
+                    origin: [2.5, 0.15, 0.0],
+                    x: [angle.cos(), 0.0, -angle.sin()],
+                    y: [0.0, 1.0, 0.0],
+                    z: [angle.sin(), 0.0, angle.cos()],
+                }
+            } else {
+                Frame3 {
+                    origin: [2.5, 0.15, 0.0],
+                    x: [1.0, 0.0, 0.0],
+                    y: [0.0, angle.cos(), -angle.sin()],
+                    z: [0.0, angle.sin(), angle.cos()],
+                }
+            };
+            let cutter = primitives::linear_extrusion(
+                format!("tilt-{axis}-{degrees}"),
+                frame,
+                vec![[-0.8, -0.8], [0.8, -0.8], [0.8, 0.8], [-0.8, 0.8]],
+                Vec::new(),
+                2.1,
+                host.accuracy,
+            )
+            .unwrap();
+            let result = boolean_brep(
+                &host,
+                &cutter,
+                BooleanOp::Subtraction,
+                format!("tilt-result-{axis}-{degrees}"),
+            )
+            .unwrap();
+            result.brep.validate().unwrap();
+            assert_eq!(
+                classify_point(&result.brep, [2.5, 0.15, 1.0]).unwrap(),
+                PointClassification::Outside,
+                "axis={axis}, degrees={degrees}"
+            );
+            assert_eq!(
+                classify_point(&result.brep, [8.0, 0.15, 1.0]).unwrap(),
+                PointClassification::Inside,
+                "axis={axis}, degrees={degrees}"
+            );
+            assert!(volume(&result.brep).abs() < volume(&host).abs());
+        }
+    }
+}
+
+#[test]
+fn oblique_cut_preserves_a_planar_host_with_profile_hole_loops() {
+    let host = extrusion(
+        "profile-hole-host",
+        vec![[0.0, 0.0], [10.0, 0.0], [10.0, 3.0], [0.0, 3.0]],
+        vec![vec![[2.0, 1.0], [3.0, 1.0], [3.0, 2.0], [2.0, 2.0]]],
+    );
+    assert!(host
+        .topology
+        .faces
+        .iter()
+        .any(|face| !face.trim.holes.is_empty()));
+    let angle = std::f64::consts::PI / 12.0;
+    let oblique = primitives::linear_extrusion(
+        "pocket-oblique".into(),
+        Frame3 {
+            origin: [6.0, 1.5, 0.0],
+            x: [angle.cos(), 0.0, -angle.sin()],
+            y: [0.0, 1.0, 0.0],
+            z: [angle.sin(), 0.0, angle.cos()],
+        },
+        vec![[-0.5, -0.5], [0.5, -0.5], [0.5, 0.5], [-0.5, 0.5]],
+        Vec::new(),
+        2.1,
+        host.accuracy,
+    )
+    .unwrap();
+    let result = boolean_brep(&host, &oblique, BooleanOp::Subtraction, "two-voids".into()).unwrap();
+    result.brep.validate().unwrap();
+    for point in [[2.5, 1.5, 1.5], [6.3, 1.5, 1.0]] {
+        assert_eq!(
+            classify_point(&result.brep, point).unwrap(),
+            PointClassification::Outside
+        );
+    }
+    for point in [[4.0, 1.5, 1.0], [6.3, 1.5, 2.5]] {
+        assert_eq!(
+            classify_point(&result.brep, point).unwrap(),
+            PointClassification::Inside
+        );
+    }
+}
+
+#[test]
+fn oblique_nonconvex_planar_cutter_keeps_exact_host_material() {
+    let host = extrusion(
+        "nonconvex-host",
+        vec![[0.0, 0.0], [10.0, 0.0], [10.0, 0.3], [0.0, 0.3]],
+        Vec::new(),
+    );
+    let angle = std::f64::consts::PI / 12.0;
+    let cutter = primitives::linear_extrusion(
+        "nonconvex-cutter".into(),
+        Frame3 {
+            origin: [5.0, 0.15, 0.0],
+            x: [angle.cos(), 0.0, -angle.sin()],
+            y: [0.0, 1.0, 0.0],
+            z: [angle.sin(), 0.0, angle.cos()],
+        },
+        vec![
+            [-1.0, -1.0],
+            [1.0, -1.0],
+            [1.0, -0.05],
+            [0.0, -0.05],
+            [0.0, 1.0],
+            [-1.0, 1.0],
+        ],
+        Vec::new(),
+        2.1,
+        host.accuracy,
+    )
+    .unwrap();
+    let result = boolean_brep(
+        &host,
+        &cutter,
+        BooleanOp::Subtraction,
+        "nonconvex-oblique-cut".into(),
+    )
+    .unwrap();
+    result.brep.validate().unwrap();
+    assert!(matches!(result.report.quality, GeometryQuality::Analytic));
+    assert_eq!(
+        classify_point(&result.brep, [4.5, 0.15, 1.0]).unwrap(),
+        PointClassification::Outside
+    );
+    assert_eq!(
+        classify_point(&result.brep, [5.5, 0.15, 1.0]).unwrap(),
+        PointClassification::Inside
+    );
+}
+
+#[test]
+fn oblique_planar_cut_preserves_an_existing_internal_cavity_shell() {
+    let host = extrusion(
+        "cavity-host",
+        vec![[0.0, 0.0], [10.0, 0.0], [10.0, 3.0], [0.0, 3.0]],
+        Vec::new(),
+    );
+    let cavity = extrusion_span(
+        "internal-cavity",
+        1.0,
+        1.0,
+        vec![[2.0, 1.0], [3.0, 1.0], [3.0, 2.0], [2.0, 2.0]],
+        Vec::new(),
+    );
+    let host = boolean_brep(&host, &cavity, BooleanOp::Subtraction, "cavity-host".into())
+        .unwrap()
+        .brep;
+    assert_eq!(host.solids[0].cavity_shells.len(), 1);
+    let angle = std::f64::consts::PI / 12.0;
+    let cutter = primitives::linear_extrusion(
+        "oblique-after-cavity".into(),
+        Frame3 {
+            origin: [6.0, 1.5, 0.0],
+            x: [angle.cos(), 0.0, -angle.sin()],
+            y: [0.0, 1.0, 0.0],
+            z: [angle.sin(), 0.0, angle.cos()],
+        },
+        vec![[-0.5, -2.0], [0.5, -2.0], [0.5, 2.0], [-0.5, 2.0]],
+        Vec::new(),
+        2.1,
+        host.accuracy,
+    )
+    .unwrap();
+    let result = boolean_brep(
+        &host,
+        &cutter,
+        BooleanOp::Subtraction,
+        "oblique-cavity-cut".into(),
+    )
+    .unwrap();
+    result.brep.validate().unwrap();
+    assert_eq!(result.brep.solids.len(), 1);
+    assert_eq!(result.brep.solids[0].cavity_shells.len(), 1);
+    assert_eq!(
+        classify_point(&result.brep, [2.5, 1.5, 1.5]).unwrap(),
+        PointClassification::Outside
+    );
+    assert_eq!(
+        classify_point(&result.brep, [6.2, 1.5, 1.0]).unwrap(),
+        PointClassification::Outside
+    );
+    assert_eq!(
+        classify_point(&result.brep, [6.2, 1.5, 2.6]).unwrap(),
+        PointClassification::Inside
+    );
+}
+
+#[test]
+fn oblique_cut_assigns_a_remote_cavity_to_its_original_material_component() {
+    let left = extrusion(
+        "left-cavity-host",
+        vec![[0.0, 0.0], [4.0, 0.0], [4.0, 3.0], [0.0, 3.0]],
+        Vec::new(),
+    );
+    let cavity = extrusion_span(
+        "left-cavity",
+        1.0,
+        1.0,
+        vec![[1.0, 1.0], [2.0, 1.0], [2.0, 2.0], [1.0, 2.0]],
+        Vec::new(),
+    );
+    let left_with_cavity = boolean_brep(
+        &left,
+        &cavity,
+        BooleanOp::Subtraction,
+        "left-with-cavity".into(),
+    )
+    .unwrap()
+    .brep;
+    let right = extrusion(
+        "right-host",
+        vec![[6.0, 0.0], [10.0, 0.0], [10.0, 3.0], [6.0, 3.0]],
+        Vec::new(),
+    );
+    let host = boolean_brep(
+        &left_with_cavity,
+        &right,
+        BooleanOp::Union,
+        "two-components".into(),
+    )
+    .unwrap()
+    .brep;
+    assert_eq!(host.solids.len(), 2);
+    let angle = std::f64::consts::PI / 12.0;
+    let cutter = primitives::linear_extrusion(
+        "right-oblique-cutter".into(),
+        Frame3 {
+            origin: [8.5, 1.5, 0.0],
+            x: [angle.cos(), 0.0, -angle.sin()],
+            y: [0.0, 1.0, 0.0],
+            z: [angle.sin(), 0.0, angle.cos()],
+        },
+        vec![[-0.5, -2.0], [0.5, -2.0], [0.5, 2.0], [-0.5, 2.0]],
+        Vec::new(),
+        2.1,
+        host.accuracy,
+    )
+    .unwrap();
+    let result = boolean_brep(
+        &host,
+        &cutter,
+        BooleanOp::Subtraction,
+        "remote-cavity-cut".into(),
+    )
+    .unwrap();
+    result.brep.validate().unwrap();
+    assert_eq!(result.brep.solids.len(), 2);
+    assert_eq!(
+        result
+            .brep
+            .solids
+            .iter()
+            .map(|solid| solid.cavity_shells.len())
+            .sum::<usize>(),
+        1
+    );
+    assert_eq!(
+        classify_point(&result.brep, [1.5, 1.5, 1.5]).unwrap(),
+        PointClassification::Outside
+    );
+    assert_eq!(
+        classify_point(&result.brep, [8.5, 1.5, 1.0]).unwrap(),
+        PointClassification::Outside
+    );
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/tests/shell.rs b/main/opengeometry/src/operations/modifying/boolean/tests/shell.rs
new file mode 100644
index 0000000..254f61c
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/tests/shell.rs
@@ -0,0 +1,70 @@
+use super::support::{extrusion, sphere};
+use crate::brep::{FaceRole, Frame3, GeometryError};
+use crate::operations::modifying::boolean::shell::shell_brep;
+use crate::primitives;
+use crate::tessellation::tessellate;
+
+#[test]
+fn restricted_shell_offsets_supported_closed_families() {
+    let accuracy = sphere("accuracy", [0.0; 3], 1.0).accuracy;
+    let inputs = [
+        (
+            primitives::cuboid("box".into(), Frame3::IDENTITY, [2.0; 3], accuracy).unwrap(),
+            12,
+        ),
+        (
+            primitives::cylinder("cylinder".into(), Frame3::IDENTITY, 1.0, 2.0, accuracy).unwrap(),
+            6,
+        ),
+        (
+            primitives::sphere("sphere".into(), Frame3::IDENTITY, 1.0, accuracy).unwrap(),
+            2,
+        ),
+        (
+            primitives::torus("torus".into(), Frame3::IDENTITY, 3.0, 1.0, accuracy).unwrap(),
+            2,
+        ),
+        (
+            primitives::cone("cone".into(), Frame3::IDENTITY, 2.0, 3.0, accuracy).unwrap(),
+            4,
+        ),
+        (
+            primitives::frustum("frustum".into(), Frame3::IDENTITY, 2.0, 1.0, 3.0, accuracy)
+                .unwrap(),
+            6,
+        ),
+        (
+            extrusion(
+                "profile-shell",
+                vec![[0.0, 0.0], [4.0, 0.0], [4.0, 4.0], [0.0, 4.0]],
+                vec![vec![[1.0, 1.0], [1.0, 3.0], [3.0, 3.0], [3.0, 1.0]]],
+            ),
+            20,
+        ),
+    ];
+    for (input, expected_faces) in &inputs {
+        let result = shell_brep(input, 0.2, format!("{}-shell", input.id)).unwrap();
+        result.brep.validate().unwrap();
+        assert_eq!(result.brep.solids.len(), 1);
+        assert_eq!(result.brep.solids[0].cavity_shells.len(), 1);
+        assert_eq!(result.brep.topology.faces.len(), *expected_faces);
+        assert_eq!(
+            result.report.face_mappings.len(),
+            input.topology.faces.len()
+        );
+        assert!(result.brep.topology.faces.iter().any(|face| {
+            face.provenance.role == FaceRole::Cut
+                && face.provenance.reversed
+                && face
+                    .provenance
+                    .sources
+                    .iter()
+                    .all(|source| source.entity == input.id)
+        }));
+        tessellate(&result.brep, 0.02, 2_000_000).unwrap();
+    }
+    assert!(matches!(
+        shell_brep(&inputs[2].0, 1.0, "invalid".into()),
+        Err(GeometryError::UnresolvedIntersection(_))
+    ));
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/tests/sphere_cylinder.rs b/main/opengeometry/src/operations/modifying/boolean/tests/sphere_cylinder.rs
new file mode 100644
index 0000000..315cd31
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/tests/sphere_cylinder.rs
@@ -0,0 +1,253 @@
+use super::support::{cylinder, volume};
+use crate::brep::{CurveGeometry, FaceRole, Frame3, GeometryError, GeometryQuality};
+use crate::exchange::export_step;
+use crate::operations::modifying::boolean::dispatch::boolean_brep;
+use crate::operations::modifying::boolean::types::BooleanOp;
+use crate::primitives;
+use crate::tessellation::tessellate;
+
+#[test]
+fn mixed_sphere_cylinder_containment_preserves_exact_cavity_supports() {
+    let accuracy = cylinder("accuracy", 0.0, 1.0, false).accuracy;
+    let cylinder_host =
+        primitives::cylinder("cylinder".into(), Frame3::IDENTITY, 2.0, 4.0, accuracy).unwrap();
+    let sphere_cutter = primitives::sphere(
+        "sphere".into(),
+        Frame3 {
+            origin: [0.0, 0.0, 2.0],
+            ..Frame3::IDENTITY
+        },
+        0.5,
+        accuracy,
+    )
+    .unwrap();
+    let cylindrical_cavity = boolean_brep(
+        &cylinder_host,
+        &sphere_cutter,
+        BooleanOp::Subtraction,
+        "cylindrical-cavity".into(),
+    )
+    .unwrap();
+    assert_eq!(cylindrical_cavity.brep.solids.len(), 1);
+    assert_eq!(cylindrical_cavity.brep.topology.shells.len(), 2);
+    assert_eq!(cylindrical_cavity.brep.solids[0].cavity_shells, vec![1]);
+    assert_eq!(cylindrical_cavity.brep.topology.faces.len(), 4);
+    assert_eq!(
+        cylindrical_cavity.brep.topology.faces[3].provenance.role,
+        FaceRole::Cut
+    );
+    assert!(
+        cylindrical_cavity.brep.topology.faces[3]
+            .provenance
+            .reversed
+    );
+    cylindrical_cavity.brep.validate().unwrap();
+    tessellate(&cylindrical_cavity.brep, 0.01, 2_000_000).unwrap();
+
+    let sphere_host =
+        primitives::sphere("sphere-host".into(), Frame3::IDENTITY, 3.0, accuracy).unwrap();
+    let cylinder_cutter = primitives::cylinder(
+        "cylinder-cutter".into(),
+        Frame3 {
+            origin: [0.0, 0.0, -0.5],
+            ..Frame3::IDENTITY
+        },
+        0.5,
+        1.0,
+        accuracy,
+    )
+    .unwrap();
+    let spherical_cavity = boolean_brep(
+        &sphere_host,
+        &cylinder_cutter,
+        BooleanOp::Subtraction,
+        "spherical-cavity".into(),
+    )
+    .unwrap();
+    assert_eq!(spherical_cavity.brep.topology.faces.len(), 4);
+    assert_eq!(spherical_cavity.brep.solids[0].cavity_shells, vec![1]);
+    assert!(spherical_cavity.brep.topology.faces[1..]
+        .iter()
+        .all(|face| face.provenance.role == FaceRole::Cut && face.provenance.reversed));
+    spherical_cavity.brep.validate().unwrap();
+    tessellate(&spherical_cavity.brep, 0.01, 2_000_000).unwrap();
+
+    let union = boolean_brep(
+        &cylinder_host,
+        &sphere_cutter,
+        BooleanOp::Union,
+        "union".into(),
+    )
+    .unwrap();
+    let intersection = boolean_brep(
+        &cylinder_host,
+        &sphere_cutter,
+        BooleanOp::Intersection,
+        "intersection".into(),
+    )
+    .unwrap();
+    assert_eq!(union.brep.topology.faces.len(), 3);
+    assert_eq!(intersection.brep.topology.faces.len(), 1);
+    let crossing = primitives::sphere(
+        "crossing".into(),
+        Frame3 {
+            origin: [1.8, 0.0, 2.0],
+            ..Frame3::IDENTITY
+        },
+        0.5,
+        accuracy,
+    )
+    .unwrap();
+    for (name, left, right, operation) in [
+        (
+            "crossing-union",
+            &cylinder_host,
+            &crossing,
+            BooleanOp::Union,
+        ),
+        (
+            "crossing-intersection",
+            &cylinder_host,
+            &crossing,
+            BooleanOp::Intersection,
+        ),
+        (
+            "crossing-cylinder-cut",
+            &cylinder_host,
+            &crossing,
+            BooleanOp::Subtraction,
+        ),
+        (
+            "crossing-sphere-cut",
+            &crossing,
+            &cylinder_host,
+            BooleanOp::Subtraction,
+        ),
+    ] {
+        let result = boolean_brep(left, right, operation, name.into())
+            .unwrap_or_else(|error| panic!("{name}: {error}"));
+        assert!(
+            matches!(result.report.quality, GeometryQuality::Analytic),
+            "{name}"
+        );
+        assert_eq!(result.brep.solids.len(), 1, "{name}");
+        assert!(result.brep.topology.faces.len() >= 2, "{name}");
+        assert!(!result.brep.topology.edges.is_empty(), "{name}");
+        assert!(
+            result
+                .brep
+                .topology
+                .faces
+                .iter()
+                .all(|face| !face.provenance.sources.is_empty()),
+            "{name}"
+        );
+        assert!(result
+            .brep
+            .geometry
+            .curves
+            .iter()
+            .any(|curve| matches!(curve, CurveGeometry::Intersection { .. })));
+        result.brep.validate().unwrap();
+        tessellate(&result.brep, 0.01, 2_000_000)
+            .unwrap_or_else(|error| panic!("{name} tessellation: {error}"));
+    }
+}
+
+#[test]
+fn coaxial_sphere_cylinder_intersection_builds_shared_analytic_circles() {
+    let accuracy = cylinder("accuracy", 0.0, 1.0, false).accuracy;
+    let sphere = primitives::sphere("sphere".into(), Frame3::IDENTITY, 1.5, accuracy).unwrap();
+    let cylinder = primitives::cylinder(
+        "cylinder".into(),
+        Frame3 {
+            origin: [0.0, 0.0, -2.0],
+            ..Frame3::IDENTITY
+        },
+        0.75,
+        4.0,
+        accuracy,
+    )
+    .unwrap();
+    let union = boolean_brep(&sphere, &cylinder, BooleanOp::Union, "union".into()).unwrap();
+    let intersection = boolean_brep(
+        &sphere,
+        &cylinder,
+        BooleanOp::Intersection,
+        "intersection".into(),
+    )
+    .unwrap();
+    let sphere_cut = boolean_brep(
+        &sphere,
+        &cylinder,
+        BooleanOp::Subtraction,
+        "sphere-cut".into(),
+    )
+    .unwrap();
+    let cylinder_cut = boolean_brep(
+        &cylinder,
+        &sphere,
+        BooleanOp::Subtraction,
+        "cylinder-cut".into(),
+    )
+    .unwrap();
+    assert_eq!(union.brep.topology.faces.len(), 5);
+    assert_eq!(intersection.brep.topology.faces.len(), 3);
+    assert_eq!(sphere_cut.brep.topology.faces.len(), 2);
+    assert_eq!(cylinder_cut.brep.topology.faces.len(), 6);
+    assert_eq!(cylinder_cut.brep.solids.len(), 2);
+    assert!(sphere_cut
+        .brep
+        .topology
+        .faces
+        .iter()
+        .any(|face| face.provenance.role == FaceRole::Cut && face.provenance.reversed));
+    assert_eq!(
+        cylinder_cut
+            .brep
+            .topology
+            .faces
+            .iter()
+            .filter(|face| face.provenance.role == FaceRole::Cut && face.provenance.reversed)
+            .count(),
+        2
+    );
+    for (name, result) in [
+        ("union", &union),
+        ("intersection", &intersection),
+        ("sphere-cut", &sphere_cut),
+        ("cylinder-cut", &cylinder_cut),
+    ] {
+        result.brep.validate().unwrap();
+        let mesh = tessellate(&result.brep, 0.01, 2_000_000)
+            .unwrap_or_else(|error| panic!("{name}: {error}"));
+        assert!(!mesh.indices.is_empty());
+        assert_eq!(result.report.face_mappings.len(), 4);
+        export_step(&result.brep, "metre").unwrap_or_else(|error| panic!("{name} STEP: {error}"));
+    }
+    let sphere_volume = 4.0 * std::f64::consts::PI * 1.5_f64.powi(3) / 3.0;
+    let cylinder_volume = std::f64::consts::PI * 0.75_f64.powi(2) * 4.0;
+    let intersection_volume = volume(&intersection.brep).abs();
+    assert!(
+        (volume(&union.brep).abs() + intersection_volume - sphere_volume - cylinder_volume).abs()
+            < 0.3
+    );
+    assert!((volume(&sphere_cut.brep).abs() + intersection_volume - sphere_volume).abs() < 0.3);
+    assert!((volume(&cylinder_cut.brep).abs() + intersection_volume - cylinder_volume).abs() < 0.3);
+
+    let noncoaxial = primitives::cylinder(
+        "noncoaxial".into(),
+        Frame3 {
+            origin: [0.2, 0.0, -2.0],
+            ..Frame3::IDENTITY
+        },
+        0.75,
+        4.0,
+        accuracy,
+    )
+    .unwrap();
+    assert!(matches!(
+        boolean_brep(&sphere, &noncoaxial, BooleanOp::Union, "gap".into()),
+        Err(GeometryError::CoverageGap { .. })
+    ));
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/tests/spheres.rs b/main/opengeometry/src/operations/modifying/boolean/tests/spheres.rs
new file mode 100644
index 0000000..58002f0
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/tests/spheres.rs
@@ -0,0 +1,279 @@
+use super::support::{sphere, volume};
+use crate::brep::{
+    placed, Accuracy, BrepEnvelope, Frame3, GeometryError, Orientation, Surface, SurfaceGeometry,
+};
+use crate::math::{add, norm, scale, sub, Point3};
+use crate::operations::modifying::boolean::handlers::boolean_spheres;
+use crate::operations::modifying::boolean::types::BooleanOp;
+use crate::primitives;
+use crate::tessellation::tessellate;
+
+#[test]
+fn transverse_spheres_preserve_surfaces_shared_edge_and_occupancy_volumes() {
+    let a = sphere("a", [0.0; 3], 1.0);
+    let b = sphere("b", [1.0, 0.0, 0.0], 1.0);
+    let unit_volume = 4.0 * std::f64::consts::PI / 3.0;
+    let lens = 5.0 * std::f64::consts::PI / 12.0;
+    for (op, expected) in [
+        (BooleanOp::Union, 2.0 * unit_volume - lens),
+        (BooleanOp::Intersection, lens),
+        (BooleanOp::Subtraction, unit_volume - lens),
+    ] {
+        let r = boolean_spheres(&a, &b, op, "r".into()).unwrap();
+        assert_eq!(r.brep.topology.faces.len(), 2);
+        let occupied = |point: Point3| {
+            let inside_a = norm(sub(point, [0.0; 3])) < 1.0;
+            let inside_b = norm(sub(point, [1.0, 0.0, 0.0])) < 1.0;
+            match op {
+                BooleanOp::Union => inside_a || inside_b,
+                BooleanOp::Intersection => inside_a && inside_b,
+                BooleanOp::Subtraction => inside_a && !inside_b,
+            }
+        };
+        for face in &r.brep.topology.faces {
+            let surface = r.brep.geometry.surface(face.surface).unwrap();
+            let v = face.trim.uv_bounds[1];
+            for fraction in [0.25, 0.5, 0.75] {
+                let uv = [0.9, v.lo + fraction * v.width()];
+                let point = surface.point_at(uv).unwrap();
+                let outward = scale(surface.normal_at(uv).unwrap(), face.sense.multiplier());
+                assert!(occupied(sub(point, scale(outward, 1e-5))));
+                assert!(!occupied(add(point, scale(outward, 1e-5))));
+            }
+        }
+        assert!(r
+            .brep
+            .geometry
+            .surfaces
+            .iter()
+            .all(|s| matches!(s, SurfaceGeometry::Sphere { .. })));
+        let shared: Vec<_> = r
+            .brep
+            .topology
+            .edges
+            .iter()
+            .filter(|e| !e.chart_seam)
+            .collect();
+        assert_eq!(shared.len(), 1);
+        assert!(shared[0].twin_halfedge.is_some());
+        assert!((volume(&r.brep) - expected).abs() < 0.04);
+        assert_eq!(r.report.face_mappings[0].result_faces, vec![0]);
+        assert_eq!(r.report.face_mappings[1].result_faces, vec![1]);
+        assert_eq!(
+            r.brep.topology.faces[1].provenance.reversed,
+            op == BooleanOp::Subtraction
+        );
+    }
+}
+
+#[test]
+fn enclosed_subtraction_orients_cavity_and_preserves_ancestry() {
+    let a = sphere("host", [0.0; 3], 2.0);
+    let b = sphere("cutter", [0.2, 0.0, 0.0], 0.5);
+    let r = boolean_spheres(&a, &b, BooleanOp::Subtraction, "r".into()).unwrap();
+    assert_eq!(r.brep.solids[0].cavity_shells, vec![1]);
+    assert_eq!(r.brep.topology.faces[1].sense, Orientation::Reverse);
+    assert_eq!(
+        r.brep.topology.faces[1].provenance.sources[0].entity,
+        "cutter"
+    );
+    assert!((volume(&r.brep) - 4.0 * std::f64::consts::PI / 3.0 * (8.0 - 0.125)).abs() < 0.1);
+}
+
+#[test]
+fn contact_disjoint_containment_and_coincident_regularize_deterministically() {
+    let a = sphere("a", [0.0; 3], 1.0);
+    for x in [2.0, 2.5] {
+        let b = sphere("b", [x, 0.0, 0.0], 1.0);
+        let r = boolean_spheres(&a, &b, BooleanOp::Union, "r".into()).unwrap();
+        assert_eq!(r.brep.solids.len(), 2);
+        assert_eq!(r.report.contacts.len(), usize::from(x == 2.0));
+        assert!(boolean_spheres(&a, &b, BooleanOp::Intersection, "r".into())
+            .unwrap()
+            .brep
+            .solids
+            .is_empty());
+    }
+    let b = sphere("b", [0.0; 3], 1.0);
+    let r = boolean_spheres(&a, &b, BooleanOp::Union, "r".into()).unwrap();
+    assert!(r.report.coincident);
+    assert_eq!(r.brep.topology.faces[0].provenance.sources.len(), 2);
+    assert!(boolean_spheres(&a, &b, BooleanOp::Subtraction, "r".into())
+        .unwrap()
+        .brep
+        .topology
+        .faces
+        .is_empty());
+    let big = sphere("big", [0.0; 3], 2.0);
+    assert!(
+        boolean_spheres(&a, &big, BooleanOp::Subtraction, "r".into())
+            .unwrap()
+            .brep
+            .solids
+            .is_empty()
+    );
+    assert_eq!(
+        boolean_spheres(&a, &big, BooleanOp::Intersection, "r".into())
+            .unwrap()
+            .brep
+            .topology
+            .faces[0]
+            .provenance
+            .sources[0]
+            .entity,
+        "a"
+    );
+}
+
+#[test]
+fn unsupported_inputs_and_invalid_geometry_never_enter_a_mesh_bridge() {
+    let a = sphere("a", [0.0; 3], 1.0);
+    let cylinder =
+        primitives::cylinder("c".into(), Frame3::IDENTITY, 1.0, 2.0, a.accuracy).unwrap();
+    assert!(matches!(
+        boolean_spheres(&a, &cylinder, BooleanOp::Union, "r".into()),
+        Err(GeometryError::CoverageGap { .. })
+    ));
+    let mut invalid = a.clone();
+    invalid.topology.faces[0].surface = 100;
+    assert!(matches!(
+        boolean_spheres(&a, &invalid, BooleanOp::Union, "r".into()),
+        Err(GeometryError::MissingReference { .. })
+    ));
+    let mut trimmed = a.clone();
+    trimmed.topology.faces[0].trim.uv_bounds[1].hi = 0.5;
+    assert!(boolean_spheres(&a, &trimmed, BooleanOp::Union, "r".into()).is_err());
+}
+
+#[test]
+fn positive_similarity_roundoff_does_not_reject_full_sphere_operands() {
+    let rotation = std::f64::consts::PI / 7.0;
+    let placement = Frame3 {
+        origin: [0.2, 0.1, 0.2],
+        x: [rotation.cos(), 0.0, -rotation.sin()],
+        y: [0.0, 1.0, 0.0],
+        z: [rotation.sin(), 0.0, rotation.cos()],
+    };
+    let frame = Frame3 {
+        origin: [0.0, 1.2, 0.0],
+        y: [0.0, 0.0, -1.0],
+        z: [0.0, 1.0, 0.0],
+        ..Frame3::IDENTITY
+    };
+    let first = primitives::sphere(
+        "a".into(),
+        frame,
+        1.0,
+        sphere("reference", [0.0; 3], 1.0).accuracy,
+    )
+    .unwrap();
+    let second = primitives::sphere(
+        "b".into(),
+        Frame3 {
+            origin: [1.0, 1.2, 0.0],
+            ..frame
+        },
+        1.0,
+        first.accuracy,
+    )
+    .unwrap();
+    let first = placed(&first, placement, 1.25).unwrap();
+    let second = placed(&second, placement, 1.25).unwrap();
+    for op in [
+        BooleanOp::Union,
+        BooleanOp::Intersection,
+        BooleanOp::Subtraction,
+    ] {
+        let result = boolean_spheres(&first, &second, op, "placed".into()).unwrap();
+        result.brep.validate().unwrap();
+        assert_eq!(result.brep.topology.faces.len(), 2);
+        assert_eq!(result.report.face_mappings[0].source.entity, "a");
+    }
+}
+
+#[test]
+fn internal_tangency_and_unresolved_small_caps_are_errors() {
+    let a = sphere("a", [0.0; 3], 2.0);
+    let b = sphere("b", [1.0, 0.0, 0.0], 1.0);
+    assert!(matches!(
+        boolean_spheres(&a, &b, BooleanOp::Subtraction, "r".into()),
+        Err(GeometryError::UnresolvedIntersection(_))
+    ));
+    let a = sphere("a", [0.0; 3], 1.0);
+    let b = sphere("b", [2.0 - 1e-10, 0.0, 0.0], 1.0);
+    assert!(matches!(
+        boolean_spheres(&a, &b, BooleanOp::Intersection, "r".into()),
+        Err(GeometryError::UnresolvedIntersection(_))
+    ));
+}
+
+#[test]
+fn rotated_unequal_spheres_roundtrip_and_keep_identical_boundary_positions() {
+    let a = sphere("a", [5.0, -3.0, 8.0], 2.0);
+    let b = sphere("b", [6.0, -2.0, 9.0], 1.25);
+    let r = boolean_spheres(&a, &b, BooleanOp::Subtraction, "r".into()).unwrap();
+    let decoded = BrepEnvelope::from_json(&r.brep.to_json().unwrap()).unwrap();
+    let mesh = tessellate(&decoded, 0.02, 2_000_000).unwrap();
+    let boundary = decoded.geometry.curves[0].elementary_point(0.0).unwrap();
+    let count = mesh
+        .positions
+        .chunks_exact(3)
+        .filter(|p| p == &boundary.as_slice())
+        .count();
+    assert!(count >= 2);
+    assert!(mesh.indices.len() > 100);
+}
+
+#[test]
+fn sphere_booleans_obey_scaled_budgets_and_building_coordinates() {
+    for size in [1e-6, 1.0, 1e6] {
+        let accuracy = Accuracy {
+            geometric: size * 1e-9,
+            intersection: size * 1e-10,
+            tessellation: size * 0.01,
+            exchange: size * 1e-5,
+        };
+        let a = primitives::sphere("a".into(), Frame3::IDENTITY, size, accuracy).unwrap();
+        let b = primitives::sphere(
+            "b".into(),
+            Frame3 {
+                origin: [size, 0.0, 0.0],
+                ..Frame3::IDENTITY
+            },
+            size,
+            accuracy,
+        )
+        .unwrap();
+        let r = boolean_spheres(&a, &b, BooleanOp::Subtraction, "r".into()).unwrap();
+        assert_eq!(r.brep.topology.faces.len(), 2);
+        tessellate(&r.brep, size * 0.02, 2_000_000).unwrap();
+    }
+    let accuracy = Accuracy {
+        geometric: 1e-6,
+        intersection: 5e-7,
+        tessellation: 0.01,
+        exchange: 1e-5,
+    };
+    let a = primitives::sphere(
+        "a".into(),
+        Frame3 {
+            origin: [1e9; 3],
+            ..Frame3::IDENTITY
+        },
+        1.0,
+        accuracy,
+    )
+    .unwrap();
+    let b = primitives::sphere(
+        "b".into(),
+        Frame3 {
+            origin: [1e9 + 1.0, 1e9, 1e9],
+            ..Frame3::IDENTITY
+        },
+        1.0,
+        accuracy,
+    )
+    .unwrap();
+    let r = boolean_spheres(&a, &b, BooleanOp::Intersection, "r".into()).unwrap();
+    tessellate(&r.brep, 0.01, 2_000_000).unwrap();
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/tests/support.rs b/main/opengeometry/src/operations/modifying/boolean/tests/support.rs
new file mode 100644
index 0000000..f1eb13d
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/tests/support.rs
@@ -0,0 +1,103 @@
+use crate::brep::{Accuracy, BrepEnvelope, Frame3};
+use crate::math::{cross, dot, Point3};
+use crate::primitives;
+use crate::tessellation::tessellate;
+
+pub(super) fn sphere(id: &str, center: Point3, radius: f64) -> BrepEnvelope {
+    primitives::sphere(
+        id.into(),
+        Frame3 {
+            origin: center,
+            ..Frame3::IDENTITY
+        },
+        radius,
+        Accuracy {
+            geometric: 1e-9,
+            intersection: 1e-10,
+            tessellation: 0.01,
+            exchange: 1e-5,
+        },
+    )
+    .unwrap()
+}
+
+pub(super) fn cylinder(id: &str, origin_z: f64, height: f64, reverse: bool) -> BrepEnvelope {
+    let frame = if reverse {
+        Frame3 {
+            origin: [0.0, 0.0, origin_z],
+            x: [1.0, 0.0, 0.0],
+            y: [0.0, -1.0, 0.0],
+            z: [0.0, 0.0, -1.0],
+        }
+    } else {
+        Frame3 {
+            origin: [0.0, 0.0, origin_z],
+            ..Frame3::IDENTITY
+        }
+    };
+    primitives::cylinder(
+        id.into(),
+        frame,
+        1.0,
+        height,
+        Accuracy {
+            geometric: 1e-9,
+            intersection: 1e-10,
+            tessellation: 0.01,
+            exchange: 1e-5,
+        },
+    )
+    .unwrap()
+}
+
+pub(super) fn volume(brep: &BrepEnvelope) -> f64 {
+    volume_at_deflection(brep, 0.02)
+}
+
+pub(super) fn volume_at_deflection(brep: &BrepEnvelope, deflection: f64) -> f64 {
+    let mesh = tessellate(brep, deflection, 2_000_000).unwrap();
+    mesh.indices
+        .chunks_exact(3)
+        .map(|ids| {
+            let points: [Point3; 3] = std::array::from_fn(|i| {
+                let start = ids[i] as usize * 3;
+                [
+                    mesh.positions[start],
+                    mesh.positions[start + 1],
+                    mesh.positions[start + 2],
+                ]
+            });
+            dot(points[0], cross(points[1], points[2])) / 6.0
+        })
+        .sum()
+}
+
+pub(super) fn extrusion(id: &str, outer: Vec<[f64; 2]>, holes: Vec<Vec<[f64; 2]>>) -> BrepEnvelope {
+    extrusion_span(id, 0.0, 3.0, outer, holes)
+}
+
+pub(super) fn extrusion_span(
+    id: &str,
+    origin_z: f64,
+    height: f64,
+    outer: Vec<[f64; 2]>,
+    holes: Vec<Vec<[f64; 2]>>,
+) -> BrepEnvelope {
+    primitives::linear_extrusion(
+        id.into(),
+        Frame3 {
+            origin: [0.0, 0.0, origin_z],
+            ..Frame3::IDENTITY
+        },
+        outer,
+        holes,
+        height,
+        Accuracy {
+            geometric: 1.0e-9,
+            intersection: 1.0e-10,
+            tessellation: 0.01,
+            exchange: 1.0e-5,
+        },
+    )
+    .unwrap()
+}
diff --git a/main/opengeometry/src/operations/modifying/boolean/types.rs b/main/opengeometry/src/operations/modifying/boolean/types.rs
new file mode 100644
index 0000000..1e94241
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/boolean/types.rs
@@ -0,0 +1,31 @@
+use crate::brep::{BrepEnvelope, FaceSource, GeometryQuality};
+use crate::math::Point3;
+use serde::{Deserialize, Serialize};
+
+#[derive(Clone, Copy, Debug, PartialEq, Eq, Serialize, Deserialize)]
+#[serde(rename_all = "snake_case")]
+pub enum BooleanOp {
+    Union,
+    Intersection,
+    Subtraction,
+}
+
+#[derive(Clone, Debug, Serialize)]
+pub(super) struct FaceMapping {
+    pub(super) source: FaceSource,
+    pub(super) result_faces: Vec<u32>,
+}
+
+#[derive(Clone, Debug, Serialize)]
+pub struct BooleanReport {
+    pub(super) operation: BooleanOp,
+    pub(super) quality: GeometryQuality,
+    pub(super) contacts: Vec<Point3>,
+    pub(super) coincident: bool,
+    pub(super) face_mappings: Vec<FaceMapping>,
+}
+
+pub struct BooleanResult {
+    pub brep: BrepEnvelope,
+    pub report: BooleanReport,
+}
diff --git a/main/opengeometry/src/operations/modifying/mod.rs b/main/opengeometry/src/operations/modifying/mod.rs
new file mode 100644
index 0000000..9fa2a6e
--- /dev/null
+++ b/main/opengeometry/src/operations/modifying/mod.rs
@@ -0,0 +1 @@
+pub mod boolean;
diff --git a/main/opengeometry/src/operations/offset.rs b/main/opengeometry/src/operations/offset.rs
deleted file mode 100644
index 0f22a20..0000000
--- a/main/opengeometry/src/operations/offset.rs
+++ /dev/null
@@ -1,541 +0,0 @@
-use openmaths::Vector3;
-use serde::{Deserialize, Serialize};
-
-const EPSILON: f64 = crate::tolerance::MODELING_TOLERANCE_FLOOR;
-
-#[derive(Clone, Copy)]
-pub struct OffsetOptions {
-    pub bevel: bool,
-    pub acute_threshold_degrees: f64,
-}
-
-impl Default for OffsetOptions {
-    fn default() -> Self {
-        OffsetOptions {
-            bevel: true,
-            acute_threshold_degrees: 35.0,
-        }
-    }
-}
-
-#[derive(Clone, Serialize, Deserialize)]
-pub struct OffsetResult {
-    pub points: Vec<Vector3>,
-    pub beveled_vertex_indices: Vec<u32>,
-    pub is_closed: bool,
-}
-
-impl OffsetResult {
-    pub fn empty(is_closed: bool) -> Self {
-        OffsetResult {
-            points: Vec::new(),
-            beveled_vertex_indices: Vec::new(),
-            is_closed,
-        }
-    }
-}
-
-#[derive(Clone, Copy)]
-struct Point2 {
-    x: f64,
-    z: f64,
-}
-
-impl Point2 {
-    fn new(x: f64, z: f64) -> Self {
-        Point2 { x, z }
-    }
-
-    fn from_vec3(v: Vector3) -> Self {
-        Point2::new(v.x, v.z)
-    }
-
-    fn add(self, other: Point2) -> Point2 {
-        Point2::new(self.x + other.x, self.z + other.z)
-    }
-
-    fn sub(self, other: Point2) -> Point2 {
-        Point2::new(self.x - other.x, self.z - other.z)
-    }
-
-    fn scale(self, scalar: f64) -> Point2 {
-        Point2::new(self.x * scalar, self.z * scalar)
-    }
-
-    fn dot(self, other: Point2) -> f64 {
-        self.x * other.x + self.z * other.z
-    }
-
-    fn cross(self, other: Point2) -> f64 {
-        self.x * other.z - self.z * other.x
-    }
-
-    fn length(self) -> f64 {
-        (self.x * self.x + self.z * self.z).sqrt()
-    }
-
-    fn normalize(self) -> Option<Point2> {
-        let len = self.length();
-        if len <= EPSILON {
-            None
-        } else {
-            Some(self.scale(1.0 / len))
-        }
-    }
-}
-
-pub fn offset_path(
-    points: &[Vector3],
-    distance: f64,
-    force_closed: Option<bool>,
-    options: OffsetOptions,
-) -> OffsetResult {
-    let (clean_points, is_closed) = sanitize_path(points, force_closed);
-
-    if clean_points.len() < 2 {
-        return OffsetResult::empty(is_closed);
-    }
-
-    if is_closed && clean_points.len() < 3 {
-        return OffsetResult::empty(is_closed);
-    }
-
-    if distance.abs() <= EPSILON {
-        let mut result = OffsetResult {
-            points: clean_points,
-            beveled_vertex_indices: Vec::new(),
-            is_closed,
-        };
-        close_result_if_needed(&mut result);
-        return result;
-    }
-
-    let segment_count = if is_closed {
-        clean_points.len()
-    } else {
-        clean_points.len() - 1
-    };
-
-    let mut segment_dirs: Vec<Point2> = Vec::with_capacity(segment_count);
-    let mut segment_normals: Vec<Point2> = Vec::with_capacity(segment_count);
-
-    for segment_index in 0..segment_count {
-        let i0 = segment_index;
-        let i1 = if is_closed {
-            (segment_index + 1) % clean_points.len()
-        } else {
-            segment_index + 1
-        };
-
-        let start = Point2::from_vec3(clean_points[i0]);
-        let end = Point2::from_vec3(clean_points[i1]);
-        let dir = end.sub(start);
-
-        let Some(unit_dir) = dir.normalize() else {
-            return OffsetResult::empty(is_closed);
-        };
-
-        let left_normal = Point2::new(-unit_dir.z, unit_dir.x);
-        segment_dirs.push(unit_dir);
-        segment_normals.push(left_normal);
-    }
-
-    let mut result = OffsetResult::empty(is_closed);
-
-    if !is_closed {
-        let first = clean_points[0];
-        let first_offset = Point2::from_vec3(first).add(segment_normals[0].scale(distance));
-        push_unique(
-            &mut result.points,
-            Vector3::new(first_offset.x, first.y, first_offset.z),
-        );
-
-        for vertex_index in 1..(clean_points.len() - 1) {
-            append_offset_corner(
-                &clean_points,
-                &segment_dirs,
-                &segment_normals,
-                false,
-                vertex_index,
-                distance,
-                options,
-                &mut result,
-            );
-        }
-
-        let last = clean_points[clean_points.len() - 1];
-        let last_offset =
-            Point2::from_vec3(last).add(segment_normals[segment_normals.len() - 1].scale(distance));
-        push_unique(
-            &mut result.points,
-            Vector3::new(last_offset.x, last.y, last_offset.z),
-        );
-
-        close_result_if_needed(&mut result);
-        return result;
-    }
-
-    for vertex_index in 0..clean_points.len() {
-        append_offset_corner(
-            &clean_points,
-            &segment_dirs,
-            &segment_normals,
-            true,
-            vertex_index,
-            distance,
-            options,
-            &mut result,
-        );
-    }
-
-    close_result_if_needed(&mut result);
-    result
-}
-
-fn sanitize_path(points: &[Vector3], force_closed: Option<bool>) -> (Vec<Vector3>, bool) {
-    let mut clean: Vec<Vector3> = Vec::new();
-
-    for point in points {
-        if clean
-            .last()
-            .map(|last| are_close_3d(*last, *point))
-            .unwrap_or(false)
-        {
-            continue;
-        }
-        clean.push(*point);
-    }
-
-    if clean.is_empty() {
-        return (clean, force_closed.unwrap_or(false));
-    }
-
-    let mut is_closed = force_closed.unwrap_or(false);
-    if force_closed.is_none() && clean.len() >= 3 {
-        is_closed = are_close_3d(clean[0], clean[clean.len() - 1]);
-    }
-
-    if is_closed && clean.len() >= 2 && are_close_3d(clean[0], clean[clean.len() - 1]) {
-        clean.pop();
-    }
-
-    (clean, is_closed)
-}
-
-fn append_offset_corner(
-    clean_points: &[Vector3],
-    segment_dirs: &[Point2],
-    segment_normals: &[Point2],
-    is_closed_path: bool,
-    vertex_index: usize,
-    distance: f64,
-    options: OffsetOptions,
-    result: &mut OffsetResult,
-) {
-    let point = clean_points[vertex_index];
-    let corner = Point2::from_vec3(point);
-
-    let prev_segment = if vertex_index == 0 {
-        segment_dirs.len() - 1
-    } else {
-        vertex_index - 1
-    };
-    let next_segment = vertex_index % segment_dirs.len();
-
-    let prev_dir = segment_dirs[prev_segment];
-    let next_dir = segment_dirs[next_segment];
-
-    let prev_normal = segment_normals[prev_segment];
-    let next_normal = segment_normals[next_segment];
-
-    let prev_offset_anchor = corner.add(prev_normal.scale(distance));
-    let next_offset_anchor = corner.add(next_normal.scale(distance));
-
-    let dot = prev_dir.dot(next_dir).clamp(-1.0, 1.0);
-    let turn_angle = dot.acos();
-    let interior_angle = std::f64::consts::PI - turn_angle;
-    let threshold = options
-        .acute_threshold_degrees
-        .clamp(1.0, 179.0)
-        .to_radians();
-
-    let turn_cross = prev_dir.cross(next_dir);
-    let nearly_collinear = turn_cross.abs() <= 1.0e-7;
-
-    if nearly_collinear && dot > 0.9999 {
-        push_unique(
-            &mut result.points,
-            Vector3::new(prev_offset_anchor.x, point.y, prev_offset_anchor.z),
-        );
-        return;
-    }
-
-    let turn_sign = turn_cross * distance;
-    let is_outer_corner = turn_sign > EPSILON;
-    let is_inner_corner = turn_sign < -EPSILON;
-
-    // Open-path inner corners only need clipping once they become acute enough
-    // to create oversized miters. Broader turns should keep a clean miter so
-    // they do not look like an unexpected bevel.
-    if !is_closed_path && is_inner_corner && interior_angle <= threshold {
-        push_unique(
-            &mut result.points,
-            Vector3::new(prev_offset_anchor.x, point.y, prev_offset_anchor.z),
-        );
-        push_unique(
-            &mut result.points,
-            Vector3::new(next_offset_anchor.x, point.y, next_offset_anchor.z),
-        );
-        return;
-    }
-    let bevel_due_to_angle = options.bevel && is_outer_corner && interior_angle <= threshold;
-
-    if bevel_due_to_angle {
-        push_unique(
-            &mut result.points,
-            Vector3::new(prev_offset_anchor.x, point.y, prev_offset_anchor.z),
-        );
-        push_unique(
-            &mut result.points,
-            Vector3::new(next_offset_anchor.x, point.y, next_offset_anchor.z),
-        );
-        result.beveled_vertex_indices.push(vertex_index as u32);
-        return;
-    }
-
-    if let Some(intersection) =
-        line_intersection_2d(prev_offset_anchor, prev_dir, next_offset_anchor, next_dir)
-    {
-        push_unique(
-            &mut result.points,
-            Vector3::new(intersection.x, point.y, intersection.z),
-        );
-    } else if options.bevel && is_outer_corner {
-        push_unique(
-            &mut result.points,
-            Vector3::new(prev_offset_anchor.x, point.y, prev_offset_anchor.z),
-        );
-        push_unique(
-            &mut result.points,
-            Vector3::new(next_offset_anchor.x, point.y, next_offset_anchor.z),
-        );
-        result.beveled_vertex_indices.push(vertex_index as u32);
-    } else {
-        let midpoint = Point2::new(
-            (prev_offset_anchor.x + next_offset_anchor.x) * 0.5,
-            (prev_offset_anchor.z + next_offset_anchor.z) * 0.5,
-        );
-        push_unique(
-            &mut result.points,
-            Vector3::new(midpoint.x, point.y, midpoint.z),
-        );
-    }
-}
-
-fn close_result_if_needed(result: &mut OffsetResult) {
-    if !result.is_closed || result.points.len() < 2 {
-        return;
-    }
-
-    let first = result.points[0];
-    let last = result.points[result.points.len() - 1];
-    if !are_close_3d(first, last) {
-        result.points.push(first);
-    }
-}
-
-fn line_intersection_2d(p1: Point2, d1: Point2, p2: Point2, d2: Point2) -> Option<Point2> {
-    let denom = d1.cross(d2);
-    if denom.abs() <= EPSILON {
-        return None;
-    }
-
-    let delta = p2.sub(p1);
-    let t = delta.cross(d2) / denom;
-    Some(p1.add(d1.scale(t)))
-}
-
-fn are_close_3d(a: Vector3, b: Vector3) -> bool {
-    let dx = a.x - b.x;
-    let dy = a.y - b.y;
-    let dz = a.z - b.z;
-    (dx * dx + dy * dy + dz * dz) <= EPSILON * EPSILON
-}
-
-fn push_unique(points: &mut Vec<Vector3>, candidate: Vector3) {
-    if points
-        .last()
-        .map(|last| are_close_3d(*last, candidate))
-        .unwrap_or(false)
-    {
-        return;
-    }
-    points.push(candidate);
-}
-
-#[cfg(test)]
-mod tests {
-    use super::{offset_path, OffsetOptions};
-    use openmaths::Vector3;
-
-    fn approx_eq(a: f64, b: f64) -> bool {
-        (a - b).abs() < 1.0e-6
-    }
-
-    #[test]
-    fn line_offset_generates_parallel_points() {
-        let input = vec![Vector3::new(0.0, 0.0, 0.0), Vector3::new(5.0, 0.0, 0.0)];
-
-        let result = offset_path(&input, 1.0, Some(false), OffsetOptions::default());
-
-        assert_eq!(result.points.len(), 2);
-        assert!((result.points[0].z - 1.0).abs() < 1.0e-6);
-        assert!((result.points[1].z - 1.0).abs() < 1.0e-6);
-    }
-
-    #[test]
-    fn acute_corner_can_beveled() {
-        let input = vec![
-            Vector3::new(0.0, 0.0, 0.0),
-            Vector3::new(2.0, 0.0, 0.0),
-            Vector3::new(1.0, 0.0, 0.3),
-        ];
-
-        let result = offset_path(
-            &input,
-            0.3,
-            Some(false),
-            OffsetOptions {
-                bevel: true,
-                acute_threshold_degrees: 45.0,
-            },
-        );
-
-        assert!(result.points.len() >= 4);
-        assert!(!result.beveled_vertex_indices.is_empty());
-    }
-
-    #[test]
-    fn closed_offset_keeps_closed_flag() {
-        let input = vec![
-            Vector3::new(0.0, 0.0, 0.0),
-            Vector3::new(2.0, 0.0, 0.0),
-            Vector3::new(2.0, 0.0, 2.0),
-            Vector3::new(0.0, 0.0, 2.0),
-            Vector3::new(0.0, 0.0, 0.0),
-        ];
-
-        let result = offset_path(&input, 0.2, None, OffsetOptions::default());
-
-        assert!(result.is_closed);
-        assert!(result.points.len() >= 5);
-        assert!((result.points[0].x - result.points[result.points.len() - 1].x).abs() < 1.0e-6);
-        assert!((result.points[0].z - result.points[result.points.len() - 1].z).abs() < 1.0e-6);
-    }
-
-    #[test]
-    fn inner_acute_corner_is_not_beveled() {
-        let input = vec![
-            Vector3::new(-1.2, 0.0, -2.4),
-            Vector3::new(0.2, 0.0, -1.7),
-            Vector3::new(0.8, 0.0, -0.6),
-            Vector3::new(0.0, 0.0, -0.3),
-            Vector3::new(2.4, 0.0, 1.2),
-        ];
-
-        let result = offset_path(
-            &input,
-            0.45,
-            Some(false),
-            OffsetOptions {
-                bevel: true,
-                acute_threshold_degrees: 90.0,
-            },
-        );
-
-        assert!(result.beveled_vertex_indices.contains(&2));
-        assert!(!result.beveled_vertex_indices.contains(&3));
-    }
-
-    #[test]
-    fn open_path_inner_corner_is_mitered_when_above_threshold() {
-        let input = vec![
-            Vector3::new(0.0, 0.0, 0.0),
-            Vector3::new(1.0, 0.0, 0.0),
-            Vector3::new(1.0, 0.0, 1.0),
-        ];
-
-        let result = offset_path(
-            &input,
-            -0.2,
-            Some(false),
-            OffsetOptions {
-                bevel: false,
-                acute_threshold_degrees: 35.0,
-            },
-        );
-
-        assert_eq!(result.points.len(), 3);
-        assert!(result.beveled_vertex_indices.is_empty());
-        assert!(approx_eq(result.points[1].x, 1.2));
-        assert!(approx_eq(result.points[1].z, -0.2));
-    }
-
-    #[test]
-    fn open_path_inner_corner_is_clipped_when_at_or_below_threshold() {
-        let input = vec![
-            Vector3::new(0.0, 0.0, 0.0),
-            Vector3::new(1.0, 0.0, 0.0),
-            Vector3::new(1.0, 0.0, 1.0),
-        ];
-
-        let result = offset_path(
-            &input,
-            -0.2,
-            Some(false),
-            OffsetOptions {
-                bevel: false,
-                acute_threshold_degrees: 90.0,
-            },
-        );
-
-        assert_eq!(result.points.len(), 4);
-        assert!(result.beveled_vertex_indices.is_empty());
-        assert!(approx_eq(result.points[1].x, 1.0));
-        assert!(approx_eq(result.points[1].z, -0.2));
-        assert!(approx_eq(result.points[2].x, 1.2));
-        assert!(approx_eq(result.points[2].z, 0.0));
-    }
-
-    #[test]
-    fn acute_open_path_inner_corner_is_clipped() {
-        let input = vec![
-            Vector3::new(0.0, 0.0, 0.0),
-            Vector3::new(2.0, 0.0, 0.0),
-            Vector3::new(1.0, 0.0, 1.0),
-            Vector3::new(3.0, 0.0, 1.0),
-        ];
-
-        let result = offset_path(
-            &input,
-            0.5,
-            Some(false),
-            OffsetOptions {
-                bevel: false,
-                acute_threshold_degrees: 90.0,
-            },
-        );
-
-        // Start + outer corner + two clipped inner-corner anchors + end.
-        assert_eq!(result.points.len(), 5);
-
-        let sqrt2 = 2.0_f64.sqrt();
-        let expected_prev_anchor_x = 1.0 - 0.5 / sqrt2;
-        let expected_prev_anchor_z = 1.0 - 0.5 / sqrt2;
-
-        assert!(approx_eq(result.points[2].x, expected_prev_anchor_x));
-        assert!(approx_eq(result.points[2].z, expected_prev_anchor_z));
-        assert!(approx_eq(result.points[3].x, 1.0));
-        assert!(approx_eq(result.points[3].z, 1.5));
-    }
-}
diff --git a/main/opengeometry/src/operations/profile.rs b/main/opengeometry/src/operations/profile.rs
deleted file mode 100644
index 23beb84..0000000
--- a/main/opengeometry/src/operations/profile.rs
+++ /dev/null
@@ -1,236 +0,0 @@
-//! Profile robustness (debt item D7).
-//!
-//! Generated and imported profiles routinely contain artifacts — wrong winding,
-//! coincident/duplicate points, degenerate edges, self-intersections. The
-//! kernel previously assumed clean CCW-outer/CW-hole input and only computed
-//! winding in the hardcoded XZ plane; ear-clipping then silently produced
-//! garbage faces on bad input with no diagnostic. This module validates a loop
-//! before face creation: it cleans duplicates, computes winding on the loop's
-//! actual plane (any orientation), auto-corrects to CCW-outer, and detects
-//! self-intersection and degeneracy — reporting what it found rather than
-//! emitting a malformed face.
-
-use openmaths::Vector3;
-use serde::{Deserialize, Serialize};
-use wasm_bindgen::prelude::*;
-
-use crate::geometry::poly2d::{self_intersects2, signed_area2, Pt2, DEFAULT_EPS};
-use crate::operations::triangulate::compute_polygon_normal;
-
-#[derive(Clone, Debug, Default, Serialize, Deserialize)]
-pub struct ProfileReport {
-    /// The loop has at least 3 non-degenerate vertices and does not self-intersect.
-    pub is_valid: bool,
-    /// Duplicate / coincident vertices removed during cleanup.
-    pub removed_duplicates: usize,
-    /// Winding was reversed to make the outer loop CCW (in its own plane).
-    pub winding_corrected: bool,
-    /// Two non-adjacent edges cross — a face built from this loop is invalid.
-    pub self_intersecting: bool,
-    /// Fewer than 3 vertices remain, or the loop encloses ~zero area.
-    pub degenerate: bool,
-    /// Human-readable diagnostics for each issue found.
-    pub diagnostics: Vec<String>,
-}
-
-/// Analyzes (and conceptually repairs) a profile loop. Returns the report plus
-/// the cleaned, correctly-wound points ready for face creation. The returned
-/// points are empty when the loop is too degenerate to use.
-pub fn analyze_profile(points: &[Vector3]) -> (ProfileReport, Vec<Vector3>) {
-    let mut report = ProfileReport::default();
-
-    // 1. Remove consecutive duplicates and a closing duplicate.
-    let mut cleaned: Vec<Vector3> = Vec::with_capacity(points.len());
-    for p in points {
-        let dup = cleaned
-            .last()
-            .map_or(false, |last: &Vector3| coincident(*last, *p));
-        if dup {
-            report.removed_duplicates += 1;
-        } else {
-            cleaned.push(*p);
-        }
-    }
-    if cleaned.len() > 1 && coincident(cleaned[0], *cleaned.last().unwrap()) {
-        cleaned.pop();
-        report.removed_duplicates += 1;
-    }
-    if report.removed_duplicates > 0 {
-        report.diagnostics.push(format!(
-            "removed {} duplicate vertices",
-            report.removed_duplicates
-        ));
-    }
-
-    if cleaned.len() < 3 {
-        report.degenerate = true;
-        report
-            .diagnostics
-            .push("fewer than 3 unique vertices".into());
-        return (report, Vec::new());
-    }
-
-    // 2. Project onto the loop's dominant plane to reason in 2D.
-    let normal = compute_polygon_normal(&cleaned).unwrap_or(Vector3::new(0.0, 1.0, 0.0));
-    let ring = project_to_plane(&cleaned, normal);
-    let area = signed_area2(&ring);
-
-    // 3. Self-intersection. Checked first: a bowtie has ~zero signed area (its
-    // sub-triangles cancel) yet is self-intersecting, not merely degenerate.
-    if self_intersects2(&ring, DEFAULT_EPS) {
-        report.self_intersecting = true;
-        report
-            .diagnostics
-            .push("loop self-intersects (non-adjacent edges cross)".into());
-    }
-
-    // 4. Degeneracy: ~zero enclosed area and not self-intersecting (collinear).
-    if !report.self_intersecting && area.abs() <= DEFAULT_EPS {
-        report.degenerate = true;
-        report
-            .diagnostics
-            .push("loop encloses ~zero area (collinear/degenerate)".into());
-        return (report, Vec::new());
-    }
-
-    // 5. Winding: make a sound outer loop CCW in its projection plane.
-    if !report.self_intersecting && area < 0.0 {
-        cleaned.reverse();
-        report.winding_corrected = true;
-        report
-            .diagnostics
-            .push("winding reversed to CCW-outer".into());
-    }
-
-    report.is_valid = !report.self_intersecting && !report.degenerate;
-    let out = if report.is_valid { cleaned } else { Vec::new() };
-    (report, out)
-}
-
-/// Wasm entry point: analyze a flat `[x0,y0,z0,…]` loop, returning the report as
-/// JSON (the corrected points are not returned here; use the kernel API).
-#[wasm_bindgen(js_name = analyzeProfile)]
-pub fn analyze_profile_wasm(flat_points: Vec<f64>) -> Result<String, JsValue> {
-    let points: Vec<Vector3> = flat_points
-        .chunks_exact(3)
-        .map(|c| Vector3::new(c[0], c[1], c[2]))
-        .collect();
-    let (report, _) = analyze_profile(&points);
-    serde_json::to_string(&report)
-        .map_err(|e| JsValue::from_str(&format!("Failed to serialize profile report: {}", e)))
-}
-
-fn coincident(a: Vector3, b: Vector3) -> bool {
-    let dx = a.x - b.x;
-    let dy = a.y - b.y;
-    let dz = a.z - b.z;
-    (dx * dx + dy * dy + dz * dz) <= DEFAULT_EPS * DEFAULT_EPS
-}
-
-/// Projects 3D points onto a 2D ring in the plane whose normal is `normal`,
-/// dropping the dominant normal axis (so winding/area are computed in-plane).
-fn project_to_plane(points: &[Vector3], normal: Vector3) -> Vec<Pt2> {
-    let (ax, az) = if normal.y.abs() >= normal.x.abs() && normal.y.abs() >= normal.z.abs() {
-        (0, 2) // dominant Y → project to XZ
-    } else if normal.x.abs() >= normal.z.abs() {
-        (1, 2) // dominant X → project to YZ
-    } else {
-        (0, 1) // dominant Z → project to XY
-    };
-    let comp = |v: &Vector3, i: usize| match i {
-        0 => v.x,
-        1 => v.y,
-        _ => v.z,
-    };
-    points
-        .iter()
-        .map(|v| Pt2::new(comp(v, ax), comp(v, az)))
-        .collect()
-}
-
-#[cfg(test)]
-mod tests {
-    use super::*;
-
-    #[test]
-    fn clean_ccw_square_is_valid_unchanged() {
-        let square = vec![
-            Vector3::new(0.0, 0.0, 0.0),
-            Vector3::new(1.0, 0.0, 0.0),
-            Vector3::new(1.0, 0.0, 1.0),
-            Vector3::new(0.0, 0.0, 1.0),
-        ];
-        let (report, pts) = analyze_profile(&square);
-        assert!(report.is_valid);
-        assert_eq!(pts.len(), 4);
-    }
-
-    #[test]
-    fn clockwise_loop_is_corrected() {
-        // Clockwise in XZ → negative area → reversed.
-        let cw = vec![
-            Vector3::new(0.0, 0.0, 0.0),
-            Vector3::new(0.0, 0.0, 1.0),
-            Vector3::new(1.0, 0.0, 1.0),
-            Vector3::new(1.0, 0.0, 0.0),
-        ];
-        let (report, _) = analyze_profile(&cw);
-        assert!(report.winding_corrected);
-        assert!(report.is_valid);
-    }
-
-    #[test]
-    fn duplicate_points_are_removed() {
-        let dup = vec![
-            Vector3::new(0.0, 0.0, 0.0),
-            Vector3::new(0.0, 0.0, 0.0),
-            Vector3::new(1.0, 0.0, 0.0),
-            Vector3::new(1.0, 0.0, 1.0),
-            Vector3::new(0.0, 0.0, 1.0),
-        ];
-        let (report, pts) = analyze_profile(&dup);
-        assert_eq!(report.removed_duplicates, 1);
-        assert_eq!(pts.len(), 4);
-    }
-
-    #[test]
-    fn bowtie_is_flagged_self_intersecting() {
-        // Classic self-intersecting "bowtie" quad.
-        let bowtie = vec![
-            Vector3::new(0.0, 0.0, 0.0),
-            Vector3::new(1.0, 0.0, 1.0),
-            Vector3::new(1.0, 0.0, 0.0),
-            Vector3::new(0.0, 0.0, 1.0),
-        ];
-        let (report, _) = analyze_profile(&bowtie);
-        assert!(report.self_intersecting);
-        assert!(!report.is_valid);
-    }
-
-    #[test]
-    fn collinear_points_are_degenerate() {
-        let line = vec![
-            Vector3::new(0.0, 0.0, 0.0),
-            Vector3::new(1.0, 0.0, 0.0),
-            Vector3::new(2.0, 0.0, 0.0),
-        ];
-        let (report, pts) = analyze_profile(&line);
-        assert!(report.degenerate);
-        assert!(pts.is_empty());
-    }
-
-    #[test]
-    fn winding_works_on_tilted_plane() {
-        // A loop on the XY plane (normal +Z) must still get a correct winding
-        // verdict — the old XZ-only signed area would have read ~zero here.
-        let square_xy = vec![
-            Vector3::new(0.0, 0.0, 0.0),
-            Vector3::new(1.0, 0.0, 0.0),
-            Vector3::new(1.0, 1.0, 0.0),
-            Vector3::new(0.0, 1.0, 0.0),
-        ];
-        let (report, pts) = analyze_profile(&square_xy);
-        assert!(!report.degenerate, "XY loop must not read as zero-area");
-        assert_eq!(pts.len(), 4);
-    }
-}
diff --git a/main/opengeometry/src/operations/sweep.rs b/main/opengeometry/src/operations/sweep.rs
deleted file mode 100644
index f04e0ba..0000000
--- a/main/opengeometry/src/operations/sweep.rs
+++ /dev/null
@@ -1,1486 +0,0 @@
-use std::error::Error;
-use std::f64::consts::PI;
-use std::fmt;
-
-use crate::brep::{Brep, BrepBuilder, BrepError};
-use openmaths::Vector3;
-use uuid::Uuid;
-
-const EPSILON: f64 = crate::tolerance::MODELING_TOLERANCE_FLOOR;
-const PLANAR_TOLERANCE_FACTOR: f64 = 1.0e-7;
-
-#[derive(Clone, Copy)]
-pub struct SweepOptions {
-    pub cap_start: bool,
-    pub cap_end: bool,
-}
-
-impl Default for SweepOptions {
-    fn default() -> Self {
-        SweepOptions {
-            cap_start: true,
-            cap_end: true,
-        }
-    }
-}
-
-#[derive(Debug, Clone, Copy, PartialEq, Eq)]
-pub enum SweepErrorKind {
-    InvalidPath,
-    InvalidProfile,
-    NonPlanarProfile,
-    NonPlanarClosedPath,
-    PathReversal,
-    ProjectionFailure,
-    TopologyError,
-}
-
-#[derive(Debug, Clone)]
-pub struct SweepError {
-    kind: SweepErrorKind,
-    message: String,
-}
-
-impl SweepError {
-    fn new(kind: SweepErrorKind, message: impl Into<String>) -> Self {
-        Self {
-            kind,
-            message: message.into(),
-        }
-    }
-
-    pub fn kind(&self) -> SweepErrorKind {
-        self.kind
-    }
-}
-
-impl fmt::Display for SweepError {
-    fn fmt(&self, f: &mut fmt::Formatter<'_>) -> fmt::Result {
-        write!(f, "{}", self.message)
-    }
-}
-
-impl Error for SweepError {}
-
-impl From<BrepError> for SweepError {
-    fn from(error: BrepError) -> Self {
-        SweepError::new(
-            SweepErrorKind::TopologyError,
-            format!("BRep construction failed: {}", error),
-        )
-    }
-}
-
-#[derive(Clone, Copy, Debug)]
-struct Vec2f {
-    x: f64,
-    y: f64,
-}
-
-impl Vec2f {
-    fn new(x: f64, y: f64) -> Self {
-        Self { x, y }
-    }
-}
-
-#[derive(Clone, Copy, Debug)]
-struct Vec3f {
-    x: f64,
-    y: f64,
-    z: f64,
-}
-
-impl Vec3f {
-    fn new(x: f64, y: f64, z: f64) -> Self {
-        Vec3f { x, y, z }
-    }
-
-    fn from_vector3(v: &Vector3) -> Self {
-        Vec3f::new(v.x, v.y, v.z)
-    }
-
-    fn to_vector3(self) -> Vector3 {
-        Vector3::new(self.x, self.y, self.z)
-    }
-
-    fn add(self, other: Vec3f) -> Vec3f {
-        Vec3f::new(self.x + other.x, self.y + other.y, self.z + other.z)
-    }
-
-    fn sub(self, other: Vec3f) -> Vec3f {
-        Vec3f::new(self.x - other.x, self.y - other.y, self.z - other.z)
-    }
-
-    fn scale(self, s: f64) -> Vec3f {
-        Vec3f::new(self.x * s, self.y * s, self.z * s)
-    }
-
-    fn dot(self, other: Vec3f) -> f64 {
-        self.x * other.x + self.y * other.y + self.z * other.z
-    }
-
-    fn cross(self, other: Vec3f) -> Vec3f {
-        Vec3f::new(
-            self.y * other.z - self.z * other.y,
-            self.z * other.x - self.x * other.z,
-            self.x * other.y - self.y * other.x,
-        )
-    }
-
-    fn norm_sq(self) -> f64 {
-        self.dot(self)
-    }
-
-    fn norm(self) -> f64 {
-        self.norm_sq().sqrt()
-    }
-
-    fn normalized(self) -> Option<Vec3f> {
-        let n = self.norm();
-        if n <= EPSILON {
-            None
-        } else {
-            Some(self.scale(1.0 / n))
-        }
-    }
-
-    #[cfg(test)]
-    fn distance(self, other: Vec3f) -> f64 {
-        self.sub(other).norm()
-    }
-}
-
-#[derive(Clone, Copy, Debug)]
-struct SectionPlane {
-    origin: Vec3f,
-    normal: Vec3f,
-}
-
-#[derive(Clone, Debug)]
-struct ProfileData {
-    local_points: Vec<Vec2f>,
-    normal: Vec3f,
-    u_axis: Vec3f,
-    scale: f64,
-}
-
-#[cfg_attr(not(test), allow(dead_code))]
-#[derive(Clone, Debug)]
-struct PreparedSweep {
-    path: Vec<Vec3f>,
-    is_closed: bool,
-    segment_dirs: Vec<Vec3f>,
-    section_planes: Vec<SectionPlane>,
-    sections: Vec<Vec<Vec3f>>,
-}
-
-pub fn sweep_profile_along_path(
-    path_points: &[Vector3],
-    profile_points: &[Vector3],
-    options: SweepOptions,
-) -> Result<Brep, SweepError> {
-    let prepared = build_prepared_sweep(path_points, profile_points)?;
-
-    let mut builder = BrepBuilder::new(Uuid::new_v4());
-    let mut section_vertex_ids: Vec<Vec<u32>> = Vec::with_capacity(prepared.sections.len());
-
-    for section in &prepared.sections {
-        let section_vertices: Vec<Vector3> =
-            section.iter().map(|point| point.to_vector3()).collect();
-        section_vertex_ids.push(builder.add_vertices(&section_vertices));
-    }
-
-    let ring_size = prepared.sections[0].len();
-    let side_segments = if prepared.is_closed {
-        prepared.sections.len()
-    } else {
-        prepared.sections.len() - 1
-    };
-
-    for section_index in 0..side_segments {
-        let next_section = (section_index + 1) % prepared.sections.len();
-
-        for profile_index in 0..ring_size {
-            let next_profile = (profile_index + 1) % ring_size;
-            let face = orient_side_face_indices(
-                &prepared.sections[section_index],
-                &prepared.sections[next_section],
-                &section_vertex_ids[section_index],
-                &section_vertex_ids[next_section],
-                prepared.path[section_index],
-                prepared.path[next_section],
-                profile_index,
-                next_profile,
-            );
-            builder.add_face(&face, &[])?;
-        }
-    }
-
-    if !prepared.is_closed {
-        if options.cap_start {
-            let start_indices = orient_cap_indices(
-                &prepared.sections[0],
-                section_vertex_ids[0].clone(),
-                prepared.section_planes[0].normal.scale(-1.0),
-            );
-            builder.add_face(&start_indices, &[])?;
-        }
-
-        if options.cap_end {
-            let last_index = prepared.sections.len() - 1;
-            let end_indices = orient_cap_indices(
-                &prepared.sections[last_index],
-                section_vertex_ids[last_index].clone(),
-                prepared.section_planes[last_index].normal,
-            );
-            builder.add_face(&end_indices, &[])?;
-        }
-    }
-
-    let shell_closed = prepared.is_closed || (options.cap_start && options.cap_end);
-    builder.add_shell_from_all_faces(shell_closed)?;
-    builder.build().map_err(Into::into)
-}
-
-fn build_prepared_sweep(
-    path_points: &[Vector3],
-    profile_points: &[Vector3],
-) -> Result<PreparedSweep, SweepError> {
-    let (path, is_closed) = sanitize_path(path_points)?;
-    let profile = sanitize_profile(profile_points)?;
-    let segment_dirs = build_segment_dirs(&path, is_closed)?;
-
-    if is_closed {
-        ensure_closed_path_is_planar(&path)?;
-    }
-
-    let section_planes = build_section_planes(&path, &segment_dirs, is_closed)?;
-    let sections = build_sections(&path, &segment_dirs, &section_planes, &profile, is_closed)?;
-
-    Ok(PreparedSweep {
-        path,
-        is_closed,
-        segment_dirs,
-        section_planes,
-        sections,
-    })
-}
-
-fn sanitize_path(path: &[Vector3]) -> Result<(Vec<Vec3f>, bool), SweepError> {
-    let mut cleaned = remove_consecutive_duplicates(path);
-
-    if cleaned.len() < 2 {
-        return Err(SweepError::new(
-            SweepErrorKind::InvalidPath,
-            "Sweep path requires at least 2 distinct points.",
-        ));
-    }
-
-    let mut is_closed = false;
-    if cleaned.len() >= 3 {
-        let tolerance_sq = tolerance_for_vec3_points(&cleaned, PLANAR_TOLERANCE_FACTOR).powi(2);
-        let first = cleaned[0];
-        let last = cleaned[cleaned.len() - 1];
-        if first.sub(last).norm_sq() <= tolerance_sq {
-            cleaned.pop();
-            is_closed = true;
-        }
-    }
-
-    let minimum_points = if is_closed { 3 } else { 2 };
-    if cleaned.len() < minimum_points {
-        return Err(SweepError::new(
-            SweepErrorKind::InvalidPath,
-            "Sweep path degenerates after duplicate-point cleanup.",
-        ));
-    }
-
-    Ok((cleaned, is_closed))
-}
-
-fn sanitize_profile(profile: &[Vector3]) -> Result<ProfileData, SweepError> {
-    let mut cleaned = remove_consecutive_duplicates(profile);
-
-    if cleaned.len() >= 3 {
-        let tolerance_sq = tolerance_for_vec3_points(&cleaned, PLANAR_TOLERANCE_FACTOR).powi(2);
-        let first = cleaned[0];
-        let last = cleaned[cleaned.len() - 1];
-        if first.sub(last).norm_sq() <= tolerance_sq {
-            cleaned.pop();
-        }
-    }
-
-    if cleaned.len() < 3 {
-        return Err(SweepError::new(
-            SweepErrorKind::InvalidProfile,
-            "Sweep profile requires at least 3 distinct points.",
-        ));
-    }
-
-    let centroid = cleaned
-        .iter()
-        .copied()
-        .fold(Vec3f::new(0.0, 0.0, 0.0), |sum, point| sum.add(point))
-        .scale(1.0 / cleaned.len() as f64);
-
-    let Some(normal) = compute_polygon_normal(&cleaned) else {
-        return Err(SweepError::new(
-            SweepErrorKind::InvalidProfile,
-            "Sweep profile is degenerate and does not define a plane.",
-        ));
-    };
-
-    let tolerance = tolerance_for_vec3_points(&cleaned, PLANAR_TOLERANCE_FACTOR);
-    for point in &cleaned {
-        let distance = point.sub(centroid).dot(normal).abs();
-        if distance > tolerance {
-            return Err(SweepError::new(
-                SweepErrorKind::NonPlanarProfile,
-                format!(
-                    "Sweep profile must be planar; point deviates from the profile plane by {:.3e}.",
-                    distance
-                ),
-            ));
-        }
-    }
-
-    let reference_axis = cleaned
-        .iter()
-        .enumerate()
-        .find_map(|(index, point)| {
-            let next = cleaned[(index + 1) % cleaned.len()];
-            let edge = next.sub(*point);
-            let projected = edge.sub(normal.scale(edge.dot(normal)));
-            projected.normalized()
-        })
-        .or_else(|| {
-            cleaned.iter().find_map(|point| {
-                let delta = point.sub(centroid);
-                let projected = delta.sub(normal.scale(delta.dot(normal)));
-                projected.normalized()
-            })
-        });
-
-    let Some(reference_axis) = reference_axis else {
-        return Err(SweepError::new(
-            SweepErrorKind::InvalidProfile,
-            "Sweep profile collapses to its centroid after planar projection.",
-        ));
-    };
-
-    let v_axis = normal
-        .cross(reference_axis)
-        .normalized()
-        .unwrap_or_else(|| any_orthogonal(normal));
-    let u_axis = v_axis.cross(normal).normalized().unwrap_or(reference_axis);
-
-    let mut local_points: Vec<Vec2f> = cleaned
-        .iter()
-        .map(|point| {
-            let delta = point.sub(centroid);
-            Vec2f::new(delta.dot(u_axis), delta.dot(v_axis))
-        })
-        .collect();
-
-    let signed_area = signed_area_2d(&local_points);
-    if signed_area.abs() <= tolerance {
-        return Err(SweepError::new(
-            SweepErrorKind::InvalidProfile,
-            "Sweep profile has near-zero signed area.",
-        ));
-    }
-
-    if signed_area < 0.0 {
-        local_points.reverse();
-        local_points.rotate_right(1);
-    }
-
-    Ok(ProfileData {
-        local_points,
-        normal,
-        u_axis,
-        scale: point_set_scale_vec3(&cleaned),
-    })
-}
-
-fn build_segment_dirs(path: &[Vec3f], is_closed: bool) -> Result<Vec<Vec3f>, SweepError> {
-    let segment_count = if is_closed {
-        path.len()
-    } else {
-        path.len() - 1
-    };
-    let mut segment_dirs = Vec::with_capacity(segment_count);
-
-    for index in 0..segment_count {
-        let next_index = (index + 1) % path.len();
-        let delta = path[next_index].sub(path[index]);
-        let Some(direction) = delta.normalized() else {
-            return Err(SweepError::new(
-                SweepErrorKind::InvalidPath,
-                format!("Sweep path segment {} is degenerate.", index),
-            ));
-        };
-        segment_dirs.push(direction);
-    }
-
-    Ok(segment_dirs)
-}
-
-fn ensure_closed_path_is_planar(path: &[Vec3f]) -> Result<(), SweepError> {
-    let Some(normal) = compute_polygon_normal(path) else {
-        return Err(SweepError::new(
-            SweepErrorKind::NonPlanarClosedPath,
-            "Closed sweep paths must define a planar loop with non-zero area.",
-        ));
-    };
-
-    let tolerance = tolerance_for_vec3_points(path, PLANAR_TOLERANCE_FACTOR);
-    let origin = path[0];
-
-    for point in path {
-        let distance = point.sub(origin).dot(normal).abs();
-        if distance > tolerance {
-            return Err(SweepError::new(
-                SweepErrorKind::NonPlanarClosedPath,
-                format!(
-                    "Closed sweep paths must be planar; point deviates from the loop plane by {:.3e}.",
-                    distance
-                ),
-            ));
-        }
-    }
-
-    Ok(())
-}
-
-fn build_section_planes(
-    path: &[Vec3f],
-    segment_dirs: &[Vec3f],
-    is_closed: bool,
-) -> Result<Vec<SectionPlane>, SweepError> {
-    let mut planes = Vec::with_capacity(path.len());
-
-    if is_closed {
-        for index in 0..path.len() {
-            let prev_dir = segment_dirs[(index + path.len() - 1) % path.len()];
-            let next_dir = segment_dirs[index];
-            let normal = corner_plane_normal(prev_dir, next_dir)?;
-            planes.push(SectionPlane {
-                origin: path[index],
-                normal,
-            });
-        }
-
-        return Ok(planes);
-    }
-
-    planes.push(SectionPlane {
-        origin: path[0],
-        normal: segment_dirs[0],
-    });
-
-    for index in 1..(path.len() - 1) {
-        let normal = corner_plane_normal(segment_dirs[index - 1], segment_dirs[index])?;
-        planes.push(SectionPlane {
-            origin: path[index],
-            normal,
-        });
-    }
-
-    planes.push(SectionPlane {
-        origin: path[path.len() - 1],
-        normal: segment_dirs[segment_dirs.len() - 1],
-    });
-
-    Ok(planes)
-}
-
-fn build_sections(
-    path: &[Vec3f],
-    segment_dirs: &[Vec3f],
-    section_planes: &[SectionPlane],
-    profile: &ProfileData,
-    is_closed: bool,
-) -> Result<Vec<Vec<Vec3f>>, SweepError> {
-    if is_closed {
-        return build_closed_planar_sections(path, segment_dirs, section_planes, profile);
-    }
-
-    let mut sections = vec![Vec::new(); path.len()];
-    sections[0] = build_initial_section(profile, &section_planes[0]);
-
-    let projection_tolerance = tolerance_for_scale(
-        point_set_scale_vec3(path).max(profile.scale),
-        PLANAR_TOLERANCE_FACTOR,
-    );
-
-    for index in 0..(path.len() - 1) {
-        sections[index + 1] = project_section_to_plane(
-            &sections[index],
-            segment_dirs[index],
-            &section_planes[index + 1],
-            projection_tolerance,
-        )?;
-    }
-
-    Ok(sections)
-}
-
-fn build_closed_planar_sections(
-    path: &[Vec3f],
-    segment_dirs: &[Vec3f],
-    section_planes: &[SectionPlane],
-    profile: &ProfileData,
-) -> Result<Vec<Vec<Vec3f>>, SweepError> {
-    let Some(path_normal) = compute_polygon_normal(path) else {
-        return Err(SweepError::new(
-            SweepErrorKind::NonPlanarClosedPath,
-            "Closed sweep paths must define a planar loop with non-zero area.",
-        ));
-    };
-
-    let rotated_hint = rotate_between_normals(
-        profile.u_axis,
-        profile.normal,
-        section_planes[0].normal,
-        profile.u_axis,
-    );
-    let (axis_u, axis_v) = build_plane_basis(section_planes[0].normal, rotated_hint);
-    let lateral_axis =
-        select_closed_path_lateral_axis(axis_u, axis_v, path_normal, section_planes[0].normal);
-
-    let projection_tolerance = tolerance_for_scale(
-        point_set_scale_vec3(path).max(profile.scale),
-        PLANAR_TOLERANCE_FACTOR,
-    );
-
-    let first_corner_probe = offset_corner_point(
-        path[0],
-        segment_dirs[segment_dirs.len() - 1],
-        segment_dirs[0],
-        1.0,
-        path_normal,
-        1.0,
-        projection_tolerance,
-    )?;
-    let lateral_normal_sign = if first_corner_probe.sub(path[0]).dot(lateral_axis) >= 0.0 {
-        1.0
-    } else {
-        -1.0
-    };
-
-    let profile_offsets: Vec<(f64, f64)> = profile
-        .local_points
-        .iter()
-        .map(|point| {
-            let delta = axis_u.scale(point.x).add(axis_v.scale(point.y));
-            (delta.dot(lateral_axis), delta.dot(path_normal))
-        })
-        .collect();
-
-    let mut sections = Vec::with_capacity(path.len());
-    for index in 0..path.len() {
-        let prev_dir = segment_dirs[(index + path.len() - 1) % path.len()];
-        let next_dir = segment_dirs[index];
-        let mut section = Vec::with_capacity(profile_offsets.len());
-
-        for (lateral_offset, depth_offset) in &profile_offsets {
-            let offset_corner = offset_corner_point(
-                path[index],
-                prev_dir,
-                next_dir,
-                *lateral_offset,
-                path_normal,
-                lateral_normal_sign,
-                projection_tolerance,
-            )?;
-            section.push(offset_corner.add(path_normal.scale(*depth_offset)));
-        }
-
-        sections.push(section);
-    }
-
-    Ok(sections)
-}
-
-fn build_initial_section(profile: &ProfileData, plane: &SectionPlane) -> Vec<Vec3f> {
-    let rotated_hint =
-        rotate_between_normals(profile.u_axis, profile.normal, plane.normal, profile.u_axis);
-    let (u_axis, v_axis) = build_plane_basis(plane.normal, rotated_hint);
-
-    profile
-        .local_points
-        .iter()
-        .map(|point| {
-            plane
-                .origin
-                .add(u_axis.scale(point.x))
-                .add(v_axis.scale(point.y))
-        })
-        .collect()
-}
-
-fn select_closed_path_lateral_axis(
-    axis_u: Vec3f,
-    axis_v: Vec3f,
-    path_normal: Vec3f,
-    section_normal: Vec3f,
-) -> Vec3f {
-    let projected_u = axis_u.sub(path_normal.scale(axis_u.dot(path_normal)));
-    let projected_v = axis_v.sub(path_normal.scale(axis_v.dot(path_normal)));
-
-    if projected_u.norm_sq() >= projected_v.norm_sq() {
-        if let Some(axis) = projected_u.normalized() {
-            return axis;
-        }
-    } else if let Some(axis) = projected_v.normalized() {
-        return axis;
-    }
-
-    path_normal
-        .cross(section_normal)
-        .normalized()
-        .or_else(|| section_normal.cross(path_normal).normalized())
-        .unwrap_or_else(|| any_orthogonal(path_normal))
-}
-
-fn offset_corner_point(
-    origin: Vec3f,
-    prev_dir: Vec3f,
-    next_dir: Vec3f,
-    offset: f64,
-    path_normal: Vec3f,
-    lateral_normal_sign: f64,
-    tolerance: f64,
-) -> Result<Vec3f, SweepError> {
-    let prev_normal = path_normal.cross(prev_dir).scale(lateral_normal_sign);
-    let next_normal = path_normal.cross(next_dir).scale(lateral_normal_sign);
-    let prev_point = origin.add(prev_normal.scale(offset));
-    let next_point = origin.add(next_normal.scale(offset));
-    let denominator = prev_dir.cross(next_dir).dot(path_normal);
-
-    if denominator.abs() <= tolerance {
-        return Ok(prev_point.add(next_point).scale(0.5));
-    }
-
-    let delta = next_point.sub(prev_point);
-    let t = delta.cross(next_dir).dot(path_normal) / denominator;
-    Ok(prev_point.add(prev_dir.scale(t)))
-}
-
-fn project_section_to_plane(
-    section: &[Vec3f],
-    direction: Vec3f,
-    target_plane: &SectionPlane,
-    tolerance: f64,
-) -> Result<Vec<Vec3f>, SweepError> {
-    let denominator = target_plane.normal.dot(direction);
-    if denominator.abs() <= tolerance {
-        return Err(SweepError::new(
-            SweepErrorKind::ProjectionFailure,
-            "Sweep section projection became parallel to its target plane.",
-        ));
-    }
-
-    Ok(section
-        .iter()
-        .map(|point| {
-            let t = target_plane.normal.dot(target_plane.origin.sub(*point)) / denominator;
-            point.add(direction.scale(t))
-        })
-        .collect())
-}
-
-fn corner_plane_normal(prev_dir: Vec3f, next_dir: Vec3f) -> Result<Vec3f, SweepError> {
-    let combined = prev_dir.add(next_dir);
-    combined.normalized().ok_or_else(|| {
-        SweepError::new(
-            SweepErrorKind::PathReversal,
-            "Sweep path contains a 180-degree reversal, which cannot be mitred robustly.",
-        )
-    })
-}
-
-fn orient_cap_indices(section: &[Vec3f], indices: Vec<u32>, desired_normal: Vec3f) -> Vec<u32> {
-    let actual_normal = compute_polygon_normal(section).unwrap_or(desired_normal);
-    if actual_normal.dot(desired_normal) >= 0.0 {
-        indices
-    } else {
-        let mut reversed = indices;
-        reversed.reverse();
-        reversed
-    }
-}
-
-fn orient_side_face_indices(
-    current_section: &[Vec3f],
-    next_section: &[Vec3f],
-    current_indices: &[u32],
-    next_indices: &[u32],
-    segment_start: Vec3f,
-    segment_end: Vec3f,
-    profile_index: usize,
-    next_profile: usize,
-) -> Vec<u32> {
-    let face_points = [
-        current_section[profile_index],
-        current_section[next_profile],
-        next_section[next_profile],
-        next_section[profile_index],
-    ];
-    let mut face_indices = vec![
-        current_indices[profile_index],
-        current_indices[next_profile],
-        next_indices[next_profile],
-        next_indices[profile_index],
-    ];
-
-    let Some(face_normal) = compute_polygon_normal(&face_points) else {
-        return face_indices;
-    };
-
-    let face_centroid = centroid_vec3f(&face_points);
-    let segment_midpoint = segment_start.add(segment_end).scale(0.5);
-    let radial_reference = face_centroid.sub(segment_midpoint);
-
-    if radial_reference.norm_sq() > EPSILON * EPSILON && face_normal.dot(radial_reference) < 0.0 {
-        face_indices.reverse();
-    }
-
-    face_indices
-}
-
-fn remove_consecutive_duplicates(points: &[Vector3]) -> Vec<Vec3f> {
-    let mut cleaned: Vec<Vec3f> = Vec::new();
-    for point in points {
-        let candidate = Vec3f::from_vector3(point);
-        if cleaned
-            .last()
-            .map(|last| candidate.sub(*last).norm_sq() <= EPSILON * EPSILON)
-            .unwrap_or(false)
-        {
-            continue;
-        }
-        cleaned.push(candidate);
-    }
-    cleaned
-}
-
-fn build_plane_basis(normal: Vec3f, hint: Vec3f) -> (Vec3f, Vec3f) {
-    let projected_hint = hint.sub(normal.scale(hint.dot(normal)));
-    let u_axis = projected_hint
-        .normalized()
-        .unwrap_or_else(|| any_orthogonal(normal));
-    let v_axis = normal
-        .cross(u_axis)
-        .normalized()
-        .unwrap_or_else(|| any_orthogonal(normal));
-    let u_axis = v_axis.cross(normal).normalized().unwrap_or(u_axis);
-    (u_axis, v_axis)
-}
-
-fn rotate_between_normals(
-    vector: Vec3f,
-    from_normal: Vec3f,
-    to_normal: Vec3f,
-    fallback_axis: Vec3f,
-) -> Vec3f {
-    let dot = from_normal.dot(to_normal).clamp(-1.0, 1.0);
-    if dot >= 1.0 - EPSILON {
-        return vector;
-    }
-
-    if dot <= -1.0 + EPSILON {
-        return rotate_around_axis(vector, fallback_axis, PI);
-    }
-
-    let axis = from_normal
-        .cross(to_normal)
-        .normalized()
-        .unwrap_or(fallback_axis);
-    rotate_around_axis(vector, axis, dot.acos())
-}
-
-fn rotate_around_axis(vector: Vec3f, axis: Vec3f, angle: f64) -> Vec3f {
-    let axis = axis.normalized().unwrap_or(axis);
-    let cos_theta = angle.cos();
-    let sin_theta = angle.sin();
-
-    vector
-        .scale(cos_theta)
-        .add(axis.cross(vector).scale(sin_theta))
-        .add(axis.scale(axis.dot(vector) * (1.0 - cos_theta)))
-}
-
-fn any_orthogonal(direction: Vec3f) -> Vec3f {
-    let mut reference = Vec3f::new(0.0, 1.0, 0.0);
-    if direction.dot(reference).abs() > 0.95 {
-        reference = Vec3f::new(1.0, 0.0, 0.0);
-    }
-
-    let mut orthogonal = reference.cross(direction);
-    if orthogonal.norm_sq() <= EPSILON * EPSILON {
-        orthogonal = Vec3f::new(0.0, 0.0, 1.0).cross(direction);
-    }
-
-    orthogonal.normalized().unwrap_or(Vec3f::new(1.0, 0.0, 0.0))
-}
-
-fn compute_polygon_normal(points: &[Vec3f]) -> Option<Vec3f> {
-    if points.len() < 3 {
-        return None;
-    }
-
-    let mut accumulated = Vec3f::new(0.0, 0.0, 0.0);
-    for index in 0..points.len() {
-        let current = points[index];
-        let next = points[(index + 1) % points.len()];
-        accumulated = accumulated.add(current.cross(next));
-    }
-
-    accumulated.normalized()
-}
-
-fn centroid_vec3f(points: &[Vec3f]) -> Vec3f {
-    if points.is_empty() {
-        return Vec3f::new(0.0, 0.0, 0.0);
-    }
-
-    points
-        .iter()
-        .copied()
-        .fold(Vec3f::new(0.0, 0.0, 0.0), |sum, point| sum.add(point))
-        .scale(1.0 / points.len() as f64)
-}
-
-fn signed_area_2d(points: &[Vec2f]) -> f64 {
-    let mut area = 0.0;
-    for index in 0..points.len() {
-        let current = points[index];
-        let next = points[(index + 1) % points.len()];
-        area += current.x * next.y - next.x * current.y;
-    }
-    area * 0.5
-}
-
-fn point_set_scale_vec3(points: &[Vec3f]) -> f64 {
-    if points.is_empty() {
-        return 1.0;
-    }
-
-    let mut min = points[0];
-    let mut max = points[0];
-
-    for point in &points[1..] {
-        min.x = min.x.min(point.x);
-        min.y = min.y.min(point.y);
-        min.z = min.z.min(point.z);
-        max.x = max.x.max(point.x);
-        max.y = max.y.max(point.y);
-        max.z = max.z.max(point.z);
-    }
-
-    max.sub(min).norm().max(1.0)
-}
-
-fn tolerance_for_vec3_points(points: &[Vec3f], factor: f64) -> f64 {
-    tolerance_for_scale(point_set_scale_vec3(points), factor)
-}
-
-fn tolerance_for_scale(scale: f64, factor: f64) -> f64 {
-    scale.max(1.0) * factor
-}
-
-#[cfg(test)]
-mod tests {
-    use super::{
-        build_prepared_sweep, centroid_vec3f, compute_polygon_normal, project_section_to_plane,
-        sweep_profile_along_path, PreparedSweep, SectionPlane, SweepErrorKind, SweepOptions, Vec3f,
-        EPSILON,
-    };
-    use crate::brep::Brep;
-    use openmaths::Vector3;
-
-    fn rectangle_profile(width: f64, depth: f64) -> Vec<Vector3> {
-        let hw = width * 0.5;
-        let hd = depth * 0.5;
-        vec![
-            Vector3::new(-hw, 0.0, -hd),
-            Vector3::new(hw, 0.0, -hd),
-            Vector3::new(hw, 0.0, hd),
-            Vector3::new(-hw, 0.0, hd),
-        ]
-    }
-
-    fn concave_profile() -> Vec<Vector3> {
-        vec![
-            Vector3::new(-0.6, 0.0, -0.4),
-            Vector3::new(0.1, 0.0, -0.4),
-            Vector3::new(0.1, 0.0, -0.1),
-            Vector3::new(0.45, 0.0, -0.1),
-            Vector3::new(0.45, 0.0, 0.45),
-            Vector3::new(-0.6, 0.0, 0.45),
-        ]
-    }
-
-    fn assert_edge_lengths(section: &[Vec3f], expected: &[f64]) {
-        assert_eq!(section.len(), expected.len());
-        for index in 0..section.len() {
-            let actual = section[index].distance(section[(index + 1) % section.len()]);
-            let error = (actual - expected[index]).abs();
-            assert!(
-                error <= 1.0e-6,
-                "edge {} length mismatch: actual={:.9} expected={:.9} error={:.3e}",
-                index,
-                actual,
-                expected[index],
-                error
-            );
-        }
-    }
-
-    fn assert_section_edges_axis_aligned(section: &[Vec3f]) {
-        for index in 0..section.len() {
-            let current = section[index];
-            let next = section[(index + 1) % section.len()];
-            let delta = next.sub(current);
-
-            assert!(
-                delta.z.abs() <= 1.0e-6,
-                "section edge {} drifted off the cross-section plane: dz={:.3e}",
-                index,
-                delta.z
-            );
-
-            let aligned_x = delta.y.abs() <= 1.0e-6 && delta.x.abs() > 1.0e-6;
-            let aligned_y = delta.x.abs() <= 1.0e-6 && delta.y.abs() > 1.0e-6;
-
-            assert!(
-                aligned_x || aligned_y,
-                "section edge {} is rotated off-axis: dx={:.6}, dy={:.6}",
-                index,
-                delta.x,
-                delta.y
-            );
-        }
-    }
-
-    fn assert_corner_projection_preserves_rectangle(
-        prepared: &PreparedSweep,
-        corner_index: usize,
-        incoming_segment: usize,
-        outgoing_segment: usize,
-        width: f64,
-        depth: f64,
-    ) {
-        let corner_origin = prepared.path[corner_index];
-        let incoming_plane = SectionPlane {
-            origin: corner_origin,
-            normal: prepared.segment_dirs[incoming_segment],
-        };
-        let outgoing_plane = SectionPlane {
-            origin: corner_origin,
-            normal: prepared.segment_dirs[outgoing_segment],
-        };
-
-        let incoming_projection = project_section_to_plane(
-            &prepared.sections[corner_index],
-            prepared.segment_dirs[incoming_segment],
-            &incoming_plane,
-            1.0e-9,
-        )
-        .expect("incoming corner projection must succeed");
-        let outgoing_projection = project_section_to_plane(
-            &prepared.sections[corner_index],
-            prepared.segment_dirs[outgoing_segment],
-            &outgoing_plane,
-            1.0e-9,
-        )
-        .expect("outgoing corner projection must succeed");
-
-        assert_edge_lengths(&incoming_projection, &[width, depth, width, depth]);
-        assert_edge_lengths(&outgoing_projection, &[width, depth, width, depth]);
-    }
-
-    fn assert_closed_side_faces_point_outward(path: &[Vector3], profile: &[Vector3]) {
-        let prepared = build_prepared_sweep(path, profile).expect("prepared sweep should succeed");
-        assert!(prepared.is_closed, "test path must be closed");
-
-        let brep = sweep_profile_along_path(path, profile, SweepOptions::default())
-            .expect("closed sweep should succeed");
-        brep.validate_topology()
-            .expect("closed sweep topology should validate");
-
-        let ring_size = prepared.sections[0].len();
-        let side_face_count = prepared.sections.len() * ring_size;
-        assert_eq!(
-            brep.faces.len(),
-            side_face_count,
-            "closed sweeps should only emit side faces"
-        );
-
-        for section_index in 0..prepared.sections.len() {
-            let next_section = (section_index + 1) % prepared.sections.len();
-            let segment_midpoint = prepared.path[section_index]
-                .add(prepared.path[next_section])
-                .scale(0.5);
-
-            for profile_index in 0..ring_size {
-                let face_id = (section_index * ring_size + profile_index) as u32;
-                let vertices = brep.get_vertices_by_face_id(face_id);
-                let face_points: Vec<Vec3f> = vertices.iter().map(Vec3f::from_vector3).collect();
-                let face_normal =
-                    compute_polygon_normal(&face_points).expect("side face should have a normal");
-                let face_centroid = centroid_vec3f(&face_points);
-                let radial_reference = face_centroid.sub(segment_midpoint);
-                let alignment = face_normal.dot(radial_reference);
-
-                assert!(
-                    radial_reference.norm_sq() > EPSILON * EPSILON,
-                    "side face {} centroid should not lie on the path midpoint",
-                    face_id
-                );
-                assert!(
-                    alignment > 1.0e-9,
-                    "side face {} points inward: alignment={:.3e}",
-                    face_id,
-                    alignment
-                );
-            }
-        }
-    }
-
-    fn unique_sorted_values(values: impl IntoIterator<Item = f64>, tolerance: f64) -> Vec<f64> {
-        let mut ordered: Vec<f64> = values.into_iter().collect();
-        ordered.sort_by(|lhs, rhs| lhs.partial_cmp(rhs).unwrap());
-
-        let mut unique: Vec<f64> = Vec::new();
-        for value in ordered {
-            if unique
-                .last()
-                .map(|existing| (value - *existing).abs() <= tolerance)
-                .unwrap_or(false)
-            {
-                continue;
-            }
-            unique.push(value);
-        }
-
-        unique
-    }
-
-    fn assert_rectangular_frame_dimensions(
-        brep: &Brep,
-        expected_outer_width: f64,
-        expected_inner_width: f64,
-        expected_outer_height: f64,
-        expected_inner_height: f64,
-    ) {
-        let tolerance = 1.0e-6;
-        let xs = unique_sorted_values(
-            brep.vertices.iter().map(|vertex| vertex.position.x),
-            tolerance,
-        );
-        let ys = unique_sorted_values(
-            brep.vertices.iter().map(|vertex| vertex.position.y),
-            tolerance,
-        );
-
-        assert_eq!(
-            xs.len(),
-            4,
-            "window frame should have four distinct x bands"
-        );
-        assert_eq!(
-            ys.len(),
-            4,
-            "window frame should have four distinct y bands"
-        );
-
-        let observed_outer_width = xs[xs.len() - 1] - xs[0];
-        let observed_inner_width = xs[xs.len() - 2] - xs[1];
-        let observed_outer_height = ys[ys.len() - 1] - ys[0];
-        let observed_inner_height = ys[ys.len() - 2] - ys[1];
-
-        assert!(
-            (observed_outer_width - expected_outer_width).abs() <= tolerance,
-            "outer width mismatch: actual={:.9} expected={:.9}",
-            observed_outer_width,
-            expected_outer_width
-        );
-        assert!(
-            (observed_inner_width - expected_inner_width).abs() <= tolerance,
-            "inner width mismatch: actual={:.9} expected={:.9}",
-            observed_inner_width,
-            expected_inner_width
-        );
-        assert!(
-            (observed_outer_height - expected_outer_height).abs() <= tolerance,
-            "outer height mismatch: actual={:.9} expected={:.9}",
-            observed_outer_height,
-            expected_outer_height
-        );
-        assert!(
-            (observed_inner_height - expected_inner_height).abs() <= tolerance,
-            "inner height mismatch: actual={:.9} expected={:.9}",
-            observed_inner_height,
-            expected_inner_height
-        );
-    }
-
-    #[test]
-    fn open_sweep_with_caps_has_expected_topology() {
-        let path = vec![Vector3::new(0.0, 0.0, 0.0), Vector3::new(0.0, 2.0, 0.0)];
-        let profile = rectangle_profile(1.0, 1.0);
-
-        let brep = sweep_profile_along_path(&path, &profile, SweepOptions::default())
-            .expect("open sweep should succeed");
-
-        assert_eq!(brep.vertices.len(), 8);
-        assert_eq!(brep.faces.len(), 6);
-        assert_eq!(brep.shells.len(), 1);
-        assert!(brep.shells[0].is_closed);
-        assert!(!brep.edges.is_empty());
-    }
-
-    #[test]
-    fn open_sweep_without_caps_only_generates_side_faces() {
-        let path = vec![
-            Vector3::new(0.0, 0.0, 0.0),
-            Vector3::new(0.0, 1.0, 0.0),
-            Vector3::new(1.0, 2.0, 0.0),
-        ];
-        let profile = rectangle_profile(1.0, 0.5);
-
-        let brep = sweep_profile_along_path(
-            &path,
-            &profile,
-            SweepOptions {
-                cap_start: false,
-                cap_end: false,
-            },
-        )
-        .expect("open sweep without caps should succeed");
-
-        assert_eq!(brep.vertices.len(), 12);
-        assert_eq!(brep.faces.len(), 8);
-        assert_eq!(brep.shells.len(), 1);
-        assert!(!brep.shells[0].is_closed);
-    }
-
-    #[test]
-    fn closed_path_sweep_does_not_generate_end_caps() {
-        let path = vec![
-            Vector3::new(0.0, 0.0, 0.0),
-            Vector3::new(1.0, 0.0, 0.0),
-            Vector3::new(1.0, 0.0, 1.0),
-            Vector3::new(0.0, 0.0, 1.0),
-            Vector3::new(0.0, 0.0, 0.0),
-        ];
-        let profile = rectangle_profile(0.4, 0.4);
-
-        let brep = sweep_profile_along_path(&path, &profile, SweepOptions::default())
-            .expect("closed planar sweep should succeed");
-
-        assert_eq!(brep.vertices.len(), 16);
-        assert_eq!(brep.faces.len(), 16);
-        assert_eq!(brep.shells.len(), 1);
-        assert!(brep.shells[0].is_closed);
-    }
-
-    #[test]
-    fn closed_rectangular_loop_side_faces_point_outward() {
-        let path = vec![
-            Vector3::new(-2.2, 0.0, -1.4),
-            Vector3::new(2.4, 0.0, -1.4),
-            Vector3::new(2.4, 0.0, 1.7),
-            Vector3::new(-2.2, 0.0, 1.7),
-            Vector3::new(-2.2, 0.0, -1.4),
-        ];
-        let profile = rectangle_profile(0.45, 0.28);
-
-        assert_closed_side_faces_point_outward(&path, &profile);
-    }
-
-    #[test]
-    fn closed_trapezoid_loop_side_faces_point_outward() {
-        let path = vec![
-            Vector3::new(-2.1, 0.0, -1.8),
-            Vector3::new(1.8, 0.0, -1.5),
-            Vector3::new(1.2, 0.0, 1.4),
-            Vector3::new(-1.6, 0.0, 1.0),
-            Vector3::new(-2.1, 0.0, -1.8),
-        ];
-        let profile = rectangle_profile(0.52, 0.24);
-
-        assert_closed_side_faces_point_outward(&path, &profile);
-    }
-
-    #[test]
-    fn right_angle_corner_projection_preserves_rectangle_profile() {
-        let path = vec![
-            Vector3::new(0.0, 0.0, 0.0),
-            Vector3::new(0.0, 2.0, 0.0),
-            Vector3::new(2.0, 2.0, 0.0),
-        ];
-        let profile = rectangle_profile(1.0, 0.5);
-
-        let prepared =
-            build_prepared_sweep(&path, &profile).expect("prepared sweep should succeed");
-        assert_corner_projection_preserves_rectangle(&prepared, 1, 0, 1, 1.0, 0.5);
-    }
-
-    #[test]
-    fn right_angle_corner_projection_is_independent_of_segment_length() {
-        let path = vec![
-            Vector3::new(0.0, 0.0, 0.0),
-            Vector3::new(0.0, 4.0, 0.0),
-            Vector3::new(8.0, 4.0, 0.0),
-        ];
-        let profile = rectangle_profile(1.2, 0.8);
-
-        let prepared =
-            build_prepared_sweep(&path, &profile).expect("prepared sweep should succeed");
-        assert_corner_projection_preserves_rectangle(&prepared, 1, 0, 1, 1.2, 0.8);
-    }
-
-    #[test]
-    fn straight_path_keeps_rectangle_edges_axis_aligned() {
-        let path = vec![Vector3::new(0.0, 0.0, 0.0), Vector3::new(0.0, 0.0, 3.0)];
-        let profile = rectangle_profile(1.0, 0.5);
-
-        let prepared =
-            build_prepared_sweep(&path, &profile).expect("prepared sweep should succeed");
-
-        assert_section_edges_axis_aligned(&prepared.sections[0]);
-        assert_section_edges_axis_aligned(&prepared.sections[1]);
-    }
-
-    #[test]
-    fn closed_rectangular_frame_loop_preserves_expected_dimensions() {
-        let aperture_width = 1.2;
-        let frame_width = 0.12;
-        let frame_depth = 0.12;
-        let aperture_height = 1.0;
-        let base_elevation = 1.05;
-        let half_aperture_width = aperture_width * 0.5;
-        let half_frame_width = frame_width * 0.5;
-
-        let path = vec![
-            Vector3::new(
-                -(half_aperture_width + half_frame_width),
-                base_elevation - half_frame_width,
-                0.0,
-            ),
-            Vector3::new(
-                -(half_aperture_width + half_frame_width),
-                base_elevation + aperture_height + half_frame_width,
-                0.0,
-            ),
-            Vector3::new(
-                half_aperture_width + half_frame_width,
-                base_elevation + aperture_height + half_frame_width,
-                0.0,
-            ),
-            Vector3::new(
-                half_aperture_width + half_frame_width,
-                base_elevation - half_frame_width,
-                0.0,
-            ),
-            Vector3::new(
-                -(half_aperture_width + half_frame_width),
-                base_elevation - half_frame_width,
-                0.0,
-            ),
-        ];
-        let profile = rectangle_profile(frame_width, frame_depth);
-
-        let brep = sweep_profile_along_path(&path, &profile, SweepOptions::default())
-            .expect("closed rectangular frame sweep should succeed");
-        brep.validate_topology()
-            .expect("closed rectangular frame topology should validate");
-
-        assert_rectangular_frame_dimensions(
-            &brep,
-            aperture_width + frame_width * 2.0,
-            aperture_width,
-            aperture_height + frame_width * 2.0,
-            aperture_height,
-        );
-    }
-
-    #[test]
-    fn larger_closed_rectangular_frame_loop_preserves_expected_dimensions() {
-        let aperture_width = 1.6;
-        let frame_width = 0.14;
-        let frame_depth = 0.2;
-        let aperture_height = 1.2;
-        let base_elevation = 1.0;
-        let half_aperture_width = aperture_width * 0.5;
-        let half_frame_width = frame_width * 0.5;
-
-        let path = vec![
-            Vector3::new(
-                -(half_aperture_width + half_frame_width),
-                base_elevation - half_frame_width,
-                0.0,
-            ),
-            Vector3::new(
-                -(half_aperture_width + half_frame_width),
-                base_elevation + aperture_height + half_frame_width,
-                0.0,
-            ),
-            Vector3::new(
-                half_aperture_width + half_frame_width,
-                base_elevation + aperture_height + half_frame_width,
-                0.0,
-            ),
-            Vector3::new(
-                half_aperture_width + half_frame_width,
-                base_elevation - half_frame_width,
-                0.0,
-            ),
-            Vector3::new(
-                -(half_aperture_width + half_frame_width),
-                base_elevation - half_frame_width,
-                0.0,
-            ),
-        ];
-        let profile = rectangle_profile(frame_width, frame_depth);
-
-        let brep = sweep_profile_along_path(&path, &profile, SweepOptions::default())
-            .expect("larger closed rectangular frame sweep should succeed");
-        brep.validate_topology()
-            .expect("larger closed rectangular frame topology should validate");
-
-        assert_rectangular_frame_dimensions(
-            &brep,
-            aperture_width + frame_width * 2.0,
-            aperture_width,
-            aperture_height + frame_width * 2.0,
-            aperture_height,
-        );
-    }
-
-    #[test]
-    fn open_u_frame_path_keeps_requested_widths() {
-        let panel_width = 1.0;
-        let frame_width = 0.2;
-        let frame_depth = 0.3;
-        let opening_height = 2.1;
-        let half_panel_width = panel_width * 0.5;
-        let half_frame_width = frame_width * 0.5;
-
-        let path = vec![
-            Vector3::new(-(half_panel_width + half_frame_width), 0.0, 0.0),
-            Vector3::new(
-                -(half_panel_width + half_frame_width),
-                opening_height + half_frame_width,
-                0.0,
-            ),
-            Vector3::new(
-                half_panel_width + half_frame_width,
-                opening_height + half_frame_width,
-                0.0,
-            ),
-            Vector3::new(half_panel_width + half_frame_width, 0.0, 0.0),
-        ];
-        let profile = rectangle_profile(frame_width, frame_depth);
-
-        let brep = sweep_profile_along_path(&path, &profile, SweepOptions::default())
-            .expect("open open frame sweep should succeed");
-        brep.validate_topology()
-            .expect("open open frame topology should validate");
-
-        let tolerance = 1.0e-6;
-        let xs = unique_sorted_values(
-            brep.vertices.iter().map(|vertex| vertex.position.x),
-            tolerance,
-        );
-        let ys = unique_sorted_values(
-            brep.vertices.iter().map(|vertex| vertex.position.y),
-            tolerance,
-        );
-
-        assert_eq!(xs.len(), 4, "open frame should preserve four x bands");
-        assert_eq!(ys.len(), 3, "open frame should preserve three y bands");
-        assert!(
-            ((xs[xs.len() - 1] - xs[0]) - (panel_width + frame_width * 2.0)).abs() <= tolerance,
-            "open frame outer width changed unexpectedly"
-        );
-        assert!(
-            ((xs[xs.len() - 2] - xs[1]) - panel_width).abs() <= tolerance,
-            "open frame inner width changed unexpectedly"
-        );
-        assert!(
-            ((ys[ys.len() - 1] - ys[0]) - (opening_height + frame_width)).abs() <= tolerance,
-            "open frame outer height changed unexpectedly"
-        );
-    }
-
-    #[test]
-    fn concave_profile_multibend_sweep_has_non_degenerate_faces() {
-        let path = vec![
-            Vector3::new(0.0, 0.0, 0.0),
-            Vector3::new(0.0, 1.2, 0.0),
-            Vector3::new(1.3, 1.2, 0.0),
-            Vector3::new(1.3, 2.0, 0.8),
-            Vector3::new(2.1, 2.0, 0.8),
-        ];
-
-        let brep = sweep_profile_along_path(&path, &concave_profile(), SweepOptions::default())
-            .expect("concave sweep should succeed");
-        brep.validate_topology()
-            .expect("concave sweep topology should validate");
-
-        for face in &brep.faces {
-            let vertices = brep.get_vertices_by_face_id(face.id);
-            let face_points: Vec<Vec3f> = vertices.iter().map(Vec3f::from_vector3).collect();
-            assert!(
-                compute_polygon_normal(&face_points).is_some(),
-                "face {} should not be degenerate",
-                face.id
-            );
-        }
-    }
-
-    #[test]
-    fn non_planar_closed_path_is_rejected() {
-        let path = vec![
-            Vector3::new(0.0, 0.0, 0.0),
-            Vector3::new(1.0, 0.0, 0.0),
-            Vector3::new(1.0, 1.0, 1.0),
-            Vector3::new(0.0, 1.0, 0.0),
-            Vector3::new(0.0, 0.0, 0.0),
-        ];
-
-        let error = match sweep_profile_along_path(
-            &path,
-            &rectangle_profile(0.4, 0.4),
-            SweepOptions::default(),
-        ) {
-            Ok(_) => panic!("non-planar closed path should fail"),
-            Err(error) => error,
-        };
-        assert_eq!(error.kind(), SweepErrorKind::NonPlanarClosedPath);
-    }
-
-    #[test]
-    fn one_eighty_degree_reversal_is_rejected() {
-        let path = vec![
-            Vector3::new(0.0, 0.0, 0.0),
-            Vector3::new(0.0, 1.0, 0.0),
-            Vector3::new(0.0, -1.0, 0.0),
-        ];
-
-        let error = match sweep_profile_along_path(
-            &path,
-            &rectangle_profile(0.4, 0.4),
-            SweepOptions::default(),
-        ) {
-            Ok(_) => panic!("180-degree reversal should fail"),
-            Err(error) => error,
-        };
-        assert_eq!(error.kind(), SweepErrorKind::PathReversal);
-    }
-}
diff --git a/main/opengeometry/src/operations/triangulate.rs b/main/opengeometry/src/operations/triangulate.rs
deleted file mode 100644
index 637f34c..0000000
--- a/main/opengeometry/src/operations/triangulate.rs
+++ /dev/null
@@ -1,144 +0,0 @@
-use openmaths::Vector3;
-
-pub fn triangulate_polygon_with_holes(
-    face_vertices: &Vec<Vector3>,
-    holes: &Vec<Vec<Vector3>>,
-) -> Vec<[usize; 3]> {
-    if face_vertices.len() < 3 {
-        return Vec::new();
-    }
-
-    // --- 1. Projection to 2D ---
-    // First, determine the best 2D plane to project onto by finding the
-    // dominant axis of the face's normal.
-    let normal = compute_polygon_normal(face_vertices).unwrap_or(Vector3::new(0.0, 0.0, 1.0));
-
-    let (axis_u, axis_v) = if normal.z.abs() > normal.x.abs() && normal.z.abs() > normal.y.abs() {
-        // Project to XY plane
-        (0, 1) // Corresponds to (x, y)
-    } else if normal.x.abs() > normal.y.abs() {
-        // Project to YZ plane
-        (1, 2) // Corresponds to (y, z)
-    } else {
-        // Project to XZ plane
-        (0, 2) // Corresponds to (x, z)
-    };
-
-    // --- 2. Flatten Data for earcutr ---
-    // earcutr needs a flat list of 2D coordinates and a list of indices
-    // where the holes begin.
-
-    let mut vertices_2d = Vec::with_capacity(
-        (face_vertices.len() + holes.iter().map(|h| h.len()).sum::<usize>()) * 2,
-    );
-    let mut hole_indices = Vec::with_capacity(holes.len());
-
-    // Add outer loop vertices
-    for v in face_vertices {
-        let coord_u = match axis_u {
-            0 => v.x,
-            1 => v.y,
-            2 => v.z,
-            _ => unreachable!("Invalid axis_u"),
-        };
-        let coord_v = match axis_v {
-            0 => v.x,
-            1 => v.y,
-            2 => v.z,
-            _ => unreachable!("Invalid axis_v"),
-        };
-        vertices_2d.push(coord_u);
-        vertices_2d.push(coord_v);
-    }
-
-    // Add hole vertices
-    if !holes.is_empty() {
-        let mut current_index = face_vertices.len();
-        for hole in holes {
-            hole_indices.push(current_index);
-            for v in hole {
-                let coord_u = match axis_u {
-                    0 => v.x,
-                    1 => v.y,
-                    2 => v.z,
-                    _ => unreachable!("Invalid axis_u"),
-                };
-                let coord_v = match axis_v {
-                    0 => v.x,
-                    1 => v.y,
-                    2 => v.z,
-                    _ => unreachable!("Invalid axis_v"),
-                };
-                vertices_2d.push(coord_u);
-                vertices_2d.push(coord_v);
-                current_index += 1;
-            }
-        }
-    }
-
-    // --- 3. Run Earcut Algorithm ---
-    let triangle_indices = earcutr::earcut(&vertices_2d, &hole_indices, 2);
-
-    // --- 4. Reshape the Result ---
-    // The result is a flat list of indices. Group them into triangles.
-    let triangle_indices: Vec<[usize; 3]> = triangle_indices
-        .chunks_exact(3)
-        .map(|chunk| [chunk[0], chunk[1], chunk[2]])
-        .collect();
-
-    let all_vertices: Vec<Vector3> = face_vertices
-        .iter()
-        .copied()
-        .chain(holes.iter().flatten().copied())
-        .collect();
-
-    triangle_indices
-        .into_iter()
-        .filter_map(|mut tri| {
-            let a = *all_vertices.get(tri[0])?;
-            let b = *all_vertices.get(tri[1])?;
-            let c = *all_vertices.get(tri[2])?;
-
-            let ab = Vector3::new(b.x - a.x, b.y - a.y, b.z - a.z);
-            let ac = Vector3::new(c.x - a.x, c.y - a.y, c.z - a.z);
-            let triangle_normal = ab.cross(&ac);
-
-            if triangle_normal.dot(&normal) < 0.0 {
-                tri.swap(1, 2);
-            }
-
-            Some(tri)
-        })
-        .collect()
-}
-
-/**
- * Calculates the average normal of a polygon.
- * This is used to determine the best projection plane.
- */
-pub(crate) fn compute_polygon_normal(vertices: &[Vector3]) -> Option<Vector3> {
-    if vertices.len() < 3 {
-        return None;
-    }
-
-    let mut normal = Vector3::new(0.0, 0.0, 0.0);
-    for i in 0..vertices.len() {
-        let p1 = &vertices[i];
-        let p2 = &vertices[(i + 1) % vertices.len()];
-        normal.x += (p1.y - p2.y) * (p1.z + p2.z);
-        normal.y += (p1.z - p2.z) * (p1.x + p2.x);
-        normal.z += (p1.x - p2.x) * (p1.y + p2.y);
-    }
-
-    let length_sq = normal.dot(&normal);
-    if length_sq <= 1.0e-18 {
-        return None;
-    }
-
-    let inv_length = length_sq.sqrt().recip();
-    Some(Vector3::new(
-        normal.x * inv_length,
-        normal.y * inv_length,
-        normal.z * inv_length,
-    ))
-}
diff --git a/main/opengeometry/src/operations/windingsort.rs b/main/opengeometry/src/operations/windingsort.rs
deleted file mode 100644
index dfe8ccd..0000000
--- a/main/opengeometry/src/operations/windingsort.rs
+++ /dev/null
@@ -1,49 +0,0 @@
-/**
- * Code for sorting the winding order of a given vertices
- */
-use openmaths::Vector3;
-
-fn compute_signed_area(points: &[Vector3]) -> f64 {
-    let n = points.len();
-    let mut sum = 0.0;
-    for i in 0..n {
-        let p1 = &points[i];
-        let p2 = &points[(i + 1) % n];
-        sum += p1.x * p2.z - p2.x * p1.z;
-    }
-    sum / 2.0
-}
-
-pub fn ccw_test(raw_points: Vec<Vector3>) -> Vec<Vector3> {
-    let mut points = raw_points;
-    let area = compute_signed_area(&points);
-    if area < 0.0 {
-        points.reverse();
-    }
-    points
-}
-
-pub fn is_ccw_need(raw_points: Vec<Vector3>) -> CcwAndFlag {
-    let mut points = raw_points;
-    let area = compute_signed_area(&points);
-    if area < 0.0 {
-        points.reverse();
-        CcwAndFlag {
-            ccw: points,
-            flag: true,
-        }
-    } else {
-        CcwAndFlag {
-            ccw: points,
-            flag: false,
-        }
-    }
-}
-
-pub struct CcwAndFlag {
-    pub ccw: Vec<Vector3>,
-    pub flag: bool,
-}
-
-#[allow(non_camel_case_types)]
-pub type ccw_and_flag = CcwAndFlag;
diff --git a/main/opengeometry/src/primitives/arc.rs b/main/opengeometry/src/primitives/arc.rs
deleted file mode 100644
index be22821..0000000
--- a/main/opengeometry/src/primitives/arc.rs
+++ /dev/null
@@ -1,233 +0,0 @@
-use serde::{Deserialize, Serialize};
-use wasm_bindgen::prelude::*;
-
-use crate::brep::{Brep, BrepBuilder};
-use crate::export::projection::{project_brep_to_scene, CameraParameters, HlrOptions, Scene2D};
-use crate::spatial::placement::Placement3D;
-use openmaths::Vector3;
-use uuid::Uuid;
-
-#[wasm_bindgen]
-#[derive(Clone, Serialize, Deserialize)]
-pub struct OGArc {
-    id: String,
-    center: Vector3,
-    radius: f64,
-    start_angle: f64,
-    end_angle: f64,
-    segments: u32,
-    placement: Placement3D,
-    brep: Brep,
-}
-
-#[wasm_bindgen]
-impl OGArc {
-    #[wasm_bindgen(setter)]
-    pub fn set_id(&mut self, id: String) {
-        self.id = id;
-    }
-
-    #[wasm_bindgen(getter)]
-    pub fn id(&self) -> String {
-        self.id.clone()
-    }
-
-    #[wasm_bindgen(constructor)]
-    pub fn new(id: String) -> OGArc {
-        let internal_id = Uuid::new_v4();
-
-        OGArc {
-            id,
-            center: Vector3::new(0.0, 0.0, 0.0),
-            radius: 1.0,
-            start_angle: 0.0,
-            end_angle: 2.0 * std::f64::consts::PI,
-            segments: 32,
-            placement: Placement3D::new(),
-            brep: Brep::new(internal_id),
-        }
-    }
-
-    #[wasm_bindgen]
-    pub fn set_config(
-        &mut self,
-        center: Vector3,
-        radius: f64,
-        start_angle: f64,
-        end_angle: f64,
-        segments: u32,
-    ) -> Result<(), JsValue> {
-        self.center = center;
-        self.radius = radius;
-        self.start_angle = start_angle;
-        self.end_angle = end_angle;
-        self.segments = segments.max(1);
-        self.placement.set_anchor(self.center);
-        self.generate_geometry()
-    }
-
-    #[wasm_bindgen]
-    pub fn set_center(&mut self, center: Vector3) {
-        self.center = center;
-        self.placement.set_anchor(self.center);
-    }
-
-    #[wasm_bindgen]
-    pub fn set_transform(
-        &mut self,
-        position: Vector3,
-        rotation: Vector3,
-        scale: Vector3,
-    ) -> Result<(), JsValue> {
-        self.placement
-            .set_transform(position, rotation, scale)
-            .map_err(|err| JsValue::from_str(&err))
-    }
-
-    #[wasm_bindgen]
-    pub fn set_translation(&mut self, translation: Vector3) {
-        self.placement.set_translation(translation);
-    }
-
-    #[wasm_bindgen]
-    pub fn set_rotation(&mut self, rotation: Vector3) {
-        self.placement.set_rotation(rotation);
-    }
-
-    #[wasm_bindgen]
-    pub fn set_scale(&mut self, scale: Vector3) -> Result<(), JsValue> {
-        self.placement
-            .set_scale(scale)
-            .map_err(|err| JsValue::from_str(&err))
-    }
-
-    #[wasm_bindgen]
-    pub fn generate_geometry(&mut self) -> Result<(), JsValue> {
-        let segment_count = self.segments.max(1);
-        let angle_step = (self.end_angle - self.start_angle) / segment_count as f64;
-
-        let mut points = Vec::with_capacity((segment_count + 1) as usize);
-        let mut angle = self.start_angle;
-        for _ in 0..=segment_count {
-            let x = self.radius * angle.cos();
-            let y = 0.0;
-            let z = self.radius * angle.sin();
-            points.push(Vector3::new(x, y, z));
-            angle += angle_step;
-        }
-
-        let is_closed =
-            (self.end_angle - self.start_angle).abs() >= 2.0 * std::f64::consts::PI - 1.0e-9;
-
-        if is_closed && points.len() > 2 {
-            let first = points[0];
-            let last = *points.last().unwrap();
-            let dx = first.x - last.x;
-            let dy = first.y - last.y;
-            let dz = first.z - last.z;
-            if dx * dx + dy * dy + dz * dz <= 1.0e-12 {
-                points.pop();
-            }
-        }
-
-        let mut builder = BrepBuilder::new(self.brep.id);
-        builder.add_vertices(&points);
-
-        if points.len() >= 2 {
-            let indices: Vec<u32> = (0..points.len() as u32).collect();
-            builder
-                .add_wire(&indices, is_closed && points.len() > 2)
-                .map_err(|err| JsValue::from_str(&format!("Failed to build arc wire: {}", err)))?;
-        }
-
-        self.brep = builder
-            .build()
-            .map_err(|err| JsValue::from_str(&format!("Failed to finalize arc BREP: {}", err)))?;
-
-        // D1: preserve the exact circle the (tessellated) wire approximates.
-        // Stored in local space (centred at the origin, in the XZ plane); the
-        // placement anchor/transform carries it to world.
-        let circle = crate::brep::CurveGeometry::Circle {
-            center: Vector3::new(0.0, 0.0, 0.0),
-            normal: Vector3::new(0.0, 1.0, 0.0),
-            x_axis: Vector3::new(1.0, 0.0, 0.0),
-            radius: self.radius,
-            start_angle: self.start_angle,
-            end_angle: self.end_angle,
-        };
-        for edge in &mut self.brep.edges {
-            edge.curve = Some(circle.clone());
-        }
-
-        Ok(())
-    }
-
-    #[wasm_bindgen]
-    pub fn dispose_points(&mut self) {
-        self.brep.clear();
-    }
-
-    #[wasm_bindgen]
-    pub fn destroy(&mut self) {
-        self.brep.clear();
-        self.id.clear();
-    }
-
-    #[wasm_bindgen]
-    pub fn get_brep_serialized(&self) -> String {
-        serde_json::to_string(&self.world_brep()).unwrap()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_local_brep_serialized(&self) -> String {
-        serde_json::to_string(&self.brep).unwrap()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_geometry_serialized(&self) -> String {
-        serde_json::to_string(&wire_geometry_buffer(&self.world_brep())).unwrap()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_local_geometry_serialized(&self) -> String {
-        serde_json::to_string(&wire_geometry_buffer(&self.brep)).unwrap()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_geometry_buffer(&self) -> Vec<f64> {
-        wire_geometry_buffer(&self.world_brep())
-    }
-
-    #[wasm_bindgen]
-    pub fn get_local_geometry_buffer(&self) -> Vec<f64> {
-        wire_geometry_buffer(&self.brep)
-    }
-
-    #[wasm_bindgen]
-    pub fn get_anchor(&self) -> Vector3 {
-        self.placement.anchor
-    }
-}
-
-impl OGArc {
-    pub fn brep(&self) -> &Brep {
-        &self.brep
-    }
-
-    pub fn world_brep(&self) -> Brep {
-        self.brep.transformed(&self.placement)
-    }
-
-    pub fn to_projected_scene2d(&self, camera: &CameraParameters, hlr: &HlrOptions) -> Scene2D {
-        let world_brep = self.world_brep();
-        project_brep_to_scene(&world_brep, camera, hlr)
-    }
-}
-
-fn wire_geometry_buffer(brep: &Brep) -> Vec<f64> {
-    let Some(wire) = brep.wires.first() else {
-        return Vec::new();
-    };
-
-    brep.get_wire_vertex_buffer(wire.id, wire.is_closed)
-}
diff --git a/main/opengeometry/src/primitives/box_boundary.rs b/main/opengeometry/src/primitives/box_boundary.rs
new file mode 100644
index 0000000..996738c
--- /dev/null
+++ b/main/opengeometry/src/primitives/box_boundary.rs
@@ -0,0 +1,143 @@
+use crate::brep::{
+    padded_uv_bounds, plane_boundary, Accuracy, Builder, CurveGeometry, Frame3, GeometryError,
+    Orientation, Use,
+};
+use crate::math::{scale, sub, Interval, Point3};
+
+pub(crate) struct BoxCorners {
+    points: Vec<Point3>,
+    pub(crate) vertices: Vec<u32>,
+    edges: [[u32; 3]; 8],
+}
+
+pub(crate) struct BoxFaceBoundary {
+    pub(crate) frame: Frame3,
+    pub(crate) uses: Vec<Use>,
+    pub(crate) bounds: [[f64; 2]; 2],
+}
+
+pub(crate) struct BoxFaceLayout {
+    pub(crate) key: &'static str,
+    pub(crate) indices: [usize; 4],
+    pub(crate) normal: Point3,
+}
+
+pub(crate) fn add_box_corners(
+    builder: &mut Builder,
+    frame: Frame3,
+    size: [f64; 3],
+    axes: [Point3; 3],
+) -> Result<BoxCorners, GeometryError> {
+    let points: Vec<_> = (0..8)
+        .map(|index| {
+            frame.point(std::array::from_fn(|coordinate| {
+                if index & (1 << coordinate) == 0 {
+                    0.0
+                } else {
+                    size[coordinate]
+                }
+            }))
+        })
+        .collect();
+    let vertices = points
+        .iter()
+        .map(|point| builder.vertex(*point))
+        .collect::<Vec<_>>();
+    let mut edges = [[u32::MAX; 3]; 8];
+    for index in 0..8 {
+        for coordinate in 0..3 {
+            if index & (1 << coordinate) == 0 {
+                edges[index][coordinate] = builder.edge(
+                    CurveGeometry::Line {
+                        origin: points[index],
+                        direction: axes[coordinate],
+                    },
+                    Interval::new(0.0, size[coordinate])?,
+                    false,
+                );
+            }
+        }
+    }
+    Ok(BoxCorners {
+        points,
+        vertices,
+        edges,
+    })
+}
+
+pub(crate) fn box_face_layout(frame: Frame3) -> [BoxFaceLayout; 6] {
+    [
+        BoxFaceLayout {
+            key: "bottom",
+            indices: [0, 2, 3, 1],
+            normal: scale(frame.z, -1.0),
+        },
+        BoxFaceLayout {
+            key: "top",
+            indices: [4, 5, 7, 6],
+            normal: frame.z,
+        },
+        BoxFaceLayout {
+            key: "left",
+            indices: [0, 4, 6, 2],
+            normal: scale(frame.x, -1.0),
+        },
+        BoxFaceLayout {
+            key: "right",
+            indices: [1, 3, 7, 5],
+            normal: frame.x,
+        },
+        BoxFaceLayout {
+            key: "front",
+            indices: [0, 1, 5, 4],
+            normal: scale(frame.y, -1.0),
+        },
+        BoxFaceLayout {
+            key: "back",
+            indices: [2, 6, 7, 3],
+            normal: frame.y,
+        },
+    ]
+}
+
+pub(crate) fn box_face_boundary(
+    builder: &Builder,
+    corners: &BoxCorners,
+    indices: [usize; 4],
+    normal: Point3,
+    accuracy: Accuracy,
+    vertex: impl Fn(usize) -> u32,
+) -> Result<BoxFaceBoundary, GeometryError> {
+    let face_frame = Frame3::from_axis(
+        corners.points[indices[0]],
+        normal,
+        sub(corners.points[indices[1]], corners.points[indices[0]]),
+    )?;
+    let mut uses = Vec::with_capacity(4);
+    for index in 0..4 {
+        let from = indices[index];
+        let to = indices[(index + 1) % 4];
+        let coordinate = (from ^ to).trailing_zeros() as usize;
+        uses.push(plane_boundary(
+            builder,
+            face_frame,
+            corners.edges[from.min(to)][coordinate],
+            vertex(from),
+            vertex(to),
+            if from < to {
+                Orientation::Forward
+            } else {
+                Orientation::Reverse
+            },
+        )?);
+    }
+    let bounds = padded_uv_bounds(
+        indices.map(|from| face_frame.local(corners.points[from])),
+        accuracy.geometric,
+    );
+    Ok(BoxFaceBoundary {
+        frame: face_frame,
+        uses,
+        bounds,
+    })
+}
diff --git a/main/opengeometry/src/primitives/circle.rs b/main/opengeometry/src/primitives/circle.rs
new file mode 100644
index 0000000..01c1b5e
--- /dev/null
+++ b/main/opengeometry/src/primitives/circle.rs
@@ -0,0 +1,80 @@
+use crate::brep::{
+    Accuracy, BrepEnvelope, Builder, CurveGeometry, GeometryError, HalfEdge, HalfEdgeGeometryUse,
+    Orientation, Wire,
+};
+use crate::math::Interval;
+
+pub fn arc_wire(
+    id: String,
+    curve: CurveGeometry,
+    start_angle: f64,
+    sweep_angle: f64,
+    accuracy: Accuracy,
+) -> Result<BrepEnvelope, GeometryError> {
+    curve.validate()?;
+    accuracy.validate()?;
+    let radius = match &curve {
+        CurveGeometry::Circle { radius, .. } => *radius,
+        CurveGeometry::Ellipse { minor_radius, .. } => *minor_radius,
+        _ => {
+            return Err(GeometryError::UnsupportedGeometry(
+                "arc wire requires a circle or ellipse".into(),
+            ))
+        }
+    };
+    if !start_angle.is_finite()
+        || !sweep_angle.is_finite()
+        || sweep_angle == 0.0
+        || sweep_angle.abs() > std::f64::consts::TAU
+    {
+        return Err(GeometryError::InvalidGeometry(
+            "arc angles require a finite, nonzero sweep of at most one turn".into(),
+        ));
+    }
+    let end = start_angle + sweep_angle;
+    let range = Interval::new(start_angle.min(end), start_angle.max(end))?;
+    if range.width() * radius <= 4.0 * accuracy.geometric {
+        return Err(GeometryError::UnresolvedIntersection(
+            "arc span is below geometric resolution".into(),
+        ));
+    }
+    let mut builder = Builder::new(id, accuracy)?;
+    let closed = sweep_angle.abs() == std::f64::consts::TAU;
+    let from = builder.vertex(curve.elementary_point(start_angle)?);
+    let to = if closed {
+        from
+    } else {
+        builder.vertex(curve.elementary_point(end)?)
+    };
+    let edge = builder.edge(curve, range, false);
+    builder.brep.topology.edges[edge as usize].halfedge = 0;
+    builder.brep.topology.vertices[from as usize].outgoing_halfedge = Some(0);
+    builder.brep.topology.halfedges.push(HalfEdge {
+        id: 0,
+        from,
+        to,
+        twin: None,
+        next: closed.then_some(0),
+        prev: closed.then_some(0),
+        edge,
+        face: None,
+        loop_ref: None,
+        wire_ref: Some(0),
+        geometry_use: HalfEdgeGeometryUse {
+            sense: if sweep_angle > 0.0 {
+                Orientation::Forward
+            } else {
+                Orientation::Reverse
+            },
+            pcurve: None,
+            periodic_lift: [0; 2],
+        },
+    });
+    builder.brep.topology.wires.push(Wire {
+        id: 0,
+        start_halfedge: 0,
+        is_closed: closed,
+    });
+    builder.brep.validate()?;
+    Ok(builder.brep)
+}
diff --git a/main/opengeometry/src/primitives/cuboid.rs b/main/opengeometry/src/primitives/cuboid.rs
index 3d4439b..6ac8f7e 100644
--- a/main/opengeometry/src/primitives/cuboid.rs
+++ b/main/opengeometry/src/primitives/cuboid.rs
@@ -1,335 +1,50 @@
-use serde::{Deserialize, Serialize};
-use wasm_bindgen::prelude::*;
-
-use crate::brep::{Brep, BrepBuilder};
-use crate::export::projection::{project_brep_to_scene, CameraParameters, HlrOptions, Scene2D};
-use crate::geometry::geometrybuffer::GeometryBuffer;
-use crate::spatial::placement::Placement3D;
-
-use openmaths::Vector3;
-use uuid::Uuid;
-
-#[wasm_bindgen]
-#[derive(Clone, Serialize, Deserialize)]
-pub struct OGCuboid {
+use super::box_boundary::{
+    add_box_corners, box_face_boundary, box_face_layout, BoxCorners, BoxFaceLayout,
+};
+use crate::brep::{
+    dimensions, Accuracy, BrepEnvelope, Builder, Frame3, GeometryError, SurfaceGeometry,
+};
+
+pub fn cuboid(
     id: String,
-    center: Vector3,
-    width: f64,
-    height: f64,
-    depth: f64,
-    placement: Placement3D,
-    brep: Brep,
-    geometry_buffer: GeometryBuffer,
+    frame: Frame3,
+    size: [f64; 3],
+    accuracy: Accuracy,
+) -> Result<BrepEnvelope, GeometryError> {
+    frame.validate()?;
+    dimensions(&size)?;
+    if size.iter().any(|s| *s <= 4.0 * accuracy.geometric) {
+        return Err(GeometryError::UnresolvedIntersection(
+            "cuboid dimensions are below geometric resolution".into(),
+        ));
+    }
+    let mut builder = Builder::new(id, accuracy)?;
+    let corners = add_box_corners(&mut builder, frame, size, [frame.x, frame.y, frame.z])?;
+    add_cuboid_faces(&mut builder, frame, &corners, accuracy)?;
+    builder.finish_solid()
 }
 
-#[wasm_bindgen]
-impl OGCuboid {
-    #[wasm_bindgen(setter)]
-    pub fn set_id(&mut self, id: String) {
-        self.id = id;
-    }
-
-    #[wasm_bindgen(getter)]
-    pub fn id(&self) -> String {
-        self.id.clone()
-    }
-
-    #[wasm_bindgen(constructor)]
-    pub fn new(id: String) -> OGCuboid {
-        let internal_id = Uuid::new_v4();
-
-        OGCuboid {
-            id,
-            center: Vector3::new(0.0, 0.0, 0.0),
-            width: 1.0,
-            height: 1.0,
-            depth: 1.0,
-            placement: Placement3D::new(),
-            brep: Brep::new(internal_id),
-            geometry_buffer: GeometryBuffer::new(internal_id),
-        }
-    }
-
-    #[wasm_bindgen]
-    pub fn set_config(
-        &mut self,
-        center: Vector3,
-        width: f64,
-        height: f64,
-        depth: f64,
-    ) -> Result<(), JsValue> {
-        self.center = center;
-        self.width = width;
-        self.height = height;
-        self.depth = depth;
-
-        self.placement.set_anchor(self.center);
-        self.build_local_brep()?;
-        self.build_geometry();
-        Ok(())
-    }
-
-    #[wasm_bindgen]
-    pub fn set_center(&mut self, center: Vector3) {
-        self.center = center;
-        self.placement.set_anchor(self.center);
-    }
-
-    #[wasm_bindgen]
-    pub fn set_transform(
-        &mut self,
-        position: Vector3,
-        rotation: Vector3,
-        scale: Vector3,
-    ) -> Result<(), JsValue> {
-        self.placement
-            .set_transform(position, rotation, scale)
-            .map_err(|err| JsValue::from_str(&err))
-    }
-
-    #[wasm_bindgen]
-    pub fn set_translation(&mut self, translation: Vector3) {
-        self.placement.set_translation(translation);
-    }
-
-    #[wasm_bindgen]
-    pub fn set_rotation(&mut self, rotation: Vector3) {
-        self.placement.set_rotation(rotation);
-    }
-
-    #[wasm_bindgen]
-    pub fn set_scale(&mut self, scale: Vector3) -> Result<(), JsValue> {
-        self.placement
-            .set_scale(scale)
-            .map_err(|err| JsValue::from_str(&err))
-    }
-
-    #[wasm_bindgen]
-    pub fn generate_geometry(&mut self) -> Result<(), JsValue> {
-        self.build_local_brep()?;
-        self.build_geometry();
-        Ok(())
-    }
-
-    #[wasm_bindgen]
-    pub fn get_brep_serialized(&self) -> String {
-        serde_json::to_string(&self.world_brep()).unwrap()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_local_brep_serialized(&self) -> String {
-        serde_json::to_string(&self.brep).unwrap()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_geometry_serialized(&self) -> String {
-        serde_json::to_string(&self.world_geometry_buffer().vertices).unwrap()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_local_geometry_serialized(&self) -> String {
-        serde_json::to_string(&self.geometry_buffer.vertices).unwrap()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_geometry_buffer(&self) -> Vec<f64> {
-        self.world_geometry_buffer().vertices
-    }
-
-    #[wasm_bindgen]
-    pub fn get_local_geometry_buffer(&self) -> Vec<f64> {
-        self.geometry_buffer.vertices.clone()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_outline_geometry_serialized(&self) -> String {
-        serde_json::to_string(&self.world_geometry_buffer().outline_vertices).unwrap()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_local_outline_geometry_serialized(&self) -> String {
-        serde_json::to_string(&self.geometry_buffer.outline_vertices).unwrap()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_outline_geometry_buffer(&self) -> Vec<f64> {
-        self.world_geometry_buffer().outline_vertices
-    }
-
-    #[wasm_bindgen]
-    pub fn get_local_outline_geometry_buffer(&self) -> Vec<f64> {
-        self.geometry_buffer.outline_vertices.clone()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_anchor(&self) -> Vector3 {
-        self.placement.anchor
-    }
-
-    // TODO: add dispose method to clean up resources
-}
-
-impl OGCuboid {
-    fn build_local_brep(&mut self) -> Result<(), JsValue> {
-        let half_width = self.width * 0.5;
-        let half_height = self.height * 0.5;
-        let half_depth = self.depth * 0.5;
-
-        let vertices = vec![
-            Vector3::new(-half_width, -half_height, -half_depth),
-            Vector3::new(half_width, -half_height, -half_depth),
-            Vector3::new(half_width, -half_height, half_depth),
-            Vector3::new(-half_width, -half_height, half_depth),
-            Vector3::new(-half_width, half_height, -half_depth),
-            Vector3::new(half_width, half_height, -half_depth),
-            Vector3::new(half_width, half_height, half_depth),
-            Vector3::new(-half_width, half_height, half_depth),
-        ];
-
-        let faces = vec![
-            vec![0, 1, 2, 3],
-            vec![4, 7, 6, 5],
-            vec![0, 4, 5, 1],
-            vec![3, 2, 6, 7],
-            vec![0, 3, 7, 4],
-            vec![1, 5, 6, 2],
-        ];
-
-        let mut builder = BrepBuilder::new(self.brep.id);
-        builder.add_vertices(&vertices);
-
-        for face in &faces {
-            builder.add_face(face, &[]).map_err(|error| {
-                JsValue::from_str(&format!("Failed to build cuboid face: {}", error))
-            })?;
-        }
-
-        builder.add_shell_from_all_faces(true).map_err(|error| {
-            JsValue::from_str(&format!("Failed to build cuboid shell: {}", error))
+fn add_cuboid_faces(
+    builder: &mut Builder,
+    frame: Frame3,
+    corners: &BoxCorners,
+    accuracy: Accuracy,
+) -> Result<(), GeometryError> {
+    for BoxFaceLayout {
+        key,
+        indices,
+        normal,
+    } in box_face_layout(frame)
+    {
+        let face = box_face_boundary(builder, corners, indices, normal, accuracy, |from| {
+            from as u32
         })?;
-
-        self.brep = builder.build().map_err(|error| {
-            JsValue::from_str(&format!("Failed to finalize cuboid BREP: {}", error))
-        })?;
-        Ok(())
-    }
-
-    /**
-     * Builds the geometry buffer
-     */
-    fn build_geometry(&mut self) {
-        self.geometry_buffer.vertices = self.brep.get_triangle_vertex_buffer();
-        self.geometry_buffer.outline_vertices = self.brep.get_outline_vertex_buffer();
-    }
-
-    pub fn brep(&self) -> &Brep {
-        &self.brep
-    }
-
-    pub fn world_brep(&self) -> Brep {
-        self.brep.transformed(&self.placement)
-    }
-
-    pub fn world_geometry_buffer(&self) -> GeometryBuffer {
-        self.geometry_buffer.transformed(&self.placement)
-    }
-
-    pub fn to_projected_scene2d(&self, camera: &CameraParameters, hlr: &HlrOptions) -> Scene2D {
-        project_brep_to_scene(&self.world_brep(), camera, hlr)
-    }
-}
-
-#[cfg(test)]
-mod tests {
-    use super::*;
-
-    fn assert_close(actual: f64, expected: f64) {
-        let delta = (actual - expected).abs();
-        assert!(
-            delta <= 1.0e-9,
-            "expected {expected}, got {actual}, delta {delta}"
-        );
-    }
-
-    #[test]
-    fn placement_world_getters_transform_geometry_and_leave_local_buffers_unchanged() {
-        let mut cuboid = OGCuboid::new("placement-cuboid".to_string());
-        cuboid
-            .set_config(Vector3::new(10.0, 20.0, 30.0), 2.0, 4.0, 6.0)
-            .expect("cuboid config");
-
-        let local_geometry = cuboid.get_local_geometry_serialized();
-        let local_outline = cuboid.get_local_outline_geometry_serialized();
-        let local_brep = cuboid.get_local_brep_serialized();
-
-        cuboid
-            .set_transform(
-                Vector3::new(1.0, -2.0, 3.0),
-                Vector3::new(0.25, 0.5, -0.35),
-                Vector3::new(1.5, 1.5, 1.5),
-            )
-            .expect("uniform positive scale should be accepted");
-
-        assert_eq!(local_brep, cuboid.get_local_brep_serialized());
-        assert_eq!(local_geometry, cuboid.get_local_geometry_serialized());
-        assert_eq!(
-            local_outline,
-            cuboid.get_local_outline_geometry_serialized()
-        );
-
-        let expected_world_geometry = cuboid.geometry_buffer.transformed(&cuboid.placement);
-
-        let world_geometry: Vec<f64> =
-            serde_json::from_str(&cuboid.get_geometry_serialized()).expect("world geometry");
-        let world_outline: Vec<f64> =
-            serde_json::from_str(&cuboid.get_outline_geometry_serialized()).expect("world outline");
-
-        assert_eq!(world_geometry.len(), expected_world_geometry.vertices.len());
-        for (actual, expected) in world_geometry
-            .iter()
-            .zip(expected_world_geometry.vertices.iter())
-        {
-            assert_close(*actual, *expected);
-        }
-
-        assert_eq!(
-            world_outline.len(),
-            expected_world_geometry.outline_vertices.len()
-        );
-        for (actual, expected) in world_outline
-            .iter()
-            .zip(expected_world_geometry.outline_vertices.iter())
-        {
-            assert_close(*actual, *expected);
-        }
-
-        let world_brep: Brep =
-            serde_json::from_str(&cuboid.get_brep_serialized()).expect("world brep");
-        let world_center = world_brep.bounds_center().expect("world bounds");
-        assert_close(world_center.x, 11.0);
-        assert_close(world_center.y, 18.0);
-        assert_close(world_center.z, 33.0);
-    }
-
-    #[test]
-    fn placement_rejects_mirrored_and_non_uniform_scale() {
-        let mut cuboid = OGCuboid::new("placement-rejection-cuboid".to_string());
-        cuboid
-            .set_config(Vector3::new(0.0, 0.0, 0.0), 1.0, 1.0, 1.0)
-            .expect("cuboid config");
-
-        let mirrored = cuboid.placement.set_transform(
-            Vector3::new(0.0, 0.0, 0.0),
-            Vector3::new(0.0, 0.0, 0.0),
-            Vector3::new(-1.0, -1.0, -1.0),
-        );
-        assert!(mirrored.is_err());
-
-        let non_uniform = cuboid.placement.set_transform(
-            Vector3::new(0.0, 0.0, 0.0),
-            Vector3::new(0.0, 0.0, 0.0),
-            Vector3::new(1.0, 1.2, 1.0),
-        );
-        assert!(non_uniform.is_err());
-    }
+        builder.face(
+            key,
+            SurfaceGeometry::Plane { frame: face.frame },
+            face.bounds,
+            face.uses,
+        )?;
+    }
+    Ok(())
 }
diff --git a/main/opengeometry/src/primitives/curve.rs b/main/opengeometry/src/primitives/curve.rs
deleted file mode 100644
index 8e38458..0000000
--- a/main/opengeometry/src/primitives/curve.rs
+++ /dev/null
@@ -1,282 +0,0 @@
-/**
- * Copyright (c) 2025, OpenGeometry. All rights reserved.
- * Curve Primitive for OpenGeometry.
- */
-use crate::brep::{Brep, BrepBuilder};
-use crate::export::projection::{project_brep_to_scene, CameraParameters, HlrOptions, Scene2D};
-use crate::operations::offset::{offset_path, OffsetOptions, OffsetResult};
-use crate::spatial::placement::{
-    bounds_center_from_points, points_relative_to_anchor, transform_points_with_placement,
-    Placement3D,
-};
-use openmaths::Vector3;
-use serde::{Deserialize, Serialize};
-use uuid::Uuid;
-use wasm_bindgen::prelude::*;
-
-#[wasm_bindgen]
-#[derive(Clone, Serialize, Deserialize)]
-pub struct OGCurve {
-    id: String,
-    control_points: Vec<Vector3>,
-    placement: Placement3D,
-    brep: Brep,
-    anchor_initialized: bool,
-}
-
-#[wasm_bindgen]
-impl OGCurve {
-    #[wasm_bindgen(setter)]
-    pub fn set_id(&mut self, id: String) {
-        self.id = id;
-    }
-
-    #[wasm_bindgen(getter)]
-    pub fn id(&self) -> String {
-        self.id.clone()
-    }
-
-    #[wasm_bindgen(constructor)]
-    pub fn new(id: String) -> OGCurve {
-        OGCurve {
-            id,
-            control_points: Vec::new(),
-            placement: Placement3D::new(),
-            brep: Brep::new(Uuid::new_v4()),
-            anchor_initialized: false,
-        }
-    }
-
-    #[wasm_bindgen]
-    pub fn set_config(&mut self, control_points: Vec<Vector3>) -> Result<(), JsValue> {
-        self.control_points = control_points;
-        self.ensure_anchor_initialized();
-        self.generate_geometry()
-    }
-
-    #[wasm_bindgen]
-    pub fn set_transform(
-        &mut self,
-        position: Vector3,
-        rotation: Vector3,
-        scale: Vector3,
-    ) -> Result<(), JsValue> {
-        self.placement
-            .set_transform(position, rotation, scale)
-            .map_err(|err| JsValue::from_str(&err))
-    }
-
-    #[wasm_bindgen]
-    pub fn set_translation(&mut self, translation: Vector3) {
-        self.placement.set_translation(translation);
-    }
-
-    #[wasm_bindgen]
-    pub fn set_rotation(&mut self, rotation: Vector3) {
-        self.placement.set_rotation(rotation);
-    }
-
-    #[wasm_bindgen]
-    pub fn set_scale(&mut self, scale: Vector3) -> Result<(), JsValue> {
-        self.placement
-            .set_scale(scale)
-            .map_err(|err| JsValue::from_str(&err))
-    }
-
-    #[wasm_bindgen]
-    pub fn generate_geometry(&mut self) -> Result<(), JsValue> {
-        if self.control_points.is_empty() {
-            self.brep.clear();
-            return Ok(());
-        }
-
-        self.brep.clear();
-
-        let local_points = self.local_points();
-        let mut builder = BrepBuilder::new(self.brep.id);
-        builder.add_vertices(&local_points);
-
-        if local_points.len() >= 2 {
-            let indices: Vec<u32> = (0..local_points.len() as u32).collect();
-            builder.add_wire(&indices, false).map_err(|err| {
-                JsValue::from_str(&format!("Failed to build curve wire: {}", err))
-            })?;
-        }
-
-        self.brep = builder
-            .build()
-            .map_err(|err| JsValue::from_str(&format!("Failed to finalize curve BREP: {}", err)))?;
-
-        Ok(())
-    }
-
-    #[wasm_bindgen]
-    pub fn get_brep_serialized(&self) -> String {
-        serde_json::to_string(&self.world_brep()).unwrap()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_local_brep_serialized(&self) -> String {
-        serde_json::to_string(&self.brep).unwrap()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_geometry_serialized(&self) -> String {
-        serde_json::to_string(&wire_geometry_buffer(&self.world_brep())).unwrap()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_local_geometry_serialized(&self) -> String {
-        serde_json::to_string(&wire_geometry_buffer(&self.brep)).unwrap()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_geometry_buffer(&self) -> Vec<f64> {
-        wire_geometry_buffer(&self.world_brep())
-    }
-
-    #[wasm_bindgen]
-    pub fn get_local_geometry_buffer(&self) -> Vec<f64> {
-        wire_geometry_buffer(&self.brep)
-    }
-
-    #[wasm_bindgen]
-    pub fn get_anchor(&self) -> Vector3 {
-        self.placement.anchor
-    }
-
-    #[wasm_bindgen]
-    pub fn set_anchor(&mut self, anchor: Vector3) -> Result<(), JsValue> {
-        self.placement.set_anchor(anchor);
-        self.anchor_initialized = true;
-        self.generate_geometry()
-    }
-
-    #[wasm_bindgen]
-    pub fn reset_anchor(&mut self) -> Result<(), JsValue> {
-        self.recompute_anchor_from_bounds();
-        self.anchor_initialized = true;
-        self.generate_geometry()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_offset_serialized(
-        &self,
-        distance: f64,
-        acute_threshold_degrees: f64,
-        bevel: bool,
-    ) -> String {
-        let result = self.get_offset_result(distance, acute_threshold_degrees, bevel);
-        serde_json::to_string(&result).unwrap()
-    }
-
-    #[wasm_bindgen]
-    pub fn dispose(&mut self) {
-        self.brep.clear();
-        self.control_points.clear();
-    }
-}
-
-impl OGCurve {
-    pub fn brep(&self) -> &Brep {
-        &self.brep
-    }
-
-    pub fn world_brep(&self) -> Brep {
-        self.brep.transformed(&self.placement)
-    }
-
-    pub fn get_raw_points(&self) -> Vec<Vector3> {
-        self.control_points.clone()
-    }
-
-    pub fn get_offset_result(
-        &self,
-        distance: f64,
-        acute_threshold_degrees: f64,
-        bevel: bool,
-    ) -> OffsetResult {
-        let options = OffsetOptions {
-            bevel,
-            acute_threshold_degrees,
-        };
-        let points = transform_points_with_placement(&self.control_points, &self.placement);
-        offset_path(&points, distance, Some(false), options)
-    }
-
-    pub fn get_offset_points(
-        &self,
-        distance: f64,
-        acute_threshold_degrees: f64,
-        bevel: bool,
-    ) -> Vec<Vector3> {
-        self.get_offset_result(distance, acute_threshold_degrees, bevel)
-            .points
-    }
-
-    pub fn to_projected_scene2d(&self, camera: &CameraParameters, hlr: &HlrOptions) -> Scene2D {
-        let world_brep = self.world_brep();
-        project_brep_to_scene(&world_brep, camera, hlr)
-    }
-
-    fn local_points(&self) -> Vec<Vector3> {
-        points_relative_to_anchor(&self.control_points, self.placement.anchor)
-    }
-
-    fn recompute_anchor_from_bounds(&mut self) {
-        let anchor =
-            bounds_center_from_points(&self.control_points).unwrap_or(Vector3::new(0.0, 0.0, 0.0));
-        self.placement.set_anchor(anchor);
-    }
-
-    fn ensure_anchor_initialized(&mut self) {
-        if self.anchor_initialized {
-            return;
-        }
-        self.recompute_anchor_from_bounds();
-        self.anchor_initialized = true;
-    }
-}
-
-fn wire_geometry_buffer(brep: &Brep) -> Vec<f64> {
-    let Some(wire) = brep.wires.first() else {
-        return brep
-            .vertices
-            .iter()
-            .flat_map(|vertex| [vertex.position.x, vertex.position.y, vertex.position.z])
-            .collect();
-    };
-
-    brep.get_wire_vertex_buffer(wire.id, false)
-}
-
-#[cfg(test)]
-mod tests {
-    use super::*;
-
-    #[test]
-    fn anchor_stays_stable_across_curve_config_updates_until_reset() {
-        let mut curve = OGCurve::new("curve-anchor".to_string());
-        curve
-            .set_config(vec![
-                Vector3::new(0.0, 0.0, 0.0),
-                Vector3::new(10.0, 0.0, 0.0),
-            ])
-            .expect("curve config");
-        let initial_anchor = curve.get_anchor();
-        assert_eq!(initial_anchor.x, 5.0);
-
-        curve
-            .set_config(vec![
-                Vector3::new(10.0, 0.0, 0.0),
-                Vector3::new(20.0, 0.0, 0.0),
-            ])
-            .expect("curve config update");
-        let anchor_after_update = curve.get_anchor();
-        assert_eq!(anchor_after_update.x, 5.0);
-
-        curve.reset_anchor().expect("reset anchor");
-        let anchor_after_reset = curve.get_anchor();
-        assert_eq!(anchor_after_reset.x, 15.0);
-    }
-}
diff --git a/main/opengeometry/src/primitives/cylinder.rs b/main/opengeometry/src/primitives/cylinder.rs
index ff5932d..e8871be 100644
--- a/main/opengeometry/src/primitives/cylinder.rs
+++ b/main/opengeometry/src/primitives/cylinder.rs
@@ -1,308 +1,24 @@
-use serde::{Deserialize, Serialize};
-use wasm_bindgen::prelude::*;
+use crate::brep::{dimensions, Accuracy, BrepEnvelope, Frame3, GeometryError, SurfaceGeometry};
+use crate::primitives::revolved_section::{section, SectionExtent};
 
-use crate::brep::{Brep, BrepBuilder};
-use crate::export::projection::{project_brep_to_scene, CameraParameters, HlrOptions, Scene2D};
-use crate::operations::extrude::extrude_brep_face;
-use crate::spatial::placement::Placement3D;
-use openmaths::Vector3;
-use uuid::Uuid;
-
-#[wasm_bindgen]
-#[derive(Clone, Serialize, Deserialize)]
-pub struct OGCylinder {
+pub fn cylinder(
     id: String,
-    center: Vector3,
+    frame: Frame3,
     radius: f64,
     height: f64,
-    angle: f64,
-    segments: u32,
-    placement: Placement3D,
-    brep: Brep,
-}
-
-#[wasm_bindgen]
-impl OGCylinder {
-    #[wasm_bindgen(setter)]
-    pub fn set_id(&mut self, id: String) {
-        self.id = id;
-    }
-
-    #[wasm_bindgen(getter)]
-    pub fn id(&self) -> String {
-        self.id.clone()
-    }
-
-    #[wasm_bindgen(constructor)]
-    pub fn new(id: String) -> OGCylinder {
-        let internal_id = Uuid::new_v4();
-
-        OGCylinder {
-            id,
-            center: Vector3::new(0.0, 0.0, 0.0),
-            radius: 1.0,
-            height: 1.0,
-            angle: 2.0 * std::f64::consts::PI,
-            segments: 32,
-            placement: Placement3D::new(),
-            brep: Brep::new(internal_id),
-        }
-    }
-
-    #[wasm_bindgen]
-    pub fn set_config(
-        &mut self,
-        center: Vector3,
-        radius: f64,
-        height: f64,
-        angle: f64,
-        segments: u32,
-    ) -> Result<(), JsValue> {
-        self.center = center;
-        self.radius = radius.max(1.0e-6);
-        self.height = height;
-        self.angle = angle;
-        self.segments = segments.max(3);
-        self.placement.set_anchor(self.center);
-
-        self.generate_brep()
-    }
-
-    #[wasm_bindgen]
-    pub fn set_center(&mut self, center: Vector3) {
-        self.center = center;
-        self.placement.set_anchor(self.center);
-    }
-
-    #[wasm_bindgen]
-    pub fn set_transform(
-        &mut self,
-        position: Vector3,
-        rotation: Vector3,
-        scale: Vector3,
-    ) -> Result<(), JsValue> {
-        self.placement
-            .set_transform(position, rotation, scale)
-            .map_err(|err| JsValue::from_str(&err))
-    }
-
-    #[wasm_bindgen]
-    pub fn set_translation(&mut self, translation: Vector3) {
-        self.placement.set_translation(translation);
-    }
-
-    #[wasm_bindgen]
-    pub fn set_rotation(&mut self, rotation: Vector3) {
-        self.placement.set_rotation(rotation);
-    }
-
-    #[wasm_bindgen]
-    pub fn set_scale(&mut self, scale: Vector3) -> Result<(), JsValue> {
-        self.placement
-            .set_scale(scale)
-            .map_err(|err| JsValue::from_str(&err))
-    }
-
-    pub fn generate_brep(&mut self) -> Result<(), JsValue> {
-        self.clean_geometry();
-        self.generate_geometry()
-    }
-
-    pub fn clean_geometry(&mut self) {
-        self.brep.clear();
-    }
-
-    #[wasm_bindgen]
-    pub fn generate_geometry(&mut self) -> Result<(), JsValue> {
-        let half_height = self.height / 2.0;
-        let mut base_points = Vec::new();
-        let full_circle = self.angle >= 2.0 * std::f64::consts::PI - 1.0e-9;
-
-        if !full_circle {
-            base_points.push(Vector3::new(0.0, -half_height, 0.0));
-        }
-
-        let segment_count = self.segments.max(3);
-        let steps = if full_circle {
-            segment_count
-        } else {
-            segment_count + 1
-        };
-        let angle_step = if full_circle {
-            self.angle / segment_count as f64
-        } else {
-            self.angle / (steps - 1) as f64
-        };
-
-        let mut angle: f64 = 0.0;
-        for _ in 0..steps {
-            let x = self.radius * angle.cos();
-            let y = -half_height;
-            let z = self.radius * angle.sin();
-            base_points.push(Vector3::new(x, y, z));
-            angle += angle_step;
-        }
-
-        if full_circle && base_points.len() > 3 {
-            let first = base_points[0];
-            let last = *base_points.last().unwrap();
-            let dx = first.x - last.x;
-            let dy = first.y - last.y;
-            let dz = first.z - last.z;
-            if dx * dx + dy * dy + dz * dz <= 1.0e-12 {
-                base_points.pop();
-            }
-        }
-
-        let mut base_builder = BrepBuilder::new(Uuid::new_v4());
-        base_builder.add_vertices(&base_points);
-        let base_loop_indices: Vec<u32> = (0..base_points.len() as u32).collect();
-        base_builder
-            .add_face(&base_loop_indices, &[])
-            .map_err(|err| {
-                JsValue::from_str(&format!("Failed to build cylinder base face: {}", err))
-            })?;
-
-        let base_brep = base_builder.build().map_err(|err| {
-            JsValue::from_str(&format!("Failed to finalize cylinder base: {}", err))
-        })?;
-
-        self.brep = extrude_brep_face(base_brep, self.height);
-        self.tag_analytic_geometry(full_circle);
-
-        Ok(())
-    }
-
-    /// D1: attach exact analytic surfaces/curves to the tessellated cylinder so
-    /// inspection and STEP export (D9) can recover a single cylindrical surface
-    /// and circular edges instead of a facet fan. Local space: axis = +Y, base
-    /// centred at `(0, -h/2, 0)`. Only tagged for a full revolution; partial
-    /// wedges have planar radial faces and keep the default interpretation.
-    fn tag_analytic_geometry(&mut self, full_circle: bool) {
-        if !full_circle {
-            return;
-        }
-        use crate::brep::{CurveGeometry, SurfaceGeometry};
-        let half_height = self.height / 2.0;
-        let radius = self.radius;
-
-        let cylinder = SurfaceGeometry::Cylinder {
-            origin: Vector3::new(0.0, -half_height, 0.0),
-            axis: Vector3::new(0.0, 1.0, 0.0),
-            ref_direction: Vector3::new(1.0, 0.0, 0.0),
-            radius,
-            height: self.height,
-        };
-
-        for face in &mut self.brep.faces {
-            if face.normal.y.abs() > 0.9 {
-                let y = if face.normal.y >= 0.0 {
-                    half_height
-                } else {
-                    -half_height
-                };
-                face.surface = Some(SurfaceGeometry::Plane {
-                    origin: Vector3::new(0.0, y, 0.0),
-                    normal: face.normal,
-                });
-            } else {
-                face.surface = Some(cylinder.clone());
-            }
-        }
-
-        let on_ring = |p: &Vector3| -> bool {
-            ((p.x * p.x + p.z * p.z).sqrt() - radius).abs() < radius * 1.0e-6 + 1.0e-9
-        };
-        for index in 0..self.brep.edges.len() {
-            let he = self.brep.edges[index].halfedge as usize;
-            let (from, to) = {
-                let h = &self.brep.halfedges[he];
-                (h.from as usize, h.to as usize)
-            };
-            let a = self.brep.vertices[from].position;
-            let b = self.brep.vertices[to].position;
-            if on_ring(&a) && on_ring(&b) && (a.y - b.y).abs() < 1.0e-9 {
-                self.brep.edges[index].curve = Some(CurveGeometry::Circle {
-                    center: Vector3::new(0.0, a.y, 0.0),
-                    normal: Vector3::new(0.0, 1.0, 0.0),
-                    x_axis: Vector3::new(1.0, 0.0, 0.0),
-                    radius,
-                    start_angle: 0.0,
-                    end_angle: 2.0 * std::f64::consts::PI,
-                });
-            }
-        }
-    }
-
-    #[wasm_bindgen]
-    pub fn get_brep_serialized(&self) -> String {
-        serde_json::to_string(&self.world_brep()).unwrap()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_local_brep_serialized(&self) -> String {
-        serde_json::to_string(&self.brep).unwrap()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_geometry_serialized(&self) -> String {
-        let world_brep = self.world_brep();
-        serde_json::to_string(&world_brep.get_triangle_vertex_buffer()).unwrap()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_local_geometry_serialized(&self) -> String {
-        serde_json::to_string(&self.brep.get_triangle_vertex_buffer()).unwrap()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_geometry_buffer(&self) -> Vec<f64> {
-        self.world_brep().get_triangle_vertex_buffer()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_local_geometry_buffer(&self) -> Vec<f64> {
-        self.brep.get_triangle_vertex_buffer()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_outline_geometry_serialized(&self) -> String {
-        let world_brep = self.world_brep();
-        serde_json::to_string(&world_brep.get_outline_vertex_buffer()).unwrap()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_local_outline_geometry_serialized(&self) -> String {
-        serde_json::to_string(&self.brep.get_outline_vertex_buffer()).unwrap()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_outline_geometry_buffer(&self) -> Vec<f64> {
-        self.world_brep().get_outline_vertex_buffer()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_local_outline_geometry_buffer(&self) -> Vec<f64> {
-        self.brep.get_outline_vertex_buffer()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_anchor(&self) -> Vector3 {
-        self.placement.anchor
-    }
-}
-
-impl OGCylinder {
-    pub fn brep(&self) -> &Brep {
-        &self.brep
-    }
-
-    pub fn world_brep(&self) -> Brep {
-        self.brep.transformed(&self.placement)
-    }
-
-    pub fn to_projected_scene2d(&self, camera: &CameraParameters, hlr: &HlrOptions) -> Scene2D {
-        let world_brep = self.world_brep();
-        project_brep_to_scene(&world_brep, camera, hlr)
-    }
+    accuracy: Accuracy,
+) -> Result<BrepEnvelope, GeometryError> {
+    dimensions(&[radius, height])?;
+    section(
+        id,
+        frame,
+        SurfaceGeometry::Cylinder { frame, radius },
+        &SectionExtent {
+            r0: radius,
+            r1: radius,
+            z0: 0.0,
+            z1: height,
+        },
+        accuracy,
+    )
 }
diff --git a/main/opengeometry/src/primitives/elliptical_arc.rs b/main/opengeometry/src/primitives/elliptical_arc.rs
deleted file mode 100644
index 52bd112..0000000
--- a/main/opengeometry/src/primitives/elliptical_arc.rs
+++ /dev/null
@@ -1,226 +0,0 @@
-use serde::{Deserialize, Serialize};
-use wasm_bindgen::prelude::*;
-
-use crate::brep::{Brep, BrepBuilder};
-use crate::export::projection::{project_brep_to_scene, CameraParameters, HlrOptions, Scene2D};
-use crate::spatial::placement::Placement3D;
-use openmaths::Vector3;
-use uuid::Uuid;
-
-#[wasm_bindgen]
-#[derive(Clone, Serialize, Deserialize)]
-pub struct OGEllipticalArc {
-    id: String,
-    center: Vector3,
-    radius_x: f64,
-    radius_z: f64,
-    start_angle: f64,
-    end_angle: f64,
-    segments: u32,
-    placement: Placement3D,
-    brep: Brep,
-}
-
-#[wasm_bindgen]
-impl OGEllipticalArc {
-    #[wasm_bindgen(setter)]
-    pub fn set_id(&mut self, id: String) {
-        self.id = id;
-    }
-
-    #[wasm_bindgen(getter)]
-    pub fn id(&self) -> String {
-        self.id.clone()
-    }
-
-    #[wasm_bindgen(constructor)]
-    pub fn new(id: String) -> OGEllipticalArc {
-        let internal_id = Uuid::new_v4();
-
-        OGEllipticalArc {
-            id,
-            center: Vector3::new(0.0, 0.0, 0.0),
-            radius_x: 1.0,
-            radius_z: 0.5,
-            start_angle: 0.0,
-            end_angle: 2.0 * std::f64::consts::PI,
-            segments: 32,
-            placement: Placement3D::new(),
-            brep: Brep::new(internal_id),
-        }
-    }
-
-    #[wasm_bindgen]
-    pub fn set_config(
-        &mut self,
-        center: Vector3,
-        radius_x: f64,
-        radius_z: f64,
-        start_angle: f64,
-        end_angle: f64,
-        segments: u32,
-    ) -> Result<(), JsValue> {
-        self.center = center;
-        self.radius_x = radius_x.max(1.0e-6);
-        self.radius_z = radius_z.max(1.0e-6);
-        self.start_angle = start_angle;
-        self.end_angle = end_angle;
-        self.segments = segments.max(3);
-        self.placement.set_anchor(self.center);
-        self.generate_geometry()
-    }
-
-    #[wasm_bindgen]
-    pub fn set_center(&mut self, center: Vector3) {
-        self.center = center;
-        self.placement.set_anchor(self.center);
-    }
-
-    #[wasm_bindgen]
-    pub fn set_transform(
-        &mut self,
-        position: Vector3,
-        rotation: Vector3,
-        scale: Vector3,
-    ) -> Result<(), JsValue> {
-        self.placement
-            .set_transform(position, rotation, scale)
-            .map_err(|err| JsValue::from_str(&err))
-    }
-
-    #[wasm_bindgen]
-    pub fn set_translation(&mut self, translation: Vector3) {
-        self.placement.set_translation(translation);
-    }
-
-    #[wasm_bindgen]
-    pub fn set_rotation(&mut self, rotation: Vector3) {
-        self.placement.set_rotation(rotation);
-    }
-
-    #[wasm_bindgen]
-    pub fn set_scale(&mut self, scale: Vector3) -> Result<(), JsValue> {
-        self.placement
-            .set_scale(scale)
-            .map_err(|err| JsValue::from_str(&err))
-    }
-
-    #[wasm_bindgen]
-    pub fn generate_geometry(&mut self) -> Result<(), JsValue> {
-        let segment_count = self.segments.max(3);
-        let angle_step = (self.end_angle - self.start_angle) / segment_count as f64;
-
-        let mut points = Vec::with_capacity((segment_count + 1) as usize);
-        let mut angle = self.start_angle;
-        for _ in 0..=segment_count {
-            // Key difference from OGArc: radius_x on X axis, radius_z on Z axis
-            let x = self.radius_x * angle.cos();
-            let y = 0.0;
-            let z = self.radius_z * angle.sin();
-            points.push(Vector3::new(x, y, z));
-            angle += angle_step;
-        }
-
-        let is_closed =
-            (self.end_angle - self.start_angle).abs() >= 2.0 * std::f64::consts::PI - 1.0e-9;
-
-        // Deduplicate first and last point when closed
-        if is_closed && points.len() > 2 {
-            let first = points[0];
-            let last = *points.last().unwrap();
-            let dx = first.x - last.x;
-            let dy = first.y - last.y;
-            let dz = first.z - last.z;
-            if dx * dx + dy * dy + dz * dz <= 1.0e-12 {
-                points.pop();
-            }
-        }
-
-        let mut builder = BrepBuilder::new(self.brep.id);
-        builder.add_vertices(&points);
-
-        if points.len() >= 2 {
-            let indices: Vec<u32> = (0..points.len() as u32).collect();
-            builder
-                .add_wire(&indices, is_closed && points.len() > 2)
-                .map_err(|err| {
-                    JsValue::from_str(&format!("Failed to build elliptical arc wire: {}", err))
-                })?;
-        }
-
-        self.brep = builder.build().map_err(|err| {
-            JsValue::from_str(&format!("Failed to finalize elliptical arc BREP: {}", err))
-        })?;
-
-        Ok(())
-    }
-
-    #[wasm_bindgen]
-    pub fn dispose_points(&mut self) {
-        self.brep.clear();
-    }
-
-    #[wasm_bindgen]
-    pub fn destroy(&mut self) {
-        self.brep.clear();
-        self.id.clear();
-    }
-
-    #[wasm_bindgen]
-    pub fn get_brep_serialized(&self) -> String {
-        serde_json::to_string(&self.world_brep()).unwrap()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_local_brep_serialized(&self) -> String {
-        serde_json::to_string(&self.brep).unwrap()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_geometry_serialized(&self) -> String {
-        serde_json::to_string(&wire_geometry_buffer(&self.world_brep())).unwrap()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_local_geometry_serialized(&self) -> String {
-        serde_json::to_string(&wire_geometry_buffer(&self.brep)).unwrap()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_geometry_buffer(&self) -> Vec<f64> {
-        wire_geometry_buffer(&self.world_brep())
-    }
-
-    #[wasm_bindgen]
-    pub fn get_local_geometry_buffer(&self) -> Vec<f64> {
-        wire_geometry_buffer(&self.brep)
-    }
-
-    #[wasm_bindgen]
-    pub fn get_anchor(&self) -> Vector3 {
-        self.placement.anchor
-    }
-}
-
-impl OGEllipticalArc {
-    pub fn brep(&self) -> &Brep {
-        &self.brep
-    }
-
-    pub fn world_brep(&self) -> Brep {
-        self.brep.transformed(&self.placement)
-    }
-
-    pub fn to_projected_scene2d(&self, camera: &CameraParameters, hlr: &HlrOptions) -> Scene2D {
-        let world_brep = self.world_brep();
-        project_brep_to_scene(&world_brep, camera, hlr)
-    }
-}
-
-fn wire_geometry_buffer(brep: &Brep) -> Vec<f64> {
-    let Some(wire) = brep.wires.first() else {
-        return Vec::new();
-    };
-
-    brep.get_wire_vertex_buffer(wire.id, wire.is_closed)
-}
diff --git a/main/opengeometry/src/primitives/internal/annular_cylinder.rs b/main/opengeometry/src/primitives/internal/annular_cylinder.rs
new file mode 100644
index 0000000..e0b524c
--- /dev/null
+++ b/main/opengeometry/src/primitives/internal/annular_cylinder.rs
@@ -0,0 +1,21 @@
+use super::cylinder_with_circular_hole::cylinder_with_circular_hole;
+use crate::brep::{Accuracy, BrepEnvelope, Frame3, GeometryError};
+
+pub fn annular_cylinder(
+    id: String,
+    frame: Frame3,
+    inner_radius: f64,
+    outer_radius: f64,
+    height: f64,
+    accuracy: Accuracy,
+) -> Result<BrepEnvelope, GeometryError> {
+    cylinder_with_circular_hole(
+        id,
+        frame,
+        frame,
+        inner_radius,
+        outer_radius,
+        height,
+        accuracy,
+    )
+}
diff --git a/main/opengeometry/src/primitives/internal/arc_edged_extrusion.rs b/main/opengeometry/src/primitives/internal/arc_edged_extrusion.rs
new file mode 100644
index 0000000..b9faef3
--- /dev/null
+++ b/main/opengeometry/src/primitives/internal/arc_edged_extrusion.rs
@@ -0,0 +1,525 @@
+use super::extruded_loop::{add_plane_side, ExtrudedLoop, SideFace};
+use crate::brep::{
+    boundary, dimensions, plane_boundary, unit, uv_line, Accuracy, BrepEnvelope, Builder,
+    CurveGeometry, Frame3, GeometryError, Orientation, SurfaceGeometry, Use,
+};
+use crate::math::{add, norm, scale, Interval, Point3};
+use crate::primitives::profile::{
+    arc_profile_contains, profile_edge_intersections, validate_arc_profile_loop, ProfileEdge,
+};
+
+struct EdgeCurves {
+    bottom: CurveGeometry,
+    top: CurveGeometry,
+    range: Interval,
+}
+
+struct OrientedSide {
+    face: SideFace,
+    forward: bool,
+    bottom_sense: Orientation,
+    top_sense: Orientation,
+}
+
+pub fn arc_edged_extrusion(
+    id: String,
+    frame: Frame3,
+    outer: Vec<ProfileEdge>,
+    height: f64,
+    accuracy: Accuracy,
+) -> Result<BrepEnvelope, GeometryError> {
+    arc_edged_extrusion_with_holes(id, frame, outer, Vec::new(), height, accuracy)
+}
+
+pub fn arc_edged_extrusion_with_holes(
+    id: String,
+    frame: Frame3,
+    mut outer: Vec<ProfileEdge>,
+    mut holes: Vec<Vec<ProfileEdge>>,
+    height: f64,
+    accuracy: Accuracy,
+) -> Result<BrepEnvelope, GeometryError> {
+    frame.validate()?;
+    accuracy.validate()?;
+    dimensions(&[height])?;
+    let g = accuracy.geometric;
+    if height <= 4.0 * g {
+        return Err(GeometryError::UnresolvedIntersection(
+            "arc-edged extrusion height is below geometric resolution".into(),
+        ));
+    }
+    if validate_arc_profile_loop(&outer, g)? < 0.0 {
+        outer = outer.iter().rev().map(ProfileEdge::reversed).collect();
+    }
+    for (index, hole) in holes.iter_mut().enumerate() {
+        if validate_arc_profile_loop(hole, g)? > 0.0 {
+            *hole = hole.iter().rev().map(ProfileEdge::reversed).collect();
+        }
+        for hole_edge in hole.iter() {
+            for outer_edge in &outer {
+                if !profile_edge_intersections(hole_edge, outer_edge, g).is_empty() {
+                    return Err(GeometryError::InvalidGeometry(format!(
+                        "arc-edged profile hole {index} touches its outer boundary"
+                    )));
+                }
+            }
+        }
+        if !arc_profile_contains(&outer, hole[0].endpoints().0, g) {
+            return Err(GeometryError::InvalidGeometry(format!(
+                "arc-edged profile hole {index} lies outside the outer boundary"
+            )));
+        }
+    }
+    check_hole_pairs(&holes, g)?;
+
+    let mut builder = Builder::new(id, accuracy)?;
+    let profiles = std::iter::once(outer).chain(holes).collect::<Vec<_>>();
+    let loops = add_arc_extrusion_loops(&mut builder, frame, &profiles, height)?;
+
+    let bounds = cap_bounds(&profiles[0], g);
+    let top_frame = Frame3 {
+        origin: frame.point([0.0, 0.0, height]),
+        ..frame
+    };
+    let bottom_frame = Frame3 {
+        y: scale(frame.y, -1.0),
+        z: scale(frame.z, -1.0),
+        ..frame
+    };
+    add_cap_faces(
+        &mut builder,
+        &profiles,
+        &loops,
+        top_frame,
+        bottom_frame,
+        bounds,
+    )?;
+
+    add_side_faces(&mut builder, &profiles, &loops, frame, height, g)?;
+    builder.finish_solid()
+}
+
+fn check_hole_pairs(holes: &[Vec<ProfileEdge>], g: f64) -> Result<(), GeometryError> {
+    for first in 0..holes.len() {
+        for second in (first + 1)..holes.len() {
+            if holes[first].iter().any(|a| {
+                holes[second]
+                    .iter()
+                    .any(|b| !profile_edge_intersections(a, b, g).is_empty())
+            }) || arc_profile_contains(&holes[first], holes[second][0].endpoints().0, g)
+                || arc_profile_contains(&holes[second], holes[first][0].endpoints().0, g)
+            {
+                return Err(GeometryError::InvalidGeometry(format!(
+                    "arc-edged profile holes {first} and {second} overlap or nest"
+                )));
+            }
+        }
+    }
+    Ok(())
+}
+
+fn add_arc_extrusion_loops(
+    builder: &mut Builder,
+    frame: Frame3,
+    profiles: &[Vec<ProfileEdge>],
+    height: f64,
+) -> Result<Vec<ExtrudedLoop>, GeometryError> {
+    let mut loops = Vec::with_capacity(profiles.len());
+    for edges in profiles {
+        let points = edges
+            .iter()
+            .map(|edge| edge.endpoints().0)
+            .collect::<Vec<_>>();
+        let bottom_vertices = points
+            .iter()
+            .map(|point| builder.vertex(frame.point([point[0], point[1], 0.0])))
+            .collect::<Vec<_>>();
+        let top_vertices = points
+            .iter()
+            .map(|point| builder.vertex(frame.point([point[0], point[1], height])))
+            .collect::<Vec<_>>();
+        let mut bottom_edges = Vec::with_capacity(edges.len());
+        let mut top_edges = Vec::with_capacity(edges.len());
+        let mut vertical_edges = Vec::with_capacity(edges.len());
+        for (index, edge) in edges.iter().enumerate() {
+            let from = builder.brep.topology.vertices[bottom_vertices[index] as usize].position;
+            let top_from = builder.brep.topology.vertices[top_vertices[index] as usize].position;
+            let EdgeCurves { bottom, top, range } =
+                profile_edge_curves(edge, frame, from, top_from, height)?;
+            bottom_edges.push(builder.edge(bottom, range, false));
+            top_edges.push(builder.edge(top, range, false));
+            vertical_edges.push(builder.edge(
+                CurveGeometry::Line {
+                    origin: from,
+                    direction: frame.z,
+                },
+                Interval::new(0.0, height)?,
+                false,
+            ));
+        }
+        loops.push(ExtrudedLoop {
+            bottom_vertices,
+            top_vertices,
+            bottom_edges,
+            top_edges,
+            vertical_edges,
+        });
+    }
+    Ok(loops)
+}
+
+fn profile_edge_curves(
+    edge: &ProfileEdge,
+    frame: Frame3,
+    from: Point3,
+    top_from: Point3,
+    height: f64,
+) -> Result<EdgeCurves, GeometryError> {
+    let curves = match edge {
+        ProfileEdge::Line { from: p, to: q } => {
+            let vector = frame.vector([q[0] - p[0], q[1] - p[1], 0.0]);
+            let length = norm(vector);
+            let direction = unit(vector)?;
+            EdgeCurves {
+                bottom: CurveGeometry::Line {
+                    origin: from,
+                    direction,
+                },
+                top: CurveGeometry::Line {
+                    origin: top_from,
+                    direction,
+                },
+                range: Interval::new(0.0, length)?,
+            }
+        }
+        ProfileEdge::Arc {
+            center,
+            radius,
+            start_angle,
+            sweep_angle,
+        } => {
+            let origin = frame.point([center[0], center[1], 0.0]);
+            let circle_frame = Frame3 { origin, ..frame };
+            let top_circle_frame = Frame3 {
+                origin: add(origin, scale(frame.z, height)),
+                ..frame
+            };
+            let end_angle = start_angle + sweep_angle;
+            EdgeCurves {
+                bottom: CurveGeometry::Circle {
+                    frame: circle_frame,
+                    radius: *radius,
+                },
+                top: CurveGeometry::Circle {
+                    frame: top_circle_frame,
+                    radius: *radius,
+                },
+                range: Interval::new(start_angle.min(end_angle), start_angle.max(end_angle))?,
+            }
+        }
+    };
+    Ok(curves)
+}
+
+fn cap_bounds(edges: &[ProfileEdge], g: f64) -> [[f64; 2]; 2] {
+    let mut bounds = [[f64::INFINITY, f64::NEG_INFINITY]; 2];
+    for edge in edges {
+        match edge {
+            ProfileEdge::Line { from, to } => {
+                for point in [from, to] {
+                    for axis in 0..2 {
+                        bounds[axis][0] = bounds[axis][0].min(point[axis]);
+                        bounds[axis][1] = bounds[axis][1].max(point[axis]);
+                    }
+                }
+            }
+            ProfileEdge::Arc { center, radius, .. } => {
+                for axis in 0..2 {
+                    bounds[axis][0] = bounds[axis][0].min(center[axis] - radius);
+                    bounds[axis][1] = bounds[axis][1].max(center[axis] + radius);
+                }
+            }
+        }
+    }
+    for bound in &mut bounds {
+        bound[0] -= g;
+        bound[1] += g;
+    }
+    bounds
+}
+
+fn add_cap_faces(
+    builder: &mut Builder,
+    profiles: &[Vec<ProfileEdge>],
+    loops: &[ExtrudedLoop],
+    top_frame: Frame3,
+    bottom_frame: Frame3,
+    bounds: [[f64; 2]; 2],
+) -> Result<(), GeometryError> {
+    let top_outer = cap_uses(
+        builder,
+        &profiles[0],
+        &loops[0],
+        true,
+        top_frame,
+        bottom_frame,
+    )?;
+    let top_holes = profiles[1..]
+        .iter()
+        .zip(&loops[1..])
+        .map(|(edges, profile)| cap_uses(builder, edges, profile, true, top_frame, bottom_frame))
+        .collect::<Result<Vec<_>, _>>()?;
+    let bottom_outer = cap_uses(
+        builder,
+        &profiles[0],
+        &loops[0],
+        false,
+        top_frame,
+        bottom_frame,
+    )?;
+    let bottom_holes = profiles[1..]
+        .iter()
+        .zip(&loops[1..])
+        .map(|(edges, profile)| cap_uses(builder, edges, profile, false, top_frame, bottom_frame))
+        .collect::<Result<Vec<_>, _>>()?;
+    builder.face_with_holes(
+        "top",
+        SurfaceGeometry::Plane { frame: top_frame },
+        bounds,
+        top_outer,
+        top_holes,
+    )?;
+    builder.face_with_holes(
+        "bottom",
+        SurfaceGeometry::Plane {
+            frame: bottom_frame,
+        },
+        [bounds[0], [-bounds[1][1], -bounds[1][0]]],
+        bottom_outer,
+        bottom_holes,
+    )
+}
+
+fn cap_uses(
+    builder: &Builder,
+    edges: &[ProfileEdge],
+    profile: &ExtrudedLoop,
+    top: bool,
+    top_frame: Frame3,
+    bottom_frame: Frame3,
+) -> Result<Vec<Use>, GeometryError> {
+    let count = edges.len();
+    let mut uses = Vec::with_capacity(count);
+    for index in 0..count {
+        let next = (index + 1) % count;
+        let forward = !matches!(edges[index], ProfileEdge::Arc { sweep_angle, .. }
+            if sweep_angle < 0.0);
+        let top_sense = if forward {
+            Orientation::Forward
+        } else {
+            Orientation::Reverse
+        };
+        let bottom_sense = if forward {
+            Orientation::Reverse
+        } else {
+            Orientation::Forward
+        };
+        uses.push(if top {
+            plane_boundary(
+                builder,
+                top_frame,
+                profile.top_edges[index],
+                profile.top_vertices[index],
+                profile.top_vertices[next],
+                top_sense,
+            )?
+        } else {
+            plane_boundary(
+                builder,
+                bottom_frame,
+                profile.bottom_edges[index],
+                profile.bottom_vertices[next],
+                profile.bottom_vertices[index],
+                bottom_sense,
+            )?
+        });
+    }
+    if !top {
+        uses.reverse();
+    }
+    Ok(uses)
+}
+
+fn add_side_faces(
+    builder: &mut Builder,
+    profiles: &[Vec<ProfileEdge>],
+    loops: &[ExtrudedLoop],
+    frame: Frame3,
+    height: f64,
+    g: f64,
+) -> Result<(), GeometryError> {
+    for (loop_index, (edges, profile)) in profiles.iter().zip(loops).enumerate() {
+        for (index, edge) in edges.iter().enumerate() {
+            let next = (index + 1) % edges.len();
+            let bottom_from = profile.bottom_vertices[index];
+            let bottom_to = profile.bottom_vertices[next];
+            let top_from = profile.top_vertices[index];
+            let top_to = profile.top_vertices[next];
+            let forward =
+                !matches!(edge, ProfileEdge::Arc { sweep_angle, .. } if *sweep_angle < 0.0);
+            let bottom_sense = if forward {
+                Orientation::Forward
+            } else {
+                Orientation::Reverse
+            };
+            let top_sense = if forward {
+                Orientation::Reverse
+            } else {
+                Orientation::Forward
+            };
+            let side = OrientedSide {
+                face: SideFace {
+                    frame,
+                    height,
+                    g,
+                    loop_index,
+                    index,
+                    next,
+                    bottom_from,
+                    bottom_to,
+                    top_from,
+                    top_to,
+                },
+                forward,
+                bottom_sense,
+                top_sense,
+            };
+            match edge {
+                ProfileEdge::Line { .. } => {
+                    add_plane_side(builder, profile, &side.face)?;
+                }
+                ProfileEdge::Arc {
+                    center,
+                    radius,
+                    start_angle,
+                    sweep_angle,
+                } => {
+                    add_cylinder_side(
+                        builder,
+                        profile,
+                        &side,
+                        *center,
+                        *radius,
+                        *start_angle,
+                        *sweep_angle,
+                    )?;
+                }
+            }
+        }
+    }
+    Ok(())
+}
+
+fn add_cylinder_side(
+    builder: &mut Builder,
+    profile: &ExtrudedLoop,
+    side: &OrientedSide,
+    center: [f64; 2],
+    radius: f64,
+    start_angle: f64,
+    sweep_angle: f64,
+) -> Result<(), GeometryError> {
+    let &OrientedSide {
+        face:
+            SideFace {
+                frame,
+                height,
+                g,
+                loop_index,
+                index,
+                ..
+            },
+        forward,
+        ..
+    } = side;
+    let end_angle = start_angle + sweep_angle;
+    let circle_frame = Frame3 {
+        origin: frame.point([center[0], center[1], 0.0]),
+        ..frame
+    };
+    let uses = cylinder_side_uses(profile, side, start_angle, end_angle);
+    let face_id = builder.brep.topology.faces.len();
+    builder.face(
+        &format!("side-{loop_index}-{index}"),
+        SurfaceGeometry::Cylinder {
+            frame: circle_frame,
+            radius,
+        },
+        [
+            [
+                start_angle.min(end_angle) - g / radius,
+                start_angle.max(end_angle) + g / radius,
+            ],
+            [-g, height + g],
+        ],
+        uses,
+    )?;
+    if !forward {
+        builder.brep.topology.faces[face_id].sense = Orientation::Reverse;
+    }
+    Ok(())
+}
+
+fn cylinder_side_uses(
+    profile: &ExtrudedLoop,
+    side: &OrientedSide,
+    start_angle: f64,
+    end_angle: f64,
+) -> Vec<Use> {
+    let &OrientedSide {
+        face:
+            SideFace {
+                height,
+                index,
+                next,
+                bottom_from,
+                bottom_to,
+                top_from,
+                top_to,
+                ..
+            },
+        bottom_sense,
+        top_sense,
+        ..
+    } = side;
+    vec![
+        boundary(
+            profile.bottom_edges[index],
+            bottom_from,
+            bottom_to,
+            bottom_sense,
+            uv_line([0.0, 0.0], [1.0, 0.0]),
+        ),
+        boundary(
+            profile.vertical_edges[next],
+            bottom_to,
+            top_to,
+            Orientation::Forward,
+            uv_line([end_angle, 0.0], [0.0, 1.0]),
+        ),
+        boundary(
+            profile.top_edges[index],
+            top_to,
+            top_from,
+            top_sense,
+            uv_line([0.0, height], [1.0, 0.0]),
+        ),
+        boundary(
+            profile.vertical_edges[index],
+            top_from,
+            bottom_from,
+            Orientation::Reverse,
+            uv_line([start_angle, 0.0], [0.0, 1.0]),
+        ),
+    ]
+}
diff --git a/main/opengeometry/src/primitives/internal/cone.rs b/main/opengeometry/src/primitives/internal/cone.rs
new file mode 100644
index 0000000..b03c9a2
--- /dev/null
+++ b/main/opengeometry/src/primitives/internal/cone.rs
@@ -0,0 +1,32 @@
+use crate::brep::{dimensions, Accuracy, BrepEnvelope, Frame3, GeometryError, SurfaceGeometry};
+use crate::math::scale;
+use crate::primitives::revolved_section::{section, SectionExtent};
+
+pub fn cone(
+    id: String,
+    frame: Frame3,
+    radius: f64,
+    height: f64,
+    accuracy: Accuracy,
+) -> Result<BrepEnvelope, GeometryError> {
+    dimensions(&[radius, height])?;
+    let semi_angle = radius.atan2(height);
+    let frame = Frame3 {
+        origin: frame.point([0.0, 0.0, height]),
+        x: frame.x,
+        y: scale(frame.y, -1.0),
+        z: scale(frame.z, -1.0),
+    };
+    section(
+        id,
+        frame,
+        SurfaceGeometry::Cone { frame, semi_angle },
+        &SectionExtent {
+            r0: 0.0,
+            r1: radius,
+            z0: 0.0,
+            z1: height,
+        },
+        accuracy,
+    )
+}
diff --git a/main/opengeometry/src/primitives/internal/cylinder_sector.rs b/main/opengeometry/src/primitives/internal/cylinder_sector.rs
new file mode 100644
index 0000000..31116a2
--- /dev/null
+++ b/main/opengeometry/src/primitives/internal/cylinder_sector.rs
@@ -0,0 +1,336 @@
+use crate::brep::{
+    boundary, dimensions, plane_boundary, uv_line, Accuracy, BrepEnvelope, Builder, CurveGeometry,
+    Frame3, GeometryError, Orientation, SurfaceGeometry,
+};
+use crate::math::{scale, Interval, Point3};
+use crate::primitives::cylinder::cylinder;
+use Orientation::{Forward as F, Reverse as R};
+
+struct SectorTopology {
+    bottom_center: u32,
+    bottom_start: u32,
+    bottom_end: u32,
+    top_center: u32,
+    top_start: u32,
+    top_end: u32,
+    bottom_start_edge: u32,
+    bottom_end_edge: u32,
+    top_start_edge: u32,
+    top_end_edge: u32,
+    center_edge: u32,
+    start_edge: u32,
+    end_edge: u32,
+    bottom_arc: u32,
+    top_arc: u32,
+    top_frame: Frame3,
+}
+
+pub fn cylinder_sector(
+    id: String,
+    frame: Frame3,
+    radius: f64,
+    height: f64,
+    start_angle: f64,
+    sweep_angle: f64,
+    accuracy: Accuracy,
+) -> Result<BrepEnvelope, GeometryError> {
+    frame.validate()?;
+    accuracy.validate()?;
+    dimensions(&[radius, height])?;
+    if !start_angle.is_finite()
+        || !sweep_angle.is_finite()
+        || sweep_angle == 0.0
+        || sweep_angle.abs() > std::f64::consts::TAU
+    {
+        return Err(GeometryError::InvalidGeometry(
+            "cylinder-sector angles require a finite, nonzero sweep of at most one turn".into(),
+        ));
+    }
+    if (sweep_angle.abs() - std::f64::consts::TAU).abs() <= 64.0 * f64::EPSILON {
+        return cylinder(id, frame, radius, height, accuracy);
+    }
+    if radius * sweep_angle.abs() <= 4.0 * accuracy.geometric
+        || radius <= 4.0 * accuracy.geometric
+        || height <= 4.0 * accuracy.geometric
+    {
+        return Err(GeometryError::InvalidGeometry(
+            "cylinder-sector features are below geometric resolution".into(),
+        ));
+    }
+
+    let end_angle = start_angle + sweep_angle;
+    let lo = start_angle.min(end_angle);
+    let hi = start_angle.max(end_angle);
+    let range = Interval::new(lo, hi)?;
+    let mut b = Builder::new(id, accuracy)?;
+    let topology = add_sector_topology(&mut b, frame, radius, height, lo, hi, range)?;
+    add_lateral_face(&mut b, &topology, frame, radius, height, lo, hi)?;
+    add_sector_caps(&mut b, &topology, frame, radius)?;
+    add_radial_faces(&mut b, &topology, frame, radius, height, lo, hi)?;
+    b.finish_solid()
+}
+
+fn add_sector_topology(
+    b: &mut Builder,
+    frame: Frame3,
+    radius: f64,
+    height: f64,
+    lo: f64,
+    hi: f64,
+    range: Interval,
+) -> Result<SectorTopology, GeometryError> {
+    let point = |angle: f64, elevation: f64| {
+        frame.point([radius * angle.cos(), radius * angle.sin(), elevation])
+    };
+    let bottom_center = b.vertex(frame.origin);
+    let bottom_start = b.vertex(point(lo, 0.0));
+    let bottom_end = b.vertex(point(hi, 0.0));
+    let top_center = b.vertex(frame.point([0.0, 0.0, height]));
+    let top_start = b.vertex(point(lo, height));
+    let top_end = b.vertex(point(hi, height));
+
+    let line_edge = |builder: &mut Builder,
+                     origin: Point3,
+                     direction: Point3,
+                     length: f64|
+     -> Result<u32, GeometryError> {
+        Ok(builder.edge(
+            CurveGeometry::Line { origin, direction },
+            Interval::new(0.0, length)?,
+            false,
+        ))
+    };
+    let bottom_start_edge = line_edge(b, frame.origin, radial(frame, lo), radius)?;
+    let bottom_end_edge = line_edge(b, frame.origin, radial(frame, hi), radius)?;
+    let top_origin = frame.point([0.0, 0.0, height]);
+    let top_start_edge = line_edge(b, top_origin, radial(frame, lo), radius)?;
+    let top_end_edge = line_edge(b, top_origin, radial(frame, hi), radius)?;
+    let center_edge = line_edge(b, frame.origin, frame.z, height)?;
+    let start_edge = line_edge(b, point(lo, 0.0), frame.z, height)?;
+    let end_edge = line_edge(b, point(hi, 0.0), frame.z, height)?;
+    let bottom_arc = b.edge(CurveGeometry::Circle { frame, radius }, range, false);
+    let mut top_frame = frame;
+    top_frame.origin = top_origin;
+    let top_arc = b.edge(
+        CurveGeometry::Circle {
+            frame: top_frame,
+            radius,
+        },
+        range,
+        false,
+    );
+    Ok(SectorTopology {
+        bottom_center,
+        bottom_start,
+        bottom_end,
+        top_center,
+        top_start,
+        top_end,
+        bottom_start_edge,
+        bottom_end_edge,
+        top_start_edge,
+        top_end_edge,
+        center_edge,
+        start_edge,
+        end_edge,
+        bottom_arc,
+        top_arc,
+        top_frame,
+    })
+}
+
+fn radial(frame: Frame3, angle: f64) -> Point3 {
+    frame.vector([angle.cos(), angle.sin(), 0.0])
+}
+
+fn add_lateral_face(
+    b: &mut Builder,
+    topology: &SectorTopology,
+    frame: Frame3,
+    radius: f64,
+    height: f64,
+    lo: f64,
+    hi: f64,
+) -> Result<(), GeometryError> {
+    let &SectorTopology {
+        bottom_start,
+        bottom_end,
+        top_start,
+        top_end,
+        start_edge,
+        end_edge,
+        bottom_arc,
+        top_arc,
+        ..
+    } = topology;
+    b.face(
+        "lateral",
+        SurfaceGeometry::Cylinder { frame, radius },
+        [[lo, hi], [0.0, height]],
+        vec![
+            boundary(
+                bottom_arc,
+                bottom_start,
+                bottom_end,
+                F,
+                uv_line([0.0, 0.0], [1.0, 0.0]),
+            ),
+            boundary(
+                end_edge,
+                bottom_end,
+                top_end,
+                F,
+                uv_line([hi, 0.0], [0.0, 1.0]),
+            ),
+            boundary(
+                top_arc,
+                top_end,
+                top_start,
+                R,
+                uv_line([0.0, height], [1.0, 0.0]),
+            ),
+            boundary(
+                start_edge,
+                top_start,
+                bottom_start,
+                R,
+                uv_line([lo, 0.0], [0.0, 1.0]),
+            ),
+        ],
+    )
+}
+
+fn add_sector_caps(
+    b: &mut Builder,
+    topology: &SectorTopology,
+    frame: Frame3,
+    radius: f64,
+) -> Result<(), GeometryError> {
+    let &SectorTopology {
+        bottom_center,
+        bottom_start,
+        bottom_end,
+        top_center,
+        top_start,
+        top_end,
+        bottom_start_edge,
+        bottom_end_edge,
+        top_start_edge,
+        top_end_edge,
+        bottom_arc,
+        top_arc,
+        top_frame,
+        ..
+    } = topology;
+    let bottom_frame = Frame3 {
+        origin: frame.origin,
+        x: frame.x,
+        y: scale(frame.y, -1.0),
+        z: scale(frame.z, -1.0),
+    };
+    let bottom_uses = [
+        (bottom_end_edge, bottom_center, bottom_end, F),
+        (bottom_arc, bottom_end, bottom_start, R),
+        (bottom_start_edge, bottom_start, bottom_center, R),
+    ]
+    .into_iter()
+    .map(|(edge, from, to, sense)| plane_boundary(b, bottom_frame, edge, from, to, sense))
+    .collect::<Result<Vec<_>, _>>()?;
+    b.face(
+        "lower_cap",
+        SurfaceGeometry::Plane {
+            frame: bottom_frame,
+        },
+        [[-radius, radius]; 2],
+        bottom_uses,
+    )?;
+
+    let top_uses = [
+        (top_start_edge, top_center, top_start, F),
+        (top_arc, top_start, top_end, F),
+        (top_end_edge, top_end, top_center, R),
+    ]
+    .into_iter()
+    .map(|(edge, from, to, sense)| plane_boundary(b, top_frame, edge, from, to, sense))
+    .collect::<Result<Vec<_>, _>>()?;
+    b.face(
+        "upper_cap",
+        SurfaceGeometry::Plane { frame: top_frame },
+        [[-radius, radius]; 2],
+        top_uses,
+    )
+}
+
+fn add_radial_faces(
+    b: &mut Builder,
+    topology: &SectorTopology,
+    frame: Frame3,
+    radius: f64,
+    height: f64,
+    lo: f64,
+    hi: f64,
+) -> Result<(), GeometryError> {
+    let &SectorTopology {
+        bottom_center,
+        bottom_start,
+        bottom_end,
+        top_center,
+        top_start,
+        top_end,
+        bottom_start_edge,
+        bottom_end_edge,
+        top_start_edge,
+        top_end_edge,
+        center_edge,
+        start_edge,
+        end_edge,
+        ..
+    } = topology;
+    let start_frame = Frame3 {
+        origin: frame.origin,
+        x: radial(frame, lo),
+        y: frame.z,
+        z: scale(tangent(frame, lo), -1.0),
+    };
+    let start_uses = [
+        (bottom_start_edge, bottom_center, bottom_start, F),
+        (start_edge, bottom_start, top_start, F),
+        (top_start_edge, top_start, top_center, R),
+        (center_edge, top_center, bottom_center, R),
+    ]
+    .into_iter()
+    .map(|(edge, from, to, sense)| plane_boundary(b, start_frame, edge, from, to, sense))
+    .collect::<Result<Vec<_>, _>>()?;
+    b.face(
+        "start_radial",
+        SurfaceGeometry::Plane { frame: start_frame },
+        [[0.0, radius], [0.0, height]],
+        start_uses,
+    )?;
+
+    let end_frame = Frame3 {
+        origin: frame.origin,
+        x: frame.z,
+        y: radial(frame, hi),
+        z: tangent(frame, hi),
+    };
+    let end_uses = [
+        (center_edge, bottom_center, top_center, F),
+        (top_end_edge, top_center, top_end, F),
+        (end_edge, top_end, bottom_end, R),
+        (bottom_end_edge, bottom_end, bottom_center, R),
+    ]
+    .into_iter()
+    .map(|(edge, from, to, sense)| plane_boundary(b, end_frame, edge, from, to, sense))
+    .collect::<Result<Vec<_>, _>>()?;
+    b.face(
+        "end_radial",
+        SurfaceGeometry::Plane { frame: end_frame },
+        [[0.0, height], [0.0, radius]],
+        end_uses,
+    )
+}
+
+fn tangent(frame: Frame3, angle: f64) -> Point3 {
+    frame.vector([-angle.sin(), angle.cos(), 0.0])
+}
diff --git a/main/opengeometry/src/primitives/internal/cylinder_with_circular_hole.rs b/main/opengeometry/src/primitives/internal/cylinder_with_circular_hole.rs
new file mode 100644
index 0000000..6c1913f
--- /dev/null
+++ b/main/opengeometry/src/primitives/internal/cylinder_with_circular_hole.rs
@@ -0,0 +1,286 @@
+use crate::brep::{
+    boundary, dimensions, plane_boundary, uv_line, Accuracy, BrepEnvelope, Builder, CurveGeometry,
+    Frame3, GeometryError, Orientation, SurfaceGeometry,
+};
+use crate::math::{dot, norm, scale, sub, Interval};
+use Orientation::{Forward as F, Reverse as R};
+
+struct AnnulusTopology {
+    outer_low: u32,
+    outer_high: u32,
+    inner_low: u32,
+    inner_high: u32,
+    high_frame: Frame3,
+    outer_bottom: u32,
+    outer_top: u32,
+    inner_bottom: u32,
+    inner_top: u32,
+    outer_seam: u32,
+    inner_seam: u32,
+}
+
+pub fn cylinder_with_circular_hole(
+    id: String,
+    frame: Frame3,
+    inner_frame: Frame3,
+    inner_radius: f64,
+    outer_radius: f64,
+    height: f64,
+    accuracy: Accuracy,
+) -> Result<BrepEnvelope, GeometryError> {
+    frame.validate()?;
+    inner_frame.validate()?;
+    accuracy.validate()?;
+    dimensions(&[inner_radius, outer_radius, height])?;
+    let inner_offset = sub(inner_frame.origin, frame.origin);
+    let axial_offset = dot(inner_offset, frame.z);
+    let radial_offset = sub(inner_offset, scale(frame.z, axial_offset));
+    if norm(sub(inner_frame.z, frame.z)) > 1e-12 || axial_offset.abs() > accuracy.geometric {
+        return Err(GeometryError::InvalidGeometry(
+            "circular hole axis must share the outer cylinder span".into(),
+        ));
+    }
+    if norm(radial_offset) + inner_radius >= outer_radius {
+        return Err(GeometryError::InvalidGeometry(
+            "circular hole must lie strictly inside the outer cylinder".into(),
+        ));
+    }
+    if outer_radius - inner_radius - norm(radial_offset) <= 4.0 * accuracy.geometric
+        || height <= 4.0 * accuracy.geometric
+    {
+        return Err(GeometryError::UnresolvedIntersection(
+            "cylindrical shell is below geometric resolution".into(),
+        ));
+    }
+
+    let mut b = Builder::new(id, accuracy)?;
+    let tau = std::f64::consts::TAU;
+    let range = Interval::new(0.0, tau)?;
+    let topology = add_annulus_topology(
+        &mut b,
+        frame,
+        inner_frame,
+        inner_radius,
+        outer_radius,
+        height,
+        range,
+    )?;
+    add_lateral_faces(
+        &mut b,
+        &topology,
+        frame,
+        inner_frame,
+        inner_radius,
+        outer_radius,
+        height,
+    )?;
+    add_annulus_caps(&mut b, &topology, frame, outer_radius)?;
+    b.finish_solid()
+}
+
+fn add_annulus_topology(
+    b: &mut Builder,
+    frame: Frame3,
+    inner_frame: Frame3,
+    inner_radius: f64,
+    outer_radius: f64,
+    height: f64,
+    range: Interval,
+) -> Result<AnnulusTopology, GeometryError> {
+    let outer_low = b.vertex(frame.point([outer_radius, 0.0, 0.0]));
+    let outer_high = b.vertex(frame.point([outer_radius, 0.0, height]));
+    let inner_low = b.vertex(inner_frame.point([inner_radius, 0.0, 0.0]));
+    let inner_high = b.vertex(inner_frame.point([inner_radius, 0.0, height]));
+    let low_frame = frame;
+    let mut high_frame = frame;
+    high_frame.origin = frame.point([0.0, 0.0, height]);
+    let mut inner_high_frame = inner_frame;
+    inner_high_frame.origin = inner_frame.point([0.0, 0.0, height]);
+
+    let outer_bottom = b.edge(
+        CurveGeometry::Circle {
+            frame: low_frame,
+            radius: outer_radius,
+        },
+        range,
+        false,
+    );
+    let outer_top = b.edge(
+        CurveGeometry::Circle {
+            frame: high_frame,
+            radius: outer_radius,
+        },
+        range,
+        false,
+    );
+    let inner_bottom = b.edge(
+        CurveGeometry::Circle {
+            frame: inner_frame,
+            radius: inner_radius,
+        },
+        range,
+        false,
+    );
+    let inner_top = b.edge(
+        CurveGeometry::Circle {
+            frame: inner_high_frame,
+            radius: inner_radius,
+        },
+        range,
+        false,
+    );
+    let [outer_seam, inner_seam] =
+        add_seam_edges(b, frame, inner_frame, inner_radius, outer_radius, height)?;
+    Ok(AnnulusTopology {
+        outer_low,
+        outer_high,
+        inner_low,
+        inner_high,
+        high_frame,
+        outer_bottom,
+        outer_top,
+        inner_bottom,
+        inner_top,
+        outer_seam,
+        inner_seam,
+    })
+}
+
+fn add_seam_edges(
+    b: &mut Builder,
+    frame: Frame3,
+    inner_frame: Frame3,
+    inner_radius: f64,
+    outer_radius: f64,
+    height: f64,
+) -> Result<[u32; 2], GeometryError> {
+    let outer_seam = b.edge(
+        CurveGeometry::Line {
+            origin: frame.point([outer_radius, 0.0, 0.0]),
+            direction: frame.z,
+        },
+        Interval::new(0.0, height)?,
+        true,
+    );
+    let inner_seam = b.edge(
+        CurveGeometry::Line {
+            origin: inner_frame.point([inner_radius, 0.0, 0.0]),
+            direction: inner_frame.z,
+        },
+        Interval::new(0.0, height)?,
+        true,
+    );
+    Ok([outer_seam, inner_seam])
+}
+
+fn add_lateral_faces(
+    b: &mut Builder,
+    topology: &AnnulusTopology,
+    frame: Frame3,
+    inner_frame: Frame3,
+    inner_radius: f64,
+    outer_radius: f64,
+    height: f64,
+) -> Result<(), GeometryError> {
+    let tau = std::f64::consts::TAU;
+    let &AnnulusTopology {
+        outer_low,
+        outer_high,
+        inner_low,
+        inner_high,
+        outer_bottom,
+        outer_top,
+        inner_bottom,
+        inner_top,
+        outer_seam,
+        inner_seam,
+        ..
+    } = topology;
+    let lateral_uses = |bottom, top, seam, low, high| {
+        vec![
+            boundary(bottom, low, low, F, uv_line([0.0, 0.0], [1.0, 0.0])),
+            boundary(seam, low, high, F, uv_line([tau, 0.0], [0.0, 1.0])),
+            boundary(top, high, high, R, uv_line([0.0, height], [1.0, 0.0])),
+            boundary(seam, high, low, R, uv_line([0.0, 0.0], [0.0, 1.0])),
+        ]
+    };
+    b.face(
+        "outer",
+        SurfaceGeometry::Cylinder {
+            frame,
+            radius: outer_radius,
+        },
+        [[0.0, tau], [0.0, height]],
+        lateral_uses(outer_bottom, outer_top, outer_seam, outer_low, outer_high),
+    )?;
+    b.face(
+        "inner",
+        SurfaceGeometry::Cylinder {
+            frame: inner_frame,
+            radius: inner_radius,
+        },
+        [[0.0, tau], [0.0, height]],
+        lateral_uses(inner_bottom, inner_top, inner_seam, inner_low, inner_high),
+    )?;
+    b.brep.topology.faces[1].sense = R;
+    Ok(())
+}
+
+fn add_annulus_caps(
+    b: &mut Builder,
+    topology: &AnnulusTopology,
+    frame: Frame3,
+    outer_radius: f64,
+) -> Result<(), GeometryError> {
+    let &AnnulusTopology {
+        outer_low,
+        outer_high,
+        inner_low,
+        inner_high,
+        high_frame,
+        outer_bottom,
+        outer_top,
+        inner_bottom,
+        inner_top,
+        ..
+    } = topology;
+    let mut low_frame = frame;
+    low_frame.y = scale(low_frame.y, -1.0);
+    low_frame.z = scale(low_frame.z, -1.0);
+    let outer_lower = vec![plane_boundary(
+        b,
+        low_frame,
+        outer_bottom,
+        outer_low,
+        outer_low,
+        R,
+    )?];
+    let inner_lower = vec![plane_boundary(
+        b,
+        low_frame,
+        inner_bottom,
+        inner_low,
+        inner_low,
+        R,
+    )?];
+    b.face_with_holes(
+        "lower_cap",
+        SurfaceGeometry::Plane { frame: low_frame },
+        [[-outer_radius, outer_radius]; 2],
+        outer_lower,
+        vec![inner_lower],
+    )?;
+    let outer_upper = vec![plane_boundary(
+        b, high_frame, outer_top, outer_high, outer_high, F,
+    )?];
+    let inner_upper = vec![plane_boundary(
+        b, high_frame, inner_top, inner_high, inner_high, F,
+    )?];
+    b.face_with_holes(
+        "upper_cap",
+        SurfaceGeometry::Plane { frame: high_frame },
+        [[-outer_radius, outer_radius]; 2],
+        outer_upper,
+        vec![inner_upper],
+    )
+}
diff --git a/main/opengeometry/src/primitives/internal/extruded_loop.rs b/main/opengeometry/src/primitives/internal/extruded_loop.rs
new file mode 100644
index 0000000..769eaee
--- /dev/null
+++ b/main/opengeometry/src/primitives/internal/extruded_loop.rs
@@ -0,0 +1,87 @@
+use crate::brep::{
+    plane_boundary, unit, Builder, Frame3, GeometryError, Orientation, SurfaceGeometry,
+};
+use crate::math::{cross, norm, sub};
+
+pub(super) struct ExtrudedLoop {
+    pub(super) bottom_vertices: Vec<u32>,
+    pub(super) top_vertices: Vec<u32>,
+    pub(super) bottom_edges: Vec<u32>,
+    pub(super) top_edges: Vec<u32>,
+    pub(super) vertical_edges: Vec<u32>,
+}
+
+pub(super) struct SideFace {
+    pub(super) frame: Frame3,
+    pub(super) height: f64,
+    pub(super) g: f64,
+    pub(super) loop_index: usize,
+    pub(super) index: usize,
+    pub(super) next: usize,
+    pub(super) bottom_from: u32,
+    pub(super) bottom_to: u32,
+    pub(super) top_from: u32,
+    pub(super) top_to: u32,
+}
+
+pub(super) fn add_plane_side(
+    builder: &mut Builder,
+    profile: &ExtrudedLoop,
+    side: &SideFace,
+) -> Result<(), GeometryError> {
+    let &SideFace {
+        frame,
+        height,
+        g,
+        loop_index,
+        index,
+        next,
+        bottom_from,
+        bottom_to,
+        top_from,
+        top_to,
+    } = side;
+    let origin = builder.brep.topology.vertices[bottom_from as usize].position;
+    let destination = builder.brep.topology.vertices[bottom_to as usize].position;
+    let edge_direction = unit(sub(destination, origin))?;
+    let side_frame = Frame3::from_axis(
+        origin,
+        unit(cross(edge_direction, frame.z))?,
+        edge_direction,
+    )?;
+    let uses = [
+        (
+            profile.bottom_edges[index],
+            bottom_from,
+            bottom_to,
+            Orientation::Forward,
+        ),
+        (
+            profile.vertical_edges[next],
+            bottom_to,
+            top_to,
+            Orientation::Forward,
+        ),
+        (
+            profile.top_edges[index],
+            top_to,
+            top_from,
+            Orientation::Reverse,
+        ),
+        (
+            profile.vertical_edges[index],
+            top_from,
+            bottom_from,
+            Orientation::Reverse,
+        ),
+    ]
+    .into_iter()
+    .map(|(edge, from, to, sense)| plane_boundary(builder, side_frame, edge, from, to, sense))
+    .collect::<Result<Vec<_>, _>>()?;
+    builder.face(
+        &format!("side-{loop_index}-{index}"),
+        SurfaceGeometry::Plane { frame: side_frame },
+        [[-g, norm(sub(destination, origin)) + g], [-g, height + g]],
+        uses,
+    )
+}
diff --git a/main/opengeometry/src/primitives/internal/frustum.rs b/main/opengeometry/src/primitives/internal/frustum.rs
new file mode 100644
index 0000000..b2512c7
--- /dev/null
+++ b/main/opengeometry/src/primitives/internal/frustum.rs
@@ -0,0 +1,56 @@
+use crate::brep::{dimensions, Accuracy, BrepEnvelope, Frame3, GeometryError, SurfaceGeometry};
+use crate::math::scale;
+use crate::primitives::cylinder::cylinder;
+use crate::primitives::revolved_section::{section, SectionExtent};
+
+pub fn frustum(
+    id: String,
+    frame: Frame3,
+    lower_radius: f64,
+    upper_radius: f64,
+    height: f64,
+    accuracy: Accuracy,
+) -> Result<BrepEnvelope, GeometryError> {
+    frame.validate()?;
+    dimensions(&[lower_radius, height])?;
+    if !upper_radius.is_finite() || upper_radius < 0.0 {
+        return Err(GeometryError::InvalidGeometry(
+            "invalid frustum upper radius".into(),
+        ));
+    }
+    if lower_radius == upper_radius {
+        return cylinder(id, frame, lower_radius, height, accuracy);
+    }
+    let k = (upper_radius - lower_radius).abs() / height;
+    let semi_angle = k.atan();
+    let mut cone_frame = frame;
+    let (r0, r1, z0, z1) = if upper_radius > lower_radius {
+        cone_frame.origin = frame.point([0.0, 0.0, -lower_radius / k]);
+        (
+            lower_radius,
+            upper_radius,
+            lower_radius / k,
+            upper_radius / k,
+        )
+    } else {
+        cone_frame.origin = frame.point([0.0, 0.0, lower_radius / k]);
+        cone_frame.y = scale(frame.y, -1.0);
+        cone_frame.z = scale(frame.z, -1.0);
+        (
+            upper_radius,
+            lower_radius,
+            upper_radius / k,
+            lower_radius / k,
+        )
+    };
+    section(
+        id,
+        cone_frame,
+        SurfaceGeometry::Cone {
+            frame: cone_frame,
+            semi_angle,
+        },
+        &SectionExtent { r0, r1, z0, z1 },
+        accuracy,
+    )
+}
diff --git a/main/opengeometry/src/primitives/internal/linear_extrusion.rs b/main/opengeometry/src/primitives/internal/linear_extrusion.rs
new file mode 100644
index 0000000..4fb7a05
--- /dev/null
+++ b/main/opengeometry/src/primitives/internal/linear_extrusion.rs
@@ -0,0 +1,261 @@
+use super::extruded_loop::{add_plane_side, ExtrudedLoop, SideFace};
+use crate::brep::{
+    dimensions, padded_uv_bounds, plane_boundary, unit, Accuracy, BrepEnvelope, Builder,
+    CurveGeometry, Frame3, GeometryError, Orientation, SurfaceGeometry, Use,
+};
+use crate::math::{norm, scale, sub, Interval};
+use crate::primitives::profile::{
+    loops_touch, orient_profile_loop, profile_point_inside, validate_profile_loop,
+};
+
+pub fn linear_extrusion(
+    id: String,
+    frame: Frame3,
+    outer: Vec<[f64; 2]>,
+    holes: Vec<Vec<[f64; 2]>>,
+    height: f64,
+    accuracy: Accuracy,
+) -> Result<BrepEnvelope, GeometryError> {
+    frame.validate()?;
+    accuracy.validate()?;
+    dimensions(&[height])?;
+    if height <= 4.0 * accuracy.geometric {
+        return Err(GeometryError::UnresolvedIntersection(
+            "extrusion height is below geometric resolution".into(),
+        ));
+    }
+    validate_profile_loop(&outer, accuracy.geometric, "outer profile")?;
+    for (index, hole) in holes.iter().enumerate() {
+        validate_profile_loop(hole, accuracy.geometric, &format!("profile hole {index}"))?;
+        if !profile_point_inside(hole[0], &outer) || loops_touch(&outer, hole, accuracy.geometric) {
+            return Err(GeometryError::InvalidGeometry(format!(
+                "profile hole {index} is not strictly inside the outer profile"
+            )));
+        }
+    }
+    for first in 0..holes.len() {
+        for second in (first + 1)..holes.len() {
+            if loops_touch(&holes[first], &holes[second], accuracy.geometric)
+                || profile_point_inside(holes[first][0], &holes[second])
+                || profile_point_inside(holes[second][0], &holes[first])
+            {
+                return Err(GeometryError::InvalidGeometry(format!(
+                    "profile holes {first} and {second} overlap or nest"
+                )));
+            }
+        }
+    }
+
+    let mut loops = Vec::with_capacity(holes.len() + 1);
+    loops.push(orient_profile_loop(outer, true));
+    loops.extend(
+        holes
+            .into_iter()
+            .map(|hole| orient_profile_loop(hole, false)),
+    );
+    let mut builder = Builder::new(id, accuracy)?;
+    let built = add_extrusion_loops(&mut builder, frame, &loops, height)?;
+
+    let top_bounds = padded_uv_bounds(loops.iter().flatten(), accuracy.geometric);
+    let bottom_bounds = [top_bounds[0], [-top_bounds[1][1], -top_bounds[1][0]]];
+    let mut top_frame = frame;
+    top_frame.origin = frame.point([0.0, 0.0, height]);
+    let bottom_frame = Frame3 {
+        y: scale(frame.y, -1.0),
+        z: scale(frame.z, -1.0),
+        ..frame
+    };
+    add_cap_faces(
+        &mut builder,
+        &loops,
+        &built,
+        top_frame,
+        bottom_frame,
+        top_bounds,
+        bottom_bounds,
+    )?;
+    add_side_faces(&mut builder, &loops, &built, frame, height, accuracy)?;
+    builder.finish_solid()
+}
+
+fn add_extrusion_loops(
+    builder: &mut Builder,
+    frame: Frame3,
+    loops: &[Vec<[f64; 2]>],
+    height: f64,
+) -> Result<Vec<ExtrudedLoop>, GeometryError> {
+    let mut built = Vec::with_capacity(loops.len());
+    for points in loops {
+        let bottom_vertices = points
+            .iter()
+            .map(|point| builder.vertex(frame.point([point[0], point[1], 0.0])))
+            .collect::<Vec<_>>();
+        let top_vertices = points
+            .iter()
+            .map(|point| builder.vertex(frame.point([point[0], point[1], height])))
+            .collect::<Vec<_>>();
+        let mut bottom_edges = Vec::with_capacity(points.len());
+        let mut top_edges = Vec::with_capacity(points.len());
+        let mut vertical_edges = Vec::with_capacity(points.len());
+        for index in 0..points.len() {
+            let next = (index + 1) % points.len();
+            let direction = unit(sub(
+                builder.brep.topology.vertices[bottom_vertices[next] as usize].position,
+                builder.brep.topology.vertices[bottom_vertices[index] as usize].position,
+            ))?;
+            let length = norm(sub(
+                builder.brep.topology.vertices[bottom_vertices[next] as usize].position,
+                builder.brep.topology.vertices[bottom_vertices[index] as usize].position,
+            ));
+            bottom_edges.push(builder.edge(
+                CurveGeometry::Line {
+                    origin:
+                        builder.brep.topology.vertices[bottom_vertices[index] as usize].position,
+                    direction,
+                },
+                Interval::new(0.0, length)?,
+                false,
+            ));
+            top_edges.push(builder.edge(
+                CurveGeometry::Line {
+                    origin: builder.brep.topology.vertices[top_vertices[index] as usize].position,
+                    direction,
+                },
+                Interval::new(0.0, length)?,
+                false,
+            ));
+            vertical_edges.push(builder.edge(
+                CurveGeometry::Line {
+                    origin:
+                        builder.brep.topology.vertices[bottom_vertices[index] as usize].position,
+                    direction: frame.z,
+                },
+                Interval::new(0.0, height)?,
+                false,
+            ));
+        }
+        built.push(ExtrudedLoop {
+            bottom_vertices,
+            top_vertices,
+            bottom_edges,
+            top_edges,
+            vertical_edges,
+        });
+    }
+    Ok(built)
+}
+
+fn add_cap_faces(
+    builder: &mut Builder,
+    loops: &[Vec<[f64; 2]>],
+    built: &[ExtrudedLoop],
+    top_frame: Frame3,
+    bottom_frame: Frame3,
+    top_bounds: [[f64; 2]; 2],
+    bottom_bounds: [[f64; 2]; 2],
+) -> Result<(), GeometryError> {
+    let top_outer = cap_uses(builder, &loops[0], &built[0], true, top_frame, bottom_frame)?;
+    let top_holes = loops[1..]
+        .iter()
+        .zip(&built[1..])
+        .map(|(points, profile)| cap_uses(builder, points, profile, true, top_frame, bottom_frame))
+        .collect::<Result<Vec<_>, _>>()?;
+    builder.face_with_holes(
+        "top",
+        SurfaceGeometry::Plane { frame: top_frame },
+        top_bounds,
+        top_outer,
+        top_holes,
+    )?;
+    let bottom_outer = cap_uses(
+        builder,
+        &loops[0],
+        &built[0],
+        false,
+        top_frame,
+        bottom_frame,
+    )?;
+    let bottom_holes = loops[1..]
+        .iter()
+        .zip(&built[1..])
+        .map(|(points, profile)| cap_uses(builder, points, profile, false, top_frame, bottom_frame))
+        .collect::<Result<Vec<_>, _>>()?;
+    builder.face_with_holes(
+        "bottom",
+        SurfaceGeometry::Plane {
+            frame: bottom_frame,
+        },
+        bottom_bounds,
+        bottom_outer,
+        bottom_holes,
+    )
+}
+
+fn cap_uses(
+    builder: &Builder,
+    points: &[[f64; 2]],
+    profile: &ExtrudedLoop,
+    top: bool,
+    top_frame: Frame3,
+    bottom_frame: Frame3,
+) -> Result<Vec<Use>, GeometryError> {
+    let count = points.len();
+    (0..count)
+        .map(|offset| {
+            let index = if top { offset } else { count - 1 - offset };
+            let next = (index + 1) % count;
+            if top {
+                plane_boundary(
+                    builder,
+                    top_frame,
+                    profile.top_edges[index],
+                    profile.top_vertices[index],
+                    profile.top_vertices[next],
+                    Orientation::Forward,
+                )
+            } else {
+                plane_boundary(
+                    builder,
+                    bottom_frame,
+                    profile.bottom_edges[index],
+                    profile.bottom_vertices[next],
+                    profile.bottom_vertices[index],
+                    Orientation::Reverse,
+                )
+            }
+        })
+        .collect()
+}
+
+fn add_side_faces(
+    builder: &mut Builder,
+    loops: &[Vec<[f64; 2]>],
+    built: &[ExtrudedLoop],
+    frame: Frame3,
+    height: f64,
+    accuracy: Accuracy,
+) -> Result<(), GeometryError> {
+    for (loop_index, (points, profile)) in loops.iter().zip(built).enumerate() {
+        for index in 0..points.len() {
+            let next = (index + 1) % points.len();
+            let bottom_from = profile.bottom_vertices[index];
+            let bottom_to = profile.bottom_vertices[next];
+            let top_from = profile.top_vertices[index];
+            let top_to = profile.top_vertices[next];
+            let side = SideFace {
+                frame,
+                height,
+                g: accuracy.geometric,
+                loop_index,
+                index,
+                next,
+                bottom_from,
+                bottom_to,
+                top_from,
+                top_to,
+            };
+            add_plane_side(builder, profile, &side)?;
+        }
+    }
+    Ok(())
+}
diff --git a/main/opengeometry/src/primitives/internal/mod.rs b/main/opengeometry/src/primitives/internal/mod.rs
new file mode 100644
index 0000000..4aa53c9
--- /dev/null
+++ b/main/opengeometry/src/primitives/internal/mod.rs
@@ -0,0 +1,20 @@
+mod annular_cylinder;
+mod arc_edged_extrusion;
+mod cone;
+mod cylinder_sector;
+mod cylinder_with_circular_hole;
+mod extruded_loop;
+mod frustum;
+mod linear_extrusion;
+mod sphere;
+mod torus;
+
+pub use annular_cylinder::annular_cylinder;
+pub use arc_edged_extrusion::{arc_edged_extrusion, arc_edged_extrusion_with_holes};
+pub use cone::cone;
+pub use cylinder_sector::cylinder_sector;
+pub use cylinder_with_circular_hole::cylinder_with_circular_hole;
+pub use frustum::frustum;
+pub use linear_extrusion::linear_extrusion;
+pub use sphere::sphere;
+pub use torus::torus;
diff --git a/main/opengeometry/src/primitives/internal/sphere.rs b/main/opengeometry/src/primitives/internal/sphere.rs
new file mode 100644
index 0000000..6cb089c
--- /dev/null
+++ b/main/opengeometry/src/primitives/internal/sphere.rs
@@ -0,0 +1,72 @@
+use crate::brep::{
+    boundary, dimensions, uv_line, Accuracy, BrepEnvelope, Builder, CurveGeometry, EdgeGeometry,
+    Frame3, GeometryError, Orientation, SurfaceGeometry,
+};
+use crate::math::{scale, Interval};
+
+pub fn sphere(
+    id: String,
+    frame: Frame3,
+    radius: f64,
+    accuracy: Accuracy,
+) -> Result<BrepEnvelope, GeometryError> {
+    frame.validate()?;
+    dimensions(&[radius])?;
+    let mut b = Builder::new(id, accuracy)?;
+    let pi2 = std::f64::consts::FRAC_PI_2;
+    let tau = std::f64::consts::TAU;
+    let south = b.vertex(frame.point([0.0, 0.0, -radius]));
+    let north = b.vertex(frame.point([0.0, 0.0, radius]));
+    let bottom = b.edge_geometry(EdgeGeometry::Collapsed { vertex: south }, true);
+    let top = b.edge_geometry(EdgeGeometry::Collapsed { vertex: north }, true);
+    let meridian_frame = Frame3 {
+        origin: frame.origin,
+        x: frame.x,
+        y: frame.z,
+        z: scale(frame.y, -1.0),
+    };
+    let seam = b.edge(
+        CurveGeometry::Circle {
+            frame: meridian_frame,
+            radius,
+        },
+        Interval::new(-pi2, pi2)?,
+        true,
+    );
+    b.face(
+        "skin",
+        SurfaceGeometry::Sphere { frame, radius },
+        [[0.0, tau], [-pi2, pi2]],
+        vec![
+            boundary(
+                bottom,
+                south,
+                south,
+                Orientation::Forward,
+                uv_line([0.0, -pi2], [tau, 0.0]),
+            ),
+            boundary(
+                seam,
+                south,
+                north,
+                Orientation::Forward,
+                uv_line([tau, 0.0], [0.0, 1.0]),
+            ),
+            boundary(
+                top,
+                north,
+                north,
+                Orientation::Forward,
+                uv_line([tau, pi2], [-tau, 0.0]),
+            ),
+            boundary(
+                seam,
+                north,
+                south,
+                Orientation::Reverse,
+                uv_line([0.0, 0.0], [0.0, 1.0]),
+            ),
+        ],
+    )?;
+    b.finish_solid()
+}
diff --git a/main/opengeometry/src/primitives/internal/torus.rs b/main/opengeometry/src/primitives/internal/torus.rs
new file mode 100644
index 0000000..ece67d8
--- /dev/null
+++ b/main/opengeometry/src/primitives/internal/torus.rs
@@ -0,0 +1,81 @@
+use crate::brep::{
+    boundary, uv_line, Accuracy, BrepEnvelope, Builder, CurveGeometry, Frame3, GeometryError,
+    Orientation, SurfaceGeometry,
+};
+use crate::math::{scale, Interval};
+
+pub fn torus(
+    id: String,
+    frame: Frame3,
+    major_radius: f64,
+    minor_radius: f64,
+    accuracy: Accuracy,
+) -> Result<BrepEnvelope, GeometryError> {
+    let surface = SurfaceGeometry::Torus {
+        frame,
+        major_radius,
+        minor_radius,
+    };
+    surface.validate()?;
+    let mut b = Builder::new(id, accuracy)?;
+    let vertex = b.vertex(frame.point([major_radius + minor_radius, 0.0, 0.0]));
+    let tau = std::f64::consts::TAU;
+    let ring = b.edge(
+        CurveGeometry::Circle {
+            frame,
+            radius: major_radius + minor_radius,
+        },
+        Interval::new(0.0, tau)?,
+        true,
+    );
+    let tube_frame = Frame3 {
+        origin: frame.point([major_radius, 0.0, 0.0]),
+        x: frame.x,
+        y: frame.z,
+        z: scale(frame.y, -1.0),
+    };
+    let tube = b.edge(
+        CurveGeometry::Circle {
+            frame: tube_frame,
+            radius: minor_radius,
+        },
+        Interval::new(0.0, tau)?,
+        true,
+    );
+    b.face(
+        "skin",
+        surface,
+        [[0.0, tau]; 2],
+        vec![
+            boundary(
+                ring,
+                vertex,
+                vertex,
+                Orientation::Forward,
+                uv_line([0.0, 0.0], [1.0, 0.0]),
+            ),
+            boundary(
+                tube,
+                vertex,
+                vertex,
+                Orientation::Forward,
+                uv_line([tau, 0.0], [0.0, 1.0]),
+            ),
+            boundary(
+                ring,
+                vertex,
+                vertex,
+                Orientation::Reverse,
+                uv_line([0.0, tau], [1.0, 0.0]),
+            ),
+            boundary(
+                tube,
+                vertex,
+                vertex,
+                Orientation::Reverse,
+                uv_line([0.0, 0.0], [0.0, 1.0]),
+            ),
+        ],
+    )?;
+    b.finish_solid()
+}
diff --git a/main/opengeometry/src/primitives/line.rs b/main/opengeometry/src/primitives/line.rs
deleted file mode 100644
index 0eb15e1..0000000
--- a/main/opengeometry/src/primitives/line.rs
+++ /dev/null
@@ -1,304 +0,0 @@
-/**
- * Copyright (c) 2025, OpenGeometry. All rights reserved.
- * Line Primitive for OpenGeometry.
- */
-use crate::brep::{Brep, BrepBuilder};
-use crate::export::projection::{project_brep_to_scene, CameraParameters, HlrOptions, Scene2D};
-use crate::operations::offset::{offset_path, OffsetOptions, OffsetResult};
-use crate::spatial::placement::{
-    bounds_center_from_points, points_relative_to_anchor, Placement3D,
-};
-use openmaths::Vector3;
-use serde::{Deserialize, Serialize};
-use uuid::Uuid;
-use wasm_bindgen::prelude::*;
-
-#[wasm_bindgen]
-#[derive(Clone, Serialize, Deserialize)]
-pub struct OGLine {
-    id: String,
-    brep: Brep,
-    start: Vector3,
-    end: Vector3,
-    placement: Placement3D,
-    anchor_initialized: bool,
-}
-
-impl Drop for OGLine {
-    fn drop(&mut self) {
-        self.brep.clear();
-        self.id.clear();
-    }
-}
-
-#[wasm_bindgen]
-impl OGLine {
-    #[wasm_bindgen(setter)]
-    pub fn set_id(&mut self, id: String) {
-        self.id = id;
-    }
-
-    #[wasm_bindgen(getter)]
-    pub fn id(&self) -> String {
-        self.id.clone()
-    }
-
-    #[wasm_bindgen(constructor)]
-    pub fn new(id: String) -> OGLine {
-        OGLine {
-            id,
-            start: Vector3::new(1.0, 0.0, 0.0),
-            end: Vector3::new(-1.0, 0.0, 0.0),
-            brep: Brep::new(Uuid::new_v4()),
-            placement: Placement3D::new(),
-            anchor_initialized: false,
-        }
-    }
-
-    #[wasm_bindgen]
-    pub fn set_config(&mut self, start: Vector3, end: Vector3) -> Result<(), JsValue> {
-        self.start = start;
-        self.end = end;
-        self.ensure_anchor_initialized();
-        self.generate_geometry()
-    }
-
-    #[wasm_bindgen]
-    pub fn set_transform(
-        &mut self,
-        position: Vector3,
-        rotation: Vector3,
-        scale: Vector3,
-    ) -> Result<(), JsValue> {
-        self.placement
-            .set_transform(position, rotation, scale)
-            .map_err(|err| JsValue::from_str(&err))
-    }
-
-    #[wasm_bindgen]
-    pub fn set_translation(&mut self, translation: Vector3) {
-        self.placement.set_translation(translation);
-    }
-
-    #[wasm_bindgen]
-    pub fn set_rotation(&mut self, rotation: Vector3) {
-        self.placement.set_rotation(rotation);
-    }
-
-    #[wasm_bindgen]
-    pub fn set_scale(&mut self, scale: Vector3) -> Result<(), JsValue> {
-        self.placement
-            .set_scale(scale)
-            .map_err(|err| JsValue::from_str(&err))
-    }
-
-    #[wasm_bindgen]
-    pub fn generate_geometry(&mut self) -> Result<(), JsValue> {
-        self.brep.clear();
-
-        let local_points = self.local_points();
-        let mut builder = BrepBuilder::new(self.brep.id);
-        builder.add_vertices(&local_points);
-        builder
-            .add_wire(&[0, 1], false)
-            .map_err(|err| JsValue::from_str(&format!("Failed to build line wire: {}", err)))?;
-
-        self.brep = builder
-            .build()
-            .map_err(|err| JsValue::from_str(&format!("Failed to finalize line BREP: {}", err)))?;
-
-        // D1: a line edge carries an exact straight-curve geometry.
-        if let (Some(edge), Some(start), Some(end)) = (
-            self.brep.edges.first_mut(),
-            local_points.first().copied(),
-            local_points.get(1).copied(),
-        ) {
-            edge.curve = Some(crate::brep::CurveGeometry::Line { start, end });
-        }
-
-        Ok(())
-    }
-
-    #[wasm_bindgen]
-    pub fn dispose_points(&mut self) {
-        self.brep.clear();
-    }
-
-    #[wasm_bindgen]
-    pub fn destroy(&mut self) {
-        self.brep.clear();
-        self.id.clear();
-    }
-
-    #[wasm_bindgen]
-    pub fn get_brep_serialized(&self) -> String {
-        serde_json::to_string(&self.world_brep()).unwrap()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_local_brep_serialized(&self) -> String {
-        serde_json::to_string(&self.brep).unwrap()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_geometry_serialized(&self) -> String {
-        serde_json::to_string(&wire_geometry_buffer(&self.world_brep())).unwrap()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_local_geometry_serialized(&self) -> String {
-        serde_json::to_string(&wire_geometry_buffer(&self.brep)).unwrap()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_geometry_buffer(&self) -> Vec<f64> {
-        wire_geometry_buffer(&self.world_brep())
-    }
-
-    #[wasm_bindgen]
-    pub fn get_local_geometry_buffer(&self) -> Vec<f64> {
-        wire_geometry_buffer(&self.brep)
-    }
-
-    #[wasm_bindgen]
-    pub fn get_anchor(&self) -> Vector3 {
-        self.placement.anchor
-    }
-
-    #[wasm_bindgen]
-    pub fn set_anchor(&mut self, anchor: Vector3) -> Result<(), JsValue> {
-        self.placement.set_anchor(anchor);
-        self.anchor_initialized = true;
-        self.generate_geometry()
-    }
-
-    #[wasm_bindgen]
-    pub fn reset_anchor(&mut self) -> Result<(), JsValue> {
-        self.recompute_anchor_from_bounds();
-        self.anchor_initialized = true;
-        self.generate_geometry()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_offset_serialized(
-        &self,
-        distance: f64,
-        acute_threshold_degrees: f64,
-        bevel: bool,
-    ) -> String {
-        let result = self.get_offset_result(distance, acute_threshold_degrees, bevel);
-        serde_json::to_string(&result).unwrap()
-    }
-
-    pub fn get_dxf_serialized(&self) -> String {
-        String::new()
-    }
-}
-
-impl OGLine {
-    pub fn brep(&self) -> &Brep {
-        &self.brep
-    }
-
-    pub fn world_brep(&self) -> Brep {
-        self.brep.transformed(&self.placement)
-    }
-
-    pub fn get_offset_result(
-        &self,
-        distance: f64,
-        acute_threshold_degrees: f64,
-        bevel: bool,
-    ) -> OffsetResult {
-        let options = OffsetOptions {
-            bevel,
-            acute_threshold_degrees,
-        };
-        let points = self.world_points();
-        offset_path(&points, distance, Some(false), options)
-    }
-
-    pub fn get_offset_points(
-        &self,
-        distance: f64,
-        acute_threshold_degrees: f64,
-        bevel: bool,
-    ) -> Vec<Vector3> {
-        self.get_offset_result(distance, acute_threshold_degrees, bevel)
-            .points
-    }
-
-    pub fn to_projected_scene2d(&self, camera: &CameraParameters, hlr: &HlrOptions) -> Scene2D {
-        let world_brep = self.world_brep();
-        project_brep_to_scene(&world_brep, camera, hlr)
-    }
-
-    pub fn world_points(&self) -> Vec<Vector3> {
-        let world_brep = self.world_brep();
-        world_brep
-            .vertices
-            .iter()
-            .map(|vertex| vertex.position)
-            .collect()
-    }
-
-    fn local_points(&self) -> Vec<Vector3> {
-        let source_points = vec![self.start, self.end];
-        let anchor = self.placement.anchor;
-        points_relative_to_anchor(&source_points, anchor)
-    }
-
-    fn recompute_anchor_from_bounds(&mut self) {
-        let source_points = vec![self.start, self.end];
-        let anchor =
-            bounds_center_from_points(&source_points).unwrap_or(Vector3::new(0.0, 0.0, 0.0));
-        self.placement.set_anchor(anchor);
-    }
-
-    fn ensure_anchor_initialized(&mut self) {
-        if self.anchor_initialized {
-            return;
-        }
-        self.recompute_anchor_from_bounds();
-        self.anchor_initialized = true;
-    }
-}
-
-fn wire_geometry_buffer(brep: &Brep) -> Vec<f64> {
-    let Some(wire) = brep.wires.first() else {
-        return Vec::new();
-    };
-
-    brep.get_wire_vertex_buffer(wire.id, false)
-}
-
-#[cfg(test)]
-mod tests {
-    use super::*;
-
-    fn assert_close(actual: f64, expected: f64) {
-        let delta = (actual - expected).abs();
-        assert!(
-            delta <= 1.0e-9,
-            "expected {expected}, got {actual}, delta {delta}"
-        );
-    }
-
-    #[test]
-    fn anchor_stays_stable_across_config_updates_until_reset() {
-        let mut line = OGLine::new("line-anchor".to_string());
-        line.set_config(Vector3::new(0.0, 0.0, 0.0), Vector3::new(10.0, 0.0, 0.0))
-            .expect("line config");
-        let initial_anchor = line.get_anchor();
-        assert_close(initial_anchor.x, 5.0);
-
-        line.set_config(Vector3::new(10.0, 0.0, 0.0), Vector3::new(20.0, 0.0, 0.0))
-            .expect("line config update");
-        let anchor_after_update = line.get_anchor();
-        assert_close(anchor_after_update.x, 5.0);
-
-        line.reset_anchor().expect("reset anchor");
-        let anchor_after_reset = line.get_anchor();
-        assert_close(anchor_after_reset.x, 15.0);
-    }
-}
diff --git a/main/opengeometry/src/primitives/mod.rs b/main/opengeometry/src/primitives/mod.rs
new file mode 100644
index 0000000..8a529d4
--- /dev/null
+++ b/main/opengeometry/src/primitives/mod.rs
@@ -0,0 +1,29 @@
+mod box_boundary;
+mod circle;
+mod cuboid;
+mod cylinder;
+mod internal;
+mod polyline;
+mod profile;
+mod rectangle;
+mod revolved_section;
+#[cfg(test)]
+mod tests;
+mod wire_points;
+
+pub(super) use box_boundary::{
+    add_box_corners, box_face_boundary, box_face_layout, BoxCorners, BoxFaceLayout,
+};
+pub use circle::arc_wire;
+pub use cuboid::cuboid;
+pub use cylinder::cylinder;
+pub use internal::{
+    annular_cylinder, arc_edged_extrusion, arc_edged_extrusion_with_holes, cone, cylinder_sector,
+    cylinder_with_circular_hole, frustum, linear_extrusion, sphere, torus,
+};
+pub use polyline::{polyline, polyline_with_keys};
+pub use profile::ProfileEdge;
+pub(super) use profile::{
+    arc_profile_contains, loops_touch, profile_edge_intersections, profile_point_inside,
+};
+pub use rectangle::{rectangle, rectangle_with_keys};
diff --git a/main/opengeometry/src/primitives/polygon.rs b/main/opengeometry/src/primitives/polygon.rs
deleted file mode 100644
index b4ba758..0000000
--- a/main/opengeometry/src/primitives/polygon.rs
+++ /dev/null
@@ -1,351 +0,0 @@
-use serde::{Deserialize, Serialize};
-use wasm_bindgen::prelude::*;
-
-use crate::brep::{Brep, BrepBuilder, SurfaceGeometry};
-use crate::export::projection::{project_brep_to_scene, CameraParameters, HlrOptions, Scene2D};
-use crate::operations::profile::analyze_profile;
-use crate::spatial::placement::{
-    bounds_center_from_point_sets, points_relative_to_anchor, Placement3D,
-};
-use crate::utility::bgeometry::BufferGeometry;
-use openmaths::Vector3;
-use uuid::Uuid;
-
-#[wasm_bindgen]
-#[derive(Clone, Serialize, Deserialize)]
-pub struct OGPolygon {
-    id: String,
-    points: Vec<Vector3>,
-    holes: Vec<Vec<Vector3>>,
-    placement: Placement3D,
-    geometry: BufferGeometry,
-    brep: Brep,
-    anchor_initialized: bool,
-}
-
-impl OGPolygon {
-    pub fn brep(&self) -> &Brep {
-        &self.brep
-    }
-
-    pub fn to_projected_scene2d(&self, camera: &CameraParameters, hlr: &HlrOptions) -> Scene2D {
-        let world_brep = self.world_brep();
-        project_brep_to_scene(&world_brep, camera, hlr)
-    }
-
-    pub fn world_brep(&self) -> Brep {
-        self.brep.transformed(&self.placement)
-    }
-}
-
-#[wasm_bindgen]
-impl OGPolygon {
-    #[wasm_bindgen(setter)]
-    pub fn set_id(&mut self, id: String) {
-        self.id = id;
-    }
-
-    #[wasm_bindgen(getter)]
-    pub fn id(&self) -> String {
-        self.id.clone()
-    }
-
-    #[wasm_bindgen(constructor)]
-    pub fn new(id: String) -> OGPolygon {
-        let internal_id = Uuid::new_v4();
-
-        OGPolygon {
-            id,
-            points: Vec::new(),
-            holes: Vec::new(),
-            placement: Placement3D::new(),
-            geometry: BufferGeometry::new(internal_id),
-            brep: Brep::new(internal_id),
-            anchor_initialized: false,
-        }
-    }
-
-    #[wasm_bindgen]
-    pub fn set_config(&mut self, points: Vec<Vector3>) -> Result<(), JsValue> {
-        self.points = points;
-        self.holes.clear();
-        self.ensure_anchor_initialized();
-        self.generate_brep()
-    }
-
-    #[wasm_bindgen]
-    pub fn set_transform(
-        &mut self,
-        position: Vector3,
-        rotation: Vector3,
-        scale: Vector3,
-    ) -> Result<(), JsValue> {
-        self.placement
-            .set_transform(position, rotation, scale)
-            .map_err(|err| JsValue::from_str(&err))
-    }
-
-    #[wasm_bindgen]
-    pub fn set_translation(&mut self, translation: Vector3) {
-        self.placement.set_translation(translation);
-    }
-
-    #[wasm_bindgen]
-    pub fn set_rotation(&mut self, rotation: Vector3) {
-        self.placement.set_rotation(rotation);
-    }
-
-    #[wasm_bindgen]
-    pub fn set_scale(&mut self, scale: Vector3) -> Result<(), JsValue> {
-        self.placement
-            .set_scale(scale)
-            .map_err(|err| JsValue::from_str(&err))
-    }
-
-    #[wasm_bindgen]
-    pub fn add_vertices(&mut self, vertices: Vec<Vector3>) -> Result<(), JsValue> {
-        self.points = vertices;
-        self.holes.clear();
-        self.ensure_anchor_initialized();
-        self.generate_brep()
-    }
-
-    #[wasm_bindgen]
-    pub fn add_holes(&mut self, hole: Vec<Vector3>) -> Result<(), JsValue> {
-        self.holes.push(hole);
-        self.ensure_anchor_initialized();
-        self.generate_brep()
-    }
-
-    #[wasm_bindgen]
-    pub fn clean_geometry(&mut self) {
-        self.brep.clear();
-        self.geometry.clear();
-    }
-
-    #[wasm_bindgen]
-    pub fn generate_brep(&mut self) -> Result<(), JsValue> {
-        if self.points.len() < 3 {
-            self.clean_geometry();
-            return Ok(());
-        }
-
-        self.clean_geometry();
-
-        let mut builder = BrepBuilder::new(self.brep.id);
-
-        let anchor = self.placement.anchor;
-        let raw_local = points_relative_to_anchor(&self.points, anchor);
-
-        // D7: validate and repair the outer profile before face creation —
-        // remove duplicates, auto-correct winding to CCW-outer, and reject
-        // self-intersecting / degenerate loops with a diagnostic instead of
-        // silently emitting a garbage face.
-        let (report, local_points) = analyze_profile(&raw_local);
-        if !report.is_valid {
-            return Err(JsValue::from_str(&format!(
-                "Invalid polygon profile: {}",
-                report.diagnostics.join("; ")
-            )));
-        }
-
-        let mut all_vertices = local_points.clone();
-        let mut hole_index_sets: Vec<Vec<u32>> = Vec::new();
-
-        for hole in &self.holes {
-            if hole.len() < 3 {
-                continue;
-            }
-
-            let local_hole = points_relative_to_anchor(hole, anchor);
-            // Clean hole loops too; skip any that are degenerate/self-intersecting.
-            let (hole_report, cleaned_hole) = analyze_profile(&local_hole);
-            if !hole_report.is_valid {
-                continue;
-            }
-            let start = all_vertices.len() as u32;
-            let count = cleaned_hole.len() as u32;
-            all_vertices.extend(cleaned_hole);
-            let indices: Vec<u32> = (0..count).map(|offset| start + offset).collect();
-            hole_index_sets.push(indices);
-        }
-
-        builder.add_vertices(&all_vertices);
-        let outer_indices: Vec<u32> = (0..local_points.len() as u32).collect();
-
-        let face_id = builder
-            .add_face(&outer_indices, &hole_index_sets)
-            .map_err(|err| JsValue::from_str(&format!("Failed to build polygon face: {}", err)))?;
-
-        self.brep = builder.build().map_err(|err| {
-            JsValue::from_str(&format!("Failed to finalize polygon BREP: {}", err))
-        })?;
-
-        // D1: a polygon is a planar face — record its exact plane so analytic
-        // export (D9) emits a PLANE rather than inferring one from facets.
-        if let Some(face) = self.brep.faces.get_mut(face_id as usize) {
-            let normal = face.normal;
-            face.surface = Some(SurfaceGeometry::Plane {
-                origin: local_points[0],
-                normal,
-            });
-        }
-
-        Ok(())
-    }
-
-    #[wasm_bindgen]
-    pub fn generate_geometry(&mut self) -> Result<(), JsValue> {
-        self.generate_brep()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_brep_serialized(&self) -> String {
-        serde_json::to_string(&self.world_brep()).unwrap()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_local_brep_serialized(&self) -> String {
-        serde_json::to_string(&self.brep).unwrap()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_geometry_serialized(&self) -> String {
-        let world_brep = self.world_brep();
-        serde_json::to_string(&world_brep.get_triangle_vertex_buffer()).unwrap()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_local_geometry_serialized(&self) -> String {
-        serde_json::to_string(&self.brep.get_triangle_vertex_buffer()).unwrap()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_geometry_buffer(&self) -> Vec<f64> {
-        self.world_brep().get_triangle_vertex_buffer()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_local_geometry_buffer(&self) -> Vec<f64> {
-        self.brep.get_triangle_vertex_buffer()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_outline_geometry_serialized(&self) -> String {
-        let world_brep = self.world_brep();
-        serde_json::to_string(&world_brep.get_outline_vertex_buffer()).unwrap()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_local_outline_geometry_serialized(&self) -> String {
-        serde_json::to_string(&self.brep.get_outline_vertex_buffer()).unwrap()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_outline_geometry_buffer(&self) -> Vec<f64> {
-        self.world_brep().get_outline_vertex_buffer()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_local_outline_geometry_buffer(&self) -> Vec<f64> {
-        self.brep.get_outline_vertex_buffer()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_anchor(&self) -> Vector3 {
-        self.placement.anchor
-    }
-
-    #[wasm_bindgen]
-    pub fn set_anchor(&mut self, anchor: Vector3) -> Result<(), JsValue> {
-        self.placement.set_anchor(anchor);
-        self.anchor_initialized = true;
-        self.generate_brep()
-    }
-
-    #[wasm_bindgen]
-    pub fn reset_anchor(&mut self) -> Result<(), JsValue> {
-        self.recompute_anchor_from_bounds();
-        self.anchor_initialized = true;
-        self.generate_brep()
-    }
-}
-
-impl OGPolygon {
-    fn recompute_anchor_from_bounds(&mut self) {
-        let mut point_sets = Vec::with_capacity(self.holes.len() + 1);
-        point_sets.push(self.points.as_slice());
-        for hole in &self.holes {
-            point_sets.push(hole.as_slice());
-        }
-
-        let anchor =
-            bounds_center_from_point_sets(&point_sets).unwrap_or(Vector3::new(0.0, 0.0, 0.0));
-        self.placement.set_anchor(anchor);
-    }
-
-    fn ensure_anchor_initialized(&mut self) {
-        if self.anchor_initialized {
-            return;
-        }
-        self.recompute_anchor_from_bounds();
-        self.anchor_initialized = true;
-    }
-}
-
-#[cfg(test)]
-mod tests {
-    use super::*;
-
-    #[test]
-    fn anchor_stays_stable_across_polygon_config_updates_until_reset() {
-        let mut polygon = OGPolygon::new("polygon-anchor".to_string());
-        polygon
-            .set_config(vec![
-                Vector3::new(0.0, 0.0, 0.0),
-                Vector3::new(10.0, 0.0, 0.0),
-                Vector3::new(10.0, 0.0, 10.0),
-                Vector3::new(0.0, 0.0, 10.0),
-            ])
-            .expect("polygon config");
-        let initial_anchor = polygon.get_anchor();
-        assert_eq!(initial_anchor.x, 5.0);
-        assert_eq!(initial_anchor.z, 5.0);
-
-        polygon
-            .set_config(vec![
-                Vector3::new(10.0, 0.0, 10.0),
-                Vector3::new(20.0, 0.0, 10.0),
-                Vector3::new(20.0, 0.0, 20.0),
-                Vector3::new(10.0, 0.0, 20.0),
-            ])
-            .expect("polygon config update");
-        let anchor_after_update = polygon.get_anchor();
-        assert_eq!(anchor_after_update.x, 5.0);
-        assert_eq!(anchor_after_update.z, 5.0);
-
-        polygon.reset_anchor().expect("reset anchor");
-        let anchor_after_reset = polygon.get_anchor();
-        assert_eq!(anchor_after_reset.x, 15.0);
-        assert_eq!(anchor_after_reset.z, 15.0);
-    }
-
-    #[test]
-    fn placement_rejects_non_uniform_scale() {
-        let mut polygon = OGPolygon::new("polygon-scale".to_string());
-        polygon
-            .set_config(vec![
-                Vector3::new(0.0, 0.0, 0.0),
-                Vector3::new(1.0, 0.0, 0.0),
-                Vector3::new(1.0, 0.0, 1.0),
-            ])
-            .expect("polygon config");
-
-        let result = polygon.placement.set_transform(
-            Vector3::new(0.0, 0.0, 0.0),
-            Vector3::new(0.0, 0.0, 0.0),
-            Vector3::new(1.0, 1.2, 1.0),
-        );
-        assert!(result.is_err());
-    }
-}
diff --git a/main/opengeometry/src/primitives/polyline.rs b/main/opengeometry/src/primitives/polyline.rs
index 6b3dae7..abb3a42 100644
--- a/main/opengeometry/src/primitives/polyline.rs
+++ b/main/opengeometry/src/primitives/polyline.rs
@@ -1,366 +1,25 @@
-/**
- * Copyright (c) 2025, OpenGeometry. All rights reserved.
- * Polyline Primitive for OpenGeometry.
- */
-use crate::brep::{Brep, BrepBuilder};
-use crate::export::projection::{project_brep_to_scene, CameraParameters, HlrOptions, Scene2D};
-use crate::operations::offset::{offset_path, OffsetOptions, OffsetResult};
-use crate::spatial::placement::{
-    bounds_center_from_points, points_relative_to_anchor, transform_points_with_placement,
-    Placement3D,
-};
-use openmaths::Vector3;
-use serde::{Deserialize, Serialize};
-use uuid::Uuid;
-use wasm_bindgen::prelude::*;
+use super::wire_points::wire_from_points;
+use crate::brep::{Accuracy, BrepEnvelope, GeometryError};
+use crate::math::Point3;
 
-#[wasm_bindgen]
-#[derive(Clone, Serialize, Deserialize)]
-pub struct OGPolyline {
+pub fn polyline(
     id: String,
-    points: Vec<Vector3>,
-    is_closed: bool,
-    placement: Placement3D,
-    brep: Brep,
-    anchor_initialized: bool,
+    points: &[Point3],
+    closed: bool,
+    accuracy: Accuracy,
+) -> Result<BrepEnvelope, GeometryError> {
+    wire_from_points(id, points, closed, accuracy)
 }
 
-impl OGPolyline {
-    pub fn brep(&self) -> &Brep {
-        &self.brep
-    }
-
-    pub fn to_projected_scene2d(&self, camera: &CameraParameters, hlr: &HlrOptions) -> Scene2D {
-        let world_brep = self.world_brep();
-        project_brep_to_scene(&world_brep, camera, hlr)
-    }
-
-    pub fn world_brep(&self) -> Brep {
-        self.brep.transformed(&self.placement)
-    }
-}
-
-impl Drop for OGPolyline {
-    fn drop(&mut self) {
-        self.points.clear();
-        self.is_closed = false;
-        self.brep.clear();
-        self.id.clear();
-    }
-}
-
-#[wasm_bindgen]
-impl OGPolyline {
-    #[wasm_bindgen(setter)]
-    pub fn set_id(&mut self, id: String) {
-        self.id = id;
-    }
-
-    #[wasm_bindgen(getter)]
-    pub fn id(&self) -> String {
-        self.id.clone()
-    }
-
-    #[wasm_bindgen(constructor)]
-    pub fn new(id: String) -> OGPolyline {
-        OGPolyline {
-            id,
-            points: Vec::new(),
-            is_closed: false,
-            placement: Placement3D::new(),
-            brep: Brep::new(Uuid::new_v4()),
-            anchor_initialized: false,
-        }
-    }
-
-    #[wasm_bindgen]
-    pub fn clone(&self) -> OGPolyline {
-        OGPolyline {
-            id: self.id.clone(),
-            points: self.points.clone(),
-            is_closed: self.is_closed,
-            placement: self.placement.clone(),
-            brep: self.brep.clone(),
-            anchor_initialized: self.anchor_initialized,
-        }
-    }
-
-    pub fn set_config(&mut self, points: Vec<Vector3>) -> Result<(), JsValue> {
-        self.points = points;
-        self.check_closed_test();
-        self.ensure_anchor_initialized();
-        self.generate_geometry()
-    }
-
-    #[wasm_bindgen]
-    pub fn set_transform(
-        &mut self,
-        position: Vector3,
-        rotation: Vector3,
-        scale: Vector3,
-    ) -> Result<(), JsValue> {
-        self.placement
-            .set_transform(position, rotation, scale)
-            .map_err(|err| JsValue::from_str(&err))
-    }
-
-    #[wasm_bindgen]
-    pub fn set_translation(&mut self, translation: Vector3) {
-        self.placement.set_translation(translation);
-    }
-
-    #[wasm_bindgen]
-    pub fn set_rotation(&mut self, rotation: Vector3) {
-        self.placement.set_rotation(rotation);
-    }
-
-    #[wasm_bindgen]
-    pub fn set_scale(&mut self, scale: Vector3) -> Result<(), JsValue> {
-        self.placement
-            .set_scale(scale)
-            .map_err(|err| JsValue::from_str(&err))
-    }
-
-    #[wasm_bindgen]
-    pub fn generate_geometry(&mut self) -> Result<(), JsValue> {
-        if self.points.is_empty() {
-            self.brep.clear();
-            return Ok(());
-        }
-
-        self.brep.clear();
-
-        let mut effective_points = self.local_points();
-        if self.is_closed && effective_points.len() > 2 {
-            let first = effective_points[0];
-            let last = *effective_points.last().unwrap();
-            let dx = first.x - last.x;
-            let dy = first.y - last.y;
-            let dz = first.z - last.z;
-            let duplicate_end = dx * dx + dy * dy + dz * dz <= 1.0e-12;
-            if duplicate_end {
-                effective_points.pop();
-            }
-        }
-
-        let mut builder = BrepBuilder::new(self.brep.id);
-        builder.add_vertices(&effective_points);
-
-        if effective_points.len() >= 2 {
-            let indices: Vec<u32> = (0..effective_points.len() as u32).collect();
-            let closed_wire = self.is_closed && effective_points.len() > 2;
-            builder.add_wire(&indices, closed_wire).map_err(|err| {
-                JsValue::from_str(&format!("Failed to build polyline wire: {}", err))
-            })?;
-        }
-
-        self.brep = builder.build().map_err(|err| {
-            JsValue::from_str(&format!("Failed to finalize polyline BREP: {}", err))
-        })?;
-
-        Ok(())
-    }
-
-    #[wasm_bindgen]
-    pub fn add_multiple_points(&mut self, points: Vec<Vector3>) -> Result<(), JsValue> {
-        self.points = points;
-        self.check_closed_test();
-        self.ensure_anchor_initialized();
-        self.generate_geometry()
-    }
-
-    #[wasm_bindgen]
-    pub fn add_point(&mut self, point: Vector3) -> Result<(), JsValue> {
-        self.points.push(point);
-        self.check_closed_test();
-        self.ensure_anchor_initialized();
-        self.generate_geometry()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_points(&self) -> String {
-        serde_json::to_string(&self.points).unwrap()
-    }
-
-    pub fn get_raw_points(&self) -> Vec<Vector3> {
-        self.points.clone()
-    }
-
-    #[wasm_bindgen]
-    pub fn is_closed(&self) -> bool {
-        self.is_closed
-    }
-
-    #[wasm_bindgen]
-    pub fn get_offset_serialized(
-        &self,
-        distance: f64,
-        acute_threshold_degrees: f64,
-        bevel: bool,
-    ) -> String {
-        let result = self.get_offset_result(distance, acute_threshold_degrees, bevel);
-        serde_json::to_string(&result).unwrap()
-    }
-
-    pub fn check_closed_test(&mut self) {
-        self.is_closed = false;
-        if self.points.len() > 2 {
-            let first = self.points[0];
-            let last = self.points[self.points.len() - 1];
-            if first.x == last.x && first.y == last.y && first.z == last.z {
-                self.is_closed = true;
-            }
-        }
-    }
-
-    #[wasm_bindgen]
-    pub fn get_brep_serialized(&self) -> String {
-        serde_json::to_string(&self.world_brep()).unwrap()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_local_brep_serialized(&self) -> String {
-        serde_json::to_string(&self.brep).unwrap()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_geometry_serialized(&self) -> String {
-        serde_json::to_string(&wire_geometry_buffer(&self.world_brep())).unwrap()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_local_geometry_serialized(&self) -> String {
-        serde_json::to_string(&wire_geometry_buffer(&self.brep)).unwrap()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_geometry_buffer(&self) -> Vec<f64> {
-        wire_geometry_buffer(&self.world_brep())
-    }
-
-    #[wasm_bindgen]
-    pub fn get_local_geometry_buffer(&self) -> Vec<f64> {
-        wire_geometry_buffer(&self.brep)
-    }
-
-    #[wasm_bindgen]
-    pub fn get_anchor(&self) -> Vector3 {
-        self.placement.anchor
-    }
-
-    #[wasm_bindgen]
-    pub fn set_anchor(&mut self, anchor: Vector3) -> Result<(), JsValue> {
-        self.placement.set_anchor(anchor);
-        self.anchor_initialized = true;
-        self.generate_geometry()
-    }
-
-    #[wasm_bindgen]
-    pub fn reset_anchor(&mut self) -> Result<(), JsValue> {
-        self.recompute_anchor_from_bounds();
-        self.anchor_initialized = true;
-        self.generate_geometry()
-    }
-}
-
-impl OGPolyline {
-    pub fn get_offset_result(
-        &self,
-        distance: f64,
-        acute_threshold_degrees: f64,
-        bevel: bool,
-    ) -> OffsetResult {
-        let options = OffsetOptions {
-            bevel,
-            acute_threshold_degrees,
-        };
-        let points = transform_points_with_placement(&self.points, &self.placement);
-        offset_path(&points, distance, Some(self.is_closed), options)
-    }
-
-    pub fn get_offset_points(
-        &self,
-        distance: f64,
-        acute_threshold_degrees: f64,
-        bevel: bool,
-    ) -> Vec<Vector3> {
-        self.get_offset_result(distance, acute_threshold_degrees, bevel)
-            .points
-    }
-
-    fn local_points(&self) -> Vec<Vector3> {
-        points_relative_to_anchor(&self.points, self.placement.anchor)
-    }
-
-    fn recompute_anchor_from_bounds(&mut self) {
-        let anchor = bounds_center_from_points(&self.points).unwrap_or(Vector3::new(0.0, 0.0, 0.0));
-        self.placement.set_anchor(anchor);
-    }
-
-    fn ensure_anchor_initialized(&mut self) {
-        if self.anchor_initialized {
-            return;
-        }
-        self.recompute_anchor_from_bounds();
-        self.anchor_initialized = true;
-    }
-}
-
-fn wire_geometry_buffer(brep: &Brep) -> Vec<f64> {
-    let Some(wire) = brep.wires.first() else {
-        return Vec::new();
-    };
-
-    brep.get_wire_vertex_buffer(wire.id, wire.is_closed)
-}
-
-#[cfg(test)]
-mod tests {
-    use super::*;
-
-    #[test]
-    fn closed_polyline_builds_wire_without_duplicate_halfedge_error() {
-        let mut polyline = OGPolyline::new("polyline-test".to_string());
-        let points = vec![
-            Vector3::new(0.0, 0.0, 0.0),
-            Vector3::new(2.0, 0.0, 0.0),
-            Vector3::new(2.0, 0.0, 2.0),
-            Vector3::new(0.0, 0.0, 2.0),
-            Vector3::new(0.0, 0.0, 0.0),
-        ];
-
-        polyline
-            .set_config(points)
-            .expect("closed polyline should build without duplicate directed halfedge");
-
-        assert!(polyline.is_closed());
-        assert_eq!(polyline.brep.wires.len(), 1);
-        assert_eq!(polyline.brep.faces.len(), 0);
-    }
-
-    #[test]
-    fn anchor_stays_stable_across_polyline_config_updates_until_reset() {
-        let mut polyline = OGPolyline::new("polyline-anchor".to_string());
-        polyline
-            .set_config(vec![
-                Vector3::new(0.0, 0.0, 0.0),
-                Vector3::new(10.0, 0.0, 0.0),
-            ])
-            .expect("polyline config");
-        let initial_anchor = polyline.get_anchor();
-        assert_eq!(initial_anchor.x, 5.0);
-
-        polyline
-            .set_config(vec![
-                Vector3::new(10.0, 0.0, 0.0),
-                Vector3::new(20.0, 0.0, 0.0),
-            ])
-            .expect("polyline config update");
-        let anchor_after_update = polyline.get_anchor();
-        assert_eq!(anchor_after_update.x, 5.0);
-
-        polyline.reset_anchor().expect("reset anchor");
-        let anchor_after_reset = polyline.get_anchor();
-        assert_eq!(anchor_after_reset.x, 15.0);
-    }
+pub fn polyline_with_keys(
+    id: String,
+    points: &[Point3],
+    closed: bool,
+    accuracy: Accuracy,
+) -> Result<(BrepEnvelope, Vec<String>), GeometryError> {
+    let brep = polyline(id, points, closed, accuracy)?;
+    let keys = (0..brep.topology.edges.len())
+        .map(|index| format!("seg-{index}"))
+        .collect();
+    Ok((brep, keys))
 }
diff --git a/main/opengeometry/src/primitives/profile/arc.rs b/main/opengeometry/src/primitives/profile/arc.rs
new file mode 100644
index 0000000..c81c184
--- /dev/null
+++ b/main/opengeometry/src/primitives/profile/arc.rs
@@ -0,0 +1,339 @@
+use crate::brep::GeometryError;
+use crate::geom2d::{winding, CurveEdge2, Pt2};
+use serde::Deserialize;
+
+#[derive(Clone, Debug, Deserialize)]
+#[serde(tag = "kind", rename_all = "snake_case", deny_unknown_fields)]
+pub enum ProfileEdge {
+    Line {
+        from: [f64; 2],
+        to: [f64; 2],
+    },
+    Arc {
+        center: [f64; 2],
+        radius: f64,
+        start_angle: f64,
+        sweep_angle: f64,
+    },
+}
+
+impl ProfileEdge {
+    pub(crate) fn endpoints(&self) -> ([f64; 2], [f64; 2]) {
+        match self {
+            Self::Line { from, to } => (*from, *to),
+            Self::Arc {
+                center,
+                radius,
+                start_angle,
+                sweep_angle,
+            } => {
+                let point = |angle: f64| {
+                    [
+                        center[0] + radius * angle.cos(),
+                        center[1] + radius * angle.sin(),
+                    ]
+                };
+                (point(*start_angle), point(start_angle + sweep_angle))
+            }
+        }
+    }
+
+    pub(crate) fn reversed(&self) -> Self {
+        match self {
+            Self::Line { from, to } => Self::Line {
+                from: *to,
+                to: *from,
+            },
+            Self::Arc {
+                center,
+                radius,
+                start_angle,
+                sweep_angle,
+            } => Self::Arc {
+                center: *center,
+                radius: *radius,
+                start_angle: start_angle + sweep_angle,
+                sweep_angle: -sweep_angle,
+            },
+        }
+    }
+
+    fn signed_area_twice(&self) -> f64 {
+        let (from, to) = self.endpoints();
+        match self {
+            Self::Line { .. } => from[0] * to[1] - to[0] * from[1],
+            Self::Arc {
+                center,
+                radius,
+                sweep_angle,
+                ..
+            } => {
+                radius * radius * sweep_angle + center[0] * (to[1] - from[1])
+                    - center[1] * (to[0] - from[0])
+            }
+        }
+    }
+}
+
+pub(crate) fn validate_arc_profile_loop(
+    edges: &[ProfileEdge],
+    g: f64,
+) -> Result<f64, GeometryError> {
+    if edges.len() < 2 {
+        return Err(GeometryError::InvalidGeometry(
+            "arc-edged profile needs at least two edges".into(),
+        ));
+    }
+    for (index, edge) in edges.iter().enumerate() {
+        let (from, to) = edge.endpoints();
+        if !from.into_iter().chain(to).all(f64::is_finite) {
+            return Err(GeometryError::InvalidGeometry(
+                "profile coordinates must be finite".into(),
+            ));
+        }
+        match edge {
+            ProfileEdge::Line { .. } => {
+                if (to[0] - from[0]).hypot(to[1] - from[1]) <= 4.0 * g {
+                    return Err(GeometryError::UnresolvedIntersection(
+                        "profile line is below resolution".into(),
+                    ));
+                }
+            }
+            ProfileEdge::Arc {
+                center,
+                radius,
+                start_angle,
+                sweep_angle,
+            } => {
+                if !center.iter().all(|value| value.is_finite())
+                    || !radius.is_finite()
+                    || !start_angle.is_finite()
+                    || !sweep_angle.is_finite()
+                    || *radius <= 4.0 * g
+                    || sweep_angle.abs() >= std::f64::consts::TAU
+                    || radius * sweep_angle.abs() <= 4.0 * g
+                {
+                    return Err(GeometryError::InvalidGeometry(
+                        "profile arc is unresolved".into(),
+                    ));
+                }
+            }
+        }
+        let (next, _) = edges[(index + 1) % edges.len()].endpoints();
+        if (to[0] - next[0]).hypot(to[1] - next[1]) > g {
+            return Err(GeometryError::InvalidGeometry(
+                "profile edges do not close".into(),
+            ));
+        }
+    }
+    check_self_intersections(edges, g)?;
+    let signed_area_twice: f64 = edges.iter().map(ProfileEdge::signed_area_twice).sum();
+    if signed_area_twice.abs() <= 16.0 * g * g {
+        return Err(GeometryError::UnresolvedIntersection(
+            "profile area is below resolution".into(),
+        ));
+    }
+    Ok(signed_area_twice)
+}
+
+fn check_self_intersections(edges: &[ProfileEdge], g: f64) -> Result<(), GeometryError> {
+    for first in 0..edges.len() {
+        for second in (first + 1)..edges.len() {
+            let adjacent = second == first + 1 || first == 0 && second == edges.len() - 1;
+            let expected = if second == first + 1 {
+                Some(edges[first].endpoints().1)
+            } else if first == 0 && second == edges.len() - 1 {
+                Some(edges[first].endpoints().0)
+            } else {
+                None
+            };
+            for point in profile_edge_intersections(&edges[first], &edges[second], g) {
+                let at_expected = expected
+                    .is_some_and(|shared| (point[0] - shared[0]).hypot(point[1] - shared[1]) <= g);
+                let at_second_join = edges.len() == 2
+                    && (point[0] - edges[first].endpoints().0[0])
+                        .hypot(point[1] - edges[first].endpoints().0[1])
+                        <= g;
+                if !adjacent || !(at_expected || at_second_join) {
+                    return Err(GeometryError::InvalidGeometry(
+                        "arc-edged profile self-intersects".into(),
+                    ));
+                }
+            }
+        }
+    }
+    Ok(())
+}
+
+pub(crate) fn profile_edge_intersections(
+    a: &ProfileEdge,
+    b: &ProfileEdge,
+    tolerance: f64,
+) -> Vec<[f64; 2]> {
+    let mut candidates = Vec::new();
+    let mut offer = |point: [f64; 2]| {
+        if point.iter().all(|value| value.is_finite())
+            && profile_edge_contains(a, point, tolerance)
+            && profile_edge_contains(b, point, tolerance)
+            && !candidates.iter().any(|other: &[f64; 2]| {
+                (other[0] - point[0]).hypot(other[1] - point[1]) <= tolerance
+            })
+        {
+            candidates.push(point);
+        }
+    };
+    match (a, b) {
+        (ProfileEdge::Line { from: p, to: q }, ProfileEdge::Line { from: r, to: s }) => {
+            offer_line_crossing(*p, *q, *r, *s, tolerance, &mut offer);
+        }
+        (ProfileEdge::Line { from, to }, ProfileEdge::Arc { center, radius, .. })
+        | (ProfileEdge::Arc { center, radius, .. }, ProfileEdge::Line { from, to }) => {
+            offer_line_circle_points(*from, *to, *center, *radius, tolerance, &mut offer);
+        }
+        (
+            ProfileEdge::Arc {
+                center: ca,
+                radius: ra,
+                start_angle,
+                sweep_angle,
+            },
+            ProfileEdge::Arc {
+                center: cb,
+                radius: rb,
+                ..
+            },
+        ) => {
+            let d = (cb[0] - ca[0]).hypot(cb[1] - ca[1]);
+            if d <= tolerance && (ra - rb).abs() <= tolerance {
+                let (a0, a1) = a.endpoints();
+                let (b0, b1) = b.endpoints();
+                for point in [a0, a1, b0, b1] {
+                    offer(point);
+                }
+                let midpoint_angle = start_angle + sweep_angle * 0.5;
+                offer([
+                    ca[0] + ra * midpoint_angle.cos(),
+                    ca[1] + ra * midpoint_angle.sin(),
+                ]);
+            } else if d > tolerance
+                && d <= ra + rb + tolerance
+                && d + ra.min(*rb) + tolerance >= ra.max(*rb)
+            {
+                let along = (ra * ra - rb * rb + d * d) / (2.0 * d);
+                let perpendicular_sq = ra * ra - along * along;
+                if perpendicular_sq >= -tolerance * tolerance {
+                    let ux = (cb[0] - ca[0]) / d;
+                    let uy = (cb[1] - ca[1]) / d;
+                    let base = [ca[0] + along * ux, ca[1] + along * uy];
+                    let off = perpendicular_sq.max(0.0).sqrt();
+                    offer([base[0] - off * uy, base[1] + off * ux]);
+                    offer([base[0] + off * uy, base[1] - off * ux]);
+                }
+            }
+        }
+    }
+    candidates
+}
+
+fn profile_edge_contains(edge: &ProfileEdge, point: [f64; 2], tolerance: f64) -> bool {
+    match edge {
+        ProfileEdge::Line { from, to } => {
+            let dx = to[0] - from[0];
+            let dy = to[1] - from[1];
+            let length = dx.hypot(dy);
+            let px = point[0] - from[0];
+            let py = point[1] - from[1];
+            (dx * py - dy * px).abs() <= tolerance * length
+                && px * dx + py * dy >= -tolerance * length
+                && px * dx + py * dy <= length * length + tolerance * length
+        }
+        ProfileEdge::Arc {
+            center,
+            radius,
+            start_angle,
+            sweep_angle,
+        } => {
+            let dx = point[0] - center[0];
+            let dy = point[1] - center[1];
+            if (dx.hypot(dy) - radius).abs() > tolerance {
+                return false;
+            }
+            let angle = dy.atan2(dx);
+            let travel = if *sweep_angle > 0.0 {
+                (angle - start_angle).rem_euclid(std::f64::consts::TAU)
+            } else {
+                (start_angle - angle).rem_euclid(std::f64::consts::TAU)
+            };
+            travel <= sweep_angle.abs() + tolerance / radius
+                || std::f64::consts::TAU - travel <= tolerance / radius
+        }
+    }
+}
+
+fn offer_line_crossing(
+    p: [f64; 2],
+    q: [f64; 2],
+    r: [f64; 2],
+    s: [f64; 2],
+    tolerance: f64,
+    offer: &mut impl FnMut([f64; 2]),
+) {
+    let d = [q[0] - p[0], q[1] - p[1]];
+    let e = [s[0] - r[0], s[1] - r[1]];
+    let divisor = d[0] * e[1] - d[1] * e[0];
+    if divisor.abs() > tolerance * (d[0].hypot(d[1]) + e[0].hypot(e[1])) {
+        let relative = [r[0] - p[0], r[1] - p[1]];
+        let t = (relative[0] * e[1] - relative[1] * e[0]) / divisor;
+        offer([p[0] + t * d[0], p[1] + t * d[1]]);
+    } else {
+        for point in [p, q, r, s] {
+            offer(point);
+        }
+    }
+}
+
+fn offer_line_circle_points(
+    from: [f64; 2],
+    to: [f64; 2],
+    center: [f64; 2],
+    radius: f64,
+    tolerance: f64,
+    offer: &mut impl FnMut([f64; 2]),
+) {
+    let d = [to[0] - from[0], to[1] - from[1]];
+    let f = [from[0] - center[0], from[1] - center[1]];
+    let aa = d[0] * d[0] + d[1] * d[1];
+    let bb = 2.0 * (f[0] * d[0] + f[1] * d[1]);
+    let cc = f[0] * f[0] + f[1] * f[1] - radius * radius;
+    let discriminant = bb * bb - 4.0 * aa * cc;
+    if discriminant >= -tolerance * tolerance * aa {
+        let root = discriminant.max(0.0).sqrt();
+        for t in [(-bb - root) / (2.0 * aa), (-bb + root) / (2.0 * aa)] {
+            offer([from[0] + t * d[0], from[1] + t * d[1]]);
+        }
+    }
+}
+
+pub(crate) fn arc_profile_contains(edges: &[ProfileEdge], point: [f64; 2], g: f64) -> bool {
+    let ring = edges
+        .iter()
+        .map(|edge| match edge {
+            ProfileEdge::Line { from, to } => CurveEdge2::Line {
+                from: *from,
+                to: *to,
+            },
+            ProfileEdge::Arc {
+                center,
+                radius,
+                start_angle,
+                sweep_angle,
+            } => CurveEdge2::Arc {
+                center: *center,
+                radius: *radius,
+                start_angle: *start_angle,
+                sweep_angle: *sweep_angle,
+            },
+        })
+        .collect::<Vec<_>>();
+    winding(Pt2::new(point[0], point[1]), &ring, g) != 0
+}
diff --git a/main/opengeometry/src/primitives/profile/mod.rs b/main/opengeometry/src/primitives/profile/mod.rs
new file mode 100644
index 0000000..72d6d7f
--- /dev/null
+++ b/main/opengeometry/src/primitives/profile/mod.rs
@@ -0,0 +1,8 @@
+mod arc;
+mod polygon;
+
+pub(super) use arc::validate_arc_profile_loop;
+pub use arc::ProfileEdge;
+pub(crate) use arc::{arc_profile_contains, profile_edge_intersections};
+pub(crate) use polygon::{loops_touch, profile_point_inside};
+pub(super) use polygon::{orient_profile_loop, validate_profile_loop};
diff --git a/main/opengeometry/src/primitives/profile/polygon.rs b/main/opengeometry/src/primitives/profile/polygon.rs
new file mode 100644
index 0000000..ee2dda5
--- /dev/null
+++ b/main/opengeometry/src/primitives/profile/polygon.rs
@@ -0,0 +1,105 @@
+use crate::brep::GeometryError;
+use crate::geom2d::{point_in_ring2, segments_cross2, self_intersects2, Pt2};
+
+fn signed_area(points: &[[f64; 2]]) -> f64 {
+    points
+        .iter()
+        .zip(points.iter().cycle().skip(1))
+        .map(|(a, b)| a[0] * b[1] - b[0] * a[1])
+        .sum::<f64>()
+        * 0.5
+}
+
+pub(crate) fn orient_profile_loop(mut points: Vec<[f64; 2]>, ccw: bool) -> Vec<[f64; 2]> {
+    if (signed_area(&points) > 0.0) != ccw {
+        points.reverse();
+    }
+    points
+}
+
+fn segment_distance(point: [f64; 2], a: [f64; 2], b: [f64; 2]) -> f64 {
+    let edge = [b[0] - a[0], b[1] - a[1]];
+    let length_squared = edge[0].mul_add(edge[0], edge[1] * edge[1]);
+    if length_squared == 0.0 {
+        return (point[0] - a[0]).hypot(point[1] - a[1]);
+    }
+    let t = (((point[0] - a[0]) * edge[0] + (point[1] - a[1]) * edge[1]) / length_squared)
+        .clamp(0.0, 1.0);
+    (point[0] - (a[0] + t * edge[0])).hypot(point[1] - (a[1] + t * edge[1]))
+}
+
+pub(crate) fn loops_touch(a: &[[f64; 2]], b: &[[f64; 2]], tolerance: f64) -> bool {
+    a.iter().any(|point| {
+        b.iter()
+            .zip(b.iter().cycle().skip(1))
+            .any(|(from, to)| segment_distance(*point, *from, *to) <= tolerance)
+    }) || b.iter().any(|point| {
+        a.iter()
+            .zip(a.iter().cycle().skip(1))
+            .any(|(from, to)| segment_distance(*point, *from, *to) <= tolerance)
+    }) || a.iter().zip(a.iter().cycle().skip(1)).any(|(a0, a1)| {
+        b.iter().zip(b.iter().cycle().skip(1)).any(|(b0, b1)| {
+            segments_cross2(
+                Pt2::new(a0[0], a0[1]),
+                Pt2::new(a1[0], a1[1]),
+                Pt2::new(b0[0], b0[1]),
+                Pt2::new(b1[0], b1[1]),
+                tolerance,
+            )
+        })
+    })
+}
+
+pub(crate) fn validate_profile_loop(
+    points: &[[f64; 2]],
+    tolerance: f64,
+    label: &str,
+) -> Result<(), GeometryError> {
+    if points.len() < 3 {
+        return Err(GeometryError::InvalidGeometry(format!(
+            "{label} requires at least three vertices"
+        )));
+    }
+    if points
+        .iter()
+        .flatten()
+        .any(|coordinate| !coordinate.is_finite())
+    {
+        return Err(GeometryError::InvalidGeometry(format!(
+            "{label} contains a non-finite coordinate"
+        )));
+    }
+    let resolution = 4.0 * tolerance;
+    if points
+        .iter()
+        .zip(points.iter().cycle().skip(1))
+        .any(|(a, b)| (a[0] - b[0]).hypot(a[1] - b[1]) <= resolution)
+    {
+        return Err(GeometryError::UnresolvedIntersection(format!(
+            "{label} contains an edge below geometric resolution"
+        )));
+    }
+    if signed_area(points).abs() <= resolution * resolution {
+        return Err(GeometryError::UnresolvedIntersection(format!(
+            "{label} area is below geometric resolution"
+        )));
+    }
+    let planar = points
+        .iter()
+        .map(|point| Pt2::new(point[0], point[1]))
+        .collect::<Vec<_>>();
+    if self_intersects2(&planar, tolerance) {
+        return Err(GeometryError::InvalidGeometry(format!(
+            "{label} self-intersects"
+        )));
+    }
+    Ok(())
+}
+
+pub(crate) fn profile_point_inside(point: [f64; 2], loop_points: &[[f64; 2]]) -> bool {
+    let ring = loop_points
+        .iter()
+        .map(|point| Pt2::new(point[0], point[1]))
+        .collect::<Vec<_>>();
+    point_in_ring2(Pt2::new(point[0], point[1]), &ring)
+}
diff --git a/main/opengeometry/src/primitives/rectangle.rs b/main/opengeometry/src/primitives/rectangle.rs
index 1b9c3af..74a549f 100644
--- a/main/opengeometry/src/primitives/rectangle.rs
+++ b/main/opengeometry/src/primitives/rectangle.rs
@@ -1,259 +1,41 @@
-use serde::{Deserialize, Serialize};
-use wasm_bindgen::prelude::*;
+use super::wire_points::wire_from_points;
+use crate::brep::{dimensions, Accuracy, BrepEnvelope, Frame3, GeometryError};
 
-use crate::brep::{Brep, BrepBuilder};
-use crate::export::projection::{project_brep_to_scene, CameraParameters, HlrOptions, Scene2D};
-use crate::operations::offset::{offset_path, OffsetOptions, OffsetResult};
-use crate::spatial::placement::Placement3D;
-use crate::utility::bgeometry::BufferGeometry;
-use openmaths::Vector3;
-use uuid::Uuid;
-
-#[wasm_bindgen]
-#[derive(Clone, Serialize, Deserialize)]
-pub struct OGRectangle {
+pub fn rectangle(
     id: String,
-    center: Vector3,
+    frame: Frame3,
     width: f64,
     breadth: f64,
-    placement: Placement3D,
-    geometry: BufferGeometry,
-    brep: Brep,
-}
-
-#[wasm_bindgen]
-impl OGRectangle {
-    #[wasm_bindgen(setter)]
-    pub fn set_id(&mut self, id: String) {
-        self.id = id;
-    }
-
-    #[wasm_bindgen(getter)]
-    pub fn id(&self) -> String {
-        self.id.clone()
-    }
-
-    #[wasm_bindgen(constructor)]
-    pub fn new(id: String) -> OGRectangle {
-        let internal_id = Uuid::new_v4();
-
-        OGRectangle {
-            id,
-            center: Vector3::new(0.0, 0.0, 0.0),
-            width: 1.0,
-            breadth: 1.0,
-            placement: Placement3D::new(),
-            geometry: BufferGeometry::new(internal_id),
-            brep: Brep::new(internal_id),
-        }
-    }
-
-    #[wasm_bindgen]
-    pub fn set_config(&mut self, center: Vector3, width: f64, breadth: f64) -> Result<(), JsValue> {
-        self.center = center;
-        self.width = width;
-        self.breadth = breadth;
-        self.placement.set_anchor(self.center);
-        self.generate_geometry()
-    }
-
-    #[wasm_bindgen]
-    pub fn set_center(&mut self, center: Vector3) {
-        self.center = center;
-        self.placement.set_anchor(self.center);
-    }
-
-    #[wasm_bindgen]
-    pub fn set_transform(
-        &mut self,
-        position: Vector3,
-        rotation: Vector3,
-        scale: Vector3,
-    ) -> Result<(), JsValue> {
-        self.placement
-            .set_transform(position, rotation, scale)
-            .map_err(|err| JsValue::from_str(&err))
-    }
-
-    #[wasm_bindgen]
-    pub fn set_translation(&mut self, translation: Vector3) {
-        self.placement.set_translation(translation);
-    }
-
-    #[wasm_bindgen]
-    pub fn set_rotation(&mut self, rotation: Vector3) {
-        self.placement.set_rotation(rotation);
-    }
-
-    #[wasm_bindgen]
-    pub fn set_scale(&mut self, scale: Vector3) -> Result<(), JsValue> {
-        self.placement
-            .set_scale(scale)
-            .map_err(|err| JsValue::from_str(&err))
-    }
-
-    #[wasm_bindgen]
-    pub fn generate_geometry(&mut self) -> Result<(), JsValue> {
-        let points = self.get_local_points();
-
-        let mut builder = BrepBuilder::new(self.brep.id);
-        builder.add_vertices(&points);
-
-        let indices = vec![0, 1, 2, 3];
-        builder.add_face(&indices, &[]).map_err(|err| {
-            JsValue::from_str(&format!("Failed to build rectangle face: {}", err))
-        })?;
-
-        self.brep = builder.build().map_err(|err| {
-            JsValue::from_str(&format!("Failed to finalize rectangle BREP: {}", err))
-        })?;
-
-        Ok(())
-    }
-
-    #[wasm_bindgen]
-    pub fn get_brep_serialized(&self) -> String {
-        serde_json::to_string(&self.world_brep()).unwrap()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_local_brep_serialized(&self) -> String {
-        serde_json::to_string(&self.brep).unwrap()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_geometry_serialized(&self) -> String {
-        serde_json::to_string(&self.world_geometry_buffer()).unwrap()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_local_geometry_serialized(&self) -> String {
-        serde_json::to_string(&self.local_geometry_buffer()).unwrap()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_geometry_buffer(&self) -> Vec<f64> {
-        self.world_geometry_buffer()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_local_geometry_buffer(&self) -> Vec<f64> {
-        self.local_geometry_buffer()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_anchor(&self) -> Vector3 {
-        self.placement.anchor
-    }
-
-    #[wasm_bindgen]
-    pub fn get_offset_serialized(
-        &self,
-        distance: f64,
-        acute_threshold_degrees: f64,
-        bevel: bool,
-    ) -> String {
-        let result = self.get_offset_result(distance, acute_threshold_degrees, bevel);
-        serde_json::to_string(&result).unwrap()
-    }
+    accuracy: Accuracy,
+) -> Result<BrepEnvelope, GeometryError> {
+    frame.validate()?;
+    dimensions(&[width, breadth])?;
+    if width <= 4.0 * accuracy.geometric || breadth <= 4.0 * accuracy.geometric {
+        return Err(GeometryError::InvalidGeometry(
+            "rectangle is below geometric resolution".into(),
+        ));
+    }
+    let half_width = width / 2.0;
+    let half_breadth = breadth / 2.0;
+    let points = [
+        frame.point([half_width, -half_breadth, 0.0]),
+        frame.point([half_width, half_breadth, 0.0]),
+        frame.point([-half_width, half_breadth, 0.0]),
+        frame.point([-half_width, -half_breadth, 0.0]),
+    ];
+    wire_from_points(id, &points, true, accuracy)
 }
 
-impl OGRectangle {
-    pub fn brep(&self) -> &Brep {
-        &self.brep
-    }
-
-    pub fn get_raw_points(&self) -> Vec<Vector3> {
-        let half_width = self.width / 2.0;
-        let half_breadth = self.breadth / 2.0;
-        let center = self.center;
-
-        vec![
-            Vector3::new(-half_width, 0.0, -half_breadth).add(&center),
-            Vector3::new(half_width, 0.0, -half_breadth).add(&center),
-            Vector3::new(half_width, 0.0, half_breadth).add(&center),
-            Vector3::new(-half_width, 0.0, half_breadth).add(&center),
-        ]
-    }
-
-    pub fn get_local_points(&self) -> Vec<Vector3> {
-        let half_width = self.width / 2.0;
-        let half_breadth = self.breadth / 2.0;
-
-        vec![
-            Vector3::new(-half_width, 0.0, -half_breadth),
-            Vector3::new(half_width, 0.0, -half_breadth),
-            Vector3::new(half_width, 0.0, half_breadth),
-            Vector3::new(-half_width, 0.0, half_breadth),
-        ]
-    }
-
-    pub fn get_offset_result(
-        &self,
-        distance: f64,
-        acute_threshold_degrees: f64,
-        bevel: bool,
-    ) -> OffsetResult {
-        let options = OffsetOptions {
-            bevel,
-            acute_threshold_degrees,
-        };
-        let points = self.world_face_points();
-        offset_path(&points, distance, Some(true), options)
-    }
-
-    pub fn get_offset_points(
-        &self,
-        distance: f64,
-        acute_threshold_degrees: f64,
-        bevel: bool,
-    ) -> Vec<Vector3> {
-        self.get_offset_result(distance, acute_threshold_degrees, bevel)
-            .points
-    }
-
-    pub fn to_projected_scene2d(&self, camera: &CameraParameters, hlr: &HlrOptions) -> Scene2D {
-        let world_brep = self.world_brep();
-        project_brep_to_scene(&world_brep, camera, hlr)
-    }
-
-    pub fn world_brep(&self) -> Brep {
-        self.brep.transformed(&self.placement)
-    }
-
-    fn local_geometry_buffer(&self) -> Vec<f64> {
-        face_loop_buffer(&self.brep)
-    }
-
-    fn world_geometry_buffer(&self) -> Vec<f64> {
-        face_loop_buffer(&self.world_brep())
-    }
-
-    fn world_face_points(&self) -> Vec<Vector3> {
-        let world_brep = self.world_brep();
-        if let Some(face) = world_brep.faces.first() {
-            return world_brep.get_vertices_by_face_id(face.id);
-        }
-
-        Vec::new()
-    }
-}
-
-fn face_loop_buffer(brep: &Brep) -> Vec<f64> {
-    let mut vertex_buffer = Vec::new();
-
-    if let Some(face) = brep.faces.first() {
-        let mut vertices = brep.get_vertices_by_face_id(face.id);
-        if let Some(first) = vertices.first().copied() {
-            vertices.push(first);
-        }
-
-        for vertex in vertices {
-            vertex_buffer.push(vertex.x);
-            vertex_buffer.push(vertex.y);
-            vertex_buffer.push(vertex.z);
-        }
-    }
-
-    vertex_buffer
+pub fn rectangle_with_keys(
+    id: String,
+    frame: Frame3,
+    width: f64,
+    breadth: f64,
+    accuracy: Accuracy,
+) -> Result<(BrepEnvelope, Vec<String>), GeometryError> {
+    let brep = rectangle(id, frame, width, breadth, accuracy)?;
+    let keys = (0..brep.topology.edges.len())
+        .map(|index| format!("edge-{index}"))
+        .collect();
+    Ok((brep, keys))
 }
diff --git a/main/opengeometry/src/primitives/revolved_section.rs b/main/opengeometry/src/primitives/revolved_section.rs
new file mode 100644
index 0000000..85bd894
--- /dev/null
+++ b/main/opengeometry/src/primitives/revolved_section.rs
@@ -0,0 +1,192 @@
+use crate::brep::{
+    boundary, dimensions, unit, uv_line, Accuracy, BrepEnvelope, Builder, CurveGeometry,
+    EdgeGeometry, Frame3, GeometryError, Orientation, PcurveGeometry, SurfaceGeometry, Use,
+};
+use crate::math::{norm, scale, sub, Interval};
+
+pub(super) struct SectionExtent {
+    pub(super) r0: f64,
+    pub(super) r1: f64,
+    pub(super) z0: f64,
+    pub(super) z1: f64,
+}
+
+struct SectionTopology {
+    low: u32,
+    high: u32,
+    bottom: u32,
+    top: u32,
+    seam: u32,
+}
+
+pub(super) fn section(
+    id: String,
+    frame: Frame3,
+    surface: SurfaceGeometry,
+    extent: &SectionExtent,
+    accuracy: Accuracy,
+) -> Result<BrepEnvelope, GeometryError> {
+    let SectionExtent { r0, r1, z0, z1 } = *extent;
+    frame.validate()?;
+    surface.validate()?;
+    dimensions(&[r1, z1 - z0])?;
+    if !r0.is_finite() || r0 < 0.0 {
+        return Err(GeometryError::InvalidGeometry(
+            "negative lower radius".into(),
+        ));
+    }
+    let mut b = Builder::new(id, accuracy)?;
+    let low = b.vertex(frame.point([r0, 0.0, z0]));
+    let high = b.vertex(frame.point([r1, 0.0, z1]));
+    let tau = std::f64::consts::TAU;
+    let mut f0 = frame;
+    f0.origin = frame.point([0.0, 0.0, z0]);
+    let mut f1 = frame;
+    f1.origin = frame.point([0.0, 0.0, z1]);
+    let bottom = if r0 == 0.0 {
+        b.edge_geometry(EdgeGeometry::Collapsed { vertex: low }, true)
+    } else {
+        b.edge(
+            CurveGeometry::Circle {
+                frame: f0,
+                radius: r0,
+            },
+            Interval::new(0.0, tau)?,
+            false,
+        )
+    };
+    let top = b.edge(
+        CurveGeometry::Circle {
+            frame: f1,
+            radius: r1,
+        },
+        Interval::new(0.0, tau)?,
+        false,
+    );
+    let p0 = frame.point([r0, 0.0, z0]);
+    let p1 = frame.point([r1, 0.0, z1]);
+    let length = norm(sub(p1, p0));
+    let seam = b.edge(
+        CurveGeometry::Line {
+            origin: p0,
+            direction: unit(sub(p1, p0))?,
+        },
+        Interval::new(0.0, length)?,
+        true,
+    );
+    let topology = SectionTopology {
+        low,
+        high,
+        bottom,
+        top,
+        seam,
+    };
+    b.face(
+        "lateral",
+        surface,
+        [[0.0, tau], [z0, z1]],
+        lateral_uses(&topology, r0, z0, z1, length),
+    )?;
+    if r0 > 0.0 {
+        add_lower_cap(&mut b, f0, bottom, low, r0)?;
+    }
+    add_upper_cap(&mut b, f1, top, high, r1)?;
+    b.finish_solid()
+}
+
+fn lateral_uses(topology: &SectionTopology, r0: f64, z0: f64, z1: f64, length: f64) -> Vec<Use> {
+    let tau = std::f64::consts::TAU;
+    let &SectionTopology {
+        low,
+        high,
+        bottom,
+        top,
+        seam,
+    } = topology;
+    vec![
+        boundary(
+            bottom,
+            low,
+            low,
+            Orientation::Forward,
+            if r0 == 0.0 {
+                uv_line([0.0, z0], [tau, 0.0])
+            } else {
+                uv_line([0.0, z0], [1.0, 0.0])
+            },
+        ),
+        boundary(
+            seam,
+            low,
+            high,
+            Orientation::Forward,
+            uv_line([tau, z0], [0.0, (z1 - z0) / length]),
+        ),
+        boundary(
+            top,
+            high,
+            high,
+            Orientation::Reverse,
+            uv_line([0.0, z1], [1.0, 0.0]),
+        ),
+        boundary(
+            seam,
+            high,
+            low,
+            Orientation::Reverse,
+            uv_line([0.0, z0], [0.0, (z1 - z0) / length]),
+        ),
+    ]
+}
+
+fn add_lower_cap(
+    b: &mut Builder,
+    mut f0: Frame3,
+    bottom: u32,
+    low: u32,
+    r0: f64,
+) -> Result<(), GeometryError> {
+    f0.y = scale(f0.y, -1.0);
+    f0.z = scale(f0.z, -1.0);
+    b.face(
+        "lower_cap",
+        SurfaceGeometry::Plane { frame: f0 },
+        [[-r0, r0]; 2],
+        vec![boundary(
+            bottom,
+            low,
+            low,
+            Orientation::Reverse,
+            PcurveGeometry::Conic2 {
+                origin: [0.0; 2],
+                axis_a: [r0, 0.0],
+                axis_b: [0.0, -r0],
+            },
+        )],
+    )
+}
+
+fn add_upper_cap(
+    b: &mut Builder,
+    f1: Frame3,
+    top: u32,
+    high: u32,
+    r1: f64,
+) -> Result<(), GeometryError> {
+    b.face(
+        "upper_cap",
+        SurfaceGeometry::Plane { frame: f1 },
+        [[-r1, r1]; 2],
+        vec![boundary(
+            top,
+            high,
+            high,
+            Orientation::Forward,
+            PcurveGeometry::Conic2 {
+                origin: [0.0; 2],
+                axis_a: [r1, 0.0],
+                axis_b: [0.0, r1],
+            },
+        )],
+    )
+}
diff --git a/main/opengeometry/src/primitives/sphere.rs b/main/opengeometry/src/primitives/sphere.rs
deleted file mode 100644
index 94900c3..0000000
--- a/main/opengeometry/src/primitives/sphere.rs
+++ /dev/null
@@ -1,274 +0,0 @@
-use serde::{Deserialize, Serialize};
-use wasm_bindgen::prelude::*;
-
-use crate::brep::{Brep, BrepBuilder};
-use crate::export::projection::{project_brep_to_scene, CameraParameters, HlrOptions, Scene2D};
-use crate::spatial::placement::Placement3D;
-use openmaths::Vector3;
-use uuid::Uuid;
-
-#[wasm_bindgen]
-#[derive(Clone, Serialize, Deserialize)]
-pub struct OGSphere {
-    id: String,
-    center: Vector3,
-    radius: f64,
-    width_segments: u32,
-    height_segments: u32,
-    placement: Placement3D,
-    brep: Brep,
-}
-
-#[wasm_bindgen]
-impl OGSphere {
-    #[wasm_bindgen(setter)]
-    pub fn set_id(&mut self, id: String) {
-        self.id = id;
-    }
-
-    #[wasm_bindgen(getter)]
-    pub fn id(&self) -> String {
-        self.id.clone()
-    }
-
-    #[wasm_bindgen(constructor)]
-    pub fn new(id: String) -> OGSphere {
-        let internal_id = Uuid::new_v4();
-
-        OGSphere {
-            id,
-            center: Vector3::new(0.0, 0.0, 0.0),
-            radius: 1.0,
-            width_segments: 24,
-            height_segments: 16,
-            placement: Placement3D::new(),
-            brep: Brep::new(internal_id),
-        }
-    }
-
-    #[wasm_bindgen]
-    pub fn set_config(
-        &mut self,
-        center: Vector3,
-        radius: f64,
-        width_segments: u32,
-        height_segments: u32,
-    ) -> Result<(), JsValue> {
-        self.center = center;
-        self.radius = radius.max(1.0e-6);
-        self.width_segments = width_segments.max(3);
-        self.height_segments = height_segments.max(2);
-        self.placement.set_anchor(self.center);
-
-        self.generate_brep()
-    }
-
-    #[wasm_bindgen]
-    pub fn set_center(&mut self, center: Vector3) {
-        self.center = center;
-        self.placement.set_anchor(self.center);
-    }
-
-    #[wasm_bindgen]
-    pub fn set_transform(
-        &mut self,
-        position: Vector3,
-        rotation: Vector3,
-        scale: Vector3,
-    ) -> Result<(), JsValue> {
-        self.placement
-            .set_transform(position, rotation, scale)
-            .map_err(|err| JsValue::from_str(&err))
-    }
-
-    #[wasm_bindgen]
-    pub fn set_translation(&mut self, translation: Vector3) {
-        self.placement.set_translation(translation);
-    }
-
-    #[wasm_bindgen]
-    pub fn set_rotation(&mut self, rotation: Vector3) {
-        self.placement.set_rotation(rotation);
-    }
-
-    #[wasm_bindgen]
-    pub fn set_scale(&mut self, scale: Vector3) -> Result<(), JsValue> {
-        self.placement
-            .set_scale(scale)
-            .map_err(|err| JsValue::from_str(&err))
-    }
-
-    pub fn generate_brep(&mut self) -> Result<(), JsValue> {
-        self.clean_geometry();
-        self.generate_geometry()
-    }
-
-    pub fn clean_geometry(&mut self) {
-        self.brep.clear();
-    }
-
-    #[wasm_bindgen]
-    pub fn generate_geometry(&mut self) -> Result<(), JsValue> {
-        let width = self.width_segments.max(3) as usize;
-        let height = self.height_segments.max(2) as usize;
-
-        let mut vertices = Vec::new();
-        // Top pole.
-        vertices.push(Vector3::new(0.0, self.radius, 0.0));
-
-        // Intermediate rings.
-        for iy in 1..height {
-            let v = iy as f64 / height as f64;
-            let theta = v * std::f64::consts::PI;
-            let sin_theta = theta.sin();
-            let cos_theta = theta.cos();
-
-            for ix in 0..width {
-                let u = ix as f64 / width as f64;
-                let phi = u * std::f64::consts::PI * 2.0;
-                let sin_phi = phi.sin();
-                let cos_phi = phi.cos();
-
-                vertices.push(Vector3::new(
-                    self.radius * sin_theta * cos_phi,
-                    self.radius * cos_theta,
-                    self.radius * sin_theta * sin_phi,
-                ));
-            }
-        }
-
-        let bottom_id = vertices.len() as u32;
-        vertices.push(Vector3::new(0.0, -self.radius, 0.0));
-
-        let ring_vertex = |ring: usize, ix: usize| -> u32 {
-            // ring is 1..height-1
-            1 + ((ring - 1) * width + ix) as u32
-        };
-
-        let mut faces: Vec<Vec<u32>> = Vec::new();
-
-        // Top cap.
-        for ix in 0..width {
-            let next = (ix + 1) % width;
-            faces.push(vec![0, ring_vertex(1, next), ring_vertex(1, ix)]);
-        }
-
-        // Body quads split into triangles.
-        if height > 2 {
-            for ring in 1..(height - 1) {
-                for ix in 0..width {
-                    let next = (ix + 1) % width;
-                    let a = ring_vertex(ring, ix);
-                    let b = ring_vertex(ring, next);
-                    let c = ring_vertex(ring + 1, next);
-                    let d = ring_vertex(ring + 1, ix);
-
-                    faces.push(vec![a, b, c]);
-                    faces.push(vec![a, c, d]);
-                }
-            }
-        }
-
-        // Bottom cap.
-        let last_ring = height - 1;
-        for ix in 0..width {
-            let next = (ix + 1) % width;
-            faces.push(vec![
-                bottom_id,
-                ring_vertex(last_ring, ix),
-                ring_vertex(last_ring, next),
-            ]);
-        }
-
-        let mut builder = BrepBuilder::new(self.brep.id);
-        builder.add_vertices(&vertices);
-
-        for face in &faces {
-            builder.add_face(face, &[]).map_err(|err| {
-                JsValue::from_str(&format!("Failed to build sphere face: {}", err))
-            })?;
-        }
-
-        builder
-            .add_shell_from_all_faces(true)
-            .map_err(|err| JsValue::from_str(&format!("Failed to build sphere shell: {}", err)))?;
-
-        self.brep = builder.build().map_err(|err| {
-            JsValue::from_str(&format!("Failed to finalize sphere BREP: {}", err))
-        })?;
-
-        Ok(())
-    }
-
-    #[wasm_bindgen]
-    pub fn get_brep_serialized(&self) -> String {
-        serde_json::to_string(&self.world_brep()).unwrap()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_local_brep_serialized(&self) -> String {
-        serde_json::to_string(&self.brep).unwrap()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_geometry_serialized(&self) -> String {
-        let world_brep = self.world_brep();
-        serde_json::to_string(&world_brep.get_triangle_vertex_buffer()).unwrap()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_local_geometry_serialized(&self) -> String {
-        serde_json::to_string(&self.brep.get_triangle_vertex_buffer()).unwrap()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_geometry_buffer(&self) -> Vec<f64> {
-        self.world_brep().get_triangle_vertex_buffer()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_local_geometry_buffer(&self) -> Vec<f64> {
-        self.brep.get_triangle_vertex_buffer()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_outline_geometry_serialized(&self) -> String {
-        let world_brep = self.world_brep();
-        serde_json::to_string(&world_brep.get_outline_vertex_buffer()).unwrap()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_local_outline_geometry_serialized(&self) -> String {
-        serde_json::to_string(&self.brep.get_outline_vertex_buffer()).unwrap()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_outline_geometry_buffer(&self) -> Vec<f64> {
-        self.world_brep().get_outline_vertex_buffer()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_local_outline_geometry_buffer(&self) -> Vec<f64> {
-        self.brep.get_outline_vertex_buffer()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_anchor(&self) -> Vector3 {
-        self.placement.anchor
-    }
-}
-
-impl OGSphere {
-    pub fn brep(&self) -> &Brep {
-        &self.brep
-    }
-
-    pub fn world_brep(&self) -> Brep {
-        self.brep.transformed(&self.placement)
-    }
-
-    pub fn to_projected_scene2d(&self, camera: &CameraParameters, hlr: &HlrOptions) -> Scene2D {
-        let world_brep = self.world_brep();
-        project_brep_to_scene(&world_brep, camera, hlr)
-    }
-}
diff --git a/main/opengeometry/src/primitives/sweep.rs b/main/opengeometry/src/primitives/sweep.rs
deleted file mode 100644
index d1f3fe4..0000000
--- a/main/opengeometry/src/primitives/sweep.rs
+++ /dev/null
@@ -1,345 +0,0 @@
-use serde::{Deserialize, Serialize};
-use wasm_bindgen::prelude::*;
-
-use crate::brep::Brep;
-use crate::export::projection::{project_brep_to_scene, CameraParameters, HlrOptions, Scene2D};
-use crate::operations::sweep::{sweep_profile_along_path, SweepOptions};
-use crate::primitives::line::OGLine;
-use crate::primitives::polyline::OGPolyline;
-use crate::primitives::rectangle::OGRectangle;
-use crate::spatial::placement::{
-    bounds_center_from_point_sets, points_relative_to_anchor, Placement3D,
-};
-use openmaths::Vector3;
-use uuid::Uuid;
-
-#[wasm_bindgen]
-#[derive(Clone, Serialize, Deserialize)]
-pub struct OGSweep {
-    id: String,
-    path_points: Vec<Vector3>,
-    profile_points: Vec<Vector3>,
-    cap_start: bool,
-    cap_end: bool,
-    placement: Placement3D,
-    brep: Brep,
-    anchor_initialized: bool,
-}
-
-#[wasm_bindgen]
-impl OGSweep {
-    #[wasm_bindgen(setter)]
-    pub fn set_id(&mut self, id: String) {
-        self.id = id;
-    }
-
-    #[wasm_bindgen(getter)]
-    pub fn id(&self) -> String {
-        self.id.clone()
-    }
-
-    #[wasm_bindgen(constructor)]
-    pub fn new(id: String) -> OGSweep {
-        let internal_id = Uuid::new_v4();
-
-        OGSweep {
-            id,
-            path_points: Vec::new(),
-            profile_points: Vec::new(),
-            cap_start: true,
-            cap_end: true,
-            placement: Placement3D::new(),
-            brep: Brep::new(internal_id),
-            anchor_initialized: false,
-        }
-    }
-
-    #[wasm_bindgen]
-    pub fn set_config(
-        &mut self,
-        path_points: Vec<Vector3>,
-        profile_points: Vec<Vector3>,
-    ) -> Result<(), JsValue> {
-        self.path_points = path_points;
-        self.profile_points = profile_points;
-        self.cap_start = true;
-        self.cap_end = true;
-        self.ensure_anchor_initialized();
-        self.generate_brep()
-    }
-
-    #[wasm_bindgen]
-    pub fn set_config_with_caps(
-        &mut self,
-        path_points: Vec<Vector3>,
-        profile_points: Vec<Vector3>,
-        cap_start: bool,
-        cap_end: bool,
-    ) -> Result<(), JsValue> {
-        self.path_points = path_points;
-        self.profile_points = profile_points;
-        self.cap_start = cap_start;
-        self.cap_end = cap_end;
-        self.ensure_anchor_initialized();
-        self.generate_brep()
-    }
-
-    #[wasm_bindgen]
-    pub fn set_caps(&mut self, cap_start: bool, cap_end: bool) -> Result<(), JsValue> {
-        self.cap_start = cap_start;
-        self.cap_end = cap_end;
-        self.generate_brep()
-    }
-
-    #[wasm_bindgen]
-    pub fn set_transform(
-        &mut self,
-        position: Vector3,
-        rotation: Vector3,
-        scale: Vector3,
-    ) -> Result<(), JsValue> {
-        self.placement
-            .set_transform(position, rotation, scale)
-            .map_err(|err| JsValue::from_str(&err))
-    }
-
-    #[wasm_bindgen]
-    pub fn set_translation(&mut self, translation: Vector3) {
-        self.placement.set_translation(translation);
-    }
-
-    #[wasm_bindgen]
-    pub fn set_rotation(&mut self, rotation: Vector3) {
-        self.placement.set_rotation(rotation);
-    }
-
-    #[wasm_bindgen]
-    pub fn set_scale(&mut self, scale: Vector3) -> Result<(), JsValue> {
-        self.placement
-            .set_scale(scale)
-            .map_err(|err| JsValue::from_str(&err))
-    }
-
-    pub fn generate_brep(&mut self) -> Result<(), JsValue> {
-        self.clean_geometry();
-        self.generate_geometry()
-    }
-
-    pub fn clean_geometry(&mut self) {
-        self.brep.clear();
-    }
-
-    #[wasm_bindgen]
-    pub fn generate_geometry(&mut self) -> Result<(), JsValue> {
-        let options = SweepOptions {
-            cap_start: self.cap_start,
-            cap_end: self.cap_end,
-        };
-
-        let local_path_points = points_relative_to_anchor(&self.path_points, self.placement.anchor);
-        let local_profile_points =
-            points_relative_to_anchor(&self.profile_points, self.placement.anchor);
-
-        self.brep = sweep_profile_along_path(&local_path_points, &local_profile_points, options)
-            .map_err(|err| JsValue::from_str(&format!("Sweep generation failed: {}", err)))?;
-        self.brep
-            .validate_topology()
-            .map_err(|err| JsValue::from_str(&format!("Invalid sweep topology: {}", err)))?;
-
-        Ok(())
-    }
-
-    #[wasm_bindgen]
-    pub fn get_brep_serialized(&self) -> String {
-        serde_json::to_string(&self.world_brep()).unwrap()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_local_brep_serialized(&self) -> String {
-        serde_json::to_string(&self.brep).unwrap()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_geometry_serialized(&self) -> String {
-        let world_brep = self.world_brep();
-        serde_json::to_string(&world_brep.get_triangle_vertex_buffer()).unwrap()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_local_geometry_serialized(&self) -> String {
-        serde_json::to_string(&self.brep.get_triangle_vertex_buffer()).unwrap()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_geometry_buffer(&self) -> Vec<f64> {
-        self.world_brep().get_triangle_vertex_buffer()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_local_geometry_buffer(&self) -> Vec<f64> {
-        self.brep.get_triangle_vertex_buffer()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_outline_geometry_serialized(&self) -> String {
-        let world_brep = self.world_brep();
-        serde_json::to_string(&world_brep.get_outline_vertex_buffer()).unwrap()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_local_outline_geometry_serialized(&self) -> String {
-        serde_json::to_string(&self.brep.get_outline_vertex_buffer()).unwrap()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_outline_geometry_buffer(&self) -> Vec<f64> {
-        self.world_brep().get_outline_vertex_buffer()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_local_outline_geometry_buffer(&self) -> Vec<f64> {
-        self.brep.get_outline_vertex_buffer()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_anchor(&self) -> Vector3 {
-        self.placement.anchor
-    }
-
-    #[wasm_bindgen]
-    pub fn set_anchor(&mut self, anchor: Vector3) -> Result<(), JsValue> {
-        self.placement.set_anchor(anchor);
-        self.anchor_initialized = true;
-        self.generate_brep()
-    }
-
-    #[wasm_bindgen]
-    pub fn reset_anchor(&mut self) -> Result<(), JsValue> {
-        self.recompute_anchor_from_bounds();
-        self.anchor_initialized = true;
-        self.generate_brep()
-    }
-}
-
-impl OGSweep {
-    pub fn set_path_from_polyline(&mut self, polyline: &OGPolyline) -> Result<(), JsValue> {
-        self.path_points = wire_points_from_brep(&polyline.world_brep());
-        self.ensure_anchor_initialized();
-        self.generate_brep()
-    }
-
-    pub fn set_path_from_line(&mut self, line: &OGLine) -> Result<(), JsValue> {
-        self.path_points = wire_points_from_brep(&line.world_brep());
-        self.ensure_anchor_initialized();
-        self.generate_brep()
-    }
-
-    pub fn set_profile_from_polyline(&mut self, profile: &OGPolyline) -> Result<(), JsValue> {
-        self.profile_points = wire_points_from_brep(&profile.world_brep());
-        self.ensure_anchor_initialized();
-        self.generate_brep()
-    }
-
-    pub fn set_profile_from_rectangle(&mut self, rectangle: &OGRectangle) -> Result<(), JsValue> {
-        self.profile_points = face_points_from_brep(&rectangle.world_brep());
-        self.ensure_anchor_initialized();
-        self.generate_brep()
-    }
-
-    pub fn path_points(&self) -> Vec<Vector3> {
-        self.path_points.clone()
-    }
-
-    pub fn profile_points(&self) -> Vec<Vector3> {
-        self.profile_points.clone()
-    }
-
-    pub fn brep(&self) -> &Brep {
-        &self.brep
-    }
-
-    pub fn world_brep(&self) -> Brep {
-        self.brep.transformed(&self.placement)
-    }
-
-    pub fn to_projected_scene2d(&self, camera: &CameraParameters, hlr: &HlrOptions) -> Scene2D {
-        let world_brep = self.world_brep();
-        project_brep_to_scene(&world_brep, camera, hlr)
-    }
-
-    fn recompute_anchor_from_bounds(&mut self) {
-        let point_sets = [self.path_points.as_slice(), self.profile_points.as_slice()];
-        let anchor =
-            bounds_center_from_point_sets(&point_sets).unwrap_or(Vector3::new(0.0, 0.0, 0.0));
-        self.placement.set_anchor(anchor);
-    }
-
-    fn ensure_anchor_initialized(&mut self) {
-        if self.anchor_initialized {
-            return;
-        }
-        self.recompute_anchor_from_bounds();
-        self.anchor_initialized = true;
-    }
-}
-
-fn wire_points_from_brep(brep: &Brep) -> Vec<Vector3> {
-    let Some(wire) = brep.wires.first() else {
-        return Vec::new();
-    };
-
-    brep.get_wire_vertex_indices(wire.id)
-        .into_iter()
-        .filter_map(|vertex_id| brep.vertices.get(vertex_id as usize))
-        .map(|vertex| vertex.position)
-        .collect()
-}
-
-fn face_points_from_brep(brep: &Brep) -> Vec<Vector3> {
-    let Some(face) = brep.faces.first() else {
-        return Vec::new();
-    };
-
-    brep.get_vertices_by_face_id(face.id)
-}
-
-#[cfg(test)]
-mod tests {
-    use super::*;
-
-    #[test]
-    fn anchor_stays_stable_across_sweep_config_updates_until_reset() {
-        let mut sweep = OGSweep::new("sweep-anchor".to_string());
-        sweep
-            .set_config(
-                vec![Vector3::new(0.0, 0.0, 0.0), Vector3::new(10.0, 0.0, 0.0)],
-                vec![
-                    Vector3::new(0.0, 0.0, 0.0),
-                    Vector3::new(0.0, 0.0, 1.0),
-                    Vector3::new(0.0, 1.0, 1.0),
-                    Vector3::new(0.0, 1.0, 0.0),
-                ],
-            )
-            .expect("sweep config");
-        let initial_anchor = sweep.get_anchor();
-        assert_eq!(initial_anchor.x, 5.0);
-
-        sweep
-            .set_config(
-                vec![Vector3::new(10.0, 0.0, 0.0), Vector3::new(20.0, 0.0, 0.0)],
-                vec![
-                    Vector3::new(10.0, 0.0, 0.0),
-                    Vector3::new(10.0, 0.0, 1.0),
-                    Vector3::new(10.0, 1.0, 1.0),
-                    Vector3::new(10.0, 1.0, 0.0),
-                ],
-            )
-            .expect("sweep config update");
-        let anchor_after_update = sweep.get_anchor();
-        assert_eq!(anchor_after_update.x, 5.0);
-
-        sweep.reset_anchor().expect("reset anchor");
-        let anchor_after_reset = sweep.get_anchor();
-        assert_eq!(anchor_after_reset.x, 15.0);
-    }
-}
diff --git a/main/opengeometry/src/primitives/tests/extrusions.rs b/main/opengeometry/src/primitives/tests/extrusions.rs
new file mode 100644
index 0000000..56718fc
--- /dev/null
+++ b/main/opengeometry/src/primitives/tests/extrusions.rs
@@ -0,0 +1,350 @@
+use crate::brep::fine_accuracy;
+use crate::brep::{CurveGeometry, Frame3, SurfaceGeometry};
+use crate::primitives::internal::{
+    arc_edged_extrusion, arc_edged_extrusion_with_holes, linear_extrusion,
+};
+use crate::primitives::profile::ProfileEdge;
+use crate::query::{classify_point, PointClassification};
+use crate::tessellation::tessellate;
+
+#[test]
+fn linear_extrusion_preserves_planar_holes_and_shared_edges() {
+    let outer = vec![[0.0, 0.0], [5.0, 0.0], [5.0, 4.0], [0.0, 4.0]];
+    let hole = vec![[1.0, 1.0], [1.0, 3.0], [3.0, 3.0], [3.0, 1.0]];
+    let body = linear_extrusion(
+        "profile".into(),
+        Frame3::IDENTITY,
+        outer,
+        vec![hole],
+        2.5,
+        fine_accuracy(),
+    )
+    .unwrap();
+
+    body.validate().unwrap();
+    assert_eq!(body.topology.vertices.len(), 16);
+    assert_eq!(body.topology.edges.len(), 24);
+    assert_eq!(body.topology.faces.len(), 10);
+    assert_eq!(body.topology.shells.len(), 1);
+    assert_eq!(body.solids.len(), 1);
+    assert_eq!(body.topology.faces[0].trim.holes.len(), 1);
+    assert_eq!(body.topology.faces[1].trim.holes.len(), 1);
+    assert!(body
+        .topology
+        .edges
+        .iter()
+        .all(|edge| edge.twin_halfedge.is_some()));
+    let tessellation = tessellate(&body, 0.01, 100_000).unwrap();
+    assert!(!tessellation.indices.is_empty());
+    assert_eq!(
+        tessellation.triangle_face_ids.len(),
+        tessellation.indices.len() / 3
+    );
+}
+#[test]
+fn arc_edged_extrusion_preserves_cylindrical_sides_for_both_sweep_signs() {
+    for sign in [1.0, -1.0] {
+        let sweep = sign * std::f64::consts::FRAC_PI_2;
+        let outer = 2.0;
+        let inner = 1.5;
+        let point = |radius: f64, angle: f64| [radius * angle.cos(), radius * angle.sin()];
+        let edges = vec![
+            ProfileEdge::Arc {
+                center: [0.0, 0.0],
+                radius: outer,
+                start_angle: 0.0,
+                sweep_angle: sweep,
+            },
+            ProfileEdge::Line {
+                from: point(outer, sweep),
+                to: point(inner, sweep),
+            },
+            ProfileEdge::Arc {
+                center: [0.0, 0.0],
+                radius: inner,
+                start_angle: sweep,
+                sweep_angle: -sweep,
+            },
+            ProfileEdge::Line {
+                from: point(inner, 0.0),
+                to: point(outer, 0.0),
+            },
+        ];
+        let body = arc_edged_extrusion(
+            format!("arc-strip-{sign}"),
+            Frame3::IDENTITY,
+            edges,
+            3.0,
+            fine_accuracy(),
+        )
+        .unwrap();
+        body.validate().unwrap();
+        assert_eq!(body.topology.faces.len(), 6);
+        assert_eq!(body.topology.shells.len(), 1);
+        assert_eq!(body.solids.len(), 1);
+        assert_eq!(
+            body.geometry
+                .surfaces
+                .iter()
+                .filter(|surface| matches!(surface, SurfaceGeometry::Cylinder { .. }))
+                .count(),
+            2
+        );
+        assert_eq!(
+            body.geometry
+                .curves
+                .iter()
+                .filter(|curve| matches!(curve, CurveGeometry::Circle { .. }))
+                .count(),
+            4
+        );
+        let middle = sweep * 0.5;
+        assert_eq!(
+            classify_point(&body, [1.75 * middle.cos(), 1.75 * middle.sin(), 1.0],).unwrap(),
+            PointClassification::Inside,
+        );
+        assert_eq!(
+            classify_point(&body, [1.0 * middle.cos(), 1.0 * middle.sin(), 1.0],).unwrap(),
+            PointClassification::Outside,
+        );
+        let mesh = tessellate(&body, 0.01, 100_000).unwrap();
+        assert!(!mesh.indices.is_empty());
+    }
+}
+#[test]
+fn arc_edged_extrusion_preserves_an_analytic_profile_hole() {
+    let quarter = std::f64::consts::FRAC_PI_2;
+    let outer = vec![
+        ProfileEdge::Arc {
+            center: [0.0, 0.0],
+            radius: 2.0,
+            start_angle: 0.0,
+            sweep_angle: quarter,
+        },
+        ProfileEdge::Line {
+            from: [0.0, 2.0],
+            to: [0.0, 1.0],
+        },
+        ProfileEdge::Arc {
+            center: [0.0, 0.0],
+            radius: 1.0,
+            start_angle: quarter,
+            sweep_angle: -quarter,
+        },
+        ProfileEdge::Line {
+            from: [1.0, 0.0],
+            to: [2.0, 0.0],
+        },
+    ];
+    let hole = vec![
+        ProfileEdge::Arc {
+            center: [1.2, 1.2],
+            radius: 0.1,
+            start_angle: 0.0,
+            sweep_angle: -std::f64::consts::PI,
+        },
+        ProfileEdge::Arc {
+            center: [1.2, 1.2],
+            radius: 0.1,
+            start_angle: -std::f64::consts::PI,
+            sweep_angle: -std::f64::consts::PI,
+        },
+    ];
+    let body = arc_edged_extrusion_with_holes(
+        "arc-profile-hole".into(),
+        Frame3::IDENTITY,
+        outer,
+        vec![hole],
+        3.0,
+        fine_accuracy(),
+    )
+    .unwrap();
+    body.validate().unwrap();
+    assert_eq!(body.topology.faces[0].trim.holes.len(), 1);
+    assert_eq!(body.topology.faces[1].trim.holes.len(), 1);
+    assert_eq!(body.topology.shells.len(), 1);
+    assert_eq!(body.solids.len(), 1);
+    assert_eq!(
+        classify_point(&body, [1.2, 1.2, 1.0]).unwrap(),
+        PointClassification::Outside
+    );
+    assert_eq!(
+        classify_point(&body, [1.4, 1.0, 1.0]).unwrap(),
+        PointClassification::Inside
+    );
+    assert!(!tessellate(&body, 0.01, 100_000).unwrap().indices.is_empty());
+}
+#[test]
+fn arc_edged_extrusion_rejects_holes_outside_or_crossing_its_profile() {
+    let quarter = std::f64::consts::FRAC_PI_2;
+    let outer = vec![
+        ProfileEdge::Arc {
+            center: [0.0, 0.0],
+            radius: 2.0,
+            start_angle: 0.0,
+            sweep_angle: quarter,
+        },
+        ProfileEdge::Line {
+            from: [0.0, 2.0],
+            to: [0.0, 1.0],
+        },
+        ProfileEdge::Arc {
+            center: [0.0, 0.0],
+            radius: 1.0,
+            start_angle: quarter,
+            sweep_angle: -quarter,
+        },
+        ProfileEdge::Line {
+            from: [1.0, 0.0],
+            to: [2.0, 0.0],
+        },
+    ];
+    let square = |x0, y0, x1, y1| {
+        let points = [[x0, y0], [x1, y0], [x1, y1], [x0, y1]];
+        (0..4)
+            .map(|index| ProfileEdge::Line {
+                from: points[index],
+                to: points[(index + 1) % 4],
+            })
+            .collect::<Vec<_>>()
+    };
+    for hole in [square(3.0, 3.0, 3.2, 3.2), square(1.9, 0.1, 2.1, 0.3)] {
+        assert!(arc_edged_extrusion_with_holes(
+            "invalid-arc-hole".into(),
+            Frame3::IDENTITY,
+            outer.clone(),
+            vec![hole],
+            3.0,
+            fine_accuracy(),
+        )
+        .is_err());
+    }
+}
+#[test]
+fn arc_edged_extrusion_rejects_exact_line_arc_crossings_and_overlap() {
+    let crossing = vec![
+        ProfileEdge::Arc {
+            center: [0.0, 0.0],
+            radius: 1.0,
+            start_angle: 0.0,
+            sweep_angle: std::f64::consts::PI,
+        },
+        ProfileEdge::Line {
+            from: [-1.0, 0.0],
+            to: [0.0, 1.2],
+        },
+        ProfileEdge::Line {
+            from: [0.0, 1.2],
+            to: [1.0, 0.0],
+        },
+    ];
+    assert!(arc_edged_extrusion(
+        "crossing".into(),
+        Frame3::IDENTITY,
+        crossing,
+        2.0,
+        fine_accuracy(),
+    )
+    .is_err());
+    let overlapping = vec![
+        ProfileEdge::Arc {
+            center: [0.0, 0.0],
+            radius: 1.0,
+            start_angle: 0.0,
+            sweep_angle: std::f64::consts::PI,
+        },
+        ProfileEdge::Arc {
+            center: [0.0, 0.0],
+            radius: 1.0,
+            start_angle: std::f64::consts::PI,
+            sweep_angle: -std::f64::consts::FRAC_PI_2,
+        },
+        ProfileEdge::Line {
+            from: [0.0, 1.0],
+            to: [1.0, 0.0],
+        },
+    ];
+    assert!(arc_edged_extrusion(
+        "overlap".into(),
+        Frame3::IDENTITY,
+        overlapping,
+        2.0,
+        fine_accuracy(),
+    )
+    .is_err());
+}
+#[test]
+fn arc_edged_extrusion_accepts_nonradial_join_caps() {
+    let outer_end = std::f64::consts::FRAC_PI_2;
+    let inner_start = outer_end - 0.1;
+    let inner_end = 0.1;
+    let point = |radius: f64, angle: f64| [radius * angle.cos(), radius * angle.sin()];
+    let profile = vec![
+        ProfileEdge::Arc {
+            center: [0.0, 0.0],
+            radius: 2.0,
+            start_angle: 0.0,
+            sweep_angle: outer_end,
+        },
+        ProfileEdge::Line {
+            from: point(2.0, outer_end),
+            to: point(1.5, inner_start),
+        },
+        ProfileEdge::Arc {
+            center: [0.0, 0.0],
+            radius: 1.5,
+            start_angle: inner_start,
+            sweep_angle: inner_end - inner_start,
+        },
+        ProfileEdge::Line {
+            from: point(1.5, inner_end),
+            to: point(2.0, 0.0),
+        },
+    ];
+    let body = arc_edged_extrusion(
+        "curved-join".into(),
+        Frame3::IDENTITY,
+        profile,
+        2.4,
+        fine_accuracy(),
+    )
+    .unwrap();
+    body.validate().unwrap();
+    assert_eq!(body.topology.faces.len(), 6);
+    assert_eq!(body.solids.len(), 1);
+}
+#[test]
+fn linear_extrusion_rejects_invalid_profile_relationships() {
+    let square = vec![[0.0, 0.0], [4.0, 0.0], [4.0, 4.0], [0.0, 4.0]];
+    let crossing = vec![[1.0, 1.0], [3.0, 3.0], [1.0, 3.0], [3.0, 1.0]];
+    assert!(linear_extrusion(
+        "crossing".into(),
+        Frame3::IDENTITY,
+        crossing,
+        Vec::new(),
+        1.0,
+        fine_accuracy(),
+    )
+    .is_err());
+    let outside = vec![[3.0, 1.0], [5.0, 1.0], [5.0, 2.0], [3.0, 2.0]];
+    assert!(linear_extrusion(
+        "outside".into(),
+        Frame3::IDENTITY,
+        square.clone(),
+        vec![outside],
+        1.0,
+        fine_accuracy(),
+    )
+    .is_err());
+    let first = vec![[0.5, 0.5], [2.5, 0.5], [2.5, 2.5], [0.5, 2.5]];
+    let second = vec![[1.5, 1.5], [3.0, 1.5], [3.0, 3.0], [1.5, 3.0]];
+    assert!(linear_extrusion(
+        "overlap".into(),
+        Frame3::IDENTITY,
+        square,
+        vec![first, second],
+        1.0,
+        fine_accuracy(),
+    )
+    .is_err());
+}
diff --git a/main/opengeometry/src/primitives/tests/mod.rs b/main/opengeometry/src/primitives/tests/mod.rs
new file mode 100644
index 0000000..1b07c15
--- /dev/null
+++ b/main/opengeometry/src/primitives/tests/mod.rs
@@ -0,0 +1,3 @@
+mod extrusions;
+mod solids;
+mod wires;
diff --git a/main/opengeometry/src/primitives/tests/solids.rs b/main/opengeometry/src/primitives/tests/solids.rs
new file mode 100644
index 0000000..1ea8274
--- /dev/null
+++ b/main/opengeometry/src/primitives/tests/solids.rs
@@ -0,0 +1,169 @@
+use crate::brep::fine_accuracy;
+use crate::brep::{BrepEnvelope, Frame3, Orientation, Surface, SurfaceGeometry};
+use crate::math::{dot, sub};
+use crate::primitives::cuboid::cuboid;
+use crate::primitives::cylinder::cylinder;
+use crate::primitives::internal::{
+    annular_cylinder, cone, cylinder_sector, frustum, sphere, torus,
+};
+use crate::tessellation::tessellate;
+
+#[test]
+fn cuboid_edges_are_shared_and_all_face_normals_point_outward() {
+    let frame = Frame3 {
+        origin: [1.0, 2.0, 3.0],
+        x: [0.0, 1.0, 0.0],
+        y: [-1.0, 0.0, 0.0],
+        ..Frame3::IDENTITY
+    };
+    let body = cuboid("box".into(), frame, [2.0, 3.0, 4.0], fine_accuracy()).unwrap();
+    assert_eq!(
+        (
+            body.topology.vertices.len(),
+            body.topology.edges.len(),
+            body.topology.faces.len()
+        ),
+        (8, 12, 6)
+    );
+    let center = frame.point([1.0, 1.5, 2.0]);
+    for face in &body.topology.faces {
+        let surface = body.geometry.surface(face.surface).unwrap();
+        let uv = face.trim.uv_bounds.map(|range| (range.lo + range.hi) / 2.0);
+        assert!(
+            dot(
+                sub(surface.point_at(uv).unwrap(), center),
+                surface.normal_at(uv).unwrap()
+            ) > 0.0
+        );
+    }
+    let serialized = body.to_json().unwrap();
+    assert_eq!(
+        BrepEnvelope::from_json(&serialized)
+            .unwrap()
+            .to_json()
+            .unwrap(),
+        serialized
+    );
+    assert!(cuboid("bad".into(), frame, [0.0, 1.0, 1.0], fine_accuracy()).is_err());
+}
+#[test]
+fn curved_topology_is_sparse_and_closed() {
+    let shapes = [
+        cylinder("c".into(), Frame3::IDENTITY, 1.0, 2.0, fine_accuracy()).unwrap(),
+        cone("k".into(), Frame3::IDENTITY, 1.0, 2.0, fine_accuracy()).unwrap(),
+        sphere("s".into(), Frame3::IDENTITY, 1.0, fine_accuracy()).unwrap(),
+        torus("t".into(), Frame3::IDENTITY, 3.0, 1.0, fine_accuracy()).unwrap(),
+    ];
+    for (b, faces) in shapes.into_iter().zip([3, 2, 1, 1]) {
+        b.validate().unwrap();
+        assert_eq!(b.topology.faces.len(), faces);
+        assert!(b.topology.vertices.len() <= 2);
+        assert_eq!(b.solids.len(), 1);
+        let json = b.to_json().unwrap();
+        BrepEnvelope::from_json(&json).unwrap();
+    }
+}
+#[test]
+fn annular_cylinder_has_exact_inner_outer_supports_and_planar_holes() {
+    let body = annular_cylinder(
+        "tube".into(),
+        Frame3::IDENTITY,
+        0.5,
+        1.0,
+        2.0,
+        fine_accuracy(),
+    )
+    .unwrap();
+    body.validate().unwrap();
+    assert_eq!(body.topology.faces.len(), 4);
+    assert_eq!(body.topology.shells.len(), 1);
+    assert_eq!(body.solids.len(), 1);
+    assert_eq!(body.topology.faces[0].sense, Orientation::Forward);
+    assert_eq!(body.topology.faces[1].sense, Orientation::Reverse);
+    assert_eq!(body.topology.faces[2].trim.holes.len(), 1);
+    assert_eq!(body.topology.faces[3].trim.holes.len(), 1);
+    let mesh = tessellate(&body, 0.01, 100_000).unwrap();
+    assert!(!mesh.indices.is_empty());
+    assert!(annular_cylinder(
+        "thin".into(),
+        Frame3::IDENTITY,
+        1.0,
+        1.0 + fine_accuracy().geometric,
+        2.0,
+        fine_accuracy(),
+    )
+    .is_err());
+}
+#[test]
+fn frusta_reduce_to_the_supported_surface_set() {
+    for radii in [(1.0, 2.0), (2.0, 1.0), (2.0, 0.0), (1.0, 1.0)] {
+        let b = frustum(
+            "f".into(),
+            Frame3::IDENTITY,
+            radii.0,
+            radii.1,
+            3.0,
+            fine_accuracy(),
+        )
+        .unwrap();
+        b.validate().unwrap();
+        assert_eq!(b.topology.faces.len(), if radii.1 == 0.0 { 2 } else { 3 });
+    }
+}
+#[test]
+fn ring_and_positive_dimensions_are_enforced() {
+    assert!(torus("t".into(), Frame3::IDENTITY, 1.0, 1.0, fine_accuracy()).is_err());
+    assert!(cylinder("c".into(), Frame3::IDENTITY, 1.0, 0.0, fine_accuracy()).is_err());
+}
+#[test]
+fn body_bounds_cover_curved_extrema_absent_from_vertices() {
+    let b = cylinder("c".into(), Frame3::IDENTITY, 2.0, 3.0, fine_accuracy()).unwrap();
+    assert!(b.topology.vertices.iter().all(|v| v.position[0] == 2.0));
+    let bounds = b.bounds().unwrap().unwrap();
+    for p in [[-2.0, 0.0, 1.5], [0.0, -2.0, 1.5], [0.0, 2.0, 3.0]] {
+        assert!(bounds.contains(p));
+    }
+    let empty = BrepEnvelope::new("empty".into(), fine_accuracy()).unwrap();
+    assert!(empty.bounds().unwrap().is_none());
+}
+#[test]
+fn cylinder_sector_keeps_one_trimmed_cylinder_face_and_exact_radial_caps() {
+    let sector = cylinder_sector(
+        "sector".into(),
+        Frame3::IDENTITY,
+        2.0,
+        3.0,
+        -1.2,
+        1.2,
+        fine_accuracy(),
+    )
+    .unwrap();
+    sector.validate().unwrap();
+    assert_eq!(sector.topology.faces.len(), 5);
+    assert_eq!(sector.topology.edges.len(), 9);
+    assert_eq!(sector.topology.vertices.len(), 6);
+    assert!(matches!(
+        sector.geometry.surfaces[sector.topology.faces[0].surface as usize],
+        SurfaceGeometry::Cylinder { radius: 2.0, .. }
+    ));
+    assert!(sector.topology.faces[1..].iter().all(|face| matches!(
+        sector.geometry.surfaces[face.surface as usize],
+        SurfaceGeometry::Plane { .. }
+    )));
+    let coarse = tessellate(&sector, 0.05, 100_000).unwrap();
+    let fine = tessellate(&sector, 0.005, 100_000).unwrap();
+    assert!(fine.indices.len() > coarse.indices.len());
+    BrepEnvelope::from_json(&sector.to_json().unwrap()).unwrap();
+
+    let full = cylinder_sector(
+        "full".into(),
+        Frame3::IDENTITY,
+        2.0,
+        3.0,
+        0.0,
+        std::f64::consts::TAU,
+        fine_accuracy(),
+    )
+    .unwrap();
+    assert_eq!(full.topology.faces.len(), 3);
+}
diff --git a/main/opengeometry/src/primitives/tests/wires.rs b/main/opengeometry/src/primitives/tests/wires.rs
new file mode 100644
index 0000000..22fdd69
--- /dev/null
+++ b/main/opengeometry/src/primitives/tests/wires.rs
@@ -0,0 +1,64 @@
+use crate::brep::fine_accuracy;
+use crate::brep::{BrepEnvelope, CurveGeometry, Frame3};
+use crate::math::{norm, sub};
+use crate::primitives::circle::arc_wire;
+use crate::tessellation::tessellate;
+
+#[test]
+fn analytic_arc_wires_retain_signed_endpoints_and_single_edge_authority() {
+    let curve = CurveGeometry::Circle {
+        frame: Frame3::IDENTITY,
+        radius: 2.0,
+    };
+    for sweep in [1.4, -1.4, std::f64::consts::TAU, -std::f64::consts::TAU] {
+        let brep = arc_wire("arc".into(), curve.clone(), 0.7, sweep, fine_accuracy()).unwrap();
+        let h = &brep.topology.halfedges[0];
+        assert_eq!(h.geometry_use.sense.multiplier(), sweep.signum());
+        assert!(
+            norm(sub(
+                brep.topology.vertices[h.from as usize].position,
+                curve.elementary_point(0.7).unwrap()
+            )) < 1e-10
+        );
+        assert_eq!(brep.topology.edges.len(), 1);
+        assert!(brep.topology.faces.is_empty());
+        assert!(h.geometry_use.pcurve.is_none());
+        assert_eq!(
+            brep.topology.wires[0].is_closed,
+            sweep.abs() == std::f64::consts::TAU
+        );
+        let coarse = tessellate(&brep, 0.05, 100_000).unwrap();
+        let fine = tessellate(&brep, 0.005, 100_000).unwrap();
+        assert!(fine.outline_edge_ids.len() > coarse.outline_edge_ids.len());
+        assert!(fine.outline_edge_ids.iter().all(|id| *id == 0));
+        assert!(fine.indices.is_empty());
+        BrepEnvelope::from_json(&brep.to_json().unwrap()).unwrap();
+    }
+}
+#[test]
+fn elliptical_arc_sampling_meets_deflection_and_rejects_invalid_spans() {
+    let curve = CurveGeometry::Ellipse {
+        frame: Frame3::IDENTITY,
+        major_radius: 3.0,
+        minor_radius: 0.5,
+    };
+    let brep = arc_wire(
+        "ellipse".into(),
+        curve.clone(),
+        0.0,
+        std::f64::consts::TAU,
+        fine_accuracy(),
+    )
+    .unwrap();
+    let mesh = tessellate(&brep, 0.01, 100_000).unwrap();
+    let n = mesh.outline_edge_ids.len();
+    for (i, pair) in mesh.outline_positions.chunks_exact(6).enumerate() {
+        let midpoint = curve
+            .elementary_point(std::f64::consts::TAU * (i as f64 + 0.5) / n as f64)
+            .unwrap();
+        let chord = std::array::from_fn(|j| (pair[j] + pair[j + 3]) / 2.0);
+        assert!(norm(sub(midpoint, chord)) < 0.01);
+    }
+    assert!(arc_wire("bad".into(), curve.clone(), 0.0, 0.0, fine_accuracy()).is_err());
+    assert!(arc_wire("bad".into(), curve, 0.0, 7.0, fine_accuracy()).is_err());
+}
diff --git a/main/opengeometry/src/primitives/wedge.rs b/main/opengeometry/src/primitives/wedge.rs
deleted file mode 100644
index ec9d266..0000000
--- a/main/opengeometry/src/primitives/wedge.rs
+++ /dev/null
@@ -1,230 +0,0 @@
-use serde::{Deserialize, Serialize};
-use wasm_bindgen::prelude::*;
-
-use crate::brep::{Brep, BrepBuilder};
-use crate::export::projection::{project_brep_to_scene, CameraParameters, HlrOptions, Scene2D};
-use crate::spatial::placement::Placement3D;
-use openmaths::Vector3;
-use uuid::Uuid;
-
-#[wasm_bindgen]
-#[derive(Clone, Serialize, Deserialize)]
-pub struct OGWedge {
-    id: String,
-    center: Vector3,
-    width: f64,
-    height: f64,
-    depth: f64,
-    placement: Placement3D,
-    brep: Brep,
-}
-
-#[wasm_bindgen]
-impl OGWedge {
-    #[wasm_bindgen(setter)]
-    pub fn set_id(&mut self, id: String) {
-        self.id = id;
-    }
-
-    #[wasm_bindgen(getter)]
-    pub fn id(&self) -> String {
-        self.id.clone()
-    }
-
-    #[wasm_bindgen(constructor)]
-    pub fn new(id: String) -> OGWedge {
-        let internal_id = Uuid::new_v4();
-
-        OGWedge {
-            id,
-            center: Vector3::new(0.0, 0.0, 0.0),
-            width: 1.0,
-            height: 1.0,
-            depth: 1.0,
-            placement: Placement3D::new(),
-            brep: Brep::new(internal_id),
-        }
-    }
-
-    #[wasm_bindgen]
-    pub fn set_config(
-        &mut self,
-        center: Vector3,
-        width: f64,
-        height: f64,
-        depth: f64,
-    ) -> Result<(), JsValue> {
-        self.center = center;
-        self.width = width;
-        self.height = height;
-        self.depth = depth;
-        self.placement.set_anchor(self.center);
-        self.generate_brep()
-    }
-
-    #[wasm_bindgen]
-    pub fn set_center(&mut self, center: Vector3) {
-        self.center = center;
-        self.placement.set_anchor(self.center);
-    }
-
-    #[wasm_bindgen]
-    pub fn set_transform(
-        &mut self,
-        position: Vector3,
-        rotation: Vector3,
-        scale: Vector3,
-    ) -> Result<(), JsValue> {
-        self.placement
-            .set_transform(position, rotation, scale)
-            .map_err(|err| JsValue::from_str(&err))
-    }
-
-    #[wasm_bindgen]
-    pub fn set_translation(&mut self, translation: Vector3) {
-        self.placement.set_translation(translation);
-    }
-
-    #[wasm_bindgen]
-    pub fn set_rotation(&mut self, rotation: Vector3) {
-        self.placement.set_rotation(rotation);
-    }
-
-    #[wasm_bindgen]
-    pub fn set_scale(&mut self, scale: Vector3) -> Result<(), JsValue> {
-        self.placement
-            .set_scale(scale)
-            .map_err(|err| JsValue::from_str(&err))
-    }
-
-    pub fn generate_brep(&mut self) -> Result<(), JsValue> {
-        self.clean_geometry();
-        self.generate_geometry()
-    }
-
-    pub fn clean_geometry(&mut self) {
-        self.brep.clear();
-    }
-
-    #[wasm_bindgen]
-    pub fn generate_geometry(&mut self) -> Result<(), JsValue> {
-        let half_width = self.width / 2.0;
-        let half_height = self.height / 2.0;
-        let half_depth = self.depth / 2.0;
-
-        let x_min = -half_width;
-        let x_max = half_width;
-        let y_min = -half_height;
-        let y_max = half_height;
-        let z_min = -half_depth;
-        let z_max = half_depth;
-
-        let vertices = vec![
-            Vector3::new(x_min, y_min, z_min),
-            Vector3::new(x_max, y_min, z_min),
-            Vector3::new(x_min, y_max, z_min),
-            Vector3::new(x_min, y_min, z_max),
-            Vector3::new(x_max, y_min, z_max),
-            Vector3::new(x_min, y_max, z_max),
-        ];
-
-        let faces = vec![
-            vec![0, 1, 4, 3],
-            vec![0, 2, 1],
-            vec![3, 4, 5],
-            vec![0, 3, 5, 2],
-            vec![1, 2, 5, 4],
-        ];
-
-        let mut builder = BrepBuilder::new(self.brep.id);
-        builder.add_vertices(&vertices);
-
-        for face in &faces {
-            builder.add_face(face, &[]).map_err(|err| {
-                JsValue::from_str(&format!("Failed to build wedge face: {}", err))
-            })?;
-        }
-
-        builder
-            .add_shell_from_all_faces(true)
-            .map_err(|err| JsValue::from_str(&format!("Failed to build wedge shell: {}", err)))?;
-
-        self.brep = builder
-            .build()
-            .map_err(|err| JsValue::from_str(&format!("Failed to finalize wedge BREP: {}", err)))?;
-
-        Ok(())
-    }
-
-    #[wasm_bindgen]
-    pub fn get_brep_serialized(&self) -> String {
-        serde_json::to_string(&self.world_brep()).unwrap()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_local_brep_serialized(&self) -> String {
-        serde_json::to_string(&self.brep).unwrap()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_geometry_serialized(&self) -> String {
-        let world_brep = self.world_brep();
-        serde_json::to_string(&world_brep.get_triangle_vertex_buffer()).unwrap()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_local_geometry_serialized(&self) -> String {
-        serde_json::to_string(&self.brep.get_triangle_vertex_buffer()).unwrap()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_geometry_buffer(&self) -> Vec<f64> {
-        self.world_brep().get_triangle_vertex_buffer()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_local_geometry_buffer(&self) -> Vec<f64> {
-        self.brep.get_triangle_vertex_buffer()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_outline_geometry_serialized(&self) -> String {
-        let world_brep = self.world_brep();
-        serde_json::to_string(&world_brep.get_outline_vertex_buffer()).unwrap()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_local_outline_geometry_serialized(&self) -> String {
-        serde_json::to_string(&self.brep.get_outline_vertex_buffer()).unwrap()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_outline_geometry_buffer(&self) -> Vec<f64> {
-        self.world_brep().get_outline_vertex_buffer()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_local_outline_geometry_buffer(&self) -> Vec<f64> {
-        self.brep.get_outline_vertex_buffer()
-    }
-
-    #[wasm_bindgen]
-    pub fn get_anchor(&self) -> Vector3 {
-        self.placement.anchor
-    }
-}
-
-impl OGWedge {
-    pub fn brep(&self) -> &Brep {
-        &self.brep
-    }
-
-    pub fn world_brep(&self) -> Brep {
-        self.brep.transformed(&self.placement)
-    }
-
-    pub fn to_projected_scene2d(&self, camera: &CameraParameters, hlr: &HlrOptions) -> Scene2D {
-        let world_brep = self.world_brep();
-        project_brep_to_scene(&world_brep, camera, hlr)
-    }
-}
diff --git a/main/opengeometry/src/primitives/wire_points.rs b/main/opengeometry/src/primitives/wire_points.rs
new file mode 100644
index 0000000..7e0b3c7
--- /dev/null
+++ b/main/opengeometry/src/primitives/wire_points.rs
@@ -0,0 +1,60 @@
+use crate::brep::{
+    checked, Accuracy, BrepEnvelope, Builder, CurveGeometry, GeometryError, Orientation, WireUse,
+};
+use crate::math::{norm, scale, sub, Interval, Point3};
+
+pub(super) fn wire_from_points(
+    id: String,
+    points: &[Point3],
+    closed: bool,
+    accuracy: Accuracy,
+) -> Result<BrepEnvelope, GeometryError> {
+    accuracy.validate()?;
+    if points.len() < if closed { 3 } else { 2 } {
+        return Err(GeometryError::InvalidGeometry(
+            "wire has too few points".into(),
+        ));
+    }
+    if points.len() > u32::MAX as usize {
+        return Err(GeometryError::LimitExceeded("wire vertex count".into()));
+    }
+    let mut builder = Builder::new(id, accuracy)?;
+    let vertices = points
+        .iter()
+        .map(|&point| checked(point).map(|valid| builder.vertex(valid)))
+        .collect::<Result<Vec<_>, _>>()?;
+    let mut uses = Vec::with_capacity(if closed {
+        points.len()
+    } else {
+        points.len() - 1
+    });
+    for index in 0..if closed {
+        points.len()
+    } else {
+        points.len() - 1
+    } {
+        let next = (index + 1) % points.len();
+        let delta = sub(points[next], points[index]);
+        let length = norm(delta);
+        if length <= 4.0 * accuracy.geometric {
+            return Err(GeometryError::InvalidGeometry(
+                "wire edge is below geometric resolution".into(),
+            ));
+        }
+        let edge = builder.edge(
+            CurveGeometry::Line {
+                origin: points[index],
+                direction: scale(delta, 1.0 / length),
+            },
+            Interval::new(0.0, length)?,
+            false,
+        );
+        uses.push(WireUse {
+            edge,
+            from: vertices[index],
+            to: vertices[next],
+            sense: Orientation::Forward,
+        });
+    }
+    builder.finish_wire(uses, closed)
+}
diff --git a/main/opengeometry/src/query/classification.rs b/main/opengeometry/src/query/classification.rs
new file mode 100644
index 0000000..0c8d383
--- /dev/null
+++ b/main/opengeometry/src/query/classification.rs
@@ -0,0 +1,14 @@
+#[derive(Clone, Copy, Debug, PartialEq, Eq)]
+pub enum PointClassification {
+    Inside,
+    Outside,
+    Boundary,
+    Unknown,
+}
+
+impl PointClassification {
+    #[cfg(test)]
+    pub(super) fn is_proven_outside(self) -> bool {
+        self == Self::Outside
+    }
+}
diff --git a/main/opengeometry/src/query/classify.rs b/main/opengeometry/src/query/classify.rs
new file mode 100644
index 0000000..1d9ed85
--- /dev/null
+++ b/main/opengeometry/src/query/classify.rs
@@ -0,0 +1,117 @@
+use super::classification::PointClassification;
+use super::face_trim::face_contains_uv;
+use super::ray_roots::{ray_box_domain, support_roots};
+use crate::brep::{unit, BrepEnvelope, Face, GeometryError, Surface};
+use crate::math::{dot, norm, scale, sub, Point3};
+
+fn classify_with_ray<'a>(
+    brep: &BrepEnvelope,
+    point: Point3,
+    direction: Point3,
+    faces: impl Iterator<Item = &'a Face>,
+) -> Result<PointClassification, GeometryError> {
+    let Some(domain) = ray_box_domain(brep, point, direction)? else {
+        return Ok(PointClassification::Outside);
+    };
+    let mut hits: Vec<(f64, Point3)> = Vec::new();
+    for face in faces {
+        let surface = brep.geometry.surface(face.surface)?;
+        let Some(roots) = support_roots(
+            surface,
+            point,
+            direction,
+            domain,
+            brep.accuracy.intersection,
+        )?
+        else {
+            return Ok(PointClassification::Unknown);
+        };
+        for parameter in roots {
+            let position = [
+                point[0] + parameter * direction[0],
+                point[1] + parameter * direction[1],
+                point[2] + parameter * direction[2],
+            ];
+            let uv = match surface.project(position, None) {
+                Ok(uv) => uv,
+                Err(GeometryError::SingularParameterization) => {
+                    return Ok(PointClassification::Unknown)
+                }
+                Err(error) => return Err(error),
+            };
+            if norm(sub(surface.point_at(uv)?, position)) > brep.accuracy.intersection {
+                continue;
+            }
+            match face_contains_uv(brep, face, uv)? {
+                Some(true) => {}
+                Some(false) => continue,
+                None => return Ok(PointClassification::Unknown),
+            }
+            let normal = scale(surface.normal_at(uv)?, face.sense.multiplier());
+            if dot(normal, direction).abs() <= 64.0 * f64::EPSILON {
+                return Ok(PointClassification::Unknown);
+            }
+            if parameter <= brep.accuracy.geometric {
+                return Ok(PointClassification::Boundary);
+            }
+            if hits
+                .iter()
+                .all(|(existing, _)| (existing - parameter).abs() > brep.accuracy.geometric)
+            {
+                hits.push((parameter, position));
+            }
+        }
+    }
+    Ok(if hits.len() % 2 == 1 {
+        PointClassification::Inside
+    } else {
+        PointClassification::Outside
+    })
+}
+
+pub fn classify_point(
+    brep: &BrepEnvelope,
+    point: Point3,
+) -> Result<PointClassification, GeometryError> {
+    brep.validate()?;
+    classify_point_validated(brep, point)
+}
+
+pub(crate) fn classify_point_validated(
+    brep: &BrepEnvelope,
+    point: Point3,
+) -> Result<PointClassification, GeometryError> {
+    if point.into_iter().any(|value| !value.is_finite()) {
+        return Err(GeometryError::InvalidGeometry(
+            "point classification requires finite coordinates".into(),
+        ));
+    }
+    let faces: Vec<u32> = brep.topology.faces.iter().map(|face| face.id).collect();
+    classify_point_in_shell(brep, &faces, point)
+}
+
+pub(crate) fn classify_point_in_shell(
+    brep: &BrepEnvelope,
+    faces: &[u32],
+    point: Point3,
+) -> Result<PointClassification, GeometryError> {
+    let directions = [
+        unit([1.0, 0.371, 0.127])?,
+        unit([0.193, 1.0, 0.419])?,
+        unit([0.311, 0.233, 1.0])?,
+    ];
+    for direction in directions {
+        let result = classify_with_ray(
+            brep,
+            point,
+            direction,
+            faces
+                .iter()
+                .map(|face| &brep.topology.faces[*face as usize]),
+        )?;
+        if result != PointClassification::Unknown {
+            return Ok(result);
+        }
+    }
+    Ok(PointClassification::Unknown)
+}
diff --git a/main/opengeometry/src/query/face_trim.rs b/main/opengeometry/src/query/face_trim.rs
new file mode 100644
index 0000000..91e5cfc
--- /dev/null
+++ b/main/opengeometry/src/query/face_trim.rs
@@ -0,0 +1,207 @@
+use crate::brep::{
+    period_lifted_uv, BrepEnvelope, Face, GeometryError, Orientation, PcurveGeometry, Surface,
+    SurfaceGeometry, UV,
+};
+use crate::math::{dot, norm};
+
+pub(crate) fn face_contains_uv(
+    brep: &BrepEnvelope,
+    face: &Face,
+    uv: UV,
+) -> Result<Option<bool>, GeometryError> {
+    let surface = brep.geometry.surface(face.surface)?;
+    let uv = lift_to_face(surface, face, uv);
+    let jet = surface.derivatives(uv)?;
+    let metric = norm(jet.du).min(norm(jet.dv));
+    let uv_tolerance = if metric > 0.0 {
+        brep.accuracy.geometric / metric
+    } else {
+        return Ok(None);
+    };
+    if !face.trim.uv_bounds[0].contains(uv[0]) || !face.trim.uv_bounds[1].contains(uv[1]) {
+        return Ok(Some(false));
+    }
+    if matches!(surface, SurfaceGeometry::Cylinder { .. }) && face.trim.holes.len() == 1 {
+        if let (Some(outer), Some(inner)) = (
+            periodic_cylinder_band_limit(brep, face, face.trim.outer)?,
+            periodic_cylinder_band_limit(brep, face, face.trim.holes[0])?,
+        ) {
+            let lo = outer.min(inner);
+            let hi = outer.max(inner);
+            if (uv[1] - lo).abs() <= uv_tolerance || (uv[1] - hi).abs() <= uv_tolerance {
+                return Ok(None);
+            }
+            return Ok(Some(uv[1] > lo && uv[1] < hi));
+        }
+    }
+    let outer = trim_samples(brep, face, face.trim.outer)?;
+    let Some(mut inside) = in_loop(uv, &outer, uv_tolerance) else {
+        return Ok(None);
+    };
+    if !inside {
+        return Ok(Some(false));
+    }
+    for hole in &face.trim.holes {
+        let polygon = trim_samples(brep, face, *hole)?;
+        match in_loop(uv, &polygon, uv_tolerance) {
+            None => return Ok(None),
+            Some(true) => inside = false,
+            Some(false) => {}
+        }
+    }
+    Ok(Some(inside))
+}
+
+fn lift_to_face(surface: &SurfaceGeometry, face: &Face, mut uv: UV) -> UV {
+    let periods = surface.charts()[face.trim.chart as usize].periods;
+    for axis in 0..2 {
+        if let Some(period) = periods[axis] {
+            let center = face.trim.uv_bounds[axis].midpoint();
+            uv[axis] += ((center - uv[axis]) / period).round() * period;
+        }
+    }
+    uv
+}
+
+fn periodic_cylinder_band_limit(
+    brep: &BrepEnvelope,
+    face: &Face,
+    loop_id: u32,
+) -> Result<Option<f64>, GeometryError> {
+    let loop_ = &brep.topology.loops[loop_id as usize];
+    let use_ = &brep.topology.halfedges[loop_.start_halfedge as usize];
+    if use_.next != Some(loop_.start_halfedge) || use_.from != use_.to {
+        return Ok(None);
+    }
+    let edge = &brep.topology.edges[use_.edge as usize];
+    let range = edge.geometry.range();
+    let Some(pcurve) = use_.geometry_use.pcurve else {
+        return Ok(None);
+    };
+    let PcurveGeometry::Line2 { direction, .. } = brep.geometry.pcurves[pcurve as usize] else {
+        return Ok(None);
+    };
+    let period = brep.geometry.surface(face.surface)?.charts()[face.trim.chart as usize].periods[0];
+    let Some(period) = period else {
+        return Ok(None);
+    };
+    if direction[1].abs() * range.width() > brep.accuracy.geometric
+        || ((direction[0] * range.width()).abs() - period).abs() > 4.0 * brep.accuracy.geometric
+    {
+        return Ok(None);
+    }
+    Ok(Some(lifted_uv(brep, loop_.start_halfedge, range.lo)?[1]))
+}
+
+fn lifted_uv(brep: &BrepEnvelope, halfedge: u32, parameter: f64) -> Result<UV, GeometryError> {
+    let use_ = &brep.topology.halfedges[halfedge as usize];
+    let face = &brep.topology.faces[use_
+        .face
+        .ok_or_else(|| GeometryError::InvalidTopology("trim query halfedge has no face".into()))?
+        as usize];
+    let pcurve = use_.geometry_use.pcurve.ok_or_else(|| {
+        GeometryError::InvalidTopology("trim query halfedge has no pcurve".into())
+    })?;
+    let uv = brep.geometry.pcurve_at(pcurve, parameter)?;
+    let periods = brep.geometry.surface(face.surface)?.charts()[face.trim.chart as usize].periods;
+    Ok(period_lifted_uv(
+        uv,
+        periods,
+        use_.geometry_use.periodic_lift,
+    ))
+}
+
+fn trim_samples(brep: &BrepEnvelope, face: &Face, loop_id: u32) -> Result<Vec<UV>, GeometryError> {
+    let loop_ = &brep.topology.loops[loop_id as usize];
+    let start = loop_.start_halfedge;
+    let mut current = start;
+    let mut points = Vec::new();
+    for _ in 0..=brep.topology.halfedges.len() {
+        let use_ = &brep.topology.halfedges[current as usize];
+        if use_.face != Some(face.id) {
+            return Err(GeometryError::InvalidTopology(
+                "trim query crossed into another face".into(),
+            ));
+        }
+        let edge = &brep.topology.edges[use_.edge as usize];
+        let range = edge.geometry.range();
+        let pcurve = use_.geometry_use.pcurve.ok_or_else(|| {
+            GeometryError::InvalidTopology("trim query halfedge has no pcurve".into())
+        })?;
+        let subdivisions = match brep.geometry.pcurves[pcurve as usize] {
+            PcurveGeometry::Line2 { direction, .. } => {
+                let periods =
+                    brep.geometry.surface(face.surface)?.charts()[face.trim.chart as usize].periods;
+                if periods.iter().enumerate().any(|(axis, period)| {
+                    period.is_some_and(|period| {
+                        ((direction[axis] * range.width()).abs() - period).abs()
+                            <= 4.0 * brep.accuracy.geometric
+                    })
+                }) {
+                    64
+                } else {
+                    1
+                }
+            }
+            PcurveGeometry::Conic2 { .. } => 64,
+            PcurveGeometry::ProjectedCurve { .. } | PcurveGeometry::IntersectionSide { .. } => 128,
+        };
+        for index in 0..subdivisions {
+            let fraction = if use_.geometry_use.sense == Orientation::Forward {
+                index as f64 / subdivisions as f64
+            } else {
+                1.0 - index as f64 / subdivisions as f64
+            };
+            points.push(lifted_uv(
+                brep,
+                current,
+                range.lo + range.width() * fraction,
+            )?);
+        }
+        current = use_
+            .next
+            .ok_or_else(|| GeometryError::InvalidTopology("open trim loop in query".into()))?;
+        if current == start {
+            break;
+        }
+    }
+    if current != start || points.len() < 3 {
+        return Err(GeometryError::InvalidTopology(
+            "trim query requires a closed nondegenerate loop".into(),
+        ));
+    }
+    Ok(points)
+}
+
+fn in_loop(point: UV, polygon: &[UV], tolerance: f64) -> Option<bool> {
+    let mut inside = false;
+    for index in 0..polygon.len() {
+        let a = polygon[index];
+        let b = polygon[(index + 1) % polygon.len()];
+        if segment_distance_2d(point, a, b) <= tolerance {
+            return None;
+        }
+        if (a[1] > point[1]) != (b[1] > point[1]) {
+            let x = a[0] + (point[1] - a[1]) * (b[0] - a[0]) / (b[1] - a[1]);
+            if x > point[0] {
+                inside = !inside;
+            }
+        }
+    }
+    Some(inside)
+}
+
+fn segment_distance_2d(point: UV, a: UV, b: UV) -> f64 {
+    let direction = [b[0] - a[0], b[1] - a[1]];
+    let length_squared = dot(
+        [direction[0], direction[1], 0.0],
+        [direction[0], direction[1], 0.0],
+    );
+    if length_squared == 0.0 {
+        return (point[0] - a[0]).hypot(point[1] - a[1]);
+    }
+    let parameter = (((point[0] - a[0]) * direction[0] + (point[1] - a[1]) * direction[1])
+        / length_squared)
+        .clamp(0.0, 1.0);
+    (point[0] - a[0] - parameter * direction[0]).hypot(point[1] - a[1] - parameter * direction[1])
+}
diff --git a/main/opengeometry/src/query/mod.rs b/main/opengeometry/src/query/mod.rs
new file mode 100644
index 0000000..46e3f4c
--- /dev/null
+++ b/main/opengeometry/src/query/mod.rs
@@ -0,0 +1,11 @@
+mod classification;
+mod classify;
+mod face_trim;
+mod ray_roots;
+#[cfg(test)]
+mod tests;
+
+pub use classification::PointClassification;
+pub use classify::classify_point;
+pub(super) use classify::{classify_point_in_shell, classify_point_validated};
+pub(super) use face_trim::face_contains_uv;
diff --git a/main/opengeometry/src/query/ray_roots.rs b/main/opengeometry/src/query/ray_roots.rs
new file mode 100644
index 0000000..4fb9de5
--- /dev/null
+++ b/main/opengeometry/src/query/ray_roots.rs
@@ -0,0 +1,177 @@
+use crate::brep::{BrepEnvelope, GeometryError, SurfaceGeometry};
+use crate::math::{dot, isolate_candidates, quadratic, Interval, Point3, QuadraticRoots};
+
+pub(super) fn support_roots(
+    surface: &SurfaceGeometry,
+    origin: Point3,
+    direction: Point3,
+    domain: Interval,
+    tolerance: f64,
+) -> Result<Option<Vec<f64>>, GeometryError> {
+    let o = surface.frame().local(origin);
+    let d = [
+        dot(direction, surface.frame().x),
+        dot(direction, surface.frame().y),
+        dot(direction, surface.frame().z),
+    ];
+    let quadratic_roots = |a, b, c| -> Result<Option<Vec<f64>>, GeometryError> {
+        Ok(Some(match quadratic(a, b, c)? {
+            QuadraticRoots::Empty => Vec::new(),
+            QuadraticRoots::One(root) => vec![root],
+            QuadraticRoots::Two(roots) => roots.to_vec(),
+            QuadraticRoots::IdenticallyZero => return Ok(None),
+        }))
+    };
+    let result = match surface {
+        SurfaceGeometry::Plane { .. } => {
+            if d[2] == 0.0 {
+                if o[2].abs() <= tolerance {
+                    None
+                } else {
+                    Some(Vec::new())
+                }
+            } else {
+                Some(vec![-o[2] / d[2]])
+            }
+        }
+        SurfaceGeometry::Sphere { radius, .. } => {
+            quadratic_roots(dot(d, d), 2.0 * dot(o, d), dot(o, o) - radius * radius)?
+        }
+        SurfaceGeometry::Cylinder { radius, .. } => quadratic_roots(
+            d[0].mul_add(d[0], d[1] * d[1]),
+            2.0 * o[0].mul_add(d[0], o[1] * d[1]),
+            o[0].mul_add(o[0], o[1] * o[1]) - radius * radius,
+        )?,
+        SurfaceGeometry::Cone { semi_angle, .. } => {
+            let k2 = semi_angle.tan().powi(2);
+            quadratic_roots(
+                d[0].mul_add(d[0], d[1] * d[1]) - k2 * d[2] * d[2],
+                2.0 * (o[0].mul_add(d[0], o[1] * d[1]) - k2 * o[2] * d[2]),
+                o[0].mul_add(o[0], o[1] * o[1]) - k2 * o[2] * o[2],
+            )?
+            .map(|roots| {
+                roots
+                    .into_iter()
+                    .filter(|root| o[2] + root * d[2] >= -tolerance)
+                    .collect()
+            })
+        }
+        SurfaceGeometry::Torus {
+            major_radius,
+            minor_radius,
+            ..
+        } => Some(torus_roots(
+            o,
+            d,
+            *major_radius,
+            *minor_radius,
+            domain,
+            tolerance,
+        )?),
+    };
+    Ok(result.map(|roots| {
+        roots
+            .into_iter()
+            .filter(|root| domain.contains(*root))
+            .collect()
+    }))
+}
+
+fn torus_roots(
+    o: Point3,
+    d: Point3,
+    major_radius: f64,
+    minor_radius: f64,
+    domain: Interval,
+    tolerance: f64,
+) -> Result<Vec<f64>, GeometryError> {
+    let radial = [
+        o[0].mul_add(o[0], o[1] * o[1]),
+        2.0 * o[0].mul_add(d[0], o[1] * d[1]),
+        d[0].mul_add(d[0], d[1] * d[1]),
+    ];
+    let sum = [
+        dot(o, o) + major_radius * major_radius - minor_radius * minor_radius,
+        2.0 * dot(o, d),
+        dot(d, d),
+    ];
+    let r4 = 4.0 * major_radius * major_radius;
+    let coefficients = [
+        sum[0] * sum[0] - r4 * radial[0],
+        2.0 * sum[0] * sum[1] - r4 * radial[1],
+        sum[1] * sum[1] + 2.0 * sum[0] * sum[2] - r4 * radial[2],
+        2.0 * sum[1] * sum[2],
+        sum[2] * sum[2],
+    ];
+    let candidates =
+        isolate_candidates(&coefficients, domain, tolerance, 100_000).map_err(|error| {
+            GeometryError::UnresolvedIntersection(format!("torus ray root isolation: {error:?}"))
+        })?;
+    Ok(candidates
+        .intervals
+        .into_iter()
+        .map(|candidate| refine_polynomial_root(&coefficients, candidate))
+        .collect())
+}
+
+fn refine_polynomial_root(coefficients: &[f64], interval: Interval) -> f64 {
+    let mut t = interval.midpoint();
+    let derivative = coefficients
+        .iter()
+        .enumerate()
+        .skip(1)
+        .map(|(degree, coefficient)| *coefficient * degree as f64)
+        .collect::<Vec<_>>();
+    for _ in 0..12 {
+        let value = polynomial_value(coefficients, t);
+        let slope = polynomial_value(&derivative, t);
+        if slope == 0.0 || !slope.is_finite() {
+            break;
+        }
+        let candidate = t - value / slope;
+        if !candidate.is_finite() || candidate < interval.lo || candidate > interval.hi {
+            break;
+        }
+        t = candidate;
+    }
+    t
+}
+
+fn polynomial_value(coefficients: &[f64], value: f64) -> f64 {
+    coefficients
+        .iter()
+        .rev()
+        .fold(0.0, |sum, coefficient| sum.mul_add(value, *coefficient))
+}
+
+pub(super) fn ray_box_domain(
+    brep: &BrepEnvelope,
+    origin: Point3,
+    direction: Point3,
+) -> Result<Option<Interval>, GeometryError> {
+    let Some(bounds) = brep.bounds_unchecked()? else {
+        return Ok(None);
+    };
+    let mut lo: f64 = 0.0;
+    let mut hi = f64::MAX;
+    for axis in 0..3 {
+        if direction[axis] == 0.0 {
+            if !bounds.axes[axis].contains(origin[axis]) {
+                return Ok(None);
+            }
+            continue;
+        }
+        let mut a = (bounds.axes[axis].lo - origin[axis]) / direction[axis];
+        let mut b = (bounds.axes[axis].hi - origin[axis]) / direction[axis];
+        if a > b {
+            std::mem::swap(&mut a, &mut b);
+        }
+        lo = lo.max(a);
+        hi = hi.min(b);
+    }
+    if hi < lo.max(0.0) {
+        Ok(None)
+    } else {
+        Ok(Some(Interval::new(lo.max(0.0), hi)?))
+    }
+}
diff --git a/main/opengeometry/src/query/tests.rs b/main/opengeometry/src/query/tests.rs
new file mode 100644
index 0000000..290a938
--- /dev/null
+++ b/main/opengeometry/src/query/tests.rs
@@ -0,0 +1,89 @@
+use super::classification::PointClassification;
+use super::classify::classify_point;
+use crate::brep::{coarse_accuracy, Frame3};
+use crate::primitives;
+
+#[test]
+fn i3_unknown_classification_is_never_treated_as_outside() {
+    assert!(!PointClassification::Unknown.is_proven_outside());
+    assert!(!PointClassification::Boundary.is_proven_outside());
+    assert!(!PointClassification::Inside.is_proven_outside());
+    assert!(PointClassification::Outside.is_proven_outside());
+}
+#[test]
+fn analytic_ray_classification_covers_all_surface_families() {
+    let bodies = [
+        (
+            primitives::cuboid(
+                "box".into(),
+                Frame3::IDENTITY,
+                [2.0; 3],
+                coarse_accuracy(1e-5),
+            )
+            .unwrap(),
+            [1.0, 1.0, 1.0],
+            [3.0, 3.0, 3.0],
+        ),
+        (
+            primitives::sphere(
+                "sphere".into(),
+                Frame3::IDENTITY,
+                1.0,
+                coarse_accuracy(1e-5),
+            )
+            .unwrap(),
+            [0.0; 3],
+            [2.0, 0.0, 0.0],
+        ),
+        (
+            primitives::cylinder(
+                "cylinder".into(),
+                Frame3::IDENTITY,
+                1.0,
+                2.0,
+                coarse_accuracy(1e-5),
+            )
+            .unwrap(),
+            [0.0, 0.0, 1.0],
+            [2.0, 0.0, 1.0],
+        ),
+        (
+            primitives::cone(
+                "cone".into(),
+                Frame3::IDENTITY,
+                1.0,
+                2.0,
+                coarse_accuracy(1e-5),
+            )
+            .unwrap(),
+            [0.0, 0.0, 1.0],
+            [2.0, 0.0, 1.0],
+        ),
+        (
+            primitives::torus(
+                "torus".into(),
+                Frame3::IDENTITY,
+                3.0,
+                1.0,
+                coarse_accuracy(1e-5),
+            )
+            .unwrap(),
+            [3.0, 0.0, 0.0],
+            [0.0; 3],
+        ),
+    ];
+    for (body, inside, outside) in bodies {
+        assert_eq!(
+            classify_point(&body, inside).unwrap(),
+            PointClassification::Inside,
+            "{}",
+            body.id
+        );
+        assert_eq!(
+            classify_point(&body, outside).unwrap(),
+            PointClassification::Outside,
+            "{}",
+            body.id
+        );
+    }
+}
diff --git a/main/opengeometry/src/spatial/placement.rs b/main/opengeometry/src/spatial/placement.rs
deleted file mode 100644
index f105dff..0000000
--- a/main/opengeometry/src/spatial/placement.rs
+++ /dev/null
@@ -1,379 +0,0 @@
-use openmaths::{Matrix4, Vector3};
-use serde::{Deserialize, Serialize};
-
-// Keep scale bounds aligned with downstream tolerance assumptions used by
-// boolean and export paths.
-const MIN_UNIFORM_SCALE: f64 = 1.0e-6;
-const UNIFORM_SCALE_REL_TOLERANCE: f64 = 1.0e-9;
-
-#[derive(Clone, Serialize, Deserialize)]
-pub struct Placement3D {
-    pub anchor: Vector3,
-    translation: Vector3,
-    rotation: Vector3,
-    scale: Vector3,
-}
-
-impl Default for Placement3D {
-    fn default() -> Self {
-        Self::new()
-    }
-}
-
-impl Placement3D {
-    pub fn new() -> Self {
-        Self {
-            anchor: Vector3::new(0.0, 0.0, 0.0),
-            translation: Vector3::new(0.0, 0.0, 0.0),
-            rotation: Vector3::new(0.0, 0.0, 0.0),
-            scale: Vector3::new(1.0, 1.0, 1.0),
-        }
-    }
-
-    pub fn translation(&self) -> Vector3 {
-        self.translation
-    }
-
-    pub fn rotation(&self) -> Vector3 {
-        self.rotation
-    }
-
-    pub fn scale(&self) -> Vector3 {
-        self.scale
-    }
-
-    pub fn set_anchor(&mut self, anchor: Vector3) {
-        self.anchor = sanitize_vector(anchor, 0.0);
-    }
-
-    pub fn set_transform(
-        &mut self,
-        position: Vector3,
-        rotation: Vector3,
-        scale: Vector3,
-    ) -> Result<(), String> {
-        let validated_scale = validate_uniform_positive_scale(scale)?;
-        self.translation = sanitize_vector(position, 0.0);
-        self.rotation = sanitize_vector(rotation, 0.0);
-        self.scale = validated_scale;
-        Ok(())
-    }
-
-    pub fn set_translation(&mut self, translation: Vector3) {
-        self.translation = sanitize_vector(translation, 0.0);
-    }
-
-    pub fn set_rotation(&mut self, rotation: Vector3) {
-        self.rotation = sanitize_vector(rotation, 0.0);
-    }
-
-    pub fn set_scale(&mut self, scale: Vector3) -> Result<(), String> {
-        self.scale = validate_uniform_positive_scale(scale)?;
-        Ok(())
-    }
-
-    pub fn world_matrix(&self) -> Matrix4 {
-        let rotation = self.rotation;
-        let scale = self.scale;
-        let translation = Vector3::new(
-            self.anchor.x + self.translation.x,
-            self.anchor.y + self.translation.y,
-            self.anchor.z + self.translation.z,
-        );
-
-        let cos_x = rotation.x.cos();
-        let sin_x = rotation.x.sin();
-        let cos_y = rotation.y.cos();
-        let sin_y = rotation.y.sin();
-        let cos_z = rotation.z.cos();
-        let sin_z = rotation.z.sin();
-
-        let m11 = cos_y * cos_z;
-        let m12 = -cos_y * sin_z;
-        let m13 = sin_y;
-
-        let m21 = sin_x * sin_y * cos_z + cos_x * sin_z;
-        let m22 = cos_x * cos_z - sin_x * sin_y * sin_z;
-        let m23 = -sin_x * cos_y;
-
-        let m31 = sin_x * sin_z - cos_x * sin_y * cos_z;
-        let m32 = sin_x * cos_z + cos_x * sin_y * sin_z;
-        let m33 = cos_x * cos_y;
-
-        Matrix4::set(
-            m11 * scale.x,
-            m12 * scale.y,
-            m13 * scale.z,
-            translation.x,
-            m21 * scale.x,
-            m22 * scale.y,
-            m23 * scale.z,
-            translation.y,
-            m31 * scale.x,
-            m32 * scale.y,
-            m33 * scale.z,
-            translation.z,
-            0.0,
-            0.0,
-            0.0,
-            1.0,
-        )
-    }
-}
-
-pub fn bounds_center_from_points(points: &[Vector3]) -> Option<Vector3> {
-    let first = points.first()?;
-    let mut min_x = first.x;
-    let mut min_y = first.y;
-    let mut min_z = first.z;
-    let mut max_x = first.x;
-    let mut max_y = first.y;
-    let mut max_z = first.z;
-
-    for point in &points[1..] {
-        min_x = min_x.min(point.x);
-        min_y = min_y.min(point.y);
-        min_z = min_z.min(point.z);
-        max_x = max_x.max(point.x);
-        max_y = max_y.max(point.y);
-        max_z = max_z.max(point.z);
-    }
-
-    Some(Vector3::new(
-        (min_x + max_x) * 0.5,
-        (min_y + max_y) * 0.5,
-        (min_z + max_z) * 0.5,
-    ))
-}
-
-pub fn bounds_center_from_point_sets(point_sets: &[&[Vector3]]) -> Option<Vector3> {
-    let mut min_x = f64::INFINITY;
-    let mut min_y = f64::INFINITY;
-    let mut min_z = f64::INFINITY;
-    let mut max_x = f64::NEG_INFINITY;
-    let mut max_y = f64::NEG_INFINITY;
-    let mut max_z = f64::NEG_INFINITY;
-    let mut has_points = false;
-
-    for point_set in point_sets {
-        for point in *point_set {
-            has_points = true;
-            min_x = min_x.min(point.x);
-            min_y = min_y.min(point.y);
-            min_z = min_z.min(point.z);
-            max_x = max_x.max(point.x);
-            max_y = max_y.max(point.y);
-            max_z = max_z.max(point.z);
-        }
-    }
-
-    if !has_points {
-        return None;
-    }
-
-    Some(Vector3::new(
-        (min_x + max_x) * 0.5,
-        (min_y + max_y) * 0.5,
-        (min_z + max_z) * 0.5,
-    ))
-}
-
-pub fn points_relative_to_anchor(points: &[Vector3], anchor: Vector3) -> Vec<Vector3> {
-    points
-        .iter()
-        .map(|point| Vector3::new(point.x - anchor.x, point.y - anchor.y, point.z - anchor.z))
-        .collect()
-}
-
-pub fn transform_points_with_placement(
-    points: &[Vector3],
-    placement: &Placement3D,
-) -> Vec<Vector3> {
-    let local_points = points_relative_to_anchor(points, placement.anchor);
-    let matrix = placement.world_matrix();
-
-    local_points
-        .into_iter()
-        .map(|mut point| {
-            point.apply_matrix4(matrix.clone());
-            point
-        })
-        .collect()
-}
-
-fn sanitize_vector(vector: Vector3, default: f64) -> Vector3 {
-    Vector3::new(
-        sanitize_component(vector.x, default),
-        sanitize_component(vector.y, default),
-        sanitize_component(vector.z, default),
-    )
-}
-
-fn sanitize_component(value: f64, default: f64) -> f64 {
-    if value.is_finite() {
-        value
-    } else {
-        default
-    }
-}
-
-pub fn validate_uniform_positive_scale(scale: Vector3) -> Result<Vector3, String> {
-    let components = [scale.x, scale.y, scale.z];
-    if components.iter().any(|value| !value.is_finite()) {
-        return Err(
-            "Invalid placement scale: all scale components must be finite numbers.".to_string(),
-        );
-    }
-
-    if components.iter().any(|value| *value < MIN_UNIFORM_SCALE) {
-        return Err(format!(
-            "Invalid placement scale: all scale components must be >= {}.",
-            MIN_UNIFORM_SCALE
-        ));
-    }
-
-    let max_component = components.iter().copied().fold(f64::NEG_INFINITY, f64::max);
-    let min_component = components.iter().copied().fold(f64::INFINITY, f64::min);
-    let tolerance = UNIFORM_SCALE_REL_TOLERANCE * max_component.max(1.0);
-    if (max_component - min_component) > tolerance {
-        return Err(
-            "Invalid placement scale: non-uniform scale is not allowed for placement.".to_string(),
-        );
-    }
-
-    Ok(scale)
-}
-
-#[cfg(test)]
-mod tests {
-    use super::*;
-    use std::f64::{consts::PI, INFINITY, NAN};
-
-    fn assert_close(actual: f64, expected: f64) {
-        let delta = (actual - expected).abs();
-        assert!(
-            delta <= 1.0e-9,
-            "expected {expected}, got {actual}, delta {delta}"
-        );
-    }
-
-    fn assert_vec_close(actual: Vector3, expected: Vector3) {
-        assert_close(actual.x, expected.x);
-        assert_close(actual.y, expected.y);
-        assert_close(actual.z, expected.z);
-    }
-
-    fn multiply_quaternions(
-        lhs: (f64, f64, f64, f64),
-        rhs: (f64, f64, f64, f64),
-    ) -> (f64, f64, f64, f64) {
-        (
-            lhs.3 * rhs.0 + lhs.0 * rhs.3 + lhs.1 * rhs.2 - lhs.2 * rhs.1,
-            lhs.3 * rhs.1 - lhs.0 * rhs.2 + lhs.1 * rhs.3 + lhs.2 * rhs.0,
-            lhs.3 * rhs.2 + lhs.0 * rhs.1 - lhs.1 * rhs.0 + lhs.2 * rhs.3,
-            lhs.3 * rhs.3 - lhs.0 * rhs.0 - lhs.1 * rhs.1 - lhs.2 * rhs.2,
-        )
-    }
-
-    fn rotate_point_with_xyz_quaternion(point: Vector3, rotation: Vector3) -> Vector3 {
-        let half_x = rotation.x * 0.5;
-        let half_y = rotation.y * 0.5;
-        let half_z = rotation.z * 0.5;
-
-        let qx = (half_x.sin(), 0.0, 0.0, half_x.cos());
-        let qy = (0.0, half_y.sin(), 0.0, half_y.cos());
-        let qz = (0.0, 0.0, half_z.sin(), half_z.cos());
-        let quaternion = multiply_quaternions(multiply_quaternions(qx, qy), qz);
-
-        let u = Vector3::new(quaternion.0, quaternion.1, quaternion.2);
-        let s = quaternion.3;
-        let dot = u.x * point.x + u.y * point.y + u.z * point.z;
-        let cross = Vector3::new(
-            u.y * point.z - u.z * point.y,
-            u.z * point.x - u.x * point.z,
-            u.x * point.y - u.y * point.x,
-        );
-        let uu = u.x * u.x + u.y * u.y + u.z * u.z;
-
-        Vector3::new(
-            2.0 * dot * u.x + (s * s - uu) * point.x + 2.0 * s * cross.x,
-            2.0 * dot * u.y + (s * s - uu) * point.y + 2.0 * s * cross.y,
-            2.0 * dot * u.z + (s * s - uu) * point.z + 2.0 * s * cross.z,
-        )
-    }
-
-    #[test]
-    fn set_transform_rejects_non_finite_non_positive_and_non_uniform_scale() {
-        let mut placement = Placement3D::new();
-        placement.set_anchor(Vector3::new(NAN, INFINITY, -INFINITY));
-        let non_finite = placement.set_transform(
-            Vector3::new(NAN, 2.5, INFINITY),
-            Vector3::new(-INFINITY, PI * 0.25, NAN),
-            Vector3::new(1.0, f64::NAN, 1.0),
-        );
-        assert!(non_finite.is_err());
-
-        let non_positive = placement.set_transform(
-            Vector3::new(0.0, 0.0, 0.0),
-            Vector3::new(0.0, 0.0, 0.0),
-            Vector3::new(-1.0, -1.0, -1.0),
-        );
-        assert!(non_positive.is_err());
-
-        let non_uniform = placement.set_transform(
-            Vector3::new(0.0, 0.0, 0.0),
-            Vector3::new(0.0, 0.0, 0.0),
-            Vector3::new(1.0, 1.25, 1.0),
-        );
-        assert!(non_uniform.is_err());
-    }
-
-    #[test]
-    fn set_transform_sanitizes_non_finite_translation_and_rotation_for_valid_uniform_scale() {
-        let mut placement = Placement3D::new();
-        placement.set_anchor(Vector3::new(NAN, INFINITY, -INFINITY));
-        placement
-            .set_transform(
-                Vector3::new(NAN, 2.5, INFINITY),
-                Vector3::new(-INFINITY, PI * 0.25, NAN),
-                Vector3::new(1.2, 1.2, 1.2),
-            )
-            .expect("uniform positive scale should be accepted");
-
-        assert_vec_close(placement.anchor, Vector3::new(0.0, 0.0, 0.0));
-        assert_vec_close(placement.translation(), Vector3::new(0.0, 2.5, 0.0));
-        assert_vec_close(placement.rotation(), Vector3::new(0.0, PI * 0.25, 0.0));
-        assert_vec_close(placement.scale(), Vector3::new(1.2, 1.2, 1.2));
-    }
-
-    #[test]
-    fn world_matrix_applies_translation_rotation_and_scale_in_xyz_order() {
-        let mut placement = Placement3D::new();
-        placement.set_anchor(Vector3::new(10.0, -3.0, 4.0));
-        placement
-            .set_transform(
-                Vector3::new(1.0, 2.0, -5.0),
-                Vector3::new(0.4, -0.3, 0.25),
-                Vector3::new(1.5, 1.5, 1.5),
-            )
-            .expect("uniform positive scale should be accepted");
-
-        let local_point = Vector3::new(1.25, -2.0, 0.5);
-        let mut transformed = local_point;
-        transformed.apply_matrix4(placement.world_matrix());
-
-        let scaled = Vector3::new(
-            local_point.x * placement.scale().x,
-            local_point.y * placement.scale().y,
-            local_point.z * placement.scale().z,
-        );
-        let rotated = rotate_point_with_xyz_quaternion(scaled, placement.rotation());
-        let expected = Vector3::new(
-            placement.anchor.x + placement.translation().x + rotated.x,
-            placement.anchor.y + placement.translation().y + rotated.y,
-            placement.anchor.z + placement.translation().z + rotated.z,
-        );
-
-        assert_vec_close(transformed, expected);
-    }
-}
diff --git a/main/opengeometry/src/spatial/workplane.rs b/main/opengeometry/src/spatial/workplane.rs
deleted file mode 100644
index 4f8dcb5..0000000
--- a/main/opengeometry/src/spatial/workplane.rs
+++ /dev/null
@@ -1,186 +0,0 @@
-//! Work-plane / sketch coordinate system (debt item D6).
-//!
-//! A sketch is conceptually "a coordinate frame + 2D geometry." The kernel
-//! historically had no such object: every consumer re-derived the world
-//! transform of a profile by hand (baking Euler angles into vertex positions),
-//! duplicating error-prone math. [`WorkPlane`] is the first-class datum frame —
-//! an origin, a normal, and two in-plane axes — that lifts 2D `(u, v)`
-//! coordinates to 3D world space, so sketches can be authored on any plane.
-
-use openmaths::Vector3;
-use serde::{Deserialize, Serialize};
-use wasm_bindgen::prelude::*;
-
-#[wasm_bindgen]
-#[derive(Clone, Serialize, Deserialize)]
-pub struct WorkPlane {
-    origin: Vector3,
-    normal: Vector3,
-    u_axis: Vector3,
-    v_axis: Vector3,
-}
-
-#[wasm_bindgen]
-impl WorkPlane {
-    /// Builds a work plane from an origin and normal, choosing a stable in-plane
-    /// `u` axis automatically (`v = normal × u`).
-    #[wasm_bindgen(js_name = fromOriginNormal)]
-    pub fn from_origin_normal(origin: Vector3, normal: Vector3) -> WorkPlane {
-        let n = normalize(normal, Vector3::new(0.0, 1.0, 0.0));
-        let u = normalize(any_perpendicular(n), Vector3::new(1.0, 0.0, 0.0));
-        let v = normalize(cross(n, u), Vector3::new(0.0, 0.0, 1.0));
-        WorkPlane {
-            origin,
-            normal: n,
-            u_axis: u,
-            v_axis: v,
-        }
-    }
-
-    /// Builds a work plane from an origin, normal, and a preferred `u` axis. The
-    /// `u` axis is projected onto the plane and orthonormalized; `v = normal × u`.
-    #[wasm_bindgen(constructor)]
-    pub fn new(origin: Vector3, normal: Vector3, u_hint: Vector3) -> WorkPlane {
-        let n = normalize(normal, Vector3::new(0.0, 1.0, 0.0));
-        // Remove the normal component from the u hint so u lies in the plane.
-        let dot = u_hint.x * n.x + u_hint.y * n.y + u_hint.z * n.z;
-        let projected = Vector3::new(
-            u_hint.x - n.x * dot,
-            u_hint.y - n.y * dot,
-            u_hint.z - n.z * dot,
-        );
-        let u = normalize(projected, any_perpendicular(n));
-        let v = normalize(cross(n, u), Vector3::new(0.0, 0.0, 1.0));
-        WorkPlane {
-            origin,
-            normal: n,
-            u_axis: u,
-            v_axis: v,
-        }
-    }
-
-    /// Lifts a single 2D in-plane coordinate to 3D world space.
-    #[wasm_bindgen(js_name = liftPoint)]
-    pub fn lift_point(&self, u: f64, v: f64) -> Vector3 {
-        Vector3::new(
-            self.origin.x + self.u_axis.x * u + self.v_axis.x * v,
-            self.origin.y + self.u_axis.y * u + self.v_axis.y * v,
-            self.origin.z + self.u_axis.z * u + self.v_axis.z * v,
-        )
-    }
-
-    /// Lifts a flat `[u0,v0,u1,v1,…]` buffer to a flat `[x0,y0,z0,…]` world buffer.
-    #[wasm_bindgen(js_name = liftPoints)]
-    pub fn lift_points_flat(&self, uv: Vec<f64>) -> Vec<f64> {
-        let mut out = Vec::with_capacity(uv.len() / 2 * 3);
-        for pair in uv.chunks_exact(2) {
-            let p = self.lift_point(pair[0], pair[1]);
-            out.push(p.x);
-            out.push(p.y);
-            out.push(p.z);
-        }
-        out
-    }
-
-    #[wasm_bindgen(getter)]
-    pub fn origin(&self) -> Vector3 {
-        self.origin
-    }
-
-    #[wasm_bindgen(getter)]
-    pub fn normal(&self) -> Vector3 {
-        self.normal
-    }
-}
-
-impl WorkPlane {
-    pub fn u_axis(&self) -> Vector3 {
-        self.u_axis
-    }
-    pub fn v_axis(&self) -> Vector3 {
-        self.v_axis
-    }
-    /// Lifts owned 2D points to world `Vector3`s.
-    pub fn lift(&self, points: &[(f64, f64)]) -> Vec<Vector3> {
-        points
-            .iter()
-            .map(|(u, v)| self.lift_point(*u, *v))
-            .collect()
-    }
-}
-
-fn cross(a: Vector3, b: Vector3) -> Vector3 {
-    Vector3::new(
-        a.y * b.z - a.z * b.y,
-        a.z * b.x - a.x * b.z,
-        a.x * b.y - a.y * b.x,
-    )
-}
-
-fn normalize(v: Vector3, fallback: Vector3) -> Vector3 {
-    let len = (v.x * v.x + v.y * v.y + v.z * v.z).sqrt();
-    if len <= 1.0e-12 {
-        fallback
-    } else {
-        Vector3::new(v.x / len, v.y / len, v.z / len)
-    }
-}
-
-fn any_perpendicular(n: Vector3) -> Vector3 {
-    if n.x.abs() <= n.y.abs() && n.x.abs() <= n.z.abs() {
-        Vector3::new(0.0, -n.z, n.y)
-    } else if n.y.abs() <= n.z.abs() {
-        Vector3::new(-n.z, 0.0, n.x)
-    } else {
-        Vector3::new(-n.y, n.x, 0.0)
-    }
-}
-
-#[cfg(test)]
-mod tests {
-    use super::*;
-
-    fn approx(a: Vector3, b: Vector3) -> bool {
-        (a.x - b.x).abs() < 1.0e-9 && (a.y - b.y).abs() < 1.0e-9 && (a.z - b.z).abs() < 1.0e-9
-    }
-
-    #[test]
-    fn xy_plane_lifts_into_world() {
-        let plane =
-            WorkPlane::from_origin_normal(Vector3::new(0.0, 0.0, 0.0), Vector3::new(0.0, 0.0, 1.0));
-        // Origin maps to origin; axes are orthonormal in the z=0 plane.
-        assert!(approx(
-            plane.lift_point(0.0, 0.0),
-            Vector3::new(0.0, 0.0, 0.0)
-        ));
-        let p = plane.lift_point(1.0, 0.0);
-        assert!((p.z).abs() < 1.0e-9, "stays in plane");
-    }
-
-    #[test]
-    fn tilted_plane_positions_by_frame_not_by_hand() {
-        // A plane with normal +X and origin offset: a (u,v) sketch point lands
-        // on x = origin.x, lifted purely by the frame.
-        let plane = WorkPlane::new(
-            Vector3::new(5.0, 0.0, 0.0),
-            Vector3::new(1.0, 0.0, 0.0),
-            Vector3::new(0.0, 1.0, 0.0),
-        );
-        let p = plane.lift_point(2.0, 3.0);
-        assert!((p.x - 5.0).abs() < 1.0e-9, "in-plane points keep x=5");
-    }
-
-    #[test]
-    fn axes_are_orthonormal() {
-        let plane =
-            WorkPlane::from_origin_normal(Vector3::new(1.0, 2.0, 3.0), Vector3::new(1.0, 1.0, 1.0));
-        let u = plane.u_axis();
-        let v = plane.v_axis();
-        let n = plane.normal();
-        let dot = |a: Vector3, b: Vector3| a.x * b.x + a.y * b.y + a.z * b.z;
-        assert!(dot(u, v).abs() < 1.0e-9);
-        assert!(dot(u, n).abs() < 1.0e-9);
-        assert!(dot(v, n).abs() < 1.0e-9);
-        assert!((dot(u, u) - 1.0).abs() < 1.0e-9);
-    }
-}
diff --git a/main/opengeometry/src/tessellation/cache.rs b/main/opengeometry/src/tessellation/cache.rs
new file mode 100644
index 0000000..6420c82
--- /dev/null
+++ b/main/opengeometry/src/tessellation/cache.rs
@@ -0,0 +1,92 @@
+use super::mesh::Tessellation;
+use super::tessellate::tessellate;
+use crate::brep::{BrepEnvelope, GeometryError};
+use std::collections::VecDeque;
+use std::hash::{DefaultHasher, Hasher};
+use std::io::Write;
+use std::sync::Arc;
+
+struct HashWriter(DefaultHasher);
+impl Write for HashWriter {
+    fn write(&mut self, buf: &[u8]) -> std::io::Result<usize> {
+        self.0.write(buf);
+        Ok(buf.len())
+    }
+    fn flush(&mut self) -> std::io::Result<()> {
+        Ok(())
+    }
+}
+struct CacheEntry {
+    body: u64,
+    signature: u64,
+    deflection: u64,
+    max_triangles: usize,
+    mesh: Arc<Tessellation>,
+}
+pub(super) struct TessellationCache {
+    entries: VecDeque<CacheEntry>,
+    max_bytes: usize,
+}
+impl TessellationCache {
+    pub(super) fn new(max_bytes: usize) -> Self {
+        Self {
+            entries: VecDeque::new(),
+            max_bytes,
+        }
+    }
+    pub(super) fn tessellate(
+        &mut self,
+        brep: &BrepEnvelope,
+        deflection: f64,
+        max_triangles: usize,
+    ) -> Result<Arc<Tessellation>, GeometryError> {
+        brep.validate()?;
+        let mut writer = HashWriter(DefaultHasher::new());
+        serde_json::to_writer(&mut writer, brep)
+            .map_err(|e| GeometryError::InvalidGeometry(e.to_string()))?;
+        let signature = writer.0.finish();
+        if let Some(i) = self.entries.iter().position(|e| {
+            e.signature == signature
+                && e.deflection == deflection.to_bits()
+                && e.max_triangles == max_triangles
+        }) {
+            let entry = self
+                .entries
+                .remove(i)
+                .ok_or_else(|| GeometryError::InvalidGeometry("cache entry missing".into()))?;
+            let mesh = Arc::clone(&entry.mesh);
+            self.entries.push_back(entry);
+            return Ok(mesh);
+        }
+        let mesh = Arc::new(tessellate(brep, deflection, max_triangles)?);
+        if mesh.bytes() > self.max_bytes {
+            return Ok(mesh);
+        }
+        let mut hasher = DefaultHasher::new();
+        hasher.write(brep.id.as_bytes());
+        let body = hasher.finish();
+        while self.entries.iter().filter(|e| e.body == body).count() >= 3 {
+            if let Some(i) = self.entries.iter().position(|e| e.body == body) {
+                self.entries.remove(i);
+            } else {
+                break;
+            }
+        }
+        while self.entries.iter().map(|e| e.mesh.bytes()).sum::<usize>() + mesh.bytes()
+            > self.max_bytes
+        {
+            self.entries.pop_front();
+        }
+        self.entries.push_back(CacheEntry {
+            body,
+            signature,
+            deflection: deflection.to_bits(),
+            max_triangles,
+            mesh: Arc::clone(&mesh),
+        });
+        Ok(mesh)
+    }
+    pub(super) fn len(&self) -> usize {
+        self.entries.len()
+    }
+}
diff --git a/main/opengeometry/src/tessellation/curved_face.rs b/main/opengeometry/src/tessellation/curved_face.rs
new file mode 100644
index 0000000..a2071a5
--- /dev/null
+++ b/main/opengeometry/src/tessellation/curved_face.rs
@@ -0,0 +1,78 @@
+use super::edges::boundary_point;
+use super::grid::Rect;
+use super::mesh::Tessellation;
+use crate::brep::{BrepEnvelope, Face, GeometryError, Surface, SurfaceGeometry};
+use crate::math::{scale, Point3};
+
+pub(super) fn curved_face(
+    brep: &BrepEnvelope,
+    face: &Face,
+    rect: &Rect,
+    desired: [usize; 2],
+    samples: &[Vec<Point3>],
+    mesh: &mut Tessellation,
+    max_triangles: usize,
+) -> Result<(), GeometryError> {
+    let mut size = desired;
+    for (i, &h) in rect.halfedges.iter().enumerate() {
+        let n = samples[brep.topology.halfedges[h as usize].edge as usize]
+            .len()
+            .saturating_sub(1);
+        size[i % 2] = size[i % 2].max(n);
+    }
+    let [nu, nv] = size;
+    let [u, v] = face.trim.uv_bounds;
+    let surface = brep.geometry.surface(face.surface)?;
+    let start = mesh.positions.len() / 3;
+    if nu
+        .checked_add(1)
+        .and_then(|n| nv.checked_add(1).and_then(|m| n.checked_mul(m)))
+        .is_none_or(|n| n > max_triangles * 3)
+    {
+        return Err(GeometryError::LimitExceeded(
+            "tessellation grid vertices".into(),
+        ));
+    }
+    for j in 0..=nv {
+        for i in 0..=nu {
+            let uv = [
+                (u.lo + u.width() * i as f64 / nu as f64).clamp(u.lo, u.hi),
+                (v.lo + v.width() * j as f64 / nv as f64).clamp(v.lo, v.hi),
+            ];
+            let point = if j == 0 {
+                boundary_point(brep, samples, rect.halfedges[0], i, nu, 0)?
+            } else if j == nv {
+                boundary_point(brep, samples, rect.halfedges[2], i, nu, 0)?
+            } else if i == 0 {
+                boundary_point(brep, samples, rect.halfedges[3], j, nv, 1)?
+            } else if i == nu {
+                boundary_point(brep, samples, rect.halfedges[1], j, nv, 1)?
+            } else {
+                surface.point_at(uv)?
+            };
+            let normal_uv = if matches!(surface, SurfaceGeometry::Cone { .. }) && uv[1] == 0.0 {
+                [uv[0], v.hi]
+            } else {
+                uv
+            };
+            let normal = scale(surface.normal_at(normal_uv)?, face.sense.multiplier());
+            mesh.vertex(point, normal)?;
+        }
+    }
+    for j in 0..nv {
+        for i in 0..nu {
+            let a = (start + j * (nu + 1) + i) as u32;
+            let b = a + 1;
+            let c = a + (nu + 1) as u32;
+            let d = c + 1;
+            let uv = [
+                u.lo + u.width() * (i as f64 + 0.5) / nu as f64,
+                v.lo + v.width() * (j as f64 + 0.5) / nv as f64,
+            ];
+            let normal = scale(surface.normal_at(uv)?, face.sense.multiplier());
+            mesh.triangle([a, b, d], face.id, normal, max_triangles)?;
+            mesh.triangle([a, d, c], face.id, normal, max_triangles)?;
+        }
+    }
+    Ok(())
+}
diff --git a/main/opengeometry/src/tessellation/deviation.rs b/main/opengeometry/src/tessellation/deviation.rs
new file mode 100644
index 0000000..d6cc2a6
--- /dev/null
+++ b/main/opengeometry/src/tessellation/deviation.rs
@@ -0,0 +1,195 @@
+use super::grid::count;
+use crate::brep::{
+    bounds_chord_deviation, point_segment_distance, BrepEnvelope, Curve, CurveGeometry,
+    EdgeGeometry, GeometryError, PatchBounds, Surface,
+};
+use crate::math::{cross, norm, scale, sub, Interval, Point3};
+
+fn intersection_chord_deviation(
+    brep: &BrepEnvelope,
+    definition: u32,
+    range: Interval,
+    chord_start: Point3,
+    chord_end: Point3,
+) -> Result<f64, GeometryError> {
+    let definition = brep
+        .geometry
+        .intersections
+        .get(definition as usize)
+        .ok_or_else(|| GeometryError::InvalidGeometry("missing intersection definition".into()))?;
+    let support_a = brep.geometry.surface(definition.surfaces[0])?;
+    let support_b = brep.geometry.surface(definition.surfaces[1])?;
+    let mut maximum = 0.0_f64;
+    for (index, tube) in definition.uv_tubes.iter().enumerate() {
+        let anchor_start = definition.anchors[index].parameter;
+        let anchor_end = definition.anchors[index + 1].parameter;
+        let lo = range.lo.max(anchor_start);
+        let hi = range.hi.min(anchor_end);
+        if lo > hi {
+            continue;
+        }
+        let bounds_a = support_a.enclose([tube[0], tube[1]])?;
+        let bounds_b = support_b.enclose([tube[2], tube[3]])?;
+        let mut axes = [Interval::point(0.0)?; 3];
+        for axis in 0..3 {
+            axes[axis] = Interval::new(
+                bounds_a.axes[axis].lo.max(bounds_b.axes[axis].lo),
+                bounds_a.axes[axis].hi.min(bounds_b.axes[axis].hi),
+            )
+            .map_err(|_| GeometryError::InvalidGeometry("disjoint trace support boxes".into()))?;
+        }
+        let local_start = definition.evaluate(lo, &brep.geometry)?.point;
+        let local_end = definition.evaluate(hi, &brep.geometry)?.point;
+        let local_deviation = bounds_chord_deviation(PatchBounds { axes }, local_start, local_end);
+        let guide_deviation = point_segment_distance(local_start, chord_start, chord_end)
+            .max(point_segment_distance(local_end, chord_start, chord_end));
+        maximum = maximum.max(local_deviation + guide_deviation);
+    }
+    Ok(maximum)
+}
+
+fn enclosed_intersection_count(
+    brep: &BrepEnvelope,
+    definition: u32,
+    curve: u32,
+    range: Interval,
+    error: f64,
+    max_segments: usize,
+) -> Result<usize, GeometryError> {
+    let evaluator = brep.geometry.curve(curve)?;
+    let mut stack = vec![(range, 0usize)];
+    let mut maximum_depth = 0usize;
+    let mut visits = 0usize;
+    while let Some((interval, depth)) = stack.pop() {
+        visits = visits
+            .checked_add(1)
+            .ok_or_else(|| GeometryError::LimitExceeded("curve tessellation visits".into()))?;
+        if visits > max_segments.saturating_mul(2) {
+            return Err(GeometryError::LimitExceeded(
+                "curve tessellation visits".into(),
+            ));
+        }
+        let start = evaluator.point_at(interval.lo)?;
+        let end = evaluator.point_at(interval.hi)?;
+        if intersection_chord_deviation(brep, definition, interval, start, end)? <= error {
+            maximum_depth = maximum_depth.max(depth);
+            continue;
+        }
+        if depth >= usize::BITS as usize - 1 || (1usize << (depth + 1)) > max_segments {
+            return Err(GeometryError::LimitExceeded(
+                "curve tessellation segments".into(),
+            ));
+        }
+        let midpoint = interval.midpoint();
+        stack.push((Interval::new(midpoint, interval.hi)?, depth + 1));
+        stack.push((Interval::new(interval.lo, midpoint)?, depth + 1));
+    }
+    Ok(1usize << maximum_depth)
+}
+
+fn adaptive_intersection_count(
+    brep: &BrepEnvelope,
+    definition: u32,
+    curve: u32,
+    range: Interval,
+    error: f64,
+    max_segments: usize,
+) -> Result<usize, GeometryError> {
+    let evaluator = brep.geometry.curve(curve)?;
+    brep.geometry
+        .intersections
+        .get(definition as usize)
+        .ok_or_else(|| GeometryError::InvalidGeometry("missing intersection definition".into()))?;
+    let closed = norm(sub(
+        evaluator.point_at(range.lo)?,
+        evaluator.point_at(range.hi)?,
+    )) <= brep.accuracy.intersection;
+    let mut count = if closed { 8 } else { 1 };
+    loop {
+        let mut achieved = 0.0_f64;
+        for segment in 0..count {
+            let lo = range.lo + range.width() * segment as f64 / count as f64;
+            let hi = range.lo + range.width() * (segment + 1) as f64 / count as f64;
+            let start = evaluator.point_at(lo)?;
+            let end = evaluator.point_at(hi)?;
+            let chord = sub(end, start);
+            let length = norm(chord);
+            if length == 0.0 {
+                achieved = f64::INFINITY;
+                break;
+            }
+            let direction = scale(chord, 1.0 / length);
+            let mut tangent_turn = 0.0_f64;
+            for fraction in [0.0, 0.25, 0.5, 0.75, 1.0] {
+                let parameter = lo + (hi - lo) * fraction;
+                let point = evaluator.point_at(parameter)?;
+                achieved = achieved.max(point_segment_distance(point, start, end));
+                let tangent = evaluator.tangent_at(parameter)?;
+                let tangent = scale(tangent, 1.0 / norm(tangent));
+                tangent_turn = tangent_turn.max(norm(cross(tangent, direction)));
+            }
+            achieved = achieved.max(0.25 * length * tangent_turn);
+        }
+        if achieved <= error {
+            return Ok(count);
+        }
+        count = count
+            .checked_mul(2)
+            .filter(|next| *next <= max_segments)
+            .ok_or_else(|| GeometryError::LimitExceeded("curve tessellation segments".into()))?;
+    }
+}
+
+fn bounded_intersection_count(
+    brep: &BrepEnvelope,
+    definition: u32,
+    curve: u32,
+    range: Interval,
+    error: f64,
+    max_segments: usize,
+) -> Result<usize, GeometryError> {
+    match enclosed_intersection_count(brep, definition, curve, range, error, max_segments) {
+        Ok(count) => Ok(count),
+        Err(GeometryError::LimitExceeded(_)) => {
+            let count =
+                adaptive_intersection_count(brep, definition, curve, range, error, max_segments)?;
+            Ok(count)
+        }
+        Err(error) => Err(error),
+    }
+}
+
+pub(super) fn edge_count(
+    brep: &BrepEnvelope,
+    id: u32,
+    error: f64,
+    max_triangles: usize,
+) -> Result<usize, GeometryError> {
+    match brep.topology.edges[id as usize].geometry {
+        EdgeGeometry::Collapsed { .. } => Ok(1),
+        EdgeGeometry::Curve { curve, range } => match &brep.geometry.curves[curve as usize] {
+            CurveGeometry::Line { .. } => Ok(1),
+            CurveGeometry::Circle { radius, .. } => count(
+                range.width() * (radius / (8.0 * error)).sqrt(),
+                if range.width() >= std::f64::consts::TAU - 1e-12 {
+                    3
+                } else {
+                    1
+                },
+                max_triangles,
+            ),
+            CurveGeometry::Ellipse { major_radius, .. } => count(
+                range.width() * (major_radius / (8.0 * error)).sqrt(),
+                if range.width() >= std::f64::consts::TAU - 1e-12 {
+                    3
+                } else {
+                    1
+                },
+                max_triangles,
+            ),
+            CurveGeometry::Intersection { definition } => {
+                bounded_intersection_count(brep, *definition, curve, range, error, max_triangles)
+            }
+        },
+    }
+}
diff --git a/main/opengeometry/src/tessellation/display.rs b/main/opengeometry/src/tessellation/display.rs
new file mode 100644
index 0000000..0cb7d3f
--- /dev/null
+++ b/main/opengeometry/src/tessellation/display.rs
@@ -0,0 +1,219 @@
+use super::mesh::Tessellation;
+use super::tessellate::{coordinate_magnitude, tessellate};
+use crate::brep::{BrepEnvelope, GeometryError};
+use std::collections::BTreeSet;
+
+#[derive(Clone, Debug, PartialEq)]
+pub struct DisplayBuffers {
+    pub positions: Vec<f32>,
+    pub normals: Vec<f32>,
+    pub indices: Vec<u32>,
+    pub face_ranges: Vec<u32>,
+    pub outline: Vec<f32>,
+    pub edge_ids: Vec<u32>,
+    pub origin: [f64; 3],
+    pub revision: u64,
+    pub bucket: f64,
+    pub achieved_deflection: f64,
+    pub triangles: u32,
+}
+
+pub fn static_bucket(brep: &BrepEnvelope) -> Result<f64, GeometryError> {
+    let floor = bucket_floor(brep)?;
+    let bounds = brep
+        .bounds()?
+        .ok_or_else(|| GeometryError::InvalidGeometry("display shape has no bounds".into()))?;
+    let diagonal = bounds
+        .axes
+        .iter()
+        .map(|axis| axis.width().powi(2))
+        .sum::<f64>()
+        .sqrt();
+    deflection_bucket((diagonal / 500.0).min(1.0).max(floor))
+}
+
+pub fn bucket_floor(brep: &BrepEnvelope) -> Result<f64, GeometryError> {
+    brep.validate()?;
+    let magnitude = coordinate_magnitude(brep)?;
+    let bounds = brep
+        .bounds()?
+        .ok_or_else(|| GeometryError::InvalidGeometry("display shape has no bounds".into()))?;
+    let half_diagonal = bounds
+        .axes
+        .iter()
+        .map(|axis| axis.width().powi(2))
+        .sum::<f64>()
+        .sqrt()
+        / 2.0;
+    let floor = 2.0 * (brep.accuracy.geometric + 64.0 * f64::EPSILON * magnitude) / 0.75;
+    let encoding = 4.0 * 2.0_f64.powi(-24) * 3.0_f64.sqrt() * half_diagonal;
+    let required = floor.max(encoding);
+    if !required.is_finite() || required <= 0.0 {
+        return Err(limit("display precision floor is out of range"));
+    }
+    let mut bucket = 2.0_f64.powf(required.log2().ceil());
+    if 0.75 * bucket <= 2.0 * (brep.accuracy.geometric + 64.0 * f64::EPSILON * magnitude) {
+        bucket *= 2.0;
+    }
+    if !bucket.is_finite() || bucket <= 0.0 {
+        return Err(limit("display precision floor is out of range"));
+    }
+    Ok(bucket)
+}
+
+pub(super) fn limit(message: &str) -> GeometryError {
+    GeometryError::LimitExceeded(message.into())
+}
+
+pub fn deflection_bucket(target: f64) -> Result<f64, GeometryError> {
+    if !target.is_finite() || target <= 0.0 {
+        return Err(GeometryError::InvalidGeometry(
+            "invalid display deflection".into(),
+        ));
+    }
+    let bucket = 2.0_f64.powf(target.log2().floor());
+    if !bucket.is_finite() || bucket <= 0.0 {
+        return Err(limit("display deflection is out of range"));
+    }
+    Ok(bucket)
+}
+
+pub fn display_buffers(
+    brep: &BrepEnvelope,
+    bucket: f64,
+    max_triangles: usize,
+) -> Result<DisplayBuffers, GeometryError> {
+    if !bucket.is_finite() || bucket <= 0.0 || bucket < bucket_floor(brep)? {
+        return Err(limit("display bucket is below the precision floor"));
+    }
+    if max_triangles == 0 || max_triangles > 2_000_000 {
+        return Err(limit("display triangle budget"));
+    }
+    let mesh = tessellate(brep, 0.75 * bucket, max_triangles)?;
+    check_display_mesh(brep, &mesh)?;
+    let origin = display_origin(&mesh);
+    let mut encoding_error = 0.0;
+    let positions = encode(&mesh.positions, origin, &mut encoding_error)?;
+    let outline = encode(&mesh.outline_positions, origin, &mut encoding_error)?;
+    if !encoding_error.is_finite()
+        || encoding_error > bucket / 4.0
+        || 0.75 * bucket + encoding_error > bucket
+    {
+        return Err(limit("display encoding exceeds requested deflection"));
+    }
+    let face_ranges = display_face_ranges(&mesh)?;
+    Ok(DisplayBuffers {
+        positions,
+        normals: mesh.normals,
+        indices: mesh.indices,
+        face_ranges,
+        outline,
+        edge_ids: mesh.outline_edge_ids,
+        origin,
+        revision: mesh.revision,
+        bucket,
+        achieved_deflection: 0.75 * bucket + encoding_error,
+        triangles: mesh.triangle_face_ids.len() as u32,
+    })
+}
+
+fn check_display_mesh(brep: &BrepEnvelope, mesh: &Tessellation) -> Result<(), GeometryError> {
+    if mesh.positions.len() % 3 != 0
+        || mesh.normals.len() != mesh.positions.len()
+        || mesh.indices.len() % 3 != 0
+        || mesh.indices.len() > 6_000_000
+        || mesh.triangle_face_ids.len() != mesh.indices.len() / 3
+        || mesh.outline_positions.len() % 6 != 0
+        || mesh.outline_positions.len() > 12_000_000
+        || mesh.outline_edge_ids.len() != mesh.outline_positions.len() / 6
+    {
+        return Err(limit("invalid or oversized display arrays"));
+    }
+    let vertex_count = mesh.positions.len() / 3;
+    if mesh
+        .indices
+        .iter()
+        .any(|&index| index as usize >= vertex_count)
+        || mesh
+            .triangle_face_ids
+            .iter()
+            .any(|&face| face as usize >= brep.topology.faces.len())
+        || mesh
+            .outline_edge_ids
+            .iter()
+            .any(|&edge| edge as usize >= brep.topology.edges.len())
+        || mesh
+            .positions
+            .iter()
+            .chain(&mesh.outline_positions)
+            .any(|value| !value.is_finite())
+        || mesh.normals.iter().any(|value| !value.is_finite())
+    {
+        return Err(GeometryError::InvalidGeometry(
+            "invalid display coordinates or topology mapping".into(),
+        ));
+    }
+    Ok(())
+}
+
+fn display_origin(mesh: &Tessellation) -> [f64; 3] {
+    let reference = if mesh.positions.is_empty() {
+        &mesh.outline_positions
+    } else {
+        &mesh.positions
+    };
+    let mut low = [f64::INFINITY; 3];
+    let mut high = [f64::NEG_INFINITY; 3];
+    for point in reference.chunks_exact(3) {
+        for axis in 0..3 {
+            low[axis] = low[axis].min(point[axis]);
+            high[axis] = high[axis].max(point[axis]);
+        }
+    }
+    if reference.is_empty() {
+        [0.0; 3]
+    } else {
+        std::array::from_fn(|axis| low[axis] / 2.0 + high[axis] / 2.0)
+    }
+}
+
+pub(super) fn encode(
+    values: &[f64],
+    origin: [f64; 3],
+    error: &mut f64,
+) -> Result<Vec<f32>, GeometryError> {
+    let mut encoded = Vec::with_capacity(values.len());
+    for point in values.chunks_exact(3) {
+        let mut errors = [0.0; 3];
+        for axis in 0..3 {
+            let local = point[axis] - origin[axis];
+            let rounded = local as f32;
+            if !local.is_finite() || !rounded.is_finite() {
+                return Err(limit("display coordinate encoding is nonfinite"));
+            }
+            errors[axis] = (local - f64::from(rounded)).abs();
+            encoded.push(rounded);
+        }
+        *error = error.max(errors[0].hypot(errors[1]).hypot(errors[2]));
+    }
+    Ok(encoded)
+}
+
+fn display_face_ranges(mesh: &Tessellation) -> Result<Vec<u32>, GeometryError> {
+    let mut face_ranges = Vec::new();
+    let mut seen = BTreeSet::new();
+    for (triangle, &face) in mesh.triangle_face_ids.iter().enumerate() {
+        if face_ranges.len() >= 3 && face_ranges[face_ranges.len() - 3] == face {
+            let last = face_ranges.len() - 1;
+            face_ranges[last] += 1;
+            continue;
+        }
+        if !seen.insert(face) {
+            return Err(GeometryError::InvalidTopology(
+                "face triangles are not contiguous".into(),
+            ));
+        }
+        face_ranges.extend([face, triangle as u32, 1]);
+    }
+    Ok(face_ranges)
+}
diff --git a/main/opengeometry/src/tessellation/edges.rs b/main/opengeometry/src/tessellation/edges.rs
new file mode 100644
index 0000000..ae00e92
--- /dev/null
+++ b/main/opengeometry/src/tessellation/edges.rs
@@ -0,0 +1,118 @@
+use super::grid::Rect;
+use crate::brep::{
+    BrepEnvelope, Curve, CurveGeometry, Edge, EdgeGeometry, GeometryError, Orientation,
+};
+use crate::math::{find, union, Point3};
+use std::collections::HashMap;
+
+pub(super) fn synchronize_edge_samples(
+    brep: &BrepEnvelope,
+    grids: &[Option<(Option<Rect>, [usize; 2])>],
+    counts: &mut [usize],
+) {
+    let mut parent: Vec<_> = (0..counts.len()).collect();
+    for (rect, _) in grids.iter().flatten() {
+        let Some(rect) = rect else { continue };
+        for [a, b] in [[0, 2], [1, 3]] {
+            let a = brep.topology.halfedges[rect.halfedges[a] as usize].edge as usize;
+            let b = brep.topology.halfedges[rect.halfedges[b] as usize].edge as usize;
+            union(&mut parent, a, b);
+        }
+    }
+    let key = |edge: &Edge| -> Option<[u64; 14]> {
+        let EdgeGeometry::Curve { curve, range } = edge.geometry else {
+            return None;
+        };
+        let frame = match &brep.geometry.curves[curve as usize] {
+            CurveGeometry::Circle { frame, .. } | CurveGeometry::Ellipse { frame, .. } => frame,
+            _ => return None,
+        };
+        let values = [frame.origin, frame.x, frame.y, frame.z];
+        Some(std::array::from_fn(|i| {
+            if i < 12 {
+                values[i / 3][i % 3].to_bits()
+            } else if i == 12 {
+                range.lo.to_bits()
+            } else {
+                range.hi.to_bits()
+            }
+        }))
+    };
+    let mut concentric = HashMap::<[u64; 14], usize>::new();
+    for edge in &brep.topology.edges {
+        if let Some(key) = key(edge) {
+            if let Some(&other) = concentric.get(&key) {
+                union(&mut parent, edge.id as usize, other);
+            } else {
+                concentric.insert(key, edge.id as usize);
+            }
+        }
+    }
+    let mut maxima = vec![0; counts.len()];
+    for (edge, &count) in counts.iter().enumerate() {
+        let root = find(&mut parent, edge);
+        maxima[root] = maxima[root].max(count);
+    }
+    for (edge, count) in counts.iter_mut().enumerate() {
+        *count = maxima[find(&mut parent, edge)];
+    }
+}
+
+pub(super) fn sample_edge(
+    brep: &BrepEnvelope,
+    id: u32,
+    n: usize,
+) -> Result<Vec<Point3>, GeometryError> {
+    let edge = &brep.topology.edges[id as usize];
+    let h = &brep.topology.halfedges[edge.halfedge as usize];
+    match edge.geometry {
+        EdgeGeometry::Collapsed { vertex } => {
+            Ok(vec![brep.topology.vertices[vertex as usize].position])
+        }
+        EdgeGeometry::Curve { curve, range } => {
+            let evaluator = brep.geometry.curve(curve)?;
+            let mut points = Vec::with_capacity(n + 1);
+            for i in 0..=n {
+                points.push(
+                    evaluator.point_at(range.lo + (range.hi - range.lo) * i as f64 / n as f64)?,
+                );
+            }
+            let (first, last) = if h.geometry_use.sense == Orientation::Forward {
+                (h.from, h.to)
+            } else {
+                (h.to, h.from)
+            };
+            points[0] = brep.topology.vertices[first as usize].position;
+            points[n] = brep.topology.vertices[last as usize].position;
+            Ok(points)
+        }
+    }
+}
+
+pub(super) fn boundary_point(
+    brep: &BrepEnvelope,
+    samples: &[Vec<Point3>],
+    halfedge: u32,
+    index: usize,
+    n: usize,
+    axis: usize,
+) -> Result<Point3, GeometryError> {
+    let h = &brep.topology.halfedges[halfedge as usize];
+    let points = &samples[h.edge as usize];
+    if points.len() == 1 {
+        return Ok(points[0]);
+    }
+    if points.len() != n + 1 {
+        return Err(GeometryError::UnsupportedGeometry(
+            "incompatible opposite edge subdivision counts".into(),
+        ));
+    }
+    let range = brep.topology.edges[h.edge as usize].geometry.range();
+    let pcurve = h
+        .geometry_use
+        .pcurve
+        .ok_or_else(|| GeometryError::InvalidTopology("missing pcurve".into()))?;
+    let a = brep.geometry.pcurve_at(pcurve, range.lo)?;
+    let b = brep.geometry.pcurve_at(pcurve, range.hi)?;
+    Ok(points[if a[axis] <= b[axis] { index } else { n - index }])
+}
diff --git a/main/opengeometry/src/tessellation/grid.rs b/main/opengeometry/src/tessellation/grid.rs
new file mode 100644
index 0000000..09e766c
--- /dev/null
+++ b/main/opengeometry/src/tessellation/grid.rs
@@ -0,0 +1,152 @@
+use crate::brep::{
+    period_lifted_uv, BrepEnvelope, Face, GeometryError, PcurveGeometry, Surface, SurfaceGeometry,
+};
+use crate::math::Interval;
+
+pub(super) struct Rect {
+    pub(super) halfedges: [u32; 4],
+}
+pub(super) fn rectangle(brep: &BrepEnvelope, face: &Face) -> Result<Rect, GeometryError> {
+    let [u, v] = face.trim.uv_bounds;
+    let mut sides = [None; 4];
+    let start = brep.topology.loops[face.trim.outer as usize].start_halfedge;
+    let mut current = start;
+    let mut count = 0;
+    for _ in 0..128 {
+        let h = &brep.topology.halfedges[current as usize];
+        let edge = &brep.topology.edges[h.edge as usize];
+        let range = edge.geometry.range();
+        let pcurve = h
+            .geometry_use
+            .pcurve
+            .ok_or_else(|| GeometryError::InvalidTopology("missing face pcurve".into()))?;
+        if !matches!(
+            brep.geometry.pcurves[pcurve as usize],
+            PcurveGeometry::Line2 { .. }
+        ) {
+            return Err(GeometryError::UnsupportedGeometry(
+                "nonrectangular curved face trimming".into(),
+            ));
+        }
+        let periods =
+            brep.geometry.surface(face.surface)?.charts()[face.trim.chart as usize].periods;
+        let a = period_lifted_uv(
+            brep.geometry.pcurve_at(pcurve, range.lo)?,
+            periods,
+            h.geometry_use.periodic_lift,
+        );
+        let b = period_lifted_uv(
+            brep.geometry.pcurve_at(pcurve, range.hi)?,
+            periods,
+            h.geometry_use.periodic_lift,
+        );
+        let close = |x: f64, y: f64| (x - y).abs() <= 1e-12;
+        let covers_u =
+            (close(a[0], u.lo) && close(b[0], u.hi)) || (close(a[0], u.hi) && close(b[0], u.lo));
+        let covers_v =
+            (close(a[1], v.lo) && close(b[1], v.hi)) || (close(a[1], v.hi) && close(b[1], v.lo));
+        let side = if covers_u && close(a[1], v.lo) && close(b[1], v.lo) {
+            0
+        } else if covers_v && close(a[0], u.hi) && close(b[0], u.hi) {
+            1
+        } else if covers_u && close(a[1], v.hi) && close(b[1], v.hi) {
+            2
+        } else if covers_v && close(a[0], u.lo) && close(b[0], u.lo) {
+            3
+        } else {
+            return Err(GeometryError::UnsupportedGeometry(
+                "curved trim is not a chart rectangle".into(),
+            ));
+        };
+        if sides[side].replace(current).is_some() {
+            return Err(GeometryError::UnsupportedGeometry(
+                "repeated rectangle boundary".into(),
+            ));
+        }
+        count += 1;
+        current = h
+            .next
+            .ok_or_else(|| GeometryError::InvalidTopology("open face loop".into()))?;
+        if current == start {
+            break;
+        }
+    }
+    if count != 4 || sides.iter().any(Option::is_none) {
+        return Err(GeometryError::UnsupportedGeometry(
+            "curved trim is not a four-sided rectangle".into(),
+        ));
+    }
+    Ok(Rect {
+        halfedges: [
+            sides[0].ok_or_else(|| GeometryError::InvalidTopology("bottom edge missing".into()))?,
+            sides[1].ok_or_else(|| GeometryError::InvalidTopology("right edge missing".into()))?,
+            sides[2].ok_or_else(|| GeometryError::InvalidTopology("top edge missing".into()))?,
+            sides[3].ok_or_else(|| GeometryError::InvalidTopology("left edge missing".into()))?,
+        ],
+    })
+}
+
+pub(super) fn grid_size(
+    surface: &SurfaceGeometry,
+    bounds: [Interval; 2],
+    error: f64,
+    max_triangles: usize,
+) -> Result<[usize; 2], GeometryError> {
+    let u = bounds[0].width();
+    let v = bounds[1].width();
+    let (nu, nv) = match surface {
+        SurfaceGeometry::Cylinder { radius, .. } => (
+            count(u * (radius / (8.0 * error)).sqrt(), 3, max_triangles)?,
+            1,
+        ),
+        SurfaceGeometry::Cone { semi_angle, .. } => (
+            count(
+                u * (bounds[1].hi * semi_angle.tan() / (8.0 * error)).sqrt(),
+                3,
+                max_triangles,
+            )?,
+            1,
+        ),
+        SurfaceGeometry::Sphere { radius, .. } => (
+            count(u * (2.0 * radius / error).sqrt(), 3, max_triangles)?,
+            count(v * (2.0 * radius / error).sqrt(), 2, max_triangles)?,
+        ),
+        SurfaceGeometry::Torus {
+            major_radius: r,
+            minor_radius: a,
+            ..
+        } => (
+            count(u * ((r + 2.0 * a) / error).sqrt(), 3, max_triangles)?,
+            count(v * (2.0 * a / error).sqrt(), 3, max_triangles)?,
+        ),
+        SurfaceGeometry::Plane { .. } => {
+            return Err(GeometryError::InvalidGeometry(
+                "plane does not use a curved grid".into(),
+            ))
+        }
+    };
+    if nu
+        .checked_mul(nv)
+        .and_then(|n| n.checked_mul(2))
+        .is_none_or(|n| n > max_triangles)
+    {
+        return Err(GeometryError::LimitExceeded(
+            "tessellation grid triangles".into(),
+        ));
+    }
+    Ok([nu, nv])
+}
+
+pub(super) fn count(
+    value: f64,
+    minimum: usize,
+    max_triangles: usize,
+) -> Result<usize, GeometryError> {
+    let value = value.ceil().max(minimum as f64);
+    if !value.is_finite() || value > max_triangles as f64 {
+        return Err(GeometryError::LimitExceeded(
+            "tessellation subdivisions".into(),
+        ));
+    }
+    Ok(value as usize)
+}
diff --git a/main/opengeometry/src/tessellation/loop_minimum.rs b/main/opengeometry/src/tessellation/loop_minimum.rs
new file mode 100644
index 0000000..0c7717c
--- /dev/null
+++ b/main/opengeometry/src/tessellation/loop_minimum.rs
@@ -0,0 +1,51 @@
+use crate::brep::{BrepEnvelope, CurveGeometry, EdgeGeometry, GeometryError, SurfaceGeometry};
+
+pub(super) fn raise_short_planar_loops(
+    brep: &BrepEnvelope,
+    counts: &mut [usize],
+) -> Result<(), GeometryError> {
+    for minimum in [2, 3] {
+        let points = planar_loop_points(brep, counts)?;
+        for h in &brep.topology.halfedges {
+            let short = h
+                .loop_ref
+                .and_then(|id| points[id as usize])
+                .is_some_and(|n| n < 3);
+            if short && conic(brep, h.edge) {
+                counts[h.edge as usize] = counts[h.edge as usize].max(minimum);
+            }
+        }
+    }
+    Ok(())
+}
+
+fn planar_loop_points(
+    brep: &BrepEnvelope,
+    counts: &[usize],
+) -> Result<Vec<Option<usize>>, GeometryError> {
+    let mut points = Vec::with_capacity(brep.topology.loops.len());
+    for face_loop in &brep.topology.loops {
+        let face = &brep.topology.faces[face_loop.face_ref as usize];
+        let surface = brep.geometry.surface(face.surface)?;
+        points.push(matches!(surface, SurfaceGeometry::Plane { .. }).then_some(0));
+    }
+    for h in &brep.topology.halfedges {
+        let edge = &brep.topology.edges[h.edge as usize];
+        if let (Some(id), EdgeGeometry::Curve { .. }) = (h.loop_ref, &edge.geometry) {
+            if let Some(total) = &mut points[id as usize] {
+                *total += counts[h.edge as usize];
+            }
+        }
+    }
+    Ok(points)
+}
+
+fn conic(brep: &BrepEnvelope, edge: u32) -> bool {
+    match brep.topology.edges[edge as usize].geometry {
+        EdgeGeometry::Curve { curve, .. } => matches!(
+            brep.geometry.curves[curve as usize],
+            CurveGeometry::Circle { .. } | CurveGeometry::Ellipse { .. }
+        ),
+        EdgeGeometry::Collapsed { .. } => false,
+    }
+}
diff --git a/main/opengeometry/src/tessellation/mesh.rs b/main/opengeometry/src/tessellation/mesh.rs
new file mode 100644
index 0000000..6544344
--- /dev/null
+++ b/main/opengeometry/src/tessellation/mesh.rs
@@ -0,0 +1,92 @@
+use crate::brep::GeometryError;
+use crate::math::{cross, dot, norm, sub, Point3};
+
+#[derive(Clone, Debug)]
+pub struct Tessellation {
+    pub positions: Vec<f64>,
+    pub normals: Vec<f32>,
+    pub indices: Vec<u32>,
+    pub triangle_face_ids: Vec<u32>,
+    pub outline_positions: Vec<f64>,
+    pub outline_edge_ids: Vec<u32>,
+    pub revision: u64,
+    pub achieved_deflection: f64,
+}
+impl Tessellation {
+    pub(super) fn new(revision: u64, deflection: f64) -> Self {
+        Self {
+            positions: Vec::new(),
+            normals: Vec::new(),
+            indices: Vec::new(),
+            triangle_face_ids: Vec::new(),
+            outline_positions: Vec::new(),
+            outline_edge_ids: Vec::new(),
+            revision,
+            achieved_deflection: deflection,
+        }
+    }
+    pub(super) fn vertex(&mut self, p: Point3, n: Point3) -> Result<u32, GeometryError> {
+        if p.into_iter().chain(n).any(|v| !v.is_finite()) {
+            return Err(GeometryError::InvalidGeometry(
+                "nonfinite tessellation output".into(),
+            ));
+        }
+        let id = u32::try_from(self.positions.len() / 3)
+            .map_err(|_| GeometryError::LimitExceeded("tessellation vertices".into()))?;
+        self.positions.extend(p);
+        self.normals.extend(n.map(|v| v as f32));
+        Ok(id)
+    }
+    pub(super) fn point(&self, id: u32) -> Point3 {
+        let i = id as usize * 3;
+        [
+            self.positions[i],
+            self.positions[i + 1],
+            self.positions[i + 2],
+        ]
+    }
+    pub(super) fn triangle(
+        &mut self,
+        mut ids: [u32; 3],
+        face: u32,
+        normal: Point3,
+        max_triangles: usize,
+    ) -> Result<(), GeometryError> {
+        let [a, b, c] = ids.map(|id| self.point(id));
+        let direction = cross(sub(b, a), sub(c, a));
+        if direction.iter().any(|v| !v.is_finite()) {
+            return Err(GeometryError::UnresolvedTessellation(
+                "triangle orientation exceeds arithmetic range".into(),
+            ));
+        }
+        if norm(direction) == 0.0 {
+            return Ok(());
+        }
+        if self.triangle_face_ids.len() >= max_triangles {
+            return Err(GeometryError::LimitExceeded(
+                "tessellation triangles".into(),
+            ));
+        }
+        let orientation = dot(direction, normal);
+        if !orientation.is_finite() || orientation == 0.0 {
+            return Err(GeometryError::UnresolvedTessellation(
+                "triangle orientation could not be resolved".into(),
+            ));
+        }
+        if orientation < 0.0 {
+            ids.swap(1, 2);
+        }
+        self.indices.extend(ids);
+        self.triangle_face_ids.push(face);
+        Ok(())
+    }
+    #[cfg(test)]
+    pub(super) fn bytes(&self) -> usize {
+        self.positions.len() * 8
+            + self.normals.len() * 4
+            + self.indices.len() * 4
+            + self.triangle_face_ids.len() * 4
+            + self.outline_positions.len() * 8
+            + self.outline_edge_ids.len() * 4
+    }
+}
diff --git a/main/opengeometry/src/tessellation/mod.rs b/main/opengeometry/src/tessellation/mod.rs
new file mode 100644
index 0000000..11c5c3e
--- /dev/null
+++ b/main/opengeometry/src/tessellation/mod.rs
@@ -0,0 +1,20 @@
+#[cfg(test)]
+mod cache;
+mod curved_face;
+mod deviation;
+pub mod display;
+mod edges;
+mod grid;
+mod loop_minimum;
+mod mesh;
+mod planar_face;
+mod snapshot_store;
+mod tessellate;
+#[cfg(test)]
+mod tests;
+mod trim;
+mod trimmed_face;
+
+pub use mesh::Tessellation;
+pub use snapshot_store::SnapshotStore;
+pub use tessellate::tessellate;
diff --git a/main/opengeometry/src/tessellation/planar_face.rs b/main/opengeometry/src/tessellation/planar_face.rs
new file mode 100644
index 0000000..8321e0c
--- /dev/null
+++ b/main/opengeometry/src/tessellation/planar_face.rs
@@ -0,0 +1,79 @@
+use super::mesh::Tessellation;
+use crate::brep::{BrepEnvelope, Face, GeometryError, Orientation, Surface};
+use crate::math::{scale, Point3};
+
+pub(super) fn planar_face(
+    brep: &BrepEnvelope,
+    face: &Face,
+    samples: &[Vec<Point3>],
+    mesh: &mut Tessellation,
+    max_triangles: usize,
+) -> Result<(), GeometryError> {
+    let surface = brep.geometry.surface(face.surface)?;
+    let normal = scale(surface.normal_at([0.0; 2])?, face.sense.multiplier());
+    let mut points = Vec::new();
+    let mut uv_flat = Vec::new();
+    let mut holes = Vec::new();
+    for (i, &loop_id) in std::iter::once(&face.trim.outer)
+        .chain(&face.trim.holes)
+        .enumerate()
+    {
+        if i > 0 {
+            holes.push(points.len());
+        }
+        let start = brep.topology.loops[loop_id as usize].start_halfedge;
+        let mut current = start;
+        loop {
+            let h = &brep.topology.halfedges[current as usize];
+            let source = &samples[h.edge as usize];
+            if source.len() > 1 {
+                let n = source.len() - 1;
+                for j in 0..n {
+                    let p = source[if h.geometry_use.sense == Orientation::Forward {
+                        j
+                    } else {
+                        n - j
+                    }];
+                    let uv = surface.project(p, None)?;
+                    points.push(p);
+                    uv_flat.extend(uv);
+                }
+            }
+            current = h
+                .next
+                .ok_or_else(|| GeometryError::InvalidTopology("open planar face loop".into()))?;
+            if current == start {
+                break;
+            }
+        }
+        let loop_start = if i == 0 { 0 } else { holes[i - 1] };
+        if points.len() - loop_start < 3 {
+            return Err(GeometryError::InvalidTopology(
+                "insufficient tessellated planar boundary".into(),
+            ));
+        }
+    }
+    let triangles = earcutr::earcut(&uv_flat, &holes, 2);
+    if triangles.is_empty() && points.len() >= 3 {
+        return Err(GeometryError::InvalidTopology(
+            "planar triangulation failed".into(),
+        ));
+    }
+    let mut ids = Vec::with_capacity(points.len());
+    for p in points {
+        ids.push(mesh.vertex(p, normal)?);
+    }
+    for tri in triangles.chunks_exact(3) {
+        let a = *ids
+            .get(tri[0])
+            .ok_or_else(|| GeometryError::InvalidTopology("triangulation index".into()))?;
+        let b = *ids
+            .get(tri[1])
+            .ok_or_else(|| GeometryError::InvalidTopology("triangulation index".into()))?;
+        let c = *ids
+            .get(tri[2])
+            .ok_or_else(|| GeometryError::InvalidTopology("triangulation index".into()))?;
+        mesh.triangle([a, b, c], face.id, normal, max_triangles)?;
+    }
+    Ok(())
+}
diff --git a/main/opengeometry/src/tessellation/snapshot_store.rs b/main/opengeometry/src/tessellation/snapshot_store.rs
new file mode 100644
index 0000000..b969a09
--- /dev/null
+++ b/main/opengeometry/src/tessellation/snapshot_store.rs
@@ -0,0 +1,51 @@
+use super::display::{display_buffers, limit, DisplayBuffers};
+use crate::brep::{BrepEnvelope, GeometryError};
+use std::collections::BTreeMap;
+
+#[derive(Default)]
+pub struct SnapshotStore {
+    next_slot: u32,
+    snapshots: BTreeMap<u32, BrepEnvelope>,
+}
+
+impl SnapshotStore {
+    pub fn new() -> Self {
+        Self::default()
+    }
+
+    pub fn load(&mut self, bytes: &[u8]) -> Result<u32, GeometryError> {
+        if bytes.len() > 64 * 1024 * 1024 {
+            return Err(limit("snapshot exceeds 64 MiB"));
+        }
+        let json = std::str::from_utf8(bytes)
+            .map_err(|_| GeometryError::InvalidGeometry("snapshot is not UTF-8".into()))?;
+        let brep = BrepEnvelope::from_json(json)?;
+        let slot = self.next_slot;
+        self.next_slot = self
+            .next_slot
+            .checked_add(1)
+            .ok_or_else(|| limit("tessellator slots"))?;
+        self.snapshots.insert(slot, brep);
+        Ok(slot)
+    }
+
+    pub fn buffers(
+        &self,
+        slot: u32,
+        bucket: f64,
+        max_triangles: usize,
+    ) -> Result<DisplayBuffers, GeometryError> {
+        let brep = self
+            .snapshots
+            .get(&slot)
+            .ok_or_else(|| GeometryError::MissingReference {
+                kind: "snapshot slot".into(),
+                index: slot,
+            })?;
+        display_buffers(brep, bucket, max_triangles)
+    }
+
+    pub fn release(&mut self, slot: u32) -> bool {
+        self.snapshots.remove(&slot).is_some()
+    }
+}
diff --git a/main/opengeometry/src/tessellation/tessellate.rs b/main/opengeometry/src/tessellation/tessellate.rs
new file mode 100644
index 0000000..c433be0
--- /dev/null
+++ b/main/opengeometry/src/tessellation/tessellate.rs
@@ -0,0 +1,201 @@
+use super::curved_face::curved_face;
+use super::deviation::edge_count;
+use super::edges::{sample_edge, synchronize_edge_samples};
+use super::grid::{grid_size, rectangle, Rect};
+use super::loop_minimum::raise_short_planar_loops;
+use super::mesh::Tessellation;
+use super::planar_face::planar_face;
+use super::trimmed_face::{curved_trimmed_face, FaceGrid};
+use crate::brep::{
+    BrepEnvelope, Curve, CurveGeometry, EdgeGeometry, GeometryError, Surface, SurfaceGeometry,
+};
+use crate::math::{scale, Point3};
+
+pub fn tessellate(
+    brep: &BrepEnvelope,
+    deflection: f64,
+    max_triangles: usize,
+) -> Result<Tessellation, GeometryError> {
+    brep.validate()?;
+    if !deflection.is_finite()
+        || deflection <= 2.0 * brep.accuracy.geometric
+        || max_triangles == 0
+        || max_triangles > 10_000_000
+    {
+        return Err(GeometryError::InvalidGeometry(
+            "deflection must exceed twice geometric tolerance; triangle limit must be 1..=10000000"
+                .into(),
+        ));
+    }
+    let error = deflection * 0.5;
+    let magnitude = coordinate_magnitude(brep)?;
+    let coordinate_floor = 64.0 * f64::EPSILON * magnitude;
+    if deflection <= 2.0 * (brep.accuracy.geometric + coordinate_floor) {
+        return Err(GeometryError::LimitExceeded(
+            "coordinate precision cannot meet requested deflection".into(),
+        ));
+    }
+    let mut counts = Vec::with_capacity(brep.topology.edges.len());
+    for edge in &brep.topology.edges {
+        counts.push(edge_count(brep, edge.id, error, max_triangles)?);
+    }
+    raise_short_planar_loops(brep, &mut counts)?;
+    let mut grids = Vec::with_capacity(brep.topology.faces.len());
+    for face in &brep.topology.faces {
+        let surface = brep.geometry.surface(face.surface)?;
+        if matches!(surface, SurfaceGeometry::Plane { .. }) {
+            grids.push(None);
+            continue;
+        }
+        let rect = match rectangle(brep, face) {
+            Ok(rect) => Some(rect),
+            Err(GeometryError::UnsupportedGeometry(_)) => None,
+            Err(error) => return Err(error),
+        };
+        let desired = grid_size(surface, face.trim.uv_bounds, error, max_triangles)?;
+        if let Some(rect) = &rect {
+            for (i, &h) in rect.halfedges.iter().enumerate() {
+                let id = brep.topology.halfedges[h as usize].edge;
+                counts[id as usize] = counts[id as usize].max(desired[i % 2]);
+            }
+        }
+        grids.push(Some((rect, desired)));
+    }
+
+    synchronize_edge_samples(brep, &grids, &mut counts);
+    let sample_count = counts
+        .iter()
+        .try_fold(0usize, |total, &n| total.checked_add(n + 1))
+        .ok_or_else(|| GeometryError::LimitExceeded("edge samples".into()))?;
+    if sample_count > max_triangles * 3 {
+        return Err(GeometryError::LimitExceeded("edge sample budget".into()));
+    }
+    let mut samples = Vec::with_capacity(counts.len());
+    for (id, n) in counts.into_iter().enumerate() {
+        samples.push(sample_edge(brep, id as u32, n)?);
+    }
+    let mut mesh = Tessellation::new(brep.revision, deflection);
+    add_face_triangles(brep, &grids, &samples, error, &mut mesh, max_triangles)?;
+    add_edge_outlines(brep, samples, &mut mesh);
+    Ok(mesh)
+}
+
+pub(super) fn coordinate_magnitude(brep: &BrepEnvelope) -> Result<f64, GeometryError> {
+    let mut magnitude: f64 = 0.0;
+    for face in &brep.topology.faces {
+        let surface = brep.geometry.surface(face.surface)?;
+        for value in surface.frame().origin {
+            magnitude = magnitude.max(value.abs());
+        }
+        let bounds = surface.enclose(face.trim.uv_bounds)?;
+        for axis in bounds.axes {
+            magnitude = magnitude.max(axis.lo.abs()).max(axis.hi.abs());
+        }
+    }
+    for vertex in &brep.topology.vertices {
+        for value in vertex.position {
+            magnitude = magnitude.max(value.abs());
+        }
+    }
+    for edge in &brep.topology.edges {
+        if let EdgeGeometry::Curve { curve, range } = edge.geometry {
+            let curve = brep.geometry.curve(curve)?;
+            for axis in curve.enclose(range)?.axes {
+                magnitude = magnitude.max(axis.lo.abs()).max(axis.hi.abs());
+            }
+            match curve.geometry {
+                CurveGeometry::Circle { frame, radius } => {
+                    magnitude = magnitude.max(*radius);
+                    for value in frame.origin {
+                        magnitude = magnitude.max(value.abs());
+                    }
+                }
+                CurveGeometry::Ellipse {
+                    frame,
+                    major_radius,
+                    ..
+                } => {
+                    magnitude = magnitude.max(*major_radius);
+                    for value in frame.origin {
+                        magnitude = magnitude.max(value.abs());
+                    }
+                }
+                _ => {}
+            }
+        }
+    }
+    Ok(magnitude)
+}
+
+fn add_face_triangles(
+    brep: &BrepEnvelope,
+    grids: &[Option<(Option<Rect>, [usize; 2])>],
+    samples: &[Vec<Point3>],
+    error: f64,
+    mesh: &mut Tessellation,
+    max_triangles: usize,
+) -> Result<(), GeometryError> {
+    for (face, grid) in brep.topology.faces.iter().zip(grids) {
+        let before = mesh.triangle_face_ids.len();
+        match grid {
+            Some((Some(rect), desired)) if face.trim.holes.is_empty() => {
+                curved_face(brep, face, rect, *desired, samples, mesh, max_triangles)?
+            }
+            Some((rect, desired)) => curved_trimmed_face(
+                brep,
+                face,
+                &FaceGrid {
+                    rect: rect.as_ref(),
+                    desired: *desired,
+                },
+                samples,
+                error,
+                mesh,
+                max_triangles,
+            )?,
+            None => planar_face(brep, face, samples, mesh, max_triangles)?,
+        }
+        if mesh.triangle_face_ids.len() == before {
+            return Err(GeometryError::UnresolvedTessellation(format!(
+                "face {} produced no nondegenerate tessellation triangles",
+                face.id
+            )));
+        }
+    }
+    Ok(())
+}
+
+fn add_edge_outlines(brep: &BrepEnvelope, samples: Vec<Vec<Point3>>, mesh: &mut Tessellation) {
+    for (edge, points) in brep.topology.edges.iter().zip(samples) {
+        let planar_subdivision = edge
+            .twin_halfedge
+            .and_then(|twin| {
+                let first = &brep.topology.halfedges[edge.halfedge as usize];
+                let second = &brep.topology.halfedges[twin as usize];
+                let a = &brep.topology.faces[first.face? as usize];
+                let b = &brep.topology.faces[second.face? as usize];
+                match (
+                    &brep.geometry.surfaces[a.surface as usize],
+                    &brep.geometry.surfaces[b.surface as usize],
+                ) {
+                    (
+                        SurfaceGeometry::Plane { frame: a_frame },
+                        SurfaceGeometry::Plane { frame: b_frame },
+                    ) => Some(
+                        scale(a_frame.z, a.sense.multiplier())
+                            == scale(b_frame.z, b.sense.multiplier()),
+                    ),
+                    _ => Some(false),
+                }
+            })
+            .unwrap_or(false);
+        if edge.chart_seam || planar_subdivision {
+            continue;
+        }
+        for pair in points.windows(2) {
+            mesh.outline_positions.extend(pair[0]);
+            mesh.outline_positions.extend(pair[1]);
+            mesh.outline_edge_ids.push(edge.id);
+        }
+    }
+}
diff --git a/main/opengeometry/src/tessellation/tests/display.rs b/main/opengeometry/src/tessellation/tests/display.rs
new file mode 100644
index 0000000..b824451
--- /dev/null
+++ b/main/opengeometry/src/tessellation/tests/display.rs
@@ -0,0 +1,7 @@
+use crate::tessellation::display::encode;
+
+#[test]
+fn nonfinite_f32_encoding_is_rejected() {
+    let mut error = 0.0;
+    assert!(encode(&[f64::MAX, 0.0, 0.0], [0.0; 3], &mut error).is_err());
+}
diff --git a/main/opengeometry/src/tessellation/tests/mod.rs b/main/opengeometry/src/tessellation/tests/mod.rs
new file mode 100644
index 0000000..31eb3c0
--- /dev/null
+++ b/main/opengeometry/src/tessellation/tests/mod.rs
@@ -0,0 +1,262 @@
+mod display;
+mod seams;
+mod short_loops;
+mod support;
+
+use super::cache::TessellationCache;
+use super::tessellate::tessellate;
+use crate::brep::{
+    bounds_chord_deviation, circular_face, fine_accuracy, Accuracy, BrepEnvelope, Curve,
+    CurveGeometry, EdgeGeometry, Frame3, GeometryError, GeometryStore, Loop, Orientation,
+    PcurveGeometry,
+};
+use crate::math::{add, cross, norm, scale, sub, Interval, Point3};
+use crate::primitives;
+use std::collections::HashMap;
+use std::sync::Arc;
+use support::bounded_curve_count;
+
+fn shapes() -> Vec<BrepEnvelope> {
+    vec![
+        primitives::cylinder("c".into(), Frame3::IDENTITY, 1.0, 2.0, fine_accuracy()).unwrap(),
+        primitives::cone("k".into(), Frame3::IDENTITY, 1.0, 2.0, fine_accuracy()).unwrap(),
+        primitives::frustum("f".into(), Frame3::IDENTITY, 2.0, 1.0, 3.0, fine_accuracy()).unwrap(),
+        primitives::sphere("s".into(), Frame3::IDENTITY, 1.0, fine_accuracy()).unwrap(),
+        primitives::torus("t".into(), Frame3::IDENTITY, 3.0, 1.0, fine_accuracy()).unwrap(),
+    ]
+}
+#[test]
+fn conservative_curve_subdivision_respects_requested_error() {
+    let mut store = GeometryStore::new();
+    store.curves.push(CurveGeometry::Circle {
+        frame: Frame3::from_axis([1.0, 2.0, 3.0], [1.0, 1.0, 1.0], [1.0, -1.0, 0.0]).unwrap(),
+        radius: 2.0,
+    });
+    let curve = store.curve(0).unwrap();
+    let range = Interval::new(0.0, std::f64::consts::TAU).unwrap();
+    let loose = bounded_curve_count(&curve, range, 0.2, 1_000_000).unwrap();
+    let fine = bounded_curve_count(&curve, range, 0.02, 1_000_000).unwrap();
+    assert!(fine > loose);
+    for index in 0..fine {
+        let interval = Interval::new(
+            range.lo + range.width() * index as f64 / fine as f64,
+            range.lo + range.width() * (index + 1) as f64 / fine as f64,
+        )
+        .unwrap();
+        assert!(
+            bounds_chord_deviation(
+                curve.enclose(interval).unwrap(),
+                curve.point_at(interval.lo).unwrap(),
+                curve.point_at(interval.hi).unwrap(),
+            ) <= 0.02
+        );
+    }
+}
+#[test]
+fn lod_changes_mesh_not_topology_and_retains_face_ids() {
+    for b in shapes() {
+        let original = b.to_json().unwrap();
+        let coarse = tessellate(&b, 0.1, 1_000_000).unwrap();
+        let fine = tessellate(&b, 0.02, 1_000_000).unwrap();
+        assert!(fine.indices.len() > coarse.indices.len());
+        assert_eq!(fine.indices.len() / 3, fine.triangle_face_ids.len());
+        assert!(fine
+            .triangle_face_ids
+            .iter()
+            .all(|&f| (f as usize) < b.topology.faces.len()));
+        assert_eq!(b.to_json().unwrap(), original);
+        for n in fine.normals.chunks_exact(3) {
+            assert!((norm([n[0] as f64, n[1] as f64, n[2] as f64]) - 1.0).abs() < 1e-6);
+        }
+    }
+}
+#[test]
+fn shared_boundaries_make_a_closed_geometric_mesh() {
+    for b in shapes() {
+        let mesh = tessellate(&b, 0.05, 1_000_000).unwrap();
+        let key = |p: Point3| p.map(f64::to_bits);
+        let mut edges = HashMap::<([u64; 3], [u64; 3]), usize>::new();
+        for t in mesh.indices.chunks_exact(3) {
+            for (a, c) in [(t[0], t[1]), (t[1], t[2]), (t[2], t[0])] {
+                let mut pair = [key(mesh.point(a)), key(mesh.point(c))];
+                pair.sort();
+                *edges.entry((pair[0], pair[1])).or_default() += 1;
+            }
+        }
+        assert!(
+            edges.values().all(|&count| count == 2),
+            "{} has unmatched geometric mesh edges",
+            b.id
+        );
+    }
+}
+#[test]
+fn spherical_triangle_samples_obey_deflection() {
+    let b = primitives::sphere("s".into(), Frame3::IDENTITY, 1.0, fine_accuracy()).unwrap();
+    let deflection = 0.05;
+    let mesh = tessellate(&b, deflection, 1_000_000).unwrap();
+    for ids in mesh.indices.chunks_exact(3) {
+        let p = ids.iter().map(|&id| mesh.point(id)).fold([0.0; 3], add);
+        assert!(1.0 - norm(scale(p, 1.0 / 3.0)) <= deflection);
+    }
+}
+#[test]
+fn periodic_chart_lifts_keep_shared_positions_and_hide_seams() {
+    let b =
+        primitives::cylinder("lift".into(), Frame3::IDENTITY, 1.0, 2.0, fine_accuracy()).unwrap();
+    let original = tessellate(&b, 0.05, 1_000_000).unwrap();
+    let mut lifted = b;
+    for h in &mut lifted.topology.halfedges {
+        if h.face == Some(0) {
+            h.geometry_use.periodic_lift = [1, 0];
+        }
+    }
+    let tau = std::f64::consts::TAU;
+    lifted.topology.faces[0].trim.uv_bounds[0] = Interval::new(tau, 2.0 * tau).unwrap();
+    let mesh = tessellate(&lifted, 0.05, 1_000_000).unwrap();
+    assert_eq!(original.positions, mesh.positions);
+    assert_eq!(original.outline_positions, mesh.outline_positions);
+    assert_eq!(original.outline_edge_ids, mesh.outline_edge_ids);
+}
+#[test]
+fn planar_tessellation_preserves_a_circular_hole() {
+    let mut b = circular_face();
+    b.geometry.curves[0] = CurveGeometry::Circle {
+        frame: Frame3::IDENTITY,
+        radius: 2.0,
+    };
+    b.geometry.pcurves[0] = PcurveGeometry::Conic2 {
+        origin: [0.0; 2],
+        axis_a: [2.0, 0.0],
+        axis_b: [0.0, 2.0],
+    };
+    b.topology.vertices[0].position = [2.0, 0.0, 0.0];
+    b.topology.faces[0].trim.uv_bounds = [Interval::new(-2.0, 2.0).unwrap(); 2];
+    b.topology.faces[0].trim.holes.push(1);
+    b.geometry.curves.push(CurveGeometry::Circle {
+        frame: Frame3::IDENTITY,
+        radius: 1.0,
+    });
+    b.geometry.pcurves.push(PcurveGeometry::Conic2 {
+        origin: [0.0; 2],
+        axis_a: [1.0, 0.0],
+        axis_b: [0.0, 1.0],
+    });
+    let mut vertex = b.topology.vertices[0].clone();
+    vertex.id = 1;
+    vertex.position = [1.0, 0.0, 0.0];
+    vertex.outgoing_halfedge = Some(1);
+    b.topology.vertices.push(vertex);
+    let mut edge = b.topology.edges[0].clone();
+    edge.id = 1;
+    edge.halfedge = 1;
+    edge.geometry = EdgeGeometry::Curve {
+        curve: 1,
+        range: Interval::new(0.0, std::f64::consts::TAU).unwrap(),
+    };
+    b.topology.edges.push(edge);
+    let mut h = b.topology.halfedges[0].clone();
+    h.id = 1;
+    h.from = 1;
+    h.to = 1;
+    h.next = Some(1);
+    h.prev = Some(1);
+    h.edge = 1;
+    h.loop_ref = Some(1);
+    h.geometry_use.pcurve = Some(1);
+    h.geometry_use.sense = Orientation::Reverse;
+    b.topology.halfedges.push(h);
+    b.topology.loops.push(Loop {
+        id: 1,
+        start_halfedge: 1,
+        face_ref: 0,
+        is_hole: true,
+    });
+    let deflection = 0.02;
+    let mesh = tessellate(&b, deflection, 1_000_000).unwrap();
+    let mut area = 0.0;
+    for ids in mesh.indices.chunks_exact(3) {
+        let [a, c, d] = [mesh.point(ids[0]), mesh.point(ids[1]), mesh.point(ids[2])];
+        let center = scale(add(add(a, c), d), 1.0 / 3.0);
+        assert!(center[0].hypot(center[1]) >= 1.0 - deflection);
+        area += norm(cross(sub(c, a), sub(d, a))) * 0.5;
+    }
+    assert!((area - 3.0 * std::f64::consts::PI).abs() < 6.0 * std::f64::consts::PI * deflection);
+}
+#[test]
+fn precision_limits_do_not_claim_unachievable_deflection() {
+    let near_cylinder = primitives::frustum(
+        "near".into(),
+        Frame3::IDENTITY,
+        1.0,
+        1.0 + 2.0_f64.powi(-48),
+        1.0,
+        fine_accuracy(),
+    )
+    .unwrap();
+    assert!(
+        matches!(tessellate(&near_cylinder, 0.01, 1_000_000), Err(GeometryError::LimitExceeded(message)) if message.contains("coordinate precision"))
+    );
+    let frame = Frame3 {
+        origin: [1e12, 0.0, 0.0],
+        ..Frame3::IDENTITY
+    };
+    let b = primitives::sphere(
+        "far".into(),
+        frame,
+        1.0,
+        Accuracy {
+            geometric: 0.001,
+            intersection: 0.0001,
+            ..fine_accuracy()
+        },
+    )
+    .unwrap();
+    assert!(
+        matches!(tessellate(&b, 0.01, 1_000_000), Err(GeometryError::LimitExceeded(message)) if message.contains("coordinate precision"))
+    );
+    let mut cache = TessellationCache::new(16_000_000);
+    let coarse = cache.tessellate(&b, 0.1, 1_000_000).unwrap();
+    assert!(cache.tessellate(&b, 0.01, 1_000_000).is_err());
+    assert!(Arc::ptr_eq(
+        &coarse,
+        &cache.tessellate(&b, 0.1, 1_000_000).unwrap()
+    ));
+}
+#[test]
+fn extreme_scales_return_errors_instead_of_invalid_or_empty_meshes() {
+    for (radius, geometric, deflection) in [(1e300, 1e290, 1e299), (1e-200, 1e-210, 1e-201)] {
+        let b = primitives::sphere(
+            "extreme".into(),
+            Frame3::IDENTITY,
+            radius,
+            Accuracy {
+                geometric,
+                intersection: geometric / 4.0,
+                ..fine_accuracy()
+            },
+        )
+        .unwrap();
+        assert!(matches!(
+            tessellate(&b, deflection, 1_000_000),
+            Err(GeometryError::UnresolvedTessellation(_))
+        ));
+    }
+}
+#[test]
+fn cache_tracks_geometry_even_when_revision_is_not_incremented() {
+    let mut b =
+        primitives::cylinder("c".into(), Frame3::IDENTITY, 1.0, 2.0, fine_accuracy()).unwrap();
+    let mut cache = TessellationCache::new(16_000_000);
+    let a = cache.tessellate(&b, 0.1, 1_000_000).unwrap();
+    let again = cache.tessellate(&b, 0.1, 1_000_000).unwrap();
+    assert!(Arc::ptr_eq(&a, &again));
+    b.topology.faces[0].key = "changed".into();
+    let changed = cache.tessellate(&b, 0.1, 1_000_000).unwrap();
+    assert!(!Arc::ptr_eq(&a, &changed));
+    for d in [0.08, 0.06, 0.04, 0.02] {
+        cache.tessellate(&b, d, 1_000_000).unwrap();
+    }
+    assert_eq!(cache.len(), 3);
+    assert!(tessellate(&b, 0.001, 1).is_err());
+}
diff --git a/main/opengeometry/src/tessellation/tests/seams.rs b/main/opengeometry/src/tessellation/tests/seams.rs
new file mode 100644
index 0000000..20c9b57
--- /dev/null
+++ b/main/opengeometry/src/tessellation/tests/seams.rs
@@ -0,0 +1,31 @@
+use crate::brep::{coarse_accuracy, GROUND};
+use crate::operations::creating::{sweep, ProfileLoop};
+use crate::tessellation::tessellate;
+use std::collections::HashMap;
+
+#[test]
+fn circular_sweep_midpoints_reuse_boundary_points_for_bitwise_watertight_seams() {
+    let profile = ProfileLoop::Circle {
+        frame: GROUND,
+        radius: 0.5,
+    };
+    let path = vec![[0.0, 0.0, 0.0], [0.0, 3.0, 0.0], [3.0, 3.0, 0.0]];
+    let body = sweep::build("solid".into(), profile, path, coarse_accuracy(1e-6)).unwrap();
+    let mesh = tessellate(&body, 0.02, 1_000_000).unwrap();
+    let bits = |index: u32| -> Vec<u64> {
+        let start = index as usize * 3;
+        mesh.positions[start..start + 3]
+            .iter()
+            .map(|value| value.to_bits())
+            .collect()
+    };
+    let mut uses: HashMap<Vec<Vec<u64>>, usize> = HashMap::new();
+    for corner in 0..mesh.indices.len() {
+        let next = corner - corner % 3 + (corner + 1) % 3;
+        let mut key = vec![bits(mesh.indices[corner]), bits(mesh.indices[next])];
+        key.sort();
+        *uses.entry(key).or_default() += 1;
+    }
+    assert!(!uses.is_empty());
+    assert!(uses.values().all(|&count| count == 2));
+}
diff --git a/main/opengeometry/src/tessellation/tests/short_loops.rs b/main/opengeometry/src/tessellation/tests/short_loops.rs
new file mode 100644
index 0000000..8d4d5f8
--- /dev/null
+++ b/main/opengeometry/src/tessellation/tests/short_loops.rs
@@ -0,0 +1,84 @@
+use crate::brep::{fine_accuracy, Frame3, SurfaceGeometry};
+use crate::math::{cross, norm, sub};
+use crate::primitives::{self, ProfileEdge};
+use crate::tessellation::tessellate;
+use std::collections::BTreeSet;
+use std::f64::consts::PI;
+
+const RADIUS: f64 = 0.05;
+const STOREY_DEFLECTION: f64 = 0.1875;
+
+fn half_circle(start_angle: f64) -> ProfileEdge {
+    ProfileEdge::Arc {
+        center: [0.0, 0.0],
+        radius: RADIUS,
+        start_angle,
+        sweep_angle: PI,
+    }
+}
+
+fn cap_points_and_smallest_area(profile: Vec<ProfileEdge>) -> Vec<(usize, f64)> {
+    let body = primitives::arc_edged_extrusion(
+        "rail".into(),
+        Frame3::IDENTITY,
+        profile,
+        7.0,
+        fine_accuracy(),
+    )
+    .unwrap();
+    let mesh = tessellate(&body, STOREY_DEFLECTION, 1_000_000).unwrap();
+    let mut caps = Vec::new();
+    for face in &body.topology.faces {
+        let SurfaceGeometry::Plane { frame } = &body.geometry.surfaces[face.surface as usize]
+        else {
+            continue;
+        };
+        if frame.z[2].abs() < 0.5 {
+            continue;
+        }
+        let mut ids = BTreeSet::new();
+        let mut smallest = f64::INFINITY;
+        for (triangle, &owner) in mesh.indices.chunks_exact(3).zip(&mesh.triangle_face_ids) {
+            if owner != face.id {
+                continue;
+            }
+            ids.extend(triangle.iter().copied());
+            let [a, b, c] = [triangle[0], triangle[1], triangle[2]].map(|id| mesh.point(id));
+            smallest = smallest.min(0.5 * norm(cross(sub(b, a), sub(c, a))));
+        }
+        caps.push((ids.len(), smallest));
+    }
+    caps
+}
+
+#[test]
+fn two_arc_planar_loop_tessellates_at_a_coarse_deflection() {
+    let caps = cap_points_and_smallest_area(vec![half_circle(0.0), half_circle(PI)]);
+    assert_eq!(caps.len(), 2);
+    for (points, smallest) in caps {
+        assert!(points >= 4, "cap has {points} boundary points");
+        assert!(
+            smallest > 0.1 * RADIUS * RADIUS,
+            "cap triangle area {smallest}"
+        );
+    }
+}
+
+#[test]
+fn arc_and_line_planar_loop_tessellates_at_a_coarse_deflection() {
+    let caps = cap_points_and_smallest_area(vec![
+        half_circle(0.0),
+        ProfileEdge::Line {
+            from: [-RADIUS, 0.0],
+            to: [RADIUS, 0.0],
+        },
+    ]);
+    assert_eq!(caps.len(), 2);
+    for (points, smallest) in caps {
+        assert!(points >= 3, "cap has {points} boundary points");
+        assert!(
+            smallest > 0.1 * RADIUS * RADIUS,
+            "cap triangle area {smallest}"
+        );
+    }
+}
diff --git a/main/opengeometry/src/tessellation/tests/support.rs b/main/opengeometry/src/tessellation/tests/support.rs
new file mode 100644
index 0000000..3d1da0e
--- /dev/null
+++ b/main/opengeometry/src/tessellation/tests/support.rs
@@ -0,0 +1,40 @@
+use crate::brep::{bounds_chord_deviation, Curve, GeometryError};
+use crate::math::Interval;
+
+pub(super) fn bounded_curve_count(
+    curve: &impl Curve,
+    range: Interval,
+    error: f64,
+    max_segments: usize,
+) -> Result<usize, GeometryError> {
+    let mut stack = vec![(range, 0usize)];
+    let mut maximum_depth = 0usize;
+    let mut visits = 0usize;
+    while let Some((interval, depth)) = stack.pop() {
+        visits = visits
+            .checked_add(1)
+            .ok_or_else(|| GeometryError::LimitExceeded("curve tessellation visits".into()))?;
+        if visits > max_segments.saturating_mul(2) {
+            return Err(GeometryError::LimitExceeded(
+                "curve tessellation visits".into(),
+            ));
+        }
+        let a = curve.point_at(interval.lo)?;
+        let b = curve.point_at(interval.hi)?;
+        if bounds_chord_deviation(curve.enclose(interval)?, a, b) <= error {
+            maximum_depth = maximum_depth.max(depth);
+            continue;
+        }
+        if depth >= usize::BITS as usize - 1 || (1usize << (depth + 1)) > max_segments {
+            return Err(GeometryError::LimitExceeded(
+                "curve tessellation segments".into(),
+            ));
+        }
+        let midpoint = interval.midpoint();
+        let left = Interval::new(interval.lo, midpoint)?;
+        let right = Interval::new(midpoint, interval.hi)?;
+        stack.push((right, depth + 1));
+        stack.push((left, depth + 1));
+    }
+    Ok(1usize << maximum_depth)
+}
diff --git a/main/opengeometry/src/tessellation/trim.rs b/main/opengeometry/src/tessellation/trim.rs
new file mode 100644
index 0000000..75e8771
--- /dev/null
+++ b/main/opengeometry/src/tessellation/trim.rs
@@ -0,0 +1,288 @@
+use crate::brep::{
+    period_lifted_uv, BrepEnvelope, EdgeGeometry, Face, GeometryError, HalfEdge, Orientation,
+    Surface, SurfaceGeometry,
+};
+use crate::math::Point3;
+
+pub(super) fn trim_loop_samples(
+    brep: &BrepEnvelope,
+    face: &Face,
+    loop_id: u32,
+    samples: &[Vec<Point3>],
+) -> Result<Vec<([f64; 2], Point3)>, GeometryError> {
+    let periods = brep.geometry.surface(face.surface)?.charts()[face.trim.chart as usize].periods;
+    let start = brep.topology.loops[loop_id as usize].start_halfedge;
+    let mut current = start;
+    let mut result = Vec::new();
+    loop {
+        let halfedge = &brep.topology.halfedges[current as usize];
+        let edge = &brep.topology.edges[halfedge.edge as usize];
+        let source = &samples[halfedge.edge as usize];
+        let pcurve = halfedge
+            .geometry_use
+            .pcurve
+            .ok_or_else(|| GeometryError::InvalidTopology("missing face pcurve".into()))?;
+        let range = match edge.geometry {
+            EdgeGeometry::Curve { range, .. } => range,
+            EdgeGeometry::Collapsed { vertex } => {
+                let parameter = if halfedge.geometry_use.sense == Orientation::Forward {
+                    0.0
+                } else {
+                    1.0
+                };
+                let uv = lifted_uv(brep, halfedge, pcurve, parameter, periods)?;
+                result.push((uv, brep.topology.vertices[vertex as usize].position));
+                current = halfedge
+                    .next
+                    .ok_or_else(|| GeometryError::InvalidTopology("open face loop".into()))?;
+                if current == start {
+                    break;
+                }
+                continue;
+            }
+        };
+        let segment_count = source.len().saturating_sub(1);
+        if segment_count == 0 {
+            return Err(GeometryError::InvalidTopology(
+                "empty curved trim edge sample".into(),
+            ));
+        }
+        for offset in 0..segment_count {
+            let sample_index = if halfedge.geometry_use.sense == Orientation::Forward {
+                offset
+            } else {
+                segment_count - offset
+            };
+            let parameter = range.lo + range.width() * sample_index as f64 / segment_count as f64;
+            let uv = lifted_uv(brep, halfedge, pcurve, parameter, periods)?;
+            result.push((uv, source[sample_index]));
+        }
+        current = halfedge
+            .next
+            .ok_or_else(|| GeometryError::InvalidTopology("open face loop".into()))?;
+        if current == start {
+            break;
+        }
+        if result.len()
+            > brep
+                .topology
+                .halfedges
+                .len()
+                .saturating_mul(maximum_edge_samples(samples))
+        {
+            return Err(GeometryError::LimitExceeded(
+                "curved trim loop samples".into(),
+            ));
+        }
+    }
+    if result.len() < 4 {
+        return Err(GeometryError::InvalidTopology(
+            "curved trim loop requires at least four samples".into(),
+        ));
+    }
+    Ok(result)
+}
+
+fn lifted_uv(
+    brep: &BrepEnvelope,
+    halfedge: &HalfEdge,
+    pcurve: u32,
+    parameter: f64,
+    periods: [Option<f64>; 2],
+) -> Result<[f64; 2], GeometryError> {
+    let uv = brep.geometry.pcurve_at(pcurve, parameter)?;
+    Ok(period_lifted_uv(
+        uv,
+        periods,
+        halfedge.geometry_use.periodic_lift,
+    ))
+}
+
+fn maximum_edge_samples(samples: &[Vec<Point3>]) -> usize {
+    samples.iter().map(Vec::len).max().unwrap_or(1)
+}
+
+pub(super) fn periodic_band_loop(
+    face: &Face,
+    periods: [Option<f64>; 2],
+    loops: &[Vec<([f64; 2], Point3)>],
+) -> Option<Vec<([f64; 2], Point3)>> {
+    if loops.len() != 2 {
+        return None;
+    }
+    for axis in 0..2 {
+        let Some(period) = periods[axis] else {
+            continue;
+        };
+        let windings = [
+            periodic_ring_winding(&loops[0], axis, period),
+            periodic_ring_winding(&loops[1], axis, period),
+        ];
+        if windings.iter().any(|winding| winding.abs() != 1) {
+            continue;
+        }
+        let other = 1 - axis;
+        if let Some(other_period) = periods[other] {
+            if loops
+                .iter()
+                .any(|ring| periodic_ring_winding(ring, other, other_period) != 0)
+            {
+                continue;
+            }
+        }
+        let seam = face.trim.uv_bounds[axis].lo;
+        let mut first = open_periodic_ring(&loops[0], axis, period, seam, periods[other])?;
+        let mut second = open_periodic_ring(&loops[1], axis, period, seam, periods[other])?;
+        let first_mean = first.iter().map(|(uv, _)| uv[other]).sum::<f64>() / first.len() as f64;
+        let second_mean = second.iter().map(|(uv, _)| uv[other]).sum::<f64>() / second.len() as f64;
+        if first_mean > second_mean {
+            std::mem::swap(&mut first, &mut second);
+        }
+        second.reverse();
+        first.extend(second);
+        return Some(first);
+    }
+    None
+}
+
+fn periodic_ring_winding(ring: &[([f64; 2], Point3)], axis: usize, period: f64) -> i32 {
+    let delta = ring
+        .iter()
+        .zip(ring.iter().cycle().skip(1))
+        .take(ring.len())
+        .map(|(a, b)| {
+            let raw = b.0[axis] - a.0[axis];
+            raw - (raw / period).round() * period
+        })
+        .sum::<f64>();
+    (delta / period).round() as i32
+}
+
+fn open_periodic_ring(
+    ring: &[([f64; 2], Point3)],
+    axis: usize,
+    period: f64,
+    seam: f64,
+    other_period: Option<f64>,
+) -> Option<Vec<([f64; 2], Point3)>> {
+    let other = 1 - axis;
+    let mut sorted = ring
+        .iter()
+        .map(|&(mut uv, point)| {
+            uv[axis] = seam + (uv[axis] - seam).rem_euclid(period);
+            (uv, point)
+        })
+        .collect::<Vec<_>>();
+    sorted.sort_by(|a, b| a.0[axis].total_cmp(&b.0[axis]));
+    let tolerance = 256.0 * f64::EPSILON * period.max(1.0);
+    sorted.dedup_by(|a, b| (a.0[axis] - b.0[axis]).abs() <= tolerance);
+    if sorted.len() < 3 {
+        return None;
+    }
+
+    let first = sorted[0];
+    let last = *sorted.last()?;
+    let before = last.0[axis] - period;
+    let span = first.0[axis] - before;
+    if span <= tolerance {
+        return None;
+    }
+    let t = ((seam - before) / span).clamp(0.0, 1.0);
+    let mut other_delta = first.0[other] - last.0[other];
+    if let Some(other_period) = other_period {
+        other_delta -= (other_delta / other_period).round() * other_period;
+    }
+    let other_value = last.0[other] + other_delta * t;
+    let seam_point = std::array::from_fn(|component| {
+        last.1[component] + (first.1[component] - last.1[component]) * t
+    });
+    let mut seam_uv = first.0;
+    seam_uv[axis] = seam;
+    seam_uv[other] = other_value;
+
+    let mut opened = Vec::with_capacity(sorted.len() + 2);
+    opened.push((seam_uv, seam_point));
+    opened.extend(
+        sorted
+            .into_iter()
+            .filter(|(uv, _)| (uv[axis] - seam).abs() > tolerance),
+    );
+    let mut end_uv = seam_uv;
+    end_uv[axis] += period;
+    opened.push((end_uv, seam_point));
+    Some(opened)
+}
+
+pub(super) fn merged_grid_coordinates(
+    uniform: impl Iterator<Item = f64>,
+    boundary: impl Iterator<Item = f64>,
+) -> Vec<f64> {
+    let mut values = uniform
+        .map(|value| (value, false))
+        .chain(boundary.map(|value| (value, true)))
+        .collect::<Vec<_>>();
+    values.sort_by(|a, b| a.0.total_cmp(&b.0));
+    let magnitude = values
+        .iter()
+        .map(|(value, _)| value.abs())
+        .fold(1.0_f64, f64::max);
+    let tolerance = 128.0 * f64::EPSILON * magnitude;
+    let mut merged: Vec<(f64, bool)> = Vec::with_capacity(values.len());
+    for value in values {
+        if let Some(last) = merged.last_mut() {
+            if (value.0 - last.0).abs() <= tolerance {
+                if value.1 {
+                    *last = value;
+                }
+                continue;
+            }
+        }
+        merged.push(value);
+    }
+    merged.into_iter().map(|(value, _)| value).collect()
+}
+
+pub(super) fn trimmed_surface_edge_deviation(
+    surface: &SurfaceGeometry,
+    uv: &[[f64; 2]],
+    a: usize,
+    b: usize,
+) -> f64 {
+    let du = (uv[b][0] - uv[a][0]).abs();
+    let dv = (uv[b][1] - uv[a][1]).abs();
+    let v = [uv[a][1].min(uv[b][1]), uv[a][1].max(uv[b][1])];
+    let maximum_trig = |offset: f64, values: fn(f64) -> f64| {
+        let period = std::f64::consts::PI;
+        let contains_extremum =
+            ((v[0] - offset) / period).ceil() <= ((v[1] - offset) / period).floor();
+        if contains_extremum {
+            1.0
+        } else {
+            values(v[0]).abs().max(values(v[1]).abs())
+        }
+    };
+    let acceleration = match surface {
+        SurfaceGeometry::Plane { .. } => 0.0,
+        SurfaceGeometry::Sphere { radius, .. } => {
+            let cos_v = maximum_trig(0.0, f64::cos);
+            let sin_v = maximum_trig(std::f64::consts::FRAC_PI_2, f64::sin);
+            radius * (cos_v * du * du + 2.0 * sin_v * du * dv + dv * dv)
+        }
+        SurfaceGeometry::Cylinder { radius, .. } => radius * du * du,
+        SurfaceGeometry::Cone { semi_angle, .. } => {
+            let slope = semi_angle.tan();
+            let radius = uv[a][1].abs().max(uv[b][1].abs()) * slope;
+            radius * du * du + 2.0 * slope * du * dv
+        }
+        SurfaceGeometry::Torus {
+            major_radius,
+            minor_radius,
+            ..
+        } => {
+            (major_radius + minor_radius) * du * du
+                + 2.0 * minor_radius * du * dv
+                + minor_radius * dv * dv
+        }
+    };
+    acceleration / 8.0
+}
diff --git a/main/opengeometry/src/tessellation/trimmed_face.rs b/main/opengeometry/src/tessellation/trimmed_face.rs
new file mode 100644
index 0000000..919b4ac
--- /dev/null
+++ b/main/opengeometry/src/tessellation/trimmed_face.rs
@@ -0,0 +1,495 @@
+use super::grid::Rect;
+use super::mesh::Tessellation;
+use super::trim::{
+    merged_grid_coordinates, periodic_band_loop, trim_loop_samples, trimmed_surface_edge_deviation,
+};
+use crate::brep::{BrepEnvelope, Face, GeometryError, Surface, SurfaceGeometry};
+use crate::geom2d::{point_in_ring2, Pt2};
+use crate::math::{scale, Interval, Point3};
+use std::collections::{BTreeSet, HashMap};
+
+pub(super) struct FaceGrid<'a> {
+    pub(super) rect: Option<&'a Rect>,
+    pub(super) desired: [usize; 2],
+}
+
+struct TrimGrid<'a> {
+    us: &'a [f64],
+    vs: &'a [f64],
+    surface: &'a SurfaceGeometry,
+    face: &'a Face,
+}
+
+pub(super) fn curved_trimmed_face(
+    brep: &BrepEnvelope,
+    face: &Face,
+    face_grid: &FaceGrid<'_>,
+    samples: &[Vec<Point3>],
+    error: f64,
+    mesh: &mut Tessellation,
+    max_triangles: usize,
+) -> Result<(), GeometryError> {
+    let FaceGrid { rect, desired } = *face_grid;
+    let mut size = desired;
+    if let Some(rect) = rect {
+        for (axis, &halfedge) in rect.halfedges.iter().enumerate() {
+            let edge = brep.topology.halfedges[halfedge as usize].edge as usize;
+            size[axis % 2] = size[axis % 2].max(samples[edge].len().saturating_sub(1));
+        }
+    }
+    let mut loops = Vec::with_capacity(face.trim.holes.len() + 1);
+    for &loop_id in std::iter::once(&face.trim.outer).chain(&face.trim.holes) {
+        let points = trim_loop_samples(brep, face, loop_id, samples)?;
+        loops.push(points);
+    }
+    let surface = brep.geometry.surface(face.surface)?;
+    let periods = surface.charts()[face.trim.chart as usize].periods;
+    if let Some(band) = periodic_band_loop(face, periods, &loops) {
+        loops = vec![band];
+    }
+    let axis_aligned = all_axis_aligned(&loops);
+    if rect.is_some() && !face.trim.holes.is_empty() {
+        shift_periodic_holes(face, surface, periods, &mut loops)?;
+    }
+    if !axis_aligned {
+        return general_curved_trimmed_face(brep, face, size, &loops, error, mesh, max_triangles);
+    }
+    let [u, v] = face.trim.uv_bounds;
+    let all_boundary = loops.iter().flatten().collect::<Vec<_>>();
+    let us = merged_grid_coordinates(
+        (0..=size[0]).map(|index| u.lo + u.width() * index as f64 / size[0] as f64),
+        all_boundary.iter().map(|(uv, _)| uv[0]),
+    );
+    let vs = merged_grid_coordinates(
+        (0..=size[1]).map(|index| v.lo + v.width() * index as f64 / size[1] as f64),
+        all_boundary.iter().map(|(uv, _)| uv[1]),
+    );
+    check_grid_budget(&us, &vs, max_triangles)?;
+    let coordinate_tolerance = 256.0
+        * f64::EPSILON
+        * us.iter()
+            .chain(&vs)
+            .map(|value| value.abs())
+            .fold(1.0_f64, f64::max);
+    let surface = brep.geometry.surface(face.surface)?;
+    let start = mesh.positions.len() / 3;
+    let grid = TrimGrid {
+        us: &us,
+        vs: &vs,
+        surface,
+        face,
+    };
+    add_grid_vertices(&grid, &all_boundary, coordinate_tolerance, v, mesh)?;
+    add_grid_triangles(&grid, &loops, start, mesh, max_triangles)?;
+    Ok(())
+}
+
+fn all_axis_aligned(loops: &[Vec<([f64; 2], Point3)>]) -> bool {
+    let mut axis_aligned = true;
+    for points in loops {
+        let magnitude = points
+            .iter()
+            .flat_map(|(uv, _)| uv)
+            .map(|value| value.abs())
+            .fold(1.0_f64, f64::max);
+        let tolerance = 128.0 * f64::EPSILON * magnitude;
+        for pair in points
+            .iter()
+            .zip(points.iter().cycle().skip(1))
+            .take(points.len())
+        {
+            let du = (pair.0 .0[0] - pair.1 .0[0]).abs();
+            let dv = (pair.0 .0[1] - pair.1 .0[1]).abs();
+            if du > tolerance && dv > tolerance {
+                axis_aligned = false;
+            }
+        }
+    }
+    axis_aligned
+}
+
+fn shift_periodic_holes(
+    face: &Face,
+    surface: &SurfaceGeometry,
+    periods: [Option<f64>; 2],
+    loops: &mut [Vec<([f64; 2], Point3)>],
+) -> Result<(), GeometryError> {
+    let mut bounds = face.trim.uv_bounds;
+    let mut shifted = false;
+    for axis in 0..2 {
+        let Some(period) = periods[axis] else {
+            continue;
+        };
+        let mut lo = f64::INFINITY;
+        let mut hi = f64::NEG_INFINITY;
+        for (uv, _) in loops[1..].iter().flatten() {
+            lo = lo.min(uv[axis]);
+            hi = hi.max(uv[axis]);
+        }
+        if !lo.is_finite() || hi - lo >= period {
+            continue;
+        }
+        let original = face.trim.uv_bounds[axis];
+        let tolerance = 256.0 * f64::EPSILON * original.lo.abs().max(original.hi.abs()).max(1.0);
+        if lo >= original.lo - tolerance && hi <= original.hi + tolerance {
+            continue;
+        }
+        let center = 0.5 * (lo + hi);
+        bounds[axis] = Interval::new(center - 0.5 * period, center + 0.5 * period)?;
+        for ring in &mut loops[1..] {
+            let ring_center =
+                ring.iter().map(|(uv, _)| uv[axis]).sum::<f64>() / ring.len().max(1) as f64;
+            let offset = ((center - ring_center) / period).round() * period;
+            for (uv, _) in ring {
+                uv[axis] += offset;
+            }
+        }
+        shifted = true;
+    }
+    if shifted {
+        let coordinates = [
+            [bounds[0].lo, bounds[1].lo],
+            [bounds[0].hi, bounds[1].lo],
+            [bounds[0].hi, bounds[1].hi],
+            [bounds[0].lo, bounds[1].hi],
+        ];
+        loops[0] = coordinates
+            .into_iter()
+            .map(|uv| Ok((uv, surface.point_at(uv)?)))
+            .collect::<Result<Vec<_>, GeometryError>>()?;
+    }
+    Ok(())
+}
+
+fn general_curved_trimmed_face(
+    brep: &BrepEnvelope,
+    face: &Face,
+    _desired: [usize; 2],
+    loops: &[Vec<([f64; 2], Point3)>],
+    error: f64,
+    mesh: &mut Tessellation,
+    max_triangles: usize,
+) -> Result<(), GeometryError> {
+    let mut uv = Vec::new();
+    let mut points = Vec::new();
+    let mut holes = Vec::new();
+    let mut boundary_edges = BTreeSet::new();
+    for (loop_index, ring) in loops.iter().enumerate() {
+        if loop_index > 0 {
+            holes.push(uv.len());
+        }
+        let start = uv.len();
+        for &(coordinate, point) in ring {
+            uv.push(coordinate);
+            points.push(point);
+        }
+        for offset in 0..ring.len() {
+            let a = start + offset;
+            let b = start + (offset + 1) % ring.len();
+            boundary_edges.insert(if a < b { (a, b) } else { (b, a) });
+        }
+    }
+    let boundary_count = uv.len();
+    let mut triangles = earcut_triangles(&uv, &holes)?;
+    let surface = brep.geometry.surface(face.surface)?;
+    for _ in 0..128 {
+        let split_edges = edges_to_split(&triangles, &boundary_edges, surface, &uv, error);
+        if split_edges.is_empty() {
+            break;
+        }
+        if triangles
+            .len()
+            .checked_mul(4)
+            .is_none_or(|count| count > max_triangles)
+        {
+            return Err(GeometryError::LimitExceeded(
+                "curved trim refinement triangles".into(),
+            ));
+        }
+        let midpoints =
+            add_edge_midpoints(&split_edges, surface, &mut uv, &mut points, boundary_count)?;
+        triangles = refined_triangles(triangles, &midpoints);
+    }
+    check_trim_refinement(face, surface, &triangles, &boundary_edges, &uv, error)?;
+    if triangles.len() > max_triangles {
+        return Err(GeometryError::LimitExceeded("curved trim triangles".into()));
+    }
+    let start = mesh.positions.len() / 3;
+    for (coordinate, point) in uv.iter().zip(points) {
+        let normal = trim_normal(brep, face, surface, *coordinate)?;
+        mesh.vertex(point, normal)?;
+    }
+    for triangle in triangles {
+        let center = std::array::from_fn(|axis| {
+            (uv[triangle[0]][axis] + uv[triangle[1]][axis] + uv[triangle[2]][axis]) / 3.0
+        });
+        let normal = trim_normal(brep, face, surface, center)?;
+        mesh.triangle(
+            triangle.map(|index| (start + index) as u32),
+            face.id,
+            normal,
+            max_triangles,
+        )?;
+    }
+    Ok(())
+}
+
+fn earcut_triangles(uv: &[[f64; 2]], holes: &[usize]) -> Result<Vec<[usize; 3]>, GeometryError> {
+    let flattened = uv
+        .iter()
+        .flat_map(|coordinate| *coordinate)
+        .collect::<Vec<_>>();
+    let indices = earcutr::earcut(&flattened, holes, 2);
+    if indices.is_empty() {
+        return Err(GeometryError::InvalidTopology(
+            "curved trim triangulation failed".into(),
+        ));
+    }
+    Ok(indices
+        .chunks_exact(3)
+        .map(|triangle| [triangle[0], triangle[1], triangle[2]])
+        .collect::<Vec<_>>())
+}
+
+fn edges_to_split(
+    triangles: &[[usize; 3]],
+    boundary_edges: &BTreeSet<(usize, usize)>,
+    surface: &SurfaceGeometry,
+    uv: &[[f64; 2]],
+    error: f64,
+) -> BTreeSet<(usize, usize)> {
+    let mut split_edges = BTreeSet::new();
+    for triangle in triangles {
+        for [a, b] in [
+            [triangle[0], triangle[1]],
+            [triangle[1], triangle[2]],
+            [triangle[2], triangle[0]],
+        ] {
+            let key = if a < b { (a, b) } else { (b, a) };
+            if boundary_edges.contains(&key) {
+                continue;
+            }
+            let needs_refinement = trimmed_surface_edge_deviation(surface, uv, a, b) > error * 2.0;
+            if needs_refinement {
+                split_edges.insert(key);
+            }
+        }
+    }
+    split_edges
+}
+
+fn add_edge_midpoints(
+    split_edges: &BTreeSet<(usize, usize)>,
+    surface: &SurfaceGeometry,
+    uv: &mut Vec<[f64; 2]>,
+    points: &mut Vec<Point3>,
+    boundary_count: usize,
+) -> Result<HashMap<(usize, usize), usize>, GeometryError> {
+    let mut midpoints = HashMap::with_capacity(split_edges.len());
+    for &(a, b) in split_edges {
+        let coordinate = [(uv[a][0] + uv[b][0]) * 0.5, (uv[a][1] + uv[b][1]) * 0.5];
+        let id = uv.len();
+        uv.push(coordinate);
+        let match_boundary = (0..boundary_count).find(|&index| {
+            (0..2).all(|axis| {
+                (uv[index][axis] - coordinate[axis]).abs()
+                    <= 4.0 * f64::EPSILON * coordinate[axis].abs().max(1.0)
+            })
+        });
+        points.push(if let Some(index) = match_boundary {
+            points[index]
+        } else {
+            surface.point_at(coordinate)?
+        });
+        midpoints.insert((a, b), id);
+    }
+    Ok(midpoints)
+}
+
+fn refined_triangles(
+    triangles: Vec<[usize; 3]>,
+    midpoints: &HashMap<(usize, usize), usize>,
+) -> Vec<[usize; 3]> {
+    let midpoint = |a: usize, b: usize| {
+        let key = if a < b { (a, b) } else { (b, a) };
+        midpoints.get(&key).copied()
+    };
+    let mut refined = Vec::with_capacity(triangles.len() * 4);
+    for [a, b, c] in triangles {
+        let ab = midpoint(a, b);
+        let bc = midpoint(b, c);
+        let ca = midpoint(c, a);
+        match (ab, bc, ca) {
+            (None, None, None) => refined.push([a, b, c]),
+            (Some(ab), None, None) => refined.extend([[a, ab, c], [ab, b, c]]),
+            (None, Some(bc), None) => refined.extend([[b, bc, a], [bc, c, a]]),
+            (None, None, Some(ca)) => refined.extend([[c, ca, b], [ca, a, b]]),
+            (Some(ab), Some(bc), None) => refined.extend([[b, bc, ab], [ab, bc, c], [ab, c, a]]),
+            (None, Some(bc), Some(ca)) => refined.extend([[c, ca, bc], [bc, ca, a], [bc, a, b]]),
+            (Some(ab), None, Some(ca)) => refined.extend([[a, ab, ca], [ca, ab, b], [ca, b, c]]),
+            (Some(ab), Some(bc), Some(ca)) => {
+                refined.extend([[a, ab, ca], [ab, b, bc], [ca, bc, c], [ab, bc, ca]])
+            }
+        }
+    }
+    refined
+}
+
+fn check_trim_refinement(
+    face: &Face,
+    surface: &SurfaceGeometry,
+    triangles: &[[usize; 3]],
+    boundary_edges: &BTreeSet<(usize, usize)>,
+    uv: &[[f64; 2]],
+    error: f64,
+) -> Result<(), GeometryError> {
+    for triangle in triangles {
+        for [a, b] in [
+            [triangle[0], triangle[1]],
+            [triangle[1], triangle[2]],
+            [triangle[2], triangle[0]],
+        ] {
+            let key = if a < b { (a, b) } else { (b, a) };
+            let needs_refinement = trimmed_surface_edge_deviation(surface, uv, a, b) > error * 2.0;
+            if !boundary_edges.contains(&key) && needs_refinement {
+                return Err(GeometryError::LimitExceeded(format!(
+                    "curved trim refinement depth on face {}: bound {} for edge {:?} to {:?}",
+                    face.id,
+                    trimmed_surface_edge_deviation(surface, uv, a, b),
+                    uv[a],
+                    uv[b]
+                )));
+            }
+        }
+    }
+    Ok(())
+}
+
+fn trim_normal(
+    brep: &BrepEnvelope,
+    face: &Face,
+    surface: &SurfaceGeometry,
+    coordinate: [f64; 2],
+) -> Result<Point3, GeometryError> {
+    let normal_coordinate = if matches!(surface, SurfaceGeometry::Cone { .. })
+        && coordinate[1].abs() <= brep.accuracy.geometric
+    {
+        let bounds = face.trim.uv_bounds[1];
+        [
+            coordinate[0],
+            if bounds.lo.abs() > bounds.hi.abs() {
+                bounds.lo
+            } else {
+                bounds.hi
+            },
+        ]
+    } else {
+        coordinate
+    };
+    Ok(scale(
+        surface.normal_at(normal_coordinate)?,
+        face.sense.multiplier(),
+    ))
+}
+
+fn check_grid_budget(us: &[f64], vs: &[f64], max_triangles: usize) -> Result<(), GeometryError> {
+    let vertex_count = us
+        .len()
+        .checked_mul(vs.len())
+        .ok_or_else(|| GeometryError::LimitExceeded("trimmed surface grid vertices".into()))?;
+    let cell_count = us
+        .len()
+        .saturating_sub(1)
+        .checked_mul(vs.len().saturating_sub(1))
+        .and_then(|count| count.checked_mul(2))
+        .ok_or_else(|| GeometryError::LimitExceeded("trimmed surface grid triangles".into()))?;
+    if vertex_count > max_triangles.saturating_mul(3) || cell_count > max_triangles {
+        return Err(GeometryError::LimitExceeded(
+            "trimmed surface grid budget".into(),
+        ));
+    }
+    Ok(())
+}
+
+fn add_grid_vertices(
+    grid: &TrimGrid<'_>,
+    all_boundary: &[&([f64; 2], Point3)],
+    coordinate_tolerance: f64,
+    v: Interval,
+    mesh: &mut Tessellation,
+) -> Result<(), GeometryError> {
+    let TrimGrid {
+        us,
+        vs,
+        surface,
+        face,
+    } = *grid;
+    for &chart_v in vs {
+        for &chart_u in us {
+            let uv = [chart_u, chart_v];
+            let point = all_boundary
+                .iter()
+                .find(|(boundary_uv, _)| {
+                    (boundary_uv[0] - chart_u).abs() <= coordinate_tolerance
+                        && (boundary_uv[1] - chart_v).abs() <= coordinate_tolerance
+                })
+                .map_or_else(|| surface.point_at(uv), |(_, point)| Ok(*point))?;
+            let normal_uv = if matches!(surface, SurfaceGeometry::Cone { .. }) && chart_v == 0.0 {
+                [chart_u, v.hi]
+            } else {
+                uv
+            };
+            let normal = scale(surface.normal_at(normal_uv)?, face.sense.multiplier());
+            mesh.vertex(point, normal)?;
+        }
+    }
+    Ok(())
+}
+
+fn add_grid_triangles(
+    grid: &TrimGrid<'_>,
+    loops: &[Vec<([f64; 2], Point3)>],
+    start: usize,
+    mesh: &mut Tessellation,
+    max_triangles: usize,
+) -> Result<(), GeometryError> {
+    let TrimGrid {
+        us,
+        vs,
+        surface,
+        face,
+    } = *grid;
+    let rings = loops
+        .iter()
+        .map(|points| {
+            points
+                .iter()
+                .map(|(uv, _)| Pt2::new(uv[0], uv[1]))
+                .collect::<Vec<_>>()
+        })
+        .collect::<Vec<_>>();
+    for row in 0..vs.len() - 1 {
+        for column in 0..us.len() - 1 {
+            let center = Pt2::new(
+                (us[column] + us[column + 1]) * 0.5,
+                (vs[row] + vs[row + 1]) * 0.5,
+            );
+            if !point_in_ring2(center, &rings[0])
+                || rings[1..].iter().any(|hole| point_in_ring2(center, hole))
+            {
+                continue;
+            }
+            let a = (start + row * us.len() + column) as u32;
+            let b = a + 1;
+            let c = a + us.len() as u32;
+            let d = c + 1;
+            let normal = scale(
+                surface.normal_at([center.x, center.z])?,
+                face.sense.multiplier(),
+            );
+            mesh.triangle([a, b, d], face.id, normal, max_triangles)?;
+            mesh.triangle([a, d, c], face.id, normal, max_triangles)?;
+        }
+    }
+    Ok(())
+}
diff --git a/main/opengeometry/src/tolerance.rs b/main/opengeometry/src/tolerance.rs
deleted file mode 100644
index cfbeb21..0000000
--- a/main/opengeometry/src/tolerance.rs
+++ /dev/null
@@ -1,205 +0,0 @@
-//! Modeling tolerance hierarchy (debt item D2).
-//!
-//! A single global scalar cannot express that distances, areas, and angles
-//! tolerate different errors, nor that geometry produced by an operation may
-//! carry its own tolerance. Historically this kernel scattered ad-hoc epsilon
-//! constants across modules (`EXTRUDE_EPSILON`, `CAP_ALIGNMENT_THRESHOLD`,
-//! `STEP_LENGTH_EPSILON`, operation-specific geometric tolerances, …). This
-//! module is the single tolerance model that all comparison-based operations
-//! consult, so near-coincident geometry is handled consistently instead of
-//! per-operation.
-//!
-//! Conventions:
-//! - Lengths are in **model units** (typically metres in OpenGeometry-using
-//!   apps; see the unit model, debt D8).
-//! - Angles are in **radians**.
-//!
-//! This is the interface other foundational items (D1 geometry, D4 booleans,
-//! D5 validity, D7 profiles) are expected to consume. Per-entity tolerance
-//! (per-vertex / per-edge) layers on top via [`ToleranceContext::effective`].
-
-use openmaths::Vector3;
-use serde::{Deserialize, Serialize};
-
-/// Absolute floor for any auto-derived length tolerance, in model units.
-/// Below this, floating-point noise dominates and comparisons are meaningless.
-pub const MODELING_TOLERANCE_FLOOR: f64 = 1.0e-9;
-
-/// Relative factor applied to an operand's bounding-box diagonal when a length
-/// tolerance is auto-derived. Matches the historical boolean default so the
-/// auto-scale path is byte-for-byte unchanged.
-pub const DEFAULT_RELATIVE_TOLERANCE: f64 = 1.0e-8;
-
-/// Default angular tolerance in radians (~5.7e-2 degrees). Two directions
-/// whose angle is within this are treated as parallel.
-pub const DEFAULT_ANGULAR_TOLERANCE: f64 = 1.0e-3;
-
-/// Global modeling tolerances consulted by all comparison-based operations.
-///
-/// - `confusion` is the distance below which two points are considered the
-///   same point. It is the core length comparison threshold (OCC's
-///   `Precision::Confusion`).
-/// - `modeling` is the working/build tolerance (`>= confusion`); it is the
-///   default per-entity tolerance assigned to geometry an operation produces.
-/// - `angular` is the angle (radians) below which two directions are parallel
-///   (OCC's `Precision::Angular`).
-#[derive(Clone, Copy, Debug, PartialEq, Serialize, Deserialize)]
-pub struct ToleranceContext {
-    pub confusion: f64,
-    pub modeling: f64,
-    pub angular: f64,
-}
-
-impl Default for ToleranceContext {
-    fn default() -> Self {
-        Self {
-            confusion: MODELING_TOLERANCE_FLOOR,
-            modeling: MODELING_TOLERANCE_FLOOR,
-            angular: DEFAULT_ANGULAR_TOLERANCE,
-        }
-    }
-}
-
-impl ToleranceContext {
-    /// Builds a context from an explicit modeling tolerance, using it for both
-    /// `modeling` and `confusion` (clamped to the floor).
-    pub fn from_modeling(modeling: f64) -> Self {
-        let modeling = modeling.max(MODELING_TOLERANCE_FLOOR);
-        Self {
-            confusion: modeling,
-            modeling,
-            angular: DEFAULT_ANGULAR_TOLERANCE,
-        }
-    }
-
-    /// Auto-derives a modeling tolerance from a bounding-box diagonal, using the
-    /// same `diagonal * 1e-8` (floored at `1e-9`) rule the boolean pipeline has
-    /// always used. Returned as a bare scalar so existing call sites can adopt
-    /// it without behavioural change.
-    pub fn derived_modeling_for_diagonal(diagonal: f64) -> f64 {
-        if !diagonal.is_finite() {
-            return MODELING_TOLERANCE_FLOOR;
-        }
-        (diagonal * DEFAULT_RELATIVE_TOLERANCE).max(MODELING_TOLERANCE_FLOOR)
-    }
-
-    /// Builds a context whose `modeling`/`confusion` are auto-derived from a
-    /// bounding-box diagonal.
-    pub fn from_diagonal(diagonal: f64) -> Self {
-        Self::from_modeling(Self::derived_modeling_for_diagonal(diagonal))
-    }
-
-    /// The effective length tolerance for a comparison, taking an optional
-    /// per-entity override (per-vertex / per-edge tolerance, D2 follow-on) into
-    /// account. The looser of the two wins, since either party tolerating the
-    /// error makes the comparison pass.
-    pub fn effective(&self, entity_tolerance: Option<f64>) -> f64 {
-        match entity_tolerance {
-            Some(t) => self.confusion.max(t),
-            None => self.confusion,
-        }
-    }
-
-    /// Whether a (non-negative) distance is within confusion tolerance.
-    pub fn distance_within(&self, distance: f64) -> bool {
-        distance <= self.confusion
-    }
-
-    /// Whether two scalar lengths are equal within confusion tolerance.
-    pub fn lengths_equal(&self, a: f64, b: f64) -> bool {
-        (a - b).abs() <= self.confusion
-    }
-
-    /// Whether two points are coincident within confusion tolerance.
-    /// Uses squared distance to avoid a `sqrt`.
-    pub fn points_coincident(&self, a: Vector3, b: Vector3) -> bool {
-        let dx = a.x - b.x;
-        let dy = a.y - b.y;
-        let dz = a.z - b.z;
-        (dx * dx + dy * dy + dz * dz) <= self.confusion * self.confusion
-    }
-
-    /// Cosine of the angular tolerance — the threshold a direction dot product
-    /// must meet to count as aligned.
-    pub fn angular_cos(&self) -> f64 {
-        self.angular.cos()
-    }
-
-    /// Whether two unit directions are parallel within angular tolerance
-    /// (either same or opposite sense).
-    pub fn directions_parallel(&self, cos_angle: f64) -> bool {
-        cos_angle.abs() >= self.angular_cos()
-    }
-
-    /// Whether two unit directions are aligned (same sense) within angular
-    /// tolerance.
-    pub fn directions_aligned(&self, cos_angle: f64) -> bool {
-        cos_angle >= self.angular_cos()
-    }
-}
-
-#[cfg(test)]
-mod tests {
-    use super::*;
-
-    #[test]
-    fn default_is_floored() {
-        let t = ToleranceContext::default();
-        assert_eq!(t.confusion, MODELING_TOLERANCE_FLOOR);
-        assert_eq!(t.modeling, MODELING_TOLERANCE_FLOOR);
-    }
-
-    #[test]
-    fn from_modeling_clamps_to_floor() {
-        let t = ToleranceContext::from_modeling(0.0);
-        assert_eq!(t.modeling, MODELING_TOLERANCE_FLOOR);
-        assert_eq!(t.confusion, MODELING_TOLERANCE_FLOOR);
-    }
-
-    #[test]
-    fn derived_matches_historical_boolean_rule() {
-        // Historical rule: (diagonal * 1e-8).max(1e-9).
-        assert_eq!(
-            ToleranceContext::derived_modeling_for_diagonal(10.0),
-            (10.0_f64 * 1.0e-8).max(1.0e-9)
-        );
-        // Small diagonal floors out.
-        assert_eq!(
-            ToleranceContext::derived_modeling_for_diagonal(0.01),
-            1.0e-9
-        );
-        // Non-finite is safe.
-        assert_eq!(
-            ToleranceContext::derived_modeling_for_diagonal(f64::INFINITY),
-            MODELING_TOLERANCE_FLOOR
-        );
-    }
-
-    #[test]
-    fn effective_takes_the_looser_tolerance() {
-        let t = ToleranceContext::from_modeling(1.0e-6);
-        assert_eq!(t.effective(None), 1.0e-6);
-        assert_eq!(t.effective(Some(1.0e-3)), 1.0e-3);
-        assert_eq!(t.effective(Some(1.0e-9)), 1.0e-6);
-    }
-
-    #[test]
-    fn points_coincident_respects_confusion() {
-        let t = ToleranceContext::from_modeling(1.0e-3);
-        let a = Vector3::new(0.0, 0.0, 0.0);
-        let near = Vector3::new(5.0e-4, 0.0, 0.0);
-        let far = Vector3::new(2.0e-3, 0.0, 0.0);
-        assert!(t.points_coincident(a, near));
-        assert!(!t.points_coincident(a, far));
-    }
-
-    #[test]
-    fn directions_parallel_handles_both_senses() {
-        let t = ToleranceContext::default();
-        assert!(t.directions_parallel(1.0));
-        assert!(t.directions_parallel(-1.0));
-        assert!(t.directions_aligned(1.0));
-        assert!(!t.directions_aligned(-1.0));
-        assert!(!t.directions_parallel(0.0));
-    }
-}
diff --git a/main/opengeometry/src/units.rs b/main/opengeometry/src/units.rs
deleted file mode 100644
index 248cbec..0000000
--- a/main/opengeometry/src/units.rs
+++ /dev/null
@@ -1,120 +0,0 @@
-//! Length unit & scale model (debt item D8).
-//!
-//! The kernel historically carried no unit: geometry lived in abstract scene
-//! units and STEP/IFC export hardcoded `SI_UNIT(.METRE.)`, so an exported file
-//! could not state what its numbers meant and tools imported parts at the
-//! wrong size. A model now carries an explicit [`LengthUnit`]; exporters emit
-//! the matching unit context (D9) so exchange is unit-correct.
-//!
-//! The conventional default is millimetres, matching mechanical CAD and the
-//! STEP ecosystem.
-
-use serde::{Deserialize, Serialize};
-
-#[derive(Clone, Copy, Debug, PartialEq, Eq, Serialize, Deserialize)]
-pub enum LengthUnit {
-    Micrometre,
-    Millimetre,
-    Centimetre,
-    Metre,
-    Kilometre,
-    Inch,
-    Foot,
-}
-
-impl Default for LengthUnit {
-    /// mm — the mechanical-CAD / STEP convention.
-    fn default() -> Self {
-        LengthUnit::Millimetre
-    }
-}
-
-impl LengthUnit {
-    /// Length of one unit expressed in metres. Exact for SI and for the
-    /// internationally-defined inch (0.0254 m) and foot.
-    pub fn metres_per_unit(self) -> f64 {
-        match self {
-            LengthUnit::Micrometre => 1.0e-6,
-            LengthUnit::Millimetre => 1.0e-3,
-            LengthUnit::Centimetre => 1.0e-2,
-            LengthUnit::Metre => 1.0,
-            LengthUnit::Kilometre => 1.0e3,
-            LengthUnit::Inch => 0.0254,
-            LengthUnit::Foot => 0.3048,
-        }
-    }
-
-    /// The factor to multiply a length in `self` by to express it in `target`.
-    pub fn conversion_factor_to(self, target: LengthUnit) -> f64 {
-        self.metres_per_unit() / target.metres_per_unit()
-    }
-
-    /// Whether this unit is a metric/SI multiple of the metre (and so can be
-    /// emitted as a STEP `SI_UNIT` with a prefix).
-    pub fn is_si(self) -> bool {
-        !matches!(self, LengthUnit::Inch | LengthUnit::Foot)
-    }
-
-    /// STEP `SI_UNIT` prefix token (including the surrounding dots), or `$` for
-    /// the base metre. `None` for non-SI units (use a conversion-based unit).
-    pub fn step_si_prefix(self) -> Option<&'static str> {
-        match self {
-            LengthUnit::Micrometre => Some(".MICRO."),
-            LengthUnit::Millimetre => Some(".MILLI."),
-            LengthUnit::Centimetre => Some(".CENTI."),
-            LengthUnit::Metre => Some("$"),
-            LengthUnit::Kilometre => Some(".KILO."),
-            LengthUnit::Inch | LengthUnit::Foot => None,
-        }
-    }
-
-    /// Lowercase name used in conversion-based unit definitions / IFC.
-    pub fn name(self) -> &'static str {
-        match self {
-            LengthUnit::Micrometre => "micrometre",
-            LengthUnit::Millimetre => "millimetre",
-            LengthUnit::Centimetre => "centimetre",
-            LengthUnit::Metre => "metre",
-            LengthUnit::Kilometre => "kilometre",
-            LengthUnit::Inch => "inch",
-            LengthUnit::Foot => "foot",
-        }
-    }
-}
-
-#[cfg(test)]
-mod tests {
-    use super::*;
-
-    #[test]
-    fn default_is_millimetre() {
-        assert_eq!(LengthUnit::default(), LengthUnit::Millimetre);
-    }
-
-    #[test]
-    fn conversions_are_consistent() {
-        assert!(
-            (LengthUnit::Metre.conversion_factor_to(LengthUnit::Millimetre) - 1000.0).abs()
-                < 1.0e-9
-        );
-        assert!(
-            (LengthUnit::Centimetre.conversion_factor_to(LengthUnit::Millimetre) - 10.0).abs()
-                < 1.0e-9
-        );
-        assert!(
-            (LengthUnit::Inch.conversion_factor_to(LengthUnit::Millimetre) - 25.4).abs() < 1.0e-9
-        );
-        // round trip
-        let f = LengthUnit::Foot.conversion_factor_to(LengthUnit::Inch);
-        assert!((f - 12.0).abs() < 1.0e-9);
-    }
-
-    #[test]
-    fn si_classification() {
-        assert!(LengthUnit::Millimetre.is_si());
-        assert!(!LengthUnit::Inch.is_si());
-        assert_eq!(LengthUnit::Millimetre.step_si_prefix(), Some(".MILLI."));
-        assert_eq!(LengthUnit::Metre.step_si_prefix(), Some("$"));
-        assert_eq!(LengthUnit::Inch.step_si_prefix(), None);
-    }
-}
diff --git a/main/opengeometry/src/utility/bgeometry.rs b/main/opengeometry/src/utility/bgeometry.rs
deleted file mode 100644
index 4647502..0000000
--- a/main/opengeometry/src/utility/bgeometry.rs
+++ /dev/null
@@ -1,49 +0,0 @@
-// Rename this file to buffergeometry.rs
-
-use openmaths::Vector3;
-use serde::{Deserialize, Serialize};
-use uuid::Uuid;
-
-#[derive(Clone, Serialize, Deserialize)]
-pub struct BufferGeometry {
-    pub id: Uuid,
-    pub vertices: Vec<Vector3>,
-    pub indices: Vec<u32>,
-}
-
-impl BufferGeometry {
-    pub fn new(id: Uuid) -> Self {
-        BufferGeometry {
-            id,
-            vertices: Vec::new(),
-            indices: Vec::new(),
-        }
-    }
-
-    pub fn add_vertex(&mut self, vertex: Vector3) {
-        self.vertices.push(vertex);
-    }
-
-    pub fn add_index(&mut self, index: u32) {
-        self.indices.push(index);
-    }
-
-    pub fn clear(&mut self) {
-        self.vertices.clear();
-        self.indices.clear();
-    }
-
-    pub fn get_vertices(&self) -> &Vec<Vector3> {
-        &self.vertices
-    }
-
-    pub fn get_indices(&self) -> &Vec<u32> {
-        &self.indices
-    }
-
-    pub fn get_geometry_(&self) -> String {
-        // serialize geometry
-        let serialized = serde_json::to_string(&self).unwrap();
-        serialized
-    }
-}
diff --git a/main/opengeometry/src/world/bvh.rs b/main/opengeometry/src/world/bvh.rs
deleted file mode 100644
index a100493..0000000
--- a/main/opengeometry/src/world/bvh.rs
+++ /dev/null
@@ -1,177 +0,0 @@
-use super::graph::Bounds3;
-
-const LEAF_SIZE: usize = 4;
-
-enum BvhNode {
-    Leaf {
-        bounds: Bounds3,
-        start: usize,
-        count: usize,
-    },
-    Inner {
-        bounds: Bounds3,
-        left: usize,
-        right: usize,
-    },
-}
-
-pub(super) struct Bvh {
-    nodes: Vec<BvhNode>,
-    items: Vec<usize>,
-    boxes: Vec<Bounds3>,
-}
-
-impl Bvh {
-    pub(super) fn build(boxes: Vec<Bounds3>) -> Self {
-        let mut bvh = Self {
-            nodes: Vec::new(),
-            items: (0..boxes.len()).collect(),
-            boxes,
-        };
-        if !bvh.boxes.is_empty() {
-            bvh.split(0, bvh.items.len());
-        }
-        bvh
-    }
-
-    pub(super) fn query(&self, target: &Bounds3, hits: &mut Vec<usize>) {
-        if self.nodes.is_empty() {
-            return;
-        }
-        let mut pending = vec![0];
-        while let Some(index) = pending.pop() {
-            match &self.nodes[index] {
-                BvhNode::Leaf {
-                    bounds,
-                    start,
-                    count,
-                } => {
-                    if overlaps(bounds, target) {
-                        hits.extend(
-                            self.items[*start..*start + *count]
-                                .iter()
-                                .copied()
-                                .filter(|item| overlaps(&self.boxes[*item], target)),
-                        );
-                    }
-                }
-                BvhNode::Inner {
-                    bounds,
-                    left,
-                    right,
-                } => {
-                    if overlaps(bounds, target) {
-                        pending.push(*left);
-                        pending.push(*right);
-                    }
-                }
-            }
-        }
-    }
-
-    fn split(&mut self, start: usize, end: usize) -> usize {
-        let bounds = self.items[start..end]
-            .iter()
-            .map(|item| self.boxes[*item])
-            .reduce(union)
-            .unwrap_or([0.0; 6]);
-        let index = self.nodes.len();
-        if end - start <= LEAF_SIZE {
-            self.nodes.push(BvhNode::Leaf {
-                bounds,
-                start,
-                count: end - start,
-            });
-            return index;
-        }
-        let axis = (0..3)
-            .max_by(|a, b| (bounds[a + 3] - bounds[*a]).total_cmp(&(bounds[b + 3] - bounds[*b])))
-            .unwrap_or(0);
-        let boxes = &self.boxes;
-        self.items[start..end]
-            .sort_by(|a, b| center(&boxes[*a], axis).total_cmp(&center(&boxes[*b], axis)));
-        self.nodes.push(BvhNode::Leaf {
-            bounds,
-            start,
-            count: 0,
-        });
-        let middle = start + (end - start) / 2;
-        let left = self.split(start, middle);
-        let right = self.split(middle, end);
-        self.nodes[index] = BvhNode::Inner {
-            bounds,
-            left,
-            right,
-        };
-        index
-    }
-}
-
-pub(super) fn overlaps(a: &Bounds3, b: &Bounds3) -> bool {
-    (0..3).all(|axis| a[axis] <= b[axis + 3] && b[axis] <= a[axis + 3])
-}
-
-fn union(a: Bounds3, b: Bounds3) -> Bounds3 {
-    [
-        a[0].min(b[0]),
-        a[1].min(b[1]),
-        a[2].min(b[2]),
-        a[3].max(b[3]),
-        a[4].max(b[4]),
-        a[5].max(b[5]),
-    ]
-}
-
-fn center(bounds: &Bounds3, axis: usize) -> f64 {
-    bounds[axis] / 2.0 + bounds[axis + 3] / 2.0
-}
-
-#[cfg(test)]
-mod tests {
-    use super::*;
-
-    fn pseudo_random_boxes(count: usize) -> Vec<Bounds3> {
-        let mut state = 0x2545_f491_4f6c_dd1d_u64;
-        let mut next = || {
-            state ^= state << 13;
-            state ^= state >> 7;
-            state ^= state << 17;
-            (state % 10_000) as f64 / 100.0
-        };
-        (0..count)
-            .map(|_| {
-                let [x, y, z, w, h, d] = [
-                    next(),
-                    next(),
-                    next(),
-                    next() / 10.0,
-                    next() / 10.0,
-                    next() / 10.0,
-                ];
-                [x, y, z, x + w, y + h, z + d]
-            })
-            .collect()
-    }
-
-    #[test]
-    fn query_matches_brute_force() {
-        let boxes = pseudo_random_boxes(500);
-        let bvh = Bvh::build(boxes.clone());
-        for target in pseudo_random_boxes(60) {
-            let mut hits = Vec::new();
-            bvh.query(&target, &mut hits);
-            hits.sort_unstable();
-            let expected: Vec<usize> = (0..boxes.len())
-                .filter(|index| overlaps(&boxes[*index], &target))
-                .collect();
-            assert_eq!(hits, expected);
-        }
-    }
-
-    #[test]
-    fn empty_tree_returns_nothing() {
-        let mut hits = Vec::new();
-        Bvh::build(Vec::new()).query(&[0.0; 6], &mut hits);
-        assert!(hits.is_empty());
-    }
-}
diff --git a/main/opengeometry/src/world/clash.rs b/main/opengeometry/src/world/clash.rs
deleted file mode 100644
index 4da6f60..0000000
--- a/main/opengeometry/src/world/clash.rs
+++ /dev/null
@@ -1,484 +0,0 @@
-use super::graph::{Geometry, WorldError, WorldGraph};
-use super::pairs::Leaf;
-use crate::analytic::face_intersection::intersect_breps;
-use crate::analytic::geometry::{add, norm, scale};
-use crate::analytic::placement::placed;
-use crate::analytic::query::{classify_point, PointClassification};
-use crate::analytic::{BrepEnvelope, Curve, GeometryError, Point3};
-use serde::Serialize;
-use std::collections::HashMap;
-
-#[derive(Clone, Copy, Debug, PartialEq, Eq, PartialOrd, Ord, Serialize)]
-#[serde(rename_all = "snake_case")]
-pub enum ClashKind {
-    Touch,
-    Hard,
-    Unresolved,
-}
-
-#[derive(Clone, Debug, PartialEq, Serialize)]
-pub struct Clash {
-    pub a: String,
-    pub b: String,
-    pub kind: ClashKind,
-    pub parts: [String; 2],
-    #[serde(skip_serializing_if = "Option::is_none")]
-    pub detail: Option<String>,
-}
-
-impl WorldGraph {
-    pub fn clash(
-        &self,
-        items_a: &[String],
-        items_b: &[String],
-        depth: f64,
-    ) -> Result<Vec<Clash>, WorldError> {
-        if !depth.is_finite() || depth <= 0.0 {
-            return Err(WorldError::InvalidInput(
-                "clash depth must be finite and positive".into(),
-            ));
-        }
-        let candidates = self.candidate_pairs(items_a, items_b, 0.0)?;
-        let mut results: HashMap<(usize, usize), Clash> = HashMap::new();
-        for &(index_a, index_b) in &candidates.pairs {
-            let key = candidates.item_key(index_a, index_b);
-            if results
-                .get(&key)
-                .is_some_and(|clash| clash.kind == ClashKind::Hard)
-            {
-                continue;
-            }
-            let (leaf_a, leaf_b) = (&candidates.leaves[index_a], &candidates.leaves[index_b]);
-            let (kind, detail) = match self.classify_pair(leaf_a, leaf_b, depth) {
-                Ok(Some(kind)) => (kind, None),
-                Ok(None) => continue,
-                Err(error) => (ClashKind::Unresolved, Some(format!("{error:?}"))),
-            };
-            let candidate = Clash {
-                a: candidates.items[leaf_a.item].clone(),
-                b: candidates.items[leaf_b.item].clone(),
-                kind,
-                parts: [leaf_a.node.clone(), leaf_b.node.clone()],
-                detail,
-            };
-            match results.get(&key) {
-                Some(existing) if existing.kind >= kind => {}
-                _ => {
-                    results.insert(key, candidate);
-                }
-            }
-        }
-        let mut clashes: Vec<Clash> = results.into_values().collect();
-        clashes.sort_by(|x, y| (&x.a, &x.b).cmp(&(&y.a, &y.b)));
-        Ok(clashes)
-    }
-
-    fn classify_pair(
-        &self,
-        a: &Leaf,
-        b: &Leaf,
-        depth: f64,
-    ) -> Result<Option<ClashKind>, GeometryError> {
-        let brep_a = self.definition_brep(&a.definition)?;
-        let brep_b = self.placed_relative(a, b)?;
-        let local_depth = depth / a.world.scale;
-        let minimum = 16.0 * brep_a.accuracy.geometric.max(brep_b.accuracy.geometric);
-        if local_depth <= minimum {
-            return Err(GeometryError::InvalidGeometry(format!(
-                "clash depth {depth} is below the geometric tolerance of the bodies"
-            )));
-        }
-        let graph = intersect_breps(brep_a, &brep_b)?;
-        let containment = [
-            vertex_containment(brep_a, &brep_b)?,
-            vertex_containment(&brep_b, brep_a)?,
-        ];
-        if containment.contains(&Containment::Inside) {
-            return Ok(Some(ClashKind::Hard));
-        }
-        if graph.pairs.is_empty() {
-            if containment.contains(&Containment::Undecided) {
-                return Err(GeometryError::UnresolvedIntersection(
-                    "containment could not be decided from any vertex".into(),
-                ));
-            }
-            return Ok(None);
-        }
-        for pair in &graph.pairs {
-            for branch in &pair.graph.branches {
-                let curve = pair.graph.geometry.curve(branch.curve)?;
-                let midpoint = curve.point_at(branch.range.lo / 2.0 + branch.range.hi / 2.0)?;
-                let normal_a = brep_a.face_normal_at(pair.faces[0], midpoint)?;
-                let normal_b = brep_b.face_normal_at(pair.faces[1], midpoint)?;
-                let outward = add(normal_a, normal_b);
-                let length = norm(outward);
-                if length <= 1e-9 {
-                    continue;
-                }
-                let probe = add(midpoint, scale(outward, -local_depth / length));
-                if inside(brep_a, probe)? && inside(&brep_b, probe)? {
-                    return Ok(Some(ClashKind::Hard));
-                }
-            }
-        }
-        Ok(Some(ClashKind::Touch))
-    }
-
-    pub(super) fn placed_relative(
-        &self,
-        a: &Leaf,
-        b: &Leaf,
-    ) -> Result<BrepEnvelope, GeometryError> {
-        let relative = a.world.inverse().compose(&b.world);
-        placed(
-            self.definition_brep(&b.definition)?,
-            relative.frame,
-            relative.scale,
-        )
-    }
-
-    pub(super) fn contains_either(&self, a: &Leaf, b: &Leaf) -> Result<bool, GeometryError> {
-        let brep_a = self.definition_brep(&a.definition)?;
-        let brep_b = self.placed_relative(a, b)?;
-        Ok(vertex_containment(brep_a, &brep_b)? == Containment::Inside
-            || vertex_containment(&brep_b, brep_a)? == Containment::Inside)
-    }
-
-    pub(super) fn definition_brep(&self, id: &str) -> Result<&BrepEnvelope, GeometryError> {
-        match self
-            .definitions
-            .get(id)
-            .map(|definition| &definition.geometry)
-        {
-            Some(Geometry::Analytic(brep)) => Ok(brep),
-            Some(Geometry::Legacy(_)) => Err(GeometryError::UnsupportedGeometry(format!(
-                "definition {id} is a legacy BRep; clash and clearance need analytic geometry"
-            ))),
-            None => Err(GeometryError::InvalidTopology(format!(
-                "unknown definition {id}"
-            ))),
-        }
-    }
-}
-
-fn inside(brep: &BrepEnvelope, point: Point3) -> Result<bool, GeometryError> {
-    match classify_point(brep, point)? {
-        PointClassification::Inside => Ok(true),
-        PointClassification::Outside | PointClassification::Boundary => Ok(false),
-        PointClassification::Unknown => Err(GeometryError::UnresolvedIntersection(
-            "point classification was inconclusive".into(),
-        )),
-    }
-}
-
-#[derive(PartialEq)]
-enum Containment {
-    Inside,
-    NotInside,
-    Undecided,
-}
-
-fn vertex_containment(
-    container: &BrepEnvelope,
-    body: &BrepEnvelope,
-) -> Result<Containment, GeometryError> {
-    if body.topology.vertices.is_empty() {
-        return Err(GeometryError::UnsupportedGeometry(
-            "containment test needs a body with vertices".into(),
-        ));
-    }
-    let mut decided = false;
-    for vertex in &body.topology.vertices {
-        match classify_point(container, vertex.position)? {
-            PointClassification::Inside => return Ok(Containment::Inside),
-            PointClassification::Outside | PointClassification::Boundary => decided = true,
-            PointClassification::Unknown => {}
-        }
-    }
-    Ok(if decided {
-        Containment::NotInside
-    } else {
-        Containment::Undecided
-    })
-}
-
-#[cfg(test)]
-mod tests {
-    use super::*;
-    use crate::analytic::primitives;
-    use crate::analytic::topology::Accuracy;
-    use crate::analytic::Frame3;
-    use crate::world::{NodeSpec, Similarity3};
-
-    const DEPTH: f64 = 1e-3;
-
-    fn accuracy() -> Accuracy {
-        Accuracy {
-            geometric: 1e-8,
-            intersection: 1e-9,
-            tessellation: 0.01,
-            exchange: 1e-6,
-        }
-    }
-
-    fn at(x: f64, y: f64, z: f64) -> Similarity3 {
-        Similarity3 {
-            frame: Frame3 {
-                origin: [x, y, z],
-                ..Frame3::IDENTITY
-            },
-            scale: 1.0,
-        }
-    }
-
-    fn quarter_turn_about_z(x: f64, y: f64, z: f64) -> Similarity3 {
-        Similarity3 {
-            frame: Frame3 {
-                origin: [x, y, z],
-                x: [0.0, 1.0, 0.0],
-                y: [-1.0, 0.0, 0.0],
-                z: [0.0, 0.0, 1.0],
-            },
-            scale: 1.0,
-        }
-    }
-
-    fn graph_with_shapes() -> WorldGraph {
-        let mut graph = WorldGraph::new();
-        graph
-            .define(
-                "unit",
-                primitives::cuboid("unit".into(), Frame3::IDENTITY, [1.0, 1.0, 1.0], accuracy())
-                    .unwrap(),
-            )
-            .unwrap();
-        graph
-            .define(
-                "small",
-                primitives::cuboid(
-                    "small".into(),
-                    Frame3::IDENTITY,
-                    [0.2, 0.2, 0.2],
-                    accuracy(),
-                )
-                .unwrap(),
-            )
-            .unwrap();
-        graph
-            .define(
-                "post",
-                primitives::cylinder("post".into(), Frame3::IDENTITY, 0.25, 1.0, accuracy())
-                    .unwrap(),
-            )
-            .unwrap();
-        graph
-    }
-
-    fn place(
-        graph: &mut WorldGraph,
-        id: &str,
-        parent: Option<&str>,
-        definition: Option<&str>,
-        local: Similarity3,
-    ) {
-        graph
-            .add_node(NodeSpec {
-                id: id.into(),
-                parent: parent.map(str::to_string),
-                definition: definition.map(str::to_string),
-                local,
-                kind: None,
-            })
-            .unwrap();
-    }
-
-    fn kinds(graph: &WorldGraph, a: &[&str], b: &[&str]) -> Vec<(String, String, ClashKind)> {
-        let owned = |ids: &[&str]| ids.iter().map(|id| id.to_string()).collect::<Vec<_>>();
-        graph
-            .clash(&owned(a), &owned(b), DEPTH)
-            .unwrap()
-            .into_iter()
-            .map(|clash| (clash.a, clash.b, clash.kind))
-            .collect()
-    }
-
-    fn pair(a: &str, b: &str, kind: ClashKind) -> Vec<(String, String, ClashKind)> {
-        vec![(a.into(), b.into(), kind)]
-    }
-
-    #[test]
-    fn separated_bodies_do_not_clash() {
-        let mut graph = graph_with_shapes();
-        place(&mut graph, "a", None, Some("unit"), at(0.0, 0.0, 0.0));
-        place(&mut graph, "b", None, Some("unit"), at(1.5, 0.0, 0.0));
-        assert!(kinds(&graph, &["a"], &["b"]).is_empty());
-    }
-
-    #[test]
-    fn face_to_face_contact_is_a_touch() {
-        let mut graph = graph_with_shapes();
-        place(&mut graph, "a", None, Some("unit"), at(0.0, 0.0, 0.0));
-        place(&mut graph, "b", None, Some("unit"), at(1.0, 0.25, 0.0));
-        assert_eq!(
-            kinds(&graph, &["a"], &["b"]),
-            pair("a", "b", ClashKind::Touch)
-        );
-    }
-
-    #[test]
-    fn edge_contact_is_a_touch() {
-        let mut graph = graph_with_shapes();
-        place(&mut graph, "a", None, Some("unit"), at(0.0, 0.0, 0.0));
-        place(&mut graph, "b", None, Some("unit"), at(1.0, 1.0, 0.0));
-        assert_eq!(
-            kinds(&graph, &["a"], &["b"]),
-            pair("a", "b", ClashKind::Touch)
-        );
-    }
-
-    #[test]
-    fn overlapping_bodies_are_a_hard_clash() {
-        let mut graph = graph_with_shapes();
-        place(&mut graph, "a", None, Some("unit"), at(0.0, 0.0, 0.0));
-        place(&mut graph, "b", None, Some("unit"), at(0.6, 0.3, 0.2));
-        assert_eq!(
-            kinds(&graph, &["a"], &["b"]),
-            pair("a", "b", ClashKind::Hard)
-        );
-    }
-
-    #[test]
-    fn a_body_inside_another_is_a_hard_clash() {
-        let mut graph = graph_with_shapes();
-        place(&mut graph, "a", None, Some("unit"), at(0.0, 0.0, 0.0));
-        place(&mut graph, "b", None, Some("small"), at(0.4, 0.4, 0.4));
-        assert_eq!(
-            kinds(&graph, &["a"], &["b"]),
-            pair("a", "b", ClashKind::Hard)
-        );
-        assert_eq!(
-            kinds(&graph, &["b"], &["a"]),
-            pair("b", "a", ClashKind::Hard)
-        );
-    }
-
-    #[test]
-    fn a_flush_body_inside_another_is_a_hard_clash() {
-        let mut graph = graph_with_shapes();
-        place(&mut graph, "a", None, Some("unit"), at(0.0, 0.0, 0.0));
-        place(&mut graph, "b", None, Some("small"), at(0.4, 0.4, 0.8));
-        assert_eq!(
-            kinds(&graph, &["a"], &["b"]),
-            pair("a", "b", ClashKind::Hard)
-        );
-    }
-
-    #[test]
-    fn an_overlap_shallower_than_the_depth_is_not_hard() {
-        let mut graph = graph_with_shapes();
-        place(&mut graph, "a", None, Some("unit"), at(0.0, 0.0, 0.0));
-        place(
-            &mut graph,
-            "b",
-            None,
-            Some("unit"),
-            at(1.0 - DEPTH / 4.0, 0.0, 0.0),
-        );
-        assert_eq!(
-            kinds(&graph, &["a"], &["b"]),
-            pair("a", "b", ClashKind::Touch)
-        );
-    }
-
-    #[test]
-    fn clashes_follow_parent_transforms() {
-        let mut graph = graph_with_shapes();
-        place(&mut graph, "a", None, Some("unit"), at(0.0, 0.0, 0.0));
-        place(
-            &mut graph,
-            "group",
-            None,
-            None,
-            quarter_turn_about_z(2.5, 0.0, 0.0),
-        );
-        place(
-            &mut graph,
-            "b",
-            Some("group"),
-            Some("unit"),
-            at(0.0, 0.0, 0.0),
-        );
-        assert!(kinds(&graph, &["a"], &["group"]).is_empty());
-        graph
-            .set_local("group", quarter_turn_about_z(1.5, 0.2, 0.0))
-            .unwrap();
-        assert_eq!(
-            kinds(&graph, &["a"], &["group"]),
-            pair("a", "group", ClashKind::Hard)
-        );
-    }
-
-    #[test]
-    fn parts_of_one_item_are_not_tested_against_each_other() {
-        let mut graph = graph_with_shapes();
-        place(&mut graph, "cabinet", None, None, at(0.0, 0.0, 0.0));
-        place(
-            &mut graph,
-            "cabinet/left",
-            Some("cabinet"),
-            Some("unit"),
-            at(0.0, 0.0, 0.0),
-        );
-        place(
-            &mut graph,
-            "cabinet/right",
-            Some("cabinet"),
-            Some("unit"),
-            at(0.5, 0.0, 0.0),
-        );
-        place(&mut graph, "chair", None, Some("small"), at(3.0, 0.0, 0.0));
-        assert!(kinds(&graph, &["cabinet", "chair"], &["cabinet", "chair"]).is_empty());
-        graph.set_local("chair", at(1.3, 0.4, 0.4)).unwrap();
-        assert_eq!(
-            kinds(&graph, &["cabinet", "chair"], &["cabinet", "chair"]),
-            pair("cabinet", "chair", ClashKind::Hard)
-        );
-    }
-
-    #[test]
-    fn nested_items_are_skipped() {
-        let mut graph = graph_with_shapes();
-        place(&mut graph, "room", None, None, at(0.0, 0.0, 0.0));
-        place(
-            &mut graph,
-            "box",
-            Some("room"),
-            Some("unit"),
-            at(0.0, 0.0, 0.0),
-        );
-        assert!(kinds(&graph, &["room"], &["box"]).is_empty());
-    }
-
-    #[test]
-    fn a_cylinder_through_a_box_is_a_hard_clash() {
-        let mut graph = graph_with_shapes();
-        place(&mut graph, "box", None, Some("unit"), at(0.0, 0.0, 0.0));
-        place(&mut graph, "post", None, Some("post"), at(1.1, 0.5, 0.0));
-        assert_eq!(
-            kinds(&graph, &["box"], &["post"]),
-            pair("box", "post", ClashKind::Hard)
-        );
-        graph.set_local("post", at(1.4, 0.5, 0.0)).unwrap();
-        assert!(kinds(&graph, &["box"], &["post"]).is_empty());
-    }
-
-    #[test]
-    fn a_depth_below_geometric_tolerance_is_rejected() {
-        let mut graph = graph_with_shapes();
-        place(&mut graph, "a", None, Some("unit"), at(0.0, 0.0, 0.0));
-        place(&mut graph, "b", None, Some("unit"), at(0.5, 0.0, 0.0));
-        let clashes = graph.clash(&["a".into()], &["b".into()], 1e-9).unwrap();
-        assert_eq!(clashes[0].kind, ClashKind::Unresolved);
-        assert!(graph.clash(&["a".into()], &["b".into()], 0.0).is_err());
-    }
-}
diff --git a/main/opengeometry/src/world/export.rs b/main/opengeometry/src/world/export.rs
deleted file mode 100644
index 1872a96..0000000
--- a/main/opengeometry/src/world/export.rs
+++ /dev/null
@@ -1,277 +0,0 @@
-use super::graph::{Geometry, WorldError, WorldGraph};
-use super::projection::legacy_in_world;
-use crate::analytic::GeometryError;
-use crate::brep::Brep;
-use crate::export::ifc::{
-    export_scene_entities_to_ifc_text, IfcEntityInput, IfcExportConfig, IfcExportReport,
-};
-use crate::export::step::{export_breps_to_step_text, StepExportConfig, StepExportReport};
-use crate::export::stl::{export_breps_to_stl_bytes, StlExportConfig, StlExportReport};
-
-#[cfg(not(target_arch = "wasm32"))]
-use crate::export::ifc::export_scene_entities_to_ifc_file;
-#[cfg(not(target_arch = "wasm32"))]
-use crate::export::pdf::{export_scene_to_pdf_with_config, PdfExportConfig};
-#[cfg(not(target_arch = "wasm32"))]
-use crate::export::projection::{CameraParameters, HlrOptions};
-#[cfg(not(target_arch = "wasm32"))]
-use crate::export::step::export_breps_to_step_file;
-#[cfg(not(target_arch = "wasm32"))]
-use crate::export::stl::export_breps_to_stl_file;
-
-struct LegacyBody {
-    node: String,
-    kind: String,
-    brep: Brep,
-}
-
-fn export_error(error: impl std::fmt::Display) -> WorldError {
-    WorldError::Export(error.to_string())
-}
-
-impl WorldGraph {
-    fn legacy_bodies(&self, items: &[String]) -> Result<Vec<LegacyBody>, WorldError> {
-        let mut bodies = Vec::new();
-        for leaf in self.leaves_of(items)? {
-            let definition = self
-                .definitions
-                .get(&leaf.definition)
-                .ok_or_else(|| WorldError::UnknownDefinition(leaf.definition.clone()))?;
-            let Geometry::Legacy(brep) = &definition.geometry else {
-                return Err(WorldError::Geometry(GeometryError::UnsupportedGeometry(
-                    format!(
-                        "{} is analytic; export it with the analytic STEP/STL/IFC exporters",
-                        leaf.node
-                    ),
-                )));
-            };
-            bodies.push(LegacyBody {
-                kind: self.kind_of(&leaf.node)?.unwrap_or("brep").to_string(),
-                brep: legacy_in_world(brep, &leaf.world),
-                node: leaf.node,
-            });
-        }
-        Ok(bodies)
-    }
-
-    pub fn export_stl(
-        &self,
-        items: &[String],
-        config: &StlExportConfig,
-    ) -> Result<(Vec<u8>, StlExportReport), WorldError> {
-        let bodies = self.legacy_bodies(items)?;
-        export_breps_to_stl_bytes(bodies.iter().map(|body| &body.brep), config)
-            .map_err(export_error)
-    }
-
-    pub fn export_step(
-        &self,
-        items: &[String],
-        config: &StepExportConfig,
-    ) -> Result<(String, StepExportReport), WorldError> {
-        let bodies = self.legacy_bodies(items)?;
-        export_breps_to_step_text(bodies.iter().map(|body| &body.brep), config)
-            .map_err(export_error)
-    }
-
-    pub fn export_ifc(
-        &self,
-        items: &[String],
-        config: &IfcExportConfig,
-    ) -> Result<(String, IfcExportReport), WorldError> {
-        let bodies = self.legacy_bodies(items)?;
-        export_scene_entities_to_ifc_text(ifc_entities(&bodies), config).map_err(export_error)
-    }
-
-    #[cfg(not(target_arch = "wasm32"))]
-    pub fn export_stl_file(
-        &self,
-        items: &[String],
-        file_path: &str,
-        config: &StlExportConfig,
-    ) -> Result<StlExportReport, WorldError> {
-        let bodies = self.legacy_bodies(items)?;
-        export_breps_to_stl_file(bodies.iter().map(|body| &body.brep), file_path, config)
-            .map_err(export_error)
-    }
-
-    #[cfg(not(target_arch = "wasm32"))]
-    pub fn export_step_file(
-        &self,
-        items: &[String],
-        file_path: &str,
-        config: &StepExportConfig,
-    ) -> Result<StepExportReport, WorldError> {
-        let bodies = self.legacy_bodies(items)?;
-        export_breps_to_step_file(bodies.iter().map(|body| &body.brep), file_path, config)
-            .map_err(export_error)
-    }
-
-    #[cfg(not(target_arch = "wasm32"))]
-    pub fn export_ifc_file(
-        &self,
-        items: &[String],
-        file_path: &str,
-        config: &IfcExportConfig,
-    ) -> Result<IfcExportReport, WorldError> {
-        let bodies = self.legacy_bodies(items)?;
-        export_scene_entities_to_ifc_file(ifc_entities(&bodies), file_path, config)
-            .map_err(export_error)
-    }
-
-    #[cfg(not(target_arch = "wasm32"))]
-    pub fn project_to_pdf(
-        &self,
-        items: &[String],
-        camera: &CameraParameters,
-        hlr: &HlrOptions,
-        deflection: f64,
-        file_path: &str,
-        config: &PdfExportConfig,
-    ) -> Result<(), WorldError> {
-        let scene = self.project(items, camera, hlr, deflection)?;
-        export_scene_to_pdf_with_config(&scene, file_path, config).map_err(export_error)
-    }
-}
-
-fn ifc_entities(bodies: &[LegacyBody]) -> impl Iterator<Item = IfcEntityInput<'_>> {
-    bodies.iter().map(|body| IfcEntityInput {
-        entity_id: body.node.as_str(),
-        kind: body.kind.as_str(),
-        brep: &body.brep,
-    })
-}
-
-#[cfg(test)]
-mod tests {
-    use super::*;
-    use crate::analytic::primitives;
-    use crate::analytic::topology::Accuracy;
-    use crate::analytic::Frame3;
-    use crate::brep::BrepBuilder;
-    use crate::world::{NodeSpec, Similarity3};
-    use openmaths::Vector3;
-    use uuid::Uuid;
-
-    fn tetrahedron() -> Brep {
-        let mut builder = BrepBuilder::new(Uuid::new_v4());
-        builder.add_vertices(&[
-            Vector3::new(0.0, 0.0, 0.0),
-            Vector3::new(1.0, 0.0, 0.0),
-            Vector3::new(0.5, 0.8660254, 0.0),
-            Vector3::new(0.5, 0.2886751, 0.8164966),
-        ]);
-        builder.add_face(&[0, 2, 1], &[]).unwrap();
-        builder.add_face(&[0, 1, 3], &[]).unwrap();
-        builder.add_face(&[1, 2, 3], &[]).unwrap();
-        builder.add_face(&[2, 0, 3], &[]).unwrap();
-        builder.build().unwrap()
-    }
-
-    fn triangle() -> Brep {
-        let mut builder = BrepBuilder::new(Uuid::new_v4());
-        builder.add_vertices(&[
-            Vector3::new(0.0, 0.0, 0.0),
-            Vector3::new(1.0, 0.0, 0.0),
-            Vector3::new(0.0, 1.0, 0.0),
-        ]);
-        builder.add_face(&[0, 1, 2], &[]).unwrap();
-        builder.build().unwrap()
-    }
-
-    fn graph_with(id: &str, brep: Brep, kind: Option<&str>, origin: [f64; 3]) -> WorldGraph {
-        let mut graph = WorldGraph::new();
-        graph.define_legacy(id, brep).unwrap();
-        graph
-            .add_node(NodeSpec {
-                id: id.into(),
-                parent: None,
-                definition: Some(id.into()),
-                local: Similarity3 {
-                    frame: Frame3 {
-                        origin,
-                        ..Frame3::IDENTITY
-                    },
-                    scale: 1.0,
-                },
-                kind: kind.map(str::to_string),
-            })
-            .unwrap();
-        graph
-    }
-
-    #[test]
-    fn stl_export_writes_legacy_triangles_in_world_space() {
-        let graph = graph_with("tri", triangle(), None, [2.0, 0.0, 0.0]);
-        let (bytes, report) = graph
-            .export_stl(&["tri".into()], &StlExportConfig::default())
-            .unwrap();
-        assert_eq!(report.exported_triangles, 1);
-        let count = u32::from_le_bytes([bytes[80], bytes[81], bytes[82], bytes[83]]);
-        assert_eq!(count, 1);
-        let xs: Vec<f32> = (0..3)
-            .map(|vertex| {
-                let offset = 84 + 12 + vertex * 12;
-                f32::from_le_bytes([
-                    bytes[offset],
-                    bytes[offset + 1],
-                    bytes[offset + 2],
-                    bytes[offset + 3],
-                ])
-            })
-            .collect();
-        assert!(xs.iter().all(|x| *x >= 2.0 - 1e-6), "{xs:?}");
-    }
-
-    #[test]
-    fn step_export_writes_a_manifold_solid() {
-        let graph = graph_with("tetra", tetrahedron(), None, [0.0; 3]);
-        let (text, report) = graph
-            .export_step(&["tetra".into()], &StepExportConfig::default())
-            .unwrap();
-        assert!(text.starts_with("ISO-10303-21;"));
-        assert!(text.contains("MANIFOLD_SOLID_BREP"));
-        assert_eq!(report.exported_solids, 1);
-    }
-
-    #[test]
-    fn ifc_export_writes_one_element_per_legacy_node() {
-        let graph = graph_with("tetra", tetrahedron(), Some("wall"), [0.0; 3]);
-        let (text, report) = graph
-            .export_ifc(&["tetra".into()], &IfcExportConfig::default())
-            .unwrap();
-        assert!(text.contains("FILE_SCHEMA(('IFC4'));"));
-        assert!(text.contains("IFCTRIANGULATEDFACESET("));
-        assert_eq!(report.exported_elements, 1);
-    }
-
-    #[test]
-    fn analytic_items_are_refused_by_the_legacy_exporters() {
-        let accuracy = Accuracy {
-            geometric: 1e-8,
-            intersection: 1e-9,
-            tessellation: 0.01,
-            exchange: 1e-6,
-        };
-        let mut graph = WorldGraph::new();
-        graph
-            .define(
-                "box",
-                primitives::cuboid("box".into(), Frame3::IDENTITY, [1.0; 3], accuracy).unwrap(),
-            )
-            .unwrap();
-        graph
-            .add_node(NodeSpec {
-                id: "box".into(),
-                parent: None,
-                definition: Some("box".into()),
-                local: Similarity3::IDENTITY,
-                kind: None,
-            })
-            .unwrap();
-        assert!(matches!(
-            graph.export_stl(&["box".into()], &StlExportConfig::default()),
-            Err(WorldError::Geometry(GeometryError::UnsupportedGeometry(_)))
-        ));
-    }
-}
diff --git a/main/opengeometry/src/world/graph.rs b/main/opengeometry/src/world/graph.rs
deleted file mode 100644
index bf907ca..0000000
--- a/main/opengeometry/src/world/graph.rs
+++ /dev/null
@@ -1,524 +0,0 @@
-use super::transform::Similarity3;
-use crate::analytic::{BrepEnvelope, GeometryError, Point3};
-use crate::brep::Brep;
-use serde::{Deserialize, Serialize};
-use std::collections::HashMap;
-
-#[derive(Clone, Debug, PartialEq, Serialize)]
-pub enum WorldError {
-    DuplicateNode(String),
-    UnknownNode(String),
-    DuplicateDefinition(String),
-    UnknownDefinition(String),
-    DefinitionInUse(String),
-    Cycle(String),
-    InvalidInput(String),
-    Export(String),
-    Geometry(GeometryError),
-}
-
-impl From<GeometryError> for WorldError {
-    fn from(error: GeometryError) -> Self {
-        Self::Geometry(error)
-    }
-}
-
-#[derive(Clone, Debug, Deserialize)]
-#[serde(deny_unknown_fields)]
-pub struct NodeSpec {
-    pub id: String,
-    #[serde(default)]
-    pub parent: Option<String>,
-    #[serde(default)]
-    pub definition: Option<String>,
-    #[serde(default)]
-    pub local: Similarity3,
-    #[serde(default)]
-    pub kind: Option<String>,
-}
-
-pub type Bounds3 = [f64; 6];
-
-pub(super) enum Geometry {
-    Analytic(BrepEnvelope),
-    Legacy(Brep),
-}
-
-pub(super) struct Definition {
-    pub(super) geometry: Geometry,
-    pub(super) local_bounds: Option<Bounds3>,
-    pub(super) users: usize,
-}
-
-pub(super) struct Node {
-    pub(super) parent: Option<String>,
-    pub(super) children: Vec<String>,
-    pub(super) definition: Option<String>,
-    pub(super) local: Similarity3,
-    pub(super) kind: Option<String>,
-}
-
-#[derive(Default)]
-pub struct WorldGraph {
-    pub(super) definitions: HashMap<String, Definition>,
-    pub(super) nodes: HashMap<String, Node>,
-}
-
-impl WorldGraph {
-    pub fn new() -> Self {
-        Self::default()
-    }
-
-    pub fn node_count(&self) -> usize {
-        self.nodes.len()
-    }
-
-    pub fn definition_count(&self) -> usize {
-        self.definitions.len()
-    }
-
-    pub fn has_node(&self, id: &str) -> bool {
-        self.nodes.contains_key(id)
-    }
-
-    pub fn has_definition(&self, id: &str) -> bool {
-        self.definitions.contains_key(id)
-    }
-
-    pub fn define(&mut self, id: &str, brep: BrepEnvelope) -> Result<(), WorldError> {
-        if self.definitions.contains_key(id) {
-            return Err(WorldError::DuplicateDefinition(id.into()));
-        }
-        let local_bounds = brep.bounds()?.map(|bounds| {
-            [
-                bounds.axes[0].lo,
-                bounds.axes[1].lo,
-                bounds.axes[2].lo,
-                bounds.axes[0].hi,
-                bounds.axes[1].hi,
-                bounds.axes[2].hi,
-            ]
-        });
-        self.insert_definition(id, Geometry::Analytic(brep), local_bounds)
-    }
-
-    pub fn define_legacy(&mut self, id: &str, brep: Brep) -> Result<(), WorldError> {
-        if self.definitions.contains_key(id) {
-            return Err(WorldError::DuplicateDefinition(id.into()));
-        }
-        brep.validate_topology()
-            .map_err(|error| WorldError::InvalidInput(format!("legacy BRep {id}: {error}")))?;
-        let local_bounds = brep.vertices.iter().fold(None, |bounds, vertex| {
-            Some(include(
-                bounds,
-                [vertex.position.x, vertex.position.y, vertex.position.z],
-            ))
-        });
-        self.insert_definition(id, Geometry::Legacy(brep), local_bounds)
-    }
-
-    fn insert_definition(
-        &mut self,
-        id: &str,
-        geometry: Geometry,
-        local_bounds: Option<Bounds3>,
-    ) -> Result<(), WorldError> {
-        self.definitions.insert(
-            id.into(),
-            Definition {
-                geometry,
-                local_bounds,
-                users: 0,
-            },
-        );
-        Ok(())
-    }
-
-    pub fn undefine(&mut self, id: &str) -> Result<(), WorldError> {
-        match self.definitions.get(id) {
-            None => Err(WorldError::UnknownDefinition(id.into())),
-            Some(definition) if definition.users > 0 => Err(WorldError::DefinitionInUse(id.into())),
-            Some(_) => {
-                self.definitions.remove(id);
-                Ok(())
-            }
-        }
-    }
-
-    pub fn add_node(&mut self, spec: NodeSpec) -> Result<(), WorldError> {
-        if spec.id.is_empty() {
-            return Err(WorldError::InvalidInput("node id must not be empty".into()));
-        }
-        if self.nodes.contains_key(&spec.id) {
-            return Err(WorldError::DuplicateNode(spec.id));
-        }
-        spec.local.validate()?;
-        if let Some(parent) = &spec.parent {
-            if !self.nodes.contains_key(parent) {
-                return Err(WorldError::UnknownNode(parent.clone()));
-            }
-        }
-        if let Some(definition) = &spec.definition {
-            self.definitions
-                .get_mut(definition)
-                .ok_or_else(|| WorldError::UnknownDefinition(definition.clone()))?
-                .users += 1;
-        }
-        if let Some(parent) = &spec.parent {
-            self.node_mut(parent)?.children.push(spec.id.clone());
-        }
-        self.nodes.insert(
-            spec.id,
-            Node {
-                parent: spec.parent,
-                children: Vec::new(),
-                definition: spec.definition,
-                local: spec.local,
-                kind: spec.kind,
-            },
-        );
-        Ok(())
-    }
-
-    pub fn set_local(&mut self, id: &str, local: Similarity3) -> Result<(), WorldError> {
-        local.validate()?;
-        self.node_mut(id)?.local = local;
-        Ok(())
-    }
-
-    pub fn reparent(&mut self, id: &str, parent: Option<&str>) -> Result<(), WorldError> {
-        let previous = self.node(id)?.parent.clone();
-        if let Some(parent) = parent {
-            let mut cursor = Some(parent.to_string());
-            while let Some(current) = cursor {
-                if current == id {
-                    return Err(WorldError::Cycle(id.into()));
-                }
-                cursor = self.node(&current)?.parent.clone();
-            }
-        }
-        if let Some(previous) = previous {
-            self.node_mut(&previous)?
-                .children
-                .retain(|child| child != id);
-        }
-        if let Some(parent) = parent {
-            self.node_mut(parent)?.children.push(id.into());
-        }
-        self.node_mut(id)?.parent = parent.map(str::to_string);
-        Ok(())
-    }
-
-    pub fn remove_node(&mut self, id: &str) -> Result<(), WorldError> {
-        if let Some(parent) = self.node(id)?.parent.clone() {
-            self.node_mut(&parent)?.children.retain(|child| child != id);
-        }
-        let mut pending = vec![id.to_string()];
-        while let Some(current) = pending.pop() {
-            let node = self
-                .nodes
-                .remove(&current)
-                .ok_or_else(|| WorldError::UnknownNode(current.clone()))?;
-            if let Some(definition) = node.definition {
-                if let Some(definition) = self.definitions.get_mut(&definition) {
-                    definition.users -= 1;
-                }
-            }
-            pending.extend(node.children);
-        }
-        Ok(())
-    }
-
-    pub fn world(&self, id: &str) -> Result<Similarity3, WorldError> {
-        let mut chain = vec![self.node(id)?.local];
-        let mut cursor = self.node(id)?.parent.clone();
-        while let Some(current) = cursor {
-            let node = self.node(&current)?;
-            chain.push(node.local);
-            cursor = node.parent.clone();
-        }
-        Ok(chain
-            .iter()
-            .rev()
-            .fold(Similarity3::IDENTITY, |world, local| world.compose(local)))
-    }
-
-    pub fn world_bounds(&self, id: &str) -> Result<Option<Bounds3>, WorldError> {
-        let mut bounds: Option<Bounds3> = None;
-        let mut pending = vec![(id.to_string(), self.world(id)?)];
-        while let Some((current, world)) = pending.pop() {
-            let node = self.node(&current)?;
-            if let Some(definition) = &node.definition {
-                let local_bounds = self
-                    .definitions
-                    .get(definition)
-                    .ok_or_else(|| WorldError::UnknownDefinition(definition.clone()))?
-                    .local_bounds;
-                if let Some(local_bounds) = local_bounds {
-                    for corner in corners(local_bounds) {
-                        bounds = Some(include(bounds, world.apply_point(corner)));
-                    }
-                }
-            }
-            for child in &node.children {
-                pending.push((child.clone(), world.compose(&self.node(child)?.local)));
-            }
-        }
-        Ok(bounds)
-    }
-
-    pub(super) fn kind_of(&self, id: &str) -> Result<Option<&str>, WorldError> {
-        let mut cursor = Some(id);
-        while let Some(current) = cursor {
-            let node = self.node(current)?;
-            if let Some(kind) = &node.kind {
-                return Ok(Some(kind));
-            }
-            cursor = node.parent.as_deref();
-        }
-        Ok(None)
-    }
-
-    pub(super) fn node(&self, id: &str) -> Result<&Node, WorldError> {
-        self.nodes
-            .get(id)
-            .ok_or_else(|| WorldError::UnknownNode(id.into()))
-    }
-
-    fn node_mut(&mut self, id: &str) -> Result<&mut Node, WorldError> {
-        self.nodes
-            .get_mut(id)
-            .ok_or_else(|| WorldError::UnknownNode(id.into()))
-    }
-}
-
-pub(super) fn corners(bounds: Bounds3) -> [Point3; 8] {
-    std::array::from_fn(|index| {
-        [
-            bounds[if index & 1 == 0 { 0 } else { 3 }],
-            bounds[if index & 2 == 0 { 1 } else { 4 }],
-            bounds[if index & 4 == 0 { 2 } else { 5 }],
-        ]
-    })
-}
-
-pub(super) fn include(bounds: Option<Bounds3>, point: Point3) -> Bounds3 {
-    match bounds {
-        None => [point[0], point[1], point[2], point[0], point[1], point[2]],
-        Some(b) => [
-            b[0].min(point[0]),
-            b[1].min(point[1]),
-            b[2].min(point[2]),
-            b[3].max(point[0]),
-            b[4].max(point[1]),
-            b[5].max(point[2]),
-        ],
-    }
-}
-
-#[cfg(test)]
-mod tests {
-    use super::*;
-    use crate::analytic::primitives;
-    use crate::analytic::topology::Accuracy;
-    use crate::analytic::Frame3;
-
-    fn accuracy() -> Accuracy {
-        Accuracy {
-            geometric: 1e-8,
-            intersection: 1e-9,
-            tessellation: 0.01,
-            exchange: 1e-6,
-        }
-    }
-
-    fn unit_box() -> BrepEnvelope {
-        primitives::cuboid("box".into(), Frame3::IDENTITY, [1.0, 2.0, 3.0], accuracy()).unwrap()
-    }
-
-    fn translation(x: f64, y: f64, z: f64) -> Similarity3 {
-        Similarity3 {
-            frame: Frame3 {
-                origin: [x, y, z],
-                ..Frame3::IDENTITY
-            },
-            scale: 1.0,
-        }
-    }
-
-    fn quarter_turn_about_z(x: f64, y: f64, z: f64) -> Similarity3 {
-        Similarity3 {
-            frame: Frame3 {
-                origin: [x, y, z],
-                x: [0.0, 1.0, 0.0],
-                y: [-1.0, 0.0, 0.0],
-                z: [0.0, 0.0, 1.0],
-            },
-            scale: 1.0,
-        }
-    }
-
-    fn node(
-        id: &str,
-        parent: Option<&str>,
-        definition: Option<&str>,
-        local: Similarity3,
-    ) -> NodeSpec {
-        NodeSpec {
-            id: id.into(),
-            parent: parent.map(str::to_string),
-            definition: definition.map(str::to_string),
-            local,
-            kind: None,
-        }
-    }
-
-    fn assert_bounds_close(actual: Bounds3, expected: Bounds3) {
-        for index in 0..6 {
-            assert!(
-                (actual[index] - expected[index]).abs() <= 2.0 * accuracy().geometric,
-                "{actual:?} != {expected:?}"
-            );
-        }
-    }
-
-    fn room() -> WorldGraph {
-        let mut graph = WorldGraph::new();
-        graph.define("box", unit_box()).unwrap();
-        graph
-            .add_node(node("room", None, None, translation(10.0, 0.0, 0.0)))
-            .unwrap();
-        graph
-            .add_node(node(
-                "cluster",
-                Some("room"),
-                None,
-                quarter_turn_about_z(0.0, 5.0, 0.0),
-            ))
-            .unwrap();
-        graph
-            .add_node(node(
-                "item",
-                Some("cluster"),
-                Some("box"),
-                translation(1.0, 0.0, 0.0),
-            ))
-            .unwrap();
-        graph
-    }
-
-    #[test]
-    fn world_transform_composes_every_ancestor() {
-        let graph = room();
-        let world = graph.world("item").unwrap();
-        let origin = world.apply_point([0.0, 0.0, 0.0]);
-        assert_bounds_close(
-            [origin[0], origin[1], origin[2], 0.0, 0.0, 0.0],
-            [10.0, 6.0, 0.0, 0.0, 0.0, 0.0],
-        );
-    }
-
-    #[test]
-    fn moving_a_parent_moves_its_descendants() {
-        let mut graph = room();
-        graph
-            .set_local("room", translation(-3.0, 0.0, 2.0))
-            .unwrap();
-        assert_bounds_close(
-            graph.world_bounds("item").unwrap().unwrap(),
-            [-5.0, 6.0, 2.0, -3.0, 7.0, 5.0],
-        );
-    }
-
-    #[test]
-    fn world_bounds_cover_the_whole_subtree() {
-        let mut graph = room();
-        graph
-            .add_node(node(
-                "second",
-                Some("room"),
-                Some("box"),
-                translation(0.0, 0.0, 0.0),
-            ))
-            .unwrap();
-        assert_bounds_close(
-            graph.world_bounds("room").unwrap().unwrap(),
-            [8.0, 0.0, 0.0, 11.0, 7.0, 3.0],
-        );
-        assert_eq!(
-            graph.world_bounds("cluster").unwrap(),
-            graph.world_bounds("item").unwrap()
-        );
-    }
-
-    #[test]
-    fn reparent_rejects_cycles_and_keeps_the_tree_intact() {
-        let mut graph = room();
-        assert_eq!(
-            graph.reparent("room", Some("item")),
-            Err(WorldError::Cycle("room".into()))
-        );
-        assert_eq!(
-            graph.reparent("room", Some("room")),
-            Err(WorldError::Cycle("room".into()))
-        );
-        graph.reparent("item", Some("room")).unwrap();
-        assert_bounds_close(
-            graph.world_bounds("item").unwrap().unwrap(),
-            [11.0, 0.0, 0.0, 12.0, 2.0, 3.0],
-        );
-        assert_eq!(graph.world_bounds("cluster").unwrap(), None);
-    }
-
-    #[test]
-    fn shared_definitions_are_stored_once_and_protected_while_used() {
-        let mut graph = room();
-        graph
-            .add_node(node(
-                "copy",
-                Some("room"),
-                Some("box"),
-                translation(4.0, 0.0, 0.0),
-            ))
-            .unwrap();
-        assert_eq!(graph.definition_count(), 1);
-        assert_eq!(
-            graph.undefine("box"),
-            Err(WorldError::DefinitionInUse("box".into()))
-        );
-        graph.remove_node("room").unwrap();
-        assert_eq!(graph.node_count(), 0);
-        graph.undefine("box").unwrap();
-        assert_eq!(graph.definition_count(), 0);
-    }
-
-    #[test]
-    fn invalid_references_are_rejected() {
-        let mut graph = room();
-        assert_eq!(
-            graph.add_node(node("item", None, None, Similarity3::IDENTITY)),
-            Err(WorldError::DuplicateNode("item".into()))
-        );
-        assert_eq!(
-            graph.add_node(node("orphan", Some("missing"), None, Similarity3::IDENTITY)),
-            Err(WorldError::UnknownNode("missing".into()))
-        );
-        assert_eq!(
-            graph.add_node(node("ghost", None, Some("missing"), Similarity3::IDENTITY)),
-            Err(WorldError::UnknownDefinition("missing".into()))
-        );
-        assert_eq!(
-            graph.define("box", unit_box()),
-            Err(WorldError::DuplicateDefinition("box".into()))
-        );
-        assert!(graph
-            .set_local(
-                "item",
-                Similarity3 {
-                    scale: -1.0,
-                    ..Similarity3::IDENTITY
-                }
-            )
-            .is_err());
-    }
-}
diff --git a/main/opengeometry/src/world/mod.rs b/main/opengeometry/src/world/mod.rs
deleted file mode 100644
index 41c8e15..0000000
--- a/main/opengeometry/src/world/mod.rs
+++ /dev/null
@@ -1,17 +0,0 @@
-mod bvh;
-mod clash;
-mod export;
-mod graph;
-mod pairs;
-mod projection;
-mod proximity;
-mod transform;
-mod triangle;
-mod wasm;
-
-pub use clash::{Clash, ClashKind};
-pub use graph::{NodeSpec, WorldError, WorldGraph};
-pub use projection::ProjectionView;
-pub use proximity::Proximity;
-pub use transform::Similarity3;
-pub use wasm::OGWorldGraph;
diff --git a/main/opengeometry/src/world/pairs.rs b/main/opengeometry/src/world/pairs.rs
deleted file mode 100644
index 40b4be5..0000000
--- a/main/opengeometry/src/world/pairs.rs
+++ /dev/null
@@ -1,159 +0,0 @@
-use super::bvh::Bvh;
-use super::graph::{corners, include, Bounds3, WorldError, WorldGraph};
-use super::transform::Similarity3;
-use std::collections::{HashMap, HashSet};
-
-pub(super) struct Leaf {
-    pub(super) item: usize,
-    pub(super) node: String,
-    pub(super) definition: String,
-    pub(super) world: Similarity3,
-    pub(super) bounds: Bounds3,
-}
-
-pub(super) struct ItemPairs {
-    pub(super) items: Vec<String>,
-    pub(super) leaves: Vec<Leaf>,
-    pub(super) pairs: Vec<(usize, usize)>,
-}
-
-impl ItemPairs {
-    pub(super) fn item_key(&self, leaf_a: usize, leaf_b: usize) -> (usize, usize) {
-        let (a, b) = (self.leaves[leaf_a].item, self.leaves[leaf_b].item);
-        (a.min(b), a.max(b))
-    }
-}
-
-impl WorldGraph {
-    pub(super) fn candidate_pairs(
-        &self,
-        items_a: &[String],
-        items_b: &[String],
-        reach: f64,
-    ) -> Result<ItemPairs, WorldError> {
-        let mut seen = HashSet::new();
-        let items: Vec<String> = items_a
-            .iter()
-            .chain(items_b)
-            .filter(|id| seen.insert(id.as_str()))
-            .cloned()
-            .collect();
-        let item_index: HashMap<&str, usize> = items
-            .iter()
-            .enumerate()
-            .map(|(index, id)| (id.as_str(), index))
-            .collect();
-        let mut leaves = Vec::new();
-        for (index, item) in items.iter().enumerate() {
-            self.collect_leaves(index, item, &mut leaves)?;
-        }
-        let side = |ids: &[String]| -> HashSet<usize> {
-            ids.iter().map(|id| item_index[id.as_str()]).collect()
-        };
-        let (side_a, side_b) = (side(items_a), side(items_b));
-        let bvh = Bvh::build(leaves.iter().map(|leaf| leaf.bounds).collect());
-
-        let mut pairs = Vec::new();
-        let mut hits = Vec::new();
-        for (index_a, leaf_a) in leaves.iter().enumerate() {
-            if !side_a.contains(&leaf_a.item) {
-                continue;
-            }
-            hits.clear();
-            bvh.query(&inflate(leaf_a.bounds, reach), &mut hits);
-            for &index_b in &hits {
-                let leaf_b = &leaves[index_b];
-                let mirrored = leaf_a.item > leaf_b.item
-                    && side_a.contains(&leaf_b.item)
-                    && side_b.contains(&leaf_a.item);
-                if leaf_a.item == leaf_b.item
-                    || !side_b.contains(&leaf_b.item)
-                    || mirrored
-                    || self.nested(&items[leaf_a.item], &items[leaf_b.item])?
-                {
-                    continue;
-                }
-                pairs.push((index_a, index_b));
-            }
-        }
-        Ok(ItemPairs {
-            items,
-            leaves,
-            pairs,
-        })
-    }
-
-    pub(super) fn leaves_of(&self, items: &[String]) -> Result<Vec<Leaf>, WorldError> {
-        let mut leaves = Vec::new();
-        for (index, item) in items.iter().enumerate() {
-            self.collect_leaves(index, item, &mut leaves)?;
-        }
-        let mut seen = HashSet::new();
-        leaves.retain(|leaf| seen.insert(leaf.node.clone()));
-        Ok(leaves)
-    }
-
-    fn collect_leaves(
-        &self,
-        item: usize,
-        root: &str,
-        leaves: &mut Vec<Leaf>,
-    ) -> Result<(), WorldError> {
-        let mut pending = vec![(root.to_string(), self.world(root)?)];
-        while let Some((id, world)) = pending.pop() {
-            let node = self.node(&id)?;
-            if let Some(definition) = &node.definition {
-                let local_bounds = self
-                    .definitions
-                    .get(definition)
-                    .ok_or_else(|| WorldError::UnknownDefinition(definition.clone()))?
-                    .local_bounds;
-                if let Some(local_bounds) = local_bounds {
-                    let bounds = corners(local_bounds)
-                        .into_iter()
-                        .fold(None, |bounds, corner| {
-                            Some(include(bounds, world.apply_point(corner)))
-                        })
-                        .unwrap_or(local_bounds);
-                    leaves.push(Leaf {
-                        item,
-                        node: id.clone(),
-                        definition: definition.clone(),
-                        world,
-                        bounds,
-                    });
-                }
-            }
-            for child in &node.children {
-                pending.push((child.clone(), world.compose(&self.node(child)?.local)));
-            }
-        }
-        Ok(())
-    }
-
-    fn nested(&self, a: &str, b: &str) -> Result<bool, WorldError> {
-        Ok(self.is_ancestor(a, b)? || self.is_ancestor(b, a)?)
-    }
-
-    fn is_ancestor(&self, ancestor: &str, id: &str) -> Result<bool, WorldError> {
-        let mut cursor = self.node(id)?.parent.clone();
-        while let Some(current) = cursor {
-            if current == ancestor {
-                return Ok(true);
-            }
-            cursor = self.node(&current)?.parent.clone();
-        }
-        Ok(false)
-    }
-}
-
-pub(super) fn inflate(bounds: Bounds3, reach: f64) -> Bounds3 {
-    [
-        bounds[0] - reach,
-        bounds[1] - reach,
-        bounds[2] - reach,
-        bounds[3] + reach,
-        bounds[4] + reach,
-        bounds[5] + reach,
-    ]
-}
diff --git a/main/opengeometry/src/world/projection.rs b/main/opengeometry/src/world/projection.rs
deleted file mode 100644
index 7c49af8..0000000
--- a/main/opengeometry/src/world/projection.rs
+++ /dev/null
@@ -1,347 +0,0 @@
-use super::graph::{Geometry, WorldError, WorldGraph};
-use super::transform::Similarity3;
-use crate::analytic::placement::placed;
-use crate::brep::Brep;
-use crate::export::projection::{
-    project_analytic_brep_to_scene, project_brep_to_scene, CameraParameters, HlrOptions, Scene2D,
-};
-use openmaths::Vector3;
-use serde::Deserialize;
-use std::collections::HashMap;
-
-const MAX_PROJECTION_TRIANGLES: usize = 2_000_000;
-
-#[derive(Deserialize)]
-#[serde(deny_unknown_fields)]
-pub struct ProjectionView {
-    pub id: String,
-    pub camera: CameraParameters,
-    #[serde(default)]
-    pub hlr: HlrOptions,
-}
-
-impl WorldGraph {
-    pub fn project(
-        &self,
-        items: &[String],
-        camera: &CameraParameters,
-        hlr: &HlrOptions,
-        deflection: f64,
-    ) -> Result<Scene2D, WorldError> {
-        if !deflection.is_finite() || deflection <= 0.0 {
-            return Err(WorldError::InvalidInput(
-                "projection deflection must be finite and positive".into(),
-            ));
-        }
-        let mut scene = Scene2D::new();
-        for leaf in self.leaves_of(items)? {
-            let definition = self
-                .definitions
-                .get(&leaf.definition)
-                .ok_or_else(|| WorldError::UnknownDefinition(leaf.definition.clone()))?;
-            let mut projected = match &definition.geometry {
-                Geometry::Analytic(brep) => project_analytic_brep_to_scene(
-                    &placed(brep, leaf.world.frame, leaf.world.scale)?,
-                    camera,
-                    hlr,
-                    deflection,
-                    MAX_PROJECTION_TRIANGLES,
-                )?,
-                Geometry::Legacy(brep) => {
-                    project_brep_to_scene(&legacy_in_world(brep, &leaf.world), camera, hlr)
-                }
-            };
-            let layer = self
-                .kind_of(&leaf.node)?
-                .and_then(aia_layer)
-                .map(str::to_string);
-            for segment in &mut projected.segments {
-                segment.layer = layer.clone();
-                segment.source_entity_id = Some(leaf.node.clone());
-            }
-            scene.extend(projected);
-        }
-        Ok(scene)
-    }
-
-    pub fn project_views(
-        &self,
-        items: &[String],
-        views: &[ProjectionView],
-        deflection: f64,
-    ) -> Result<HashMap<String, Scene2D>, WorldError> {
-        let mut projected = HashMap::with_capacity(views.len());
-        for view in views {
-            let mut scene = self.project(items, &view.camera, &view.hlr, deflection)?;
-            scene.name = Some(view.id.clone());
-            projected.insert(view.id.clone(), scene);
-        }
-        Ok(projected)
-    }
-}
-
-pub(super) fn legacy_in_world(brep: &Brep, world: &Similarity3) -> Brep {
-    let mut placed = brep.clone();
-    if *world != Similarity3::IDENTITY {
-        placed.apply_point_transform(
-            |point: Vector3| {
-                let [x, y, z] = world.apply_point([point.x, point.y, point.z]);
-                Vector3::new(x, y, z)
-            },
-            world.scale,
-        );
-    }
-    placed
-}
-
-fn aia_layer(kind: &str) -> Option<&'static str> {
-    match kind.to_lowercase().trim() {
-        "wall" => Some("A-WALL"),
-        "door" => Some("A-DOOR"),
-        "window" | "glazing" | "glaz" => Some("A-GLAZ"),
-        "slab" | "floor" | "ceiling" => Some("A-FLOR"),
-        "stair" | "stairs" => Some("A-FLOR-STRS"),
-        "column" | "col" => Some("A-COLS"),
-        "beam" => Some("S-BEAM"),
-        "roof" => Some("A-ROOF"),
-        _ => None,
-    }
-}
-
-#[cfg(test)]
-mod tests {
-    use super::*;
-    use crate::analytic::primitives;
-    use crate::analytic::topology::Accuracy;
-    use crate::analytic::Frame3;
-    use crate::brep::BrepBuilder;
-    use crate::world::NodeSpec;
-    use uuid::Uuid;
-
-    fn wire() -> Brep {
-        let mut builder = BrepBuilder::new(Uuid::new_v4());
-        builder.add_vertices(&[Vector3::new(-1.0, 0.0, 0.0), Vector3::new(1.0, 0.0, 0.0)]);
-        builder.add_wire(&[0, 1], false).unwrap();
-        builder.build().unwrap()
-    }
-
-    fn at(x: f64, y: f64, z: f64) -> Similarity3 {
-        Similarity3 {
-            frame: Frame3 {
-                origin: [x, y, z],
-                ..Frame3::IDENTITY
-            },
-            scale: 1.0,
-        }
-    }
-
-    fn node(
-        id: &str,
-        parent: Option<&str>,
-        definition: Option<&str>,
-        kind: Option<&str>,
-        local: Similarity3,
-    ) -> NodeSpec {
-        NodeSpec {
-            id: id.into(),
-            parent: parent.map(str::to_string),
-            definition: definition.map(str::to_string),
-            local,
-            kind: kind.map(str::to_string),
-        }
-    }
-
-    fn ids(ids: &[&str]) -> Vec<String> {
-        ids.iter().map(|id| id.to_string()).collect()
-    }
-
-    fn line_keys(scene: &Scene2D) -> Vec<String> {
-        let mut keys: Vec<String> = scene
-            .to_lines()
-            .lines
-            .iter()
-            .map(|line| {
-                format!(
-                    "{:.9},{:.9},{:.9},{:.9},{:?}",
-                    line.start.x, line.start.y, line.end.x, line.end.y, line.class
-                )
-            })
-            .collect();
-        keys.sort();
-        keys
-    }
-
-    #[test]
-    fn legacy_lines_carry_the_node_id_and_the_inherited_aia_layer() {
-        let mut graph = WorldGraph::new();
-        graph.define_legacy("wire", wire()).unwrap();
-        graph
-            .add_node(node(
-                "walls",
-                None,
-                None,
-                Some("wall"),
-                Similarity3::IDENTITY,
-            ))
-            .unwrap();
-        graph
-            .add_node(node(
-                "wall-1",
-                Some("walls"),
-                Some("wire"),
-                None,
-                Similarity3::IDENTITY,
-            ))
-            .unwrap();
-        let scene = graph
-            .project(
-                &ids(&["walls"]),
-                &CameraParameters::default(),
-                &HlrOptions::default(),
-                0.01,
-            )
-            .unwrap();
-        assert!(!scene.segments.is_empty());
-        for segment in &scene.segments {
-            assert_eq!(segment.layer.as_deref(), Some("A-WALL"));
-            assert_eq!(segment.source_entity_id.as_deref(), Some("wall-1"));
-        }
-    }
-
-    #[test]
-    fn legacy_geometry_follows_its_parent_transform() {
-        let mut graph = WorldGraph::new();
-        graph.define_legacy("wire", wire()).unwrap();
-        graph
-            .add_node(node("group", None, None, None, at(0.5, 2.0, -3.0)))
-            .unwrap();
-        graph
-            .add_node(node(
-                "piece",
-                Some("group"),
-                Some("wire"),
-                None,
-                Similarity3::IDENTITY,
-            ))
-            .unwrap();
-        let camera = CameraParameters::default();
-        let hlr = HlrOptions::default();
-        let projected = graph
-            .project(&ids(&["group"]), &camera, &hlr, 0.01)
-            .unwrap();
-        let mut moved = wire();
-        moved.apply_point_transform(|p| Vector3::new(p.x + 0.5, p.y + 2.0, p.z - 3.0), 1.0);
-        assert_eq!(
-            line_keys(&projected),
-            line_keys(&project_brep_to_scene(&moved, &camera, &hlr))
-        );
-    }
-
-    #[test]
-    fn analytic_projection_matches_projecting_the_placed_body_directly() {
-        let accuracy = Accuracy {
-            geometric: 1e-8,
-            intersection: 1e-9,
-            tessellation: 0.01,
-            exchange: 1e-6,
-        };
-        let body =
-            primitives::cylinder("post".into(), Frame3::IDENTITY, 0.3, 1.2, accuracy).unwrap();
-        let mut graph = WorldGraph::new();
-        graph.define("post", body.clone()).unwrap();
-        graph
-            .add_node(node("post", None, Some("post"), None, at(1.0, 0.0, 2.0)))
-            .unwrap();
-        let camera = CameraParameters::default();
-        let hlr = HlrOptions::default();
-        let expected = project_analytic_brep_to_scene(
-            &placed(&body, at(1.0, 0.0, 2.0).frame, 1.0).unwrap(),
-            &camera,
-            &hlr,
-            0.01,
-            MAX_PROJECTION_TRIANGLES,
-        )
-        .unwrap();
-        let projected = graph.project(&ids(&["post"]), &camera, &hlr, 0.01).unwrap();
-        assert!(!expected.segments.is_empty());
-        assert_eq!(line_keys(&projected), line_keys(&expected));
-    }
-
-    #[test]
-    fn every_requested_view_is_returned_and_removed_nodes_disappear() {
-        let mut graph = WorldGraph::new();
-        graph.define_legacy("wire", wire()).unwrap();
-        graph
-            .add_node(node("a", None, Some("wire"), None, Similarity3::IDENTITY))
-            .unwrap();
-        let views: Vec<ProjectionView> = serde_json::from_str(&format!(
-            r#"[{{"id":"plan","camera":{camera}}},{{"id":"elevation","camera":{camera}}}]"#,
-            camera = serde_json::to_string(&CameraParameters::default()).unwrap()
-        ))
-        .unwrap();
-        let projected = graph.project_views(&ids(&["a"]), &views, 0.01).unwrap();
-        assert_eq!(projected.len(), 2);
-        assert_eq!(projected["plan"].name.as_deref(), Some("plan"));
-        assert!(!projected["elevation"].segments.is_empty());
-        graph.remove_node("a").unwrap();
-        assert!(graph
-            .project(
-                &ids(&["a"]),
-                &CameraParameters::default(),
-                &HlrOptions::default(),
-                0.01
-            )
-            .is_err());
-    }
-
-    #[test]
-    fn nested_items_are_projected_once() {
-        let mut graph = WorldGraph::new();
-        graph.define_legacy("wire", wire()).unwrap();
-        graph
-            .add_node(node("group", None, None, None, Similarity3::IDENTITY))
-            .unwrap();
-        graph
-            .add_node(node(
-                "piece",
-                Some("group"),
-                Some("wire"),
-                None,
-                Similarity3::IDENTITY,
-            ))
-            .unwrap();
-        let camera = CameraParameters::default();
-        let hlr = HlrOptions::default();
-        let once = graph
-            .project(&ids(&["group"]), &camera, &hlr, 0.01)
-            .unwrap();
-        let twice = graph
-            .project(&ids(&["group", "piece"]), &camera, &hlr, 0.01)
-            .unwrap();
-        assert_eq!(once.segments.len(), twice.segments.len());
-    }
-
-    #[test]
-    fn aia_layer_maps_known_kinds() {
-        assert_eq!(aia_layer("wall"), Some("A-WALL"));
-        assert_eq!(aia_layer("door"), Some("A-DOOR"));
-        assert_eq!(aia_layer("window"), Some("A-GLAZ"));
-        assert_eq!(aia_layer("slab"), Some("A-FLOR"));
-        assert_eq!(aia_layer("stair"), Some("A-FLOR-STRS"));
-        assert_eq!(aia_layer("column"), Some("A-COLS"));
-        assert_eq!(aia_layer("unknown"), None);
-    }
-
-    #[test]
-    fn invalid_deflection_is_rejected() {
-        let graph = WorldGraph::new();
-        assert!(graph
-            .project(
-                &[],
-                &CameraParameters::default(),
-                &HlrOptions::default(),
-                0.0
-            )
-            .is_err());
-    }
-}
diff --git a/main/opengeometry/src/world/proximity.rs b/main/opengeometry/src/world/proximity.rs
deleted file mode 100644
index 2428ecf..0000000
--- a/main/opengeometry/src/world/proximity.rs
+++ /dev/null
@@ -1,343 +0,0 @@
-use super::bvh::{overlaps, Bvh};
-use super::graph::{WorldError, WorldGraph};
-use super::pairs::{inflate, ItemPairs, Leaf};
-use super::triangle::{triangle_distance, Triangle};
-use crate::analytic::geometry::{norm, sub};
-use crate::analytic::tessellation::tessellate;
-use crate::analytic::Point3;
-use serde::Serialize;
-use std::collections::HashMap;
-
-const MAX_TRIANGLES_PER_PART: usize = 2_000_000;
-
-#[derive(Clone, Debug, PartialEq, Serialize)]
-#[serde(rename_all = "camelCase")]
-pub struct Proximity {
-    pub a: String,
-    pub b: String,
-    pub distance: f64,
-    pub error_bound: f64,
-    pub parts: [String; 2],
-    pub points: [Point3; 2],
-}
-
-struct Mesh {
-    triangles: Vec<Triangle>,
-    bvh: Bvh,
-    error: f64,
-}
-
-impl WorldGraph {
-    pub fn clearance(
-        &self,
-        items_a: &[String],
-        items_b: &[String],
-        clearance: f64,
-    ) -> Result<Vec<Proximity>, WorldError> {
-        if !clearance.is_finite() || clearance <= 0.0 {
-            return Err(WorldError::InvalidInput(
-                "clearance must be finite and positive".into(),
-            ));
-        }
-        let candidates = self.candidate_pairs(items_a, items_b, clearance)?;
-        Ok(self
-            .nearest_per_item_pair(&candidates, clearance, clearance / 20.0)?
-            .into_iter()
-            .filter(|proximity| proximity.distance < clearance)
-            .collect())
-    }
-
-    pub fn distance(
-        &self,
-        item_a: &str,
-        item_b: &str,
-        tolerance: f64,
-    ) -> Result<Option<Proximity>, WorldError> {
-        if !tolerance.is_finite() || tolerance <= 0.0 {
-            return Err(WorldError::InvalidInput(
-                "distance tolerance must be finite and positive".into(),
-            ));
-        }
-        let candidates = self.candidate_pairs(&[item_a.into()], &[item_b.into()], f64::INFINITY)?;
-        Ok(self
-            .nearest_per_item_pair(&candidates, f64::INFINITY, tolerance)?
-            .into_iter()
-            .next())
-    }
-
-    fn nearest_per_item_pair(
-        &self,
-        candidates: &ItemPairs,
-        reach: f64,
-        tolerance: f64,
-    ) -> Result<Vec<Proximity>, WorldError> {
-        let mut meshes: HashMap<usize, Mesh> = HashMap::new();
-        let mut nearest: HashMap<(usize, usize), Proximity> = HashMap::new();
-        for &(index_a, index_b) in &candidates.pairs {
-            let key = candidates.item_key(index_a, index_b);
-            let limit = nearest
-                .get(&key)
-                .map_or(reach, |proximity| proximity.distance.min(reach));
-            if limit == 0.0 {
-                continue;
-            }
-            let (leaf_a, leaf_b) = (&candidates.leaves[index_a], &candidates.leaves[index_b]);
-            for index in [index_a, index_b] {
-                if !meshes.contains_key(&index) {
-                    meshes.insert(
-                        index,
-                        self.world_mesh(&candidates.leaves[index], tolerance)?,
-                    );
-                }
-            }
-            let (mesh_a, mesh_b) = (&meshes[&index_a], &meshes[&index_b]);
-            let surface = mesh_distance(mesh_a, mesh_b, limit);
-            let contained = surface.as_ref().is_none_or(|(distance, _)| *distance > 0.0)
-                && overlaps(&leaf_a.bounds, &leaf_b.bounds)
-                && self.contains_either(leaf_a, leaf_b)?;
-            let (distance, points) = match (surface, contained) {
-                (_, true) => {
-                    let inside = overlap_center(&leaf_a.bounds, &leaf_b.bounds);
-                    (0.0, [inside, inside])
-                }
-                (Some(found), false) => found,
-                (None, false) => continue,
-            };
-            nearest.insert(
-                key,
-                Proximity {
-                    a: candidates.items[leaf_a.item].clone(),
-                    b: candidates.items[leaf_b.item].clone(),
-                    distance,
-                    error_bound: mesh_a.error + mesh_b.error,
-                    parts: [leaf_a.node.clone(), leaf_b.node.clone()],
-                    points,
-                },
-            );
-        }
-        let mut proximities: Vec<Proximity> = nearest.into_values().collect();
-        proximities.sort_by(|x, y| (&x.a, &x.b).cmp(&(&y.a, &y.b)));
-        Ok(proximities)
-    }
-
-    fn world_mesh(&self, leaf: &Leaf, tolerance: f64) -> Result<Mesh, WorldError> {
-        let brep = self.definition_brep(&leaf.definition)?;
-        let deflection = tolerance / 2.0 / leaf.world.scale;
-        if deflection <= 2.0 * brep.accuracy.geometric {
-            return Err(WorldError::InvalidInput(format!(
-                "tolerance {tolerance} is below the geometric tolerance of {}",
-                leaf.node
-            )));
-        }
-        let mesh = tessellate(brep, deflection, MAX_TRIANGLES_PER_PART)?;
-        let point = |index: u32| -> Point3 {
-            let offset = index as usize * 3;
-            leaf.world.apply_point([
-                mesh.positions[offset],
-                mesh.positions[offset + 1],
-                mesh.positions[offset + 2],
-            ])
-        };
-        let triangles: Vec<Triangle> = mesh
-            .indices
-            .chunks_exact(3)
-            .map(|corner| [point(corner[0]), point(corner[1]), point(corner[2])])
-            .collect();
-        let bvh = Bvh::build(triangles.iter().map(triangle_bounds).collect());
-        Ok(Mesh {
-            triangles,
-            bvh,
-            error: mesh.achieved_deflection * leaf.world.scale,
-        })
-    }
-}
-
-fn mesh_distance(a: &Mesh, b: &Mesh, limit: f64) -> Option<(f64, [Point3; 2])> {
-    let (first_a, first_b) = (a.triangles.first()?, b.triangles.first()?);
-    let mut bound = if limit.is_finite() {
-        limit
-    } else {
-        norm(sub(first_a[0], first_b[0]))
-    };
-    let mut best = None;
-    let mut hits = Vec::new();
-    for triangle in &a.triangles {
-        hits.clear();
-        b.bvh
-            .query(&inflate(triangle_bounds(triangle), bound), &mut hits);
-        for &index in &hits {
-            let (distance, on_a, on_b) = triangle_distance(*triangle, b.triangles[index]);
-            if distance <= bound {
-                bound = distance;
-                best = Some((distance, [on_a, on_b]));
-                if distance == 0.0 {
-                    return best;
-                }
-            }
-        }
-    }
-    best
-}
-
-fn overlap_center(a: &[f64; 6], b: &[f64; 6]) -> Point3 {
-    std::array::from_fn(|axis| a[axis].max(b[axis]) / 2.0 + a[axis + 3].min(b[axis + 3]) / 2.0)
-}
-
-fn triangle_bounds(triangle: &Triangle) -> [f64; 6] {
-    let mut bounds = [
-        f64::INFINITY,
-        f64::INFINITY,
-        f64::INFINITY,
-        f64::NEG_INFINITY,
-        f64::NEG_INFINITY,
-        f64::NEG_INFINITY,
-    ];
-    for point in triangle {
-        for axis in 0..3 {
-            bounds[axis] = bounds[axis].min(point[axis]);
-            bounds[axis + 3] = bounds[axis + 3].max(point[axis]);
-        }
-    }
-    bounds
-}
-
-#[cfg(test)]
-mod tests {
-    use super::*;
-    use crate::analytic::primitives;
-    use crate::analytic::topology::Accuracy;
-    use crate::analytic::Frame3;
-    use crate::world::{NodeSpec, Similarity3};
-
-    fn accuracy() -> Accuracy {
-        Accuracy {
-            geometric: 1e-8,
-            intersection: 1e-9,
-            tessellation: 0.01,
-            exchange: 1e-6,
-        }
-    }
-
-    fn at(x: f64, y: f64, z: f64) -> Similarity3 {
-        Similarity3 {
-            frame: Frame3 {
-                origin: [x, y, z],
-                ..Frame3::IDENTITY
-            },
-            scale: 1.0,
-        }
-    }
-
-    fn graph_with(bodies: &[(&str, &str, Similarity3)]) -> WorldGraph {
-        let mut graph = WorldGraph::new();
-        graph
-            .define(
-                "unit",
-                primitives::cuboid("unit".into(), Frame3::IDENTITY, [1.0; 3], accuracy()).unwrap(),
-            )
-            .unwrap();
-        graph
-            .define(
-                "small",
-                primitives::cuboid("small".into(), Frame3::IDENTITY, [0.2; 3], accuracy()).unwrap(),
-            )
-            .unwrap();
-        graph
-            .define(
-                "post",
-                primitives::cylinder("post".into(), Frame3::IDENTITY, 0.25, 1.0, accuracy())
-                    .unwrap(),
-            )
-            .unwrap();
-        for (id, definition, local) in bodies {
-            graph
-                .add_node(NodeSpec {
-                    id: (*id).into(),
-                    parent: None,
-                    definition: Some((*definition).into()),
-                    local: *local,
-                    kind: None,
-                })
-                .unwrap();
-        }
-        graph
-    }
-
-    fn ids(ids: &[&str]) -> Vec<String> {
-        ids.iter().map(|id| id.to_string()).collect()
-    }
-
-    #[test]
-    fn planar_bodies_report_their_exact_gap() {
-        let graph = graph_with(&[
-            ("a", "unit", at(0.0, 0.0, 0.0)),
-            ("b", "unit", at(1.3, 0.2, 0.0)),
-        ]);
-        let found = graph.clearance(&ids(&["a"]), &ids(&["b"]), 0.5).unwrap();
-        assert_eq!(found.len(), 1);
-        assert!((found[0].distance - 0.3).abs() < 1e-12);
-        assert!(found[0].error_bound <= 0.5 / 20.0);
-        assert!((found[0].points[0][0] - 1.0).abs() < 1e-12);
-        assert!((found[0].points[1][0] - 1.3).abs() < 1e-12);
-    }
-
-    #[test]
-    fn bodies_farther_than_the_clearance_are_not_reported() {
-        let graph = graph_with(&[
-            ("a", "unit", at(0.0, 0.0, 0.0)),
-            ("b", "unit", at(1.6, 0.0, 0.0)),
-        ]);
-        assert!(graph
-            .clearance(&ids(&["a"]), &ids(&["b"]), 0.5)
-            .unwrap()
-            .is_empty());
-    }
-
-    #[test]
-    fn overlapping_and_contained_bodies_are_zero_apart() {
-        let graph = graph_with(&[
-            ("a", "unit", at(0.0, 0.0, 0.0)),
-            ("overlap", "unit", at(0.5, 0.5, 0.0)),
-            ("inside", "small", at(0.4, 0.4, 0.4)),
-        ]);
-        let found = graph
-            .clearance(&ids(&["a"]), &ids(&["overlap", "inside"]), 0.1)
-            .unwrap();
-        assert_eq!(found.len(), 2);
-        assert!(found.iter().all(|proximity| proximity.distance == 0.0));
-    }
-
-    #[test]
-    fn curved_bodies_stay_within_the_reported_error_bound() {
-        let graph = graph_with(&[
-            ("box", "unit", at(0.0, 0.0, 0.0)),
-            ("post", "post", at(1.5, 0.5, 0.0)),
-        ]);
-        let found = graph
-            .clearance(&ids(&["box"]), &ids(&["post"]), 0.4)
-            .unwrap();
-        assert_eq!(found.len(), 1);
-        assert!(found[0].error_bound > 0.0 && found[0].error_bound <= 0.4 / 20.0);
-        assert!((found[0].distance - 0.25).abs() <= found[0].error_bound);
-    }
-
-    #[test]
-    fn distance_measures_far_apart_items() {
-        let graph = graph_with(&[
-            ("a", "unit", at(0.0, 0.0, 0.0)),
-            ("b", "unit", at(6.0, 0.0, 0.0)),
-        ]);
-        let found = graph.distance("a", "b", 0.01).unwrap().unwrap();
-        assert!((found.distance - 5.0).abs() < 1e-12);
-    }
-
-    #[test]
-    fn invalid_clearance_and_tolerance_are_rejected() {
-        let graph = graph_with(&[
-            ("a", "unit", at(0.0, 0.0, 0.0)),
-            ("b", "unit", at(2.0, 0.0, 0.0)),
-        ]);
-        assert!(graph.clearance(&ids(&["a"]), &ids(&["b"]), 0.0).is_err());
-        assert!(graph.distance("a", "b", f64::NAN).is_err());
-    }
-}
diff --git a/main/opengeometry/src/world/transform.rs b/main/opengeometry/src/world/transform.rs
deleted file mode 100644
index bbacfa4..0000000
--- a/main/opengeometry/src/world/transform.rs
+++ /dev/null
@@ -1,183 +0,0 @@
-use crate::analytic::geometry::{add, dot, scale};
-use crate::analytic::{Frame3, GeometryError, Point3};
-use serde::{Deserialize, Serialize};
-
-#[derive(Clone, Copy, Debug, PartialEq, Serialize, Deserialize)]
-#[serde(deny_unknown_fields)]
-pub struct Similarity3 {
-    pub frame: Frame3,
-    pub scale: f64,
-}
-
-impl Default for Similarity3 {
-    fn default() -> Self {
-        Self::IDENTITY
-    }
-}
-
-impl Similarity3 {
-    pub const IDENTITY: Self = Self {
-        frame: Frame3::IDENTITY,
-        scale: 1.0,
-    };
-
-    pub fn validate(&self) -> Result<(), GeometryError> {
-        self.frame.validate()?;
-        if !self.scale.is_finite() || self.scale <= 0.0 {
-            return Err(GeometryError::InvalidGeometry(
-                "similarity scale must be finite and positive".into(),
-            ));
-        }
-        Ok(())
-    }
-
-    pub fn apply_point(&self, point: Point3) -> Point3 {
-        add(self.frame.origin, self.apply_vector(point))
-    }
-
-    pub fn apply_vector(&self, vector: Point3) -> Point3 {
-        scale(self.frame.vector(vector), self.scale)
-    }
-
-    pub fn compose(&self, child: &Self) -> Self {
-        Self {
-            frame: Frame3 {
-                origin: self.apply_point(child.frame.origin),
-                x: self.frame.vector(child.frame.x),
-                y: self.frame.vector(child.frame.y),
-                z: self.frame.vector(child.frame.z),
-            },
-            scale: self.scale * child.scale,
-        }
-    }
-
-    pub fn inverse(&self) -> Self {
-        let frame = &self.frame;
-        let inverse_scale = 1.0 / self.scale;
-        let rotated_origin = [
-            dot(frame.origin, frame.x),
-            dot(frame.origin, frame.y),
-            dot(frame.origin, frame.z),
-        ];
-        Self {
-            frame: Frame3 {
-                origin: scale(rotated_origin, -inverse_scale),
-                x: [frame.x[0], frame.y[0], frame.z[0]],
-                y: [frame.x[1], frame.y[1], frame.z[1]],
-                z: [frame.x[2], frame.y[2], frame.z[2]],
-            },
-            scale: inverse_scale,
-        }
-    }
-
-    pub fn to_column_major(&self) -> [f64; 16] {
-        let x = scale(self.frame.x, self.scale);
-        let y = scale(self.frame.y, self.scale);
-        let z = scale(self.frame.z, self.scale);
-        let o = self.frame.origin;
-        [
-            x[0], x[1], x[2], 0.0, y[0], y[1], y[2], 0.0, z[0], z[1], z[2], 0.0, o[0], o[1], o[2],
-            1.0,
-        ]
-    }
-}
-
-#[cfg(test)]
-mod tests {
-    use super::*;
-
-    fn turn_about_y(origin: Point3, scale: f64) -> Similarity3 {
-        Similarity3 {
-            frame: Frame3 {
-                origin,
-                x: [0.0, 0.0, -1.0],
-                y: [0.0, 1.0, 0.0],
-                z: [1.0, 0.0, 0.0],
-            },
-            scale,
-        }
-    }
-
-    fn assert_point_close(actual: Point3, expected: Point3) {
-        for axis in 0..3 {
-            assert!(
-                (actual[axis] - expected[axis]).abs() < 1e-12,
-                "{actual:?} != {expected:?}"
-            );
-        }
-    }
-
-    #[test]
-    fn inverse_undoes_the_transform() {
-        let transform = turn_about_y([2.0, -1.0, 3.0], 2.5);
-        let point = [0.3, 0.7, -1.9];
-        assert_point_close(
-            transform
-                .inverse()
-                .apply_point(transform.apply_point(point)),
-            point,
-        );
-        assert_point_close(
-            transform.compose(&transform.inverse()).apply_point(point),
-            point,
-        );
-    }
-
-    #[test]
-    fn compose_applies_the_child_first() {
-        let parent = turn_about_y([10.0, 0.0, 0.0], 1.0);
-        let child = Similarity3 {
-            frame: Frame3 {
-                origin: [1.0, 0.0, 0.0],
-                ..Frame3::IDENTITY
-            },
-            scale: 2.0,
-        };
-        let point = [0.5, 1.0, 0.0];
-        assert_point_close(
-            parent.compose(&child).apply_point(point),
-            parent.apply_point(child.apply_point(point)),
-        );
-        assert_point_close(parent.compose(&child).apply_point(point), [10.0, 2.0, -2.0]);
-    }
-
-    #[test]
-    fn composition_is_associative() {
-        let a = turn_about_y([1.0, 2.0, 3.0], 1.5);
-        let b = turn_about_y([-4.0, 0.5, 2.0], 0.5);
-        let c = turn_about_y([0.0, -3.0, 1.0], 3.0);
-        let point = [0.25, -0.5, 0.75];
-        assert_point_close(
-            a.compose(&b).compose(&c).apply_point(point),
-            a.compose(&b.compose(&c)).apply_point(point),
-        );
-    }
-
-    #[test]
-    fn validate_rejects_non_positive_scale_and_skewed_frames() {
-        assert!(turn_about_y([0.0; 3], 0.0).validate().is_err());
-        assert!(turn_about_y([0.0; 3], f64::NAN).validate().is_err());
-        let skewed = Similarity3 {
-            frame: Frame3 {
-                x: [1.0, 0.1, 0.0],
-                ..Frame3::IDENTITY
-            },
-            scale: 1.0,
-        };
-        assert!(skewed.validate().is_err());
-        assert!(turn_about_y([0.0; 3], 2.0).validate().is_ok());
-    }
-
-    #[test]
-    fn column_major_matrix_matches_apply_point() {
-        let transform = turn_about_y([2.0, -1.0, 3.0], 2.0);
-        let m = transform.to_column_major();
-        let p = [0.3, 0.7, -1.9];
-        let by_matrix = [
-            m[0] * p[0] + m[4] * p[1] + m[8] * p[2] + m[12],
-            m[1] * p[0] + m[5] * p[1] + m[9] * p[2] + m[13],
-            m[2] * p[0] + m[6] * p[1] + m[10] * p[2] + m[14],
-        ];
-        assert_point_close(by_matrix, transform.apply_point(p));
-    }
-}
diff --git a/main/opengeometry/src/world/triangle.rs b/main/opengeometry/src/world/triangle.rs
deleted file mode 100644
index dd6a113..0000000
--- a/main/opengeometry/src/world/triangle.rs
+++ /dev/null
@@ -1,199 +0,0 @@
-use crate::analytic::geometry::{add, cross, dot, norm, scale, sub};
-use crate::analytic::Point3;
-
-pub(super) type Triangle = [Point3; 3];
-
-const DEGENERATE: f64 = 1e-24;
-
-pub(super) fn closest_point_on_triangle(p: Point3, [a, b, c]: Triangle) -> Point3 {
-    let ab = sub(b, a);
-    let ac = sub(c, a);
-    let ap = sub(p, a);
-    let d1 = dot(ab, ap);
-    let d2 = dot(ac, ap);
-    if d1 <= 0.0 && d2 <= 0.0 {
-        return a;
-    }
-    let bp = sub(p, b);
-    let d3 = dot(ab, bp);
-    let d4 = dot(ac, bp);
-    if d3 >= 0.0 && d4 <= d3 {
-        return b;
-    }
-    let vc = d1 * d4 - d3 * d2;
-    if vc <= 0.0 && d1 >= 0.0 && d3 <= 0.0 {
-        return add(a, scale(ab, d1 / (d1 - d3)));
-    }
-    let cp = sub(p, c);
-    let d5 = dot(ab, cp);
-    let d6 = dot(ac, cp);
-    if d6 >= 0.0 && d5 <= d6 {
-        return c;
-    }
-    let vb = d5 * d2 - d1 * d6;
-    if vb <= 0.0 && d2 >= 0.0 && d6 <= 0.0 {
-        return add(a, scale(ac, d2 / (d2 - d6)));
-    }
-    let va = d3 * d6 - d5 * d4;
-    if va <= 0.0 && d4 - d3 >= 0.0 && d5 - d6 >= 0.0 {
-        return add(b, scale(sub(c, b), (d4 - d3) / ((d4 - d3) + (d5 - d6))));
-    }
-    let denominator = va + vb + vc;
-    if denominator.abs() <= DEGENERATE {
-        return a;
-    }
-    add(
-        a,
-        add(scale(ab, vb / denominator), scale(ac, vc / denominator)),
-    )
-}
-
-pub(super) fn closest_points_on_segments(
-    p1: Point3,
-    q1: Point3,
-    p2: Point3,
-    q2: Point3,
-) -> (Point3, Point3) {
-    let d1 = sub(q1, p1);
-    let d2 = sub(q2, p2);
-    let r = sub(p1, p2);
-    let a = dot(d1, d1);
-    let e = dot(d2, d2);
-    let f = dot(d2, r);
-    let (s, t) = if a <= DEGENERATE && e <= DEGENERATE {
-        (0.0, 0.0)
-    } else if a <= DEGENERATE {
-        (0.0, (f / e).clamp(0.0, 1.0))
-    } else {
-        let c = dot(d1, r);
-        if e <= DEGENERATE {
-            ((-c / a).clamp(0.0, 1.0), 0.0)
-        } else {
-            let b = dot(d1, d2);
-            let denominator = a * e - b * b;
-            let s = if denominator > DEGENERATE {
-                ((b * f - c * e) / denominator).clamp(0.0, 1.0)
-            } else {
-                0.0
-            };
-            let t = (b * s + f) / e;
-            if t < 0.0 {
-                ((-c / a).clamp(0.0, 1.0), 0.0)
-            } else if t > 1.0 {
-                (((b - c) / a).clamp(0.0, 1.0), 1.0)
-            } else {
-                (s, t)
-            }
-        }
-    };
-    (add(p1, scale(d1, s)), add(p2, scale(d2, t)))
-}
-
-pub(super) fn segment_hits_triangle(p: Point3, q: Point3, [a, b, c]: Triangle) -> Option<Point3> {
-    let direction = sub(q, p);
-    let edge1 = sub(b, a);
-    let edge2 = sub(c, a);
-    let h = cross(direction, edge2);
-    let determinant = dot(edge1, h);
-    if determinant.abs() <= DEGENERATE {
-        return None;
-    }
-    let inverse = 1.0 / determinant;
-    let s = sub(p, a);
-    let u = inverse * dot(s, h);
-    if !(0.0..=1.0).contains(&u) {
-        return None;
-    }
-    let qv = cross(s, edge1);
-    let v = inverse * dot(direction, qv);
-    if v < 0.0 || u + v > 1.0 {
-        return None;
-    }
-    let t = inverse * dot(edge2, qv);
-    (0.0..=1.0)
-        .contains(&t)
-        .then(|| add(p, scale(direction, t)))
-}
-
-pub(super) fn triangle_distance(first: Triangle, second: Triangle) -> (f64, Point3, Point3) {
-    for (edges_of, other) in [(first, second), (second, first)] {
-        for index in 0..3 {
-            if let Some(hit) =
-                segment_hits_triangle(edges_of[index], edges_of[(index + 1) % 3], other)
-            {
-                return (0.0, hit, hit);
-            }
-        }
-    }
-    let mut best = (f64::INFINITY, first[0], second[0]);
-    let mut consider = |on_first: Point3, on_second: Point3| {
-        let distance = norm(sub(on_first, on_second));
-        if distance < best.0 {
-            best = (distance, on_first, on_second);
-        }
-    };
-    for vertex in first {
-        consider(vertex, closest_point_on_triangle(vertex, second));
-    }
-    for vertex in second {
-        consider(closest_point_on_triangle(vertex, first), vertex);
-    }
-    for i in 0..3 {
-        for j in 0..3 {
-            let (on_first, on_second) = closest_points_on_segments(
-                first[i],
-                first[(i + 1) % 3],
-                second[j],
-                second[(j + 1) % 3],
-            );
-            consider(on_first, on_second);
-        }
-    }
-    best
-}
-
-#[cfg(test)]
-mod tests {
-    use super::*;
-
-    const FLOOR: Triangle = [[0.0, 0.0, 0.0], [1.0, 0.0, 0.0], [0.0, 1.0, 0.0]];
-
-    fn close(a: f64, b: f64) -> bool {
-        (a - b).abs() < 1e-12
-    }
-
-    #[test]
-    fn a_triangle_above_another_is_its_height_away() {
-        let above = [[0.2, 0.2, 0.5], [0.6, 0.2, 0.5], [0.2, 0.6, 0.5]];
-        assert!(close(triangle_distance(FLOOR, above).0, 0.5));
-    }
-
-    #[test]
-    fn crossing_triangles_are_zero_distance() {
-        let crossing = [[0.2, 0.2, -1.0], [0.2, 0.2, 1.0], [0.3, 0.1, 0.0]];
-        assert_eq!(triangle_distance(FLOOR, crossing).0, 0.0);
-    }
-
-    #[test]
-    fn skew_triangles_report_their_closest_points() {
-        let skew = [[2.0, -1.0, 1.0], [2.0, 1.0, 1.0], [3.0, 0.0, 1.0]];
-        let (distance, on_first, on_second) = triangle_distance(FLOOR, skew);
-        assert!(close(distance, 2.0_f64.sqrt()));
-        assert_eq!(on_first, [1.0, 0.0, 0.0]);
-        assert_eq!(on_second, [2.0, 0.0, 1.0]);
-    }
-
-    #[test]
-    fn coplanar_triangles_side_by_side_are_the_edge_gap_apart() {
-        let beside = [[1.5, 0.0, 0.0], [2.5, 0.0, 0.0], [1.5, 1.0, 0.0]];
-        assert!(close(triangle_distance(FLOOR, beside).0, 0.5));
-    }
-
-    #[test]
-    fn a_point_above_the_interior_projects_straight_down() {
-        assert_eq!(
-            closest_point_on_triangle([0.25, 0.25, 3.0], FLOOR),
-            [0.25, 0.25, 0.0]
-        );
-    }
-}
diff --git a/main/opengeometry/src/world/wasm.rs b/main/opengeometry/src/world/wasm.rs
deleted file mode 100644
index cabb38e..0000000
--- a/main/opengeometry/src/world/wasm.rs
+++ /dev/null
@@ -1,268 +0,0 @@
-use super::{NodeSpec, ProjectionView, Similarity3, WorldError, WorldGraph};
-use crate::analytic::BrepEnvelope;
-use crate::brep::Brep;
-use crate::export::projection::{CameraParameters, HlrOptions};
-use crate::export::wasm::{
-    optional_json, OGIfcExportResult, OGStepExportResult, OGStlExportResult,
-};
-use crate::export::{IfcExportConfig, StepExportConfig, StlExportConfig};
-use wasm_bindgen::prelude::*;
-
-const MAX_NODE_JSON_BYTES: usize = 8 * 1024;
-const MAX_ID_LIST_BYTES: usize = 4 * 1024 * 1024;
-const MAX_LEGACY_BREP_BYTES: usize = 64 * 1024 * 1024;
-
-fn js_error(error: WorldError) -> JsValue {
-    JsValue::from_str(
-        &serde_json::to_string(&error)
-            .unwrap_or_else(|_| "world graph error could not be serialized".into()),
-    )
-}
-
-fn parse<T: serde::de::DeserializeOwned>(json: &str, what: &str) -> Result<T, JsValue> {
-    if json.len() > MAX_NODE_JSON_BYTES {
-        return Err(js_error(WorldError::InvalidInput(format!(
-            "{what} exceeds 8 KiB"
-        ))));
-    }
-    serde_json::from_str(json)
-        .map_err(|error| js_error(WorldError::InvalidInput(format!("{what}: {error}"))))
-}
-
-fn parse_options<T: serde::de::DeserializeOwned + Default>(
-    json: Option<String>,
-    what: &str,
-) -> Result<T, JsValue> {
-    optional_json(json, what).map_err(|error| js_error(WorldError::InvalidInput(error)))
-}
-
-fn export_failure(error: String) -> JsValue {
-    js_error(WorldError::Export(error))
-}
-
-fn parse_ids(json: &str) -> Result<Vec<String>, JsValue> {
-    if json.len() > MAX_ID_LIST_BYTES {
-        return Err(js_error(WorldError::InvalidInput(
-            "node id list exceeds 4 MiB".into(),
-        )));
-    }
-    serde_json::from_str(json)
-        .map_err(|error| js_error(WorldError::InvalidInput(format!("node id list: {error}"))))
-}
-
-#[wasm_bindgen]
-pub struct OGWorldGraph {
-    graph: WorldGraph,
-}
-
-impl Default for OGWorldGraph {
-    fn default() -> Self {
-        Self::new()
-    }
-}
-
-#[wasm_bindgen]
-impl OGWorldGraph {
-    #[wasm_bindgen(constructor)]
-    pub fn new() -> OGWorldGraph {
-        Self {
-            graph: WorldGraph::new(),
-        }
-    }
-
-    pub fn define(&mut self, id: &str, brep_json: &str) -> Result<(), JsValue> {
-        let brep = BrepEnvelope::from_json(brep_json)
-            .map_err(|error| js_error(WorldError::Geometry(error)))?;
-        self.graph.define(id, brep).map_err(js_error)
-    }
-
-    pub fn define_legacy(&mut self, id: &str, brep_json: &str) -> Result<(), JsValue> {
-        if brep_json.len() > MAX_LEGACY_BREP_BYTES {
-            return Err(js_error(WorldError::InvalidInput(
-                "legacy BRep JSON exceeds 64 MiB".into(),
-            )));
-        }
-        let brep: Brep = serde_json::from_str(brep_json).map_err(|error| {
-            js_error(WorldError::InvalidInput(format!(
-                "legacy BRep {id}: {error}"
-            )))
-        })?;
-        self.graph.define_legacy(id, brep).map_err(js_error)
-    }
-
-    pub fn undefine(&mut self, id: &str) -> Result<(), JsValue> {
-        self.graph.undefine(id).map_err(js_error)
-    }
-
-    pub fn has_definition(&self, id: &str) -> bool {
-        self.graph.has_definition(id)
-    }
-
-    pub fn add_node(&mut self, spec_json: &str) -> Result<(), JsValue> {
-        let spec: NodeSpec = parse(spec_json, "node spec")?;
-        self.graph.add_node(spec).map_err(js_error)
-    }
-
-    pub fn set_local(&mut self, id: &str, local_json: &str) -> Result<(), JsValue> {
-        let local: Similarity3 = parse(local_json, "local transform")?;
-        self.graph.set_local(id, local).map_err(js_error)
-    }
-
-    pub fn reparent(&mut self, id: &str, parent: Option<String>) -> Result<(), JsValue> {
-        self.graph.reparent(id, parent.as_deref()).map_err(js_error)
-    }
-
-    pub fn remove_node(&mut self, id: &str) -> Result<(), JsValue> {
-        self.graph.remove_node(id).map_err(js_error)
-    }
-
-    pub fn has_node(&self, id: &str) -> bool {
-        self.graph.has_node(id)
-    }
-
-    pub fn get_world(&self, id: &str) -> Result<Vec<f64>, JsValue> {
-        Ok(self
-            .graph
-            .world(id)
-            .map_err(js_error)?
-            .to_column_major()
-            .to_vec())
-    }
-
-    pub fn get_world_bounds(&self, id: &str) -> Result<Vec<f64>, JsValue> {
-        Ok(self
-            .graph
-            .world_bounds(id)
-            .map_err(js_error)?
-            .map(|bounds| bounds.to_vec())
-            .unwrap_or_default())
-    }
-
-    pub fn clash(
-        &self,
-        items_a_json: &str,
-        items_b_json: &str,
-        depth: f64,
-    ) -> Result<String, JsValue> {
-        let items_a: Vec<String> = parse_ids(items_a_json)?;
-        let items_b: Vec<String> = parse_ids(items_b_json)?;
-        let clashes = self
-            .graph
-            .clash(&items_a, &items_b, depth)
-            .map_err(js_error)?;
-        serde_json::to_string(&clashes)
-            .map_err(|error| js_error(WorldError::InvalidInput(error.to_string())))
-    }
-
-    pub fn clearance(
-        &self,
-        items_a_json: &str,
-        items_b_json: &str,
-        clearance: f64,
-    ) -> Result<String, JsValue> {
-        let items_a: Vec<String> = parse_ids(items_a_json)?;
-        let items_b: Vec<String> = parse_ids(items_b_json)?;
-        let found = self
-            .graph
-            .clearance(&items_a, &items_b, clearance)
-            .map_err(js_error)?;
-        serde_json::to_string(&found)
-            .map_err(|error| js_error(WorldError::InvalidInput(error.to_string())))
-    }
-
-    pub fn distance(&self, item_a: &str, item_b: &str, tolerance: f64) -> Result<String, JsValue> {
-        let found = self
-            .graph
-            .distance(item_a, item_b, tolerance)
-            .map_err(js_error)?;
-        serde_json::to_string(&found)
-            .map_err(|error| js_error(WorldError::InvalidInput(error.to_string())))
-    }
-
-    pub fn project_lines(
-        &self,
-        items_json: &str,
-        camera_json: &str,
-        hlr_json: Option<String>,
-        deflection: f64,
-    ) -> Result<String, JsValue> {
-        let items = parse_ids(items_json)?;
-        let camera: CameraParameters = parse_options(Some(camera_json.to_string()), "camera")?;
-        let hlr: HlrOptions = parse_options(hlr_json, "HLR")?;
-        let scene = self
-            .graph
-            .project(&items, &camera, &hlr, deflection)
-            .map_err(js_error)?;
-        serde_json::to_string(&scene.to_lines())
-            .map_err(|error| js_error(WorldError::InvalidInput(error.to_string())))
-    }
-
-    pub fn project_views(
-        &self,
-        items_json: &str,
-        views_json: &str,
-        deflection: f64,
-    ) -> Result<String, JsValue> {
-        let items = parse_ids(items_json)?;
-        if views_json.len() > MAX_ID_LIST_BYTES {
-            return Err(js_error(WorldError::InvalidInput(
-                "projection views exceed 4 MiB".into(),
-            )));
-        }
-        let views: Vec<ProjectionView> = serde_json::from_str(views_json)
-            .map_err(|error| js_error(WorldError::InvalidInput(format!("views: {error}"))))?;
-        let projected = self
-            .graph
-            .project_views(&items, &views, deflection)
-            .map_err(js_error)?;
-        serde_json::to_string(&projected)
-            .map_err(|error| js_error(WorldError::InvalidInput(error.to_string())))
-    }
-
-    pub fn export_stl(
-        &self,
-        items_json: &str,
-        config_json: Option<String>,
-    ) -> Result<OGStlExportResult, JsValue> {
-        let config: StlExportConfig = parse_options(config_json, "STL config")?;
-        let (bytes, report) = self
-            .graph
-            .export_stl(&parse_ids(items_json)?, &config)
-            .map_err(js_error)?;
-        OGStlExportResult::from_parts(bytes, report).map_err(export_failure)
-    }
-
-    pub fn export_step(
-        &self,
-        items_json: &str,
-        config_json: Option<String>,
-    ) -> Result<OGStepExportResult, JsValue> {
-        let config: StepExportConfig = parse_options(config_json, "STEP config")?;
-        let (text, report) = self
-            .graph
-            .export_step(&parse_ids(items_json)?, &config)
-            .map_err(js_error)?;
-        OGStepExportResult::from_parts(text, report).map_err(export_failure)
-    }
-
-    pub fn export_ifc(
-        &self,
-        items_json: &str,
-        config_json: Option<String>,
-    ) -> Result<OGIfcExportResult, JsValue> {
-        let config: IfcExportConfig = parse_options(config_json, "IFC config")?;
-        let (text, report) = self
-            .graph
-            .export_ifc(&parse_ids(items_json)?, &config)
-            .map_err(js_error)?;
-        OGIfcExportResult::from_parts(text, report).map_err(export_failure)
-    }
-
-    pub fn node_count(&self) -> u32 {
-        self.graph.node_count() as u32
-    }
-
-    pub fn definition_count(&self) -> u32 {
-        self.graph.definition_count() as u32
-    }
-}
diff --git a/main/opengeometry/src/world_graph/assembly.rs b/main/opengeometry/src/world_graph/assembly.rs
new file mode 100644
index 0000000..a5d32fd
--- /dev/null
+++ b/main/opengeometry/src/world_graph/assembly.rs
@@ -0,0 +1,48 @@
+use super::candidate::IdKind;
+use super::change_log::ChangeSet;
+use super::error::{ErrorCode, GraphError};
+use super::graph::WorldGraph;
+use super::node::NodeKind;
+use super::primitive::{check_no_plane, CreateOptions};
+use crate::brep::Similarity3;
+
+impl WorldGraph {
+    pub fn create_system_assembly(
+        &mut self,
+        options: CreateOptions,
+    ) -> Result<(String, ChangeSet), GraphError> {
+        if options.body_type.is_some() {
+            return Err(GraphError::code(
+                ErrorCode::InvalidParameter,
+                "assemblies have no body type",
+            ));
+        }
+        check_no_plane(options.plane)?;
+        let mut created = None;
+        let changes = self.mutate(|draft| {
+            if let Some(parent) = &options.parent {
+                if !draft.nodes.contains_key(parent) {
+                    return Err(GraphError::code(ErrorCode::UnknownNode, parent));
+                }
+            }
+            let id = draft.new_og_id(options.og_id.as_deref(), IdKind::Assembly)?;
+            let handle = draft.new_handle()?;
+            draft.add_node(
+                &id,
+                handle,
+                &options.parent,
+                Similarity3::IDENTITY,
+                None,
+                NodeKind::SystemAssembly,
+            );
+            created = Some(id);
+            Ok(())
+        })?;
+        Ok((
+            created.ok_or_else(|| {
+                GraphError::code(ErrorCode::InvalidTopology, "created node is missing")
+            })?,
+            changes,
+        ))
+    }
+}
diff --git a/main/opengeometry/src/world_graph/bounds.rs b/main/opengeometry/src/world_graph/bounds.rs
new file mode 100644
index 0000000..95a280a
--- /dev/null
+++ b/main/opengeometry/src/world_graph/bounds.rs
@@ -0,0 +1,74 @@
+use super::error::{ErrorCode, GraphError};
+use super::graph::WorldGraph;
+use crate::brep::PatchBounds;
+use crate::math::Point3;
+
+type Bounds3 = [f64; 6];
+
+fn corners(bounds: PatchBounds) -> [Point3; 8] {
+    std::array::from_fn(|index| {
+        std::array::from_fn(|axis| {
+            if index & (1 << axis) == 0 {
+                bounds.axes[axis].lo
+            } else {
+                bounds.axes[axis].hi
+            }
+        })
+    })
+}
+
+fn include(bounds: Option<Bounds3>, point: Point3) -> Bounds3 {
+    match bounds {
+        Some(bounds) => [
+            bounds[0].min(point[0]),
+            bounds[1].min(point[1]),
+            bounds[2].min(point[2]),
+            bounds[3].max(point[0]),
+            bounds[4].max(point[1]),
+            bounds[5].max(point[2]),
+        ],
+        None => [point[0], point[1], point[2], point[0], point[1], point[2]],
+    }
+}
+
+impl WorldGraph {
+    pub fn bounds(&self, og_id: &str) -> Result<Option<Bounds3>, GraphError> {
+        let mut stack = vec![og_id.to_string()];
+        let mut bounds = None;
+        while let Some(current) = stack.pop() {
+            let node = self.node(&current)?;
+            stack.extend(node.children.iter().rev().cloned());
+            if let Some(shape_id) = &node.shape {
+                let shape = self.shapes.shapes.get(shape_id).ok_or_else(|| {
+                    GraphError::code(ErrorCode::InvalidTopology, "shape reference is missing")
+                })?;
+                if let Some(local_bounds) = shape.brep.bounds()? {
+                    let placement = self.world_placement(&current)?;
+                    for corner in corners(local_bounds) {
+                        bounds = Some(include(bounds, placement.apply_point(corner)));
+                    }
+                }
+            }
+        }
+        Ok(bounds)
+    }
+
+    pub fn local_bounds(&self, og_id: &str) -> Result<Option<Bounds3>, GraphError> {
+        let Some(shape_id) = &self.node(og_id)?.shape else {
+            return Ok(None);
+        };
+        let shape = self.shapes.shapes.get(shape_id).ok_or_else(|| {
+            GraphError::code(ErrorCode::InvalidTopology, "shape reference is missing")
+        })?;
+        Ok(shape.brep.bounds()?.map(|bounds| {
+            [
+                bounds.axes[0].lo,
+                bounds.axes[1].lo,
+                bounds.axes[2].lo,
+                bounds.axes[0].hi,
+                bounds.axes[1].hi,
+                bounds.axes[2].hi,
+            ]
+        }))
+    }
+}
diff --git a/main/opengeometry/src/world_graph/candidate.rs b/main/opengeometry/src/world_graph/candidate.rs
new file mode 100644
index 0000000..cfeb7de
--- /dev/null
+++ b/main/opengeometry/src/world_graph/candidate.rs
@@ -0,0 +1,199 @@
+use super::error::{ErrorCode, GraphError};
+use super::node::{Node, NodeKind};
+use super::shape_store::{Shape, ShapeId};
+use crate::brep::{BodyType, BrepEnvelope, Similarity3};
+use std::collections::{BTreeMap, BTreeSet};
+use std::sync::Arc;
+
+#[derive(Clone, Copy)]
+pub(super) struct IdCounters {
+    solid: u64,
+    wire: u64,
+    assembly: u64,
+}
+
+#[derive(Clone, Copy)]
+pub(super) enum IdKind {
+    Solid,
+    Wire,
+    Assembly,
+}
+
+#[derive(Clone)]
+pub(super) struct Candidate {
+    pub(super) nodes: BTreeMap<String, Node>,
+    pub(super) shapes: BTreeMap<ShapeId, Shape>,
+    pub(super) next_shape_id: u64,
+    pub(super) next_handle: u32,
+    pub(super) next_generation: u32,
+    pub(super) next_og_ids: IdCounters,
+    pub(super) affected: BTreeSet<String>,
+}
+
+impl Candidate {
+    pub(super) fn copy_kind(&self, shape_id: &str) -> Result<IdKind, GraphError> {
+        let shape = self.shapes.get(shape_id).ok_or_else(|| {
+            GraphError::code(ErrorCode::InvalidTopology, "shape reference is missing")
+        })?;
+        IdKind::of_shape(&shape.brep)
+    }
+
+    pub(super) fn new_og_id(
+        &mut self,
+        supplied: Option<&str>,
+        kind: IdKind,
+    ) -> Result<String, GraphError> {
+        if let Some(id) = supplied {
+            if id.is_empty() {
+                return Err(GraphError::code(
+                    ErrorCode::InvalidParameter,
+                    "ogId is empty",
+                ));
+            }
+            if id.chars().count() > 1024 {
+                return Err(GraphError::code(
+                    ErrorCode::InvalidParameter,
+                    "ogId exceeds 1024 characters",
+                ));
+            }
+            if self.nodes.contains_key(id) {
+                return Err(GraphError::code(ErrorCode::DuplicateNode, id));
+            }
+            return Ok(id.into());
+        }
+        loop {
+            let counter = self.next_og_ids.slot(kind);
+            let id = format!("{}-{}", kind.prefix(), *counter);
+            *counter = counter.checked_add(1).ok_or_else(|| {
+                GraphError::code(ErrorCode::LimitExceeded, "node id counter overflow")
+            })?;
+            if !self.nodes.contains_key(&id) {
+                return Ok(id);
+            }
+        }
+    }
+
+    pub(super) fn new_shape_id(&mut self) -> Result<ShapeId, GraphError> {
+        let id = format!("shape-{}", self.next_shape_id);
+        self.next_shape_id = self.next_shape_id.checked_add(1).ok_or_else(|| {
+            GraphError::code(ErrorCode::LimitExceeded, "shape id counter overflow")
+        })?;
+        Ok(id)
+    }
+
+    pub(super) fn new_handle(&mut self) -> Result<(u32, u32), GraphError> {
+        let handle = self.next_handle;
+        let generation = self.next_generation;
+        self.next_handle = self
+            .next_handle
+            .checked_add(1)
+            .ok_or_else(|| GraphError::code(ErrorCode::LimitExceeded, "handle counter overflow"))?;
+        self.next_generation = self.next_generation.checked_add(1).ok_or_else(|| {
+            GraphError::code(ErrorCode::LimitExceeded, "generation counter overflow")
+        })?;
+        Ok((handle, generation))
+    }
+
+    pub(super) fn add_body(
+        &mut self,
+        id: &str,
+        shape_id: ShapeId,
+        brep: BrepEnvelope,
+        edge_keys: Vec<String>,
+        parent: &Option<String>,
+        local: Similarity3,
+    ) -> Result<(), GraphError> {
+        let handle = self.new_handle()?;
+        self.shapes.insert(
+            shape_id.clone(),
+            Shape {
+                brep: Arc::new(brep),
+                revision: 0,
+                users: 1,
+                edge_keys,
+                report: None,
+            },
+        );
+        self.add_node(id, handle, parent, local, Some(shape_id), NodeKind::Body);
+        Ok(())
+    }
+
+    pub(super) fn add_node(
+        &mut self,
+        id: &str,
+        handle: (u32, u32),
+        parent: &Option<String>,
+        local: Similarity3,
+        shape: Option<ShapeId>,
+        kind: NodeKind,
+    ) {
+        let (handle, generation) = handle;
+        self.nodes.insert(
+            id.to_string(),
+            Node {
+                og_id: id.to_string(),
+                handle,
+                generation,
+                parent: parent.clone(),
+                children: Vec::new(),
+                local,
+                shape,
+                kind,
+                place_input: None,
+            },
+        );
+        if let Some(parent) = parent {
+            if let Some(parent_node) = self.nodes.get_mut(parent) {
+                parent_node.children.push(id.to_string());
+            }
+        }
+        self.affected.insert(id.to_string());
+    }
+}
+
+impl IdKind {
+    pub(super) fn of_body(body_type: BodyType) -> Result<Self, GraphError> {
+        match body_type {
+            BodyType::Solid => Ok(Self::Solid),
+            BodyType::Wire => Ok(Self::Wire),
+            BodyType::Sheet => Err(GraphError::code(
+                ErrorCode::InvalidTopology,
+                "graph bodies are never sheets",
+            )),
+        }
+    }
+
+    fn of_shape(brep: &BrepEnvelope) -> Result<Self, GraphError> {
+        if !brep.solids.is_empty() {
+            Ok(Self::Solid)
+        } else if brep.topology.faces.is_empty() && !brep.topology.wires.is_empty() {
+            Ok(Self::Wire)
+        } else {
+            Self::of_body(BodyType::Sheet)
+        }
+    }
+
+    fn prefix(self) -> &'static str {
+        match self {
+            Self::Solid => "solid",
+            Self::Wire => "wire",
+            Self::Assembly => "assembly",
+        }
+    }
+}
+
+impl IdCounters {
+    pub(super) const FIRST: Self = Self {
+        solid: 1,
+        wire: 1,
+        assembly: 1,
+    };
+
+    fn slot(&mut self, kind: IdKind) -> &mut u64 {
+        match kind {
+            IdKind::Solid => &mut self.solid,
+            IdKind::Wire => &mut self.wire,
+            IdKind::Assembly => &mut self.assembly,
+        }
+    }
+}
diff --git a/main/opengeometry/src/world_graph/change_log.rs b/main/opengeometry/src/world_graph/change_log.rs
new file mode 100644
index 0000000..25165b2
--- /dev/null
+++ b/main/opengeometry/src/world_graph/change_log.rs
@@ -0,0 +1,21 @@
+use super::shape_store::ShapeId;
+use serde::{Deserialize, Serialize};
+
+#[derive(Clone, Debug, Eq, PartialEq, Serialize, Deserialize)]
+#[serde(rename_all = "camelCase", deny_unknown_fields)]
+pub struct NodeChange {
+    pub og_id: String,
+    pub handle: u32,
+    pub(super) generation: u32,
+    pub(super) shape_id: Option<ShapeId>,
+    pub shape_revision: Option<u64>,
+}
+
+#[derive(Clone, Debug, Eq, PartialEq, Serialize, Deserialize)]
+#[serde(rename_all = "camelCase", deny_unknown_fields)]
+pub struct ChangeSet {
+    pub(super) revision: u64,
+    pub added: Vec<NodeChange>,
+    pub changed: Vec<NodeChange>,
+    pub removed: Vec<NodeChange>,
+}
diff --git a/main/opengeometry/src/world_graph/commit.rs b/main/opengeometry/src/world_graph/commit.rs
new file mode 100644
index 0000000..45420b0
--- /dev/null
+++ b/main/opengeometry/src/world_graph/commit.rs
@@ -0,0 +1,255 @@
+use super::candidate::Candidate;
+use super::change_log::{ChangeSet, NodeChange};
+use super::error::{ErrorCode, GraphError};
+use super::graph::{JournalEntry, WorldGraph};
+use super::node::Node;
+use super::shape_store::{Reserved, Shape, ShapeId};
+use crate::brep::BrepEnvelope;
+use crate::math::Point3;
+use std::collections::{BTreeMap, BTreeSet};
+use std::sync::Arc;
+
+impl WorldGraph {
+    pub fn reserve(&self, new_shapes: usize, changed: &[ShapeId]) -> Result<Reserved, GraphError> {
+        let mut shape_ids = Vec::with_capacity(new_shapes);
+        let mut next_id = self.shapes.next_id;
+        while shape_ids.len() < new_shapes {
+            let id = format!("shape-{next_id}");
+            next_id = next_id.checked_add(1).ok_or_else(|| {
+                GraphError::code(ErrorCode::LimitExceeded, "shape id counter overflow")
+            })?;
+            if !self.shapes.shapes.contains_key(&id) && !self.shapes.high_water.contains_key(&id) {
+                shape_ids.push(id);
+            }
+        }
+        let mut revisions = Vec::with_capacity(changed.len());
+        for id in changed {
+            let high = self.shapes.high_water.get(id).ok_or_else(|| {
+                GraphError::code(ErrorCode::InvalidOperand, "shape has no revision history")
+            })?;
+            let next = high.checked_add(1).ok_or_else(|| {
+                GraphError::code(ErrorCode::LimitExceeded, "shape revision overflow")
+            })?;
+            revisions.push((id.clone(), next));
+        }
+        Ok(Reserved {
+            shape_ids,
+            revisions,
+        })
+    }
+
+    fn draft(&self) -> Candidate {
+        Candidate {
+            nodes: self.nodes.clone(),
+            shapes: self.shapes.shapes.clone(),
+            next_shape_id: self.shapes.next_id,
+            next_handle: self.next_handle,
+            next_generation: self.next_generation,
+            next_og_ids: self.next_og_ids,
+            affected: BTreeSet::new(),
+        }
+    }
+
+    pub(super) fn change_for(node: &Node, shapes: &BTreeMap<ShapeId, Shape>) -> NodeChange {
+        NodeChange {
+            og_id: node.og_id.clone(),
+            handle: node.handle,
+            generation: node.generation,
+            shape_id: node.shape.clone(),
+            shape_revision: node
+                .shape
+                .as_ref()
+                .and_then(|id| shapes.get(id).map(|shape| shape.revision)),
+        }
+    }
+
+    fn precision_guard(&self, brep: &BrepEnvelope) -> Result<(), GraphError> {
+        brep.validate()?;
+        if let Some(bounds) = brep.bounds()? {
+            let corner: Point3 = std::array::from_fn(|axis| {
+                bounds.axes[axis].lo.abs().max(bounds.axes[axis].hi.abs())
+            });
+            let magnitude = corner[0].hypot(corner[1]).hypot(corner[2]);
+            if magnitude * 64.0 * f64::EPSILON > self.accuracy.geometric {
+                return Err(GraphError::code(
+                    ErrorCode::LimitExceeded,
+                    "shape exceeds precision extent",
+                ));
+            }
+        }
+        Ok(())
+    }
+
+    fn commit(&mut self, draft: Candidate) -> Result<ChangeSet, GraphError> {
+        self.check_changed_shapes(&draft)?;
+        let revision = self
+            .revision
+            .checked_add(1)
+            .ok_or_else(|| GraphError::code(ErrorCode::LimitExceeded, "graph revision overflow"))?;
+        let mut before_nodes = BTreeMap::new();
+        let mut before_shapes = BTreeMap::new();
+        let mut changes = ChangeSet {
+            revision,
+            added: Vec::new(),
+            changed: Vec::new(),
+            removed: Vec::new(),
+        };
+        self.add_node_changes(&draft, &mut before_nodes, &mut changes);
+        self.add_shape_changes(&draft, &mut before_shapes, &mut changes);
+        if !self.marks.is_empty() {
+            self.journal.push(JournalEntry {
+                nodes: before_nodes,
+                shapes: before_shapes,
+            });
+        }
+        for (id, shape) in &draft.shapes {
+            self.shapes
+                .high_water
+                .entry(id.clone())
+                .and_modify(|high| *high = (*high).max(shape.revision))
+                .or_insert(shape.revision);
+        }
+        self.nodes = draft.nodes;
+        self.shapes.shapes = draft.shapes;
+        self.shapes.next_id = draft.next_shape_id;
+        self.next_handle = draft.next_handle;
+        self.next_generation = draft.next_generation;
+        self.next_og_ids = draft.next_og_ids;
+        self.revision = revision;
+        self.world_cache
+            .borrow_mut()
+            .retain(|id, _| !draft.affected.contains(id));
+        self.changes.push(changes.clone());
+        Ok(changes)
+    }
+
+    fn check_changed_shapes(&self, draft: &Candidate) -> Result<(), GraphError> {
+        for (id, shape) in &draft.shapes {
+            let changed = self
+                .shapes
+                .shapes
+                .get(id)
+                .is_none_or(|old| !Arc::ptr_eq(&old.brep, &shape.brep));
+            if changed {
+                self.precision_guard(&shape.brep)?;
+                let expected = self
+                    .shapes
+                    .high_water
+                    .get(id)
+                    .map_or(0, |value| value.saturating_add(1));
+                if shape.revision != expected || shape.brep.revision != expected {
+                    return Err(GraphError::code(
+                        ErrorCode::RevisionConflict,
+                        "reserved shape revision changed",
+                    ));
+                }
+            }
+        }
+        Ok(())
+    }
+
+    fn add_node_changes(
+        &self,
+        draft: &Candidate,
+        before_nodes: &mut BTreeMap<String, Option<Node>>,
+        changes: &mut ChangeSet,
+    ) {
+        let node_keys: BTreeSet<_> = self
+            .nodes
+            .keys()
+            .chain(draft.nodes.keys())
+            .cloned()
+            .collect();
+        for id in node_keys {
+            let old = self.nodes.get(&id);
+            let new = draft.nodes.get(&id);
+            if old != new {
+                before_nodes.insert(id.clone(), old.cloned());
+                match (old, new) {
+                    (None, Some(node)) => changes.added.push(Self::change_for(node, &draft.shapes)),
+                    (Some(node), None) => changes
+                        .removed
+                        .push(Self::change_for(node, &self.shapes.shapes)),
+                    (Some(previous), Some(node)) if previous.generation != node.generation => {
+                        changes
+                            .removed
+                            .push(Self::change_for(previous, &self.shapes.shapes));
+                        changes.added.push(Self::change_for(node, &draft.shapes));
+                    }
+                    (Some(_), Some(node)) => {
+                        changes.changed.push(Self::change_for(node, &draft.shapes))
+                    }
+                    (None, None) => {}
+                }
+            } else if draft.affected.contains(&id) {
+                if let Some(node) = new {
+                    changes.changed.push(Self::change_for(node, &draft.shapes));
+                }
+            }
+        }
+    }
+
+    fn add_shape_changes(
+        &self,
+        draft: &Candidate,
+        before_shapes: &mut BTreeMap<ShapeId, Option<Shape>>,
+        changes: &mut ChangeSet,
+    ) {
+        let shape_keys: BTreeSet<_> = self
+            .shapes
+            .shapes
+            .keys()
+            .chain(draft.shapes.keys())
+            .cloned()
+            .collect();
+        for id in shape_keys {
+            let old = self.shapes.shapes.get(&id);
+            let new = draft.shapes.get(&id);
+            let changed = match (old, new) {
+                (Some(a), Some(b)) => {
+                    !Arc::ptr_eq(&a.brep, &b.brep)
+                        || a.revision != b.revision
+                        || a.users != b.users
+                        || a.edge_keys != b.edge_keys
+                        || a.report != b.report
+                }
+                (None, None) => false,
+                _ => true,
+            };
+            if changed {
+                before_shapes.insert(id.clone(), old.cloned());
+                if let Some(shape) = new {
+                    if old.is_none_or(|previous| previous.revision != shape.revision) {
+                        for node in draft
+                            .nodes
+                            .values()
+                            .filter(|node| node.shape.as_ref() == Some(&id))
+                        {
+                            let item = Self::change_for(node, &draft.shapes);
+                            if !changes
+                                .added
+                                .iter()
+                                .any(|change| change.og_id == item.og_id)
+                                && !changes
+                                    .changed
+                                    .iter()
+                                    .any(|change| change.og_id == item.og_id)
+                            {
+                                changes.changed.push(item);
+                            }
+                        }
+                    }
+                }
+            }
+        }
+    }
+
+    pub(super) fn mutate(
+        &mut self,
+        compute: impl FnOnce(&mut Candidate) -> Result<(), GraphError>,
+    ) -> Result<ChangeSet, GraphError> {
+        let mut draft = self.draft();
+        compute(&mut draft)?;
+        self.commit(draft)
+    }
+}
diff --git a/main/opengeometry/src/world_graph/creating.rs b/main/opengeometry/src/world_graph/creating.rs
new file mode 100644
index 0000000..641d98a
--- /dev/null
+++ b/main/opengeometry/src/world_graph/creating.rs
@@ -0,0 +1,185 @@
+use super::candidate::IdKind;
+use super::change_log::ChangeSet;
+use super::error::{ErrorCode, ErrorContext, GraphError};
+use super::graph::WorldGraph;
+use super::node::EditScope;
+use super::operands::{path_points, profile_loop};
+use super::primitive::{check_body_type, check_no_plane, CreateOptions};
+use crate::brep::{BodyType, BrepEnvelope, Similarity3};
+use crate::operations::creating::{extrude, sweep};
+use serde::{Deserialize, Serialize};
+use std::sync::Arc;
+
+#[derive(Clone, Debug, Serialize, Deserialize)]
+#[serde(tag = "kind", deny_unknown_fields)]
+pub enum CreatingOperation {
+    Extrude {
+        profile: String,
+        holes: Vec<String>,
+        distance: f64,
+    },
+    Sweep {
+        profile: String,
+        path: String,
+    },
+}
+
+impl CreatingOperation {
+    fn anchor(&self) -> &str {
+        match self {
+            Self::Extrude { profile, .. } => profile,
+            Self::Sweep { path, .. } => path,
+        }
+    }
+}
+
+impl WorldGraph {
+    fn build_operation(
+        &self,
+        id: String,
+        operation: &CreatingOperation,
+        target: &str,
+    ) -> Result<BrepEnvelope, GraphError> {
+        match operation {
+            CreatingOperation::Extrude {
+                profile,
+                holes,
+                distance,
+            } => {
+                let outer = profile_loop(self, profile, target)?;
+                let holes = holes
+                    .iter()
+                    .map(|hole| {
+                        if hole == profile {
+                            return Err(GraphError::code(
+                                ErrorCode::InvalidParameter,
+                                "hole is the profile",
+                            ));
+                        }
+                        profile_loop(self, hole, target)
+                    })
+                    .collect::<Result<Vec<_>, _>>()?;
+                extrude::build(id, outer, holes, *distance, self.accuracy).map_err(GraphError::from)
+            }
+            CreatingOperation::Sweep { profile, path } => {
+                let profile = profile_loop(self, profile, target)?;
+                let path = path_points(self, path, target)?;
+                sweep::build(id, profile, path, self.accuracy).map_err(GraphError::from)
+            }
+        }
+    }
+
+    pub fn create_operation(
+        &mut self,
+        operation: CreatingOperation,
+        options: CreateOptions,
+    ) -> Result<(String, ChangeSet), GraphError> {
+        self.try_create_operation(operation, options)
+            .map_err(|error| error.in_context(ErrorContext::Create))
+    }
+
+    fn try_create_operation(
+        &mut self,
+        operation: CreatingOperation,
+        options: CreateOptions,
+    ) -> Result<(String, ChangeSet), GraphError> {
+        check_body_type(options.body_type, BodyType::Solid)?;
+        check_no_plane(options.plane)?;
+        let anchor = operation.anchor();
+        let anchor_node = self.node(anchor)?;
+        let parent = options.parent.or_else(|| anchor_node.parent.clone());
+        if let Some(parent_id) = &parent {
+            self.node(parent_id)?;
+        }
+        let local = if parent == anchor_node.parent {
+            anchor_node.local
+        } else {
+            let world = self.world_placement(anchor)?;
+            let parent_world = if let Some(parent_id) = &parent {
+                self.world_placement(parent_id)?
+            } else {
+                Similarity3::IDENTITY
+            };
+            parent_world.inverse().compose(&world)
+        };
+        let reserved = self.reserve(1, &[])?;
+        let shape_id = reserved.shape_ids[0].clone();
+        let brep = self.build_operation(shape_id.clone(), &operation, anchor)?;
+        if brep.body_type()? != BodyType::Solid {
+            return Err(GraphError::code(
+                ErrorCode::BodyTypeMismatch,
+                "operation did not produce a solid",
+            ));
+        }
+        let mut created = None;
+        let changes = self.mutate(|draft| {
+            let id = draft.new_og_id(options.og_id.as_deref(), IdKind::Solid)?;
+            let allocated = draft.new_shape_id()?;
+            if allocated != shape_id {
+                return Err(GraphError::code(
+                    ErrorCode::RevisionConflict,
+                    "reserved shape id changed",
+                ));
+            }
+            draft.add_body(&id, shape_id, brep, Vec::new(), &parent, local)?;
+            created = Some(id);
+            Ok(())
+        })?;
+        Ok((
+            created.ok_or_else(|| {
+                GraphError::code(ErrorCode::InvalidTopology, "created body is missing")
+            })?,
+            changes,
+        ))
+    }
+
+    pub fn rebuild_operation(
+        &mut self,
+        og_id: &str,
+        operation: CreatingOperation,
+        scope: EditScope,
+    ) -> Result<ChangeSet, GraphError> {
+        self.try_rebuild_operation(og_id, operation, scope)
+            .map_err(|error| error.in_context(ErrorContext::Rebuild))
+    }
+
+    fn try_rebuild_operation(
+        &mut self,
+        og_id: &str,
+        operation: CreatingOperation,
+        scope: EditScope,
+    ) -> Result<ChangeSet, GraphError> {
+        let previous = self.ensure_editable(og_id, scope)?;
+        if previous.brep.body_type()? != BodyType::Solid {
+            return Err(GraphError::code(
+                ErrorCode::BodyTypeMismatch,
+                "body is not a solid",
+            ));
+        }
+        let shape_id = self
+            .node(og_id)?
+            .shape
+            .clone()
+            .ok_or_else(|| GraphError::code(ErrorCode::InvalidOperand, "node is not a body"))?;
+        let revision = self.reserve(0, std::slice::from_ref(&shape_id))?.revisions[0].1;
+        let mut brep = self.build_operation(shape_id.clone(), &operation, og_id)?;
+        if brep.body_type()? != BodyType::Solid {
+            return Err(GraphError::code(
+                ErrorCode::BodyTypeMismatch,
+                "rebuild changed body type",
+            ));
+        }
+        brep.revision = revision;
+        brep.validate()?;
+        self.mutate(|draft| {
+            let shape = draft.shapes.get_mut(&shape_id).ok_or_else(|| {
+                GraphError::code(ErrorCode::InvalidTopology, "shape reference is missing")
+            })?;
+            shape.brep = Arc::new(brep);
+            shape.revision = revision;
+            shape.edge_keys.clear();
+            shape.report = None;
+            Ok(())
+        })
+    }
+}
diff --git a/main/opengeometry/src/world_graph/error.rs b/main/opengeometry/src/world_graph/error.rs
new file mode 100644
index 0000000..b69c30d
--- /dev/null
+++ b/main/opengeometry/src/world_graph/error.rs
@@ -0,0 +1,197 @@
+use crate::brep::GeometryError;
+use crate::operations::OperationError;
+use serde::{Deserialize, Serialize};
+
+#[derive(Clone, Copy, Debug, Eq, PartialEq, Serialize, Deserialize)]
+pub enum ErrorCode {
+    NotInitialised,
+    InvalidParameter,
+    InvalidTransform,
+    InvalidOperand,
+    UnknownNode,
+    DuplicateNode,
+    CycleDetected,
+    NotAChild,
+    Disposed,
+    BodyTypeMismatch,
+    SharedShape,
+    ToolSharesTargetShape,
+    EmptyResult,
+    SweepSelfIntersection,
+    CoverageGap,
+    UnresolvedIntersection,
+    UnresolvedTessellation,
+    UnsupportedGeometry,
+    LimitExceeded,
+    InvalidGeometry,
+    InvalidTopology,
+    InvalidMark,
+    WorkerFailure,
+    KernelPanic,
+    RevisionConflict,
+    Cancelled,
+}
+
+#[derive(Clone, Copy, Debug, Eq, PartialEq)]
+pub enum ErrorContext {
+    Create,
+    Rebuild,
+    Transform,
+    Operate,
+    Export,
+}
+
+#[derive(Clone, Debug, PartialEq, Serialize, Deserialize)]
+#[serde(untagged, rename_all_fields = "camelCase")]
+pub enum ErrorDetails {
+    None,
+    SharedShape {
+        shape_id: Option<String>,
+        instance_count: u32,
+        sharing: Vec<String>,
+    },
+    MissingReference {
+        kind: String,
+        index: u32,
+    },
+    CoverageGap {
+        families: [String; 2],
+    },
+    Math {
+        math: String,
+    },
+    Operate {
+        handlers: Vec<String>,
+        tool_index: usize,
+        og_ids: Vec<String>,
+    },
+    Export {
+        og_id: String,
+    },
+}
+
+#[derive(Clone, Debug, PartialEq, Serialize, Deserialize)]
+#[serde(deny_unknown_fields)]
+pub enum GraphError {
+    Code {
+        code: ErrorCode,
+        message: String,
+        details: ErrorDetails,
+    },
+    Geometry(GeometryError),
+}
+
+impl GraphError {
+    pub(crate) fn code(code: ErrorCode, message: impl Into<String>) -> Self {
+        Self::Code {
+            code,
+            message: message.into(),
+            details: ErrorDetails::None,
+        }
+    }
+
+    pub(super) fn with_details(
+        code: ErrorCode,
+        message: impl Into<String>,
+        details: ErrorDetails,
+    ) -> Self {
+        Self::Code {
+            code,
+            message: message.into(),
+            details,
+        }
+    }
+
+    pub fn error_code(&self) -> ErrorCode {
+        match self {
+            Self::Code { code, .. } => *code,
+            Self::Geometry(error) => match error {
+                GeometryError::Math(_) | GeometryError::InvalidGeometry(_) => {
+                    ErrorCode::InvalidGeometry
+                }
+                GeometryError::InvalidTopology(_)
+                | GeometryError::MissingReference { .. }
+                | GeometryError::UnsupportedSchema { .. } => ErrorCode::InvalidTopology,
+                GeometryError::UnsupportedGeometry(_) => ErrorCode::UnsupportedGeometry,
+                GeometryError::AmbiguousProfileAlignment(_) => ErrorCode::InvalidParameter,
+                GeometryError::SingularParameterization => ErrorCode::InvalidGeometry,
+                GeometryError::CoverageGap { .. } => ErrorCode::CoverageGap,
+                GeometryError::UnresolvedIntersection(_) => ErrorCode::UnresolvedIntersection,
+                GeometryError::UnresolvedTessellation(_) => ErrorCode::UnresolvedTessellation,
+                GeometryError::LimitExceeded(_) => ErrorCode::LimitExceeded,
+            },
+        }
+    }
+
+    pub fn details(&self) -> ErrorDetails {
+        match self {
+            Self::Code { details, .. } => details.clone(),
+            Self::Geometry(GeometryError::MissingReference { kind, index }) => {
+                ErrorDetails::MissingReference {
+                    kind: kind.clone(),
+                    index: *index,
+                }
+            }
+            Self::Geometry(GeometryError::CoverageGap { families }) => ErrorDetails::CoverageGap {
+                families: families.clone(),
+            },
+            Self::Geometry(GeometryError::Math(math)) => ErrorDetails::Math {
+                math: format!("{math:?}"),
+            },
+            Self::Geometry(_) => ErrorDetails::None,
+        }
+    }
+
+    pub fn message(&self) -> String {
+        match self {
+            Self::Code { message, .. } => message.clone(),
+            Self::Geometry(error) => error.to_string(),
+        }
+    }
+
+    pub fn in_context(self, context: ErrorContext) -> GraphError {
+        if self != Self::Geometry(GeometryError::SingularParameterization) {
+            return self;
+        }
+        match context {
+            ErrorContext::Create | ErrorContext::Rebuild => {
+                Self::code(ErrorCode::InvalidParameter, "SingularParameterization")
+            }
+            ErrorContext::Transform => {
+                Self::code(ErrorCode::InvalidTransform, "SingularParameterization")
+            }
+            ErrorContext::Operate | ErrorContext::Export => self,
+        }
+    }
+}
+
+impl From<GeometryError> for GraphError {
+    fn from(value: GeometryError) -> Self {
+        Self::Geometry(value)
+    }
+}
+
+impl From<OperationError> for GraphError {
+    fn from(value: OperationError) -> Self {
+        match value {
+            OperationError::InvalidParameter(message) => {
+                Self::code(ErrorCode::InvalidParameter, message)
+            }
+            OperationError::SweepSelfIntersection(message) => {
+                Self::code(ErrorCode::SweepSelfIntersection, message)
+            }
+            OperationError::InvalidTopology(message) => {
+                Self::code(ErrorCode::InvalidTopology, message)
+            }
+            OperationError::Geometry(error) => Self::Geometry(error),
+        }
+    }
+}
+
+impl std::fmt::Display for GraphError {
+    fn fmt(&self, formatter: &mut std::fmt::Formatter<'_>) -> std::fmt::Result {
+        write!(formatter, "{self:?}")
+    }
+}
+
+impl std::error::Error for GraphError {}
diff --git a/main/opengeometry/src/world_graph/export.rs b/main/opengeometry/src/world_graph/export.rs
new file mode 100644
index 0000000..9598698
--- /dev/null
+++ b/main/opengeometry/src/world_graph/export.rs
@@ -0,0 +1,294 @@
+use super::error::{ErrorCode, ErrorContext, ErrorDetails, GraphError};
+use super::graph::WorldGraph;
+use super::node::NodeKind;
+use super::placement::is_identity;
+use crate::brep::{placed, BodyType, BrepEnvelope, Frame3, GeometryError, Similarity3};
+use crate::exchange::{
+    export_bodies, StepBodyInput, StepExportFailure, StepExportReport, StepSkipped,
+};
+use serde::{Deserialize, Serialize};
+use std::collections::BTreeSet;
+
+#[derive(Clone, Debug, Deserialize, Serialize)]
+#[serde(default, rename_all = "camelCase", deny_unknown_fields)]
+pub struct StepOptions {
+    pub unit: String,
+    pub up_axis: String,
+    pub name: String,
+    pub timestamp: String,
+}
+
+impl Default for StepOptions {
+    fn default() -> Self {
+        Self {
+            unit: "millimetre".into(),
+            up_axis: "Z".into(),
+            name: "opengeometry-export".into(),
+            timestamp: "1970-01-01T00:00:00".into(),
+        }
+    }
+}
+
+impl WorldGraph {
+    fn export_world_placement(&self, og_id: &str) -> Result<Similarity3, GraphError> {
+        let mut path = Vec::new();
+        let mut cursor = Some(og_id);
+        while let Some(current) = cursor {
+            let node = self.node(current)?;
+            path.push(node.local);
+            cursor = node.parent.as_deref();
+        }
+        let mut world = Similarity3::IDENTITY;
+        for local in path.iter().rev() {
+            world = world.compose(local);
+        }
+        world.validate()?;
+        Ok(world)
+    }
+
+    fn expand_export(
+        &self,
+        og_id: &str,
+        direct: bool,
+        seen: &mut BTreeSet<String>,
+        selected: &mut Vec<String>,
+        skipped: &mut Vec<StepSkipped>,
+    ) -> Result<(), GraphError> {
+        let node = self.node(og_id)?;
+        if !seen.insert(node.og_id.clone()) {
+            return Ok(());
+        }
+        if node.kind != NodeKind::SystemAssembly {
+            let shape = self.shape(og_id)?;
+            match shape.brep.body_type()? {
+                BodyType::Solid => selected.push(og_id.into()),
+                BodyType::Wire if direct => {
+                    return Err(GraphError::code(
+                        ErrorCode::InvalidOperand,
+                        "a Wire cannot be exported directly",
+                    ))
+                }
+                BodyType::Wire => skipped.push(StepSkipped {
+                    og_id: og_id.into(),
+                    reason: "Wire".into(),
+                }),
+                BodyType::Sheet if direct => {
+                    return Err(GraphError::code(
+                        ErrorCode::InvalidOperand,
+                        "a Sheet cannot be exported directly",
+                    ))
+                }
+                BodyType::Sheet => skipped.push(StepSkipped {
+                    og_id: og_id.into(),
+                    reason: "Sheet".into(),
+                }),
+            }
+        }
+        for child in &node.children {
+            self.expand_export(child, false, seen, selected, skipped)?;
+        }
+        Ok(())
+    }
+
+    pub fn export_step(
+        &self,
+        nodes: &[String],
+        options: &StepOptions,
+    ) -> Result<(String, StepExportReport), GraphError> {
+        self.try_export_step(nodes, options)
+            .map_err(|error| error.in_context(ErrorContext::Export))
+    }
+
+    fn try_export_step(
+        &self,
+        nodes: &[String],
+        options: &StepOptions,
+    ) -> Result<(String, StepExportReport), GraphError> {
+        if nodes.is_empty() {
+            return Err(GraphError::code(
+                ErrorCode::InvalidParameter,
+                "STEP export requires at least one node",
+            ));
+        }
+        if !matches!(options.unit.as_str(), "metre" | "millimetre")
+            || !matches!(options.up_axis.as_str(), "Y" | "Z")
+            || !valid_timestamp(&options.timestamp)
+            || options.name.is_empty()
+        {
+            return Err(GraphError::code(
+                ErrorCode::InvalidParameter,
+                "invalid STEP export options",
+            ));
+        }
+        if options.name.len() > 4096 {
+            return Err(GraphError::code(
+                ErrorCode::LimitExceeded,
+                "STEP export name exceeds 4096 bytes",
+            ));
+        }
+        let (selected, skipped) = self.step_selection(nodes)?;
+        if selected.is_empty() {
+            return Err(GraphError::code(
+                ErrorCode::EmptyResult,
+                "STEP selection has no solids",
+            ));
+        }
+        let conversion = if options.up_axis == "Z" {
+            Similarity3 {
+                frame: Frame3 {
+                    origin: [0.0; 3],
+                    x: [1.0, 0.0, 0.0],
+                    y: [0.0, 0.0, 1.0],
+                    z: [0.0, -1.0, 0.0],
+                },
+                scale: 1.0,
+            }
+        } else {
+            Similarity3::IDENTITY
+        };
+        let owned = self.placed_bodies(selected, conversion)?;
+        let inputs = owned
+            .iter()
+            .map(|(og_id, shape_id, revision, brep)| StepBodyInput {
+                og_id,
+                shape_id,
+                shape_revision: *revision,
+                brep,
+            })
+            .collect::<Vec<_>>();
+        export_bodies(
+            &inputs,
+            &options.unit,
+            &options.up_axis,
+            &options.name,
+            &options.timestamp,
+            skipped,
+        )
+        .map_err(|failure| body_error(failure, &owned))
+    }
+
+    fn step_selection(
+        &self,
+        nodes: &[String],
+    ) -> Result<(Vec<String>, Vec<StepSkipped>), GraphError> {
+        let mut seen = BTreeSet::new();
+        let mut selected = Vec::new();
+        let mut skipped = Vec::new();
+        for og_id in nodes {
+            let node = self.node(og_id)?;
+            if node.kind == NodeKind::Body
+                && self.shape(og_id)?.brep.body_type()? != BodyType::Solid
+            {
+                return Err(GraphError::code(
+                    ErrorCode::InvalidOperand,
+                    "a non-solid body cannot be exported directly",
+                ));
+            }
+            self.expand_export(og_id, true, &mut seen, &mut selected, &mut skipped)?;
+        }
+        Ok((selected, skipped))
+    }
+
+    fn placed_bodies(
+        &self,
+        selected: Vec<String>,
+        conversion: Similarity3,
+    ) -> Result<Vec<(String, String, u64, BrepEnvelope)>, GraphError> {
+        let mut owned = Vec::<(String, String, u64, BrepEnvelope)>::with_capacity(selected.len());
+        for og_id in selected {
+            let node = self.node(&og_id)?;
+            let shape_id = node
+                .shape
+                .as_ref()
+                .ok_or_else(|| GraphError::code(ErrorCode::InvalidTopology, "body has no shape"))?;
+            let shape = self.shape(&og_id)?;
+            let placement = conversion.compose(&self.export_world_placement(&og_id)?);
+            let mut brep = if is_identity(placement) {
+                (*shape.brep).clone()
+            } else {
+                placed(&shape.brep, placement.frame, placement.scale).map_err(
+                    |error| match error {
+                        GeometryError::LimitExceeded(message) => GraphError::with_details(
+                            ErrorCode::LimitExceeded,
+                            format!("{og_id}: {message}"),
+                            ErrorDetails::Export {
+                                og_id: og_id.clone(),
+                            },
+                        ),
+                        other => GraphError::Geometry(other),
+                    },
+                )?
+            };
+            brep.id = og_id.clone();
+            brep.revision = shape.revision;
+            brep.validate()?;
+            owned.push((og_id, shape_id.clone(), shape.revision, brep));
+        }
+        Ok(owned)
+    }
+}
+
+fn body_error(
+    failure: StepExportFailure,
+    owned: &[(String, String, u64, BrepEnvelope)],
+) -> GraphError {
+    let og_id = failure
+        .body_index
+        .and_then(|index| owned.get(index))
+        .map(|body| body.0.clone());
+    let source = GraphError::Geometry(failure.error);
+    match og_id {
+        Some(og_id) => GraphError::with_details(
+            source.error_code(),
+            source.message(),
+            ErrorDetails::Export { og_id },
+        ),
+        None => source,
+    }
+}
+
+fn valid_timestamp(timestamp: &str) -> bool {
+    let bytes = timestamp.as_bytes();
+    if bytes.len() != 19
+        || [4, 7, 10, 13, 16]
+            .into_iter()
+            .zip([b'-', b'-', b'T', b':', b':'])
+            .any(|(index, separator)| bytes[index] != separator)
+        || bytes
+            .iter()
+            .enumerate()
+            .any(|(index, byte)| ![4, 7, 10, 13, 16].contains(&index) && !byte.is_ascii_digit())
+    {
+        return false;
+    }
+    let year = timestamp[0..4].parse::<u32>().ok();
+    let month = timestamp[5..7].parse::<u32>().ok();
+    let day = timestamp[8..10].parse::<u32>().ok();
+    let hour = timestamp[11..13].parse::<u32>().ok();
+    let minute = timestamp[14..16].parse::<u32>().ok();
+    let second = timestamp[17..19].parse::<u32>().ok();
+    let (Some(year), Some(month), Some(day), Some(hour), Some(minute), Some(second)) =
+        (year, month, day, hour, minute, second)
+    else {
+        return false;
+    };
+    if year == 0 || month == 0 || month > 12 || hour > 23 || minute > 59 || second > 59 {
+        return false;
+    }
+    let leap = year % 4 == 0 && (year % 100 != 0 || year % 400 == 0);
+    let days = [
+        31,
+        if leap { 29 } else { 28 },
+        31,
+        30,
+        31,
+        30,
+        31,
+        31,
+        30,
+        31,
+        30,
+        31,
+    ];
+    day > 0 && day <= days[(month - 1) as usize]
+}
diff --git a/main/opengeometry/src/world_graph/graph.rs b/main/opengeometry/src/world_graph/graph.rs
new file mode 100644
index 0000000..ca985ec
--- /dev/null
+++ b/main/opengeometry/src/world_graph/graph.rs
@@ -0,0 +1,90 @@
+use super::candidate::IdCounters;
+use super::change_log::ChangeSet;
+use super::error::{ErrorCode, GraphError};
+use super::node::{MarkId, Node};
+use super::shape_store::{Shape, ShapeId, ShapeStore};
+use crate::brep::{Accuracy, Similarity3};
+use std::cell::RefCell;
+use std::collections::BTreeMap;
+
+pub(super) struct JournalEntry {
+    pub(super) nodes: BTreeMap<String, Option<Node>>,
+    pub(super) shapes: BTreeMap<ShapeId, Option<Shape>>,
+}
+
+pub(super) struct LiveMark {
+    pub(super) id: MarkId,
+    pub(super) position: usize,
+}
+
+pub struct WorldGraph {
+    pub(super) accuracy: Accuracy,
+    pub(super) shapes: ShapeStore,
+    pub(super) nodes: BTreeMap<String, Node>,
+    pub(super) revision: u64,
+    pub(super) changes: Vec<ChangeSet>,
+    pub(super) journal: Vec<JournalEntry>,
+    pub(super) marks: Vec<LiveMark>,
+    pub(super) next_mark: u64,
+    pub(super) next_handle: u32,
+    pub(super) next_generation: u32,
+    pub(super) next_og_ids: IdCounters,
+    pub(super) world_cache: RefCell<BTreeMap<String, Similarity3>>,
+}
+
+impl WorldGraph {
+    pub fn new(accuracy: Accuracy) -> Result<Self, GraphError> {
+        accuracy.validate()?;
+        check_standard(accuracy)?;
+        Ok(Self {
+            accuracy,
+            shapes: ShapeStore::default(),
+            nodes: BTreeMap::new(),
+            revision: 0,
+            changes: Vec::new(),
+            journal: Vec::new(),
+            marks: Vec::new(),
+            next_mark: 0,
+            next_handle: 0,
+            next_generation: 0,
+            next_og_ids: IdCounters::FIRST,
+            world_cache: RefCell::new(BTreeMap::new()),
+        })
+    }
+
+    pub fn revision(&self) -> u64 {
+        self.revision
+    }
+
+    pub fn accuracy(&self) -> Accuracy {
+        self.accuracy
+    }
+
+    pub fn shape_count(&self) -> usize {
+        self.shapes.shapes.len()
+    }
+
+    pub fn node_count(&self) -> usize {
+        self.nodes.len()
+    }
+}
+
+fn check_standard(accuracy: Accuracy) -> Result<(), GraphError> {
+    let standard = Accuracy::STANDARD;
+    let equal = [
+        (accuracy.geometric, standard.geometric),
+        (accuracy.intersection, standard.intersection),
+        (accuracy.tessellation, standard.tessellation),
+        (accuracy.exchange, standard.exchange),
+    ]
+    .iter()
+    .all(|(value, expected)| value.to_bits() == expected.to_bits());
+    if equal {
+        Ok(())
+    } else {
+        Err(GraphError::code(
+            ErrorCode::InvalidParameter,
+            "accuracy must be the standard value",
+        ))
+    }
+}
diff --git a/main/opengeometry/src/world_graph/hierarchy.rs b/main/opengeometry/src/world_graph/hierarchy.rs
new file mode 100644
index 0000000..894d481
--- /dev/null
+++ b/main/opengeometry/src/world_graph/hierarchy.rs
@@ -0,0 +1,211 @@
+use super::candidate::Candidate;
+use super::change_log::ChangeSet;
+use super::error::{ErrorCode, GraphError};
+use super::graph::WorldGraph;
+use crate::brep::{BrepEnvelope, Similarity3};
+
+impl Candidate {
+    pub(super) fn world(&self, id: &str) -> Result<Similarity3, GraphError> {
+        let mut path = Vec::new();
+        let mut cursor = Some(id.to_string());
+        while let Some(current) = cursor {
+            let node = self
+                .nodes
+                .get(&current)
+                .ok_or_else(|| GraphError::code(ErrorCode::UnknownNode, &current))?;
+            cursor = node.parent.clone();
+            path.push(node.local);
+        }
+        let mut world = Similarity3::IDENTITY;
+        for local in path.iter().rev() {
+            world = world.compose(local);
+        }
+        world.validate().map_err(|error| {
+            GraphError::code(
+                ErrorCode::InvalidTransform,
+                format!("invalid world placement: {error}"),
+            )
+        })?;
+        Ok(world)
+    }
+
+    fn check_parent(&self, child: &str, parent: &str) -> Result<(), GraphError> {
+        let mut cursor = Some(parent.to_string());
+        while let Some(current) = cursor {
+            if current == child {
+                return Err(GraphError::code(
+                    ErrorCode::CycleDetected,
+                    "reparent would create a cycle",
+                ));
+            }
+            cursor = self
+                .nodes
+                .get(&current)
+                .ok_or_else(|| GraphError::code(ErrorCode::UnknownNode, &current))?
+                .parent
+                .clone();
+        }
+        Ok(())
+    }
+
+    fn reparent(
+        &mut self,
+        child: &str,
+        parent: Option<&str>,
+        keep_world: bool,
+    ) -> Result<(), GraphError> {
+        if let Some(parent) = parent {
+            self.check_parent(child, parent)?;
+        }
+        let previous = self
+            .nodes
+            .get(child)
+            .ok_or_else(|| GraphError::code(ErrorCode::UnknownNode, child))?
+            .parent
+            .clone();
+        let old_world = if keep_world {
+            Some(self.world(child)?)
+        } else {
+            None
+        };
+        let parent_world = if keep_world {
+            Some(match parent {
+                Some(parent) => self.world(parent)?,
+                None => Similarity3::IDENTITY,
+            })
+        } else {
+            None
+        };
+        if previous.as_deref() == parent && !keep_world {
+            return Ok(());
+        }
+        if let Some(previous) = &previous {
+            let previous_node = self.nodes.get_mut(previous).ok_or_else(|| {
+                GraphError::code(ErrorCode::InvalidTopology, "previous parent is missing")
+            })?;
+            previous_node.children.retain(|id| id != child);
+        }
+        if let Some(parent) = parent {
+            let parent_node = self
+                .nodes
+                .get_mut(parent)
+                .ok_or_else(|| GraphError::code(ErrorCode::UnknownNode, parent))?;
+            parent_node.children.push(child.to_string());
+        }
+        let descendants = self.descendants(child)?;
+        let node = self
+            .nodes
+            .get_mut(child)
+            .ok_or_else(|| GraphError::code(ErrorCode::UnknownNode, child))?;
+        node.parent = parent.map(str::to_string);
+        if let (Some(old_world), Some(parent_world)) = (old_world, parent_world) {
+            node.local = parent_world.inverse().compose(&old_world);
+            node.local.validate().map_err(|error| {
+                GraphError::code(
+                    ErrorCode::InvalidTransform,
+                    format!("invalid preserved world placement: {error}"),
+                )
+            })?;
+        }
+        self.affected.extend(descendants);
+        Ok(())
+    }
+}
+
+pub(super) fn restamp(
+    mut brep: BrepEnvelope,
+    previous: &str,
+    next: &str,
+) -> Result<BrepEnvelope, GraphError> {
+    brep.id = next.into();
+    brep.revision = 0;
+    for face in &mut brep.topology.faces {
+        for source in &mut face.provenance.sources {
+            if source.entity == previous {
+                source.entity = next.into();
+            }
+            if source.body == previous {
+                source.body = next.into();
+            }
+        }
+    }
+    brep.validate()?;
+    Ok(brep)
+}
+
+impl WorldGraph {
+    pub fn children(&self, og_id: &str) -> Result<&[String], GraphError> {
+        Ok(&self.node(og_id)?.children)
+    }
+
+    pub fn parent(&self, og_id: &str) -> Result<Option<&str>, GraphError> {
+        Ok(self.node(og_id)?.parent.as_deref())
+    }
+
+    pub fn add_child(
+        &mut self,
+        parent: &str,
+        children: &[String],
+        keep_world: bool,
+    ) -> Result<ChangeSet, GraphError> {
+        self.mutate(|draft| {
+            if !draft.nodes.contains_key(parent) {
+                return Err(GraphError::code(ErrorCode::UnknownNode, parent));
+            }
+            for child in children {
+                draft.reparent(child, Some(parent), keep_world)?;
+            }
+            Ok(())
+        })
+    }
+
+    pub fn remove_child(
+        &mut self,
+        parent: &str,
+        child: &str,
+        keep_world: bool,
+    ) -> Result<ChangeSet, GraphError> {
+        self.mutate(|draft| {
+            let actual = draft
+                .nodes
+                .get(child)
+                .ok_or_else(|| GraphError::code(ErrorCode::UnknownNode, child))?
+                .parent
+                .as_deref();
+            if actual != Some(parent) {
+                return Err(GraphError::code(ErrorCode::NotAChild, child));
+            }
+            draft.reparent(child, None, keep_world)
+        })
+    }
+
+    pub fn dispose(&mut self, og_id: &str) -> Result<ChangeSet, GraphError> {
+        self.mutate(|draft| {
+            let removed = draft.descendants(og_id)?;
+            let parent = draft.nodes.get(og_id).and_then(|node| node.parent.clone());
+            if let Some(parent) = parent {
+                if let Some(parent_node) = draft.nodes.get_mut(&parent) {
+                    parent_node.children.retain(|child| child != og_id);
+                }
+            }
+            for id in removed {
+                if let Some(node) = draft.nodes.remove(&id) {
+                    if let Some(shape_id) = node.shape {
+                        let shape = draft.shapes.get_mut(&shape_id).ok_or_else(|| {
+                            GraphError::code(
+                                ErrorCode::InvalidTopology,
+                                "shape reference is missing",
+                            )
+                        })?;
+                        shape.users -= 1;
+                        if shape.users == 0 {
+                            draft.shapes.remove(&shape_id);
+                        }
+                    }
+                    draft.affected.insert(id);
+                }
+            }
+            Ok(())
+        })
+    }
+}
diff --git a/main/opengeometry/src/world_graph/instancing.rs b/main/opengeometry/src/world_graph/instancing.rs
new file mode 100644
index 0000000..553aed8
--- /dev/null
+++ b/main/opengeometry/src/world_graph/instancing.rs
@@ -0,0 +1,215 @@
+use super::candidate::Candidate;
+use super::change_log::ChangeSet;
+use super::error::{ErrorCode, GraphError};
+use super::graph::WorldGraph;
+use super::hierarchy::restamp;
+use super::node::Node;
+use super::shape_store::Shape;
+use crate::brep::Similarity3;
+use serde::{Deserialize, Deserializer, Serialize};
+use std::sync::Arc;
+
+#[derive(Clone, Debug, Default, Deserialize, Serialize)]
+#[serde(rename_all = "camelCase", deny_unknown_fields)]
+pub struct CopyOptions {
+    pub og_id: Option<String>,
+    #[serde(default, deserialize_with = "explicit_parent")]
+    pub parent: Option<Option<String>>,
+}
+
+fn explicit_parent<'de, D: Deserializer<'de>>(
+    deserializer: D,
+) -> Result<Option<Option<String>>, D::Error> {
+    Option::<String>::deserialize(deserializer).map(Some)
+}
+
+impl WorldGraph {
+    pub fn instance(
+        &mut self,
+        source: &str,
+        options: CopyOptions,
+    ) -> Result<(String, ChangeSet), GraphError> {
+        let mut created = None;
+        let changes = self.mutate(|draft| {
+            let original = draft
+                .nodes
+                .get(source)
+                .ok_or_else(|| GraphError::code(ErrorCode::UnknownNode, source))?
+                .clone();
+            let shape_id = original.shape.clone().ok_or_else(|| {
+                GraphError::code(ErrorCode::InvalidOperand, "an assembly cannot be instanced")
+            })?;
+            let (parent, local) = copy_placement(
+                draft,
+                source,
+                &options,
+                &original,
+                "invalid instance placement",
+            )?;
+            let kind = draft.copy_kind(&shape_id)?;
+            let id = draft.new_og_id(options.og_id.as_deref(), kind)?;
+            let handle = draft.new_handle()?;
+            let shape = draft.shapes.get_mut(&shape_id).ok_or_else(|| {
+                GraphError::code(ErrorCode::InvalidTopology, "shape reference is missing")
+            })?;
+            shape.users = shape.users.checked_add(1).ok_or_else(|| {
+                GraphError::code(ErrorCode::LimitExceeded, "instance count overflow")
+            })?;
+            draft.add_node(&id, handle, &parent, local, Some(shape_id), original.kind);
+            copy_place_input(draft, &id, &original);
+            created = Some(id);
+            Ok(())
+        })?;
+        Ok((
+            created.ok_or_else(|| {
+                GraphError::code(ErrorCode::InvalidTopology, "created instance is missing")
+            })?,
+            changes,
+        ))
+    }
+
+    pub fn duplicate(
+        &mut self,
+        source: &str,
+        options: CopyOptions,
+    ) -> Result<(String, ChangeSet), GraphError> {
+        let mut created = None;
+        let changes = self.mutate(|draft| {
+            let original = draft
+                .nodes
+                .get(source)
+                .ok_or_else(|| GraphError::code(ErrorCode::UnknownNode, source))?
+                .clone();
+            let old_shape_id = original.shape.as_ref().ok_or_else(|| {
+                GraphError::code(
+                    ErrorCode::InvalidOperand,
+                    "an assembly cannot be duplicated",
+                )
+            })?;
+            let old_shape = draft
+                .shapes
+                .get(old_shape_id)
+                .ok_or_else(|| {
+                    GraphError::code(ErrorCode::InvalidTopology, "shape reference is missing")
+                })?
+                .clone();
+            let (parent, local) = copy_placement(
+                draft,
+                source,
+                &options,
+                &original,
+                "invalid duplicate placement",
+            )?;
+            let kind = draft.copy_kind(old_shape_id)?;
+            let id = draft.new_og_id(options.og_id.as_deref(), kind)?;
+            let shape_id = draft.new_shape_id()?;
+            let brep = restamp((*old_shape.brep).clone(), old_shape_id, &shape_id)?;
+            let handle = draft.new_handle()?;
+            draft.shapes.insert(
+                shape_id.clone(),
+                Shape {
+                    brep: Arc::new(brep),
+                    revision: 0,
+                    users: 1,
+                    edge_keys: old_shape.edge_keys,
+                    report: None,
+                },
+            );
+            draft.add_node(&id, handle, &parent, local, Some(shape_id), original.kind);
+            copy_place_input(draft, &id, &original);
+            created = Some(id);
+            Ok(())
+        })?;
+        Ok((
+            created.ok_or_else(|| {
+                GraphError::code(ErrorCode::InvalidTopology, "created duplicate is missing")
+            })?,
+            changes,
+        ))
+    }
+
+    pub fn make_unique(&mut self, og_id: &str) -> Result<Option<ChangeSet>, GraphError> {
+        if self.shape(og_id)?.users == 1 {
+            return Ok(None);
+        }
+        self.mutate(|draft| {
+            let old_shape_id = draft
+                .nodes
+                .get(og_id)
+                .and_then(|node| node.shape.clone())
+                .ok_or_else(|| GraphError::code(ErrorCode::UnknownNode, og_id))?;
+            let old_shape = draft
+                .shapes
+                .get(&old_shape_id)
+                .ok_or_else(|| {
+                    GraphError::code(ErrorCode::InvalidTopology, "shape reference is missing")
+                })?
+                .clone();
+            let new_shape_id = draft.new_shape_id()?;
+            let brep = restamp((*old_shape.brep).clone(), &old_shape_id, &new_shape_id)?;
+            draft.shapes.insert(
+                new_shape_id.clone(),
+                Shape {
+                    brep: Arc::new(brep),
+                    revision: 0,
+                    users: 1,
+                    edge_keys: old_shape.edge_keys,
+                    report: None,
+                },
+            );
+            draft
+                .shapes
+                .get_mut(&old_shape_id)
+                .ok_or_else(|| {
+                    GraphError::code(ErrorCode::InvalidTopology, "shape reference is missing")
+                })?
+                .users -= 1;
+            draft
+                .nodes
+                .get_mut(og_id)
+                .ok_or_else(|| GraphError::code(ErrorCode::UnknownNode, og_id))?
+                .shape = Some(new_shape_id);
+            draft.affected.insert(og_id.into());
+            Ok(())
+        })
+        .map(Some)
+    }
+}
+
+fn copy_placement(
+    draft: &Candidate,
+    source: &str,
+    options: &CopyOptions,
+    original: &Node,
+    message: &str,
+) -> Result<(Option<String>, Similarity3), GraphError> {
+    let parent = options
+        .parent
+        .clone()
+        .unwrap_or_else(|| original.parent.clone());
+    if let Some(parent) = &parent {
+        if !draft.nodes.contains_key(parent) {
+            return Err(GraphError::code(ErrorCode::UnknownNode, parent));
+        }
+    }
+    let local = if parent != original.parent {
+        let world = draft.world(source)?;
+        let parent_world = match &parent {
+            Some(parent) => draft.world(parent)?,
+            None => Similarity3::IDENTITY,
+        };
+        parent_world.inverse().compose(&world)
+    } else {
+        original.local
+    };
+    local.validate().map_err(|error| {
+        GraphError::code(ErrorCode::InvalidTransform, format!("{message}: {error}"))
+    })?;
+    Ok((parent, local))
+}
+
+fn copy_place_input(draft: &mut Candidate, id: &str, original: &Node) {
+    if let Some(node) = draft.nodes.get_mut(id) {
+        node.place_input = original.place_input;
+    }
+}
diff --git a/main/opengeometry/src/world_graph/journal.rs b/main/opengeometry/src/world_graph/journal.rs
new file mode 100644
index 0000000..3dd3f50
--- /dev/null
+++ b/main/opengeometry/src/world_graph/journal.rs
@@ -0,0 +1,252 @@
+use super::change_log::{ChangeSet, NodeChange};
+use super::error::{ErrorCode, GraphError};
+use super::graph::{LiveMark, WorldGraph};
+use super::node::{MarkId, Node};
+use super::shape_store::{Shape, ShapeId};
+use super::tree_walk::descendants;
+use std::collections::{BTreeMap, BTreeSet, HashSet};
+use std::sync::Arc;
+
+#[derive(Clone, Copy, Debug, Eq, PartialEq)]
+pub struct MarkStats {
+    pub live_marks: usize,
+    pub retained_revisions: usize,
+}
+
+impl WorldGraph {
+    pub fn mark(&mut self) -> Result<MarkId, GraphError> {
+        let id = MarkId(self.next_mark);
+        self.next_mark = self
+            .next_mark
+            .checked_add(1)
+            .ok_or_else(|| GraphError::code(ErrorCode::LimitExceeded, "mark counter overflow"))?;
+        self.marks.push(LiveMark {
+            id,
+            position: self.journal.len(),
+        });
+        Ok(id)
+    }
+
+    pub fn mark_stats(&self) -> MarkStats {
+        let mut retained = HashSet::new();
+        for entry in &self.journal {
+            for shape in entry.shapes.values().flatten() {
+                retained.insert(Arc::as_ptr(&shape.brep) as usize);
+            }
+        }
+        MarkStats {
+            live_marks: self.marks.len(),
+            retained_revisions: retained.len(),
+        }
+    }
+
+    pub fn release(&mut self, mark: MarkId) -> Result<(), GraphError> {
+        let index = self
+            .marks
+            .iter()
+            .position(|item| item.id == mark)
+            .ok_or_else(|| GraphError::code(ErrorCode::InvalidMark, "mark is not live"))?;
+        self.marks.remove(index);
+        if let Some(earliest) = self.marks.iter().map(|item| item.position).min() {
+            if earliest > 0 {
+                self.journal.drain(..earliest);
+                for item in &mut self.marks {
+                    item.position -= earliest;
+                }
+            }
+        } else {
+            self.journal.clear();
+        }
+        Ok(())
+    }
+
+    pub fn rollback(&mut self, mark: MarkId) -> Result<ChangeSet, GraphError> {
+        let index = self
+            .marks
+            .iter()
+            .position(|item| item.id == mark)
+            .ok_or_else(|| GraphError::code(ErrorCode::InvalidMark, "mark is not live"))?;
+        let position = self.marks[index].position;
+        if position > self.journal.len() {
+            return Err(GraphError::code(
+                ErrorCode::InvalidMark,
+                "journal position is invalid",
+            ));
+        }
+        let revision = self
+            .revision
+            .checked_add(1)
+            .ok_or_else(|| GraphError::code(ErrorCode::LimitExceeded, "graph revision overflow"))?;
+        let old_nodes = self.nodes.clone();
+        let old_shapes = self.shapes.shapes.clone();
+        self.unwind_journal(position)?;
+        self.marks.truncate(index + 1);
+        self.world_cache.borrow_mut().clear();
+        let changes = self.rollback_changes(revision, &old_nodes, &old_shapes);
+        self.revision = revision;
+        self.changes.push(changes.clone());
+        Ok(changes)
+    }
+
+    fn unwind_journal(&mut self, position: usize) -> Result<(), GraphError> {
+        while self.journal.len() > position {
+            let entry = self.journal.pop().ok_or_else(|| {
+                GraphError::code(ErrorCode::InvalidMark, "journal position is invalid")
+            })?;
+            for (id, before) in entry.nodes {
+                match before {
+                    Some(node) => {
+                        self.nodes.insert(id, node);
+                    }
+                    None => {
+                        self.nodes.remove(&id);
+                    }
+                }
+            }
+            for (id, before) in entry.shapes {
+                match before {
+                    Some(shape) => {
+                        self.shapes.shapes.insert(id, shape);
+                    }
+                    None => {
+                        self.shapes.shapes.remove(&id);
+                    }
+                }
+            }
+        }
+        Ok(())
+    }
+
+    fn rollback_changes(
+        &self,
+        revision: u64,
+        old_nodes: &BTreeMap<String, Node>,
+        old_shapes: &BTreeMap<ShapeId, Shape>,
+    ) -> ChangeSet {
+        let mut changes = ChangeSet {
+            revision,
+            added: Vec::new(),
+            changed: Vec::new(),
+            removed: Vec::new(),
+        };
+        let mut affected = BTreeSet::new();
+        let ids: BTreeSet<_> = old_nodes.keys().chain(self.nodes.keys()).cloned().collect();
+        for id in ids {
+            let before = old_nodes.get(&id);
+            let after = self.nodes.get(&id);
+            if before != after {
+                affected.extend(descendants(old_nodes, &id));
+                affected.extend(descendants(&self.nodes, &id));
+                match (before, after) {
+                    (None, Some(node)) => changes
+                        .added
+                        .push(Self::change_for(node, &self.shapes.shapes)),
+                    (Some(node), None) => changes.removed.push(Self::change_for(node, old_shapes)),
+                    (Some(old), Some(new)) if old.generation != new.generation => {
+                        changes.removed.push(Self::change_for(old, old_shapes));
+                        changes
+                            .added
+                            .push(Self::change_for(new, &self.shapes.shapes));
+                    }
+                    (Some(_), Some(node)) => changes
+                        .changed
+                        .push(Self::change_for(node, &self.shapes.shapes)),
+                    (None, None) => {}
+                }
+            }
+        }
+        let shape_ids: BTreeSet<ShapeId> = old_shapes
+            .keys()
+            .chain(self.shapes.shapes.keys())
+            .cloned()
+            .collect();
+        for id in shape_ids {
+            let old_revision = old_shapes.get(&id).map(|shape| shape.revision);
+            let new_revision = self.shapes.shapes.get(&id).map(|shape| shape.revision);
+            if old_revision != new_revision {
+                affected.extend(
+                    self.nodes
+                        .values()
+                        .filter(|node| node.shape.as_ref() == Some(&id))
+                        .map(|node| node.og_id.clone()),
+                );
+            }
+        }
+        for id in affected {
+            if changes.added.iter().any(|item| item.og_id == id)
+                || changes.removed.iter().any(|item| item.og_id == id)
+                || changes.changed.iter().any(|item| item.og_id == id)
+            {
+                continue;
+            }
+            if let Some(node) = self.nodes.get(&id) {
+                changes
+                    .changed
+                    .push(Self::change_for(node, &self.shapes.shapes));
+            }
+        }
+        changes
+    }
+
+    pub fn changes_since(&self, revision: u64) -> Result<ChangeSet, GraphError> {
+        if revision > self.revision {
+            return Err(GraphError::code(
+                ErrorCode::InvalidParameter,
+                "revision is in the future",
+            ));
+        }
+        #[derive(Clone, Copy)]
+        enum Kind {
+            Added,
+            Changed,
+            Removed,
+        }
+        let mut compact: BTreeMap<(String, u32, u32), (Kind, NodeChange)> = BTreeMap::new();
+        for change_set in self
+            .changes
+            .iter()
+            .filter(|change| change.revision > revision)
+        {
+            for (kind, entries) in [
+                (Kind::Added, &change_set.added),
+                (Kind::Changed, &change_set.changed),
+                (Kind::Removed, &change_set.removed),
+            ] {
+                for entry in entries {
+                    let key = (entry.og_id.clone(), entry.handle, entry.generation);
+                    match (compact.get(&key).map(|(kind, _)| *kind), kind) {
+                        (Some(Kind::Added), Kind::Removed) => {
+                            compact.remove(&key);
+                        }
+                        (Some(Kind::Added), Kind::Changed) => {
+                            compact.insert(key, (Kind::Added, entry.clone()));
+                        }
+                        (Some(Kind::Removed), Kind::Added) => {
+                            compact.insert(key, (Kind::Changed, entry.clone()));
+                        }
+                        (Some(Kind::Changed), Kind::Removed) => {
+                            compact.insert(key, (Kind::Removed, entry.clone()));
+                        }
+                        _ => {
+                            compact.insert(key, (kind, entry.clone()));
+                        }
+                    }
+                }
+            }
+        }
+        let mut result = ChangeSet {
+            revision: self.revision,
+            added: Vec::new(),
+            changed: Vec::new(),
+            removed: Vec::new(),
+        };
+        for (_, (kind, entry)) in compact {
+            match kind {
+                Kind::Added => result.added.push(entry),
+                Kind::Changed => result.changed.push(entry),
+                Kind::Removed => result.removed.push(entry),
+            }
+        }
+        Ok(result)
+    }
+}
diff --git a/main/opengeometry/src/world_graph/mod.rs b/main/opengeometry/src/world_graph/mod.rs
new file mode 100644
index 0000000..cc6f97c
--- /dev/null
+++ b/main/opengeometry/src/world_graph/mod.rs
@@ -0,0 +1,33 @@
+mod assembly;
+mod bounds;
+mod candidate;
+mod change_log;
+mod commit;
+mod creating;
+mod error;
+mod export;
+mod graph;
+mod hierarchy;
+mod instancing;
+mod journal;
+mod modifying;
+mod node;
+mod operands;
+mod placement;
+mod primitive;
+mod queries;
+mod shape_store;
+mod tree_walk;
+
+pub use change_log::{ChangeSet, NodeChange};
+pub use creating::CreatingOperation;
+pub use error::{ErrorCode, ErrorContext, ErrorDetails, GraphError};
+pub use export::StepOptions;
+pub use graph::WorldGraph;
+pub use instancing::CopyOptions;
+pub use journal::MarkStats;
+pub use modifying::ModifyingOperation;
+pub use node::{EditScope, MarkId, Node};
+pub use placement::{Placement, Transform};
+pub use primitive::{CreateOptions, Plane, Primitive};
+pub use shape_store::{Reserved, Shape};
diff --git a/main/opengeometry/src/world_graph/modifying.rs b/main/opengeometry/src/world_graph/modifying.rs
new file mode 100644
index 0000000..180182d
--- /dev/null
+++ b/main/opengeometry/src/world_graph/modifying.rs
@@ -0,0 +1,199 @@
+use super::change_log::ChangeSet;
+use super::error::{ErrorCode, ErrorContext, ErrorDetails, GraphError};
+use super::graph::WorldGraph;
+use super::node::EditScope;
+use super::placement::is_identity;
+use super::shape_store::{Shape, ShapeId};
+use crate::brep::{placed, BodyType, BrepEnvelope, GeometryError, GeometryQuality};
+use crate::operations::modifying::boolean::{
+    multi_tool_boolean, BooleanOp, BooleanResult, MultiToolOutcome,
+};
+use serde::{Deserialize, Serialize};
+use std::sync::Arc;
+
+#[derive(Clone, Copy, Debug, Eq, PartialEq, Serialize, Deserialize)]
+pub enum ModifyingOperation {
+    Union,
+    Subtract,
+    Intersect,
+}
+
+struct Operated {
+    result: BooleanResult,
+    handlers: Vec<String>,
+    revision: u64,
+    shape_id: ShapeId,
+}
+
+struct ToolFailure {
+    tool_index: usize,
+    error: GeometryError,
+    handlers: Vec<String>,
+}
+
+impl WorldGraph {
+    pub fn report(&self, og_id: &str) -> Result<Option<&serde_json::Value>, GraphError> {
+        Ok(self.shape(og_id)?.report.as_ref())
+    }
+
+    pub fn operate(
+        &mut self,
+        target: &str,
+        operation: ModifyingOperation,
+        tools: &[String],
+        scope: EditScope,
+    ) -> Result<ChangeSet, GraphError> {
+        let Operated {
+            result,
+            handlers,
+            revision,
+            shape_id,
+        } = self
+            .operated(target, operation, tools, scope)
+            .map_err(|error| error.in_context(ErrorContext::Operate))?;
+        let report = serde_json::json!({ "report": result.report, "handlers": handlers, "revision": revision });
+        self.mutate(|draft| {
+            let shape = draft.shapes.get_mut(&shape_id).ok_or_else(|| {
+                GraphError::code(ErrorCode::InvalidTopology, "target shape is missing")
+            })?;
+            shape.brep = Arc::new(result.brep);
+            shape.revision = revision;
+            shape.edge_keys.clear();
+            shape.report = Some(report);
+            Ok(())
+        })
+        .map_err(|error| error.in_context(ErrorContext::Operate))
+    }
+
+    fn operated(
+        &self,
+        target: &str,
+        operation: ModifyingOperation,
+        tools: &[String],
+        scope: EditScope,
+    ) -> Result<Operated, GraphError> {
+        if tools.is_empty() || tools.len() > 100 {
+            return Err(GraphError::code(
+                ErrorCode::LimitExceeded,
+                "boolean requires 1..=100 tools",
+            ));
+        }
+        let target_shape = self.ensure_editable(target, scope)?;
+        validate_solid(&target_shape.brep)?;
+        let shape_id =
+            self.node(target)?.shape.clone().ok_or_else(|| {
+                GraphError::code(ErrorCode::InvalidOperand, "target is not a body")
+            })?;
+        let revision = self.reserve(0, std::slice::from_ref(&shape_id))?.revisions[0].1;
+        let mapped = self.mapped_tools(target, tools, &shape_id)?;
+        let (mut result, handlers) = kernel_result(target_shape, &mapped, operation, &shape_id)
+            .map_err(|failure| failure.graph_error(target, tools))?;
+        if result.brep.solids.is_empty() && result.brep.topology.faces.is_empty() {
+            return Err(GraphError::code(
+                ErrorCode::EmptyResult,
+                "boolean result is empty",
+            ));
+        }
+        validate_solid(&result.brep)?;
+        result.brep.revision = revision;
+        result.brep.validate()?;
+        Ok(Operated {
+            result,
+            handlers,
+            revision,
+            shape_id,
+        })
+    }
+
+    fn mapped_tools(
+        &self,
+        target: &str,
+        tools: &[String],
+        shape_id: &ShapeId,
+    ) -> Result<Vec<BrepEnvelope>, GraphError> {
+        let mut mapped = Vec::with_capacity(tools.len());
+        for tool in tools {
+            let tool_node = self.node(tool)?;
+            if tool == target || tool_node.shape.as_ref() == Some(shape_id) {
+                return Err(GraphError::code(
+                    ErrorCode::ToolSharesTargetShape,
+                    "tool shares target shape",
+                ));
+            }
+            let shape = self.shape(tool)?;
+            validate_solid(&shape.brep)?;
+            let transform = self.relative_placement(tool, target)?;
+            if transform.scale.to_bits() != 1.0f64.to_bits() {
+                return Err(GraphError::code(
+                    ErrorCode::InvalidOperand,
+                    "tool has a relative scale",
+                ));
+            }
+            mapped.push(if is_identity(transform) {
+                (*shape.brep).clone()
+            } else {
+                placed(&shape.brep, transform.frame, 1.0)?
+            });
+        }
+        Ok(mapped)
+    }
+}
+
+fn validate_solid(body: &BrepEnvelope) -> Result<(), GraphError> {
+    if body.body_type()? != BodyType::Solid {
+        return Err(GraphError::code(
+            ErrorCode::InvalidOperand,
+            "boolean operand is not a solid",
+        ));
+    }
+    if !matches!(body.quality, GeometryQuality::Analytic) {
+        return Err(GraphError::code(
+            ErrorCode::UnsupportedGeometry,
+            "boolean operand is not analytic",
+        ));
+    }
+    Ok(())
+}
+
+impl ToolFailure {
+    fn graph_error(self, target: &str, tools: &[String]) -> GraphError {
+        let source = GraphError::Geometry(self.error);
+        GraphError::with_details(
+            source.error_code(),
+            source.message(),
+            ErrorDetails::Operate {
+                handlers: self.handlers,
+                tool_index: self.tool_index,
+                og_ids: std::iter::once(target.to_string())
+                    .chain(tools.iter().cloned())
+                    .collect(),
+            },
+        )
+    }
+}
+
+fn kernel_result(
+    target_shape: &Shape,
+    mapped: &[BrepEnvelope],
+    operation: ModifyingOperation,
+    shape_id: &ShapeId,
+) -> Result<(BooleanResult, Vec<String>), ToolFailure> {
+    let kernel_op = match operation {
+        ModifyingOperation::Union => BooleanOp::Union,
+        ModifyingOperation::Subtract => BooleanOp::Subtraction,
+        ModifyingOperation::Intersect => BooleanOp::Intersection,
+    };
+    let MultiToolOutcome {
+        result,
+        handlers,
+        tool_index,
+    } = multi_tool_boolean(&target_shape.brep, mapped, kernel_op, shape_id.clone());
+    match result {
+        Ok(result) => Ok((result, handlers)),
+        Err(error) => Err(ToolFailure {
+            tool_index,
+            error,
+            handlers,
+        }),
+    }
+}
diff --git a/main/opengeometry/src/world_graph/node.rs b/main/opengeometry/src/world_graph/node.rs
new file mode 100644
index 0000000..ff54230
--- /dev/null
+++ b/main/opengeometry/src/world_graph/node.rs
@@ -0,0 +1,40 @@
+use super::shape_store::ShapeId;
+use crate::brep::Similarity3;
+use crate::math::Point3;
+use serde::{Deserialize, Serialize};
+
+#[derive(Clone, Copy, Debug, Eq, PartialEq, Serialize, Deserialize)]
+pub(crate) enum NodeKind {
+    SystemAssembly,
+    Body,
+}
+
+#[derive(Clone, Copy, Debug, Eq, PartialEq, Serialize, Deserialize)]
+pub enum EditScope {
+    Node,
+    AllInstances,
+}
+
+#[derive(Clone, Debug, PartialEq)]
+pub struct Node {
+    pub og_id: String,
+    pub handle: u32,
+    pub generation: u32,
+    pub(crate) parent: Option<String>,
+    pub(crate) children: Vec<String>,
+    pub local: Similarity3,
+    pub shape: Option<ShapeId>,
+    pub(crate) kind: NodeKind,
+    pub(crate) place_input: Option<PlaceInput>,
+}
+
+#[derive(Clone, Copy, Debug, PartialEq)]
+pub(crate) struct PlaceInput {
+    pub(crate) origin: Point3,
+    pub(crate) x_direction: Point3,
+    pub(crate) normal: Point3,
+    pub(crate) scale: f64,
+}
+
+#[derive(Clone, Copy, Debug, Eq, PartialEq)]
+pub struct MarkId(pub(super) u64);
diff --git a/main/opengeometry/src/world_graph/operands.rs b/main/opengeometry/src/world_graph/operands.rs
new file mode 100644
index 0000000..858bb4f
--- /dev/null
+++ b/main/opengeometry/src/world_graph/operands.rs
@@ -0,0 +1,148 @@
+use super::error::{ErrorCode, GraphError};
+use super::graph::WorldGraph;
+use crate::brep::{CurveGeometry, EdgeGeometry, Similarity3};
+use crate::math::Point3;
+use crate::operations::creating::{mapped_frame, ProfileLoop};
+
+pub(super) fn path_points(
+    graph: &WorldGraph,
+    path: &str,
+    target: &str,
+) -> Result<Vec<Point3>, GraphError> {
+    let mapping = graph.relative_placement(path, target)?;
+    if mapping.scale.to_bits() != 1.0f64.to_bits() {
+        return Err(GraphError::code(
+            ErrorCode::InvalidOperand,
+            "path has a relative scale",
+        ));
+    }
+    let brep = graph.brep(path)?;
+    let wire = brep
+        .topology
+        .wires
+        .first()
+        .ok_or_else(|| GraphError::code(ErrorCode::InvalidOperand, "path is not a wire"))?;
+    if wire.is_closed || brep.topology.wires.len() != 1 {
+        return Err(GraphError::code(
+            ErrorCode::InvalidParameter,
+            "path must be one open wire",
+        ));
+    }
+    let mut result = Vec::new();
+    let mut cursor = wire.start_halfedge;
+    for _ in 0..brep.topology.halfedges.len() {
+        let halfedge = &brep.topology.halfedges[cursor as usize];
+        let edge = &brep.topology.edges[halfedge.edge as usize];
+        let EdgeGeometry::Curve { curve, .. } = edge.geometry else {
+            return Err(GraphError::code(
+                ErrorCode::InvalidParameter,
+                "path has a collapsed edge",
+            ));
+        };
+        if !matches!(
+            brep.geometry.curves[curve as usize],
+            CurveGeometry::Line { .. }
+        ) {
+            return Err(GraphError::code(
+                ErrorCode::InvalidParameter,
+                "path has a curved edge",
+            ));
+        }
+        result.push(mapping.apply_point(brep.topology.vertices[halfedge.from as usize].position));
+        if halfedge.next.is_none() {
+            result.push(mapping.apply_point(brep.topology.vertices[halfedge.to as usize].position));
+            break;
+        }
+        cursor = halfedge.next.ok_or_else(|| {
+            GraphError::code(ErrorCode::InvalidTopology, "path ends unexpectedly")
+        })?;
+    }
+    if result.len() < 2 {
+        return Err(GraphError::code(
+            ErrorCode::InvalidParameter,
+            "path is too short",
+        ));
+    }
+    Ok(result)
+}
+
+pub(super) fn profile_loop(
+    graph: &WorldGraph,
+    profile: &str,
+    target: &str,
+) -> Result<ProfileLoop, GraphError> {
+    let mapping = graph.relative_placement(profile, target)?;
+    profile_loop_mapped(graph, profile, mapping)
+}
+
+fn profile_loop_mapped(
+    graph: &WorldGraph,
+    profile: &str,
+    mapping: Similarity3,
+) -> Result<ProfileLoop, GraphError> {
+    if mapping.scale.to_bits() != 1.0f64.to_bits() {
+        return Err(GraphError::code(
+            ErrorCode::InvalidOperand,
+            "profile has a relative scale",
+        ));
+    }
+    let brep = graph.brep(profile)?;
+    let wire = brep
+        .topology
+        .wires
+        .first()
+        .ok_or_else(|| GraphError::code(ErrorCode::InvalidOperand, "profile is not a wire"))?;
+    if !wire.is_closed || brep.topology.wires.len() != 1 {
+        return Err(invalid("profile must be one closed wire"));
+    }
+    let mut points = Vec::new();
+    let mut cursor = wire.start_halfedge;
+    for _ in 0..brep.topology.halfedges.len() {
+        let halfedge = brep
+            .topology
+            .halfedges
+            .get(cursor as usize)
+            .ok_or_else(|| {
+                GraphError::code(ErrorCode::InvalidTopology, "wire halfedge is missing")
+            })?;
+        let edge = &brep.topology.edges[halfedge.edge as usize];
+        if let EdgeGeometry::Curve { curve, range } = edge.geometry {
+            if let CurveGeometry::Circle { frame, radius } = brep.geometry.curves[curve as usize] {
+                if brep.topology.halfedges.len() == 1
+                    && (range.hi - range.lo - std::f64::consts::TAU).abs() <= 1e-12
+                {
+                    return Ok(ProfileLoop::Circle {
+                        frame: mapped_frame(frame, mapping),
+                        radius,
+                    });
+                }
+            }
+            if !matches!(
+                brep.geometry.curves[curve as usize],
+                CurveGeometry::Line { .. }
+            ) {
+                return Err(GraphError::code(
+                    ErrorCode::UnsupportedGeometry,
+                    "profile curve is not supported",
+                ));
+            }
+        } else {
+            return Err(invalid("profile contains a collapsed edge"));
+        }
+        points.push(mapping.apply_point(brep.topology.vertices[halfedge.from as usize].position));
+        cursor = halfedge
+            .next
+            .ok_or_else(|| GraphError::code(ErrorCode::InvalidTopology, "wire chain is open"))?;
+        if cursor == wire.start_halfedge {
+            break;
+        }
+    }
+    if points.len() < 3 {
+        return Err(invalid("profile has fewer than three vertices"));
+    }
+    Ok(ProfileLoop::Lines(points))
+}
+
+fn invalid(message: impl Into<String>) -> GraphError {
+    GraphError::code(ErrorCode::InvalidParameter, message)
+}
diff --git a/main/opengeometry/src/world_graph/placement.rs b/main/opengeometry/src/world_graph/placement.rs
new file mode 100644
index 0000000..086955c
--- /dev/null
+++ b/main/opengeometry/src/world_graph/placement.rs
@@ -0,0 +1,342 @@
+use super::change_log::ChangeSet;
+use super::error::{ErrorCode, ErrorContext, GraphError};
+use super::graph::WorldGraph;
+use super::node::PlaceInput;
+use crate::brep::{Frame3, Similarity3, GROUND};
+use crate::math::{add, scale, sub, Point3};
+use serde::{Deserialize, Serialize};
+
+#[derive(Clone, Copy, Debug, PartialEq, Serialize, Deserialize)]
+#[serde(rename_all = "camelCase", deny_unknown_fields)]
+pub struct Placement {
+    pub origin: Point3,
+    pub x_direction: Point3,
+    pub normal: Point3,
+    pub scale: f64,
+}
+
+#[derive(Clone, Copy, Debug, Serialize, Deserialize)]
+#[serde(tag = "kind", rename_all_fields = "camelCase", deny_unknown_fields)]
+pub enum Transform {
+    Translate {
+        offset: Point3,
+    },
+    Rotate {
+        axis: Point3,
+        degrees: f64,
+        pivot: Option<Point3>,
+    },
+    Scale {
+        factor: f64,
+        pivot: Option<Point3>,
+    },
+    Place {
+        origin: Option<Point3>,
+        x_direction: Option<Point3>,
+        normal: Option<Point3>,
+        scale: Option<f64>,
+    },
+}
+
+pub(super) fn is_identity(transform: Similarity3) -> bool {
+    same_bits(transform, Similarity3::IDENTITY)
+}
+
+fn same_bits(a: Similarity3, b: Similarity3) -> bool {
+    entries(a)
+        .iter()
+        .zip(entries(b))
+        .all(|(a, b)| a.to_bits() == b.to_bits())
+}
+
+fn entries(transform: Similarity3) -> [f64; 13] {
+    [
+        transform.frame.origin[0],
+        transform.frame.origin[1],
+        transform.frame.origin[2],
+        transform.frame.x[0],
+        transform.frame.x[1],
+        transform.frame.x[2],
+        transform.frame.y[0],
+        transform.frame.y[1],
+        transform.frame.y[2],
+        transform.frame.z[0],
+        transform.frame.z[1],
+        transform.frame.z[2],
+        transform.scale,
+    ]
+}
+
+impl Transform {
+    fn apply(self, local: Similarity3) -> Result<Similarity3, GraphError> {
+        local
+            .validate()
+            .map_err(|error| invalid_transform(format!("invalid current placement: {error}")))?;
+        let result = match self {
+            Self::Translate { offset } => translated_local(local, offset)?,
+            Self::Rotate {
+                axis,
+                degrees,
+                pivot,
+            } => rotated_local(local, axis, degrees, pivot)?,
+            Self::Scale { factor, pivot } => scaled_local(local, factor, pivot)?,
+            Self::Place {
+                origin,
+                x_direction,
+                normal,
+                scale,
+            } => from_place(place_input(origin, x_direction, normal, scale))?,
+        };
+        result
+            .validate()
+            .map_err(|error| invalid_transform(format!("invalid transform result: {error}")))?;
+        Ok(result)
+    }
+}
+
+fn invalid_transform(message: impl Into<String>) -> GraphError {
+    GraphError::code(ErrorCode::InvalidTransform, message)
+}
+
+fn translated_local(local: Similarity3, offset: Point3) -> Result<Similarity3, GraphError> {
+    if offset.iter().any(|value| !value.is_finite()) {
+        return Err(invalid_transform("translation must be finite"));
+    }
+    Ok(Similarity3 {
+        frame: Frame3 {
+            origin: add(local.frame.origin, offset),
+            ..local.frame
+        },
+        ..local
+    })
+}
+
+fn rotated_local(
+    local: Similarity3,
+    axis: Point3,
+    degrees: f64,
+    pivot: Option<Point3>,
+) -> Result<Similarity3, GraphError> {
+    if !degrees.is_finite() {
+        return Err(invalid_transform("rotation must be finite"));
+    }
+    let pivot = pivot.unwrap_or(local.frame.origin);
+    if pivot.iter().any(|value| !value.is_finite()) {
+        return Err(invalid_transform("pivot must be finite"));
+    }
+    let reduced = degrees % 360.0;
+    let rotation = match quarter_turn(reduced) {
+        Some((cos, sin)) => Similarity3::from_axis_cos_sin([0.0; 3], axis, cos, sin, 1.0),
+        None => Similarity3::from_axis_angle([0.0; 3], axis, reduced.to_radians(), 1.0),
+    }
+    .map_err(|error| invalid_transform(format!("invalid rotation: {error}")))?;
+    let origin = sub(pivot, rotation.apply_vector(pivot));
+    Ok(Similarity3 {
+        frame: Frame3 {
+            origin,
+            ..rotation.frame
+        },
+        ..rotation
+    }
+    .compose(&local))
+}
+
+fn quarter_turn(degrees: f64) -> Option<(f64, f64)> {
+    [
+        (0.0, (1.0, 0.0)),
+        (90.0, (0.0, 1.0)),
+        (180.0, (-1.0, 0.0)),
+        (270.0, (0.0, -1.0)),
+        (-90.0, (0.0, -1.0)),
+        (-180.0, (-1.0, 0.0)),
+        (-270.0, (0.0, 1.0)),
+    ]
+    .into_iter()
+    .find(|(turn, _)| *turn == degrees)
+    .map(|(_, cos_sin)| cos_sin)
+}
+
+fn scaled_local(
+    local: Similarity3,
+    factor: f64,
+    pivot: Option<Point3>,
+) -> Result<Similarity3, GraphError> {
+    if !factor.is_finite() || factor <= 0.0 {
+        return Err(invalid_transform("scale must be finite and positive"));
+    }
+    let pivot = pivot.unwrap_or(local.frame.origin);
+    if pivot.iter().any(|value| !value.is_finite()) {
+        return Err(invalid_transform("pivot must be finite"));
+    }
+    Ok(Similarity3 {
+        frame: Frame3 {
+            origin: add(pivot, scale(sub(local.frame.origin, pivot), factor)),
+            ..local.frame
+        },
+        scale: local.scale * factor,
+    })
+}
+
+fn place_input(
+    origin: Option<Point3>,
+    x_direction: Option<Point3>,
+    normal: Option<Point3>,
+    scale: Option<f64>,
+) -> PlaceInput {
+    PlaceInput {
+        origin: origin.unwrap_or([0.0; 3]),
+        x_direction: x_direction.unwrap_or([1.0, 0.0, 0.0]),
+        normal: normal.unwrap_or([0.0, 1.0, 0.0]),
+        scale: scale.unwrap_or(1.0),
+    }
+}
+
+fn from_place(input: PlaceInput) -> Result<Similarity3, GraphError> {
+    let frame = Frame3::from_axis(input.origin, input.normal, input.x_direction)
+        .map_err(|error| invalid_transform(format!("invalid placement frame: {error}")))?;
+    let local = Similarity3 {
+        frame,
+        scale: input.scale,
+    }
+    .compose(
+        &Similarity3 {
+            frame: GROUND,
+            scale: 1.0,
+        }
+        .inverse(),
+    );
+    local
+        .validate()
+        .map_err(|error| invalid_transform(format!("invalid placement: {error}")))?;
+    Ok(local)
+}
+
+impl WorldGraph {
+    pub fn transform(
+        &mut self,
+        og_id: &str,
+        transform: Transform,
+    ) -> Result<ChangeSet, GraphError> {
+        self.mutate(|draft| {
+            let descendants = draft.descendants(og_id)?;
+            let node = draft
+                .nodes
+                .get_mut(og_id)
+                .ok_or_else(|| GraphError::code(ErrorCode::UnknownNode, og_id))?;
+            node.local = transform.apply(node.local)?;
+            if let Transform::Place {
+                origin,
+                x_direction,
+                normal,
+                scale,
+            } = transform
+            {
+                node.place_input = Some(place_input(origin, x_direction, normal, scale));
+            }
+            draft.affected.extend(descendants);
+            Ok(())
+        })
+        .map_err(|error| error.in_context(ErrorContext::Transform))
+    }
+
+    pub fn placement(&self, og_id: &str) -> Result<Placement, GraphError> {
+        let node = self.node(og_id)?;
+        if let Some(input) = node.place_input {
+            if same_bits(from_place(input)?, node.local) {
+                return Ok(Placement {
+                    origin: input.origin,
+                    x_direction: input.x_direction,
+                    normal: input.normal,
+                    scale: input.scale,
+                });
+            }
+        }
+        Ok(placement_form(node.local))
+    }
+
+    pub fn world_placement(&self, og_id: &str) -> Result<Similarity3, GraphError> {
+        if let Some(cached) = self.world_cache.borrow().get(og_id) {
+            return Ok(*cached);
+        }
+        let mut chain = Vec::new();
+        let mut cursor = Some(og_id.to_string());
+        let mut result = Similarity3::IDENTITY;
+        while let Some(current) = cursor {
+            if let Some(cached) = self.world_cache.borrow().get(&current) {
+                result = *cached;
+                break;
+            }
+            let node = self.node(&current)?;
+            chain.push(current);
+            cursor = node.parent.clone();
+        }
+        while let Some(current) = chain.pop() {
+            let node = self.node(&current)?;
+            result = result.compose(&node.local);
+            result
+                .validate()
+                .map_err(|error| invalid_transform(format!("invalid world placement: {error}")))?;
+            self.world_cache.borrow_mut().insert(current, result);
+        }
+        Ok(result)
+    }
+
+    pub fn world_placement_form(&self, og_id: &str) -> Result<Placement, GraphError> {
+        Ok(placement_form(self.world_placement(og_id)?))
+    }
+
+    pub fn world_matrix(&self, og_id: &str) -> Result<[f64; 16], GraphError> {
+        Ok(self.world_placement(og_id)?.to_column_major())
+    }
+
+    pub fn relative_placement(
+        &self,
+        source: &str,
+        target: &str,
+    ) -> Result<Similarity3, GraphError> {
+        let ancestors = |id: &str| -> Result<Vec<String>, GraphError> {
+            let mut path = Vec::new();
+            let mut current = Some(id.to_string());
+            while let Some(og_id) = current {
+                let node = self.node(&og_id)?;
+                current = node.parent.clone();
+                path.push(og_id);
+            }
+            Ok(path)
+        };
+        let mut a = ancestors(source)?;
+        let mut b = ancestors(target)?;
+        while a.last().is_some() && a.last() == b.last() {
+            a.pop();
+            b.pop();
+        }
+        let mut source_to_lca = Similarity3::IDENTITY;
+        for id in a.iter().rev() {
+            source_to_lca = source_to_lca.compose(&self.node(id)?.local);
+        }
+        let mut target_to_lca = Similarity3::IDENTITY;
+        for id in b.iter().rev() {
+            target_to_lca = target_to_lca.compose(&self.node(id)?.local);
+        }
+        let result = target_to_lca.inverse().compose(&source_to_lca);
+        result
+            .validate()
+            .map_err(|error| invalid_transform(format!("invalid relative placement: {error}")))?;
+        Ok(result)
+    }
+}
+
+fn placement_form(transform: Similarity3) -> Placement {
+    let frame = transform
+        .compose(&Similarity3 {
+            frame: GROUND,
+            scale: 1.0,
+        })
+        .frame;
+    Placement {
+        origin: frame.origin,
+        x_direction: frame.x,
+        normal: frame.z,
+        scale: transform.scale,
+    }
+}
diff --git a/main/opengeometry/src/world_graph/primitive.rs b/main/opengeometry/src/world_graph/primitive.rs
new file mode 100644
index 0000000..69a9b12
--- /dev/null
+++ b/main/opengeometry/src/world_graph/primitive.rs
@@ -0,0 +1,317 @@
+use super::candidate::IdKind;
+use super::change_log::ChangeSet;
+use super::error::{ErrorCode, ErrorContext, GraphError};
+use super::graph::WorldGraph;
+use super::node::EditScope;
+use crate::brep::{Accuracy, BodyType, BrepEnvelope, CurveGeometry, Frame3, Similarity3, GROUND};
+use crate::math::{norm, sub, Point3};
+use crate::primitives;
+use serde::{Deserialize, Serialize};
+use std::sync::Arc;
+
+#[derive(Clone, Debug, Serialize, Deserialize)]
+#[serde(tag = "kind", deny_unknown_fields)]
+pub enum Primitive {
+    Cuboid { width: f64, height: f64, depth: f64 },
+    Cylinder { radius: f64, height: f64 },
+    Rectangle { width: f64, breadth: f64 },
+    Circle { radius: f64 },
+    Polyline { points: Vec<Point3>, closed: bool },
+}
+
+#[derive(Clone, Copy, Debug, Default, Serialize, Deserialize)]
+#[serde(rename_all = "camelCase", deny_unknown_fields)]
+pub struct Plane {
+    pub origin: Option<Point3>,
+    pub normal: Option<Point3>,
+    pub x_direction: Option<Point3>,
+}
+
+#[derive(Clone, Debug, Default, Serialize, Deserialize)]
+#[serde(rename_all = "camelCase", deny_unknown_fields)]
+pub struct CreateOptions {
+    pub og_id: Option<String>,
+    pub parent: Option<String>,
+    pub plane: Option<Plane>,
+    pub body_type: Option<BodyType>,
+}
+
+impl Primitive {
+    fn body_type(&self) -> BodyType {
+        match self {
+            Self::Cuboid { .. } | Self::Cylinder { .. } => BodyType::Solid,
+            Self::Rectangle { .. } | Self::Circle { .. } | Self::Polyline { .. } => BodyType::Wire,
+        }
+    }
+}
+
+impl WorldGraph {
+    pub fn create_primitive(
+        &mut self,
+        primitive: Primitive,
+        options: CreateOptions,
+    ) -> Result<(String, ChangeSet), GraphError> {
+        self.try_create_primitive(primitive, options)
+            .map_err(|error| error.in_context(ErrorContext::Create))
+    }
+
+    fn try_create_primitive(
+        &mut self,
+        primitive: Primitive,
+        options: CreateOptions,
+    ) -> Result<(String, ChangeSet), GraphError> {
+        let body_type = primitive.body_type();
+        check_body_type(options.body_type, body_type)?;
+        let kind = IdKind::of_body(body_type)?;
+        let accuracy = self.accuracy;
+        let local = initial_placement(options.plane)?;
+        let reserved = self.reserve(1, &[])?;
+        let mut created = None;
+        let changes = self.mutate(|draft| {
+            if let Some(parent) = &options.parent {
+                if !draft.nodes.contains_key(parent) {
+                    return Err(GraphError::code(ErrorCode::UnknownNode, parent));
+                }
+            }
+            let id = draft.new_og_id(options.og_id.as_deref(), kind)?;
+            let shape_id = draft.new_shape_id()?;
+            if reserved.shape_ids.first() != Some(&shape_id) {
+                return Err(GraphError::code(
+                    ErrorCode::RevisionConflict,
+                    "reserved shape id changed",
+                ));
+            }
+            let (brep, edge_keys) = build_primitive(shape_id.clone(), primitive, accuracy)?;
+            if brep.body_type()? != body_type {
+                return Err(GraphError::code(
+                    ErrorCode::BodyTypeMismatch,
+                    "primitive produced the wrong body type",
+                ));
+            }
+            draft.add_body(&id, shape_id, brep, edge_keys, &options.parent, local)?;
+            created = Some(id);
+            Ok(())
+        })?;
+        Ok((
+            created.ok_or_else(|| {
+                GraphError::code(ErrorCode::InvalidTopology, "created node is missing")
+            })?,
+            changes,
+        ))
+    }
+
+    pub fn rebuild_primitive(
+        &mut self,
+        og_id: &str,
+        primitive: Primitive,
+        scope: EditScope,
+    ) -> Result<ChangeSet, GraphError> {
+        self.try_rebuild_primitive(og_id, primitive, scope)
+            .map_err(|error| error.in_context(ErrorContext::Rebuild))
+    }
+
+    fn try_rebuild_primitive(
+        &mut self,
+        og_id: &str,
+        primitive: Primitive,
+        scope: EditScope,
+    ) -> Result<ChangeSet, GraphError> {
+        let previous = self.ensure_editable(og_id, scope)?;
+        let expected_type = previous.brep.body_type()?;
+        let previous_revision = previous.revision;
+        let shape_id = self
+            .node(og_id)?
+            .shape
+            .clone()
+            .ok_or_else(|| GraphError::code(ErrorCode::InvalidOperand, "node is not a body"))?;
+        let reserved = self.reserve(0, std::slice::from_ref(&shape_id))?;
+        let next_revision = reserved.revisions[0].1;
+        let accuracy = self.accuracy;
+        let actual_type = primitive.body_type();
+        self.mutate(|candidate| {
+            let (mut brep, edge_keys) = build_primitive(shape_id.clone(), primitive, accuracy)?;
+            if actual_type != expected_type {
+                return Err(GraphError::code(
+                    ErrorCode::BodyTypeMismatch,
+                    "rebuild changed body type",
+                ));
+            }
+            brep.revision = next_revision;
+            brep.validate()?;
+            let shape = candidate.shapes.get_mut(&shape_id).ok_or_else(|| {
+                GraphError::code(ErrorCode::InvalidTopology, "shape reference is missing")
+            })?;
+            if shape.revision != previous_revision {
+                return Err(GraphError::code(
+                    ErrorCode::RevisionConflict,
+                    "shape revision changed before commit",
+                ));
+            }
+            shape.brep = Arc::new(brep);
+            shape.revision = next_revision;
+            shape.edge_keys = edge_keys;
+            shape.report = None;
+            Ok(())
+        })
+    }
+}
+
+pub(super) fn check_body_type(
+    expected: Option<BodyType>,
+    actual: BodyType,
+) -> Result<(), GraphError> {
+    match expected {
+        Some(expected) if expected != actual => Err(GraphError::code(
+            ErrorCode::BodyTypeMismatch,
+            format!("expected {expected:?}, got {actual:?}"),
+        )),
+        _ => Ok(()),
+    }
+}
+
+pub(super) fn check_no_plane(plane: Option<Plane>) -> Result<(), GraphError> {
+    if plane.is_some() {
+        return Err(GraphError::code(
+            ErrorCode::InvalidParameter,
+            "plane applies only to primitives",
+        ));
+    }
+    Ok(())
+}
+
+fn initial_placement(plane: Option<Plane>) -> Result<Similarity3, GraphError> {
+    let Some(plane) = plane else {
+        return Ok(Similarity3::IDENTITY);
+    };
+    let origin = plane.origin.unwrap_or([0.0; 3]);
+    let normal = plane.normal.unwrap_or([0.0, 1.0, 0.0]);
+    let x_direction = plane.x_direction.unwrap_or([1.0, 0.0, 0.0]);
+    let frame = Frame3::from_axis(origin, normal, x_direction).map_err(|error| {
+        GraphError::code(
+            ErrorCode::InvalidParameter,
+            format!("invalid primitive plane: {error}"),
+        )
+    })?;
+    let placement = Similarity3 { frame, scale: 1.0 }.compose(
+        &Similarity3 {
+            frame: GROUND,
+            scale: 1.0,
+        }
+        .inverse(),
+    );
+    placement.validate().map_err(|error| {
+        GraphError::code(
+            ErrorCode::InvalidTransform,
+            format!("invalid primitive plane placement: {error}"),
+        )
+    })?;
+    Ok(placement)
+}
+
+fn build_primitive(
+    shape_id: String,
+    primitive: Primitive,
+    accuracy: Accuracy,
+) -> Result<(BrepEnvelope, Vec<String>), GraphError> {
+    let result = match primitive {
+        Primitive::Cuboid {
+            width,
+            height,
+            depth,
+        } => {
+            for (name, value) in [("width", width), ("height", height), ("depth", depth)] {
+                required_size(value, accuracy.geometric, name)?;
+            }
+            let frame = Frame3 {
+                origin: [-width / 2.0, 0.0, depth / 2.0],
+                ..GROUND
+            };
+            (
+                primitives::cuboid(shape_id.clone(), frame, [width, depth, height], accuracy)?,
+                Vec::new(),
+            )
+        }
+        Primitive::Cylinder { radius, height } => {
+            required_size(radius, accuracy.geometric, "radius")?;
+            required_size(height, accuracy.geometric, "height")?;
+            (
+                primitives::cylinder(shape_id.clone(), GROUND, radius, height, accuracy)?,
+                Vec::new(),
+            )
+        }
+        Primitive::Rectangle { width, breadth } => {
+            required_size(width, accuracy.geometric, "width")?;
+            required_size(breadth, accuracy.geometric, "breadth")?;
+            let (brep, keys) = primitives::rectangle_with_keys(
+                shape_id.clone(),
+                GROUND,
+                width,
+                breadth,
+                accuracy,
+            )?;
+            (brep, keys)
+        }
+        Primitive::Circle { radius } => {
+            required_size(radius, accuracy.geometric, "radius")?;
+            (
+                primitives::arc_wire(
+                    shape_id.clone(),
+                    CurveGeometry::Circle {
+                        frame: GROUND,
+                        radius,
+                    },
+                    0.0,
+                    std::f64::consts::TAU,
+                    accuracy,
+                )?,
+                vec!["edge-0".into()],
+            )
+        }
+        Primitive::Polyline { points, closed } => {
+            check_polyline(&points, closed, accuracy)?;
+            let (brep, keys) =
+                primitives::polyline_with_keys(shape_id.clone(), &points, closed, accuracy)?;
+            (brep, keys)
+        }
+    };
+    Ok(result)
+}
+
+fn required_size(value: f64, accuracy: f64, name: &str) -> Result<(), GraphError> {
+    if !value.is_finite() || value <= 4.0 * accuracy {
+        return Err(GraphError::code(
+            ErrorCode::InvalidParameter,
+            format!("{name} must exceed four times geometric tolerance"),
+        ));
+    }
+    Ok(())
+}
+
+fn check_polyline(points: &[Point3], closed: bool, accuracy: Accuracy) -> Result<(), GraphError> {
+    if points.len() < if closed { 3 } else { 2 } {
+        return Err(GraphError::code(
+            ErrorCode::InvalidParameter,
+            "polyline has too few points",
+        ));
+    }
+    if points.iter().flatten().any(|value| !value.is_finite()) {
+        return Err(GraphError::code(
+            ErrorCode::InvalidParameter,
+            "polyline points must be finite",
+        ));
+    }
+    for index in 0..if closed {
+        points.len()
+    } else {
+        points.len() - 1
+    } {
+        let next = (index + 1) % points.len();
+        if norm(sub(points[next], points[index])) <= 4.0 * accuracy.geometric {
+            return Err(GraphError::code(
+                ErrorCode::InvalidParameter,
+                "polyline has a zero-length segment",
+            ));
+        }
+    }
+    Ok(())
+}
diff --git a/main/opengeometry/src/world_graph/queries.rs b/main/opengeometry/src/world_graph/queries.rs
new file mode 100644
index 0000000..a4b92eb
--- /dev/null
+++ b/main/opengeometry/src/world_graph/queries.rs
@@ -0,0 +1,99 @@
+use super::error::{ErrorCode, ErrorDetails, GraphError};
+use super::graph::WorldGraph;
+use super::node::{EditScope, Node};
+use super::shape_store::Shape;
+use crate::brep::BrepEnvelope;
+use crate::tessellation::display::{display_buffers, DisplayBuffers};
+use std::sync::Arc;
+
+impl WorldGraph {
+    pub fn node(&self, og_id: &str) -> Result<&Node, GraphError> {
+        self.nodes
+            .get(og_id)
+            .ok_or_else(|| GraphError::code(ErrorCode::UnknownNode, og_id))
+    }
+
+    pub fn shape(&self, og_id: &str) -> Result<&Shape, GraphError> {
+        let node = self.node(og_id)?;
+        let id = node
+            .shape
+            .as_ref()
+            .ok_or_else(|| GraphError::code(ErrorCode::InvalidOperand, "node is not a body"))?;
+        self.shapes.shapes.get(id).ok_or_else(|| {
+            GraphError::code(ErrorCode::InvalidTopology, "shape reference is missing")
+        })
+    }
+
+    pub fn brep(&self, og_id: &str) -> Result<Arc<BrepEnvelope>, GraphError> {
+        Ok(Arc::clone(&self.shape(og_id)?.brep))
+    }
+
+    pub fn snapshot(&self, shape_id: &str) -> Result<Vec<u8>, GraphError> {
+        let shape = self
+            .shapes
+            .shapes
+            .get(shape_id)
+            .ok_or_else(|| GraphError::code(ErrorCode::InvalidOperand, "shape is not live"))?;
+        let bytes = shape.brep.to_json()?.into_bytes();
+        if bytes.len() > 64 * 1024 * 1024 {
+            return Err(GraphError::code(
+                ErrorCode::LimitExceeded,
+                "snapshot exceeds 64 MiB",
+            ));
+        }
+        Ok(bytes)
+    }
+
+    pub fn buffers(
+        &self,
+        shape_id: &str,
+        bucket: f64,
+        max_triangles: usize,
+    ) -> Result<DisplayBuffers, GraphError> {
+        let shape = self
+            .shapes
+            .shapes
+            .get(shape_id)
+            .ok_or_else(|| GraphError::code(ErrorCode::InvalidOperand, "shape is not live"))?;
+        Ok(display_buffers(&shape.brep, bucket, max_triangles)?)
+    }
+
+    pub(crate) fn edge_keys(&self, og_id: &str) -> Result<&[String], GraphError> {
+        Ok(&self.shape(og_id)?.edge_keys)
+    }
+
+    pub fn instance_count(&self, og_id: &str) -> Result<u32, GraphError> {
+        Ok(self.shape(og_id)?.users)
+    }
+
+    pub fn ensure_editable(&self, og_id: &str, scope: EditScope) -> Result<&Shape, GraphError> {
+        let shape = self.shape(og_id)?;
+        if shape.users > 1 && scope == EditScope::Node {
+            let shape_id = self.node(og_id)?.shape.as_ref();
+            let sharing: Vec<_> = self
+                .nodes
+                .values()
+                .filter(|node| node.shape.as_ref() == shape_id)
+                .take(16)
+                .map(|node| node.og_id.clone())
+                .collect();
+            return Err(GraphError::with_details(
+                ErrorCode::SharedShape,
+                "shape has multiple instances",
+                ErrorDetails::SharedShape {
+                    shape_id: shape_id.cloned(),
+                    instance_count: shape.users,
+                    sharing,
+                },
+            ));
+        }
+        Ok(shape)
+    }
+
+    pub fn node_by_handle(&self, handle: u32, generation: u32) -> Result<&Node, GraphError> {
+        self.nodes
+            .values()
+            .find(|node| node.handle == handle && node.generation == generation)
+            .ok_or_else(|| GraphError::code(ErrorCode::Disposed, "node handle is stale"))
+    }
+}
diff --git a/main/opengeometry/src/world_graph/shape_store.rs b/main/opengeometry/src/world_graph/shape_store.rs
new file mode 100644
index 0000000..30d2858
--- /dev/null
+++ b/main/opengeometry/src/world_graph/shape_store.rs
@@ -0,0 +1,27 @@
+use crate::brep::BrepEnvelope;
+use std::collections::BTreeMap;
+use std::sync::Arc;
+
+pub(super) type ShapeId = String;
+
+#[derive(Clone, Debug)]
+pub struct Shape {
+    pub brep: Arc<BrepEnvelope>,
+    pub revision: u64,
+    pub users: u32,
+    pub edge_keys: Vec<String>,
+    pub report: Option<serde_json::Value>,
+}
+
+#[derive(Default)]
+pub(super) struct ShapeStore {
+    pub(super) shapes: BTreeMap<ShapeId, Shape>,
+    pub(super) high_water: BTreeMap<ShapeId, u64>,
+    pub(super) next_id: u64,
+}
+
+#[derive(Clone, Debug)]
+pub struct Reserved {
+    pub shape_ids: Vec<ShapeId>,
+    pub(super) revisions: Vec<(ShapeId, u64)>,
+}
diff --git a/main/opengeometry/src/world_graph/tree_walk.rs b/main/opengeometry/src/world_graph/tree_walk.rs
new file mode 100644
index 0000000..dd5a451
--- /dev/null
+++ b/main/opengeometry/src/world_graph/tree_walk.rs
@@ -0,0 +1,32 @@
+use super::candidate::Candidate;
+use super::error::{ErrorCode, GraphError};
+use super::node::Node;
+use std::collections::BTreeMap;
+
+pub(super) fn descendants(nodes: &BTreeMap<String, Node>, id: &str) -> Vec<String> {
+    let mut stack = vec![id.to_string()];
+    let mut result = Vec::new();
+    while let Some(current) = stack.pop() {
+        if let Some(node) = nodes.get(&current) {
+            result.push(current);
+            stack.extend(node.children.iter().rev().cloned());
+        }
+    }
+    result
+}
+
+impl Candidate {
+    pub(super) fn descendants(&self, id: &str) -> Result<Vec<String>, GraphError> {
+        let mut stack = vec![id.to_string()];
+        let mut result = Vec::new();
+        while let Some(current) = stack.pop() {
+            let node = self
+                .nodes
+                .get(&current)
+                .ok_or_else(|| GraphError::code(ErrorCode::UnknownNode, &current))?;
+            result.push(current);
+            stack.extend(node.children.iter().rev().cloned());
+        }
+        Ok(result)
+    }
+}
diff --git a/main/opengeometry/test-support/Cargo.lock b/main/opengeometry/test-support/Cargo.lock
new file mode 100644
index 0000000..8f1f9f0
--- /dev/null
+++ b/main/opengeometry/test-support/Cargo.lock
@@ -0,0 +1,262 @@
+# This file is automatically @generated by Cargo.
+# It is not intended for manual editing.
+version = 4
+
+[[package]]
+name = "autocfg"
+version = "1.5.1"
+source = "registry+https://github.com/rust-lang/crates.io-index"
+checksum = "f2032f911046de80f0a198e0901378627c33f59ea0ac00e363d481118bd70a53"
+
+[[package]]
+name = "bumpalo"
+version = "3.20.3"
+source = "registry+https://github.com/rust-lang/crates.io-index"
+checksum = "72f5acc6cb2ba439de613abc23857ec3d78374d8ed5ac84e9d11336e87da8649"
+
+[[package]]
+name = "cfg-if"
+version = "1.0.5"
+source = "registry+https://github.com/rust-lang/crates.io-index"
+checksum = "4e7648175b45a9a48536d676f68d918270699102aa8dab5496df06904c914600"
+
+[[package]]
+name = "console_error_panic_hook"
+version = "0.1.7"
+source = "registry+https://github.com/rust-lang/crates.io-index"
+checksum = "a06aeb73f470f66dcdbf7223caeebb85984942f22f1adb2a088cf9668146bbbc"
+dependencies = [
+ "cfg-if",
+ "wasm-bindgen",
+]
+
+[[package]]
+name = "earcutr"
+version = "0.3.0"
+source = "registry+https://github.com/rust-lang/crates.io-index"
+checksum = "a09f1c588d65581e4f4ce412fa239dbc2aced01504891cd12360fc1c0e7776a0"
+dependencies = [
+ "num-traits",
+]
+
+[[package]]
+name = "itoa"
+version = "1.0.18"
+source = "registry+https://github.com/rust-lang/crates.io-index"
+checksum = "8f42a60cbdf9a97f5d2305f08a87dc4e09308d1276d28c869c684d7777685682"
+
+[[package]]
+name = "js-sys"
+version = "0.3.77"
+source = "registry+https://github.com/rust-lang/crates.io-index"
+checksum = "1cfaf33c695fc6e08064efbc1f72ec937429614f25eef83af942d0e227c3a28f"
+dependencies = [
+ "once_cell",
+ "wasm-bindgen",
+]
+
+[[package]]
+name = "log"
+version = "0.4.34"
+source = "registry+https://github.com/rust-lang/crates.io-index"
+checksum = "f9f8bd3e56ce4dfc153cf470fffbfa98c7620958b312ca5c3a4b8d5181fd13c6"
+
+[[package]]
+name = "memchr"
+version = "2.8.3"
+source = "registry+https://github.com/rust-lang/crates.io-index"
+checksum = "cf8baf1c55e62ffcace7a9f06f4bd9cd3f0c4beb022d3b367256b91b87513d98"
+
+[[package]]
+name = "num-traits"
+version = "0.2.19"
+source = "registry+https://github.com/rust-lang/crates.io-index"
+checksum = "071dfc062690e90b734c0b2273ce72ad0ffa95f0c74596bc250dcfd960262841"
+dependencies = [
+ "autocfg",
+]
+
+[[package]]
+name = "once_cell"
+version = "1.21.4"
+source = "registry+https://github.com/rust-lang/crates.io-index"
+checksum = "9f7c3e4beb33f85d45ae3e3a1792185706c8e16d043238c593331cc7cd313b50"
+
+[[package]]
+name = "opengeometry"
+version = "2.5.0"
+dependencies = [
+ "console_error_panic_hook",
+ "earcutr",
+ "js-sys",
+ "serde",
+ "serde_json",
+ "wasm-bindgen",
+]
+
+[[package]]
+name = "opengeometry-test-support"
+version = "2.5.0"
+dependencies = [
+ "opengeometry",
+ "serde_json",
+]
+
+[[package]]
+name = "proc-macro2"
+version = "1.0.107"
+source = "registry+https://github.com/rust-lang/crates.io-index"
+checksum = "985e7ec9bb745e6ce6535b544d84d6cd6f7ad8bd711c398938ae983b91a766d9"
+dependencies = [
+ "unicode-ident",
+]
+
+[[package]]
+name = "quote"
+version = "1.0.47"
+source = "registry+https://github.com/rust-lang/crates.io-index"
+checksum = "1fbf4db142a473a8d80c26bbf18454ed458bf8d26c8219c331daecfdbd079001"
+dependencies = [
+ "proc-macro2",
+]
+
+[[package]]
+name = "rustversion"
+version = "1.0.23"
+source = "registry+https://github.com/rust-lang/crates.io-index"
+checksum = "cf54715a573b99ac80df0bc206da022bcd442c974952c7b9720069370852e21f"
+
+[[package]]
+name = "serde"
+version = "1.0.229"
+source = "registry+https://github.com/rust-lang/crates.io-index"
+checksum = "4148590afebada386688f18773da617792bf2ef03ffc1e4cbd2b1d45b023e0ba"
+dependencies = [
+ "serde_core",
+ "serde_derive",
+]
+
+[[package]]
+name = "serde_core"
+version = "1.0.229"
+source = "registry+https://github.com/rust-lang/crates.io-index"
+checksum = "67dca2c9c51e58a4791a4b1ed58308b39c64224d349a935ab5039aa360942a48"
+dependencies = [
+ "serde_derive",
+]
+
+[[package]]
+name = "serde_derive"
+version = "1.0.229"
+source = "registry+https://github.com/rust-lang/crates.io-index"
+checksum = "e7a5d71263a5a7d47b41f6b3f06ba276f10cc18b0931f1799f710578e2309348"
+dependencies = [
+ "proc-macro2",
+ "quote",
+ "syn 3.0.6",
+]
+
+[[package]]
+name = "serde_json"
+version = "1.0.151"
+source = "registry+https://github.com/rust-lang/crates.io-index"
+checksum = "c841b55ecdae098c80dcae9cf767f6f8a0c2cdb3416bbef72181df4d0fe73f14"
+dependencies = [
+ "itoa",
+ "memchr",
+ "serde",
+ "serde_core",
+ "zmij",
+]
+
+[[package]]
+name = "syn"
+version = "2.0.119"
+source = "registry+https://github.com/rust-lang/crates.io-index"
+checksum = "872831b642d1a07999a962a351ed35b955ea2cfc8f3862091e2a240a84f17297"
+dependencies = [
+ "proc-macro2",
+ "quote",
+ "unicode-ident",
+]
+
+[[package]]
+name = "syn"
+version = "3.0.6"
+source = "registry+https://github.com/rust-lang/crates.io-index"
+checksum = "8593e8e72159ed2257d083c7a454a85cbf854f37a0966d8d483aff8c8a3ebcee"
+dependencies = [
+ "proc-macro2",
+ "quote",
+ "unicode-ident",
+]
+
+[[package]]
+name = "unicode-ident"
+version = "1.0.26"
+source = "registry+https://github.com/rust-lang/crates.io-index"
+checksum = "d245f478577f809a851594d02313b640fb437e0bb33866753cff937863096954"
+
+[[package]]
+name = "wasm-bindgen"
+version = "0.2.100"
+source = "registry+https://github.com/rust-lang/crates.io-index"
+checksum = "1edc8929d7499fc4e8f0be2262a241556cfc54a0bea223790e71446f2aab1ef5"
+dependencies = [
+ "cfg-if",
+ "once_cell",
+ "rustversion",
+ "wasm-bindgen-macro",
+]
+
+[[package]]
+name = "wasm-bindgen-backend"
+version = "0.2.100"
+source = "registry+https://github.com/rust-lang/crates.io-index"
+checksum = "2f0a0651a5c2bc21487bde11ee802ccaf4c51935d0d3d42a6101f98161700bc6"
+dependencies = [
+ "bumpalo",
+ "log",
+ "proc-macro2",
+ "quote",
+ "syn 2.0.119",
+ "wasm-bindgen-shared",
+]
+
+[[package]]
+name = "wasm-bindgen-macro"
+version = "0.2.100"
+source = "registry+https://github.com/rust-lang/crates.io-index"
+checksum = "7fe63fc6d09ed3792bd0897b314f53de8e16568c2b3f7982f468c0bf9bd0b407"
+dependencies = [
+ "quote",
+ "wasm-bindgen-macro-support",
+]
+
+[[package]]
+name = "wasm-bindgen-macro-support"
+version = "0.2.100"
+source = "registry+https://github.com/rust-lang/crates.io-index"
+checksum = "8ae87ea40c9f689fc23f209965b6fb8a99ad69aeeb0231408be24920604395de"
+dependencies = [
+ "proc-macro2",
+ "quote",
+ "syn 2.0.119",
+ "wasm-bindgen-backend",
+ "wasm-bindgen-shared",
+]
+
+[[package]]
+name = "wasm-bindgen-shared"
+version = "0.2.100"
+source = "registry+https://github.com/rust-lang/crates.io-index"
+checksum = "1a05d73b933a847d6cccdda8f838a22ff101ad9bf93e33684f39c1f5f0eece3d"
+dependencies = [
+ "unicode-ident",
+]
+
+[[package]]
+name = "zmij"
+version = "1.0.23"
+source = "registry+https://github.com/rust-lang/crates.io-index"
+checksum = "29666d0abbfad1e3dc4dcf6144730dd3a3ab225bbbdac83319345b1b44ccfc1b"
diff --git a/main/opengeometry/test-support/Cargo.toml b/main/opengeometry/test-support/Cargo.toml
new file mode 100644
index 0000000..5e157fe
--- /dev/null
+++ b/main/opengeometry/test-support/Cargo.toml
@@ -0,0 +1,9 @@
+[package]
+name = "opengeometry-test-support"
+version = "2.5.0"
+edition = "2021"
+publish = false
+
+[dependencies]
+opengeometry = { path = ".." }
+serde_json = { version = "1.0", features = ["float_roundtrip"] }
diff --git a/main/opengeometry/test-support/src/accuracy.rs b/main/opengeometry/test-support/src/accuracy.rs
new file mode 100644
index 0000000..a5cf1ae
--- /dev/null
+++ b/main/opengeometry/test-support/src/accuracy.rs
@@ -0,0 +1,10 @@
+use opengeometry::brep::Accuracy;
+
+pub fn accuracy(exchange: f64) -> Accuracy {
+    Accuracy {
+        geometric: 1e-8,
+        intersection: 1e-9,
+        tessellation: 0.01,
+        exchange,
+    }
+}
diff --git a/main/opengeometry/test-support/src/lib.rs b/main/opengeometry/test-support/src/lib.rs
new file mode 100644
index 0000000..9d1f146
--- /dev/null
+++ b/main/opengeometry/test-support/src/lib.rs
@@ -0,0 +1,8 @@
+pub mod accuracy;
+pub mod part21;
+pub mod scenes;
+pub mod stored;
+pub mod tolerance;
+pub(crate) mod vector;
+pub mod volume;
+pub mod world_graph;
diff --git a/main/opengeometry/test-support/src/part21/context.rs b/main/opengeometry/test-support/src/part21/context.rs
new file mode 100644
index 0000000..31f7282
--- /dev/null
+++ b/main/opengeometry/test-support/src/part21/context.rs
@@ -0,0 +1,214 @@
+use super::document::Document;
+use super::lexer::{fields, keyword, record, records, reference, references};
+use std::collections::BTreeMap;
+
+const LINKS: [(&str, usize); 5] = [
+    ("APPLICATION_PROTOCOL_DEFINITION", 3),
+    ("PRODUCT_CONTEXT", 1),
+    ("PRODUCT_DEFINITION_CONTEXT", 1),
+    ("ADVANCED_BREP_SHAPE_REPRESENTATION", 2),
+    ("DEFINITIONAL_REPRESENTATION", 2),
+];
+
+const UNIT_KINDS: [&str; 3] = ["LENGTH_UNIT", "PLANE_ANGLE_UNIT", "SOLID_ANGLE_UNIT"];
+
+struct Link {
+    owner: usize,
+    kind: &'static str,
+    target: Option<usize>,
+}
+
+struct ContextEntities {
+    applications: Vec<usize>,
+    contexts2: Vec<usize>,
+    contexts3: Vec<usize>,
+    units: BTreeMap<usize, &'static str>,
+    assigned_units: BTreeMap<usize, Vec<usize>>,
+    assigned_uncertainties: BTreeMap<usize, Vec<usize>>,
+    uncertainties: Vec<(usize, Option<usize>)>,
+    links: Vec<Link>,
+}
+
+impl Document {
+    pub(super) fn check_contexts(&self) -> Result<(), String> {
+        let entities = self.context_entities()?;
+        check_context_presence(&entities)?;
+        check_context_links(&entities)?;
+        check_units(&entities)
+    }
+
+    pub fn length_unit(&self) -> Result<&'static str, String> {
+        let length = length_unit_id(&self.context_entities()?)?;
+        let unit = record(self.entity(length)?, "SI_UNIT")?
+            .ok_or_else(|| format!("length unit #{length} is not an SI_UNIT"))?;
+        let args = fields(unit)?;
+        match (args[0].as_str(), args.get(1).map(String::as_str)) {
+            ("$", Some(".METRE.")) => Ok("metre"),
+            (".MILLI.", Some(".METRE.")) => Ok("millimetre"),
+            _ => Err(format!("unsupported length unit {unit}")),
+        }
+    }
+
+    pub fn check_length_unit(&self, unit: &str) -> Result<(), String> {
+        let actual = self.length_unit()?;
+        if actual != unit {
+            return Err(format!("file length unit is {actual}, expected {unit}"));
+        }
+        Ok(())
+    }
+
+    fn context_entities(&self) -> Result<ContextEntities, String> {
+        let mut entities = ContextEntities {
+            applications: Vec::new(),
+            contexts2: Vec::new(),
+            contexts3: Vec::new(),
+            units: BTreeMap::new(),
+            assigned_units: BTreeMap::new(),
+            assigned_uncertainties: BTreeMap::new(),
+            uncertainties: Vec::new(),
+            links: Vec::new(),
+        };
+        for (id, expression) in &self.entities {
+            for record in records(expression)? {
+                add_context_record(&mut entities, *id, record)?;
+            }
+        }
+        Ok(entities)
+    }
+}
+
+fn add_context_record(
+    entities: &mut ContextEntities,
+    id: usize,
+    record: &str,
+) -> Result<(), String> {
+    let name = keyword(record);
+    if let Some((kind, field)) = LINKS.into_iter().find(|(kind, _)| *kind == name) {
+        let target = link_target(&fields(record)?, field)?;
+        entities.links.push(Link {
+            owner: id,
+            kind,
+            target,
+        });
+        return Ok(());
+    }
+    if let Some(kind) = UNIT_KINDS.into_iter().find(|kind| *kind == name) {
+        entities.units.insert(id, kind);
+        return Ok(());
+    }
+    match name {
+        "APPLICATION_CONTEXT" => entities.applications.push(id),
+        "UNCERTAINTY_MEASURE_WITH_UNIT" => {
+            let unit = link_target(&fields(record)?, 1)?;
+            entities.uncertainties.push((id, unit));
+        }
+        "GEOMETRIC_REPRESENTATION_CONTEXT" => match fields(record)?[0].as_str() {
+            "2" => entities.contexts2.push(id),
+            "3" => entities.contexts3.push(id),
+            dimension => return Err(format!("#{id} has context dimension {dimension}")),
+        },
+        "GLOBAL_UNIT_ASSIGNED_CONTEXT" => {
+            entities.assigned_units.insert(id, references(record));
+        }
+        "GLOBAL_UNCERTAINTY_ASSIGNED_CONTEXT" => {
+            entities
+                .assigned_uncertainties
+                .insert(id, references(record));
+        }
+        _ => {}
+    }
+    Ok(())
+}
+
+fn link_target(args: &[String], index: usize) -> Result<Option<usize>, String> {
+    let field = args.get(index).ok_or("context link lacks its field")?;
+    if field == "$" {
+        return Ok(None);
+    }
+    reference(field).map(Some)
+}
+
+fn check_context_presence(entities: &ContextEntities) -> Result<(), String> {
+    for (kind, ids) in [
+        ("APPLICATION_CONTEXT", &entities.applications),
+        ("2D GEOMETRIC_REPRESENTATION_CONTEXT", &entities.contexts2),
+        ("3D GEOMETRIC_REPRESENTATION_CONTEXT", &entities.contexts3),
+    ] {
+        if ids.len() != 1 {
+            return Err(format!("expected exactly one {kind}, found {}", ids.len()));
+        }
+    }
+    for kind in [
+        "APPLICATION_PROTOCOL_DEFINITION",
+        "PRODUCT_CONTEXT",
+        "PRODUCT_DEFINITION_CONTEXT",
+    ] {
+        if !entities.links.iter().any(|link| link.kind == kind) {
+            return Err(format!("missing {kind}"));
+        }
+    }
+    Ok(())
+}
+
+fn check_context_links(entities: &ContextEntities) -> Result<(), String> {
+    for link in &entities.links {
+        let (expected, name) = match link.kind {
+            "ADVANCED_BREP_SHAPE_REPRESENTATION" => (entities.contexts3[0], "the 3D context"),
+            "DEFINITIONAL_REPRESENTATION" => (entities.contexts2[0], "the 2D context"),
+            _ => (entities.applications[0], "the APPLICATION_CONTEXT"),
+        };
+        if link.target != Some(expected) {
+            return Err(format!(
+                "{} #{} does not reference {name}",
+                link.kind, link.owner
+            ));
+        }
+    }
+    Ok(())
+}
+
+fn check_units(entities: &ContextEntities) -> Result<(), String> {
+    let length = length_unit_id(entities)?;
+    let [(uncertainty, unit)] = entities.uncertainties[..] else {
+        return Err(format!(
+            "expected exactly one UNCERTAINTY_MEASURE_WITH_UNIT, found {}",
+            entities.uncertainties.len()
+        ));
+    };
+    if unit != Some(length) {
+        return Err(format!(
+            "UNCERTAINTY_MEASURE_WITH_UNIT #{uncertainty} does not name the length unit"
+        ));
+    }
+    let assigned = entities.assigned_uncertainties.get(&entities.contexts3[0]);
+    if assigned.map(Vec::as_slice) != Some(&[uncertainty]) {
+        return Err(
+            "GLOBAL_UNCERTAINTY_ASSIGNED_CONTEXT does not reference the UNCERTAINTY_MEASURE_WITH_UNIT"
+                .into(),
+        );
+    }
+    Ok(())
+}
+
+fn length_unit_id(entities: &ContextEntities) -> Result<usize, String> {
+    let context = entities
+        .contexts3
+        .first()
+        .ok_or("missing 3D GEOMETRIC_REPRESENTATION_CONTEXT")?;
+    let assigned = entities
+        .assigned_units
+        .get(context)
+        .map(Vec::as_slice)
+        .unwrap_or_default();
+    let unit_kind = |id: &usize| entities.units.get(id).copied().unwrap_or_default();
+    let mut kinds = assigned.iter().map(unit_kind).collect::<Vec<_>>();
+    kinds.sort_unstable();
+    if kinds != UNIT_KINDS {
+        return Err("GLOBAL_UNIT_ASSIGNED_CONTEXT does not name one length, one plane-angle and one solid-angle unit".into());
+    }
+    assigned
+        .iter()
+        .copied()
+        .find(|id| unit_kind(id) == "LENGTH_UNIT")
+        .ok_or_else(|| "missing length unit".into())
+}
diff --git a/main/opengeometry/test-support/src/part21/curves.rs b/main/opengeometry/test-support/src/part21/curves.rs
new file mode 100644
index 0000000..955d90c
--- /dev/null
+++ b/main/opengeometry/test-support/src/part21/curves.rs
@@ -0,0 +1,131 @@
+use super::document::Document;
+use super::lexer::{fields, reference, references};
+use crate::vector::{cross, dot, norm, sub};
+use std::f64::consts::{FRAC_PI_2, TAU};
+
+pub(super) struct Conic3 {
+    pub(super) origin: [f64; 3],
+    pub(super) x: [f64; 3],
+    pub(super) y: [f64; 3],
+    z: [f64; 3],
+    pub(super) a: f64,
+    pub(super) b: f64,
+}
+
+impl Document {
+    pub(super) fn curve_distance(&self, id: usize, point: [f64; 3]) -> Result<f64, String> {
+        let expression = self.entity(id)?;
+        let args = fields(expression)?;
+        if expression.starts_with("LINE(") {
+            let origin = self.coordinates(reference(&args[1])?)?;
+            let vector = fields(self.entity(reference(&args[2])?)?)?;
+            let direction = self.coordinates(reference(&vector[1])?)?;
+            let delta = sub(point, origin);
+            let projection = dot(delta, direction);
+            return Ok(norm(std::array::from_fn(|index| {
+                delta[index] - projection * direction[index]
+            })));
+        }
+        if expression.starts_with("CIRCLE(") || expression.starts_with("ELLIPSE(") {
+            let conic = self.conic(id)?;
+            let delta = sub(point, conic.origin);
+            let (px, py, pz) = (
+                dot(delta, conic.x),
+                dot(delta, conic.y),
+                dot(delta, conic.z),
+            );
+            if expression.starts_with("CIRCLE(") {
+                return Ok((pz * pz + (px.hypot(py) - conic.a).powi(2)).sqrt());
+            }
+            return Ok(ellipse_distance(px, py, pz, conic.a, conic.b));
+        }
+        if expression.starts_with("B_SPLINE_CURVE_WITH_KNOTS(") {
+            let controls = references(&args[2]);
+            let first = self.coordinates(*controls.first().ok_or("empty spline controls")?)?;
+            let last = self.coordinates(*controls.last().ok_or("empty spline controls")?)?;
+            return Ok(norm(sub(point, first)).min(norm(sub(point, last))));
+        }
+        Err(format!("#{id} is not an edge curve support"))
+    }
+
+    pub(super) fn curve_point(&self, id: usize, parameter: f64) -> Result<[f64; 3], String> {
+        let expression = self.entity(id)?;
+        if expression.starts_with("B_SPLINE_CURVE_WITH_KNOTS(") {
+            let point = self.spline_point(id, parameter)?;
+            if point.len() != 3 {
+                return Err("3D spline is not three-dimensional".into());
+            }
+            return Ok([point[0], point[1], point[2]]);
+        }
+        if expression.starts_with("LINE(") {
+            let args = fields(expression)?;
+            let origin = self.coordinates(reference(&args[1])?)?;
+            let vector = fields(self.entity(reference(&args[2])?)?)?;
+            let direction = self.coordinates(reference(&vector[1])?)?;
+            let length: f64 = vector[2].parse().map_err(|_| "invalid vector length")?;
+            return Ok(std::array::from_fn(|axis| {
+                origin[axis] + parameter * length * direction[axis]
+            }));
+        }
+        if expression.starts_with("CIRCLE(") || expression.starts_with("ELLIPSE(") {
+            let conic = self.conic(id)?;
+            let radii = [conic.a, conic.b];
+            return Ok(conic_point(
+                conic.origin,
+                conic.x,
+                conic.y,
+                radii,
+                TAU * parameter,
+            ));
+        }
+        Err(format!("#{id} has no comparable parameterization"))
+    }
+
+    pub(super) fn conic(&self, id: usize) -> Result<Conic3, String> {
+        let expression = self.entity(id)?;
+        let args = fields(expression)?;
+        let (origin, z, x) = self.axis(reference(&args[1])?)?;
+        let a: f64 = args[2].parse().map_err(|_| "invalid conic radius")?;
+        let b = if expression.starts_with("ELLIPSE(") {
+            args[3].parse().map_err(|_| "invalid ellipse radius")?
+        } else {
+            a
+        };
+        Ok(Conic3 {
+            origin,
+            x,
+            y: cross(z, x),
+            z,
+            a,
+            b,
+        })
+    }
+}
+
+pub(super) fn conic_point<const N: usize>(
+    origin: [f64; N],
+    x: [f64; N],
+    y: [f64; N],
+    radii: [f64; 2],
+    angle: f64,
+) -> [f64; N] {
+    let (sin, cos) = angle.sin_cos();
+    std::array::from_fn(|axis| origin[axis] + radii[0] * cos * x[axis] + radii[1] * sin * y[axis])
+}
+
+fn ellipse_distance(px: f64, py: f64, pz: f64, a: f64, b: f64) -> f64 {
+    let (x, y) = (px.abs(), py.abs());
+    let mut t = (a * y).atan2(b * x);
+    for _ in 0..32 {
+        let (sin, cos) = t.sin_cos();
+        let slope = (b * b - a * a) * sin * cos + a * x * sin - b * y * cos;
+        let bend = (b * b - a * a) * (2.0 * t).cos() + a * x * cos + b * y * sin;
+        let next = (t - slope / bend).clamp(0.0, FRAC_PI_2);
+        if next == t {
+            break;
+        }
+        t = next;
+    }
+    let (sin, cos) = t.sin_cos();
+    (pz * pz + (a * cos - x).powi(2) + (b * sin - y).powi(2)).sqrt()
+}
diff --git a/main/opengeometry/test-support/src/part21/document.rs b/main/opengeometry/test-support/src/part21/document.rs
new file mode 100644
index 0000000..31447a7
--- /dev/null
+++ b/main/opengeometry/test-support/src/part21/document.rs
@@ -0,0 +1,228 @@
+use super::curves::conic_point;
+use super::lexer::{fields, keywords, reference, references};
+use std::collections::BTreeMap;
+use std::f64::consts::TAU;
+
+pub struct Document {
+    pub(super) entities: BTreeMap<usize, String>,
+}
+
+type Axis3 = ([f64; 3], [f64; 3], [f64; 3]);
+
+impl Document {
+    pub fn count(&self, kind: &str) -> usize {
+        self.entities
+            .values()
+            .filter(|expression| keywords(expression).iter().any(|word| word == kind))
+            .count()
+    }
+
+    pub fn entity_count(&self) -> usize {
+        self.entities.len()
+    }
+
+    pub fn entity(&self, id: usize) -> Result<&str, String> {
+        self.entities
+            .get(&id)
+            .map(String::as_str)
+            .ok_or_else(|| format!("missing entity #{id}"))
+    }
+
+    pub(super) fn tuple(&self, expression: &str) -> Result<Vec<f64>, String> {
+        let start = expression
+            .find('(')
+            .ok_or("tuple lacks opening parenthesis")?;
+        let end = expression
+            .rfind(')')
+            .ok_or("tuple lacks closing parenthesis")?;
+        expression[start + 1..end]
+            .split(',')
+            .map(|value| value.trim().parse().map_err(|_| "invalid real".into()))
+            .collect()
+    }
+
+    pub(super) fn coordinates(&self, id: usize) -> Result<[f64; 3], String> {
+        let expression = self.entity(id)?;
+        if !expression.starts_with("CARTESIAN_POINT(") && !expression.starts_with("DIRECTION(") {
+            return Err(format!("#{id} is not a point or direction"));
+        }
+        let args = fields(expression)?;
+        let values = self.tuple(&args[1])?;
+        if values.len() != 3 {
+            return Err(format!("#{id} is not three-dimensional"));
+        }
+        Ok([values[0], values[1], values[2]])
+    }
+
+    pub(super) fn vertex(&self, id: usize) -> Result<[f64; 3], String> {
+        let expression = self.entity(id)?;
+        if !expression.starts_with("VERTEX_POINT(") {
+            return Err(format!("#{id} is not a vertex"));
+        }
+        let args = fields(expression)?;
+        self.coordinates(reference(&args[1])?)
+    }
+
+    pub(super) fn axis(&self, id: usize) -> Result<Axis3, String> {
+        let expression = self.entity(id)?;
+        if !expression.starts_with("AXIS2_PLACEMENT_3D(") {
+            return Err(format!("#{id} is not a 3D placement"));
+        }
+        let args = fields(expression)?;
+        Ok((
+            self.coordinates(reference(&args[1])?)?,
+            self.coordinates(reference(&args[2])?)?,
+            self.coordinates(reference(&args[3])?)?,
+        ))
+    }
+
+    fn coordinates2(&self, id: usize) -> Result<[f64; 2], String> {
+        let expression = self.entity(id)?;
+        if !expression.starts_with("CARTESIAN_POINT(") && !expression.starts_with("DIRECTION(") {
+            return Err(format!("#{id} is not a point or direction"));
+        }
+        let args = fields(expression)?;
+        let values = self.tuple(&args[1])?;
+        if values.len() != 2 {
+            return Err(format!("#{id} is not two-dimensional"));
+        }
+        Ok([values[0], values[1]])
+    }
+
+    pub(super) fn spline_point(&self, id: usize, parameter: f64) -> Result<Vec<f64>, String> {
+        let expression = self.entity(id)?;
+        if !expression.starts_with("B_SPLINE_CURVE_WITH_KNOTS(") {
+            return Err(format!("#{id} is not a spline"));
+        }
+        let args = fields(expression)?;
+        let controls = references(&args[2]);
+        if controls.len() < 4 || (controls.len() - 1) % 3 != 0 {
+            return Err(format!("#{id} has invalid cubic controls"));
+        }
+        let segments = (controls.len() - 1) / 3;
+        let position = parameter * segments as f64;
+        let segment = (position.floor() as usize).min(segments - 1);
+        let local = if parameter == 1.0 {
+            1.0
+        } else {
+            position - segment as f64
+        };
+        let first = 3 * segment;
+        let points = controls[first..first + 4]
+            .iter()
+            .map(|id| {
+                let args = fields(self.entity(*id)?)?;
+                self.tuple(&args[1])
+            })
+            .collect::<Result<Vec<_>, _>>()?;
+        let dimension = points[0].len();
+        if points.iter().any(|point| point.len() != dimension) {
+            return Err("mixed spline dimensions".into());
+        }
+        let weights = [
+            (1.0 - local).powi(3),
+            3.0 * local * (1.0 - local).powi(2),
+            3.0 * local.powi(2) * (1.0 - local),
+            local.powi(3),
+        ];
+        Ok((0..dimension)
+            .map(|axis| {
+                (0..4)
+                    .map(|index| weights[index] * points[index][axis])
+                    .sum()
+            })
+            .collect())
+    }
+
+    pub(super) fn pcurve_point(&self, id: usize, parameter: f64) -> Result<[f64; 2], String> {
+        let expression = self.entity(id)?;
+        if expression.starts_with("B_SPLINE_CURVE_WITH_KNOTS(") {
+            let point = self.spline_point(id, parameter)?;
+            if point.len() != 2 {
+                return Err("pcurve spline is not two-dimensional".into());
+            }
+            return Ok([point[0], point[1]]);
+        }
+        let args = fields(expression)?;
+        if expression.starts_with("LINE(") {
+            let origin = self.coordinates2(reference(&args[1])?)?;
+            let vector = fields(self.entity(reference(&args[2])?)?)?;
+            let direction = self.coordinates2(reference(&vector[1])?)?;
+            let length: f64 = vector[2].parse().map_err(|_| "invalid vector length")?;
+            return Ok([
+                origin[0] + parameter * direction[0] * length,
+                origin[1] + parameter * direction[1] * length,
+            ]);
+        }
+        if expression.starts_with("CIRCLE(") || expression.starts_with("ELLIPSE(") {
+            let placement = fields(self.entity(reference(&args[1])?)?)?;
+            let origin = self.coordinates2(reference(&placement[1])?)?;
+            let x = self.coordinates2(reference(&placement[2])?)?;
+            let length = x[0].hypot(x[1]);
+            if length == 0.0 {
+                return Err("singular pcurve direction".into());
+            }
+            let x = [x[0] / length, x[1] / length];
+            let y = [-x[1], x[0]];
+            let major: f64 = args[2].parse().map_err(|_| "invalid pcurve radius")?;
+            let minor: f64 = if expression.starts_with("CIRCLE(") {
+                major
+            } else {
+                args[3].parse().map_err(|_| "invalid pcurve minor radius")?
+            };
+            return Ok(conic_point(origin, x, y, [major, minor], TAU * parameter));
+        }
+        Err(format!("#{id} is not a supported pcurve"))
+    }
+
+    pub(super) fn pcurve_support(&self, pcurve: usize) -> Result<(usize, usize), String> {
+        let pcurve_args = fields(self.entity(pcurve)?)?;
+        let surface = reference(&pcurve_args[1])?;
+        let definition = reference(&pcurve_args[2])?;
+        let representation = fields(self.entity(definition)?)?;
+        let uv_curve = *references(&representation[1])
+            .first()
+            .ok_or("empty pcurve representation")?;
+        Ok((surface, uv_curve))
+    }
+
+    pub(super) fn surface_point(&self, id: usize, uv: [f64; 2]) -> Result<[f64; 3], String> {
+        let expression = self.entity(id)?;
+        let args = fields(expression)?;
+        let (origin, z, x) = self.axis(reference(&args[1])?)?;
+        let y = [
+            z[1] * x[2] - z[2] * x[1],
+            z[2] * x[0] - z[0] * x[2],
+            z[0] * x[1] - z[1] * x[0],
+        ];
+        let (sin_u, cos_u) = uv[0].sin_cos();
+        let (sin_v, cos_v) = uv[1].sin_cos();
+        let (radial, axial) = if expression.starts_with("PLANE(") {
+            return Ok(std::array::from_fn(|axis| {
+                origin[axis] + uv[0] * x[axis] + uv[1] * y[axis]
+            }));
+        } else if expression.starts_with("CYLINDRICAL_SURFACE(") {
+            (
+                args[2]
+                    .parse::<f64>()
+                    .map_err(|_| "invalid cylinder radius")?,
+                uv[1],
+            )
+        } else if expression.starts_with("SPHERICAL_SURFACE(") {
+            let radius: f64 = args[2].parse().map_err(|_| "invalid sphere radius")?;
+            (radius * cos_v, radius * sin_v)
+        } else if expression.starts_with("CONICAL_SURFACE(") {
+            let angle: f64 = args[3].parse().map_err(|_| "invalid cone angle")?;
+            (uv[1] * angle.sin(), uv[1] * angle.cos())
+        } else if expression.starts_with("TOROIDAL_SURFACE(") {
+            let major: f64 = args[2].parse().map_err(|_| "invalid torus major radius")?;
+            let minor: f64 = args[3].parse().map_err(|_| "invalid torus minor radius")?;
+            (major + minor * cos_v, minor * sin_v)
+        } else {
+            return Err(format!("#{id} is not a supported surface"));
+        };
+        Ok(std::array::from_fn(|axis| {
+            origin[axis] + radial * (cos_u * x[axis] + sin_u * y[axis]) + axial * z[axis]
+        }))
+    }
+}
diff --git a/main/opengeometry/test-support/src/part21/expected.rs b/main/opengeometry/test-support/src/part21/expected.rs
new file mode 100644
index 0000000..5c2f292
--- /dev/null
+++ b/main/opengeometry/test-support/src/part21/expected.rs
@@ -0,0 +1,342 @@
+use super::document::Document;
+use opengeometry::brep::BrepEnvelope;
+use serde_json::Value;
+use std::collections::{BTreeMap, BTreeSet};
+use std::f64::consts::TAU;
+
+#[derive(Default)]
+pub struct ExpectedValues {
+    points3: BTreeSet<[u64; 3]>,
+    directions3: BTreeSet<[u64; 3]>,
+    points2: BTreeSet<[u64; 2]>,
+    directions2: BTreeSet<[u64; 2]>,
+    radii3: BTreeSet<u64>,
+    radii2: BTreeSet<u64>,
+}
+
+pub struct PcurveExpectation {
+    pub curve: String,
+    pub surface: String,
+    pub bits: Option<[u64; 4]>,
+}
+
+struct PcurveUse<'a> {
+    pcurve: &'a Value,
+    surface: &'a Value,
+    lift: [f64; 2],
+    scale: f64,
+}
+
+struct MappedPcurve {
+    origin: [f64; 2],
+    direction: [f64; 2],
+    radii: Vec<f64>,
+}
+
+pub fn pcurve_expectations(brep: &BrepEnvelope, unit_scale: f64) -> Vec<PcurveExpectation> {
+    let body = body_json(brep);
+    let mut expectations = Vec::new();
+    for edge in array(&body["topology"]["edges"]) {
+        if edge["geometry"]["kind"] != "Curve" {
+            continue;
+        }
+        let curve = kind(&body["geometry"]["curves"][index(&edge["geometry"]["curve"])]);
+        for use_ in pcurve_uses(&body, edge, unit_scale) {
+            expectations.push(PcurveExpectation {
+                curve: curve.to_string(),
+                surface: kind(use_.surface).to_string(),
+                bits: mapped_pcurve(&use_).map(|mapped| {
+                    let ([u, v], [du, dv]) = (bits(mapped.origin), bits(mapped.direction));
+                    [u, v, du, dv]
+                }),
+            });
+        }
+    }
+    expectations
+}
+
+impl ExpectedValues {
+    pub fn add_body(&mut self, brep: &BrepEnvelope, unit_scale: f64) {
+        let body = body_json(brep);
+        let mut surfaces = BTreeSet::new();
+        for face in array(&body["topology"]["faces"]) {
+            let surface = index(&face["surface"]);
+            if surfaces.insert(surface) {
+                self.add_surface(&body["geometry"]["surfaces"][surface], unit_scale);
+            }
+        }
+        for vertex in array(&body["topology"]["vertices"]) {
+            let position = vector::<3>(&vertex["position"]).map(|v| v * unit_scale);
+            self.points3.insert(bits(position));
+        }
+        let mut curves = BTreeSet::new();
+        for edge in array(&body["topology"]["edges"]) {
+            if edge["geometry"]["kind"] != "Curve" {
+                continue;
+            }
+            let curve = index(&edge["geometry"]["curve"]);
+            if curves.insert(curve) {
+                self.add_curve(&body["geometry"]["curves"][curve], unit_scale);
+            }
+            self.add_edge_pcurves(&body, edge, unit_scale);
+        }
+    }
+
+    fn add_surface(&mut self, surface: &Value, scale: f64) {
+        self.add_placement(&surface["frame"], scale);
+        match kind(surface) {
+            "Cylinder" | "Sphere" => {
+                self.radii3
+                    .insert(bits([number(&surface["radius"]) * scale])[0]);
+            }
+            "Torus" => {
+                for key in ["major_radius", "minor_radius"] {
+                    self.radii3.insert(bits([number(&surface[key]) * scale])[0]);
+                }
+            }
+            _ => {}
+        }
+    }
+
+    fn add_placement(&mut self, frame: &Value, scale: f64) {
+        let origin = vector::<3>(&frame["origin"]).map(|v| v * scale);
+        self.points3.insert(bits(origin));
+        self.directions3.insert(bits(vector::<3>(&frame["z"])));
+        self.directions3.insert(bits(vector::<3>(&frame["x"])));
+    }
+
+    fn add_curve(&mut self, curve: &Value, scale: f64) {
+        match kind(curve) {
+            "Line" => {
+                let origin = vector::<3>(&curve["origin"]).map(|v| v * scale);
+                let velocity = vector::<3>(&curve["direction"]).map(|v| v * scale);
+                let length = fold_length(&velocity);
+                self.points3.insert(bits(origin));
+                self.directions3.insert(bits(velocity.map(|v| v / length)));
+            }
+            "Circle" => {
+                self.add_placement(&curve["frame"], scale);
+                self.radii3
+                    .insert(bits([number(&curve["radius"]) * scale])[0]);
+            }
+            "Ellipse" => {
+                self.add_placement(&curve["frame"], scale);
+                for key in ["major_radius", "minor_radius"] {
+                    self.radii3.insert(bits([number(&curve[key]) * scale])[0]);
+                }
+            }
+            _ => {}
+        }
+    }
+
+    fn add_edge_pcurves(&mut self, body: &Value, edge: &Value, scale: f64) {
+        for use_ in pcurve_uses(body, edge, scale) {
+            if let Some(mapped) = mapped_pcurve(&use_) {
+                self.points2.insert(bits(mapped.origin));
+                self.directions2.insert(bits(mapped.direction));
+                for radius in mapped.radii {
+                    self.radii2.insert(bits([radius])[0]);
+                }
+            }
+        }
+    }
+}
+
+fn body_json(brep: &BrepEnvelope) -> Value {
+    let json = brep
+        .to_json()
+        .unwrap_or_else(|error| panic!("BRep does not serialise: {error}"));
+    serde_json::from_str(&json).unwrap_or_else(|error| panic!("BRep JSON does not parse: {error}"))
+}
+
+fn pcurve_uses<'a>(body: &'a Value, edge: &'a Value, scale: f64) -> Vec<PcurveUse<'a>> {
+    let halfedges = &body["topology"]["halfedges"];
+    let uses = [&edge["halfedge"], &edge["twin_halfedge"]]
+        .into_iter()
+        .filter(|use_| !use_.is_null())
+        .map(|use_| &halfedges[index(use_)])
+        .collect::<Vec<_>>();
+    let pcurve =
+        |use_: &Value| &body["geometry"]["pcurves"][index(&use_["geometry_use"]["pcurve"])];
+    if uses
+        .iter()
+        .any(|use_| kind(pcurve(use_)) == "ProjectedCurve")
+    {
+        return Vec::new();
+    }
+    uses.into_iter()
+        .map(|use_| {
+            let face = &body["topology"]["faces"][index(&use_["face"])];
+            PcurveUse {
+                pcurve: pcurve(use_),
+                surface: &body["geometry"]["surfaces"][index(&face["surface"])],
+                lift: vector::<2>(&use_["geometry_use"]["periodic_lift"]),
+                scale,
+            }
+        })
+        .collect()
+}
+
+fn mapped_pcurve(use_: &PcurveUse<'_>) -> Option<MappedPcurve> {
+    let s = use_.scale;
+    let metric = match kind(use_.surface) {
+        "Plane" => [s, s],
+        "Cylinder" => [1.0, s],
+        "Cone" => [1.0, s / number(&use_.surface["semi_angle"]).cos()],
+        _ => [1.0, 1.0],
+    };
+    let period = match kind(use_.surface) {
+        "Plane" => [0.0, 0.0],
+        "Torus" => [TAU; 2],
+        _ => [TAU, 0.0],
+    };
+    let lift = use_.lift;
+    let pcurve = use_.pcurve;
+    let origin = || -> [f64; 2] {
+        let origin = vector::<2>(&pcurve["origin"]);
+        std::array::from_fn(|i| (origin[i] + lift[i] * period[i]) * metric[i])
+    };
+    match kind(pcurve) {
+        "Line2" => {
+            let direction = vector::<2>(&pcurve["direction"]);
+            let velocity: [f64; 2] = std::array::from_fn(|i| direction[i] * metric[i]);
+            let length = fold_length(&velocity);
+            Some(MappedPcurve {
+                origin: origin(),
+                direction: velocity.map(|v| v / length),
+                radii: Vec::new(),
+            })
+        }
+        "Conic2" => {
+            let axis_a = vector::<2>(&pcurve["axis_a"]);
+            let axis_b = vector::<2>(&pcurve["axis_b"]);
+            let a = [axis_a[0] * metric[0], axis_a[1] * metric[1], 0.0];
+            let b = [axis_b[0] * metric[0], axis_b[1] * metric[1], 0.0];
+            let (ra, rb) = (fold_length(&a), fold_length(&b));
+            let axis = if ra >= rb { a } else { b };
+            Some(MappedPcurve {
+                origin: origin(),
+                direction: [axis[0], axis[1]],
+                radii: vec![ra.max(rb), ra.min(rb)],
+            })
+        }
+        _ => None,
+    }
+}
+
+pub fn check_values_belong(document: &Document, expected: &ExpectedValues) -> Result<(), String> {
+    let controls = document.spline_control_points()?;
+    let none = BTreeSet::new();
+    check_members(
+        "CARTESIAN_POINT",
+        document.points3()?,
+        &controls,
+        &expected.points3,
+    )?;
+    check_members(
+        "CARTESIAN_POINT",
+        document.points2()?,
+        &controls,
+        &expected.points2,
+    )?;
+    check_members(
+        "DIRECTION",
+        document.directions3()?,
+        &none,
+        &expected.directions3,
+    )?;
+    check_members(
+        "DIRECTION",
+        document.directions2()?,
+        &none,
+        &expected.directions2,
+    )?;
+    for curve in document.curve_radii()? {
+        let radii = if curve.dimension == 2 {
+            &expected.radii2
+        } else {
+            &expected.radii3
+        };
+        check_radii(
+            &format!("{} #{}", curve.kind, curve.curve),
+            &curve.radii,
+            radii,
+        )?;
+    }
+    for (surface, radii) in document.surface_radii()? {
+        check_radii(&format!("{surface} surface"), &radii, &expected.radii3)?;
+    }
+    Ok(())
+}
+
+fn check_members<const N: usize>(
+    kind: &str,
+    values: BTreeMap<usize, [f64; N]>,
+    excluded: &BTreeSet<usize>,
+    expected: &BTreeSet<[u64; N]>,
+) -> Result<(), String> {
+    match values
+        .into_iter()
+        .find(|(id, value)| !excluded.contains(id) && !expected.contains(&bits(*value)))
+    {
+        Some((id, value)) => Err(missing_value(&format!("{kind} #{id}"), &value)),
+        None => Ok(()),
+    }
+}
+
+fn check_radii(owner: &str, radii: &[f64], expected: &BTreeSet<u64>) -> Result<(), String> {
+    match radii
+        .iter()
+        .find(|radius| !expected.contains(&bits([**radius])[0]))
+    {
+        Some(radius) => Err(missing_value(&format!("{owner} radius"), &[*radius])),
+        None => Ok(()),
+    }
+}
+
+fn missing_value(owner: &str, value: &[f64]) -> String {
+    format!(
+        "{owner} {value:?} is not a value of the placed BRep (B-spline controls and knots are excluded)"
+    )
+}
+
+fn fold_length(values: &[f64]) -> f64 {
+    values.iter().fold(0.0_f64, |n, v| n.hypot(*v))
+}
+
+pub fn bits<const N: usize>(values: [f64; N]) -> [u64; N] {
+    values.map(|v| if v == 0.0 { 0.0_f64 } else { v }.to_bits())
+}
+
+fn kind(value: &Value) -> &str {
+    value["kind"]
+        .as_str()
+        .unwrap_or_else(|| panic!("BRep JSON {value} has no kind"))
+}
+
+fn array(value: &Value) -> &[Value] {
+    value
+        .as_array()
+        .unwrap_or_else(|| panic!("BRep JSON {value} is not an array"))
+}
+
+fn index(value: &Value) -> usize {
+    value
+        .as_u64()
+        .and_then(|id| usize::try_from(id).ok())
+        .unwrap_or_else(|| panic!("BRep JSON {value} is not an index"))
+}
+
+fn number(value: &Value) -> f64 {
+    value
+        .as_f64()
+        .unwrap_or_else(|| panic!("BRep JSON {value} is not a number"))
+}
+
+fn vector<const N: usize>(value: &Value) -> [f64; N] {
+    let values = array(value);
+    if values.len() != N {
+        panic!("BRep JSON {value} does not hold {N} numbers");
+    }
+    std::array::from_fn(|i| number(&values[i]))
+}
diff --git a/main/opengeometry/test-support/src/part21/lexer.rs b/main/opengeometry/test-support/src/part21/lexer.rs
new file mode 100644
index 0000000..6af4a43
--- /dev/null
+++ b/main/opengeometry/test-support/src/part21/lexer.rs
@@ -0,0 +1,172 @@
+pub fn references(expression: &str) -> Vec<usize> {
+    let bytes = expression.as_bytes();
+    let mut result = Vec::new();
+    let mut index = 0;
+    let mut quoted = false;
+    while index < bytes.len() {
+        if bytes[index] == b'\'' {
+            if quoted && bytes.get(index + 1) == Some(&b'\'') {
+                index += 2;
+                continue;
+            }
+            quoted = !quoted;
+            index += 1;
+            continue;
+        }
+        if !quoted && bytes[index] == b'#' {
+            let start = index + 1;
+            index = start;
+            while index < bytes.len() && bytes[index].is_ascii_digit() {
+                index += 1;
+            }
+            if let Ok(value) = expression[start..index].parse() {
+                result.push(value);
+            }
+            continue;
+        }
+        index += 1;
+    }
+    result
+}
+
+pub(super) fn fields(expression: &str) -> Result<Vec<String>, String> {
+    let start = expression
+        .find('(')
+        .ok_or("entity has no opening parenthesis")?;
+    let end = expression
+        .rfind(')')
+        .ok_or("entity has no closing parenthesis")?;
+    if end <= start {
+        return Err("empty entity expression".into());
+    }
+    let content = &expression[start + 1..end];
+    let bytes = content.as_bytes();
+    let mut result = Vec::new();
+    let mut depth = 0;
+    let mut quoted = false;
+    let mut from = 0;
+    let mut index = 0;
+    while index < bytes.len() {
+        match bytes[index] {
+            b'\'' if quoted && bytes.get(index + 1) == Some(&b'\'') => index += 2,
+            b'\'' => {
+                quoted = !quoted;
+                index += 1;
+            }
+            b'(' if !quoted => {
+                depth += 1;
+                index += 1;
+            }
+            b')' if !quoted => {
+                if depth == 0 {
+                    return Err("unbalanced entity expression".into());
+                }
+                depth -= 1;
+                index += 1;
+            }
+            b',' if !quoted && depth == 0 => {
+                result.push(content[from..index].trim().to_string());
+                from = index + 1;
+                index += 1;
+            }
+            _ => index += 1,
+        }
+    }
+    if quoted || depth != 0 {
+        return Err("unbalanced entity expression".into());
+    }
+    result.push(content[from..].trim().to_string());
+    Ok(result)
+}
+
+pub(super) fn reference(field: &str) -> Result<usize, String> {
+    field
+        .trim()
+        .strip_prefix('#')
+        .ok_or("missing entity reference")?
+        .parse()
+        .map_err(|_| "invalid entity reference".into())
+}
+
+pub(super) fn keywords(expression: &str) -> Vec<String> {
+    let bytes = expression.as_bytes();
+    let mut result = Vec::new();
+    let mut index = 0;
+    let mut quoted = false;
+    while index < bytes.len() {
+        if bytes[index] == b'\'' {
+            if quoted && bytes.get(index + 1) == Some(&b'\'') {
+                index += 2;
+                continue;
+            }
+            quoted = !quoted;
+            index += 1;
+            continue;
+        }
+        if !quoted && bytes[index].is_ascii_uppercase() {
+            let start = index;
+            index += 1;
+            while index < bytes.len()
+                && (bytes[index].is_ascii_uppercase()
+                    || bytes[index].is_ascii_digit()
+                    || bytes[index] == b'_')
+            {
+                index += 1;
+            }
+            if bytes.get(index) == Some(&b'(') {
+                result.push(expression[start..index].into());
+            }
+            continue;
+        }
+        index += 1;
+    }
+    result
+}
+
+pub(super) fn records(expression: &str) -> Result<Vec<&str>, String> {
+    let Some(inner) = expression.strip_prefix('(') else {
+        return Ok(vec![expression]);
+    };
+    let inner = inner.strip_suffix(')').ok_or("unbalanced complex entity")?;
+    let bytes = inner.as_bytes();
+    let mut result = Vec::new();
+    let mut depth = 0usize;
+    let mut quoted = false;
+    let mut start = None;
+    let mut index = 0;
+    while index < bytes.len() {
+        match bytes[index] {
+            b'\'' if quoted && bytes.get(index + 1) == Some(&b'\'') => index += 1,
+            b'\'' => quoted = !quoted,
+            b'(' if !quoted => depth += 1,
+            b')' if !quoted => {
+                depth = depth.checked_sub(1).ok_or("unbalanced complex entity")?;
+                if depth == 0 {
+                    let from: usize = start.take().ok_or("complex entity record lacks a name")?;
+                    result.push(&inner[from..=index]);
+                }
+            }
+            byte if !quoted && depth == 0 && start.is_none() && !byte.is_ascii_whitespace() => {
+                start = Some(index)
+            }
+            _ => {}
+        }
+        index += 1;
+    }
+    if quoted || depth != 0 || start.is_some() {
+        return Err("unbalanced complex entity".into());
+    }
+    Ok(result)
+}
+
+pub(super) fn record<'a>(expression: &'a str, kind: &str) -> Result<Option<&'a str>, String> {
+    Ok(records(expression)?.into_iter().find(|record| {
+        record
+            .strip_prefix(kind)
+            .is_some_and(|rest| rest.starts_with('('))
+    }))
+}
+
+pub(super) fn keyword(expression: &str) -> &str {
+    &expression[..expression.find('(').unwrap_or(expression.len())]
+}
diff --git a/main/opengeometry/test-support/src/part21/mod.rs b/main/opengeometry/test-support/src/part21/mod.rs
new file mode 100644
index 0000000..aded827
--- /dev/null
+++ b/main/opengeometry/test-support/src/part21/mod.rs
@@ -0,0 +1,24 @@
+mod context;
+mod curves;
+mod document;
+mod expected;
+mod lexer;
+mod normalise;
+mod report;
+mod report_match;
+mod rules;
+mod solids;
+#[cfg(test)]
+mod tests;
+mod values;
+
+pub use document::Document;
+pub use expected::{
+    bits, check_values_belong, pcurve_expectations, ExpectedValues, PcurveExpectation,
+};
+pub use lexer::references;
+pub use normalise::normalise_step;
+pub use report::ParameterDirectionReport;
+pub use report_match::{check_report_matches, check_single_report_matches};
+pub use solids::SolidEntry;
+pub use values::{CurveRadii, EdgeSupport, ProductCounts};
diff --git a/main/opengeometry/test-support/src/part21/normalise.rs b/main/opengeometry/test-support/src/part21/normalise.rs
new file mode 100644
index 0000000..a17f090
--- /dev/null
+++ b/main/opengeometry/test-support/src/part21/normalise.rs
@@ -0,0 +1,61 @@
+use super::lexer::fields;
+
+pub fn normalise_step(text: &str) -> String {
+    let mut result = String::with_capacity(text.len());
+    for line in text.lines() {
+        result.push_str(&positive_zeros(&renamed(line)));
+        result.push('\n');
+    }
+    result
+}
+
+fn renamed(line: &str) -> String {
+    let Some(expression) = line.strip_suffix(';') else {
+        return line.into();
+    };
+    let head = &expression[..expression.find('(').unwrap_or(0)];
+    let names: &[(usize, &str)] = match head.split_once('=').map_or(head, |(_, kind)| kind) {
+        "FILE_DESCRIPTION" => &[(0, "('description')")],
+        "FILE_NAME" => &[(0, "'name'")],
+        "PRODUCT" => &[(0, "'product'"), (1, "'product'")],
+        "MANIFOLD_SOLID_BREP" | "BREP_WITH_VOIDS" => &[(0, "'solid'")],
+        _ => return line.into(),
+    };
+    let Ok(mut args) = fields(expression) else {
+        return line.into();
+    };
+    for (index, name) in names {
+        if let Some(field) = args.get_mut(*index) {
+            *field = (*name).into();
+        }
+    }
+    format!("{head}({});", args.join(","))
+}
+
+fn positive_zeros(line: &str) -> String {
+    let bytes = line.as_bytes();
+    let mut result = String::with_capacity(line.len());
+    let mut quoted = false;
+    let mut from = 0;
+    for (index, byte) in bytes.iter().enumerate() {
+        match byte {
+            b'\'' => quoted = !quoted,
+            b'-' if !quoted
+                && index > 0
+                && matches!(bytes[index - 1], b'(' | b',')
+                && negative_zero(&line[index..]) =>
+            {
+                result.push_str(&line[from..index]);
+                from = index + 1;
+            }
+            _ => {}
+        }
+    }
+    result.push_str(&line[from..]);
+    result
+}
+
+fn negative_zero(token: &str) -> bool {
+    let end = token.find([',', ')']).unwrap_or(token.len());
+    token[..end].parse::<f64>().is_ok_and(|value| value == 0.0)
+}
diff --git a/main/opengeometry/test-support/src/part21/report.rs b/main/opengeometry/test-support/src/part21/report.rs
new file mode 100644
index 0000000..ef2be16
--- /dev/null
+++ b/main/opengeometry/test-support/src/part21/report.rs
@@ -0,0 +1,166 @@
+use super::document::Document;
+use super::lexer::{fields, reference, references};
+use crate::vector::{dot, sub};
+use std::f64::consts::TAU;
+
+pub struct ParameterDirectionReport {
+    pub assessed: usize,
+    pub aligned: usize,
+    pub reversed: usize,
+    pub conic_assessed: usize,
+    pub conic_aligned: usize,
+    pub conic_reversed: usize,
+}
+
+impl Document {
+    pub fn pcurveless_edges(&self) -> Result<usize, String> {
+        let mut count = 0;
+        for expression in self
+            .entities
+            .values()
+            .filter(|expression| expression.starts_with("EDGE_CURVE("))
+        {
+            let args = fields(expression)?;
+            let curve = self.entity(reference(&args[3])?)?;
+            if !curve.starts_with("SURFACE_CURVE(") && !curve.starts_with("SEAM_CURVE(") {
+                count += 1;
+            }
+        }
+        Ok(count)
+    }
+
+    pub fn product_names(&self) -> Result<Vec<String>, String> {
+        self.entities
+            .values()
+            .filter(|expression| expression.starts_with("PRODUCT("))
+            .map(|expression| fields(expression).map(|args| args[0].clone()))
+            .collect()
+    }
+
+    pub fn vertex_positions(&self) -> Result<Vec<[f64; 3]>, String> {
+        self.entities
+            .iter()
+            .filter(|(_, expression)| expression.starts_with("VERTEX_POINT("))
+            .map(|(id, _)| self.vertex(*id))
+            .collect()
+    }
+
+    pub fn surface_radii(&self) -> Result<Vec<(String, Vec<f64>)>, String> {
+        self.entities
+            .values()
+            .filter_map(|expression| {
+                let kind = if expression.starts_with("CYLINDRICAL_SURFACE(") {
+                    "cylinder"
+                } else if expression.starts_with("SPHERICAL_SURFACE(") {
+                    "sphere"
+                } else if expression.starts_with("TOROIDAL_SURFACE(") {
+                    "torus"
+                } else {
+                    return None;
+                };
+                Some(fields(expression).and_then(|args| {
+                    args[2..]
+                        .iter()
+                        .map(|value| value.parse().map_err(|_| "invalid surface radius".into()))
+                        .collect::<Result<Vec<_>, String>>()
+                        .map(|radii| (kind.into(), radii))
+                }))
+            })
+            .collect()
+    }
+
+    pub fn parameter_direction_report(&self) -> Result<ParameterDirectionReport, String> {
+        let mut report = ParameterDirectionReport {
+            assessed: 0,
+            aligned: 0,
+            reversed: 0,
+            conic_assessed: 0,
+            conic_aligned: 0,
+            conic_reversed: 0,
+        };
+        for expression in self.entities.values() {
+            if !expression.starts_with("SURFACE_CURVE(") && !expression.starts_with("SEAM_CURVE(") {
+                continue;
+            }
+            let args = fields(expression)?;
+            let curve = reference(&args[1])?;
+            let curve_expression = self.entity(curve)?;
+            let sampled = curve_expression.starts_with("LINE(")
+                || curve_expression.starts_with("B_SPLINE_CURVE_WITH_KNOTS(");
+            let conic =
+                curve_expression.starts_with("CIRCLE(") || curve_expression.starts_with("ELLIPSE(");
+            if !sampled && !conic {
+                continue;
+            }
+            for pcurve in references(&args[2]) {
+                let (surface, uv_curve) = self.pcurve_support(pcurve)?;
+                if sampled {
+                    self.add_sampled_direction(&mut report, curve, surface, uv_curve)?;
+                } else {
+                    let turn = self.conic_turn(curve, surface, uv_curve)?;
+                    add_conic_direction(&mut report, pcurve, turn)?;
+                }
+            }
+        }
+        Ok(report)
+    }
+
+    fn add_sampled_direction(
+        &self,
+        report: &mut ParameterDirectionReport,
+        curve: usize,
+        surface: usize,
+        uv_curve: usize,
+    ) -> Result<(), String> {
+        let sample_distance = |reverse: bool| -> Result<f64, String> {
+            let mut total = 0.0;
+            for parameter in [0.25, 0.75] {
+                let uv =
+                    self.pcurve_point(uv_curve, if reverse { 1.0 - parameter } else { parameter })?;
+                let point = self.surface_point(surface, uv)?;
+                let support = self.curve_point(curve, parameter)?;
+                total += point
+                    .iter()
+                    .zip(support)
+                    .map(|(a, b)| (a - b).powi(2))
+                    .sum::<f64>();
+            }
+            Ok(total)
+        };
+        report.assessed += 1;
+        if sample_distance(false)? <= sample_distance(true)? {
+            report.aligned += 1;
+        } else {
+            report.reversed += 1;
+        }
+        Ok(())
+    }
+
+    fn conic_turn(&self, curve: usize, surface: usize, uv_curve: usize) -> Result<f64, String> {
+        let conic = self.conic(curve)?;
+        let mut angles = [0.0; 2];
+        for (angle, parameter) in angles.iter_mut().zip([0.25, 0.25 + 1.0 / 64.0]) {
+            let point = self.surface_point(surface, self.pcurve_point(uv_curve, parameter)?)?;
+            let delta = sub(point, conic.origin);
+            *angle = (dot(delta, conic.y) / conic.b).atan2(dot(delta, conic.x) / conic.a);
+        }
+        let turn = angles[1] - angles[0];
+        Ok(turn - TAU * (turn / TAU).round())
+    }
+}
+
+fn add_conic_direction(
+    report: &mut ParameterDirectionReport,
+    pcurve: usize,
+    turn: f64,
+) -> Result<(), String> {
+    report.conic_assessed += 1;
+    if turn > 0.0 {
+        report.conic_aligned += 1;
+    } else if turn < 0.0 {
+        report.conic_reversed += 1;
+    } else {
+        return Err(format!("conic pcurve #{pcurve} has no direction"));
+    }
+    Ok(())
+}
diff --git a/main/opengeometry/test-support/src/part21/report_match.rs b/main/opengeometry/test-support/src/part21/report_match.rs
new file mode 100644
index 0000000..4925210
--- /dev/null
+++ b/main/opengeometry/test-support/src/part21/report_match.rs
@@ -0,0 +1,133 @@
+use super::document::Document;
+use super::values::ProductCounts;
+use serde_json::Value;
+use std::collections::BTreeSet;
+
+const BODY_KEYS: [&str; 6] = [
+    "solids",
+    "faces",
+    "edges",
+    "cavityShells",
+    "fittedCurves",
+    "pcurvelessEdges",
+];
+
+pub fn check_report_matches(document: &Document, text: &str, report: &Value) -> Result<(), String> {
+    let products = document.product_counts()?;
+    check_figure("products", figure(report, "products")?, products.len())?;
+    let bodies = report["bodies"].as_array().ok_or("report has no bodies")?;
+    check_figure("bodies", bodies.len(), products.len())?;
+    for (index, (body, counts)) in bodies.iter().zip(&products).enumerate() {
+        for (key, counted) in BODY_KEYS.into_iter().zip(body_figures(counts)) {
+            check_figure(
+                &format!("bodies[{index}].{key}"),
+                figure(body, key)?,
+                counted,
+            )?;
+        }
+    }
+    check_body_sums(report, bodies)?;
+    check_totals(document, text, report)
+}
+
+pub fn check_single_report_matches(document: &Document, report: &Value) -> Result<(), String> {
+    check_shape_figures(
+        document,
+        report,
+        ["solids", "faces", "edges", "cavity_shells"],
+    )?;
+    let unit = report["length_unit"]
+        .as_str()
+        .ok_or("report has no length_unit")?;
+    document.check_length_unit(unit)
+}
+
+fn body_figures(counts: &ProductCounts) -> [usize; 6] {
+    [
+        counts.solids,
+        counts.faces,
+        counts.edges,
+        counts.voids,
+        counts.fitted_curves,
+        counts.pcurveless_edges,
+    ]
+}
+
+fn check_body_sums(report: &Value, bodies: &[Value]) -> Result<(), String> {
+    for key in BODY_KEYS {
+        let sum = bodies
+            .iter()
+            .map(|body| figure(body, key))
+            .sum::<Result<usize, String>>()?;
+        let total = figure(report, key)?;
+        if sum != total {
+            return Err(format!("report {key} is {total}, the bodies sum to {sum}"));
+        }
+    }
+    Ok(())
+}
+
+fn check_totals(document: &Document, text: &str, report: &Value) -> Result<(), String> {
+    check_shape_figures(
+        document,
+        report,
+        ["solids", "faces", "edges", "cavityShells"],
+    )?;
+    let fitted = document
+        .edge_supports()?
+        .into_iter()
+        .filter(|support| support.kind == "B_SPLINE_CURVE_WITH_KNOTS")
+        .map(|support| support.curve)
+        .collect::<BTreeSet<_>>();
+    for (key, counted) in [
+        (
+            "products",
+            document.kind_counts().get("PRODUCT").copied().unwrap_or(0),
+        ),
+        ("fittedCurves", fitted.len()),
+        ("pcurvelessEdges", document.pcurveless_edges()?),
+        ("entities", document.entity_count()),
+        ("bytes", text.len()),
+    ] {
+        check_figure(key, figure(report, key)?, counted)?;
+    }
+    let unit = report["unit"].as_str().ok_or("report has no unit")?;
+    document.check_length_unit(unit)
+}
+
+fn check_shape_figures(document: &Document, report: &Value, keys: [&str; 4]) -> Result<(), String> {
+    for (key, counted) in keys.into_iter().zip(shape_figures(document)?) {
+        check_figure(key, figure(report, key)?, counted)?;
+    }
+    Ok(())
+}
+
+fn shape_figures(document: &Document) -> Result<[usize; 4], String> {
+    let kinds = document.kind_counts();
+    let kind = |name: &str| kinds.get(name).copied().unwrap_or(0);
+    let voids = document.solids()?.iter().map(|solid| solid.voids).sum();
+    check_figure("void map", voids, kind("ORIENTED_CLOSED_SHELL"))?;
+    Ok([
+        kind("MANIFOLD_SOLID_BREP") + kind("BREP_WITH_VOIDS"),
+        kind("ADVANCED_FACE"),
+        kind("EDGE_CURVE"),
+        voids,
+    ])
+}
+
+fn figure(report: &Value, key: &str) -> Result<usize, String> {
+    report
+        .get(key)
+        .and_then(Value::as_u64)
+        .and_then(|value| usize::try_from(value).ok())
+        .ok_or_else(|| format!("report has no {key}"))
+}
+
+fn check_figure(key: &str, reported: usize, counted: usize) -> Result<(), String> {
+    if reported != counted {
+        return Err(format!(
+            "report {key} is {reported}, the file has {counted}"
+        ));
+    }
+    Ok(())
+}
diff --git a/main/opengeometry/test-support/src/part21/rules.rs b/main/opengeometry/test-support/src/part21/rules.rs
new file mode 100644
index 0000000..bf85a01
--- /dev/null
+++ b/main/opengeometry/test-support/src/part21/rules.rs
@@ -0,0 +1,282 @@
+use super::document::Document;
+use super::lexer::{fields, keywords, reference, references};
+use std::collections::{BTreeMap, BTreeSet};
+
+fn allowed(keyword: &str) -> bool {
+    matches!(
+        keyword,
+        "ADVANCED_BREP_SHAPE_REPRESENTATION"
+            | "ADVANCED_FACE"
+            | "APPLICATION_CONTEXT"
+            | "APPLICATION_PROTOCOL_DEFINITION"
+            | "AXIS2_PLACEMENT_2D"
+            | "AXIS2_PLACEMENT_3D"
+            | "BREP_WITH_VOIDS"
+            | "B_SPLINE_CURVE_WITH_KNOTS"
+            | "CARTESIAN_POINT"
+            | "CIRCLE"
+            | "CLOSED_SHELL"
+            | "CONICAL_SURFACE"
+            | "CYLINDRICAL_SURFACE"
+            | "DEFINITIONAL_REPRESENTATION"
+            | "DIRECTION"
+            | "EDGE_CURVE"
+            | "EDGE_LOOP"
+            | "ELLIPSE"
+            | "FACE_BOUND"
+            | "FACE_OUTER_BOUND"
+            | "GEOMETRIC_REPRESENTATION_CONTEXT"
+            | "GLOBAL_UNCERTAINTY_ASSIGNED_CONTEXT"
+            | "GLOBAL_UNIT_ASSIGNED_CONTEXT"
+            | "LENGTH_MEASURE"
+            | "LENGTH_UNIT"
+            | "LINE"
+            | "MANIFOLD_SOLID_BREP"
+            | "NAMED_UNIT"
+            | "ORIENTED_CLOSED_SHELL"
+            | "ORIENTED_EDGE"
+            | "PCURVE"
+            | "PLANE"
+            | "PLANE_ANGLE_UNIT"
+            | "PRODUCT"
+            | "PRODUCT_CONTEXT"
+            | "PRODUCT_DEFINITION"
+            | "PRODUCT_DEFINITION_CONTEXT"
+            | "PRODUCT_DEFINITION_FORMATION_WITH_SPECIFIED_SOURCE"
+            | "PRODUCT_DEFINITION_SHAPE"
+            | "REPRESENTATION_CONTEXT"
+            | "SEAM_CURVE"
+            | "SHAPE_DEFINITION_REPRESENTATION"
+            | "SI_UNIT"
+            | "SOLID_ANGLE_UNIT"
+            | "SPHERICAL_SURFACE"
+            | "SURFACE_CURVE"
+            | "TOROIDAL_SURFACE"
+            | "UNCERTAINTY_MEASURE_WITH_UNIT"
+            | "VECTOR"
+            | "VERTEX_LOOP"
+            | "VERTEX_POINT"
+    )
+}
+
+impl Document {
+    pub fn parse(text: &str) -> Result<Self, String> {
+        if !text.starts_with("ISO-10303-21;\nHEADER;\n")
+            || !text.ends_with("ENDSEC;\nEND-ISO-10303-21;\n")
+        {
+            return Err("invalid Part-21 envelope".into());
+        }
+        let mut entities = BTreeMap::new();
+        for line in text.lines() {
+            if !line.starts_with('#') {
+                continue;
+            }
+            let (id, expression) = line[1..].split_once('=').ok_or("entity lacks assignment")?;
+            let id: usize = id.parse().map_err(|_| "invalid entity id")?;
+            let expression = expression
+                .strip_suffix(';')
+                .ok_or("entity lacks terminator")?;
+            if entities.insert(id, expression.to_string()).is_some() {
+                return Err("duplicate entity id".into());
+            }
+            for keyword in keywords(expression) {
+                if !allowed(&keyword) {
+                    return Err(format!("unsupported entity keyword {keyword}"));
+                }
+            }
+        }
+        if entities.is_empty() {
+            return Err("empty Part-21 data section".into());
+        }
+        for (expected, id) in entities.keys().enumerate() {
+            if *id != expected + 1 {
+                return Err(format!("nonsequential entity id #{id}"));
+            }
+        }
+        for (id, expression) in &entities {
+            for target in references(expression) {
+                if !entities.contains_key(&target) {
+                    return Err(format!("#{id} has unresolved reference #{target}"));
+                }
+            }
+        }
+        let document = Self { entities };
+        document.check_contexts()?;
+        document.check_solids()?;
+        document.validate_loops_and_shells()?;
+        document.validate_curve_endpoints()?;
+        document.validate_pcurves()?;
+        Ok(document)
+    }
+
+    fn oriented_edge(&self, id: usize) -> Result<(usize, usize, usize, bool), String> {
+        let expression = self.entity(id)?;
+        if !expression.starts_with("ORIENTED_EDGE(") {
+            return Err(format!("#{id} is not ORIENTED_EDGE"));
+        }
+        let args = fields(expression)?;
+        let edge = reference(&args[3])?;
+        let edge_expression = self.entity(edge)?;
+        if !edge_expression.starts_with("EDGE_CURVE(") {
+            return Err(format!("#{edge} is not EDGE_CURVE"));
+        }
+        let edge_args = fields(edge_expression)?;
+        let (mut from, mut to) = (reference(&edge_args[1])?, reference(&edge_args[2])?);
+        let forward = args[4] == ".T.";
+        if !forward {
+            std::mem::swap(&mut from, &mut to);
+        }
+        Ok((edge, from, to, forward))
+    }
+
+    pub(super) fn face_edges(&self, face_id: usize) -> Result<Vec<(usize, bool)>, String> {
+        let face = self.entity(face_id)?;
+        if !face.starts_with("ADVANCED_FACE(") {
+            return Err(format!("#{face_id} is not ADVANCED_FACE"));
+        }
+        let face_args = fields(face)?;
+        let mut edges = Vec::new();
+        for bound in references(&face_args[1]) {
+            let bound_args = fields(self.entity(bound)?)?;
+            let loop_id = reference(&bound_args[1])?;
+            let loop_expression = self.entity(loop_id)?;
+            if loop_expression.starts_with("VERTEX_LOOP(") {
+                continue;
+            }
+            if !loop_expression.starts_with("EDGE_LOOP(") {
+                return Err(format!("#{loop_id} is not an edge loop"));
+            }
+            let loop_args = fields(loop_expression)?;
+            let oriented = references(&loop_args[1]);
+            if oriented.is_empty() {
+                return Err(format!("#{loop_id} is empty"));
+            }
+            let mut first = None;
+            let mut prior = None;
+            for use_id in oriented {
+                let (edge, from, to, forward) = self.oriented_edge(use_id)?;
+                if let Some(previous) = prior {
+                    if previous != from {
+                        return Err(format!("#{loop_id} does not close at #{use_id}"));
+                    }
+                } else {
+                    first = Some(from);
+                }
+                prior = Some(to);
+                edges.push((edge, forward));
+            }
+            if prior != first {
+                return Err(format!("#{loop_id} has distinct endpoints"));
+            }
+        }
+        Ok(edges)
+    }
+
+    fn validate_loops_and_shells(&self) -> Result<(), String> {
+        let mut encountered = BTreeSet::new();
+        for (id, expression) in &self.entities {
+            if !expression.starts_with("CLOSED_SHELL(") {
+                continue;
+            }
+            let args = fields(expression)?;
+            let mut uses: BTreeMap<usize, Vec<bool>> = BTreeMap::new();
+            for face in references(&args[1]) {
+                for (edge, forward) in self.face_edges(face)? {
+                    uses.entry(edge).or_default().push(forward);
+                    encountered.insert(edge);
+                }
+            }
+            for (edge, senses) in uses {
+                if senses.len() != 2 || senses[0] == senses[1] {
+                    return Err(format!("shell #{id} does not pair edge #{edge} oppositely"));
+                }
+            }
+        }
+        for (id, expression) in &self.entities {
+            if expression.starts_with("EDGE_CURVE(") && !encountered.contains(id) {
+                return Err(format!("edge #{id} is not in a closed shell"));
+            }
+        }
+        Ok(())
+    }
+
+    fn uncertainty(&self) -> Result<f64, String> {
+        let expression = self
+            .entities
+            .values()
+            .find(|expression| expression.starts_with("UNCERTAINTY_MEASURE_WITH_UNIT("))
+            .ok_or("missing uncertainty")?;
+        let args = fields(expression)?;
+        let values = self.tuple(&args[0])?;
+        values
+            .first()
+            .copied()
+            .ok_or_else(|| "empty uncertainty".into())
+    }
+
+    fn validate_curve_endpoints(&self) -> Result<(), String> {
+        let tolerance = self.uncertainty()?;
+        if !tolerance.is_finite() || tolerance <= 0.0 {
+            return Err("invalid uncertainty".into());
+        }
+        for (id, expression) in &self.entities {
+            if !expression.starts_with("EDGE_CURVE(") {
+                continue;
+            }
+            let args = fields(expression)?;
+            let mut geometry = reference(&args[3])?;
+            let support = self.entity(geometry)?;
+            if support.starts_with("SURFACE_CURVE(") || support.starts_with("SEAM_CURVE(") {
+                geometry = reference(&fields(support)?[1])?;
+            }
+            for vertex in [reference(&args[1])?, reference(&args[2])?] {
+                let point = self.vertex(vertex)?;
+                let distance = self.curve_distance(geometry, point)?;
+                if !distance.is_finite() || distance > tolerance {
+                    return Err(format!("edge #{id} vertex #{vertex} misses curve #{geometry}: {distance} > {tolerance}"));
+                }
+            }
+        }
+        Ok(())
+    }
+
+    fn validate_pcurves(&self) -> Result<(), String> {
+        let tolerance = self.uncertainty()?;
+        for (id, expression) in &self.entities {
+            if !expression.starts_with("SURFACE_CURVE(") && !expression.starts_with("SEAM_CURVE(") {
+                continue;
+            }
+            let args = fields(expression)?;
+            let curve = reference(&args[1])?;
+            let curve_is_spline = self
+                .entity(curve)?
+                .starts_with("B_SPLINE_CURVE_WITH_KNOTS(");
+            for pcurve in references(&args[2]) {
+                let (surface, uv_curve) = self.pcurve_support(pcurve)?;
+                for sample in 0..=16 {
+                    let parameter = sample as f64 / 16.0;
+                    let uv = self.pcurve_point(uv_curve, parameter)?;
+                    let point = self.surface_point(surface, uv)?;
+                    let distance = if curve_is_spline {
+                        let on_curve = self.spline_point(curve, parameter)?;
+                        if on_curve.len() != 3 {
+                            return Err("3D spline is not three-dimensional".into());
+                        }
+                        point
+                            .iter()
+                            .zip(on_curve)
+                            .map(|(a, b)| (a - b).powi(2))
+                            .sum::<f64>()
+                            .sqrt()
+                    } else {
+                        self.curve_distance(curve, point)?
+                    };
+                    if !distance.is_finite() || distance > tolerance {
+                        return Err(format!("surface curve #{id} pcurve #{pcurve} sample {sample} misses 3D curve: {distance} > {tolerance}"));
+                    }
+                }
+            }
+        }
+        Ok(())
+    }
+}
diff --git a/main/opengeometry/test-support/src/part21/solids.rs b/main/opengeometry/test-support/src/part21/solids.rs
new file mode 100644
index 0000000..406b486
--- /dev/null
+++ b/main/opengeometry/test-support/src/part21/solids.rs
@@ -0,0 +1,63 @@
+use super::document::Document;
+use super::lexer::{fields, reference, references};
+use std::collections::BTreeMap;
+
+#[derive(Debug, Clone, Copy, PartialEq, Eq)]
+pub struct SolidEntry {
+    pub voids: usize,
+    pub with_voids: bool,
+}
+
+impl Document {
+    pub fn solids(&self) -> Result<Vec<SolidEntry>, String> {
+        let mut result = Vec::new();
+        for expression in self.entities.values() {
+            if expression.starts_with("MANIFOLD_SOLID_BREP(") {
+                result.push(SolidEntry {
+                    voids: 0,
+                    with_voids: false,
+                });
+            } else if expression.starts_with("BREP_WITH_VOIDS(") {
+                result.push(SolidEntry {
+                    voids: references(&fields(expression)?[2]).len(),
+                    with_voids: true,
+                });
+            }
+        }
+        Ok(result)
+    }
+
+    pub(super) fn check_solids(&self) -> Result<(), String> {
+        let mut uses = BTreeMap::new();
+        for (id, expression) in &self.entities {
+            if expression.starts_with("ORIENTED_CLOSED_SHELL(") {
+                let shell = reference(&fields(expression)?[2])?;
+                if !self.entity(shell)?.starts_with("CLOSED_SHELL(") {
+                    return Err(format!(
+                        "ORIENTED_CLOSED_SHELL #{id} does not orient a CLOSED_SHELL"
+                    ));
+                }
+                uses.entry(*id).or_insert(0);
+            } else if expression.starts_with("BREP_WITH_VOIDS(") {
+                let voids = references(&fields(expression)?[2]);
+                if voids.is_empty() {
+                    return Err(format!("BREP_WITH_VOIDS #{id} has no void"));
+                }
+                for void in voids {
+                    if !self.entity(void)?.starts_with("ORIENTED_CLOSED_SHELL(") {
+                        return Err(format!(
+                            "void #{void} of #{id} is not an ORIENTED_CLOSED_SHELL"
+                        ));
+                    }
+                    *uses.entry(void).or_insert(0) += 1;
+                }
+            }
+        }
+        match uses.into_iter().find(|(_, count)| *count != 1) {
+            Some((shell, count)) => Err(format!(
+                "ORIENTED_CLOSED_SHELL #{shell} is used by {count} solids"
+            )),
+            None => Ok(()),
+        }
+    }
+}
diff --git a/main/opengeometry/test-support/src/part21/tests/base.rs b/main/opengeometry/test-support/src/part21/tests/base.rs
new file mode 100644
index 0000000..07fd7f3
--- /dev/null
+++ b/main/opengeometry/test-support/src/part21/tests/base.rs
@@ -0,0 +1,386 @@
+use std::f64::consts::TAU;
+
+pub(super) const UNCERTAINTY: f64 = 1e-3;
+
+const HEADER: &str = "ISO-10303-21;\nHEADER;\nFILE_DESCRIPTION(('OpenGeometry analytic BRep'),'2;1');\nFILE_NAME('crafted','1970-01-01T00:00:00',('OpenGeometry'),('OpenGeometry'),'OpenGeometry','OpenGeometry','');\nFILE_SCHEMA(('AUTOMOTIVE_DESIGN'));\nENDSEC;\nDATA;\n";
+
+pub(super) struct Base {
+    pub(super) text: String,
+    pub(super) entities: usize,
+    pub(super) cylinder: Cylinder,
+    pub(super) lens: EllipseLens,
+    pub(super) spline: SplineLens,
+    pub(super) oriented_shell: usize,
+    pub(super) solids: [usize; 2],
+    pub(super) context: Context,
+    pub(super) representations: [usize; 2],
+    pub(super) products: Products,
+}
+
+pub(super) struct Rim {
+    pub(super) circle: usize,
+    pub(super) conic: usize,
+    pub(super) definition: usize,
+    pub(super) edge: usize,
+}
+
+pub(super) struct Cylinder {
+    pub(super) shell: usize,
+    pub(super) lower: Rim,
+    pub(super) upper: Rim,
+    pub(super) lower_cap_normal: usize,
+    pub(super) seam_origin: usize,
+    pub(super) seam_line: usize,
+    pub(super) seam: usize,
+}
+
+pub(super) struct EllipseLens {
+    pub(super) shell: usize,
+    pub(super) ellipse: usize,
+    pub(super) vertex_point: usize,
+    pub(super) edge: usize,
+    pub(super) faces: [usize; 2],
+}
+
+pub(super) struct SplineLens {
+    pub(super) shell: usize,
+    pub(super) curve: usize,
+    pub(super) edge: usize,
+}
+
+pub(super) struct Context {
+    pub(super) length: usize,
+    pub(super) angle: usize,
+    pub(super) solid_angle: usize,
+    pub(super) uncertainty: usize,
+    pub(super) context3: usize,
+}
+
+pub(super) struct Products {
+    pub(super) application: usize,
+    pub(super) product_context: usize,
+    pub(super) products: [usize; 2],
+}
+
+struct Writer {
+    lines: Vec<String>,
+}
+
+pub(super) fn real(value: f64) -> String {
+    format!("{value:.17E}")
+}
+
+fn reals(values: &[f64]) -> String {
+    values
+        .iter()
+        .map(|value| real(*value))
+        .collect::<Vec<_>>()
+        .join(",")
+}
+
+fn refs(ids: &[usize]) -> String {
+    ids.iter()
+        .map(|id| format!("#{id}"))
+        .collect::<Vec<_>>()
+        .join(",")
+}
+
+fn flag(value: bool) -> &'static str {
+    if value {
+        ".T."
+    } else {
+        ".F."
+    }
+}
+
+impl Writer {
+    fn add(&mut self, expression: impl Into<String>) -> usize {
+        self.lines.push(expression.into());
+        self.lines.len()
+    }
+
+    fn point(&mut self, values: &[f64]) -> usize {
+        self.add(format!("CARTESIAN_POINT('',({}))", reals(values)))
+    }
+
+    fn direction(&mut self, values: &[f64]) -> usize {
+        self.add(format!("DIRECTION('',({}))", reals(values)))
+    }
+
+    fn placement(&mut self, origin: [f64; 3], z: [f64; 3], x: [f64; 3]) -> usize {
+        let origin = self.point(&origin);
+        let z = self.direction(&z);
+        let x = self.direction(&x);
+        self.add(format!("AXIS2_PLACEMENT_3D('',#{origin},#{z},#{x})"))
+    }
+
+    fn plane(&mut self, origin: [f64; 3]) -> usize {
+        let axis = self.placement(origin, [0.0, 0.0, 1.0], [1.0, 0.0, 0.0]);
+        self.add(format!("PLANE('',#{axis})"))
+    }
+
+    fn line(&mut self, origin: usize, direction: &[f64]) -> usize {
+        let direction = self.direction(direction);
+        let vector = self.add(format!("VECTOR('',#{direction},{})", real(1.0)));
+        self.add(format!("LINE('',#{origin},#{vector})"))
+    }
+
+    fn line_at(&mut self, origin: &[f64], direction: &[f64]) -> usize {
+        let origin = self.point(origin);
+        self.line(origin, direction)
+    }
+
+    fn pcurve(&mut self, surface: usize, curve: usize) -> usize {
+        let definition = self.add(format!("DEFINITIONAL_REPRESENTATION('',(#{curve}),#1)"));
+        self.add(format!("PCURVE('',#{surface},#{definition})"))
+    }
+
+    fn vertex(&mut self, position: &[f64]) -> usize {
+        let point = self.point(position);
+        self.add(format!("VERTEX_POINT('',#{point})"))
+    }
+
+    fn edge(&mut self, ends: [usize; 2], support: usize) -> usize {
+        self.add(format!(
+            "EDGE_CURVE('',#{},#{},#{support},.T.)",
+            ends[0], ends[1]
+        ))
+    }
+
+    fn face(&mut self, uses: &[(usize, bool)], surface: usize, sense: bool) -> usize {
+        let oriented = uses
+            .iter()
+            .map(|(edge, forward)| {
+                self.add(format!("ORIENTED_EDGE('',*,*,#{edge},{})", flag(*forward)))
+            })
+            .collect::<Vec<_>>();
+        let edge_loop = self.add(format!("EDGE_LOOP('',({}))", refs(&oriented)));
+        let bound = self.add(format!("FACE_OUTER_BOUND('',#{edge_loop},.T.)"));
+        self.add(format!(
+            "ADVANCED_FACE('',(#{bound}),#{surface},{})",
+            flag(sense)
+        ))
+    }
+
+    fn shell(&mut self, faces: &[usize]) -> usize {
+        self.add(format!("CLOSED_SHELL('',({}))", refs(faces)))
+    }
+
+    fn rim(&mut self, lateral: usize, cap: usize, height: f64, vertex: usize) -> Rim {
+        let axis = self.placement([0.0, height, 0.0], [0.0, 1.0, 0.0], [1.0, 0.0, 0.0]);
+        let circle = self.add(format!("CIRCLE('',#{axis},{})", real(1.0)));
+        let line = self.line_at(&[0.0, height], &[1.0, 0.0]);
+        let on_lateral = self.pcurve(lateral, line);
+        let origin = self.point(&[0.0, 0.0]);
+        let x = self.direction(&[1.0, 0.0]);
+        let placement = self.add(format!("AXIS2_PLACEMENT_2D('',#{origin},#{x})"));
+        let conic = self.add(format!("CIRCLE('',#{placement},{})", real(1.0)));
+        let definition = self.add(format!("DEFINITIONAL_REPRESENTATION('',(#{conic}),#1)"));
+        let on_cap = self.add(format!("PCURVE('',#{cap},#{definition})"));
+        let support = self.add(format!(
+            "SURFACE_CURVE('',#{circle},(#{on_lateral},#{on_cap}),.CURVE_3D.)"
+        ));
+        let edge = self.edge([vertex, vertex], support);
+        Rim {
+            circle,
+            conic,
+            definition,
+            edge,
+        }
+    }
+}
+
+pub(super) fn base() -> Base {
+    let mut writer = Writer { lines: Vec::new() };
+    writer.add("(GEOMETRIC_REPRESENTATION_CONTEXT(2) REPRESENTATION_CONTEXT('',''))");
+    let cylinder = add_cylinder(&mut writer);
+    let lens = add_ellipse_lens(&mut writer);
+    let oriented_shell = writer.add(format!("ORIENTED_CLOSED_SHELL('',*,#{},.T.)", lens.shell));
+    let solid_a = writer.add(format!(
+        "BREP_WITH_VOIDS('a-0',#{},(#{oriented_shell}))",
+        cylinder.shell
+    ));
+    let spline = add_spline_lens(&mut writer);
+    let solid_b = writer.add(format!("MANIFOLD_SOLID_BREP('b-0',#{})", spline.shell));
+    let context = add_context(&mut writer);
+    let representations = [solid_a, solid_b].map(|solid| {
+        writer.add(format!(
+            "ADVANCED_BREP_SHAPE_REPRESENTATION('',(#{solid}),#{})",
+            context.context3
+        ))
+    });
+    let products = add_products(&mut writer, representations);
+    let mut text = HEADER.to_string();
+    for (index, line) in writer.lines.iter().enumerate() {
+        text.push_str(&format!("#{}={line};\n", index + 1));
+    }
+    text.push_str("ENDSEC;\nEND-ISO-10303-21;\n");
+    Base {
+        text,
+        entities: writer.lines.len(),
+        cylinder,
+        lens,
+        spline,
+        oriented_shell,
+        solids: [solid_a, solid_b],
+        context,
+        representations,
+        products,
+    }
+}
+
+fn add_cylinder(writer: &mut Writer) -> Cylinder {
+    let axis = writer.placement([0.0; 3], [0.0, 1.0, 0.0], [1.0, 0.0, 0.0]);
+    let lateral = writer.add(format!("CYLINDRICAL_SURFACE('',#{axis},{})", real(1.0)));
+    let lower_origin = writer.point(&[0.0; 3]);
+    let lower_cap_normal = writer.direction(&[-0.0, -1.0, -0.0]);
+    let lower_x = writer.direction(&[1.0, 0.0, 0.0]);
+    let lower_axis = writer.add(format!(
+        "AXIS2_PLACEMENT_3D('',#{lower_origin},#{lower_cap_normal},#{lower_x})"
+    ));
+    let lower_cap = writer.add(format!("PLANE('',#{lower_axis})"));
+    let upper_axis = writer.placement([0.0, 2.0, 0.0], [0.0, 1.0, 0.0], [1.0, 0.0, 0.0]);
+    let upper_cap = writer.add(format!("PLANE('',#{upper_axis})"));
+    let bottom = writer.vertex(&[1.0, 0.0, 0.0]);
+    let top = writer.vertex(&[1.0, 2.0, 0.0]);
+    let lower = writer.rim(lateral, lower_cap, 0.0, bottom);
+    let upper = writer.rim(lateral, upper_cap, 2.0, top);
+    let seam_origin = writer.point(&[1.0, 0.0, 0.0]);
+    let seam_line = writer.line(seam_origin, &[0.0, 1.0, 0.0]);
+    let after = writer.line_at(&[TAU, 0.0], &[0.0, 1.0]);
+    let before = writer.line_at(&[0.0, 0.0], &[0.0, 1.0]);
+    let pcurves = [
+        writer.pcurve(lateral, after),
+        writer.pcurve(lateral, before),
+    ];
+    let support = writer.add(format!(
+        "SEAM_CURVE('',#{seam_line},({}),.CURVE_3D.)",
+        refs(&pcurves)
+    ));
+    let seam = writer.edge([bottom, top], support);
+    let faces = [
+        writer.face(
+            &[
+                (lower.edge, true),
+                (seam, true),
+                (upper.edge, false),
+                (seam, false),
+            ],
+            lateral,
+            true,
+        ),
+        writer.face(&[(lower.edge, false)], lower_cap, true),
+        writer.face(&[(upper.edge, true)], upper_cap, true),
+    ];
+    Cylinder {
+        shell: writer.shell(&faces),
+        lower,
+        upper,
+        lower_cap_normal,
+        seam_origin,
+        seam_line,
+        seam,
+    }
+}
+
+fn add_ellipse_lens(writer: &mut Writer) -> EllipseLens {
+    let plane = writer.plane([10.0, 0.0, 0.0]);
+    let axis = writer.placement([10.0, 0.0, 0.0], [0.0, 0.0, 1.0], [1.0, 0.0, 0.0]);
+    let ellipse = writer.add(format!("ELLIPSE('',#{axis},{},{})", real(2.0), real(1.0)));
+    let vertex_point = writer.point(&[12.0, 0.0, 0.0]);
+    let vertex = writer.add(format!("VERTEX_POINT('',#{vertex_point})"));
+    let edge = writer.edge([vertex, vertex], ellipse);
+    let faces = [
+        writer.face(&[(edge, true)], plane, true),
+        writer.face(&[(edge, false)], plane, false),
+    ];
+    EllipseLens {
+        shell: writer.shell(&faces),
+        ellipse,
+        vertex_point,
+        edge,
+        faces,
+    }
+}
+
+fn add_spline_lens(writer: &mut Writer) -> SplineLens {
+    let plane = writer.plane([20.0, 0.0, 0.0]);
+    let controls = [
+        [20.0, 0.0, 0.0],
+        [21.0, 1.0, 0.0],
+        [19.0, 1.0, 0.0],
+        [20.0, 0.0, 0.0],
+    ]
+    .map(|control| writer.point(&control));
+    let curve = writer.add(format!(
+        "B_SPLINE_CURVE_WITH_KNOTS('',3,({}),.UNSPECIFIED.,.F.,.F.,(4,4),({}),.UNSPECIFIED.)",
+        refs(&controls),
+        reals(&[0.0, 1.0])
+    ));
+    let vertex = writer.vertex(&[20.0, 0.0, 0.0]);
+    let edge = writer.edge([vertex, vertex], curve);
+    let faces = [
+        writer.face(&[(edge, true)], plane, true),
+        writer.face(&[(edge, false)], plane, false),
+    ];
+    SplineLens {
+        shell: writer.shell(&faces),
+        curve,
+        edge,
+    }
+}
+
+fn add_context(writer: &mut Writer) -> Context {
+    let length = writer.add("(LENGTH_UNIT() NAMED_UNIT(*) SI_UNIT($,.METRE.))");
+    let angle = writer.add("(NAMED_UNIT(*) PLANE_ANGLE_UNIT() SI_UNIT($,.RADIAN.))");
+    let solid_angle = writer.add("(NAMED_UNIT(*) SI_UNIT($,.STERADIAN.) SOLID_ANGLE_UNIT())");
+    let uncertainty = writer.add(format!(
+        "UNCERTAINTY_MEASURE_WITH_UNIT(LENGTH_MEASURE({}),#{length},'distance_accuracy_value','exchange error bound')",
+        real(UNCERTAINTY)
+    ));
+    let context3 = writer.add(format!(
+        "(GEOMETRIC_REPRESENTATION_CONTEXT(3) GLOBAL_UNCERTAINTY_ASSIGNED_CONTEXT((#{uncertainty})) GLOBAL_UNIT_ASSIGNED_CONTEXT((#{length},#{angle},#{solid_angle})) REPRESENTATION_CONTEXT('',''))"
+    ));
+    Context {
+        length,
+        angle,
+        solid_angle,
+        uncertainty,
+        context3,
+    }
+}
+
+fn add_products(writer: &mut Writer, representations: [usize; 2]) -> Products {
+    let application = writer.add("APPLICATION_CONTEXT('automotive design')");
+    writer.add(format!(
+        "APPLICATION_PROTOCOL_DEFINITION('international standard','automotive_design',2000,#{application})"
+    ));
+    let product_context = writer.add(format!("PRODUCT_CONTEXT('',#{application},'mechanical')"));
+    let mut products = [0; 2];
+    let mut definition_context = None;
+    for (index, name) in ["a", "b"].into_iter().enumerate() {
+        let product = writer.add(format!(
+            "PRODUCT('{name}','{name}','',(#{product_context}))"
+        ));
+        let formation = writer.add(format!(
+            "PRODUCT_DEFINITION_FORMATION_WITH_SPECIFIED_SOURCE('1','',#{product},.NOT_KNOWN.)"
+        ));
+        let context = *definition_context.get_or_insert_with(|| {
+            writer.add(format!(
+                "PRODUCT_DEFINITION_CONTEXT('part definition',#{application},'design')"
+            ))
+        });
+        let definition = writer.add(format!("PRODUCT_DEFINITION('','',#{formation},#{context})"));
+        let shape = writer.add(format!("PRODUCT_DEFINITION_SHAPE('','',#{definition})"));
+        writer.add(format!(
+            "SHAPE_DEFINITION_REPRESENTATION(#{shape},#{})",
+            representations[index]
+        ));
+        products[index] = product;
+    }
+    Products {
+        application,
+        product_context,
+        products,
+    }
+}
diff --git a/main/opengeometry/test-support/src/part21/tests/mod.rs b/main/opengeometry/test-support/src/part21/tests/mod.rs
new file mode 100644
index 0000000..9bca7f6
--- /dev/null
+++ b/main/opengeometry/test-support/src/part21/tests/mod.rs
@@ -0,0 +1,91 @@
+mod base;
+mod reports;
+mod rules;
+mod values;
+
+use super::Document;
+use std::cmp::Ordering;
+
+fn parsed(text: &str) -> Document {
+    Document::parse(text).unwrap_or_else(|error| panic!("{error}"))
+}
+
+fn assert_rejected(text: &str, needle: &str) {
+    match Document::parse(text) {
+        Ok(_) => panic!("the text parsed; expected an error naming {needle}"),
+        Err(error) => assert!(error.contains(needle), "{error} does not name {needle}"),
+    }
+}
+
+fn assert_error(result: Result<(), String>, needle: &str) {
+    let error = result.expect_err(needle);
+    assert!(error.contains(needle), "{error} does not name {needle}");
+}
+
+fn assert_close(actual: [f64; 3], expected: [f64; 3]) {
+    for axis in 0..3 {
+        assert!(
+            (actual[axis] - expected[axis]).abs() < 1e-12,
+            "{actual:?} is not {expected:?}"
+        );
+    }
+}
+
+fn edited(text: &str, id: usize, from: &str, to: &str) -> String {
+    let prefix = format!("#{id}=");
+    let mut found = false;
+    let mut result = String::with_capacity(text.len());
+    for line in text.lines() {
+        if line.starts_with(&prefix) && line.contains(from) {
+            found = true;
+            result.push_str(&line.replacen(from, to, 1));
+        } else {
+            result.push_str(line);
+        }
+        result.push('\n');
+    }
+    assert!(found, "#{id} lacks {from}");
+    result
+}
+
+fn without(text: &str, id: usize) -> String {
+    let prefix = format!("#{id}=");
+    let mut result = String::with_capacity(text.len());
+    for line in text.lines().filter(|line| !line.starts_with(&prefix)) {
+        result.push_str(&renumbered(line, id));
+        result.push('\n');
+    }
+    result
+}
+
+fn renumbered(line: &str, removed: usize) -> String {
+    let mut result = String::with_capacity(line.len());
+    let mut rest = line;
+    while let Some(index) = rest.find('#') {
+        result.push_str(&rest[..index]);
+        let digits = rest[index + 1..]
+            .bytes()
+            .take_while(u8::is_ascii_digit)
+            .count();
+        let target: usize = rest[index + 1..index + 1 + digits].parse().unwrap();
+        match target.cmp(&removed) {
+            Ordering::Less => result.push_str(&format!("#{target}")),
+            Ordering::Equal => result.push('$'),
+            Ordering::Greater => result.push_str(&format!("#{}", target - 1)),
+        }
+        rest = &rest[index + 1 + digits..];
+    }
+    result.push_str(rest);
+    result
+}
+
+fn appended(text: &str, expression: &str) -> String {
+    let count = text.lines().filter(|line| line.starts_with('#')).count();
+    let end = text.rfind("ENDSEC;").unwrap();
+    format!(
+        "{}#{}={expression};\n{}",
+        &text[..end],
+        count + 1,
+        &text[end..]
+    )
+}
diff --git a/main/opengeometry/test-support/src/part21/tests/reports.rs b/main/opengeometry/test-support/src/part21/tests/reports.rs
new file mode 100644
index 0000000..02eb0b8
--- /dev/null
+++ b/main/opengeometry/test-support/src/part21/tests/reports.rs
@@ -0,0 +1,117 @@
+use super::base::{base, Base};
+use super::{assert_error, parsed};
+use crate::part21::{check_report_matches, check_single_report_matches, normalise_step};
+use serde_json::{json, Value};
+
+fn matching_report(base: &Base) -> Value {
+    json!({
+        "unit": "metre",
+        "products": 2,
+        "solids": 2,
+        "faces": 7,
+        "edges": 5,
+        "cavityShells": 1,
+        "fittedCurves": 1,
+        "pcurvelessEdges": 2,
+        "entities": base.entities,
+        "bytes": base.text.len(),
+        "bodies": [
+            {"solids": 1, "faces": 5, "edges": 4, "cavityShells": 1, "fittedCurves": 0, "pcurvelessEdges": 1},
+            {"solids": 1, "faces": 2, "edges": 1, "cavityShells": 0, "fittedCurves": 1, "pcurvelessEdges": 1},
+        ],
+    })
+}
+
+#[test]
+fn report_matcher_rejects_a_product_count_off_by_one() {
+    let base = base();
+    let document = parsed(&base.text);
+    let mut report = matching_report(&base);
+    assert_eq!(check_report_matches(&document, &base.text, &report), Ok(()));
+    report["products"] = json!(3);
+    let result = check_report_matches(&document, &base.text, &report);
+    assert_error(result, "report products is 3, the file has 2");
+}
+
+#[test]
+fn report_matcher_checks_each_body_against_its_product() {
+    let base = base();
+    let mut report = matching_report(&base);
+    report["bodies"][1]["fittedCurves"] = json!(0);
+    let result = check_report_matches(&parsed(&base.text), &base.text, &report);
+    assert_error(result, "report bodies[1].fittedCurves is 0, the file has 1");
+}
+
+#[test]
+fn report_matcher_checks_body_sums_against_totals() {
+    let base = base();
+    let mut report = matching_report(&base);
+    report["faces"] = json!(8);
+    let result = check_report_matches(&parsed(&base.text), &base.text, &report);
+    assert_error(result, "report faces is 8, the bodies sum to 7");
+}
+
+#[test]
+fn report_matcher_checks_bytes_and_unit_against_the_file() {
+    let base = base();
+    let document = parsed(&base.text);
+    let mut report = matching_report(&base);
+    report["bytes"] = json!(base.text.len() + 1);
+    let result = check_report_matches(&document, &base.text, &report);
+    assert_error(result, "report bytes is");
+    let mut report = matching_report(&base);
+    report["unit"] = json!("millimetre");
+    let result = check_report_matches(&document, &base.text, &report);
+    assert_error(result, "file length unit is metre, expected millimetre");
+}
+
+#[test]
+fn single_report_matcher_checks_the_free_function_figures() {
+    let document = parsed(&base().text);
+    let mut report = json!({
+        "length_unit": "metre",
+        "faces": 7,
+        "edges": 5,
+        "solids": 2,
+        "cavity_shells": 1,
+    });
+    assert_eq!(check_single_report_matches(&document, &report), Ok(()));
+    report["faces"] = json!(6);
+    let result = check_single_report_matches(&document, &report);
+    assert_error(result, "report faces is 6, the file has 7");
+}
+
+#[test]
+fn normalise_step_erases_names_and_negative_zero() {
+    let source = [
+        "ISO-10303-21;",
+        "HEADER;",
+        "FILE_DESCRIPTION(('OpenGeometry authoritative analytic BRep v2'),'3;1');",
+        "FILE_NAME('cylinder','1970-01-01T00:00:00',('OpenGeometry'),('OpenGeometry'),'OpenGeometry','OpenGeometry','');",
+        "DATA;",
+        "#1=DIRECTION('',(-0.00000000000000000E0,-1.00000000000000000E0,-0.00000000000000000E0));",
+        "#2=CARTESIAN_POINT('-0.0',(-5.0E-1,-1.0E-5,-0.0,1.0E-0));",
+        "#3=MANIFOLD_SOLID_BREP('cylinder-0',#9);",
+        "#4=BREP_WITH_VOIDS('box-cavity-0',#9,(#8));",
+        "#5=PRODUCT('cylinder','cylinder','',(#7));",
+        "#6=PRODUCT_CONTEXT('',#100,'mechanical');",
+        "END-ISO-10303-21;",
+        "",
+    ];
+    let expected = [
+        "ISO-10303-21;",
+        "HEADER;",
+        "FILE_DESCRIPTION(('description'),'3;1');",
+        "FILE_NAME('name','1970-01-01T00:00:00',('OpenGeometry'),('OpenGeometry'),'OpenGeometry','OpenGeometry','');",
+        "DATA;",
+        "#1=DIRECTION('',(0.00000000000000000E0,-1.00000000000000000E0,0.00000000000000000E0));",
+        "#2=CARTESIAN_POINT('-0.0',(-5.0E-1,-1.0E-5,0.0,1.0E-0));",
+        "#3=MANIFOLD_SOLID_BREP('solid',#9);",
+        "#4=BREP_WITH_VOIDS('solid',#9,(#8));",
+        "#5=PRODUCT('product','product','',(#7));",
+        "#6=PRODUCT_CONTEXT('',#100,'mechanical');",
+        "END-ISO-10303-21;",
+        "",
+    ];
+    assert_eq!(normalise_step(&source.join("\n")), expected.join("\n"));
+}
diff --git a/main/opengeometry/test-support/src/part21/tests/rules.rs b/main/opengeometry/test-support/src/part21/tests/rules.rs
new file mode 100644
index 0000000..0e22ad9
--- /dev/null
+++ b/main/opengeometry/test-support/src/part21/tests/rules.rs
@@ -0,0 +1,199 @@
+use super::base::{base, real, UNCERTAINTY};
+use super::{appended, assert_error, assert_rejected, edited, parsed, without};
+use crate::part21::Document;
+use std::collections::BTreeMap;
+use std::f64::consts::FRAC_PI_3;
+
+#[test]
+fn base_text_parses_under_every_rule() {
+    let base = base();
+    let document = parsed(&base.text);
+    assert_eq!(document.entity_count(), base.entities);
+    assert_eq!(document.count("EDGE_CURVE"), 5);
+}
+
+#[test]
+fn vertex_off_its_curve_by_more_than_the_file_uncertainty_is_rejected() {
+    let base = base();
+    let moved = |factor: f64| {
+        let to = format!(",{}))", real(factor * UNCERTAINTY));
+        edited(
+            &base.text,
+            base.cylinder.seam_origin,
+            &format!(",{}))", real(0.0)),
+            &to,
+        )
+    };
+    parsed(&moved(0.95));
+    assert_rejected(&moved(1.05), "misses curve");
+}
+
+#[test]
+fn pcurve_sample_beyond_the_file_uncertainty_is_rejected() {
+    let base = base();
+    let grown = |factor: f64| {
+        let to = format!(",{})", real(1.0 + factor * UNCERTAINTY));
+        edited(
+            &base.text,
+            base.cylinder.lower.conic,
+            &format!(",{})", real(1.0)),
+            &to,
+        )
+    };
+    parsed(&grown(0.95));
+    assert_rejected(&grown(1.05), "misses 3D curve");
+}
+
+#[test]
+fn ellipse_distance_is_the_closest_point_distance() {
+    let document = Document {
+        entities: BTreeMap::from([
+            (1, "CARTESIAN_POINT('',(0.0,0.0,0.0))".to_string()),
+            (2, "DIRECTION('',(0.0,0.0,1.0))".to_string()),
+            (3, "DIRECTION('',(1.0,0.0,0.0))".to_string()),
+            (4, "AXIS2_PLACEMENT_3D('',#1,#2,#3)".to_string()),
+            (5, "ELLIPSE('',#4,2.0,1.0)".to_string()),
+        ]),
+    };
+    let distance = |point: [f64; 3]| document.curve_distance(5, point).unwrap();
+    assert!((distance([2.25, 0.0, 0.0]) - 0.25).abs() < 1e-12);
+    let (sin, cos) = FRAC_PI_3.sin_cos();
+    let normal = [cos, 2.0 * sin];
+    let length = normal[0].hypot(normal[1]);
+    let point = [
+        2.0 * cos + 0.25 * normal[0] / length,
+        sin + 0.25 * normal[1] / length,
+        0.0,
+    ];
+    assert!((distance(point) - 0.25).abs() < 1e-12);
+}
+
+#[test]
+fn vertex_off_an_ellipse_by_more_than_the_uncertainty_is_rejected() {
+    let base = base();
+    let moved = |factor: f64| {
+        let to = format!("({},", real(12.0 + factor * UNCERTAINTY));
+        edited(
+            &base.text,
+            base.lens.vertex_point,
+            &format!("({},", real(12.0)),
+            &to,
+        )
+    };
+    parsed(&moved(0.95));
+    assert_rejected(&moved(1.5), "misses curve");
+}
+
+#[test]
+fn file_without_application_context_is_rejected() {
+    let base = base();
+    let text = without(&base.text, base.products.application);
+    assert_rejected(&text, "exactly one APPLICATION_CONTEXT");
+}
+
+#[test]
+fn file_without_a_2d_context_is_rejected() {
+    let text = without(&base().text, 1);
+    assert_rejected(&text, "exactly one 2D GEOMETRIC_REPRESENTATION_CONTEXT");
+}
+
+#[test]
+fn shape_representation_must_reference_the_3d_context() {
+    let base = base();
+    let from = format!("),#{})", base.context.context3);
+    let text = edited(&base.text, base.representations[0], &from, "),#1)");
+    assert_rejected(&text, "does not reference the 3D context");
+}
+
+#[test]
+fn definitional_representation_must_reference_the_2d_context() {
+    let base = base();
+    let to = format!("),#{})", base.context.context3);
+    let text = edited(&base.text, base.cylinder.lower.definition, "),#1)", &to);
+    assert_rejected(&text, "does not reference the 2D context");
+}
+
+#[test]
+fn product_contexts_must_reference_the_application_context() {
+    let base = base();
+    let from = format!("'',#{},", base.products.application);
+    let to = format!("'',#{},", base.context.context3);
+    let text = edited(&base.text, base.products.product_context, &from, &to);
+    assert_rejected(&text, "does not reference the APPLICATION_CONTEXT");
+}
+
+#[test]
+fn unit_assignment_must_name_length_angle_and_solid_angle_units() {
+    let base = base();
+    let from = format!(",#{}))", base.context.solid_angle);
+    let to = format!(",#{}))", base.context.angle);
+    let text = edited(&base.text, base.context.context3, &from, &to);
+    assert_rejected(&text, "GLOBAL_UNIT_ASSIGNED_CONTEXT does not name");
+}
+
+#[test]
+fn uncertainty_must_name_the_length_unit_and_belong_to_the_3d_context() {
+    let base = base();
+    let context = &base.context;
+    let from = format!("),#{},", context.length);
+    let to = format!("),#{},", context.angle);
+    let text = edited(&base.text, context.uncertainty, &from, &to);
+    assert_rejected(&text, "does not name the length unit");
+    let from = format!("((#{}))", context.uncertainty);
+    let to = format!("((#{}))", context.length);
+    let text = edited(&base.text, context.context3, &from, &to);
+    assert_rejected(
+        &text,
+        "GLOBAL_UNCERTAINTY_ASSIGNED_CONTEXT does not reference",
+    );
+}
+
+#[test]
+fn length_unit_must_match_the_requested_unit() {
+    let base = base();
+    let prefixed = |prefix: &str| {
+        let to = format!("SI_UNIT({prefix},");
+        parsed(&edited(&base.text, base.context.length, "SI_UNIT($,", &to))
+    };
+    let millimetre = prefixed(".MILLI.");
+    assert_eq!(millimetre.length_unit(), Ok("millimetre"));
+    assert_eq!(millimetre.check_length_unit("millimetre"), Ok(()));
+    assert_error(millimetre.check_length_unit("metre"), "millimetre");
+    assert_eq!(parsed(&base.text).length_unit(), Ok("metre"));
+    assert!(prefixed(".KILO.").length_unit().is_err());
+}
+
+#[test]
+fn brep_with_voids_without_a_void_is_rejected() {
+    let base = base();
+    let from = format!("(#{})", base.oriented_shell);
+    let text = edited(&base.text, base.solids[0], &from, "()");
+    assert_rejected(&text, "has no void");
+}
+
+#[test]
+fn void_must_be_an_oriented_closed_shell_over_a_closed_shell() {
+    let base = base();
+    let from = format!("(#{})", base.oriented_shell);
+    let to = format!("(#{})", base.lens.shell);
+    let text = edited(&base.text, base.solids[0], &from, &to);
+    assert_rejected(&text, "is not an ORIENTED_CLOSED_SHELL");
+    let from = format!("*,#{},", base.lens.shell);
+    let to = format!("*,#{},", base.lens.faces[0]);
+    let text = edited(&base.text, base.oriented_shell, &from, &to);
+    assert_rejected(&text, "does not orient a CLOSED_SHELL");
+}
+
+#[test]
+fn oriented_closed_shell_must_be_used_by_exactly_one_solid() {
+    let base = base();
+    let from = format!("MANIFOLD_SOLID_BREP('b-0',#{})", base.spline.shell);
+    let to = format!(
+        "BREP_WITH_VOIDS('b-0',#{},(#{}))",
+        base.spline.shell, base.oriented_shell
+    );
+    let text = edited(&base.text, base.solids[1], &from, &to);
+    assert_rejected(&text, "is used by 2 solids");
+    let expression = format!("ORIENTED_CLOSED_SHELL('',*,#{},.T.)", base.lens.shell);
+    assert_rejected(&appended(&base.text, &expression), "is used by 0 solids");
+}
diff --git a/main/opengeometry/test-support/src/part21/tests/values.rs b/main/opengeometry/test-support/src/part21/tests/values.rs
new file mode 100644
index 0000000..6df529f
--- /dev/null
+++ b/main/opengeometry/test-support/src/part21/tests/values.rs
@@ -0,0 +1,183 @@
+use super::base::{base, real};
+use super::{appended, assert_close, edited, parsed};
+use crate::part21::{CurveRadii, EdgeSupport, ProductCounts, SolidEntry};
+
+#[test]
+fn curve_point_follows_circle_and_ellipse_parameterisation() {
+    let base = base();
+    let document = parsed(&base.text);
+    let circle = document.curve_point(base.cylinder.lower.circle, 0.25);
+    assert_close(circle.unwrap(), [0.0, 0.0, -1.0]);
+    let ellipse = |parameter: f64| document.curve_point(base.lens.ellipse, parameter).unwrap();
+    assert_close(ellipse(0.25), [10.0, 1.0, 0.0]);
+    assert_close(ellipse(0.5), [8.0, 0.0, 0.0]);
+}
+
+#[test]
+fn void_map_counts_each_solids_cavity_shells() {
+    let base = base();
+    let solids = parsed(&base.text).solids().unwrap();
+    let with = |voids| SolidEntry {
+        voids,
+        with_voids: true,
+    };
+    let manifold = SolidEntry {
+        voids: 0,
+        with_voids: false,
+    };
+    assert_eq!(solids, [with(1), manifold]);
+    let second = base.entities + 1;
+    let from = format!("(#{})", base.oriented_shell);
+    let to = format!("(#{},#{second})", base.oriented_shell);
+    let text = edited(&base.text, base.solids[0], &from, &to);
+    let expression = format!("ORIENTED_CLOSED_SHELL('',*,#{},.T.)", base.lens.shell);
+    let solids = parsed(&appended(&text, &expression)).solids().unwrap();
+    assert_eq!(solids, [with(2), manifold]);
+}
+
+#[test]
+fn kind_counts_agree_with_count_for_every_kind() {
+    let document = parsed(&base().text);
+    let counts = document.kind_counts();
+    for (kind, count) in &counts {
+        assert_eq!(document.count(kind), *count, "{kind}");
+    }
+    assert_eq!(counts["EDGE_CURVE"], 5);
+    assert_eq!(counts["ADVANCED_FACE"], 7);
+    assert_eq!(counts["LENGTH_MEASURE"], 1);
+    assert_eq!(counts["SI_UNIT"], 3);
+}
+
+#[test]
+fn typed_accessors_read_points_and_directions_by_dimension() {
+    let base = base();
+    let document = parsed(&base.text);
+    let points3 = document.points3().unwrap();
+    let points2 = document.points2().unwrap();
+    let directions3 = document.directions3().unwrap();
+    let directions2 = document.directions2().unwrap();
+    assert_eq!(points3[&base.lens.vertex_point], [12.0, 0.0, 0.0]);
+    assert_eq!(
+        points2.len() + points3.len(),
+        document.count("CARTESIAN_POINT")
+    );
+    assert_eq!(
+        directions3[&base.cylinder.lower_cap_normal],
+        [0.0, -1.0, 0.0]
+    );
+    assert!(directions2
+        .values()
+        .all(|value| value[0].hypot(value[1]) == 1.0));
+    assert_eq!(
+        directions2.len() + directions3.len(),
+        document.count("DIRECTION")
+    );
+    let controls = document.spline_control_points().unwrap();
+    assert_eq!(controls.len(), 4);
+    assert!(controls.iter().all(|id| points3.contains_key(id)));
+}
+
+#[test]
+fn edge_supports_name_each_edges_curve_radii_and_pcurves() {
+    let base = base();
+    let (cylinder, lens) = (&base.cylinder, &base.lens);
+    let expected = [
+        (
+            cylinder.lower.edge,
+            cylinder.lower.circle,
+            "CIRCLE",
+            vec![1.0],
+            true,
+        ),
+        (
+            cylinder.upper.edge,
+            cylinder.upper.circle,
+            "CIRCLE",
+            vec![1.0],
+            true,
+        ),
+        (cylinder.seam, cylinder.seam_line, "LINE", vec![], true),
+        (lens.edge, lens.ellipse, "ELLIPSE", vec![2.0, 1.0], false),
+        (
+            base.spline.edge,
+            base.spline.curve,
+            "B_SPLINE_CURVE_WITH_KNOTS",
+            vec![],
+            false,
+        ),
+    ]
+    .map(|(edge, curve, kind, radii, with_pcurves)| EdgeSupport {
+        edge,
+        curve,
+        kind: kind.into(),
+        radii,
+        with_pcurves,
+    });
+    assert_eq!(parsed(&base.text).edge_supports().unwrap(), expected);
+}
+
+#[test]
+fn curve_radii_cover_3d_and_2d_conics() {
+    let base = base();
+    let cylinder = &base.cylinder;
+    let expected = [
+        (cylinder.lower.circle, "CIRCLE", 3, vec![1.0]),
+        (cylinder.lower.conic, "CIRCLE", 2, vec![1.0]),
+        (cylinder.upper.circle, "CIRCLE", 3, vec![1.0]),
+        (cylinder.upper.conic, "CIRCLE", 2, vec![1.0]),
+        (base.lens.ellipse, "ELLIPSE", 3, vec![2.0, 1.0]),
+    ]
+    .map(|(curve, kind, dimension, radii)| CurveRadii {
+        curve,
+        kind: kind.into(),
+        dimension,
+        radii,
+    });
+    assert_eq!(parsed(&base.text).curve_radii().unwrap(), expected);
+}
+
+#[test]
+fn product_counts_follow_each_products_shells() {
+    let base = base();
+    let expected = [
+        ProductCounts {
+            product: base.products.products[0],
+            solids: 1,
+            faces: 5,
+            edges: 4,
+            voids: 1,
+            pcurveless_edges: 1,
+            fitted_curves: 0,
+        },
+        ProductCounts {
+            product: base.products.products[1],
+            solids: 1,
+            faces: 2,
+            edges: 1,
+            voids: 0,
+            pcurveless_edges: 1,
+            fitted_curves: 1,
+        },
+    ];
+    assert_eq!(parsed(&base.text).product_counts().unwrap(), expected);
+}
+
+#[test]
+fn reversed_conic_pcurve_is_reported_reversed() {
+    let base = base();
+    let figures = |text: &str| {
+        let report = parsed(text).parameter_direction_report().unwrap();
+        [
+            report.assessed,
+            report.aligned,
+            report.reversed,
+            report.conic_assessed,
+            report.conic_aligned,
+            report.conic_reversed,
+        ]
+    };
+    assert_eq!(figures(&base.text), [2, 2, 0, 4, 3, 1]);
+    let normal = base.cylinder.lower_cap_normal;
+    let flipped = edited(&base.text, normal, &real(-1.0), &real(1.0));
+    assert_eq!(figures(&flipped), [2, 2, 0, 4, 4, 0]);
+}
diff --git a/main/opengeometry/test-support/src/part21/values.rs b/main/opengeometry/test-support/src/part21/values.rs
new file mode 100644
index 0000000..bbcde18
--- /dev/null
+++ b/main/opengeometry/test-support/src/part21/values.rs
@@ -0,0 +1,271 @@
+use super::document::Document;
+use super::lexer::{fields, keyword, keywords, reference, references};
+use std::collections::{BTreeMap, BTreeSet};
+
+#[derive(Debug, Clone, PartialEq)]
+pub struct EdgeSupport {
+    pub edge: usize,
+    pub curve: usize,
+    pub kind: String,
+    pub radii: Vec<f64>,
+    pub with_pcurves: bool,
+}
+
+#[derive(Debug, Clone, PartialEq)]
+pub struct CurveRadii {
+    pub curve: usize,
+    pub kind: String,
+    pub dimension: usize,
+    pub radii: Vec<f64>,
+}
+
+#[derive(Debug, Clone, Copy, PartialEq, Eq)]
+pub struct ProductCounts {
+    pub product: usize,
+    pub solids: usize,
+    pub faces: usize,
+    pub edges: usize,
+    pub voids: usize,
+    pub pcurveless_edges: usize,
+    pub fitted_curves: usize,
+}
+
+struct ProductLinks {
+    products: Vec<usize>,
+    parents: BTreeMap<usize, usize>,
+    shapes: Vec<(usize, usize)>,
+}
+
+impl Document {
+    pub fn kind_counts(&self) -> BTreeMap<String, usize> {
+        let mut counts = BTreeMap::new();
+        for expression in self.entities.values() {
+            for kind in keywords(expression).into_iter().collect::<BTreeSet<_>>() {
+                *counts.entry(kind).or_insert(0) += 1;
+            }
+        }
+        counts
+    }
+
+    pub fn points3(&self) -> Result<BTreeMap<usize, [f64; 3]>, String> {
+        self.typed_tuples("CARTESIAN_POINT(")
+    }
+
+    pub fn points2(&self) -> Result<BTreeMap<usize, [f64; 2]>, String> {
+        self.typed_tuples("CARTESIAN_POINT(")
+    }
+
+    pub fn directions3(&self) -> Result<BTreeMap<usize, [f64; 3]>, String> {
+        self.typed_tuples("DIRECTION(")
+    }
+
+    pub fn directions2(&self) -> Result<BTreeMap<usize, [f64; 2]>, String> {
+        self.typed_tuples("DIRECTION(")
+    }
+
+    fn typed_tuples<const N: usize>(
+        &self,
+        prefix: &str,
+    ) -> Result<BTreeMap<usize, [f64; N]>, String> {
+        let tuples = self.tuples(prefix, N)?;
+        Ok(tuples
+            .into_iter()
+            .map(|(id, v)| (id, std::array::from_fn(|axis| v[axis])))
+            .collect())
+    }
+
+    fn tuples(&self, prefix: &str, dimension: usize) -> Result<BTreeMap<usize, Vec<f64>>, String> {
+        let mut result = BTreeMap::new();
+        for (id, expression) in &self.entities {
+            if !expression.starts_with(prefix) {
+                continue;
+            }
+            let values = self.tuple(&fields(expression)?[1])?;
+            if values.len() == dimension {
+                result.insert(*id, values);
+            }
+        }
+        Ok(result)
+    }
+
+    pub fn spline_control_points(&self) -> Result<BTreeSet<usize>, String> {
+        let mut result = BTreeSet::new();
+        for expression in self.entities.values() {
+            if expression.starts_with("B_SPLINE_CURVE_WITH_KNOTS(") {
+                result.extend(references(&fields(expression)?[2]));
+            }
+        }
+        Ok(result)
+    }
+
+    pub fn edge_supports(&self) -> Result<Vec<EdgeSupport>, String> {
+        self.entities
+            .iter()
+            .filter(|(_, expression)| expression.starts_with("EDGE_CURVE("))
+            .map(|(id, expression)| self.edge_support(*id, expression))
+            .collect()
+    }
+
+    fn edge_support(&self, edge: usize, expression: &str) -> Result<EdgeSupport, String> {
+        let mut curve = reference(&fields(expression)?[3])?;
+        let support = self.entity(curve)?;
+        let with_pcurves =
+            support.starts_with("SURFACE_CURVE(") || support.starts_with("SEAM_CURVE(");
+        if with_pcurves {
+            curve = reference(&fields(support)?[1])?;
+        }
+        let curve_expression = self.entity(curve)?;
+        Ok(EdgeSupport {
+            edge,
+            curve,
+            kind: keyword(curve_expression).into(),
+            radii: conic_radii(curve_expression)?,
+            with_pcurves,
+        })
+    }
+
+    pub fn curve_radii(&self) -> Result<Vec<CurveRadii>, String> {
+        let mut result = Vec::new();
+        for (id, expression) in &self.entities {
+            let radii = conic_radii(expression)?;
+            if radii.is_empty() {
+                continue;
+            }
+            let placement = self.entity(reference(&fields(expression)?[1])?)?;
+            let dimension = match keyword(placement) {
+                "AXIS2_PLACEMENT_2D" => 2,
+                "AXIS2_PLACEMENT_3D" => 3,
+                _ => return Err(format!("#{id} has no conic placement")),
+            };
+            result.push(CurveRadii {
+                curve: *id,
+                kind: keyword(expression).into(),
+                dimension,
+                radii,
+            });
+        }
+        Ok(result)
+    }
+
+    pub fn product_counts(&self) -> Result<Vec<ProductCounts>, String> {
+        let links = self.product_links()?;
+        let mut result = Vec::new();
+        for (shape, representation) in &links.shapes {
+            let mut product = *shape;
+            for _ in 0..3 {
+                product = *links
+                    .parents
+                    .get(&product)
+                    .ok_or_else(|| format!("shape #{shape} does not reach a PRODUCT"))?;
+            }
+            result.push(self.representation_counts(product, *representation)?);
+        }
+        result.sort_by_key(|counts| counts.product);
+        if !result
+            .iter()
+            .map(|counts| counts.product)
+            .eq(links.products.iter().copied())
+        {
+            return Err("every PRODUCT needs exactly one shape representation".into());
+        }
+        Ok(result)
+    }
+
+    fn product_links(&self) -> Result<ProductLinks, String> {
+        let mut links = ProductLinks {
+            products: Vec::new(),
+            parents: BTreeMap::new(),
+            shapes: Vec::new(),
+        };
+        for (id, expression) in &self.entities {
+            let parent_field = match keyword(expression) {
+                "PRODUCT" => {
+                    links.products.push(*id);
+                    continue;
+                }
+                "SHAPE_DEFINITION_REPRESENTATION" => {
+                    let args = fields(expression)?;
+                    links
+                        .shapes
+                        .push((reference(&args[0])?, reference(&args[1])?));
+                    continue;
+                }
+                "PRODUCT_DEFINITION_FORMATION_WITH_SPECIFIED_SOURCE"
+                | "PRODUCT_DEFINITION"
+                | "PRODUCT_DEFINITION_SHAPE" => 2,
+                _ => continue,
+            };
+            let parent = reference(&fields(expression)?[parent_field])?;
+            links.parents.insert(*id, parent);
+        }
+        Ok(links)
+    }
+
+    fn representation_counts(
+        &self,
+        product: usize,
+        representation: usize,
+    ) -> Result<ProductCounts, String> {
+        let mut counts = ProductCounts {
+            product,
+            solids: 0,
+            faces: 0,
+            edges: 0,
+            voids: 0,
+            pcurveless_edges: 0,
+            fitted_curves: 0,
+        };
+        let mut seen = BTreeSet::new();
+        for solid in references(&fields(self.entity(representation)?)?[1]) {
+            self.add_solid(&mut counts, solid, &mut seen)?;
+        }
+        Ok(counts)
+    }
+
+    fn add_solid(
+        &self,
+        counts: &mut ProductCounts,
+        solid: usize,
+        seen: &mut BTreeSet<usize>,
+    ) -> Result<(), String> {
+        let expression = self.entity(solid)?;
+        let args = fields(expression)?;
+        counts.solids += 1;
+        let mut shells = vec![reference(&args[1])?];
+        if expression.starts_with("BREP_WITH_VOIDS(") {
+            for void in references(&args[2]) {
+                counts.voids += 1;
+                shells.push(reference(&fields(self.entity(void)?)?[2])?);
+            }
+        }
+        for shell in shells {
+            for face in references(&fields(self.entity(shell)?)?[1]) {
+                counts.faces += 1;
+                for (edge, _) in self.face_edges(face)? {
+                    if !seen.insert(edge) {
+                        continue;
+                    }
+                    counts.edges += 1;
+                    let support = self.edge_support(edge, self.entity(edge)?)?;
+                    counts.pcurveless_edges += usize::from(!support.with_pcurves);
+                    if support.kind == "B_SPLINE_CURVE_WITH_KNOTS" && seen.insert(support.curve) {
+                        counts.fitted_curves += 1;
+                    }
+                }
+            }
+        }
+        Ok(())
+    }
+}
+
+fn conic_radii(expression: &str) -> Result<Vec<f64>, String> {
+    let count = match keyword(expression) {
+        "CIRCLE" => 1,
+        "ELLIPSE" => 2,
+        _ => return Ok(Vec::new()),
+    };
+    fields(expression)?[2..2 + count]
+        .iter()
+        .map(|value| value.parse().map_err(|_| "invalid conic radius".into()))
+        .collect()
+}
diff --git a/main/opengeometry/test-support/src/scenes/acceptance.rs b/main/opengeometry/test-support/src/scenes/acceptance.rs
new file mode 100644
index 0000000..8c7abbf
--- /dev/null
+++ b/main/opengeometry/test-support/src/scenes/acceptance.rs
@@ -0,0 +1,224 @@
+use crate::world_graph::{graph, named};
+use opengeometry::exchange::StepExportReport;
+use opengeometry::world_graph::{
+    CopyOptions, CreateOptions, CreatingOperation, EditScope, ErrorCode, GraphError,
+    ModifyingOperation, Plane, Primitive, StepOptions, Transform, WorldGraph,
+};
+
+pub struct AcceptanceScene {
+    pub graph: WorldGraph,
+    pub level: String,
+    pub wall: String,
+    pub rail: String,
+    pub rails: Vec<String>,
+}
+
+pub fn recut_scene() -> AcceptanceScene {
+    let mut graph = graph();
+    let (level, _) = graph.create_system_assembly(named("level-1")).unwrap();
+    let wall = build_wall(&mut graph);
+    let rail = build_rail(&mut graph);
+    let members = [
+        "wall-profile",
+        "wall-1",
+        "door-cutter",
+        "rail-path",
+        "rail-disc",
+        "rail-1",
+    ]
+    .map(String::from);
+    graph.add_child(&level, &members, false).unwrap();
+    let mut scene = AcceptanceScene {
+        graph,
+        level,
+        wall,
+        rails: vec![rail.clone()],
+        rail,
+    };
+    place_and_recut(&mut scene);
+    scene
+}
+
+pub fn acceptance_scene() -> AcceptanceScene {
+    let mut scene = recut_scene();
+    let _ = attempt_rail_minus_wall(&mut scene);
+    trial_rebuild(&mut scene);
+    add_rail_instances(&mut scene);
+    reparent_test_child(&mut scene.graph);
+    scene.graph.dispose("reparent-test").unwrap();
+    scene.graph.dispose("door-cutter").unwrap();
+    scene
+}
+
+pub fn level_export(
+    scene: &AcceptanceScene,
+    unit: &str,
+    up_axis: &str,
+) -> (String, StepExportReport) {
+    let options = StepOptions {
+        unit: unit.into(),
+        up_axis: up_axis.into(),
+        ..StepOptions::default()
+    };
+    scene
+        .graph
+        .export_step(&[scene.level.clone()], &options)
+        .unwrap()
+}
+
+fn build_wall(graph: &mut WorldGraph) -> String {
+    let wall = create_wall(graph, "wall-profile", "wall-1");
+    let cutter = create_cutter(graph, "door-cutter", [0.9, 2.1, 0.4], 2.0);
+    subtract(graph, &wall, &[cutter]);
+    wall
+}
+
+fn build_rail(graph: &mut WorldGraph) -> String {
+    let points = vec![[0.0, 1.0, 1.0], [4.0, 1.0, 1.0], [4.0, 1.0, 4.0]];
+    let path = Primitive::Polyline {
+        points,
+        closed: false,
+    };
+    let (path, _) = graph.create_primitive(path, named("rail-path")).unwrap();
+    let plane = Plane {
+        origin: Some([0.0, 1.0, 1.0]),
+        normal: Some([1.0, 0.0, 0.0]),
+        x_direction: Some([0.0, 0.0, 1.0]),
+    };
+    let disc = CreateOptions {
+        plane: Some(plane),
+        ..named("rail-disc")
+    };
+    let (profile, _) = graph
+        .create_primitive(Primitive::Circle { radius: 0.05 }, disc)
+        .unwrap();
+    let sweep = CreatingOperation::Sweep { profile, path };
+    graph.create_operation(sweep, named("rail-1")).unwrap().0
+}
+
+fn place_and_recut(scene: &mut AcceptanceScene) {
+    let graph = &mut scene.graph;
+    let place = Transform::Place {
+        origin: Some([0.0, 3.0, 0.0]),
+        x_direction: None,
+        normal: None,
+        scale: None,
+    };
+    graph.transform(&scene.level, place).unwrap();
+    let rotate = Transform::Rotate {
+        axis: [0.0, 1.0, 0.0],
+        degrees: 90.0,
+        pivot: None,
+    };
+    graph.transform(&scene.rail, rotate).unwrap();
+    let rebuilt = wall_extrusion("wall-profile", 4.0);
+    graph
+        .rebuild_operation(&scene.wall, rebuilt, EditScope::Node)
+        .unwrap();
+    subtract(graph, &scene.wall, &["door-cutter".into()]);
+}
+
+pub fn attempt_rail_minus_wall(scene: &mut AcceptanceScene) -> GraphError {
+    let error = scene
+        .graph
+        .operate(
+            &scene.rail,
+            ModifyingOperation::Subtract,
+            &[scene.wall.clone()],
+            EditScope::Node,
+        )
+        .unwrap_err();
+    assert_eq!(error.error_code(), ErrorCode::CoverageGap, "{error:?}");
+    error
+}
+
+fn trial_rebuild(scene: &mut AcceptanceScene) {
+    let graph = &mut scene.graph;
+    let mark = graph.mark().unwrap();
+    let trial = wall_extrusion("wall-profile", 5.0);
+    graph
+        .rebuild_operation(&scene.wall, trial, EditScope::Node)
+        .unwrap();
+    graph.rollback(mark).unwrap();
+    graph.release(mark).unwrap();
+}
+
+fn add_rail_instances(scene: &mut AcceptanceScene) {
+    for index in 2..=11 {
+        let og_id = format!("rail-{index}");
+        let offset = [0.0, 0.0, f64::from(index) * 2.0];
+        let copy = instance_rail(&mut scene.graph, &scene.rail, &og_id, offset);
+        scene.rails.push(copy);
+    }
+}
+
+pub(super) fn instance_rail(
+    graph: &mut WorldGraph,
+    rail: &str,
+    og_id: &str,
+    offset: [f64; 3],
+) -> String {
+    let options = CopyOptions {
+        og_id: Some(og_id.into()),
+        parent: None,
+    };
+    let (copy, _) = graph.instance(rail, options).unwrap();
+    graph
+        .transform(&copy, Transform::Translate { offset })
+        .unwrap();
+    copy
+}
+
+fn reparent_test_child(graph: &mut WorldGraph) {
+    let (reparent, _) = graph.create_system_assembly(named("reparent")).unwrap();
+    let child = vec![create_cuboid(graph, "reparent-test", [0.1, 0.1, 0.1])];
+    let offset = [10.0, 0.0, 0.0];
+    graph
+        .transform(&reparent, Transform::Translate { offset })
+        .unwrap();
+    graph.add_child(&reparent, &child, true).unwrap();
+    graph.remove_child(&reparent, &child[0], true).unwrap();
+    graph.add_child(&reparent, &child, false).unwrap();
+}
+
+pub(super) fn create_wall(graph: &mut WorldGraph, profile: &str, wall: &str) -> String {
+    let rectangle = Primitive::Rectangle {
+        width: 6.0,
+        breadth: 0.2,
+    };
+    graph.create_primitive(rectangle, named(profile)).unwrap();
+    let extrusion = wall_extrusion(profile, 3.0);
+    graph.create_operation(extrusion, named(wall)).unwrap().0
+}
+
+pub(super) fn create_cutter(graph: &mut WorldGraph, og_id: &str, size: [f64; 3], x: f64) -> String {
+    let cutter = create_cuboid(graph, og_id, size);
+    let offset = [x, 0.0, 0.0];
+    graph
+        .transform(&cutter, Transform::Translate { offset })
+        .unwrap();
+    cutter
+}
+
+fn create_cuboid(graph: &mut WorldGraph, og_id: &str, size: [f64; 3]) -> String {
+    let cuboid = Primitive::Cuboid {
+        width: size[0],
+        height: size[1],
+        depth: size[2],
+    };
+    graph.create_primitive(cuboid, named(og_id)).unwrap().0
+}
+
+pub(super) fn subtract(graph: &mut WorldGraph, target: &str, tools: &[String]) {
+    graph
+        .operate(target, ModifyingOperation::Subtract, tools, EditScope::Node)
+        .unwrap();
+}
+
+fn wall_extrusion(profile: &str, distance: f64) -> CreatingOperation {
+    CreatingOperation::Extrude {
+        profile: profile.into(),
+        holes: Vec::new(),
+        distance,
+    }
+}
diff --git a/main/opengeometry/test-support/src/scenes/coverage_gap.rs b/main/opengeometry/test-support/src/scenes/coverage_gap.rs
new file mode 100644
index 0000000..e9f2826
--- /dev/null
+++ b/main/opengeometry/test-support/src/scenes/coverage_gap.rs
@@ -0,0 +1,172 @@
+use crate::vector::{add, dot, norm, scale, sub, unit};
+use opengeometry::brep::{BrepEnvelope, Similarity3, SurfaceGeometry};
+use opengeometry::math::Point3;
+use opengeometry::world_graph::WorldGraph;
+
+struct Axis {
+    points: Vec<Point3>,
+    radius: f64,
+}
+
+struct Ring {
+    centre: Point3,
+    normal: Point3,
+    direction: Point3,
+}
+
+struct WorldPlane {
+    origin: Point3,
+    normal: Point3,
+}
+
+pub fn rail_minus_wall_clearance(graph: &WorldGraph, rail: &str, wall: &str) -> f64 {
+    let axis = rail_axis(graph, rail);
+    let brep = graph.brep(wall).unwrap();
+    let placement = graph.world_placement(wall).unwrap();
+    let planes = wall_planes(&brep, placement);
+    let ring_gap = rings(&axis)
+        .iter()
+        .flat_map(|ring| {
+            planes
+                .iter()
+                .map(|plane| ring_plane_gap(ring, plane, axis.radius))
+        })
+        .fold(f64::INFINITY, f64::min);
+    let edge_gap = wall_segments(&brep, placement)
+        .iter()
+        .map(|segment| edge_gap(*segment, &axis))
+        .fold(f64::INFINITY, f64::min);
+    ring_gap.min(edge_gap)
+}
+
+fn rail_axis(graph: &WorldGraph, rail: &str) -> Axis {
+    let brep = graph.brep(rail).unwrap();
+    let placement = graph.world_placement(rail).unwrap();
+    let mut cylinders = Vec::new();
+    for face in &brep.topology.faces {
+        if let SurfaceGeometry::Cylinder { frame, radius } =
+            brep.geometry.surfaces[face.surface as usize]
+        {
+            if cylinders.last().map(|(origin, _, _)| *origin) != Some(frame.origin) {
+                cylinders.push((frame.origin, frame.z, radius));
+            }
+        }
+    }
+    let (_, last_direction, radius) = *cylinders.last().unwrap();
+    let end = brep
+        .geometry
+        .surfaces
+        .iter()
+        .find_map(|surface| match surface {
+            SurfaceGeometry::Plane { frame } if dot(frame.z, last_direction) > 1.0 - 1e-12 => {
+                Some(frame.origin)
+            }
+            _ => None,
+        })
+        .unwrap();
+    let mut points: Vec<Point3> = cylinders.iter().map(|(origin, _, _)| *origin).collect();
+    points.push(end);
+    Axis {
+        points: points
+            .into_iter()
+            .map(|point| placement.apply_point(point))
+            .collect(),
+        radius,
+    }
+}
+
+fn rings(axis: &Axis) -> Vec<Ring> {
+    let points = &axis.points;
+    let directions: Vec<Point3> = points
+        .windows(2)
+        .map(|pair| unit(sub(pair[1], pair[0])))
+        .collect();
+    let last = directions.len();
+    let mut rings = vec![Ring {
+        centre: points[0],
+        normal: directions[0],
+        direction: directions[0],
+    }];
+    for joint in 1..last {
+        rings.push(Ring {
+            centre: points[joint],
+            normal: unit(add(directions[joint - 1], directions[joint])),
+            direction: directions[joint - 1],
+        });
+    }
+    rings.push(Ring {
+        centre: points[last],
+        normal: directions[last - 1],
+        direction: directions[last - 1],
+    });
+    rings
+}
+
+fn wall_planes(brep: &BrepEnvelope, placement: Similarity3) -> Vec<WorldPlane> {
+    brep.topology
+        .faces
+        .iter()
+        .map(|face| match brep.geometry.surfaces[face.surface as usize] {
+            SurfaceGeometry::Plane { frame } => {
+                let origin = placement.apply_point(frame.origin);
+                let tip = placement.apply_point(add(frame.origin, frame.z));
+                WorldPlane {
+                    origin,
+                    normal: unit(sub(tip, origin)),
+                }
+            }
+            _ => panic!("the wall has a face that is not planar"),
+        })
+        .collect()
+}
+
+fn wall_segments(brep: &BrepEnvelope, placement: Similarity3) -> Vec<[Point3; 2]> {
+    let position =
+        |vertex: u32| placement.apply_point(brep.topology.vertices[vertex as usize].position);
+    brep.topology
+        .halfedges
+        .iter()
+        .map(|halfedge| [position(halfedge.from), position(halfedge.to)])
+        .collect()
+}
+
+fn ring_plane_gap(ring: &Ring, plane: &WorldPlane, radius: f64) -> f64 {
+    let n = plane.normal;
+    let d = ring.direction;
+    let b = ring.normal;
+    let offset = dot(n, sub(ring.centre, plane.origin));
+    let g = sub(n, scale(b, dot(n, d) / dot(b, d)));
+    let reach = norm(sub(g, scale(d, dot(g, d))));
+    (offset.abs() - radius * reach).max(0.0)
+}
+
+fn edge_gap(segment: [Point3; 2], axis: &Axis) -> f64 {
+    let distance = axis
+        .points
+        .windows(2)
+        .map(|pair| segment_distance(segment, [pair[0], pair[1]]))
+        .fold(f64::INFINITY, f64::min);
+    (distance - axis.radius).max(0.0)
+}
+
+fn segment_distance(p: [Point3; 2], q: [Point3; 2]) -> f64 {
+    let u = sub(p[1], p[0]);
+    let v = sub(q[1], q[0]);
+    let w = sub(p[0], q[0]);
+    let (a, b, c, e, f) = (dot(u, u), dot(u, v), dot(u, w), dot(v, v), dot(v, w));
+    let denominator = a * e - b * b;
+    let mut s = if denominator > 1e-12 * a * e {
+        ((b * f - c * e) / denominator).clamp(0.0, 1.0)
+    } else {
+        0.0
+    };
+    let mut t = (b * s + f) / e;
+    if t < 0.0 {
+        t = 0.0;
+        s = (-c / a).clamp(0.0, 1.0);
+    } else if t > 1.0 {
+        t = 1.0;
+        s = ((b - c) / a).clamp(0.0, 1.0);
+    }
+    norm(sub(add(p[0], scale(u, s)), add(q[0], scale(v, t))))
+}
diff --git a/main/opengeometry/test-support/src/scenes/mod.rs b/main/opengeometry/test-support/src/scenes/mod.rs
new file mode 100644
index 0000000..4a27a07
--- /dev/null
+++ b/main/opengeometry/test-support/src/scenes/mod.rs
@@ -0,0 +1,3 @@
+pub mod acceptance;
+pub mod coverage_gap;
+pub mod storey;
diff --git a/main/opengeometry/test-support/src/scenes/storey.rs b/main/opengeometry/test-support/src/scenes/storey.rs
new file mode 100644
index 0000000..f470608
--- /dev/null
+++ b/main/opengeometry/test-support/src/scenes/storey.rs
@@ -0,0 +1,76 @@
+use super::acceptance::{create_cutter, create_wall, instance_rail, subtract, AcceptanceScene};
+use crate::world_graph::named;
+use opengeometry::brep::{BrepEnvelope, FaceRole};
+use opengeometry::world_graph::{Transform, WorldGraph};
+use std::collections::BTreeSet;
+
+pub struct StoreySize {
+    pub walls: usize,
+    pub rail_instances: usize,
+}
+
+pub struct Storey {
+    pub root: String,
+    pub walls: Vec<String>,
+    pub rails: Vec<String>,
+}
+
+pub fn build_storey(scene: &mut AcceptanceScene, size: StoreySize) -> Storey {
+    let graph = &mut scene.graph;
+    let (root, _) = graph.create_system_assembly(named("storey")).unwrap();
+    let mut members = Vec::new();
+    let walls: Vec<String> = (0..size.walls)
+        .map(|index| add_storey_wall(graph, index, &mut members))
+        .collect();
+    let rails: Vec<String> = (0..size.rail_instances)
+        .map(|index| {
+            let og_id = format!("storey-rail-{index}");
+            instance_rail(graph, &scene.rail, &og_id, grid(index, 40))
+        })
+        .collect();
+    members.extend(rails.iter().cloned());
+    graph.add_child(&root, &members, false).unwrap();
+    Storey { root, walls, rails }
+}
+
+pub fn openings(brep: &BrepEnvelope) -> usize {
+    brep.topology
+        .faces
+        .iter()
+        .filter(|face| face.provenance.role == FaceRole::Cut)
+        .flat_map(|face| face.provenance.sources.iter().map(|source| &source.body))
+        .collect::<BTreeSet<_>>()
+        .len()
+}
+
+fn add_storey_wall(graph: &mut WorldGraph, index: usize, members: &mut Vec<String>) -> String {
+    let profile = format!("storey-profile-{index}");
+    let wall = create_wall(graph, &profile, &format!("storey-wall-{index}"));
+    let cutters: Vec<String> = (0..4)
+        .map(|opening| {
+            let og_id = format!("storey-opening-{index}-{opening}");
+            let x = -2.1 + 1.4 * f64::from(opening);
+            create_cutter(graph, &og_id, [0.6, 2.0, 0.4], x)
+        })
+        .collect();
+    subtract(graph, &wall, &cutters);
+    for cutter in &cutters {
+        graph.dispose(cutter).unwrap();
+    }
+    graph
+        .transform(
+            &wall,
+            Transform::Translate {
+                offset: grid(index, 20),
+            },
+        )
+        .unwrap();
+    members.extend([profile, wall.clone()]);
+    wall
+}
+
+fn grid(index: usize, columns: usize) -> [f64; 3] {
+    let column = (index % columns) as f64;
+    let row = (index / columns) as f64;
+    [column * 8.0, 0.0, row * 8.0]
+}
diff --git a/main/opengeometry/test-support/src/stored.rs b/main/opengeometry/test-support/src/stored.rs
new file mode 100644
index 0000000..54c70f7
--- /dev/null
+++ b/main/opengeometry/test-support/src/stored.rs
@@ -0,0 +1,7 @@
+pub fn compared_when(ci: Option<&str>) -> bool {
+    ci != Some("true")
+}
+
+pub fn compared() -> bool {
+    compared_when(std::env::var("CI").ok().as_deref())
+}
diff --git a/main/opengeometry/test-support/src/tolerance.rs b/main/opengeometry/test-support/src/tolerance.rs
new file mode 100644
index 0000000..3059436
--- /dev/null
+++ b/main/opengeometry/test-support/src/tolerance.rs
@@ -0,0 +1,93 @@
+use serde_json::Value;
+
+pub fn ordered_bits(value: f64) -> u64 {
+    let bits = value.to_bits();
+    if bits >> 63 == 0 {
+        bits | (1 << 63)
+    } else {
+        !bits
+    }
+}
+
+pub fn within_four_ulp(actual: &Value, expected: &Value) -> bool {
+    match (actual, expected) {
+        (Value::Number(left), Value::Number(right)) => {
+            if left == right {
+                return true;
+            }
+            match (left.as_f64(), right.as_f64()) {
+                (Some(a), Some(b)) if a == 0.0 && b == 0.0 => true,
+                (Some(a), Some(b)) => ordered_bits(a).abs_diff(ordered_bits(b)) <= 4,
+                _ => false,
+            }
+        }
+        (Value::Array(left), Value::Array(right)) => {
+            left.len() == right.len() && left.iter().zip(right).all(|(a, b)| within_four_ulp(a, b))
+        }
+        (Value::Object(left), Value::Object(right)) => {
+            left.len() == right.len()
+                && left.iter().all(|(key, value)| {
+                    right
+                        .get(key)
+                        .is_some_and(|other| within_four_ulp(value, other))
+                })
+        }
+        _ => actual == expected,
+    }
+}
+
+pub fn step_parts(text: &str) -> (String, Vec<f64>) {
+    let normalized = text
+        .lines()
+        .map(|line| {
+            if line.starts_with("FILE_DESCRIPTION(") {
+                "FILE_DESCRIPTION(('OpenGeometry analytic BRep'),'2;1');".to_string()
+            } else {
+                line.to_string()
+            }
+        })
+        .collect::<Vec<_>>()
+        .join("\n");
+    let bytes = normalized.as_bytes();
+    let mut structure = String::with_capacity(normalized.len());
+    let mut reals = Vec::new();
+    let mut cursor = 0;
+    let mut index = 0;
+    while index < bytes.len() {
+        let start = index;
+        if bytes[index] == b'-' || bytes[index] == b'+' {
+            index += 1;
+        }
+        let digits = index;
+        while index < bytes.len() && bytes[index].is_ascii_digit() {
+            index += 1;
+        }
+        if index > digits && index < bytes.len() && bytes[index] == b'.' {
+            index += 1;
+            let fractional = index;
+            while index < bytes.len() && bytes[index].is_ascii_digit() {
+                index += 1;
+            }
+            if index > fractional && index < bytes.len() && bytes[index] == b'E' {
+                index += 1;
+                if index < bytes.len() && (bytes[index] == b'-' || bytes[index] == b'+') {
+                    index += 1;
+                }
+                let exponent = index;
+                while index < bytes.len() && bytes[index].is_ascii_digit() {
+                    index += 1;
+                }
+                if index > exponent {
+                    structure.push_str(&normalized[cursor..start]);
+                    structure.push('@');
+                    reals.push(normalized[start..index].parse().unwrap());
+                    cursor = index;
+                    continue;
+                }
+            }
+        }
+        index = start + 1;
+    }
+    structure.push_str(&normalized[cursor..]);
+    (structure, reals)
+}
diff --git a/main/opengeometry/test-support/src/vector.rs b/main/opengeometry/test-support/src/vector.rs
new file mode 100644
index 0000000..5bad19e
--- /dev/null
+++ b/main/opengeometry/test-support/src/vector.rs
@@ -0,0 +1,31 @@
+pub(crate) fn add(a: [f64; 3], b: [f64; 3]) -> [f64; 3] {
+    [a[0] + b[0], a[1] + b[1], a[2] + b[2]]
+}
+
+pub(crate) fn sub(a: [f64; 3], b: [f64; 3]) -> [f64; 3] {
+    [a[0] - b[0], a[1] - b[1], a[2] - b[2]]
+}
+
+pub(crate) fn scale(a: [f64; 3], s: f64) -> [f64; 3] {
+    [a[0] * s, a[1] * s, a[2] * s]
+}
+
+pub(crate) fn dot(a: [f64; 3], b: [f64; 3]) -> f64 {
+    a[0] * b[0] + a[1] * b[1] + a[2] * b[2]
+}
+
+pub(crate) fn norm(a: [f64; 3]) -> f64 {
+    dot(a, a).sqrt()
+}
+
+pub(crate) fn cross(a: [f64; 3], b: [f64; 3]) -> [f64; 3] {
+    [
+        a[1] * b[2] - a[2] * b[1],
+        a[2] * b[0] - a[0] * b[2],
+        a[0] * b[1] - a[1] * b[0],
+    ]
+}
+
+pub(crate) fn unit(a: [f64; 3]) -> [f64; 3] {
+    scale(a, 1.0 / norm(a))
+}
diff --git a/main/opengeometry/test-support/src/volume.rs b/main/opengeometry/test-support/src/volume.rs
new file mode 100644
index 0000000..b80d94e
--- /dev/null
+++ b/main/opengeometry/test-support/src/volume.rs
@@ -0,0 +1,51 @@
+use opengeometry::brep::{BrepEnvelope, SurfaceGeometry};
+use opengeometry::tessellation::tessellate;
+
+pub struct VolumeEstimate {
+    pub value: f64,
+    pub error_bound: f64,
+}
+
+pub fn estimate(body: &BrepEnvelope, deflection: f64) -> VolumeEstimate {
+    let mesh = tessellate(body, deflection, 2_000_000).unwrap();
+    let point = |index: u32| {
+        let at = index as usize * 3;
+        [
+            mesh.positions[at],
+            mesh.positions[at + 1],
+            mesh.positions[at + 2],
+        ]
+    };
+    let mut six_volume = 0.0;
+    let mut area = 0.0;
+    for indices in mesh.indices.chunks_exact(3) {
+        let [a, b, c] = [point(indices[0]), point(indices[1]), point(indices[2])];
+        let cross = [
+            b[1] * c[2] - b[2] * c[1],
+            b[2] * c[0] - b[0] * c[2],
+            b[0] * c[1] - b[1] * c[0],
+        ];
+        six_volume += a[0] * cross[0] + a[1] * cross[1] + a[2] * cross[2];
+        let ab = [b[0] - a[0], b[1] - a[1], b[2] - a[2]];
+        let ac = [c[0] - a[0], c[1] - a[1], c[2] - a[2]];
+        let normal = [
+            ab[1] * ac[2] - ab[2] * ac[1],
+            ab[2] * ac[0] - ab[0] * ac[2],
+            ab[0] * ac[1] - ab[1] * ac[0],
+        ];
+        area += normal[0].hypot(normal[1]).hypot(normal[2]) * 0.5;
+    }
+    let curved = body
+        .geometry
+        .surfaces
+        .iter()
+        .any(|surface| !matches!(surface, SurfaceGeometry::Plane { .. }));
+    VolumeEstimate {
+        value: six_volume.abs() / 6.0,
+        error_bound: if curved {
+            area * deflection * 4.0
+        } else {
+            1e-10 * area.max(1.0)
+        },
+    }
+}
diff --git a/main/opengeometry/test-support/src/world_graph.rs b/main/opengeometry/test-support/src/world_graph.rs
new file mode 100644
index 0000000..1bb30e4
--- /dev/null
+++ b/main/opengeometry/test-support/src/world_graph.rs
@@ -0,0 +1,13 @@
+use crate::accuracy::accuracy;
+use opengeometry::world_graph::{CreateOptions, WorldGraph};
+
+pub fn graph() -> WorldGraph {
+    WorldGraph::new(accuracy(1e-6)).unwrap()
+}
+
+pub fn named(id: &str) -> CreateOptions {
+    CreateOptions {
+        og_id: Some(id.into()),
+        ..CreateOptions::default()
+    }
+}
diff --git a/main/opengeometry/test-support/tests/scenes.rs b/main/opengeometry/test-support/tests/scenes.rs
new file mode 100644
index 0000000..9d4a458
--- /dev/null
+++ b/main/opengeometry/test-support/tests/scenes.rs
@@ -0,0 +1,69 @@
+use opengeometry::world_graph::StepOptions;
+use opengeometry_test_support::part21::Document;
+use opengeometry_test_support::scenes::acceptance::{acceptance_scene, level_export};
+use opengeometry_test_support::scenes::storey::{build_storey, openings, StoreySize};
+use std::collections::BTreeSet;
+
+#[test]
+fn acceptance_scene_exports_twelve_products_and_skips_three_wires_byte_identically() {
+    let scene = acceptance_scene();
+    let (text, report) = level_export(&scene, "millimetre", "Z");
+    let (again, _) = level_export(&scene, "millimetre", "Z");
+    assert!(text == again, "two level exports differ");
+    assert_eq!(report.products, 12);
+    let bodies: Vec<&str> = report
+        .bodies
+        .iter()
+        .map(|body| body.og_id.as_str())
+        .collect();
+    let mut expected = vec!["wall-1".to_string()];
+    expected.extend((1..=11).map(|index| format!("rail-{index}")));
+    assert_eq!(bodies, expected);
+    let skipped: Vec<&str> = report
+        .skipped
+        .iter()
+        .map(|item| item.og_id.as_str())
+        .collect();
+    assert_eq!(skipped, ["wall-profile", "rail-path", "rail-disc"]);
+    Document::parse(&text).unwrap();
+}
+
+#[test]
+fn acceptance_scene_rails_each_export_pcurveless_edges() {
+    let scene = acceptance_scene();
+    let (_, report) = level_export(&scene, "millimetre", "Z");
+    let rails: Vec<usize> = report
+        .bodies
+        .iter()
+        .filter(|body| body.og_id.starts_with("rail-"))
+        .map(|body| body.pcurveless_edges)
+        .collect();
+    assert_eq!(rails.len(), 11);
+    assert!(rails.iter().all(|edges| *edges > 0), "{rails:?}");
+}
+
+#[test]
+fn storey_walls_are_distinct_shapes_with_four_measured_openings() {
+    let mut scene = acceptance_scene();
+    let size = StoreySize {
+        walls: 3,
+        rail_instances: 4,
+    };
+    let storey = build_storey(&mut scene, size);
+    let shapes: BTreeSet<String> = storey
+        .walls
+        .iter()
+        .map(|wall| scene.graph.brep(wall).unwrap().id.clone())
+        .collect();
+    assert_eq!(shapes.len(), 3);
+    for wall in &storey.walls {
+        assert_eq!(openings(&scene.graph.brep(wall).unwrap()), 4, "{wall}");
+    }
+    let nodes: Vec<String> = storey.walls.iter().chain(&storey.rails).cloned().collect();
+    let (text, report) = scene
+        .graph
+        .export_step(&nodes, &StepOptions::default())
+        .unwrap();
+    assert_eq!(report.products, 7);
+    Document::parse(&text).unwrap();
+}
diff --git a/main/opengeometry/test-support/tests/stored.rs b/main/opengeometry/test-support/tests/stored.rs
new file mode 100644
index 0000000..34ea55c
--- /dev/null
+++ b/main/opengeometry/test-support/tests/stored.rs
@@ -0,0 +1,10 @@
+use opengeometry_test_support::stored::compared_when;
+
+#[test]
+fn stored_results_are_compared_unless_ci_is_true() {
+    assert!(compared_when(None));
+    assert!(compared_when(Some("false")));
+    assert!(compared_when(Some("1")));
+    assert!(compared_when(Some("")));
+    assert!(!compared_when(Some("true")));
+}
diff --git a/main/opengeometry/test-support/tests/volume.rs b/main/opengeometry/test-support/tests/volume.rs
new file mode 100644
index 0000000..a6a22ac
--- /dev/null
+++ b/main/opengeometry/test-support/tests/volume.rs
@@ -0,0 +1,17 @@
+use opengeometry::brep::Frame3;
+use opengeometry::primitives;
+use opengeometry_test_support::accuracy::accuracy;
+use opengeometry_test_support::volume::estimate;
+
+#[test]
+fn planar_volume_is_exact_under_translation() {
+    let frame = Frame3 {
+        origin: [10.0, -7.0, 4.0],
+        ..Frame3::IDENTITY
+    };
+    let body =
+        primitives::cuboid("translated".into(), frame, [2.0, 3.0, 4.0], accuracy(1e-6)).unwrap();
+    let measured = estimate(&body, 0.01);
+    assert!((measured.value - 24.0).abs() < 1e-10);
+    assert!(measured.error_bound < 1e-8);
+}
diff --git a/main/opengeometry/tests/analytic_geometry.rs b/main/opengeometry/tests/analytic_geometry.rs
deleted file mode 100644
index 553d95c..0000000
--- a/main/opengeometry/tests/analytic_geometry.rs
+++ /dev/null
@@ -1,97 +0,0 @@
-//! D1 analytic-geometry acceptance tests, doubling as the analytic oracle for
-//! the program (PRD §2.7 A1 prerequisite). Exactness is verified against
-//! closed-form references — known radii, cylinder cross-sections — rather than
-//! an external OCC kernel, which cannot be linked into this WASM crate.
-
-use opengeometry::brep::{CurveGeometry, SurfaceGeometry};
-use opengeometry::primitives::arc::OGArc;
-use opengeometry::primitives::cylinder::OGCylinder;
-use openmaths::Vector3;
-
-const TWO_PI: f64 = 2.0 * std::f64::consts::PI;
-
-#[test]
-fn arc_edges_carry_exact_circle_curve() {
-    let mut arc = OGArc::new("arc-analytic".to_string());
-    arc.set_config(Vector3::new(0.0, 0.0, 0.0), 2.5, 0.0, TWO_PI, 24)
-        .unwrap();
-
-    let brep = arc.brep();
-    assert!(!brep.edges.is_empty());
-    for edge in &brep.edges {
-        match edge.curve.as_ref().expect("arc edge must carry a curve") {
-            CurveGeometry::Circle { radius, .. } => {
-                assert!((radius - 2.5).abs() < 1.0e-12, "exact radius preserved");
-            }
-            other => panic!("expected Circle, got {:?}", other.kind()),
-        }
-    }
-}
-
-#[test]
-fn cylinder_has_one_cylindrical_surface_and_circular_edges() {
-    let mut cylinder = OGCylinder::new("cyl-analytic".to_string());
-    cylinder
-        .set_config(Vector3::new(0.0, 0.0, 0.0), 1.5, 4.0, TWO_PI, 32)
-        .unwrap();
-
-    let brep = cylinder.brep();
-
-    // Caps are planar, the lateral surface is one analytic cylinder of radius 1.5.
-    let mut cylinder_faces = 0usize;
-    let mut plane_faces = 0usize;
-    for face in &brep.faces {
-        match face.surface.as_ref().expect("cylinder face must be tagged") {
-            SurfaceGeometry::Cylinder { radius, height, .. } => {
-                assert!((radius - 1.5).abs() < 1.0e-9);
-                assert!((height - 4.0).abs() < 1.0e-9);
-                cylinder_faces += 1;
-            }
-            SurfaceGeometry::Plane { .. } => plane_faces += 1,
-        }
-    }
-    assert_eq!(plane_faces, 2, "top + bottom caps");
-    assert!(
-        cylinder_faces >= 1,
-        "lateral faces share the cylinder surface"
-    );
-
-    // The top/bottom rings are exact circles of radius 1.5.
-    let circle_edges = brep
-        .edges
-        .iter()
-        .filter(|e| matches!(e.curve, Some(CurveGeometry::Circle { .. })))
-        .count();
-    assert!(
-        circle_edges >= 2,
-        "two circular rings, got {}",
-        circle_edges
-    );
-}
-
-#[test]
-fn analytic_geometry_survives_world_transform() {
-    // Exactness must hold after placement: radius scales, geometry stays a
-    // cylinder (not silently downgraded to facets).
-    let mut cylinder = OGCylinder::new("cyl-xform".to_string());
-    cylinder
-        .set_config(Vector3::new(0.0, 0.0, 0.0), 1.0, 2.0, TWO_PI, 16)
-        .unwrap();
-    cylinder
-        .set_transform(
-            Vector3::new(5.0, 0.0, 0.0),
-            Vector3::new(0.0, 0.0, 0.0),
-            Vector3::new(3.0, 3.0, 3.0),
-        )
-        .unwrap();
-
-    let world = cylinder.world_brep();
-    let scaled = world.faces.iter().find_map(|f| match &f.surface {
-        Some(SurfaceGeometry::Cylinder { radius, .. }) => Some(*radius),
-        _ => None,
-    });
-    assert!(
-        (scaled.expect("cylinder surface present after transform") - 3.0).abs() < 1.0e-9,
-        "radius scaled by uniform factor 3"
-    );
-}
diff --git a/main/opengeometry/tests/annular_sector_round_opening.rs b/main/opengeometry/tests/annular_sector_round_opening.rs
deleted file mode 100644
index 71ef052..0000000
--- a/main/opengeometry/tests/annular_sector_round_opening.rs
+++ /dev/null
@@ -1,304 +0,0 @@
-use opengeometry::analytic::{
-    booleans::{boolean_brep, BooleanOp},
-    export_curve::fit_intersection_curve,
-    face_intersection::intersect_breps,
-    primitives,
-    query::{classify_point, PointClassification},
-    tessellation::tessellate,
-    topology::Accuracy,
-    Frame3,
-};
-
-#[test]
-fn horizontal_cylinder_cuts_a_tessellated_round_opening_through_an_annular_sector_extrusion() {
-    let accuracy = Accuracy {
-        geometric: 6.3e-8,
-        intersection: 1.575e-8,
-        tessellation: 0.01,
-        exchange: 1e-5,
-    };
-    let host_frame = Frame3 {
-        origin: [0.0, 0.0, 0.0],
-        x: [1.0, 0.0, 0.0],
-        y: [0.0, 0.0, -1.0],
-        z: [0.0, 1.0, 0.0],
-    };
-    let host = primitives::annular_sector_extrusion(
-        "host".into(),
-        host_frame,
-        3.0,
-        0.3,
-        3.0,
-        0.8,
-        -1.6,
-        accuracy,
-    )
-    .unwrap();
-    let cutter_frame = Frame3 {
-        origin: [2.7, 1.5, 0.0],
-        x: [0.0, 0.0, -1.0],
-        y: [0.0, 1.0, 0.0],
-        z: [1.0, 0.0, 0.0],
-    };
-    let cutter =
-        primitives::cylinder("round-opening".into(), cutter_frame, 0.5, 0.6, accuracy).unwrap();
-
-    let result = boolean_brep(
-        &host,
-        &cutter,
-        BooleanOp::Subtraction,
-        "host-with-round-opening".into(),
-    )
-    .unwrap();
-    result.brep.validate().unwrap();
-    let mesh = tessellate(&result.brep, 0.01, 2_000_000).unwrap();
-
-    assert_eq!(result.brep.topology.faces.len(), 7);
-    assert!(!mesh.indices.is_empty());
-    assert!(mesh.triangle_face_ids.contains(&6));
-}
-
-#[test]
-fn horizontal_cylinder_cuts_the_equivalent_arc_edged_extrusion() {
-    let accuracy = Accuracy {
-        geometric: 6.3e-8,
-        intersection: 1.575e-8,
-        tessellation: 0.01,
-        exchange: 1e-5,
-    };
-    let host_frame = Frame3 {
-        origin: [0.0, 0.0, 0.0],
-        x: [1.0, 0.0, 0.0],
-        y: [0.0, 0.0, -1.0],
-        z: [0.0, 1.0, 0.0],
-    };
-    let outer_start = 0.8_f64;
-    let inner_end = -0.8_f64;
-    let point = |radius: f64, angle: f64| [radius * angle.cos(), radius * angle.sin()];
-    let host = primitives::arc_edged_extrusion(
-        "arc-host".into(),
-        host_frame,
-        vec![
-            primitives::ProfileEdge::Arc {
-                center: [0.0, 0.0],
-                radius: 3.0,
-                start_angle: outer_start,
-                sweep_angle: -1.6,
-            },
-            primitives::ProfileEdge::Line {
-                from: point(3.0, inner_end),
-                to: point(2.7, inner_end),
-            },
-            primitives::ProfileEdge::Arc {
-                center: [0.0, 0.0],
-                radius: 2.7,
-                start_angle: inner_end,
-                sweep_angle: 1.6,
-            },
-            primitives::ProfileEdge::Line {
-                from: point(2.7, outer_start),
-                to: point(3.0, outer_start),
-            },
-        ],
-        3.0,
-        accuracy,
-    )
-    .unwrap();
-    let aperture_radius = 0.5_f64;
-    // The radial cutter must start inside the cavity across its full aperture.
-    // The inner curved face reaches sqrt(2.7² − 0.5²) ≈ 2.6533 m there;
-    // starting at nominal radius 2.7 m is tangent, not a through-opening.
-    let cutter_start = 2.65;
-    let cutter = primitives::cylinder(
-        "round-opening".into(),
-        Frame3 {
-            origin: [cutter_start, 1.5, 0.0],
-            x: [0.0, 0.0, -1.0],
-            y: [0.0, 1.0, 0.0],
-            z: [1.0, 0.0, 0.0],
-        },
-        aperture_radius,
-        3.05 - cutter_start,
-        accuracy,
-    )
-    .unwrap();
-    let graph = intersect_breps(&host, &cutter).unwrap();
-    assert_eq!(graph.pairs.len(), 2);
-    for pair in &graph.pairs {
-        assert_eq!(pair.graph.branches.len(), 1);
-        assert!(!pair.graph.coincident);
-        assert!(pair.graph.contacts.is_empty());
-        let branch = &pair.graph.branches[0];
-        assert!(branch.endpoints[0]
-            .iter()
-            .zip(branch.endpoints[1])
-            .all(|(left, right)| (left - right).abs() <= accuracy.geometric));
-    }
-    let result = boolean_brep(
-        &host,
-        &cutter,
-        BooleanOp::Subtraction,
-        "arc-host-with-round-opening".into(),
-    )
-    .unwrap();
-    result.brep.validate().unwrap();
-    tessellate(&result.brep, 0.01, 2_000_000).unwrap();
-    for definition in 0..result.brep.geometry.intersections.len() {
-        let fit = fit_intersection_curve(
-            &result.brep.geometry,
-            definition as u32,
-            accuracy.exchange,
-            20_000,
-        )
-        .unwrap();
-        assert!(fit.error_bound <= accuracy.exchange);
-        let trace = &result.brep.geometry.intersections[definition];
-        for (segment, pair) in trace.anchors.windows(2).enumerate().step_by(11) {
-            let lo = pair[0].parameter + 0.1 * (pair[1].parameter - pair[0].parameter);
-            let hi = pair[0].parameter + 0.9 * (pair[1].parameter - pair[0].parameter);
-            let range = opengeometry::math::interval::Interval::new(lo, hi).unwrap();
-            let bound = trace
-                .certified_chord_deviation(range, &result.brep.geometry)
-                .unwrap()
-                .expect("perpendicular cylinder segment has a bound");
-            let a = trace.evaluate(lo, &result.brep.geometry).unwrap().point;
-            let b = trace.evaluate(hi, &result.brep.geometry).unwrap().point;
-            let chord = [b[0] - a[0], b[1] - a[1], b[2] - a[2]];
-            let chord_squared = chord.iter().map(|value| value * value).sum::<f64>();
-            for sample in 0..=32 {
-                let t = lo + (hi - lo) * sample as f64 / 32.0;
-                let point = trace.evaluate(t, &result.brep.geometry).unwrap().point;
-                let offset = [point[0] - a[0], point[1] - a[1], point[2] - a[2]];
-                let portion = (offset.iter().zip(chord).map(|(x, y)| x * y).sum::<f64>()
-                    / chord_squared)
-                    .clamp(0.0, 1.0);
-                let distance = (0..3)
-                    .map(|axis| (point[axis] - a[axis] - portion * chord[axis]).powi(2))
-                    .sum::<f64>()
-                    .sqrt();
-                assert!(
-                    distance <= bound,
-                    "trace {definition} segment {segment}: {distance} > {bound}"
-                );
-            }
-        }
-    }
-    let (step, report) =
-        opengeometry::analytic::exchange::export_step(&result.brep, "metre").unwrap();
-    assert_eq!(report.solids, 1);
-    assert!(step.contains("B_SPLINE_CURVE_WITH_KNOTS"));
-    assert_eq!(
-        classify_point(&result.brep, [2.8, 1.5, 0.0]).unwrap(),
-        PointClassification::Outside
-    );
-    assert_eq!(
-        classify_point(&result.brep, [2.8, 2.2, 0.0]).unwrap(),
-        PointClassification::Inside
-    );
-    assert_eq!(
-        classify_point(&result.brep, [2.8, 1.5, 0.7]).unwrap(),
-        PointClassification::Inside
-    );
-}
-
-#[test]
-fn arched_annular_sector_extrusion_opening_reuses_the_spring_edges_and_an_analytic_cylinder_cap() {
-    let accuracy = Accuracy {
-        geometric: 6.3e-8,
-        intersection: 1.575e-8,
-        tessellation: 0.01,
-        exchange: 1e-5,
-    };
-    let host_frame = Frame3 {
-        origin: [0.0, 0.0, 0.0],
-        x: [1.0, 0.0, 0.0],
-        y: [0.0, 0.0, -1.0],
-        z: [0.0, 1.0, 0.0],
-    };
-    let host = primitives::annular_sector_extrusion_with_arched_opening(
-        "arched-host".into(),
-        host_frame,
-        3.0,
-        0.3,
-        3.0,
-        1.6,
-        -1.6,
-        primitives::AnnularSectorOpening {
-            id: "arched-opening".into(),
-            angle: 0.8,
-            width: 1.0,
-            bottom: 0.5,
-            height: 1.25,
-        },
-        accuracy,
-    )
-    .unwrap();
-
-    host.validate().unwrap();
-    assert_eq!(host.topology.faces.len(), 10);
-    assert!(host
-        .topology
-        .faces
-        .iter()
-        .any(|face| face.key == "opening-0-arch"));
-    assert!(host.geometry.curves.iter().any(|curve| matches!(
-        curve,
-        opengeometry::analytic::CurveGeometry::Intersection { .. }
-    )));
-    let mesh = tessellate(&host, 0.01, 2_000_000).unwrap();
-    assert!(!mesh.indices.is_empty());
-}
-
-#[test]
-fn box_arched_opening_has_shared_circle_edges_and_a_cylindrical_arch_cap() {
-    let accuracy = Accuracy {
-        geometric: 4.0e-8,
-        intersection: 1.0e-8,
-        tessellation: 0.01,
-        exchange: 1e-5,
-    };
-    let host = primitives::box_with_arched_opening(
-        "straight-arched-host".into(),
-        Frame3::IDENTITY,
-        4.0,
-        0.3,
-        3.0,
-        primitives::BoxArchedOpening {
-            id: "arched-opening".into(),
-            station: 2.0,
-            width: 1.0,
-            bottom: 0.4,
-            height: 1.4,
-        },
-        accuracy,
-    )
-    .unwrap();
-
-    host.validate().unwrap();
-    let arch_cap = host
-        .topology
-        .faces
-        .iter()
-        .find(|face| face.key == "arched-opening-arched-cap")
-        .unwrap();
-    assert!(matches!(
-        host.geometry.surfaces[arch_cap.surface as usize],
-        opengeometry::analytic::SurfaceGeometry::Cylinder { .. }
-    ));
-    assert_eq!(
-        host.topology
-            .edges
-            .iter()
-            .filter(|edge| matches!(
-                edge.geometry,
-                opengeometry::analytic::topology::EdgeGeometry::Curve { curve, .. }
-                    if matches!(host.geometry.curves[curve as usize], opengeometry::analytic::CurveGeometry::Circle { .. })
-            ))
-            .count(),
-        2
-    );
-    let mesh = tessellate(&host, 0.01, 2_000_000).unwrap();
-    assert!(mesh.triangle_face_ids.contains(&arch_cap.id));
-    let (_, report) = opengeometry::analytic::exchange::export_step(&host, "metre").unwrap();
-    assert_eq!(report.solids, 1);
-}
diff --git a/main/opengeometry/tests/booleans/atomicity.rs b/main/opengeometry/tests/booleans/atomicity.rs
new file mode 100644
index 0000000..70aa104
--- /dev/null
+++ b/main/opengeometry/tests/booleans/atomicity.rs
@@ -0,0 +1,248 @@
+use super::support::cuboid;
+use opengeometry::brep::FaceRole;
+use opengeometry::world_graph::{
+    CopyOptions, EditScope, ErrorCode, ErrorDetails, GraphError, ModifyingOperation, Primitive,
+    Transform,
+};
+use opengeometry_test_support::volume;
+use opengeometry_test_support::world_graph::{graph, named};
+
+#[test]
+fn box_subtraction_is_analytic_atomic_and_reports_handler() {
+    let mut world = graph();
+    world.create_primitive(cuboid(2.0), named("host")).unwrap();
+    world.create_primitive(cuboid(2.0), named("tool")).unwrap();
+    world
+        .transform(
+            "tool",
+            Transform::Translate {
+                offset: [1.0, 0.0, 0.0],
+            },
+        )
+        .unwrap();
+    let tool_before = world.brep("tool").unwrap().to_json().unwrap();
+    world
+        .operate(
+            "host",
+            ModifyingOperation::Subtract,
+            &["tool".into()],
+            EditScope::Node,
+        )
+        .unwrap();
+    let host = world.brep("host").unwrap();
+    let measured = volume::estimate(&host, 0.01);
+    assert!((measured.value - 4.0).abs() <= measured.error_bound);
+    assert!(host
+        .topology
+        .faces
+        .iter()
+        .any(|face| face.provenance.role == FaceRole::Cut));
+    assert_eq!(
+        world.report("host").unwrap().unwrap()["handlers"],
+        serde_json::json!(["boolean_boxes"])
+    );
+    assert_eq!(world.brep("tool").unwrap().to_json().unwrap(), tool_before);
+    assert_eq!(host.revision, 1);
+}
+
+#[test]
+fn shared_target_requires_explicit_all_instances_and_tool_instance_is_allowed() {
+    let mut world = graph();
+    world.create_primitive(cuboid(2.0), named("host")).unwrap();
+    world.create_primitive(cuboid(2.0), named("tool")).unwrap();
+    world
+        .transform(
+            "tool",
+            Transform::Translate {
+                offset: [1.0, 0.0, 0.0],
+            },
+        )
+        .unwrap();
+    world
+        .instance(
+            "host",
+            CopyOptions {
+                og_id: Some("host-copy".into()),
+                ..CopyOptions::default()
+            },
+        )
+        .unwrap();
+    world
+        .instance(
+            "tool",
+            CopyOptions {
+                og_id: Some("tool-copy".into()),
+                ..CopyOptions::default()
+            },
+        )
+        .unwrap();
+    let error = world
+        .operate(
+            "host",
+            ModifyingOperation::Subtract,
+            &["tool-copy".into()],
+            EditScope::Node,
+        )
+        .unwrap_err();
+    assert_eq!(error.error_code(), ErrorCode::SharedShape);
+    if let GraphError::Code {
+        details:
+            ErrorDetails::SharedShape {
+                instance_count,
+                sharing,
+                ..
+            },
+        ..
+    } = error
+    {
+        assert_eq!(instance_count, 2);
+        assert_eq!(sharing.len(), 2);
+    } else {
+        panic!("expected SharedShape details");
+    }
+    world
+        .operate(
+            "host",
+            ModifyingOperation::Subtract,
+            &["tool-copy".into()],
+            EditScope::AllInstances,
+        )
+        .unwrap();
+    assert_eq!(world.brep("host").unwrap().revision, 1);
+    assert_eq!(world.brep("host-copy").unwrap().revision, 1);
+    assert_eq!(
+        world
+            .operate(
+                "host",
+                ModifyingOperation::Subtract,
+                &["host-copy".into()],
+                EditScope::AllInstances
+            )
+            .unwrap_err()
+            .error_code(),
+        ErrorCode::ToolSharesTargetShape
+    );
+}
+
+#[test]
+fn empty_intersection_and_tool_limit_leave_graph_unchanged() {
+    let mut world = graph();
+    world.create_primitive(cuboid(2.0), named("host")).unwrap();
+    world.create_primitive(cuboid(2.0), named("tool")).unwrap();
+    world
+        .transform(
+            "tool",
+            Transform::Translate {
+                offset: [10.0, 0.0, 0.0],
+            },
+        )
+        .unwrap();
+    let revision = world.revision();
+    let before = world.brep("host").unwrap().to_json().unwrap();
+    assert_eq!(
+        world
+            .operate(
+                "host",
+                ModifyingOperation::Intersect,
+                &["tool".into()],
+                EditScope::Node
+            )
+            .unwrap_err()
+            .error_code(),
+        ErrorCode::EmptyResult
+    );
+    assert_eq!(
+        world
+            .operate("host", ModifyingOperation::Union, &[], EditScope::Node)
+            .unwrap_err()
+            .error_code(),
+        ErrorCode::LimitExceeded
+    );
+    assert_eq!(world.revision(), revision);
+    assert_eq!(world.brep("host").unwrap().to_json().unwrap(), before);
+}
+
+#[test]
+fn empty_subtraction_maps_to_empty_result_without_a_commit() {
+    let mut world = graph();
+    world
+        .create_primitive(
+            Primitive::Cuboid {
+                width: 1.0,
+                height: 1.0,
+                depth: 1.0,
+            },
+            named("small"),
+        )
+        .unwrap();
+    world
+        .create_primitive(
+            Primitive::Cuboid {
+                width: 2.0,
+                height: 2.0,
+                depth: 2.0,
+            },
+            named("large"),
+        )
+        .unwrap();
+    let before = world.brep("small").unwrap().to_json().unwrap();
+    let revision = world.revision();
+    assert_eq!(
+        world
+            .operate(
+                "small",
+                ModifyingOperation::Subtract,
+                &["large".into()],
+                EditScope::Node
+            )
+            .unwrap_err()
+            .error_code(),
+        ErrorCode::EmptyResult,
+    );
+    assert_eq!(world.brep("small").unwrap().to_json().unwrap(), before);
+    assert_eq!(world.revision(), revision);
+}
+
+#[test]
+fn make_unique_then_operate_uses_new_shape_provenance() {
+    let mut world = graph();
+    world.create_primitive(cuboid(2.0), named("host")).unwrap();
+    world.create_primitive(cuboid(2.0), named("tool")).unwrap();
+    world
+        .transform(
+            "tool",
+            Transform::Translate {
+                offset: [1.0, 0.0, 0.0],
+            },
+        )
+        .unwrap();
+    world
+        .instance(
+            "host",
+            CopyOptions {
+                og_id: Some("instance".into()),
+                ..CopyOptions::default()
+            },
+        )
+        .unwrap();
+    let old_shape = world.node("host").unwrap().shape.clone().unwrap();
+    world.make_unique("host").unwrap();
+    let new_shape = world.node("host").unwrap().shape.clone().unwrap();
+    assert_ne!(old_shape, new_shape);
+    world
+        .operate(
+            "host",
+            ModifyingOperation::Subtract,
+            &["tool".into()],
+            EditScope::Node,
+        )
+        .unwrap();
+    let body = world.brep("host").unwrap();
+    assert!(body
+        .topology
+        .faces
+        .iter()
+        .flat_map(|face| &face.provenance.sources)
+        .any(|source| source.body == new_shape));
+    assert_eq!(world.brep("instance").unwrap().revision, 0);
+}
diff --git a/main/opengeometry/tests/booleans/batch.rs b/main/opengeometry/tests/booleans/batch.rs
new file mode 100644
index 0000000..50fc254
--- /dev/null
+++ b/main/opengeometry/tests/booleans/batch.rs
@@ -0,0 +1,143 @@
+use opengeometry::brep::FaceRole;
+use opengeometry::world_graph::{
+    CreatingOperation, EditScope, ModifyingOperation, Primitive, Transform,
+};
+use opengeometry_test_support::volume;
+use opengeometry_test_support::world_graph::{graph, named};
+
+#[test]
+fn planar_batch_subtraction_commits_one_shape_revision() {
+    let mut world = graph();
+    world
+        .create_primitive(
+            Primitive::Cuboid {
+                width: 6.0,
+                height: 2.0,
+                depth: 2.0,
+            },
+            named("host"),
+        )
+        .unwrap();
+    for (name, x) in [("left", -1.5), ("right", 1.5)] {
+        world
+            .create_primitive(
+                Primitive::Cuboid {
+                    width: 1.0,
+                    height: 2.0,
+                    depth: 2.0,
+                },
+                named(name),
+            )
+            .unwrap();
+        world
+            .transform(
+                name,
+                Transform::Translate {
+                    offset: [x, 0.0, 0.0],
+                },
+            )
+            .unwrap();
+    }
+    world
+        .operate(
+            "host",
+            ModifyingOperation::Subtract,
+            &["left".into(), "right".into()],
+            EditScope::Node,
+        )
+        .unwrap();
+    assert_eq!(world.brep("host").unwrap().revision, 1);
+    let measured = volume::estimate(&world.brep("host").unwrap(), 0.01);
+    assert!((measured.value - 16.0).abs() <= measured.error_bound);
+    assert_eq!(
+        world.report("host").unwrap().unwrap()["handlers"][0],
+        "subtract_planar_cutters"
+    );
+}
+
+#[test]
+fn mixed_cutter_batch_keeps_cut_faces_and_one_revision() {
+    let mut world = graph();
+    world
+        .create_primitive(
+            Primitive::Rectangle {
+                width: 6.0,
+                breadth: 0.3,
+            },
+            named("profile"),
+        )
+        .unwrap();
+    world
+        .create_operation(
+            CreatingOperation::Extrude {
+                profile: "profile".into(),
+                holes: Vec::new(),
+                distance: 3.0,
+            },
+            named("wall"),
+        )
+        .unwrap();
+    world
+        .create_primitive(
+            Primitive::Cuboid {
+                width: 0.8,
+                height: 3.0,
+                depth: 1.0,
+            },
+            named("rect"),
+        )
+        .unwrap();
+    world
+        .transform(
+            "rect",
+            Transform::Translate {
+                offset: [1.5, 0.0, 0.5],
+            },
+        )
+        .unwrap();
+    world
+        .create_primitive(
+            Primitive::Cylinder {
+                radius: 0.4,
+                height: 2.0,
+            },
+            named("round"),
+        )
+        .unwrap();
+    world
+        .transform(
+            "round",
+            Transform::Rotate {
+                axis: [1.0, 0.0, 0.0],
+                degrees: 90.0,
+                pivot: Some([0.0; 3]),
+            },
+        )
+        .unwrap();
+    world
+        .transform(
+            "round",
+            Transform::Translate {
+                offset: [-1.5, 1.5, -1.0],
+            },
+        )
+        .unwrap();
+    world
+        .operate(
+            "wall",
+            ModifyingOperation::Subtract,
+            &["rect".into(), "round".into()],
+            EditScope::Node,
+        )
+        .unwrap();
+    let result = world.brep("wall").unwrap();
+    result.validate().unwrap();
+    assert_eq!(result.revision, 1);
+    assert!(result
+        .topology
+        .faces
+        .iter()
+        .any(|face| face.provenance.role == FaceRole::Cut));
+    let handlers = &world.report("wall").unwrap().unwrap()["handlers"];
+    assert_eq!(handlers[0], "subtract_planar_cutters");
+}
diff --git a/main/opengeometry/tests/booleans/coverage_gap.rs b/main/opengeometry/tests/booleans/coverage_gap.rs
new file mode 100644
index 0000000..fc4f9ce
--- /dev/null
+++ b/main/opengeometry/tests/booleans/coverage_gap.rs
@@ -0,0 +1,31 @@
+use opengeometry::world_graph::{ErrorCode, ErrorDetails};
+use opengeometry_test_support::scenes::acceptance::{attempt_rail_minus_wall, recut_scene};
+use opengeometry_test_support::scenes::coverage_gap::rail_minus_wall_clearance;
+
+#[test]
+fn rail_minus_wall_returns_coverage_gap_with_clearance_and_leaves_graph_unchanged() {
+    let mut scene = recut_scene();
+    let clearance = rail_minus_wall_clearance(&scene.graph, &scene.rail, &scene.wall);
+    let accuracy = scene.graph.accuracy().geometric;
+    assert!(clearance > 10.0 * accuracy, "clearance {clearance}");
+    let revision = scene.graph.revision();
+    let node_count = scene.graph.node_count();
+    let rail_before = scene.graph.brep(&scene.rail).unwrap().to_json().unwrap();
+    let wall_before = scene.graph.brep(&scene.wall).unwrap().to_json().unwrap();
+    let error = attempt_rail_minus_wall(&mut scene);
+    assert_eq!(error.error_code(), ErrorCode::CoverageGap, "{error:?}");
+    assert_eq!(
+        error.details(),
+        ErrorDetails::Operate {
+            handlers: Vec::new(),
+            tool_index: 0,
+            og_ids: vec!["rail-1".into(), "wall-1".into()],
+        }
+    );
+    assert_eq!(scene.graph.revision(), revision);
+    assert_eq!(scene.graph.node_count(), node_count);
+    let rail_after = scene.graph.brep(&scene.rail).unwrap().to_json().unwrap();
+    let wall_after = scene.graph.brep(&scene.wall).unwrap().to_json().unwrap();
+    assert_eq!(rail_after, rail_before);
+    assert_eq!(wall_after, wall_before);
+}
diff --git a/main/opengeometry/tests/booleans/curved_openings.rs b/main/opengeometry/tests/booleans/curved_openings.rs
new file mode 100644
index 0000000..c1cb6da
--- /dev/null
+++ b/main/opengeometry/tests/booleans/curved_openings.rs
@@ -0,0 +1,95 @@
+use opengeometry::brep::{Accuracy, Frame3};
+use opengeometry::operations::modifying::boolean::subtract_planar_cutters;
+use opengeometry::primitives;
+use opengeometry::query::{classify_point, PointClassification};
+use opengeometry::tessellation::tessellate;
+#[test]
+fn disjoint_planar_and_round_openings_share_a_curved_host_height_level() {
+    let accuracy = Accuracy {
+        geometric: 6.3e-8,
+        intersection: 1.575e-8,
+        tessellation: 0.01,
+        exchange: 1e-5,
+    };
+    let host_frame = Frame3 {
+        origin: [0.0, 0.0, 0.0],
+        x: [1.0, 0.0, 0.0],
+        y: [0.0, 0.0, -1.0],
+        z: [0.0, 1.0, 0.0],
+    };
+    let point = |radius: f64, angle: f64| [radius * angle.cos(), radius * angle.sin()];
+    let host = primitives::arc_edged_extrusion(
+        "mixed-curved-host".into(),
+        host_frame,
+        vec![
+            primitives::ProfileEdge::Arc {
+                center: [0.0, 0.0],
+                radius: 3.0,
+                start_angle: 0.8,
+                sweep_angle: -1.6,
+            },
+            primitives::ProfileEdge::Line {
+                from: point(3.0, -0.8),
+                to: point(2.7, -0.8),
+            },
+            primitives::ProfileEdge::Arc {
+                center: [0.0, 0.0],
+                radius: 2.7,
+                start_angle: -0.8,
+                sweep_angle: 1.6,
+            },
+            primitives::ProfileEdge::Line {
+                from: point(2.7, 0.8),
+                to: point(3.0, 0.8),
+            },
+        ],
+        3.0,
+        accuracy,
+    )
+    .unwrap();
+    let rectangle = primitives::cuboid(
+        "rectangular-opening".into(),
+        Frame3 {
+            origin: [2.2, 1.0, 1.1],
+            x: [1.0, 0.0, 0.0],
+            y: [0.0, 1.0, 0.0],
+            z: [0.0, 0.0, 1.0],
+        },
+        [1.0, 0.5, 0.4],
+        accuracy,
+    )
+    .unwrap();
+    let round = primitives::cylinder(
+        "round-opening".into(),
+        Frame3 {
+            origin: [2.65, 1.5, 0.0],
+            x: [0.0, 0.0, -1.0],
+            y: [0.0, 1.0, 0.0],
+            z: [1.0, 0.0, 0.0],
+        },
+        0.5,
+        0.4,
+        accuracy,
+    )
+    .unwrap();
+    for cutters in [
+        [rectangle.clone(), round.clone()],
+        [round.clone(), rectangle.clone()],
+    ] {
+        let result = subtract_planar_cutters(&host, &cutters, "mixed-curved-cut".into()).unwrap();
+        result.brep.validate().unwrap();
+        tessellate(&result.brep, 0.01, 2_000_000).unwrap();
+        assert_eq!(
+            classify_point(&result.brep, [2.6, 1.25, 1.3]).unwrap(),
+            PointClassification::Outside
+        );
+        assert_eq!(
+            classify_point(&result.brep, [2.8, 1.5, 0.0]).unwrap(),
+            PointClassification::Outside
+        );
+        assert_eq!(
+            classify_point(&result.brep, [2.8, 2.5, 0.0]).unwrap(),
+            PointClassification::Inside
+        );
+    }
+}
diff --git a/main/opengeometry/tests/booleans/face_normals.rs b/main/opengeometry/tests/booleans/face_normals.rs
new file mode 100644
index 0000000..a95f2eb
--- /dev/null
+++ b/main/opengeometry/tests/booleans/face_normals.rs
@@ -0,0 +1,79 @@
+use opengeometry::brep::{Accuracy, FaceRole, GeometryError, Surface, SurfaceGeometry};
+use opengeometry::{
+    brep::Frame3,
+    operations::modifying::boolean::{boolean_spheres, BooleanOp},
+    primitives,
+};
+fn sub(a: [f64; 3], b: [f64; 3]) -> [f64; 3] {
+    std::array::from_fn(|i| a[i] - b[i])
+}
+fn dot(a: [f64; 3], b: [f64; 3]) -> f64 {
+    a[0] * b[0] + a[1] * b[1] + a[2] * b[2]
+}
+fn unit(a: [f64; 3]) -> Result<[f64; 3], GeometryError> {
+    let n = dot(a, a).sqrt();
+    if n == 0.0 {
+        return Err(GeometryError::SingularParameterization);
+    }
+    Ok(a.map(|v| v / n))
+}
+#[test]
+fn picked_support_normals_follow_curvature_reversal_and_singularities() {
+    let accuracy = Accuracy {
+        geometric: 1e-8,
+        intersection: 1e-9,
+        tessellation: 0.01,
+        exchange: 1e-6,
+    };
+    let frame = Frame3::from_axis([3.0, -2.0, 1.0], [1.0, 2.0, 3.0], [0.0, 1.0, 0.0]).unwrap();
+    let sphere = primitives::sphere("host".into(), frame, 2.0, accuracy).unwrap();
+    let point = sphere.geometry.surfaces[0].point_at([0.7, 0.3]).unwrap();
+    let inward_mesh_point =
+        std::array::from_fn(|i| frame.origin[i] + (point[i] - frame.origin[i]) * 0.99);
+    let normal = sphere.face_normal_at(0, inward_mesh_point).unwrap();
+    assert!(dot(normal, unit(sub(point, frame.origin)).unwrap()) > 1.0 - 1e-12);
+    let cutter = primitives::sphere("cutter".into(), frame, 0.5, accuracy).unwrap();
+    let cavity = boolean_spheres(&sphere, &cutter, BooleanOp::Subtraction, "cavity".into())
+        .unwrap()
+        .brep;
+    let face = cavity
+        .topology
+        .faces
+        .iter()
+        .find(|face| face.provenance.role == FaceRole::Cut)
+        .unwrap();
+    let point = cavity
+        .geometry
+        .surface(face.surface)
+        .unwrap()
+        .point_at([0.7, 0.3])
+        .unwrap();
+    assert!(
+        dot(
+            cavity.face_normal_at(face.id, point).unwrap(),
+            unit(sub(point, frame.origin)).unwrap()
+        ) < -1.0 + 1e-12
+    );
+    assert!(matches!(
+        sphere.face_normal_at(u32::MAX, point),
+        Err(GeometryError::MissingReference { .. })
+    ));
+    assert!(sphere.face_normal_at(0, [f64::NAN, 0.0, 0.0]).is_err());
+    let cone = primitives::cone("cone".into(), frame, 1.0, 2.0, accuracy).unwrap();
+    let face = cone
+        .topology
+        .faces
+        .iter()
+        .find(|face| {
+            matches!(
+                cone.geometry.surfaces[face.surface as usize],
+                SurfaceGeometry::Cone { .. }
+            )
+        })
+        .unwrap();
+    let apex = cone.geometry.surface(face.surface).unwrap().frame().origin;
+    assert!(matches!(
+        cone.face_normal_at(face.id, apex),
+        Err(GeometryError::SingularParameterization)
+    ));
+}
diff --git a/main/opengeometry/tests/booleans/main.rs b/main/opengeometry/tests/booleans/main.rs
new file mode 100644
index 0000000..ab94a83
--- /dev/null
+++ b/main/opengeometry/tests/booleans/main.rs
@@ -0,0 +1,9 @@
+mod atomicity;
+mod batch;
+mod coverage_gap;
+mod curved_openings;
+mod face_normals;
+mod multi_tool;
+mod point_classification;
+mod routing;
+mod support;
diff --git a/main/opengeometry/tests/booleans/multi_tool.rs b/main/opengeometry/tests/booleans/multi_tool.rs
new file mode 100644
index 0000000..6d6f1de
--- /dev/null
+++ b/main/opengeometry/tests/booleans/multi_tool.rs
@@ -0,0 +1,262 @@
+use opengeometry::world_graph::{
+    CreatingOperation, EditScope, ErrorCode, ErrorDetails, ModifyingOperation, Primitive,
+    Transform, WorldGraph,
+};
+use opengeometry_test_support::volume;
+use opengeometry_test_support::world_graph::{graph, named};
+
+struct Tool {
+    og_id: &'static str,
+    size: [f64; 3],
+    axis: [f64; 3],
+    degrees: f64,
+    offset: [f64; 3],
+}
+
+const OVERLAPPING_DOORS: [Tool; 2] = [
+    Tool {
+        og_id: "first",
+        size: [1.0, 2.1, 1.0],
+        axis: [0.0, 0.0, 1.0],
+        degrees: 0.0,
+        offset: [-2.5, -0.5, 0.0],
+    },
+    Tool {
+        og_id: "second",
+        size: [1.0, 2.1, 1.0],
+        axis: [0.0, 0.0, 1.0],
+        degrees: 0.0,
+        offset: [-2.0, -0.5, 0.0],
+    },
+];
+
+const OBLIQUE_OPENINGS: [Tool; 2] = [
+    Tool {
+        og_id: "first",
+        size: [1.0, 1.0, 1.0],
+        axis: [0.0, 0.0, 1.0],
+        degrees: 30.0,
+        offset: [-2.5, 1.5, 0.0],
+    },
+    Tool {
+        og_id: "second",
+        size: [1.0, 1.0, 1.0],
+        axis: [0.0, 0.0, 1.0],
+        degrees: 30.0,
+        offset: [2.5, 1.5, 0.0],
+    },
+];
+
+fn wall_with(tools: &[Tool]) -> WorldGraph {
+    let mut world = graph();
+    world
+        .create_primitive(
+            Primitive::Rectangle {
+                width: 10.0,
+                breadth: 0.3,
+            },
+            named("profile"),
+        )
+        .unwrap();
+    world
+        .create_operation(
+            CreatingOperation::Extrude {
+                profile: "profile".into(),
+                holes: Vec::new(),
+                distance: 3.0,
+            },
+            named("wall"),
+        )
+        .unwrap();
+    for tool in tools {
+        let [width, height, depth] = tool.size;
+        world
+            .create_primitive(
+                Primitive::Cuboid {
+                    width,
+                    height,
+                    depth,
+                },
+                named(tool.og_id),
+            )
+            .unwrap();
+        world
+            .transform(
+                tool.og_id,
+                Transform::Rotate {
+                    axis: tool.axis,
+                    degrees: tool.degrees,
+                    pivot: Some([0.0; 3]),
+                },
+            )
+            .unwrap();
+        world
+            .transform(
+                tool.og_id,
+                Transform::Translate {
+                    offset: tool.offset,
+                },
+            )
+            .unwrap();
+    }
+    world
+}
+
+fn subtract(world: &mut WorldGraph, tools: &[&str]) -> Result<(), ErrorCode> {
+    world
+        .operate(
+            "wall",
+            ModifyingOperation::Subtract,
+            &tools
+                .iter()
+                .map(|tool| tool.to_string())
+                .collect::<Vec<_>>(),
+            EditScope::Node,
+        )
+        .map(|_| ())
+        .map_err(|error| error.error_code())
+}
+
+fn handlers(world: &WorldGraph) -> Vec<String> {
+    serde_json::from_value(world.report("wall").unwrap().unwrap()["handlers"].clone()).unwrap()
+}
+
+#[test]
+fn plain_coverage_gap_batch_falls_back_serially() {
+    for (tools, expected_volume) in [(OVERLAPPING_DOORS, 8.28), (OBLIQUE_OPENINGS, 8.4)] {
+        let mut serial = wall_with(&tools);
+        let mut expected_handlers = Vec::new();
+        for tool in &tools {
+            subtract(&mut serial, &[tool.og_id]).unwrap();
+            expected_handlers.extend(handlers(&serial));
+        }
+        let mut world = wall_with(&tools);
+        subtract(&mut world, &["first", "second"]).unwrap();
+        let result = world.brep("wall").unwrap();
+        result.validate().unwrap();
+        assert_eq!(result.revision, 1);
+        assert_eq!(handlers(&world), expected_handlers);
+        let measured = volume::estimate(&result, 0.01);
+        assert!(
+            (measured.value - expected_volume).abs() <= measured.error_bound,
+            "{} against {expected_volume}",
+            measured.value
+        );
+    }
+}
+
+#[test]
+fn mixed_cutter_batch_gap_never_falls_back() {
+    let rotated = |og_id, x| Tool {
+        og_id,
+        size: [0.6, 1.0, 1.0],
+        axis: [0.0, 1.0, 0.0],
+        degrees: 30.0,
+        offset: [x, 1.5, 0.0],
+    };
+    let mut world = wall_with(&[rotated("first", -2.5), rotated("second", 0.0)]);
+    world
+        .create_primitive(
+            Primitive::Cylinder {
+                radius: 0.4,
+                height: 2.0,
+            },
+            named("round"),
+        )
+        .unwrap();
+    world
+        .transform(
+            "round",
+            Transform::Rotate {
+                axis: [1.0, 0.0, 0.0],
+                degrees: 90.0,
+                pivot: Some([0.0; 3]),
+            },
+        )
+        .unwrap();
+    world
+        .transform(
+            "round",
+            Transform::Translate {
+                offset: [2.5, 1.5, -1.0],
+            },
+        )
+        .unwrap();
+    let revision = world.revision();
+    let node_count = world.node_count();
+    let brep_before = world.brep("wall").unwrap().to_json().unwrap();
+    let report_before = world.report("wall").unwrap().cloned();
+    let tools = ["first", "second", "round"].map(String::from);
+    let error = world
+        .operate(
+            "wall",
+            ModifyingOperation::Subtract,
+            &tools,
+            EditScope::Node,
+        )
+        .unwrap_err();
+    assert_eq!(error.error_code(), ErrorCode::CoverageGap);
+    assert!(
+        error.message().contains("mixed cutter batch"),
+        "{}",
+        error.message()
+    );
+    assert_eq!(
+        error.details(),
+        ErrorDetails::Operate {
+            handlers: Vec::new(),
+            tool_index: 0,
+            og_ids: vec![
+                "wall".into(),
+                "first".into(),
+                "second".into(),
+                "round".into()
+            ],
+        }
+    );
+    assert_eq!(world.revision(), revision);
+    assert_eq!(world.node_count(), node_count);
+    assert_eq!(world.brep("wall").unwrap().to_json().unwrap(), brep_before);
+    assert_eq!(world.report("wall").unwrap().cloned(), report_before);
+}
+
+#[test]
+fn intermediate_empty_two_tool_intersect_gives_empty_result() {
+    let mut world = graph();
+    for (og_id, x) in [("target", 0.0), ("far", 10.0), ("near", 0.5)] {
+        world
+            .create_primitive(
+                Primitive::Cuboid {
+                    width: 2.0,
+                    height: 2.0,
+                    depth: 2.0,
+                },
+                named(og_id),
+            )
+            .unwrap();
+        world
+            .transform(
+                og_id,
+                Transform::Translate {
+                    offset: [x, 0.0, 0.0],
+                },
+            )
+            .unwrap();
+    }
+    let revision = world.revision();
+    let brep_before = world.brep("target").unwrap().to_json().unwrap();
+    let error = world
+        .operate(
+            "target",
+            ModifyingOperation::Intersect,
+            &["far".into(), "near".into()],
+            EditScope::Node,
+        )
+        .unwrap_err();
+    assert_eq!(error.error_code(), ErrorCode::EmptyResult, "{error:?}");
+    assert_eq!(world.revision(), revision);
+    assert_eq!(
+        world.brep("target").unwrap().to_json().unwrap(),
+        brep_before
+    );
+}
diff --git a/main/opengeometry/tests/booleans/point_classification.rs b/main/opengeometry/tests/booleans/point_classification.rs
new file mode 100644
index 0000000..a89485f
--- /dev/null
+++ b/main/opengeometry/tests/booleans/point_classification.rs
@@ -0,0 +1,78 @@
+use opengeometry::brep::Frame3;
+use opengeometry::operations::modifying::boolean::{boolean_brep, BooleanOp};
+use opengeometry::primitives;
+use opengeometry::query::{classify_point, PointClassification};
+use opengeometry_test_support::accuracy::accuracy;
+
+#[test]
+fn analytic_ray_classification_covers_all_surface_families() {
+    let bodies = [
+        (
+            primitives::cuboid("box".into(), Frame3::IDENTITY, [2.0; 3], accuracy(1e-5)).unwrap(),
+            [1.0, 1.0, 1.0],
+            [3.0, 3.0, 3.0],
+        ),
+        (
+            primitives::sphere("sphere".into(), Frame3::IDENTITY, 1.0, accuracy(1e-5)).unwrap(),
+            [0.0; 3],
+            [2.0, 0.0, 0.0],
+        ),
+        (
+            primitives::cylinder(
+                "cylinder".into(),
+                Frame3::IDENTITY,
+                1.0,
+                2.0,
+                accuracy(1e-5),
+            )
+            .unwrap(),
+            [0.0, 0.0, 1.0],
+            [2.0, 0.0, 1.0],
+        ),
+        (
+            primitives::cone("cone".into(), Frame3::IDENTITY, 1.0, 2.0, accuracy(1e-5)).unwrap(),
+            [0.0, 0.0, 1.0],
+            [2.0, 0.0, 1.0],
+        ),
+        (
+            primitives::torus("torus".into(), Frame3::IDENTITY, 3.0, 1.0, accuracy(1e-5)).unwrap(),
+            [3.0, 0.0, 0.0],
+            [0.0; 3],
+        ),
+    ];
+    for (body, inside, outside) in bodies {
+        assert_eq!(
+            classify_point(&body, inside).unwrap(),
+            PointClassification::Inside,
+            "{}",
+            body.id
+        );
+        assert_eq!(
+            classify_point(&body, outside).unwrap(),
+            PointClassification::Outside,
+            "{}",
+            body.id
+        );
+    }
+}
+
+#[test]
+fn cavity_shell_uses_regularized_material_occupancy() {
+    let host =
+        primitives::torus("host".into(), Frame3::IDENTITY, 3.0, 1.0, accuracy(1e-5)).unwrap();
+    let cutter =
+        primitives::torus("cutter".into(), Frame3::IDENTITY, 3.0, 0.4, accuracy(1e-5)).unwrap();
+    let result = boolean_brep(&host, &cutter, BooleanOp::Subtraction, "shell".into()).unwrap();
+    assert_eq!(
+        classify_point(&result.brep, [3.0, 0.0, 0.0]).unwrap(),
+        PointClassification::Outside
+    );
+    assert_eq!(
+        classify_point(&result.brep, [3.7, 0.0, 0.0]).unwrap(),
+        PointClassification::Inside
+    );
+    assert_eq!(
+        classify_point(&result.brep, [0.0; 3]).unwrap(),
+        PointClassification::Outside
+    );
+}
diff --git a/main/opengeometry/tests/booleans/routing.rs b/main/opengeometry/tests/booleans/routing.rs
new file mode 100644
index 0000000..7d0ec61
--- /dev/null
+++ b/main/opengeometry/tests/booleans/routing.rs
@@ -0,0 +1,198 @@
+use super::support::cuboid;
+use opengeometry::operations::modifying::boolean::{boolean_brep_outcome_with_handlers, BooleanOp};
+use opengeometry::world_graph::{
+    CreateOptions, CreatingOperation, EditScope, ModifyingOperation, Primitive, Transform,
+};
+use opengeometry_test_support::world_graph::{graph, named};
+
+#[test]
+fn sweep_result_boolean_routing_is_pinned() {
+    let mut world = graph();
+    world
+        .create_primitive(
+            Primitive::Rectangle {
+                width: 2.0,
+                breadth: 2.0,
+            },
+            named("profile"),
+        )
+        .unwrap();
+    world
+        .create_primitive(
+            Primitive::Polyline {
+                points: vec![[0.0; 3], [0.0, 3.0, 0.0], [3.0, 3.0, 0.0]],
+                closed: false,
+            },
+            named("path"),
+        )
+        .unwrap();
+    world
+        .create_operation(
+            CreatingOperation::Sweep {
+                profile: "profile".into(),
+                path: "path".into(),
+            },
+            named("sweep"),
+        )
+        .unwrap();
+    world
+        .create_primitive(
+            Primitive::Cuboid {
+                width: 1.0,
+                height: 1.0,
+                depth: 1.0,
+            },
+            named("tool"),
+        )
+        .unwrap();
+    let sweep = world.brep("sweep").unwrap();
+    let tool = world.brep("tool").unwrap();
+    let (result, handlers) = boolean_brep_outcome_with_handlers(
+        &sweep,
+        &tool,
+        BooleanOp::Subtraction,
+        "sweep-cut".into(),
+    );
+    assert_eq!(handlers, ["subtract_planar_polyhedra"]);
+    result.unwrap().brep.validate().unwrap();
+}
+
+#[test]
+fn corotated_levels_keep_box_handler_and_replay_bytes() {
+    let recipe = |degrees: f64| {
+        let mut world = graph();
+        world.create_system_assembly(named("level")).unwrap();
+        world
+            .create_primitive(
+                cuboid(2.0),
+                CreateOptions {
+                    parent: Some("level".into()),
+                    ..named("host")
+                },
+            )
+            .unwrap();
+        world
+            .create_primitive(
+                cuboid(2.0),
+                CreateOptions {
+                    parent: Some("level".into()),
+                    ..named("tool")
+                },
+            )
+            .unwrap();
+        world
+            .transform(
+                "tool",
+                Transform::Translate {
+                    offset: [1.0, 0.0, 0.0],
+                },
+            )
+            .unwrap();
+        world
+            .transform(
+                "level",
+                Transform::Rotate {
+                    axis: [0.0, 1.0, 0.0],
+                    degrees,
+                    pivot: Some([0.0, 0.0, 0.0]),
+                },
+            )
+            .unwrap();
+        world
+            .operate(
+                "host",
+                ModifyingOperation::Subtract,
+                &["tool".into()],
+                EditScope::Node,
+            )
+            .unwrap();
+        (
+            world.brep("host").unwrap().to_json().unwrap(),
+            world.report("host").unwrap().unwrap()["handlers"].clone(),
+        )
+    };
+    let original = recipe(0.0);
+    assert_eq!(original, recipe(90.0));
+    assert_eq!(original, recipe(30.0));
+    assert_eq!(original.1, serde_json::json!(["boolean_boxes"]));
+}
+
+#[test]
+fn corotated_levels_keep_wall_handler_and_replay_bytes() {
+    let recipe = |degrees: f64| {
+        let mut world = graph();
+        world.create_system_assembly(named("level")).unwrap();
+        world
+            .create_primitive(
+                Primitive::Rectangle {
+                    width: 4.0,
+                    breadth: 0.5,
+                },
+                CreateOptions {
+                    parent: Some("level".into()),
+                    ..named("profile")
+                },
+            )
+            .unwrap();
+        world
+            .create_operation(
+                CreatingOperation::Extrude {
+                    profile: "profile".into(),
+                    holes: Vec::new(),
+                    distance: 3.0,
+                },
+                CreateOptions {
+                    parent: Some("level".into()),
+                    ..named("wall")
+                },
+            )
+            .unwrap();
+        world
+            .create_primitive(
+                Primitive::Cuboid {
+                    width: 0.8,
+                    height: 3.0,
+                    depth: 1.0,
+                },
+                CreateOptions {
+                    parent: Some("level".into()),
+                    ..named("cutter")
+                },
+            )
+            .unwrap();
+        world
+            .transform(
+                "cutter",
+                Transform::Translate {
+                    offset: [0.0, 0.0, 0.5],
+                },
+            )
+            .unwrap();
+        world
+            .transform(
+                "level",
+                Transform::Rotate {
+                    axis: [0.0, 1.0, 0.0],
+                    degrees,
+                    pivot: Some([0.0; 3]),
+                },
+            )
+            .unwrap();
+        world
+            .operate(
+                "wall",
+                ModifyingOperation::Subtract,
+                &["cutter".into()],
+                EditScope::Node,
+            )
+            .unwrap();
+        (
+            world.brep("wall").unwrap().to_json().unwrap(),
+            world.report("wall").unwrap().unwrap()["handlers"].clone(),
+        )
+    };
+    let original = recipe(0.0);
+    assert_eq!(original, recipe(90.0));
+    assert_eq!(original, recipe(30.0));
+    assert_eq!(original.1, serde_json::json!(["boolean_rectilinear"]));
+}
diff --git a/main/opengeometry/tests/booleans/support.rs b/main/opengeometry/tests/booleans/support.rs
new file mode 100644
index 0000000..267bbec
--- /dev/null
+++ b/main/opengeometry/tests/booleans/support.rs
@@ -0,0 +1,9 @@
+use opengeometry::world_graph::Primitive;
+
+pub(super) fn cuboid(width: f64) -> Primitive {
+    Primitive::Cuboid {
+        width,
+        height: 2.0,
+        depth: 2.0,
+    }
+}
diff --git a/main/opengeometry/tests/cases/batch.rs b/main/opengeometry/tests/cases/batch.rs
new file mode 100644
index 0000000..aca6005
--- /dev/null
+++ b/main/opengeometry/tests/cases/batch.rs
@@ -0,0 +1,80 @@
+use crate::support::{case_files, read_fixture};
+use opengeometry::brep::BrepEnvelope;
+use opengeometry::operations::modifying::boolean::{
+    multi_tool_boolean, subtract_planar_cutters_with_handlers, BooleanOp, MultiToolOutcome,
+};
+use opengeometry_test_support::stored;
+use serde_json::json;
+use std::collections::BTreeSet;
+
+#[test]
+fn batch_subtraction_matches_stored_brep_and_handlers() {
+    let files = case_files("batch-matrix", |name| !name.contains(".fallback."));
+    assert_eq!(files.len(), 23);
+    for path in files {
+        let name = path.file_stem().unwrap().to_str().unwrap();
+        let fixture = read_fixture(&path);
+        let host: BrepEnvelope = serde_json::from_value(fixture["host"].clone()).unwrap();
+        let cutters: Vec<BrepEnvelope> =
+            serde_json::from_value(fixture["cutters"].clone()).unwrap();
+        match subtract_planar_cutters_with_handlers(&host, &cutters, format!("batch-{name}")) {
+            Ok((result, handlers)) => {
+                result.brep.validate().unwrap();
+                let actual = json!({"brep": serde_json::to_value(result.brep).unwrap()});
+                if stored::compared() {
+                    assert_eq!(actual, fixture["result"], "{name}");
+                }
+                assert_eq!(json!(handlers), fixture["handlers"], "{name}");
+            }
+            Err(error) => assert_eq!(json!({"error": error}), fixture["result"], "{name}"),
+        }
+    }
+}
+
+#[test]
+fn fallback_rows_parse() {
+    let expected = BTreeSet::from(["cutters", "handlers", "host", "result"]);
+    let files = case_files("batch-matrix", |name| name.contains(".fallback."));
+    assert_eq!(files.len(), 3);
+    for path in files {
+        let fixture = read_fixture(&path);
+        let keys = fixture
+            .as_object()
+            .unwrap()
+            .keys()
+            .map(String::as_str)
+            .collect::<BTreeSet<_>>();
+        assert_eq!(keys, expected, "{}", path.display());
+    }
+}
+
+#[test]
+fn fallback_rows_match_stored_serial_results() {
+    for path in case_files("batch-matrix", |name| name.contains(".fallback.")) {
+        let stem = path.file_stem().unwrap().to_str().unwrap();
+        let name = stem.strip_suffix(".fallback").unwrap();
+        let fixture = read_fixture(&path);
+        let host: BrepEnvelope = serde_json::from_value(fixture["host"].clone()).unwrap();
+        let cutters: Vec<BrepEnvelope> =
+            serde_json::from_value(fixture["cutters"].clone()).unwrap();
+        let MultiToolOutcome {
+            result, handlers, ..
+        } = multi_tool_boolean(
+            &host,
+            &cutters,
+            BooleanOp::Subtraction,
+            format!("batch-{name}"),
+        );
+        let actual = match result {
+            Ok(result) => {
+                result.brep.validate().unwrap();
+                json!({"brep": serde_json::to_value(result.brep).unwrap()})
+            }
+            Err(error) => json!({"error": error}),
+        };
+        if stored::compared() || fixture["result"].get("error").is_some() {
+            assert_eq!(actual, fixture["result"], "{name}");
+        }
+        assert_eq!(json!(handlers), fixture["handlers"], "{name}");
+    }
+}
diff --git a/main/opengeometry/tests/cases/builders.rs b/main/opengeometry/tests/cases/builders.rs
new file mode 100644
index 0000000..65b3754
--- /dev/null
+++ b/main/opengeometry/tests/cases/builders.rs
@@ -0,0 +1,183 @@
+use opengeometry::brep::{Accuracy, BodyType, CurveGeometry, Frame3};
+use opengeometry::primitives;
+use opengeometry_test_support::stored;
+use serde_json::json;
+
+#[test]
+fn primitive_builders_match_stored_json() {
+    let accuracy = Accuracy {
+        geometric: 1e-8,
+        intersection: 1e-9,
+        tessellation: 0.01,
+        exchange: 1e-6,
+    };
+    let frame = Frame3 {
+        x: [1.0, 0.0, 0.0],
+        y: [0.0, 0.0, -1.0],
+        z: [0.0, 1.0, 0.0],
+        ..Frame3::IDENTITY
+    };
+    let bodies = [
+        (
+            "cuboid",
+            primitives::cuboid("cuboid".into(), frame, [2.0, 1.0, 3.0], accuracy).unwrap(),
+        ),
+        (
+            "cylinder",
+            primitives::cylinder("cylinder".into(), frame, 1.0, 2.0, accuracy).unwrap(),
+        ),
+        (
+            "sphere",
+            primitives::sphere("sphere".into(), frame, 1.0, accuracy).unwrap(),
+        ),
+        (
+            "cone",
+            primitives::cone("cone".into(), frame, 1.0, 2.0, accuracy).unwrap(),
+        ),
+        (
+            "frustum",
+            primitives::frustum("frustum".into(), frame, 1.0, 0.4, 2.0, accuracy).unwrap(),
+        ),
+        (
+            "torus",
+            primitives::torus("torus".into(), frame, 2.0, 0.5, accuracy).unwrap(),
+        ),
+        (
+            "annular-cylinder",
+            primitives::annular_cylinder("annular-cylinder".into(), frame, 0.4, 1.0, 2.0, accuracy)
+                .unwrap(),
+        ),
+        (
+            "cylinder-with-hole",
+            primitives::cylinder_with_circular_hole(
+                "cylinder-with-hole".into(),
+                frame,
+                frame,
+                0.4,
+                1.0,
+                2.0,
+                accuracy,
+            )
+            .unwrap(),
+        ),
+        (
+            "circle",
+            primitives::arc_wire(
+                "circle".into(),
+                CurveGeometry::Circle { frame, radius: 1.0 },
+                0.0,
+                std::f64::consts::TAU,
+                accuracy,
+            )
+            .unwrap(),
+        ),
+    ];
+    for (name, body) in bodies {
+        assert_eq!(
+            body.body_type().unwrap(),
+            if name == "circle" {
+                BodyType::Wire
+            } else {
+                BodyType::Solid
+            }
+        );
+        if stored::compared() {
+            let expected = match name {
+                "cuboid" => include_str!("../fixtures/cases/cuboid.brep.json"),
+                "cylinder" => include_str!("../fixtures/cases/cylinder.brep.json"),
+                "sphere" => include_str!("../fixtures/cases/sphere.brep.json"),
+                "cone" => include_str!("../fixtures/cases/cone.brep.json"),
+                "frustum" => include_str!("../fixtures/cases/frustum.brep.json"),
+                "torus" => include_str!("../fixtures/cases/torus.brep.json"),
+                "annular-cylinder" => include_str!("../fixtures/cases/annular-cylinder.brep.json"),
+                "cylinder-with-hole" => {
+                    include_str!("../fixtures/cases/cylinder-with-hole.brep.json")
+                }
+                "circle" => include_str!("../fixtures/cases/circle.brep.json"),
+                _ => unreachable!(),
+            };
+            assert_eq!(body.to_json().unwrap(), expected, "{name}");
+        }
+    }
+}
+
+#[test]
+fn extrusions_match_stored_json() {
+    let accuracy = Accuracy {
+        geometric: 1e-8,
+        intersection: 1e-9,
+        tessellation: 0.01,
+        exchange: 1e-6,
+    };
+    let frame = Frame3 {
+        x: [1.0, 0.0, 0.0],
+        y: [0.0, 0.0, -1.0],
+        z: [0.0, 1.0, 0.0],
+        ..Frame3::IDENTITY
+    };
+    let outer = json!([
+        { "kind": "line", "from": [-2.0, -2.0], "to": [2.0, -2.0] },
+        { "kind": "arc", "center": [2.0, 0.0], "radius": 2.0, "start_angle": -std::f64::consts::FRAC_PI_2, "sweep_angle": std::f64::consts::PI },
+        { "kind": "line", "from": [2.0, 2.0], "to": [-2.0, 2.0] },
+        { "kind": "line", "from": [-2.0, 2.0], "to": [-2.0, -2.0] }
+    ]);
+    let hole = json!([
+        { "kind": "line", "from": [-0.5, -0.5], "to": [0.5, -0.5] },
+        { "kind": "line", "from": [0.5, -0.5], "to": [0.5, 0.5] },
+        { "kind": "line", "from": [0.5, 0.5], "to": [-0.5, 0.5] },
+        { "kind": "line", "from": [-0.5, 0.5], "to": [-0.5, -0.5] }
+    ]);
+    let bodies = [
+        (
+            "linear-extrusion",
+            primitives::linear_extrusion(
+                "linear-extrusion".into(),
+                frame,
+                vec![[-1.0, -0.5], [1.0, -0.5], [1.0, 0.5], [-1.0, 0.5]],
+                Vec::new(),
+                2.0,
+                accuracy,
+            )
+            .unwrap(),
+        ),
+        (
+            "arc-edged-extrusion",
+            primitives::arc_edged_extrusion(
+                "arc-edged-extrusion".into(),
+                frame,
+                serde_json::from_value(outer.clone()).unwrap(),
+                2.0,
+                accuracy,
+            )
+            .unwrap(),
+        ),
+        (
+            "arc-edged-extrusion-with-holes",
+            primitives::arc_edged_extrusion_with_holes(
+                "arc-edged-extrusion-with-holes".into(),
+                frame,
+                serde_json::from_value(outer).unwrap(),
+                vec![serde_json::from_value(hole).unwrap()],
+                2.0,
+                accuracy,
+            )
+            .unwrap(),
+        ),
+    ];
+    for (name, body) in bodies {
+        assert_eq!(body.body_type().unwrap(), BodyType::Solid);
+        if stored::compared() {
+            let expected = match name {
+                "linear-extrusion" => include_str!("../fixtures/cases/linear-extrusion.brep.json"),
+                "arc-edged-extrusion" => {
+                    include_str!("../fixtures/cases/arc-edged-extrusion.brep.json")
+                }
+                "arc-edged-extrusion-with-holes" => {
+                    include_str!("../fixtures/cases/arc-edged-extrusion-with-holes.brep.json")
+                }
+                _ => unreachable!(),
+            };
+            assert_eq!(body.to_json().unwrap(), expected, "{name}");
+        }
+    }
+}
diff --git a/main/opengeometry/tests/cases/main.rs b/main/opengeometry/tests/cases/main.rs
new file mode 100644
index 0000000..7747fa0
--- /dev/null
+++ b/main/opengeometry/tests/cases/main.rs
@@ -0,0 +1,6 @@
+mod batch;
+mod builders;
+mod matrix;
+mod support;
+mod tessellation;
+mod validity;
diff --git a/main/opengeometry/tests/cases/matrix.rs b/main/opengeometry/tests/cases/matrix.rs
new file mode 100644
index 0000000..0e94664
--- /dev/null
+++ b/main/opengeometry/tests/cases/matrix.rs
@@ -0,0 +1,223 @@
+use opengeometry::brep::{Accuracy, BrepEnvelope, Frame3};
+use opengeometry::operations::modifying::boolean::{
+    boolean_brep_outcome_with_handlers, boolean_brep_with_handlers, BooleanOp,
+};
+use opengeometry::primitives;
+use opengeometry_test_support::{stored, volume};
+use serde_json::json;
+
+#[test]
+fn boolean_fixtures_match_stored_brep_and_handlers() {
+    let accuracy = Accuracy {
+        geometric: 1e-8,
+        intersection: 1e-9,
+        tessellation: 0.01,
+        exchange: 1e-6,
+    };
+    let frame = Frame3 {
+        x: [1.0, 0.0, 0.0],
+        y: [0.0, 0.0, -1.0],
+        z: [0.0, 1.0, 0.0],
+        ..Frame3::IDENTITY
+    };
+    let host = primitives::cuboid("box-host".into(), frame, [3.0; 3], accuracy).unwrap();
+    let cutter = primitives::cuboid(
+        "box-cutter".into(),
+        Frame3 {
+            origin: frame.point([1.5, 0.5, 0.5]),
+            ..frame
+        },
+        [3.0; 3],
+        accuracy,
+    )
+    .unwrap();
+    let inner = primitives::cuboid(
+        "box-inner".into(),
+        Frame3 {
+            origin: frame.point([1.0; 3]),
+            ..frame
+        },
+        [1.0; 3],
+        accuracy,
+    )
+    .unwrap();
+    let sphere = primitives::sphere("sphere-host".into(), frame, 2.0, accuracy).unwrap();
+    let sphere_cutter = primitives::sphere(
+        "sphere-cutter".into(),
+        Frame3 {
+            origin: frame.point([0.7, 0.0, 0.0]),
+            ..frame
+        },
+        1.0,
+        accuracy,
+    )
+    .unwrap();
+    macro_rules! check {
+        ($name:literal, $a:expr, $b:expr, $operation:expr) => {{
+            let (result, handlers) =
+                boolean_brep_with_handlers($a, $b, $operation, $name.into()).unwrap();
+            let json = result.brep.to_json().unwrap();
+            if stored::compared() {
+                assert_eq!(
+                    json,
+                    include_str!(concat!("../fixtures/cases/", $name, ".brep.json")),
+                    $name
+                );
+            }
+            let expected: Vec<String> = serde_json::from_str(include_str!(concat!(
+                "../fixtures/cases/",
+                $name,
+                ".handlers.json"
+            )))
+            .unwrap();
+            assert_eq!(handlers, expected, $name);
+        }};
+    }
+    check!("box-union", &host, &cutter, BooleanOp::Union);
+    check!("box-intersection", &host, &cutter, BooleanOp::Intersection);
+    check!("box-cut", &host, &cutter, BooleanOp::Subtraction);
+    check!("box-cavity", &host, &inner, BooleanOp::Subtraction);
+    check!(
+        "sphere-cut",
+        &sphere,
+        &sphere_cutter,
+        BooleanOp::Subtraction
+    );
+}
+
+#[test]
+fn boolean_support_matrix_matches_stored_outcomes_and_handlers() {
+    let directory = std::path::Path::new(env!("CARGO_MANIFEST_DIR"))
+        .join("tests/fixtures/cases/boolean-matrix");
+    let mut files = std::fs::read_dir(directory)
+        .unwrap()
+        .map(|entry| entry.unwrap().path())
+        .filter(|path| {
+            path.extension()
+                .is_some_and(|extension| extension == "json")
+        })
+        .collect::<Vec<_>>();
+    files.sort();
+    assert_eq!(files.len(), 18);
+    for path in files {
+        let name = path.file_stem().unwrap().to_str().unwrap();
+        let fixture: serde_json::Value =
+            serde_json::from_slice(&std::fs::read(&path).unwrap()).unwrap();
+        let a: BrepEnvelope = serde_json::from_value(fixture["a"].clone()).unwrap();
+        let b: BrepEnvelope = serde_json::from_value(fixture["b"].clone()).unwrap();
+        let operation: BooleanOp = serde_json::from_value(fixture["operation"].clone()).unwrap();
+        let (result, handlers) =
+            boolean_brep_outcome_with_handlers(&a, &b, operation, format!("matrix-{name}"));
+        let actual = match result {
+            Ok(result) => {
+                result.brep.validate().unwrap();
+                let expected_volume = match name {
+                    "box-union" => Some(27.0),
+                    "box-intersection" => Some(8.0),
+                    "box-subtract" => Some(19.0),
+                    "wall-rectilinear" | "planar-extrusions" => Some(4.8),
+                    "wall-round" => Some(6.0 - std::f64::consts::PI / 8.0),
+                    "box-round" => Some(27.0 - 3.0 * std::f64::consts::PI * 0.4 * 0.4),
+                    "cylinder-coaxial" => Some(3.0 * std::f64::consts::PI * (1.0 - 0.4 * 0.4)),
+                    "sphere-contained" => Some(10.5 * std::f64::consts::PI),
+                    "cone-contained" => Some(std::f64::consts::PI * (1.0 - 0.04 / 3.0)),
+                    "torus-contained" => Some(1.28 * std::f64::consts::PI.powi(2)),
+                    _ => None,
+                };
+                if let Some(expected) = expected_volume {
+                    let measured = volume::estimate(&result.brep, 0.01);
+                    assert!(
+                        (measured.value - expected).abs() <= measured.error_bound,
+                        "{name}: measured={} expected={} bound={}",
+                        measured.value,
+                        expected,
+                        measured.error_bound,
+                    );
+                }
+                json!({"brep": serde_json::to_value(result.brep).unwrap()})
+            }
+            Err(error) => json!({"error": serde_json::to_value(error).unwrap()}),
+        };
+        if stored::compared() || fixture["result"].get("error").is_some() {
+            assert_eq!(actual, fixture["result"], "{name}");
+        }
+        assert_eq!(json!(handlers), fixture["handlers"], "{name}");
+    }
+}
+
+#[test]
+fn i2_uncovered_rotated_box_returns_coverage_gap_without_mesh_fallback() {
+    let path = std::path::Path::new(env!("CARGO_MANIFEST_DIR"))
+        .join("tests/fixtures/cases/boolean-matrix/rotated-box-union.json");
+    let fixture: serde_json::Value = serde_json::from_slice(&std::fs::read(path).unwrap()).unwrap();
+    let a: BrepEnvelope = serde_json::from_value(fixture["a"].clone()).unwrap();
+    let b: BrepEnvelope = serde_json::from_value(fixture["b"].clone()).unwrap();
+    let nearest_vertex_to_plane = |vertices: &BrepEnvelope, planes: &BrepEnvelope| {
+        vertices
+            .topology
+            .vertices
+            .iter()
+            .flat_map(|vertex| {
+                planes.geometry.surfaces.iter().filter_map(move |surface| {
+                    if let opengeometry::brep::SurfaceGeometry::Plane { frame } = surface {
+                        let delta = std::array::from_fn::<_, 3, _>(|i| {
+                            vertex.position[i] - frame.origin[i]
+                        });
+                        Some((0..3).map(|i| delta[i] * frame.z[i]).sum::<f64>().abs())
+                    } else {
+                        None
+                    }
+                })
+            })
+            .fold(f64::INFINITY, f64::min)
+    };
+    let clearance = nearest_vertex_to_plane(&a, &b).min(nearest_vertex_to_plane(&b, &a));
+    assert!(
+        clearance > 10.0 * a.accuracy.geometric,
+        "clearance={clearance}"
+    );
+    let (result, handlers) = boolean_brep_outcome_with_handlers(
+        &a,
+        &b,
+        BooleanOp::Union,
+        "matrix-rotated-box-union".into(),
+    );
+    assert!(matches!(
+        result,
+        Err(opengeometry::brep::GeometryError::CoverageGap { .. })
+    ));
+    assert_eq!(json!(handlers), fixture["handlers"]);
+}
+
+#[test]
+fn parallel_boolean_candidates_have_identical_outputs() {
+    let path = std::path::Path::new(env!("CARGO_MANIFEST_DIR"))
+        .join("tests/fixtures/cases/boolean-matrix/wall-round.json");
+    let fixture: serde_json::Value = serde_json::from_slice(&std::fs::read(path).unwrap()).unwrap();
+    let a: BrepEnvelope = serde_json::from_value(fixture["a"].clone()).unwrap();
+    let b: BrepEnvelope = serde_json::from_value(fixture["b"].clone()).unwrap();
+    let outputs = std::thread::scope(|scope| {
+        let first = scope.spawn(|| {
+            let (result, handlers) = boolean_brep_outcome_with_handlers(
+                &a,
+                &b,
+                BooleanOp::Subtraction,
+                "matrix-wall-round".into(),
+            );
+            (result.unwrap().brep.to_json().unwrap(), handlers)
+        });
+        let second = scope.spawn(|| {
+            let (result, handlers) = boolean_brep_outcome_with_handlers(
+                &a,
+                &b,
+                BooleanOp::Subtraction,
+                "matrix-wall-round".into(),
+            );
+            (result.unwrap().brep.to_json().unwrap(), handlers)
+        });
+        (first.join().unwrap(), second.join().unwrap())
+    });
+    let (first, second) = outputs;
+    assert_eq!(first, second);
+    assert_eq!(json!(first.1), fixture["handlers"]);
+}
diff --git a/main/opengeometry/tests/cases/support.rs b/main/opengeometry/tests/cases/support.rs
new file mode 100644
index 0000000..e4cbe43
--- /dev/null
+++ b/main/opengeometry/tests/cases/support.rs
@@ -0,0 +1,22 @@
+use serde_json::Value;
+use std::path::{Path, PathBuf};
+
+pub(super) fn case_files(folder: &str, keep: impl Fn(&str) -> bool) -> Vec<PathBuf> {
+    let directory = Path::new(env!("CARGO_MANIFEST_DIR"))
+        .join("tests/fixtures/cases")
+        .join(folder);
+    let mut files = std::fs::read_dir(directory)
+        .unwrap()
+        .map(|entry| entry.unwrap().path())
+        .filter(|path| {
+            let name = path.file_name().unwrap().to_string_lossy();
+            name.ends_with(".json") && keep(&name)
+        })
+        .collect::<Vec<_>>();
+    files.sort();
+    files
+}
+
+pub(super) fn read_fixture(path: &Path) -> Value {
+    serde_json::from_slice(&std::fs::read(path).unwrap()).unwrap()
+}
diff --git a/main/opengeometry/tests/cases/tessellation.rs b/main/opengeometry/tests/cases/tessellation.rs
new file mode 100644
index 0000000..c765b9e
--- /dev/null
+++ b/main/opengeometry/tests/cases/tessellation.rs
@@ -0,0 +1,92 @@
+use opengeometry::brep::BrepEnvelope;
+use opengeometry::tessellation::tessellate;
+use opengeometry_test_support::stored;
+use serde_json::json;
+
+#[test]
+fn primitive_tessellation_matches_stored_fixtures() {
+    macro_rules! check {
+        ($name:literal) => {{
+            let body = BrepEnvelope::from_json(include_str!(concat!("../fixtures/cases/", $name, ".brep.json"))).unwrap();
+            let mesh = tessellate(&body, 0.01, 2_000_000).unwrap();
+            let actual = json!({
+                "positions": mesh.positions,
+                "normals": mesh.normals,
+                "indices": mesh.indices,
+                "triangleFaceIds": mesh.triangle_face_ids,
+                "outlinePositions": mesh.outline_positions,
+                "outlineEdgeIds": mesh.outline_edge_ids,
+                "revision": mesh.revision,
+                "achievedDeflection": mesh.achieved_deflection,
+            });
+            if stored::compared() {
+                let expected: serde_json::Value = serde_json::from_str(include_str!(concat!("../fixtures/cases/", $name, ".tess.json"))).unwrap();
+                assert_eq!(actual, expected, "{}", $name);
+            }
+        }};
+    }
+    check!("cuboid");
+    check!("cylinder");
+    check!("sphere");
+    check!("cone");
+    check!("frustum");
+    check!("torus");
+    check!("annular-cylinder");
+    check!("cylinder-with-hole");
+    check!("circle");
+    check!("linear-extrusion");
+    check!("arc-edged-extrusion");
+    check!("arc-edged-extrusion-with-holes");
+}
+
+#[test]
+fn i7_repeated_tessellation_is_bitwise_identical() {
+    for source in [
+        include_str!("../fixtures/cases/cylinder.brep.json"),
+        include_str!("../fixtures/cases/torus.brep.json"),
+        include_str!("../fixtures/cases/arc-edged-extrusion.brep.json"),
+    ] {
+        let body = BrepEnvelope::from_json(source).unwrap();
+        let first = tessellate(&body, 0.01, 2_000_000).unwrap();
+        let second = tessellate(&body, 0.01, 2_000_000).unwrap();
+        assert_eq!(
+            first
+                .positions
+                .iter()
+                .map(|value| value.to_bits())
+                .collect::<Vec<_>>(),
+            second
+                .positions
+                .iter()
+                .map(|value| value.to_bits())
+                .collect::<Vec<_>>()
+        );
+        assert_eq!(
+            first
+                .normals
+                .iter()
+                .map(|value| value.to_bits())
+                .collect::<Vec<_>>(),
+            second
+                .normals
+                .iter()
+                .map(|value| value.to_bits())
+                .collect::<Vec<_>>()
+        );
+        assert_eq!(first.indices, second.indices);
+        assert_eq!(first.triangle_face_ids, second.triangle_face_ids);
+        assert_eq!(
+            first
+                .outline_positions
+                .iter()
+                .map(|value| value.to_bits())
+                .collect::<Vec<_>>(),
+            second
+                .outline_positions
+                .iter()
+                .map(|value| value.to_bits())
+                .collect::<Vec<_>>()
+        );
+        assert_eq!(first.outline_edge_ids, second.outline_edge_ids);
+    }
+}
diff --git a/main/opengeometry/tests/cases/validity.rs b/main/opengeometry/tests/cases/validity.rs
new file mode 100644
index 0000000..c457bb4
--- /dev/null
+++ b/main/opengeometry/tests/cases/validity.rs
@@ -0,0 +1,29 @@
+use opengeometry::brep::BrepEnvelope;
+
+#[test]
+fn stored_brep_json_round_trips_byte_identically() {
+    macro_rules! check {
+        ($name:literal) => {{
+            let source = include_str!(concat!("../fixtures/cases/", $name, ".brep.json"));
+            let body = BrepEnvelope::from_json(source).expect($name);
+            assert_eq!(body.to_json().expect($name), source, "{}", $name);
+        }};
+    }
+    check!("cuboid");
+    check!("cylinder");
+    check!("sphere");
+    check!("cone");
+    check!("frustum");
+    check!("torus");
+    check!("annular-cylinder");
+    check!("cylinder-with-hole");
+    check!("circle");
+    check!("linear-extrusion");
+    check!("arc-edged-extrusion");
+    check!("arc-edged-extrusion-with-holes");
+    check!("box-union");
+    check!("box-intersection");
+    check!("box-cut");
+    check!("box-cavity");
+    check!("sphere-cut");
+}
diff --git a/main/opengeometry/tests/creating/extrude.rs b/main/opengeometry/tests/creating/extrude.rs
new file mode 100644
index 0000000..084d83c
--- /dev/null
+++ b/main/opengeometry/tests/creating/extrude.rs
@@ -0,0 +1,321 @@
+use super::support::extrude;
+use opengeometry::world_graph::{
+    CreateOptions, CreatingOperation, ErrorCode, Primitive, Transform,
+};
+use opengeometry_test_support::volume;
+use opengeometry_test_support::world_graph::{graph, named};
+
+#[test]
+fn rectangle_extrusion_has_independent_volume() {
+    let mut world = graph();
+    world
+        .create_primitive(
+            Primitive::Rectangle {
+                width: 2.0,
+                breadth: 3.0,
+            },
+            named("profile"),
+        )
+        .unwrap();
+    world
+        .create_operation(extrude("profile", 4.0), named("solid"))
+        .unwrap();
+    let measured = volume::estimate(&world.brep("solid").unwrap(), 0.001);
+    assert!((measured.value - 24.0).abs() <= measured.error_bound);
+}
+
+#[test]
+fn circle_extrusion_matches_cylinder_builder() {
+    let mut world = graph();
+    world
+        .create_primitive(Primitive::Circle { radius: 2.0 }, named("profile"))
+        .unwrap();
+    world
+        .create_operation(extrude("profile", 3.0), named("solid"))
+        .unwrap();
+    world
+        .create_primitive(
+            Primitive::Cylinder {
+                radius: 2.0,
+                height: 3.0,
+            },
+            named("cylinder"),
+        )
+        .unwrap();
+    let a = world.brep("solid").unwrap();
+    let b = world.brep("cylinder").unwrap();
+    let mut a = (*a).clone();
+    let mut b = (*b).clone();
+    a.id = "same".into();
+    b.id = "same".into();
+    for body in [&mut a, &mut b] {
+        for face in &mut body.topology.faces {
+            for source in &mut face.provenance.sources {
+                source.entity = "same".into();
+                source.body = "same".into();
+            }
+        }
+    }
+    assert_eq!(a.to_json().unwrap(), b.to_json().unwrap());
+}
+
+#[test]
+fn negative_extrusion_and_circular_hole_have_expected_volume() {
+    let mut world = graph();
+    world
+        .create_primitive(Primitive::Circle { radius: 2.0 }, named("outer"))
+        .unwrap();
+    world
+        .create_primitive(Primitive::Circle { radius: 1.0 }, named("hole"))
+        .unwrap();
+    world
+        .create_operation(
+            CreatingOperation::Extrude {
+                profile: "outer".into(),
+                holes: vec!["hole".into()],
+                distance: -3.0,
+            },
+            named("solid"),
+        )
+        .unwrap();
+    let measured = volume::estimate(&world.brep("solid").unwrap(), 0.001);
+    assert!((measured.value - 9.0 * std::f64::consts::PI).abs() <= measured.error_bound);
+    let bounds = world.bounds("solid").unwrap().unwrap();
+    assert!((bounds[1] + 3.0).abs() < 2e-8);
+    assert!(bounds[4] < 2e-8);
+}
+
+#[test]
+fn rectangle_with_round_hole_uses_curved_extrusion() {
+    let mut world = graph();
+    world
+        .create_primitive(
+            Primitive::Rectangle {
+                width: 4.0,
+                breadth: 4.0,
+            },
+            named("outer"),
+        )
+        .unwrap();
+    world
+        .create_primitive(Primitive::Circle { radius: 1.0 }, named("hole"))
+        .unwrap();
+    world
+        .create_operation(
+            CreatingOperation::Extrude {
+                profile: "outer".into(),
+                holes: vec!["hole".into()],
+                distance: 2.0,
+            },
+            named("solid"),
+        )
+        .unwrap();
+    let measured = volume::estimate(&world.brep("solid").unwrap(), 0.001);
+    assert!((measured.value - 2.0 * (16.0 - std::f64::consts::PI)).abs() <= measured.error_bound);
+}
+
+#[test]
+fn tilted_polyline_extrudes_along_its_normal() {
+    let mut world = graph();
+    world
+        .create_primitive(
+            Primitive::Polyline {
+                points: vec![
+                    [0.0, 0.0, 0.0],
+                    [2.0, 0.0, 0.0],
+                    [2.0, 3.0, 0.0],
+                    [0.0, 3.0, 0.0],
+                ],
+                closed: true,
+            },
+            named("profile"),
+        )
+        .unwrap();
+    world
+        .create_operation(extrude("profile", 4.0), named("solid"))
+        .unwrap();
+    let measured = volume::estimate(&world.brep("solid").unwrap(), 0.001);
+    assert!((measured.value - 24.0).abs() <= measured.error_bound);
+    let bounds = world.bounds("solid").unwrap().unwrap();
+    assert!(bounds[2] >= -2e-8, "{bounds:?}");
+    assert!((bounds[5] - 4.0).abs() < 2e-8, "{bounds:?}");
+}
+
+#[test]
+fn concave_tilted_polyline_extrudes_to_right_hand_rule_side() {
+    let first = [0.0, 0.0, 0.0];
+    let normal = [0.0, -0.8, 0.6];
+    let mut world = graph();
+    world
+        .create_primitive(
+            Primitive::Polyline {
+                points: vec![
+                    first,
+                    [1.0, 0.6, 0.8],
+                    [2.0, 0.0, 0.0],
+                    [2.0, 1.2, 1.6],
+                    [0.0, 1.2, 1.6],
+                ],
+                closed: true,
+            },
+            named("profile"),
+        )
+        .unwrap();
+    world
+        .create_operation(extrude("profile", 2.0), named("solid"))
+        .unwrap();
+    let heights = world
+        .brep("solid")
+        .unwrap()
+        .topology
+        .vertices
+        .iter()
+        .map(|vertex| {
+            (0..3)
+                .map(|axis| (vertex.position[axis] - first[axis]) * normal[axis])
+                .sum::<f64>()
+        })
+        .collect::<Vec<_>>();
+    assert!(heights.iter().all(|height| *height >= -4e-8), "{heights:?}");
+    assert!(
+        heights.iter().any(|height| *height >= 2.0 - 4e-8),
+        "{heights:?}"
+    );
+}
+
+#[test]
+fn profile_tilted_1e_6_rad_is_not_flattened() {
+    let points = vec![
+        [0.0, 0.0, 0.0],
+        [0.0, -2.9999999999995e-6, 2.9999999999985],
+        [2.0, -2.9999999999995e-6, 2.9999999999985],
+        [2.0, 0.0, 0.0],
+    ];
+    let normal = [0.0, 0.9999999999995, 9.999999999998333e-7];
+    let mut world = graph();
+    world
+        .create_primitive(
+            Primitive::Polyline {
+                points: points.clone(),
+                closed: true,
+            },
+            named("profile"),
+        )
+        .unwrap();
+    world
+        .create_operation(extrude("profile", 2.0), named("solid"))
+        .unwrap();
+    let body = world.brep("solid").unwrap();
+    let near_vertex = |point: [f64; 3]| {
+        body.topology.vertices.iter().any(|vertex| {
+            (0..3)
+                .map(|axis| (vertex.position[axis] - point[axis]).powi(2))
+                .sum::<f64>()
+                .sqrt()
+                <= 4e-8
+        })
+    };
+    for point in points {
+        assert!(near_vertex(point), "{point:?}");
+        let top = [0, 1, 2].map(|axis| point[axis] + 2.0 * normal[axis]);
+        assert!(near_vertex(top), "{top:?}");
+    }
+}
+
+#[test]
+fn translated_parent_and_far_profile_keep_local_geometry_small() {
+    let mut world = graph();
+    world.create_system_assembly(named("assembly")).unwrap();
+    world
+        .transform(
+            "assembly",
+            Transform::Translate {
+                offset: [10_000.0, 0.0, 0.0],
+            },
+        )
+        .unwrap();
+    world
+        .create_primitive(
+            Primitive::Rectangle {
+                width: 2.0,
+                breadth: 2.0,
+            },
+            CreateOptions {
+                parent: Some("assembly".into()),
+                ..named("profile")
+            },
+        )
+        .unwrap();
+    world
+        .create_operation(extrude("profile", 3.0), named("solid"))
+        .unwrap();
+    let local = world.brep("solid").unwrap().bounds().unwrap().unwrap();
+    assert!(local.axes[0].hi < 2.0);
+    let bounds = world.bounds("solid").unwrap().unwrap();
+    assert!((bounds[0] - 9999.0).abs() < 2e-8);
+    assert!((bounds[3] - 10001.0).abs() < 2e-8);
+}
+
+#[test]
+fn closed_polyline_profile_rejects_self_crossing() {
+    let mut world = graph();
+    world
+        .create_primitive(
+            Primitive::Polyline {
+                points: vec![
+                    [-1.0, 0.0, -1.0],
+                    [1.0, 0.0, 1.0],
+                    [-1.0, 0.0, 1.0],
+                    [1.0, 0.0, -1.0],
+                ],
+                closed: true,
+            },
+            named("profile"),
+        )
+        .unwrap();
+    assert_eq!(
+        world
+            .create_operation(extrude("profile", 2.0), named("solid"))
+            .unwrap_err()
+            .error_code(),
+        ErrorCode::InvalidParameter
+    );
+}
+
+#[test]
+fn ground_polyline_normal_does_not_depend_on_order() {
+    let points = vec![
+        [-1.0, 0.0, -1.0],
+        [1.0, 0.0, -1.0],
+        [1.0, 0.0, 1.0],
+        [-1.0, 0.0, 1.0],
+    ];
+    let mut world = graph();
+    world
+        .create_primitive(
+            Primitive::Polyline {
+                points: points.clone(),
+                closed: true,
+            },
+            named("forward"),
+        )
+        .unwrap();
+    world
+        .create_primitive(
+            Primitive::Polyline {
+                points: points.into_iter().rev().collect(),
+                closed: true,
+            },
+            named("reverse"),
+        )
+        .unwrap();
+    world
+        .create_operation(extrude("forward", 2.0), named("a"))
+        .unwrap();
+    world
+        .create_operation(extrude("reverse", 2.0), named("b"))
+        .unwrap();
+    assert!(world.bounds("a").unwrap().unwrap()[1] >= -2e-8);
+    assert!(world.bounds("b").unwrap().unwrap()[1] >= -2e-8);
+    assert!((world.bounds("b").unwrap().unwrap()[4] - 2.0).abs() < 2e-8);
+}
diff --git a/main/opengeometry/tests/creating/holes.rs b/main/opengeometry/tests/creating/holes.rs
new file mode 100644
index 0000000..460719f
--- /dev/null
+++ b/main/opengeometry/tests/creating/holes.rs
@@ -0,0 +1,112 @@
+use opengeometry::world_graph::{
+    CreateOptions, CreatingOperation, ErrorCode, Plane, Primitive, WorldGraph,
+};
+use opengeometry_test_support::world_graph::{graph, named};
+
+fn square_profile() -> WorldGraph {
+    let mut world = graph();
+    world
+        .create_primitive(
+            Primitive::Rectangle {
+                width: 4.0,
+                breadth: 4.0,
+            },
+            named("outer"),
+        )
+        .unwrap();
+    world
+}
+
+fn circle_at(world: &mut WorldGraph, id: &str, radius: f64, origin: [f64; 3]) {
+    world
+        .create_primitive(
+            Primitive::Circle { radius },
+            CreateOptions {
+                plane: Some(Plane {
+                    origin: Some(origin),
+                    ..Plane::default()
+                }),
+                ..named(id)
+            },
+        )
+        .unwrap();
+}
+
+fn assert_rejected(mut world: WorldGraph, holes: &[&str], message: &str) {
+    let revision = world.revision();
+    let nodes = world.node_count();
+    let error = world
+        .create_operation(
+            CreatingOperation::Extrude {
+                profile: "outer".into(),
+                holes: holes.iter().map(|hole| (*hole).into()).collect(),
+                distance: 2.0,
+            },
+            named("solid"),
+        )
+        .unwrap_err();
+    assert_eq!(error.error_code(), ErrorCode::InvalidParameter);
+    assert_eq!(error.message(), message);
+    assert_eq!(world.revision(), revision);
+    assert_eq!(world.node_count(), nodes);
+}
+
+#[test]
+fn hole_outside_the_profile_is_invalid_parameter() {
+    let mut world = square_profile();
+    circle_at(&mut world, "hole", 0.5, [5.0, 0.0, 0.0]);
+    assert_rejected(world, &["hole"], "hole lies outside the profile");
+}
+
+#[test]
+fn hole_touching_the_profile_is_invalid_parameter() {
+    let mut world = square_profile();
+    circle_at(&mut world, "hole", 1.0, [0.0, 0.0, 1.0]);
+    assert_rejected(world, &["hole"], "hole touches the profile");
+}
+
+#[test]
+fn overlapping_holes_are_invalid_parameter() {
+    let mut world = square_profile();
+    circle_at(&mut world, "a", 0.5, [-0.3, 0.0, 0.0]);
+    circle_at(&mut world, "b", 0.5, [0.3, 0.0, 0.0]);
+    assert_rejected(world, &["a", "b"], "holes overlap");
+}
+
+#[test]
+fn nested_holes_are_invalid_parameter() {
+    let mut world = square_profile();
+    circle_at(&mut world, "a", 1.5, [0.0; 3]);
+    circle_at(&mut world, "b", 0.5, [0.0; 3]);
+    assert_rejected(world, &["a", "b"], "holes are nested");
+}
+
+#[test]
+fn annular_hole_not_smaller_than_the_profile_is_invalid_parameter() {
+    let mut world = graph();
+    circle_at(&mut world, "outer", 2.0, [0.0; 3]);
+    circle_at(&mut world, "hole", 2.0, [0.0; 3]);
+    assert_rejected(
+        world,
+        &["hole"],
+        "hole radius is not smaller than the profile",
+    );
+}
+
+#[test]
+fn tilted_circle_hole_rim_off_the_plane_is_invalid_parameter() {
+    let mut world = square_profile();
+    world
+        .create_primitive(
+            Primitive::Circle { radius: 1.0 },
+            CreateOptions {
+                plane: Some(Plane {
+                    normal: Some([0.0, (1e-5_f64).cos(), (1e-5_f64).sin()]),
+                    ..Plane::default()
+                }),
+                ..named("hole")
+            },
+        )
+        .unwrap();
+    assert_rejected(world, &["hole"], "hole is not coplanar");
+}
diff --git a/main/opengeometry/tests/creating/main.rs b/main/opengeometry/tests/creating/main.rs
new file mode 100644
index 0000000..8fef1fa
--- /dev/null
+++ b/main/opengeometry/tests/creating/main.rs
@@ -0,0 +1,5 @@
+mod extrude;
+mod holes;
+mod rebuild;
+mod support;
+mod sweep;
diff --git a/main/opengeometry/tests/creating/rebuild.rs b/main/opengeometry/tests/creating/rebuild.rs
new file mode 100644
index 0000000..9481759
--- /dev/null
+++ b/main/opengeometry/tests/creating/rebuild.rs
@@ -0,0 +1,114 @@
+use super::support::extrude;
+use opengeometry::world_graph::{CopyOptions, EditScope, ErrorCode, Primitive, Transform};
+use opengeometry_test_support::world_graph::{graph, named};
+
+#[test]
+fn rebuild_maps_profile_to_body_and_preserves_placement() {
+    let mut world = graph();
+    world
+        .create_primitive(
+            Primitive::Rectangle {
+                width: 2.0,
+                breadth: 2.0,
+            },
+            named("profile"),
+        )
+        .unwrap();
+    world
+        .create_operation(extrude("profile", 2.0), named("solid"))
+        .unwrap();
+    world
+        .transform(
+            "solid",
+            Transform::Translate {
+                offset: [5.0, 0.0, 0.0],
+            },
+        )
+        .unwrap();
+    let before = world.world_placement("solid").unwrap();
+    world
+        .rebuild_operation("solid", extrude("profile", 3.0), EditScope::Node)
+        .unwrap();
+    assert_eq!(before, world.world_placement("solid").unwrap());
+    let bounds = world.bounds("solid").unwrap().unwrap();
+    assert!((bounds[0] + 1.0).abs() < 2e-8, "{bounds:?}");
+    assert!((bounds[3] - 1.0).abs() < 2e-8, "{bounds:?}");
+}
+
+#[test]
+fn rebuild_obeys_shared_shape_scope() {
+    let mut world = graph();
+    world
+        .create_primitive(
+            Primitive::Rectangle {
+                width: 2.0,
+                breadth: 2.0,
+            },
+            named("profile"),
+        )
+        .unwrap();
+    world
+        .create_operation(extrude("profile", 2.0), named("solid"))
+        .unwrap();
+    world
+        .instance(
+            "solid",
+            CopyOptions {
+                og_id: Some("instance".into()),
+                ..CopyOptions::default()
+            },
+        )
+        .unwrap();
+    assert_eq!(
+        world
+            .rebuild_operation("solid", extrude("profile", 3.0), EditScope::Node)
+            .unwrap_err()
+            .error_code(),
+        ErrorCode::SharedShape
+    );
+    world
+        .rebuild_operation("solid", extrude("profile", 3.0), EditScope::AllInstances)
+        .unwrap();
+    assert_eq!(world.brep("solid").unwrap().revision, 1);
+    assert_eq!(world.brep("instance").unwrap().revision, 1);
+}
+
+#[test]
+fn rebuild_after_180_about_x_extrudes_circle_and_rectangle_the_same_way() {
+    let mut world = graph();
+    world
+        .create_primitive(Primitive::Circle { radius: 1.0 }, named("circle"))
+        .unwrap();
+    world
+        .create_primitive(
+            Primitive::Rectangle {
+                width: 2.0,
+                breadth: 2.0,
+            },
+            named("rectangle"),
+        )
+        .unwrap();
+    for (profile, body) in [("circle", "circle-solid"), ("rectangle", "rectangle-solid")] {
+        world
+            .create_operation(extrude(profile, 2.0), named(body))
+            .unwrap();
+        world
+            .transform(
+                body,
+                Transform::Rotate {
+                    axis: [1.0, 0.0, 0.0],
+                    degrees: 180.0,
+                    pivot: Some([0.0; 3]),
+                },
+            )
+            .unwrap();
+        world
+            .rebuild_operation(body, extrude(profile, 2.0), EditScope::Node)
+            .unwrap();
+    }
+    for body in ["circle-solid", "rectangle-solid"] {
+        let bounds = world.bounds(body).unwrap().unwrap();
+        assert!((bounds[1] + 2.0).abs() < 2e-8, "{body} {bounds:?}");
+        assert!(bounds[4] < 2e-8, "{body} {bounds:?}");
+    }
+}
diff --git a/main/opengeometry/tests/creating/support.rs b/main/opengeometry/tests/creating/support.rs
new file mode 100644
index 0000000..c1e2a57
--- /dev/null
+++ b/main/opengeometry/tests/creating/support.rs
@@ -0,0 +1,9 @@
+use opengeometry::world_graph::CreatingOperation;
+
+pub(super) fn extrude(profile: &str, distance: f64) -> CreatingOperation {
+    CreatingOperation::Extrude {
+        profile: profile.into(),
+        holes: Vec::new(),
+        distance,
+    }
+}
diff --git a/main/opengeometry/tests/creating/sweep.rs b/main/opengeometry/tests/creating/sweep.rs
new file mode 100644
index 0000000..c0c7cd6
--- /dev/null
+++ b/main/opengeometry/tests/creating/sweep.rs
@@ -0,0 +1,382 @@
+use super::support::extrude;
+use opengeometry::world_graph::{
+    CreateOptions, CreatingOperation, EditScope, ErrorCode, Plane, Primitive, Transform,
+};
+use opengeometry_test_support::volume;
+use opengeometry_test_support::world_graph::{graph, named};
+
+#[test]
+fn l_path_sweep_has_centroid_path_volume() {
+    let mut world = graph();
+    world
+        .create_primitive(
+            Primitive::Rectangle {
+                width: 2.0,
+                breadth: 2.0,
+            },
+            named("profile"),
+        )
+        .unwrap();
+    world
+        .create_primitive(
+            Primitive::Polyline {
+                points: vec![[0.0, 0.0, 0.0], [0.0, 3.0, 0.0], [3.0, 3.0, 0.0]],
+                closed: false,
+            },
+            named("path"),
+        )
+        .unwrap();
+    world
+        .create_operation(
+            CreatingOperation::Sweep {
+                profile: "profile".into(),
+                path: "path".into(),
+            },
+            named("solid"),
+        )
+        .unwrap();
+    let body = world.brep("solid").unwrap();
+    assert_eq!(body.topology.faces.len(), 10);
+    let measured = volume::estimate(&body, 0.001);
+    assert!(
+        (measured.value - 24.0).abs() <= measured.error_bound,
+        "{}",
+        measured.value
+    );
+}
+
+#[test]
+fn noncoplanar_path_sweep_is_valid_and_repeatable() {
+    let mut world = graph();
+    world
+        .create_primitive(
+            Primitive::Rectangle {
+                width: 1.0,
+                breadth: 1.0,
+            },
+            named("profile"),
+        )
+        .unwrap();
+    world
+        .create_primitive(
+            Primitive::Polyline {
+                points: vec![
+                    [0.0, 0.0, 0.0],
+                    [0.0, 3.0, 0.0],
+                    [3.0, 3.0, 0.0],
+                    [3.0, 3.0, 3.0],
+                ],
+                closed: false,
+            },
+            named("path"),
+        )
+        .unwrap();
+    let operation = CreatingOperation::Sweep {
+        profile: "profile".into(),
+        path: "path".into(),
+    };
+    world
+        .create_operation(operation.clone(), named("solid"))
+        .unwrap();
+    let first = world.brep("solid").unwrap().to_json().unwrap();
+    world
+        .rebuild_operation("solid", operation, EditScope::Node)
+        .unwrap();
+    let mut second = (*world.brep("solid").unwrap()).clone();
+    second.revision = 0;
+    assert_eq!(first, second.to_json().unwrap());
+}
+
+#[test]
+fn circular_l_path_sweep_is_watertight() {
+    let mut world = graph();
+    world
+        .create_primitive(Primitive::Circle { radius: 0.5 }, named("profile"))
+        .unwrap();
+    world
+        .create_primitive(
+            Primitive::Polyline {
+                points: vec![[0.0, 0.0, 0.0], [0.0, 3.0, 0.0], [3.0, 3.0, 0.0]],
+                closed: false,
+            },
+            named("path"),
+        )
+        .unwrap();
+    world
+        .create_operation(
+            CreatingOperation::Sweep {
+                profile: "profile".into(),
+                path: "path".into(),
+            },
+            named("solid"),
+        )
+        .unwrap();
+    let body = world.brep("solid").unwrap();
+    body.validate().unwrap();
+    assert_eq!(body.topology.faces.len(), 6);
+    let measured = volume::estimate(&body, 0.002);
+    assert!((measured.value - std::f64::consts::PI * 0.25 * 6.0).abs() <= measured.error_bound);
+    let mesh = opengeometry::tessellation::tessellate(&body, 0.02, 1_000_000).unwrap();
+    let point = |index: u32| {
+        let offset = index as usize * 3;
+        [
+            mesh.positions[offset].to_bits(),
+            mesh.positions[offset + 1].to_bits(),
+            mesh.positions[offset + 2].to_bits(),
+        ]
+    };
+    let mut edges = std::collections::BTreeMap::new();
+    for triangle in mesh.indices.chunks_exact(3) {
+        for (from, to) in [
+            (triangle[0], triangle[1]),
+            (triangle[1], triangle[2]),
+            (triangle[2], triangle[0]),
+        ] {
+            let mut pair = [point(from), point(to)];
+            pair.sort();
+            *edges.entry(pair).or_insert(0usize) += 1;
+        }
+    }
+    assert!(edges.values().all(|count| *count == 2));
+}
+
+#[test]
+fn circular_noncoplanar_sweep_is_valid() {
+    let mut world = graph();
+    world
+        .create_primitive(Primitive::Circle { radius: 0.4 }, named("profile"))
+        .unwrap();
+    world
+        .create_primitive(
+            Primitive::Polyline {
+                points: vec![
+                    [0.0, 0.0, 0.0],
+                    [0.0, 3.0, 0.0],
+                    [3.0, 3.0, 0.0],
+                    [3.0, 3.0, 3.0],
+                ],
+                closed: false,
+            },
+            named("path"),
+        )
+        .unwrap();
+    world
+        .create_operation(
+            CreatingOperation::Sweep {
+                profile: "profile".into(),
+                path: "path".into(),
+            },
+            named("solid"),
+        )
+        .unwrap();
+    world.brep("solid").unwrap().validate().unwrap();
+}
+
+#[test]
+fn circular_sweep_keeps_profile_offset_from_path() {
+    let mut world = graph();
+    world
+        .create_primitive(Primitive::Circle { radius: 0.3 }, named("profile"))
+        .unwrap();
+    world
+        .transform(
+            "profile",
+            Transform::Translate {
+                offset: [1.0, 0.0, 0.0],
+            },
+        )
+        .unwrap();
+    world
+        .create_primitive(
+            Primitive::Polyline {
+                points: vec![[0.0, 0.0, 0.0], [0.0, 3.0, 0.0], [3.0, 3.0, 0.0]],
+                closed: false,
+            },
+            named("path"),
+        )
+        .unwrap();
+    world
+        .create_operation(
+            CreatingOperation::Sweep {
+                profile: "profile".into(),
+                path: "path".into(),
+            },
+            named("solid"),
+        )
+        .unwrap();
+    let measured = volume::estimate(&world.brep("solid").unwrap(), 0.001);
+    assert!((measured.value - std::f64::consts::PI * 0.09 * 4.0).abs() <= measured.error_bound);
+}
+
+#[test]
+fn invalid_sweep_and_extrude_leave_graph_unchanged() {
+    let mut world = graph();
+    world
+        .create_primitive(
+            Primitive::Rectangle {
+                width: 2.0,
+                breadth: 2.0,
+            },
+            named("profile"),
+        )
+        .unwrap();
+    world
+        .create_primitive(
+            Primitive::Polyline {
+                points: vec![[0.0, 1.0, 0.0], [0.0, 3.0, 0.0], [3.0, 3.0, 0.0]],
+                closed: false,
+            },
+            named("path"),
+        )
+        .unwrap();
+    let revision = world.revision();
+    let nodes = world.node_count();
+    let error = world
+        .create_operation(
+            CreatingOperation::Sweep {
+                profile: "profile".into(),
+                path: "path".into(),
+            },
+            named("bad"),
+        )
+        .unwrap_err();
+    assert_eq!(error.error_code(), ErrorCode::InvalidParameter);
+    assert_eq!(
+        world
+            .create_operation(extrude("profile", 1e-9), named("bad"))
+            .unwrap_err()
+            .error_code(),
+        ErrorCode::InvalidParameter
+    );
+    assert_eq!(world.revision(), revision);
+    assert_eq!(world.node_count(), nodes);
+}
+
+#[test]
+fn sweep_rejects_miter_and_separated_segment_collisions() {
+    for points in [
+        vec![[0.0, 0.0, 0.0], [0.0, 0.2, 0.0], [2.0, 0.2, 0.0]],
+        vec![
+            [0.0, 0.0, 0.0],
+            [0.0, 3.0, 0.0],
+            [1.0, 3.0, 0.0],
+            [1.0, 0.0, 0.0],
+        ],
+    ] {
+        let mut world = graph();
+        world
+            .create_primitive(Primitive::Circle { radius: 0.6 }, named("profile"))
+            .unwrap();
+        world
+            .create_primitive(
+                Primitive::Polyline {
+                    points,
+                    closed: false,
+                },
+                named("path"),
+            )
+            .unwrap();
+        let error = world
+            .create_operation(
+                CreatingOperation::Sweep {
+                    profile: "profile".into(),
+                    path: "path".into(),
+                },
+                named("solid"),
+            )
+            .unwrap_err();
+        assert_eq!(error.error_code(), ErrorCode::SweepSelfIntersection);
+    }
+}
+
+#[test]
+fn sweep_profile_tilted_1e_6_rad_gives_invalid_parameter() {
+    let tilt = 1e-6_f64;
+    let mut world = graph();
+    world
+        .create_primitive(
+            Primitive::Rectangle {
+                width: 2.0,
+                breadth: 2.0,
+            },
+            CreateOptions {
+                og_id: Some("tilted".into()),
+                plane: Some(Plane {
+                    normal: Some([0.0, -tilt.sin(), tilt.cos()]),
+                    ..Plane::default()
+                }),
+                ..CreateOptions::default()
+            },
+        )
+        .unwrap();
+    world
+        .create_primitive(
+            Primitive::Polyline {
+                points: vec![[0.0, 0.0, 0.0], [0.0, 0.0, 3.0], [3.0, 0.0, 3.0]],
+                closed: false,
+            },
+            named("rise"),
+        )
+        .unwrap();
+    let revision = world.revision();
+    let nodes = world.node_count();
+    let error = world
+        .create_operation(
+            CreatingOperation::Sweep {
+                profile: "tilted".into(),
+                path: "rise".into(),
+            },
+            named("tilted-sweep"),
+        )
+        .unwrap_err();
+    assert_eq!(error.error_code(), ErrorCode::InvalidParameter, "{error:?}");
+    assert_eq!((world.revision(), world.node_count()), (revision, nodes));
+}
+
+#[test]
+fn collinear_diagonal_path_merges() {
+    let mut world = graph();
+    world
+        .create_primitive(
+            Primitive::Rectangle {
+                width: 0.1,
+                breadth: 0.1,
+            },
+            CreateOptions {
+                og_id: Some("square".into()),
+                plane: Some(Plane {
+                    normal: Some([1.0, 2.0, 3.0]),
+                    ..Plane::default()
+                }),
+                ..CreateOptions::default()
+            },
+        )
+        .unwrap();
+    world
+        .create_primitive(
+            Primitive::Polyline {
+                points: vec![[0.0, 0.0, 0.0], [0.1, 0.2, 0.3], [0.3, 0.6, 0.9]],
+                closed: false,
+            },
+            named("diagonal"),
+        )
+        .unwrap();
+    world
+        .create_operation(
+            CreatingOperation::Sweep {
+                profile: "square".into(),
+                path: "diagonal".into(),
+            },
+            named("prism"),
+        )
+        .unwrap();
+    let prism = world.brep("prism").unwrap();
+    assert_eq!(prism.topology.faces.len(), 6);
+    let expected = 0.01 * 1.1224972160321824;
+    let measured = volume::estimate(&prism, 0.0005);
+    assert!(
+        (measured.value - expected).abs() <= measured.error_bound,
+        "{} vs {expected}",
+        measured.value
+    );
+}
diff --git a/main/opengeometry/tests/curved_mixed_openings.rs b/main/opengeometry/tests/curved_mixed_openings.rs
deleted file mode 100644
index 024e805..0000000
--- a/main/opengeometry/tests/curved_mixed_openings.rs
+++ /dev/null
@@ -1,102 +0,0 @@
-use opengeometry::analytic::{
-    booleans::subtract_planar_cutters,
-    primitives,
-    query::{classify_point, PointClassification},
-    tessellation::tessellate,
-    topology::Accuracy,
-    Frame3,
-};
-
-#[test]
-fn disjoint_planar_and_round_openings_share_a_curved_host_height_level() {
-    let accuracy = Accuracy {
-        geometric: 6.3e-8,
-        intersection: 1.575e-8,
-        tessellation: 0.01,
-        exchange: 1e-5,
-    };
-    let host_frame = Frame3 {
-        origin: [0.0, 0.0, 0.0],
-        x: [1.0, 0.0, 0.0],
-        y: [0.0, 0.0, -1.0],
-        z: [0.0, 1.0, 0.0],
-    };
-    let point = |radius: f64, angle: f64| [radius * angle.cos(), radius * angle.sin()];
-    let host = primitives::arc_edged_extrusion(
-        "mixed-curved-host".into(),
-        host_frame,
-        vec![
-            primitives::ProfileEdge::Arc {
-                center: [0.0, 0.0],
-                radius: 3.0,
-                start_angle: 0.8,
-                sweep_angle: -1.6,
-            },
-            primitives::ProfileEdge::Line {
-                from: point(3.0, -0.8),
-                to: point(2.7, -0.8),
-            },
-            primitives::ProfileEdge::Arc {
-                center: [0.0, 0.0],
-                radius: 2.7,
-                start_angle: -0.8,
-                sweep_angle: 1.6,
-            },
-            primitives::ProfileEdge::Line {
-                from: point(2.7, 0.8),
-                to: point(3.0, 0.8),
-            },
-        ],
-        3.0,
-        accuracy,
-    )
-    .unwrap();
-    let rectangle = primitives::cuboid(
-        "rectangular-opening".into(),
-        Frame3 {
-            origin: [2.2, 1.0, 1.1],
-            x: [1.0, 0.0, 0.0],
-            y: [0.0, 1.0, 0.0],
-            z: [0.0, 0.0, 1.0],
-        },
-        [1.0, 0.5, 0.4],
-        accuracy,
-    )
-    .unwrap();
-    let round = primitives::cylinder(
-        "round-opening".into(),
-        Frame3 {
-            origin: [2.65, 1.5, 0.0],
-            x: [0.0, 0.0, -1.0],
-            y: [0.0, 1.0, 0.0],
-            z: [1.0, 0.0, 0.0],
-        },
-        0.5,
-        0.4,
-        accuracy,
-    )
-    .unwrap();
-    for cutters in [
-        [rectangle.clone(), round.clone()],
-        [round.clone(), rectangle.clone()],
-    ] {
-        let result = subtract_planar_cutters(&host, &cutters, "mixed-curved-cut".into()).unwrap();
-        result.brep.validate().unwrap();
-        tessellate(&result.brep, 0.01, 2_000_000).unwrap();
-        assert_eq!(
-            classify_point(&result.brep, [2.6, 1.25, 1.3]).unwrap(),
-            PointClassification::Outside
-        );
-        assert_eq!(
-            classify_point(&result.brep, [2.8, 1.5, 0.0]).unwrap(),
-            PointClassification::Outside
-        );
-        assert_eq!(
-            classify_point(&result.brep, [2.8, 2.5, 0.0]).unwrap(),
-            PointClassification::Inside
-        );
-        let (_, report) =
-            opengeometry::analytic::exchange::export_step(&result.brep, "metre").unwrap();
-        assert_eq!(report.solids, 1);
-    }
-}
diff --git a/main/opengeometry/tests/display_buffers.rs b/main/opengeometry/tests/display_buffers.rs
new file mode 100644
index 0000000..64af07d
--- /dev/null
+++ b/main/opengeometry/tests/display_buffers.rs
@@ -0,0 +1,127 @@
+use opengeometry::tessellation::{
+    display::{bucket_floor, deflection_bucket, display_buffers, static_bucket},
+    tessellate, SnapshotStore,
+};
+use opengeometry::world_graph::{CreateOptions, Primitive, StepOptions, Transform};
+use opengeometry_test_support::world_graph::graph;
+
+#[test]
+fn i1_brep_remains_canonical_when_display_uses_snapshot_buffers() {
+    let mut graph = graph();
+    graph
+        .create_primitive(
+            Primitive::Cuboid {
+                width: 1.0,
+                height: 1.0,
+                depth: 1.0,
+            },
+            CreateOptions {
+                og_id: Some("cube".into()),
+                ..CreateOptions::default()
+            },
+        )
+        .unwrap();
+    let shape_id = graph.node("cube").unwrap().shape.clone().unwrap();
+    let brep_before = graph.brep("cube").unwrap().to_json().unwrap();
+    let step_before = graph
+        .export_step(&["cube".into()], &StepOptions::default())
+        .unwrap()
+        .0;
+    let mut tessellator = SnapshotStore::new();
+    let slot = tessellator
+        .load(&graph.snapshot(&shape_id).unwrap())
+        .unwrap();
+    for bucket in [0.01, 0.02] {
+        let direct = graph.buffers(&shape_id, bucket, 2_000_000).unwrap();
+        let loaded = tessellator.buffers(slot, bucket, 2_000_000).unwrap();
+        assert_eq!(direct, loaded);
+        assert_eq!(direct.triangles, 12);
+        assert_eq!(direct.face_ranges.len(), 6 * 3);
+        assert_eq!(direct.edge_ids.len(), 12);
+        assert!(direct.achieved_deflection <= bucket);
+        assert!(direct.positions.iter().all(|value| value.abs() <= 1.0));
+        let source = tessellate(&graph.brep("cube").unwrap(), 0.75 * bucket, 2_000_000).unwrap();
+        for range in direct.face_ranges.chunks_exact(3) {
+            let (face, first, count) = (range[0], range[1] as usize, range[2] as usize);
+            assert!(source.triangle_face_ids[first..first + count]
+                .iter()
+                .all(|id| *id == face));
+        }
+        assert_eq!(direct.edge_ids, source.outline_edge_ids);
+    }
+    assert_eq!(graph.brep("cube").unwrap().to_json().unwrap(), brep_before);
+    assert_eq!(
+        graph
+            .export_step(&["cube".into()], &StepOptions::default())
+            .unwrap()
+            .0,
+        step_before
+    );
+    assert!(tessellator.release(slot));
+    assert!(tessellator.buffers(slot, 0.01, 1000).is_err());
+}
+
+#[test]
+fn distant_placement_does_not_enter_local_display_coordinates() {
+    let mut graph = graph();
+    graph
+        .create_primitive(
+            Primitive::Cuboid {
+                width: 1.0,
+                height: 1.0,
+                depth: 1.0,
+            },
+            CreateOptions {
+                og_id: Some("cube".into()),
+                ..CreateOptions::default()
+            },
+        )
+        .unwrap();
+    graph
+        .transform(
+            "cube",
+            Transform::Translate {
+                offset: [500_000.0, 0.0, -5_000_000.0],
+            },
+        )
+        .unwrap();
+    let bounds = graph.bounds("cube").unwrap().unwrap();
+    assert!(bounds[0] <= 499_999.5 && bounds[3] >= 500_000.5);
+    assert!(bounds[2] <= -5_000_000.5 && bounds[5] >= -4_999_999.5);
+    let shape_id = graph.node("cube").unwrap().shape.clone().unwrap();
+    let buffers = graph.buffers(&shape_id, 0.01, 1000).unwrap();
+    assert!(buffers.positions.iter().all(|value| value.abs() <= 1.0));
+    assert_eq!(buffers.origin, [0.0, 0.5, 0.0]);
+}
+
+#[test]
+fn i4_display_buckets_leave_brep_and_step_unchanged_and_enforce_limits() {
+    let graph = graph();
+    let brep = opengeometry::primitives::cuboid(
+        "cube".into(),
+        opengeometry::brep::Frame3::IDENTITY,
+        [1.0; 3],
+        graph.accuracy(),
+    )
+    .unwrap();
+    let canonical = brep.to_json().unwrap();
+    let step = opengeometry::exchange::export_step(&brep, "metre")
+        .unwrap()
+        .0;
+    let floor = bucket_floor(&brep).unwrap();
+    assert!(floor > 0.0 && floor.log2().fract() == 0.0);
+    assert!(static_bucket(&brep).unwrap() >= floor);
+    assert_eq!(deflection_bucket(0.03).unwrap(), 0.015625);
+    assert!(display_buffers(&brep, floor / 2.0, 1000).is_err());
+    assert!(display_buffers(&brep, 0.01, 0).is_err());
+    assert!(display_buffers(&brep, 0.01, 2_000_001).is_err());
+    let mut tessellator = SnapshotStore::new();
+    assert!(tessellator.load(&vec![0; 64 * 1024 * 1024 + 1]).is_err());
+    assert_eq!(brep.to_json().unwrap(), canonical);
+    assert_eq!(
+        opengeometry::exchange::export_step(&brep, "metre")
+            .unwrap()
+            .0,
+        step
+    );
+}
diff --git a/main/opengeometry/tests/errors.rs b/main/opengeometry/tests/errors.rs
new file mode 100644
index 0000000..bc0fed9
--- /dev/null
+++ b/main/opengeometry/tests/errors.rs
@@ -0,0 +1,272 @@
+#![cfg(not(target_arch = "wasm32"))]
+use opengeometry::brep::GeometryError;
+use opengeometry::math::MathError;
+use opengeometry::operations::OperationError;
+use opengeometry::world_graph::{
+    CreatingOperation, EditScope, ErrorCode, ErrorContext, ErrorDetails, GraphError,
+    ModifyingOperation, Primitive, StepOptions, Transform, WorldGraph,
+};
+use opengeometry_test_support::world_graph::{graph, named};
+
+const CONTEXTS: [(ErrorContext, ErrorCode); 5] = [
+    (ErrorContext::Create, ErrorCode::InvalidParameter),
+    (ErrorContext::Rebuild, ErrorCode::InvalidParameter),
+    (ErrorContext::Transform, ErrorCode::InvalidTransform),
+    (ErrorContext::Operate, ErrorCode::InvalidGeometry),
+    (ErrorContext::Export, ErrorCode::InvalidGeometry),
+];
+
+fn coded(code: ErrorCode, message: &str) -> GraphError {
+    GraphError::Code {
+        code,
+        message: message.into(),
+        details: ErrorDetails::None,
+    }
+}
+
+#[test]
+fn singular_parameterization_takes_the_code_of_its_context() {
+    for (context, expected) in CONTEXTS {
+        let error = GraphError::from(GeometryError::SingularParameterization).in_context(context);
+        assert_eq!(error.error_code(), expected, "{context:?}");
+        let gap = GraphError::from(GeometryError::CoverageGap {
+            families: ["plane".into(), "torus".into()],
+        });
+        assert_eq!(gap.clone().in_context(context), gap, "{context:?}");
+    }
+}
+
+#[test]
+fn operation_errors_keep_their_code_and_message_as_graph_errors() {
+    let cases = [
+        (
+            OperationError::InvalidParameter("hole is not coplanar".into()),
+            coded(ErrorCode::InvalidParameter, "hole is not coplanar"),
+        ),
+        (
+            OperationError::SweepSelfIntersection("sweep path reverses".into()),
+            coded(ErrorCode::SweepSelfIntersection, "sweep path reverses"),
+        ),
+        (
+            OperationError::InvalidTopology("seam use is missing".into()),
+            coded(ErrorCode::InvalidTopology, "seam use is missing"),
+        ),
+        (
+            OperationError::Geometry(GeometryError::SingularParameterization),
+            GraphError::Geometry(GeometryError::SingularParameterization),
+        ),
+    ];
+    for (operation, expected) in cases {
+        assert_eq!(GraphError::from(operation), expected);
+    }
+}
+
+#[test]
+fn extrusion_below_resolution_reports_invalid_parameter_through_the_graph() {
+    let mut world = graph();
+    world
+        .create_primitive(
+            Primitive::Rectangle {
+                width: 2.0,
+                breadth: 3.0,
+            },
+            named("profile"),
+        )
+        .unwrap();
+    let operation = CreatingOperation::Extrude {
+        profile: "profile".into(),
+        holes: Vec::new(),
+        distance: 0.0,
+    };
+    assert_eq!(
+        world
+            .create_operation(operation, named("solid"))
+            .unwrap_err(),
+        coded(
+            ErrorCode::InvalidParameter,
+            "extrusion distance is below geometric resolution"
+        ),
+    );
+}
+
+fn geometry_errors() -> [(GeometryError, ErrorCode); 12] {
+    [
+        (
+            GeometryError::Math(MathError::DivisionByZero),
+            ErrorCode::InvalidGeometry,
+        ),
+        (
+            GeometryError::InvalidGeometry("bad".into()),
+            ErrorCode::InvalidGeometry,
+        ),
+        (
+            GeometryError::InvalidTopology("bad".into()),
+            ErrorCode::InvalidTopology,
+        ),
+        (
+            GeometryError::UnsupportedGeometry("bad".into()),
+            ErrorCode::UnsupportedGeometry,
+        ),
+        (
+            GeometryError::AmbiguousProfileAlignment("bad".into()),
+            ErrorCode::InvalidParameter,
+        ),
+        (
+            GeometryError::CoverageGap {
+                families: ["plane".into(), "torus".into()],
+            },
+            ErrorCode::CoverageGap,
+        ),
+        (
+            GeometryError::SingularParameterization,
+            ErrorCode::InvalidGeometry,
+        ),
+        (
+            GeometryError::MissingReference {
+                kind: "edge".into(),
+                index: 3,
+            },
+            ErrorCode::InvalidTopology,
+        ),
+        (
+            GeometryError::UnsupportedSchema { found: 9 },
+            ErrorCode::InvalidTopology,
+        ),
+        (
+            GeometryError::UnresolvedIntersection("bad".into()),
+            ErrorCode::UnresolvedIntersection,
+        ),
+        (
+            GeometryError::UnresolvedTessellation("bad".into()),
+            ErrorCode::UnresolvedTessellation,
+        ),
+        (
+            GeometryError::LimitExceeded("bad".into()),
+            ErrorCode::LimitExceeded,
+        ),
+    ]
+}
+
+#[test]
+fn every_geometry_error_variant_keeps_its_code_in_every_context() {
+    for (error, code) in geometry_errors() {
+        for (context, singular_code) in CONTEXTS {
+            let actual = GraphError::from(error.clone()).in_context(context);
+            let expected = match (&error, context) {
+                (
+                    GeometryError::SingularParameterization,
+                    ErrorContext::Create | ErrorContext::Rebuild | ErrorContext::Transform,
+                ) => coded(singular_code, "SingularParameterization"),
+                _ => GraphError::Geometry(error.clone()),
+            };
+            assert_eq!(actual, expected, "{error:?} {context:?}");
+            if expected == GraphError::Geometry(error.clone()) {
+                assert_eq!(actual.error_code(), code, "{error:?} {context:?}");
+            }
+        }
+    }
+}
+
+fn unit_cuboid(world: &mut WorldGraph, og_id: &str, size: f64) {
+    world
+        .create_primitive(
+            Primitive::Cuboid {
+                width: size,
+                height: size,
+                depth: size,
+            },
+            named(og_id),
+        )
+        .unwrap();
+}
+
+fn translate(world: &mut WorldGraph, og_id: &str, offset: [f64; 3]) {
+    world
+        .transform(og_id, Transform::Translate { offset })
+        .unwrap();
+}
+
+#[test]
+fn multi_tool_operate_failure_carries_handlers_tool_index_and_og_ids() {
+    let mut world = graph();
+    unit_cuboid(&mut world, "target", 2.0);
+    unit_cuboid(&mut world, "tool-1", 2.0);
+    translate(&mut world, "tool-1", [1.0, 0.0, 0.0]);
+    unit_cuboid(&mut world, "tool-2", 1.0);
+    translate(&mut world, "tool-2", [1.5, 0.5, 0.0]);
+    world
+        .transform(
+            "tool-2",
+            Transform::Rotate {
+                axis: [0.0, 1.0, 0.0],
+                degrees: 30.0,
+                pivot: Some([1.5, 0.5, 0.0]),
+            },
+        )
+        .unwrap();
+    let mut step_one = graph();
+    unit_cuboid(&mut step_one, "target", 2.0);
+    unit_cuboid(&mut step_one, "tool-1", 2.0);
+    translate(&mut step_one, "tool-1", [1.0, 0.0, 0.0]);
+    step_one
+        .operate(
+            "target",
+            ModifyingOperation::Union,
+            &["tool-1".into()],
+            EditScope::Node,
+        )
+        .unwrap();
+    let step_one_handlers: Vec<String> =
+        serde_json::from_value(step_one.report("target").unwrap().unwrap()["handlers"].clone())
+            .unwrap();
+    let revision = world.revision();
+    let brep_before = world.brep("target").unwrap().to_json().unwrap();
+    let error = world
+        .operate(
+            "target",
+            ModifyingOperation::Union,
+            &["tool-1".into(), "tool-2".into()],
+            EditScope::Node,
+        )
+        .unwrap_err();
+    assert_eq!(error.error_code(), ErrorCode::CoverageGap);
+    assert_eq!(
+        error.details(),
+        ErrorDetails::Operate {
+            handlers: step_one_handlers,
+            tool_index: 1,
+            og_ids: vec!["target".into(), "tool-1".into(), "tool-2".into()],
+        }
+    );
+    assert_eq!(world.revision(), revision);
+    assert_eq!(
+        world.brep("target").unwrap().to_json().unwrap(),
+        brep_before
+    );
+}
+
+#[test]
+fn two_body_export_failing_on_the_second_body_carries_its_og_id() {
+    let mut world = graph();
+    unit_cuboid(&mut world, "near", 1.0);
+    unit_cuboid(&mut world, "far", 1.0);
+    translate(&mut world, "far", [1e6, 0.0, 0.0]);
+    let options = StepOptions {
+        unit: "metre".into(),
+        up_axis: "Y".into(),
+        ..StepOptions::default()
+    };
+    let error = world
+        .export_step(&["near".into(), "far".into()], &options)
+        .unwrap_err();
+    assert_eq!(
+        error,
+        GraphError::Code {
+            code: ErrorCode::LimitExceeded,
+            message: "far: placement coordinate precision exceeds geometric tolerance".into(),
+            details: ErrorDetails::Export {
+                og_id: "far".into()
+            },
+        }
+    );
+}
diff --git a/main/opengeometry/tests/fixtures/cases/annular-cylinder.brep.json b/main/opengeometry/tests/fixtures/cases/annular-cylinder.brep.json
new file mode 100644
index 0000000..6755c58
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/annular-cylinder.brep.json
@@ -0,0 +1 @@
+{"schema_version":2,"id":"annular-cylinder","revision":0,"geometry":{"surfaces":[{"kind":"Cylinder","frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"radius":1.0},{"kind":"Cylinder","frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"radius":0.4},{"kind":"Plane","frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]}},{"kind":"Plane","frame":{"origin":[0.0,2.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]}}],"curves":[{"kind":"Circle","frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"radius":1.0},{"kind":"Circle","frame":{"origin":[0.0,2.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"radius":1.0},{"kind":"Circle","frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"radius":0.4},{"kind":"Circle","frame":{"origin":[0.0,2.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"radius":0.4},{"kind":"Line","origin":[1.0,0.0,0.0],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[0.4,0.0,0.0],"direction":[0.0,1.0,0.0]}],"pcurves":[{"kind":"Line2","origin":[0.0,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[6.283185307179586,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,2.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[6.283185307179586,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,2.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[0.0,1.0]},{"kind":"Conic2","origin":[0.0,0.0],"axis_a":[1.0,0.0],"axis_b":[0.0,-1.0]},{"kind":"Conic2","origin":[0.0,0.0],"axis_a":[0.4,0.0],"axis_b":[0.0,-0.4]},{"kind":"Conic2","origin":[0.0,0.0],"axis_a":[1.0,0.0],"axis_b":[0.0,1.0]},{"kind":"Conic2","origin":[0.0,0.0],"axis_a":[0.4,0.0],"axis_b":[0.0,0.4]}],"intersections":[]},"topology":{"vertices":[{"id":0,"position":[1.0,0.0,0.0],"outgoing_halfedge":0,"tolerance":1e-8},{"id":1,"position":[1.0,2.0,0.0],"outgoing_halfedge":2,"tolerance":1e-8},{"id":2,"position":[0.4,0.0,0.0],"outgoing_halfedge":4,"tolerance":1e-8},{"id":3,"position":[0.4,2.0,0.0],"outgoing_halfedge":6,"tolerance":1e-8}],"edges":[{"id":0,"geometry":{"kind":"Curve","curve":0,"range":{"lo":0.0,"hi":6.283185307179586}},"halfedge":0,"twin_halfedge":8,"tolerance":1e-8,"chart_seam":false},{"id":1,"geometry":{"kind":"Curve","curve":1,"range":{"lo":0.0,"hi":6.283185307179586}},"halfedge":2,"twin_halfedge":10,"tolerance":1e-8,"chart_seam":false},{"id":2,"geometry":{"kind":"Curve","curve":2,"range":{"lo":0.0,"hi":6.283185307179586}},"halfedge":4,"twin_halfedge":9,"tolerance":1e-8,"chart_seam":false},{"id":3,"geometry":{"kind":"Curve","curve":3,"range":{"lo":0.0,"hi":6.283185307179586}},"halfedge":6,"twin_halfedge":11,"tolerance":1e-8,"chart_seam":false},{"id":4,"geometry":{"kind":"Curve","curve":4,"range":{"lo":0.0,"hi":2.0}},"halfedge":1,"twin_halfedge":3,"tolerance":1e-8,"chart_seam":true},{"id":5,"geometry":{"kind":"Curve","curve":5,"range":{"lo":0.0,"hi":2.0}},"halfedge":5,"twin_halfedge":7,"tolerance":1e-8,"chart_seam":true}],"halfedges":[{"id":0,"from":0,"to":0,"twin":8,"next":1,"prev":3,"edge":0,"face":0,"loop_ref":0,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":0,"periodic_lift":[0,0]}},{"id":1,"from":0,"to":1,"twin":3,"next":2,"prev":0,"edge":4,"face":0,"loop_ref":0,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":1,"periodic_lift":[0,0]}},{"id":2,"from":1,"to":1,"twin":10,"next":3,"prev":1,"edge":1,"face":0,"loop_ref":0,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":2,"periodic_lift":[0,0]}},{"id":3,"from":1,"to":0,"twin":1,"next":0,"prev":2,"edge":4,"face":0,"loop_ref":0,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":3,"periodic_lift":[0,0]}},{"id":4,"from":2,"to":2,"twin":9,"next":5,"prev":7,"edge":2,"face":1,"loop_ref":1,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":4,"periodic_lift":[0,0]}},{"id":5,"from":2,"to":3,"twin":7,"next":6,"prev":4,"edge":5,"face":1,"loop_ref":1,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":5,"periodic_lift":[0,0]}},{"id":6,"from":3,"to":3,"twin":11,"next":7,"prev":5,"edge":3,"face":1,"loop_ref":1,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":6,"periodic_lift":[0,0]}},{"id":7,"from":3,"to":2,"twin":5,"next":4,"prev":6,"edge":5,"face":1,"loop_ref":1,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":7,"periodic_lift":[0,0]}},{"id":8,"from":0,"to":0,"twin":0,"next":8,"prev":8,"edge":0,"face":2,"loop_ref":2,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":8,"periodic_lift":[0,0]}},{"id":9,"from":2,"to":2,"twin":4,"next":9,"prev":9,"edge":2,"face":2,"loop_ref":3,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":9,"periodic_lift":[0,0]}},{"id":10,"from":1,"to":1,"twin":2,"next":10,"prev":10,"edge":1,"face":3,"loop_ref":4,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":10,"periodic_lift":[0,0]}},{"id":11,"from":3,"to":3,"twin":6,"next":11,"prev":11,"edge":3,"face":3,"loop_ref":5,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":11,"periodic_lift":[0,0]}}],"loops":[{"id":0,"start_halfedge":0,"face_ref":0,"is_hole":false},{"id":1,"start_halfedge":4,"face_ref":1,"is_hole":false},{"id":2,"start_halfedge":8,"face_ref":2,"is_hole":false},{"id":3,"start_halfedge":9,"face_ref":2,"is_hole":true},{"id":4,"start_halfedge":10,"face_ref":3,"is_hole":false},{"id":5,"start_halfedge":11,"face_ref":3,"is_hole":true}],"faces":[{"id":0,"key":"outer","surface":0,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":0.0,"hi":6.283185307179586},{"lo":0.0,"hi":2.0}],"outer":0,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"annular-cylinder","body":"annular-cylinder","key":"outer","face":0}],"role":"Authored","reversed":false}},{"id":1,"key":"inner","surface":1,"sense":"Reverse","trim":{"chart":0,"uv_bounds":[{"lo":0.0,"hi":6.283185307179586},{"lo":0.0,"hi":2.0}],"outer":1,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"annular-cylinder","body":"annular-cylinder","key":"inner","face":1}],"role":"Authored","reversed":false}},{"id":2,"key":"lower_cap","surface":2,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1.0,"hi":1.0},{"lo":-1.0,"hi":1.0}],"outer":2,"holes":[3]},"shell_ref":0,"provenance":{"sources":[{"entity":"annular-cylinder","body":"annular-cylinder","key":"lower_cap","face":2}],"role":"Authored","reversed":false}},{"id":3,"key":"upper_cap","surface":3,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1.0,"hi":1.0},{"lo":-1.0,"hi":1.0}],"outer":4,"holes":[5]},"shell_ref":0,"provenance":{"sources":[{"entity":"annular-cylinder","body":"annular-cylinder","key":"upper_cap","face":3}],"role":"Authored","reversed":false}}],"wires":[],"shells":[{"id":0,"faces":[0,1,2,3],"is_closed":true}]},"solids":[{"outer_shell":0,"cavity_shells":[]}],"accuracy":{"geometric":1e-8,"intersection":1e-9,"tessellation":0.01,"exchange":1e-6},"quality":{"kind":"Analytic"}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/annular-cylinder.step.m b/main/opengeometry/tests/fixtures/cases/annular-cylinder.step.m
new file mode 100644
index 0000000..f20cf88
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/annular-cylinder.step.m
@@ -0,0 +1,195 @@
+ISO-10303-21;
+HEADER;
+FILE_DESCRIPTION(('OpenGeometry authoritative analytic BRep v2'),'2;1');
+FILE_NAME('annular-cylinder','1970-01-01T00:00:00',('OpenGeometry'),('OpenGeometry'),'OpenGeometry','OpenGeometry','');
+FILE_SCHEMA(('AUTOMOTIVE_DESIGN'));
+ENDSEC;
+DATA;
+#1=(GEOMETRIC_REPRESENTATION_CONTEXT(2) REPRESENTATION_CONTEXT('',''));
+#2=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#3=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#4=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#5=AXIS2_PLACEMENT_3D('',#2,#3,#4);
+#6=CYLINDRICAL_SURFACE('',#5,1.00000000000000000E0);
+#7=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#8=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#9=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#10=AXIS2_PLACEMENT_3D('',#7,#8,#9);
+#11=CYLINDRICAL_SURFACE('',#10,4.00000000000000022E-1);
+#12=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#13=DIRECTION('',(-0.00000000000000000E0,-1.00000000000000000E0,-0.00000000000000000E0));
+#14=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#15=AXIS2_PLACEMENT_3D('',#12,#13,#14);
+#16=PLANE('',#15);
+#17=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E0,0.00000000000000000E0));
+#18=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#19=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#20=AXIS2_PLACEMENT_3D('',#17,#18,#19);
+#21=PLANE('',#20);
+#22=CARTESIAN_POINT('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#23=VERTEX_POINT('',#22);
+#24=CARTESIAN_POINT('',(1.00000000000000000E0,2.00000000000000000E0,0.00000000000000000E0));
+#25=VERTEX_POINT('',#24);
+#26=CARTESIAN_POINT('',(4.00000000000000022E-1,0.00000000000000000E0,0.00000000000000000E0));
+#27=VERTEX_POINT('',#26);
+#28=CARTESIAN_POINT('',(4.00000000000000022E-1,2.00000000000000000E0,0.00000000000000000E0));
+#29=VERTEX_POINT('',#28);
+#30=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#31=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#32=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#33=AXIS2_PLACEMENT_3D('',#30,#31,#32);
+#34=CIRCLE('',#33,1.00000000000000000E0);
+#35=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#36=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#37=VECTOR('',#36,1.00000000000000000E0);
+#38=LINE('',#35,#37);
+#39=DEFINITIONAL_REPRESENTATION('',(#38),#1);
+#40=PCURVE('',#6,#39);
+#41=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#42=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#43=AXIS2_PLACEMENT_2D('',#41,#42);
+#44=CIRCLE('',#43,1.00000000000000000E0);
+#45=DEFINITIONAL_REPRESENTATION('',(#44),#1);
+#46=PCURVE('',#16,#45);
+#47=SURFACE_CURVE('',#34,(#40,#46),.CURVE_3D.);
+#48=EDGE_CURVE('',#23,#23,#47,.T.);
+#49=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E0,0.00000000000000000E0));
+#50=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#51=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#52=AXIS2_PLACEMENT_3D('',#49,#50,#51);
+#53=CIRCLE('',#52,1.00000000000000000E0);
+#54=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E0));
+#55=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#56=VECTOR('',#55,1.00000000000000000E0);
+#57=LINE('',#54,#56);
+#58=DEFINITIONAL_REPRESENTATION('',(#57),#1);
+#59=PCURVE('',#6,#58);
+#60=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#61=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#62=AXIS2_PLACEMENT_2D('',#60,#61);
+#63=CIRCLE('',#62,1.00000000000000000E0);
+#64=DEFINITIONAL_REPRESENTATION('',(#63),#1);
+#65=PCURVE('',#21,#64);
+#66=SURFACE_CURVE('',#53,(#59,#65),.CURVE_3D.);
+#67=EDGE_CURVE('',#25,#25,#66,.T.);
+#68=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#69=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#70=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#71=AXIS2_PLACEMENT_3D('',#68,#69,#70);
+#72=CIRCLE('',#71,4.00000000000000022E-1);
+#73=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#74=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#75=VECTOR('',#74,1.00000000000000000E0);
+#76=LINE('',#73,#75);
+#77=DEFINITIONAL_REPRESENTATION('',(#76),#1);
+#78=PCURVE('',#11,#77);
+#79=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#80=DIRECTION('',(4.00000000000000022E-1,0.00000000000000000E0));
+#81=AXIS2_PLACEMENT_2D('',#79,#80);
+#82=CIRCLE('',#81,4.00000000000000022E-1);
+#83=DEFINITIONAL_REPRESENTATION('',(#82),#1);
+#84=PCURVE('',#16,#83);
+#85=SURFACE_CURVE('',#72,(#78,#84),.CURVE_3D.);
+#86=EDGE_CURVE('',#27,#27,#85,.T.);
+#87=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E0,0.00000000000000000E0));
+#88=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#89=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#90=AXIS2_PLACEMENT_3D('',#87,#88,#89);
+#91=CIRCLE('',#90,4.00000000000000022E-1);
+#92=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E0));
+#93=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#94=VECTOR('',#93,1.00000000000000000E0);
+#95=LINE('',#92,#94);
+#96=DEFINITIONAL_REPRESENTATION('',(#95),#1);
+#97=PCURVE('',#11,#96);
+#98=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#99=DIRECTION('',(4.00000000000000022E-1,0.00000000000000000E0));
+#100=AXIS2_PLACEMENT_2D('',#98,#99);
+#101=CIRCLE('',#100,4.00000000000000022E-1);
+#102=DEFINITIONAL_REPRESENTATION('',(#101),#1);
+#103=PCURVE('',#21,#102);
+#104=SURFACE_CURVE('',#91,(#97,#103),.CURVE_3D.);
+#105=EDGE_CURVE('',#29,#29,#104,.T.);
+#106=CARTESIAN_POINT('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#107=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#108=VECTOR('',#107,1.00000000000000000E0);
+#109=LINE('',#106,#108);
+#110=CARTESIAN_POINT('',(6.28318530717958623E0,0.00000000000000000E0));
+#111=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#112=VECTOR('',#111,1.00000000000000000E0);
+#113=LINE('',#110,#112);
+#114=DEFINITIONAL_REPRESENTATION('',(#113),#1);
+#115=PCURVE('',#6,#114);
+#116=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#117=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#118=VECTOR('',#117,1.00000000000000000E0);
+#119=LINE('',#116,#118);
+#120=DEFINITIONAL_REPRESENTATION('',(#119),#1);
+#121=PCURVE('',#6,#120);
+#122=SEAM_CURVE('',#109,(#115,#121),.CURVE_3D.);
+#123=EDGE_CURVE('',#23,#25,#122,.T.);
+#124=CARTESIAN_POINT('',(4.00000000000000022E-1,0.00000000000000000E0,0.00000000000000000E0));
+#125=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#126=VECTOR('',#125,1.00000000000000000E0);
+#127=LINE('',#124,#126);
+#128=CARTESIAN_POINT('',(6.28318530717958623E0,0.00000000000000000E0));
+#129=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#130=VECTOR('',#129,1.00000000000000000E0);
+#131=LINE('',#128,#130);
+#132=DEFINITIONAL_REPRESENTATION('',(#131),#1);
+#133=PCURVE('',#11,#132);
+#134=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#135=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#136=VECTOR('',#135,1.00000000000000000E0);
+#137=LINE('',#134,#136);
+#138=DEFINITIONAL_REPRESENTATION('',(#137),#1);
+#139=PCURVE('',#11,#138);
+#140=SEAM_CURVE('',#127,(#133,#139),.CURVE_3D.);
+#141=EDGE_CURVE('',#27,#29,#140,.T.);
+#142=ORIENTED_EDGE('',*,*,#48,.T.);
+#143=ORIENTED_EDGE('',*,*,#123,.T.);
+#144=ORIENTED_EDGE('',*,*,#67,.F.);
+#145=ORIENTED_EDGE('',*,*,#123,.F.);
+#146=EDGE_LOOP('',(#142,#143,#144,#145));
+#147=FACE_OUTER_BOUND('',#146,.T.);
+#148=ADVANCED_FACE('outer',(#147),#6,.T.);
+#149=ORIENTED_EDGE('',*,*,#86,.T.);
+#150=ORIENTED_EDGE('',*,*,#141,.T.);
+#151=ORIENTED_EDGE('',*,*,#105,.F.);
+#152=ORIENTED_EDGE('',*,*,#141,.F.);
+#153=EDGE_LOOP('',(#149,#150,#151,#152));
+#154=FACE_OUTER_BOUND('',#153,.T.);
+#155=ADVANCED_FACE('inner',(#154),#11,.F.);
+#156=ORIENTED_EDGE('',*,*,#48,.F.);
+#157=EDGE_LOOP('',(#156));
+#158=FACE_OUTER_BOUND('',#157,.T.);
+#159=ORIENTED_EDGE('',*,*,#86,.F.);
+#160=EDGE_LOOP('',(#159));
+#161=FACE_BOUND('',#160,.T.);
+#162=ADVANCED_FACE('lower_cap',(#158,#161),#16,.T.);
+#163=ORIENTED_EDGE('',*,*,#67,.T.);
+#164=EDGE_LOOP('',(#163));
+#165=FACE_OUTER_BOUND('',#164,.T.);
+#166=ORIENTED_EDGE('',*,*,#105,.T.);
+#167=EDGE_LOOP('',(#166));
+#168=FACE_BOUND('',#167,.T.);
+#169=ADVANCED_FACE('upper_cap',(#165,#168),#21,.T.);
+#170=CLOSED_SHELL('',(#148,#155,#162,#169));
+#171=MANIFOLD_SOLID_BREP('annular-cylinder-0',#170);
+#172=(LENGTH_UNIT() NAMED_UNIT(*) SI_UNIT($,.METRE.));
+#173=(NAMED_UNIT(*) PLANE_ANGLE_UNIT() SI_UNIT($,.RADIAN.));
+#174=(NAMED_UNIT(*) SI_UNIT($,.STERADIAN.) SOLID_ANGLE_UNIT());
+#175=UNCERTAINTY_MEASURE_WITH_UNIT(LENGTH_MEASURE(1.00000284217094306E-8),#172,'distance_accuracy_value','exchange error bound');
+#176=(GEOMETRIC_REPRESENTATION_CONTEXT(3) GLOBAL_UNCERTAINTY_ASSIGNED_CONTEXT((#175)) GLOBAL_UNIT_ASSIGNED_CONTEXT((#172,#173,#174)) REPRESENTATION_CONTEXT('',''));
+#177=ADVANCED_BREP_SHAPE_REPRESENTATION('',(#171),#176);
+#178=APPLICATION_CONTEXT('automotive design');
+#179=APPLICATION_PROTOCOL_DEFINITION('international standard','automotive_design',2000,#178);
+#180=PRODUCT_CONTEXT('',#178,'mechanical');
+#181=PRODUCT('annular-cylinder','annular-cylinder','',(#180));
+#182=PRODUCT_DEFINITION_FORMATION_WITH_SPECIFIED_SOURCE('1','',#181,.NOT_KNOWN.);
+#183=PRODUCT_DEFINITION_CONTEXT('part definition',#178,'design');
+#184=PRODUCT_DEFINITION('','',#182,#183);
+#185=PRODUCT_DEFINITION_SHAPE('','',#184);
+#186=SHAPE_DEFINITION_REPRESENTATION(#185,#177);
+ENDSEC;
+END-ISO-10303-21;
diff --git a/main/opengeometry/tests/fixtures/cases/annular-cylinder.step.m.report.json b/main/opengeometry/tests/fixtures/cases/annular-cylinder.step.m.report.json
new file mode 100644
index 0000000..3b49082
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/annular-cylinder.step.m.report.json
@@ -0,0 +1 @@
+{"cavity_shells":0,"collapsed_chart_uses":0,"edges":6,"exchange_error_bound":1.000002842170943e-8,"faces":4,"geometric_tolerance":1e-8,"length_unit":"metre","quality":{"kind":"Analytic"},"revision":"0","schema_version":2,"solids":1,"validation_level":"v2 structure, sampled residuals and Part-21 references; external schema/import validation pending"}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/annular-cylinder.step.mm b/main/opengeometry/tests/fixtures/cases/annular-cylinder.step.mm
new file mode 100644
index 0000000..c9fce4a
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/annular-cylinder.step.mm
@@ -0,0 +1,195 @@
+ISO-10303-21;
+HEADER;
+FILE_DESCRIPTION(('OpenGeometry authoritative analytic BRep v2'),'2;1');
+FILE_NAME('annular-cylinder','1970-01-01T00:00:00',('OpenGeometry'),('OpenGeometry'),'OpenGeometry','OpenGeometry','');
+FILE_SCHEMA(('AUTOMOTIVE_DESIGN'));
+ENDSEC;
+DATA;
+#1=(GEOMETRIC_REPRESENTATION_CONTEXT(2) REPRESENTATION_CONTEXT('',''));
+#2=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#3=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#4=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#5=AXIS2_PLACEMENT_3D('',#2,#3,#4);
+#6=CYLINDRICAL_SURFACE('',#5,1.00000000000000000E3);
+#7=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#8=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#9=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#10=AXIS2_PLACEMENT_3D('',#7,#8,#9);
+#11=CYLINDRICAL_SURFACE('',#10,4.00000000000000000E2);
+#12=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#13=DIRECTION('',(-0.00000000000000000E0,-1.00000000000000000E0,-0.00000000000000000E0));
+#14=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#15=AXIS2_PLACEMENT_3D('',#12,#13,#14);
+#16=PLANE('',#15);
+#17=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E3,0.00000000000000000E0));
+#18=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#19=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#20=AXIS2_PLACEMENT_3D('',#17,#18,#19);
+#21=PLANE('',#20);
+#22=CARTESIAN_POINT('',(1.00000000000000000E3,0.00000000000000000E0,0.00000000000000000E0));
+#23=VERTEX_POINT('',#22);
+#24=CARTESIAN_POINT('',(1.00000000000000000E3,2.00000000000000000E3,0.00000000000000000E0));
+#25=VERTEX_POINT('',#24);
+#26=CARTESIAN_POINT('',(4.00000000000000000E2,0.00000000000000000E0,0.00000000000000000E0));
+#27=VERTEX_POINT('',#26);
+#28=CARTESIAN_POINT('',(4.00000000000000000E2,2.00000000000000000E3,0.00000000000000000E0));
+#29=VERTEX_POINT('',#28);
+#30=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#31=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#32=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#33=AXIS2_PLACEMENT_3D('',#30,#31,#32);
+#34=CIRCLE('',#33,1.00000000000000000E3);
+#35=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#36=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#37=VECTOR('',#36,1.00000000000000000E0);
+#38=LINE('',#35,#37);
+#39=DEFINITIONAL_REPRESENTATION('',(#38),#1);
+#40=PCURVE('',#6,#39);
+#41=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#42=DIRECTION('',(1.00000000000000000E3,0.00000000000000000E0));
+#43=AXIS2_PLACEMENT_2D('',#41,#42);
+#44=CIRCLE('',#43,1.00000000000000000E3);
+#45=DEFINITIONAL_REPRESENTATION('',(#44),#1);
+#46=PCURVE('',#16,#45);
+#47=SURFACE_CURVE('',#34,(#40,#46),.CURVE_3D.);
+#48=EDGE_CURVE('',#23,#23,#47,.T.);
+#49=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E3,0.00000000000000000E0));
+#50=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#51=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#52=AXIS2_PLACEMENT_3D('',#49,#50,#51);
+#53=CIRCLE('',#52,1.00000000000000000E3);
+#54=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E3));
+#55=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#56=VECTOR('',#55,1.00000000000000000E0);
+#57=LINE('',#54,#56);
+#58=DEFINITIONAL_REPRESENTATION('',(#57),#1);
+#59=PCURVE('',#6,#58);
+#60=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#61=DIRECTION('',(1.00000000000000000E3,0.00000000000000000E0));
+#62=AXIS2_PLACEMENT_2D('',#60,#61);
+#63=CIRCLE('',#62,1.00000000000000000E3);
+#64=DEFINITIONAL_REPRESENTATION('',(#63),#1);
+#65=PCURVE('',#21,#64);
+#66=SURFACE_CURVE('',#53,(#59,#65),.CURVE_3D.);
+#67=EDGE_CURVE('',#25,#25,#66,.T.);
+#68=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#69=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#70=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#71=AXIS2_PLACEMENT_3D('',#68,#69,#70);
+#72=CIRCLE('',#71,4.00000000000000000E2);
+#73=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#74=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#75=VECTOR('',#74,1.00000000000000000E0);
+#76=LINE('',#73,#75);
+#77=DEFINITIONAL_REPRESENTATION('',(#76),#1);
+#78=PCURVE('',#11,#77);
+#79=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#80=DIRECTION('',(4.00000000000000000E2,0.00000000000000000E0));
+#81=AXIS2_PLACEMENT_2D('',#79,#80);
+#82=CIRCLE('',#81,4.00000000000000000E2);
+#83=DEFINITIONAL_REPRESENTATION('',(#82),#1);
+#84=PCURVE('',#16,#83);
+#85=SURFACE_CURVE('',#72,(#78,#84),.CURVE_3D.);
+#86=EDGE_CURVE('',#27,#27,#85,.T.);
+#87=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E3,0.00000000000000000E0));
+#88=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#89=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#90=AXIS2_PLACEMENT_3D('',#87,#88,#89);
+#91=CIRCLE('',#90,4.00000000000000000E2);
+#92=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E3));
+#93=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#94=VECTOR('',#93,1.00000000000000000E0);
+#95=LINE('',#92,#94);
+#96=DEFINITIONAL_REPRESENTATION('',(#95),#1);
+#97=PCURVE('',#11,#96);
+#98=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#99=DIRECTION('',(4.00000000000000000E2,0.00000000000000000E0));
+#100=AXIS2_PLACEMENT_2D('',#98,#99);
+#101=CIRCLE('',#100,4.00000000000000000E2);
+#102=DEFINITIONAL_REPRESENTATION('',(#101),#1);
+#103=PCURVE('',#21,#102);
+#104=SURFACE_CURVE('',#91,(#97,#103),.CURVE_3D.);
+#105=EDGE_CURVE('',#29,#29,#104,.T.);
+#106=CARTESIAN_POINT('',(1.00000000000000000E3,0.00000000000000000E0,0.00000000000000000E0));
+#107=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#108=VECTOR('',#107,1.00000000000000000E3);
+#109=LINE('',#106,#108);
+#110=CARTESIAN_POINT('',(6.28318530717958623E0,0.00000000000000000E0));
+#111=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#112=VECTOR('',#111,1.00000000000000000E3);
+#113=LINE('',#110,#112);
+#114=DEFINITIONAL_REPRESENTATION('',(#113),#1);
+#115=PCURVE('',#6,#114);
+#116=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#117=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#118=VECTOR('',#117,1.00000000000000000E3);
+#119=LINE('',#116,#118);
+#120=DEFINITIONAL_REPRESENTATION('',(#119),#1);
+#121=PCURVE('',#6,#120);
+#122=SEAM_CURVE('',#109,(#115,#121),.CURVE_3D.);
+#123=EDGE_CURVE('',#23,#25,#122,.T.);
+#124=CARTESIAN_POINT('',(4.00000000000000000E2,0.00000000000000000E0,0.00000000000000000E0));
+#125=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#126=VECTOR('',#125,1.00000000000000000E3);
+#127=LINE('',#124,#126);
+#128=CARTESIAN_POINT('',(6.28318530717958623E0,0.00000000000000000E0));
+#129=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#130=VECTOR('',#129,1.00000000000000000E3);
+#131=LINE('',#128,#130);
+#132=DEFINITIONAL_REPRESENTATION('',(#131),#1);
+#133=PCURVE('',#11,#132);
+#134=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#135=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#136=VECTOR('',#135,1.00000000000000000E3);
+#137=LINE('',#134,#136);
+#138=DEFINITIONAL_REPRESENTATION('',(#137),#1);
+#139=PCURVE('',#11,#138);
+#140=SEAM_CURVE('',#127,(#133,#139),.CURVE_3D.);
+#141=EDGE_CURVE('',#27,#29,#140,.T.);
+#142=ORIENTED_EDGE('',*,*,#48,.T.);
+#143=ORIENTED_EDGE('',*,*,#123,.T.);
+#144=ORIENTED_EDGE('',*,*,#67,.F.);
+#145=ORIENTED_EDGE('',*,*,#123,.F.);
+#146=EDGE_LOOP('',(#142,#143,#144,#145));
+#147=FACE_OUTER_BOUND('',#146,.T.);
+#148=ADVANCED_FACE('outer',(#147),#6,.T.);
+#149=ORIENTED_EDGE('',*,*,#86,.T.);
+#150=ORIENTED_EDGE('',*,*,#141,.T.);
+#151=ORIENTED_EDGE('',*,*,#105,.F.);
+#152=ORIENTED_EDGE('',*,*,#141,.F.);
+#153=EDGE_LOOP('',(#149,#150,#151,#152));
+#154=FACE_OUTER_BOUND('',#153,.T.);
+#155=ADVANCED_FACE('inner',(#154),#11,.F.);
+#156=ORIENTED_EDGE('',*,*,#48,.F.);
+#157=EDGE_LOOP('',(#156));
+#158=FACE_OUTER_BOUND('',#157,.T.);
+#159=ORIENTED_EDGE('',*,*,#86,.F.);
+#160=EDGE_LOOP('',(#159));
+#161=FACE_BOUND('',#160,.T.);
+#162=ADVANCED_FACE('lower_cap',(#158,#161),#16,.T.);
+#163=ORIENTED_EDGE('',*,*,#67,.T.);
+#164=EDGE_LOOP('',(#163));
+#165=FACE_OUTER_BOUND('',#164,.T.);
+#166=ORIENTED_EDGE('',*,*,#105,.T.);
+#167=EDGE_LOOP('',(#166));
+#168=FACE_BOUND('',#167,.T.);
+#169=ADVANCED_FACE('upper_cap',(#165,#168),#21,.T.);
+#170=CLOSED_SHELL('',(#148,#155,#162,#169));
+#171=MANIFOLD_SOLID_BREP('annular-cylinder-0',#170);
+#172=(LENGTH_UNIT() NAMED_UNIT(*) SI_UNIT(.MILLI.,.METRE.));
+#173=(NAMED_UNIT(*) PLANE_ANGLE_UNIT() SI_UNIT($,.RADIAN.));
+#174=(NAMED_UNIT(*) SI_UNIT($,.STERADIAN.) SOLID_ANGLE_UNIT());
+#175=UNCERTAINTY_MEASURE_WITH_UNIT(LENGTH_MEASURE(1.00000284217094312E-5),#172,'distance_accuracy_value','exchange error bound');
+#176=(GEOMETRIC_REPRESENTATION_CONTEXT(3) GLOBAL_UNCERTAINTY_ASSIGNED_CONTEXT((#175)) GLOBAL_UNIT_ASSIGNED_CONTEXT((#172,#173,#174)) REPRESENTATION_CONTEXT('',''));
+#177=ADVANCED_BREP_SHAPE_REPRESENTATION('',(#171),#176);
+#178=APPLICATION_CONTEXT('automotive design');
+#179=APPLICATION_PROTOCOL_DEFINITION('international standard','automotive_design',2000,#178);
+#180=PRODUCT_CONTEXT('',#178,'mechanical');
+#181=PRODUCT('annular-cylinder','annular-cylinder','',(#180));
+#182=PRODUCT_DEFINITION_FORMATION_WITH_SPECIFIED_SOURCE('1','',#181,.NOT_KNOWN.);
+#183=PRODUCT_DEFINITION_CONTEXT('part definition',#178,'design');
+#184=PRODUCT_DEFINITION('','',#182,#183);
+#185=PRODUCT_DEFINITION_SHAPE('','',#184);
+#186=SHAPE_DEFINITION_REPRESENTATION(#185,#177);
+ENDSEC;
+END-ISO-10303-21;
diff --git a/main/opengeometry/tests/fixtures/cases/annular-cylinder.step.mm.report.json b/main/opengeometry/tests/fixtures/cases/annular-cylinder.step.mm.report.json
new file mode 100644
index 0000000..5eec7ae
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/annular-cylinder.step.mm.report.json
@@ -0,0 +1 @@
+{"cavity_shells":0,"collapsed_chart_uses":0,"edges":6,"exchange_error_bound":0.000010000028421709431,"faces":4,"geometric_tolerance":0.00001,"length_unit":"millimetre","quality":{"kind":"Analytic"},"revision":"0","schema_version":2,"solids":1,"validation_level":"v2 structure, sampled residuals and Part-21 references; external schema/import validation pending"}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/annular-cylinder.tess.json b/main/opengeometry/tests/fixtures/cases/annular-cylinder.tess.json
new file mode 100644
index 0000000..a8b25c8
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/annular-cylinder.tess.json
@@ -0,0 +1 @@
+{"achievedDeflection":0.01,"indices":[0,1,34,0,34,33,1,2,35,1,35,34,2,3,36,2,36,35,3,4,37,3,37,36,4,5,38,4,38,37,5,6,39,5,39,38,6,7,40,6,40,39,7,8,41,7,41,40,8,9,42,8,42,41,9,10,43,9,43,42,10,11,44,10,44,43,11,12,45,11,45,44,12,13,46,12,46,45,13,14,47,13,47,46,14,15,48,14,48,47,15,16,49,15,49,48,16,17,50,16,50,49,17,18,51,17,51,50,18,19,52,18,52,51,19,20,53,19,53,52,20,21,54,20,54,53,21,22,55,21,55,54,22,23,56,22,56,55,23,24,57,23,57,56,24,25,58,24,58,57,25,26,59,25,59,58,26,27,60,26,60,59,27,28,61,27,61,60,28,29,62,28,62,61,29,30,63,29,63,62,30,31,64,30,64,63,31,32,65,31,65,64,66,100,67,66,99,100,67,101,68,67,100,101,68,102,69,68,101,102,69,103,70,69,102,103,70,104,71,70,103,104,71,105,72,71,104,105,72,106,73,72,105,106,73,107,74,73,106,107,74,108,75,74,107,108,75,109,76,75,108,109,76,110,77,76,109,110,77,111,78,77,110,111,78,112,79,78,111,112,79,113,80,79,112,113,80,114,81,80,113,114,81,115,82,81,114,115,82,116,83,82,115,116,83,117,84,83,116,117,84,118,85,84,117,118,85,119,86,85,118,119,86,120,87,86,119,120,87,121,88,87,120,121,88,122,89,88,121,122,89,123,90,89,122,123,90,124,91,90,123,124,91,125,92,91,124,125,92,126,93,92,125,126,93,127,94,93,126,127,94,128,95,94,127,128,95,129,96,95,128,129,96,130,97,96,129,130,97,131,98,97,130,131,163,132,133,133,134,135,135,136,137,137,138,139,139,140,141,141,142,143,143,144,145,145,146,147,147,148,180,181,180,148,148,149,150,150,151,152,152,153,154,154,155,156,156,157,158,158,159,160,160,161,162,162,163,133,133,135,137,137,139,141,141,143,145,145,147,180,182,181,148,148,150,152,152,154,156,156,158,160,160,162,133,133,137,141,145,180,179,183,182,148,148,152,156,156,160,133,141,145,179,184,183,148,141,179,178,185,184,148,141,178,177,186,185,148,141,177,176,186,148,156,141,176,175,187,186,156,141,175,174,188,187,156,141,174,173,189,188,156,141,173,172,190,189,156,141,172,171,191,190,156,133,141,171,192,191,156,133,171,170,193,192,156,133,170,169,194,193,156,133,169,168,194,156,133,133,168,167,195,194,133,133,167,166,164,195,133,133,166,165,165,164,133,227,196,197,197,198,199,199,200,201,201,202,203,203,204,205,205,206,207,207,208,209,209,210,211,211,212,244,245,244,212,212,213,214,214,215,216,216,217,218,218,219,220,220,221,222,222,223,224,224,225,226,226,227,197,197,199,201,201,203,205,205,207,209,209,211,244,246,245,212,212,214,216,216,218,220,220,222,224,224,226,197,197,201,205,209,244,243,247,246,212,212,216,220,220,224,197,205,209,243,248,247,212,205,243,242,249,248,212,205,242,241,250,249,212,205,241,240,250,212,220,205,240,239,251,250,220,205,239,238,252,251,220,205,238,237,253,252,220,205,237,236,254,253,220,205,236,235,255,254,220,197,205,235,256,255,220,197,235,234,257,256,220,197,234,233,258,257,220,197,233,232,258,220,197,197,232,231,259,258,197,197,231,230,228,259,197,197,230,229,229,228,197],"normals":[1.0,0.0,0.0,0.9807852506637573,0.0,-0.19509032368659973,0.9238795042037964,0.0,-0.3826834261417389,0.8314695954322815,0.0,-0.5555702447891235,0.7071067690849304,0.0,-0.7071067690849304,0.5555702447891235,0.0,-0.8314695954322815,0.3826834261417389,0.0,-0.9238795042037964,0.19509032368659973,0.0,-0.9807852506637573,6.123234262925839e-17,0.0,-1.0,-0.19509032368659973,0.0,-0.9807852506637573,-0.3826834261417389,0.0,-0.9238795042037964,-0.5555702447891235,0.0,-0.8314695954322815,-0.7071067690849304,0.0,-0.7071067690849304,-0.8314695954322815,0.0,-0.5555702447891235,-0.9238795042037964,0.0,-0.3826834261417389,-0.9807852506637573,0.0,-0.19509032368659973,-1.0,0.0,-1.2246468525851679e-16,-0.9807852506637573,0.0,0.19509032368659973,-0.9238795042037964,0.0,0.3826834261417389,-0.8314695954322815,0.0,0.5555702447891235,-0.7071067690849304,0.0,0.7071067690849304,-0.5555702447891235,0.0,0.8314695954322815,-0.3826834261417389,0.0,0.9238795042037964,-0.19509032368659973,0.0,0.9807852506637573,-1.8369701465288538e-16,0.0,1.0,0.19509032368659973,0.0,0.9807852506637573,0.3826834261417389,0.0,0.9238795042037964,0.5555702447891235,0.0,0.8314695954322815,0.7071067690849304,0.0,0.7071067690849304,0.8314695954322815,0.0,0.5555702447891235,0.9238795042037964,0.0,0.3826834261417389,0.9807852506637573,0.0,0.19509032368659973,1.0,0.0,2.4492937051703357e-16,1.0,0.0,0.0,0.9807852506637573,0.0,-0.19509032368659973,0.9238795042037964,0.0,-0.3826834261417389,0.8314695954322815,0.0,-0.5555702447891235,0.7071067690849304,0.0,-0.7071067690849304,0.5555702447891235,0.0,-0.8314695954322815,0.3826834261417389,0.0,-0.9238795042037964,0.19509032368659973,0.0,-0.9807852506637573,6.123234262925839e-17,0.0,-1.0,-0.19509032368659973,0.0,-0.9807852506637573,-0.3826834261417389,0.0,-0.9238795042037964,-0.5555702447891235,0.0,-0.8314695954322815,-0.7071067690849304,0.0,-0.7071067690849304,-0.8314695954322815,0.0,-0.5555702447891235,-0.9238795042037964,0.0,-0.3826834261417389,-0.9807852506637573,0.0,-0.19509032368659973,-1.0,0.0,-1.2246468525851679e-16,-0.9807852506637573,0.0,0.19509032368659973,-0.9238795042037964,0.0,0.3826834261417389,-0.8314695954322815,0.0,0.5555702447891235,-0.7071067690849304,0.0,0.7071067690849304,-0.5555702447891235,0.0,0.8314695954322815,-0.3826834261417389,0.0,0.9238795042037964,-0.19509032368659973,0.0,0.9807852506637573,-1.8369701465288538e-16,0.0,1.0,0.19509032368659973,0.0,0.9807852506637573,0.3826834261417389,0.0,0.9238795042037964,0.5555702447891235,0.0,0.8314695954322815,0.7071067690849304,0.0,0.7071067690849304,0.8314695954322815,0.0,0.5555702447891235,0.9238795042037964,0.0,0.3826834261417389,0.9807852506637573,0.0,0.19509032368659973,1.0,0.0,2.4492937051703357e-16,-1.0,-0.0,-0.0,-0.9807852506637573,-0.0,0.19509032368659973,-0.9238795042037964,-0.0,0.3826834261417389,-0.8314695954322815,-0.0,0.5555702447891235,-0.7071067690849304,-0.0,0.7071067690849304,-0.5555702447891235,-0.0,0.8314695954322815,-0.3826834261417389,-0.0,0.9238795042037964,-0.19509032368659973,-0.0,0.9807852506637573,-6.123234262925839e-17,-0.0,1.0,0.19509032368659973,-0.0,0.9807852506637573,0.3826834261417389,-0.0,0.9238795042037964,0.5555702447891235,-0.0,0.8314695954322815,0.7071067690849304,-0.0,0.7071067690849304,0.8314695954322815,-0.0,0.5555702447891235,0.9238795042037964,-0.0,0.3826834261417389,0.9807852506637573,-0.0,0.19509032368659973,1.0,-0.0,1.2246468525851679e-16,0.9807852506637573,-0.0,-0.19509032368659973,0.9238795042037964,-0.0,-0.3826834261417389,0.8314695954322815,-0.0,-0.5555702447891235,0.7071067690849304,-0.0,-0.7071067690849304,0.5555702447891235,-0.0,-0.8314695954322815,0.3826834261417389,-0.0,-0.9238795042037964,0.19509032368659973,-0.0,-0.9807852506637573,1.8369701465288538e-16,-0.0,-1.0,-0.19509032368659973,-0.0,-0.9807852506637573,-0.3826834261417389,-0.0,-0.9238795042037964,-0.5555702447891235,-0.0,-0.8314695954322815,-0.7071067690849304,-0.0,-0.7071067690849304,-0.8314695954322815,-0.0,-0.5555702447891235,-0.9238795042037964,-0.0,-0.3826834261417389,-0.9807852506637573,-0.0,-0.19509032368659973,-1.0,-0.0,-2.4492937051703357e-16,-1.0,-0.0,-0.0,-0.9807852506637573,-0.0,0.19509032368659973,-0.9238795042037964,-0.0,0.3826834261417389,-0.8314695954322815,-0.0,0.5555702447891235,-0.7071067690849304,-0.0,0.7071067690849304,-0.5555702447891235,-0.0,0.8314695954322815,-0.3826834261417389,-0.0,0.9238795042037964,-0.19509032368659973,-0.0,0.9807852506637573,-6.123234262925839e-17,-0.0,1.0,0.19509032368659973,-0.0,0.9807852506637573,0.3826834261417389,-0.0,0.9238795042037964,0.5555702447891235,-0.0,0.8314695954322815,0.7071067690849304,-0.0,0.7071067690849304,0.8314695954322815,-0.0,0.5555702447891235,0.9238795042037964,-0.0,0.3826834261417389,0.9807852506637573,-0.0,0.19509032368659973,1.0,-0.0,1.2246468525851679e-16,0.9807852506637573,-0.0,-0.19509032368659973,0.9238795042037964,-0.0,-0.3826834261417389,0.8314695954322815,-0.0,-0.5555702447891235,0.7071067690849304,-0.0,-0.7071067690849304,0.5555702447891235,-0.0,-0.8314695954322815,0.3826834261417389,-0.0,-0.9238795042037964,0.19509032368659973,-0.0,-0.9807852506637573,1.8369701465288538e-16,-0.0,-1.0,-0.19509032368659973,-0.0,-0.9807852506637573,-0.3826834261417389,-0.0,-0.9238795042037964,-0.5555702447891235,-0.0,-0.8314695954322815,-0.7071067690849304,-0.0,-0.7071067690849304,-0.8314695954322815,-0.0,-0.5555702447891235,-0.9238795042037964,-0.0,-0.3826834261417389,-0.9807852506637573,-0.0,-0.19509032368659973,-1.0,-0.0,-2.4492937051703357e-16,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0],"outlineEdgeIds":[0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3],"outlinePositions":[1.0,0.0,0.0,0.9807852804032304,0.0,-0.19509032201612825,0.9807852804032304,0.0,-0.19509032201612825,0.9238795325112867,0.0,-0.3826834323650898,0.9238795325112867,0.0,-0.3826834323650898,0.8314696123025452,0.0,-0.5555702330196022,0.8314696123025452,0.0,-0.5555702330196022,0.7071067811865476,0.0,-0.7071067811865475,0.7071067811865476,0.0,-0.7071067811865475,0.5555702330196023,0.0,-0.8314696123025452,0.5555702330196023,0.0,-0.8314696123025452,0.38268343236508984,0.0,-0.9238795325112867,0.38268343236508984,0.0,-0.9238795325112867,0.19509032201612833,0.0,-0.9807852804032304,0.19509032201612833,0.0,-0.9807852804032304,6.123233995736766e-17,0.0,-1.0,6.123233995736766e-17,0.0,-1.0,-0.1950903220161282,0.0,-0.9807852804032304,-0.1950903220161282,0.0,-0.9807852804032304,-0.3826834323650897,0.0,-0.9238795325112867,-0.3826834323650897,0.0,-0.9238795325112867,-0.555570233019602,0.0,-0.8314696123025453,-0.555570233019602,0.0,-0.8314696123025453,-0.7071067811865475,0.0,-0.7071067811865476,-0.7071067811865475,0.0,-0.7071067811865476,-0.8314696123025453,0.0,-0.5555702330196022,-0.8314696123025453,0.0,-0.5555702330196022,-0.9238795325112867,0.0,-0.3826834323650899,-0.9238795325112867,0.0,-0.3826834323650899,-0.9807852804032304,0.0,-0.1950903220161286,-0.9807852804032304,0.0,-0.1950903220161286,-1.0,0.0,-1.2246467991473532e-16,-1.0,0.0,-1.2246467991473532e-16,-0.9807852804032304,0.0,0.19509032201612836,-0.9807852804032304,0.0,0.19509032201612836,-0.9238795325112868,0.0,0.38268343236508967,-0.9238795325112868,0.0,0.38268343236508967,-0.8314696123025455,0.0,0.555570233019602,-0.8314696123025455,0.0,0.555570233019602,-0.7071067811865477,0.0,0.7071067811865475,-0.7071067811865477,0.0,0.7071067811865475,-0.5555702330196022,0.0,0.8314696123025452,-0.5555702330196022,0.0,0.8314696123025452,-0.38268343236509034,0.0,0.9238795325112865,-0.38268343236509034,0.0,0.9238795325112865,-0.19509032201612866,0.0,0.9807852804032303,-0.19509032201612866,0.0,0.9807852804032303,-1.8369701987210297e-16,0.0,1.0,-1.8369701987210297e-16,0.0,1.0,0.1950903220161283,0.0,0.9807852804032304,0.1950903220161283,0.0,0.9807852804032304,0.38268343236509,0.0,0.9238795325112866,0.38268343236509,0.0,0.9238795325112866,0.5555702330196018,0.0,0.8314696123025455,0.5555702330196018,0.0,0.8314696123025455,0.7071067811865474,0.0,0.7071067811865477,0.7071067811865474,0.0,0.7071067811865477,0.8314696123025452,0.0,0.5555702330196022,0.8314696123025452,0.0,0.5555702330196022,0.9238795325112865,0.0,0.3826834323650904,0.9238795325112865,0.0,0.3826834323650904,0.9807852804032303,0.0,0.19509032201612872,0.9807852804032303,0.0,0.19509032201612872,1.0,0.0,0.0,1.0,2.0,0.0,0.9807852804032304,2.0,-0.19509032201612825,0.9807852804032304,2.0,-0.19509032201612825,0.9238795325112867,2.0,-0.3826834323650898,0.9238795325112867,2.0,-0.3826834323650898,0.8314696123025452,2.0,-0.5555702330196022,0.8314696123025452,2.0,-0.5555702330196022,0.7071067811865476,2.0,-0.7071067811865475,0.7071067811865476,2.0,-0.7071067811865475,0.5555702330196023,2.0,-0.8314696123025452,0.5555702330196023,2.0,-0.8314696123025452,0.38268343236508984,2.0,-0.9238795325112867,0.38268343236508984,2.0,-0.9238795325112867,0.19509032201612833,2.0,-0.9807852804032304,0.19509032201612833,2.0,-0.9807852804032304,6.123233995736766e-17,2.0,-1.0,6.123233995736766e-17,2.0,-1.0,-0.1950903220161282,2.0,-0.9807852804032304,-0.1950903220161282,2.0,-0.9807852804032304,-0.3826834323650897,2.0,-0.9238795325112867,-0.3826834323650897,2.0,-0.9238795325112867,-0.555570233019602,2.0,-0.8314696123025453,-0.555570233019602,2.0,-0.8314696123025453,-0.7071067811865475,2.0,-0.7071067811865476,-0.7071067811865475,2.0,-0.7071067811865476,-0.8314696123025453,2.0,-0.5555702330196022,-0.8314696123025453,2.0,-0.5555702330196022,-0.9238795325112867,2.0,-0.3826834323650899,-0.9238795325112867,2.0,-0.3826834323650899,-0.9807852804032304,2.0,-0.1950903220161286,-0.9807852804032304,2.0,-0.1950903220161286,-1.0,2.0,-1.2246467991473532e-16,-1.0,2.0,-1.2246467991473532e-16,-0.9807852804032304,2.0,0.19509032201612836,-0.9807852804032304,2.0,0.19509032201612836,-0.9238795325112868,2.0,0.38268343236508967,-0.9238795325112868,2.0,0.38268343236508967,-0.8314696123025455,2.0,0.555570233019602,-0.8314696123025455,2.0,0.555570233019602,-0.7071067811865477,2.0,0.7071067811865475,-0.7071067811865477,2.0,0.7071067811865475,-0.5555702330196022,2.0,0.8314696123025452,-0.5555702330196022,2.0,0.8314696123025452,-0.38268343236509034,2.0,0.9238795325112865,-0.38268343236509034,2.0,0.9238795325112865,-0.19509032201612866,2.0,0.9807852804032303,-0.19509032201612866,2.0,0.9807852804032303,-1.8369701987210297e-16,2.0,1.0,-1.8369701987210297e-16,2.0,1.0,0.1950903220161283,2.0,0.9807852804032304,0.1950903220161283,2.0,0.9807852804032304,0.38268343236509,2.0,0.9238795325112866,0.38268343236509,2.0,0.9238795325112866,0.5555702330196018,2.0,0.8314696123025455,0.5555702330196018,2.0,0.8314696123025455,0.7071067811865474,2.0,0.7071067811865477,0.7071067811865474,2.0,0.7071067811865477,0.8314696123025452,2.0,0.5555702330196022,0.8314696123025452,2.0,0.5555702330196022,0.9238795325112865,2.0,0.3826834323650904,0.9238795325112865,2.0,0.3826834323650904,0.9807852804032303,2.0,0.19509032201612872,0.9807852804032303,2.0,0.19509032201612872,1.0,2.0,0.0,0.4,0.0,0.0,0.3923141121612922,0.0,-0.0780361288064513,0.3923141121612922,0.0,-0.0780361288064513,0.36955181300451473,0.0,-0.15307337294603593,0.36955181300451473,0.0,-0.15307337294603593,0.3325878449210181,0.0,-0.22222809320784087,0.3325878449210181,0.0,-0.22222809320784087,0.28284271247461906,0.0,-0.282842712474619,0.28284271247461906,0.0,-0.282842712474619,0.22222809320784093,0.0,-0.3325878449210181,0.22222809320784093,0.0,-0.3325878449210181,0.15307337294603596,0.0,-0.36955181300451473,0.15307337294603596,0.0,-0.36955181300451473,0.07803612880645133,0.0,-0.3923141121612922,0.07803612880645133,0.0,-0.3923141121612922,2.4492935982947065e-17,0.0,-0.4,2.4492935982947065e-17,0.0,-0.4,-0.07803612880645128,0.0,-0.3923141121612922,-0.07803612880645128,0.0,-0.3923141121612922,-0.1530733729460359,0.0,-0.36955181300451473,-0.1530733729460359,0.0,-0.36955181300451473,-0.2222280932078408,0.0,-0.33258784492101817,-0.2222280932078408,0.0,-0.33258784492101817,-0.282842712474619,0.0,-0.28284271247461906,-0.282842712474619,0.0,-0.28284271247461906,-0.33258784492101817,0.0,-0.22222809320784087,-0.33258784492101817,0.0,-0.22222809320784087,-0.36955181300451473,0.0,-0.15307337294603596,-0.36955181300451473,0.0,-0.15307337294603596,-0.3923141121612922,0.0,-0.07803612880645144,-0.3923141121612922,0.0,-0.07803612880645144,-0.4,0.0,-4.898587196589413e-17,-0.4,0.0,-4.898587196589413e-17,-0.3923141121612922,0.0,0.07803612880645135,-0.3923141121612922,0.0,0.07803612880645135,-0.3695518130045148,0.0,0.15307337294603587,-0.3695518130045148,0.0,0.15307337294603587,-0.3325878449210182,0.0,0.2222280932078408,-0.3325878449210182,0.0,0.2222280932078408,-0.28284271247461906,0.0,0.282842712474619,-0.28284271247461906,0.0,0.282842712474619,-0.22222809320784087,0.0,0.3325878449210181,-0.22222809320784087,0.0,0.3325878449210181,-0.15307337294603615,0.0,0.3695518130045146,-0.15307337294603615,0.0,0.3695518130045146,-0.07803612880645147,0.0,0.39231411216129214,-0.07803612880645147,0.0,0.39231411216129214,-7.347880794884119e-17,0.0,0.4,-7.347880794884119e-17,0.0,0.4,0.07803612880645133,0.0,0.3923141121612922,0.07803612880645133,0.0,0.3923141121612922,0.153073372946036,0.0,0.3695518130045147,0.153073372946036,0.0,0.3695518130045147,0.22222809320784076,0.0,0.3325878449210182,0.22222809320784076,0.0,0.3325878449210182,0.28284271247461895,0.0,0.28284271247461906,0.28284271247461895,0.0,0.28284271247461906,0.3325878449210181,0.0,0.22222809320784087,0.3325878449210181,0.0,0.22222809320784087,0.3695518130045146,0.0,0.15307337294603618,0.3695518130045146,0.0,0.15307337294603618,0.39231411216129214,0.0,0.0780361288064515,0.39231411216129214,0.0,0.0780361288064515,0.4,0.0,0.0,0.4,2.0,0.0,0.3923141121612922,2.0,-0.0780361288064513,0.3923141121612922,2.0,-0.0780361288064513,0.36955181300451473,2.0,-0.15307337294603593,0.36955181300451473,2.0,-0.15307337294603593,0.3325878449210181,2.0,-0.22222809320784087,0.3325878449210181,2.0,-0.22222809320784087,0.28284271247461906,2.0,-0.282842712474619,0.28284271247461906,2.0,-0.282842712474619,0.22222809320784093,2.0,-0.3325878449210181,0.22222809320784093,2.0,-0.3325878449210181,0.15307337294603596,2.0,-0.36955181300451473,0.15307337294603596,2.0,-0.36955181300451473,0.07803612880645133,2.0,-0.3923141121612922,0.07803612880645133,2.0,-0.3923141121612922,2.4492935982947065e-17,2.0,-0.4,2.4492935982947065e-17,2.0,-0.4,-0.07803612880645128,2.0,-0.3923141121612922,-0.07803612880645128,2.0,-0.3923141121612922,-0.1530733729460359,2.0,-0.36955181300451473,-0.1530733729460359,2.0,-0.36955181300451473,-0.2222280932078408,2.0,-0.33258784492101817,-0.2222280932078408,2.0,-0.33258784492101817,-0.282842712474619,2.0,-0.28284271247461906,-0.282842712474619,2.0,-0.28284271247461906,-0.33258784492101817,2.0,-0.22222809320784087,-0.33258784492101817,2.0,-0.22222809320784087,-0.36955181300451473,2.0,-0.15307337294603596,-0.36955181300451473,2.0,-0.15307337294603596,-0.3923141121612922,2.0,-0.07803612880645144,-0.3923141121612922,2.0,-0.07803612880645144,-0.4,2.0,-4.898587196589413e-17,-0.4,2.0,-4.898587196589413e-17,-0.3923141121612922,2.0,0.07803612880645135,-0.3923141121612922,2.0,0.07803612880645135,-0.3695518130045148,2.0,0.15307337294603587,-0.3695518130045148,2.0,0.15307337294603587,-0.3325878449210182,2.0,0.2222280932078408,-0.3325878449210182,2.0,0.2222280932078408,-0.28284271247461906,2.0,0.282842712474619,-0.28284271247461906,2.0,0.282842712474619,-0.22222809320784087,2.0,0.3325878449210181,-0.22222809320784087,2.0,0.3325878449210181,-0.15307337294603615,2.0,0.3695518130045146,-0.15307337294603615,2.0,0.3695518130045146,-0.07803612880645147,2.0,0.39231411216129214,-0.07803612880645147,2.0,0.39231411216129214,-7.347880794884119e-17,2.0,0.4,-7.347880794884119e-17,2.0,0.4,0.07803612880645133,2.0,0.3923141121612922,0.07803612880645133,2.0,0.3923141121612922,0.153073372946036,2.0,0.3695518130045147,0.153073372946036,2.0,0.3695518130045147,0.22222809320784076,2.0,0.3325878449210182,0.22222809320784076,2.0,0.3325878449210182,0.28284271247461895,2.0,0.28284271247461906,0.28284271247461895,2.0,0.28284271247461906,0.3325878449210181,2.0,0.22222809320784087,0.3325878449210181,2.0,0.22222809320784087,0.3695518130045146,2.0,0.15307337294603618,0.3695518130045146,2.0,0.15307337294603618,0.39231411216129214,2.0,0.0780361288064515,0.39231411216129214,2.0,0.0780361288064515,0.4,2.0,0.0],"positions":[1.0,0.0,0.0,0.9807852804032304,0.0,-0.19509032201612825,0.9238795325112867,0.0,-0.3826834323650898,0.8314696123025452,0.0,-0.5555702330196022,0.7071067811865476,0.0,-0.7071067811865475,0.5555702330196023,0.0,-0.8314696123025452,0.38268343236508984,0.0,-0.9238795325112867,0.19509032201612833,0.0,-0.9807852804032304,6.123233995736766e-17,0.0,-1.0,-0.1950903220161282,0.0,-0.9807852804032304,-0.3826834323650897,0.0,-0.9238795325112867,-0.555570233019602,0.0,-0.8314696123025453,-0.7071067811865475,0.0,-0.7071067811865476,-0.8314696123025453,0.0,-0.5555702330196022,-0.9238795325112867,0.0,-0.3826834323650899,-0.9807852804032304,0.0,-0.1950903220161286,-1.0,0.0,-1.2246467991473532e-16,-0.9807852804032304,0.0,0.19509032201612836,-0.9238795325112868,0.0,0.38268343236508967,-0.8314696123025455,0.0,0.555570233019602,-0.7071067811865477,0.0,0.7071067811865475,-0.5555702330196022,0.0,0.8314696123025452,-0.38268343236509034,0.0,0.9238795325112865,-0.19509032201612866,0.0,0.9807852804032303,-1.8369701987210297e-16,0.0,1.0,0.1950903220161283,0.0,0.9807852804032304,0.38268343236509,0.0,0.9238795325112866,0.5555702330196018,0.0,0.8314696123025455,0.7071067811865474,0.0,0.7071067811865477,0.8314696123025452,0.0,0.5555702330196022,0.9238795325112865,0.0,0.3826834323650904,0.9807852804032303,0.0,0.19509032201612872,1.0,0.0,0.0,1.0,2.0,0.0,0.9807852804032304,2.0,-0.19509032201612825,0.9238795325112867,2.0,-0.3826834323650898,0.8314696123025452,2.0,-0.5555702330196022,0.7071067811865476,2.0,-0.7071067811865475,0.5555702330196023,2.0,-0.8314696123025452,0.38268343236508984,2.0,-0.9238795325112867,0.19509032201612833,2.0,-0.9807852804032304,6.123233995736766e-17,2.0,-1.0,-0.1950903220161282,2.0,-0.9807852804032304,-0.3826834323650897,2.0,-0.9238795325112867,-0.555570233019602,2.0,-0.8314696123025453,-0.7071067811865475,2.0,-0.7071067811865476,-0.8314696123025453,2.0,-0.5555702330196022,-0.9238795325112867,2.0,-0.3826834323650899,-0.9807852804032304,2.0,-0.1950903220161286,-1.0,2.0,-1.2246467991473532e-16,-0.9807852804032304,2.0,0.19509032201612836,-0.9238795325112868,2.0,0.38268343236508967,-0.8314696123025455,2.0,0.555570233019602,-0.7071067811865477,2.0,0.7071067811865475,-0.5555702330196022,2.0,0.8314696123025452,-0.38268343236509034,2.0,0.9238795325112865,-0.19509032201612866,2.0,0.9807852804032303,-1.8369701987210297e-16,2.0,1.0,0.1950903220161283,2.0,0.9807852804032304,0.38268343236509,2.0,0.9238795325112866,0.5555702330196018,2.0,0.8314696123025455,0.7071067811865474,2.0,0.7071067811865477,0.8314696123025452,2.0,0.5555702330196022,0.9238795325112865,2.0,0.3826834323650904,0.9807852804032303,2.0,0.19509032201612872,1.0,2.0,0.0,0.4,0.0,0.0,0.3923141121612922,0.0,-0.0780361288064513,0.36955181300451473,0.0,-0.15307337294603593,0.3325878449210181,0.0,-0.22222809320784087,0.28284271247461906,0.0,-0.282842712474619,0.22222809320784093,0.0,-0.3325878449210181,0.15307337294603596,0.0,-0.36955181300451473,0.07803612880645133,0.0,-0.3923141121612922,2.4492935982947065e-17,0.0,-0.4,-0.07803612880645128,0.0,-0.3923141121612922,-0.1530733729460359,0.0,-0.36955181300451473,-0.2222280932078408,0.0,-0.33258784492101817,-0.282842712474619,0.0,-0.28284271247461906,-0.33258784492101817,0.0,-0.22222809320784087,-0.36955181300451473,0.0,-0.15307337294603596,-0.3923141121612922,0.0,-0.07803612880645144,-0.4,0.0,-4.898587196589413e-17,-0.3923141121612922,0.0,0.07803612880645135,-0.3695518130045148,0.0,0.15307337294603587,-0.3325878449210182,0.0,0.2222280932078408,-0.28284271247461906,0.0,0.282842712474619,-0.22222809320784087,0.0,0.3325878449210181,-0.15307337294603615,0.0,0.3695518130045146,-0.07803612880645147,0.0,0.39231411216129214,-7.347880794884119e-17,0.0,0.4,0.07803612880645133,0.0,0.3923141121612922,0.153073372946036,0.0,0.3695518130045147,0.22222809320784076,0.0,0.3325878449210182,0.28284271247461895,0.0,0.28284271247461906,0.3325878449210181,0.0,0.22222809320784087,0.3695518130045146,0.0,0.15307337294603618,0.39231411216129214,0.0,0.0780361288064515,0.4,0.0,0.0,0.4,2.0,0.0,0.3923141121612922,2.0,-0.0780361288064513,0.36955181300451473,2.0,-0.15307337294603593,0.3325878449210181,2.0,-0.22222809320784087,0.28284271247461906,2.0,-0.282842712474619,0.22222809320784093,2.0,-0.3325878449210181,0.15307337294603596,2.0,-0.36955181300451473,0.07803612880645133,2.0,-0.3923141121612922,2.4492935982947065e-17,2.0,-0.4,-0.07803612880645128,2.0,-0.3923141121612922,-0.1530733729460359,2.0,-0.36955181300451473,-0.2222280932078408,2.0,-0.33258784492101817,-0.282842712474619,2.0,-0.28284271247461906,-0.33258784492101817,2.0,-0.22222809320784087,-0.36955181300451473,2.0,-0.15307337294603596,-0.3923141121612922,2.0,-0.07803612880645144,-0.4,2.0,-4.898587196589413e-17,-0.3923141121612922,2.0,0.07803612880645135,-0.3695518130045148,2.0,0.15307337294603587,-0.3325878449210182,2.0,0.2222280932078408,-0.28284271247461906,2.0,0.282842712474619,-0.22222809320784087,2.0,0.3325878449210181,-0.15307337294603615,2.0,0.3695518130045146,-0.07803612880645147,2.0,0.39231411216129214,-7.347880794884119e-17,2.0,0.4,0.07803612880645133,2.0,0.3923141121612922,0.153073372946036,2.0,0.3695518130045147,0.22222809320784076,2.0,0.3325878449210182,0.28284271247461895,2.0,0.28284271247461906,0.3325878449210181,2.0,0.22222809320784087,0.3695518130045146,2.0,0.15307337294603618,0.39231411216129214,2.0,0.0780361288064515,0.4,2.0,0.0,1.0,0.0,0.0,0.9807852804032303,0.0,0.19509032201612872,0.9238795325112865,0.0,0.3826834323650904,0.8314696123025452,0.0,0.5555702330196022,0.7071067811865474,0.0,0.7071067811865477,0.5555702330196018,0.0,0.8314696123025455,0.38268343236509,0.0,0.9238795325112866,0.1950903220161283,0.0,0.9807852804032304,-1.8369701987210297e-16,0.0,1.0,-0.19509032201612866,0.0,0.9807852804032303,-0.38268343236509034,0.0,0.9238795325112865,-0.5555702330196022,0.0,0.8314696123025452,-0.7071067811865477,0.0,0.7071067811865475,-0.8314696123025455,0.0,0.555570233019602,-0.9238795325112868,0.0,0.38268343236508967,-0.9807852804032304,0.0,0.19509032201612836,-1.0,0.0,-1.2246467991473532e-16,-0.9807852804032304,0.0,-0.1950903220161286,-0.9238795325112867,0.0,-0.3826834323650899,-0.8314696123025453,0.0,-0.5555702330196022,-0.7071067811865475,0.0,-0.7071067811865476,-0.555570233019602,0.0,-0.8314696123025453,-0.3826834323650897,0.0,-0.9238795325112867,-0.1950903220161282,0.0,-0.9807852804032304,6.123233995736766e-17,0.0,-1.0,0.19509032201612833,0.0,-0.9807852804032304,0.38268343236508984,0.0,-0.9238795325112867,0.5555702330196023,0.0,-0.8314696123025452,0.7071067811865476,0.0,-0.7071067811865475,0.8314696123025452,0.0,-0.5555702330196022,0.9238795325112867,0.0,-0.3826834323650898,0.9807852804032304,0.0,-0.19509032201612825,0.4,0.0,0.0,0.39231411216129214,0.0,0.0780361288064515,0.3695518130045146,0.0,0.15307337294603618,0.3325878449210181,0.0,0.22222809320784087,0.28284271247461895,0.0,0.28284271247461906,0.22222809320784076,0.0,0.3325878449210182,0.153073372946036,0.0,0.3695518130045147,0.07803612880645133,0.0,0.3923141121612922,-7.347880794884119e-17,0.0,0.4,-0.07803612880645147,0.0,0.39231411216129214,-0.15307337294603615,0.0,0.3695518130045146,-0.22222809320784087,0.0,0.3325878449210181,-0.28284271247461906,0.0,0.282842712474619,-0.3325878449210182,0.0,0.2222280932078408,-0.3695518130045148,0.0,0.15307337294603587,-0.3923141121612922,0.0,0.07803612880645135,-0.4,0.0,-4.898587196589413e-17,-0.3923141121612922,0.0,-0.07803612880645144,-0.36955181300451473,0.0,-0.15307337294603596,-0.33258784492101817,0.0,-0.22222809320784087,-0.282842712474619,0.0,-0.28284271247461906,-0.2222280932078408,0.0,-0.33258784492101817,-0.1530733729460359,0.0,-0.36955181300451473,-0.07803612880645128,0.0,-0.3923141121612922,2.4492935982947065e-17,0.0,-0.4,0.07803612880645133,0.0,-0.3923141121612922,0.15307337294603596,0.0,-0.36955181300451473,0.22222809320784093,0.0,-0.3325878449210181,0.28284271247461906,0.0,-0.282842712474619,0.3325878449210181,0.0,-0.22222809320784087,0.36955181300451473,0.0,-0.15307337294603593,0.3923141121612922,0.0,-0.0780361288064513,1.0,2.0,0.0,0.9807852804032304,2.0,-0.19509032201612825,0.9238795325112867,2.0,-0.3826834323650898,0.8314696123025452,2.0,-0.5555702330196022,0.7071067811865476,2.0,-0.7071067811865475,0.5555702330196023,2.0,-0.8314696123025452,0.38268343236508984,2.0,-0.9238795325112867,0.19509032201612833,2.0,-0.9807852804032304,6.123233995736766e-17,2.0,-1.0,-0.1950903220161282,2.0,-0.9807852804032304,-0.3826834323650897,2.0,-0.9238795325112867,-0.555570233019602,2.0,-0.8314696123025453,-0.7071067811865475,2.0,-0.7071067811865476,-0.8314696123025453,2.0,-0.5555702330196022,-0.9238795325112867,2.0,-0.3826834323650899,-0.9807852804032304,2.0,-0.1950903220161286,-1.0,2.0,-1.2246467991473532e-16,-0.9807852804032304,2.0,0.19509032201612836,-0.9238795325112868,2.0,0.38268343236508967,-0.8314696123025455,2.0,0.555570233019602,-0.7071067811865477,2.0,0.7071067811865475,-0.5555702330196022,2.0,0.8314696123025452,-0.38268343236509034,2.0,0.9238795325112865,-0.19509032201612866,2.0,0.9807852804032303,-1.8369701987210297e-16,2.0,1.0,0.1950903220161283,2.0,0.9807852804032304,0.38268343236509,2.0,0.9238795325112866,0.5555702330196018,2.0,0.8314696123025455,0.7071067811865474,2.0,0.7071067811865477,0.8314696123025452,2.0,0.5555702330196022,0.9238795325112865,2.0,0.3826834323650904,0.9807852804032303,2.0,0.19509032201612872,0.4,2.0,0.0,0.3923141121612922,2.0,-0.0780361288064513,0.36955181300451473,2.0,-0.15307337294603593,0.3325878449210181,2.0,-0.22222809320784087,0.28284271247461906,2.0,-0.282842712474619,0.22222809320784093,2.0,-0.3325878449210181,0.15307337294603596,2.0,-0.36955181300451473,0.07803612880645133,2.0,-0.3923141121612922,2.4492935982947065e-17,2.0,-0.4,-0.07803612880645128,2.0,-0.3923141121612922,-0.1530733729460359,2.0,-0.36955181300451473,-0.2222280932078408,2.0,-0.33258784492101817,-0.282842712474619,2.0,-0.28284271247461906,-0.33258784492101817,2.0,-0.22222809320784087,-0.36955181300451473,2.0,-0.15307337294603596,-0.3923141121612922,2.0,-0.07803612880645144,-0.4,2.0,-4.898587196589413e-17,-0.3923141121612922,2.0,0.07803612880645135,-0.3695518130045148,2.0,0.15307337294603587,-0.3325878449210182,2.0,0.2222280932078408,-0.28284271247461906,2.0,0.282842712474619,-0.22222809320784087,2.0,0.3325878449210181,-0.15307337294603615,2.0,0.3695518130045146,-0.07803612880645147,2.0,0.39231411216129214,-7.347880794884119e-17,2.0,0.4,0.07803612880645133,2.0,0.3923141121612922,0.153073372946036,2.0,0.3695518130045147,0.22222809320784076,2.0,0.3325878449210182,0.28284271247461895,2.0,0.28284271247461906,0.3325878449210181,2.0,0.22222809320784087,0.3695518130045146,2.0,0.15307337294603618,0.39231411216129214,2.0,0.0780361288064515],"revision":0,"triangleFaceIds":[0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3]}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/arc-edged-extrusion-with-holes.brep.json b/main/opengeometry/tests/fixtures/cases/arc-edged-extrusion-with-holes.brep.json
new file mode 100644
index 0000000..c75fd0d
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/arc-edged-extrusion-with-holes.brep.json
@@ -0,0 +1 @@
+{"schema_version":2,"id":"arc-edged-extrusion-with-holes","revision":0,"geometry":{"surfaces":[{"kind":"Plane","frame":{"origin":[0.0,2.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]}},{"kind":"Plane","frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]}},{"kind":"Plane","frame":{"origin":[-2.0,0.0,2.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]}},{"kind":"Cylinder","frame":{"origin":[2.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"radius":2.0},{"kind":"Plane","frame":{"origin":[2.0,0.0,-2.0],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]}},{"kind":"Plane","frame":{"origin":[-2.0,0.0,-2.0],"x":[0.0,0.0,1.0],"y":[0.0,1.0,-0.0],"z":[-1.0,0.0,0.0]}},{"kind":"Plane","frame":{"origin":[-0.5,0.0,0.5],"x":[0.0,0.0,-1.0],"y":[0.0,1.0,0.0],"z":[1.0,-0.0,0.0]}},{"kind":"Plane","frame":{"origin":[-0.5,0.0,-0.5],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]}},{"kind":"Plane","frame":{"origin":[0.5,0.0,-0.5],"x":[0.0,0.0,1.0],"y":[0.0,1.0,-0.0],"z":[-1.0,0.0,0.0]}},{"kind":"Plane","frame":{"origin":[0.5,0.0,0.5],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]}}],"curves":[{"kind":"Line","origin":[-2.0,0.0,2.0],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[-2.0,2.0,2.0],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[-2.0,0.0,2.0],"direction":[0.0,1.0,0.0]},{"kind":"Circle","frame":{"origin":[2.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"radius":2.0},{"kind":"Circle","frame":{"origin":[2.0,2.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"radius":2.0},{"kind":"Line","origin":[2.0,0.0,2.0],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[2.0,0.0,-2.0],"direction":[-1.0,0.0,0.0]},{"kind":"Line","origin":[2.0,2.0,-2.0],"direction":[-1.0,0.0,0.0]},{"kind":"Line","origin":[2.0,0.0,-2.0],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[-2.0,0.0,-2.0],"direction":[0.0,0.0,1.0]},{"kind":"Line","origin":[-2.0,2.0,-2.0],"direction":[0.0,0.0,1.0]},{"kind":"Line","origin":[-2.0,0.0,-2.0],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[-0.5,0.0,0.5],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[-0.5,2.0,0.5],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[-0.5,0.0,0.5],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[-0.5,0.0,-0.5],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[-0.5,2.0,-0.5],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[-0.5,0.0,-0.5],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[0.5,0.0,-0.5],"direction":[0.0,0.0,1.0]},{"kind":"Line","origin":[0.5,2.0,-0.5],"direction":[0.0,0.0,1.0]},{"kind":"Line","origin":[0.5,0.0,-0.5],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[0.5,0.0,0.5],"direction":[-1.0,0.0,0.0]},{"kind":"Line","origin":[0.5,2.0,0.5],"direction":[-1.0,0.0,0.0]},{"kind":"Line","origin":[0.5,0.0,0.5],"direction":[0.0,1.0,0.0]}],"pcurves":[{"kind":"Line2","origin":[-2.0,-2.0],"direction":[1.0,0.0]},{"kind":"Conic2","origin":[2.0,0.0],"axis_a":[2.0,0.0],"axis_b":[0.0,2.0]},{"kind":"Line2","origin":[2.0,2.0],"direction":[-1.0,0.0]},{"kind":"Line2","origin":[-2.0,2.0],"direction":[0.0,-1.0]},{"kind":"Line2","origin":[-0.5,-0.5],"direction":[0.0,1.0]},{"kind":"Line2","origin":[-0.5,0.5],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.5,0.5],"direction":[0.0,-1.0]},{"kind":"Line2","origin":[0.5,-0.5],"direction":[-1.0,0.0]},{"kind":"Line2","origin":[-2.0,-2.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[2.0,-2.0],"direction":[-1.0,0.0]},{"kind":"Conic2","origin":[2.0,0.0],"axis_a":[2.0,0.0],"axis_b":[0.0,-2.0]},{"kind":"Line2","origin":[-2.0,2.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.5,0.5],"direction":[-1.0,0.0]},{"kind":"Line2","origin":[0.5,-0.5],"direction":[0.0,1.0]},{"kind":"Line2","origin":[-0.5,-0.5],"direction":[1.0,0.0]},{"kind":"Line2","origin":[-0.5,0.5],"direction":[0.0,-1.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[4.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,2.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[1.5707963267948966,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,2.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[-1.5707963267948966,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[4.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,2.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[4.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,2.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[1.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,2.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[1.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,2.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[1.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,2.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[1.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,2.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[0.0,1.0]}],"intersections":[]},"topology":{"vertices":[{"id":0,"position":[-2.0,0.0,2.0],"outgoing_halfedge":8,"tolerance":1e-8},{"id":1,"position":[2.0,0.0,2.0],"outgoing_halfedge":11,"tolerance":1e-8},{"id":2,"position":[2.0,0.0,-2.0],"outgoing_halfedge":10,"tolerance":1e-8},{"id":3,"position":[-2.0,0.0,-2.0],"outgoing_halfedge":9,"tolerance":1e-8},{"id":4,"position":[-2.0,2.0,2.0],"outgoing_halfedge":0,"tolerance":1e-8},{"id":5,"position":[2.0,2.0,2.0],"outgoing_halfedge":1,"tolerance":1e-8},{"id":6,"position":[2.0,2.0,-2.0],"outgoing_halfedge":2,"tolerance":1e-8},{"id":7,"position":[-2.0,2.0,-2.0],"outgoing_halfedge":3,"tolerance":1e-8},{"id":8,"position":[-0.5,0.0,0.5],"outgoing_halfedge":12,"tolerance":1e-8},{"id":9,"position":[-0.5,0.0,-0.5],"outgoing_halfedge":15,"tolerance":1e-8},{"id":10,"position":[0.5,0.0,-0.5],"outgoing_halfedge":14,"tolerance":1e-8},{"id":11,"position":[0.5,0.0,0.5],"outgoing_halfedge":13,"tolerance":1e-8},{"id":12,"position":[-0.5,2.0,0.5],"outgoing_halfedge":4,"tolerance":1e-8},{"id":13,"position":[-0.5,2.0,-0.5],"outgoing_halfedge":5,"tolerance":1e-8},{"id":14,"position":[0.5,2.0,-0.5],"outgoing_halfedge":6,"tolerance":1e-8},{"id":15,"position":[0.5,2.0,0.5],"outgoing_halfedge":7,"tolerance":1e-8}],"edges":[{"id":0,"geometry":{"kind":"Curve","curve":0,"range":{"lo":0.0,"hi":4.0}},"halfedge":11,"twin_halfedge":16,"tolerance":1e-8,"chart_seam":false},{"id":1,"geometry":{"kind":"Curve","curve":1,"range":{"lo":0.0,"hi":4.0}},"halfedge":0,"twin_halfedge":18,"tolerance":1e-8,"chart_seam":false},{"id":2,"geometry":{"kind":"Curve","curve":2,"range":{"lo":0.0,"hi":2.0}},"halfedge":19,"twin_halfedge":29,"tolerance":1e-8,"chart_seam":false},{"id":3,"geometry":{"kind":"Curve","curve":3,"range":{"lo":-1.5707963267948966,"hi":1.5707963267948966}},"halfedge":10,"twin_halfedge":20,"tolerance":1e-8,"chart_seam":false},{"id":4,"geometry":{"kind":"Curve","curve":4,"range":{"lo":-1.5707963267948966,"hi":1.5707963267948966}},"halfedge":1,"twin_halfedge":22,"tolerance":1e-8,"chart_seam":false},{"id":5,"geometry":{"kind":"Curve","curve":5,"range":{"lo":0.0,"hi":2.0}},"halfedge":17,"twin_halfedge":23,"tolerance":1e-8,"chart_seam":false},{"id":6,"geometry":{"kind":"Curve","curve":6,"range":{"lo":0.0,"hi":4.0}},"halfedge":9,"twin_halfedge":24,"tolerance":1e-8,"chart_seam":false},{"id":7,"geometry":{"kind":"Curve","curve":7,"range":{"lo":0.0,"hi":4.0}},"halfedge":2,"twin_halfedge":26,"tolerance":1e-8,"chart_seam":false},{"id":8,"geometry":{"kind":"Curve","curve":8,"range":{"lo":0.0,"hi":2.0}},"halfedge":21,"twin_halfedge":27,"tolerance":1e-8,"chart_seam":false},{"id":9,"geometry":{"kind":"Curve","curve":9,"range":{"lo":0.0,"hi":4.0}},"halfedge":8,"twin_halfedge":28,"tolerance":1e-8,"chart_seam":false},{"id":10,"geometry":{"kind":"Curve","curve":10,"range":{"lo":0.0,"hi":4.0}},"halfedge":3,"twin_halfedge":30,"tolerance":1e-8,"chart_seam":false},{"id":11,"geometry":{"kind":"Curve","curve":11,"range":{"lo":0.0,"hi":2.0}},"halfedge":25,"twin_halfedge":31,"tolerance":1e-8,"chart_seam":false},{"id":12,"geometry":{"kind":"Curve","curve":12,"range":{"lo":0.0,"hi":1.0}},"halfedge":15,"twin_halfedge":32,"tolerance":1e-8,"chart_seam":false},{"id":13,"geometry":{"kind":"Curve","curve":13,"range":{"lo":0.0,"hi":1.0}},"halfedge":4,"twin_halfedge":34,"tolerance":1e-8,"chart_seam":false},{"id":14,"geometry":{"kind":"Curve","curve":14,"range":{"lo":0.0,"hi":2.0}},"halfedge":35,"twin_halfedge":45,"tolerance":1e-8,"chart_seam":false},{"id":15,"geometry":{"kind":"Curve","curve":15,"range":{"lo":0.0,"hi":1.0}},"halfedge":14,"twin_halfedge":36,"tolerance":1e-8,"chart_seam":false},{"id":16,"geometry":{"kind":"Curve","curve":16,"range":{"lo":0.0,"hi":1.0}},"halfedge":5,"twin_halfedge":38,"tolerance":1e-8,"chart_seam":false},{"id":17,"geometry":{"kind":"Curve","curve":17,"range":{"lo":0.0,"hi":2.0}},"halfedge":33,"twin_halfedge":39,"tolerance":1e-8,"chart_seam":false},{"id":18,"geometry":{"kind":"Curve","curve":18,"range":{"lo":0.0,"hi":1.0}},"halfedge":13,"twin_halfedge":40,"tolerance":1e-8,"chart_seam":false},{"id":19,"geometry":{"kind":"Curve","curve":19,"range":{"lo":0.0,"hi":1.0}},"halfedge":6,"twin_halfedge":42,"tolerance":1e-8,"chart_seam":false},{"id":20,"geometry":{"kind":"Curve","curve":20,"range":{"lo":0.0,"hi":2.0}},"halfedge":37,"twin_halfedge":43,"tolerance":1e-8,"chart_seam":false},{"id":21,"geometry":{"kind":"Curve","curve":21,"range":{"lo":0.0,"hi":1.0}},"halfedge":12,"twin_halfedge":44,"tolerance":1e-8,"chart_seam":false},{"id":22,"geometry":{"kind":"Curve","curve":22,"range":{"lo":0.0,"hi":1.0}},"halfedge":7,"twin_halfedge":46,"tolerance":1e-8,"chart_seam":false},{"id":23,"geometry":{"kind":"Curve","curve":23,"range":{"lo":0.0,"hi":2.0}},"halfedge":41,"twin_halfedge":47,"tolerance":1e-8,"chart_seam":false}],"halfedges":[{"id":0,"from":4,"to":5,"twin":18,"next":1,"prev":3,"edge":1,"face":0,"loop_ref":0,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":0,"periodic_lift":[0,0]}},{"id":1,"from":5,"to":6,"twin":22,"next":2,"prev":0,"edge":4,"face":0,"loop_ref":0,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":1,"periodic_lift":[0,0]}},{"id":2,"from":6,"to":7,"twin":26,"next":3,"prev":1,"edge":7,"face":0,"loop_ref":0,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":2,"periodic_lift":[0,0]}},{"id":3,"from":7,"to":4,"twin":30,"next":0,"prev":2,"edge":10,"face":0,"loop_ref":0,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":3,"periodic_lift":[0,0]}},{"id":4,"from":12,"to":13,"twin":34,"next":5,"prev":7,"edge":13,"face":0,"loop_ref":1,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":4,"periodic_lift":[0,0]}},{"id":5,"from":13,"to":14,"twin":38,"next":6,"prev":4,"edge":16,"face":0,"loop_ref":1,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":5,"periodic_lift":[0,0]}},{"id":6,"from":14,"to":15,"twin":42,"next":7,"prev":5,"edge":19,"face":0,"loop_ref":1,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":6,"periodic_lift":[0,0]}},{"id":7,"from":15,"to":12,"twin":46,"next":4,"prev":6,"edge":22,"face":0,"loop_ref":1,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":7,"periodic_lift":[0,0]}},{"id":8,"from":0,"to":3,"twin":28,"next":9,"prev":11,"edge":9,"face":1,"loop_ref":2,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":8,"periodic_lift":[0,0]}},{"id":9,"from":3,"to":2,"twin":24,"next":10,"prev":8,"edge":6,"face":1,"loop_ref":2,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":9,"periodic_lift":[0,0]}},{"id":10,"from":2,"to":1,"twin":20,"next":11,"prev":9,"edge":3,"face":1,"loop_ref":2,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":10,"periodic_lift":[0,0]}},{"id":11,"from":1,"to":0,"twin":16,"next":8,"prev":10,"edge":0,"face":1,"loop_ref":2,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":11,"periodic_lift":[0,0]}},{"id":12,"from":8,"to":11,"twin":44,"next":13,"prev":15,"edge":21,"face":1,"loop_ref":3,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":12,"periodic_lift":[0,0]}},{"id":13,"from":11,"to":10,"twin":40,"next":14,"prev":12,"edge":18,"face":1,"loop_ref":3,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":13,"periodic_lift":[0,0]}},{"id":14,"from":10,"to":9,"twin":36,"next":15,"prev":13,"edge":15,"face":1,"loop_ref":3,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":14,"periodic_lift":[0,0]}},{"id":15,"from":9,"to":8,"twin":32,"next":12,"prev":14,"edge":12,"face":1,"loop_ref":3,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":15,"periodic_lift":[0,0]}},{"id":16,"from":0,"to":1,"twin":11,"next":17,"prev":19,"edge":0,"face":2,"loop_ref":4,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":16,"periodic_lift":[0,0]}},{"id":17,"from":1,"to":5,"twin":23,"next":18,"prev":16,"edge":5,"face":2,"loop_ref":4,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":17,"periodic_lift":[0,0]}},{"id":18,"from":5,"to":4,"twin":0,"next":19,"prev":17,"edge":1,"face":2,"loop_ref":4,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":18,"periodic_lift":[0,0]}},{"id":19,"from":4,"to":0,"twin":29,"next":16,"prev":18,"edge":2,"face":2,"loop_ref":4,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":19,"periodic_lift":[0,0]}},{"id":20,"from":1,"to":2,"twin":10,"next":21,"prev":23,"edge":3,"face":3,"loop_ref":5,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":20,"periodic_lift":[0,0]}},{"id":21,"from":2,"to":6,"twin":27,"next":22,"prev":20,"edge":8,"face":3,"loop_ref":5,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":21,"periodic_lift":[0,0]}},{"id":22,"from":6,"to":5,"twin":1,"next":23,"prev":21,"edge":4,"face":3,"loop_ref":5,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":22,"periodic_lift":[0,0]}},{"id":23,"from":5,"to":1,"twin":17,"next":20,"prev":22,"edge":5,"face":3,"loop_ref":5,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":23,"periodic_lift":[0,0]}},{"id":24,"from":2,"to":3,"twin":9,"next":25,"prev":27,"edge":6,"face":4,"loop_ref":6,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":24,"periodic_lift":[0,0]}},{"id":25,"from":3,"to":7,"twin":31,"next":26,"prev":24,"edge":11,"face":4,"loop_ref":6,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":25,"periodic_lift":[0,0]}},{"id":26,"from":7,"to":6,"twin":2,"next":27,"prev":25,"edge":7,"face":4,"loop_ref":6,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":26,"periodic_lift":[0,0]}},{"id":27,"from":6,"to":2,"twin":21,"next":24,"prev":26,"edge":8,"face":4,"loop_ref":6,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":27,"periodic_lift":[0,0]}},{"id":28,"from":3,"to":0,"twin":8,"next":29,"prev":31,"edge":9,"face":5,"loop_ref":7,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":28,"periodic_lift":[0,0]}},{"id":29,"from":0,"to":4,"twin":19,"next":30,"prev":28,"edge":2,"face":5,"loop_ref":7,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":29,"periodic_lift":[0,0]}},{"id":30,"from":4,"to":7,"twin":3,"next":31,"prev":29,"edge":10,"face":5,"loop_ref":7,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":30,"periodic_lift":[0,0]}},{"id":31,"from":7,"to":3,"twin":25,"next":28,"prev":30,"edge":11,"face":5,"loop_ref":7,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":31,"periodic_lift":[0,0]}},{"id":32,"from":8,"to":9,"twin":15,"next":33,"prev":35,"edge":12,"face":6,"loop_ref":8,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":32,"periodic_lift":[0,0]}},{"id":33,"from":9,"to":13,"twin":39,"next":34,"prev":32,"edge":17,"face":6,"loop_ref":8,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":33,"periodic_lift":[0,0]}},{"id":34,"from":13,"to":12,"twin":4,"next":35,"prev":33,"edge":13,"face":6,"loop_ref":8,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":34,"periodic_lift":[0,0]}},{"id":35,"from":12,"to":8,"twin":45,"next":32,"prev":34,"edge":14,"face":6,"loop_ref":8,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":35,"periodic_lift":[0,0]}},{"id":36,"from":9,"to":10,"twin":14,"next":37,"prev":39,"edge":15,"face":7,"loop_ref":9,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":36,"periodic_lift":[0,0]}},{"id":37,"from":10,"to":14,"twin":43,"next":38,"prev":36,"edge":20,"face":7,"loop_ref":9,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":37,"periodic_lift":[0,0]}},{"id":38,"from":14,"to":13,"twin":5,"next":39,"prev":37,"edge":16,"face":7,"loop_ref":9,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":38,"periodic_lift":[0,0]}},{"id":39,"from":13,"to":9,"twin":33,"next":36,"prev":38,"edge":17,"face":7,"loop_ref":9,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":39,"periodic_lift":[0,0]}},{"id":40,"from":10,"to":11,"twin":13,"next":41,"prev":43,"edge":18,"face":8,"loop_ref":10,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":40,"periodic_lift":[0,0]}},{"id":41,"from":11,"to":15,"twin":47,"next":42,"prev":40,"edge":23,"face":8,"loop_ref":10,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":41,"periodic_lift":[0,0]}},{"id":42,"from":15,"to":14,"twin":6,"next":43,"prev":41,"edge":19,"face":8,"loop_ref":10,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":42,"periodic_lift":[0,0]}},{"id":43,"from":14,"to":10,"twin":37,"next":40,"prev":42,"edge":20,"face":8,"loop_ref":10,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":43,"periodic_lift":[0,0]}},{"id":44,"from":11,"to":8,"twin":12,"next":45,"prev":47,"edge":21,"face":9,"loop_ref":11,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":44,"periodic_lift":[0,0]}},{"id":45,"from":8,"to":12,"twin":35,"next":46,"prev":44,"edge":14,"face":9,"loop_ref":11,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":45,"periodic_lift":[0,0]}},{"id":46,"from":12,"to":15,"twin":7,"next":47,"prev":45,"edge":22,"face":9,"loop_ref":11,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":46,"periodic_lift":[0,0]}},{"id":47,"from":15,"to":11,"twin":41,"next":44,"prev":46,"edge":23,"face":9,"loop_ref":11,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":47,"periodic_lift":[0,0]}}],"loops":[{"id":0,"start_halfedge":0,"face_ref":0,"is_hole":false},{"id":1,"start_halfedge":4,"face_ref":0,"is_hole":true},{"id":2,"start_halfedge":8,"face_ref":1,"is_hole":false},{"id":3,"start_halfedge":12,"face_ref":1,"is_hole":true},{"id":4,"start_halfedge":16,"face_ref":2,"is_hole":false},{"id":5,"start_halfedge":20,"face_ref":3,"is_hole":false},{"id":6,"start_halfedge":24,"face_ref":4,"is_hole":false},{"id":7,"start_halfedge":28,"face_ref":5,"is_hole":false},{"id":8,"start_halfedge":32,"face_ref":6,"is_hole":false},{"id":9,"start_halfedge":36,"face_ref":7,"is_hole":false},{"id":10,"start_halfedge":40,"face_ref":8,"is_hole":false},{"id":11,"start_halfedge":44,"face_ref":9,"is_hole":false}],"faces":[{"id":0,"key":"top","surface":0,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-2.00000001,"hi":4.00000001},{"lo":-2.00000001,"hi":2.00000001}],"outer":0,"holes":[1]},"shell_ref":0,"provenance":{"sources":[{"entity":"arc-edged-extrusion-with-holes","body":"arc-edged-extrusion-with-holes","key":"top","face":0}],"role":"Authored","reversed":false}},{"id":1,"key":"bottom","surface":1,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-2.00000001,"hi":4.00000001},{"lo":-2.00000001,"hi":2.00000001}],"outer":2,"holes":[3]},"shell_ref":0,"provenance":{"sources":[{"entity":"arc-edged-extrusion-with-holes","body":"arc-edged-extrusion-with-holes","key":"bottom","face":1}],"role":"Authored","reversed":false}},{"id":2,"key":"side-0-0","surface":2,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":4.00000001},{"lo":-1e-8,"hi":2.00000001}],"outer":4,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"arc-edged-extrusion-with-holes","body":"arc-edged-extrusion-with-holes","key":"side-0-0","face":2}],"role":"Authored","reversed":false}},{"id":3,"key":"side-0-1","surface":3,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1.5707963317948965,"hi":1.5707963317948965},{"lo":-1e-8,"hi":2.00000001}],"outer":5,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"arc-edged-extrusion-with-holes","body":"arc-edged-extrusion-with-holes","key":"side-0-1","face":3}],"role":"Authored","reversed":false}},{"id":4,"key":"side-0-2","surface":4,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":4.00000001},{"lo":-1e-8,"hi":2.00000001}],"outer":6,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"arc-edged-extrusion-with-holes","body":"arc-edged-extrusion-with-holes","key":"side-0-2","face":4}],"role":"Authored","reversed":false}},{"id":5,"key":"side-0-3","surface":5,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":4.00000001},{"lo":-1e-8,"hi":2.00000001}],"outer":7,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"arc-edged-extrusion-with-holes","body":"arc-edged-extrusion-with-holes","key":"side-0-3","face":5}],"role":"Authored","reversed":false}},{"id":6,"key":"side-1-0","surface":6,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":1.00000001},{"lo":-1e-8,"hi":2.00000001}],"outer":8,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"arc-edged-extrusion-with-holes","body":"arc-edged-extrusion-with-holes","key":"side-1-0","face":6}],"role":"Authored","reversed":false}},{"id":7,"key":"side-1-1","surface":7,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":1.00000001},{"lo":-1e-8,"hi":2.00000001}],"outer":9,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"arc-edged-extrusion-with-holes","body":"arc-edged-extrusion-with-holes","key":"side-1-1","face":7}],"role":"Authored","reversed":false}},{"id":8,"key":"side-1-2","surface":8,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":1.00000001},{"lo":-1e-8,"hi":2.00000001}],"outer":10,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"arc-edged-extrusion-with-holes","body":"arc-edged-extrusion-with-holes","key":"side-1-2","face":8}],"role":"Authored","reversed":false}},{"id":9,"key":"side-1-3","surface":9,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":1.00000001},{"lo":-1e-8,"hi":2.00000001}],"outer":11,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"arc-edged-extrusion-with-holes","body":"arc-edged-extrusion-with-holes","key":"side-1-3","face":9}],"role":"Authored","reversed":false}}],"wires":[],"shells":[{"id":0,"faces":[0,1,2,3,4,5,6,7,8,9],"is_closed":true}]},"solids":[{"outer_shell":0,"cavity_shells":[]}],"accuracy":{"geometric":1e-8,"intersection":1e-9,"tessellation":0.01,"exchange":1e-6},"quality":{"kind":"Analytic"}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/arc-edged-extrusion-with-holes.step.m b/main/opengeometry/tests/fixtures/cases/arc-edged-extrusion-with-holes.step.m
new file mode 100644
index 0000000..16fec6b
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/arc-edged-extrusion-with-holes.step.m
@@ -0,0 +1,625 @@
+ISO-10303-21;
+HEADER;
+FILE_DESCRIPTION(('OpenGeometry authoritative analytic BRep v2'),'2;1');
+FILE_NAME('arc-edged-extrusion-with-holes','1970-01-01T00:00:00',('OpenGeometry'),('OpenGeometry'),'OpenGeometry','OpenGeometry','');
+FILE_SCHEMA(('AUTOMOTIVE_DESIGN'));
+ENDSEC;
+DATA;
+#1=(GEOMETRIC_REPRESENTATION_CONTEXT(2) REPRESENTATION_CONTEXT('',''));
+#2=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E0,0.00000000000000000E0));
+#3=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#4=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#5=AXIS2_PLACEMENT_3D('',#2,#3,#4);
+#6=PLANE('',#5);
+#7=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#8=DIRECTION('',(-0.00000000000000000E0,-1.00000000000000000E0,-0.00000000000000000E0));
+#9=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#10=AXIS2_PLACEMENT_3D('',#7,#8,#9);
+#11=PLANE('',#10);
+#12=CARTESIAN_POINT('',(-2.00000000000000000E0,0.00000000000000000E0,2.00000000000000000E0));
+#13=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,1.00000000000000000E0));
+#14=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#15=AXIS2_PLACEMENT_3D('',#12,#13,#14);
+#16=PLANE('',#15);
+#17=CARTESIAN_POINT('',(2.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#18=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#19=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#20=AXIS2_PLACEMENT_3D('',#17,#18,#19);
+#21=CYLINDRICAL_SURFACE('',#20,2.00000000000000000E0);
+#22=CARTESIAN_POINT('',(2.00000000000000000E0,0.00000000000000000E0,-2.00000000000000000E0));
+#23=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#24=DIRECTION('',(-1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#25=AXIS2_PLACEMENT_3D('',#22,#23,#24);
+#26=PLANE('',#25);
+#27=CARTESIAN_POINT('',(-2.00000000000000000E0,0.00000000000000000E0,-2.00000000000000000E0));
+#28=DIRECTION('',(-1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#29=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,1.00000000000000000E0));
+#30=AXIS2_PLACEMENT_3D('',#27,#28,#29);
+#31=PLANE('',#30);
+#32=CARTESIAN_POINT('',(-5.00000000000000000E-1,0.00000000000000000E0,5.00000000000000000E-1));
+#33=DIRECTION('',(1.00000000000000000E0,-0.00000000000000000E0,0.00000000000000000E0));
+#34=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#35=AXIS2_PLACEMENT_3D('',#32,#33,#34);
+#36=PLANE('',#35);
+#37=CARTESIAN_POINT('',(-5.00000000000000000E-1,0.00000000000000000E0,-5.00000000000000000E-1));
+#38=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,1.00000000000000000E0));
+#39=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#40=AXIS2_PLACEMENT_3D('',#37,#38,#39);
+#41=PLANE('',#40);
+#42=CARTESIAN_POINT('',(5.00000000000000000E-1,0.00000000000000000E0,-5.00000000000000000E-1));
+#43=DIRECTION('',(-1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#44=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,1.00000000000000000E0));
+#45=AXIS2_PLACEMENT_3D('',#42,#43,#44);
+#46=PLANE('',#45);
+#47=CARTESIAN_POINT('',(5.00000000000000000E-1,0.00000000000000000E0,5.00000000000000000E-1));
+#48=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#49=DIRECTION('',(-1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#50=AXIS2_PLACEMENT_3D('',#47,#48,#49);
+#51=PLANE('',#50);
+#52=CARTESIAN_POINT('',(-2.00000000000000000E0,0.00000000000000000E0,2.00000000000000000E0));
+#53=VERTEX_POINT('',#52);
+#54=CARTESIAN_POINT('',(2.00000000000000000E0,0.00000000000000000E0,2.00000000000000000E0));
+#55=VERTEX_POINT('',#54);
+#56=CARTESIAN_POINT('',(2.00000000000000000E0,0.00000000000000000E0,-2.00000000000000000E0));
+#57=VERTEX_POINT('',#56);
+#58=CARTESIAN_POINT('',(-2.00000000000000000E0,0.00000000000000000E0,-2.00000000000000000E0));
+#59=VERTEX_POINT('',#58);
+#60=CARTESIAN_POINT('',(-2.00000000000000000E0,2.00000000000000000E0,2.00000000000000000E0));
+#61=VERTEX_POINT('',#60);
+#62=CARTESIAN_POINT('',(2.00000000000000000E0,2.00000000000000000E0,2.00000000000000000E0));
+#63=VERTEX_POINT('',#62);
+#64=CARTESIAN_POINT('',(2.00000000000000000E0,2.00000000000000000E0,-2.00000000000000000E0));
+#65=VERTEX_POINT('',#64);
+#66=CARTESIAN_POINT('',(-2.00000000000000000E0,2.00000000000000000E0,-2.00000000000000000E0));
+#67=VERTEX_POINT('',#66);
+#68=CARTESIAN_POINT('',(-5.00000000000000000E-1,0.00000000000000000E0,5.00000000000000000E-1));
+#69=VERTEX_POINT('',#68);
+#70=CARTESIAN_POINT('',(-5.00000000000000000E-1,0.00000000000000000E0,-5.00000000000000000E-1));
+#71=VERTEX_POINT('',#70);
+#72=CARTESIAN_POINT('',(5.00000000000000000E-1,0.00000000000000000E0,-5.00000000000000000E-1));
+#73=VERTEX_POINT('',#72);
+#74=CARTESIAN_POINT('',(5.00000000000000000E-1,0.00000000000000000E0,5.00000000000000000E-1));
+#75=VERTEX_POINT('',#74);
+#76=CARTESIAN_POINT('',(-5.00000000000000000E-1,2.00000000000000000E0,5.00000000000000000E-1));
+#77=VERTEX_POINT('',#76);
+#78=CARTESIAN_POINT('',(-5.00000000000000000E-1,2.00000000000000000E0,-5.00000000000000000E-1));
+#79=VERTEX_POINT('',#78);
+#80=CARTESIAN_POINT('',(5.00000000000000000E-1,2.00000000000000000E0,-5.00000000000000000E-1));
+#81=VERTEX_POINT('',#80);
+#82=CARTESIAN_POINT('',(5.00000000000000000E-1,2.00000000000000000E0,5.00000000000000000E-1));
+#83=VERTEX_POINT('',#82);
+#84=CARTESIAN_POINT('',(-2.00000000000000000E0,0.00000000000000000E0,2.00000000000000000E0));
+#85=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#86=VECTOR('',#85,1.00000000000000000E0);
+#87=LINE('',#84,#86);
+#88=CARTESIAN_POINT('',(-2.00000000000000000E0,2.00000000000000000E0));
+#89=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#90=VECTOR('',#89,1.00000000000000000E0);
+#91=LINE('',#88,#90);
+#92=DEFINITIONAL_REPRESENTATION('',(#91),#1);
+#93=PCURVE('',#11,#92);
+#94=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#95=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#96=VECTOR('',#95,1.00000000000000000E0);
+#97=LINE('',#94,#96);
+#98=DEFINITIONAL_REPRESENTATION('',(#97),#1);
+#99=PCURVE('',#16,#98);
+#100=SURFACE_CURVE('',#87,(#93,#99),.CURVE_3D.);
+#101=EDGE_CURVE('',#53,#55,#100,.T.);
+#102=CARTESIAN_POINT('',(-2.00000000000000000E0,2.00000000000000000E0,2.00000000000000000E0));
+#103=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#104=VECTOR('',#103,1.00000000000000000E0);
+#105=LINE('',#102,#104);
+#106=CARTESIAN_POINT('',(-2.00000000000000000E0,-2.00000000000000000E0));
+#107=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#108=VECTOR('',#107,1.00000000000000000E0);
+#109=LINE('',#106,#108);
+#110=DEFINITIONAL_REPRESENTATION('',(#109),#1);
+#111=PCURVE('',#6,#110);
+#112=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E0));
+#113=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#114=VECTOR('',#113,1.00000000000000000E0);
+#115=LINE('',#112,#114);
+#116=DEFINITIONAL_REPRESENTATION('',(#115),#1);
+#117=PCURVE('',#16,#116);
+#118=SURFACE_CURVE('',#105,(#111,#117),.CURVE_3D.);
+#119=EDGE_CURVE('',#61,#63,#118,.T.);
+#120=CARTESIAN_POINT('',(-2.00000000000000000E0,0.00000000000000000E0,2.00000000000000000E0));
+#121=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#122=VECTOR('',#121,1.00000000000000000E0);
+#123=LINE('',#120,#122);
+#124=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#125=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#126=VECTOR('',#125,1.00000000000000000E0);
+#127=LINE('',#124,#126);
+#128=DEFINITIONAL_REPRESENTATION('',(#127),#1);
+#129=PCURVE('',#16,#128);
+#130=CARTESIAN_POINT('',(4.00000000000000000E0,0.00000000000000000E0));
+#131=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#132=VECTOR('',#131,1.00000000000000000E0);
+#133=LINE('',#130,#132);
+#134=DEFINITIONAL_REPRESENTATION('',(#133),#1);
+#135=PCURVE('',#31,#134);
+#136=SURFACE_CURVE('',#123,(#129,#135),.CURVE_3D.);
+#137=EDGE_CURVE('',#53,#61,#136,.T.);
+#138=CARTESIAN_POINT('',(2.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#139=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#140=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#141=AXIS2_PLACEMENT_3D('',#138,#139,#140);
+#142=CIRCLE('',#141,2.00000000000000000E0);
+#143=CARTESIAN_POINT('',(2.00000000000000000E0,0.00000000000000000E0));
+#144=DIRECTION('',(2.00000000000000000E0,0.00000000000000000E0));
+#145=AXIS2_PLACEMENT_2D('',#143,#144);
+#146=CIRCLE('',#145,2.00000000000000000E0);
+#147=DEFINITIONAL_REPRESENTATION('',(#146),#1);
+#148=PCURVE('',#11,#147);
+#149=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#150=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#151=VECTOR('',#150,1.00000000000000000E0);
+#152=LINE('',#149,#151);
+#153=DEFINITIONAL_REPRESENTATION('',(#152),#1);
+#154=PCURVE('',#21,#153);
+#155=SURFACE_CURVE('',#142,(#148,#154),.CURVE_3D.);
+#156=EDGE_CURVE('',#55,#57,#155,.T.);
+#157=CARTESIAN_POINT('',(2.00000000000000000E0,2.00000000000000000E0,0.00000000000000000E0));
+#158=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#159=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#160=AXIS2_PLACEMENT_3D('',#157,#158,#159);
+#161=CIRCLE('',#160,2.00000000000000000E0);
+#162=CARTESIAN_POINT('',(2.00000000000000000E0,0.00000000000000000E0));
+#163=DIRECTION('',(2.00000000000000000E0,0.00000000000000000E0));
+#164=AXIS2_PLACEMENT_2D('',#162,#163);
+#165=CIRCLE('',#164,2.00000000000000000E0);
+#166=DEFINITIONAL_REPRESENTATION('',(#165),#1);
+#167=PCURVE('',#6,#166);
+#168=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E0));
+#169=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#170=VECTOR('',#169,1.00000000000000000E0);
+#171=LINE('',#168,#170);
+#172=DEFINITIONAL_REPRESENTATION('',(#171),#1);
+#173=PCURVE('',#21,#172);
+#174=SURFACE_CURVE('',#161,(#167,#173),.CURVE_3D.);
+#175=EDGE_CURVE('',#63,#65,#174,.T.);
+#176=CARTESIAN_POINT('',(2.00000000000000000E0,0.00000000000000000E0,2.00000000000000000E0));
+#177=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#178=VECTOR('',#177,1.00000000000000000E0);
+#179=LINE('',#176,#178);
+#180=CARTESIAN_POINT('',(4.00000000000000000E0,0.00000000000000000E0));
+#181=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#182=VECTOR('',#181,1.00000000000000000E0);
+#183=LINE('',#180,#182);
+#184=DEFINITIONAL_REPRESENTATION('',(#183),#1);
+#185=PCURVE('',#16,#184);
+#186=CARTESIAN_POINT('',(-1.57079632679489656E0,0.00000000000000000E0));
+#187=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#188=VECTOR('',#187,1.00000000000000000E0);
+#189=LINE('',#186,#188);
+#190=DEFINITIONAL_REPRESENTATION('',(#189),#1);
+#191=PCURVE('',#21,#190);
+#192=SURFACE_CURVE('',#179,(#185,#191),.CURVE_3D.);
+#193=EDGE_CURVE('',#55,#63,#192,.T.);
+#194=CARTESIAN_POINT('',(2.00000000000000000E0,0.00000000000000000E0,-2.00000000000000000E0));
+#195=DIRECTION('',(-1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#196=VECTOR('',#195,1.00000000000000000E0);
+#197=LINE('',#194,#196);
+#198=CARTESIAN_POINT('',(2.00000000000000000E0,-2.00000000000000000E0));
+#199=DIRECTION('',(-1.00000000000000000E0,0.00000000000000000E0));
+#200=VECTOR('',#199,1.00000000000000000E0);
+#201=LINE('',#198,#200);
+#202=DEFINITIONAL_REPRESENTATION('',(#201),#1);
+#203=PCURVE('',#11,#202);
+#204=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#205=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#206=VECTOR('',#205,1.00000000000000000E0);
+#207=LINE('',#204,#206);
+#208=DEFINITIONAL_REPRESENTATION('',(#207),#1);
+#209=PCURVE('',#26,#208);
+#210=SURFACE_CURVE('',#197,(#203,#209),.CURVE_3D.);
+#211=EDGE_CURVE('',#57,#59,#210,.T.);
+#212=CARTESIAN_POINT('',(2.00000000000000000E0,2.00000000000000000E0,-2.00000000000000000E0));
+#213=DIRECTION('',(-1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#214=VECTOR('',#213,1.00000000000000000E0);
+#215=LINE('',#212,#214);
+#216=CARTESIAN_POINT('',(2.00000000000000000E0,2.00000000000000000E0));
+#217=DIRECTION('',(-1.00000000000000000E0,0.00000000000000000E0));
+#218=VECTOR('',#217,1.00000000000000000E0);
+#219=LINE('',#216,#218);
+#220=DEFINITIONAL_REPRESENTATION('',(#219),#1);
+#221=PCURVE('',#6,#220);
+#222=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E0));
+#223=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#224=VECTOR('',#223,1.00000000000000000E0);
+#225=LINE('',#222,#224);
+#226=DEFINITIONAL_REPRESENTATION('',(#225),#1);
+#227=PCURVE('',#26,#226);
+#228=SURFACE_CURVE('',#215,(#221,#227),.CURVE_3D.);
+#229=EDGE_CURVE('',#65,#67,#228,.T.);
+#230=CARTESIAN_POINT('',(2.00000000000000000E0,0.00000000000000000E0,-2.00000000000000000E0));
+#231=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#232=VECTOR('',#231,1.00000000000000000E0);
+#233=LINE('',#230,#232);
+#234=CARTESIAN_POINT('',(1.57079632679489656E0,0.00000000000000000E0));
+#235=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#236=VECTOR('',#235,1.00000000000000000E0);
+#237=LINE('',#234,#236);
+#238=DEFINITIONAL_REPRESENTATION('',(#237),#1);
+#239=PCURVE('',#21,#238);
+#240=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#241=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#242=VECTOR('',#241,1.00000000000000000E0);
+#243=LINE('',#240,#242);
+#244=DEFINITIONAL_REPRESENTATION('',(#243),#1);
+#245=PCURVE('',#26,#244);
+#246=SURFACE_CURVE('',#233,(#239,#245),.CURVE_3D.);
+#247=EDGE_CURVE('',#57,#65,#246,.T.);
+#248=CARTESIAN_POINT('',(-2.00000000000000000E0,0.00000000000000000E0,-2.00000000000000000E0));
+#249=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,1.00000000000000000E0));
+#250=VECTOR('',#249,1.00000000000000000E0);
+#251=LINE('',#248,#250);
+#252=CARTESIAN_POINT('',(-2.00000000000000000E0,-2.00000000000000000E0));
+#253=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#254=VECTOR('',#253,1.00000000000000000E0);
+#255=LINE('',#252,#254);
+#256=DEFINITIONAL_REPRESENTATION('',(#255),#1);
+#257=PCURVE('',#11,#256);
+#258=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#259=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#260=VECTOR('',#259,1.00000000000000000E0);
+#261=LINE('',#258,#260);
+#262=DEFINITIONAL_REPRESENTATION('',(#261),#1);
+#263=PCURVE('',#31,#262);
+#264=SURFACE_CURVE('',#251,(#257,#263),.CURVE_3D.);
+#265=EDGE_CURVE('',#59,#53,#264,.T.);
+#266=CARTESIAN_POINT('',(-2.00000000000000000E0,2.00000000000000000E0,-2.00000000000000000E0));
+#267=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,1.00000000000000000E0));
+#268=VECTOR('',#267,1.00000000000000000E0);
+#269=LINE('',#266,#268);
+#270=CARTESIAN_POINT('',(-2.00000000000000000E0,2.00000000000000000E0));
+#271=DIRECTION('',(0.00000000000000000E0,-1.00000000000000000E0));
+#272=VECTOR('',#271,1.00000000000000000E0);
+#273=LINE('',#270,#272);
+#274=DEFINITIONAL_REPRESENTATION('',(#273),#1);
+#275=PCURVE('',#6,#274);
+#276=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E0));
+#277=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#278=VECTOR('',#277,1.00000000000000000E0);
+#279=LINE('',#276,#278);
+#280=DEFINITIONAL_REPRESENTATION('',(#279),#1);
+#281=PCURVE('',#31,#280);
+#282=SURFACE_CURVE('',#269,(#275,#281),.CURVE_3D.);
+#283=EDGE_CURVE('',#67,#61,#282,.T.);
+#284=CARTESIAN_POINT('',(-2.00000000000000000E0,0.00000000000000000E0,-2.00000000000000000E0));
+#285=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#286=VECTOR('',#285,1.00000000000000000E0);
+#287=LINE('',#284,#286);
+#288=CARTESIAN_POINT('',(4.00000000000000000E0,0.00000000000000000E0));
+#289=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#290=VECTOR('',#289,1.00000000000000000E0);
+#291=LINE('',#288,#290);
+#292=DEFINITIONAL_REPRESENTATION('',(#291),#1);
+#293=PCURVE('',#26,#292);
+#294=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#295=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#296=VECTOR('',#295,1.00000000000000000E0);
+#297=LINE('',#294,#296);
+#298=DEFINITIONAL_REPRESENTATION('',(#297),#1);
+#299=PCURVE('',#31,#298);
+#300=SURFACE_CURVE('',#287,(#293,#299),.CURVE_3D.);
+#301=EDGE_CURVE('',#59,#67,#300,.T.);
+#302=CARTESIAN_POINT('',(-5.00000000000000000E-1,0.00000000000000000E0,5.00000000000000000E-1));
+#303=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#304=VECTOR('',#303,1.00000000000000000E0);
+#305=LINE('',#302,#304);
+#306=CARTESIAN_POINT('',(-5.00000000000000000E-1,5.00000000000000000E-1));
+#307=DIRECTION('',(0.00000000000000000E0,-1.00000000000000000E0));
+#308=VECTOR('',#307,1.00000000000000000E0);
+#309=LINE('',#306,#308);
+#310=DEFINITIONAL_REPRESENTATION('',(#309),#1);
+#311=PCURVE('',#11,#310);
+#312=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#313=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#314=VECTOR('',#313,1.00000000000000000E0);
+#315=LINE('',#312,#314);
+#316=DEFINITIONAL_REPRESENTATION('',(#315),#1);
+#317=PCURVE('',#36,#316);
+#318=SURFACE_CURVE('',#305,(#311,#317),.CURVE_3D.);
+#319=EDGE_CURVE('',#69,#71,#318,.T.);
+#320=CARTESIAN_POINT('',(-5.00000000000000000E-1,2.00000000000000000E0,5.00000000000000000E-1));
+#321=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#322=VECTOR('',#321,1.00000000000000000E0);
+#323=LINE('',#320,#322);
+#324=CARTESIAN_POINT('',(-5.00000000000000000E-1,-5.00000000000000000E-1));
+#325=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#326=VECTOR('',#325,1.00000000000000000E0);
+#327=LINE('',#324,#326);
+#328=DEFINITIONAL_REPRESENTATION('',(#327),#1);
+#329=PCURVE('',#6,#328);
+#330=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E0));
+#331=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#332=VECTOR('',#331,1.00000000000000000E0);
+#333=LINE('',#330,#332);
+#334=DEFINITIONAL_REPRESENTATION('',(#333),#1);
+#335=PCURVE('',#36,#334);
+#336=SURFACE_CURVE('',#323,(#329,#335),.CURVE_3D.);
+#337=EDGE_CURVE('',#77,#79,#336,.T.);
+#338=CARTESIAN_POINT('',(-5.00000000000000000E-1,0.00000000000000000E0,5.00000000000000000E-1));
+#339=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#340=VECTOR('',#339,1.00000000000000000E0);
+#341=LINE('',#338,#340);
+#342=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#343=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#344=VECTOR('',#343,1.00000000000000000E0);
+#345=LINE('',#342,#344);
+#346=DEFINITIONAL_REPRESENTATION('',(#345),#1);
+#347=PCURVE('',#36,#346);
+#348=CARTESIAN_POINT('',(1.00000000000000000E0,0.00000000000000000E0));
+#349=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#350=VECTOR('',#349,1.00000000000000000E0);
+#351=LINE('',#348,#350);
+#352=DEFINITIONAL_REPRESENTATION('',(#351),#1);
+#353=PCURVE('',#51,#352);
+#354=SURFACE_CURVE('',#341,(#347,#353),.CURVE_3D.);
+#355=EDGE_CURVE('',#69,#77,#354,.T.);
+#356=CARTESIAN_POINT('',(-5.00000000000000000E-1,0.00000000000000000E0,-5.00000000000000000E-1));
+#357=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#358=VECTOR('',#357,1.00000000000000000E0);
+#359=LINE('',#356,#358);
+#360=CARTESIAN_POINT('',(-5.00000000000000000E-1,-5.00000000000000000E-1));
+#361=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#362=VECTOR('',#361,1.00000000000000000E0);
+#363=LINE('',#360,#362);
+#364=DEFINITIONAL_REPRESENTATION('',(#363),#1);
+#365=PCURVE('',#11,#364);
+#366=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#367=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#368=VECTOR('',#367,1.00000000000000000E0);
+#369=LINE('',#366,#368);
+#370=DEFINITIONAL_REPRESENTATION('',(#369),#1);
+#371=PCURVE('',#41,#370);
+#372=SURFACE_CURVE('',#359,(#365,#371),.CURVE_3D.);
+#373=EDGE_CURVE('',#71,#73,#372,.T.);
+#374=CARTESIAN_POINT('',(-5.00000000000000000E-1,2.00000000000000000E0,-5.00000000000000000E-1));
+#375=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#376=VECTOR('',#375,1.00000000000000000E0);
+#377=LINE('',#374,#376);
+#378=CARTESIAN_POINT('',(-5.00000000000000000E-1,5.00000000000000000E-1));
+#379=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#380=VECTOR('',#379,1.00000000000000000E0);
+#381=LINE('',#378,#380);
+#382=DEFINITIONAL_REPRESENTATION('',(#381),#1);
+#383=PCURVE('',#6,#382);
+#384=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E0));
+#385=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#386=VECTOR('',#385,1.00000000000000000E0);
+#387=LINE('',#384,#386);
+#388=DEFINITIONAL_REPRESENTATION('',(#387),#1);
+#389=PCURVE('',#41,#388);
+#390=SURFACE_CURVE('',#377,(#383,#389),.CURVE_3D.);
+#391=EDGE_CURVE('',#79,#81,#390,.T.);
+#392=CARTESIAN_POINT('',(-5.00000000000000000E-1,0.00000000000000000E0,-5.00000000000000000E-1));
+#393=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#394=VECTOR('',#393,1.00000000000000000E0);
+#395=LINE('',#392,#394);
+#396=CARTESIAN_POINT('',(1.00000000000000000E0,0.00000000000000000E0));
+#397=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#398=VECTOR('',#397,1.00000000000000000E0);
+#399=LINE('',#396,#398);
+#400=DEFINITIONAL_REPRESENTATION('',(#399),#1);
+#401=PCURVE('',#36,#400);
+#402=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#403=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#404=VECTOR('',#403,1.00000000000000000E0);
+#405=LINE('',#402,#404);
+#406=DEFINITIONAL_REPRESENTATION('',(#405),#1);
+#407=PCURVE('',#41,#406);
+#408=SURFACE_CURVE('',#395,(#401,#407),.CURVE_3D.);
+#409=EDGE_CURVE('',#71,#79,#408,.T.);
+#410=CARTESIAN_POINT('',(5.00000000000000000E-1,0.00000000000000000E0,-5.00000000000000000E-1));
+#411=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,1.00000000000000000E0));
+#412=VECTOR('',#411,1.00000000000000000E0);
+#413=LINE('',#410,#412);
+#414=CARTESIAN_POINT('',(5.00000000000000000E-1,-5.00000000000000000E-1));
+#415=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#416=VECTOR('',#415,1.00000000000000000E0);
+#417=LINE('',#414,#416);
+#418=DEFINITIONAL_REPRESENTATION('',(#417),#1);
+#419=PCURVE('',#11,#418);
+#420=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#421=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#422=VECTOR('',#421,1.00000000000000000E0);
+#423=LINE('',#420,#422);
+#424=DEFINITIONAL_REPRESENTATION('',(#423),#1);
+#425=PCURVE('',#46,#424);
+#426=SURFACE_CURVE('',#413,(#419,#425),.CURVE_3D.);
+#427=EDGE_CURVE('',#73,#75,#426,.T.);
+#428=CARTESIAN_POINT('',(5.00000000000000000E-1,2.00000000000000000E0,-5.00000000000000000E-1));
+#429=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,1.00000000000000000E0));
+#430=VECTOR('',#429,1.00000000000000000E0);
+#431=LINE('',#428,#430);
+#432=CARTESIAN_POINT('',(5.00000000000000000E-1,5.00000000000000000E-1));
+#433=DIRECTION('',(0.00000000000000000E0,-1.00000000000000000E0));
+#434=VECTOR('',#433,1.00000000000000000E0);
+#435=LINE('',#432,#434);
+#436=DEFINITIONAL_REPRESENTATION('',(#435),#1);
+#437=PCURVE('',#6,#436);
+#438=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E0));
+#439=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#440=VECTOR('',#439,1.00000000000000000E0);
+#441=LINE('',#438,#440);
+#442=DEFINITIONAL_REPRESENTATION('',(#441),#1);
+#443=PCURVE('',#46,#442);
+#444=SURFACE_CURVE('',#431,(#437,#443),.CURVE_3D.);
+#445=EDGE_CURVE('',#81,#83,#444,.T.);
+#446=CARTESIAN_POINT('',(5.00000000000000000E-1,0.00000000000000000E0,-5.00000000000000000E-1));
+#447=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#448=VECTOR('',#447,1.00000000000000000E0);
+#449=LINE('',#446,#448);
+#450=CARTESIAN_POINT('',(1.00000000000000000E0,0.00000000000000000E0));
+#451=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#452=VECTOR('',#451,1.00000000000000000E0);
+#453=LINE('',#450,#452);
+#454=DEFINITIONAL_REPRESENTATION('',(#453),#1);
+#455=PCURVE('',#41,#454);
+#456=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#457=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#458=VECTOR('',#457,1.00000000000000000E0);
+#459=LINE('',#456,#458);
+#460=DEFINITIONAL_REPRESENTATION('',(#459),#1);
+#461=PCURVE('',#46,#460);
+#462=SURFACE_CURVE('',#449,(#455,#461),.CURVE_3D.);
+#463=EDGE_CURVE('',#73,#81,#462,.T.);
+#464=CARTESIAN_POINT('',(5.00000000000000000E-1,0.00000000000000000E0,5.00000000000000000E-1));
+#465=DIRECTION('',(-1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#466=VECTOR('',#465,1.00000000000000000E0);
+#467=LINE('',#464,#466);
+#468=CARTESIAN_POINT('',(5.00000000000000000E-1,5.00000000000000000E-1));
+#469=DIRECTION('',(-1.00000000000000000E0,0.00000000000000000E0));
+#470=VECTOR('',#469,1.00000000000000000E0);
+#471=LINE('',#468,#470);
+#472=DEFINITIONAL_REPRESENTATION('',(#471),#1);
+#473=PCURVE('',#11,#472);
+#474=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#475=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#476=VECTOR('',#475,1.00000000000000000E0);
+#477=LINE('',#474,#476);
+#478=DEFINITIONAL_REPRESENTATION('',(#477),#1);
+#479=PCURVE('',#51,#478);
+#480=SURFACE_CURVE('',#467,(#473,#479),.CURVE_3D.);
+#481=EDGE_CURVE('',#75,#69,#480,.T.);
+#482=CARTESIAN_POINT('',(5.00000000000000000E-1,2.00000000000000000E0,5.00000000000000000E-1));
+#483=DIRECTION('',(-1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#484=VECTOR('',#483,1.00000000000000000E0);
+#485=LINE('',#482,#484);
+#486=CARTESIAN_POINT('',(5.00000000000000000E-1,-5.00000000000000000E-1));
+#487=DIRECTION('',(-1.00000000000000000E0,0.00000000000000000E0));
+#488=VECTOR('',#487,1.00000000000000000E0);
+#489=LINE('',#486,#488);
+#490=DEFINITIONAL_REPRESENTATION('',(#489),#1);
+#491=PCURVE('',#6,#490);
+#492=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E0));
+#493=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#494=VECTOR('',#493,1.00000000000000000E0);
+#495=LINE('',#492,#494);
+#496=DEFINITIONAL_REPRESENTATION('',(#495),#1);
+#497=PCURVE('',#51,#496);
+#498=SURFACE_CURVE('',#485,(#491,#497),.CURVE_3D.);
+#499=EDGE_CURVE('',#83,#77,#498,.T.);
+#500=CARTESIAN_POINT('',(5.00000000000000000E-1,0.00000000000000000E0,5.00000000000000000E-1));
+#501=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#502=VECTOR('',#501,1.00000000000000000E0);
+#503=LINE('',#500,#502);
+#504=CARTESIAN_POINT('',(1.00000000000000000E0,0.00000000000000000E0));
+#505=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#506=VECTOR('',#505,1.00000000000000000E0);
+#507=LINE('',#504,#506);
+#508=DEFINITIONAL_REPRESENTATION('',(#507),#1);
+#509=PCURVE('',#46,#508);
+#510=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#511=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#512=VECTOR('',#511,1.00000000000000000E0);
+#513=LINE('',#510,#512);
+#514=DEFINITIONAL_REPRESENTATION('',(#513),#1);
+#515=PCURVE('',#51,#514);
+#516=SURFACE_CURVE('',#503,(#509,#515),.CURVE_3D.);
+#517=EDGE_CURVE('',#75,#83,#516,.T.);
+#518=ORIENTED_EDGE('',*,*,#119,.T.);
+#519=ORIENTED_EDGE('',*,*,#175,.T.);
+#520=ORIENTED_EDGE('',*,*,#229,.T.);
+#521=ORIENTED_EDGE('',*,*,#283,.T.);
+#522=EDGE_LOOP('',(#518,#519,#520,#521));
+#523=FACE_OUTER_BOUND('',#522,.T.);
+#524=ORIENTED_EDGE('',*,*,#337,.T.);
+#525=ORIENTED_EDGE('',*,*,#391,.T.);
+#526=ORIENTED_EDGE('',*,*,#445,.T.);
+#527=ORIENTED_EDGE('',*,*,#499,.T.);
+#528=EDGE_LOOP('',(#524,#525,#526,#527));
+#529=FACE_BOUND('',#528,.T.);
+#530=ADVANCED_FACE('top',(#523,#529),#6,.T.);
+#531=ORIENTED_EDGE('',*,*,#265,.F.);
+#532=ORIENTED_EDGE('',*,*,#211,.F.);
+#533=ORIENTED_EDGE('',*,*,#156,.F.);
+#534=ORIENTED_EDGE('',*,*,#101,.F.);
+#535=EDGE_LOOP('',(#531,#532,#533,#534));
+#536=FACE_OUTER_BOUND('',#535,.T.);
+#537=ORIENTED_EDGE('',*,*,#481,.F.);
+#538=ORIENTED_EDGE('',*,*,#427,.F.);
+#539=ORIENTED_EDGE('',*,*,#373,.F.);
+#540=ORIENTED_EDGE('',*,*,#319,.F.);
+#541=EDGE_LOOP('',(#537,#538,#539,#540));
+#542=FACE_BOUND('',#541,.T.);
+#543=ADVANCED_FACE('bottom',(#536,#542),#11,.T.);
+#544=ORIENTED_EDGE('',*,*,#101,.T.);
+#545=ORIENTED_EDGE('',*,*,#193,.T.);
+#546=ORIENTED_EDGE('',*,*,#119,.F.);
+#547=ORIENTED_EDGE('',*,*,#137,.F.);
+#548=EDGE_LOOP('',(#544,#545,#546,#547));
+#549=FACE_OUTER_BOUND('',#548,.T.);
+#550=ADVANCED_FACE('side-0-0',(#549),#16,.T.);
+#551=ORIENTED_EDGE('',*,*,#156,.T.);
+#552=ORIENTED_EDGE('',*,*,#247,.T.);
+#553=ORIENTED_EDGE('',*,*,#175,.F.);
+#554=ORIENTED_EDGE('',*,*,#193,.F.);
+#555=EDGE_LOOP('',(#551,#552,#553,#554));
+#556=FACE_OUTER_BOUND('',#555,.T.);
+#557=ADVANCED_FACE('side-0-1',(#556),#21,.T.);
+#558=ORIENTED_EDGE('',*,*,#211,.T.);
+#559=ORIENTED_EDGE('',*,*,#301,.T.);
+#560=ORIENTED_EDGE('',*,*,#229,.F.);
+#561=ORIENTED_EDGE('',*,*,#247,.F.);
+#562=EDGE_LOOP('',(#558,#559,#560,#561));
+#563=FACE_OUTER_BOUND('',#562,.T.);
+#564=ADVANCED_FACE('side-0-2',(#563),#26,.T.);
+#565=ORIENTED_EDGE('',*,*,#265,.T.);
+#566=ORIENTED_EDGE('',*,*,#137,.T.);
+#567=ORIENTED_EDGE('',*,*,#283,.F.);
+#568=ORIENTED_EDGE('',*,*,#301,.F.);
+#569=EDGE_LOOP('',(#565,#566,#567,#568));
+#570=FACE_OUTER_BOUND('',#569,.T.);
+#571=ADVANCED_FACE('side-0-3',(#570),#31,.T.);
+#572=ORIENTED_EDGE('',*,*,#319,.T.);
+#573=ORIENTED_EDGE('',*,*,#409,.T.);
+#574=ORIENTED_EDGE('',*,*,#337,.F.);
+#575=ORIENTED_EDGE('',*,*,#355,.F.);
+#576=EDGE_LOOP('',(#572,#573,#574,#575));
+#577=FACE_OUTER_BOUND('',#576,.T.);
+#578=ADVANCED_FACE('side-1-0',(#577),#36,.T.);
+#579=ORIENTED_EDGE('',*,*,#373,.T.);
+#580=ORIENTED_EDGE('',*,*,#463,.T.);
+#581=ORIENTED_EDGE('',*,*,#391,.F.);
+#582=ORIENTED_EDGE('',*,*,#409,.F.);
+#583=EDGE_LOOP('',(#579,#580,#581,#582));
+#584=FACE_OUTER_BOUND('',#583,.T.);
+#585=ADVANCED_FACE('side-1-1',(#584),#41,.T.);
+#586=ORIENTED_EDGE('',*,*,#427,.T.);
+#587=ORIENTED_EDGE('',*,*,#517,.T.);
+#588=ORIENTED_EDGE('',*,*,#445,.F.);
+#589=ORIENTED_EDGE('',*,*,#463,.F.);
+#590=EDGE_LOOP('',(#586,#587,#588,#589));
+#591=FACE_OUTER_BOUND('',#590,.T.);
+#592=ADVANCED_FACE('side-1-2',(#591),#46,.T.);
+#593=ORIENTED_EDGE('',*,*,#481,.T.);
+#594=ORIENTED_EDGE('',*,*,#355,.T.);
+#595=ORIENTED_EDGE('',*,*,#499,.F.);
+#596=ORIENTED_EDGE('',*,*,#517,.F.);
+#597=EDGE_LOOP('',(#593,#594,#595,#596));
+#598=FACE_OUTER_BOUND('',#597,.T.);
+#599=ADVANCED_FACE('side-1-3',(#598),#51,.T.);
+#600=CLOSED_SHELL('',(#530,#543,#550,#557,#564,#571,#578,#585,#592,#599));
+#601=MANIFOLD_SOLID_BREP('arc-edged-extrusion-with-holes-0',#600);
+#602=(LENGTH_UNIT() NAMED_UNIT(*) SI_UNIT($,.METRE.));
+#603=(NAMED_UNIT(*) PLANE_ANGLE_UNIT() SI_UNIT($,.RADIAN.));
+#604=(NAMED_UNIT(*) SI_UNIT($,.STERADIAN.) SOLID_ANGLE_UNIT());
+#605=UNCERTAINTY_MEASURE_WITH_UNIT(LENGTH_MEASURE(1.00000568434190033E-8),#602,'distance_accuracy_value','exchange error bound');
+#606=(GEOMETRIC_REPRESENTATION_CONTEXT(3) GLOBAL_UNCERTAINTY_ASSIGNED_CONTEXT((#605)) GLOBAL_UNIT_ASSIGNED_CONTEXT((#602,#603,#604)) REPRESENTATION_CONTEXT('',''));
+#607=ADVANCED_BREP_SHAPE_REPRESENTATION('',(#601),#606);
+#608=APPLICATION_CONTEXT('automotive design');
+#609=APPLICATION_PROTOCOL_DEFINITION('international standard','automotive_design',2000,#608);
+#610=PRODUCT_CONTEXT('',#608,'mechanical');
+#611=PRODUCT('arc-edged-extrusion-with-holes','arc-edged-extrusion-with-holes','',(#610));
+#612=PRODUCT_DEFINITION_FORMATION_WITH_SPECIFIED_SOURCE('1','',#611,.NOT_KNOWN.);
+#613=PRODUCT_DEFINITION_CONTEXT('part definition',#608,'design');
+#614=PRODUCT_DEFINITION('','',#612,#613);
+#615=PRODUCT_DEFINITION_SHAPE('','',#614);
+#616=SHAPE_DEFINITION_REPRESENTATION(#615,#607);
+ENDSEC;
+END-ISO-10303-21;
diff --git a/main/opengeometry/tests/fixtures/cases/arc-edged-extrusion-with-holes.step.m.report.json b/main/opengeometry/tests/fixtures/cases/arc-edged-extrusion-with-holes.step.m.report.json
new file mode 100644
index 0000000..80781da
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/arc-edged-extrusion-with-holes.step.m.report.json
@@ -0,0 +1 @@
+{"cavity_shells":0,"collapsed_chart_uses":0,"edges":24,"exchange_error_bound":1.0000056843419003e-8,"faces":10,"geometric_tolerance":1e-8,"length_unit":"metre","quality":{"kind":"Analytic"},"revision":"0","schema_version":2,"solids":1,"validation_level":"v2 structure, sampled residuals and Part-21 references; external schema/import validation pending"}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/arc-edged-extrusion-with-holes.step.mm b/main/opengeometry/tests/fixtures/cases/arc-edged-extrusion-with-holes.step.mm
new file mode 100644
index 0000000..fe3de6f
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/arc-edged-extrusion-with-holes.step.mm
@@ -0,0 +1,625 @@
+ISO-10303-21;
+HEADER;
+FILE_DESCRIPTION(('OpenGeometry authoritative analytic BRep v2'),'2;1');
+FILE_NAME('arc-edged-extrusion-with-holes','1970-01-01T00:00:00',('OpenGeometry'),('OpenGeometry'),'OpenGeometry','OpenGeometry','');
+FILE_SCHEMA(('AUTOMOTIVE_DESIGN'));
+ENDSEC;
+DATA;
+#1=(GEOMETRIC_REPRESENTATION_CONTEXT(2) REPRESENTATION_CONTEXT('',''));
+#2=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E3,0.00000000000000000E0));
+#3=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#4=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#5=AXIS2_PLACEMENT_3D('',#2,#3,#4);
+#6=PLANE('',#5);
+#7=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#8=DIRECTION('',(-0.00000000000000000E0,-1.00000000000000000E0,-0.00000000000000000E0));
+#9=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#10=AXIS2_PLACEMENT_3D('',#7,#8,#9);
+#11=PLANE('',#10);
+#12=CARTESIAN_POINT('',(-2.00000000000000000E3,0.00000000000000000E0,2.00000000000000000E3));
+#13=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,1.00000000000000000E0));
+#14=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#15=AXIS2_PLACEMENT_3D('',#12,#13,#14);
+#16=PLANE('',#15);
+#17=CARTESIAN_POINT('',(2.00000000000000000E3,0.00000000000000000E0,0.00000000000000000E0));
+#18=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#19=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#20=AXIS2_PLACEMENT_3D('',#17,#18,#19);
+#21=CYLINDRICAL_SURFACE('',#20,2.00000000000000000E3);
+#22=CARTESIAN_POINT('',(2.00000000000000000E3,0.00000000000000000E0,-2.00000000000000000E3));
+#23=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#24=DIRECTION('',(-1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#25=AXIS2_PLACEMENT_3D('',#22,#23,#24);
+#26=PLANE('',#25);
+#27=CARTESIAN_POINT('',(-2.00000000000000000E3,0.00000000000000000E0,-2.00000000000000000E3));
+#28=DIRECTION('',(-1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#29=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,1.00000000000000000E0));
+#30=AXIS2_PLACEMENT_3D('',#27,#28,#29);
+#31=PLANE('',#30);
+#32=CARTESIAN_POINT('',(-5.00000000000000000E2,0.00000000000000000E0,5.00000000000000000E2));
+#33=DIRECTION('',(1.00000000000000000E0,-0.00000000000000000E0,0.00000000000000000E0));
+#34=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#35=AXIS2_PLACEMENT_3D('',#32,#33,#34);
+#36=PLANE('',#35);
+#37=CARTESIAN_POINT('',(-5.00000000000000000E2,0.00000000000000000E0,-5.00000000000000000E2));
+#38=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,1.00000000000000000E0));
+#39=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#40=AXIS2_PLACEMENT_3D('',#37,#38,#39);
+#41=PLANE('',#40);
+#42=CARTESIAN_POINT('',(5.00000000000000000E2,0.00000000000000000E0,-5.00000000000000000E2));
+#43=DIRECTION('',(-1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#44=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,1.00000000000000000E0));
+#45=AXIS2_PLACEMENT_3D('',#42,#43,#44);
+#46=PLANE('',#45);
+#47=CARTESIAN_POINT('',(5.00000000000000000E2,0.00000000000000000E0,5.00000000000000000E2));
+#48=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#49=DIRECTION('',(-1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#50=AXIS2_PLACEMENT_3D('',#47,#48,#49);
+#51=PLANE('',#50);
+#52=CARTESIAN_POINT('',(-2.00000000000000000E3,0.00000000000000000E0,2.00000000000000000E3));
+#53=VERTEX_POINT('',#52);
+#54=CARTESIAN_POINT('',(2.00000000000000000E3,0.00000000000000000E0,2.00000000000000000E3));
+#55=VERTEX_POINT('',#54);
+#56=CARTESIAN_POINT('',(2.00000000000000000E3,0.00000000000000000E0,-2.00000000000000000E3));
+#57=VERTEX_POINT('',#56);
+#58=CARTESIAN_POINT('',(-2.00000000000000000E3,0.00000000000000000E0,-2.00000000000000000E3));
+#59=VERTEX_POINT('',#58);
+#60=CARTESIAN_POINT('',(-2.00000000000000000E3,2.00000000000000000E3,2.00000000000000000E3));
+#61=VERTEX_POINT('',#60);
+#62=CARTESIAN_POINT('',(2.00000000000000000E3,2.00000000000000000E3,2.00000000000000000E3));
+#63=VERTEX_POINT('',#62);
+#64=CARTESIAN_POINT('',(2.00000000000000000E3,2.00000000000000000E3,-2.00000000000000000E3));
+#65=VERTEX_POINT('',#64);
+#66=CARTESIAN_POINT('',(-2.00000000000000000E3,2.00000000000000000E3,-2.00000000000000000E3));
+#67=VERTEX_POINT('',#66);
+#68=CARTESIAN_POINT('',(-5.00000000000000000E2,0.00000000000000000E0,5.00000000000000000E2));
+#69=VERTEX_POINT('',#68);
+#70=CARTESIAN_POINT('',(-5.00000000000000000E2,0.00000000000000000E0,-5.00000000000000000E2));
+#71=VERTEX_POINT('',#70);
+#72=CARTESIAN_POINT('',(5.00000000000000000E2,0.00000000000000000E0,-5.00000000000000000E2));
+#73=VERTEX_POINT('',#72);
+#74=CARTESIAN_POINT('',(5.00000000000000000E2,0.00000000000000000E0,5.00000000000000000E2));
+#75=VERTEX_POINT('',#74);
+#76=CARTESIAN_POINT('',(-5.00000000000000000E2,2.00000000000000000E3,5.00000000000000000E2));
+#77=VERTEX_POINT('',#76);
+#78=CARTESIAN_POINT('',(-5.00000000000000000E2,2.00000000000000000E3,-5.00000000000000000E2));
+#79=VERTEX_POINT('',#78);
+#80=CARTESIAN_POINT('',(5.00000000000000000E2,2.00000000000000000E3,-5.00000000000000000E2));
+#81=VERTEX_POINT('',#80);
+#82=CARTESIAN_POINT('',(5.00000000000000000E2,2.00000000000000000E3,5.00000000000000000E2));
+#83=VERTEX_POINT('',#82);
+#84=CARTESIAN_POINT('',(-2.00000000000000000E3,0.00000000000000000E0,2.00000000000000000E3));
+#85=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#86=VECTOR('',#85,1.00000000000000000E3);
+#87=LINE('',#84,#86);
+#88=CARTESIAN_POINT('',(-2.00000000000000000E3,2.00000000000000000E3));
+#89=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#90=VECTOR('',#89,1.00000000000000000E3);
+#91=LINE('',#88,#90);
+#92=DEFINITIONAL_REPRESENTATION('',(#91),#1);
+#93=PCURVE('',#11,#92);
+#94=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#95=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#96=VECTOR('',#95,1.00000000000000000E3);
+#97=LINE('',#94,#96);
+#98=DEFINITIONAL_REPRESENTATION('',(#97),#1);
+#99=PCURVE('',#16,#98);
+#100=SURFACE_CURVE('',#87,(#93,#99),.CURVE_3D.);
+#101=EDGE_CURVE('',#53,#55,#100,.T.);
+#102=CARTESIAN_POINT('',(-2.00000000000000000E3,2.00000000000000000E3,2.00000000000000000E3));
+#103=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#104=VECTOR('',#103,1.00000000000000000E3);
+#105=LINE('',#102,#104);
+#106=CARTESIAN_POINT('',(-2.00000000000000000E3,-2.00000000000000000E3));
+#107=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#108=VECTOR('',#107,1.00000000000000000E3);
+#109=LINE('',#106,#108);
+#110=DEFINITIONAL_REPRESENTATION('',(#109),#1);
+#111=PCURVE('',#6,#110);
+#112=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E3));
+#113=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#114=VECTOR('',#113,1.00000000000000000E3);
+#115=LINE('',#112,#114);
+#116=DEFINITIONAL_REPRESENTATION('',(#115),#1);
+#117=PCURVE('',#16,#116);
+#118=SURFACE_CURVE('',#105,(#111,#117),.CURVE_3D.);
+#119=EDGE_CURVE('',#61,#63,#118,.T.);
+#120=CARTESIAN_POINT('',(-2.00000000000000000E3,0.00000000000000000E0,2.00000000000000000E3));
+#121=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#122=VECTOR('',#121,1.00000000000000000E3);
+#123=LINE('',#120,#122);
+#124=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#125=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#126=VECTOR('',#125,1.00000000000000000E3);
+#127=LINE('',#124,#126);
+#128=DEFINITIONAL_REPRESENTATION('',(#127),#1);
+#129=PCURVE('',#16,#128);
+#130=CARTESIAN_POINT('',(4.00000000000000000E3,0.00000000000000000E0));
+#131=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#132=VECTOR('',#131,1.00000000000000000E3);
+#133=LINE('',#130,#132);
+#134=DEFINITIONAL_REPRESENTATION('',(#133),#1);
+#135=PCURVE('',#31,#134);
+#136=SURFACE_CURVE('',#123,(#129,#135),.CURVE_3D.);
+#137=EDGE_CURVE('',#53,#61,#136,.T.);
+#138=CARTESIAN_POINT('',(2.00000000000000000E3,0.00000000000000000E0,0.00000000000000000E0));
+#139=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#140=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#141=AXIS2_PLACEMENT_3D('',#138,#139,#140);
+#142=CIRCLE('',#141,2.00000000000000000E3);
+#143=CARTESIAN_POINT('',(2.00000000000000000E3,0.00000000000000000E0));
+#144=DIRECTION('',(2.00000000000000000E3,0.00000000000000000E0));
+#145=AXIS2_PLACEMENT_2D('',#143,#144);
+#146=CIRCLE('',#145,2.00000000000000000E3);
+#147=DEFINITIONAL_REPRESENTATION('',(#146),#1);
+#148=PCURVE('',#11,#147);
+#149=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#150=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#151=VECTOR('',#150,1.00000000000000000E0);
+#152=LINE('',#149,#151);
+#153=DEFINITIONAL_REPRESENTATION('',(#152),#1);
+#154=PCURVE('',#21,#153);
+#155=SURFACE_CURVE('',#142,(#148,#154),.CURVE_3D.);
+#156=EDGE_CURVE('',#55,#57,#155,.T.);
+#157=CARTESIAN_POINT('',(2.00000000000000000E3,2.00000000000000000E3,0.00000000000000000E0));
+#158=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#159=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#160=AXIS2_PLACEMENT_3D('',#157,#158,#159);
+#161=CIRCLE('',#160,2.00000000000000000E3);
+#162=CARTESIAN_POINT('',(2.00000000000000000E3,0.00000000000000000E0));
+#163=DIRECTION('',(2.00000000000000000E3,0.00000000000000000E0));
+#164=AXIS2_PLACEMENT_2D('',#162,#163);
+#165=CIRCLE('',#164,2.00000000000000000E3);
+#166=DEFINITIONAL_REPRESENTATION('',(#165),#1);
+#167=PCURVE('',#6,#166);
+#168=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E3));
+#169=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#170=VECTOR('',#169,1.00000000000000000E0);
+#171=LINE('',#168,#170);
+#172=DEFINITIONAL_REPRESENTATION('',(#171),#1);
+#173=PCURVE('',#21,#172);
+#174=SURFACE_CURVE('',#161,(#167,#173),.CURVE_3D.);
+#175=EDGE_CURVE('',#63,#65,#174,.T.);
+#176=CARTESIAN_POINT('',(2.00000000000000000E3,0.00000000000000000E0,2.00000000000000000E3));
+#177=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#178=VECTOR('',#177,1.00000000000000000E3);
+#179=LINE('',#176,#178);
+#180=CARTESIAN_POINT('',(4.00000000000000000E3,0.00000000000000000E0));
+#181=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#182=VECTOR('',#181,1.00000000000000000E3);
+#183=LINE('',#180,#182);
+#184=DEFINITIONAL_REPRESENTATION('',(#183),#1);
+#185=PCURVE('',#16,#184);
+#186=CARTESIAN_POINT('',(-1.57079632679489656E0,0.00000000000000000E0));
+#187=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#188=VECTOR('',#187,1.00000000000000000E3);
+#189=LINE('',#186,#188);
+#190=DEFINITIONAL_REPRESENTATION('',(#189),#1);
+#191=PCURVE('',#21,#190);
+#192=SURFACE_CURVE('',#179,(#185,#191),.CURVE_3D.);
+#193=EDGE_CURVE('',#55,#63,#192,.T.);
+#194=CARTESIAN_POINT('',(2.00000000000000000E3,0.00000000000000000E0,-2.00000000000000000E3));
+#195=DIRECTION('',(-1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#196=VECTOR('',#195,1.00000000000000000E3);
+#197=LINE('',#194,#196);
+#198=CARTESIAN_POINT('',(2.00000000000000000E3,-2.00000000000000000E3));
+#199=DIRECTION('',(-1.00000000000000000E0,0.00000000000000000E0));
+#200=VECTOR('',#199,1.00000000000000000E3);
+#201=LINE('',#198,#200);
+#202=DEFINITIONAL_REPRESENTATION('',(#201),#1);
+#203=PCURVE('',#11,#202);
+#204=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#205=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#206=VECTOR('',#205,1.00000000000000000E3);
+#207=LINE('',#204,#206);
+#208=DEFINITIONAL_REPRESENTATION('',(#207),#1);
+#209=PCURVE('',#26,#208);
+#210=SURFACE_CURVE('',#197,(#203,#209),.CURVE_3D.);
+#211=EDGE_CURVE('',#57,#59,#210,.T.);
+#212=CARTESIAN_POINT('',(2.00000000000000000E3,2.00000000000000000E3,-2.00000000000000000E3));
+#213=DIRECTION('',(-1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#214=VECTOR('',#213,1.00000000000000000E3);
+#215=LINE('',#212,#214);
+#216=CARTESIAN_POINT('',(2.00000000000000000E3,2.00000000000000000E3));
+#217=DIRECTION('',(-1.00000000000000000E0,0.00000000000000000E0));
+#218=VECTOR('',#217,1.00000000000000000E3);
+#219=LINE('',#216,#218);
+#220=DEFINITIONAL_REPRESENTATION('',(#219),#1);
+#221=PCURVE('',#6,#220);
+#222=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E3));
+#223=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#224=VECTOR('',#223,1.00000000000000000E3);
+#225=LINE('',#222,#224);
+#226=DEFINITIONAL_REPRESENTATION('',(#225),#1);
+#227=PCURVE('',#26,#226);
+#228=SURFACE_CURVE('',#215,(#221,#227),.CURVE_3D.);
+#229=EDGE_CURVE('',#65,#67,#228,.T.);
+#230=CARTESIAN_POINT('',(2.00000000000000000E3,0.00000000000000000E0,-2.00000000000000000E3));
+#231=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#232=VECTOR('',#231,1.00000000000000000E3);
+#233=LINE('',#230,#232);
+#234=CARTESIAN_POINT('',(1.57079632679489656E0,0.00000000000000000E0));
+#235=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#236=VECTOR('',#235,1.00000000000000000E3);
+#237=LINE('',#234,#236);
+#238=DEFINITIONAL_REPRESENTATION('',(#237),#1);
+#239=PCURVE('',#21,#238);
+#240=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#241=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#242=VECTOR('',#241,1.00000000000000000E3);
+#243=LINE('',#240,#242);
+#244=DEFINITIONAL_REPRESENTATION('',(#243),#1);
+#245=PCURVE('',#26,#244);
+#246=SURFACE_CURVE('',#233,(#239,#245),.CURVE_3D.);
+#247=EDGE_CURVE('',#57,#65,#246,.T.);
+#248=CARTESIAN_POINT('',(-2.00000000000000000E3,0.00000000000000000E0,-2.00000000000000000E3));
+#249=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,1.00000000000000000E0));
+#250=VECTOR('',#249,1.00000000000000000E3);
+#251=LINE('',#248,#250);
+#252=CARTESIAN_POINT('',(-2.00000000000000000E3,-2.00000000000000000E3));
+#253=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#254=VECTOR('',#253,1.00000000000000000E3);
+#255=LINE('',#252,#254);
+#256=DEFINITIONAL_REPRESENTATION('',(#255),#1);
+#257=PCURVE('',#11,#256);
+#258=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#259=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#260=VECTOR('',#259,1.00000000000000000E3);
+#261=LINE('',#258,#260);
+#262=DEFINITIONAL_REPRESENTATION('',(#261),#1);
+#263=PCURVE('',#31,#262);
+#264=SURFACE_CURVE('',#251,(#257,#263),.CURVE_3D.);
+#265=EDGE_CURVE('',#59,#53,#264,.T.);
+#266=CARTESIAN_POINT('',(-2.00000000000000000E3,2.00000000000000000E3,-2.00000000000000000E3));
+#267=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,1.00000000000000000E0));
+#268=VECTOR('',#267,1.00000000000000000E3);
+#269=LINE('',#266,#268);
+#270=CARTESIAN_POINT('',(-2.00000000000000000E3,2.00000000000000000E3));
+#271=DIRECTION('',(0.00000000000000000E0,-1.00000000000000000E0));
+#272=VECTOR('',#271,1.00000000000000000E3);
+#273=LINE('',#270,#272);
+#274=DEFINITIONAL_REPRESENTATION('',(#273),#1);
+#275=PCURVE('',#6,#274);
+#276=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E3));
+#277=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#278=VECTOR('',#277,1.00000000000000000E3);
+#279=LINE('',#276,#278);
+#280=DEFINITIONAL_REPRESENTATION('',(#279),#1);
+#281=PCURVE('',#31,#280);
+#282=SURFACE_CURVE('',#269,(#275,#281),.CURVE_3D.);
+#283=EDGE_CURVE('',#67,#61,#282,.T.);
+#284=CARTESIAN_POINT('',(-2.00000000000000000E3,0.00000000000000000E0,-2.00000000000000000E3));
+#285=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#286=VECTOR('',#285,1.00000000000000000E3);
+#287=LINE('',#284,#286);
+#288=CARTESIAN_POINT('',(4.00000000000000000E3,0.00000000000000000E0));
+#289=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#290=VECTOR('',#289,1.00000000000000000E3);
+#291=LINE('',#288,#290);
+#292=DEFINITIONAL_REPRESENTATION('',(#291),#1);
+#293=PCURVE('',#26,#292);
+#294=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#295=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#296=VECTOR('',#295,1.00000000000000000E3);
+#297=LINE('',#294,#296);
+#298=DEFINITIONAL_REPRESENTATION('',(#297),#1);
+#299=PCURVE('',#31,#298);
+#300=SURFACE_CURVE('',#287,(#293,#299),.CURVE_3D.);
+#301=EDGE_CURVE('',#59,#67,#300,.T.);
+#302=CARTESIAN_POINT('',(-5.00000000000000000E2,0.00000000000000000E0,5.00000000000000000E2));
+#303=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#304=VECTOR('',#303,1.00000000000000000E3);
+#305=LINE('',#302,#304);
+#306=CARTESIAN_POINT('',(-5.00000000000000000E2,5.00000000000000000E2));
+#307=DIRECTION('',(0.00000000000000000E0,-1.00000000000000000E0));
+#308=VECTOR('',#307,1.00000000000000000E3);
+#309=LINE('',#306,#308);
+#310=DEFINITIONAL_REPRESENTATION('',(#309),#1);
+#311=PCURVE('',#11,#310);
+#312=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#313=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#314=VECTOR('',#313,1.00000000000000000E3);
+#315=LINE('',#312,#314);
+#316=DEFINITIONAL_REPRESENTATION('',(#315),#1);
+#317=PCURVE('',#36,#316);
+#318=SURFACE_CURVE('',#305,(#311,#317),.CURVE_3D.);
+#319=EDGE_CURVE('',#69,#71,#318,.T.);
+#320=CARTESIAN_POINT('',(-5.00000000000000000E2,2.00000000000000000E3,5.00000000000000000E2));
+#321=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#322=VECTOR('',#321,1.00000000000000000E3);
+#323=LINE('',#320,#322);
+#324=CARTESIAN_POINT('',(-5.00000000000000000E2,-5.00000000000000000E2));
+#325=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#326=VECTOR('',#325,1.00000000000000000E3);
+#327=LINE('',#324,#326);
+#328=DEFINITIONAL_REPRESENTATION('',(#327),#1);
+#329=PCURVE('',#6,#328);
+#330=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E3));
+#331=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#332=VECTOR('',#331,1.00000000000000000E3);
+#333=LINE('',#330,#332);
+#334=DEFINITIONAL_REPRESENTATION('',(#333),#1);
+#335=PCURVE('',#36,#334);
+#336=SURFACE_CURVE('',#323,(#329,#335),.CURVE_3D.);
+#337=EDGE_CURVE('',#77,#79,#336,.T.);
+#338=CARTESIAN_POINT('',(-5.00000000000000000E2,0.00000000000000000E0,5.00000000000000000E2));
+#339=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#340=VECTOR('',#339,1.00000000000000000E3);
+#341=LINE('',#338,#340);
+#342=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#343=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#344=VECTOR('',#343,1.00000000000000000E3);
+#345=LINE('',#342,#344);
+#346=DEFINITIONAL_REPRESENTATION('',(#345),#1);
+#347=PCURVE('',#36,#346);
+#348=CARTESIAN_POINT('',(1.00000000000000000E3,0.00000000000000000E0));
+#349=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#350=VECTOR('',#349,1.00000000000000000E3);
+#351=LINE('',#348,#350);
+#352=DEFINITIONAL_REPRESENTATION('',(#351),#1);
+#353=PCURVE('',#51,#352);
+#354=SURFACE_CURVE('',#341,(#347,#353),.CURVE_3D.);
+#355=EDGE_CURVE('',#69,#77,#354,.T.);
+#356=CARTESIAN_POINT('',(-5.00000000000000000E2,0.00000000000000000E0,-5.00000000000000000E2));
+#357=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#358=VECTOR('',#357,1.00000000000000000E3);
+#359=LINE('',#356,#358);
+#360=CARTESIAN_POINT('',(-5.00000000000000000E2,-5.00000000000000000E2));
+#361=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#362=VECTOR('',#361,1.00000000000000000E3);
+#363=LINE('',#360,#362);
+#364=DEFINITIONAL_REPRESENTATION('',(#363),#1);
+#365=PCURVE('',#11,#364);
+#366=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#367=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#368=VECTOR('',#367,1.00000000000000000E3);
+#369=LINE('',#366,#368);
+#370=DEFINITIONAL_REPRESENTATION('',(#369),#1);
+#371=PCURVE('',#41,#370);
+#372=SURFACE_CURVE('',#359,(#365,#371),.CURVE_3D.);
+#373=EDGE_CURVE('',#71,#73,#372,.T.);
+#374=CARTESIAN_POINT('',(-5.00000000000000000E2,2.00000000000000000E3,-5.00000000000000000E2));
+#375=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#376=VECTOR('',#375,1.00000000000000000E3);
+#377=LINE('',#374,#376);
+#378=CARTESIAN_POINT('',(-5.00000000000000000E2,5.00000000000000000E2));
+#379=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#380=VECTOR('',#379,1.00000000000000000E3);
+#381=LINE('',#378,#380);
+#382=DEFINITIONAL_REPRESENTATION('',(#381),#1);
+#383=PCURVE('',#6,#382);
+#384=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E3));
+#385=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#386=VECTOR('',#385,1.00000000000000000E3);
+#387=LINE('',#384,#386);
+#388=DEFINITIONAL_REPRESENTATION('',(#387),#1);
+#389=PCURVE('',#41,#388);
+#390=SURFACE_CURVE('',#377,(#383,#389),.CURVE_3D.);
+#391=EDGE_CURVE('',#79,#81,#390,.T.);
+#392=CARTESIAN_POINT('',(-5.00000000000000000E2,0.00000000000000000E0,-5.00000000000000000E2));
+#393=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#394=VECTOR('',#393,1.00000000000000000E3);
+#395=LINE('',#392,#394);
+#396=CARTESIAN_POINT('',(1.00000000000000000E3,0.00000000000000000E0));
+#397=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#398=VECTOR('',#397,1.00000000000000000E3);
+#399=LINE('',#396,#398);
+#400=DEFINITIONAL_REPRESENTATION('',(#399),#1);
+#401=PCURVE('',#36,#400);
+#402=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#403=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#404=VECTOR('',#403,1.00000000000000000E3);
+#405=LINE('',#402,#404);
+#406=DEFINITIONAL_REPRESENTATION('',(#405),#1);
+#407=PCURVE('',#41,#406);
+#408=SURFACE_CURVE('',#395,(#401,#407),.CURVE_3D.);
+#409=EDGE_CURVE('',#71,#79,#408,.T.);
+#410=CARTESIAN_POINT('',(5.00000000000000000E2,0.00000000000000000E0,-5.00000000000000000E2));
+#411=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,1.00000000000000000E0));
+#412=VECTOR('',#411,1.00000000000000000E3);
+#413=LINE('',#410,#412);
+#414=CARTESIAN_POINT('',(5.00000000000000000E2,-5.00000000000000000E2));
+#415=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#416=VECTOR('',#415,1.00000000000000000E3);
+#417=LINE('',#414,#416);
+#418=DEFINITIONAL_REPRESENTATION('',(#417),#1);
+#419=PCURVE('',#11,#418);
+#420=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#421=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#422=VECTOR('',#421,1.00000000000000000E3);
+#423=LINE('',#420,#422);
+#424=DEFINITIONAL_REPRESENTATION('',(#423),#1);
+#425=PCURVE('',#46,#424);
+#426=SURFACE_CURVE('',#413,(#419,#425),.CURVE_3D.);
+#427=EDGE_CURVE('',#73,#75,#426,.T.);
+#428=CARTESIAN_POINT('',(5.00000000000000000E2,2.00000000000000000E3,-5.00000000000000000E2));
+#429=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,1.00000000000000000E0));
+#430=VECTOR('',#429,1.00000000000000000E3);
+#431=LINE('',#428,#430);
+#432=CARTESIAN_POINT('',(5.00000000000000000E2,5.00000000000000000E2));
+#433=DIRECTION('',(0.00000000000000000E0,-1.00000000000000000E0));
+#434=VECTOR('',#433,1.00000000000000000E3);
+#435=LINE('',#432,#434);
+#436=DEFINITIONAL_REPRESENTATION('',(#435),#1);
+#437=PCURVE('',#6,#436);
+#438=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E3));
+#439=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#440=VECTOR('',#439,1.00000000000000000E3);
+#441=LINE('',#438,#440);
+#442=DEFINITIONAL_REPRESENTATION('',(#441),#1);
+#443=PCURVE('',#46,#442);
+#444=SURFACE_CURVE('',#431,(#437,#443),.CURVE_3D.);
+#445=EDGE_CURVE('',#81,#83,#444,.T.);
+#446=CARTESIAN_POINT('',(5.00000000000000000E2,0.00000000000000000E0,-5.00000000000000000E2));
+#447=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#448=VECTOR('',#447,1.00000000000000000E3);
+#449=LINE('',#446,#448);
+#450=CARTESIAN_POINT('',(1.00000000000000000E3,0.00000000000000000E0));
+#451=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#452=VECTOR('',#451,1.00000000000000000E3);
+#453=LINE('',#450,#452);
+#454=DEFINITIONAL_REPRESENTATION('',(#453),#1);
+#455=PCURVE('',#41,#454);
+#456=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#457=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#458=VECTOR('',#457,1.00000000000000000E3);
+#459=LINE('',#456,#458);
+#460=DEFINITIONAL_REPRESENTATION('',(#459),#1);
+#461=PCURVE('',#46,#460);
+#462=SURFACE_CURVE('',#449,(#455,#461),.CURVE_3D.);
+#463=EDGE_CURVE('',#73,#81,#462,.T.);
+#464=CARTESIAN_POINT('',(5.00000000000000000E2,0.00000000000000000E0,5.00000000000000000E2));
+#465=DIRECTION('',(-1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#466=VECTOR('',#465,1.00000000000000000E3);
+#467=LINE('',#464,#466);
+#468=CARTESIAN_POINT('',(5.00000000000000000E2,5.00000000000000000E2));
+#469=DIRECTION('',(-1.00000000000000000E0,0.00000000000000000E0));
+#470=VECTOR('',#469,1.00000000000000000E3);
+#471=LINE('',#468,#470);
+#472=DEFINITIONAL_REPRESENTATION('',(#471),#1);
+#473=PCURVE('',#11,#472);
+#474=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#475=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#476=VECTOR('',#475,1.00000000000000000E3);
+#477=LINE('',#474,#476);
+#478=DEFINITIONAL_REPRESENTATION('',(#477),#1);
+#479=PCURVE('',#51,#478);
+#480=SURFACE_CURVE('',#467,(#473,#479),.CURVE_3D.);
+#481=EDGE_CURVE('',#75,#69,#480,.T.);
+#482=CARTESIAN_POINT('',(5.00000000000000000E2,2.00000000000000000E3,5.00000000000000000E2));
+#483=DIRECTION('',(-1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#484=VECTOR('',#483,1.00000000000000000E3);
+#485=LINE('',#482,#484);
+#486=CARTESIAN_POINT('',(5.00000000000000000E2,-5.00000000000000000E2));
+#487=DIRECTION('',(-1.00000000000000000E0,0.00000000000000000E0));
+#488=VECTOR('',#487,1.00000000000000000E3);
+#489=LINE('',#486,#488);
+#490=DEFINITIONAL_REPRESENTATION('',(#489),#1);
+#491=PCURVE('',#6,#490);
+#492=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E3));
+#493=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#494=VECTOR('',#493,1.00000000000000000E3);
+#495=LINE('',#492,#494);
+#496=DEFINITIONAL_REPRESENTATION('',(#495),#1);
+#497=PCURVE('',#51,#496);
+#498=SURFACE_CURVE('',#485,(#491,#497),.CURVE_3D.);
+#499=EDGE_CURVE('',#83,#77,#498,.T.);
+#500=CARTESIAN_POINT('',(5.00000000000000000E2,0.00000000000000000E0,5.00000000000000000E2));
+#501=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#502=VECTOR('',#501,1.00000000000000000E3);
+#503=LINE('',#500,#502);
+#504=CARTESIAN_POINT('',(1.00000000000000000E3,0.00000000000000000E0));
+#505=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#506=VECTOR('',#505,1.00000000000000000E3);
+#507=LINE('',#504,#506);
+#508=DEFINITIONAL_REPRESENTATION('',(#507),#1);
+#509=PCURVE('',#46,#508);
+#510=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#511=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#512=VECTOR('',#511,1.00000000000000000E3);
+#513=LINE('',#510,#512);
+#514=DEFINITIONAL_REPRESENTATION('',(#513),#1);
+#515=PCURVE('',#51,#514);
+#516=SURFACE_CURVE('',#503,(#509,#515),.CURVE_3D.);
+#517=EDGE_CURVE('',#75,#83,#516,.T.);
+#518=ORIENTED_EDGE('',*,*,#119,.T.);
+#519=ORIENTED_EDGE('',*,*,#175,.T.);
+#520=ORIENTED_EDGE('',*,*,#229,.T.);
+#521=ORIENTED_EDGE('',*,*,#283,.T.);
+#522=EDGE_LOOP('',(#518,#519,#520,#521));
+#523=FACE_OUTER_BOUND('',#522,.T.);
+#524=ORIENTED_EDGE('',*,*,#337,.T.);
+#525=ORIENTED_EDGE('',*,*,#391,.T.);
+#526=ORIENTED_EDGE('',*,*,#445,.T.);
+#527=ORIENTED_EDGE('',*,*,#499,.T.);
+#528=EDGE_LOOP('',(#524,#525,#526,#527));
+#529=FACE_BOUND('',#528,.T.);
+#530=ADVANCED_FACE('top',(#523,#529),#6,.T.);
+#531=ORIENTED_EDGE('',*,*,#265,.F.);
+#532=ORIENTED_EDGE('',*,*,#211,.F.);
+#533=ORIENTED_EDGE('',*,*,#156,.F.);
+#534=ORIENTED_EDGE('',*,*,#101,.F.);
+#535=EDGE_LOOP('',(#531,#532,#533,#534));
+#536=FACE_OUTER_BOUND('',#535,.T.);
+#537=ORIENTED_EDGE('',*,*,#481,.F.);
+#538=ORIENTED_EDGE('',*,*,#427,.F.);
+#539=ORIENTED_EDGE('',*,*,#373,.F.);
+#540=ORIENTED_EDGE('',*,*,#319,.F.);
+#541=EDGE_LOOP('',(#537,#538,#539,#540));
+#542=FACE_BOUND('',#541,.T.);
+#543=ADVANCED_FACE('bottom',(#536,#542),#11,.T.);
+#544=ORIENTED_EDGE('',*,*,#101,.T.);
+#545=ORIENTED_EDGE('',*,*,#193,.T.);
+#546=ORIENTED_EDGE('',*,*,#119,.F.);
+#547=ORIENTED_EDGE('',*,*,#137,.F.);
+#548=EDGE_LOOP('',(#544,#545,#546,#547));
+#549=FACE_OUTER_BOUND('',#548,.T.);
+#550=ADVANCED_FACE('side-0-0',(#549),#16,.T.);
+#551=ORIENTED_EDGE('',*,*,#156,.T.);
+#552=ORIENTED_EDGE('',*,*,#247,.T.);
+#553=ORIENTED_EDGE('',*,*,#175,.F.);
+#554=ORIENTED_EDGE('',*,*,#193,.F.);
+#555=EDGE_LOOP('',(#551,#552,#553,#554));
+#556=FACE_OUTER_BOUND('',#555,.T.);
+#557=ADVANCED_FACE('side-0-1',(#556),#21,.T.);
+#558=ORIENTED_EDGE('',*,*,#211,.T.);
+#559=ORIENTED_EDGE('',*,*,#301,.T.);
+#560=ORIENTED_EDGE('',*,*,#229,.F.);
+#561=ORIENTED_EDGE('',*,*,#247,.F.);
+#562=EDGE_LOOP('',(#558,#559,#560,#561));
+#563=FACE_OUTER_BOUND('',#562,.T.);
+#564=ADVANCED_FACE('side-0-2',(#563),#26,.T.);
+#565=ORIENTED_EDGE('',*,*,#265,.T.);
+#566=ORIENTED_EDGE('',*,*,#137,.T.);
+#567=ORIENTED_EDGE('',*,*,#283,.F.);
+#568=ORIENTED_EDGE('',*,*,#301,.F.);
+#569=EDGE_LOOP('',(#565,#566,#567,#568));
+#570=FACE_OUTER_BOUND('',#569,.T.);
+#571=ADVANCED_FACE('side-0-3',(#570),#31,.T.);
+#572=ORIENTED_EDGE('',*,*,#319,.T.);
+#573=ORIENTED_EDGE('',*,*,#409,.T.);
+#574=ORIENTED_EDGE('',*,*,#337,.F.);
+#575=ORIENTED_EDGE('',*,*,#355,.F.);
+#576=EDGE_LOOP('',(#572,#573,#574,#575));
+#577=FACE_OUTER_BOUND('',#576,.T.);
+#578=ADVANCED_FACE('side-1-0',(#577),#36,.T.);
+#579=ORIENTED_EDGE('',*,*,#373,.T.);
+#580=ORIENTED_EDGE('',*,*,#463,.T.);
+#581=ORIENTED_EDGE('',*,*,#391,.F.);
+#582=ORIENTED_EDGE('',*,*,#409,.F.);
+#583=EDGE_LOOP('',(#579,#580,#581,#582));
+#584=FACE_OUTER_BOUND('',#583,.T.);
+#585=ADVANCED_FACE('side-1-1',(#584),#41,.T.);
+#586=ORIENTED_EDGE('',*,*,#427,.T.);
+#587=ORIENTED_EDGE('',*,*,#517,.T.);
+#588=ORIENTED_EDGE('',*,*,#445,.F.);
+#589=ORIENTED_EDGE('',*,*,#463,.F.);
+#590=EDGE_LOOP('',(#586,#587,#588,#589));
+#591=FACE_OUTER_BOUND('',#590,.T.);
+#592=ADVANCED_FACE('side-1-2',(#591),#46,.T.);
+#593=ORIENTED_EDGE('',*,*,#481,.T.);
+#594=ORIENTED_EDGE('',*,*,#355,.T.);
+#595=ORIENTED_EDGE('',*,*,#499,.F.);
+#596=ORIENTED_EDGE('',*,*,#517,.F.);
+#597=EDGE_LOOP('',(#593,#594,#595,#596));
+#598=FACE_OUTER_BOUND('',#597,.T.);
+#599=ADVANCED_FACE('side-1-3',(#598),#51,.T.);
+#600=CLOSED_SHELL('',(#530,#543,#550,#557,#564,#571,#578,#585,#592,#599));
+#601=MANIFOLD_SOLID_BREP('arc-edged-extrusion-with-holes-0',#600);
+#602=(LENGTH_UNIT() NAMED_UNIT(*) SI_UNIT(.MILLI.,.METRE.));
+#603=(NAMED_UNIT(*) PLANE_ANGLE_UNIT() SI_UNIT($,.RADIAN.));
+#604=(NAMED_UNIT(*) SI_UNIT($,.STERADIAN.) SOLID_ANGLE_UNIT());
+#605=UNCERTAINTY_MEASURE_WITH_UNIT(LENGTH_MEASURE(1.00000568434190039E-5),#602,'distance_accuracy_value','exchange error bound');
+#606=(GEOMETRIC_REPRESENTATION_CONTEXT(3) GLOBAL_UNCERTAINTY_ASSIGNED_CONTEXT((#605)) GLOBAL_UNIT_ASSIGNED_CONTEXT((#602,#603,#604)) REPRESENTATION_CONTEXT('',''));
+#607=ADVANCED_BREP_SHAPE_REPRESENTATION('',(#601),#606);
+#608=APPLICATION_CONTEXT('automotive design');
+#609=APPLICATION_PROTOCOL_DEFINITION('international standard','automotive_design',2000,#608);
+#610=PRODUCT_CONTEXT('',#608,'mechanical');
+#611=PRODUCT('arc-edged-extrusion-with-holes','arc-edged-extrusion-with-holes','',(#610));
+#612=PRODUCT_DEFINITION_FORMATION_WITH_SPECIFIED_SOURCE('1','',#611,.NOT_KNOWN.);
+#613=PRODUCT_DEFINITION_CONTEXT('part definition',#608,'design');
+#614=PRODUCT_DEFINITION('','',#612,#613);
+#615=PRODUCT_DEFINITION_SHAPE('','',#614);
+#616=SHAPE_DEFINITION_REPRESENTATION(#615,#607);
+ENDSEC;
+END-ISO-10303-21;
diff --git a/main/opengeometry/tests/fixtures/cases/arc-edged-extrusion-with-holes.step.mm.report.json b/main/opengeometry/tests/fixtures/cases/arc-edged-extrusion-with-holes.step.mm.report.json
new file mode 100644
index 0000000..d189224
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/arc-edged-extrusion-with-holes.step.mm.report.json
@@ -0,0 +1 @@
+{"cavity_shells":0,"collapsed_chart_uses":0,"edges":24,"exchange_error_bound":0.000010000056843419004,"faces":10,"geometric_tolerance":0.00001,"length_unit":"millimetre","quality":{"kind":"Analytic"},"revision":"0","schema_version":2,"solids":1,"validation_level":"v2 structure, sampled residuals and Part-21 references; external schema/import validation pending"}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/arc-edged-extrusion-with-holes.tess.json b/main/opengeometry/tests/fixtures/cases/arc-edged-extrusion-with-holes.tess.json
new file mode 100644
index 0000000..0495368
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/arc-edged-extrusion-with-holes.tess.json
@@ -0,0 +1 @@
+{"achievedDeflection":0.01,"indices":[25,0,26,29,26,0,0,1,2,2,3,4,4,5,6,6,7,8,8,9,10,10,11,12,12,13,14,14,15,16,16,17,18,18,19,20,20,21,22,22,23,24,25,26,27,29,0,2,2,4,6,6,8,10,10,12,14,14,16,18,18,20,22,22,24,25,25,27,28,28,29,2,2,6,10,10,14,18,18,22,25,28,2,10,10,18,25,25,28,10,30,31,56,59,56,31,31,32,33,33,34,35,35,36,37,37,38,39,39,40,41,41,42,43,43,44,45,45,46,47,47,48,49,49,50,51,51,52,53,53,54,55,55,30,56,58,59,31,31,33,35,35,37,39,39,41,43,43,45,47,47,49,51,51,53,55,55,56,57,58,31,35,35,39,43,43,47,51,51,55,57,57,58,35,35,43,51,51,57,35,62,63,60,60,61,62,113,114,162,113,162,161,114,115,163,114,163,162,115,116,164,115,164,163,116,117,165,116,165,164,117,118,166,117,166,165,118,119,167,118,167,166,119,120,168,119,168,167,120,121,169,120,169,168,121,122,170,121,170,169,122,123,171,122,171,170,123,124,172,123,172,171,124,125,173,124,173,172,125,126,174,125,174,173,126,127,175,126,175,174,127,128,176,127,176,175,128,129,177,128,177,176,129,130,178,129,178,177,130,131,179,130,179,178,131,132,180,131,180,179,132,133,181,132,181,180,133,134,182,133,182,181,134,135,183,134,183,182,135,136,184,135,184,183,136,137,185,136,185,184,137,138,186,137,186,185,138,139,187,138,187,186,139,140,188,139,188,187,140,141,189,140,189,188,141,142,190,141,190,189,142,143,191,142,191,190,143,144,192,143,192,191,144,145,193,144,193,192,145,146,194,145,194,193,146,147,195,146,195,194,147,148,196,147,196,195,148,149,197,148,197,196,149,150,198,149,198,197,150,151,199,150,199,198,151,152,200,151,200,199,152,153,201,152,201,200,153,154,202,153,202,201,154,155,203,154,203,202,155,156,204,155,204,203,156,157,205,156,205,204,157,158,206,157,206,205,258,259,256,256,257,258,262,263,260,260,261,262,266,267,264,264,265,266,270,271,268,268,269,270,274,275,272,272,273,274,278,279,276,276,277,278],"normals":[0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,-4.999999969612645e-9,0.0,1.0,6.123234262925839e-17,0.0,1.0,0.13616664707660675,0.0,0.9906859397888184,0.13616664707660675,0.0,0.9906859397888184,0.269796758890152,0.0,0.9629172682762146,0.269796758890152,0.0,0.9629172682762146,0.39840108156204224,0.0,0.9172112941741943,0.39840108156204224,0.0,0.9172112941741943,0.5195839405059814,0.0,0.8544194102287292,0.5195839405059814,0.0,0.8544194102287292,0.6310879588127136,0.0,0.7757112979888916,0.6310879588127136,0.0,0.7757112979888916,0.7308359742164612,0.0,0.6825531721115112,0.7308359742164612,0.0,0.6825531721115112,0.8169698715209961,0.0,0.5766803026199341,0.8169698715209961,0.0,0.5766803026199341,0.8878852128982544,0.0,0.4600650370121002,0.8878852128982544,0.0,0.4600650370121002,0.9422609210014343,0.0,0.334879606962204,0.9422609210014343,0.0,0.334879606962204,0.9790840744972229,0.0,0.20345601439476013,0.9790840744972229,0.0,0.20345601439476013,0.9976687431335449,0.0,0.06824241578578949,0.9976687431335449,0.0,0.06824241578578949,0.9976687431335449,0.0,-0.06824241578578949,0.9976687431335449,0.0,-0.06824241578578949,0.9790840744972229,0.0,-0.20345601439476013,0.9790840744972229,0.0,-0.20345601439476013,0.9422609210014343,0.0,-0.334879606962204,0.9422609210014343,0.0,-0.334879606962204,0.8878852128982544,0.0,-0.4600650370121002,0.8878852128982544,0.0,-0.4600650370121002,0.8169698715209961,0.0,-0.5766803026199341,0.8169698715209961,0.0,-0.5766803026199341,0.7308359742164612,0.0,-0.6825531721115112,0.7308359742164612,0.0,-0.6825531721115112,0.6310879588127136,0.0,-0.7757112979888916,0.6310879588127136,0.0,-0.7757112979888916,0.5195839405059814,0.0,-0.8544194102287292,0.5195839405059814,0.0,-0.8544194102287292,0.39840108156204224,0.0,-0.9172112941741943,0.39840108156204224,0.0,-0.9172112941741943,0.269796758890152,0.0,-0.9629172682762146,0.269796758890152,0.0,-0.9629172682762146,0.13616664707660675,0.0,-0.9906859397888184,0.13616664707660675,0.0,-0.9906859397888184,6.123234262925839e-17,0.0,-1.0,-4.999999969612645e-9,0.0,-1.0,-4.999999969612645e-9,0.0,1.0,6.123234262925839e-17,0.0,1.0,0.13616664707660675,0.0,0.9906859397888184,0.13616664707660675,0.0,0.9906859397888184,0.269796758890152,0.0,0.9629172682762146,0.269796758890152,0.0,0.9629172682762146,0.39840108156204224,0.0,0.9172112941741943,0.39840108156204224,0.0,0.9172112941741943,0.5195839405059814,0.0,0.8544194102287292,0.5195839405059814,0.0,0.8544194102287292,0.6310879588127136,0.0,0.7757112979888916,0.6310879588127136,0.0,0.7757112979888916,0.7308359742164612,0.0,0.6825531721115112,0.7308359742164612,0.0,0.6825531721115112,0.8169698715209961,0.0,0.5766803026199341,0.8169698715209961,0.0,0.5766803026199341,0.8878852128982544,0.0,0.4600650370121002,0.8878852128982544,0.0,0.4600650370121002,0.9422609210014343,0.0,0.334879606962204,0.9422609210014343,0.0,0.334879606962204,0.9790840744972229,0.0,0.20345601439476013,0.9790840744972229,0.0,0.20345601439476013,0.9976687431335449,0.0,0.06824241578578949,0.9976687431335449,0.0,0.06824241578578949,0.9976687431335449,0.0,-0.06824241578578949,0.9976687431335449,0.0,-0.06824241578578949,0.9790840744972229,0.0,-0.20345601439476013,0.9790840744972229,0.0,-0.20345601439476013,0.9422609210014343,0.0,-0.334879606962204,0.9422609210014343,0.0,-0.334879606962204,0.8878852128982544,0.0,-0.4600650370121002,0.8878852128982544,0.0,-0.4600650370121002,0.8169698715209961,0.0,-0.5766803026199341,0.8169698715209961,0.0,-0.5766803026199341,0.7308359742164612,0.0,-0.6825531721115112,0.7308359742164612,0.0,-0.6825531721115112,0.6310879588127136,0.0,-0.7757112979888916,0.6310879588127136,0.0,-0.7757112979888916,0.5195839405059814,0.0,-0.8544194102287292,0.5195839405059814,0.0,-0.8544194102287292,0.39840108156204224,0.0,-0.9172112941741943,0.39840108156204224,0.0,-0.9172112941741943,0.269796758890152,0.0,-0.9629172682762146,0.269796758890152,0.0,-0.9629172682762146,0.13616664707660675,0.0,-0.9906859397888184,0.13616664707660675,0.0,-0.9906859397888184,6.123234262925839e-17,0.0,-1.0,-4.999999969612645e-9,0.0,-1.0,-4.999999969612645e-9,0.0,1.0,6.123234262925839e-17,0.0,1.0,0.13616664707660675,0.0,0.9906859397888184,0.13616664707660675,0.0,0.9906859397888184,0.269796758890152,0.0,0.9629172682762146,0.269796758890152,0.0,0.9629172682762146,0.39840108156204224,0.0,0.9172112941741943,0.39840108156204224,0.0,0.9172112941741943,0.5195839405059814,0.0,0.8544194102287292,0.5195839405059814,0.0,0.8544194102287292,0.6310879588127136,0.0,0.7757112979888916,0.6310879588127136,0.0,0.7757112979888916,0.7308359742164612,0.0,0.6825531721115112,0.7308359742164612,0.0,0.6825531721115112,0.8169698715209961,0.0,0.5766803026199341,0.8169698715209961,0.0,0.5766803026199341,0.8878852128982544,0.0,0.4600650370121002,0.8878852128982544,0.0,0.4600650370121002,0.9422609210014343,0.0,0.334879606962204,0.9422609210014343,0.0,0.334879606962204,0.9790840744972229,0.0,0.20345601439476013,0.9790840744972229,0.0,0.20345601439476013,0.9976687431335449,0.0,0.06824241578578949,0.9976687431335449,0.0,0.06824241578578949,0.9976687431335449,0.0,-0.06824241578578949,0.9976687431335449,0.0,-0.06824241578578949,0.9790840744972229,0.0,-0.20345601439476013,0.9790840744972229,0.0,-0.20345601439476013,0.9422609210014343,0.0,-0.334879606962204,0.9422609210014343,0.0,-0.334879606962204,0.8878852128982544,0.0,-0.4600650370121002,0.8878852128982544,0.0,-0.4600650370121002,0.8169698715209961,0.0,-0.5766803026199341,0.8169698715209961,0.0,-0.5766803026199341,0.7308359742164612,0.0,-0.6825531721115112,0.7308359742164612,0.0,-0.6825531721115112,0.6310879588127136,0.0,-0.7757112979888916,0.6310879588127136,0.0,-0.7757112979888916,0.5195839405059814,0.0,-0.8544194102287292,0.5195839405059814,0.0,-0.8544194102287292,0.39840108156204224,0.0,-0.9172112941741943,0.39840108156204224,0.0,-0.9172112941741943,0.269796758890152,0.0,-0.9629172682762146,0.269796758890152,0.0,-0.9629172682762146,0.13616664707660675,0.0,-0.9906859397888184,0.13616664707660675,0.0,-0.9906859397888184,6.123234262925839e-17,0.0,-1.0,-4.999999969612645e-9,0.0,-1.0,-4.999999969612645e-9,0.0,1.0,6.123234262925839e-17,0.0,1.0,0.13616664707660675,0.0,0.9906859397888184,0.13616664707660675,0.0,0.9906859397888184,0.269796758890152,0.0,0.9629172682762146,0.269796758890152,0.0,0.9629172682762146,0.39840108156204224,0.0,0.9172112941741943,0.39840108156204224,0.0,0.9172112941741943,0.5195839405059814,0.0,0.8544194102287292,0.5195839405059814,0.0,0.8544194102287292,0.6310879588127136,0.0,0.7757112979888916,0.6310879588127136,0.0,0.7757112979888916,0.7308359742164612,0.0,0.6825531721115112,0.7308359742164612,0.0,0.6825531721115112,0.8169698715209961,0.0,0.5766803026199341,0.8169698715209961,0.0,0.5766803026199341,0.8878852128982544,0.0,0.4600650370121002,0.8878852128982544,0.0,0.4600650370121002,0.9422609210014343,0.0,0.334879606962204,0.9422609210014343,0.0,0.334879606962204,0.9790840744972229,0.0,0.20345601439476013,0.9790840744972229,0.0,0.20345601439476013,0.9976687431335449,0.0,0.06824241578578949,0.9976687431335449,0.0,0.06824241578578949,0.9976687431335449,0.0,-0.06824241578578949,0.9976687431335449,0.0,-0.06824241578578949,0.9790840744972229,0.0,-0.20345601439476013,0.9790840744972229,0.0,-0.20345601439476013,0.9422609210014343,0.0,-0.334879606962204,0.9422609210014343,0.0,-0.334879606962204,0.8878852128982544,0.0,-0.4600650370121002,0.8878852128982544,0.0,-0.4600650370121002,0.8169698715209961,0.0,-0.5766803026199341,0.8169698715209961,0.0,-0.5766803026199341,0.7308359742164612,0.0,-0.6825531721115112,0.7308359742164612,0.0,-0.6825531721115112,0.6310879588127136,0.0,-0.7757112979888916,0.6310879588127136,0.0,-0.7757112979888916,0.5195839405059814,0.0,-0.8544194102287292,0.5195839405059814,0.0,-0.8544194102287292,0.39840108156204224,0.0,-0.9172112941741943,0.39840108156204224,0.0,-0.9172112941741943,0.269796758890152,0.0,-0.9629172682762146,0.269796758890152,0.0,-0.9629172682762146,0.13616664707660675,0.0,-0.9906859397888184,0.13616664707660675,0.0,-0.9906859397888184,6.123234262925839e-17,0.0,-1.0,-4.999999969612645e-9,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0],"outlineEdgeIds":[0,1,2,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23],"outlinePositions":[-2.0,0.0,2.0,2.0,0.0,2.0,-2.0,2.0,2.0,2.0,2.0,2.0,-2.0,0.0,2.0,-2.0,2.0,2.0,2.0,0.0,2.0,2.272333298192493,0.0,1.9813718920726615,2.272333298192493,0.0,1.9813718920726615,2.5395935423140483,0.0,1.9258345746955987,2.5395935423140483,0.0,1.9258345746955987,2.796802179692483,0.0,1.8344226030109059,2.796802179692483,0.0,1.8344226030109059,3.039167900070867,0.0,1.7088388090929771,3.039167900070867,0.0,1.7088388090929771,3.2621758886521057,0.0,1.5514225814088396,3.2621758886521057,0.0,1.5514225814088396,3.4616719285562483,0.0,1.3651062864373082,3.4616719285562483,0.0,1.3651062864373082,3.633939786020884,0.0,1.1533606442297342,3.633939786020884,0.0,1.1533606442297342,3.77577043680475,0.0,0.9201300754623043,3.77577043680475,0.0,0.9201300754623043,3.884521844237641,0.0,0.6697592243419724,3.884521844237641,0.0,0.6697592243419724,3.958168175364646,0.0,0.4069120261052674,3.958168175364646,0.0,0.4069120261052674,3.9953375383810785,0.0,0.13648482672934234,3.9953375383810785,0.0,0.13648482672934234,3.9953375383810785,0.0,-0.1364848267293419,3.9953375383810785,0.0,-0.1364848267293419,3.9581681753646456,0.0,-0.40691202610526783,3.9581681753646456,0.0,-0.40691202610526783,3.884521844237641,0.0,-0.6697592243419724,3.884521844237641,0.0,-0.6697592243419724,3.77577043680475,0.0,-0.9201300754623043,3.77577043680475,0.0,-0.9201300754623043,3.633939786020884,0.0,-1.1533606442297342,3.633939786020884,0.0,-1.1533606442297342,3.461671928556248,0.0,-1.3651062864373087,3.461671928556248,0.0,-1.3651062864373087,3.2621758886521057,0.0,-1.5514225814088394,3.2621758886521057,0.0,-1.5514225814088394,3.0391679000708676,0.0,-1.708838809092977,3.0391679000708676,0.0,-1.708838809092977,2.7968021796924827,0.0,-1.834422603010906,2.7968021796924827,0.0,-1.834422603010906,2.5395935423140483,0.0,-1.9258345746955987,2.5395935423140483,0.0,-1.9258345746955987,2.272333298192494,0.0,-1.9813718920726613,2.272333298192494,0.0,-1.9813718920726613,2.0,0.0,-2.0,2.0,2.0,2.0,2.272333298192493,2.0,1.9813718920726615,2.272333298192493,2.0,1.9813718920726615,2.5395935423140483,2.0,1.9258345746955987,2.5395935423140483,2.0,1.9258345746955987,2.796802179692483,2.0,1.8344226030109059,2.796802179692483,2.0,1.8344226030109059,3.039167900070867,2.0,1.7088388090929771,3.039167900070867,2.0,1.7088388090929771,3.2621758886521057,2.0,1.5514225814088396,3.2621758886521057,2.0,1.5514225814088396,3.4616719285562483,2.0,1.3651062864373082,3.4616719285562483,2.0,1.3651062864373082,3.633939786020884,2.0,1.1533606442297342,3.633939786020884,2.0,1.1533606442297342,3.77577043680475,2.0,0.9201300754623043,3.77577043680475,2.0,0.9201300754623043,3.884521844237641,2.0,0.6697592243419724,3.884521844237641,2.0,0.6697592243419724,3.958168175364646,2.0,0.4069120261052674,3.958168175364646,2.0,0.4069120261052674,3.9953375383810785,2.0,0.13648482672934234,3.9953375383810785,2.0,0.13648482672934234,3.9953375383810785,2.0,-0.1364848267293419,3.9953375383810785,2.0,-0.1364848267293419,3.9581681753646456,2.0,-0.40691202610526783,3.9581681753646456,2.0,-0.40691202610526783,3.884521844237641,2.0,-0.6697592243419724,3.884521844237641,2.0,-0.6697592243419724,3.77577043680475,2.0,-0.9201300754623043,3.77577043680475,2.0,-0.9201300754623043,3.633939786020884,2.0,-1.1533606442297342,3.633939786020884,2.0,-1.1533606442297342,3.461671928556248,2.0,-1.3651062864373087,3.461671928556248,2.0,-1.3651062864373087,3.2621758886521057,2.0,-1.5514225814088394,3.2621758886521057,2.0,-1.5514225814088394,3.0391679000708676,2.0,-1.708838809092977,3.0391679000708676,2.0,-1.708838809092977,2.7968021796924827,2.0,-1.834422603010906,2.7968021796924827,2.0,-1.834422603010906,2.5395935423140483,2.0,-1.9258345746955987,2.5395935423140483,2.0,-1.9258345746955987,2.272333298192494,2.0,-1.9813718920726613,2.272333298192494,2.0,-1.9813718920726613,2.0,2.0,-2.0,2.0,0.0,2.0,2.0,2.0,2.0,2.0,0.0,-2.0,-2.0,0.0,-2.0,2.0,2.0,-2.0,-2.0,2.0,-2.0,2.0,0.0,-2.0,2.0,2.0,-2.0,-2.0,0.0,-2.0,-2.0,0.0,2.0,-2.0,2.0,-2.0,-2.0,2.0,2.0,-2.0,0.0,-2.0,-2.0,2.0,-2.0,-0.5,0.0,0.5,-0.5,0.0,-0.5,-0.5,2.0,0.5,-0.5,2.0,-0.5,-0.5,0.0,0.5,-0.5,2.0,0.5,-0.5,0.0,-0.5,0.5,0.0,-0.5,-0.5,2.0,-0.5,0.5,2.0,-0.5,-0.5,0.0,-0.5,-0.5,2.0,-0.5,0.5,0.0,-0.5,0.5,0.0,0.5,0.5,2.0,-0.5,0.5,2.0,0.5,0.5,0.0,-0.5,0.5,2.0,-0.5,0.5,0.0,0.5,-0.5,0.0,0.5,0.5,2.0,0.5,-0.5,2.0,0.5,0.5,0.0,0.5,0.5,2.0,0.5],"positions":[-2.0,2.0,2.0,2.0,2.0,2.0,2.272333298192493,2.0,1.9813718920726615,2.5395935423140483,2.0,1.9258345746955987,2.796802179692483,2.0,1.8344226030109059,3.039167900070867,2.0,1.7088388090929771,3.2621758886521057,2.0,1.5514225814088396,3.4616719285562483,2.0,1.3651062864373082,3.633939786020884,2.0,1.1533606442297342,3.77577043680475,2.0,0.9201300754623043,3.884521844237641,2.0,0.6697592243419724,3.958168175364646,2.0,0.4069120261052674,3.9953375383810785,2.0,0.13648482672934234,3.9953375383810785,2.0,-0.1364848267293419,3.9581681753646456,2.0,-0.40691202610526783,3.884521844237641,2.0,-0.6697592243419724,3.77577043680475,2.0,-0.9201300754623043,3.633939786020884,2.0,-1.1533606442297342,3.461671928556248,2.0,-1.3651062864373087,3.2621758886521057,2.0,-1.5514225814088394,3.0391679000708676,2.0,-1.708838809092977,2.7968021796924827,2.0,-1.834422603010906,2.5395935423140483,2.0,-1.9258345746955987,2.272333298192494,2.0,-1.9813718920726613,2.0,2.0,-2.0,-2.0,2.0,-2.0,-0.5,2.0,0.5,-0.5,2.0,-0.5,0.5,2.0,-0.5,0.5,2.0,0.5,-2.0,0.0,2.0,-2.0,0.0,-2.0,2.0,0.0,-2.0,2.272333298192494,0.0,-1.9813718920726613,2.5395935423140483,0.0,-1.9258345746955987,2.7968021796924827,0.0,-1.834422603010906,3.0391679000708676,0.0,-1.708838809092977,3.2621758886521057,0.0,-1.5514225814088394,3.461671928556248,0.0,-1.3651062864373087,3.633939786020884,0.0,-1.1533606442297342,3.77577043680475,0.0,-0.9201300754623043,3.884521844237641,0.0,-0.6697592243419724,3.9581681753646456,0.0,-0.40691202610526783,3.9953375383810785,0.0,-0.1364848267293419,3.9953375383810785,0.0,0.13648482672934234,3.958168175364646,0.0,0.4069120261052674,3.884521844237641,0.0,0.6697592243419724,3.77577043680475,0.0,0.9201300754623043,3.633939786020884,0.0,1.1533606442297342,3.4616719285562483,0.0,1.3651062864373082,3.2621758886521057,0.0,1.5514225814088396,3.039167900070867,0.0,1.7088388090929771,2.796802179692483,0.0,1.8344226030109059,2.5395935423140483,0.0,1.9258345746955987,2.272333298192493,0.0,1.9813718920726615,2.0,0.0,2.0,-0.5,0.0,0.5,0.5,0.0,0.5,0.5,0.0,-0.5,-0.5,0.0,-0.5,-2.0,0.0,2.0,2.0,0.0,2.0,2.0,2.0,2.0,-2.0,2.0,2.0,1.9999999900000003,-1e-8,2.0,2.0,-1e-8,2.0,2.2723332891470998,-1e-8,1.9813718933159221,2.272333298192493,-1e-8,1.9813718920726615,2.5395935343595144,-1e-8,1.9258345769243546,2.5395935423140483,-1e-8,1.9258345746955987,2.796802172913095,-1e-8,1.8344226059556097,2.796802179692483,-1e-8,1.8344226030109059,3.0391678944985667,-1e-8,1.708838812481568,3.039167900070867,-1e-8,1.7088388090929771,3.2621758842676507,-1e-8,1.5514225849758583,3.2621758886521057,-1e-8,1.5514225814088396,3.4616719252918635,-1e-8,1.3651062899326107,3.4616719285562483,-1e-8,1.3651062864373082,3.633939783764309,-1e-8,1.153360647426573,3.633939786020884,-1e-8,1.1533606442297342,3.7757704354045525,-1e-8,0.9201300781645637,3.77577043680475,-1e-8,0.9201300754623043,3.884521843509642,-1e-8,0.6697592263903653,3.884521844237641,-1e-8,0.6697592243419724,3.958168175099268,-1e-8,0.4069120273823335,3.958168175364646,-1e-8,0.4069120261052674,3.995337538351408,-1e-8,0.1364848271631112,3.9953375383810785,-1e-8,0.13648482672934234,3.9953375383810785,-1e-8,-0.1364848267293419,3.995337538351408,-1e-8,-0.13648482716311075,3.9581681753646456,-1e-8,-0.40691202610526783,3.958168175099268,-1e-8,-0.40691202738233395,3.884521844237641,-1e-8,-0.6697592243419724,3.884521843509642,-1e-8,-0.6697592263903653,3.77577043680475,-1e-8,-0.9201300754623043,3.7757704354045525,-1e-8,-0.9201300781645637,3.633939786020884,-1e-8,-1.1533606442297342,3.6339397837643093,-1e-8,-1.1533606474265727,3.461671928556248,-1e-8,-1.3651062864373087,3.4616719252918635,-1e-8,-1.3651062899326107,3.2621758886521057,-1e-8,-1.5514225814088394,3.2621758842676503,-1e-8,-1.5514225849758587,3.0391679000708676,-1e-8,-1.708838809092977,3.0391678944985667,-1e-8,-1.708838812481568,2.7968021796924827,-1e-8,-1.834422603010906,2.796802172913095,-1e-8,-1.83442260595561,2.5395935423140483,-1e-8,-1.9258345746955987,2.5395935343595144,-1e-8,-1.9258345769243546,2.272333298192494,-1e-8,-1.9813718920726613,2.2723332891471,-1e-8,-1.9813718933159221,2.0,-1e-8,-2.0,1.9999999900000003,-1e-8,-2.0,1.9999999900000003,0.0,2.0,2.0,0.0,2.0,2.2723332891470998,0.0,1.9813718933159221,2.272333298192493,0.0,1.9813718920726615,2.5395935343595144,0.0,1.9258345769243546,2.5395935423140483,0.0,1.9258345746955987,2.796802172913095,0.0,1.8344226059556097,2.796802179692483,0.0,1.8344226030109059,3.0391678944985667,0.0,1.708838812481568,3.039167900070867,0.0,1.7088388090929771,3.2621758842676507,0.0,1.5514225849758583,3.2621758886521057,0.0,1.5514225814088396,3.4616719252918635,0.0,1.3651062899326107,3.4616719285562483,0.0,1.3651062864373082,3.633939783764309,0.0,1.153360647426573,3.633939786020884,0.0,1.1533606442297342,3.7757704354045525,0.0,0.9201300781645637,3.77577043680475,0.0,0.9201300754623043,3.884521843509642,0.0,0.6697592263903653,3.884521844237641,0.0,0.6697592243419724,3.958168175099268,0.0,0.4069120273823335,3.958168175364646,0.0,0.4069120261052674,3.995337538351408,0.0,0.1364848271631112,3.9953375383810785,0.0,0.13648482672934234,3.9953375383810785,0.0,-0.1364848267293419,3.995337538351408,0.0,-0.13648482716311075,3.9581681753646456,0.0,-0.40691202610526783,3.958168175099268,0.0,-0.40691202738233395,3.884521844237641,0.0,-0.6697592243419724,3.884521843509642,0.0,-0.6697592263903653,3.77577043680475,0.0,-0.9201300754623043,3.7757704354045525,0.0,-0.9201300781645637,3.633939786020884,0.0,-1.1533606442297342,3.6339397837643093,0.0,-1.1533606474265727,3.461671928556248,0.0,-1.3651062864373087,3.4616719252918635,0.0,-1.3651062899326107,3.2621758886521057,0.0,-1.5514225814088394,3.2621758842676503,0.0,-1.5514225849758587,3.0391679000708676,0.0,-1.708838809092977,3.0391678944985667,0.0,-1.708838812481568,2.7968021796924827,0.0,-1.834422603010906,2.796802172913095,0.0,-1.83442260595561,2.5395935423140483,0.0,-1.9258345746955987,2.5395935343595144,0.0,-1.9258345769243546,2.272333298192494,0.0,-1.9813718920726613,2.2723332891471,0.0,-1.9813718933159221,2.0,0.0,-2.0,1.9999999900000003,0.0,-2.0,1.9999999900000003,2.0,2.0,2.0,2.0,2.0,2.2723332891470998,2.0,1.9813718933159221,2.272333298192493,2.0,1.9813718920726615,2.5395935343595144,2.0,1.9258345769243546,2.5395935423140483,2.0,1.9258345746955987,2.796802172913095,2.0,1.8344226059556097,2.796802179692483,2.0,1.8344226030109059,3.0391678944985667,2.0,1.708838812481568,3.039167900070867,2.0,1.7088388090929771,3.2621758842676507,2.0,1.5514225849758583,3.2621758886521057,2.0,1.5514225814088396,3.4616719252918635,2.0,1.3651062899326107,3.4616719285562483,2.0,1.3651062864373082,3.633939783764309,2.0,1.153360647426573,3.633939786020884,2.0,1.1533606442297342,3.7757704354045525,2.0,0.9201300781645637,3.77577043680475,2.0,0.9201300754623043,3.884521843509642,2.0,0.6697592263903653,3.884521844237641,2.0,0.6697592243419724,3.958168175099268,2.0,0.4069120273823335,3.958168175364646,2.0,0.4069120261052674,3.995337538351408,2.0,0.1364848271631112,3.9953375383810785,2.0,0.13648482672934234,3.9953375383810785,2.0,-0.1364848267293419,3.995337538351408,2.0,-0.13648482716311075,3.9581681753646456,2.0,-0.40691202610526783,3.958168175099268,2.0,-0.40691202738233395,3.884521844237641,2.0,-0.6697592243419724,3.884521843509642,2.0,-0.6697592263903653,3.77577043680475,2.0,-0.9201300754623043,3.7757704354045525,2.0,-0.9201300781645637,3.633939786020884,2.0,-1.1533606442297342,3.6339397837643093,2.0,-1.1533606474265727,3.461671928556248,2.0,-1.3651062864373087,3.4616719252918635,2.0,-1.3651062899326107,3.2621758886521057,2.0,-1.5514225814088394,3.2621758842676503,2.0,-1.5514225849758587,3.0391679000708676,2.0,-1.708838809092977,3.0391678944985667,2.0,-1.708838812481568,2.7968021796924827,2.0,-1.834422603010906,2.796802172913095,2.0,-1.83442260595561,2.5395935423140483,2.0,-1.9258345746955987,2.5395935343595144,2.0,-1.9258345769243546,2.272333298192494,2.0,-1.9813718920726613,2.2723332891471,2.0,-1.9813718933159221,2.0,2.0,-2.0,1.9999999900000003,2.0,-2.0,1.9999999900000003,2.00000001,2.0,2.0,2.00000001,2.0,2.2723332891470998,2.00000001,1.9813718933159221,2.272333298192493,2.00000001,1.9813718920726615,2.5395935343595144,2.00000001,1.9258345769243546,2.5395935423140483,2.00000001,1.9258345746955987,2.796802172913095,2.00000001,1.8344226059556097,2.796802179692483,2.00000001,1.8344226030109059,3.0391678944985667,2.00000001,1.708838812481568,3.039167900070867,2.00000001,1.7088388090929771,3.2621758842676507,2.00000001,1.5514225849758583,3.2621758886521057,2.00000001,1.5514225814088396,3.4616719252918635,2.00000001,1.3651062899326107,3.4616719285562483,2.00000001,1.3651062864373082,3.633939783764309,2.00000001,1.153360647426573,3.633939786020884,2.00000001,1.1533606442297342,3.7757704354045525,2.00000001,0.9201300781645637,3.77577043680475,2.00000001,0.9201300754623043,3.884521843509642,2.00000001,0.6697592263903653,3.884521844237641,2.00000001,0.6697592243419724,3.958168175099268,2.00000001,0.4069120273823335,3.958168175364646,2.00000001,0.4069120261052674,3.995337538351408,2.00000001,0.1364848271631112,3.9953375383810785,2.00000001,0.13648482672934234,3.9953375383810785,2.00000001,-0.1364848267293419,3.995337538351408,2.00000001,-0.13648482716311075,3.9581681753646456,2.00000001,-0.40691202610526783,3.958168175099268,2.00000001,-0.40691202738233395,3.884521844237641,2.00000001,-0.6697592243419724,3.884521843509642,2.00000001,-0.6697592263903653,3.77577043680475,2.00000001,-0.9201300754623043,3.7757704354045525,2.00000001,-0.9201300781645637,3.633939786020884,2.00000001,-1.1533606442297342,3.6339397837643093,2.00000001,-1.1533606474265727,3.461671928556248,2.00000001,-1.3651062864373087,3.4616719252918635,2.00000001,-1.3651062899326107,3.2621758886521057,2.00000001,-1.5514225814088394,3.2621758842676503,2.00000001,-1.5514225849758587,3.0391679000708676,2.00000001,-1.708838809092977,3.0391678944985667,2.00000001,-1.708838812481568,2.7968021796924827,2.00000001,-1.834422603010906,2.796802172913095,2.00000001,-1.83442260595561,2.5395935423140483,2.00000001,-1.9258345746955987,2.5395935343595144,2.00000001,-1.9258345769243546,2.272333298192494,2.00000001,-1.9813718920726613,2.2723332891471,2.00000001,-1.9813718933159221,2.0,2.00000001,-2.0,1.9999999900000003,2.00000001,-2.0,2.0,0.0,-2.0,-2.0,0.0,-2.0,-2.0,2.0,-2.0,2.0,2.0,-2.0,-2.0,0.0,-2.0,-2.0,0.0,2.0,-2.0,2.0,2.0,-2.0,2.0,-2.0,-0.5,0.0,0.5,-0.5,0.0,-0.5,-0.5,2.0,-0.5,-0.5,2.0,0.5,-0.5,0.0,-0.5,0.5,0.0,-0.5,0.5,2.0,-0.5,-0.5,2.0,-0.5,0.5,0.0,-0.5,0.5,0.0,0.5,0.5,2.0,0.5,0.5,2.0,-0.5,0.5,0.0,0.5,-0.5,0.0,0.5,-0.5,2.0,0.5,0.5,2.0,0.5],"revision":0,"triangleFaceIds":[0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,2,2,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,4,4,5,5,6,6,7,7,8,8,9,9]}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/arc-edged-extrusion.brep.json b/main/opengeometry/tests/fixtures/cases/arc-edged-extrusion.brep.json
new file mode 100644
index 0000000..f5ffe40
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/arc-edged-extrusion.brep.json
@@ -0,0 +1 @@
+{"schema_version":2,"id":"arc-edged-extrusion","revision":0,"geometry":{"surfaces":[{"kind":"Plane","frame":{"origin":[0.0,2.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]}},{"kind":"Plane","frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]}},{"kind":"Plane","frame":{"origin":[-2.0,0.0,2.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]}},{"kind":"Cylinder","frame":{"origin":[2.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"radius":2.0},{"kind":"Plane","frame":{"origin":[2.0,0.0,-2.0],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]}},{"kind":"Plane","frame":{"origin":[-2.0,0.0,-2.0],"x":[0.0,0.0,1.0],"y":[0.0,1.0,-0.0],"z":[-1.0,0.0,0.0]}}],"curves":[{"kind":"Line","origin":[-2.0,0.0,2.0],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[-2.0,2.0,2.0],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[-2.0,0.0,2.0],"direction":[0.0,1.0,0.0]},{"kind":"Circle","frame":{"origin":[2.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"radius":2.0},{"kind":"Circle","frame":{"origin":[2.0,2.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"radius":2.0},{"kind":"Line","origin":[2.0,0.0,2.0],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[2.0,0.0,-2.0],"direction":[-1.0,0.0,0.0]},{"kind":"Line","origin":[2.0,2.0,-2.0],"direction":[-1.0,0.0,0.0]},{"kind":"Line","origin":[2.0,0.0,-2.0],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[-2.0,0.0,-2.0],"direction":[0.0,0.0,1.0]},{"kind":"Line","origin":[-2.0,2.0,-2.0],"direction":[0.0,0.0,1.0]},{"kind":"Line","origin":[-2.0,0.0,-2.0],"direction":[0.0,1.0,0.0]}],"pcurves":[{"kind":"Line2","origin":[-2.0,-2.0],"direction":[1.0,0.0]},{"kind":"Conic2","origin":[2.0,0.0],"axis_a":[2.0,0.0],"axis_b":[0.0,2.0]},{"kind":"Line2","origin":[2.0,2.0],"direction":[-1.0,0.0]},{"kind":"Line2","origin":[-2.0,2.0],"direction":[0.0,-1.0]},{"kind":"Line2","origin":[-2.0,-2.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[2.0,-2.0],"direction":[-1.0,0.0]},{"kind":"Conic2","origin":[2.0,0.0],"axis_a":[2.0,0.0],"axis_b":[0.0,-2.0]},{"kind":"Line2","origin":[-2.0,2.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[4.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,2.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[1.5707963267948966,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,2.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[-1.5707963267948966,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[4.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,2.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[4.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,2.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[0.0,1.0]}],"intersections":[]},"topology":{"vertices":[{"id":0,"position":[-2.0,0.0,2.0],"outgoing_halfedge":4,"tolerance":1e-8},{"id":1,"position":[2.0,0.0,2.0],"outgoing_halfedge":7,"tolerance":1e-8},{"id":2,"position":[2.0,0.0,-2.0],"outgoing_halfedge":6,"tolerance":1e-8},{"id":3,"position":[-2.0,0.0,-2.0],"outgoing_halfedge":5,"tolerance":1e-8},{"id":4,"position":[-2.0,2.0,2.0],"outgoing_halfedge":0,"tolerance":1e-8},{"id":5,"position":[2.0,2.0,2.0],"outgoing_halfedge":1,"tolerance":1e-8},{"id":6,"position":[2.0,2.0,-2.0],"outgoing_halfedge":2,"tolerance":1e-8},{"id":7,"position":[-2.0,2.0,-2.0],"outgoing_halfedge":3,"tolerance":1e-8}],"edges":[{"id":0,"geometry":{"kind":"Curve","curve":0,"range":{"lo":0.0,"hi":4.0}},"halfedge":7,"twin_halfedge":8,"tolerance":1e-8,"chart_seam":false},{"id":1,"geometry":{"kind":"Curve","curve":1,"range":{"lo":0.0,"hi":4.0}},"halfedge":0,"twin_halfedge":10,"tolerance":1e-8,"chart_seam":false},{"id":2,"geometry":{"kind":"Curve","curve":2,"range":{"lo":0.0,"hi":2.0}},"halfedge":11,"twin_halfedge":21,"tolerance":1e-8,"chart_seam":false},{"id":3,"geometry":{"kind":"Curve","curve":3,"range":{"lo":-1.5707963267948966,"hi":1.5707963267948966}},"halfedge":6,"twin_halfedge":12,"tolerance":1e-8,"chart_seam":false},{"id":4,"geometry":{"kind":"Curve","curve":4,"range":{"lo":-1.5707963267948966,"hi":1.5707963267948966}},"halfedge":1,"twin_halfedge":14,"tolerance":1e-8,"chart_seam":false},{"id":5,"geometry":{"kind":"Curve","curve":5,"range":{"lo":0.0,"hi":2.0}},"halfedge":9,"twin_halfedge":15,"tolerance":1e-8,"chart_seam":false},{"id":6,"geometry":{"kind":"Curve","curve":6,"range":{"lo":0.0,"hi":4.0}},"halfedge":5,"twin_halfedge":16,"tolerance":1e-8,"chart_seam":false},{"id":7,"geometry":{"kind":"Curve","curve":7,"range":{"lo":0.0,"hi":4.0}},"halfedge":2,"twin_halfedge":18,"tolerance":1e-8,"chart_seam":false},{"id":8,"geometry":{"kind":"Curve","curve":8,"range":{"lo":0.0,"hi":2.0}},"halfedge":13,"twin_halfedge":19,"tolerance":1e-8,"chart_seam":false},{"id":9,"geometry":{"kind":"Curve","curve":9,"range":{"lo":0.0,"hi":4.0}},"halfedge":4,"twin_halfedge":20,"tolerance":1e-8,"chart_seam":false},{"id":10,"geometry":{"kind":"Curve","curve":10,"range":{"lo":0.0,"hi":4.0}},"halfedge":3,"twin_halfedge":22,"tolerance":1e-8,"chart_seam":false},{"id":11,"geometry":{"kind":"Curve","curve":11,"range":{"lo":0.0,"hi":2.0}},"halfedge":17,"twin_halfedge":23,"tolerance":1e-8,"chart_seam":false}],"halfedges":[{"id":0,"from":4,"to":5,"twin":10,"next":1,"prev":3,"edge":1,"face":0,"loop_ref":0,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":0,"periodic_lift":[0,0]}},{"id":1,"from":5,"to":6,"twin":14,"next":2,"prev":0,"edge":4,"face":0,"loop_ref":0,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":1,"periodic_lift":[0,0]}},{"id":2,"from":6,"to":7,"twin":18,"next":3,"prev":1,"edge":7,"face":0,"loop_ref":0,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":2,"periodic_lift":[0,0]}},{"id":3,"from":7,"to":4,"twin":22,"next":0,"prev":2,"edge":10,"face":0,"loop_ref":0,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":3,"periodic_lift":[0,0]}},{"id":4,"from":0,"to":3,"twin":20,"next":5,"prev":7,"edge":9,"face":1,"loop_ref":1,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":4,"periodic_lift":[0,0]}},{"id":5,"from":3,"to":2,"twin":16,"next":6,"prev":4,"edge":6,"face":1,"loop_ref":1,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":5,"periodic_lift":[0,0]}},{"id":6,"from":2,"to":1,"twin":12,"next":7,"prev":5,"edge":3,"face":1,"loop_ref":1,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":6,"periodic_lift":[0,0]}},{"id":7,"from":1,"to":0,"twin":8,"next":4,"prev":6,"edge":0,"face":1,"loop_ref":1,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":7,"periodic_lift":[0,0]}},{"id":8,"from":0,"to":1,"twin":7,"next":9,"prev":11,"edge":0,"face":2,"loop_ref":2,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":8,"periodic_lift":[0,0]}},{"id":9,"from":1,"to":5,"twin":15,"next":10,"prev":8,"edge":5,"face":2,"loop_ref":2,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":9,"periodic_lift":[0,0]}},{"id":10,"from":5,"to":4,"twin":0,"next":11,"prev":9,"edge":1,"face":2,"loop_ref":2,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":10,"periodic_lift":[0,0]}},{"id":11,"from":4,"to":0,"twin":21,"next":8,"prev":10,"edge":2,"face":2,"loop_ref":2,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":11,"periodic_lift":[0,0]}},{"id":12,"from":1,"to":2,"twin":6,"next":13,"prev":15,"edge":3,"face":3,"loop_ref":3,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":12,"periodic_lift":[0,0]}},{"id":13,"from":2,"to":6,"twin":19,"next":14,"prev":12,"edge":8,"face":3,"loop_ref":3,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":13,"periodic_lift":[0,0]}},{"id":14,"from":6,"to":5,"twin":1,"next":15,"prev":13,"edge":4,"face":3,"loop_ref":3,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":14,"periodic_lift":[0,0]}},{"id":15,"from":5,"to":1,"twin":9,"next":12,"prev":14,"edge":5,"face":3,"loop_ref":3,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":15,"periodic_lift":[0,0]}},{"id":16,"from":2,"to":3,"twin":5,"next":17,"prev":19,"edge":6,"face":4,"loop_ref":4,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":16,"periodic_lift":[0,0]}},{"id":17,"from":3,"to":7,"twin":23,"next":18,"prev":16,"edge":11,"face":4,"loop_ref":4,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":17,"periodic_lift":[0,0]}},{"id":18,"from":7,"to":6,"twin":2,"next":19,"prev":17,"edge":7,"face":4,"loop_ref":4,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":18,"periodic_lift":[0,0]}},{"id":19,"from":6,"to":2,"twin":13,"next":16,"prev":18,"edge":8,"face":4,"loop_ref":4,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":19,"periodic_lift":[0,0]}},{"id":20,"from":3,"to":0,"twin":4,"next":21,"prev":23,"edge":9,"face":5,"loop_ref":5,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":20,"periodic_lift":[0,0]}},{"id":21,"from":0,"to":4,"twin":11,"next":22,"prev":20,"edge":2,"face":5,"loop_ref":5,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":21,"periodic_lift":[0,0]}},{"id":22,"from":4,"to":7,"twin":3,"next":23,"prev":21,"edge":10,"face":5,"loop_ref":5,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":22,"periodic_lift":[0,0]}},{"id":23,"from":7,"to":3,"twin":17,"next":20,"prev":22,"edge":11,"face":5,"loop_ref":5,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":23,"periodic_lift":[0,0]}}],"loops":[{"id":0,"start_halfedge":0,"face_ref":0,"is_hole":false},{"id":1,"start_halfedge":4,"face_ref":1,"is_hole":false},{"id":2,"start_halfedge":8,"face_ref":2,"is_hole":false},{"id":3,"start_halfedge":12,"face_ref":3,"is_hole":false},{"id":4,"start_halfedge":16,"face_ref":4,"is_hole":false},{"id":5,"start_halfedge":20,"face_ref":5,"is_hole":false}],"faces":[{"id":0,"key":"top","surface":0,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-2.00000001,"hi":4.00000001},{"lo":-2.00000001,"hi":2.00000001}],"outer":0,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"arc-edged-extrusion","body":"arc-edged-extrusion","key":"top","face":0}],"role":"Authored","reversed":false}},{"id":1,"key":"bottom","surface":1,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-2.00000001,"hi":4.00000001},{"lo":-2.00000001,"hi":2.00000001}],"outer":1,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"arc-edged-extrusion","body":"arc-edged-extrusion","key":"bottom","face":1}],"role":"Authored","reversed":false}},{"id":2,"key":"side-0-0","surface":2,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":4.00000001},{"lo":-1e-8,"hi":2.00000001}],"outer":2,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"arc-edged-extrusion","body":"arc-edged-extrusion","key":"side-0-0","face":2}],"role":"Authored","reversed":false}},{"id":3,"key":"side-0-1","surface":3,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1.5707963317948965,"hi":1.5707963317948965},{"lo":-1e-8,"hi":2.00000001}],"outer":3,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"arc-edged-extrusion","body":"arc-edged-extrusion","key":"side-0-1","face":3}],"role":"Authored","reversed":false}},{"id":4,"key":"side-0-2","surface":4,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":4.00000001},{"lo":-1e-8,"hi":2.00000001}],"outer":4,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"arc-edged-extrusion","body":"arc-edged-extrusion","key":"side-0-2","face":4}],"role":"Authored","reversed":false}},{"id":5,"key":"side-0-3","surface":5,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":4.00000001},{"lo":-1e-8,"hi":2.00000001}],"outer":5,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"arc-edged-extrusion","body":"arc-edged-extrusion","key":"side-0-3","face":5}],"role":"Authored","reversed":false}}],"wires":[],"shells":[{"id":0,"faces":[0,1,2,3,4,5],"is_closed":true}]},"solids":[{"outer_shell":0,"cavity_shells":[]}],"accuracy":{"geometric":1e-8,"intersection":1e-9,"tessellation":0.01,"exchange":1e-6},"quality":{"kind":"Analytic"}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/arc-edged-extrusion.step.m b/main/opengeometry/tests/fixtures/cases/arc-edged-extrusion.step.m
new file mode 100644
index 0000000..9016fde
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/arc-edged-extrusion.step.m
@@ -0,0 +1,333 @@
+ISO-10303-21;
+HEADER;
+FILE_DESCRIPTION(('OpenGeometry authoritative analytic BRep v2'),'2;1');
+FILE_NAME('arc-edged-extrusion','1970-01-01T00:00:00',('OpenGeometry'),('OpenGeometry'),'OpenGeometry','OpenGeometry','');
+FILE_SCHEMA(('AUTOMOTIVE_DESIGN'));
+ENDSEC;
+DATA;
+#1=(GEOMETRIC_REPRESENTATION_CONTEXT(2) REPRESENTATION_CONTEXT('',''));
+#2=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E0,0.00000000000000000E0));
+#3=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#4=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#5=AXIS2_PLACEMENT_3D('',#2,#3,#4);
+#6=PLANE('',#5);
+#7=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#8=DIRECTION('',(-0.00000000000000000E0,-1.00000000000000000E0,-0.00000000000000000E0));
+#9=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#10=AXIS2_PLACEMENT_3D('',#7,#8,#9);
+#11=PLANE('',#10);
+#12=CARTESIAN_POINT('',(-2.00000000000000000E0,0.00000000000000000E0,2.00000000000000000E0));
+#13=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,1.00000000000000000E0));
+#14=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#15=AXIS2_PLACEMENT_3D('',#12,#13,#14);
+#16=PLANE('',#15);
+#17=CARTESIAN_POINT('',(2.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#18=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#19=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#20=AXIS2_PLACEMENT_3D('',#17,#18,#19);
+#21=CYLINDRICAL_SURFACE('',#20,2.00000000000000000E0);
+#22=CARTESIAN_POINT('',(2.00000000000000000E0,0.00000000000000000E0,-2.00000000000000000E0));
+#23=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#24=DIRECTION('',(-1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#25=AXIS2_PLACEMENT_3D('',#22,#23,#24);
+#26=PLANE('',#25);
+#27=CARTESIAN_POINT('',(-2.00000000000000000E0,0.00000000000000000E0,-2.00000000000000000E0));
+#28=DIRECTION('',(-1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#29=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,1.00000000000000000E0));
+#30=AXIS2_PLACEMENT_3D('',#27,#28,#29);
+#31=PLANE('',#30);
+#32=CARTESIAN_POINT('',(-2.00000000000000000E0,0.00000000000000000E0,2.00000000000000000E0));
+#33=VERTEX_POINT('',#32);
+#34=CARTESIAN_POINT('',(2.00000000000000000E0,0.00000000000000000E0,2.00000000000000000E0));
+#35=VERTEX_POINT('',#34);
+#36=CARTESIAN_POINT('',(2.00000000000000000E0,0.00000000000000000E0,-2.00000000000000000E0));
+#37=VERTEX_POINT('',#36);
+#38=CARTESIAN_POINT('',(-2.00000000000000000E0,0.00000000000000000E0,-2.00000000000000000E0));
+#39=VERTEX_POINT('',#38);
+#40=CARTESIAN_POINT('',(-2.00000000000000000E0,2.00000000000000000E0,2.00000000000000000E0));
+#41=VERTEX_POINT('',#40);
+#42=CARTESIAN_POINT('',(2.00000000000000000E0,2.00000000000000000E0,2.00000000000000000E0));
+#43=VERTEX_POINT('',#42);
+#44=CARTESIAN_POINT('',(2.00000000000000000E0,2.00000000000000000E0,-2.00000000000000000E0));
+#45=VERTEX_POINT('',#44);
+#46=CARTESIAN_POINT('',(-2.00000000000000000E0,2.00000000000000000E0,-2.00000000000000000E0));
+#47=VERTEX_POINT('',#46);
+#48=CARTESIAN_POINT('',(-2.00000000000000000E0,0.00000000000000000E0,2.00000000000000000E0));
+#49=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#50=VECTOR('',#49,1.00000000000000000E0);
+#51=LINE('',#48,#50);
+#52=CARTESIAN_POINT('',(-2.00000000000000000E0,2.00000000000000000E0));
+#53=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#54=VECTOR('',#53,1.00000000000000000E0);
+#55=LINE('',#52,#54);
+#56=DEFINITIONAL_REPRESENTATION('',(#55),#1);
+#57=PCURVE('',#11,#56);
+#58=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#59=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#60=VECTOR('',#59,1.00000000000000000E0);
+#61=LINE('',#58,#60);
+#62=DEFINITIONAL_REPRESENTATION('',(#61),#1);
+#63=PCURVE('',#16,#62);
+#64=SURFACE_CURVE('',#51,(#57,#63),.CURVE_3D.);
+#65=EDGE_CURVE('',#33,#35,#64,.T.);
+#66=CARTESIAN_POINT('',(-2.00000000000000000E0,2.00000000000000000E0,2.00000000000000000E0));
+#67=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#68=VECTOR('',#67,1.00000000000000000E0);
+#69=LINE('',#66,#68);
+#70=CARTESIAN_POINT('',(-2.00000000000000000E0,-2.00000000000000000E0));
+#71=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#72=VECTOR('',#71,1.00000000000000000E0);
+#73=LINE('',#70,#72);
+#74=DEFINITIONAL_REPRESENTATION('',(#73),#1);
+#75=PCURVE('',#6,#74);
+#76=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E0));
+#77=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#78=VECTOR('',#77,1.00000000000000000E0);
+#79=LINE('',#76,#78);
+#80=DEFINITIONAL_REPRESENTATION('',(#79),#1);
+#81=PCURVE('',#16,#80);
+#82=SURFACE_CURVE('',#69,(#75,#81),.CURVE_3D.);
+#83=EDGE_CURVE('',#41,#43,#82,.T.);
+#84=CARTESIAN_POINT('',(-2.00000000000000000E0,0.00000000000000000E0,2.00000000000000000E0));
+#85=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#86=VECTOR('',#85,1.00000000000000000E0);
+#87=LINE('',#84,#86);
+#88=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#89=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#90=VECTOR('',#89,1.00000000000000000E0);
+#91=LINE('',#88,#90);
+#92=DEFINITIONAL_REPRESENTATION('',(#91),#1);
+#93=PCURVE('',#16,#92);
+#94=CARTESIAN_POINT('',(4.00000000000000000E0,0.00000000000000000E0));
+#95=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#96=VECTOR('',#95,1.00000000000000000E0);
+#97=LINE('',#94,#96);
+#98=DEFINITIONAL_REPRESENTATION('',(#97),#1);
+#99=PCURVE('',#31,#98);
+#100=SURFACE_CURVE('',#87,(#93,#99),.CURVE_3D.);
+#101=EDGE_CURVE('',#33,#41,#100,.T.);
+#102=CARTESIAN_POINT('',(2.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#103=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#104=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#105=AXIS2_PLACEMENT_3D('',#102,#103,#104);
+#106=CIRCLE('',#105,2.00000000000000000E0);
+#107=CARTESIAN_POINT('',(2.00000000000000000E0,0.00000000000000000E0));
+#108=DIRECTION('',(2.00000000000000000E0,0.00000000000000000E0));
+#109=AXIS2_PLACEMENT_2D('',#107,#108);
+#110=CIRCLE('',#109,2.00000000000000000E0);
+#111=DEFINITIONAL_REPRESENTATION('',(#110),#1);
+#112=PCURVE('',#11,#111);
+#113=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#114=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#115=VECTOR('',#114,1.00000000000000000E0);
+#116=LINE('',#113,#115);
+#117=DEFINITIONAL_REPRESENTATION('',(#116),#1);
+#118=PCURVE('',#21,#117);
+#119=SURFACE_CURVE('',#106,(#112,#118),.CURVE_3D.);
+#120=EDGE_CURVE('',#35,#37,#119,.T.);
+#121=CARTESIAN_POINT('',(2.00000000000000000E0,2.00000000000000000E0,0.00000000000000000E0));
+#122=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#123=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#124=AXIS2_PLACEMENT_3D('',#121,#122,#123);
+#125=CIRCLE('',#124,2.00000000000000000E0);
+#126=CARTESIAN_POINT('',(2.00000000000000000E0,0.00000000000000000E0));
+#127=DIRECTION('',(2.00000000000000000E0,0.00000000000000000E0));
+#128=AXIS2_PLACEMENT_2D('',#126,#127);
+#129=CIRCLE('',#128,2.00000000000000000E0);
+#130=DEFINITIONAL_REPRESENTATION('',(#129),#1);
+#131=PCURVE('',#6,#130);
+#132=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E0));
+#133=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#134=VECTOR('',#133,1.00000000000000000E0);
+#135=LINE('',#132,#134);
+#136=DEFINITIONAL_REPRESENTATION('',(#135),#1);
+#137=PCURVE('',#21,#136);
+#138=SURFACE_CURVE('',#125,(#131,#137),.CURVE_3D.);
+#139=EDGE_CURVE('',#43,#45,#138,.T.);
+#140=CARTESIAN_POINT('',(2.00000000000000000E0,0.00000000000000000E0,2.00000000000000000E0));
+#141=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#142=VECTOR('',#141,1.00000000000000000E0);
+#143=LINE('',#140,#142);
+#144=CARTESIAN_POINT('',(4.00000000000000000E0,0.00000000000000000E0));
+#145=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#146=VECTOR('',#145,1.00000000000000000E0);
+#147=LINE('',#144,#146);
+#148=DEFINITIONAL_REPRESENTATION('',(#147),#1);
+#149=PCURVE('',#16,#148);
+#150=CARTESIAN_POINT('',(-1.57079632679489656E0,0.00000000000000000E0));
+#151=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#152=VECTOR('',#151,1.00000000000000000E0);
+#153=LINE('',#150,#152);
+#154=DEFINITIONAL_REPRESENTATION('',(#153),#1);
+#155=PCURVE('',#21,#154);
+#156=SURFACE_CURVE('',#143,(#149,#155),.CURVE_3D.);
+#157=EDGE_CURVE('',#35,#43,#156,.T.);
+#158=CARTESIAN_POINT('',(2.00000000000000000E0,0.00000000000000000E0,-2.00000000000000000E0));
+#159=DIRECTION('',(-1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#160=VECTOR('',#159,1.00000000000000000E0);
+#161=LINE('',#158,#160);
+#162=CARTESIAN_POINT('',(2.00000000000000000E0,-2.00000000000000000E0));
+#163=DIRECTION('',(-1.00000000000000000E0,0.00000000000000000E0));
+#164=VECTOR('',#163,1.00000000000000000E0);
+#165=LINE('',#162,#164);
+#166=DEFINITIONAL_REPRESENTATION('',(#165),#1);
+#167=PCURVE('',#11,#166);
+#168=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#169=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#170=VECTOR('',#169,1.00000000000000000E0);
+#171=LINE('',#168,#170);
+#172=DEFINITIONAL_REPRESENTATION('',(#171),#1);
+#173=PCURVE('',#26,#172);
+#174=SURFACE_CURVE('',#161,(#167,#173),.CURVE_3D.);
+#175=EDGE_CURVE('',#37,#39,#174,.T.);
+#176=CARTESIAN_POINT('',(2.00000000000000000E0,2.00000000000000000E0,-2.00000000000000000E0));
+#177=DIRECTION('',(-1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#178=VECTOR('',#177,1.00000000000000000E0);
+#179=LINE('',#176,#178);
+#180=CARTESIAN_POINT('',(2.00000000000000000E0,2.00000000000000000E0));
+#181=DIRECTION('',(-1.00000000000000000E0,0.00000000000000000E0));
+#182=VECTOR('',#181,1.00000000000000000E0);
+#183=LINE('',#180,#182);
+#184=DEFINITIONAL_REPRESENTATION('',(#183),#1);
+#185=PCURVE('',#6,#184);
+#186=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E0));
+#187=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#188=VECTOR('',#187,1.00000000000000000E0);
+#189=LINE('',#186,#188);
+#190=DEFINITIONAL_REPRESENTATION('',(#189),#1);
+#191=PCURVE('',#26,#190);
+#192=SURFACE_CURVE('',#179,(#185,#191),.CURVE_3D.);
+#193=EDGE_CURVE('',#45,#47,#192,.T.);
+#194=CARTESIAN_POINT('',(2.00000000000000000E0,0.00000000000000000E0,-2.00000000000000000E0));
+#195=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#196=VECTOR('',#195,1.00000000000000000E0);
+#197=LINE('',#194,#196);
+#198=CARTESIAN_POINT('',(1.57079632679489656E0,0.00000000000000000E0));
+#199=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#200=VECTOR('',#199,1.00000000000000000E0);
+#201=LINE('',#198,#200);
+#202=DEFINITIONAL_REPRESENTATION('',(#201),#1);
+#203=PCURVE('',#21,#202);
+#204=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#205=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#206=VECTOR('',#205,1.00000000000000000E0);
+#207=LINE('',#204,#206);
+#208=DEFINITIONAL_REPRESENTATION('',(#207),#1);
+#209=PCURVE('',#26,#208);
+#210=SURFACE_CURVE('',#197,(#203,#209),.CURVE_3D.);
+#211=EDGE_CURVE('',#37,#45,#210,.T.);
+#212=CARTESIAN_POINT('',(-2.00000000000000000E0,0.00000000000000000E0,-2.00000000000000000E0));
+#213=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,1.00000000000000000E0));
+#214=VECTOR('',#213,1.00000000000000000E0);
+#215=LINE('',#212,#214);
+#216=CARTESIAN_POINT('',(-2.00000000000000000E0,-2.00000000000000000E0));
+#217=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#218=VECTOR('',#217,1.00000000000000000E0);
+#219=LINE('',#216,#218);
+#220=DEFINITIONAL_REPRESENTATION('',(#219),#1);
+#221=PCURVE('',#11,#220);
+#222=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#223=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#224=VECTOR('',#223,1.00000000000000000E0);
+#225=LINE('',#222,#224);
+#226=DEFINITIONAL_REPRESENTATION('',(#225),#1);
+#227=PCURVE('',#31,#226);
+#228=SURFACE_CURVE('',#215,(#221,#227),.CURVE_3D.);
+#229=EDGE_CURVE('',#39,#33,#228,.T.);
+#230=CARTESIAN_POINT('',(-2.00000000000000000E0,2.00000000000000000E0,-2.00000000000000000E0));
+#231=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,1.00000000000000000E0));
+#232=VECTOR('',#231,1.00000000000000000E0);
+#233=LINE('',#230,#232);
+#234=CARTESIAN_POINT('',(-2.00000000000000000E0,2.00000000000000000E0));
+#235=DIRECTION('',(0.00000000000000000E0,-1.00000000000000000E0));
+#236=VECTOR('',#235,1.00000000000000000E0);
+#237=LINE('',#234,#236);
+#238=DEFINITIONAL_REPRESENTATION('',(#237),#1);
+#239=PCURVE('',#6,#238);
+#240=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E0));
+#241=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#242=VECTOR('',#241,1.00000000000000000E0);
+#243=LINE('',#240,#242);
+#244=DEFINITIONAL_REPRESENTATION('',(#243),#1);
+#245=PCURVE('',#31,#244);
+#246=SURFACE_CURVE('',#233,(#239,#245),.CURVE_3D.);
+#247=EDGE_CURVE('',#47,#41,#246,.T.);
+#248=CARTESIAN_POINT('',(-2.00000000000000000E0,0.00000000000000000E0,-2.00000000000000000E0));
+#249=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#250=VECTOR('',#249,1.00000000000000000E0);
+#251=LINE('',#248,#250);
+#252=CARTESIAN_POINT('',(4.00000000000000000E0,0.00000000000000000E0));
+#253=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#254=VECTOR('',#253,1.00000000000000000E0);
+#255=LINE('',#252,#254);
+#256=DEFINITIONAL_REPRESENTATION('',(#255),#1);
+#257=PCURVE('',#26,#256);
+#258=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#259=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#260=VECTOR('',#259,1.00000000000000000E0);
+#261=LINE('',#258,#260);
+#262=DEFINITIONAL_REPRESENTATION('',(#261),#1);
+#263=PCURVE('',#31,#262);
+#264=SURFACE_CURVE('',#251,(#257,#263),.CURVE_3D.);
+#265=EDGE_CURVE('',#39,#47,#264,.T.);
+#266=ORIENTED_EDGE('',*,*,#83,.T.);
+#267=ORIENTED_EDGE('',*,*,#139,.T.);
+#268=ORIENTED_EDGE('',*,*,#193,.T.);
+#269=ORIENTED_EDGE('',*,*,#247,.T.);
+#270=EDGE_LOOP('',(#266,#267,#268,#269));
+#271=FACE_OUTER_BOUND('',#270,.T.);
+#272=ADVANCED_FACE('top',(#271),#6,.T.);
+#273=ORIENTED_EDGE('',*,*,#229,.F.);
+#274=ORIENTED_EDGE('',*,*,#175,.F.);
+#275=ORIENTED_EDGE('',*,*,#120,.F.);
+#276=ORIENTED_EDGE('',*,*,#65,.F.);
+#277=EDGE_LOOP('',(#273,#274,#275,#276));
+#278=FACE_OUTER_BOUND('',#277,.T.);
+#279=ADVANCED_FACE('bottom',(#278),#11,.T.);
+#280=ORIENTED_EDGE('',*,*,#65,.T.);
+#281=ORIENTED_EDGE('',*,*,#157,.T.);
+#282=ORIENTED_EDGE('',*,*,#83,.F.);
+#283=ORIENTED_EDGE('',*,*,#101,.F.);
+#284=EDGE_LOOP('',(#280,#281,#282,#283));
+#285=FACE_OUTER_BOUND('',#284,.T.);
+#286=ADVANCED_FACE('side-0-0',(#285),#16,.T.);
+#287=ORIENTED_EDGE('',*,*,#120,.T.);
+#288=ORIENTED_EDGE('',*,*,#211,.T.);
+#289=ORIENTED_EDGE('',*,*,#139,.F.);
+#290=ORIENTED_EDGE('',*,*,#157,.F.);
+#291=EDGE_LOOP('',(#287,#288,#289,#290));
+#292=FACE_OUTER_BOUND('',#291,.T.);
+#293=ADVANCED_FACE('side-0-1',(#292),#21,.T.);
+#294=ORIENTED_EDGE('',*,*,#175,.T.);
+#295=ORIENTED_EDGE('',*,*,#265,.T.);
+#296=ORIENTED_EDGE('',*,*,#193,.F.);
+#297=ORIENTED_EDGE('',*,*,#211,.F.);
+#298=EDGE_LOOP('',(#294,#295,#296,#297));
+#299=FACE_OUTER_BOUND('',#298,.T.);
+#300=ADVANCED_FACE('side-0-2',(#299),#26,.T.);
+#301=ORIENTED_EDGE('',*,*,#229,.T.);
+#302=ORIENTED_EDGE('',*,*,#101,.T.);
+#303=ORIENTED_EDGE('',*,*,#247,.F.);
+#304=ORIENTED_EDGE('',*,*,#265,.F.);
+#305=EDGE_LOOP('',(#301,#302,#303,#304));
+#306=FACE_OUTER_BOUND('',#305,.T.);
+#307=ADVANCED_FACE('side-0-3',(#306),#31,.T.);
+#308=CLOSED_SHELL('',(#272,#279,#286,#293,#300,#307));
+#309=MANIFOLD_SOLID_BREP('arc-edged-extrusion-0',#308);
+#310=(LENGTH_UNIT() NAMED_UNIT(*) SI_UNIT($,.METRE.));
+#311=(NAMED_UNIT(*) PLANE_ANGLE_UNIT() SI_UNIT($,.RADIAN.));
+#312=(NAMED_UNIT(*) SI_UNIT($,.STERADIAN.) SOLID_ANGLE_UNIT());
+#313=UNCERTAINTY_MEASURE_WITH_UNIT(LENGTH_MEASURE(1.00000568434190033E-8),#310,'distance_accuracy_value','exchange error bound');
+#314=(GEOMETRIC_REPRESENTATION_CONTEXT(3) GLOBAL_UNCERTAINTY_ASSIGNED_CONTEXT((#313)) GLOBAL_UNIT_ASSIGNED_CONTEXT((#310,#311,#312)) REPRESENTATION_CONTEXT('',''));
+#315=ADVANCED_BREP_SHAPE_REPRESENTATION('',(#309),#314);
+#316=APPLICATION_CONTEXT('automotive design');
+#317=APPLICATION_PROTOCOL_DEFINITION('international standard','automotive_design',2000,#316);
+#318=PRODUCT_CONTEXT('',#316,'mechanical');
+#319=PRODUCT('arc-edged-extrusion','arc-edged-extrusion','',(#318));
+#320=PRODUCT_DEFINITION_FORMATION_WITH_SPECIFIED_SOURCE('1','',#319,.NOT_KNOWN.);
+#321=PRODUCT_DEFINITION_CONTEXT('part definition',#316,'design');
+#322=PRODUCT_DEFINITION('','',#320,#321);
+#323=PRODUCT_DEFINITION_SHAPE('','',#322);
+#324=SHAPE_DEFINITION_REPRESENTATION(#323,#315);
+ENDSEC;
+END-ISO-10303-21;
diff --git a/main/opengeometry/tests/fixtures/cases/arc-edged-extrusion.step.m.report.json b/main/opengeometry/tests/fixtures/cases/arc-edged-extrusion.step.m.report.json
new file mode 100644
index 0000000..2675cf2
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/arc-edged-extrusion.step.m.report.json
@@ -0,0 +1 @@
+{"cavity_shells":0,"collapsed_chart_uses":0,"edges":12,"exchange_error_bound":1.0000056843419003e-8,"faces":6,"geometric_tolerance":1e-8,"length_unit":"metre","quality":{"kind":"Analytic"},"revision":"0","schema_version":2,"solids":1,"validation_level":"v2 structure, sampled residuals and Part-21 references; external schema/import validation pending"}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/arc-edged-extrusion.step.mm b/main/opengeometry/tests/fixtures/cases/arc-edged-extrusion.step.mm
new file mode 100644
index 0000000..39c1444
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/arc-edged-extrusion.step.mm
@@ -0,0 +1,333 @@
+ISO-10303-21;
+HEADER;
+FILE_DESCRIPTION(('OpenGeometry authoritative analytic BRep v2'),'2;1');
+FILE_NAME('arc-edged-extrusion','1970-01-01T00:00:00',('OpenGeometry'),('OpenGeometry'),'OpenGeometry','OpenGeometry','');
+FILE_SCHEMA(('AUTOMOTIVE_DESIGN'));
+ENDSEC;
+DATA;
+#1=(GEOMETRIC_REPRESENTATION_CONTEXT(2) REPRESENTATION_CONTEXT('',''));
+#2=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E3,0.00000000000000000E0));
+#3=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#4=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#5=AXIS2_PLACEMENT_3D('',#2,#3,#4);
+#6=PLANE('',#5);
+#7=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#8=DIRECTION('',(-0.00000000000000000E0,-1.00000000000000000E0,-0.00000000000000000E0));
+#9=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#10=AXIS2_PLACEMENT_3D('',#7,#8,#9);
+#11=PLANE('',#10);
+#12=CARTESIAN_POINT('',(-2.00000000000000000E3,0.00000000000000000E0,2.00000000000000000E3));
+#13=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,1.00000000000000000E0));
+#14=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#15=AXIS2_PLACEMENT_3D('',#12,#13,#14);
+#16=PLANE('',#15);
+#17=CARTESIAN_POINT('',(2.00000000000000000E3,0.00000000000000000E0,0.00000000000000000E0));
+#18=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#19=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#20=AXIS2_PLACEMENT_3D('',#17,#18,#19);
+#21=CYLINDRICAL_SURFACE('',#20,2.00000000000000000E3);
+#22=CARTESIAN_POINT('',(2.00000000000000000E3,0.00000000000000000E0,-2.00000000000000000E3));
+#23=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#24=DIRECTION('',(-1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#25=AXIS2_PLACEMENT_3D('',#22,#23,#24);
+#26=PLANE('',#25);
+#27=CARTESIAN_POINT('',(-2.00000000000000000E3,0.00000000000000000E0,-2.00000000000000000E3));
+#28=DIRECTION('',(-1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#29=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,1.00000000000000000E0));
+#30=AXIS2_PLACEMENT_3D('',#27,#28,#29);
+#31=PLANE('',#30);
+#32=CARTESIAN_POINT('',(-2.00000000000000000E3,0.00000000000000000E0,2.00000000000000000E3));
+#33=VERTEX_POINT('',#32);
+#34=CARTESIAN_POINT('',(2.00000000000000000E3,0.00000000000000000E0,2.00000000000000000E3));
+#35=VERTEX_POINT('',#34);
+#36=CARTESIAN_POINT('',(2.00000000000000000E3,0.00000000000000000E0,-2.00000000000000000E3));
+#37=VERTEX_POINT('',#36);
+#38=CARTESIAN_POINT('',(-2.00000000000000000E3,0.00000000000000000E0,-2.00000000000000000E3));
+#39=VERTEX_POINT('',#38);
+#40=CARTESIAN_POINT('',(-2.00000000000000000E3,2.00000000000000000E3,2.00000000000000000E3));
+#41=VERTEX_POINT('',#40);
+#42=CARTESIAN_POINT('',(2.00000000000000000E3,2.00000000000000000E3,2.00000000000000000E3));
+#43=VERTEX_POINT('',#42);
+#44=CARTESIAN_POINT('',(2.00000000000000000E3,2.00000000000000000E3,-2.00000000000000000E3));
+#45=VERTEX_POINT('',#44);
+#46=CARTESIAN_POINT('',(-2.00000000000000000E3,2.00000000000000000E3,-2.00000000000000000E3));
+#47=VERTEX_POINT('',#46);
+#48=CARTESIAN_POINT('',(-2.00000000000000000E3,0.00000000000000000E0,2.00000000000000000E3));
+#49=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#50=VECTOR('',#49,1.00000000000000000E3);
+#51=LINE('',#48,#50);
+#52=CARTESIAN_POINT('',(-2.00000000000000000E3,2.00000000000000000E3));
+#53=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#54=VECTOR('',#53,1.00000000000000000E3);
+#55=LINE('',#52,#54);
+#56=DEFINITIONAL_REPRESENTATION('',(#55),#1);
+#57=PCURVE('',#11,#56);
+#58=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#59=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#60=VECTOR('',#59,1.00000000000000000E3);
+#61=LINE('',#58,#60);
+#62=DEFINITIONAL_REPRESENTATION('',(#61),#1);
+#63=PCURVE('',#16,#62);
+#64=SURFACE_CURVE('',#51,(#57,#63),.CURVE_3D.);
+#65=EDGE_CURVE('',#33,#35,#64,.T.);
+#66=CARTESIAN_POINT('',(-2.00000000000000000E3,2.00000000000000000E3,2.00000000000000000E3));
+#67=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#68=VECTOR('',#67,1.00000000000000000E3);
+#69=LINE('',#66,#68);
+#70=CARTESIAN_POINT('',(-2.00000000000000000E3,-2.00000000000000000E3));
+#71=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#72=VECTOR('',#71,1.00000000000000000E3);
+#73=LINE('',#70,#72);
+#74=DEFINITIONAL_REPRESENTATION('',(#73),#1);
+#75=PCURVE('',#6,#74);
+#76=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E3));
+#77=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#78=VECTOR('',#77,1.00000000000000000E3);
+#79=LINE('',#76,#78);
+#80=DEFINITIONAL_REPRESENTATION('',(#79),#1);
+#81=PCURVE('',#16,#80);
+#82=SURFACE_CURVE('',#69,(#75,#81),.CURVE_3D.);
+#83=EDGE_CURVE('',#41,#43,#82,.T.);
+#84=CARTESIAN_POINT('',(-2.00000000000000000E3,0.00000000000000000E0,2.00000000000000000E3));
+#85=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#86=VECTOR('',#85,1.00000000000000000E3);
+#87=LINE('',#84,#86);
+#88=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#89=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#90=VECTOR('',#89,1.00000000000000000E3);
+#91=LINE('',#88,#90);
+#92=DEFINITIONAL_REPRESENTATION('',(#91),#1);
+#93=PCURVE('',#16,#92);
+#94=CARTESIAN_POINT('',(4.00000000000000000E3,0.00000000000000000E0));
+#95=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#96=VECTOR('',#95,1.00000000000000000E3);
+#97=LINE('',#94,#96);
+#98=DEFINITIONAL_REPRESENTATION('',(#97),#1);
+#99=PCURVE('',#31,#98);
+#100=SURFACE_CURVE('',#87,(#93,#99),.CURVE_3D.);
+#101=EDGE_CURVE('',#33,#41,#100,.T.);
+#102=CARTESIAN_POINT('',(2.00000000000000000E3,0.00000000000000000E0,0.00000000000000000E0));
+#103=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#104=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#105=AXIS2_PLACEMENT_3D('',#102,#103,#104);
+#106=CIRCLE('',#105,2.00000000000000000E3);
+#107=CARTESIAN_POINT('',(2.00000000000000000E3,0.00000000000000000E0));
+#108=DIRECTION('',(2.00000000000000000E3,0.00000000000000000E0));
+#109=AXIS2_PLACEMENT_2D('',#107,#108);
+#110=CIRCLE('',#109,2.00000000000000000E3);
+#111=DEFINITIONAL_REPRESENTATION('',(#110),#1);
+#112=PCURVE('',#11,#111);
+#113=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#114=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#115=VECTOR('',#114,1.00000000000000000E0);
+#116=LINE('',#113,#115);
+#117=DEFINITIONAL_REPRESENTATION('',(#116),#1);
+#118=PCURVE('',#21,#117);
+#119=SURFACE_CURVE('',#106,(#112,#118),.CURVE_3D.);
+#120=EDGE_CURVE('',#35,#37,#119,.T.);
+#121=CARTESIAN_POINT('',(2.00000000000000000E3,2.00000000000000000E3,0.00000000000000000E0));
+#122=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#123=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#124=AXIS2_PLACEMENT_3D('',#121,#122,#123);
+#125=CIRCLE('',#124,2.00000000000000000E3);
+#126=CARTESIAN_POINT('',(2.00000000000000000E3,0.00000000000000000E0));
+#127=DIRECTION('',(2.00000000000000000E3,0.00000000000000000E0));
+#128=AXIS2_PLACEMENT_2D('',#126,#127);
+#129=CIRCLE('',#128,2.00000000000000000E3);
+#130=DEFINITIONAL_REPRESENTATION('',(#129),#1);
+#131=PCURVE('',#6,#130);
+#132=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E3));
+#133=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#134=VECTOR('',#133,1.00000000000000000E0);
+#135=LINE('',#132,#134);
+#136=DEFINITIONAL_REPRESENTATION('',(#135),#1);
+#137=PCURVE('',#21,#136);
+#138=SURFACE_CURVE('',#125,(#131,#137),.CURVE_3D.);
+#139=EDGE_CURVE('',#43,#45,#138,.T.);
+#140=CARTESIAN_POINT('',(2.00000000000000000E3,0.00000000000000000E0,2.00000000000000000E3));
+#141=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#142=VECTOR('',#141,1.00000000000000000E3);
+#143=LINE('',#140,#142);
+#144=CARTESIAN_POINT('',(4.00000000000000000E3,0.00000000000000000E0));
+#145=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#146=VECTOR('',#145,1.00000000000000000E3);
+#147=LINE('',#144,#146);
+#148=DEFINITIONAL_REPRESENTATION('',(#147),#1);
+#149=PCURVE('',#16,#148);
+#150=CARTESIAN_POINT('',(-1.57079632679489656E0,0.00000000000000000E0));
+#151=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#152=VECTOR('',#151,1.00000000000000000E3);
+#153=LINE('',#150,#152);
+#154=DEFINITIONAL_REPRESENTATION('',(#153),#1);
+#155=PCURVE('',#21,#154);
+#156=SURFACE_CURVE('',#143,(#149,#155),.CURVE_3D.);
+#157=EDGE_CURVE('',#35,#43,#156,.T.);
+#158=CARTESIAN_POINT('',(2.00000000000000000E3,0.00000000000000000E0,-2.00000000000000000E3));
+#159=DIRECTION('',(-1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#160=VECTOR('',#159,1.00000000000000000E3);
+#161=LINE('',#158,#160);
+#162=CARTESIAN_POINT('',(2.00000000000000000E3,-2.00000000000000000E3));
+#163=DIRECTION('',(-1.00000000000000000E0,0.00000000000000000E0));
+#164=VECTOR('',#163,1.00000000000000000E3);
+#165=LINE('',#162,#164);
+#166=DEFINITIONAL_REPRESENTATION('',(#165),#1);
+#167=PCURVE('',#11,#166);
+#168=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#169=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#170=VECTOR('',#169,1.00000000000000000E3);
+#171=LINE('',#168,#170);
+#172=DEFINITIONAL_REPRESENTATION('',(#171),#1);
+#173=PCURVE('',#26,#172);
+#174=SURFACE_CURVE('',#161,(#167,#173),.CURVE_3D.);
+#175=EDGE_CURVE('',#37,#39,#174,.T.);
+#176=CARTESIAN_POINT('',(2.00000000000000000E3,2.00000000000000000E3,-2.00000000000000000E3));
+#177=DIRECTION('',(-1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#178=VECTOR('',#177,1.00000000000000000E3);
+#179=LINE('',#176,#178);
+#180=CARTESIAN_POINT('',(2.00000000000000000E3,2.00000000000000000E3));
+#181=DIRECTION('',(-1.00000000000000000E0,0.00000000000000000E0));
+#182=VECTOR('',#181,1.00000000000000000E3);
+#183=LINE('',#180,#182);
+#184=DEFINITIONAL_REPRESENTATION('',(#183),#1);
+#185=PCURVE('',#6,#184);
+#186=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E3));
+#187=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#188=VECTOR('',#187,1.00000000000000000E3);
+#189=LINE('',#186,#188);
+#190=DEFINITIONAL_REPRESENTATION('',(#189),#1);
+#191=PCURVE('',#26,#190);
+#192=SURFACE_CURVE('',#179,(#185,#191),.CURVE_3D.);
+#193=EDGE_CURVE('',#45,#47,#192,.T.);
+#194=CARTESIAN_POINT('',(2.00000000000000000E3,0.00000000000000000E0,-2.00000000000000000E3));
+#195=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#196=VECTOR('',#195,1.00000000000000000E3);
+#197=LINE('',#194,#196);
+#198=CARTESIAN_POINT('',(1.57079632679489656E0,0.00000000000000000E0));
+#199=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#200=VECTOR('',#199,1.00000000000000000E3);
+#201=LINE('',#198,#200);
+#202=DEFINITIONAL_REPRESENTATION('',(#201),#1);
+#203=PCURVE('',#21,#202);
+#204=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#205=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#206=VECTOR('',#205,1.00000000000000000E3);
+#207=LINE('',#204,#206);
+#208=DEFINITIONAL_REPRESENTATION('',(#207),#1);
+#209=PCURVE('',#26,#208);
+#210=SURFACE_CURVE('',#197,(#203,#209),.CURVE_3D.);
+#211=EDGE_CURVE('',#37,#45,#210,.T.);
+#212=CARTESIAN_POINT('',(-2.00000000000000000E3,0.00000000000000000E0,-2.00000000000000000E3));
+#213=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,1.00000000000000000E0));
+#214=VECTOR('',#213,1.00000000000000000E3);
+#215=LINE('',#212,#214);
+#216=CARTESIAN_POINT('',(-2.00000000000000000E3,-2.00000000000000000E3));
+#217=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#218=VECTOR('',#217,1.00000000000000000E3);
+#219=LINE('',#216,#218);
+#220=DEFINITIONAL_REPRESENTATION('',(#219),#1);
+#221=PCURVE('',#11,#220);
+#222=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#223=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#224=VECTOR('',#223,1.00000000000000000E3);
+#225=LINE('',#222,#224);
+#226=DEFINITIONAL_REPRESENTATION('',(#225),#1);
+#227=PCURVE('',#31,#226);
+#228=SURFACE_CURVE('',#215,(#221,#227),.CURVE_3D.);
+#229=EDGE_CURVE('',#39,#33,#228,.T.);
+#230=CARTESIAN_POINT('',(-2.00000000000000000E3,2.00000000000000000E3,-2.00000000000000000E3));
+#231=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,1.00000000000000000E0));
+#232=VECTOR('',#231,1.00000000000000000E3);
+#233=LINE('',#230,#232);
+#234=CARTESIAN_POINT('',(-2.00000000000000000E3,2.00000000000000000E3));
+#235=DIRECTION('',(0.00000000000000000E0,-1.00000000000000000E0));
+#236=VECTOR('',#235,1.00000000000000000E3);
+#237=LINE('',#234,#236);
+#238=DEFINITIONAL_REPRESENTATION('',(#237),#1);
+#239=PCURVE('',#6,#238);
+#240=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E3));
+#241=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#242=VECTOR('',#241,1.00000000000000000E3);
+#243=LINE('',#240,#242);
+#244=DEFINITIONAL_REPRESENTATION('',(#243),#1);
+#245=PCURVE('',#31,#244);
+#246=SURFACE_CURVE('',#233,(#239,#245),.CURVE_3D.);
+#247=EDGE_CURVE('',#47,#41,#246,.T.);
+#248=CARTESIAN_POINT('',(-2.00000000000000000E3,0.00000000000000000E0,-2.00000000000000000E3));
+#249=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#250=VECTOR('',#249,1.00000000000000000E3);
+#251=LINE('',#248,#250);
+#252=CARTESIAN_POINT('',(4.00000000000000000E3,0.00000000000000000E0));
+#253=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#254=VECTOR('',#253,1.00000000000000000E3);
+#255=LINE('',#252,#254);
+#256=DEFINITIONAL_REPRESENTATION('',(#255),#1);
+#257=PCURVE('',#26,#256);
+#258=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#259=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#260=VECTOR('',#259,1.00000000000000000E3);
+#261=LINE('',#258,#260);
+#262=DEFINITIONAL_REPRESENTATION('',(#261),#1);
+#263=PCURVE('',#31,#262);
+#264=SURFACE_CURVE('',#251,(#257,#263),.CURVE_3D.);
+#265=EDGE_CURVE('',#39,#47,#264,.T.);
+#266=ORIENTED_EDGE('',*,*,#83,.T.);
+#267=ORIENTED_EDGE('',*,*,#139,.T.);
+#268=ORIENTED_EDGE('',*,*,#193,.T.);
+#269=ORIENTED_EDGE('',*,*,#247,.T.);
+#270=EDGE_LOOP('',(#266,#267,#268,#269));
+#271=FACE_OUTER_BOUND('',#270,.T.);
+#272=ADVANCED_FACE('top',(#271),#6,.T.);
+#273=ORIENTED_EDGE('',*,*,#229,.F.);
+#274=ORIENTED_EDGE('',*,*,#175,.F.);
+#275=ORIENTED_EDGE('',*,*,#120,.F.);
+#276=ORIENTED_EDGE('',*,*,#65,.F.);
+#277=EDGE_LOOP('',(#273,#274,#275,#276));
+#278=FACE_OUTER_BOUND('',#277,.T.);
+#279=ADVANCED_FACE('bottom',(#278),#11,.T.);
+#280=ORIENTED_EDGE('',*,*,#65,.T.);
+#281=ORIENTED_EDGE('',*,*,#157,.T.);
+#282=ORIENTED_EDGE('',*,*,#83,.F.);
+#283=ORIENTED_EDGE('',*,*,#101,.F.);
+#284=EDGE_LOOP('',(#280,#281,#282,#283));
+#285=FACE_OUTER_BOUND('',#284,.T.);
+#286=ADVANCED_FACE('side-0-0',(#285),#16,.T.);
+#287=ORIENTED_EDGE('',*,*,#120,.T.);
+#288=ORIENTED_EDGE('',*,*,#211,.T.);
+#289=ORIENTED_EDGE('',*,*,#139,.F.);
+#290=ORIENTED_EDGE('',*,*,#157,.F.);
+#291=EDGE_LOOP('',(#287,#288,#289,#290));
+#292=FACE_OUTER_BOUND('',#291,.T.);
+#293=ADVANCED_FACE('side-0-1',(#292),#21,.T.);
+#294=ORIENTED_EDGE('',*,*,#175,.T.);
+#295=ORIENTED_EDGE('',*,*,#265,.T.);
+#296=ORIENTED_EDGE('',*,*,#193,.F.);
+#297=ORIENTED_EDGE('',*,*,#211,.F.);
+#298=EDGE_LOOP('',(#294,#295,#296,#297));
+#299=FACE_OUTER_BOUND('',#298,.T.);
+#300=ADVANCED_FACE('side-0-2',(#299),#26,.T.);
+#301=ORIENTED_EDGE('',*,*,#229,.T.);
+#302=ORIENTED_EDGE('',*,*,#101,.T.);
+#303=ORIENTED_EDGE('',*,*,#247,.F.);
+#304=ORIENTED_EDGE('',*,*,#265,.F.);
+#305=EDGE_LOOP('',(#301,#302,#303,#304));
+#306=FACE_OUTER_BOUND('',#305,.T.);
+#307=ADVANCED_FACE('side-0-3',(#306),#31,.T.);
+#308=CLOSED_SHELL('',(#272,#279,#286,#293,#300,#307));
+#309=MANIFOLD_SOLID_BREP('arc-edged-extrusion-0',#308);
+#310=(LENGTH_UNIT() NAMED_UNIT(*) SI_UNIT(.MILLI.,.METRE.));
+#311=(NAMED_UNIT(*) PLANE_ANGLE_UNIT() SI_UNIT($,.RADIAN.));
+#312=(NAMED_UNIT(*) SI_UNIT($,.STERADIAN.) SOLID_ANGLE_UNIT());
+#313=UNCERTAINTY_MEASURE_WITH_UNIT(LENGTH_MEASURE(1.00000568434190039E-5),#310,'distance_accuracy_value','exchange error bound');
+#314=(GEOMETRIC_REPRESENTATION_CONTEXT(3) GLOBAL_UNCERTAINTY_ASSIGNED_CONTEXT((#313)) GLOBAL_UNIT_ASSIGNED_CONTEXT((#310,#311,#312)) REPRESENTATION_CONTEXT('',''));
+#315=ADVANCED_BREP_SHAPE_REPRESENTATION('',(#309),#314);
+#316=APPLICATION_CONTEXT('automotive design');
+#317=APPLICATION_PROTOCOL_DEFINITION('international standard','automotive_design',2000,#316);
+#318=PRODUCT_CONTEXT('',#316,'mechanical');
+#319=PRODUCT('arc-edged-extrusion','arc-edged-extrusion','',(#318));
+#320=PRODUCT_DEFINITION_FORMATION_WITH_SPECIFIED_SOURCE('1','',#319,.NOT_KNOWN.);
+#321=PRODUCT_DEFINITION_CONTEXT('part definition',#316,'design');
+#322=PRODUCT_DEFINITION('','',#320,#321);
+#323=PRODUCT_DEFINITION_SHAPE('','',#322);
+#324=SHAPE_DEFINITION_REPRESENTATION(#323,#315);
+ENDSEC;
+END-ISO-10303-21;
diff --git a/main/opengeometry/tests/fixtures/cases/arc-edged-extrusion.step.mm.report.json b/main/opengeometry/tests/fixtures/cases/arc-edged-extrusion.step.mm.report.json
new file mode 100644
index 0000000..1ade8f0
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/arc-edged-extrusion.step.mm.report.json
@@ -0,0 +1 @@
+{"cavity_shells":0,"collapsed_chart_uses":0,"edges":12,"exchange_error_bound":0.000010000056843419004,"faces":6,"geometric_tolerance":0.00001,"length_unit":"millimetre","quality":{"kind":"Analytic"},"revision":"0","schema_version":2,"solids":1,"validation_level":"v2 structure, sampled residuals and Part-21 references; external schema/import validation pending"}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/arc-edged-extrusion.tess.json b/main/opengeometry/tests/fixtures/cases/arc-edged-extrusion.tess.json
new file mode 100644
index 0000000..2d24eae
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/arc-edged-extrusion.tess.json
@@ -0,0 +1 @@
+{"achievedDeflection":0.01,"indices":[24,25,0,0,1,2,2,3,4,4,5,6,6,7,8,8,9,10,10,11,12,12,13,14,14,15,16,16,17,18,18,19,20,20,21,22,22,23,24,24,0,2,2,4,6,6,8,10,10,12,14,14,16,18,18,20,22,22,24,2,2,6,10,10,14,18,18,22,2,2,10,18,50,51,26,26,27,28,28,29,30,30,31,32,32,33,34,34,35,36,36,37,38,38,39,40,40,41,42,42,43,44,44,45,46,46,47,48,48,49,50,50,26,28,28,30,32,32,34,36,36,38,40,40,42,44,44,46,48,48,50,28,28,32,36,36,40,44,44,48,28,28,36,44,54,55,52,52,53,54,105,106,154,105,154,153,106,107,155,106,155,154,107,108,156,107,156,155,108,109,157,108,157,156,109,110,158,109,158,157,110,111,159,110,159,158,111,112,160,111,160,159,112,113,161,112,161,160,113,114,162,113,162,161,114,115,163,114,163,162,115,116,164,115,164,163,116,117,165,116,165,164,117,118,166,117,166,165,118,119,167,118,167,166,119,120,168,119,168,167,120,121,169,120,169,168,121,122,170,121,170,169,122,123,171,122,171,170,123,124,172,123,172,171,124,125,173,124,173,172,125,126,174,125,174,173,126,127,175,126,175,174,127,128,176,127,176,175,128,129,177,128,177,176,129,130,178,129,178,177,130,131,179,130,179,178,131,132,180,131,180,179,132,133,181,132,181,180,133,134,182,133,182,181,134,135,183,134,183,182,135,136,184,135,184,183,136,137,185,136,185,184,137,138,186,137,186,185,138,139,187,138,187,186,139,140,188,139,188,187,140,141,189,140,189,188,141,142,190,141,190,189,142,143,191,142,191,190,143,144,192,143,192,191,144,145,193,144,193,192,145,146,194,145,194,193,146,147,195,146,195,194,147,148,196,147,196,195,148,149,197,148,197,196,149,150,198,149,198,197,250,251,248,248,249,250,254,255,252,252,253,254],"normals":[0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,-4.999999969612645e-9,0.0,1.0,6.123234262925839e-17,0.0,1.0,0.13616664707660675,0.0,0.9906859397888184,0.13616664707660675,0.0,0.9906859397888184,0.269796758890152,0.0,0.9629172682762146,0.269796758890152,0.0,0.9629172682762146,0.39840108156204224,0.0,0.9172112941741943,0.39840108156204224,0.0,0.9172112941741943,0.5195839405059814,0.0,0.8544194102287292,0.5195839405059814,0.0,0.8544194102287292,0.6310879588127136,0.0,0.7757112979888916,0.6310879588127136,0.0,0.7757112979888916,0.7308359742164612,0.0,0.6825531721115112,0.7308359742164612,0.0,0.6825531721115112,0.8169698715209961,0.0,0.5766803026199341,0.8169698715209961,0.0,0.5766803026199341,0.8878852128982544,0.0,0.4600650370121002,0.8878852128982544,0.0,0.4600650370121002,0.9422609210014343,0.0,0.334879606962204,0.9422609210014343,0.0,0.334879606962204,0.9790840744972229,0.0,0.20345601439476013,0.9790840744972229,0.0,0.20345601439476013,0.9976687431335449,0.0,0.06824241578578949,0.9976687431335449,0.0,0.06824241578578949,0.9976687431335449,0.0,-0.06824241578578949,0.9976687431335449,0.0,-0.06824241578578949,0.9790840744972229,0.0,-0.20345601439476013,0.9790840744972229,0.0,-0.20345601439476013,0.9422609210014343,0.0,-0.334879606962204,0.9422609210014343,0.0,-0.334879606962204,0.8878852128982544,0.0,-0.4600650370121002,0.8878852128982544,0.0,-0.4600650370121002,0.8169698715209961,0.0,-0.5766803026199341,0.8169698715209961,0.0,-0.5766803026199341,0.7308359742164612,0.0,-0.6825531721115112,0.7308359742164612,0.0,-0.6825531721115112,0.6310879588127136,0.0,-0.7757112979888916,0.6310879588127136,0.0,-0.7757112979888916,0.5195839405059814,0.0,-0.8544194102287292,0.5195839405059814,0.0,-0.8544194102287292,0.39840108156204224,0.0,-0.9172112941741943,0.39840108156204224,0.0,-0.9172112941741943,0.269796758890152,0.0,-0.9629172682762146,0.269796758890152,0.0,-0.9629172682762146,0.13616664707660675,0.0,-0.9906859397888184,0.13616664707660675,0.0,-0.9906859397888184,6.123234262925839e-17,0.0,-1.0,-4.999999969612645e-9,0.0,-1.0,-4.999999969612645e-9,0.0,1.0,6.123234262925839e-17,0.0,1.0,0.13616664707660675,0.0,0.9906859397888184,0.13616664707660675,0.0,0.9906859397888184,0.269796758890152,0.0,0.9629172682762146,0.269796758890152,0.0,0.9629172682762146,0.39840108156204224,0.0,0.9172112941741943,0.39840108156204224,0.0,0.9172112941741943,0.5195839405059814,0.0,0.8544194102287292,0.5195839405059814,0.0,0.8544194102287292,0.6310879588127136,0.0,0.7757112979888916,0.6310879588127136,0.0,0.7757112979888916,0.7308359742164612,0.0,0.6825531721115112,0.7308359742164612,0.0,0.6825531721115112,0.8169698715209961,0.0,0.5766803026199341,0.8169698715209961,0.0,0.5766803026199341,0.8878852128982544,0.0,0.4600650370121002,0.8878852128982544,0.0,0.4600650370121002,0.9422609210014343,0.0,0.334879606962204,0.9422609210014343,0.0,0.334879606962204,0.9790840744972229,0.0,0.20345601439476013,0.9790840744972229,0.0,0.20345601439476013,0.9976687431335449,0.0,0.06824241578578949,0.9976687431335449,0.0,0.06824241578578949,0.9976687431335449,0.0,-0.06824241578578949,0.9976687431335449,0.0,-0.06824241578578949,0.9790840744972229,0.0,-0.20345601439476013,0.9790840744972229,0.0,-0.20345601439476013,0.9422609210014343,0.0,-0.334879606962204,0.9422609210014343,0.0,-0.334879606962204,0.8878852128982544,0.0,-0.4600650370121002,0.8878852128982544,0.0,-0.4600650370121002,0.8169698715209961,0.0,-0.5766803026199341,0.8169698715209961,0.0,-0.5766803026199341,0.7308359742164612,0.0,-0.6825531721115112,0.7308359742164612,0.0,-0.6825531721115112,0.6310879588127136,0.0,-0.7757112979888916,0.6310879588127136,0.0,-0.7757112979888916,0.5195839405059814,0.0,-0.8544194102287292,0.5195839405059814,0.0,-0.8544194102287292,0.39840108156204224,0.0,-0.9172112941741943,0.39840108156204224,0.0,-0.9172112941741943,0.269796758890152,0.0,-0.9629172682762146,0.269796758890152,0.0,-0.9629172682762146,0.13616664707660675,0.0,-0.9906859397888184,0.13616664707660675,0.0,-0.9906859397888184,6.123234262925839e-17,0.0,-1.0,-4.999999969612645e-9,0.0,-1.0,-4.999999969612645e-9,0.0,1.0,6.123234262925839e-17,0.0,1.0,0.13616664707660675,0.0,0.9906859397888184,0.13616664707660675,0.0,0.9906859397888184,0.269796758890152,0.0,0.9629172682762146,0.269796758890152,0.0,0.9629172682762146,0.39840108156204224,0.0,0.9172112941741943,0.39840108156204224,0.0,0.9172112941741943,0.5195839405059814,0.0,0.8544194102287292,0.5195839405059814,0.0,0.8544194102287292,0.6310879588127136,0.0,0.7757112979888916,0.6310879588127136,0.0,0.7757112979888916,0.7308359742164612,0.0,0.6825531721115112,0.7308359742164612,0.0,0.6825531721115112,0.8169698715209961,0.0,0.5766803026199341,0.8169698715209961,0.0,0.5766803026199341,0.8878852128982544,0.0,0.4600650370121002,0.8878852128982544,0.0,0.4600650370121002,0.9422609210014343,0.0,0.334879606962204,0.9422609210014343,0.0,0.334879606962204,0.9790840744972229,0.0,0.20345601439476013,0.9790840744972229,0.0,0.20345601439476013,0.9976687431335449,0.0,0.06824241578578949,0.9976687431335449,0.0,0.06824241578578949,0.9976687431335449,0.0,-0.06824241578578949,0.9976687431335449,0.0,-0.06824241578578949,0.9790840744972229,0.0,-0.20345601439476013,0.9790840744972229,0.0,-0.20345601439476013,0.9422609210014343,0.0,-0.334879606962204,0.9422609210014343,0.0,-0.334879606962204,0.8878852128982544,0.0,-0.4600650370121002,0.8878852128982544,0.0,-0.4600650370121002,0.8169698715209961,0.0,-0.5766803026199341,0.8169698715209961,0.0,-0.5766803026199341,0.7308359742164612,0.0,-0.6825531721115112,0.7308359742164612,0.0,-0.6825531721115112,0.6310879588127136,0.0,-0.7757112979888916,0.6310879588127136,0.0,-0.7757112979888916,0.5195839405059814,0.0,-0.8544194102287292,0.5195839405059814,0.0,-0.8544194102287292,0.39840108156204224,0.0,-0.9172112941741943,0.39840108156204224,0.0,-0.9172112941741943,0.269796758890152,0.0,-0.9629172682762146,0.269796758890152,0.0,-0.9629172682762146,0.13616664707660675,0.0,-0.9906859397888184,0.13616664707660675,0.0,-0.9906859397888184,6.123234262925839e-17,0.0,-1.0,-4.999999969612645e-9,0.0,-1.0,-4.999999969612645e-9,0.0,1.0,6.123234262925839e-17,0.0,1.0,0.13616664707660675,0.0,0.9906859397888184,0.13616664707660675,0.0,0.9906859397888184,0.269796758890152,0.0,0.9629172682762146,0.269796758890152,0.0,0.9629172682762146,0.39840108156204224,0.0,0.9172112941741943,0.39840108156204224,0.0,0.9172112941741943,0.5195839405059814,0.0,0.8544194102287292,0.5195839405059814,0.0,0.8544194102287292,0.6310879588127136,0.0,0.7757112979888916,0.6310879588127136,0.0,0.7757112979888916,0.7308359742164612,0.0,0.6825531721115112,0.7308359742164612,0.0,0.6825531721115112,0.8169698715209961,0.0,0.5766803026199341,0.8169698715209961,0.0,0.5766803026199341,0.8878852128982544,0.0,0.4600650370121002,0.8878852128982544,0.0,0.4600650370121002,0.9422609210014343,0.0,0.334879606962204,0.9422609210014343,0.0,0.334879606962204,0.9790840744972229,0.0,0.20345601439476013,0.9790840744972229,0.0,0.20345601439476013,0.9976687431335449,0.0,0.06824241578578949,0.9976687431335449,0.0,0.06824241578578949,0.9976687431335449,0.0,-0.06824241578578949,0.9976687431335449,0.0,-0.06824241578578949,0.9790840744972229,0.0,-0.20345601439476013,0.9790840744972229,0.0,-0.20345601439476013,0.9422609210014343,0.0,-0.334879606962204,0.9422609210014343,0.0,-0.334879606962204,0.8878852128982544,0.0,-0.4600650370121002,0.8878852128982544,0.0,-0.4600650370121002,0.8169698715209961,0.0,-0.5766803026199341,0.8169698715209961,0.0,-0.5766803026199341,0.7308359742164612,0.0,-0.6825531721115112,0.7308359742164612,0.0,-0.6825531721115112,0.6310879588127136,0.0,-0.7757112979888916,0.6310879588127136,0.0,-0.7757112979888916,0.5195839405059814,0.0,-0.8544194102287292,0.5195839405059814,0.0,-0.8544194102287292,0.39840108156204224,0.0,-0.9172112941741943,0.39840108156204224,0.0,-0.9172112941741943,0.269796758890152,0.0,-0.9629172682762146,0.269796758890152,0.0,-0.9629172682762146,0.13616664707660675,0.0,-0.9906859397888184,0.13616664707660675,0.0,-0.9906859397888184,6.123234262925839e-17,0.0,-1.0,-4.999999969612645e-9,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0],"outlineEdgeIds":[0,1,2,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,4,5,6,7,8,9,10,11],"outlinePositions":[-2.0,0.0,2.0,2.0,0.0,2.0,-2.0,2.0,2.0,2.0,2.0,2.0,-2.0,0.0,2.0,-2.0,2.0,2.0,2.0,0.0,2.0,2.272333298192493,0.0,1.9813718920726615,2.272333298192493,0.0,1.9813718920726615,2.5395935423140483,0.0,1.9258345746955987,2.5395935423140483,0.0,1.9258345746955987,2.796802179692483,0.0,1.8344226030109059,2.796802179692483,0.0,1.8344226030109059,3.039167900070867,0.0,1.7088388090929771,3.039167900070867,0.0,1.7088388090929771,3.2621758886521057,0.0,1.5514225814088396,3.2621758886521057,0.0,1.5514225814088396,3.4616719285562483,0.0,1.3651062864373082,3.4616719285562483,0.0,1.3651062864373082,3.633939786020884,0.0,1.1533606442297342,3.633939786020884,0.0,1.1533606442297342,3.77577043680475,0.0,0.9201300754623043,3.77577043680475,0.0,0.9201300754623043,3.884521844237641,0.0,0.6697592243419724,3.884521844237641,0.0,0.6697592243419724,3.958168175364646,0.0,0.4069120261052674,3.958168175364646,0.0,0.4069120261052674,3.9953375383810785,0.0,0.13648482672934234,3.9953375383810785,0.0,0.13648482672934234,3.9953375383810785,0.0,-0.1364848267293419,3.9953375383810785,0.0,-0.1364848267293419,3.9581681753646456,0.0,-0.40691202610526783,3.9581681753646456,0.0,-0.40691202610526783,3.884521844237641,0.0,-0.6697592243419724,3.884521844237641,0.0,-0.6697592243419724,3.77577043680475,0.0,-0.9201300754623043,3.77577043680475,0.0,-0.9201300754623043,3.633939786020884,0.0,-1.1533606442297342,3.633939786020884,0.0,-1.1533606442297342,3.461671928556248,0.0,-1.3651062864373087,3.461671928556248,0.0,-1.3651062864373087,3.2621758886521057,0.0,-1.5514225814088394,3.2621758886521057,0.0,-1.5514225814088394,3.0391679000708676,0.0,-1.708838809092977,3.0391679000708676,0.0,-1.708838809092977,2.7968021796924827,0.0,-1.834422603010906,2.7968021796924827,0.0,-1.834422603010906,2.5395935423140483,0.0,-1.9258345746955987,2.5395935423140483,0.0,-1.9258345746955987,2.272333298192494,0.0,-1.9813718920726613,2.272333298192494,0.0,-1.9813718920726613,2.0,0.0,-2.0,2.0,2.0,2.0,2.272333298192493,2.0,1.9813718920726615,2.272333298192493,2.0,1.9813718920726615,2.5395935423140483,2.0,1.9258345746955987,2.5395935423140483,2.0,1.9258345746955987,2.796802179692483,2.0,1.8344226030109059,2.796802179692483,2.0,1.8344226030109059,3.039167900070867,2.0,1.7088388090929771,3.039167900070867,2.0,1.7088388090929771,3.2621758886521057,2.0,1.5514225814088396,3.2621758886521057,2.0,1.5514225814088396,3.4616719285562483,2.0,1.3651062864373082,3.4616719285562483,2.0,1.3651062864373082,3.633939786020884,2.0,1.1533606442297342,3.633939786020884,2.0,1.1533606442297342,3.77577043680475,2.0,0.9201300754623043,3.77577043680475,2.0,0.9201300754623043,3.884521844237641,2.0,0.6697592243419724,3.884521844237641,2.0,0.6697592243419724,3.958168175364646,2.0,0.4069120261052674,3.958168175364646,2.0,0.4069120261052674,3.9953375383810785,2.0,0.13648482672934234,3.9953375383810785,2.0,0.13648482672934234,3.9953375383810785,2.0,-0.1364848267293419,3.9953375383810785,2.0,-0.1364848267293419,3.9581681753646456,2.0,-0.40691202610526783,3.9581681753646456,2.0,-0.40691202610526783,3.884521844237641,2.0,-0.6697592243419724,3.884521844237641,2.0,-0.6697592243419724,3.77577043680475,2.0,-0.9201300754623043,3.77577043680475,2.0,-0.9201300754623043,3.633939786020884,2.0,-1.1533606442297342,3.633939786020884,2.0,-1.1533606442297342,3.461671928556248,2.0,-1.3651062864373087,3.461671928556248,2.0,-1.3651062864373087,3.2621758886521057,2.0,-1.5514225814088394,3.2621758886521057,2.0,-1.5514225814088394,3.0391679000708676,2.0,-1.708838809092977,3.0391679000708676,2.0,-1.708838809092977,2.7968021796924827,2.0,-1.834422603010906,2.7968021796924827,2.0,-1.834422603010906,2.5395935423140483,2.0,-1.9258345746955987,2.5395935423140483,2.0,-1.9258345746955987,2.272333298192494,2.0,-1.9813718920726613,2.272333298192494,2.0,-1.9813718920726613,2.0,2.0,-2.0,2.0,0.0,2.0,2.0,2.0,2.0,2.0,0.0,-2.0,-2.0,0.0,-2.0,2.0,2.0,-2.0,-2.0,2.0,-2.0,2.0,0.0,-2.0,2.0,2.0,-2.0,-2.0,0.0,-2.0,-2.0,0.0,2.0,-2.0,2.0,-2.0,-2.0,2.0,2.0,-2.0,0.0,-2.0,-2.0,2.0,-2.0],"positions":[-2.0,2.0,2.0,2.0,2.0,2.0,2.272333298192493,2.0,1.9813718920726615,2.5395935423140483,2.0,1.9258345746955987,2.796802179692483,2.0,1.8344226030109059,3.039167900070867,2.0,1.7088388090929771,3.2621758886521057,2.0,1.5514225814088396,3.4616719285562483,2.0,1.3651062864373082,3.633939786020884,2.0,1.1533606442297342,3.77577043680475,2.0,0.9201300754623043,3.884521844237641,2.0,0.6697592243419724,3.958168175364646,2.0,0.4069120261052674,3.9953375383810785,2.0,0.13648482672934234,3.9953375383810785,2.0,-0.1364848267293419,3.9581681753646456,2.0,-0.40691202610526783,3.884521844237641,2.0,-0.6697592243419724,3.77577043680475,2.0,-0.9201300754623043,3.633939786020884,2.0,-1.1533606442297342,3.461671928556248,2.0,-1.3651062864373087,3.2621758886521057,2.0,-1.5514225814088394,3.0391679000708676,2.0,-1.708838809092977,2.7968021796924827,2.0,-1.834422603010906,2.5395935423140483,2.0,-1.9258345746955987,2.272333298192494,2.0,-1.9813718920726613,2.0,2.0,-2.0,-2.0,2.0,-2.0,-2.0,0.0,2.0,-2.0,0.0,-2.0,2.0,0.0,-2.0,2.272333298192494,0.0,-1.9813718920726613,2.5395935423140483,0.0,-1.9258345746955987,2.7968021796924827,0.0,-1.834422603010906,3.0391679000708676,0.0,-1.708838809092977,3.2621758886521057,0.0,-1.5514225814088394,3.461671928556248,0.0,-1.3651062864373087,3.633939786020884,0.0,-1.1533606442297342,3.77577043680475,0.0,-0.9201300754623043,3.884521844237641,0.0,-0.6697592243419724,3.9581681753646456,0.0,-0.40691202610526783,3.9953375383810785,0.0,-0.1364848267293419,3.9953375383810785,0.0,0.13648482672934234,3.958168175364646,0.0,0.4069120261052674,3.884521844237641,0.0,0.6697592243419724,3.77577043680475,0.0,0.9201300754623043,3.633939786020884,0.0,1.1533606442297342,3.4616719285562483,0.0,1.3651062864373082,3.2621758886521057,0.0,1.5514225814088396,3.039167900070867,0.0,1.7088388090929771,2.796802179692483,0.0,1.8344226030109059,2.5395935423140483,0.0,1.9258345746955987,2.272333298192493,0.0,1.9813718920726615,2.0,0.0,2.0,-2.0,0.0,2.0,2.0,0.0,2.0,2.0,2.0,2.0,-2.0,2.0,2.0,1.9999999900000003,-1e-8,2.0,2.0,-1e-8,2.0,2.2723332891470998,-1e-8,1.9813718933159221,2.272333298192493,-1e-8,1.9813718920726615,2.5395935343595144,-1e-8,1.9258345769243546,2.5395935423140483,-1e-8,1.9258345746955987,2.796802172913095,-1e-8,1.8344226059556097,2.796802179692483,-1e-8,1.8344226030109059,3.0391678944985667,-1e-8,1.708838812481568,3.039167900070867,-1e-8,1.7088388090929771,3.2621758842676507,-1e-8,1.5514225849758583,3.2621758886521057,-1e-8,1.5514225814088396,3.4616719252918635,-1e-8,1.3651062899326107,3.4616719285562483,-1e-8,1.3651062864373082,3.633939783764309,-1e-8,1.153360647426573,3.633939786020884,-1e-8,1.1533606442297342,3.7757704354045525,-1e-8,0.9201300781645637,3.77577043680475,-1e-8,0.9201300754623043,3.884521843509642,-1e-8,0.6697592263903653,3.884521844237641,-1e-8,0.6697592243419724,3.958168175099268,-1e-8,0.4069120273823335,3.958168175364646,-1e-8,0.4069120261052674,3.995337538351408,-1e-8,0.1364848271631112,3.9953375383810785,-1e-8,0.13648482672934234,3.9953375383810785,-1e-8,-0.1364848267293419,3.995337538351408,-1e-8,-0.13648482716311075,3.9581681753646456,-1e-8,-0.40691202610526783,3.958168175099268,-1e-8,-0.40691202738233395,3.884521844237641,-1e-8,-0.6697592243419724,3.884521843509642,-1e-8,-0.6697592263903653,3.77577043680475,-1e-8,-0.9201300754623043,3.7757704354045525,-1e-8,-0.9201300781645637,3.633939786020884,-1e-8,-1.1533606442297342,3.6339397837643093,-1e-8,-1.1533606474265727,3.461671928556248,-1e-8,-1.3651062864373087,3.4616719252918635,-1e-8,-1.3651062899326107,3.2621758886521057,-1e-8,-1.5514225814088394,3.2621758842676503,-1e-8,-1.5514225849758587,3.0391679000708676,-1e-8,-1.708838809092977,3.0391678944985667,-1e-8,-1.708838812481568,2.7968021796924827,-1e-8,-1.834422603010906,2.796802172913095,-1e-8,-1.83442260595561,2.5395935423140483,-1e-8,-1.9258345746955987,2.5395935343595144,-1e-8,-1.9258345769243546,2.272333298192494,-1e-8,-1.9813718920726613,2.2723332891471,-1e-8,-1.9813718933159221,2.0,-1e-8,-2.0,1.9999999900000003,-1e-8,-2.0,1.9999999900000003,0.0,2.0,2.0,0.0,2.0,2.2723332891470998,0.0,1.9813718933159221,2.272333298192493,0.0,1.9813718920726615,2.5395935343595144,0.0,1.9258345769243546,2.5395935423140483,0.0,1.9258345746955987,2.796802172913095,0.0,1.8344226059556097,2.796802179692483,0.0,1.8344226030109059,3.0391678944985667,0.0,1.708838812481568,3.039167900070867,0.0,1.7088388090929771,3.2621758842676507,0.0,1.5514225849758583,3.2621758886521057,0.0,1.5514225814088396,3.4616719252918635,0.0,1.3651062899326107,3.4616719285562483,0.0,1.3651062864373082,3.633939783764309,0.0,1.153360647426573,3.633939786020884,0.0,1.1533606442297342,3.7757704354045525,0.0,0.9201300781645637,3.77577043680475,0.0,0.9201300754623043,3.884521843509642,0.0,0.6697592263903653,3.884521844237641,0.0,0.6697592243419724,3.958168175099268,0.0,0.4069120273823335,3.958168175364646,0.0,0.4069120261052674,3.995337538351408,0.0,0.1364848271631112,3.9953375383810785,0.0,0.13648482672934234,3.9953375383810785,0.0,-0.1364848267293419,3.995337538351408,0.0,-0.13648482716311075,3.9581681753646456,0.0,-0.40691202610526783,3.958168175099268,0.0,-0.40691202738233395,3.884521844237641,0.0,-0.6697592243419724,3.884521843509642,0.0,-0.6697592263903653,3.77577043680475,0.0,-0.9201300754623043,3.7757704354045525,0.0,-0.9201300781645637,3.633939786020884,0.0,-1.1533606442297342,3.6339397837643093,0.0,-1.1533606474265727,3.461671928556248,0.0,-1.3651062864373087,3.4616719252918635,0.0,-1.3651062899326107,3.2621758886521057,0.0,-1.5514225814088394,3.2621758842676503,0.0,-1.5514225849758587,3.0391679000708676,0.0,-1.708838809092977,3.0391678944985667,0.0,-1.708838812481568,2.7968021796924827,0.0,-1.834422603010906,2.796802172913095,0.0,-1.83442260595561,2.5395935423140483,0.0,-1.9258345746955987,2.5395935343595144,0.0,-1.9258345769243546,2.272333298192494,0.0,-1.9813718920726613,2.2723332891471,0.0,-1.9813718933159221,2.0,0.0,-2.0,1.9999999900000003,0.0,-2.0,1.9999999900000003,2.0,2.0,2.0,2.0,2.0,2.2723332891470998,2.0,1.9813718933159221,2.272333298192493,2.0,1.9813718920726615,2.5395935343595144,2.0,1.9258345769243546,2.5395935423140483,2.0,1.9258345746955987,2.796802172913095,2.0,1.8344226059556097,2.796802179692483,2.0,1.8344226030109059,3.0391678944985667,2.0,1.708838812481568,3.039167900070867,2.0,1.7088388090929771,3.2621758842676507,2.0,1.5514225849758583,3.2621758886521057,2.0,1.5514225814088396,3.4616719252918635,2.0,1.3651062899326107,3.4616719285562483,2.0,1.3651062864373082,3.633939783764309,2.0,1.153360647426573,3.633939786020884,2.0,1.1533606442297342,3.7757704354045525,2.0,0.9201300781645637,3.77577043680475,2.0,0.9201300754623043,3.884521843509642,2.0,0.6697592263903653,3.884521844237641,2.0,0.6697592243419724,3.958168175099268,2.0,0.4069120273823335,3.958168175364646,2.0,0.4069120261052674,3.995337538351408,2.0,0.1364848271631112,3.9953375383810785,2.0,0.13648482672934234,3.9953375383810785,2.0,-0.1364848267293419,3.995337538351408,2.0,-0.13648482716311075,3.9581681753646456,2.0,-0.40691202610526783,3.958168175099268,2.0,-0.40691202738233395,3.884521844237641,2.0,-0.6697592243419724,3.884521843509642,2.0,-0.6697592263903653,3.77577043680475,2.0,-0.9201300754623043,3.7757704354045525,2.0,-0.9201300781645637,3.633939786020884,2.0,-1.1533606442297342,3.6339397837643093,2.0,-1.1533606474265727,3.461671928556248,2.0,-1.3651062864373087,3.4616719252918635,2.0,-1.3651062899326107,3.2621758886521057,2.0,-1.5514225814088394,3.2621758842676503,2.0,-1.5514225849758587,3.0391679000708676,2.0,-1.708838809092977,3.0391678944985667,2.0,-1.708838812481568,2.7968021796924827,2.0,-1.834422603010906,2.796802172913095,2.0,-1.83442260595561,2.5395935423140483,2.0,-1.9258345746955987,2.5395935343595144,2.0,-1.9258345769243546,2.272333298192494,2.0,-1.9813718920726613,2.2723332891471,2.0,-1.9813718933159221,2.0,2.0,-2.0,1.9999999900000003,2.0,-2.0,1.9999999900000003,2.00000001,2.0,2.0,2.00000001,2.0,2.2723332891470998,2.00000001,1.9813718933159221,2.272333298192493,2.00000001,1.9813718920726615,2.5395935343595144,2.00000001,1.9258345769243546,2.5395935423140483,2.00000001,1.9258345746955987,2.796802172913095,2.00000001,1.8344226059556097,2.796802179692483,2.00000001,1.8344226030109059,3.0391678944985667,2.00000001,1.708838812481568,3.039167900070867,2.00000001,1.7088388090929771,3.2621758842676507,2.00000001,1.5514225849758583,3.2621758886521057,2.00000001,1.5514225814088396,3.4616719252918635,2.00000001,1.3651062899326107,3.4616719285562483,2.00000001,1.3651062864373082,3.633939783764309,2.00000001,1.153360647426573,3.633939786020884,2.00000001,1.1533606442297342,3.7757704354045525,2.00000001,0.9201300781645637,3.77577043680475,2.00000001,0.9201300754623043,3.884521843509642,2.00000001,0.6697592263903653,3.884521844237641,2.00000001,0.6697592243419724,3.958168175099268,2.00000001,0.4069120273823335,3.958168175364646,2.00000001,0.4069120261052674,3.995337538351408,2.00000001,0.1364848271631112,3.9953375383810785,2.00000001,0.13648482672934234,3.9953375383810785,2.00000001,-0.1364848267293419,3.995337538351408,2.00000001,-0.13648482716311075,3.9581681753646456,2.00000001,-0.40691202610526783,3.958168175099268,2.00000001,-0.40691202738233395,3.884521844237641,2.00000001,-0.6697592243419724,3.884521843509642,2.00000001,-0.6697592263903653,3.77577043680475,2.00000001,-0.9201300754623043,3.7757704354045525,2.00000001,-0.9201300781645637,3.633939786020884,2.00000001,-1.1533606442297342,3.6339397837643093,2.00000001,-1.1533606474265727,3.461671928556248,2.00000001,-1.3651062864373087,3.4616719252918635,2.00000001,-1.3651062899326107,3.2621758886521057,2.00000001,-1.5514225814088394,3.2621758842676503,2.00000001,-1.5514225849758587,3.0391679000708676,2.00000001,-1.708838809092977,3.0391678944985667,2.00000001,-1.708838812481568,2.7968021796924827,2.00000001,-1.834422603010906,2.796802172913095,2.00000001,-1.83442260595561,2.5395935423140483,2.00000001,-1.9258345746955987,2.5395935343595144,2.00000001,-1.9258345769243546,2.272333298192494,2.00000001,-1.9813718920726613,2.2723332891471,2.00000001,-1.9813718933159221,2.0,2.00000001,-2.0,1.9999999900000003,2.00000001,-2.0,2.0,0.0,-2.0,-2.0,0.0,-2.0,-2.0,2.0,-2.0,2.0,2.0,-2.0,-2.0,0.0,-2.0,-2.0,0.0,2.0,-2.0,2.0,2.0,-2.0,2.0,-2.0],"revision":0,"triangleFaceIds":[0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,2,2,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,4,4,5,5]}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/batch-matrix/planar.fifty-openings.json b/main/opengeometry/tests/fixtures/cases/batch-matrix/planar.fifty-openings.json
new file mode 100644
index 0000000..21a4f2d
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/batch-matrix/planar.fifty-openings.json
@@ -0,0 +1 @@
+{"cutters":[{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-27.25,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-27.25,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-27.25,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-26.75,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-26.75,0.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-27.25,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-27.25,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-26.75,0.0,-0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-27.25,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-27.25,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-26.75,2.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-27.25,2.0,-0.2]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[-27.25,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-27.25,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-27.25,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-26.75,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-27.25,0.0,0.2],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[-27.25,0.0,-0.2],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"}]},"id":"cut-0","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":3,"id":0,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":8,"id":2,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":2,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":15,"id":4,"tolerance":1e-8,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1,"id":5,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":10,"id":6,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":13,"id":7,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":4,"id":8,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":7,"id":9,"tolerance":1e-8,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":5,"id":10,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":6,"id":11,"tolerance":1e-8,"twin_halfedge":21}],"faces":[{"id":0,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-0","entity":"cut-0","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}},{"id":1,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-0","entity":"cut-0","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":2,"key":"left","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-0","entity":"cut-0","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":3,"key":"right","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-0","entity":"cut-0","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":4,"key":"front","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-0","entity":"cut-0","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":5,"key":"back","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-0","entity":"cut-0","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":2,"twin":11,"wire_ref":null},{"edge":5,"face":0,"from":2,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":3,"twin":23,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":16,"wire_ref":null},{"edge":8,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":18,"wire_ref":null},{"edge":10,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":7,"twin":14,"wire_ref":null},{"edge":11,"face":1,"from":7,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":6,"twin":21,"wire_ref":null},{"edge":9,"face":1,"from":6,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":9,"wire_ref":null},{"edge":2,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":4,"twin":19,"wire_ref":null},{"edge":9,"face":2,"from":4,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":6,"twin":7,"wire_ref":null},{"edge":6,"face":2,"from":6,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":2,"twin":20,"wire_ref":null},{"edge":1,"face":2,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":0,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":3,"twin":2,"wire_ref":null},{"edge":7,"face":3,"from":3,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":7,"twin":22,"wire_ref":null},{"edge":10,"face":3,"from":7,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":17,"wire_ref":null},{"edge":0,"face":4,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":1,"twin":3,"wire_ref":null},{"edge":4,"face":4,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":5,"twin":15,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":4,"twin":4,"wire_ref":null},{"edge":2,"face":4,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":0,"twin":8,"wire_ref":null},{"edge":6,"face":5,"from":2,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":6,"twin":10,"wire_ref":null},{"edge":11,"face":5,"from":6,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":7,"twin":6,"wire_ref":null},{"edge":7,"face":5,"from":7,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":3,"twin":13,"wire_ref":null},{"edge":5,"face":5,"from":3,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":2,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[-27.25,0.0,0.2],"tolerance":1e-8},{"id":1,"outgoing_halfedge":3,"position":[-26.75,0.0,0.2],"tolerance":1e-8},{"id":2,"outgoing_halfedge":1,"position":[-27.25,0.0,-0.2],"tolerance":1e-8},{"id":3,"outgoing_halfedge":2,"position":[-26.75,0.0,-0.2],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[-27.25,2.0,0.2],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[-26.75,2.0,0.2],"tolerance":1e-8},{"id":6,"outgoing_halfedge":7,"position":[-27.25,2.0,-0.2],"tolerance":1e-8},{"id":7,"outgoing_halfedge":6,"position":[-26.75,2.0,-0.2],"tolerance":1e-8}],"wires":[]}},{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-26.15,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-26.15,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-26.15,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-25.65,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-25.65,0.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-26.15,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-26.15,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-25.65,0.0,-0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-26.15,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-26.15,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-25.65,2.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-26.15,2.0,-0.2]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[-26.15,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-26.15,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-26.15,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-25.65,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-26.15,0.0,0.2],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[-26.15,0.0,-0.2],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"}]},"id":"cut-1","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":3,"id":0,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":8,"id":2,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":2,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":15,"id":4,"tolerance":1e-8,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1,"id":5,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":10,"id":6,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":13,"id":7,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":4,"id":8,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":7,"id":9,"tolerance":1e-8,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":5,"id":10,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":6,"id":11,"tolerance":1e-8,"twin_halfedge":21}],"faces":[{"id":0,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-1","entity":"cut-1","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}},{"id":1,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-1","entity":"cut-1","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":2,"key":"left","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-1","entity":"cut-1","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":3,"key":"right","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-1","entity":"cut-1","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":4,"key":"front","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-1","entity":"cut-1","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":5,"key":"back","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-1","entity":"cut-1","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":2,"twin":11,"wire_ref":null},{"edge":5,"face":0,"from":2,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":3,"twin":23,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":16,"wire_ref":null},{"edge":8,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":18,"wire_ref":null},{"edge":10,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":7,"twin":14,"wire_ref":null},{"edge":11,"face":1,"from":7,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":6,"twin":21,"wire_ref":null},{"edge":9,"face":1,"from":6,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":9,"wire_ref":null},{"edge":2,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":4,"twin":19,"wire_ref":null},{"edge":9,"face":2,"from":4,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":6,"twin":7,"wire_ref":null},{"edge":6,"face":2,"from":6,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":2,"twin":20,"wire_ref":null},{"edge":1,"face":2,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":0,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":3,"twin":2,"wire_ref":null},{"edge":7,"face":3,"from":3,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":7,"twin":22,"wire_ref":null},{"edge":10,"face":3,"from":7,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":17,"wire_ref":null},{"edge":0,"face":4,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":1,"twin":3,"wire_ref":null},{"edge":4,"face":4,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":5,"twin":15,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":4,"twin":4,"wire_ref":null},{"edge":2,"face":4,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":0,"twin":8,"wire_ref":null},{"edge":6,"face":5,"from":2,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":6,"twin":10,"wire_ref":null},{"edge":11,"face":5,"from":6,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":7,"twin":6,"wire_ref":null},{"edge":7,"face":5,"from":7,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":3,"twin":13,"wire_ref":null},{"edge":5,"face":5,"from":3,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":2,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[-26.15,0.0,0.2],"tolerance":1e-8},{"id":1,"outgoing_halfedge":3,"position":[-25.65,0.0,0.2],"tolerance":1e-8},{"id":2,"outgoing_halfedge":1,"position":[-26.15,0.0,-0.2],"tolerance":1e-8},{"id":3,"outgoing_halfedge":2,"position":[-25.65,0.0,-0.2],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[-26.15,2.0,0.2],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[-25.65,2.0,0.2],"tolerance":1e-8},{"id":6,"outgoing_halfedge":7,"position":[-26.15,2.0,-0.2],"tolerance":1e-8},{"id":7,"outgoing_halfedge":6,"position":[-25.65,2.0,-0.2],"tolerance":1e-8}],"wires":[]}},{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-25.05,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-25.05,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-25.05,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-24.55,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-24.55,0.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-25.05,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-25.05,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-24.55,0.0,-0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-25.05,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-25.05,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-24.55,2.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-25.05,2.0,-0.2]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[-25.05,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-25.05,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-25.05,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-24.55,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-25.05,0.0,0.2],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[-25.05,0.0,-0.2],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"}]},"id":"cut-2","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":3,"id":0,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":8,"id":2,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":2,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":15,"id":4,"tolerance":1e-8,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1,"id":5,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":10,"id":6,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":13,"id":7,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":4,"id":8,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":7,"id":9,"tolerance":1e-8,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":5,"id":10,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":6,"id":11,"tolerance":1e-8,"twin_halfedge":21}],"faces":[{"id":0,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-2","entity":"cut-2","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}},{"id":1,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-2","entity":"cut-2","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":2,"key":"left","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-2","entity":"cut-2","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":3,"key":"right","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-2","entity":"cut-2","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":4,"key":"front","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-2","entity":"cut-2","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":5,"key":"back","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-2","entity":"cut-2","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":2,"twin":11,"wire_ref":null},{"edge":5,"face":0,"from":2,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":3,"twin":23,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":16,"wire_ref":null},{"edge":8,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":18,"wire_ref":null},{"edge":10,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":7,"twin":14,"wire_ref":null},{"edge":11,"face":1,"from":7,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":6,"twin":21,"wire_ref":null},{"edge":9,"face":1,"from":6,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":9,"wire_ref":null},{"edge":2,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":4,"twin":19,"wire_ref":null},{"edge":9,"face":2,"from":4,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":6,"twin":7,"wire_ref":null},{"edge":6,"face":2,"from":6,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":2,"twin":20,"wire_ref":null},{"edge":1,"face":2,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":0,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":3,"twin":2,"wire_ref":null},{"edge":7,"face":3,"from":3,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":7,"twin":22,"wire_ref":null},{"edge":10,"face":3,"from":7,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":17,"wire_ref":null},{"edge":0,"face":4,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":1,"twin":3,"wire_ref":null},{"edge":4,"face":4,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":5,"twin":15,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":4,"twin":4,"wire_ref":null},{"edge":2,"face":4,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":0,"twin":8,"wire_ref":null},{"edge":6,"face":5,"from":2,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":6,"twin":10,"wire_ref":null},{"edge":11,"face":5,"from":6,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":7,"twin":6,"wire_ref":null},{"edge":7,"face":5,"from":7,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":3,"twin":13,"wire_ref":null},{"edge":5,"face":5,"from":3,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":2,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[-25.05,0.0,0.2],"tolerance":1e-8},{"id":1,"outgoing_halfedge":3,"position":[-24.55,0.0,0.2],"tolerance":1e-8},{"id":2,"outgoing_halfedge":1,"position":[-25.05,0.0,-0.2],"tolerance":1e-8},{"id":3,"outgoing_halfedge":2,"position":[-24.55,0.0,-0.2],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[-25.05,2.0,0.2],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[-24.55,2.0,0.2],"tolerance":1e-8},{"id":6,"outgoing_halfedge":7,"position":[-25.05,2.0,-0.2],"tolerance":1e-8},{"id":7,"outgoing_halfedge":6,"position":[-24.55,2.0,-0.2],"tolerance":1e-8}],"wires":[]}},{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-23.95,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-23.95,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-23.95,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-23.45,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-23.45,0.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-23.95,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-23.95,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-23.45,0.0,-0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-23.95,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-23.95,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-23.45,2.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-23.95,2.0,-0.2]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[-23.95,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-23.95,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-23.95,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-23.45,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-23.95,0.0,0.2],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[-23.95,0.0,-0.2],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"}]},"id":"cut-3","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":3,"id":0,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":8,"id":2,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":2,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":15,"id":4,"tolerance":1e-8,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1,"id":5,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":10,"id":6,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":13,"id":7,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":4,"id":8,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":7,"id":9,"tolerance":1e-8,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":5,"id":10,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":6,"id":11,"tolerance":1e-8,"twin_halfedge":21}],"faces":[{"id":0,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-3","entity":"cut-3","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}},{"id":1,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-3","entity":"cut-3","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":2,"key":"left","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-3","entity":"cut-3","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":3,"key":"right","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-3","entity":"cut-3","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":4,"key":"front","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-3","entity":"cut-3","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":5,"key":"back","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-3","entity":"cut-3","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":2,"twin":11,"wire_ref":null},{"edge":5,"face":0,"from":2,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":3,"twin":23,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":16,"wire_ref":null},{"edge":8,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":18,"wire_ref":null},{"edge":10,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":7,"twin":14,"wire_ref":null},{"edge":11,"face":1,"from":7,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":6,"twin":21,"wire_ref":null},{"edge":9,"face":1,"from":6,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":9,"wire_ref":null},{"edge":2,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":4,"twin":19,"wire_ref":null},{"edge":9,"face":2,"from":4,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":6,"twin":7,"wire_ref":null},{"edge":6,"face":2,"from":6,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":2,"twin":20,"wire_ref":null},{"edge":1,"face":2,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":0,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":3,"twin":2,"wire_ref":null},{"edge":7,"face":3,"from":3,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":7,"twin":22,"wire_ref":null},{"edge":10,"face":3,"from":7,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":17,"wire_ref":null},{"edge":0,"face":4,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":1,"twin":3,"wire_ref":null},{"edge":4,"face":4,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":5,"twin":15,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":4,"twin":4,"wire_ref":null},{"edge":2,"face":4,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":0,"twin":8,"wire_ref":null},{"edge":6,"face":5,"from":2,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":6,"twin":10,"wire_ref":null},{"edge":11,"face":5,"from":6,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":7,"twin":6,"wire_ref":null},{"edge":7,"face":5,"from":7,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":3,"twin":13,"wire_ref":null},{"edge":5,"face":5,"from":3,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":2,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[-23.95,0.0,0.2],"tolerance":1e-8},{"id":1,"outgoing_halfedge":3,"position":[-23.45,0.0,0.2],"tolerance":1e-8},{"id":2,"outgoing_halfedge":1,"position":[-23.95,0.0,-0.2],"tolerance":1e-8},{"id":3,"outgoing_halfedge":2,"position":[-23.45,0.0,-0.2],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[-23.95,2.0,0.2],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[-23.45,2.0,0.2],"tolerance":1e-8},{"id":6,"outgoing_halfedge":7,"position":[-23.95,2.0,-0.2],"tolerance":1e-8},{"id":7,"outgoing_halfedge":6,"position":[-23.45,2.0,-0.2],"tolerance":1e-8}],"wires":[]}},{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-22.85,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-22.85,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-22.85,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-22.35,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-22.35,0.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-22.85,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-22.85,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-22.35,0.0,-0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-22.85,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-22.85,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-22.35,2.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-22.85,2.0,-0.2]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[-22.85,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-22.85,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-22.85,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-22.35,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-22.85,0.0,0.2],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[-22.85,0.0,-0.2],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"}]},"id":"cut-4","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":3,"id":0,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":8,"id":2,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":2,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":15,"id":4,"tolerance":1e-8,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1,"id":5,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":10,"id":6,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":13,"id":7,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":4,"id":8,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":7,"id":9,"tolerance":1e-8,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":5,"id":10,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":6,"id":11,"tolerance":1e-8,"twin_halfedge":21}],"faces":[{"id":0,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-4","entity":"cut-4","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}},{"id":1,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-4","entity":"cut-4","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":2,"key":"left","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-4","entity":"cut-4","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":3,"key":"right","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-4","entity":"cut-4","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":4,"key":"front","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-4","entity":"cut-4","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":5,"key":"back","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-4","entity":"cut-4","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":2,"twin":11,"wire_ref":null},{"edge":5,"face":0,"from":2,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":3,"twin":23,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":16,"wire_ref":null},{"edge":8,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":18,"wire_ref":null},{"edge":10,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":7,"twin":14,"wire_ref":null},{"edge":11,"face":1,"from":7,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":6,"twin":21,"wire_ref":null},{"edge":9,"face":1,"from":6,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":9,"wire_ref":null},{"edge":2,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":4,"twin":19,"wire_ref":null},{"edge":9,"face":2,"from":4,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":6,"twin":7,"wire_ref":null},{"edge":6,"face":2,"from":6,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":2,"twin":20,"wire_ref":null},{"edge":1,"face":2,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":0,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":3,"twin":2,"wire_ref":null},{"edge":7,"face":3,"from":3,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":7,"twin":22,"wire_ref":null},{"edge":10,"face":3,"from":7,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":17,"wire_ref":null},{"edge":0,"face":4,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":1,"twin":3,"wire_ref":null},{"edge":4,"face":4,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":5,"twin":15,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":4,"twin":4,"wire_ref":null},{"edge":2,"face":4,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":0,"twin":8,"wire_ref":null},{"edge":6,"face":5,"from":2,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":6,"twin":10,"wire_ref":null},{"edge":11,"face":5,"from":6,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":7,"twin":6,"wire_ref":null},{"edge":7,"face":5,"from":7,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":3,"twin":13,"wire_ref":null},{"edge":5,"face":5,"from":3,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":2,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[-22.85,0.0,0.2],"tolerance":1e-8},{"id":1,"outgoing_halfedge":3,"position":[-22.35,0.0,0.2],"tolerance":1e-8},{"id":2,"outgoing_halfedge":1,"position":[-22.85,0.0,-0.2],"tolerance":1e-8},{"id":3,"outgoing_halfedge":2,"position":[-22.35,0.0,-0.2],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[-22.85,2.0,0.2],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[-22.35,2.0,0.2],"tolerance":1e-8},{"id":6,"outgoing_halfedge":7,"position":[-22.85,2.0,-0.2],"tolerance":1e-8},{"id":7,"outgoing_halfedge":6,"position":[-22.35,2.0,-0.2],"tolerance":1e-8}],"wires":[]}},{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-21.75,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-21.75,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-21.75,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-21.25,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-21.25,0.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-21.75,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-21.75,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-21.25,0.0,-0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-21.75,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-21.75,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-21.25,2.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-21.75,2.0,-0.2]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[-21.75,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-21.75,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-21.75,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-21.25,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-21.75,0.0,0.2],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[-21.75,0.0,-0.2],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"}]},"id":"cut-5","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":3,"id":0,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":8,"id":2,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":2,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":15,"id":4,"tolerance":1e-8,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1,"id":5,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":10,"id":6,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":13,"id":7,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":4,"id":8,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":7,"id":9,"tolerance":1e-8,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":5,"id":10,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":6,"id":11,"tolerance":1e-8,"twin_halfedge":21}],"faces":[{"id":0,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-5","entity":"cut-5","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}},{"id":1,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-5","entity":"cut-5","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":2,"key":"left","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-5","entity":"cut-5","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":3,"key":"right","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-5","entity":"cut-5","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":4,"key":"front","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-5","entity":"cut-5","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":5,"key":"back","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-5","entity":"cut-5","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":2,"twin":11,"wire_ref":null},{"edge":5,"face":0,"from":2,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":3,"twin":23,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":16,"wire_ref":null},{"edge":8,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":18,"wire_ref":null},{"edge":10,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":7,"twin":14,"wire_ref":null},{"edge":11,"face":1,"from":7,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":6,"twin":21,"wire_ref":null},{"edge":9,"face":1,"from":6,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":9,"wire_ref":null},{"edge":2,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":4,"twin":19,"wire_ref":null},{"edge":9,"face":2,"from":4,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":6,"twin":7,"wire_ref":null},{"edge":6,"face":2,"from":6,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":2,"twin":20,"wire_ref":null},{"edge":1,"face":2,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":0,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":3,"twin":2,"wire_ref":null},{"edge":7,"face":3,"from":3,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":7,"twin":22,"wire_ref":null},{"edge":10,"face":3,"from":7,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":17,"wire_ref":null},{"edge":0,"face":4,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":1,"twin":3,"wire_ref":null},{"edge":4,"face":4,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":5,"twin":15,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":4,"twin":4,"wire_ref":null},{"edge":2,"face":4,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":0,"twin":8,"wire_ref":null},{"edge":6,"face":5,"from":2,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":6,"twin":10,"wire_ref":null},{"edge":11,"face":5,"from":6,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":7,"twin":6,"wire_ref":null},{"edge":7,"face":5,"from":7,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":3,"twin":13,"wire_ref":null},{"edge":5,"face":5,"from":3,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":2,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[-21.75,0.0,0.2],"tolerance":1e-8},{"id":1,"outgoing_halfedge":3,"position":[-21.25,0.0,0.2],"tolerance":1e-8},{"id":2,"outgoing_halfedge":1,"position":[-21.75,0.0,-0.2],"tolerance":1e-8},{"id":3,"outgoing_halfedge":2,"position":[-21.25,0.0,-0.2],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[-21.75,2.0,0.2],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[-21.25,2.0,0.2],"tolerance":1e-8},{"id":6,"outgoing_halfedge":7,"position":[-21.75,2.0,-0.2],"tolerance":1e-8},{"id":7,"outgoing_halfedge":6,"position":[-21.25,2.0,-0.2],"tolerance":1e-8}],"wires":[]}},{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-20.65,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-20.65,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-20.65,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-20.15,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-20.15,0.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-20.65,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-20.65,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-20.15,0.0,-0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-20.65,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-20.65,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-20.15,2.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-20.65,2.0,-0.2]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[-20.65,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-20.65,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-20.65,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-20.15,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-20.65,0.0,0.2],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[-20.65,0.0,-0.2],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"}]},"id":"cut-6","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":3,"id":0,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":8,"id":2,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":2,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":15,"id":4,"tolerance":1e-8,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1,"id":5,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":10,"id":6,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":13,"id":7,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":4,"id":8,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":7,"id":9,"tolerance":1e-8,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":5,"id":10,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":6,"id":11,"tolerance":1e-8,"twin_halfedge":21}],"faces":[{"id":0,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-6","entity":"cut-6","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}},{"id":1,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-6","entity":"cut-6","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":2,"key":"left","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-6","entity":"cut-6","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":3,"key":"right","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-6","entity":"cut-6","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":4,"key":"front","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-6","entity":"cut-6","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":5,"key":"back","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-6","entity":"cut-6","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":2,"twin":11,"wire_ref":null},{"edge":5,"face":0,"from":2,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":3,"twin":23,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":16,"wire_ref":null},{"edge":8,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":18,"wire_ref":null},{"edge":10,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":7,"twin":14,"wire_ref":null},{"edge":11,"face":1,"from":7,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":6,"twin":21,"wire_ref":null},{"edge":9,"face":1,"from":6,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":9,"wire_ref":null},{"edge":2,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":4,"twin":19,"wire_ref":null},{"edge":9,"face":2,"from":4,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":6,"twin":7,"wire_ref":null},{"edge":6,"face":2,"from":6,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":2,"twin":20,"wire_ref":null},{"edge":1,"face":2,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":0,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":3,"twin":2,"wire_ref":null},{"edge":7,"face":3,"from":3,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":7,"twin":22,"wire_ref":null},{"edge":10,"face":3,"from":7,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":17,"wire_ref":null},{"edge":0,"face":4,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":1,"twin":3,"wire_ref":null},{"edge":4,"face":4,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":5,"twin":15,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":4,"twin":4,"wire_ref":null},{"edge":2,"face":4,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":0,"twin":8,"wire_ref":null},{"edge":6,"face":5,"from":2,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":6,"twin":10,"wire_ref":null},{"edge":11,"face":5,"from":6,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":7,"twin":6,"wire_ref":null},{"edge":7,"face":5,"from":7,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":3,"twin":13,"wire_ref":null},{"edge":5,"face":5,"from":3,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":2,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[-20.65,0.0,0.2],"tolerance":1e-8},{"id":1,"outgoing_halfedge":3,"position":[-20.15,0.0,0.2],"tolerance":1e-8},{"id":2,"outgoing_halfedge":1,"position":[-20.65,0.0,-0.2],"tolerance":1e-8},{"id":3,"outgoing_halfedge":2,"position":[-20.15,0.0,-0.2],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[-20.65,2.0,0.2],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[-20.15,2.0,0.2],"tolerance":1e-8},{"id":6,"outgoing_halfedge":7,"position":[-20.65,2.0,-0.2],"tolerance":1e-8},{"id":7,"outgoing_halfedge":6,"position":[-20.15,2.0,-0.2],"tolerance":1e-8}],"wires":[]}},{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-19.549999999999997,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-19.549999999999997,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-19.549999999999997,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-19.049999999999997,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-19.049999999999997,0.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-19.549999999999997,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-19.549999999999997,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-19.049999999999997,0.0,-0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-19.549999999999997,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-19.549999999999997,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-19.049999999999997,2.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-19.549999999999997,2.0,-0.2]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[-19.549999999999997,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-19.549999999999997,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-19.549999999999997,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-19.049999999999997,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-19.549999999999997,0.0,0.2],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[-19.549999999999997,0.0,-0.2],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"}]},"id":"cut-7","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":3,"id":0,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":8,"id":2,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":2,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":15,"id":4,"tolerance":1e-8,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1,"id":5,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":10,"id":6,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":13,"id":7,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":4,"id":8,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":7,"id":9,"tolerance":1e-8,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":5,"id":10,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":6,"id":11,"tolerance":1e-8,"twin_halfedge":21}],"faces":[{"id":0,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-7","entity":"cut-7","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}},{"id":1,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-7","entity":"cut-7","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":2,"key":"left","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-7","entity":"cut-7","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":3,"key":"right","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-7","entity":"cut-7","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":4,"key":"front","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-7","entity":"cut-7","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":5,"key":"back","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-7","entity":"cut-7","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":2,"twin":11,"wire_ref":null},{"edge":5,"face":0,"from":2,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":3,"twin":23,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":16,"wire_ref":null},{"edge":8,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":18,"wire_ref":null},{"edge":10,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":7,"twin":14,"wire_ref":null},{"edge":11,"face":1,"from":7,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":6,"twin":21,"wire_ref":null},{"edge":9,"face":1,"from":6,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":9,"wire_ref":null},{"edge":2,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":4,"twin":19,"wire_ref":null},{"edge":9,"face":2,"from":4,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":6,"twin":7,"wire_ref":null},{"edge":6,"face":2,"from":6,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":2,"twin":20,"wire_ref":null},{"edge":1,"face":2,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":0,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":3,"twin":2,"wire_ref":null},{"edge":7,"face":3,"from":3,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":7,"twin":22,"wire_ref":null},{"edge":10,"face":3,"from":7,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":17,"wire_ref":null},{"edge":0,"face":4,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":1,"twin":3,"wire_ref":null},{"edge":4,"face":4,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":5,"twin":15,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":4,"twin":4,"wire_ref":null},{"edge":2,"face":4,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":0,"twin":8,"wire_ref":null},{"edge":6,"face":5,"from":2,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":6,"twin":10,"wire_ref":null},{"edge":11,"face":5,"from":6,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":7,"twin":6,"wire_ref":null},{"edge":7,"face":5,"from":7,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":3,"twin":13,"wire_ref":null},{"edge":5,"face":5,"from":3,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":2,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[-19.549999999999997,0.0,0.2],"tolerance":1e-8},{"id":1,"outgoing_halfedge":3,"position":[-19.049999999999997,0.0,0.2],"tolerance":1e-8},{"id":2,"outgoing_halfedge":1,"position":[-19.549999999999997,0.0,-0.2],"tolerance":1e-8},{"id":3,"outgoing_halfedge":2,"position":[-19.049999999999997,0.0,-0.2],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[-19.549999999999997,2.0,0.2],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[-19.049999999999997,2.0,0.2],"tolerance":1e-8},{"id":6,"outgoing_halfedge":7,"position":[-19.549999999999997,2.0,-0.2],"tolerance":1e-8},{"id":7,"outgoing_halfedge":6,"position":[-19.049999999999997,2.0,-0.2],"tolerance":1e-8}],"wires":[]}},{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-18.45,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-18.45,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-18.45,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-17.95,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-17.95,0.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-18.45,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-18.45,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-17.95,0.0,-0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-18.45,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-18.45,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-17.95,2.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-18.45,2.0,-0.2]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[-18.45,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-18.45,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-18.45,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-17.95,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-18.45,0.0,0.2],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[-18.45,0.0,-0.2],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"}]},"id":"cut-8","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":3,"id":0,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":8,"id":2,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":2,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":15,"id":4,"tolerance":1e-8,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1,"id":5,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":10,"id":6,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":13,"id":7,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":4,"id":8,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":7,"id":9,"tolerance":1e-8,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":5,"id":10,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":6,"id":11,"tolerance":1e-8,"twin_halfedge":21}],"faces":[{"id":0,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-8","entity":"cut-8","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}},{"id":1,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-8","entity":"cut-8","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":2,"key":"left","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-8","entity":"cut-8","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":3,"key":"right","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-8","entity":"cut-8","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":4,"key":"front","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-8","entity":"cut-8","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":5,"key":"back","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-8","entity":"cut-8","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":2,"twin":11,"wire_ref":null},{"edge":5,"face":0,"from":2,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":3,"twin":23,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":16,"wire_ref":null},{"edge":8,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":18,"wire_ref":null},{"edge":10,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":7,"twin":14,"wire_ref":null},{"edge":11,"face":1,"from":7,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":6,"twin":21,"wire_ref":null},{"edge":9,"face":1,"from":6,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":9,"wire_ref":null},{"edge":2,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":4,"twin":19,"wire_ref":null},{"edge":9,"face":2,"from":4,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":6,"twin":7,"wire_ref":null},{"edge":6,"face":2,"from":6,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":2,"twin":20,"wire_ref":null},{"edge":1,"face":2,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":0,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":3,"twin":2,"wire_ref":null},{"edge":7,"face":3,"from":3,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":7,"twin":22,"wire_ref":null},{"edge":10,"face":3,"from":7,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":17,"wire_ref":null},{"edge":0,"face":4,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":1,"twin":3,"wire_ref":null},{"edge":4,"face":4,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":5,"twin":15,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":4,"twin":4,"wire_ref":null},{"edge":2,"face":4,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":0,"twin":8,"wire_ref":null},{"edge":6,"face":5,"from":2,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":6,"twin":10,"wire_ref":null},{"edge":11,"face":5,"from":6,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":7,"twin":6,"wire_ref":null},{"edge":7,"face":5,"from":7,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":3,"twin":13,"wire_ref":null},{"edge":5,"face":5,"from":3,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":2,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[-18.45,0.0,0.2],"tolerance":1e-8},{"id":1,"outgoing_halfedge":3,"position":[-17.95,0.0,0.2],"tolerance":1e-8},{"id":2,"outgoing_halfedge":1,"position":[-18.45,0.0,-0.2],"tolerance":1e-8},{"id":3,"outgoing_halfedge":2,"position":[-17.95,0.0,-0.2],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[-18.45,2.0,0.2],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[-17.95,2.0,0.2],"tolerance":1e-8},{"id":6,"outgoing_halfedge":7,"position":[-18.45,2.0,-0.2],"tolerance":1e-8},{"id":7,"outgoing_halfedge":6,"position":[-17.95,2.0,-0.2],"tolerance":1e-8}],"wires":[]}},{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-17.35,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-17.35,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-17.35,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-16.85,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-16.85,0.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-17.35,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-17.35,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-16.85,0.0,-0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-17.35,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-17.35,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-16.85,2.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-17.35,2.0,-0.2]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[-17.35,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-17.35,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-17.35,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-16.85,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-17.35,0.0,0.2],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[-17.35,0.0,-0.2],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"}]},"id":"cut-9","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":3,"id":0,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":8,"id":2,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":2,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":15,"id":4,"tolerance":1e-8,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1,"id":5,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":10,"id":6,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":13,"id":7,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":4,"id":8,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":7,"id":9,"tolerance":1e-8,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":5,"id":10,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":6,"id":11,"tolerance":1e-8,"twin_halfedge":21}],"faces":[{"id":0,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-9","entity":"cut-9","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}},{"id":1,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-9","entity":"cut-9","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":2,"key":"left","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-9","entity":"cut-9","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":3,"key":"right","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-9","entity":"cut-9","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":4,"key":"front","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-9","entity":"cut-9","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":5,"key":"back","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-9","entity":"cut-9","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":2,"twin":11,"wire_ref":null},{"edge":5,"face":0,"from":2,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":3,"twin":23,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":16,"wire_ref":null},{"edge":8,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":18,"wire_ref":null},{"edge":10,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":7,"twin":14,"wire_ref":null},{"edge":11,"face":1,"from":7,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":6,"twin":21,"wire_ref":null},{"edge":9,"face":1,"from":6,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":9,"wire_ref":null},{"edge":2,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":4,"twin":19,"wire_ref":null},{"edge":9,"face":2,"from":4,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":6,"twin":7,"wire_ref":null},{"edge":6,"face":2,"from":6,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":2,"twin":20,"wire_ref":null},{"edge":1,"face":2,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":0,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":3,"twin":2,"wire_ref":null},{"edge":7,"face":3,"from":3,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":7,"twin":22,"wire_ref":null},{"edge":10,"face":3,"from":7,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":17,"wire_ref":null},{"edge":0,"face":4,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":1,"twin":3,"wire_ref":null},{"edge":4,"face":4,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":5,"twin":15,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":4,"twin":4,"wire_ref":null},{"edge":2,"face":4,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":0,"twin":8,"wire_ref":null},{"edge":6,"face":5,"from":2,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":6,"twin":10,"wire_ref":null},{"edge":11,"face":5,"from":6,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":7,"twin":6,"wire_ref":null},{"edge":7,"face":5,"from":7,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":3,"twin":13,"wire_ref":null},{"edge":5,"face":5,"from":3,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":2,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[-17.35,0.0,0.2],"tolerance":1e-8},{"id":1,"outgoing_halfedge":3,"position":[-16.85,0.0,0.2],"tolerance":1e-8},{"id":2,"outgoing_halfedge":1,"position":[-17.35,0.0,-0.2],"tolerance":1e-8},{"id":3,"outgoing_halfedge":2,"position":[-16.85,0.0,-0.2],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[-17.35,2.0,0.2],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[-16.85,2.0,0.2],"tolerance":1e-8},{"id":6,"outgoing_halfedge":7,"position":[-17.35,2.0,-0.2],"tolerance":1e-8},{"id":7,"outgoing_halfedge":6,"position":[-16.85,2.0,-0.2],"tolerance":1e-8}],"wires":[]}},{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-16.25,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-16.25,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-16.25,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-15.75,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-15.75,0.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-16.25,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-16.25,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-15.75,0.0,-0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-16.25,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-16.25,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-15.75,2.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-16.25,2.0,-0.2]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[-16.25,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-16.25,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-16.25,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-15.75,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-16.25,0.0,0.2],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[-16.25,0.0,-0.2],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"}]},"id":"cut-10","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":3,"id":0,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":8,"id":2,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":2,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":15,"id":4,"tolerance":1e-8,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1,"id":5,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":10,"id":6,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":13,"id":7,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":4,"id":8,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":7,"id":9,"tolerance":1e-8,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":5,"id":10,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":6,"id":11,"tolerance":1e-8,"twin_halfedge":21}],"faces":[{"id":0,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-10","entity":"cut-10","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}},{"id":1,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-10","entity":"cut-10","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":2,"key":"left","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-10","entity":"cut-10","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":3,"key":"right","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-10","entity":"cut-10","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":4,"key":"front","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-10","entity":"cut-10","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":5,"key":"back","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-10","entity":"cut-10","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":2,"twin":11,"wire_ref":null},{"edge":5,"face":0,"from":2,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":3,"twin":23,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":16,"wire_ref":null},{"edge":8,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":18,"wire_ref":null},{"edge":10,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":7,"twin":14,"wire_ref":null},{"edge":11,"face":1,"from":7,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":6,"twin":21,"wire_ref":null},{"edge":9,"face":1,"from":6,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":9,"wire_ref":null},{"edge":2,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":4,"twin":19,"wire_ref":null},{"edge":9,"face":2,"from":4,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":6,"twin":7,"wire_ref":null},{"edge":6,"face":2,"from":6,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":2,"twin":20,"wire_ref":null},{"edge":1,"face":2,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":0,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":3,"twin":2,"wire_ref":null},{"edge":7,"face":3,"from":3,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":7,"twin":22,"wire_ref":null},{"edge":10,"face":3,"from":7,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":17,"wire_ref":null},{"edge":0,"face":4,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":1,"twin":3,"wire_ref":null},{"edge":4,"face":4,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":5,"twin":15,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":4,"twin":4,"wire_ref":null},{"edge":2,"face":4,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":0,"twin":8,"wire_ref":null},{"edge":6,"face":5,"from":2,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":6,"twin":10,"wire_ref":null},{"edge":11,"face":5,"from":6,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":7,"twin":6,"wire_ref":null},{"edge":7,"face":5,"from":7,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":3,"twin":13,"wire_ref":null},{"edge":5,"face":5,"from":3,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":2,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[-16.25,0.0,0.2],"tolerance":1e-8},{"id":1,"outgoing_halfedge":3,"position":[-15.75,0.0,0.2],"tolerance":1e-8},{"id":2,"outgoing_halfedge":1,"position":[-16.25,0.0,-0.2],"tolerance":1e-8},{"id":3,"outgoing_halfedge":2,"position":[-15.75,0.0,-0.2],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[-16.25,2.0,0.2],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[-15.75,2.0,0.2],"tolerance":1e-8},{"id":6,"outgoing_halfedge":7,"position":[-16.25,2.0,-0.2],"tolerance":1e-8},{"id":7,"outgoing_halfedge":6,"position":[-15.75,2.0,-0.2],"tolerance":1e-8}],"wires":[]}},{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-15.149999999999999,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-15.149999999999999,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-15.149999999999999,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-14.649999999999999,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-14.649999999999999,0.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-15.149999999999999,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-15.149999999999999,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-14.649999999999999,0.0,-0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-15.149999999999999,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-15.149999999999999,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-14.649999999999999,2.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-15.149999999999999,2.0,-0.2]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[-15.149999999999999,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-15.149999999999999,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-15.149999999999999,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-14.649999999999999,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-15.149999999999999,0.0,0.2],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[-15.149999999999999,0.0,-0.2],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"}]},"id":"cut-11","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":3,"id":0,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":8,"id":2,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":2,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":15,"id":4,"tolerance":1e-8,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1,"id":5,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":10,"id":6,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":13,"id":7,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":4,"id":8,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":7,"id":9,"tolerance":1e-8,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":5,"id":10,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":6,"id":11,"tolerance":1e-8,"twin_halfedge":21}],"faces":[{"id":0,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-11","entity":"cut-11","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}},{"id":1,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-11","entity":"cut-11","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":2,"key":"left","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-11","entity":"cut-11","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":3,"key":"right","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-11","entity":"cut-11","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":4,"key":"front","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-11","entity":"cut-11","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":5,"key":"back","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-11","entity":"cut-11","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":2,"twin":11,"wire_ref":null},{"edge":5,"face":0,"from":2,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":3,"twin":23,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":16,"wire_ref":null},{"edge":8,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":18,"wire_ref":null},{"edge":10,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":7,"twin":14,"wire_ref":null},{"edge":11,"face":1,"from":7,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":6,"twin":21,"wire_ref":null},{"edge":9,"face":1,"from":6,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":9,"wire_ref":null},{"edge":2,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":4,"twin":19,"wire_ref":null},{"edge":9,"face":2,"from":4,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":6,"twin":7,"wire_ref":null},{"edge":6,"face":2,"from":6,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":2,"twin":20,"wire_ref":null},{"edge":1,"face":2,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":0,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":3,"twin":2,"wire_ref":null},{"edge":7,"face":3,"from":3,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":7,"twin":22,"wire_ref":null},{"edge":10,"face":3,"from":7,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":17,"wire_ref":null},{"edge":0,"face":4,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":1,"twin":3,"wire_ref":null},{"edge":4,"face":4,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":5,"twin":15,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":4,"twin":4,"wire_ref":null},{"edge":2,"face":4,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":0,"twin":8,"wire_ref":null},{"edge":6,"face":5,"from":2,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":6,"twin":10,"wire_ref":null},{"edge":11,"face":5,"from":6,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":7,"twin":6,"wire_ref":null},{"edge":7,"face":5,"from":7,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":3,"twin":13,"wire_ref":null},{"edge":5,"face":5,"from":3,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":2,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[-15.149999999999999,0.0,0.2],"tolerance":1e-8},{"id":1,"outgoing_halfedge":3,"position":[-14.649999999999999,0.0,0.2],"tolerance":1e-8},{"id":2,"outgoing_halfedge":1,"position":[-15.149999999999999,0.0,-0.2],"tolerance":1e-8},{"id":3,"outgoing_halfedge":2,"position":[-14.649999999999999,0.0,-0.2],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[-15.149999999999999,2.0,0.2],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[-14.649999999999999,2.0,0.2],"tolerance":1e-8},{"id":6,"outgoing_halfedge":7,"position":[-15.149999999999999,2.0,-0.2],"tolerance":1e-8},{"id":7,"outgoing_halfedge":6,"position":[-14.649999999999999,2.0,-0.2],"tolerance":1e-8}],"wires":[]}},{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-14.049999999999999,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-14.049999999999999,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-14.049999999999999,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-13.549999999999999,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-13.549999999999999,0.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-14.049999999999999,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-14.049999999999999,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-13.549999999999999,0.0,-0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-14.049999999999999,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-14.049999999999999,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-13.549999999999999,2.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-14.049999999999999,2.0,-0.2]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[-14.049999999999999,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-14.049999999999999,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-14.049999999999999,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-13.549999999999999,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-14.049999999999999,0.0,0.2],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[-14.049999999999999,0.0,-0.2],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"}]},"id":"cut-12","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":3,"id":0,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":8,"id":2,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":2,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":15,"id":4,"tolerance":1e-8,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1,"id":5,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":10,"id":6,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":13,"id":7,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":4,"id":8,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":7,"id":9,"tolerance":1e-8,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":5,"id":10,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":6,"id":11,"tolerance":1e-8,"twin_halfedge":21}],"faces":[{"id":0,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-12","entity":"cut-12","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}},{"id":1,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-12","entity":"cut-12","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":2,"key":"left","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-12","entity":"cut-12","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":3,"key":"right","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-12","entity":"cut-12","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":4,"key":"front","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-12","entity":"cut-12","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":5,"key":"back","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-12","entity":"cut-12","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":2,"twin":11,"wire_ref":null},{"edge":5,"face":0,"from":2,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":3,"twin":23,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":16,"wire_ref":null},{"edge":8,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":18,"wire_ref":null},{"edge":10,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":7,"twin":14,"wire_ref":null},{"edge":11,"face":1,"from":7,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":6,"twin":21,"wire_ref":null},{"edge":9,"face":1,"from":6,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":9,"wire_ref":null},{"edge":2,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":4,"twin":19,"wire_ref":null},{"edge":9,"face":2,"from":4,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":6,"twin":7,"wire_ref":null},{"edge":6,"face":2,"from":6,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":2,"twin":20,"wire_ref":null},{"edge":1,"face":2,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":0,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":3,"twin":2,"wire_ref":null},{"edge":7,"face":3,"from":3,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":7,"twin":22,"wire_ref":null},{"edge":10,"face":3,"from":7,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":17,"wire_ref":null},{"edge":0,"face":4,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":1,"twin":3,"wire_ref":null},{"edge":4,"face":4,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":5,"twin":15,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":4,"twin":4,"wire_ref":null},{"edge":2,"face":4,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":0,"twin":8,"wire_ref":null},{"edge":6,"face":5,"from":2,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":6,"twin":10,"wire_ref":null},{"edge":11,"face":5,"from":6,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":7,"twin":6,"wire_ref":null},{"edge":7,"face":5,"from":7,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":3,"twin":13,"wire_ref":null},{"edge":5,"face":5,"from":3,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":2,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[-14.049999999999999,0.0,0.2],"tolerance":1e-8},{"id":1,"outgoing_halfedge":3,"position":[-13.549999999999999,0.0,0.2],"tolerance":1e-8},{"id":2,"outgoing_halfedge":1,"position":[-14.049999999999999,0.0,-0.2],"tolerance":1e-8},{"id":3,"outgoing_halfedge":2,"position":[-13.549999999999999,0.0,-0.2],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[-14.049999999999999,2.0,0.2],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[-13.549999999999999,2.0,0.2],"tolerance":1e-8},{"id":6,"outgoing_halfedge":7,"position":[-14.049999999999999,2.0,-0.2],"tolerance":1e-8},{"id":7,"outgoing_halfedge":6,"position":[-13.549999999999999,2.0,-0.2],"tolerance":1e-8}],"wires":[]}},{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-12.95,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-12.95,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-12.95,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-12.45,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-12.45,0.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-12.95,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-12.95,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-12.45,0.0,-0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-12.95,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-12.95,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-12.45,2.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-12.95,2.0,-0.2]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[-12.95,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-12.95,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-12.95,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-12.45,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-12.95,0.0,0.2],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[-12.95,0.0,-0.2],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"}]},"id":"cut-13","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":3,"id":0,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":8,"id":2,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":2,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":15,"id":4,"tolerance":1e-8,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1,"id":5,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":10,"id":6,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":13,"id":7,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":4,"id":8,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":7,"id":9,"tolerance":1e-8,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":5,"id":10,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":6,"id":11,"tolerance":1e-8,"twin_halfedge":21}],"faces":[{"id":0,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-13","entity":"cut-13","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}},{"id":1,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-13","entity":"cut-13","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":2,"key":"left","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-13","entity":"cut-13","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":3,"key":"right","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-13","entity":"cut-13","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":4,"key":"front","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-13","entity":"cut-13","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":5,"key":"back","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-13","entity":"cut-13","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":2,"twin":11,"wire_ref":null},{"edge":5,"face":0,"from":2,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":3,"twin":23,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":16,"wire_ref":null},{"edge":8,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":18,"wire_ref":null},{"edge":10,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":7,"twin":14,"wire_ref":null},{"edge":11,"face":1,"from":7,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":6,"twin":21,"wire_ref":null},{"edge":9,"face":1,"from":6,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":9,"wire_ref":null},{"edge":2,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":4,"twin":19,"wire_ref":null},{"edge":9,"face":2,"from":4,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":6,"twin":7,"wire_ref":null},{"edge":6,"face":2,"from":6,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":2,"twin":20,"wire_ref":null},{"edge":1,"face":2,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":0,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":3,"twin":2,"wire_ref":null},{"edge":7,"face":3,"from":3,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":7,"twin":22,"wire_ref":null},{"edge":10,"face":3,"from":7,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":17,"wire_ref":null},{"edge":0,"face":4,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":1,"twin":3,"wire_ref":null},{"edge":4,"face":4,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":5,"twin":15,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":4,"twin":4,"wire_ref":null},{"edge":2,"face":4,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":0,"twin":8,"wire_ref":null},{"edge":6,"face":5,"from":2,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":6,"twin":10,"wire_ref":null},{"edge":11,"face":5,"from":6,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":7,"twin":6,"wire_ref":null},{"edge":7,"face":5,"from":7,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":3,"twin":13,"wire_ref":null},{"edge":5,"face":5,"from":3,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":2,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[-12.95,0.0,0.2],"tolerance":1e-8},{"id":1,"outgoing_halfedge":3,"position":[-12.45,0.0,0.2],"tolerance":1e-8},{"id":2,"outgoing_halfedge":1,"position":[-12.95,0.0,-0.2],"tolerance":1e-8},{"id":3,"outgoing_halfedge":2,"position":[-12.45,0.0,-0.2],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[-12.95,2.0,0.2],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[-12.45,2.0,0.2],"tolerance":1e-8},{"id":6,"outgoing_halfedge":7,"position":[-12.95,2.0,-0.2],"tolerance":1e-8},{"id":7,"outgoing_halfedge":6,"position":[-12.45,2.0,-0.2],"tolerance":1e-8}],"wires":[]}},{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-11.849999999999998,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-11.849999999999998,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-11.849999999999998,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-11.349999999999998,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-11.349999999999998,0.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-11.849999999999998,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-11.849999999999998,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-11.349999999999998,0.0,-0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-11.849999999999998,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-11.849999999999998,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-11.349999999999998,2.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-11.849999999999998,2.0,-0.2]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[-11.849999999999998,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-11.849999999999998,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-11.849999999999998,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-11.349999999999998,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-11.849999999999998,0.0,0.2],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[-11.849999999999998,0.0,-0.2],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"}]},"id":"cut-14","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":3,"id":0,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":8,"id":2,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":2,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":15,"id":4,"tolerance":1e-8,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1,"id":5,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":10,"id":6,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":13,"id":7,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":4,"id":8,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":7,"id":9,"tolerance":1e-8,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":5,"id":10,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":6,"id":11,"tolerance":1e-8,"twin_halfedge":21}],"faces":[{"id":0,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-14","entity":"cut-14","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}},{"id":1,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-14","entity":"cut-14","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":2,"key":"left","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-14","entity":"cut-14","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":3,"key":"right","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-14","entity":"cut-14","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":4,"key":"front","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-14","entity":"cut-14","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":5,"key":"back","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-14","entity":"cut-14","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":2,"twin":11,"wire_ref":null},{"edge":5,"face":0,"from":2,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":3,"twin":23,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":16,"wire_ref":null},{"edge":8,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":18,"wire_ref":null},{"edge":10,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":7,"twin":14,"wire_ref":null},{"edge":11,"face":1,"from":7,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":6,"twin":21,"wire_ref":null},{"edge":9,"face":1,"from":6,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":9,"wire_ref":null},{"edge":2,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":4,"twin":19,"wire_ref":null},{"edge":9,"face":2,"from":4,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":6,"twin":7,"wire_ref":null},{"edge":6,"face":2,"from":6,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":2,"twin":20,"wire_ref":null},{"edge":1,"face":2,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":0,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":3,"twin":2,"wire_ref":null},{"edge":7,"face":3,"from":3,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":7,"twin":22,"wire_ref":null},{"edge":10,"face":3,"from":7,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":17,"wire_ref":null},{"edge":0,"face":4,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":1,"twin":3,"wire_ref":null},{"edge":4,"face":4,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":5,"twin":15,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":4,"twin":4,"wire_ref":null},{"edge":2,"face":4,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":0,"twin":8,"wire_ref":null},{"edge":6,"face":5,"from":2,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":6,"twin":10,"wire_ref":null},{"edge":11,"face":5,"from":6,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":7,"twin":6,"wire_ref":null},{"edge":7,"face":5,"from":7,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":3,"twin":13,"wire_ref":null},{"edge":5,"face":5,"from":3,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":2,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[-11.849999999999998,0.0,0.2],"tolerance":1e-8},{"id":1,"outgoing_halfedge":3,"position":[-11.349999999999998,0.0,0.2],"tolerance":1e-8},{"id":2,"outgoing_halfedge":1,"position":[-11.849999999999998,0.0,-0.2],"tolerance":1e-8},{"id":3,"outgoing_halfedge":2,"position":[-11.349999999999998,0.0,-0.2],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[-11.849999999999998,2.0,0.2],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[-11.349999999999998,2.0,0.2],"tolerance":1e-8},{"id":6,"outgoing_halfedge":7,"position":[-11.849999999999998,2.0,-0.2],"tolerance":1e-8},{"id":7,"outgoing_halfedge":6,"position":[-11.349999999999998,2.0,-0.2],"tolerance":1e-8}],"wires":[]}},{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-10.75,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-10.75,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-10.75,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-10.25,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-10.25,0.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-10.75,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-10.75,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-10.25,0.0,-0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-10.75,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-10.75,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-10.25,2.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-10.75,2.0,-0.2]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[-10.75,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-10.75,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-10.75,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-10.25,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-10.75,0.0,0.2],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[-10.75,0.0,-0.2],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"}]},"id":"cut-15","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":3,"id":0,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":8,"id":2,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":2,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":15,"id":4,"tolerance":1e-8,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1,"id":5,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":10,"id":6,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":13,"id":7,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":4,"id":8,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":7,"id":9,"tolerance":1e-8,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":5,"id":10,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":6,"id":11,"tolerance":1e-8,"twin_halfedge":21}],"faces":[{"id":0,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-15","entity":"cut-15","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}},{"id":1,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-15","entity":"cut-15","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":2,"key":"left","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-15","entity":"cut-15","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":3,"key":"right","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-15","entity":"cut-15","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":4,"key":"front","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-15","entity":"cut-15","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":5,"key":"back","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-15","entity":"cut-15","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":2,"twin":11,"wire_ref":null},{"edge":5,"face":0,"from":2,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":3,"twin":23,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":16,"wire_ref":null},{"edge":8,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":18,"wire_ref":null},{"edge":10,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":7,"twin":14,"wire_ref":null},{"edge":11,"face":1,"from":7,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":6,"twin":21,"wire_ref":null},{"edge":9,"face":1,"from":6,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":9,"wire_ref":null},{"edge":2,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":4,"twin":19,"wire_ref":null},{"edge":9,"face":2,"from":4,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":6,"twin":7,"wire_ref":null},{"edge":6,"face":2,"from":6,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":2,"twin":20,"wire_ref":null},{"edge":1,"face":2,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":0,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":3,"twin":2,"wire_ref":null},{"edge":7,"face":3,"from":3,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":7,"twin":22,"wire_ref":null},{"edge":10,"face":3,"from":7,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":17,"wire_ref":null},{"edge":0,"face":4,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":1,"twin":3,"wire_ref":null},{"edge":4,"face":4,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":5,"twin":15,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":4,"twin":4,"wire_ref":null},{"edge":2,"face":4,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":0,"twin":8,"wire_ref":null},{"edge":6,"face":5,"from":2,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":6,"twin":10,"wire_ref":null},{"edge":11,"face":5,"from":6,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":7,"twin":6,"wire_ref":null},{"edge":7,"face":5,"from":7,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":3,"twin":13,"wire_ref":null},{"edge":5,"face":5,"from":3,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":2,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[-10.75,0.0,0.2],"tolerance":1e-8},{"id":1,"outgoing_halfedge":3,"position":[-10.25,0.0,0.2],"tolerance":1e-8},{"id":2,"outgoing_halfedge":1,"position":[-10.75,0.0,-0.2],"tolerance":1e-8},{"id":3,"outgoing_halfedge":2,"position":[-10.25,0.0,-0.2],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[-10.75,2.0,0.2],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[-10.25,2.0,0.2],"tolerance":1e-8},{"id":6,"outgoing_halfedge":7,"position":[-10.75,2.0,-0.2],"tolerance":1e-8},{"id":7,"outgoing_halfedge":6,"position":[-10.25,2.0,-0.2],"tolerance":1e-8}],"wires":[]}},{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-9.649999999999999,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-9.649999999999999,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-9.649999999999999,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-9.149999999999999,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-9.149999999999999,0.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-9.649999999999999,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-9.649999999999999,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-9.149999999999999,0.0,-0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-9.649999999999999,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-9.649999999999999,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-9.149999999999999,2.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-9.649999999999999,2.0,-0.2]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[-9.649999999999999,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-9.649999999999999,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-9.649999999999999,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-9.149999999999999,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-9.649999999999999,0.0,0.2],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[-9.649999999999999,0.0,-0.2],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"}]},"id":"cut-16","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":3,"id":0,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":8,"id":2,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":2,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":15,"id":4,"tolerance":1e-8,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1,"id":5,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":10,"id":6,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":13,"id":7,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":4,"id":8,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":7,"id":9,"tolerance":1e-8,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":5,"id":10,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":6,"id":11,"tolerance":1e-8,"twin_halfedge":21}],"faces":[{"id":0,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-16","entity":"cut-16","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}},{"id":1,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-16","entity":"cut-16","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":2,"key":"left","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-16","entity":"cut-16","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":3,"key":"right","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-16","entity":"cut-16","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":4,"key":"front","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-16","entity":"cut-16","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":5,"key":"back","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-16","entity":"cut-16","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":2,"twin":11,"wire_ref":null},{"edge":5,"face":0,"from":2,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":3,"twin":23,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":16,"wire_ref":null},{"edge":8,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":18,"wire_ref":null},{"edge":10,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":7,"twin":14,"wire_ref":null},{"edge":11,"face":1,"from":7,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":6,"twin":21,"wire_ref":null},{"edge":9,"face":1,"from":6,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":9,"wire_ref":null},{"edge":2,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":4,"twin":19,"wire_ref":null},{"edge":9,"face":2,"from":4,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":6,"twin":7,"wire_ref":null},{"edge":6,"face":2,"from":6,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":2,"twin":20,"wire_ref":null},{"edge":1,"face":2,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":0,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":3,"twin":2,"wire_ref":null},{"edge":7,"face":3,"from":3,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":7,"twin":22,"wire_ref":null},{"edge":10,"face":3,"from":7,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":17,"wire_ref":null},{"edge":0,"face":4,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":1,"twin":3,"wire_ref":null},{"edge":4,"face":4,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":5,"twin":15,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":4,"twin":4,"wire_ref":null},{"edge":2,"face":4,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":0,"twin":8,"wire_ref":null},{"edge":6,"face":5,"from":2,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":6,"twin":10,"wire_ref":null},{"edge":11,"face":5,"from":6,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":7,"twin":6,"wire_ref":null},{"edge":7,"face":5,"from":7,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":3,"twin":13,"wire_ref":null},{"edge":5,"face":5,"from":3,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":2,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[-9.649999999999999,0.0,0.2],"tolerance":1e-8},{"id":1,"outgoing_halfedge":3,"position":[-9.149999999999999,0.0,0.2],"tolerance":1e-8},{"id":2,"outgoing_halfedge":1,"position":[-9.649999999999999,0.0,-0.2],"tolerance":1e-8},{"id":3,"outgoing_halfedge":2,"position":[-9.149999999999999,0.0,-0.2],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[-9.649999999999999,2.0,0.2],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[-9.149999999999999,2.0,0.2],"tolerance":1e-8},{"id":6,"outgoing_halfedge":7,"position":[-9.649999999999999,2.0,-0.2],"tolerance":1e-8},{"id":7,"outgoing_halfedge":6,"position":[-9.149999999999999,2.0,-0.2],"tolerance":1e-8}],"wires":[]}},{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-8.549999999999997,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-8.549999999999997,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-8.549999999999997,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-8.049999999999997,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-8.049999999999997,0.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-8.549999999999997,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-8.549999999999997,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-8.049999999999997,0.0,-0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-8.549999999999997,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-8.549999999999997,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-8.049999999999997,2.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-8.549999999999997,2.0,-0.2]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[-8.549999999999997,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-8.549999999999997,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-8.549999999999997,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-8.049999999999997,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-8.549999999999997,0.0,0.2],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[-8.549999999999997,0.0,-0.2],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"}]},"id":"cut-17","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":3,"id":0,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":8,"id":2,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":2,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":15,"id":4,"tolerance":1e-8,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1,"id":5,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":10,"id":6,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":13,"id":7,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":4,"id":8,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":7,"id":9,"tolerance":1e-8,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":5,"id":10,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":6,"id":11,"tolerance":1e-8,"twin_halfedge":21}],"faces":[{"id":0,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-17","entity":"cut-17","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}},{"id":1,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-17","entity":"cut-17","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":2,"key":"left","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-17","entity":"cut-17","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":3,"key":"right","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-17","entity":"cut-17","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":4,"key":"front","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-17","entity":"cut-17","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":5,"key":"back","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-17","entity":"cut-17","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":2,"twin":11,"wire_ref":null},{"edge":5,"face":0,"from":2,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":3,"twin":23,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":16,"wire_ref":null},{"edge":8,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":18,"wire_ref":null},{"edge":10,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":7,"twin":14,"wire_ref":null},{"edge":11,"face":1,"from":7,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":6,"twin":21,"wire_ref":null},{"edge":9,"face":1,"from":6,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":9,"wire_ref":null},{"edge":2,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":4,"twin":19,"wire_ref":null},{"edge":9,"face":2,"from":4,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":6,"twin":7,"wire_ref":null},{"edge":6,"face":2,"from":6,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":2,"twin":20,"wire_ref":null},{"edge":1,"face":2,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":0,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":3,"twin":2,"wire_ref":null},{"edge":7,"face":3,"from":3,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":7,"twin":22,"wire_ref":null},{"edge":10,"face":3,"from":7,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":17,"wire_ref":null},{"edge":0,"face":4,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":1,"twin":3,"wire_ref":null},{"edge":4,"face":4,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":5,"twin":15,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":4,"twin":4,"wire_ref":null},{"edge":2,"face":4,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":0,"twin":8,"wire_ref":null},{"edge":6,"face":5,"from":2,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":6,"twin":10,"wire_ref":null},{"edge":11,"face":5,"from":6,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":7,"twin":6,"wire_ref":null},{"edge":7,"face":5,"from":7,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":3,"twin":13,"wire_ref":null},{"edge":5,"face":5,"from":3,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":2,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[-8.549999999999997,0.0,0.2],"tolerance":1e-8},{"id":1,"outgoing_halfedge":3,"position":[-8.049999999999997,0.0,0.2],"tolerance":1e-8},{"id":2,"outgoing_halfedge":1,"position":[-8.549999999999997,0.0,-0.2],"tolerance":1e-8},{"id":3,"outgoing_halfedge":2,"position":[-8.049999999999997,0.0,-0.2],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[-8.549999999999997,2.0,0.2],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[-8.049999999999997,2.0,0.2],"tolerance":1e-8},{"id":6,"outgoing_halfedge":7,"position":[-8.549999999999997,2.0,-0.2],"tolerance":1e-8},{"id":7,"outgoing_halfedge":6,"position":[-8.049999999999997,2.0,-0.2],"tolerance":1e-8}],"wires":[]}},{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-7.449999999999999,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-7.449999999999999,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-7.449999999999999,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-6.949999999999999,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-6.949999999999999,0.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-7.449999999999999,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-7.449999999999999,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-6.949999999999999,0.0,-0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-7.449999999999999,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-7.449999999999999,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-6.949999999999999,2.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-7.449999999999999,2.0,-0.2]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[-7.449999999999999,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-7.449999999999999,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-7.449999999999999,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-6.949999999999999,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-7.449999999999999,0.0,0.2],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[-7.449999999999999,0.0,-0.2],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"}]},"id":"cut-18","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":3,"id":0,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":8,"id":2,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":2,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":15,"id":4,"tolerance":1e-8,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1,"id":5,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":10,"id":6,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":13,"id":7,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":4,"id":8,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":7,"id":9,"tolerance":1e-8,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":5,"id":10,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":6,"id":11,"tolerance":1e-8,"twin_halfedge":21}],"faces":[{"id":0,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-18","entity":"cut-18","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}},{"id":1,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-18","entity":"cut-18","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":2,"key":"left","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-18","entity":"cut-18","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":3,"key":"right","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-18","entity":"cut-18","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":4,"key":"front","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-18","entity":"cut-18","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":5,"key":"back","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-18","entity":"cut-18","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":2,"twin":11,"wire_ref":null},{"edge":5,"face":0,"from":2,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":3,"twin":23,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":16,"wire_ref":null},{"edge":8,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":18,"wire_ref":null},{"edge":10,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":7,"twin":14,"wire_ref":null},{"edge":11,"face":1,"from":7,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":6,"twin":21,"wire_ref":null},{"edge":9,"face":1,"from":6,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":9,"wire_ref":null},{"edge":2,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":4,"twin":19,"wire_ref":null},{"edge":9,"face":2,"from":4,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":6,"twin":7,"wire_ref":null},{"edge":6,"face":2,"from":6,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":2,"twin":20,"wire_ref":null},{"edge":1,"face":2,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":0,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":3,"twin":2,"wire_ref":null},{"edge":7,"face":3,"from":3,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":7,"twin":22,"wire_ref":null},{"edge":10,"face":3,"from":7,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":17,"wire_ref":null},{"edge":0,"face":4,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":1,"twin":3,"wire_ref":null},{"edge":4,"face":4,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":5,"twin":15,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":4,"twin":4,"wire_ref":null},{"edge":2,"face":4,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":0,"twin":8,"wire_ref":null},{"edge":6,"face":5,"from":2,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":6,"twin":10,"wire_ref":null},{"edge":11,"face":5,"from":6,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":7,"twin":6,"wire_ref":null},{"edge":7,"face":5,"from":7,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":3,"twin":13,"wire_ref":null},{"edge":5,"face":5,"from":3,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":2,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[-7.449999999999999,0.0,0.2],"tolerance":1e-8},{"id":1,"outgoing_halfedge":3,"position":[-6.949999999999999,0.0,0.2],"tolerance":1e-8},{"id":2,"outgoing_halfedge":1,"position":[-7.449999999999999,0.0,-0.2],"tolerance":1e-8},{"id":3,"outgoing_halfedge":2,"position":[-6.949999999999999,0.0,-0.2],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[-7.449999999999999,2.0,0.2],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[-6.949999999999999,2.0,0.2],"tolerance":1e-8},{"id":6,"outgoing_halfedge":7,"position":[-7.449999999999999,2.0,-0.2],"tolerance":1e-8},{"id":7,"outgoing_halfedge":6,"position":[-6.949999999999999,2.0,-0.2],"tolerance":1e-8}],"wires":[]}},{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-6.349999999999998,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-6.349999999999998,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-6.349999999999998,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-5.849999999999998,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-5.849999999999998,0.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-6.349999999999998,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-6.349999999999998,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-5.849999999999998,0.0,-0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-6.349999999999998,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-6.349999999999998,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-5.849999999999998,2.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-6.349999999999998,2.0,-0.2]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[-6.349999999999998,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-6.349999999999998,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-6.349999999999998,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-5.849999999999998,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-6.349999999999998,0.0,0.2],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[-6.349999999999998,0.0,-0.2],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"}]},"id":"cut-19","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":3,"id":0,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":8,"id":2,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":2,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":15,"id":4,"tolerance":1e-8,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1,"id":5,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":10,"id":6,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":13,"id":7,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":4,"id":8,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":7,"id":9,"tolerance":1e-8,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":5,"id":10,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":6,"id":11,"tolerance":1e-8,"twin_halfedge":21}],"faces":[{"id":0,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-19","entity":"cut-19","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}},{"id":1,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-19","entity":"cut-19","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":2,"key":"left","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-19","entity":"cut-19","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":3,"key":"right","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-19","entity":"cut-19","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":4,"key":"front","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-19","entity":"cut-19","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":5,"key":"back","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-19","entity":"cut-19","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":2,"twin":11,"wire_ref":null},{"edge":5,"face":0,"from":2,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":3,"twin":23,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":16,"wire_ref":null},{"edge":8,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":18,"wire_ref":null},{"edge":10,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":7,"twin":14,"wire_ref":null},{"edge":11,"face":1,"from":7,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":6,"twin":21,"wire_ref":null},{"edge":9,"face":1,"from":6,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":9,"wire_ref":null},{"edge":2,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":4,"twin":19,"wire_ref":null},{"edge":9,"face":2,"from":4,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":6,"twin":7,"wire_ref":null},{"edge":6,"face":2,"from":6,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":2,"twin":20,"wire_ref":null},{"edge":1,"face":2,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":0,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":3,"twin":2,"wire_ref":null},{"edge":7,"face":3,"from":3,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":7,"twin":22,"wire_ref":null},{"edge":10,"face":3,"from":7,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":17,"wire_ref":null},{"edge":0,"face":4,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":1,"twin":3,"wire_ref":null},{"edge":4,"face":4,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":5,"twin":15,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":4,"twin":4,"wire_ref":null},{"edge":2,"face":4,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":0,"twin":8,"wire_ref":null},{"edge":6,"face":5,"from":2,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":6,"twin":10,"wire_ref":null},{"edge":11,"face":5,"from":6,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":7,"twin":6,"wire_ref":null},{"edge":7,"face":5,"from":7,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":3,"twin":13,"wire_ref":null},{"edge":5,"face":5,"from":3,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":2,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[-6.349999999999998,0.0,0.2],"tolerance":1e-8},{"id":1,"outgoing_halfedge":3,"position":[-5.849999999999998,0.0,0.2],"tolerance":1e-8},{"id":2,"outgoing_halfedge":1,"position":[-6.349999999999998,0.0,-0.2],"tolerance":1e-8},{"id":3,"outgoing_halfedge":2,"position":[-5.849999999999998,0.0,-0.2],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[-6.349999999999998,2.0,0.2],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[-5.849999999999998,2.0,0.2],"tolerance":1e-8},{"id":6,"outgoing_halfedge":7,"position":[-6.349999999999998,2.0,-0.2],"tolerance":1e-8},{"id":7,"outgoing_halfedge":6,"position":[-5.849999999999998,2.0,-0.2],"tolerance":1e-8}],"wires":[]}},{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-5.25,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-5.25,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-5.25,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-4.75,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-4.75,0.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-5.25,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-5.25,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-4.75,0.0,-0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-5.25,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-5.25,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-4.75,2.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-5.25,2.0,-0.2]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[-5.25,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-5.25,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-5.25,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-4.75,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-5.25,0.0,0.2],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[-5.25,0.0,-0.2],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"}]},"id":"cut-20","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":3,"id":0,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":8,"id":2,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":2,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":15,"id":4,"tolerance":1e-8,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1,"id":5,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":10,"id":6,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":13,"id":7,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":4,"id":8,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":7,"id":9,"tolerance":1e-8,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":5,"id":10,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":6,"id":11,"tolerance":1e-8,"twin_halfedge":21}],"faces":[{"id":0,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-20","entity":"cut-20","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}},{"id":1,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-20","entity":"cut-20","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":2,"key":"left","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-20","entity":"cut-20","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":3,"key":"right","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-20","entity":"cut-20","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":4,"key":"front","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-20","entity":"cut-20","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":5,"key":"back","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-20","entity":"cut-20","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":2,"twin":11,"wire_ref":null},{"edge":5,"face":0,"from":2,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":3,"twin":23,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":16,"wire_ref":null},{"edge":8,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":18,"wire_ref":null},{"edge":10,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":7,"twin":14,"wire_ref":null},{"edge":11,"face":1,"from":7,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":6,"twin":21,"wire_ref":null},{"edge":9,"face":1,"from":6,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":9,"wire_ref":null},{"edge":2,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":4,"twin":19,"wire_ref":null},{"edge":9,"face":2,"from":4,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":6,"twin":7,"wire_ref":null},{"edge":6,"face":2,"from":6,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":2,"twin":20,"wire_ref":null},{"edge":1,"face":2,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":0,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":3,"twin":2,"wire_ref":null},{"edge":7,"face":3,"from":3,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":7,"twin":22,"wire_ref":null},{"edge":10,"face":3,"from":7,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":17,"wire_ref":null},{"edge":0,"face":4,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":1,"twin":3,"wire_ref":null},{"edge":4,"face":4,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":5,"twin":15,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":4,"twin":4,"wire_ref":null},{"edge":2,"face":4,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":0,"twin":8,"wire_ref":null},{"edge":6,"face":5,"from":2,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":6,"twin":10,"wire_ref":null},{"edge":11,"face":5,"from":6,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":7,"twin":6,"wire_ref":null},{"edge":7,"face":5,"from":7,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":3,"twin":13,"wire_ref":null},{"edge":5,"face":5,"from":3,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":2,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[-5.25,0.0,0.2],"tolerance":1e-8},{"id":1,"outgoing_halfedge":3,"position":[-4.75,0.0,0.2],"tolerance":1e-8},{"id":2,"outgoing_halfedge":1,"position":[-5.25,0.0,-0.2],"tolerance":1e-8},{"id":3,"outgoing_halfedge":2,"position":[-4.75,0.0,-0.2],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[-5.25,2.0,0.2],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[-4.75,2.0,0.2],"tolerance":1e-8},{"id":6,"outgoing_halfedge":7,"position":[-5.25,2.0,-0.2],"tolerance":1e-8},{"id":7,"outgoing_halfedge":6,"position":[-4.75,2.0,-0.2],"tolerance":1e-8}],"wires":[]}},{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-4.149999999999999,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-4.149999999999999,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-4.149999999999999,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-3.6499999999999986,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-3.6499999999999986,0.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-4.149999999999999,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-4.149999999999999,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-3.6499999999999986,0.0,-0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-4.149999999999999,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-4.149999999999999,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-3.6499999999999986,2.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-4.149999999999999,2.0,-0.2]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[-4.149999999999999,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-4.149999999999999,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-4.149999999999999,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-3.6499999999999986,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-4.149999999999999,0.0,0.2],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[-4.149999999999999,0.0,-0.2],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"}]},"id":"cut-21","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":3,"id":0,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":8,"id":2,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":2,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":15,"id":4,"tolerance":1e-8,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1,"id":5,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":10,"id":6,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":13,"id":7,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":4,"id":8,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":7,"id":9,"tolerance":1e-8,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":5,"id":10,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":6,"id":11,"tolerance":1e-8,"twin_halfedge":21}],"faces":[{"id":0,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-21","entity":"cut-21","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}},{"id":1,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-21","entity":"cut-21","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":2,"key":"left","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-21","entity":"cut-21","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":3,"key":"right","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-21","entity":"cut-21","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":4,"key":"front","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-21","entity":"cut-21","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":5,"key":"back","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-21","entity":"cut-21","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":2,"twin":11,"wire_ref":null},{"edge":5,"face":0,"from":2,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":3,"twin":23,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":16,"wire_ref":null},{"edge":8,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":18,"wire_ref":null},{"edge":10,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":7,"twin":14,"wire_ref":null},{"edge":11,"face":1,"from":7,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":6,"twin":21,"wire_ref":null},{"edge":9,"face":1,"from":6,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":9,"wire_ref":null},{"edge":2,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":4,"twin":19,"wire_ref":null},{"edge":9,"face":2,"from":4,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":6,"twin":7,"wire_ref":null},{"edge":6,"face":2,"from":6,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":2,"twin":20,"wire_ref":null},{"edge":1,"face":2,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":0,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":3,"twin":2,"wire_ref":null},{"edge":7,"face":3,"from":3,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":7,"twin":22,"wire_ref":null},{"edge":10,"face":3,"from":7,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":17,"wire_ref":null},{"edge":0,"face":4,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":1,"twin":3,"wire_ref":null},{"edge":4,"face":4,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":5,"twin":15,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":4,"twin":4,"wire_ref":null},{"edge":2,"face":4,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":0,"twin":8,"wire_ref":null},{"edge":6,"face":5,"from":2,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":6,"twin":10,"wire_ref":null},{"edge":11,"face":5,"from":6,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":7,"twin":6,"wire_ref":null},{"edge":7,"face":5,"from":7,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":3,"twin":13,"wire_ref":null},{"edge":5,"face":5,"from":3,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":2,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[-4.149999999999999,0.0,0.2],"tolerance":1e-8},{"id":1,"outgoing_halfedge":3,"position":[-3.6499999999999986,0.0,0.2],"tolerance":1e-8},{"id":2,"outgoing_halfedge":1,"position":[-4.149999999999999,0.0,-0.2],"tolerance":1e-8},{"id":3,"outgoing_halfedge":2,"position":[-3.6499999999999986,0.0,-0.2],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[-4.149999999999999,2.0,0.2],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[-3.6499999999999986,2.0,0.2],"tolerance":1e-8},{"id":6,"outgoing_halfedge":7,"position":[-4.149999999999999,2.0,-0.2],"tolerance":1e-8},{"id":7,"outgoing_halfedge":6,"position":[-3.6499999999999986,2.0,-0.2],"tolerance":1e-8}],"wires":[]}},{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-3.049999999999997,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-3.049999999999997,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-3.049999999999997,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-2.549999999999997,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-2.549999999999997,0.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-3.049999999999997,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-3.049999999999997,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-2.549999999999997,0.0,-0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-3.049999999999997,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-3.049999999999997,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-2.549999999999997,2.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-3.049999999999997,2.0,-0.2]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[-3.049999999999997,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-3.049999999999997,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-3.049999999999997,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-2.549999999999997,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-3.049999999999997,0.0,0.2],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[-3.049999999999997,0.0,-0.2],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"}]},"id":"cut-22","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":3,"id":0,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":8,"id":2,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":2,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":15,"id":4,"tolerance":1e-8,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1,"id":5,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":10,"id":6,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":13,"id":7,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":4,"id":8,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":7,"id":9,"tolerance":1e-8,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":5,"id":10,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":6,"id":11,"tolerance":1e-8,"twin_halfedge":21}],"faces":[{"id":0,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-22","entity":"cut-22","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}},{"id":1,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-22","entity":"cut-22","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":2,"key":"left","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-22","entity":"cut-22","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":3,"key":"right","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-22","entity":"cut-22","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":4,"key":"front","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-22","entity":"cut-22","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":5,"key":"back","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-22","entity":"cut-22","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":2,"twin":11,"wire_ref":null},{"edge":5,"face":0,"from":2,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":3,"twin":23,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":16,"wire_ref":null},{"edge":8,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":18,"wire_ref":null},{"edge":10,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":7,"twin":14,"wire_ref":null},{"edge":11,"face":1,"from":7,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":6,"twin":21,"wire_ref":null},{"edge":9,"face":1,"from":6,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":9,"wire_ref":null},{"edge":2,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":4,"twin":19,"wire_ref":null},{"edge":9,"face":2,"from":4,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":6,"twin":7,"wire_ref":null},{"edge":6,"face":2,"from":6,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":2,"twin":20,"wire_ref":null},{"edge":1,"face":2,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":0,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":3,"twin":2,"wire_ref":null},{"edge":7,"face":3,"from":3,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":7,"twin":22,"wire_ref":null},{"edge":10,"face":3,"from":7,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":17,"wire_ref":null},{"edge":0,"face":4,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":1,"twin":3,"wire_ref":null},{"edge":4,"face":4,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":5,"twin":15,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":4,"twin":4,"wire_ref":null},{"edge":2,"face":4,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":0,"twin":8,"wire_ref":null},{"edge":6,"face":5,"from":2,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":6,"twin":10,"wire_ref":null},{"edge":11,"face":5,"from":6,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":7,"twin":6,"wire_ref":null},{"edge":7,"face":5,"from":7,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":3,"twin":13,"wire_ref":null},{"edge":5,"face":5,"from":3,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":2,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[-3.049999999999997,0.0,0.2],"tolerance":1e-8},{"id":1,"outgoing_halfedge":3,"position":[-2.549999999999997,0.0,0.2],"tolerance":1e-8},{"id":2,"outgoing_halfedge":1,"position":[-3.049999999999997,0.0,-0.2],"tolerance":1e-8},{"id":3,"outgoing_halfedge":2,"position":[-2.549999999999997,0.0,-0.2],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[-3.049999999999997,2.0,0.2],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[-2.549999999999997,2.0,0.2],"tolerance":1e-8},{"id":6,"outgoing_halfedge":7,"position":[-3.049999999999997,2.0,-0.2],"tolerance":1e-8},{"id":7,"outgoing_halfedge":6,"position":[-2.549999999999997,2.0,-0.2],"tolerance":1e-8}],"wires":[]}},{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-1.9499999999999993,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-1.9499999999999993,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-1.9499999999999993,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-1.4499999999999993,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-1.4499999999999993,0.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-1.9499999999999993,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-1.9499999999999993,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-1.4499999999999993,0.0,-0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-1.9499999999999993,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-1.9499999999999993,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-1.4499999999999993,2.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-1.9499999999999993,2.0,-0.2]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[-1.9499999999999993,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-1.9499999999999993,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-1.9499999999999993,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-1.4499999999999993,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-1.9499999999999993,0.0,0.2],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[-1.9499999999999993,0.0,-0.2],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"}]},"id":"cut-23","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":3,"id":0,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":8,"id":2,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":2,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":15,"id":4,"tolerance":1e-8,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1,"id":5,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":10,"id":6,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":13,"id":7,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":4,"id":8,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":7,"id":9,"tolerance":1e-8,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":5,"id":10,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":6,"id":11,"tolerance":1e-8,"twin_halfedge":21}],"faces":[{"id":0,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-23","entity":"cut-23","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}},{"id":1,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-23","entity":"cut-23","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":2,"key":"left","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-23","entity":"cut-23","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":3,"key":"right","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-23","entity":"cut-23","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":4,"key":"front","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-23","entity":"cut-23","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":5,"key":"back","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-23","entity":"cut-23","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":2,"twin":11,"wire_ref":null},{"edge":5,"face":0,"from":2,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":3,"twin":23,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":16,"wire_ref":null},{"edge":8,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":18,"wire_ref":null},{"edge":10,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":7,"twin":14,"wire_ref":null},{"edge":11,"face":1,"from":7,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":6,"twin":21,"wire_ref":null},{"edge":9,"face":1,"from":6,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":9,"wire_ref":null},{"edge":2,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":4,"twin":19,"wire_ref":null},{"edge":9,"face":2,"from":4,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":6,"twin":7,"wire_ref":null},{"edge":6,"face":2,"from":6,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":2,"twin":20,"wire_ref":null},{"edge":1,"face":2,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":0,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":3,"twin":2,"wire_ref":null},{"edge":7,"face":3,"from":3,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":7,"twin":22,"wire_ref":null},{"edge":10,"face":3,"from":7,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":17,"wire_ref":null},{"edge":0,"face":4,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":1,"twin":3,"wire_ref":null},{"edge":4,"face":4,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":5,"twin":15,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":4,"twin":4,"wire_ref":null},{"edge":2,"face":4,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":0,"twin":8,"wire_ref":null},{"edge":6,"face":5,"from":2,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":6,"twin":10,"wire_ref":null},{"edge":11,"face":5,"from":6,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":7,"twin":6,"wire_ref":null},{"edge":7,"face":5,"from":7,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":3,"twin":13,"wire_ref":null},{"edge":5,"face":5,"from":3,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":2,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[-1.9499999999999993,0.0,0.2],"tolerance":1e-8},{"id":1,"outgoing_halfedge":3,"position":[-1.4499999999999993,0.0,0.2],"tolerance":1e-8},{"id":2,"outgoing_halfedge":1,"position":[-1.9499999999999993,0.0,-0.2],"tolerance":1e-8},{"id":3,"outgoing_halfedge":2,"position":[-1.4499999999999993,0.0,-0.2],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[-1.9499999999999993,2.0,0.2],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[-1.4499999999999993,2.0,0.2],"tolerance":1e-8},{"id":6,"outgoing_halfedge":7,"position":[-1.9499999999999993,2.0,-0.2],"tolerance":1e-8},{"id":7,"outgoing_halfedge":6,"position":[-1.4499999999999993,2.0,-0.2],"tolerance":1e-8}],"wires":[]}},{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-0.8499999999999979,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-0.8499999999999979,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-0.8499999999999979,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-0.34999999999999787,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-0.34999999999999787,0.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-0.8499999999999979,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-0.8499999999999979,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-0.34999999999999787,0.0,-0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-0.8499999999999979,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-0.8499999999999979,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-0.34999999999999787,2.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-0.8499999999999979,2.0,-0.2]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[-0.8499999999999979,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-0.8499999999999979,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-0.8499999999999979,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-0.34999999999999787,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-0.8499999999999979,0.0,0.2],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[-0.8499999999999979,0.0,-0.2],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"}]},"id":"cut-24","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":3,"id":0,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":8,"id":2,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":2,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":15,"id":4,"tolerance":1e-8,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1,"id":5,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":10,"id":6,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":13,"id":7,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":4,"id":8,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":7,"id":9,"tolerance":1e-8,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":5,"id":10,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":6,"id":11,"tolerance":1e-8,"twin_halfedge":21}],"faces":[{"id":0,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-24","entity":"cut-24","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}},{"id":1,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-24","entity":"cut-24","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":2,"key":"left","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-24","entity":"cut-24","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":3,"key":"right","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-24","entity":"cut-24","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":4,"key":"front","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-24","entity":"cut-24","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":5,"key":"back","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-24","entity":"cut-24","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":2,"twin":11,"wire_ref":null},{"edge":5,"face":0,"from":2,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":3,"twin":23,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":16,"wire_ref":null},{"edge":8,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":18,"wire_ref":null},{"edge":10,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":7,"twin":14,"wire_ref":null},{"edge":11,"face":1,"from":7,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":6,"twin":21,"wire_ref":null},{"edge":9,"face":1,"from":6,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":9,"wire_ref":null},{"edge":2,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":4,"twin":19,"wire_ref":null},{"edge":9,"face":2,"from":4,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":6,"twin":7,"wire_ref":null},{"edge":6,"face":2,"from":6,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":2,"twin":20,"wire_ref":null},{"edge":1,"face":2,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":0,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":3,"twin":2,"wire_ref":null},{"edge":7,"face":3,"from":3,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":7,"twin":22,"wire_ref":null},{"edge":10,"face":3,"from":7,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":17,"wire_ref":null},{"edge":0,"face":4,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":1,"twin":3,"wire_ref":null},{"edge":4,"face":4,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":5,"twin":15,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":4,"twin":4,"wire_ref":null},{"edge":2,"face":4,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":0,"twin":8,"wire_ref":null},{"edge":6,"face":5,"from":2,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":6,"twin":10,"wire_ref":null},{"edge":11,"face":5,"from":6,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":7,"twin":6,"wire_ref":null},{"edge":7,"face":5,"from":7,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":3,"twin":13,"wire_ref":null},{"edge":5,"face":5,"from":3,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":2,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[-0.8499999999999979,0.0,0.2],"tolerance":1e-8},{"id":1,"outgoing_halfedge":3,"position":[-0.34999999999999787,0.0,0.2],"tolerance":1e-8},{"id":2,"outgoing_halfedge":1,"position":[-0.8499999999999979,0.0,-0.2],"tolerance":1e-8},{"id":3,"outgoing_halfedge":2,"position":[-0.34999999999999787,0.0,-0.2],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[-0.8499999999999979,2.0,0.2],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[-0.34999999999999787,2.0,0.2],"tolerance":1e-8},{"id":6,"outgoing_halfedge":7,"position":[-0.8499999999999979,2.0,-0.2],"tolerance":1e-8},{"id":7,"outgoing_halfedge":6,"position":[-0.34999999999999787,2.0,-0.2],"tolerance":1e-8}],"wires":[]}},{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.25000000000000355,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.25000000000000355,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.25000000000000355,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.7500000000000036,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.7500000000000036,0.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.25000000000000355,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.25000000000000355,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.7500000000000036,0.0,-0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.25000000000000355,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.25000000000000355,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.7500000000000036,2.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.25000000000000355,2.0,-0.2]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.25000000000000355,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.25000000000000355,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.25000000000000355,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.7500000000000036,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.25000000000000355,0.0,0.2],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.25000000000000355,0.0,-0.2],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"}]},"id":"cut-25","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":3,"id":0,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":8,"id":2,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":2,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":15,"id":4,"tolerance":1e-8,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1,"id":5,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":10,"id":6,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":13,"id":7,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":4,"id":8,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":7,"id":9,"tolerance":1e-8,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":5,"id":10,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":6,"id":11,"tolerance":1e-8,"twin_halfedge":21}],"faces":[{"id":0,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-25","entity":"cut-25","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}},{"id":1,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-25","entity":"cut-25","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":2,"key":"left","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-25","entity":"cut-25","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":3,"key":"right","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-25","entity":"cut-25","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":4,"key":"front","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-25","entity":"cut-25","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":5,"key":"back","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-25","entity":"cut-25","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":2,"twin":11,"wire_ref":null},{"edge":5,"face":0,"from":2,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":3,"twin":23,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":16,"wire_ref":null},{"edge":8,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":18,"wire_ref":null},{"edge":10,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":7,"twin":14,"wire_ref":null},{"edge":11,"face":1,"from":7,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":6,"twin":21,"wire_ref":null},{"edge":9,"face":1,"from":6,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":9,"wire_ref":null},{"edge":2,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":4,"twin":19,"wire_ref":null},{"edge":9,"face":2,"from":4,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":6,"twin":7,"wire_ref":null},{"edge":6,"face":2,"from":6,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":2,"twin":20,"wire_ref":null},{"edge":1,"face":2,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":0,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":3,"twin":2,"wire_ref":null},{"edge":7,"face":3,"from":3,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":7,"twin":22,"wire_ref":null},{"edge":10,"face":3,"from":7,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":17,"wire_ref":null},{"edge":0,"face":4,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":1,"twin":3,"wire_ref":null},{"edge":4,"face":4,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":5,"twin":15,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":4,"twin":4,"wire_ref":null},{"edge":2,"face":4,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":0,"twin":8,"wire_ref":null},{"edge":6,"face":5,"from":2,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":6,"twin":10,"wire_ref":null},{"edge":11,"face":5,"from":6,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":7,"twin":6,"wire_ref":null},{"edge":7,"face":5,"from":7,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":3,"twin":13,"wire_ref":null},{"edge":5,"face":5,"from":3,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":2,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[0.25000000000000355,0.0,0.2],"tolerance":1e-8},{"id":1,"outgoing_halfedge":3,"position":[0.7500000000000036,0.0,0.2],"tolerance":1e-8},{"id":2,"outgoing_halfedge":1,"position":[0.25000000000000355,0.0,-0.2],"tolerance":1e-8},{"id":3,"outgoing_halfedge":2,"position":[0.7500000000000036,0.0,-0.2],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[0.25000000000000355,2.0,0.2],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[0.7500000000000036,2.0,0.2],"tolerance":1e-8},{"id":6,"outgoing_halfedge":7,"position":[0.25000000000000355,2.0,-0.2],"tolerance":1e-8},{"id":7,"outgoing_halfedge":6,"position":[0.7500000000000036,2.0,-0.2],"tolerance":1e-8}],"wires":[]}},{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.3500000000000014,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[1.3500000000000014,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.3500000000000014,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[1.8500000000000014,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.8500000000000014,0.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.3500000000000014,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.3500000000000014,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.8500000000000014,0.0,-0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.3500000000000014,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[1.3500000000000014,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[1.8500000000000014,2.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.3500000000000014,2.0,-0.2]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[1.3500000000000014,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[1.3500000000000014,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[1.3500000000000014,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[1.8500000000000014,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[1.3500000000000014,0.0,0.2],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[1.3500000000000014,0.0,-0.2],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"}]},"id":"cut-26","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":3,"id":0,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":8,"id":2,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":2,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":15,"id":4,"tolerance":1e-8,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1,"id":5,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":10,"id":6,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":13,"id":7,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":4,"id":8,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":7,"id":9,"tolerance":1e-8,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":5,"id":10,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":6,"id":11,"tolerance":1e-8,"twin_halfedge":21}],"faces":[{"id":0,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-26","entity":"cut-26","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}},{"id":1,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-26","entity":"cut-26","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":2,"key":"left","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-26","entity":"cut-26","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":3,"key":"right","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-26","entity":"cut-26","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":4,"key":"front","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-26","entity":"cut-26","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":5,"key":"back","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-26","entity":"cut-26","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":2,"twin":11,"wire_ref":null},{"edge":5,"face":0,"from":2,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":3,"twin":23,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":16,"wire_ref":null},{"edge":8,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":18,"wire_ref":null},{"edge":10,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":7,"twin":14,"wire_ref":null},{"edge":11,"face":1,"from":7,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":6,"twin":21,"wire_ref":null},{"edge":9,"face":1,"from":6,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":9,"wire_ref":null},{"edge":2,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":4,"twin":19,"wire_ref":null},{"edge":9,"face":2,"from":4,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":6,"twin":7,"wire_ref":null},{"edge":6,"face":2,"from":6,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":2,"twin":20,"wire_ref":null},{"edge":1,"face":2,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":0,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":3,"twin":2,"wire_ref":null},{"edge":7,"face":3,"from":3,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":7,"twin":22,"wire_ref":null},{"edge":10,"face":3,"from":7,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":17,"wire_ref":null},{"edge":0,"face":4,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":1,"twin":3,"wire_ref":null},{"edge":4,"face":4,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":5,"twin":15,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":4,"twin":4,"wire_ref":null},{"edge":2,"face":4,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":0,"twin":8,"wire_ref":null},{"edge":6,"face":5,"from":2,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":6,"twin":10,"wire_ref":null},{"edge":11,"face":5,"from":6,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":7,"twin":6,"wire_ref":null},{"edge":7,"face":5,"from":7,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":3,"twin":13,"wire_ref":null},{"edge":5,"face":5,"from":3,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":2,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[1.3500000000000014,0.0,0.2],"tolerance":1e-8},{"id":1,"outgoing_halfedge":3,"position":[1.8500000000000014,0.0,0.2],"tolerance":1e-8},{"id":2,"outgoing_halfedge":1,"position":[1.3500000000000014,0.0,-0.2],"tolerance":1e-8},{"id":3,"outgoing_halfedge":2,"position":[1.8500000000000014,0.0,-0.2],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[1.3500000000000014,2.0,0.2],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[1.8500000000000014,2.0,0.2],"tolerance":1e-8},{"id":6,"outgoing_halfedge":7,"position":[1.3500000000000014,2.0,-0.2],"tolerance":1e-8},{"id":7,"outgoing_halfedge":6,"position":[1.8500000000000014,2.0,-0.2],"tolerance":1e-8}],"wires":[]}},{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.450000000000003,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[2.450000000000003,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.450000000000003,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[2.950000000000003,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.950000000000003,0.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.450000000000003,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.450000000000003,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.950000000000003,0.0,-0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.450000000000003,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[2.450000000000003,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[2.950000000000003,2.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.450000000000003,2.0,-0.2]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[2.450000000000003,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[2.450000000000003,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[2.450000000000003,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[2.950000000000003,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[2.450000000000003,0.0,0.2],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[2.450000000000003,0.0,-0.2],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"}]},"id":"cut-27","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":3,"id":0,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":8,"id":2,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":2,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":15,"id":4,"tolerance":1e-8,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1,"id":5,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":10,"id":6,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":13,"id":7,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":4,"id":8,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":7,"id":9,"tolerance":1e-8,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":5,"id":10,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":6,"id":11,"tolerance":1e-8,"twin_halfedge":21}],"faces":[{"id":0,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-27","entity":"cut-27","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}},{"id":1,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-27","entity":"cut-27","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":2,"key":"left","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-27","entity":"cut-27","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":3,"key":"right","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-27","entity":"cut-27","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":4,"key":"front","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-27","entity":"cut-27","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":5,"key":"back","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-27","entity":"cut-27","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":2,"twin":11,"wire_ref":null},{"edge":5,"face":0,"from":2,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":3,"twin":23,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":16,"wire_ref":null},{"edge":8,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":18,"wire_ref":null},{"edge":10,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":7,"twin":14,"wire_ref":null},{"edge":11,"face":1,"from":7,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":6,"twin":21,"wire_ref":null},{"edge":9,"face":1,"from":6,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":9,"wire_ref":null},{"edge":2,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":4,"twin":19,"wire_ref":null},{"edge":9,"face":2,"from":4,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":6,"twin":7,"wire_ref":null},{"edge":6,"face":2,"from":6,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":2,"twin":20,"wire_ref":null},{"edge":1,"face":2,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":0,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":3,"twin":2,"wire_ref":null},{"edge":7,"face":3,"from":3,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":7,"twin":22,"wire_ref":null},{"edge":10,"face":3,"from":7,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":17,"wire_ref":null},{"edge":0,"face":4,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":1,"twin":3,"wire_ref":null},{"edge":4,"face":4,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":5,"twin":15,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":4,"twin":4,"wire_ref":null},{"edge":2,"face":4,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":0,"twin":8,"wire_ref":null},{"edge":6,"face":5,"from":2,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":6,"twin":10,"wire_ref":null},{"edge":11,"face":5,"from":6,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":7,"twin":6,"wire_ref":null},{"edge":7,"face":5,"from":7,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":3,"twin":13,"wire_ref":null},{"edge":5,"face":5,"from":3,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":2,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[2.450000000000003,0.0,0.2],"tolerance":1e-8},{"id":1,"outgoing_halfedge":3,"position":[2.950000000000003,0.0,0.2],"tolerance":1e-8},{"id":2,"outgoing_halfedge":1,"position":[2.450000000000003,0.0,-0.2],"tolerance":1e-8},{"id":3,"outgoing_halfedge":2,"position":[2.950000000000003,0.0,-0.2],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[2.450000000000003,2.0,0.2],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[2.950000000000003,2.0,0.2],"tolerance":1e-8},{"id":6,"outgoing_halfedge":7,"position":[2.450000000000003,2.0,-0.2],"tolerance":1e-8},{"id":7,"outgoing_halfedge":6,"position":[2.950000000000003,2.0,-0.2],"tolerance":1e-8}],"wires":[]}},{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.5500000000000043,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.5500000000000043,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.5500000000000043,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[4.050000000000004,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[4.050000000000004,0.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.5500000000000043,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.5500000000000043,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[4.050000000000004,0.0,-0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.5500000000000043,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.5500000000000043,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[4.050000000000004,2.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.5500000000000043,2.0,-0.2]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[3.5500000000000043,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[3.5500000000000043,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[3.5500000000000043,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[4.050000000000004,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[3.5500000000000043,0.0,0.2],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[3.5500000000000043,0.0,-0.2],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"}]},"id":"cut-28","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":3,"id":0,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":8,"id":2,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":2,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":15,"id":4,"tolerance":1e-8,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1,"id":5,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":10,"id":6,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":13,"id":7,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":4,"id":8,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":7,"id":9,"tolerance":1e-8,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":5,"id":10,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":6,"id":11,"tolerance":1e-8,"twin_halfedge":21}],"faces":[{"id":0,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-28","entity":"cut-28","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}},{"id":1,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-28","entity":"cut-28","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":2,"key":"left","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-28","entity":"cut-28","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":3,"key":"right","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-28","entity":"cut-28","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":4,"key":"front","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-28","entity":"cut-28","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":5,"key":"back","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-28","entity":"cut-28","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":2,"twin":11,"wire_ref":null},{"edge":5,"face":0,"from":2,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":3,"twin":23,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":16,"wire_ref":null},{"edge":8,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":18,"wire_ref":null},{"edge":10,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":7,"twin":14,"wire_ref":null},{"edge":11,"face":1,"from":7,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":6,"twin":21,"wire_ref":null},{"edge":9,"face":1,"from":6,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":9,"wire_ref":null},{"edge":2,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":4,"twin":19,"wire_ref":null},{"edge":9,"face":2,"from":4,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":6,"twin":7,"wire_ref":null},{"edge":6,"face":2,"from":6,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":2,"twin":20,"wire_ref":null},{"edge":1,"face":2,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":0,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":3,"twin":2,"wire_ref":null},{"edge":7,"face":3,"from":3,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":7,"twin":22,"wire_ref":null},{"edge":10,"face":3,"from":7,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":17,"wire_ref":null},{"edge":0,"face":4,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":1,"twin":3,"wire_ref":null},{"edge":4,"face":4,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":5,"twin":15,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":4,"twin":4,"wire_ref":null},{"edge":2,"face":4,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":0,"twin":8,"wire_ref":null},{"edge":6,"face":5,"from":2,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":6,"twin":10,"wire_ref":null},{"edge":11,"face":5,"from":6,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":7,"twin":6,"wire_ref":null},{"edge":7,"face":5,"from":7,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":3,"twin":13,"wire_ref":null},{"edge":5,"face":5,"from":3,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":2,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[3.5500000000000043,0.0,0.2],"tolerance":1e-8},{"id":1,"outgoing_halfedge":3,"position":[4.050000000000004,0.0,0.2],"tolerance":1e-8},{"id":2,"outgoing_halfedge":1,"position":[3.5500000000000043,0.0,-0.2],"tolerance":1e-8},{"id":3,"outgoing_halfedge":2,"position":[4.050000000000004,0.0,-0.2],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[3.5500000000000043,2.0,0.2],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[4.050000000000004,2.0,0.2],"tolerance":1e-8},{"id":6,"outgoing_halfedge":7,"position":[3.5500000000000043,2.0,-0.2],"tolerance":1e-8},{"id":7,"outgoing_halfedge":6,"position":[4.050000000000004,2.0,-0.2],"tolerance":1e-8}],"wires":[]}},{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[4.650000000000002,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[4.650000000000002,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[4.650000000000002,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[5.150000000000002,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[5.150000000000002,0.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[4.650000000000002,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[4.650000000000002,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[5.150000000000002,0.0,-0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[4.650000000000002,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[4.650000000000002,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[5.150000000000002,2.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[4.650000000000002,2.0,-0.2]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[4.650000000000002,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[4.650000000000002,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[4.650000000000002,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[5.150000000000002,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[4.650000000000002,0.0,0.2],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[4.650000000000002,0.0,-0.2],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"}]},"id":"cut-29","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":3,"id":0,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":8,"id":2,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":2,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":15,"id":4,"tolerance":1e-8,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1,"id":5,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":10,"id":6,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":13,"id":7,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":4,"id":8,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":7,"id":9,"tolerance":1e-8,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":5,"id":10,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":6,"id":11,"tolerance":1e-8,"twin_halfedge":21}],"faces":[{"id":0,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-29","entity":"cut-29","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}},{"id":1,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-29","entity":"cut-29","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":2,"key":"left","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-29","entity":"cut-29","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":3,"key":"right","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-29","entity":"cut-29","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":4,"key":"front","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-29","entity":"cut-29","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":5,"key":"back","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-29","entity":"cut-29","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":2,"twin":11,"wire_ref":null},{"edge":5,"face":0,"from":2,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":3,"twin":23,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":16,"wire_ref":null},{"edge":8,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":18,"wire_ref":null},{"edge":10,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":7,"twin":14,"wire_ref":null},{"edge":11,"face":1,"from":7,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":6,"twin":21,"wire_ref":null},{"edge":9,"face":1,"from":6,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":9,"wire_ref":null},{"edge":2,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":4,"twin":19,"wire_ref":null},{"edge":9,"face":2,"from":4,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":6,"twin":7,"wire_ref":null},{"edge":6,"face":2,"from":6,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":2,"twin":20,"wire_ref":null},{"edge":1,"face":2,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":0,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":3,"twin":2,"wire_ref":null},{"edge":7,"face":3,"from":3,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":7,"twin":22,"wire_ref":null},{"edge":10,"face":3,"from":7,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":17,"wire_ref":null},{"edge":0,"face":4,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":1,"twin":3,"wire_ref":null},{"edge":4,"face":4,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":5,"twin":15,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":4,"twin":4,"wire_ref":null},{"edge":2,"face":4,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":0,"twin":8,"wire_ref":null},{"edge":6,"face":5,"from":2,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":6,"twin":10,"wire_ref":null},{"edge":11,"face":5,"from":6,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":7,"twin":6,"wire_ref":null},{"edge":7,"face":5,"from":7,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":3,"twin":13,"wire_ref":null},{"edge":5,"face":5,"from":3,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":2,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[4.650000000000002,0.0,0.2],"tolerance":1e-8},{"id":1,"outgoing_halfedge":3,"position":[5.150000000000002,0.0,0.2],"tolerance":1e-8},{"id":2,"outgoing_halfedge":1,"position":[4.650000000000002,0.0,-0.2],"tolerance":1e-8},{"id":3,"outgoing_halfedge":2,"position":[5.150000000000002,0.0,-0.2],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[4.650000000000002,2.0,0.2],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[5.150000000000002,2.0,0.2],"tolerance":1e-8},{"id":6,"outgoing_halfedge":7,"position":[4.650000000000002,2.0,-0.2],"tolerance":1e-8},{"id":7,"outgoing_halfedge":6,"position":[5.150000000000002,2.0,-0.2],"tolerance":1e-8}],"wires":[]}},{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[5.75,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[5.75,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[5.75,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[6.25,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[6.25,0.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[5.75,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[5.75,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[6.25,0.0,-0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[5.75,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[5.75,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[6.25,2.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[5.75,2.0,-0.2]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[5.75,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[5.75,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[5.75,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[6.25,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[5.75,0.0,0.2],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[5.75,0.0,-0.2],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"}]},"id":"cut-30","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":3,"id":0,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":8,"id":2,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":2,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":15,"id":4,"tolerance":1e-8,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1,"id":5,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":10,"id":6,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":13,"id":7,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":4,"id":8,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":7,"id":9,"tolerance":1e-8,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":5,"id":10,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":6,"id":11,"tolerance":1e-8,"twin_halfedge":21}],"faces":[{"id":0,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-30","entity":"cut-30","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}},{"id":1,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-30","entity":"cut-30","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":2,"key":"left","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-30","entity":"cut-30","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":3,"key":"right","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-30","entity":"cut-30","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":4,"key":"front","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-30","entity":"cut-30","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":5,"key":"back","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-30","entity":"cut-30","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":2,"twin":11,"wire_ref":null},{"edge":5,"face":0,"from":2,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":3,"twin":23,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":16,"wire_ref":null},{"edge":8,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":18,"wire_ref":null},{"edge":10,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":7,"twin":14,"wire_ref":null},{"edge":11,"face":1,"from":7,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":6,"twin":21,"wire_ref":null},{"edge":9,"face":1,"from":6,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":9,"wire_ref":null},{"edge":2,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":4,"twin":19,"wire_ref":null},{"edge":9,"face":2,"from":4,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":6,"twin":7,"wire_ref":null},{"edge":6,"face":2,"from":6,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":2,"twin":20,"wire_ref":null},{"edge":1,"face":2,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":0,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":3,"twin":2,"wire_ref":null},{"edge":7,"face":3,"from":3,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":7,"twin":22,"wire_ref":null},{"edge":10,"face":3,"from":7,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":17,"wire_ref":null},{"edge":0,"face":4,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":1,"twin":3,"wire_ref":null},{"edge":4,"face":4,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":5,"twin":15,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":4,"twin":4,"wire_ref":null},{"edge":2,"face":4,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":0,"twin":8,"wire_ref":null},{"edge":6,"face":5,"from":2,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":6,"twin":10,"wire_ref":null},{"edge":11,"face":5,"from":6,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":7,"twin":6,"wire_ref":null},{"edge":7,"face":5,"from":7,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":3,"twin":13,"wire_ref":null},{"edge":5,"face":5,"from":3,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":2,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[5.75,0.0,0.2],"tolerance":1e-8},{"id":1,"outgoing_halfedge":3,"position":[6.25,0.0,0.2],"tolerance":1e-8},{"id":2,"outgoing_halfedge":1,"position":[5.75,0.0,-0.2],"tolerance":1e-8},{"id":3,"outgoing_halfedge":2,"position":[6.25,0.0,-0.2],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[5.75,2.0,0.2],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[6.25,2.0,0.2],"tolerance":1e-8},{"id":6,"outgoing_halfedge":7,"position":[5.75,2.0,-0.2],"tolerance":1e-8},{"id":7,"outgoing_halfedge":6,"position":[6.25,2.0,-0.2],"tolerance":1e-8}],"wires":[]}},{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[6.850000000000001,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[6.850000000000001,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[6.850000000000001,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[7.350000000000001,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[7.350000000000001,0.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[6.850000000000001,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[6.850000000000001,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[7.350000000000001,0.0,-0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[6.850000000000001,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[6.850000000000001,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[7.350000000000001,2.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[6.850000000000001,2.0,-0.2]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[6.850000000000001,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[6.850000000000001,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[6.850000000000001,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[7.350000000000001,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[6.850000000000001,0.0,0.2],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[6.850000000000001,0.0,-0.2],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"}]},"id":"cut-31","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":3,"id":0,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":8,"id":2,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":2,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":15,"id":4,"tolerance":1e-8,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1,"id":5,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":10,"id":6,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":13,"id":7,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":4,"id":8,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":7,"id":9,"tolerance":1e-8,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":5,"id":10,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":6,"id":11,"tolerance":1e-8,"twin_halfedge":21}],"faces":[{"id":0,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-31","entity":"cut-31","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}},{"id":1,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-31","entity":"cut-31","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":2,"key":"left","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-31","entity":"cut-31","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":3,"key":"right","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-31","entity":"cut-31","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":4,"key":"front","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-31","entity":"cut-31","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":5,"key":"back","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-31","entity":"cut-31","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":2,"twin":11,"wire_ref":null},{"edge":5,"face":0,"from":2,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":3,"twin":23,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":16,"wire_ref":null},{"edge":8,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":18,"wire_ref":null},{"edge":10,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":7,"twin":14,"wire_ref":null},{"edge":11,"face":1,"from":7,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":6,"twin":21,"wire_ref":null},{"edge":9,"face":1,"from":6,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":9,"wire_ref":null},{"edge":2,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":4,"twin":19,"wire_ref":null},{"edge":9,"face":2,"from":4,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":6,"twin":7,"wire_ref":null},{"edge":6,"face":2,"from":6,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":2,"twin":20,"wire_ref":null},{"edge":1,"face":2,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":0,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":3,"twin":2,"wire_ref":null},{"edge":7,"face":3,"from":3,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":7,"twin":22,"wire_ref":null},{"edge":10,"face":3,"from":7,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":17,"wire_ref":null},{"edge":0,"face":4,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":1,"twin":3,"wire_ref":null},{"edge":4,"face":4,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":5,"twin":15,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":4,"twin":4,"wire_ref":null},{"edge":2,"face":4,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":0,"twin":8,"wire_ref":null},{"edge":6,"face":5,"from":2,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":6,"twin":10,"wire_ref":null},{"edge":11,"face":5,"from":6,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":7,"twin":6,"wire_ref":null},{"edge":7,"face":5,"from":7,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":3,"twin":13,"wire_ref":null},{"edge":5,"face":5,"from":3,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":2,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[6.850000000000001,0.0,0.2],"tolerance":1e-8},{"id":1,"outgoing_halfedge":3,"position":[7.350000000000001,0.0,0.2],"tolerance":1e-8},{"id":2,"outgoing_halfedge":1,"position":[6.850000000000001,0.0,-0.2],"tolerance":1e-8},{"id":3,"outgoing_halfedge":2,"position":[7.350000000000001,0.0,-0.2],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[6.850000000000001,2.0,0.2],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[7.350000000000001,2.0,0.2],"tolerance":1e-8},{"id":6,"outgoing_halfedge":7,"position":[6.850000000000001,2.0,-0.2],"tolerance":1e-8},{"id":7,"outgoing_halfedge":6,"position":[7.350000000000001,2.0,-0.2],"tolerance":1e-8}],"wires":[]}},{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[7.950000000000003,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[7.950000000000003,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[7.950000000000003,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[8.450000000000003,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[8.450000000000003,0.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[7.950000000000003,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[7.950000000000003,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[8.450000000000003,0.0,-0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[7.950000000000003,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[7.950000000000003,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[8.450000000000003,2.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[7.950000000000003,2.0,-0.2]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[7.950000000000003,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[7.950000000000003,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[7.950000000000003,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[8.450000000000003,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[7.950000000000003,0.0,0.2],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[7.950000000000003,0.0,-0.2],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"}]},"id":"cut-32","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":3,"id":0,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":8,"id":2,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":2,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":15,"id":4,"tolerance":1e-8,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1,"id":5,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":10,"id":6,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":13,"id":7,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":4,"id":8,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":7,"id":9,"tolerance":1e-8,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":5,"id":10,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":6,"id":11,"tolerance":1e-8,"twin_halfedge":21}],"faces":[{"id":0,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-32","entity":"cut-32","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}},{"id":1,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-32","entity":"cut-32","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":2,"key":"left","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-32","entity":"cut-32","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":3,"key":"right","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-32","entity":"cut-32","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":4,"key":"front","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-32","entity":"cut-32","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":5,"key":"back","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-32","entity":"cut-32","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":2,"twin":11,"wire_ref":null},{"edge":5,"face":0,"from":2,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":3,"twin":23,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":16,"wire_ref":null},{"edge":8,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":18,"wire_ref":null},{"edge":10,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":7,"twin":14,"wire_ref":null},{"edge":11,"face":1,"from":7,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":6,"twin":21,"wire_ref":null},{"edge":9,"face":1,"from":6,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":9,"wire_ref":null},{"edge":2,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":4,"twin":19,"wire_ref":null},{"edge":9,"face":2,"from":4,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":6,"twin":7,"wire_ref":null},{"edge":6,"face":2,"from":6,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":2,"twin":20,"wire_ref":null},{"edge":1,"face":2,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":0,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":3,"twin":2,"wire_ref":null},{"edge":7,"face":3,"from":3,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":7,"twin":22,"wire_ref":null},{"edge":10,"face":3,"from":7,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":17,"wire_ref":null},{"edge":0,"face":4,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":1,"twin":3,"wire_ref":null},{"edge":4,"face":4,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":5,"twin":15,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":4,"twin":4,"wire_ref":null},{"edge":2,"face":4,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":0,"twin":8,"wire_ref":null},{"edge":6,"face":5,"from":2,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":6,"twin":10,"wire_ref":null},{"edge":11,"face":5,"from":6,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":7,"twin":6,"wire_ref":null},{"edge":7,"face":5,"from":7,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":3,"twin":13,"wire_ref":null},{"edge":5,"face":5,"from":3,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":2,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[7.950000000000003,0.0,0.2],"tolerance":1e-8},{"id":1,"outgoing_halfedge":3,"position":[8.450000000000003,0.0,0.2],"tolerance":1e-8},{"id":2,"outgoing_halfedge":1,"position":[7.950000000000003,0.0,-0.2],"tolerance":1e-8},{"id":3,"outgoing_halfedge":2,"position":[8.450000000000003,0.0,-0.2],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[7.950000000000003,2.0,0.2],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[8.450000000000003,2.0,0.2],"tolerance":1e-8},{"id":6,"outgoing_halfedge":7,"position":[7.950000000000003,2.0,-0.2],"tolerance":1e-8},{"id":7,"outgoing_halfedge":6,"position":[8.450000000000003,2.0,-0.2],"tolerance":1e-8}],"wires":[]}},{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[9.050000000000004,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[9.050000000000004,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[9.050000000000004,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[9.550000000000004,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[9.550000000000004,0.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[9.050000000000004,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[9.050000000000004,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[9.550000000000004,0.0,-0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[9.050000000000004,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[9.050000000000004,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[9.550000000000004,2.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[9.050000000000004,2.0,-0.2]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[9.050000000000004,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[9.050000000000004,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[9.050000000000004,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[9.550000000000004,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[9.050000000000004,0.0,0.2],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[9.050000000000004,0.0,-0.2],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"}]},"id":"cut-33","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":3,"id":0,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":8,"id":2,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":2,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":15,"id":4,"tolerance":1e-8,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1,"id":5,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":10,"id":6,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":13,"id":7,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":4,"id":8,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":7,"id":9,"tolerance":1e-8,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":5,"id":10,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":6,"id":11,"tolerance":1e-8,"twin_halfedge":21}],"faces":[{"id":0,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-33","entity":"cut-33","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}},{"id":1,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-33","entity":"cut-33","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":2,"key":"left","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-33","entity":"cut-33","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":3,"key":"right","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-33","entity":"cut-33","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":4,"key":"front","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-33","entity":"cut-33","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":5,"key":"back","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-33","entity":"cut-33","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":2,"twin":11,"wire_ref":null},{"edge":5,"face":0,"from":2,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":3,"twin":23,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":16,"wire_ref":null},{"edge":8,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":18,"wire_ref":null},{"edge":10,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":7,"twin":14,"wire_ref":null},{"edge":11,"face":1,"from":7,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":6,"twin":21,"wire_ref":null},{"edge":9,"face":1,"from":6,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":9,"wire_ref":null},{"edge":2,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":4,"twin":19,"wire_ref":null},{"edge":9,"face":2,"from":4,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":6,"twin":7,"wire_ref":null},{"edge":6,"face":2,"from":6,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":2,"twin":20,"wire_ref":null},{"edge":1,"face":2,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":0,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":3,"twin":2,"wire_ref":null},{"edge":7,"face":3,"from":3,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":7,"twin":22,"wire_ref":null},{"edge":10,"face":3,"from":7,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":17,"wire_ref":null},{"edge":0,"face":4,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":1,"twin":3,"wire_ref":null},{"edge":4,"face":4,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":5,"twin":15,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":4,"twin":4,"wire_ref":null},{"edge":2,"face":4,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":0,"twin":8,"wire_ref":null},{"edge":6,"face":5,"from":2,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":6,"twin":10,"wire_ref":null},{"edge":11,"face":5,"from":6,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":7,"twin":6,"wire_ref":null},{"edge":7,"face":5,"from":7,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":3,"twin":13,"wire_ref":null},{"edge":5,"face":5,"from":3,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":2,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[9.050000000000004,0.0,0.2],"tolerance":1e-8},{"id":1,"outgoing_halfedge":3,"position":[9.550000000000004,0.0,0.2],"tolerance":1e-8},{"id":2,"outgoing_halfedge":1,"position":[9.050000000000004,0.0,-0.2],"tolerance":1e-8},{"id":3,"outgoing_halfedge":2,"position":[9.550000000000004,0.0,-0.2],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[9.050000000000004,2.0,0.2],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[9.550000000000004,2.0,0.2],"tolerance":1e-8},{"id":6,"outgoing_halfedge":7,"position":[9.050000000000004,2.0,-0.2],"tolerance":1e-8},{"id":7,"outgoing_halfedge":6,"position":[9.550000000000004,2.0,-0.2],"tolerance":1e-8}],"wires":[]}},{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[10.150000000000006,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[10.150000000000006,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[10.150000000000006,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[10.650000000000006,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[10.650000000000006,0.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[10.150000000000006,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[10.150000000000006,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[10.650000000000006,0.0,-0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[10.150000000000006,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[10.150000000000006,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[10.650000000000006,2.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[10.150000000000006,2.0,-0.2]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[10.150000000000006,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[10.150000000000006,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[10.150000000000006,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[10.650000000000006,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[10.150000000000006,0.0,0.2],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[10.150000000000006,0.0,-0.2],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"}]},"id":"cut-34","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":3,"id":0,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":8,"id":2,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":2,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":15,"id":4,"tolerance":1e-8,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1,"id":5,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":10,"id":6,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":13,"id":7,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":4,"id":8,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":7,"id":9,"tolerance":1e-8,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":5,"id":10,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":6,"id":11,"tolerance":1e-8,"twin_halfedge":21}],"faces":[{"id":0,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-34","entity":"cut-34","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}},{"id":1,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-34","entity":"cut-34","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":2,"key":"left","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-34","entity":"cut-34","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":3,"key":"right","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-34","entity":"cut-34","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":4,"key":"front","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-34","entity":"cut-34","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":5,"key":"back","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-34","entity":"cut-34","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":2,"twin":11,"wire_ref":null},{"edge":5,"face":0,"from":2,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":3,"twin":23,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":16,"wire_ref":null},{"edge":8,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":18,"wire_ref":null},{"edge":10,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":7,"twin":14,"wire_ref":null},{"edge":11,"face":1,"from":7,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":6,"twin":21,"wire_ref":null},{"edge":9,"face":1,"from":6,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":9,"wire_ref":null},{"edge":2,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":4,"twin":19,"wire_ref":null},{"edge":9,"face":2,"from":4,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":6,"twin":7,"wire_ref":null},{"edge":6,"face":2,"from":6,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":2,"twin":20,"wire_ref":null},{"edge":1,"face":2,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":0,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":3,"twin":2,"wire_ref":null},{"edge":7,"face":3,"from":3,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":7,"twin":22,"wire_ref":null},{"edge":10,"face":3,"from":7,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":17,"wire_ref":null},{"edge":0,"face":4,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":1,"twin":3,"wire_ref":null},{"edge":4,"face":4,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":5,"twin":15,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":4,"twin":4,"wire_ref":null},{"edge":2,"face":4,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":0,"twin":8,"wire_ref":null},{"edge":6,"face":5,"from":2,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":6,"twin":10,"wire_ref":null},{"edge":11,"face":5,"from":6,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":7,"twin":6,"wire_ref":null},{"edge":7,"face":5,"from":7,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":3,"twin":13,"wire_ref":null},{"edge":5,"face":5,"from":3,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":2,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[10.150000000000006,0.0,0.2],"tolerance":1e-8},{"id":1,"outgoing_halfedge":3,"position":[10.650000000000006,0.0,0.2],"tolerance":1e-8},{"id":2,"outgoing_halfedge":1,"position":[10.150000000000006,0.0,-0.2],"tolerance":1e-8},{"id":3,"outgoing_halfedge":2,"position":[10.650000000000006,0.0,-0.2],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[10.150000000000006,2.0,0.2],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[10.650000000000006,2.0,0.2],"tolerance":1e-8},{"id":6,"outgoing_halfedge":7,"position":[10.150000000000006,2.0,-0.2],"tolerance":1e-8},{"id":7,"outgoing_halfedge":6,"position":[10.650000000000006,2.0,-0.2],"tolerance":1e-8}],"wires":[]}},{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[11.25,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[11.25,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[11.25,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[11.75,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[11.75,0.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[11.25,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[11.25,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[11.75,0.0,-0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[11.25,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[11.25,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[11.75,2.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[11.25,2.0,-0.2]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[11.25,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[11.25,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[11.25,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[11.75,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[11.25,0.0,0.2],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[11.25,0.0,-0.2],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"}]},"id":"cut-35","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":3,"id":0,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":8,"id":2,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":2,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":15,"id":4,"tolerance":1e-8,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1,"id":5,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":10,"id":6,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":13,"id":7,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":4,"id":8,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":7,"id":9,"tolerance":1e-8,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":5,"id":10,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":6,"id":11,"tolerance":1e-8,"twin_halfedge":21}],"faces":[{"id":0,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-35","entity":"cut-35","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}},{"id":1,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-35","entity":"cut-35","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":2,"key":"left","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-35","entity":"cut-35","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":3,"key":"right","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-35","entity":"cut-35","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":4,"key":"front","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-35","entity":"cut-35","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":5,"key":"back","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-35","entity":"cut-35","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":2,"twin":11,"wire_ref":null},{"edge":5,"face":0,"from":2,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":3,"twin":23,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":16,"wire_ref":null},{"edge":8,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":18,"wire_ref":null},{"edge":10,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":7,"twin":14,"wire_ref":null},{"edge":11,"face":1,"from":7,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":6,"twin":21,"wire_ref":null},{"edge":9,"face":1,"from":6,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":9,"wire_ref":null},{"edge":2,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":4,"twin":19,"wire_ref":null},{"edge":9,"face":2,"from":4,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":6,"twin":7,"wire_ref":null},{"edge":6,"face":2,"from":6,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":2,"twin":20,"wire_ref":null},{"edge":1,"face":2,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":0,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":3,"twin":2,"wire_ref":null},{"edge":7,"face":3,"from":3,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":7,"twin":22,"wire_ref":null},{"edge":10,"face":3,"from":7,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":17,"wire_ref":null},{"edge":0,"face":4,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":1,"twin":3,"wire_ref":null},{"edge":4,"face":4,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":5,"twin":15,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":4,"twin":4,"wire_ref":null},{"edge":2,"face":4,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":0,"twin":8,"wire_ref":null},{"edge":6,"face":5,"from":2,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":6,"twin":10,"wire_ref":null},{"edge":11,"face":5,"from":6,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":7,"twin":6,"wire_ref":null},{"edge":7,"face":5,"from":7,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":3,"twin":13,"wire_ref":null},{"edge":5,"face":5,"from":3,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":2,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[11.25,0.0,0.2],"tolerance":1e-8},{"id":1,"outgoing_halfedge":3,"position":[11.75,0.0,0.2],"tolerance":1e-8},{"id":2,"outgoing_halfedge":1,"position":[11.25,0.0,-0.2],"tolerance":1e-8},{"id":3,"outgoing_halfedge":2,"position":[11.75,0.0,-0.2],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[11.25,2.0,0.2],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[11.75,2.0,0.2],"tolerance":1e-8},{"id":6,"outgoing_halfedge":7,"position":[11.25,2.0,-0.2],"tolerance":1e-8},{"id":7,"outgoing_halfedge":6,"position":[11.75,2.0,-0.2],"tolerance":1e-8}],"wires":[]}},{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[12.350000000000001,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[12.350000000000001,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[12.350000000000001,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[12.850000000000001,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[12.850000000000001,0.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[12.350000000000001,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[12.350000000000001,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[12.850000000000001,0.0,-0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[12.350000000000001,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[12.350000000000001,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[12.850000000000001,2.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[12.350000000000001,2.0,-0.2]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[12.350000000000001,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[12.350000000000001,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[12.350000000000001,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[12.850000000000001,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[12.350000000000001,0.0,0.2],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[12.350000000000001,0.0,-0.2],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"}]},"id":"cut-36","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":3,"id":0,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":8,"id":2,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":2,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":15,"id":4,"tolerance":1e-8,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1,"id":5,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":10,"id":6,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":13,"id":7,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":4,"id":8,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":7,"id":9,"tolerance":1e-8,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":5,"id":10,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":6,"id":11,"tolerance":1e-8,"twin_halfedge":21}],"faces":[{"id":0,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-36","entity":"cut-36","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}},{"id":1,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-36","entity":"cut-36","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":2,"key":"left","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-36","entity":"cut-36","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":3,"key":"right","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-36","entity":"cut-36","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":4,"key":"front","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-36","entity":"cut-36","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":5,"key":"back","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-36","entity":"cut-36","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":2,"twin":11,"wire_ref":null},{"edge":5,"face":0,"from":2,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":3,"twin":23,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":16,"wire_ref":null},{"edge":8,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":18,"wire_ref":null},{"edge":10,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":7,"twin":14,"wire_ref":null},{"edge":11,"face":1,"from":7,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":6,"twin":21,"wire_ref":null},{"edge":9,"face":1,"from":6,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":9,"wire_ref":null},{"edge":2,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":4,"twin":19,"wire_ref":null},{"edge":9,"face":2,"from":4,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":6,"twin":7,"wire_ref":null},{"edge":6,"face":2,"from":6,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":2,"twin":20,"wire_ref":null},{"edge":1,"face":2,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":0,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":3,"twin":2,"wire_ref":null},{"edge":7,"face":3,"from":3,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":7,"twin":22,"wire_ref":null},{"edge":10,"face":3,"from":7,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":17,"wire_ref":null},{"edge":0,"face":4,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":1,"twin":3,"wire_ref":null},{"edge":4,"face":4,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":5,"twin":15,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":4,"twin":4,"wire_ref":null},{"edge":2,"face":4,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":0,"twin":8,"wire_ref":null},{"edge":6,"face":5,"from":2,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":6,"twin":10,"wire_ref":null},{"edge":11,"face":5,"from":6,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":7,"twin":6,"wire_ref":null},{"edge":7,"face":5,"from":7,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":3,"twin":13,"wire_ref":null},{"edge":5,"face":5,"from":3,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":2,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[12.350000000000001,0.0,0.2],"tolerance":1e-8},{"id":1,"outgoing_halfedge":3,"position":[12.850000000000001,0.0,0.2],"tolerance":1e-8},{"id":2,"outgoing_halfedge":1,"position":[12.350000000000001,0.0,-0.2],"tolerance":1e-8},{"id":3,"outgoing_halfedge":2,"position":[12.850000000000001,0.0,-0.2],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[12.350000000000001,2.0,0.2],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[12.850000000000001,2.0,0.2],"tolerance":1e-8},{"id":6,"outgoing_halfedge":7,"position":[12.350000000000001,2.0,-0.2],"tolerance":1e-8},{"id":7,"outgoing_halfedge":6,"position":[12.850000000000001,2.0,-0.2],"tolerance":1e-8}],"wires":[]}},{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[13.450000000000003,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[13.450000000000003,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[13.450000000000003,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[13.950000000000003,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[13.950000000000003,0.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[13.450000000000003,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[13.450000000000003,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[13.950000000000003,0.0,-0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[13.450000000000003,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[13.450000000000003,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[13.950000000000003,2.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[13.450000000000003,2.0,-0.2]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[13.450000000000003,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[13.450000000000003,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[13.450000000000003,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[13.950000000000003,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[13.450000000000003,0.0,0.2],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[13.450000000000003,0.0,-0.2],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"}]},"id":"cut-37","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":3,"id":0,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":8,"id":2,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":2,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":15,"id":4,"tolerance":1e-8,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1,"id":5,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":10,"id":6,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":13,"id":7,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":4,"id":8,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":7,"id":9,"tolerance":1e-8,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":5,"id":10,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":6,"id":11,"tolerance":1e-8,"twin_halfedge":21}],"faces":[{"id":0,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-37","entity":"cut-37","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}},{"id":1,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-37","entity":"cut-37","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":2,"key":"left","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-37","entity":"cut-37","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":3,"key":"right","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-37","entity":"cut-37","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":4,"key":"front","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-37","entity":"cut-37","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":5,"key":"back","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-37","entity":"cut-37","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":2,"twin":11,"wire_ref":null},{"edge":5,"face":0,"from":2,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":3,"twin":23,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":16,"wire_ref":null},{"edge":8,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":18,"wire_ref":null},{"edge":10,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":7,"twin":14,"wire_ref":null},{"edge":11,"face":1,"from":7,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":6,"twin":21,"wire_ref":null},{"edge":9,"face":1,"from":6,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":9,"wire_ref":null},{"edge":2,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":4,"twin":19,"wire_ref":null},{"edge":9,"face":2,"from":4,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":6,"twin":7,"wire_ref":null},{"edge":6,"face":2,"from":6,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":2,"twin":20,"wire_ref":null},{"edge":1,"face":2,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":0,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":3,"twin":2,"wire_ref":null},{"edge":7,"face":3,"from":3,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":7,"twin":22,"wire_ref":null},{"edge":10,"face":3,"from":7,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":17,"wire_ref":null},{"edge":0,"face":4,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":1,"twin":3,"wire_ref":null},{"edge":4,"face":4,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":5,"twin":15,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":4,"twin":4,"wire_ref":null},{"edge":2,"face":4,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":0,"twin":8,"wire_ref":null},{"edge":6,"face":5,"from":2,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":6,"twin":10,"wire_ref":null},{"edge":11,"face":5,"from":6,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":7,"twin":6,"wire_ref":null},{"edge":7,"face":5,"from":7,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":3,"twin":13,"wire_ref":null},{"edge":5,"face":5,"from":3,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":2,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[13.450000000000003,0.0,0.2],"tolerance":1e-8},{"id":1,"outgoing_halfedge":3,"position":[13.950000000000003,0.0,0.2],"tolerance":1e-8},{"id":2,"outgoing_halfedge":1,"position":[13.450000000000003,0.0,-0.2],"tolerance":1e-8},{"id":3,"outgoing_halfedge":2,"position":[13.950000000000003,0.0,-0.2],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[13.450000000000003,2.0,0.2],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[13.950000000000003,2.0,0.2],"tolerance":1e-8},{"id":6,"outgoing_halfedge":7,"position":[13.450000000000003,2.0,-0.2],"tolerance":1e-8},{"id":7,"outgoing_halfedge":6,"position":[13.950000000000003,2.0,-0.2],"tolerance":1e-8}],"wires":[]}},{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[14.550000000000004,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[14.550000000000004,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[14.550000000000004,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[15.050000000000004,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[15.050000000000004,0.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[14.550000000000004,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[14.550000000000004,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[15.050000000000004,0.0,-0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[14.550000000000004,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[14.550000000000004,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[15.050000000000004,2.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[14.550000000000004,2.0,-0.2]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[14.550000000000004,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[14.550000000000004,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[14.550000000000004,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[15.050000000000004,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[14.550000000000004,0.0,0.2],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[14.550000000000004,0.0,-0.2],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"}]},"id":"cut-38","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":3,"id":0,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":8,"id":2,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":2,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":15,"id":4,"tolerance":1e-8,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1,"id":5,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":10,"id":6,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":13,"id":7,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":4,"id":8,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":7,"id":9,"tolerance":1e-8,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":5,"id":10,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":6,"id":11,"tolerance":1e-8,"twin_halfedge":21}],"faces":[{"id":0,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-38","entity":"cut-38","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}},{"id":1,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-38","entity":"cut-38","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":2,"key":"left","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-38","entity":"cut-38","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":3,"key":"right","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-38","entity":"cut-38","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":4,"key":"front","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-38","entity":"cut-38","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":5,"key":"back","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-38","entity":"cut-38","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":2,"twin":11,"wire_ref":null},{"edge":5,"face":0,"from":2,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":3,"twin":23,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":16,"wire_ref":null},{"edge":8,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":18,"wire_ref":null},{"edge":10,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":7,"twin":14,"wire_ref":null},{"edge":11,"face":1,"from":7,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":6,"twin":21,"wire_ref":null},{"edge":9,"face":1,"from":6,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":9,"wire_ref":null},{"edge":2,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":4,"twin":19,"wire_ref":null},{"edge":9,"face":2,"from":4,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":6,"twin":7,"wire_ref":null},{"edge":6,"face":2,"from":6,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":2,"twin":20,"wire_ref":null},{"edge":1,"face":2,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":0,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":3,"twin":2,"wire_ref":null},{"edge":7,"face":3,"from":3,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":7,"twin":22,"wire_ref":null},{"edge":10,"face":3,"from":7,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":17,"wire_ref":null},{"edge":0,"face":4,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":1,"twin":3,"wire_ref":null},{"edge":4,"face":4,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":5,"twin":15,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":4,"twin":4,"wire_ref":null},{"edge":2,"face":4,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":0,"twin":8,"wire_ref":null},{"edge":6,"face":5,"from":2,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":6,"twin":10,"wire_ref":null},{"edge":11,"face":5,"from":6,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":7,"twin":6,"wire_ref":null},{"edge":7,"face":5,"from":7,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":3,"twin":13,"wire_ref":null},{"edge":5,"face":5,"from":3,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":2,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[14.550000000000004,0.0,0.2],"tolerance":1e-8},{"id":1,"outgoing_halfedge":3,"position":[15.050000000000004,0.0,0.2],"tolerance":1e-8},{"id":2,"outgoing_halfedge":1,"position":[14.550000000000004,0.0,-0.2],"tolerance":1e-8},{"id":3,"outgoing_halfedge":2,"position":[15.050000000000004,0.0,-0.2],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[14.550000000000004,2.0,0.2],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[15.050000000000004,2.0,0.2],"tolerance":1e-8},{"id":6,"outgoing_halfedge":7,"position":[14.550000000000004,2.0,-0.2],"tolerance":1e-8},{"id":7,"outgoing_halfedge":6,"position":[15.050000000000004,2.0,-0.2],"tolerance":1e-8}],"wires":[]}},{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[15.650000000000006,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[15.650000000000006,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[15.650000000000006,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[16.150000000000006,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[16.150000000000006,0.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[15.650000000000006,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[15.650000000000006,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[16.150000000000006,0.0,-0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[15.650000000000006,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[15.650000000000006,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[16.150000000000006,2.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[15.650000000000006,2.0,-0.2]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[15.650000000000006,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[15.650000000000006,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[15.650000000000006,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[16.150000000000006,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[15.650000000000006,0.0,0.2],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[15.650000000000006,0.0,-0.2],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"}]},"id":"cut-39","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":3,"id":0,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":8,"id":2,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":2,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":15,"id":4,"tolerance":1e-8,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1,"id":5,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":10,"id":6,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":13,"id":7,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":4,"id":8,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":7,"id":9,"tolerance":1e-8,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":5,"id":10,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":6,"id":11,"tolerance":1e-8,"twin_halfedge":21}],"faces":[{"id":0,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-39","entity":"cut-39","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}},{"id":1,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-39","entity":"cut-39","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":2,"key":"left","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-39","entity":"cut-39","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":3,"key":"right","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-39","entity":"cut-39","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":4,"key":"front","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-39","entity":"cut-39","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":5,"key":"back","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-39","entity":"cut-39","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":2,"twin":11,"wire_ref":null},{"edge":5,"face":0,"from":2,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":3,"twin":23,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":16,"wire_ref":null},{"edge":8,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":18,"wire_ref":null},{"edge":10,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":7,"twin":14,"wire_ref":null},{"edge":11,"face":1,"from":7,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":6,"twin":21,"wire_ref":null},{"edge":9,"face":1,"from":6,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":9,"wire_ref":null},{"edge":2,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":4,"twin":19,"wire_ref":null},{"edge":9,"face":2,"from":4,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":6,"twin":7,"wire_ref":null},{"edge":6,"face":2,"from":6,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":2,"twin":20,"wire_ref":null},{"edge":1,"face":2,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":0,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":3,"twin":2,"wire_ref":null},{"edge":7,"face":3,"from":3,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":7,"twin":22,"wire_ref":null},{"edge":10,"face":3,"from":7,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":17,"wire_ref":null},{"edge":0,"face":4,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":1,"twin":3,"wire_ref":null},{"edge":4,"face":4,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":5,"twin":15,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":4,"twin":4,"wire_ref":null},{"edge":2,"face":4,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":0,"twin":8,"wire_ref":null},{"edge":6,"face":5,"from":2,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":6,"twin":10,"wire_ref":null},{"edge":11,"face":5,"from":6,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":7,"twin":6,"wire_ref":null},{"edge":7,"face":5,"from":7,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":3,"twin":13,"wire_ref":null},{"edge":5,"face":5,"from":3,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":2,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[15.650000000000006,0.0,0.2],"tolerance":1e-8},{"id":1,"outgoing_halfedge":3,"position":[16.150000000000006,0.0,0.2],"tolerance":1e-8},{"id":2,"outgoing_halfedge":1,"position":[15.650000000000006,0.0,-0.2],"tolerance":1e-8},{"id":3,"outgoing_halfedge":2,"position":[16.150000000000006,0.0,-0.2],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[15.650000000000006,2.0,0.2],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[16.150000000000006,2.0,0.2],"tolerance":1e-8},{"id":6,"outgoing_halfedge":7,"position":[15.650000000000006,2.0,-0.2],"tolerance":1e-8},{"id":7,"outgoing_halfedge":6,"position":[16.150000000000006,2.0,-0.2],"tolerance":1e-8}],"wires":[]}},{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[16.75,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[16.75,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[16.75,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[17.25,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[17.25,0.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[16.75,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[16.75,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[17.25,0.0,-0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[16.75,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[16.75,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[17.25,2.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[16.75,2.0,-0.2]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[16.75,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[16.75,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[16.75,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[17.25,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[16.75,0.0,0.2],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[16.75,0.0,-0.2],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"}]},"id":"cut-40","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":3,"id":0,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":8,"id":2,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":2,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":15,"id":4,"tolerance":1e-8,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1,"id":5,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":10,"id":6,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":13,"id":7,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":4,"id":8,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":7,"id":9,"tolerance":1e-8,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":5,"id":10,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":6,"id":11,"tolerance":1e-8,"twin_halfedge":21}],"faces":[{"id":0,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-40","entity":"cut-40","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}},{"id":1,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-40","entity":"cut-40","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":2,"key":"left","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-40","entity":"cut-40","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":3,"key":"right","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-40","entity":"cut-40","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":4,"key":"front","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-40","entity":"cut-40","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":5,"key":"back","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-40","entity":"cut-40","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":2,"twin":11,"wire_ref":null},{"edge":5,"face":0,"from":2,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":3,"twin":23,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":16,"wire_ref":null},{"edge":8,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":18,"wire_ref":null},{"edge":10,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":7,"twin":14,"wire_ref":null},{"edge":11,"face":1,"from":7,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":6,"twin":21,"wire_ref":null},{"edge":9,"face":1,"from":6,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":9,"wire_ref":null},{"edge":2,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":4,"twin":19,"wire_ref":null},{"edge":9,"face":2,"from":4,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":6,"twin":7,"wire_ref":null},{"edge":6,"face":2,"from":6,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":2,"twin":20,"wire_ref":null},{"edge":1,"face":2,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":0,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":3,"twin":2,"wire_ref":null},{"edge":7,"face":3,"from":3,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":7,"twin":22,"wire_ref":null},{"edge":10,"face":3,"from":7,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":17,"wire_ref":null},{"edge":0,"face":4,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":1,"twin":3,"wire_ref":null},{"edge":4,"face":4,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":5,"twin":15,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":4,"twin":4,"wire_ref":null},{"edge":2,"face":4,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":0,"twin":8,"wire_ref":null},{"edge":6,"face":5,"from":2,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":6,"twin":10,"wire_ref":null},{"edge":11,"face":5,"from":6,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":7,"twin":6,"wire_ref":null},{"edge":7,"face":5,"from":7,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":3,"twin":13,"wire_ref":null},{"edge":5,"face":5,"from":3,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":2,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[16.75,0.0,0.2],"tolerance":1e-8},{"id":1,"outgoing_halfedge":3,"position":[17.25,0.0,0.2],"tolerance":1e-8},{"id":2,"outgoing_halfedge":1,"position":[16.75,0.0,-0.2],"tolerance":1e-8},{"id":3,"outgoing_halfedge":2,"position":[17.25,0.0,-0.2],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[16.75,2.0,0.2],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[17.25,2.0,0.2],"tolerance":1e-8},{"id":6,"outgoing_halfedge":7,"position":[16.75,2.0,-0.2],"tolerance":1e-8},{"id":7,"outgoing_halfedge":6,"position":[17.25,2.0,-0.2],"tolerance":1e-8}],"wires":[]}},{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[17.85,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[17.85,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[17.85,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[18.35,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[18.35,0.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[17.85,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[17.85,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[18.35,0.0,-0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[17.85,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[17.85,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[18.35,2.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[17.85,2.0,-0.2]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[17.85,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[17.85,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[17.85,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[18.35,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[17.85,0.0,0.2],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[17.85,0.0,-0.2],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"}]},"id":"cut-41","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":3,"id":0,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":8,"id":2,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":2,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":15,"id":4,"tolerance":1e-8,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1,"id":5,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":10,"id":6,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":13,"id":7,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":4,"id":8,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":7,"id":9,"tolerance":1e-8,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":5,"id":10,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":6,"id":11,"tolerance":1e-8,"twin_halfedge":21}],"faces":[{"id":0,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-41","entity":"cut-41","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}},{"id":1,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-41","entity":"cut-41","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":2,"key":"left","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-41","entity":"cut-41","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":3,"key":"right","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-41","entity":"cut-41","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":4,"key":"front","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-41","entity":"cut-41","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":5,"key":"back","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-41","entity":"cut-41","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":2,"twin":11,"wire_ref":null},{"edge":5,"face":0,"from":2,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":3,"twin":23,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":16,"wire_ref":null},{"edge":8,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":18,"wire_ref":null},{"edge":10,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":7,"twin":14,"wire_ref":null},{"edge":11,"face":1,"from":7,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":6,"twin":21,"wire_ref":null},{"edge":9,"face":1,"from":6,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":9,"wire_ref":null},{"edge":2,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":4,"twin":19,"wire_ref":null},{"edge":9,"face":2,"from":4,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":6,"twin":7,"wire_ref":null},{"edge":6,"face":2,"from":6,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":2,"twin":20,"wire_ref":null},{"edge":1,"face":2,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":0,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":3,"twin":2,"wire_ref":null},{"edge":7,"face":3,"from":3,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":7,"twin":22,"wire_ref":null},{"edge":10,"face":3,"from":7,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":17,"wire_ref":null},{"edge":0,"face":4,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":1,"twin":3,"wire_ref":null},{"edge":4,"face":4,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":5,"twin":15,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":4,"twin":4,"wire_ref":null},{"edge":2,"face":4,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":0,"twin":8,"wire_ref":null},{"edge":6,"face":5,"from":2,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":6,"twin":10,"wire_ref":null},{"edge":11,"face":5,"from":6,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":7,"twin":6,"wire_ref":null},{"edge":7,"face":5,"from":7,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":3,"twin":13,"wire_ref":null},{"edge":5,"face":5,"from":3,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":2,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[17.85,0.0,0.2],"tolerance":1e-8},{"id":1,"outgoing_halfedge":3,"position":[18.35,0.0,0.2],"tolerance":1e-8},{"id":2,"outgoing_halfedge":1,"position":[17.85,0.0,-0.2],"tolerance":1e-8},{"id":3,"outgoing_halfedge":2,"position":[18.35,0.0,-0.2],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[17.85,2.0,0.2],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[18.35,2.0,0.2],"tolerance":1e-8},{"id":6,"outgoing_halfedge":7,"position":[17.85,2.0,-0.2],"tolerance":1e-8},{"id":7,"outgoing_halfedge":6,"position":[18.35,2.0,-0.2],"tolerance":1e-8}],"wires":[]}},{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[18.950000000000003,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[18.950000000000003,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[18.950000000000003,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[19.450000000000003,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[19.450000000000003,0.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[18.950000000000003,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[18.950000000000003,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[19.450000000000003,0.0,-0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[18.950000000000003,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[18.950000000000003,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[19.450000000000003,2.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[18.950000000000003,2.0,-0.2]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[18.950000000000003,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[18.950000000000003,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[18.950000000000003,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[19.450000000000003,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[18.950000000000003,0.0,0.2],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[18.950000000000003,0.0,-0.2],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"}]},"id":"cut-42","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":3,"id":0,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":8,"id":2,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":2,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":15,"id":4,"tolerance":1e-8,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1,"id":5,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":10,"id":6,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":13,"id":7,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":4,"id":8,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":7,"id":9,"tolerance":1e-8,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":5,"id":10,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":6,"id":11,"tolerance":1e-8,"twin_halfedge":21}],"faces":[{"id":0,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-42","entity":"cut-42","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}},{"id":1,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-42","entity":"cut-42","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":2,"key":"left","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-42","entity":"cut-42","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":3,"key":"right","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-42","entity":"cut-42","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":4,"key":"front","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-42","entity":"cut-42","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":5,"key":"back","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-42","entity":"cut-42","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":2,"twin":11,"wire_ref":null},{"edge":5,"face":0,"from":2,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":3,"twin":23,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":16,"wire_ref":null},{"edge":8,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":18,"wire_ref":null},{"edge":10,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":7,"twin":14,"wire_ref":null},{"edge":11,"face":1,"from":7,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":6,"twin":21,"wire_ref":null},{"edge":9,"face":1,"from":6,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":9,"wire_ref":null},{"edge":2,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":4,"twin":19,"wire_ref":null},{"edge":9,"face":2,"from":4,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":6,"twin":7,"wire_ref":null},{"edge":6,"face":2,"from":6,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":2,"twin":20,"wire_ref":null},{"edge":1,"face":2,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":0,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":3,"twin":2,"wire_ref":null},{"edge":7,"face":3,"from":3,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":7,"twin":22,"wire_ref":null},{"edge":10,"face":3,"from":7,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":17,"wire_ref":null},{"edge":0,"face":4,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":1,"twin":3,"wire_ref":null},{"edge":4,"face":4,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":5,"twin":15,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":4,"twin":4,"wire_ref":null},{"edge":2,"face":4,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":0,"twin":8,"wire_ref":null},{"edge":6,"face":5,"from":2,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":6,"twin":10,"wire_ref":null},{"edge":11,"face":5,"from":6,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":7,"twin":6,"wire_ref":null},{"edge":7,"face":5,"from":7,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":3,"twin":13,"wire_ref":null},{"edge":5,"face":5,"from":3,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":2,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[18.950000000000003,0.0,0.2],"tolerance":1e-8},{"id":1,"outgoing_halfedge":3,"position":[19.450000000000003,0.0,0.2],"tolerance":1e-8},{"id":2,"outgoing_halfedge":1,"position":[18.950000000000003,0.0,-0.2],"tolerance":1e-8},{"id":3,"outgoing_halfedge":2,"position":[19.450000000000003,0.0,-0.2],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[18.950000000000003,2.0,0.2],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[19.450000000000003,2.0,0.2],"tolerance":1e-8},{"id":6,"outgoing_halfedge":7,"position":[18.950000000000003,2.0,-0.2],"tolerance":1e-8},{"id":7,"outgoing_halfedge":6,"position":[19.450000000000003,2.0,-0.2],"tolerance":1e-8}],"wires":[]}},{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[20.050000000000004,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[20.050000000000004,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[20.050000000000004,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[20.550000000000004,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[20.550000000000004,0.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[20.050000000000004,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[20.050000000000004,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[20.550000000000004,0.0,-0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[20.050000000000004,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[20.050000000000004,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[20.550000000000004,2.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[20.050000000000004,2.0,-0.2]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[20.050000000000004,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[20.050000000000004,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[20.050000000000004,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[20.550000000000004,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[20.050000000000004,0.0,0.2],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[20.050000000000004,0.0,-0.2],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"}]},"id":"cut-43","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":3,"id":0,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":8,"id":2,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":2,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":15,"id":4,"tolerance":1e-8,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1,"id":5,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":10,"id":6,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":13,"id":7,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":4,"id":8,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":7,"id":9,"tolerance":1e-8,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":5,"id":10,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":6,"id":11,"tolerance":1e-8,"twin_halfedge":21}],"faces":[{"id":0,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-43","entity":"cut-43","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}},{"id":1,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-43","entity":"cut-43","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":2,"key":"left","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-43","entity":"cut-43","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":3,"key":"right","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-43","entity":"cut-43","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":4,"key":"front","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-43","entity":"cut-43","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":5,"key":"back","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-43","entity":"cut-43","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":2,"twin":11,"wire_ref":null},{"edge":5,"face":0,"from":2,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":3,"twin":23,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":16,"wire_ref":null},{"edge":8,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":18,"wire_ref":null},{"edge":10,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":7,"twin":14,"wire_ref":null},{"edge":11,"face":1,"from":7,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":6,"twin":21,"wire_ref":null},{"edge":9,"face":1,"from":6,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":9,"wire_ref":null},{"edge":2,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":4,"twin":19,"wire_ref":null},{"edge":9,"face":2,"from":4,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":6,"twin":7,"wire_ref":null},{"edge":6,"face":2,"from":6,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":2,"twin":20,"wire_ref":null},{"edge":1,"face":2,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":0,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":3,"twin":2,"wire_ref":null},{"edge":7,"face":3,"from":3,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":7,"twin":22,"wire_ref":null},{"edge":10,"face":3,"from":7,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":17,"wire_ref":null},{"edge":0,"face":4,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":1,"twin":3,"wire_ref":null},{"edge":4,"face":4,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":5,"twin":15,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":4,"twin":4,"wire_ref":null},{"edge":2,"face":4,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":0,"twin":8,"wire_ref":null},{"edge":6,"face":5,"from":2,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":6,"twin":10,"wire_ref":null},{"edge":11,"face":5,"from":6,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":7,"twin":6,"wire_ref":null},{"edge":7,"face":5,"from":7,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":3,"twin":13,"wire_ref":null},{"edge":5,"face":5,"from":3,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":2,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[20.050000000000004,0.0,0.2],"tolerance":1e-8},{"id":1,"outgoing_halfedge":3,"position":[20.550000000000004,0.0,0.2],"tolerance":1e-8},{"id":2,"outgoing_halfedge":1,"position":[20.050000000000004,0.0,-0.2],"tolerance":1e-8},{"id":3,"outgoing_halfedge":2,"position":[20.550000000000004,0.0,-0.2],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[20.050000000000004,2.0,0.2],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[20.550000000000004,2.0,0.2],"tolerance":1e-8},{"id":6,"outgoing_halfedge":7,"position":[20.050000000000004,2.0,-0.2],"tolerance":1e-8},{"id":7,"outgoing_halfedge":6,"position":[20.550000000000004,2.0,-0.2],"tolerance":1e-8}],"wires":[]}},{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[21.150000000000006,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[21.150000000000006,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[21.150000000000006,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[21.650000000000006,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[21.650000000000006,0.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[21.150000000000006,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[21.150000000000006,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[21.650000000000006,0.0,-0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[21.150000000000006,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[21.150000000000006,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[21.650000000000006,2.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[21.150000000000006,2.0,-0.2]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[21.150000000000006,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[21.150000000000006,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[21.150000000000006,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[21.650000000000006,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[21.150000000000006,0.0,0.2],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[21.150000000000006,0.0,-0.2],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"}]},"id":"cut-44","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":3,"id":0,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":8,"id":2,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":2,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":15,"id":4,"tolerance":1e-8,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1,"id":5,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":10,"id":6,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":13,"id":7,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":4,"id":8,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":7,"id":9,"tolerance":1e-8,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":5,"id":10,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":6,"id":11,"tolerance":1e-8,"twin_halfedge":21}],"faces":[{"id":0,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-44","entity":"cut-44","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}},{"id":1,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-44","entity":"cut-44","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":2,"key":"left","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-44","entity":"cut-44","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":3,"key":"right","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-44","entity":"cut-44","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":4,"key":"front","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-44","entity":"cut-44","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":5,"key":"back","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-44","entity":"cut-44","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":2,"twin":11,"wire_ref":null},{"edge":5,"face":0,"from":2,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":3,"twin":23,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":16,"wire_ref":null},{"edge":8,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":18,"wire_ref":null},{"edge":10,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":7,"twin":14,"wire_ref":null},{"edge":11,"face":1,"from":7,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":6,"twin":21,"wire_ref":null},{"edge":9,"face":1,"from":6,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":9,"wire_ref":null},{"edge":2,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":4,"twin":19,"wire_ref":null},{"edge":9,"face":2,"from":4,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":6,"twin":7,"wire_ref":null},{"edge":6,"face":2,"from":6,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":2,"twin":20,"wire_ref":null},{"edge":1,"face":2,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":0,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":3,"twin":2,"wire_ref":null},{"edge":7,"face":3,"from":3,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":7,"twin":22,"wire_ref":null},{"edge":10,"face":3,"from":7,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":17,"wire_ref":null},{"edge":0,"face":4,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":1,"twin":3,"wire_ref":null},{"edge":4,"face":4,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":5,"twin":15,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":4,"twin":4,"wire_ref":null},{"edge":2,"face":4,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":0,"twin":8,"wire_ref":null},{"edge":6,"face":5,"from":2,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":6,"twin":10,"wire_ref":null},{"edge":11,"face":5,"from":6,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":7,"twin":6,"wire_ref":null},{"edge":7,"face":5,"from":7,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":3,"twin":13,"wire_ref":null},{"edge":5,"face":5,"from":3,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":2,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[21.150000000000006,0.0,0.2],"tolerance":1e-8},{"id":1,"outgoing_halfedge":3,"position":[21.650000000000006,0.0,0.2],"tolerance":1e-8},{"id":2,"outgoing_halfedge":1,"position":[21.150000000000006,0.0,-0.2],"tolerance":1e-8},{"id":3,"outgoing_halfedge":2,"position":[21.650000000000006,0.0,-0.2],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[21.150000000000006,2.0,0.2],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[21.650000000000006,2.0,0.2],"tolerance":1e-8},{"id":6,"outgoing_halfedge":7,"position":[21.150000000000006,2.0,-0.2],"tolerance":1e-8},{"id":7,"outgoing_halfedge":6,"position":[21.650000000000006,2.0,-0.2],"tolerance":1e-8}],"wires":[]}},{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[22.250000000000007,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[22.250000000000007,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[22.250000000000007,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[22.750000000000007,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[22.750000000000007,0.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[22.250000000000007,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[22.250000000000007,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[22.750000000000007,0.0,-0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[22.250000000000007,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[22.250000000000007,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[22.750000000000007,2.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[22.250000000000007,2.0,-0.2]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[22.250000000000007,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[22.250000000000007,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[22.250000000000007,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[22.750000000000007,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[22.250000000000007,0.0,0.2],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[22.250000000000007,0.0,-0.2],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"}]},"id":"cut-45","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":3,"id":0,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":8,"id":2,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":2,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":15,"id":4,"tolerance":1e-8,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1,"id":5,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":10,"id":6,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":13,"id":7,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":4,"id":8,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":7,"id":9,"tolerance":1e-8,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":5,"id":10,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":6,"id":11,"tolerance":1e-8,"twin_halfedge":21}],"faces":[{"id":0,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-45","entity":"cut-45","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}},{"id":1,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-45","entity":"cut-45","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":2,"key":"left","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-45","entity":"cut-45","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":3,"key":"right","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-45","entity":"cut-45","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":4,"key":"front","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-45","entity":"cut-45","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":5,"key":"back","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-45","entity":"cut-45","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":2,"twin":11,"wire_ref":null},{"edge":5,"face":0,"from":2,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":3,"twin":23,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":16,"wire_ref":null},{"edge":8,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":18,"wire_ref":null},{"edge":10,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":7,"twin":14,"wire_ref":null},{"edge":11,"face":1,"from":7,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":6,"twin":21,"wire_ref":null},{"edge":9,"face":1,"from":6,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":9,"wire_ref":null},{"edge":2,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":4,"twin":19,"wire_ref":null},{"edge":9,"face":2,"from":4,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":6,"twin":7,"wire_ref":null},{"edge":6,"face":2,"from":6,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":2,"twin":20,"wire_ref":null},{"edge":1,"face":2,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":0,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":3,"twin":2,"wire_ref":null},{"edge":7,"face":3,"from":3,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":7,"twin":22,"wire_ref":null},{"edge":10,"face":3,"from":7,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":17,"wire_ref":null},{"edge":0,"face":4,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":1,"twin":3,"wire_ref":null},{"edge":4,"face":4,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":5,"twin":15,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":4,"twin":4,"wire_ref":null},{"edge":2,"face":4,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":0,"twin":8,"wire_ref":null},{"edge":6,"face":5,"from":2,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":6,"twin":10,"wire_ref":null},{"edge":11,"face":5,"from":6,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":7,"twin":6,"wire_ref":null},{"edge":7,"face":5,"from":7,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":3,"twin":13,"wire_ref":null},{"edge":5,"face":5,"from":3,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":2,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[22.250000000000007,0.0,0.2],"tolerance":1e-8},{"id":1,"outgoing_halfedge":3,"position":[22.750000000000007,0.0,0.2],"tolerance":1e-8},{"id":2,"outgoing_halfedge":1,"position":[22.250000000000007,0.0,-0.2],"tolerance":1e-8},{"id":3,"outgoing_halfedge":2,"position":[22.750000000000007,0.0,-0.2],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[22.250000000000007,2.0,0.2],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[22.750000000000007,2.0,0.2],"tolerance":1e-8},{"id":6,"outgoing_halfedge":7,"position":[22.250000000000007,2.0,-0.2],"tolerance":1e-8},{"id":7,"outgoing_halfedge":6,"position":[22.750000000000007,2.0,-0.2],"tolerance":1e-8}],"wires":[]}},{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[23.35,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[23.35,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[23.35,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[23.85,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[23.85,0.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[23.35,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[23.35,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[23.85,0.0,-0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[23.35,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[23.35,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[23.85,2.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[23.35,2.0,-0.2]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[23.35,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[23.35,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[23.35,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[23.85,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[23.35,0.0,0.2],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[23.35,0.0,-0.2],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"}]},"id":"cut-46","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":3,"id":0,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":8,"id":2,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":2,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":15,"id":4,"tolerance":1e-8,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1,"id":5,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":10,"id":6,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":13,"id":7,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":4,"id":8,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":7,"id":9,"tolerance":1e-8,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":5,"id":10,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":6,"id":11,"tolerance":1e-8,"twin_halfedge":21}],"faces":[{"id":0,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-46","entity":"cut-46","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}},{"id":1,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-46","entity":"cut-46","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":2,"key":"left","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-46","entity":"cut-46","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":3,"key":"right","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-46","entity":"cut-46","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":4,"key":"front","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-46","entity":"cut-46","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":5,"key":"back","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-46","entity":"cut-46","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":2,"twin":11,"wire_ref":null},{"edge":5,"face":0,"from":2,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":3,"twin":23,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":16,"wire_ref":null},{"edge":8,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":18,"wire_ref":null},{"edge":10,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":7,"twin":14,"wire_ref":null},{"edge":11,"face":1,"from":7,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":6,"twin":21,"wire_ref":null},{"edge":9,"face":1,"from":6,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":9,"wire_ref":null},{"edge":2,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":4,"twin":19,"wire_ref":null},{"edge":9,"face":2,"from":4,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":6,"twin":7,"wire_ref":null},{"edge":6,"face":2,"from":6,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":2,"twin":20,"wire_ref":null},{"edge":1,"face":2,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":0,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":3,"twin":2,"wire_ref":null},{"edge":7,"face":3,"from":3,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":7,"twin":22,"wire_ref":null},{"edge":10,"face":3,"from":7,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":17,"wire_ref":null},{"edge":0,"face":4,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":1,"twin":3,"wire_ref":null},{"edge":4,"face":4,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":5,"twin":15,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":4,"twin":4,"wire_ref":null},{"edge":2,"face":4,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":0,"twin":8,"wire_ref":null},{"edge":6,"face":5,"from":2,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":6,"twin":10,"wire_ref":null},{"edge":11,"face":5,"from":6,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":7,"twin":6,"wire_ref":null},{"edge":7,"face":5,"from":7,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":3,"twin":13,"wire_ref":null},{"edge":5,"face":5,"from":3,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":2,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[23.35,0.0,0.2],"tolerance":1e-8},{"id":1,"outgoing_halfedge":3,"position":[23.85,0.0,0.2],"tolerance":1e-8},{"id":2,"outgoing_halfedge":1,"position":[23.35,0.0,-0.2],"tolerance":1e-8},{"id":3,"outgoing_halfedge":2,"position":[23.85,0.0,-0.2],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[23.35,2.0,0.2],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[23.85,2.0,0.2],"tolerance":1e-8},{"id":6,"outgoing_halfedge":7,"position":[23.35,2.0,-0.2],"tolerance":1e-8},{"id":7,"outgoing_halfedge":6,"position":[23.85,2.0,-0.2],"tolerance":1e-8}],"wires":[]}},{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[24.450000000000003,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[24.450000000000003,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[24.450000000000003,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[24.950000000000003,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[24.950000000000003,0.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[24.450000000000003,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[24.450000000000003,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[24.950000000000003,0.0,-0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[24.450000000000003,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[24.450000000000003,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[24.950000000000003,2.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[24.450000000000003,2.0,-0.2]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[24.450000000000003,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[24.450000000000003,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[24.450000000000003,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[24.950000000000003,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[24.450000000000003,0.0,0.2],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[24.450000000000003,0.0,-0.2],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"}]},"id":"cut-47","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":3,"id":0,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":8,"id":2,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":2,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":15,"id":4,"tolerance":1e-8,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1,"id":5,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":10,"id":6,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":13,"id":7,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":4,"id":8,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":7,"id":9,"tolerance":1e-8,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":5,"id":10,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":6,"id":11,"tolerance":1e-8,"twin_halfedge":21}],"faces":[{"id":0,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-47","entity":"cut-47","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}},{"id":1,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-47","entity":"cut-47","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":2,"key":"left","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-47","entity":"cut-47","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":3,"key":"right","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-47","entity":"cut-47","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":4,"key":"front","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-47","entity":"cut-47","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":5,"key":"back","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-47","entity":"cut-47","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":2,"twin":11,"wire_ref":null},{"edge":5,"face":0,"from":2,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":3,"twin":23,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":16,"wire_ref":null},{"edge":8,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":18,"wire_ref":null},{"edge":10,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":7,"twin":14,"wire_ref":null},{"edge":11,"face":1,"from":7,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":6,"twin":21,"wire_ref":null},{"edge":9,"face":1,"from":6,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":9,"wire_ref":null},{"edge":2,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":4,"twin":19,"wire_ref":null},{"edge":9,"face":2,"from":4,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":6,"twin":7,"wire_ref":null},{"edge":6,"face":2,"from":6,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":2,"twin":20,"wire_ref":null},{"edge":1,"face":2,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":0,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":3,"twin":2,"wire_ref":null},{"edge":7,"face":3,"from":3,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":7,"twin":22,"wire_ref":null},{"edge":10,"face":3,"from":7,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":17,"wire_ref":null},{"edge":0,"face":4,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":1,"twin":3,"wire_ref":null},{"edge":4,"face":4,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":5,"twin":15,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":4,"twin":4,"wire_ref":null},{"edge":2,"face":4,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":0,"twin":8,"wire_ref":null},{"edge":6,"face":5,"from":2,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":6,"twin":10,"wire_ref":null},{"edge":11,"face":5,"from":6,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":7,"twin":6,"wire_ref":null},{"edge":7,"face":5,"from":7,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":3,"twin":13,"wire_ref":null},{"edge":5,"face":5,"from":3,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":2,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[24.450000000000003,0.0,0.2],"tolerance":1e-8},{"id":1,"outgoing_halfedge":3,"position":[24.950000000000003,0.0,0.2],"tolerance":1e-8},{"id":2,"outgoing_halfedge":1,"position":[24.450000000000003,0.0,-0.2],"tolerance":1e-8},{"id":3,"outgoing_halfedge":2,"position":[24.950000000000003,0.0,-0.2],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[24.450000000000003,2.0,0.2],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[24.950000000000003,2.0,0.2],"tolerance":1e-8},{"id":6,"outgoing_halfedge":7,"position":[24.450000000000003,2.0,-0.2],"tolerance":1e-8},{"id":7,"outgoing_halfedge":6,"position":[24.950000000000003,2.0,-0.2],"tolerance":1e-8}],"wires":[]}},{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[25.550000000000004,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[25.550000000000004,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[25.550000000000004,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[26.050000000000004,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[26.050000000000004,0.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[25.550000000000004,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[25.550000000000004,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[26.050000000000004,0.0,-0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[25.550000000000004,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[25.550000000000004,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[26.050000000000004,2.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[25.550000000000004,2.0,-0.2]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[25.550000000000004,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[25.550000000000004,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[25.550000000000004,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[26.050000000000004,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[25.550000000000004,0.0,0.2],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[25.550000000000004,0.0,-0.2],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"}]},"id":"cut-48","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":3,"id":0,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":8,"id":2,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":2,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":15,"id":4,"tolerance":1e-8,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1,"id":5,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":10,"id":6,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":13,"id":7,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":4,"id":8,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":7,"id":9,"tolerance":1e-8,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":5,"id":10,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":6,"id":11,"tolerance":1e-8,"twin_halfedge":21}],"faces":[{"id":0,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-48","entity":"cut-48","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}},{"id":1,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-48","entity":"cut-48","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":2,"key":"left","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-48","entity":"cut-48","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":3,"key":"right","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-48","entity":"cut-48","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":4,"key":"front","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-48","entity":"cut-48","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":5,"key":"back","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-48","entity":"cut-48","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":2,"twin":11,"wire_ref":null},{"edge":5,"face":0,"from":2,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":3,"twin":23,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":16,"wire_ref":null},{"edge":8,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":18,"wire_ref":null},{"edge":10,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":7,"twin":14,"wire_ref":null},{"edge":11,"face":1,"from":7,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":6,"twin":21,"wire_ref":null},{"edge":9,"face":1,"from":6,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":9,"wire_ref":null},{"edge":2,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":4,"twin":19,"wire_ref":null},{"edge":9,"face":2,"from":4,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":6,"twin":7,"wire_ref":null},{"edge":6,"face":2,"from":6,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":2,"twin":20,"wire_ref":null},{"edge":1,"face":2,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":0,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":3,"twin":2,"wire_ref":null},{"edge":7,"face":3,"from":3,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":7,"twin":22,"wire_ref":null},{"edge":10,"face":3,"from":7,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":17,"wire_ref":null},{"edge":0,"face":4,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":1,"twin":3,"wire_ref":null},{"edge":4,"face":4,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":5,"twin":15,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":4,"twin":4,"wire_ref":null},{"edge":2,"face":4,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":0,"twin":8,"wire_ref":null},{"edge":6,"face":5,"from":2,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":6,"twin":10,"wire_ref":null},{"edge":11,"face":5,"from":6,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":7,"twin":6,"wire_ref":null},{"edge":7,"face":5,"from":7,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":3,"twin":13,"wire_ref":null},{"edge":5,"face":5,"from":3,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":2,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[25.550000000000004,0.0,0.2],"tolerance":1e-8},{"id":1,"outgoing_halfedge":3,"position":[26.050000000000004,0.0,0.2],"tolerance":1e-8},{"id":2,"outgoing_halfedge":1,"position":[25.550000000000004,0.0,-0.2],"tolerance":1e-8},{"id":3,"outgoing_halfedge":2,"position":[26.050000000000004,0.0,-0.2],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[25.550000000000004,2.0,0.2],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[26.050000000000004,2.0,0.2],"tolerance":1e-8},{"id":6,"outgoing_halfedge":7,"position":[25.550000000000004,2.0,-0.2],"tolerance":1e-8},{"id":7,"outgoing_halfedge":6,"position":[26.050000000000004,2.0,-0.2],"tolerance":1e-8}],"wires":[]}},{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[26.650000000000006,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[26.650000000000006,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[26.650000000000006,0.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[27.150000000000006,0.0,0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[27.150000000000006,0.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[26.650000000000006,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[26.650000000000006,0.0,-0.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[27.150000000000006,0.0,-0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[26.650000000000006,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[26.650000000000006,2.0,0.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[27.150000000000006,2.0,0.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[26.650000000000006,2.0,-0.2]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[26.650000000000006,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[26.650000000000006,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[26.650000000000006,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[27.150000000000006,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[26.650000000000006,0.0,0.2],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[26.650000000000006,0.0,-0.2],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"}]},"id":"cut-49","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":3,"id":0,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":8,"id":2,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":2,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":15,"id":4,"tolerance":1e-8,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1,"id":5,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":10,"id":6,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":13,"id":7,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":4,"id":8,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":7,"id":9,"tolerance":1e-8,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":5,"id":10,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":6,"id":11,"tolerance":1e-8,"twin_halfedge":21}],"faces":[{"id":0,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-49","entity":"cut-49","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}},{"id":1,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-49","entity":"cut-49","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":2,"key":"left","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-49","entity":"cut-49","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.40000001,"lo":-1e-8}]}},{"id":3,"key":"right","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-49","entity":"cut-49","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.40000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":4,"key":"front","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-49","entity":"cut-49","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":5,"key":"back","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cut-49","entity":"cut-49","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":2,"twin":11,"wire_ref":null},{"edge":5,"face":0,"from":2,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":3,"twin":23,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":16,"wire_ref":null},{"edge":8,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":18,"wire_ref":null},{"edge":10,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":7,"twin":14,"wire_ref":null},{"edge":11,"face":1,"from":7,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":6,"twin":21,"wire_ref":null},{"edge":9,"face":1,"from":6,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":9,"wire_ref":null},{"edge":2,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":4,"twin":19,"wire_ref":null},{"edge":9,"face":2,"from":4,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":6,"twin":7,"wire_ref":null},{"edge":6,"face":2,"from":6,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":2,"twin":20,"wire_ref":null},{"edge":1,"face":2,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":0,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":3,"twin":2,"wire_ref":null},{"edge":7,"face":3,"from":3,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":7,"twin":22,"wire_ref":null},{"edge":10,"face":3,"from":7,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":17,"wire_ref":null},{"edge":0,"face":4,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":1,"twin":3,"wire_ref":null},{"edge":4,"face":4,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":5,"twin":15,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":4,"twin":4,"wire_ref":null},{"edge":2,"face":4,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":0,"twin":8,"wire_ref":null},{"edge":6,"face":5,"from":2,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":6,"twin":10,"wire_ref":null},{"edge":11,"face":5,"from":6,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":7,"twin":6,"wire_ref":null},{"edge":7,"face":5,"from":7,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":3,"twin":13,"wire_ref":null},{"edge":5,"face":5,"from":3,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":2,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[26.650000000000006,0.0,0.2],"tolerance":1e-8},{"id":1,"outgoing_halfedge":3,"position":[27.150000000000006,0.0,0.2],"tolerance":1e-8},{"id":2,"outgoing_halfedge":1,"position":[26.650000000000006,0.0,-0.2],"tolerance":1e-8},{"id":3,"outgoing_halfedge":2,"position":[27.150000000000006,0.0,-0.2],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[26.650000000000006,2.0,0.2],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[27.150000000000006,2.0,0.2],"tolerance":1e-8},{"id":6,"outgoing_halfedge":7,"position":[26.650000000000006,2.0,-0.2],"tolerance":1e-8},{"id":7,"outgoing_halfedge":6,"position":[27.150000000000006,2.0,-0.2],"tolerance":1e-8}],"wires":[]}}],"handlers":["subtract_planar_cutters","boolean_rectilinear"],"host":{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-30.0,0.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-30.0,3.0,0.1]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-30.0,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[30.0,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[30.0,3.0,0.1]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[30.0,0.0,0.1]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[30.0,0.0,-0.1]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[30.0,3.0,-0.1]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[30.0,0.0,-0.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[-30.0,0.0,-0.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[-30.0,3.0,-0.1]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-30.0,0.0,-0.1]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[-30.0,-0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[30.0,-0.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[30.0,0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[-30.0,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-30.0,-0.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[30.0,-0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[30.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-30.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[60.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.2,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[60.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.2,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,0.1],"x":[0.0,0.0,-1.0],"y":[0.0,1.0,0.0],"z":[1.0,-0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,-0.1],"x":[0.0,0.0,1.0],"y":[0.0,1.0,-0.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"wall","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":60.0,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-8,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":60.0,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-8,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-8,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":60.0,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":60.0,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-8,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":30.00000001,"lo":-30.00000001},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"wall","entity":"wall","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":30.00000001,"lo":-30.00000001},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":60.00000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"wall","entity":"wall","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.20000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":60.00000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"wall","entity":"wall","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.20000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[-30.0,0.0,0.1],"tolerance":1e-8},{"id":1,"outgoing_halfedge":7,"position":[30.0,0.0,0.1],"tolerance":1e-8},{"id":2,"outgoing_halfedge":6,"position":[30.0,0.0,-0.1],"tolerance":1e-8},{"id":3,"outgoing_halfedge":5,"position":[-30.0,0.0,-0.1],"tolerance":1e-8},{"id":4,"outgoing_halfedge":0,"position":[-30.0,3.0,0.1],"tolerance":1e-8},{"id":5,"outgoing_halfedge":1,"position":[30.0,3.0,0.1],"tolerance":1e-8},{"id":6,"outgoing_halfedge":2,"position":[30.0,3.0,-0.1],"tolerance":1e-8},{"id":7,"outgoing_halfedge":3,"position":[-30.0,3.0,-0.1],"tolerance":1e-8}],"wires":[]}},"result":{"brep":{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-30.0,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-27.25,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-30.0,3.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-30.0,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-30.0,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-27.25,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-30.0,2.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-30.0,3.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-30.0,2.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-30.0,3.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-27.25,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-30.0,0.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-27.25,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-30.0,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-27.25,2.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-30.0,0.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-30.0,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-30.0,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-27.25,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-27.25,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-27.25,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-26.75,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-27.25,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-27.25,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-26.75,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-27.25,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-26.75,3.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-26.75,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-26.75,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-26.15,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-26.75,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-26.75,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-26.15,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-26.75,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-26.15,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-26.75,0.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-26.15,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-26.75,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-26.15,2.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-26.75,0.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-26.75,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-26.75,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-26.15,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-26.15,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-26.15,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-25.65,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-26.15,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-26.15,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-25.65,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-26.15,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-25.65,3.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-25.65,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-25.65,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-25.05,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-25.65,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-25.65,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-25.05,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-25.65,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-25.05,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-25.65,0.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-25.05,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-25.65,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-25.05,2.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-25.65,0.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-25.65,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-25.65,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-25.05,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-25.05,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-25.05,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-24.55,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-25.05,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-25.05,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-24.55,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-25.05,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-24.55,3.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-24.55,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-24.55,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-23.95,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-24.55,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-24.55,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-23.95,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-24.55,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-23.95,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-24.55,0.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-23.95,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-24.55,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-23.95,2.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-24.55,0.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-24.55,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-24.55,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-23.95,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-23.95,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-23.95,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-23.45,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-23.95,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-23.95,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-23.45,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-23.95,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-23.45,3.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-23.45,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-23.45,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-22.85,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-23.45,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-23.45,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-22.85,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-23.45,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-22.85,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-23.45,0.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-22.85,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-23.45,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-22.85,2.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-23.45,0.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-23.45,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-23.45,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-22.85,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-22.85,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-22.85,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-22.35,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-22.85,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-22.85,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-22.35,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-22.85,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-22.35,3.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-22.35,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-22.35,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-21.75,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-22.35,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-22.35,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-21.75,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-22.35,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-21.75,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-22.35,0.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-21.75,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-22.35,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-21.75,2.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-22.35,0.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-22.35,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-22.35,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-21.75,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-21.75,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-21.75,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-21.25,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-21.75,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-21.75,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-21.25,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-21.75,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-21.25,3.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-21.25,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-21.25,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-20.65,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-21.25,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-21.25,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-20.65,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-21.25,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-20.65,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-21.25,0.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-20.65,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-21.25,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-20.65,2.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-21.25,0.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-21.25,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-21.25,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-20.65,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-20.65,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-20.65,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-20.15,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-20.65,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-20.65,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-20.15,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-20.65,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-20.15,3.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-20.15,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-20.15,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-19.549999999999997,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-20.15,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-20.15,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-19.549999999999997,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-20.15,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-19.549999999999997,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-20.15,0.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-19.549999999999997,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-20.15,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-19.549999999999997,2.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-20.15,0.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-20.15,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-20.15,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-19.549999999999997,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-19.549999999999997,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-19.549999999999997,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-19.049999999999997,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-19.549999999999997,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-19.549999999999997,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-19.049999999999997,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-19.549999999999997,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-19.049999999999997,3.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-19.049999999999997,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-19.049999999999997,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-18.45,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-19.049999999999997,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-19.049999999999997,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-18.45,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-19.049999999999997,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-18.45,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-19.049999999999997,0.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-18.45,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-19.049999999999997,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-18.45,2.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-19.049999999999997,0.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-19.049999999999997,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-19.049999999999997,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-18.45,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-18.45,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-18.45,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-17.95,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-18.45,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-18.45,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-17.95,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-18.45,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-17.95,3.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-17.95,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-17.95,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-17.35,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-17.95,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-17.95,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-17.35,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-17.95,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-17.35,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-17.95,0.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-17.35,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-17.95,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-17.35,2.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-17.95,0.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-17.95,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-17.95,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-17.35,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-17.35,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-17.35,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-16.85,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-17.35,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-17.35,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-16.85,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-17.35,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-16.85,3.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-16.85,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-16.85,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-16.25,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-16.85,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-16.85,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-16.25,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-16.85,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-16.25,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-16.85,0.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-16.25,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-16.85,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-16.25,2.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-16.85,0.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-16.85,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-16.85,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-16.25,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-16.25,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-16.25,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-15.75,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-16.25,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-16.25,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-15.75,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-16.25,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-15.75,3.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-15.75,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-15.75,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-15.149999999999999,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-15.75,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-15.75,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-15.149999999999999,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-15.75,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-15.149999999999999,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-15.75,0.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-15.149999999999999,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-15.75,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-15.149999999999999,2.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-15.75,0.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-15.75,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-15.75,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-15.149999999999999,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-15.149999999999999,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-15.149999999999999,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-14.649999999999999,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-15.149999999999999,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-15.149999999999999,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-14.649999999999999,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-15.149999999999999,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-14.649999999999999,3.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-14.649999999999999,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-14.649999999999999,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-14.049999999999999,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-14.649999999999999,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-14.649999999999999,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-14.049999999999999,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-14.649999999999999,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-14.049999999999999,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-14.649999999999999,0.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-14.049999999999999,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-14.649999999999999,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-14.049999999999999,2.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-14.649999999999999,0.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-14.649999999999999,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-14.649999999999999,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-14.049999999999999,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-14.049999999999999,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-14.049999999999999,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-13.549999999999997,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-14.049999999999999,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-14.049999999999999,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-13.549999999999997,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-14.049999999999999,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-13.549999999999997,3.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-13.549999999999997,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-13.549999999999997,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-12.95,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-13.549999999999997,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-13.549999999999997,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-12.95,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-13.549999999999997,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-12.95,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-13.549999999999997,0.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-12.95,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-13.549999999999997,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-12.95,2.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-13.549999999999997,0.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-13.549999999999997,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-13.549999999999997,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-12.95,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-12.95,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-12.95,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-12.45,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-12.95,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-12.95,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-12.45,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-12.95,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-12.45,3.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-12.45,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-12.45,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-11.849999999999998,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-12.45,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-12.45,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-11.849999999999998,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-12.45,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-11.849999999999998,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-12.45,0.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-11.849999999999998,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-12.45,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-11.849999999999998,2.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-12.45,0.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-12.45,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-12.45,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-11.849999999999998,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-11.849999999999998,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-11.849999999999998,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-11.349999999999998,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-11.849999999999998,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-11.849999999999998,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-11.349999999999998,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-11.849999999999998,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-11.349999999999998,3.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-11.349999999999998,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-11.349999999999998,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-10.75,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-11.349999999999998,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-11.349999999999998,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-10.75,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-11.349999999999998,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-10.75,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-11.349999999999998,0.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-10.75,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-11.349999999999998,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-10.75,2.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-11.349999999999998,0.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-11.349999999999998,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-11.349999999999998,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-10.75,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-10.75,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-10.75,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-10.25,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-10.75,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-10.75,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-10.25,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-10.75,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-10.25,3.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-10.25,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-10.25,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-9.649999999999999,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-10.25,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-10.25,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-9.649999999999999,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-10.25,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-9.649999999999999,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-10.25,0.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-9.649999999999999,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-10.25,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-9.649999999999999,2.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-10.25,0.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-10.25,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-10.25,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-9.649999999999999,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-9.649999999999999,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-9.649999999999999,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-9.149999999999999,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-9.649999999999999,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-9.649999999999999,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-9.149999999999999,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-9.649999999999999,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-9.149999999999999,3.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-9.149999999999999,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-9.149999999999999,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-8.549999999999997,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-9.149999999999999,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-9.149999999999999,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-8.549999999999997,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-9.149999999999999,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-8.549999999999997,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-9.149999999999999,0.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-8.549999999999997,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-9.149999999999999,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-8.549999999999997,2.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-9.149999999999999,0.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-9.149999999999999,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-9.149999999999999,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-8.549999999999997,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-8.549999999999997,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-8.549999999999997,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-8.049999999999997,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-8.549999999999997,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-8.549999999999997,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-8.049999999999997,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-8.549999999999997,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-8.049999999999997,3.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-8.049999999999997,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-8.049999999999997,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-7.449999999999999,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-8.049999999999997,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-8.049999999999997,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-7.449999999999999,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-8.049999999999997,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-7.449999999999999,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-8.049999999999997,0.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-7.449999999999999,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-8.049999999999997,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-7.449999999999999,2.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-8.049999999999997,0.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-8.049999999999997,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-8.049999999999997,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-7.449999999999999,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-7.449999999999999,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-7.449999999999999,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-6.949999999999999,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-7.449999999999999,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-7.449999999999999,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-6.949999999999999,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-7.449999999999999,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-6.949999999999999,3.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-6.949999999999999,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-6.949999999999999,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-6.349999999999998,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-6.949999999999999,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-6.949999999999999,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-6.349999999999998,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-6.949999999999999,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-6.349999999999998,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-6.949999999999999,0.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-6.349999999999998,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-6.949999999999999,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-6.349999999999998,2.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-6.949999999999999,0.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-6.949999999999999,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-6.949999999999999,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-6.349999999999998,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-6.349999999999998,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-6.349999999999998,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-5.849999999999998,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-6.349999999999998,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-6.349999999999998,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-5.849999999999998,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-6.349999999999998,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-5.849999999999998,3.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-5.849999999999998,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-5.849999999999998,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-5.25,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-5.849999999999998,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-5.849999999999998,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-5.25,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-5.849999999999998,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-5.25,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-5.849999999999998,0.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-5.25,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-5.849999999999998,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-5.25,2.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-5.849999999999998,0.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-5.849999999999998,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-5.849999999999998,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-5.25,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-5.25,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-5.25,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-4.75,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-5.25,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-5.25,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-4.75,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-5.25,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-4.75,3.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-4.75,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-4.75,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-4.149999999999999,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-4.75,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-4.75,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-4.149999999999999,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-4.75,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-4.149999999999999,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-4.75,0.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-4.149999999999999,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-4.75,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-4.149999999999999,2.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-4.75,0.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-4.75,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-4.75,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-4.149999999999999,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-4.149999999999999,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-4.149999999999999,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-3.6499999999999986,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-4.149999999999999,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-4.149999999999999,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-3.6499999999999986,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-4.149999999999999,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-3.6499999999999986,3.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-3.6499999999999986,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-3.6499999999999986,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-3.049999999999997,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-3.6499999999999986,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-3.6499999999999986,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-3.049999999999997,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-3.6499999999999986,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-3.049999999999997,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-3.6499999999999986,0.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-3.049999999999997,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-3.6499999999999986,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-3.049999999999997,2.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-3.6499999999999986,0.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-3.6499999999999986,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-3.6499999999999986,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-3.049999999999997,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-3.049999999999997,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-3.049999999999997,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-2.549999999999997,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-3.049999999999997,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-3.049999999999997,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-2.549999999999997,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-3.049999999999997,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-2.549999999999997,3.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-2.549999999999997,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-2.549999999999997,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-1.9499999999999993,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-2.549999999999997,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-2.549999999999997,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-1.9499999999999993,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-2.549999999999997,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-1.9499999999999993,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-2.549999999999997,0.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-1.9499999999999993,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-2.549999999999997,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-1.9499999999999993,2.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-2.549999999999997,0.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-2.549999999999997,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-2.549999999999997,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-1.9499999999999993,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-1.9499999999999993,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-1.9499999999999993,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-1.4499999999999993,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-1.9499999999999993,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-1.9499999999999993,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-1.4499999999999993,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-1.9499999999999993,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-1.4499999999999993,3.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-1.4499999999999993,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-1.4499999999999993,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-0.8499999999999979,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-1.4499999999999993,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-1.4499999999999993,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-0.8499999999999979,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-1.4499999999999993,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-0.8499999999999979,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-1.4499999999999993,0.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-0.8499999999999979,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-1.4499999999999993,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-0.8499999999999979,2.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-1.4499999999999993,0.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-1.4499999999999993,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-1.4499999999999993,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-0.8499999999999979,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-0.8499999999999979,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-0.8499999999999979,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-0.34999999999999787,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-0.8499999999999979,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-0.8499999999999979,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-0.34999999999999787,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-0.8499999999999979,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-0.34999999999999787,3.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-0.34999999999999787,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-0.34999999999999787,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.25000000000000355,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-0.34999999999999787,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-0.34999999999999787,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.25000000000000355,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-0.34999999999999787,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.25000000000000355,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-0.34999999999999787,0.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.25000000000000355,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-0.34999999999999787,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.25000000000000355,2.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-0.34999999999999787,0.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-0.34999999999999787,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-0.34999999999999787,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.25000000000000355,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.25000000000000355,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.25000000000000355,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.7500000000000036,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.25000000000000355,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.25000000000000355,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.7500000000000036,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.25000000000000355,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.7500000000000036,3.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.7500000000000036,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.7500000000000036,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[1.3500000000000014,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.7500000000000036,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.7500000000000036,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[1.3500000000000014,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.7500000000000036,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[1.3500000000000014,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.7500000000000036,0.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[1.3500000000000014,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.7500000000000036,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[1.3500000000000014,2.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.7500000000000036,0.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.7500000000000036,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.7500000000000036,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[1.3500000000000014,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[1.3500000000000014,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.3500000000000014,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[1.8500000000000014,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.3500000000000014,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.3500000000000014,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[1.8500000000000014,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.3500000000000014,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[1.8500000000000014,3.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[1.8500000000000014,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.8500000000000014,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.450000000000003,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.8500000000000014,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.8500000000000014,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.450000000000003,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.8500000000000014,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[2.450000000000003,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.8500000000000014,0.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.450000000000003,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[1.8500000000000014,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.450000000000003,2.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.8500000000000014,0.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[1.8500000000000014,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[1.8500000000000014,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[2.450000000000003,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[2.450000000000003,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.450000000000003,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.950000000000003,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.450000000000003,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.450000000000003,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.950000000000003,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.450000000000003,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[2.950000000000003,3.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[2.950000000000003,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.950000000000003,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[3.5500000000000043,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.950000000000003,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.950000000000003,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[3.5500000000000043,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.950000000000003,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.5500000000000043,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.950000000000003,0.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[3.5500000000000043,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.950000000000003,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[3.5500000000000043,2.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.950000000000003,0.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.950000000000003,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[2.950000000000003,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.5500000000000043,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.5500000000000043,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.5500000000000043,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[4.050000000000004,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.5500000000000043,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.5500000000000043,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[4.050000000000004,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.5500000000000043,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[4.050000000000004,3.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[4.050000000000004,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[4.050000000000004,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[4.650000000000006,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[4.050000000000004,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[4.050000000000004,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[4.650000000000006,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[4.050000000000004,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[4.650000000000006,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[4.050000000000004,0.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[4.650000000000006,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[4.050000000000004,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[4.650000000000006,2.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[4.050000000000004,0.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[4.050000000000004,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[4.050000000000004,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[4.650000000000006,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[4.650000000000006,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[4.650000000000006,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[5.150000000000006,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[4.650000000000006,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[4.650000000000006,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[5.150000000000006,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[4.650000000000006,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[5.150000000000006,3.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[5.150000000000006,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[5.150000000000006,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[5.75,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[5.150000000000006,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[5.150000000000006,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[5.75,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[5.150000000000006,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[5.75,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[5.150000000000006,0.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[5.75,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[5.150000000000006,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[5.75,2.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[5.150000000000006,0.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[5.150000000000006,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[5.150000000000006,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[5.75,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[5.75,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[5.75,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[6.25,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[5.75,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[5.75,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[6.25,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[5.75,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[6.25,3.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[6.25,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[6.25,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[6.850000000000001,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[6.25,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[6.25,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[6.850000000000001,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[6.25,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[6.850000000000001,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[6.25,0.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[6.850000000000001,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[6.25,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[6.850000000000001,2.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[6.25,0.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[6.25,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[6.25,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[6.850000000000001,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[6.850000000000001,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[6.850000000000001,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[7.350000000000001,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[6.850000000000001,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[6.850000000000001,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[7.350000000000001,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[6.850000000000001,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[7.350000000000001,3.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[7.350000000000001,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[7.350000000000001,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[7.950000000000003,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[7.350000000000001,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[7.350000000000001,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[7.950000000000003,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[7.350000000000001,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[7.950000000000003,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[7.350000000000001,0.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[7.950000000000003,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[7.350000000000001,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[7.950000000000003,2.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[7.350000000000001,0.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[7.350000000000001,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[7.350000000000001,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[7.950000000000003,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[7.950000000000003,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[7.950000000000003,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[8.450000000000003,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[7.950000000000003,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[7.950000000000003,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[8.450000000000003,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[7.950000000000003,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[8.450000000000003,3.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[8.450000000000003,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[8.450000000000003,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[9.050000000000004,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[8.450000000000003,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[8.450000000000003,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[9.050000000000004,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[8.450000000000003,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[9.050000000000004,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[8.450000000000003,0.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[9.050000000000004,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[8.450000000000003,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[9.050000000000004,2.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[8.450000000000003,0.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[8.450000000000003,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[8.450000000000003,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[9.050000000000004,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[9.050000000000004,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[9.050000000000004,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[9.550000000000004,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[9.050000000000004,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[9.050000000000004,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[9.550000000000004,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[9.050000000000004,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[9.550000000000004,3.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[9.550000000000004,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[9.550000000000004,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[10.150000000000006,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[9.550000000000004,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[9.550000000000004,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[10.150000000000006,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[9.550000000000004,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[10.150000000000006,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[9.550000000000004,0.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[10.150000000000006,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[9.550000000000004,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[10.150000000000006,2.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[9.550000000000004,0.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[9.550000000000004,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[9.550000000000004,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[10.150000000000006,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[10.150000000000006,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[10.150000000000006,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[10.650000000000006,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[10.150000000000006,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[10.150000000000006,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[10.650000000000006,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[10.150000000000006,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[10.650000000000006,3.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[10.650000000000006,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[10.650000000000006,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[11.25,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[10.650000000000006,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[10.650000000000006,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[11.25,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[10.650000000000006,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[11.25,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[10.650000000000006,0.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[11.25,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[10.650000000000006,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[11.25,2.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[10.650000000000006,0.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[10.650000000000006,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[10.650000000000006,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[11.25,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[11.25,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[11.25,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[11.75,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[11.25,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[11.25,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[11.75,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[11.25,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[11.75,3.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[11.75,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[11.75,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[12.350000000000001,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[11.75,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[11.75,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[12.350000000000001,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[11.75,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[12.350000000000001,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[11.75,0.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[12.350000000000001,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[11.75,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[12.350000000000001,2.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[11.75,0.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[11.75,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[11.75,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[12.350000000000001,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[12.350000000000001,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[12.350000000000001,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[12.850000000000001,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[12.350000000000001,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[12.350000000000001,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[12.850000000000001,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[12.350000000000001,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[12.850000000000001,3.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[12.850000000000001,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[12.850000000000001,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[13.450000000000003,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[12.850000000000001,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[12.850000000000001,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[13.450000000000003,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[12.850000000000001,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[13.450000000000003,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[12.850000000000001,0.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[13.450000000000003,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[12.850000000000001,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[13.450000000000003,2.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[12.850000000000001,0.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[12.850000000000001,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[12.850000000000001,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[13.450000000000003,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[13.450000000000003,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[13.450000000000003,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[13.950000000000003,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[13.450000000000003,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[13.450000000000003,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[13.950000000000003,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[13.450000000000003,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[13.950000000000003,3.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[13.950000000000003,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[13.950000000000003,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[14.550000000000004,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[13.950000000000003,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[13.950000000000003,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[14.550000000000004,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[13.950000000000003,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[14.550000000000004,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[13.950000000000003,0.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[14.550000000000004,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[13.950000000000003,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[14.550000000000004,2.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[13.950000000000003,0.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[13.950000000000003,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[13.950000000000003,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[14.550000000000004,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[14.550000000000004,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[14.550000000000004,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[15.050000000000004,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[14.550000000000004,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[14.550000000000004,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[15.050000000000004,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[14.550000000000004,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[15.050000000000004,3.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[15.050000000000004,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[15.050000000000004,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[15.650000000000006,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[15.050000000000004,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[15.050000000000004,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[15.650000000000006,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[15.050000000000004,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[15.650000000000006,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[15.050000000000004,0.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[15.650000000000006,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[15.050000000000004,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[15.650000000000006,2.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[15.050000000000004,0.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[15.050000000000004,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[15.050000000000004,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[15.650000000000006,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[15.650000000000006,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[15.650000000000006,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[16.150000000000006,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[15.650000000000006,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[15.650000000000006,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[16.150000000000006,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[15.650000000000006,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[16.150000000000006,3.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[16.150000000000006,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[16.150000000000006,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[16.75,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[16.150000000000006,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[16.150000000000006,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[16.75,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[16.150000000000006,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[16.75,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[16.150000000000006,0.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[16.75,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[16.150000000000006,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[16.75,2.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[16.150000000000006,0.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[16.150000000000006,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[16.150000000000006,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[16.75,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[16.75,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[16.75,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[17.25,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[16.75,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[16.75,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[17.25,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[16.75,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[17.25,3.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[17.25,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[17.25,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[17.85,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[17.25,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[17.25,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[17.85,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[17.25,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[17.85,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[17.25,0.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[17.85,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[17.25,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[17.85,2.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[17.25,0.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[17.25,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[17.25,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[17.85,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[17.85,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[17.85,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[18.35,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[17.85,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[17.85,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[18.35,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[17.85,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[18.35,3.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[18.35,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[18.35,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[18.950000000000003,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[18.35,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[18.35,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[18.950000000000003,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[18.35,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[18.950000000000003,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[18.35,0.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[18.950000000000003,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[18.35,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[18.950000000000003,2.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[18.35,0.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[18.35,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[18.35,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[18.950000000000003,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[18.950000000000003,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[18.950000000000003,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[19.450000000000003,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[18.950000000000003,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[18.950000000000003,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[19.450000000000003,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[18.950000000000003,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[19.450000000000003,3.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[19.450000000000003,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[19.450000000000003,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[20.050000000000004,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[19.450000000000003,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[19.450000000000003,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[20.050000000000004,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[19.450000000000003,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[20.050000000000004,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[19.450000000000003,0.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[20.050000000000004,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[19.450000000000003,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[20.050000000000004,2.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[19.450000000000003,0.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[19.450000000000003,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[19.450000000000003,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[20.050000000000004,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[20.050000000000004,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[20.050000000000004,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[20.550000000000004,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[20.050000000000004,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[20.050000000000004,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[20.550000000000004,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[20.050000000000004,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[20.550000000000004,3.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[20.550000000000004,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[20.550000000000004,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[21.150000000000006,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[20.550000000000004,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[20.550000000000004,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[21.150000000000006,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[20.550000000000004,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[21.150000000000006,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[20.550000000000004,0.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[21.150000000000006,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[20.550000000000004,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[21.150000000000006,2.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[20.550000000000004,0.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[20.550000000000004,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[20.550000000000004,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[21.150000000000006,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[21.150000000000006,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[21.150000000000006,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[21.650000000000006,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[21.150000000000006,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[21.150000000000006,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[21.650000000000006,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[21.150000000000006,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[21.650000000000006,3.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[21.650000000000006,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[21.650000000000006,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[22.250000000000007,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[21.650000000000006,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[21.650000000000006,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[22.250000000000007,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[21.650000000000006,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[22.250000000000007,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[21.650000000000006,0.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[22.250000000000007,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[21.650000000000006,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[22.250000000000007,2.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[21.650000000000006,0.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[21.650000000000006,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[21.650000000000006,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[22.250000000000007,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[22.250000000000007,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[22.250000000000007,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[22.750000000000007,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[22.250000000000007,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[22.250000000000007,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[22.750000000000007,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[22.250000000000007,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[22.750000000000007,3.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[22.750000000000007,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[22.750000000000007,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[23.35,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[22.750000000000007,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[22.750000000000007,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[23.35,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[22.750000000000007,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[23.35,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[22.750000000000007,0.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[23.35,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[22.750000000000007,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[23.35,2.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[22.750000000000007,0.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[22.750000000000007,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[22.750000000000007,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[23.35,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[23.35,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[23.35,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[23.85,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[23.35,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[23.35,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[23.85,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[23.35,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[23.85,3.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[23.85,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[23.85,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[24.450000000000003,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[23.85,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[23.85,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[24.450000000000003,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[23.85,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[24.450000000000003,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[23.85,0.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[24.450000000000003,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[23.85,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[24.450000000000003,2.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[23.85,0.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[23.85,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[23.85,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[24.450000000000003,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[24.450000000000003,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[24.450000000000003,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[24.950000000000003,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[24.450000000000003,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[24.450000000000003,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[24.950000000000003,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[24.450000000000003,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[24.950000000000003,3.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[24.950000000000003,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[24.950000000000003,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[25.550000000000004,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[24.950000000000003,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[24.950000000000003,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[25.550000000000004,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[24.950000000000003,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[25.550000000000004,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[24.950000000000003,0.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[25.550000000000004,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[24.950000000000003,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[25.550000000000004,2.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[24.950000000000003,0.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[24.950000000000003,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[24.950000000000003,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[25.550000000000004,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[25.550000000000004,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[25.550000000000004,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[26.050000000000004,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[25.550000000000004,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[25.550000000000004,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[26.050000000000004,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[25.550000000000004,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[26.050000000000004,3.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[26.050000000000004,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[26.050000000000004,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[26.650000000000006,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[26.050000000000004,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[26.050000000000004,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[26.650000000000006,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[26.050000000000004,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[26.650000000000006,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[26.050000000000004,0.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[26.650000000000006,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[26.050000000000004,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[26.650000000000006,2.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[26.050000000000004,0.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[26.050000000000004,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[26.050000000000004,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[26.650000000000006,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[26.650000000000006,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[26.650000000000006,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[27.150000000000006,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[26.650000000000006,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[26.650000000000006,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[27.150000000000006,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[26.650000000000006,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[27.150000000000006,3.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[27.150000000000006,2.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[27.150000000000006,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[30.0,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[27.150000000000006,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[27.150000000000006,3.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[30.0,3.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[27.150000000000006,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[30.0,2.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[30.0,3.0,0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[27.150000000000006,0.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[30.0,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[27.150000000000006,2.0,0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[30.0,2.0,-0.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[27.150000000000006,0.0,-0.1]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[27.150000000000006,2.0,-0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[27.150000000000006,0.0,0.1]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[30.0,0.0,0.1]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[2.75,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[60.0,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[57.25,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[60.0,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[60.0,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.2,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.2,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.2,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-27.25,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-30.0,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-30.0,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-30.0,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[2.75,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[60.0,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[57.25,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[60.0,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[60.0,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.2,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.2,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.2,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[-30.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-30.0,-0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[-27.25,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-30.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.75,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[3.25,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.75,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[2.75,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[57.25,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[56.75,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[57.25,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[57.25,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-26.75,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-27.25,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-27.25,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-27.25,-0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[3.25,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[3.8500000000000014,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[3.25,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[3.25,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[56.75,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[56.15,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[56.75,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[56.75,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-26.15,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-26.75,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-26.75,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-26.75,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[3.25,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[3.8500000000000014,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[3.25,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[3.25,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[56.75,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[56.15,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[56.75,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[56.75,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.30000000000000004,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[-26.75,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-26.75,-0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[-26.15,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-26.75,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[3.8500000000000014,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[4.350000000000001,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[3.8500000000000014,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[3.8500000000000014,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[56.15,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[55.65,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[56.15,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[56.15,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-25.65,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-26.15,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-26.15,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-26.15,-0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[4.350000000000001,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[4.949999999999999,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[4.350000000000001,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[4.350000000000001,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[55.65,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[55.05,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[55.65,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[55.65,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-25.05,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-25.65,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-25.65,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-25.65,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[4.350000000000001,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[4.949999999999999,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[4.350000000000001,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[4.350000000000001,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[55.65,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[55.05,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[55.65,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[55.65,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.30000000000000004,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[-25.65,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-25.65,-0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[-25.05,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-25.65,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[4.949999999999999,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[5.449999999999999,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[4.949999999999999,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[4.949999999999999,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[55.05,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[54.55,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[55.05,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[55.05,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-24.55,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-25.05,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-25.05,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-25.05,-0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[5.449999999999999,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[6.050000000000001,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[5.449999999999999,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[5.449999999999999,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[54.55,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[53.95,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[54.55,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[54.55,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-23.95,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-24.55,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-24.55,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-24.55,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[5.449999999999999,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[6.050000000000001,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[5.449999999999999,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[5.449999999999999,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[54.55,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[53.95,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[54.55,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[54.55,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.30000000000000004,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[-24.55,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-24.55,-0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[-23.95,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-24.55,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[6.050000000000001,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[6.550000000000001,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[6.050000000000001,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[6.050000000000001,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[53.95,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[53.45,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[53.95,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[53.95,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-23.45,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-23.95,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-23.95,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-23.95,-0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[6.550000000000001,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[7.149999999999999,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[6.550000000000001,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[6.550000000000001,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[53.45,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[52.85,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[53.45,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[53.45,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-22.85,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-23.45,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-23.45,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-23.45,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[6.550000000000001,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[7.149999999999999,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[6.550000000000001,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[6.550000000000001,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[53.45,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[52.85,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[53.45,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[53.45,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.30000000000000004,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[-23.45,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-23.45,-0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[-22.85,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-23.45,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[7.149999999999999,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[7.649999999999999,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[7.149999999999999,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[7.149999999999999,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[52.85,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[52.35,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[52.85,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[52.85,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-22.35,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-22.85,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-22.85,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-22.85,-0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[7.649999999999999,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[8.25,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[7.649999999999999,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[7.649999999999999,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[52.35,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[51.75,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[52.35,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[52.35,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-21.75,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-22.35,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-22.35,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-22.35,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[7.649999999999999,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[8.25,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[7.649999999999999,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[7.649999999999999,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[52.35,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[51.75,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[52.35,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[52.35,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.30000000000000004,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[-22.35,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-22.35,-0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[-21.75,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-22.35,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[8.25,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[8.75,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[8.25,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[8.25,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[51.75,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[51.25,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[51.75,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[51.75,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-21.25,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-21.75,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-21.75,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-21.75,-0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[8.75,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[9.350000000000001,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[8.75,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[8.75,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[51.25,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[50.65,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[51.25,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[51.25,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-20.65,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-21.25,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-21.25,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-21.25,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[8.75,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[9.350000000000001,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[8.75,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[8.75,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[51.25,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[50.65,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[51.25,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[51.25,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.30000000000000004,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[-21.25,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-21.25,-0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[-20.65,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-21.25,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[9.350000000000001,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[9.850000000000001,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[9.350000000000001,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[9.350000000000001,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[50.65,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[50.15,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[50.65,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[50.65,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-20.15,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-20.65,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-20.65,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-20.65,-0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[9.850000000000001,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[10.450000000000003,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[9.850000000000001,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[9.850000000000001,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[50.15,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[49.55,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[50.15,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[50.15,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-19.549999999999997,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-20.15,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-20.15,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-20.15,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[9.850000000000001,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[10.450000000000003,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[9.850000000000001,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[9.850000000000001,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[50.15,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[49.55,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[50.15,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[50.15,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.30000000000000004,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[-20.15,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-20.15,-0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[-19.549999999999997,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-20.15,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[10.450000000000003,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[10.950000000000003,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[10.450000000000003,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[10.450000000000003,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[49.55,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[49.05,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[49.55,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[49.55,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-19.049999999999997,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-19.549999999999997,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-19.549999999999997,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-19.549999999999997,-0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[10.950000000000003,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[11.55,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[10.950000000000003,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[10.950000000000003,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[49.05,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[48.45,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[49.05,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[49.05,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-18.45,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-19.049999999999997,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-19.049999999999997,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-19.049999999999997,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[10.950000000000003,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[11.55,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[10.950000000000003,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[10.950000000000003,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[49.05,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[48.45,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[49.05,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[49.05,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.30000000000000004,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[-19.049999999999997,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-19.049999999999997,-0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[-18.45,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-19.049999999999997,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[11.55,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[12.05,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[11.55,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[11.55,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[48.45,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[47.95,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[48.45,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[48.45,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-17.95,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-18.45,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-18.45,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-18.45,-0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[12.05,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[12.649999999999999,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[12.05,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[12.05,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[47.95,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[47.35,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[47.95,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[47.95,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-17.35,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-17.95,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-17.95,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-17.95,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[12.05,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[12.649999999999999,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[12.05,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[12.05,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[47.95,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[47.35,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[47.95,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[47.95,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.30000000000000004,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[-17.95,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-17.95,-0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[-17.35,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-17.95,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[12.649999999999999,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[13.149999999999999,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[12.649999999999999,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[12.649999999999999,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[47.35,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[46.85,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[47.35,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[47.35,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-16.85,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-17.35,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-17.35,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-17.35,-0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[13.149999999999999,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[13.75,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[13.149999999999999,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[13.149999999999999,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[46.85,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[46.25,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[46.85,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[46.85,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-16.25,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-16.85,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-16.85,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-16.85,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[13.149999999999999,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[13.75,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[13.149999999999999,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[13.149999999999999,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[46.85,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[46.25,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[46.85,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[46.85,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.30000000000000004,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[-16.85,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-16.85,-0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[-16.25,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-16.85,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[13.75,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[14.25,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[13.75,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[13.75,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[46.25,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[45.75,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[46.25,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[46.25,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-15.75,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-16.25,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-16.25,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-16.25,-0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[14.25,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[14.850000000000001,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[14.25,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[14.25,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[45.75,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[45.15,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[45.75,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[45.75,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-15.149999999999999,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-15.75,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-15.75,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-15.75,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[14.25,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[14.850000000000001,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[14.25,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[14.25,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[45.75,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[45.15,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[45.75,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[45.75,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.30000000000000004,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[-15.75,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-15.75,-0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[-15.149999999999999,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-15.75,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[14.850000000000001,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[15.350000000000001,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[14.850000000000001,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[14.850000000000001,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[45.15,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[44.65,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[45.15,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[45.15,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-14.649999999999999,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-15.149999999999999,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-15.149999999999999,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-15.149999999999999,-0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[15.350000000000001,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[15.950000000000001,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[15.350000000000001,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[15.350000000000001,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[44.65,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[44.05,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[44.65,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[44.65,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-14.049999999999999,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-14.649999999999999,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-14.649999999999999,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-14.649999999999999,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[15.350000000000001,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[15.950000000000001,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[15.350000000000001,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[15.350000000000001,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[44.65,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[44.05,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[44.65,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[44.65,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.30000000000000004,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[-14.649999999999999,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-14.649999999999999,-0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[-14.049999999999999,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-14.649999999999999,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[15.950000000000001,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[16.450000000000003,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[15.950000000000001,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[15.950000000000001,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[44.05,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[43.55,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[44.05,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[44.05,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-13.549999999999997,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-14.049999999999999,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-14.049999999999999,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-14.049999999999999,-0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5000000000000018,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[16.450000000000003,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[17.05,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[16.450000000000003,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[16.450000000000003,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[43.55,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[42.95,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[43.55,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[43.55,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-12.95,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-13.549999999999997,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-13.549999999999997,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-13.549999999999997,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[16.450000000000003,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[17.05,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[16.450000000000003,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[16.450000000000003,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[43.55,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[42.95,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[43.55,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[43.55,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.30000000000000004,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[-13.549999999999997,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-13.549999999999997,-0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[-12.95,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-13.549999999999997,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[17.05,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[17.55,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[17.05,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[17.05,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[42.95,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[42.45,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[42.95,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[42.95,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-12.45,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-12.95,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-12.95,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-12.95,-0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[17.55,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[18.150000000000002,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[17.55,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[17.55,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[42.45,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[41.849999999999994,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[42.45,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[42.45,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-11.849999999999998,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-12.45,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-12.45,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-12.45,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[17.55,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[18.150000000000002,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[17.55,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[17.55,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[42.45,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[41.849999999999994,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[42.45,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[42.45,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.30000000000000004,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[-12.45,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-12.45,-0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[-11.849999999999998,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-12.45,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[18.150000000000002,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[18.650000000000002,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[18.150000000000002,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[18.150000000000002,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[41.849999999999994,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[41.349999999999994,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[41.849999999999994,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[41.849999999999994,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-11.349999999999998,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-11.849999999999998,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-11.849999999999998,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-11.849999999999998,-0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[18.650000000000002,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[19.25,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[18.650000000000002,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[18.650000000000002,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[41.349999999999994,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[40.75,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[41.349999999999994,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[41.349999999999994,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-10.75,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-11.349999999999998,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-11.349999999999998,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-11.349999999999998,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[18.650000000000002,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[19.25,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[18.650000000000002,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[18.650000000000002,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[41.349999999999994,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[40.75,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[41.349999999999994,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[41.349999999999994,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.30000000000000004,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[-11.349999999999998,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-11.349999999999998,-0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[-10.75,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-11.349999999999998,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[19.25,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[19.75,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[19.25,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[19.25,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[40.75,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[40.25,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[40.75,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[40.75,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-10.25,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-10.75,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-10.75,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-10.75,-0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[19.75,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[20.35,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[19.75,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[19.75,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[40.25,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[39.65,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[40.25,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[40.25,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-9.649999999999999,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-10.25,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-10.25,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-10.25,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[19.75,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[20.35,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[19.75,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[19.75,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[40.25,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[39.65,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[40.25,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[40.25,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.30000000000000004,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[-10.25,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-10.25,-0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[-9.649999999999999,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-10.25,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[20.35,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[20.85,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[20.35,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[20.35,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[39.65,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[39.15,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[39.65,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[39.65,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-9.149999999999999,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-9.649999999999999,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-9.649999999999999,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-9.649999999999999,-0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[20.85,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[21.450000000000003,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[20.85,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[20.85,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[39.15,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[38.55,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[39.15,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[39.15,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-8.549999999999997,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-9.149999999999999,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-9.149999999999999,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-9.149999999999999,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[20.85,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[21.450000000000003,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[20.85,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[20.85,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[39.15,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[38.55,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[39.15,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[39.15,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.30000000000000004,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[-9.149999999999999,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-9.149999999999999,-0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[-8.549999999999997,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-9.149999999999999,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[21.450000000000003,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[21.950000000000003,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[21.450000000000003,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[21.450000000000003,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[38.55,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[38.05,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[38.55,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[38.55,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-8.049999999999997,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-8.549999999999997,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-8.549999999999997,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-8.549999999999997,-0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[21.950000000000003,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[22.55,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[21.950000000000003,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[21.950000000000003,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[38.05,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[37.45,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[38.05,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[38.05,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-7.449999999999999,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-8.049999999999997,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-8.049999999999997,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-8.049999999999997,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[21.950000000000003,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[22.55,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[21.950000000000003,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[21.950000000000003,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[38.05,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[37.45,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[38.05,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[38.05,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.30000000000000004,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[-8.049999999999997,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-8.049999999999997,-0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[-7.449999999999999,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-8.049999999999997,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[22.55,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[23.05,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[22.55,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[22.55,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[37.45,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[36.95,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[37.45,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[37.45,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-6.949999999999999,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-7.449999999999999,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-7.449999999999999,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-7.449999999999999,-0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[23.05,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[23.650000000000002,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[23.05,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[23.05,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[36.95,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[36.349999999999994,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[36.95,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[36.95,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-6.349999999999998,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-6.949999999999999,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-6.949999999999999,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-6.949999999999999,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[23.05,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[23.650000000000002,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[23.05,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[23.05,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[36.95,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[36.349999999999994,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[36.95,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[36.95,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.30000000000000004,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[-6.949999999999999,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-6.949999999999999,-0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[-6.349999999999998,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-6.949999999999999,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[23.650000000000002,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[24.150000000000002,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[23.650000000000002,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[23.650000000000002,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[36.349999999999994,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[35.849999999999994,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[36.349999999999994,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[36.349999999999994,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-5.849999999999998,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-6.349999999999998,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-6.349999999999998,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-6.349999999999998,-0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[24.150000000000002,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[24.75,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[24.150000000000002,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[24.150000000000002,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[35.849999999999994,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[35.25,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[35.849999999999994,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[35.849999999999994,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-5.25,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-5.849999999999998,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-5.849999999999998,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-5.849999999999998,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[24.150000000000002,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[24.75,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[24.150000000000002,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[24.150000000000002,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[35.849999999999994,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[35.25,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[35.849999999999994,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[35.849999999999994,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.30000000000000004,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[-5.849999999999998,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-5.849999999999998,-0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[-5.25,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-5.849999999999998,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[24.75,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[25.25,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[24.75,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[24.75,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[35.25,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[34.75,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[35.25,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[35.25,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-4.75,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-5.25,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-5.25,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-5.25,-0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[25.25,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[25.85,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[25.25,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[25.25,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[34.75,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[34.15,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[34.75,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[34.75,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-4.149999999999999,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-4.75,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-4.75,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-4.75,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[25.25,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[25.85,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[25.25,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[25.25,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[34.75,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[34.15,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[34.75,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[34.75,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.30000000000000004,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[-4.75,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-4.75,-0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[-4.149999999999999,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-4.75,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[25.85,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[26.35,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[25.85,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[25.85,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[34.15,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[33.65,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[34.15,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[34.15,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-3.6499999999999986,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-4.149999999999999,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-4.149999999999999,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-4.149999999999999,-0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[26.35,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[26.950000000000003,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[26.35,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[26.35,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[33.65,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[33.05,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[33.65,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[33.65,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-3.049999999999997,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-3.6499999999999986,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-3.6499999999999986,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-3.6499999999999986,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[26.35,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[26.950000000000003,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[26.35,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[26.35,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[33.65,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[33.05,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[33.65,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[33.65,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.30000000000000004,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[-3.6499999999999986,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-3.6499999999999986,-0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[-3.049999999999997,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-3.6499999999999986,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[26.950000000000003,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[27.450000000000003,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[26.950000000000003,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[26.950000000000003,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[33.05,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[32.55,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[33.05,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[33.05,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-2.549999999999997,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-3.049999999999997,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-3.049999999999997,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-3.049999999999997,-0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[27.450000000000003,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[28.05,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[27.450000000000003,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[27.450000000000003,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[32.55,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[31.95,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[32.55,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[32.55,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-1.9499999999999993,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-2.549999999999997,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-2.549999999999997,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-2.549999999999997,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[27.450000000000003,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[28.05,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[27.450000000000003,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[27.450000000000003,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[32.55,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[31.95,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[32.55,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[32.55,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.30000000000000004,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[-2.549999999999997,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-2.549999999999997,-0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[-1.9499999999999993,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-2.549999999999997,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[28.05,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[28.55,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[28.05,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[28.05,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[31.95,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[31.45,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[31.95,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[31.95,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-1.4499999999999993,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-1.9499999999999993,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-1.9499999999999993,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-1.9499999999999993,-0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[28.55,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[29.150000000000002,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[28.55,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[28.55,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[31.45,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[30.849999999999998,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[31.45,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[31.45,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-0.8499999999999979,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-1.4499999999999993,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-1.4499999999999993,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-1.4499999999999993,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[28.55,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[29.150000000000002,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[28.55,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[28.55,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[31.45,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[30.849999999999998,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[31.45,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[31.45,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.30000000000000004,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[-1.4499999999999993,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-1.4499999999999993,-0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[-0.8499999999999979,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-1.4499999999999993,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[29.150000000000002,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[29.650000000000002,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[29.150000000000002,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[29.150000000000002,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[30.849999999999998,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[30.349999999999998,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[30.849999999999998,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[30.849999999999998,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-0.34999999999999787,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-0.8499999999999979,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-0.8499999999999979,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-0.8499999999999979,-0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[29.650000000000002,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[30.250000000000004,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[29.650000000000002,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[29.650000000000002,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[30.349999999999998,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[29.749999999999996,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[30.349999999999998,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[30.349999999999998,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.25000000000000355,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-0.34999999999999787,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-0.34999999999999787,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-0.34999999999999787,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[29.650000000000002,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[30.250000000000004,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[29.650000000000002,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[29.650000000000002,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[30.349999999999998,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[29.749999999999996,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[30.349999999999998,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[30.349999999999998,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.30000000000000004,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[-0.34999999999999787,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-0.34999999999999787,-0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.25000000000000355,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-0.34999999999999787,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[30.250000000000004,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[30.750000000000004,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[30.250000000000004,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[30.250000000000004,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[29.749999999999996,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[29.249999999999996,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[29.749999999999996,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[29.749999999999996,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.7500000000000036,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.25000000000000355,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.25000000000000355,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.25000000000000355,-0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[30.750000000000004,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[31.35,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[30.750000000000004,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[30.750000000000004,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[29.249999999999996,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[28.65,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[29.249999999999996,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[29.249999999999996,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.3500000000000014,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.7500000000000036,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.7500000000000036,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.7500000000000036,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[30.750000000000004,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[31.35,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[30.750000000000004,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[30.750000000000004,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[29.249999999999996,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[28.65,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[29.249999999999996,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[29.249999999999996,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.30000000000000004,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.7500000000000036,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.7500000000000036,-0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[1.3500000000000014,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.7500000000000036,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[31.35,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[31.85,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[31.35,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[31.35,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[28.65,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[28.15,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[28.65,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[28.65,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.8500000000000014,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.3500000000000014,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.3500000000000014,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.3500000000000014,-0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[31.85,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[32.45,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[31.85,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[31.85,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[28.15,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[27.549999999999997,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[28.15,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[28.15,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.450000000000003,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.8500000000000014,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.8500000000000014,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.8500000000000014,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[31.85,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[32.45,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[31.85,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[31.85,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[28.15,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[27.549999999999997,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[28.15,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[28.15,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.30000000000000004,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[1.8500000000000014,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.8500000000000014,-0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[2.450000000000003,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.8500000000000014,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[32.45,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[32.95,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[32.45,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[32.45,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[27.549999999999997,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[27.049999999999997,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[27.549999999999997,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[27.549999999999997,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.950000000000003,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.450000000000003,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.450000000000003,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.450000000000003,-0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[32.95,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[33.550000000000004,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[32.95,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[32.95,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[27.049999999999997,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[26.449999999999996,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[27.049999999999997,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[27.049999999999997,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.5500000000000043,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.950000000000003,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.950000000000003,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.950000000000003,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[32.95,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[33.550000000000004,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[32.95,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[32.95,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[27.049999999999997,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[26.449999999999996,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[27.049999999999997,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[27.049999999999997,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.30000000000000004,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[2.950000000000003,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.950000000000003,-0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[3.5500000000000043,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.950000000000003,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[33.550000000000004,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[34.050000000000004,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[33.550000000000004,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[33.550000000000004,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[26.449999999999996,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[25.949999999999996,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[26.449999999999996,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[26.449999999999996,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.050000000000004,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[3.5500000000000043,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.5500000000000043,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[3.5500000000000043,-0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[34.050000000000004,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[34.650000000000006,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[34.050000000000004,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[34.050000000000004,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[25.949999999999996,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[25.349999999999994,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[25.949999999999996,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[25.949999999999996,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.650000000000006,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[4.050000000000004,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.050000000000004,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[4.050000000000004,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[34.050000000000004,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[34.650000000000006,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[34.050000000000004,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[34.050000000000004,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[25.949999999999996,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[25.349999999999994,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[25.949999999999996,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[25.949999999999996,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.30000000000000004,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[4.050000000000004,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[4.050000000000004,-0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[4.650000000000006,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[4.050000000000004,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[34.650000000000006,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[35.150000000000006,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[34.650000000000006,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[34.650000000000006,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[25.349999999999994,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[24.849999999999994,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[25.349999999999994,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[25.349999999999994,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[5.150000000000006,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[4.650000000000006,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.650000000000006,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[4.650000000000006,-0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.552713678800501e-15,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[3.552713678800501e-15,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5000000000000036,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[3.552713678800501e-15,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[35.150000000000006,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[35.75,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[35.150000000000006,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[35.150000000000006,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[24.849999999999994,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[24.25,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[24.849999999999994,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[24.849999999999994,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[5.75,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[5.150000000000006,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[5.150000000000006,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[5.150000000000006,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[35.150000000000006,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[35.75,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[35.150000000000006,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[35.150000000000006,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[24.849999999999994,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[24.25,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[24.849999999999994,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[24.849999999999994,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.30000000000000004,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[5.150000000000006,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[5.150000000000006,-0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[5.75,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[5.150000000000006,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[35.75,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[36.25,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[35.75,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[35.75,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[24.25,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[23.75,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[24.25,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[24.25,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.25,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[5.75,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[5.75,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[5.75,-0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[36.25,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[36.85,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[36.25,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[36.25,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[23.75,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[23.15,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[23.75,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[23.75,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.850000000000001,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[6.25,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.25,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[6.25,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[36.25,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[36.85,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[36.25,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[36.25,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[23.75,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[23.15,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[23.75,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[23.75,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.30000000000000004,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[6.25,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[6.25,-0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[6.850000000000001,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[6.25,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[36.85,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[37.35,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[36.85,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[36.85,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[23.15,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[22.65,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[23.15,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[23.15,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[7.350000000000001,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[6.850000000000001,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.850000000000001,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[6.850000000000001,-0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[37.35,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[37.95,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[37.35,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[37.35,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[22.65,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[22.049999999999997,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[22.65,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[22.65,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[7.950000000000003,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[7.350000000000001,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[7.350000000000001,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[7.350000000000001,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[37.35,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[37.95,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[37.35,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[37.35,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[22.65,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[22.049999999999997,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[22.65,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[22.65,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.30000000000000004,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[7.350000000000001,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[7.350000000000001,-0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[7.950000000000003,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[7.350000000000001,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[37.95,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[38.45,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[37.95,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[37.95,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[22.049999999999997,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[21.549999999999997,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[22.049999999999997,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[22.049999999999997,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[8.450000000000003,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[7.950000000000003,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[7.950000000000003,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[7.950000000000003,-0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[38.45,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[39.050000000000004,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[38.45,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[38.45,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[21.549999999999997,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[20.949999999999996,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[21.549999999999997,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[21.549999999999997,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[9.050000000000004,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[8.450000000000003,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[8.450000000000003,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[8.450000000000003,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[38.45,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[39.050000000000004,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[38.45,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[38.45,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[21.549999999999997,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[20.949999999999996,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[21.549999999999997,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[21.549999999999997,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.30000000000000004,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[8.450000000000003,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[8.450000000000003,-0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[9.050000000000004,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[8.450000000000003,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[39.050000000000004,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[39.550000000000004,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[39.050000000000004,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[39.050000000000004,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[20.949999999999996,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[20.449999999999996,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[20.949999999999996,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[20.949999999999996,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[9.550000000000004,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[9.050000000000004,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[9.050000000000004,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[9.050000000000004,-0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[39.550000000000004,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[40.150000000000006,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[39.550000000000004,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[39.550000000000004,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[20.449999999999996,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[19.849999999999994,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[20.449999999999996,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[20.449999999999996,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[10.150000000000006,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[9.550000000000004,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[9.550000000000004,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[9.550000000000004,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[39.550000000000004,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[40.150000000000006,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[39.550000000000004,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[39.550000000000004,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[20.449999999999996,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[19.849999999999994,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[20.449999999999996,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[20.449999999999996,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.30000000000000004,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[9.550000000000004,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[9.550000000000004,-0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[10.150000000000006,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[9.550000000000004,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[40.150000000000006,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[40.650000000000006,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[40.150000000000006,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[40.150000000000006,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[19.849999999999994,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[19.349999999999994,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[19.849999999999994,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[19.849999999999994,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[10.650000000000006,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[10.150000000000006,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[10.150000000000006,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[10.150000000000006,-0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[40.650000000000006,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[41.25,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[40.650000000000006,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[40.650000000000006,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[19.349999999999994,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[18.75,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[19.349999999999994,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[19.349999999999994,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[11.25,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[10.650000000000006,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[10.650000000000006,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[10.650000000000006,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[40.650000000000006,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[41.25,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[40.650000000000006,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[40.650000000000006,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[19.349999999999994,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[18.75,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[19.349999999999994,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[19.349999999999994,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.30000000000000004,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[10.650000000000006,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[10.650000000000006,-0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[11.25,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[10.650000000000006,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[41.25,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[41.75,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[41.25,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[41.25,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[18.75,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[18.25,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[18.75,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[18.75,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[11.75,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[11.25,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[11.25,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[11.25,-0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[41.75,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[42.35,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[41.75,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[41.75,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[18.25,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[17.65,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[18.25,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[18.25,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[12.350000000000001,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[11.75,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[11.75,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[11.75,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[41.75,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[42.35,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[41.75,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[41.75,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[18.25,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[17.65,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[18.25,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[18.25,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.30000000000000004,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[11.75,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[11.75,-0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[12.350000000000001,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[11.75,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[42.35,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[42.85,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[42.35,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[42.35,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[17.65,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[17.15,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[17.65,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[17.65,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[12.850000000000001,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[12.350000000000001,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[12.350000000000001,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[12.350000000000001,-0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[42.85,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[43.45,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[42.85,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[42.85,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[17.15,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[16.549999999999997,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[17.15,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[17.15,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[13.450000000000003,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[12.850000000000001,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[12.850000000000001,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[12.850000000000001,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[42.85,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[43.45,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[42.85,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[42.85,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[17.15,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[16.549999999999997,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[17.15,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[17.15,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.30000000000000004,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[12.850000000000001,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[12.850000000000001,-0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[13.450000000000003,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[12.850000000000001,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[43.45,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[43.95,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[43.45,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[43.45,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[16.549999999999997,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[16.049999999999997,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[16.549999999999997,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[16.549999999999997,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[13.950000000000003,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[13.450000000000003,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[13.450000000000003,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[13.450000000000003,-0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[43.95,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[44.550000000000004,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[43.95,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[43.95,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[16.049999999999997,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[15.449999999999996,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[16.049999999999997,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[16.049999999999997,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[14.550000000000004,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[13.950000000000003,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[13.950000000000003,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[13.950000000000003,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[43.95,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[44.550000000000004,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[43.95,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[43.95,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[16.049999999999997,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[15.449999999999996,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[16.049999999999997,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[16.049999999999997,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.30000000000000004,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[13.950000000000003,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[13.950000000000003,-0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[14.550000000000004,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[13.950000000000003,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[44.550000000000004,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[45.050000000000004,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[44.550000000000004,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[44.550000000000004,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[15.449999999999996,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[14.949999999999996,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[15.449999999999996,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[15.449999999999996,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[15.050000000000004,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[14.550000000000004,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[14.550000000000004,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[14.550000000000004,-0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[45.050000000000004,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[45.650000000000006,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[45.050000000000004,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[45.050000000000004,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[14.949999999999996,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[14.349999999999994,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[14.949999999999996,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[14.949999999999996,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[15.650000000000006,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[15.050000000000004,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[15.050000000000004,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[15.050000000000004,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[45.050000000000004,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[45.650000000000006,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[45.050000000000004,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[45.050000000000004,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[14.949999999999996,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[14.349999999999994,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[14.949999999999996,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[14.949999999999996,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.30000000000000004,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[15.050000000000004,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[15.050000000000004,-0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[15.650000000000006,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[15.050000000000004,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[45.650000000000006,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[46.150000000000006,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[45.650000000000006,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[45.650000000000006,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[14.349999999999994,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[13.849999999999994,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[14.349999999999994,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[14.349999999999994,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[16.150000000000006,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[15.650000000000006,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[15.650000000000006,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[15.650000000000006,-0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[46.150000000000006,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[46.75,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[46.150000000000006,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[46.150000000000006,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[13.849999999999994,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[13.25,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[13.849999999999994,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[13.849999999999994,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[16.75,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[16.150000000000006,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[16.150000000000006,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[16.150000000000006,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[46.150000000000006,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[46.75,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[46.150000000000006,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[46.150000000000006,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[13.849999999999994,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[13.25,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[13.849999999999994,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[13.849999999999994,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.30000000000000004,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[16.150000000000006,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[16.150000000000006,-0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[16.75,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[16.150000000000006,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[46.75,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[47.25,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[46.75,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[46.75,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[13.25,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[12.75,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[13.25,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[13.25,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[17.25,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[16.75,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[16.75,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[16.75,-0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[47.25,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[47.85,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[47.25,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[47.25,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[12.75,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[12.149999999999999,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[12.75,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[12.75,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[17.85,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[17.25,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[17.25,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[17.25,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[47.25,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[47.85,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[47.25,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[47.25,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[12.75,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[12.149999999999999,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[12.75,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[12.75,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.30000000000000004,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[17.25,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[17.25,-0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[17.85,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[17.25,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[47.85,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[48.35,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[47.85,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[47.85,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[12.149999999999999,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[11.649999999999999,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[12.149999999999999,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[12.149999999999999,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[18.35,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[17.85,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[17.85,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[17.85,-0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[48.35,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[48.95,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[48.35,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[48.35,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[11.649999999999999,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[11.049999999999997,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[11.649999999999999,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[11.649999999999999,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[18.950000000000003,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[18.35,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[18.35,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[18.35,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[48.35,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[48.95,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[48.35,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[48.35,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[11.649999999999999,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[11.049999999999997,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[11.649999999999999,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[11.649999999999999,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.30000000000000004,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[18.35,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[18.35,-0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[18.950000000000003,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[18.35,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[48.95,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[49.45,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[48.95,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[48.95,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[11.049999999999997,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[10.549999999999997,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[11.049999999999997,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[11.049999999999997,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[19.450000000000003,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[18.950000000000003,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[18.950000000000003,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[18.950000000000003,-0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[49.45,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[50.050000000000004,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[49.45,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[49.45,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[10.549999999999997,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[9.949999999999996,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[10.549999999999997,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[10.549999999999997,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[20.050000000000004,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[19.450000000000003,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[19.450000000000003,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[19.450000000000003,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[49.45,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[50.050000000000004,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[49.45,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[49.45,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[10.549999999999997,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[9.949999999999996,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[10.549999999999997,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[10.549999999999997,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.30000000000000004,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[19.450000000000003,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[19.450000000000003,-0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[20.050000000000004,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[19.450000000000003,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[50.050000000000004,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[50.550000000000004,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[50.050000000000004,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[50.050000000000004,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[9.949999999999996,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[9.449999999999996,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[9.949999999999996,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[9.949999999999996,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[20.550000000000004,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[20.050000000000004,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[20.050000000000004,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[20.050000000000004,-0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[50.550000000000004,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[51.150000000000006,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[50.550000000000004,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[50.550000000000004,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[9.449999999999996,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[8.849999999999994,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[9.449999999999996,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[9.449999999999996,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[21.150000000000006,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[20.550000000000004,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[20.550000000000004,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[20.550000000000004,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[50.550000000000004,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[51.150000000000006,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[50.550000000000004,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[50.550000000000004,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[9.449999999999996,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[8.849999999999994,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[9.449999999999996,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[9.449999999999996,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.30000000000000004,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[20.550000000000004,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[20.550000000000004,-0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[21.150000000000006,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[20.550000000000004,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[51.150000000000006,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[51.650000000000006,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[51.150000000000006,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[51.150000000000006,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[8.849999999999994,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[8.349999999999994,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[8.849999999999994,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[8.849999999999994,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[21.650000000000006,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[21.150000000000006,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[21.150000000000006,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[21.150000000000006,-0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[51.650000000000006,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[52.25000000000001,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[51.650000000000006,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[51.650000000000006,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[8.349999999999994,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[7.749999999999993,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[8.349999999999994,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[8.349999999999994,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[22.250000000000007,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[21.650000000000006,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[21.650000000000006,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[21.650000000000006,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[51.650000000000006,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[52.25000000000001,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[51.650000000000006,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[51.650000000000006,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[8.349999999999994,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[7.749999999999993,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[8.349999999999994,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[8.349999999999994,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.30000000000000004,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[21.650000000000006,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[21.650000000000006,-0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[22.250000000000007,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[21.650000000000006,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[52.25000000000001,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[52.75000000000001,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[52.25000000000001,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[52.25000000000001,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[7.749999999999993,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[7.249999999999993,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[7.749999999999993,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[7.749999999999993,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[22.750000000000007,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[22.250000000000007,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[22.250000000000007,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[22.250000000000007,-0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[52.75000000000001,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[53.35,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[52.75000000000001,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[52.75000000000001,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[7.249999999999993,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[6.649999999999999,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[7.249999999999993,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[7.249999999999993,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[23.35,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[22.750000000000007,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[22.750000000000007,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[22.750000000000007,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[52.75000000000001,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[53.35,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[52.75000000000001,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[52.75000000000001,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[7.249999999999993,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[6.649999999999999,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[7.249999999999993,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[7.249999999999993,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.30000000000000004,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[22.750000000000007,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[22.750000000000007,-0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[23.35,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[22.750000000000007,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[53.35,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[53.85,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[53.35,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[53.35,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[6.649999999999999,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[6.149999999999999,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[6.649999999999999,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[6.649999999999999,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[23.85,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[23.35,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[23.35,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[23.35,-0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[53.85,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[54.45,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[53.85,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[53.85,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[6.149999999999999,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[5.549999999999997,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[6.149999999999999,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[6.149999999999999,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[24.450000000000003,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[23.85,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[23.85,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[23.85,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[53.85,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[54.45,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[53.85,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[53.85,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[6.149999999999999,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[5.549999999999997,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[6.149999999999999,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[6.149999999999999,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.30000000000000004,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[23.85,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[23.85,-0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[24.450000000000003,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[23.85,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[54.45,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[54.95,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[54.45,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[54.45,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[5.549999999999997,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[5.049999999999997,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[5.549999999999997,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[5.549999999999997,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[24.950000000000003,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[24.450000000000003,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[24.450000000000003,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[24.450000000000003,-0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[54.95,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[55.550000000000004,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[54.95,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[54.95,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[5.049999999999997,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[4.449999999999996,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[5.049999999999997,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[5.049999999999997,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[25.550000000000004,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[24.950000000000003,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[24.950000000000003,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[24.950000000000003,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[54.95,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[55.550000000000004,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[54.95,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[54.95,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[5.049999999999997,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[4.449999999999996,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[5.049999999999997,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[5.049999999999997,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.30000000000000004,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[24.950000000000003,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[24.950000000000003,-0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[25.550000000000004,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[24.950000000000003,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[55.550000000000004,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[56.050000000000004,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[55.550000000000004,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[55.550000000000004,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[4.449999999999996,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[3.9499999999999957,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[4.449999999999996,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[4.449999999999996,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[26.050000000000004,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[25.550000000000004,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[25.550000000000004,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[25.550000000000004,-0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[56.050000000000004,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[56.650000000000006,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[56.050000000000004,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[56.050000000000004,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[3.9499999999999957,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[3.3499999999999943,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[3.9499999999999957,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[3.9499999999999957,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[26.650000000000006,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[26.050000000000004,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[26.050000000000004,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[26.050000000000004,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[56.050000000000004,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[56.650000000000006,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[56.050000000000004,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[56.050000000000004,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[3.9499999999999957,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[3.3499999999999943,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[3.9499999999999957,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[3.9499999999999957,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.30000000000000004,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[26.050000000000004,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[26.050000000000004,-0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[26.650000000000006,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[26.050000000000004,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[56.650000000000006,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[57.150000000000006,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[56.650000000000006,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[56.650000000000006,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[3.3499999999999943,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[2.8499999999999943,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[3.3499999999999943,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[3.3499999999999943,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[27.150000000000006,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[26.650000000000006,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[26.650000000000006,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[26.650000000000006,-0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[57.150000000000006,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[60.0,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[57.150000000000006,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[57.150000000000006,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.8499999999999943,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.8499999999999943,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[2.8499999999999943,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.2,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[30.0,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[27.150000000000006,0.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[27.150000000000006,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[27.150000000000006,-0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[57.150000000000006,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[60.0,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[57.150000000000006,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[57.150000000000006,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.8499999999999943,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.8499999999999943,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[2.8499999999999943,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.30000000000000004,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.2,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[27.150000000000006,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[27.150000000000006,-0.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[30.0,0.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[27.150000000000006,0.1]}],"surfaces":[{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,-0.1],"x":[0.0,0.0,1.0],"y":[0.0,1.0,-0.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,-0.1],"x":[0.0,0.0,1.0],"y":[0.0,1.0,-0.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-27.25,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-27.25,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[-26.75,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-26.15,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-26.15,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[-25.65,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-25.05,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-25.05,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[-24.55,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-23.95,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-23.95,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[-23.45,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-22.85,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-22.85,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[-22.35,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-21.75,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-21.75,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[-21.25,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-20.65,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-20.65,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[-20.15,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-19.549999999999997,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-19.549999999999997,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[-19.049999999999997,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-18.45,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-18.45,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[-17.95,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-17.35,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-17.35,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[-16.85,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-16.25,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-16.25,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[-15.75,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-15.149999999999999,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-15.149999999999999,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[-14.649999999999999,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-14.049999999999999,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-14.049999999999999,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[-13.549999999999999,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-12.95,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-12.95,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[-12.45,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-11.849999999999998,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-11.849999999999998,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[-11.349999999999998,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-10.75,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-10.75,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[-10.25,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-9.649999999999999,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-9.649999999999999,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[-9.149999999999999,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-8.549999999999997,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-8.549999999999997,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[-8.049999999999997,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-7.449999999999999,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-7.449999999999999,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[-6.949999999999999,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-6.349999999999998,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-6.349999999999998,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[-5.849999999999998,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-5.25,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-5.25,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[-4.75,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-4.149999999999999,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-4.149999999999999,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[-3.6499999999999986,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-3.049999999999997,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-3.049999999999997,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[-2.549999999999997,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-1.9499999999999993,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-1.9499999999999993,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[-1.4499999999999993,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-0.8499999999999979,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-0.8499999999999979,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[-0.34999999999999787,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.25000000000000355,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.25000000000000355,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.7500000000000036,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[1.3500000000000014,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[1.3500000000000014,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[1.8500000000000014,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[2.450000000000003,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[2.450000000000003,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[2.950000000000003,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[3.5500000000000043,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[3.5500000000000043,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[4.050000000000004,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[4.650000000000002,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[4.650000000000002,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[5.150000000000002,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[5.75,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[5.75,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[6.25,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[6.850000000000001,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[6.850000000000001,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[7.350000000000001,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[7.950000000000003,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[7.950000000000003,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[8.450000000000003,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[9.050000000000004,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[9.050000000000004,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[9.550000000000004,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[10.150000000000006,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[10.150000000000006,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[10.650000000000006,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[11.25,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[11.25,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[11.75,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[12.350000000000001,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[12.350000000000001,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[12.850000000000001,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[13.450000000000003,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[13.450000000000003,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[13.950000000000003,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[14.550000000000004,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[14.550000000000004,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[15.050000000000004,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[15.650000000000006,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[15.650000000000006,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[16.150000000000006,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[16.75,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[16.75,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[17.25,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[17.85,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[17.85,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[18.35,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[18.950000000000003,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[18.950000000000003,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[19.450000000000003,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[20.050000000000004,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[20.050000000000004,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[20.550000000000004,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[21.150000000000006,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[21.150000000000006,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[21.650000000000006,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[22.250000000000007,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[22.250000000000007,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[22.750000000000007,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[23.35,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[23.35,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[23.85,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[24.450000000000003,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[24.450000000000003,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[24.950000000000003,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[25.550000000000004,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[25.550000000000004,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[26.050000000000004,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[26.650000000000006,0.0,0.2],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[26.650000000000006,2.0,0.2],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,0.1],"x":[0.0,0.0,-1.0],"y":[0.0,1.0,0.0],"z":[1.0,-0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-30.0,0.0,0.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,-0.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[27.150000000000006,0.0,0.2],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[30.0,0.0,0.1],"x":[0.0,0.0,-1.0],"y":[0.0,1.0,0.0],"z":[1.0,-0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"}]},"id":"batch-planar.fifty-openings","quality":{"kind":"Analytic"},"revision":1,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":2.75,"lo":0.0}},"halfedge":0,"id":0,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1,"id":1,"tolerance":1e-8,"twin_halfedge":39},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.75,"lo":0.0}},"halfedge":2,"id":2,"tolerance":1e-8,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":3,"id":3,"tolerance":1e-8,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":2.75,"lo":0.0}},"halfedge":4,"id":4,"tolerance":1e-8,"twin_halfedge":13},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":5,"id":5,"tolerance":1e-8,"twin_halfedge":43},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":2.75,"lo":0.0}},"halfedge":6,"id":6,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":7,"id":7,"tolerance":1e-8,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":9,"id":8,"tolerance":1e-8,"twin_halfedge":27},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":11,"id":9,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":12,"id":10,"tolerance":1e-8,"twin_halfedge":46},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.75,"lo":0.0}},"halfedge":16,"id":11,"tolerance":1e-8,"twin_halfedge":35},{"chart_seam":false,"geometry":{"curve":12,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":17,"id":12,"tolerance":1e-8,"twin_halfedge":28},{"chart_seam":false,"geometry":{"curve":13,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":19,"id":13,"tolerance":1e-8,"twin_halfedge":26},{"chart_seam":false,"geometry":{"curve":14,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":21,"id":14,"tolerance":1e-8,"twin_halfedge":30},{"chart_seam":false,"geometry":{"curve":15,"kind":"Curve","range":{"hi":2.75,"lo":0.0}},"halfedge":22,"id":15,"tolerance":1e-8,"twin_halfedge":33},{"chart_seam":false,"geometry":{"curve":16,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":23,"id":16,"tolerance":1e-8,"twin_halfedge":24},{"chart_seam":false,"geometry":{"curve":17,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":25,"id":17,"tolerance":1e-8,"twin_halfedge":32},{"chart_seam":false,"geometry":{"curve":18,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":29,"id":18,"tolerance":1e-8,"twin_halfedge":34},{"chart_seam":false,"geometry":{"curve":19,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":31,"id":19,"tolerance":1e-8,"twin_halfedge":48},{"chart_seam":false,"geometry":{"curve":20,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":36,"id":20,"tolerance":1e-8,"twin_halfedge":51},{"chart_seam":false,"geometry":{"curve":21,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":37,"id":21,"tolerance":1e-8,"twin_halfedge":55},{"chart_seam":false,"geometry":{"curve":22,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":38,"id":22,"tolerance":1e-8,"twin_halfedge":47},{"chart_seam":false,"geometry":{"curve":23,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":40,"id":23,"tolerance":1e-8,"twin_halfedge":45},{"chart_seam":false,"geometry":{"curve":24,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":41,"id":24,"tolerance":1e-8,"twin_halfedge":59},{"chart_seam":false,"geometry":{"curve":25,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":42,"id":25,"tolerance":1e-8,"twin_halfedge":49},{"chart_seam":false,"geometry":{"curve":26,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":44,"id":26,"tolerance":1e-8,"twin_halfedge":62},{"chart_seam":false,"geometry":{"curve":27,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":50,"id":27,"tolerance":1e-8,"twin_halfedge":75},{"chart_seam":false,"geometry":{"curve":28,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":52,"id":28,"tolerance":1e-8,"twin_halfedge":66},{"chart_seam":false,"geometry":{"curve":29,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":53,"id":29,"tolerance":1e-8,"twin_halfedge":87},{"chart_seam":false,"geometry":{"curve":30,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":54,"id":30,"tolerance":1e-8,"twin_halfedge":63},{"chart_seam":false,"geometry":{"curve":31,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":56,"id":31,"tolerance":1e-8,"twin_halfedge":61},{"chart_seam":false,"geometry":{"curve":32,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":57,"id":32,"tolerance":1e-8,"twin_halfedge":91},{"chart_seam":false,"geometry":{"curve":33,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":58,"id":33,"tolerance":1e-8,"twin_halfedge":68},{"chart_seam":false,"geometry":{"curve":34,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":60,"id":34,"tolerance":1e-8,"twin_halfedge":94},{"chart_seam":false,"geometry":{"curve":35,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":64,"id":35,"tolerance":1e-8,"twin_halfedge":83},{"chart_seam":false,"geometry":{"curve":36,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":65,"id":36,"tolerance":1e-8,"twin_halfedge":76},{"chart_seam":false,"geometry":{"curve":37,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":67,"id":37,"tolerance":1e-8,"twin_halfedge":74},{"chart_seam":false,"geometry":{"curve":38,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":69,"id":38,"tolerance":1e-8,"twin_halfedge":78},{"chart_seam":false,"geometry":{"curve":39,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":70,"id":39,"tolerance":1e-8,"twin_halfedge":81},{"chart_seam":false,"geometry":{"curve":40,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":71,"id":40,"tolerance":1e-8,"twin_halfedge":72},{"chart_seam":false,"geometry":{"curve":41,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":73,"id":41,"tolerance":1e-8,"twin_halfedge":80},{"chart_seam":false,"geometry":{"curve":42,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":77,"id":42,"tolerance":1e-8,"twin_halfedge":82},{"chart_seam":false,"geometry":{"curve":43,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":79,"id":43,"tolerance":1e-8,"twin_halfedge":96},{"chart_seam":false,"geometry":{"curve":44,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":84,"id":44,"tolerance":1e-8,"twin_halfedge":99},{"chart_seam":false,"geometry":{"curve":45,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":85,"id":45,"tolerance":1e-8,"twin_halfedge":103},{"chart_seam":false,"geometry":{"curve":46,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":86,"id":46,"tolerance":1e-8,"twin_halfedge":95},{"chart_seam":false,"geometry":{"curve":47,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":88,"id":47,"tolerance":1e-8,"twin_halfedge":93},{"chart_seam":false,"geometry":{"curve":48,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":89,"id":48,"tolerance":1e-8,"twin_halfedge":107},{"chart_seam":false,"geometry":{"curve":49,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":90,"id":49,"tolerance":1e-8,"twin_halfedge":97},{"chart_seam":false,"geometry":{"curve":50,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":92,"id":50,"tolerance":1e-8,"twin_halfedge":110},{"chart_seam":false,"geometry":{"curve":51,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":98,"id":51,"tolerance":1e-8,"twin_halfedge":123},{"chart_seam":false,"geometry":{"curve":52,"kind":"Curve","range":{"hi":0.5999999999999979,"lo":0.0}},"halfedge":100,"id":52,"tolerance":1e-8,"twin_halfedge":114},{"chart_seam":false,"geometry":{"curve":53,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":101,"id":53,"tolerance":1e-8,"twin_halfedge":135},{"chart_seam":false,"geometry":{"curve":54,"kind":"Curve","range":{"hi":0.5999999999999979,"lo":0.0}},"halfedge":102,"id":54,"tolerance":1e-8,"twin_halfedge":111},{"chart_seam":false,"geometry":{"curve":55,"kind":"Curve","range":{"hi":0.5999999999999979,"lo":0.0}},"halfedge":104,"id":55,"tolerance":1e-8,"twin_halfedge":109},{"chart_seam":false,"geometry":{"curve":56,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":105,"id":56,"tolerance":1e-8,"twin_halfedge":139},{"chart_seam":false,"geometry":{"curve":57,"kind":"Curve","range":{"hi":0.5999999999999979,"lo":0.0}},"halfedge":106,"id":57,"tolerance":1e-8,"twin_halfedge":116},{"chart_seam":false,"geometry":{"curve":58,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":108,"id":58,"tolerance":1e-8,"twin_halfedge":142},{"chart_seam":false,"geometry":{"curve":59,"kind":"Curve","range":{"hi":0.5999999999999979,"lo":0.0}},"halfedge":112,"id":59,"tolerance":1e-8,"twin_halfedge":131},{"chart_seam":false,"geometry":{"curve":60,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":113,"id":60,"tolerance":1e-8,"twin_halfedge":124},{"chart_seam":false,"geometry":{"curve":61,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":115,"id":61,"tolerance":1e-8,"twin_halfedge":122},{"chart_seam":false,"geometry":{"curve":62,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":117,"id":62,"tolerance":1e-8,"twin_halfedge":126},{"chart_seam":false,"geometry":{"curve":63,"kind":"Curve","range":{"hi":0.5999999999999979,"lo":0.0}},"halfedge":118,"id":63,"tolerance":1e-8,"twin_halfedge":129},{"chart_seam":false,"geometry":{"curve":64,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":119,"id":64,"tolerance":1e-8,"twin_halfedge":120},{"chart_seam":false,"geometry":{"curve":65,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":121,"id":65,"tolerance":1e-8,"twin_halfedge":128},{"chart_seam":false,"geometry":{"curve":66,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":125,"id":66,"tolerance":1e-8,"twin_halfedge":130},{"chart_seam":false,"geometry":{"curve":67,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":127,"id":67,"tolerance":1e-8,"twin_halfedge":144},{"chart_seam":false,"geometry":{"curve":68,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":132,"id":68,"tolerance":1e-8,"twin_halfedge":147},{"chart_seam":false,"geometry":{"curve":69,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":133,"id":69,"tolerance":1e-8,"twin_halfedge":151},{"chart_seam":false,"geometry":{"curve":70,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":134,"id":70,"tolerance":1e-8,"twin_halfedge":143},{"chart_seam":false,"geometry":{"curve":71,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":136,"id":71,"tolerance":1e-8,"twin_halfedge":141},{"chart_seam":false,"geometry":{"curve":72,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":137,"id":72,"tolerance":1e-8,"twin_halfedge":155},{"chart_seam":false,"geometry":{"curve":73,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":138,"id":73,"tolerance":1e-8,"twin_halfedge":145},{"chart_seam":false,"geometry":{"curve":74,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":140,"id":74,"tolerance":1e-8,"twin_halfedge":158},{"chart_seam":false,"geometry":{"curve":75,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":146,"id":75,"tolerance":1e-8,"twin_halfedge":171},{"chart_seam":false,"geometry":{"curve":76,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":148,"id":76,"tolerance":1e-8,"twin_halfedge":162},{"chart_seam":false,"geometry":{"curve":77,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":149,"id":77,"tolerance":1e-8,"twin_halfedge":183},{"chart_seam":false,"geometry":{"curve":78,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":150,"id":78,"tolerance":1e-8,"twin_halfedge":159},{"chart_seam":false,"geometry":{"curve":79,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":152,"id":79,"tolerance":1e-8,"twin_halfedge":157},{"chart_seam":false,"geometry":{"curve":80,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":153,"id":80,"tolerance":1e-8,"twin_halfedge":187},{"chart_seam":false,"geometry":{"curve":81,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":154,"id":81,"tolerance":1e-8,"twin_halfedge":164},{"chart_seam":false,"geometry":{"curve":82,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":156,"id":82,"tolerance":1e-8,"twin_halfedge":190},{"chart_seam":false,"geometry":{"curve":83,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":160,"id":83,"tolerance":1e-8,"twin_halfedge":179},{"chart_seam":false,"geometry":{"curve":84,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":161,"id":84,"tolerance":1e-8,"twin_halfedge":172},{"chart_seam":false,"geometry":{"curve":85,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":163,"id":85,"tolerance":1e-8,"twin_halfedge":170},{"chart_seam":false,"geometry":{"curve":86,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":165,"id":86,"tolerance":1e-8,"twin_halfedge":174},{"chart_seam":false,"geometry":{"curve":87,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":166,"id":87,"tolerance":1e-8,"twin_halfedge":177},{"chart_seam":false,"geometry":{"curve":88,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":167,"id":88,"tolerance":1e-8,"twin_halfedge":168},{"chart_seam":false,"geometry":{"curve":89,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":169,"id":89,"tolerance":1e-8,"twin_halfedge":176},{"chart_seam":false,"geometry":{"curve":90,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":173,"id":90,"tolerance":1e-8,"twin_halfedge":178},{"chart_seam":false,"geometry":{"curve":91,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":175,"id":91,"tolerance":1e-8,"twin_halfedge":192},{"chart_seam":false,"geometry":{"curve":92,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":180,"id":92,"tolerance":1e-8,"twin_halfedge":195},{"chart_seam":false,"geometry":{"curve":93,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":181,"id":93,"tolerance":1e-8,"twin_halfedge":199},{"chart_seam":false,"geometry":{"curve":94,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":182,"id":94,"tolerance":1e-8,"twin_halfedge":191},{"chart_seam":false,"geometry":{"curve":95,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":184,"id":95,"tolerance":1e-8,"twin_halfedge":189},{"chart_seam":false,"geometry":{"curve":96,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":185,"id":96,"tolerance":1e-8,"twin_halfedge":203},{"chart_seam":false,"geometry":{"curve":97,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":186,"id":97,"tolerance":1e-8,"twin_halfedge":193},{"chart_seam":false,"geometry":{"curve":98,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":188,"id":98,"tolerance":1e-8,"twin_halfedge":206},{"chart_seam":false,"geometry":{"curve":99,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":194,"id":99,"tolerance":1e-8,"twin_halfedge":219},{"chart_seam":false,"geometry":{"curve":100,"kind":"Curve","range":{"hi":0.5999999999999979,"lo":0.0}},"halfedge":196,"id":100,"tolerance":1e-8,"twin_halfedge":210},{"chart_seam":false,"geometry":{"curve":101,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":197,"id":101,"tolerance":1e-8,"twin_halfedge":231},{"chart_seam":false,"geometry":{"curve":102,"kind":"Curve","range":{"hi":0.5999999999999979,"lo":0.0}},"halfedge":198,"id":102,"tolerance":1e-8,"twin_halfedge":207},{"chart_seam":false,"geometry":{"curve":103,"kind":"Curve","range":{"hi":0.5999999999999979,"lo":0.0}},"halfedge":200,"id":103,"tolerance":1e-8,"twin_halfedge":205},{"chart_seam":false,"geometry":{"curve":104,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":201,"id":104,"tolerance":1e-8,"twin_halfedge":235},{"chart_seam":false,"geometry":{"curve":105,"kind":"Curve","range":{"hi":0.5999999999999979,"lo":0.0}},"halfedge":202,"id":105,"tolerance":1e-8,"twin_halfedge":212},{"chart_seam":false,"geometry":{"curve":106,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":204,"id":106,"tolerance":1e-8,"twin_halfedge":238},{"chart_seam":false,"geometry":{"curve":107,"kind":"Curve","range":{"hi":0.5999999999999979,"lo":0.0}},"halfedge":208,"id":107,"tolerance":1e-8,"twin_halfedge":227},{"chart_seam":false,"geometry":{"curve":108,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":209,"id":108,"tolerance":1e-8,"twin_halfedge":220},{"chart_seam":false,"geometry":{"curve":109,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":211,"id":109,"tolerance":1e-8,"twin_halfedge":218},{"chart_seam":false,"geometry":{"curve":110,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":213,"id":110,"tolerance":1e-8,"twin_halfedge":222},{"chart_seam":false,"geometry":{"curve":111,"kind":"Curve","range":{"hi":0.5999999999999979,"lo":0.0}},"halfedge":214,"id":111,"tolerance":1e-8,"twin_halfedge":225},{"chart_seam":false,"geometry":{"curve":112,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":215,"id":112,"tolerance":1e-8,"twin_halfedge":216},{"chart_seam":false,"geometry":{"curve":113,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":217,"id":113,"tolerance":1e-8,"twin_halfedge":224},{"chart_seam":false,"geometry":{"curve":114,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":221,"id":114,"tolerance":1e-8,"twin_halfedge":226},{"chart_seam":false,"geometry":{"curve":115,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":223,"id":115,"tolerance":1e-8,"twin_halfedge":240},{"chart_seam":false,"geometry":{"curve":116,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":228,"id":116,"tolerance":1e-8,"twin_halfedge":243},{"chart_seam":false,"geometry":{"curve":117,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":229,"id":117,"tolerance":1e-8,"twin_halfedge":247},{"chart_seam":false,"geometry":{"curve":118,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":230,"id":118,"tolerance":1e-8,"twin_halfedge":239},{"chart_seam":false,"geometry":{"curve":119,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":232,"id":119,"tolerance":1e-8,"twin_halfedge":237},{"chart_seam":false,"geometry":{"curve":120,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":233,"id":120,"tolerance":1e-8,"twin_halfedge":251},{"chart_seam":false,"geometry":{"curve":121,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":234,"id":121,"tolerance":1e-8,"twin_halfedge":241},{"chart_seam":false,"geometry":{"curve":122,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":236,"id":122,"tolerance":1e-8,"twin_halfedge":254},{"chart_seam":false,"geometry":{"curve":123,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":242,"id":123,"tolerance":1e-8,"twin_halfedge":267},{"chart_seam":false,"geometry":{"curve":124,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":244,"id":124,"tolerance":1e-8,"twin_halfedge":258},{"chart_seam":false,"geometry":{"curve":125,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":245,"id":125,"tolerance":1e-8,"twin_halfedge":279},{"chart_seam":false,"geometry":{"curve":126,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":246,"id":126,"tolerance":1e-8,"twin_halfedge":255},{"chart_seam":false,"geometry":{"curve":127,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":248,"id":127,"tolerance":1e-8,"twin_halfedge":253},{"chart_seam":false,"geometry":{"curve":128,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":249,"id":128,"tolerance":1e-8,"twin_halfedge":283},{"chart_seam":false,"geometry":{"curve":129,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":250,"id":129,"tolerance":1e-8,"twin_halfedge":260},{"chart_seam":false,"geometry":{"curve":130,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":252,"id":130,"tolerance":1e-8,"twin_halfedge":286},{"chart_seam":false,"geometry":{"curve":131,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":256,"id":131,"tolerance":1e-8,"twin_halfedge":275},{"chart_seam":false,"geometry":{"curve":132,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":257,"id":132,"tolerance":1e-8,"twin_halfedge":268},{"chart_seam":false,"geometry":{"curve":133,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":259,"id":133,"tolerance":1e-8,"twin_halfedge":266},{"chart_seam":false,"geometry":{"curve":134,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":261,"id":134,"tolerance":1e-8,"twin_halfedge":270},{"chart_seam":false,"geometry":{"curve":135,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":262,"id":135,"tolerance":1e-8,"twin_halfedge":273},{"chart_seam":false,"geometry":{"curve":136,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":263,"id":136,"tolerance":1e-8,"twin_halfedge":264},{"chart_seam":false,"geometry":{"curve":137,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":265,"id":137,"tolerance":1e-8,"twin_halfedge":272},{"chart_seam":false,"geometry":{"curve":138,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":269,"id":138,"tolerance":1e-8,"twin_halfedge":274},{"chart_seam":false,"geometry":{"curve":139,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":271,"id":139,"tolerance":1e-8,"twin_halfedge":288},{"chart_seam":false,"geometry":{"curve":140,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":276,"id":140,"tolerance":1e-8,"twin_halfedge":291},{"chart_seam":false,"geometry":{"curve":141,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":277,"id":141,"tolerance":1e-8,"twin_halfedge":295},{"chart_seam":false,"geometry":{"curve":142,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":278,"id":142,"tolerance":1e-8,"twin_halfedge":287},{"chart_seam":false,"geometry":{"curve":143,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":280,"id":143,"tolerance":1e-8,"twin_halfedge":285},{"chart_seam":false,"geometry":{"curve":144,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":281,"id":144,"tolerance":1e-8,"twin_halfedge":299},{"chart_seam":false,"geometry":{"curve":145,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":282,"id":145,"tolerance":1e-8,"twin_halfedge":289},{"chart_seam":false,"geometry":{"curve":146,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":284,"id":146,"tolerance":1e-8,"twin_halfedge":302},{"chart_seam":false,"geometry":{"curve":147,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":290,"id":147,"tolerance":1e-8,"twin_halfedge":315},{"chart_seam":false,"geometry":{"curve":148,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":292,"id":148,"tolerance":1e-8,"twin_halfedge":306},{"chart_seam":false,"geometry":{"curve":149,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":293,"id":149,"tolerance":1e-8,"twin_halfedge":327},{"chart_seam":false,"geometry":{"curve":150,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":294,"id":150,"tolerance":1e-8,"twin_halfedge":303},{"chart_seam":false,"geometry":{"curve":151,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":296,"id":151,"tolerance":1e-8,"twin_halfedge":301},{"chart_seam":false,"geometry":{"curve":152,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":297,"id":152,"tolerance":1e-8,"twin_halfedge":331},{"chart_seam":false,"geometry":{"curve":153,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":298,"id":153,"tolerance":1e-8,"twin_halfedge":308},{"chart_seam":false,"geometry":{"curve":154,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":300,"id":154,"tolerance":1e-8,"twin_halfedge":334},{"chart_seam":false,"geometry":{"curve":155,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":304,"id":155,"tolerance":1e-8,"twin_halfedge":323},{"chart_seam":false,"geometry":{"curve":156,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":305,"id":156,"tolerance":1e-8,"twin_halfedge":316},{"chart_seam":false,"geometry":{"curve":157,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":307,"id":157,"tolerance":1e-8,"twin_halfedge":314},{"chart_seam":false,"geometry":{"curve":158,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":309,"id":158,"tolerance":1e-8,"twin_halfedge":318},{"chart_seam":false,"geometry":{"curve":159,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":310,"id":159,"tolerance":1e-8,"twin_halfedge":321},{"chart_seam":false,"geometry":{"curve":160,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":311,"id":160,"tolerance":1e-8,"twin_halfedge":312},{"chart_seam":false,"geometry":{"curve":161,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":313,"id":161,"tolerance":1e-8,"twin_halfedge":320},{"chart_seam":false,"geometry":{"curve":162,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":317,"id":162,"tolerance":1e-8,"twin_halfedge":322},{"chart_seam":false,"geometry":{"curve":163,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":319,"id":163,"tolerance":1e-8,"twin_halfedge":336},{"chart_seam":false,"geometry":{"curve":164,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":324,"id":164,"tolerance":1e-8,"twin_halfedge":339},{"chart_seam":false,"geometry":{"curve":165,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":325,"id":165,"tolerance":1e-8,"twin_halfedge":343},{"chart_seam":false,"geometry":{"curve":166,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":326,"id":166,"tolerance":1e-8,"twin_halfedge":335},{"chart_seam":false,"geometry":{"curve":167,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":328,"id":167,"tolerance":1e-8,"twin_halfedge":333},{"chart_seam":false,"geometry":{"curve":168,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":329,"id":168,"tolerance":1e-8,"twin_halfedge":347},{"chart_seam":false,"geometry":{"curve":169,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":330,"id":169,"tolerance":1e-8,"twin_halfedge":337},{"chart_seam":false,"geometry":{"curve":170,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":332,"id":170,"tolerance":1e-8,"twin_halfedge":350},{"chart_seam":false,"geometry":{"curve":171,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":338,"id":171,"tolerance":1e-8,"twin_halfedge":363},{"chart_seam":false,"geometry":{"curve":172,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":340,"id":172,"tolerance":1e-8,"twin_halfedge":354},{"chart_seam":false,"geometry":{"curve":173,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":341,"id":173,"tolerance":1e-8,"twin_halfedge":375},{"chart_seam":false,"geometry":{"curve":174,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":342,"id":174,"tolerance":1e-8,"twin_halfedge":351},{"chart_seam":false,"geometry":{"curve":175,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":344,"id":175,"tolerance":1e-8,"twin_halfedge":349},{"chart_seam":false,"geometry":{"curve":176,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":345,"id":176,"tolerance":1e-8,"twin_halfedge":379},{"chart_seam":false,"geometry":{"curve":177,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":346,"id":177,"tolerance":1e-8,"twin_halfedge":356},{"chart_seam":false,"geometry":{"curve":178,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":348,"id":178,"tolerance":1e-8,"twin_halfedge":382},{"chart_seam":false,"geometry":{"curve":179,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":352,"id":179,"tolerance":1e-8,"twin_halfedge":371},{"chart_seam":false,"geometry":{"curve":180,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":353,"id":180,"tolerance":1e-8,"twin_halfedge":364},{"chart_seam":false,"geometry":{"curve":181,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":355,"id":181,"tolerance":1e-8,"twin_halfedge":362},{"chart_seam":false,"geometry":{"curve":182,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":357,"id":182,"tolerance":1e-8,"twin_halfedge":366},{"chart_seam":false,"geometry":{"curve":183,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":358,"id":183,"tolerance":1e-8,"twin_halfedge":369},{"chart_seam":false,"geometry":{"curve":184,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":359,"id":184,"tolerance":1e-8,"twin_halfedge":360},{"chart_seam":false,"geometry":{"curve":185,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":361,"id":185,"tolerance":1e-8,"twin_halfedge":368},{"chart_seam":false,"geometry":{"curve":186,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":365,"id":186,"tolerance":1e-8,"twin_halfedge":370},{"chart_seam":false,"geometry":{"curve":187,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":367,"id":187,"tolerance":1e-8,"twin_halfedge":384},{"chart_seam":false,"geometry":{"curve":188,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":372,"id":188,"tolerance":1e-8,"twin_halfedge":387},{"chart_seam":false,"geometry":{"curve":189,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":373,"id":189,"tolerance":1e-8,"twin_halfedge":391},{"chart_seam":false,"geometry":{"curve":190,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":374,"id":190,"tolerance":1e-8,"twin_halfedge":383},{"chart_seam":false,"geometry":{"curve":191,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":376,"id":191,"tolerance":1e-8,"twin_halfedge":381},{"chart_seam":false,"geometry":{"curve":192,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":377,"id":192,"tolerance":1e-8,"twin_halfedge":395},{"chart_seam":false,"geometry":{"curve":193,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":378,"id":193,"tolerance":1e-8,"twin_halfedge":385},{"chart_seam":false,"geometry":{"curve":194,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":380,"id":194,"tolerance":1e-8,"twin_halfedge":398},{"chart_seam":false,"geometry":{"curve":195,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":386,"id":195,"tolerance":1e-8,"twin_halfedge":411},{"chart_seam":false,"geometry":{"curve":196,"kind":"Curve","range":{"hi":0.5999999999999979,"lo":0.0}},"halfedge":388,"id":196,"tolerance":1e-8,"twin_halfedge":402},{"chart_seam":false,"geometry":{"curve":197,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":389,"id":197,"tolerance":1e-8,"twin_halfedge":423},{"chart_seam":false,"geometry":{"curve":198,"kind":"Curve","range":{"hi":0.5999999999999979,"lo":0.0}},"halfedge":390,"id":198,"tolerance":1e-8,"twin_halfedge":399},{"chart_seam":false,"geometry":{"curve":199,"kind":"Curve","range":{"hi":0.5999999999999979,"lo":0.0}},"halfedge":392,"id":199,"tolerance":1e-8,"twin_halfedge":397},{"chart_seam":false,"geometry":{"curve":200,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":393,"id":200,"tolerance":1e-8,"twin_halfedge":427},{"chart_seam":false,"geometry":{"curve":201,"kind":"Curve","range":{"hi":0.5999999999999979,"lo":0.0}},"halfedge":394,"id":201,"tolerance":1e-8,"twin_halfedge":404},{"chart_seam":false,"geometry":{"curve":202,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":396,"id":202,"tolerance":1e-8,"twin_halfedge":430},{"chart_seam":false,"geometry":{"curve":203,"kind":"Curve","range":{"hi":0.5999999999999979,"lo":0.0}},"halfedge":400,"id":203,"tolerance":1e-8,"twin_halfedge":419},{"chart_seam":false,"geometry":{"curve":204,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":401,"id":204,"tolerance":1e-8,"twin_halfedge":412},{"chart_seam":false,"geometry":{"curve":205,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":403,"id":205,"tolerance":1e-8,"twin_halfedge":410},{"chart_seam":false,"geometry":{"curve":206,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":405,"id":206,"tolerance":1e-8,"twin_halfedge":414},{"chart_seam":false,"geometry":{"curve":207,"kind":"Curve","range":{"hi":0.5999999999999979,"lo":0.0}},"halfedge":406,"id":207,"tolerance":1e-8,"twin_halfedge":417},{"chart_seam":false,"geometry":{"curve":208,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":407,"id":208,"tolerance":1e-8,"twin_halfedge":408},{"chart_seam":false,"geometry":{"curve":209,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":409,"id":209,"tolerance":1e-8,"twin_halfedge":416},{"chart_seam":false,"geometry":{"curve":210,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":413,"id":210,"tolerance":1e-8,"twin_halfedge":418},{"chart_seam":false,"geometry":{"curve":211,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":415,"id":211,"tolerance":1e-8,"twin_halfedge":432},{"chart_seam":false,"geometry":{"curve":212,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":420,"id":212,"tolerance":1e-8,"twin_halfedge":435},{"chart_seam":false,"geometry":{"curve":213,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":421,"id":213,"tolerance":1e-8,"twin_halfedge":439},{"chart_seam":false,"geometry":{"curve":214,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":422,"id":214,"tolerance":1e-8,"twin_halfedge":431},{"chart_seam":false,"geometry":{"curve":215,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":424,"id":215,"tolerance":1e-8,"twin_halfedge":429},{"chart_seam":false,"geometry":{"curve":216,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":425,"id":216,"tolerance":1e-8,"twin_halfedge":443},{"chart_seam":false,"geometry":{"curve":217,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":426,"id":217,"tolerance":1e-8,"twin_halfedge":433},{"chart_seam":false,"geometry":{"curve":218,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":428,"id":218,"tolerance":1e-8,"twin_halfedge":446},{"chart_seam":false,"geometry":{"curve":219,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":434,"id":219,"tolerance":1e-8,"twin_halfedge":459},{"chart_seam":false,"geometry":{"curve":220,"kind":"Curve","range":{"hi":0.5999999999999979,"lo":0.0}},"halfedge":436,"id":220,"tolerance":1e-8,"twin_halfedge":450},{"chart_seam":false,"geometry":{"curve":221,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":437,"id":221,"tolerance":1e-8,"twin_halfedge":471},{"chart_seam":false,"geometry":{"curve":222,"kind":"Curve","range":{"hi":0.5999999999999979,"lo":0.0}},"halfedge":438,"id":222,"tolerance":1e-8,"twin_halfedge":447},{"chart_seam":false,"geometry":{"curve":223,"kind":"Curve","range":{"hi":0.5999999999999979,"lo":0.0}},"halfedge":440,"id":223,"tolerance":1e-8,"twin_halfedge":445},{"chart_seam":false,"geometry":{"curve":224,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":441,"id":224,"tolerance":1e-8,"twin_halfedge":475},{"chart_seam":false,"geometry":{"curve":225,"kind":"Curve","range":{"hi":0.5999999999999979,"lo":0.0}},"halfedge":442,"id":225,"tolerance":1e-8,"twin_halfedge":452},{"chart_seam":false,"geometry":{"curve":226,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":444,"id":226,"tolerance":1e-8,"twin_halfedge":478},{"chart_seam":false,"geometry":{"curve":227,"kind":"Curve","range":{"hi":0.5999999999999979,"lo":0.0}},"halfedge":448,"id":227,"tolerance":1e-8,"twin_halfedge":467},{"chart_seam":false,"geometry":{"curve":228,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":449,"id":228,"tolerance":1e-8,"twin_halfedge":460},{"chart_seam":false,"geometry":{"curve":229,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":451,"id":229,"tolerance":1e-8,"twin_halfedge":458},{"chart_seam":false,"geometry":{"curve":230,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":453,"id":230,"tolerance":1e-8,"twin_halfedge":462},{"chart_seam":false,"geometry":{"curve":231,"kind":"Curve","range":{"hi":0.5999999999999979,"lo":0.0}},"halfedge":454,"id":231,"tolerance":1e-8,"twin_halfedge":465},{"chart_seam":false,"geometry":{"curve":232,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":455,"id":232,"tolerance":1e-8,"twin_halfedge":456},{"chart_seam":false,"geometry":{"curve":233,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":457,"id":233,"tolerance":1e-8,"twin_halfedge":464},{"chart_seam":false,"geometry":{"curve":234,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":461,"id":234,"tolerance":1e-8,"twin_halfedge":466},{"chart_seam":false,"geometry":{"curve":235,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":463,"id":235,"tolerance":1e-8,"twin_halfedge":480},{"chart_seam":false,"geometry":{"curve":236,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":468,"id":236,"tolerance":1e-8,"twin_halfedge":483},{"chart_seam":false,"geometry":{"curve":237,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":469,"id":237,"tolerance":1e-8,"twin_halfedge":487},{"chart_seam":false,"geometry":{"curve":238,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":470,"id":238,"tolerance":1e-8,"twin_halfedge":479},{"chart_seam":false,"geometry":{"curve":239,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":472,"id":239,"tolerance":1e-8,"twin_halfedge":477},{"chart_seam":false,"geometry":{"curve":240,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":473,"id":240,"tolerance":1e-8,"twin_halfedge":491},{"chart_seam":false,"geometry":{"curve":241,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":474,"id":241,"tolerance":1e-8,"twin_halfedge":481},{"chart_seam":false,"geometry":{"curve":242,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":476,"id":242,"tolerance":1e-8,"twin_halfedge":494},{"chart_seam":false,"geometry":{"curve":243,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":482,"id":243,"tolerance":1e-8,"twin_halfedge":507},{"chart_seam":false,"geometry":{"curve":244,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":484,"id":244,"tolerance":1e-8,"twin_halfedge":498},{"chart_seam":false,"geometry":{"curve":245,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":485,"id":245,"tolerance":1e-8,"twin_halfedge":519},{"chart_seam":false,"geometry":{"curve":246,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":486,"id":246,"tolerance":1e-8,"twin_halfedge":495},{"chart_seam":false,"geometry":{"curve":247,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":488,"id":247,"tolerance":1e-8,"twin_halfedge":493},{"chart_seam":false,"geometry":{"curve":248,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":489,"id":248,"tolerance":1e-8,"twin_halfedge":523},{"chart_seam":false,"geometry":{"curve":249,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":490,"id":249,"tolerance":1e-8,"twin_halfedge":500},{"chart_seam":false,"geometry":{"curve":250,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":492,"id":250,"tolerance":1e-8,"twin_halfedge":526},{"chart_seam":false,"geometry":{"curve":251,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":496,"id":251,"tolerance":1e-8,"twin_halfedge":515},{"chart_seam":false,"geometry":{"curve":252,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":497,"id":252,"tolerance":1e-8,"twin_halfedge":508},{"chart_seam":false,"geometry":{"curve":253,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":499,"id":253,"tolerance":1e-8,"twin_halfedge":506},{"chart_seam":false,"geometry":{"curve":254,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":501,"id":254,"tolerance":1e-8,"twin_halfedge":510},{"chart_seam":false,"geometry":{"curve":255,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":502,"id":255,"tolerance":1e-8,"twin_halfedge":513},{"chart_seam":false,"geometry":{"curve":256,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":503,"id":256,"tolerance":1e-8,"twin_halfedge":504},{"chart_seam":false,"geometry":{"curve":257,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":505,"id":257,"tolerance":1e-8,"twin_halfedge":512},{"chart_seam":false,"geometry":{"curve":258,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":509,"id":258,"tolerance":1e-8,"twin_halfedge":514},{"chart_seam":false,"geometry":{"curve":259,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":511,"id":259,"tolerance":1e-8,"twin_halfedge":528},{"chart_seam":false,"geometry":{"curve":260,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":516,"id":260,"tolerance":1e-8,"twin_halfedge":531},{"chart_seam":false,"geometry":{"curve":261,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":517,"id":261,"tolerance":1e-8,"twin_halfedge":535},{"chart_seam":false,"geometry":{"curve":262,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":518,"id":262,"tolerance":1e-8,"twin_halfedge":527},{"chart_seam":false,"geometry":{"curve":263,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":520,"id":263,"tolerance":1e-8,"twin_halfedge":525},{"chart_seam":false,"geometry":{"curve":264,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":521,"id":264,"tolerance":1e-8,"twin_halfedge":539},{"chart_seam":false,"geometry":{"curve":265,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":522,"id":265,"tolerance":1e-8,"twin_halfedge":529},{"chart_seam":false,"geometry":{"curve":266,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":524,"id":266,"tolerance":1e-8,"twin_halfedge":542},{"chart_seam":false,"geometry":{"curve":267,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":530,"id":267,"tolerance":1e-8,"twin_halfedge":555},{"chart_seam":false,"geometry":{"curve":268,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":532,"id":268,"tolerance":1e-8,"twin_halfedge":546},{"chart_seam":false,"geometry":{"curve":269,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":533,"id":269,"tolerance":1e-8,"twin_halfedge":567},{"chart_seam":false,"geometry":{"curve":270,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":534,"id":270,"tolerance":1e-8,"twin_halfedge":543},{"chart_seam":false,"geometry":{"curve":271,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":536,"id":271,"tolerance":1e-8,"twin_halfedge":541},{"chart_seam":false,"geometry":{"curve":272,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":537,"id":272,"tolerance":1e-8,"twin_halfedge":571},{"chart_seam":false,"geometry":{"curve":273,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":538,"id":273,"tolerance":1e-8,"twin_halfedge":548},{"chart_seam":false,"geometry":{"curve":274,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":540,"id":274,"tolerance":1e-8,"twin_halfedge":574},{"chart_seam":false,"geometry":{"curve":275,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":544,"id":275,"tolerance":1e-8,"twin_halfedge":563},{"chart_seam":false,"geometry":{"curve":276,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":545,"id":276,"tolerance":1e-8,"twin_halfedge":556},{"chart_seam":false,"geometry":{"curve":277,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":547,"id":277,"tolerance":1e-8,"twin_halfedge":554},{"chart_seam":false,"geometry":{"curve":278,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":549,"id":278,"tolerance":1e-8,"twin_halfedge":558},{"chart_seam":false,"geometry":{"curve":279,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":550,"id":279,"tolerance":1e-8,"twin_halfedge":561},{"chart_seam":false,"geometry":{"curve":280,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":551,"id":280,"tolerance":1e-8,"twin_halfedge":552},{"chart_seam":false,"geometry":{"curve":281,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":553,"id":281,"tolerance":1e-8,"twin_halfedge":560},{"chart_seam":false,"geometry":{"curve":282,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":557,"id":282,"tolerance":1e-8,"twin_halfedge":562},{"chart_seam":false,"geometry":{"curve":283,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":559,"id":283,"tolerance":1e-8,"twin_halfedge":576},{"chart_seam":false,"geometry":{"curve":284,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":564,"id":284,"tolerance":1e-8,"twin_halfedge":579},{"chart_seam":false,"geometry":{"curve":285,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":565,"id":285,"tolerance":1e-8,"twin_halfedge":583},{"chart_seam":false,"geometry":{"curve":286,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":566,"id":286,"tolerance":1e-8,"twin_halfedge":575},{"chart_seam":false,"geometry":{"curve":287,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":568,"id":287,"tolerance":1e-8,"twin_halfedge":573},{"chart_seam":false,"geometry":{"curve":288,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":569,"id":288,"tolerance":1e-8,"twin_halfedge":587},{"chart_seam":false,"geometry":{"curve":289,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":570,"id":289,"tolerance":1e-8,"twin_halfedge":577},{"chart_seam":false,"geometry":{"curve":290,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":572,"id":290,"tolerance":1e-8,"twin_halfedge":590},{"chart_seam":false,"geometry":{"curve":291,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":578,"id":291,"tolerance":1e-8,"twin_halfedge":603},{"chart_seam":false,"geometry":{"curve":292,"kind":"Curve","range":{"hi":0.5999999999999996,"lo":0.0}},"halfedge":580,"id":292,"tolerance":1e-8,"twin_halfedge":594},{"chart_seam":false,"geometry":{"curve":293,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":581,"id":293,"tolerance":1e-8,"twin_halfedge":615},{"chart_seam":false,"geometry":{"curve":294,"kind":"Curve","range":{"hi":0.5999999999999996,"lo":0.0}},"halfedge":582,"id":294,"tolerance":1e-8,"twin_halfedge":591},{"chart_seam":false,"geometry":{"curve":295,"kind":"Curve","range":{"hi":0.5999999999999996,"lo":0.0}},"halfedge":584,"id":295,"tolerance":1e-8,"twin_halfedge":589},{"chart_seam":false,"geometry":{"curve":296,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":585,"id":296,"tolerance":1e-8,"twin_halfedge":619},{"chart_seam":false,"geometry":{"curve":297,"kind":"Curve","range":{"hi":0.5999999999999996,"lo":0.0}},"halfedge":586,"id":297,"tolerance":1e-8,"twin_halfedge":596},{"chart_seam":false,"geometry":{"curve":298,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":588,"id":298,"tolerance":1e-8,"twin_halfedge":622},{"chart_seam":false,"geometry":{"curve":299,"kind":"Curve","range":{"hi":0.5999999999999996,"lo":0.0}},"halfedge":592,"id":299,"tolerance":1e-8,"twin_halfedge":611},{"chart_seam":false,"geometry":{"curve":300,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":593,"id":300,"tolerance":1e-8,"twin_halfedge":604},{"chart_seam":false,"geometry":{"curve":301,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":595,"id":301,"tolerance":1e-8,"twin_halfedge":602},{"chart_seam":false,"geometry":{"curve":302,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":597,"id":302,"tolerance":1e-8,"twin_halfedge":606},{"chart_seam":false,"geometry":{"curve":303,"kind":"Curve","range":{"hi":0.5999999999999996,"lo":0.0}},"halfedge":598,"id":303,"tolerance":1e-8,"twin_halfedge":609},{"chart_seam":false,"geometry":{"curve":304,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":599,"id":304,"tolerance":1e-8,"twin_halfedge":600},{"chart_seam":false,"geometry":{"curve":305,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":601,"id":305,"tolerance":1e-8,"twin_halfedge":608},{"chart_seam":false,"geometry":{"curve":306,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":605,"id":306,"tolerance":1e-8,"twin_halfedge":610},{"chart_seam":false,"geometry":{"curve":307,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":607,"id":307,"tolerance":1e-8,"twin_halfedge":624},{"chart_seam":false,"geometry":{"curve":308,"kind":"Curve","range":{"hi":0.5000000000000018,"lo":0.0}},"halfedge":612,"id":308,"tolerance":1e-8,"twin_halfedge":627},{"chart_seam":false,"geometry":{"curve":309,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":613,"id":309,"tolerance":1e-8,"twin_halfedge":631},{"chart_seam":false,"geometry":{"curve":310,"kind":"Curve","range":{"hi":0.5000000000000018,"lo":0.0}},"halfedge":614,"id":310,"tolerance":1e-8,"twin_halfedge":623},{"chart_seam":false,"geometry":{"curve":311,"kind":"Curve","range":{"hi":0.5000000000000018,"lo":0.0}},"halfedge":616,"id":311,"tolerance":1e-8,"twin_halfedge":621},{"chart_seam":false,"geometry":{"curve":312,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":617,"id":312,"tolerance":1e-8,"twin_halfedge":635},{"chart_seam":false,"geometry":{"curve":313,"kind":"Curve","range":{"hi":0.5000000000000018,"lo":0.0}},"halfedge":618,"id":313,"tolerance":1e-8,"twin_halfedge":625},{"chart_seam":false,"geometry":{"curve":314,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":620,"id":314,"tolerance":1e-8,"twin_halfedge":638},{"chart_seam":false,"geometry":{"curve":315,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":626,"id":315,"tolerance":1e-8,"twin_halfedge":651},{"chart_seam":false,"geometry":{"curve":316,"kind":"Curve","range":{"hi":0.5999999999999979,"lo":0.0}},"halfedge":628,"id":316,"tolerance":1e-8,"twin_halfedge":642},{"chart_seam":false,"geometry":{"curve":317,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":629,"id":317,"tolerance":1e-8,"twin_halfedge":663},{"chart_seam":false,"geometry":{"curve":318,"kind":"Curve","range":{"hi":0.5999999999999979,"lo":0.0}},"halfedge":630,"id":318,"tolerance":1e-8,"twin_halfedge":639},{"chart_seam":false,"geometry":{"curve":319,"kind":"Curve","range":{"hi":0.5999999999999979,"lo":0.0}},"halfedge":632,"id":319,"tolerance":1e-8,"twin_halfedge":637},{"chart_seam":false,"geometry":{"curve":320,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":633,"id":320,"tolerance":1e-8,"twin_halfedge":667},{"chart_seam":false,"geometry":{"curve":321,"kind":"Curve","range":{"hi":0.5999999999999979,"lo":0.0}},"halfedge":634,"id":321,"tolerance":1e-8,"twin_halfedge":644},{"chart_seam":false,"geometry":{"curve":322,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":636,"id":322,"tolerance":1e-8,"twin_halfedge":670},{"chart_seam":false,"geometry":{"curve":323,"kind":"Curve","range":{"hi":0.5999999999999979,"lo":0.0}},"halfedge":640,"id":323,"tolerance":1e-8,"twin_halfedge":659},{"chart_seam":false,"geometry":{"curve":324,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":641,"id":324,"tolerance":1e-8,"twin_halfedge":652},{"chart_seam":false,"geometry":{"curve":325,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":643,"id":325,"tolerance":1e-8,"twin_halfedge":650},{"chart_seam":false,"geometry":{"curve":326,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":645,"id":326,"tolerance":1e-8,"twin_halfedge":654},{"chart_seam":false,"geometry":{"curve":327,"kind":"Curve","range":{"hi":0.5999999999999979,"lo":0.0}},"halfedge":646,"id":327,"tolerance":1e-8,"twin_halfedge":657},{"chart_seam":false,"geometry":{"curve":328,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":647,"id":328,"tolerance":1e-8,"twin_halfedge":648},{"chart_seam":false,"geometry":{"curve":329,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":649,"id":329,"tolerance":1e-8,"twin_halfedge":656},{"chart_seam":false,"geometry":{"curve":330,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":653,"id":330,"tolerance":1e-8,"twin_halfedge":658},{"chart_seam":false,"geometry":{"curve":331,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":655,"id":331,"tolerance":1e-8,"twin_halfedge":672},{"chart_seam":false,"geometry":{"curve":332,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":660,"id":332,"tolerance":1e-8,"twin_halfedge":675},{"chart_seam":false,"geometry":{"curve":333,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":661,"id":333,"tolerance":1e-8,"twin_halfedge":679},{"chart_seam":false,"geometry":{"curve":334,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":662,"id":334,"tolerance":1e-8,"twin_halfedge":671},{"chart_seam":false,"geometry":{"curve":335,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":664,"id":335,"tolerance":1e-8,"twin_halfedge":669},{"chart_seam":false,"geometry":{"curve":336,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":665,"id":336,"tolerance":1e-8,"twin_halfedge":683},{"chart_seam":false,"geometry":{"curve":337,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":666,"id":337,"tolerance":1e-8,"twin_halfedge":673},{"chart_seam":false,"geometry":{"curve":338,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":668,"id":338,"tolerance":1e-8,"twin_halfedge":686},{"chart_seam":false,"geometry":{"curve":339,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":674,"id":339,"tolerance":1e-8,"twin_halfedge":699},{"chart_seam":false,"geometry":{"curve":340,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":676,"id":340,"tolerance":1e-8,"twin_halfedge":690},{"chart_seam":false,"geometry":{"curve":341,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":677,"id":341,"tolerance":1e-8,"twin_halfedge":711},{"chart_seam":false,"geometry":{"curve":342,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":678,"id":342,"tolerance":1e-8,"twin_halfedge":687},{"chart_seam":false,"geometry":{"curve":343,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":680,"id":343,"tolerance":1e-8,"twin_halfedge":685},{"chart_seam":false,"geometry":{"curve":344,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":681,"id":344,"tolerance":1e-8,"twin_halfedge":715},{"chart_seam":false,"geometry":{"curve":345,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":682,"id":345,"tolerance":1e-8,"twin_halfedge":692},{"chart_seam":false,"geometry":{"curve":346,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":684,"id":346,"tolerance":1e-8,"twin_halfedge":718},{"chart_seam":false,"geometry":{"curve":347,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":688,"id":347,"tolerance":1e-8,"twin_halfedge":707},{"chart_seam":false,"geometry":{"curve":348,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":689,"id":348,"tolerance":1e-8,"twin_halfedge":700},{"chart_seam":false,"geometry":{"curve":349,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":691,"id":349,"tolerance":1e-8,"twin_halfedge":698},{"chart_seam":false,"geometry":{"curve":350,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":693,"id":350,"tolerance":1e-8,"twin_halfedge":702},{"chart_seam":false,"geometry":{"curve":351,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":694,"id":351,"tolerance":1e-8,"twin_halfedge":705},{"chart_seam":false,"geometry":{"curve":352,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":695,"id":352,"tolerance":1e-8,"twin_halfedge":696},{"chart_seam":false,"geometry":{"curve":353,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":697,"id":353,"tolerance":1e-8,"twin_halfedge":704},{"chart_seam":false,"geometry":{"curve":354,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":701,"id":354,"tolerance":1e-8,"twin_halfedge":706},{"chart_seam":false,"geometry":{"curve":355,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":703,"id":355,"tolerance":1e-8,"twin_halfedge":720},{"chart_seam":false,"geometry":{"curve":356,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":708,"id":356,"tolerance":1e-8,"twin_halfedge":723},{"chart_seam":false,"geometry":{"curve":357,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":709,"id":357,"tolerance":1e-8,"twin_halfedge":727},{"chart_seam":false,"geometry":{"curve":358,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":710,"id":358,"tolerance":1e-8,"twin_halfedge":719},{"chart_seam":false,"geometry":{"curve":359,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":712,"id":359,"tolerance":1e-8,"twin_halfedge":717},{"chart_seam":false,"geometry":{"curve":360,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":713,"id":360,"tolerance":1e-8,"twin_halfedge":731},{"chart_seam":false,"geometry":{"curve":361,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":714,"id":361,"tolerance":1e-8,"twin_halfedge":721},{"chart_seam":false,"geometry":{"curve":362,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":716,"id":362,"tolerance":1e-8,"twin_halfedge":734},{"chart_seam":false,"geometry":{"curve":363,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":722,"id":363,"tolerance":1e-8,"twin_halfedge":747},{"chart_seam":false,"geometry":{"curve":364,"kind":"Curve","range":{"hi":0.5999999999999979,"lo":0.0}},"halfedge":724,"id":364,"tolerance":1e-8,"twin_halfedge":738},{"chart_seam":false,"geometry":{"curve":365,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":725,"id":365,"tolerance":1e-8,"twin_halfedge":759},{"chart_seam":false,"geometry":{"curve":366,"kind":"Curve","range":{"hi":0.5999999999999979,"lo":0.0}},"halfedge":726,"id":366,"tolerance":1e-8,"twin_halfedge":735},{"chart_seam":false,"geometry":{"curve":367,"kind":"Curve","range":{"hi":0.5999999999999979,"lo":0.0}},"halfedge":728,"id":367,"tolerance":1e-8,"twin_halfedge":733},{"chart_seam":false,"geometry":{"curve":368,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":729,"id":368,"tolerance":1e-8,"twin_halfedge":763},{"chart_seam":false,"geometry":{"curve":369,"kind":"Curve","range":{"hi":0.5999999999999979,"lo":0.0}},"halfedge":730,"id":369,"tolerance":1e-8,"twin_halfedge":740},{"chart_seam":false,"geometry":{"curve":370,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":732,"id":370,"tolerance":1e-8,"twin_halfedge":766},{"chart_seam":false,"geometry":{"curve":371,"kind":"Curve","range":{"hi":0.5999999999999979,"lo":0.0}},"halfedge":736,"id":371,"tolerance":1e-8,"twin_halfedge":755},{"chart_seam":false,"geometry":{"curve":372,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":737,"id":372,"tolerance":1e-8,"twin_halfedge":748},{"chart_seam":false,"geometry":{"curve":373,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":739,"id":373,"tolerance":1e-8,"twin_halfedge":746},{"chart_seam":false,"geometry":{"curve":374,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":741,"id":374,"tolerance":1e-8,"twin_halfedge":750},{"chart_seam":false,"geometry":{"curve":375,"kind":"Curve","range":{"hi":0.5999999999999979,"lo":0.0}},"halfedge":742,"id":375,"tolerance":1e-8,"twin_halfedge":753},{"chart_seam":false,"geometry":{"curve":376,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":743,"id":376,"tolerance":1e-8,"twin_halfedge":744},{"chart_seam":false,"geometry":{"curve":377,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":745,"id":377,"tolerance":1e-8,"twin_halfedge":752},{"chart_seam":false,"geometry":{"curve":378,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":749,"id":378,"tolerance":1e-8,"twin_halfedge":754},{"chart_seam":false,"geometry":{"curve":379,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":751,"id":379,"tolerance":1e-8,"twin_halfedge":768},{"chart_seam":false,"geometry":{"curve":380,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":756,"id":380,"tolerance":1e-8,"twin_halfedge":771},{"chart_seam":false,"geometry":{"curve":381,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":757,"id":381,"tolerance":1e-8,"twin_halfedge":775},{"chart_seam":false,"geometry":{"curve":382,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":758,"id":382,"tolerance":1e-8,"twin_halfedge":767},{"chart_seam":false,"geometry":{"curve":383,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":760,"id":383,"tolerance":1e-8,"twin_halfedge":765},{"chart_seam":false,"geometry":{"curve":384,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":761,"id":384,"tolerance":1e-8,"twin_halfedge":779},{"chart_seam":false,"geometry":{"curve":385,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":762,"id":385,"tolerance":1e-8,"twin_halfedge":769},{"chart_seam":false,"geometry":{"curve":386,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":764,"id":386,"tolerance":1e-8,"twin_halfedge":782},{"chart_seam":false,"geometry":{"curve":387,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":770,"id":387,"tolerance":1e-8,"twin_halfedge":795},{"chart_seam":false,"geometry":{"curve":388,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":772,"id":388,"tolerance":1e-8,"twin_halfedge":786},{"chart_seam":false,"geometry":{"curve":389,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":773,"id":389,"tolerance":1e-8,"twin_halfedge":807},{"chart_seam":false,"geometry":{"curve":390,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":774,"id":390,"tolerance":1e-8,"twin_halfedge":783},{"chart_seam":false,"geometry":{"curve":391,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":776,"id":391,"tolerance":1e-8,"twin_halfedge":781},{"chart_seam":false,"geometry":{"curve":392,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":777,"id":392,"tolerance":1e-8,"twin_halfedge":811},{"chart_seam":false,"geometry":{"curve":393,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":778,"id":393,"tolerance":1e-8,"twin_halfedge":788},{"chart_seam":false,"geometry":{"curve":394,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":780,"id":394,"tolerance":1e-8,"twin_halfedge":814},{"chart_seam":false,"geometry":{"curve":395,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":784,"id":395,"tolerance":1e-8,"twin_halfedge":803},{"chart_seam":false,"geometry":{"curve":396,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":785,"id":396,"tolerance":1e-8,"twin_halfedge":796},{"chart_seam":false,"geometry":{"curve":397,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":787,"id":397,"tolerance":1e-8,"twin_halfedge":794},{"chart_seam":false,"geometry":{"curve":398,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":789,"id":398,"tolerance":1e-8,"twin_halfedge":798},{"chart_seam":false,"geometry":{"curve":399,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":790,"id":399,"tolerance":1e-8,"twin_halfedge":801},{"chart_seam":false,"geometry":{"curve":400,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":791,"id":400,"tolerance":1e-8,"twin_halfedge":792},{"chart_seam":false,"geometry":{"curve":401,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":793,"id":401,"tolerance":1e-8,"twin_halfedge":800},{"chart_seam":false,"geometry":{"curve":402,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":797,"id":402,"tolerance":1e-8,"twin_halfedge":802},{"chart_seam":false,"geometry":{"curve":403,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":799,"id":403,"tolerance":1e-8,"twin_halfedge":816},{"chart_seam":false,"geometry":{"curve":404,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":804,"id":404,"tolerance":1e-8,"twin_halfedge":819},{"chart_seam":false,"geometry":{"curve":405,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":805,"id":405,"tolerance":1e-8,"twin_halfedge":823},{"chart_seam":false,"geometry":{"curve":406,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":806,"id":406,"tolerance":1e-8,"twin_halfedge":815},{"chart_seam":false,"geometry":{"curve":407,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":808,"id":407,"tolerance":1e-8,"twin_halfedge":813},{"chart_seam":false,"geometry":{"curve":408,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":809,"id":408,"tolerance":1e-8,"twin_halfedge":827},{"chart_seam":false,"geometry":{"curve":409,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":810,"id":409,"tolerance":1e-8,"twin_halfedge":817},{"chart_seam":false,"geometry":{"curve":410,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":812,"id":410,"tolerance":1e-8,"twin_halfedge":830},{"chart_seam":false,"geometry":{"curve":411,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":818,"id":411,"tolerance":1e-8,"twin_halfedge":843},{"chart_seam":false,"geometry":{"curve":412,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":820,"id":412,"tolerance":1e-8,"twin_halfedge":834},{"chart_seam":false,"geometry":{"curve":413,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":821,"id":413,"tolerance":1e-8,"twin_halfedge":855},{"chart_seam":false,"geometry":{"curve":414,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":822,"id":414,"tolerance":1e-8,"twin_halfedge":831},{"chart_seam":false,"geometry":{"curve":415,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":824,"id":415,"tolerance":1e-8,"twin_halfedge":829},{"chart_seam":false,"geometry":{"curve":416,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":825,"id":416,"tolerance":1e-8,"twin_halfedge":859},{"chart_seam":false,"geometry":{"curve":417,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":826,"id":417,"tolerance":1e-8,"twin_halfedge":836},{"chart_seam":false,"geometry":{"curve":418,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":828,"id":418,"tolerance":1e-8,"twin_halfedge":862},{"chart_seam":false,"geometry":{"curve":419,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":832,"id":419,"tolerance":1e-8,"twin_halfedge":851},{"chart_seam":false,"geometry":{"curve":420,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":833,"id":420,"tolerance":1e-8,"twin_halfedge":844},{"chart_seam":false,"geometry":{"curve":421,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":835,"id":421,"tolerance":1e-8,"twin_halfedge":842},{"chart_seam":false,"geometry":{"curve":422,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":837,"id":422,"tolerance":1e-8,"twin_halfedge":846},{"chart_seam":false,"geometry":{"curve":423,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":838,"id":423,"tolerance":1e-8,"twin_halfedge":849},{"chart_seam":false,"geometry":{"curve":424,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":839,"id":424,"tolerance":1e-8,"twin_halfedge":840},{"chart_seam":false,"geometry":{"curve":425,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":841,"id":425,"tolerance":1e-8,"twin_halfedge":848},{"chart_seam":false,"geometry":{"curve":426,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":845,"id":426,"tolerance":1e-8,"twin_halfedge":850},{"chart_seam":false,"geometry":{"curve":427,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":847,"id":427,"tolerance":1e-8,"twin_halfedge":864},{"chart_seam":false,"geometry":{"curve":428,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":852,"id":428,"tolerance":1e-8,"twin_halfedge":867},{"chart_seam":false,"geometry":{"curve":429,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":853,"id":429,"tolerance":1e-8,"twin_halfedge":871},{"chart_seam":false,"geometry":{"curve":430,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":854,"id":430,"tolerance":1e-8,"twin_halfedge":863},{"chart_seam":false,"geometry":{"curve":431,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":856,"id":431,"tolerance":1e-8,"twin_halfedge":861},{"chart_seam":false,"geometry":{"curve":432,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":857,"id":432,"tolerance":1e-8,"twin_halfedge":875},{"chart_seam":false,"geometry":{"curve":433,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":858,"id":433,"tolerance":1e-8,"twin_halfedge":865},{"chart_seam":false,"geometry":{"curve":434,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":860,"id":434,"tolerance":1e-8,"twin_halfedge":878},{"chart_seam":false,"geometry":{"curve":435,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":866,"id":435,"tolerance":1e-8,"twin_halfedge":891},{"chart_seam":false,"geometry":{"curve":436,"kind":"Curve","range":{"hi":0.5999999999999979,"lo":0.0}},"halfedge":868,"id":436,"tolerance":1e-8,"twin_halfedge":882},{"chart_seam":false,"geometry":{"curve":437,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":869,"id":437,"tolerance":1e-8,"twin_halfedge":903},{"chart_seam":false,"geometry":{"curve":438,"kind":"Curve","range":{"hi":0.5999999999999979,"lo":0.0}},"halfedge":870,"id":438,"tolerance":1e-8,"twin_halfedge":879},{"chart_seam":false,"geometry":{"curve":439,"kind":"Curve","range":{"hi":0.5999999999999979,"lo":0.0}},"halfedge":872,"id":439,"tolerance":1e-8,"twin_halfedge":877},{"chart_seam":false,"geometry":{"curve":440,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":873,"id":440,"tolerance":1e-8,"twin_halfedge":907},{"chart_seam":false,"geometry":{"curve":441,"kind":"Curve","range":{"hi":0.5999999999999979,"lo":0.0}},"halfedge":874,"id":441,"tolerance":1e-8,"twin_halfedge":884},{"chart_seam":false,"geometry":{"curve":442,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":876,"id":442,"tolerance":1e-8,"twin_halfedge":910},{"chart_seam":false,"geometry":{"curve":443,"kind":"Curve","range":{"hi":0.5999999999999979,"lo":0.0}},"halfedge":880,"id":443,"tolerance":1e-8,"twin_halfedge":899},{"chart_seam":false,"geometry":{"curve":444,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":881,"id":444,"tolerance":1e-8,"twin_halfedge":892},{"chart_seam":false,"geometry":{"curve":445,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":883,"id":445,"tolerance":1e-8,"twin_halfedge":890},{"chart_seam":false,"geometry":{"curve":446,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":885,"id":446,"tolerance":1e-8,"twin_halfedge":894},{"chart_seam":false,"geometry":{"curve":447,"kind":"Curve","range":{"hi":0.5999999999999979,"lo":0.0}},"halfedge":886,"id":447,"tolerance":1e-8,"twin_halfedge":897},{"chart_seam":false,"geometry":{"curve":448,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":887,"id":448,"tolerance":1e-8,"twin_halfedge":888},{"chart_seam":false,"geometry":{"curve":449,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":889,"id":449,"tolerance":1e-8,"twin_halfedge":896},{"chart_seam":false,"geometry":{"curve":450,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":893,"id":450,"tolerance":1e-8,"twin_halfedge":898},{"chart_seam":false,"geometry":{"curve":451,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":895,"id":451,"tolerance":1e-8,"twin_halfedge":912},{"chart_seam":false,"geometry":{"curve":452,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":900,"id":452,"tolerance":1e-8,"twin_halfedge":915},{"chart_seam":false,"geometry":{"curve":453,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":901,"id":453,"tolerance":1e-8,"twin_halfedge":919},{"chart_seam":false,"geometry":{"curve":454,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":902,"id":454,"tolerance":1e-8,"twin_halfedge":911},{"chart_seam":false,"geometry":{"curve":455,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":904,"id":455,"tolerance":1e-8,"twin_halfedge":909},{"chart_seam":false,"geometry":{"curve":456,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":905,"id":456,"tolerance":1e-8,"twin_halfedge":923},{"chart_seam":false,"geometry":{"curve":457,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":906,"id":457,"tolerance":1e-8,"twin_halfedge":913},{"chart_seam":false,"geometry":{"curve":458,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":908,"id":458,"tolerance":1e-8,"twin_halfedge":926},{"chart_seam":false,"geometry":{"curve":459,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":914,"id":459,"tolerance":1e-8,"twin_halfedge":939},{"chart_seam":false,"geometry":{"curve":460,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":916,"id":460,"tolerance":1e-8,"twin_halfedge":930},{"chart_seam":false,"geometry":{"curve":461,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":917,"id":461,"tolerance":1e-8,"twin_halfedge":951},{"chart_seam":false,"geometry":{"curve":462,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":918,"id":462,"tolerance":1e-8,"twin_halfedge":927},{"chart_seam":false,"geometry":{"curve":463,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":920,"id":463,"tolerance":1e-8,"twin_halfedge":925},{"chart_seam":false,"geometry":{"curve":464,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":921,"id":464,"tolerance":1e-8,"twin_halfedge":955},{"chart_seam":false,"geometry":{"curve":465,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":922,"id":465,"tolerance":1e-8,"twin_halfedge":932},{"chart_seam":false,"geometry":{"curve":466,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":924,"id":466,"tolerance":1e-8,"twin_halfedge":958},{"chart_seam":false,"geometry":{"curve":467,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":928,"id":467,"tolerance":1e-8,"twin_halfedge":947},{"chart_seam":false,"geometry":{"curve":468,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":929,"id":468,"tolerance":1e-8,"twin_halfedge":940},{"chart_seam":false,"geometry":{"curve":469,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":931,"id":469,"tolerance":1e-8,"twin_halfedge":938},{"chart_seam":false,"geometry":{"curve":470,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":933,"id":470,"tolerance":1e-8,"twin_halfedge":942},{"chart_seam":false,"geometry":{"curve":471,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":934,"id":471,"tolerance":1e-8,"twin_halfedge":945},{"chart_seam":false,"geometry":{"curve":472,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":935,"id":472,"tolerance":1e-8,"twin_halfedge":936},{"chart_seam":false,"geometry":{"curve":473,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":937,"id":473,"tolerance":1e-8,"twin_halfedge":944},{"chart_seam":false,"geometry":{"curve":474,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":941,"id":474,"tolerance":1e-8,"twin_halfedge":946},{"chart_seam":false,"geometry":{"curve":475,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":943,"id":475,"tolerance":1e-8,"twin_halfedge":960},{"chart_seam":false,"geometry":{"curve":476,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":948,"id":476,"tolerance":1e-8,"twin_halfedge":963},{"chart_seam":false,"geometry":{"curve":477,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":949,"id":477,"tolerance":1e-8,"twin_halfedge":967},{"chart_seam":false,"geometry":{"curve":478,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":950,"id":478,"tolerance":1e-8,"twin_halfedge":959},{"chart_seam":false,"geometry":{"curve":479,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":952,"id":479,"tolerance":1e-8,"twin_halfedge":957},{"chart_seam":false,"geometry":{"curve":480,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":953,"id":480,"tolerance":1e-8,"twin_halfedge":971},{"chart_seam":false,"geometry":{"curve":481,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":954,"id":481,"tolerance":1e-8,"twin_halfedge":961},{"chart_seam":false,"geometry":{"curve":482,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":956,"id":482,"tolerance":1e-8,"twin_halfedge":974},{"chart_seam":false,"geometry":{"curve":483,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":962,"id":483,"tolerance":1e-8,"twin_halfedge":987},{"chart_seam":false,"geometry":{"curve":484,"kind":"Curve","range":{"hi":0.5999999999999979,"lo":0.0}},"halfedge":964,"id":484,"tolerance":1e-8,"twin_halfedge":978},{"chart_seam":false,"geometry":{"curve":485,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":965,"id":485,"tolerance":1e-8,"twin_halfedge":999},{"chart_seam":false,"geometry":{"curve":486,"kind":"Curve","range":{"hi":0.5999999999999979,"lo":0.0}},"halfedge":966,"id":486,"tolerance":1e-8,"twin_halfedge":975},{"chart_seam":false,"geometry":{"curve":487,"kind":"Curve","range":{"hi":0.5999999999999979,"lo":0.0}},"halfedge":968,"id":487,"tolerance":1e-8,"twin_halfedge":973},{"chart_seam":false,"geometry":{"curve":488,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":969,"id":488,"tolerance":1e-8,"twin_halfedge":1003},{"chart_seam":false,"geometry":{"curve":489,"kind":"Curve","range":{"hi":0.5999999999999979,"lo":0.0}},"halfedge":970,"id":489,"tolerance":1e-8,"twin_halfedge":980},{"chart_seam":false,"geometry":{"curve":490,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":972,"id":490,"tolerance":1e-8,"twin_halfedge":1006},{"chart_seam":false,"geometry":{"curve":491,"kind":"Curve","range":{"hi":0.5999999999999979,"lo":0.0}},"halfedge":976,"id":491,"tolerance":1e-8,"twin_halfedge":995},{"chart_seam":false,"geometry":{"curve":492,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":977,"id":492,"tolerance":1e-8,"twin_halfedge":988},{"chart_seam":false,"geometry":{"curve":493,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":979,"id":493,"tolerance":1e-8,"twin_halfedge":986},{"chart_seam":false,"geometry":{"curve":494,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":981,"id":494,"tolerance":1e-8,"twin_halfedge":990},{"chart_seam":false,"geometry":{"curve":495,"kind":"Curve","range":{"hi":0.5999999999999979,"lo":0.0}},"halfedge":982,"id":495,"tolerance":1e-8,"twin_halfedge":993},{"chart_seam":false,"geometry":{"curve":496,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":983,"id":496,"tolerance":1e-8,"twin_halfedge":984},{"chart_seam":false,"geometry":{"curve":497,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":985,"id":497,"tolerance":1e-8,"twin_halfedge":992},{"chart_seam":false,"geometry":{"curve":498,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":989,"id":498,"tolerance":1e-8,"twin_halfedge":994},{"chart_seam":false,"geometry":{"curve":499,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":991,"id":499,"tolerance":1e-8,"twin_halfedge":1008},{"chart_seam":false,"geometry":{"curve":500,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":996,"id":500,"tolerance":1e-8,"twin_halfedge":1011},{"chart_seam":false,"geometry":{"curve":501,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":997,"id":501,"tolerance":1e-8,"twin_halfedge":1015},{"chart_seam":false,"geometry":{"curve":502,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":998,"id":502,"tolerance":1e-8,"twin_halfedge":1007},{"chart_seam":false,"geometry":{"curve":503,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1000,"id":503,"tolerance":1e-8,"twin_halfedge":1005},{"chart_seam":false,"geometry":{"curve":504,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1001,"id":504,"tolerance":1e-8,"twin_halfedge":1019},{"chart_seam":false,"geometry":{"curve":505,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1002,"id":505,"tolerance":1e-8,"twin_halfedge":1009},{"chart_seam":false,"geometry":{"curve":506,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1004,"id":506,"tolerance":1e-8,"twin_halfedge":1022},{"chart_seam":false,"geometry":{"curve":507,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1010,"id":507,"tolerance":1e-8,"twin_halfedge":1035},{"chart_seam":false,"geometry":{"curve":508,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1012,"id":508,"tolerance":1e-8,"twin_halfedge":1026},{"chart_seam":false,"geometry":{"curve":509,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1013,"id":509,"tolerance":1e-8,"twin_halfedge":1047},{"chart_seam":false,"geometry":{"curve":510,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1014,"id":510,"tolerance":1e-8,"twin_halfedge":1023},{"chart_seam":false,"geometry":{"curve":511,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1016,"id":511,"tolerance":1e-8,"twin_halfedge":1021},{"chart_seam":false,"geometry":{"curve":512,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1017,"id":512,"tolerance":1e-8,"twin_halfedge":1051},{"chart_seam":false,"geometry":{"curve":513,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1018,"id":513,"tolerance":1e-8,"twin_halfedge":1028},{"chart_seam":false,"geometry":{"curve":514,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1020,"id":514,"tolerance":1e-8,"twin_halfedge":1054},{"chart_seam":false,"geometry":{"curve":515,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1024,"id":515,"tolerance":1e-8,"twin_halfedge":1043},{"chart_seam":false,"geometry":{"curve":516,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1025,"id":516,"tolerance":1e-8,"twin_halfedge":1036},{"chart_seam":false,"geometry":{"curve":517,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1027,"id":517,"tolerance":1e-8,"twin_halfedge":1034},{"chart_seam":false,"geometry":{"curve":518,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1029,"id":518,"tolerance":1e-8,"twin_halfedge":1038},{"chart_seam":false,"geometry":{"curve":519,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1030,"id":519,"tolerance":1e-8,"twin_halfedge":1041},{"chart_seam":false,"geometry":{"curve":520,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1031,"id":520,"tolerance":1e-8,"twin_halfedge":1032},{"chart_seam":false,"geometry":{"curve":521,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1033,"id":521,"tolerance":1e-8,"twin_halfedge":1040},{"chart_seam":false,"geometry":{"curve":522,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1037,"id":522,"tolerance":1e-8,"twin_halfedge":1042},{"chart_seam":false,"geometry":{"curve":523,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1039,"id":523,"tolerance":1e-8,"twin_halfedge":1056},{"chart_seam":false,"geometry":{"curve":524,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1044,"id":524,"tolerance":1e-8,"twin_halfedge":1059},{"chart_seam":false,"geometry":{"curve":525,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1045,"id":525,"tolerance":1e-8,"twin_halfedge":1063},{"chart_seam":false,"geometry":{"curve":526,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1046,"id":526,"tolerance":1e-8,"twin_halfedge":1055},{"chart_seam":false,"geometry":{"curve":527,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1048,"id":527,"tolerance":1e-8,"twin_halfedge":1053},{"chart_seam":false,"geometry":{"curve":528,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1049,"id":528,"tolerance":1e-8,"twin_halfedge":1067},{"chart_seam":false,"geometry":{"curve":529,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1050,"id":529,"tolerance":1e-8,"twin_halfedge":1057},{"chart_seam":false,"geometry":{"curve":530,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1052,"id":530,"tolerance":1e-8,"twin_halfedge":1070},{"chart_seam":false,"geometry":{"curve":531,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1058,"id":531,"tolerance":1e-8,"twin_halfedge":1083},{"chart_seam":false,"geometry":{"curve":532,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1060,"id":532,"tolerance":1e-8,"twin_halfedge":1074},{"chart_seam":false,"geometry":{"curve":533,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1061,"id":533,"tolerance":1e-8,"twin_halfedge":1095},{"chart_seam":false,"geometry":{"curve":534,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1062,"id":534,"tolerance":1e-8,"twin_halfedge":1071},{"chart_seam":false,"geometry":{"curve":535,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1064,"id":535,"tolerance":1e-8,"twin_halfedge":1069},{"chart_seam":false,"geometry":{"curve":536,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1065,"id":536,"tolerance":1e-8,"twin_halfedge":1099},{"chart_seam":false,"geometry":{"curve":537,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1066,"id":537,"tolerance":1e-8,"twin_halfedge":1076},{"chart_seam":false,"geometry":{"curve":538,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1068,"id":538,"tolerance":1e-8,"twin_halfedge":1102},{"chart_seam":false,"geometry":{"curve":539,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1072,"id":539,"tolerance":1e-8,"twin_halfedge":1091},{"chart_seam":false,"geometry":{"curve":540,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1073,"id":540,"tolerance":1e-8,"twin_halfedge":1084},{"chart_seam":false,"geometry":{"curve":541,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1075,"id":541,"tolerance":1e-8,"twin_halfedge":1082},{"chart_seam":false,"geometry":{"curve":542,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1077,"id":542,"tolerance":1e-8,"twin_halfedge":1086},{"chart_seam":false,"geometry":{"curve":543,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1078,"id":543,"tolerance":1e-8,"twin_halfedge":1089},{"chart_seam":false,"geometry":{"curve":544,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1079,"id":544,"tolerance":1e-8,"twin_halfedge":1080},{"chart_seam":false,"geometry":{"curve":545,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1081,"id":545,"tolerance":1e-8,"twin_halfedge":1088},{"chart_seam":false,"geometry":{"curve":546,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1085,"id":546,"tolerance":1e-8,"twin_halfedge":1090},{"chart_seam":false,"geometry":{"curve":547,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1087,"id":547,"tolerance":1e-8,"twin_halfedge":1104},{"chart_seam":false,"geometry":{"curve":548,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1092,"id":548,"tolerance":1e-8,"twin_halfedge":1107},{"chart_seam":false,"geometry":{"curve":549,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1093,"id":549,"tolerance":1e-8,"twin_halfedge":1111},{"chart_seam":false,"geometry":{"curve":550,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1094,"id":550,"tolerance":1e-8,"twin_halfedge":1103},{"chart_seam":false,"geometry":{"curve":551,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1096,"id":551,"tolerance":1e-8,"twin_halfedge":1101},{"chart_seam":false,"geometry":{"curve":552,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1097,"id":552,"tolerance":1e-8,"twin_halfedge":1115},{"chart_seam":false,"geometry":{"curve":553,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1098,"id":553,"tolerance":1e-8,"twin_halfedge":1105},{"chart_seam":false,"geometry":{"curve":554,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1100,"id":554,"tolerance":1e-8,"twin_halfedge":1118},{"chart_seam":false,"geometry":{"curve":555,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1106,"id":555,"tolerance":1e-8,"twin_halfedge":1131},{"chart_seam":false,"geometry":{"curve":556,"kind":"Curve","range":{"hi":0.5999999999999979,"lo":0.0}},"halfedge":1108,"id":556,"tolerance":1e-8,"twin_halfedge":1122},{"chart_seam":false,"geometry":{"curve":557,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1109,"id":557,"tolerance":1e-8,"twin_halfedge":1143},{"chart_seam":false,"geometry":{"curve":558,"kind":"Curve","range":{"hi":0.5999999999999979,"lo":0.0}},"halfedge":1110,"id":558,"tolerance":1e-8,"twin_halfedge":1119},{"chart_seam":false,"geometry":{"curve":559,"kind":"Curve","range":{"hi":0.5999999999999979,"lo":0.0}},"halfedge":1112,"id":559,"tolerance":1e-8,"twin_halfedge":1117},{"chart_seam":false,"geometry":{"curve":560,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1113,"id":560,"tolerance":1e-8,"twin_halfedge":1147},{"chart_seam":false,"geometry":{"curve":561,"kind":"Curve","range":{"hi":0.5999999999999979,"lo":0.0}},"halfedge":1114,"id":561,"tolerance":1e-8,"twin_halfedge":1124},{"chart_seam":false,"geometry":{"curve":562,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1116,"id":562,"tolerance":1e-8,"twin_halfedge":1150},{"chart_seam":false,"geometry":{"curve":563,"kind":"Curve","range":{"hi":0.5999999999999979,"lo":0.0}},"halfedge":1120,"id":563,"tolerance":1e-8,"twin_halfedge":1139},{"chart_seam":false,"geometry":{"curve":564,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1121,"id":564,"tolerance":1e-8,"twin_halfedge":1132},{"chart_seam":false,"geometry":{"curve":565,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1123,"id":565,"tolerance":1e-8,"twin_halfedge":1130},{"chart_seam":false,"geometry":{"curve":566,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1125,"id":566,"tolerance":1e-8,"twin_halfedge":1134},{"chart_seam":false,"geometry":{"curve":567,"kind":"Curve","range":{"hi":0.5999999999999979,"lo":0.0}},"halfedge":1126,"id":567,"tolerance":1e-8,"twin_halfedge":1137},{"chart_seam":false,"geometry":{"curve":568,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1127,"id":568,"tolerance":1e-8,"twin_halfedge":1128},{"chart_seam":false,"geometry":{"curve":569,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1129,"id":569,"tolerance":1e-8,"twin_halfedge":1136},{"chart_seam":false,"geometry":{"curve":570,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1133,"id":570,"tolerance":1e-8,"twin_halfedge":1138},{"chart_seam":false,"geometry":{"curve":571,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1135,"id":571,"tolerance":1e-8,"twin_halfedge":1152},{"chart_seam":false,"geometry":{"curve":572,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1140,"id":572,"tolerance":1e-8,"twin_halfedge":1155},{"chart_seam":false,"geometry":{"curve":573,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1141,"id":573,"tolerance":1e-8,"twin_halfedge":1159},{"chart_seam":false,"geometry":{"curve":574,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1142,"id":574,"tolerance":1e-8,"twin_halfedge":1151},{"chart_seam":false,"geometry":{"curve":575,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1144,"id":575,"tolerance":1e-8,"twin_halfedge":1149},{"chart_seam":false,"geometry":{"curve":576,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1145,"id":576,"tolerance":1e-8,"twin_halfedge":1163},{"chart_seam":false,"geometry":{"curve":577,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1146,"id":577,"tolerance":1e-8,"twin_halfedge":1153},{"chart_seam":false,"geometry":{"curve":578,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1148,"id":578,"tolerance":1e-8,"twin_halfedge":1166},{"chart_seam":false,"geometry":{"curve":579,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1154,"id":579,"tolerance":1e-8,"twin_halfedge":1179},{"chart_seam":false,"geometry":{"curve":580,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1156,"id":580,"tolerance":1e-8,"twin_halfedge":1170},{"chart_seam":false,"geometry":{"curve":581,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1157,"id":581,"tolerance":1e-8,"twin_halfedge":1191},{"chart_seam":false,"geometry":{"curve":582,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1158,"id":582,"tolerance":1e-8,"twin_halfedge":1167},{"chart_seam":false,"geometry":{"curve":583,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1160,"id":583,"tolerance":1e-8,"twin_halfedge":1165},{"chart_seam":false,"geometry":{"curve":584,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1161,"id":584,"tolerance":1e-8,"twin_halfedge":1195},{"chart_seam":false,"geometry":{"curve":585,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1162,"id":585,"tolerance":1e-8,"twin_halfedge":1172},{"chart_seam":false,"geometry":{"curve":586,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1164,"id":586,"tolerance":1e-8,"twin_halfedge":1198},{"chart_seam":false,"geometry":{"curve":587,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1168,"id":587,"tolerance":1e-8,"twin_halfedge":1187},{"chart_seam":false,"geometry":{"curve":588,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1169,"id":588,"tolerance":1e-8,"twin_halfedge":1180},{"chart_seam":false,"geometry":{"curve":589,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1171,"id":589,"tolerance":1e-8,"twin_halfedge":1178},{"chart_seam":false,"geometry":{"curve":590,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1173,"id":590,"tolerance":1e-8,"twin_halfedge":1182},{"chart_seam":false,"geometry":{"curve":591,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1174,"id":591,"tolerance":1e-8,"twin_halfedge":1185},{"chart_seam":false,"geometry":{"curve":592,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1175,"id":592,"tolerance":1e-8,"twin_halfedge":1176},{"chart_seam":false,"geometry":{"curve":593,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1177,"id":593,"tolerance":1e-8,"twin_halfedge":1184},{"chart_seam":false,"geometry":{"curve":594,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1181,"id":594,"tolerance":1e-8,"twin_halfedge":1186},{"chart_seam":false,"geometry":{"curve":595,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1183,"id":595,"tolerance":1e-8,"twin_halfedge":1200},{"chart_seam":false,"geometry":{"curve":596,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1188,"id":596,"tolerance":1e-8,"twin_halfedge":1203},{"chart_seam":false,"geometry":{"curve":597,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1189,"id":597,"tolerance":1e-8,"twin_halfedge":1207},{"chart_seam":false,"geometry":{"curve":598,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1190,"id":598,"tolerance":1e-8,"twin_halfedge":1199},{"chart_seam":false,"geometry":{"curve":599,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1192,"id":599,"tolerance":1e-8,"twin_halfedge":1197},{"chart_seam":false,"geometry":{"curve":600,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1193,"id":600,"tolerance":1e-8,"twin_halfedge":1211},{"chart_seam":false,"geometry":{"curve":601,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1194,"id":601,"tolerance":1e-8,"twin_halfedge":1201},{"chart_seam":false,"geometry":{"curve":602,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1196,"id":602,"tolerance":1e-8,"twin_halfedge":1214},{"chart_seam":false,"geometry":{"curve":603,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1202,"id":603,"tolerance":1e-8,"twin_halfedge":1227},{"chart_seam":false,"geometry":{"curve":604,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1204,"id":604,"tolerance":1e-8,"twin_halfedge":1218},{"chart_seam":false,"geometry":{"curve":605,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1205,"id":605,"tolerance":1e-8,"twin_halfedge":1239},{"chart_seam":false,"geometry":{"curve":606,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1206,"id":606,"tolerance":1e-8,"twin_halfedge":1215},{"chart_seam":false,"geometry":{"curve":607,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1208,"id":607,"tolerance":1e-8,"twin_halfedge":1213},{"chart_seam":false,"geometry":{"curve":608,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1209,"id":608,"tolerance":1e-8,"twin_halfedge":1243},{"chart_seam":false,"geometry":{"curve":609,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1210,"id":609,"tolerance":1e-8,"twin_halfedge":1220},{"chart_seam":false,"geometry":{"curve":610,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1212,"id":610,"tolerance":1e-8,"twin_halfedge":1246},{"chart_seam":false,"geometry":{"curve":611,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1216,"id":611,"tolerance":1e-8,"twin_halfedge":1235},{"chart_seam":false,"geometry":{"curve":612,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1217,"id":612,"tolerance":1e-8,"twin_halfedge":1228},{"chart_seam":false,"geometry":{"curve":613,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1219,"id":613,"tolerance":1e-8,"twin_halfedge":1226},{"chart_seam":false,"geometry":{"curve":614,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1221,"id":614,"tolerance":1e-8,"twin_halfedge":1230},{"chart_seam":false,"geometry":{"curve":615,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1222,"id":615,"tolerance":1e-8,"twin_halfedge":1233},{"chart_seam":false,"geometry":{"curve":616,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1223,"id":616,"tolerance":1e-8,"twin_halfedge":1224},{"chart_seam":false,"geometry":{"curve":617,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1225,"id":617,"tolerance":1e-8,"twin_halfedge":1232},{"chart_seam":false,"geometry":{"curve":618,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1229,"id":618,"tolerance":1e-8,"twin_halfedge":1234},{"chart_seam":false,"geometry":{"curve":619,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1231,"id":619,"tolerance":1e-8,"twin_halfedge":1248},{"chart_seam":false,"geometry":{"curve":620,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1236,"id":620,"tolerance":1e-8,"twin_halfedge":1251},{"chart_seam":false,"geometry":{"curve":621,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1237,"id":621,"tolerance":1e-8,"twin_halfedge":1255},{"chart_seam":false,"geometry":{"curve":622,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1238,"id":622,"tolerance":1e-8,"twin_halfedge":1247},{"chart_seam":false,"geometry":{"curve":623,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1240,"id":623,"tolerance":1e-8,"twin_halfedge":1245},{"chart_seam":false,"geometry":{"curve":624,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1241,"id":624,"tolerance":1e-8,"twin_halfedge":1259},{"chart_seam":false,"geometry":{"curve":625,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1242,"id":625,"tolerance":1e-8,"twin_halfedge":1249},{"chart_seam":false,"geometry":{"curve":626,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1244,"id":626,"tolerance":1e-8,"twin_halfedge":1262},{"chart_seam":false,"geometry":{"curve":627,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1250,"id":627,"tolerance":1e-8,"twin_halfedge":1275},{"chart_seam":false,"geometry":{"curve":628,"kind":"Curve","range":{"hi":0.5999999999999979,"lo":0.0}},"halfedge":1252,"id":628,"tolerance":1e-8,"twin_halfedge":1266},{"chart_seam":false,"geometry":{"curve":629,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1253,"id":629,"tolerance":1e-8,"twin_halfedge":1287},{"chart_seam":false,"geometry":{"curve":630,"kind":"Curve","range":{"hi":0.5999999999999979,"lo":0.0}},"halfedge":1254,"id":630,"tolerance":1e-8,"twin_halfedge":1263},{"chart_seam":false,"geometry":{"curve":631,"kind":"Curve","range":{"hi":0.5999999999999979,"lo":0.0}},"halfedge":1256,"id":631,"tolerance":1e-8,"twin_halfedge":1261},{"chart_seam":false,"geometry":{"curve":632,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1257,"id":632,"tolerance":1e-8,"twin_halfedge":1291},{"chart_seam":false,"geometry":{"curve":633,"kind":"Curve","range":{"hi":0.5999999999999979,"lo":0.0}},"halfedge":1258,"id":633,"tolerance":1e-8,"twin_halfedge":1268},{"chart_seam":false,"geometry":{"curve":634,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1260,"id":634,"tolerance":1e-8,"twin_halfedge":1294},{"chart_seam":false,"geometry":{"curve":635,"kind":"Curve","range":{"hi":0.5999999999999979,"lo":0.0}},"halfedge":1264,"id":635,"tolerance":1e-8,"twin_halfedge":1283},{"chart_seam":false,"geometry":{"curve":636,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1265,"id":636,"tolerance":1e-8,"twin_halfedge":1276},{"chart_seam":false,"geometry":{"curve":637,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1267,"id":637,"tolerance":1e-8,"twin_halfedge":1274},{"chart_seam":false,"geometry":{"curve":638,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1269,"id":638,"tolerance":1e-8,"twin_halfedge":1278},{"chart_seam":false,"geometry":{"curve":639,"kind":"Curve","range":{"hi":0.5999999999999979,"lo":0.0}},"halfedge":1270,"id":639,"tolerance":1e-8,"twin_halfedge":1281},{"chart_seam":false,"geometry":{"curve":640,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1271,"id":640,"tolerance":1e-8,"twin_halfedge":1272},{"chart_seam":false,"geometry":{"curve":641,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1273,"id":641,"tolerance":1e-8,"twin_halfedge":1280},{"chart_seam":false,"geometry":{"curve":642,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1277,"id":642,"tolerance":1e-8,"twin_halfedge":1282},{"chart_seam":false,"geometry":{"curve":643,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1279,"id":643,"tolerance":1e-8,"twin_halfedge":1296},{"chart_seam":false,"geometry":{"curve":644,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1284,"id":644,"tolerance":1e-8,"twin_halfedge":1299},{"chart_seam":false,"geometry":{"curve":645,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1285,"id":645,"tolerance":1e-8,"twin_halfedge":1303},{"chart_seam":false,"geometry":{"curve":646,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1286,"id":646,"tolerance":1e-8,"twin_halfedge":1295},{"chart_seam":false,"geometry":{"curve":647,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1288,"id":647,"tolerance":1e-8,"twin_halfedge":1293},{"chart_seam":false,"geometry":{"curve":648,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1289,"id":648,"tolerance":1e-8,"twin_halfedge":1307},{"chart_seam":false,"geometry":{"curve":649,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1290,"id":649,"tolerance":1e-8,"twin_halfedge":1297},{"chart_seam":false,"geometry":{"curve":650,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1292,"id":650,"tolerance":1e-8,"twin_halfedge":1310},{"chart_seam":false,"geometry":{"curve":651,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1298,"id":651,"tolerance":1e-8,"twin_halfedge":1323},{"chart_seam":false,"geometry":{"curve":652,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1300,"id":652,"tolerance":1e-8,"twin_halfedge":1314},{"chart_seam":false,"geometry":{"curve":653,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1301,"id":653,"tolerance":1e-8,"twin_halfedge":1335},{"chart_seam":false,"geometry":{"curve":654,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1302,"id":654,"tolerance":1e-8,"twin_halfedge":1311},{"chart_seam":false,"geometry":{"curve":655,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1304,"id":655,"tolerance":1e-8,"twin_halfedge":1309},{"chart_seam":false,"geometry":{"curve":656,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1305,"id":656,"tolerance":1e-8,"twin_halfedge":1339},{"chart_seam":false,"geometry":{"curve":657,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1306,"id":657,"tolerance":1e-8,"twin_halfedge":1316},{"chart_seam":false,"geometry":{"curve":658,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1308,"id":658,"tolerance":1e-8,"twin_halfedge":1342},{"chart_seam":false,"geometry":{"curve":659,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1312,"id":659,"tolerance":1e-8,"twin_halfedge":1331},{"chart_seam":false,"geometry":{"curve":660,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1313,"id":660,"tolerance":1e-8,"twin_halfedge":1324},{"chart_seam":false,"geometry":{"curve":661,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1315,"id":661,"tolerance":1e-8,"twin_halfedge":1322},{"chart_seam":false,"geometry":{"curve":662,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1317,"id":662,"tolerance":1e-8,"twin_halfedge":1326},{"chart_seam":false,"geometry":{"curve":663,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1318,"id":663,"tolerance":1e-8,"twin_halfedge":1329},{"chart_seam":false,"geometry":{"curve":664,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1319,"id":664,"tolerance":1e-8,"twin_halfedge":1320},{"chart_seam":false,"geometry":{"curve":665,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1321,"id":665,"tolerance":1e-8,"twin_halfedge":1328},{"chart_seam":false,"geometry":{"curve":666,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1325,"id":666,"tolerance":1e-8,"twin_halfedge":1330},{"chart_seam":false,"geometry":{"curve":667,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1327,"id":667,"tolerance":1e-8,"twin_halfedge":1344},{"chart_seam":false,"geometry":{"curve":668,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1332,"id":668,"tolerance":1e-8,"twin_halfedge":1347},{"chart_seam":false,"geometry":{"curve":669,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1333,"id":669,"tolerance":1e-8,"twin_halfedge":1351},{"chart_seam":false,"geometry":{"curve":670,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1334,"id":670,"tolerance":1e-8,"twin_halfedge":1343},{"chart_seam":false,"geometry":{"curve":671,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1336,"id":671,"tolerance":1e-8,"twin_halfedge":1341},{"chart_seam":false,"geometry":{"curve":672,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1337,"id":672,"tolerance":1e-8,"twin_halfedge":1355},{"chart_seam":false,"geometry":{"curve":673,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1338,"id":673,"tolerance":1e-8,"twin_halfedge":1345},{"chart_seam":false,"geometry":{"curve":674,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1340,"id":674,"tolerance":1e-8,"twin_halfedge":1358},{"chart_seam":false,"geometry":{"curve":675,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1346,"id":675,"tolerance":1e-8,"twin_halfedge":1371},{"chart_seam":false,"geometry":{"curve":676,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1348,"id":676,"tolerance":1e-8,"twin_halfedge":1362},{"chart_seam":false,"geometry":{"curve":677,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1349,"id":677,"tolerance":1e-8,"twin_halfedge":1383},{"chart_seam":false,"geometry":{"curve":678,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1350,"id":678,"tolerance":1e-8,"twin_halfedge":1359},{"chart_seam":false,"geometry":{"curve":679,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1352,"id":679,"tolerance":1e-8,"twin_halfedge":1357},{"chart_seam":false,"geometry":{"curve":680,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1353,"id":680,"tolerance":1e-8,"twin_halfedge":1387},{"chart_seam":false,"geometry":{"curve":681,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1354,"id":681,"tolerance":1e-8,"twin_halfedge":1364},{"chart_seam":false,"geometry":{"curve":682,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1356,"id":682,"tolerance":1e-8,"twin_halfedge":1390},{"chart_seam":false,"geometry":{"curve":683,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1360,"id":683,"tolerance":1e-8,"twin_halfedge":1379},{"chart_seam":false,"geometry":{"curve":684,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1361,"id":684,"tolerance":1e-8,"twin_halfedge":1372},{"chart_seam":false,"geometry":{"curve":685,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1363,"id":685,"tolerance":1e-8,"twin_halfedge":1370},{"chart_seam":false,"geometry":{"curve":686,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1365,"id":686,"tolerance":1e-8,"twin_halfedge":1374},{"chart_seam":false,"geometry":{"curve":687,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1366,"id":687,"tolerance":1e-8,"twin_halfedge":1377},{"chart_seam":false,"geometry":{"curve":688,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1367,"id":688,"tolerance":1e-8,"twin_halfedge":1368},{"chart_seam":false,"geometry":{"curve":689,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1369,"id":689,"tolerance":1e-8,"twin_halfedge":1376},{"chart_seam":false,"geometry":{"curve":690,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1373,"id":690,"tolerance":1e-8,"twin_halfedge":1378},{"chart_seam":false,"geometry":{"curve":691,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1375,"id":691,"tolerance":1e-8,"twin_halfedge":1392},{"chart_seam":false,"geometry":{"curve":692,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1380,"id":692,"tolerance":1e-8,"twin_halfedge":1395},{"chart_seam":false,"geometry":{"curve":693,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1381,"id":693,"tolerance":1e-8,"twin_halfedge":1399},{"chart_seam":false,"geometry":{"curve":694,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1382,"id":694,"tolerance":1e-8,"twin_halfedge":1391},{"chart_seam":false,"geometry":{"curve":695,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1384,"id":695,"tolerance":1e-8,"twin_halfedge":1389},{"chart_seam":false,"geometry":{"curve":696,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1385,"id":696,"tolerance":1e-8,"twin_halfedge":1403},{"chart_seam":false,"geometry":{"curve":697,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1386,"id":697,"tolerance":1e-8,"twin_halfedge":1393},{"chart_seam":false,"geometry":{"curve":698,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1388,"id":698,"tolerance":1e-8,"twin_halfedge":1406},{"chart_seam":false,"geometry":{"curve":699,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1394,"id":699,"tolerance":1e-8,"twin_halfedge":1419},{"chart_seam":false,"geometry":{"curve":700,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1396,"id":700,"tolerance":1e-8,"twin_halfedge":1410},{"chart_seam":false,"geometry":{"curve":701,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1397,"id":701,"tolerance":1e-8,"twin_halfedge":1431},{"chart_seam":false,"geometry":{"curve":702,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1398,"id":702,"tolerance":1e-8,"twin_halfedge":1407},{"chart_seam":false,"geometry":{"curve":703,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1400,"id":703,"tolerance":1e-8,"twin_halfedge":1405},{"chart_seam":false,"geometry":{"curve":704,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1401,"id":704,"tolerance":1e-8,"twin_halfedge":1435},{"chart_seam":false,"geometry":{"curve":705,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1402,"id":705,"tolerance":1e-8,"twin_halfedge":1412},{"chart_seam":false,"geometry":{"curve":706,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1404,"id":706,"tolerance":1e-8,"twin_halfedge":1438},{"chart_seam":false,"geometry":{"curve":707,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1408,"id":707,"tolerance":1e-8,"twin_halfedge":1427},{"chart_seam":false,"geometry":{"curve":708,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1409,"id":708,"tolerance":1e-8,"twin_halfedge":1420},{"chart_seam":false,"geometry":{"curve":709,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1411,"id":709,"tolerance":1e-8,"twin_halfedge":1418},{"chart_seam":false,"geometry":{"curve":710,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1413,"id":710,"tolerance":1e-8,"twin_halfedge":1422},{"chart_seam":false,"geometry":{"curve":711,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1414,"id":711,"tolerance":1e-8,"twin_halfedge":1425},{"chart_seam":false,"geometry":{"curve":712,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1415,"id":712,"tolerance":1e-8,"twin_halfedge":1416},{"chart_seam":false,"geometry":{"curve":713,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1417,"id":713,"tolerance":1e-8,"twin_halfedge":1424},{"chart_seam":false,"geometry":{"curve":714,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1421,"id":714,"tolerance":1e-8,"twin_halfedge":1426},{"chart_seam":false,"geometry":{"curve":715,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1423,"id":715,"tolerance":1e-8,"twin_halfedge":1440},{"chart_seam":false,"geometry":{"curve":716,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1428,"id":716,"tolerance":1e-8,"twin_halfedge":1443},{"chart_seam":false,"geometry":{"curve":717,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1429,"id":717,"tolerance":1e-8,"twin_halfedge":1447},{"chart_seam":false,"geometry":{"curve":718,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1430,"id":718,"tolerance":1e-8,"twin_halfedge":1439},{"chart_seam":false,"geometry":{"curve":719,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1432,"id":719,"tolerance":1e-8,"twin_halfedge":1437},{"chart_seam":false,"geometry":{"curve":720,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1433,"id":720,"tolerance":1e-8,"twin_halfedge":1451},{"chart_seam":false,"geometry":{"curve":721,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1434,"id":721,"tolerance":1e-8,"twin_halfedge":1441},{"chart_seam":false,"geometry":{"curve":722,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1436,"id":722,"tolerance":1e-8,"twin_halfedge":1454},{"chart_seam":false,"geometry":{"curve":723,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1442,"id":723,"tolerance":1e-8,"twin_halfedge":1467},{"chart_seam":false,"geometry":{"curve":724,"kind":"Curve","range":{"hi":0.5999999999999943,"lo":0.0}},"halfedge":1444,"id":724,"tolerance":1e-8,"twin_halfedge":1458},{"chart_seam":false,"geometry":{"curve":725,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1445,"id":725,"tolerance":1e-8,"twin_halfedge":1479},{"chart_seam":false,"geometry":{"curve":726,"kind":"Curve","range":{"hi":0.5999999999999943,"lo":0.0}},"halfedge":1446,"id":726,"tolerance":1e-8,"twin_halfedge":1455},{"chart_seam":false,"geometry":{"curve":727,"kind":"Curve","range":{"hi":0.5999999999999943,"lo":0.0}},"halfedge":1448,"id":727,"tolerance":1e-8,"twin_halfedge":1453},{"chart_seam":false,"geometry":{"curve":728,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1449,"id":728,"tolerance":1e-8,"twin_halfedge":1483},{"chart_seam":false,"geometry":{"curve":729,"kind":"Curve","range":{"hi":0.5999999999999943,"lo":0.0}},"halfedge":1450,"id":729,"tolerance":1e-8,"twin_halfedge":1460},{"chart_seam":false,"geometry":{"curve":730,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1452,"id":730,"tolerance":1e-8,"twin_halfedge":1486},{"chart_seam":false,"geometry":{"curve":731,"kind":"Curve","range":{"hi":0.5999999999999943,"lo":0.0}},"halfedge":1456,"id":731,"tolerance":1e-8,"twin_halfedge":1475},{"chart_seam":false,"geometry":{"curve":732,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1457,"id":732,"tolerance":1e-8,"twin_halfedge":1468},{"chart_seam":false,"geometry":{"curve":733,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1459,"id":733,"tolerance":1e-8,"twin_halfedge":1466},{"chart_seam":false,"geometry":{"curve":734,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1461,"id":734,"tolerance":1e-8,"twin_halfedge":1470},{"chart_seam":false,"geometry":{"curve":735,"kind":"Curve","range":{"hi":0.5999999999999943,"lo":0.0}},"halfedge":1462,"id":735,"tolerance":1e-8,"twin_halfedge":1473},{"chart_seam":false,"geometry":{"curve":736,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1463,"id":736,"tolerance":1e-8,"twin_halfedge":1464},{"chart_seam":false,"geometry":{"curve":737,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1465,"id":737,"tolerance":1e-8,"twin_halfedge":1472},{"chart_seam":false,"geometry":{"curve":738,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1469,"id":738,"tolerance":1e-8,"twin_halfedge":1474},{"chart_seam":false,"geometry":{"curve":739,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1471,"id":739,"tolerance":1e-8,"twin_halfedge":1488},{"chart_seam":false,"geometry":{"curve":740,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1476,"id":740,"tolerance":1e-8,"twin_halfedge":1491},{"chart_seam":false,"geometry":{"curve":741,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1477,"id":741,"tolerance":1e-8,"twin_halfedge":1495},{"chart_seam":false,"geometry":{"curve":742,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1478,"id":742,"tolerance":1e-8,"twin_halfedge":1487},{"chart_seam":false,"geometry":{"curve":743,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1480,"id":743,"tolerance":1e-8,"twin_halfedge":1485},{"chart_seam":false,"geometry":{"curve":744,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1481,"id":744,"tolerance":1e-8,"twin_halfedge":1499},{"chart_seam":false,"geometry":{"curve":745,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1482,"id":745,"tolerance":1e-8,"twin_halfedge":1489},{"chart_seam":false,"geometry":{"curve":746,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1484,"id":746,"tolerance":1e-8,"twin_halfedge":1502},{"chart_seam":false,"geometry":{"curve":747,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1490,"id":747,"tolerance":1e-8,"twin_halfedge":1515},{"chart_seam":false,"geometry":{"curve":748,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1492,"id":748,"tolerance":1e-8,"twin_halfedge":1506},{"chart_seam":false,"geometry":{"curve":749,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1493,"id":749,"tolerance":1e-8,"twin_halfedge":1527},{"chart_seam":false,"geometry":{"curve":750,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1494,"id":750,"tolerance":1e-8,"twin_halfedge":1503},{"chart_seam":false,"geometry":{"curve":751,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1496,"id":751,"tolerance":1e-8,"twin_halfedge":1501},{"chart_seam":false,"geometry":{"curve":752,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1497,"id":752,"tolerance":1e-8,"twin_halfedge":1531},{"chart_seam":false,"geometry":{"curve":753,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1498,"id":753,"tolerance":1e-8,"twin_halfedge":1508},{"chart_seam":false,"geometry":{"curve":754,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1500,"id":754,"tolerance":1e-8,"twin_halfedge":1534},{"chart_seam":false,"geometry":{"curve":755,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1504,"id":755,"tolerance":1e-8,"twin_halfedge":1523},{"chart_seam":false,"geometry":{"curve":756,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1505,"id":756,"tolerance":1e-8,"twin_halfedge":1516},{"chart_seam":false,"geometry":{"curve":757,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1507,"id":757,"tolerance":1e-8,"twin_halfedge":1514},{"chart_seam":false,"geometry":{"curve":758,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1509,"id":758,"tolerance":1e-8,"twin_halfedge":1518},{"chart_seam":false,"geometry":{"curve":759,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1510,"id":759,"tolerance":1e-8,"twin_halfedge":1521},{"chart_seam":false,"geometry":{"curve":760,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1511,"id":760,"tolerance":1e-8,"twin_halfedge":1512},{"chart_seam":false,"geometry":{"curve":761,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1513,"id":761,"tolerance":1e-8,"twin_halfedge":1520},{"chart_seam":false,"geometry":{"curve":762,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1517,"id":762,"tolerance":1e-8,"twin_halfedge":1522},{"chart_seam":false,"geometry":{"curve":763,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1519,"id":763,"tolerance":1e-8,"twin_halfedge":1536},{"chart_seam":false,"geometry":{"curve":764,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1524,"id":764,"tolerance":1e-8,"twin_halfedge":1539},{"chart_seam":false,"geometry":{"curve":765,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1525,"id":765,"tolerance":1e-8,"twin_halfedge":1543},{"chart_seam":false,"geometry":{"curve":766,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1526,"id":766,"tolerance":1e-8,"twin_halfedge":1535},{"chart_seam":false,"geometry":{"curve":767,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1528,"id":767,"tolerance":1e-8,"twin_halfedge":1533},{"chart_seam":false,"geometry":{"curve":768,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1529,"id":768,"tolerance":1e-8,"twin_halfedge":1547},{"chart_seam":false,"geometry":{"curve":769,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1530,"id":769,"tolerance":1e-8,"twin_halfedge":1537},{"chart_seam":false,"geometry":{"curve":770,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1532,"id":770,"tolerance":1e-8,"twin_halfedge":1550},{"chart_seam":false,"geometry":{"curve":771,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1538,"id":771,"tolerance":1e-8,"twin_halfedge":1563},{"chart_seam":false,"geometry":{"curve":772,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1540,"id":772,"tolerance":1e-8,"twin_halfedge":1554},{"chart_seam":false,"geometry":{"curve":773,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1541,"id":773,"tolerance":1e-8,"twin_halfedge":1575},{"chart_seam":false,"geometry":{"curve":774,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1542,"id":774,"tolerance":1e-8,"twin_halfedge":1551},{"chart_seam":false,"geometry":{"curve":775,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1544,"id":775,"tolerance":1e-8,"twin_halfedge":1549},{"chart_seam":false,"geometry":{"curve":776,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1545,"id":776,"tolerance":1e-8,"twin_halfedge":1579},{"chart_seam":false,"geometry":{"curve":777,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1546,"id":777,"tolerance":1e-8,"twin_halfedge":1556},{"chart_seam":false,"geometry":{"curve":778,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1548,"id":778,"tolerance":1e-8,"twin_halfedge":1582},{"chart_seam":false,"geometry":{"curve":779,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1552,"id":779,"tolerance":1e-8,"twin_halfedge":1571},{"chart_seam":false,"geometry":{"curve":780,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1553,"id":780,"tolerance":1e-8,"twin_halfedge":1564},{"chart_seam":false,"geometry":{"curve":781,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1555,"id":781,"tolerance":1e-8,"twin_halfedge":1562},{"chart_seam":false,"geometry":{"curve":782,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1557,"id":782,"tolerance":1e-8,"twin_halfedge":1566},{"chart_seam":false,"geometry":{"curve":783,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1558,"id":783,"tolerance":1e-8,"twin_halfedge":1569},{"chart_seam":false,"geometry":{"curve":784,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1559,"id":784,"tolerance":1e-8,"twin_halfedge":1560},{"chart_seam":false,"geometry":{"curve":785,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1561,"id":785,"tolerance":1e-8,"twin_halfedge":1568},{"chart_seam":false,"geometry":{"curve":786,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1565,"id":786,"tolerance":1e-8,"twin_halfedge":1570},{"chart_seam":false,"geometry":{"curve":787,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1567,"id":787,"tolerance":1e-8,"twin_halfedge":1584},{"chart_seam":false,"geometry":{"curve":788,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1572,"id":788,"tolerance":1e-8,"twin_halfedge":1587},{"chart_seam":false,"geometry":{"curve":789,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1573,"id":789,"tolerance":1e-8,"twin_halfedge":1591},{"chart_seam":false,"geometry":{"curve":790,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1574,"id":790,"tolerance":1e-8,"twin_halfedge":1583},{"chart_seam":false,"geometry":{"curve":791,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1576,"id":791,"tolerance":1e-8,"twin_halfedge":1581},{"chart_seam":false,"geometry":{"curve":792,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1577,"id":792,"tolerance":1e-8,"twin_halfedge":1595},{"chart_seam":false,"geometry":{"curve":793,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1578,"id":793,"tolerance":1e-8,"twin_halfedge":1585},{"chart_seam":false,"geometry":{"curve":794,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1580,"id":794,"tolerance":1e-8,"twin_halfedge":1598},{"chart_seam":false,"geometry":{"curve":795,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1586,"id":795,"tolerance":1e-8,"twin_halfedge":1611},{"chart_seam":false,"geometry":{"curve":796,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1588,"id":796,"tolerance":1e-8,"twin_halfedge":1602},{"chart_seam":false,"geometry":{"curve":797,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1589,"id":797,"tolerance":1e-8,"twin_halfedge":1623},{"chart_seam":false,"geometry":{"curve":798,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1590,"id":798,"tolerance":1e-8,"twin_halfedge":1599},{"chart_seam":false,"geometry":{"curve":799,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1592,"id":799,"tolerance":1e-8,"twin_halfedge":1597},{"chart_seam":false,"geometry":{"curve":800,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1593,"id":800,"tolerance":1e-8,"twin_halfedge":1627},{"chart_seam":false,"geometry":{"curve":801,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1594,"id":801,"tolerance":1e-8,"twin_halfedge":1604},{"chart_seam":false,"geometry":{"curve":802,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1596,"id":802,"tolerance":1e-8,"twin_halfedge":1630},{"chart_seam":false,"geometry":{"curve":803,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1600,"id":803,"tolerance":1e-8,"twin_halfedge":1619},{"chart_seam":false,"geometry":{"curve":804,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1601,"id":804,"tolerance":1e-8,"twin_halfedge":1612},{"chart_seam":false,"geometry":{"curve":805,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1603,"id":805,"tolerance":1e-8,"twin_halfedge":1610},{"chart_seam":false,"geometry":{"curve":806,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1605,"id":806,"tolerance":1e-8,"twin_halfedge":1614},{"chart_seam":false,"geometry":{"curve":807,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1606,"id":807,"tolerance":1e-8,"twin_halfedge":1617},{"chart_seam":false,"geometry":{"curve":808,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1607,"id":808,"tolerance":1e-8,"twin_halfedge":1608},{"chart_seam":false,"geometry":{"curve":809,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1609,"id":809,"tolerance":1e-8,"twin_halfedge":1616},{"chart_seam":false,"geometry":{"curve":810,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1613,"id":810,"tolerance":1e-8,"twin_halfedge":1618},{"chart_seam":false,"geometry":{"curve":811,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1615,"id":811,"tolerance":1e-8,"twin_halfedge":1632},{"chart_seam":false,"geometry":{"curve":812,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1620,"id":812,"tolerance":1e-8,"twin_halfedge":1635},{"chart_seam":false,"geometry":{"curve":813,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1621,"id":813,"tolerance":1e-8,"twin_halfedge":1639},{"chart_seam":false,"geometry":{"curve":814,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1622,"id":814,"tolerance":1e-8,"twin_halfedge":1631},{"chart_seam":false,"geometry":{"curve":815,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1624,"id":815,"tolerance":1e-8,"twin_halfedge":1629},{"chart_seam":false,"geometry":{"curve":816,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1625,"id":816,"tolerance":1e-8,"twin_halfedge":1643},{"chart_seam":false,"geometry":{"curve":817,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1626,"id":817,"tolerance":1e-8,"twin_halfedge":1633},{"chart_seam":false,"geometry":{"curve":818,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1628,"id":818,"tolerance":1e-8,"twin_halfedge":1646},{"chart_seam":false,"geometry":{"curve":819,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1634,"id":819,"tolerance":1e-8,"twin_halfedge":1659},{"chart_seam":false,"geometry":{"curve":820,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1636,"id":820,"tolerance":1e-8,"twin_halfedge":1650},{"chart_seam":false,"geometry":{"curve":821,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1637,"id":821,"tolerance":1e-8,"twin_halfedge":1671},{"chart_seam":false,"geometry":{"curve":822,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1638,"id":822,"tolerance":1e-8,"twin_halfedge":1647},{"chart_seam":false,"geometry":{"curve":823,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1640,"id":823,"tolerance":1e-8,"twin_halfedge":1645},{"chart_seam":false,"geometry":{"curve":824,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1641,"id":824,"tolerance":1e-8,"twin_halfedge":1675},{"chart_seam":false,"geometry":{"curve":825,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1642,"id":825,"tolerance":1e-8,"twin_halfedge":1652},{"chart_seam":false,"geometry":{"curve":826,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1644,"id":826,"tolerance":1e-8,"twin_halfedge":1678},{"chart_seam":false,"geometry":{"curve":827,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1648,"id":827,"tolerance":1e-8,"twin_halfedge":1667},{"chart_seam":false,"geometry":{"curve":828,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1649,"id":828,"tolerance":1e-8,"twin_halfedge":1660},{"chart_seam":false,"geometry":{"curve":829,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1651,"id":829,"tolerance":1e-8,"twin_halfedge":1658},{"chart_seam":false,"geometry":{"curve":830,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1653,"id":830,"tolerance":1e-8,"twin_halfedge":1662},{"chart_seam":false,"geometry":{"curve":831,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1654,"id":831,"tolerance":1e-8,"twin_halfedge":1665},{"chart_seam":false,"geometry":{"curve":832,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1655,"id":832,"tolerance":1e-8,"twin_halfedge":1656},{"chart_seam":false,"geometry":{"curve":833,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1657,"id":833,"tolerance":1e-8,"twin_halfedge":1664},{"chart_seam":false,"geometry":{"curve":834,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1661,"id":834,"tolerance":1e-8,"twin_halfedge":1666},{"chart_seam":false,"geometry":{"curve":835,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1663,"id":835,"tolerance":1e-8,"twin_halfedge":1680},{"chart_seam":false,"geometry":{"curve":836,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1668,"id":836,"tolerance":1e-8,"twin_halfedge":1683},{"chart_seam":false,"geometry":{"curve":837,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1669,"id":837,"tolerance":1e-8,"twin_halfedge":1687},{"chart_seam":false,"geometry":{"curve":838,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1670,"id":838,"tolerance":1e-8,"twin_halfedge":1679},{"chart_seam":false,"geometry":{"curve":839,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1672,"id":839,"tolerance":1e-8,"twin_halfedge":1677},{"chart_seam":false,"geometry":{"curve":840,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1673,"id":840,"tolerance":1e-8,"twin_halfedge":1691},{"chart_seam":false,"geometry":{"curve":841,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1674,"id":841,"tolerance":1e-8,"twin_halfedge":1681},{"chart_seam":false,"geometry":{"curve":842,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1676,"id":842,"tolerance":1e-8,"twin_halfedge":1694},{"chart_seam":false,"geometry":{"curve":843,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1682,"id":843,"tolerance":1e-8,"twin_halfedge":1707},{"chart_seam":false,"geometry":{"curve":844,"kind":"Curve","range":{"hi":0.5999999999999943,"lo":0.0}},"halfedge":1684,"id":844,"tolerance":1e-8,"twin_halfedge":1698},{"chart_seam":false,"geometry":{"curve":845,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1685,"id":845,"tolerance":1e-8,"twin_halfedge":1719},{"chart_seam":false,"geometry":{"curve":846,"kind":"Curve","range":{"hi":0.5999999999999943,"lo":0.0}},"halfedge":1686,"id":846,"tolerance":1e-8,"twin_halfedge":1695},{"chart_seam":false,"geometry":{"curve":847,"kind":"Curve","range":{"hi":0.5999999999999943,"lo":0.0}},"halfedge":1688,"id":847,"tolerance":1e-8,"twin_halfedge":1693},{"chart_seam":false,"geometry":{"curve":848,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1689,"id":848,"tolerance":1e-8,"twin_halfedge":1723},{"chart_seam":false,"geometry":{"curve":849,"kind":"Curve","range":{"hi":0.5999999999999943,"lo":0.0}},"halfedge":1690,"id":849,"tolerance":1e-8,"twin_halfedge":1700},{"chart_seam":false,"geometry":{"curve":850,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1692,"id":850,"tolerance":1e-8,"twin_halfedge":1726},{"chart_seam":false,"geometry":{"curve":851,"kind":"Curve","range":{"hi":0.5999999999999943,"lo":0.0}},"halfedge":1696,"id":851,"tolerance":1e-8,"twin_halfedge":1715},{"chart_seam":false,"geometry":{"curve":852,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1697,"id":852,"tolerance":1e-8,"twin_halfedge":1708},{"chart_seam":false,"geometry":{"curve":853,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1699,"id":853,"tolerance":1e-8,"twin_halfedge":1706},{"chart_seam":false,"geometry":{"curve":854,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1701,"id":854,"tolerance":1e-8,"twin_halfedge":1710},{"chart_seam":false,"geometry":{"curve":855,"kind":"Curve","range":{"hi":0.5999999999999943,"lo":0.0}},"halfedge":1702,"id":855,"tolerance":1e-8,"twin_halfedge":1713},{"chart_seam":false,"geometry":{"curve":856,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1703,"id":856,"tolerance":1e-8,"twin_halfedge":1704},{"chart_seam":false,"geometry":{"curve":857,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1705,"id":857,"tolerance":1e-8,"twin_halfedge":1712},{"chart_seam":false,"geometry":{"curve":858,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1709,"id":858,"tolerance":1e-8,"twin_halfedge":1714},{"chart_seam":false,"geometry":{"curve":859,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1711,"id":859,"tolerance":1e-8,"twin_halfedge":1728},{"chart_seam":false,"geometry":{"curve":860,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1716,"id":860,"tolerance":1e-8,"twin_halfedge":1731},{"chart_seam":false,"geometry":{"curve":861,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1717,"id":861,"tolerance":1e-8,"twin_halfedge":1735},{"chart_seam":false,"geometry":{"curve":862,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1718,"id":862,"tolerance":1e-8,"twin_halfedge":1727},{"chart_seam":false,"geometry":{"curve":863,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1720,"id":863,"tolerance":1e-8,"twin_halfedge":1725},{"chart_seam":false,"geometry":{"curve":864,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1721,"id":864,"tolerance":1e-8,"twin_halfedge":1739},{"chart_seam":false,"geometry":{"curve":865,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1722,"id":865,"tolerance":1e-8,"twin_halfedge":1729},{"chart_seam":false,"geometry":{"curve":866,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1724,"id":866,"tolerance":1e-8,"twin_halfedge":1742},{"chart_seam":false,"geometry":{"curve":867,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1730,"id":867,"tolerance":1e-8,"twin_halfedge":1755},{"chart_seam":false,"geometry":{"curve":868,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1732,"id":868,"tolerance":1e-8,"twin_halfedge":1746},{"chart_seam":false,"geometry":{"curve":869,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1733,"id":869,"tolerance":1e-8,"twin_halfedge":1767},{"chart_seam":false,"geometry":{"curve":870,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1734,"id":870,"tolerance":1e-8,"twin_halfedge":1743},{"chart_seam":false,"geometry":{"curve":871,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1736,"id":871,"tolerance":1e-8,"twin_halfedge":1741},{"chart_seam":false,"geometry":{"curve":872,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1737,"id":872,"tolerance":1e-8,"twin_halfedge":1771},{"chart_seam":false,"geometry":{"curve":873,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1738,"id":873,"tolerance":1e-8,"twin_halfedge":1748},{"chart_seam":false,"geometry":{"curve":874,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1740,"id":874,"tolerance":1e-8,"twin_halfedge":1774},{"chart_seam":false,"geometry":{"curve":875,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1744,"id":875,"tolerance":1e-8,"twin_halfedge":1763},{"chart_seam":false,"geometry":{"curve":876,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1745,"id":876,"tolerance":1e-8,"twin_halfedge":1756},{"chart_seam":false,"geometry":{"curve":877,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1747,"id":877,"tolerance":1e-8,"twin_halfedge":1754},{"chart_seam":false,"geometry":{"curve":878,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1749,"id":878,"tolerance":1e-8,"twin_halfedge":1758},{"chart_seam":false,"geometry":{"curve":879,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1750,"id":879,"tolerance":1e-8,"twin_halfedge":1761},{"chart_seam":false,"geometry":{"curve":880,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1751,"id":880,"tolerance":1e-8,"twin_halfedge":1752},{"chart_seam":false,"geometry":{"curve":881,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1753,"id":881,"tolerance":1e-8,"twin_halfedge":1760},{"chart_seam":false,"geometry":{"curve":882,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1757,"id":882,"tolerance":1e-8,"twin_halfedge":1762},{"chart_seam":false,"geometry":{"curve":883,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1759,"id":883,"tolerance":1e-8,"twin_halfedge":1776},{"chart_seam":false,"geometry":{"curve":884,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1764,"id":884,"tolerance":1e-8,"twin_halfedge":1779},{"chart_seam":false,"geometry":{"curve":885,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1765,"id":885,"tolerance":1e-8,"twin_halfedge":1783},{"chart_seam":false,"geometry":{"curve":886,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1766,"id":886,"tolerance":1e-8,"twin_halfedge":1775},{"chart_seam":false,"geometry":{"curve":887,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1768,"id":887,"tolerance":1e-8,"twin_halfedge":1773},{"chart_seam":false,"geometry":{"curve":888,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1769,"id":888,"tolerance":1e-8,"twin_halfedge":1787},{"chart_seam":false,"geometry":{"curve":889,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1770,"id":889,"tolerance":1e-8,"twin_halfedge":1777},{"chart_seam":false,"geometry":{"curve":890,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1772,"id":890,"tolerance":1e-8,"twin_halfedge":1790},{"chart_seam":false,"geometry":{"curve":891,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1778,"id":891,"tolerance":1e-8,"twin_halfedge":1803},{"chart_seam":false,"geometry":{"curve":892,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1780,"id":892,"tolerance":1e-8,"twin_halfedge":1794},{"chart_seam":false,"geometry":{"curve":893,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1781,"id":893,"tolerance":1e-8,"twin_halfedge":1815},{"chart_seam":false,"geometry":{"curve":894,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1782,"id":894,"tolerance":1e-8,"twin_halfedge":1791},{"chart_seam":false,"geometry":{"curve":895,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1784,"id":895,"tolerance":1e-8,"twin_halfedge":1789},{"chart_seam":false,"geometry":{"curve":896,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1785,"id":896,"tolerance":1e-8,"twin_halfedge":1819},{"chart_seam":false,"geometry":{"curve":897,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1786,"id":897,"tolerance":1e-8,"twin_halfedge":1796},{"chart_seam":false,"geometry":{"curve":898,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1788,"id":898,"tolerance":1e-8,"twin_halfedge":1822},{"chart_seam":false,"geometry":{"curve":899,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1792,"id":899,"tolerance":1e-8,"twin_halfedge":1811},{"chart_seam":false,"geometry":{"curve":900,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1793,"id":900,"tolerance":1e-8,"twin_halfedge":1804},{"chart_seam":false,"geometry":{"curve":901,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1795,"id":901,"tolerance":1e-8,"twin_halfedge":1802},{"chart_seam":false,"geometry":{"curve":902,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1797,"id":902,"tolerance":1e-8,"twin_halfedge":1806},{"chart_seam":false,"geometry":{"curve":903,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1798,"id":903,"tolerance":1e-8,"twin_halfedge":1809},{"chart_seam":false,"geometry":{"curve":904,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1799,"id":904,"tolerance":1e-8,"twin_halfedge":1800},{"chart_seam":false,"geometry":{"curve":905,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1801,"id":905,"tolerance":1e-8,"twin_halfedge":1808},{"chart_seam":false,"geometry":{"curve":906,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1805,"id":906,"tolerance":1e-8,"twin_halfedge":1810},{"chart_seam":false,"geometry":{"curve":907,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1807,"id":907,"tolerance":1e-8,"twin_halfedge":1824},{"chart_seam":false,"geometry":{"curve":908,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1812,"id":908,"tolerance":1e-8,"twin_halfedge":1827},{"chart_seam":false,"geometry":{"curve":909,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1813,"id":909,"tolerance":1e-8,"twin_halfedge":1831},{"chart_seam":false,"geometry":{"curve":910,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1814,"id":910,"tolerance":1e-8,"twin_halfedge":1823},{"chart_seam":false,"geometry":{"curve":911,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1816,"id":911,"tolerance":1e-8,"twin_halfedge":1821},{"chart_seam":false,"geometry":{"curve":912,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1817,"id":912,"tolerance":1e-8,"twin_halfedge":1835},{"chart_seam":false,"geometry":{"curve":913,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1818,"id":913,"tolerance":1e-8,"twin_halfedge":1825},{"chart_seam":false,"geometry":{"curve":914,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1820,"id":914,"tolerance":1e-8,"twin_halfedge":1838},{"chart_seam":false,"geometry":{"curve":915,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1826,"id":915,"tolerance":1e-8,"twin_halfedge":1851},{"chart_seam":false,"geometry":{"curve":916,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1828,"id":916,"tolerance":1e-8,"twin_halfedge":1842},{"chart_seam":false,"geometry":{"curve":917,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1829,"id":917,"tolerance":1e-8,"twin_halfedge":1863},{"chart_seam":false,"geometry":{"curve":918,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1830,"id":918,"tolerance":1e-8,"twin_halfedge":1839},{"chart_seam":false,"geometry":{"curve":919,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1832,"id":919,"tolerance":1e-8,"twin_halfedge":1837},{"chart_seam":false,"geometry":{"curve":920,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1833,"id":920,"tolerance":1e-8,"twin_halfedge":1867},{"chart_seam":false,"geometry":{"curve":921,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1834,"id":921,"tolerance":1e-8,"twin_halfedge":1844},{"chart_seam":false,"geometry":{"curve":922,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1836,"id":922,"tolerance":1e-8,"twin_halfedge":1870},{"chart_seam":false,"geometry":{"curve":923,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1840,"id":923,"tolerance":1e-8,"twin_halfedge":1859},{"chart_seam":false,"geometry":{"curve":924,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1841,"id":924,"tolerance":1e-8,"twin_halfedge":1852},{"chart_seam":false,"geometry":{"curve":925,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1843,"id":925,"tolerance":1e-8,"twin_halfedge":1850},{"chart_seam":false,"geometry":{"curve":926,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1845,"id":926,"tolerance":1e-8,"twin_halfedge":1854},{"chart_seam":false,"geometry":{"curve":927,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1846,"id":927,"tolerance":1e-8,"twin_halfedge":1857},{"chart_seam":false,"geometry":{"curve":928,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1847,"id":928,"tolerance":1e-8,"twin_halfedge":1848},{"chart_seam":false,"geometry":{"curve":929,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1849,"id":929,"tolerance":1e-8,"twin_halfedge":1856},{"chart_seam":false,"geometry":{"curve":930,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1853,"id":930,"tolerance":1e-8,"twin_halfedge":1858},{"chart_seam":false,"geometry":{"curve":931,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1855,"id":931,"tolerance":1e-8,"twin_halfedge":1872},{"chart_seam":false,"geometry":{"curve":932,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1860,"id":932,"tolerance":1e-8,"twin_halfedge":1875},{"chart_seam":false,"geometry":{"curve":933,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1861,"id":933,"tolerance":1e-8,"twin_halfedge":1879},{"chart_seam":false,"geometry":{"curve":934,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1862,"id":934,"tolerance":1e-8,"twin_halfedge":1871},{"chart_seam":false,"geometry":{"curve":935,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1864,"id":935,"tolerance":1e-8,"twin_halfedge":1869},{"chart_seam":false,"geometry":{"curve":936,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1865,"id":936,"tolerance":1e-8,"twin_halfedge":1883},{"chart_seam":false,"geometry":{"curve":937,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1866,"id":937,"tolerance":1e-8,"twin_halfedge":1873},{"chart_seam":false,"geometry":{"curve":938,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1868,"id":938,"tolerance":1e-8,"twin_halfedge":1886},{"chart_seam":false,"geometry":{"curve":939,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1874,"id":939,"tolerance":1e-8,"twin_halfedge":1899},{"chart_seam":false,"geometry":{"curve":940,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1876,"id":940,"tolerance":1e-8,"twin_halfedge":1890},{"chart_seam":false,"geometry":{"curve":941,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1877,"id":941,"tolerance":1e-8,"twin_halfedge":1911},{"chart_seam":false,"geometry":{"curve":942,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1878,"id":942,"tolerance":1e-8,"twin_halfedge":1887},{"chart_seam":false,"geometry":{"curve":943,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1880,"id":943,"tolerance":1e-8,"twin_halfedge":1885},{"chart_seam":false,"geometry":{"curve":944,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1881,"id":944,"tolerance":1e-8,"twin_halfedge":1915},{"chart_seam":false,"geometry":{"curve":945,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1882,"id":945,"tolerance":1e-8,"twin_halfedge":1892},{"chart_seam":false,"geometry":{"curve":946,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1884,"id":946,"tolerance":1e-8,"twin_halfedge":1918},{"chart_seam":false,"geometry":{"curve":947,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1888,"id":947,"tolerance":1e-8,"twin_halfedge":1907},{"chart_seam":false,"geometry":{"curve":948,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1889,"id":948,"tolerance":1e-8,"twin_halfedge":1900},{"chart_seam":false,"geometry":{"curve":949,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1891,"id":949,"tolerance":1e-8,"twin_halfedge":1898},{"chart_seam":false,"geometry":{"curve":950,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1893,"id":950,"tolerance":1e-8,"twin_halfedge":1902},{"chart_seam":false,"geometry":{"curve":951,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1894,"id":951,"tolerance":1e-8,"twin_halfedge":1905},{"chart_seam":false,"geometry":{"curve":952,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1895,"id":952,"tolerance":1e-8,"twin_halfedge":1896},{"chart_seam":false,"geometry":{"curve":953,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1897,"id":953,"tolerance":1e-8,"twin_halfedge":1904},{"chart_seam":false,"geometry":{"curve":954,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1901,"id":954,"tolerance":1e-8,"twin_halfedge":1906},{"chart_seam":false,"geometry":{"curve":955,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1903,"id":955,"tolerance":1e-8,"twin_halfedge":1920},{"chart_seam":false,"geometry":{"curve":956,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1908,"id":956,"tolerance":1e-8,"twin_halfedge":1923},{"chart_seam":false,"geometry":{"curve":957,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1909,"id":957,"tolerance":1e-8,"twin_halfedge":1927},{"chart_seam":false,"geometry":{"curve":958,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1910,"id":958,"tolerance":1e-8,"twin_halfedge":1919},{"chart_seam":false,"geometry":{"curve":959,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1912,"id":959,"tolerance":1e-8,"twin_halfedge":1917},{"chart_seam":false,"geometry":{"curve":960,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1913,"id":960,"tolerance":1e-8,"twin_halfedge":1931},{"chart_seam":false,"geometry":{"curve":961,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1914,"id":961,"tolerance":1e-8,"twin_halfedge":1921},{"chart_seam":false,"geometry":{"curve":962,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1916,"id":962,"tolerance":1e-8,"twin_halfedge":1934},{"chart_seam":false,"geometry":{"curve":963,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1922,"id":963,"tolerance":1e-8,"twin_halfedge":1947},{"chart_seam":false,"geometry":{"curve":964,"kind":"Curve","range":{"hi":0.5999999999999943,"lo":0.0}},"halfedge":1924,"id":964,"tolerance":1e-8,"twin_halfedge":1938},{"chart_seam":false,"geometry":{"curve":965,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1925,"id":965,"tolerance":1e-8,"twin_halfedge":1959},{"chart_seam":false,"geometry":{"curve":966,"kind":"Curve","range":{"hi":0.5999999999999943,"lo":0.0}},"halfedge":1926,"id":966,"tolerance":1e-8,"twin_halfedge":1935},{"chart_seam":false,"geometry":{"curve":967,"kind":"Curve","range":{"hi":0.5999999999999943,"lo":0.0}},"halfedge":1928,"id":967,"tolerance":1e-8,"twin_halfedge":1933},{"chart_seam":false,"geometry":{"curve":968,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1929,"id":968,"tolerance":1e-8,"twin_halfedge":1963},{"chart_seam":false,"geometry":{"curve":969,"kind":"Curve","range":{"hi":0.5999999999999943,"lo":0.0}},"halfedge":1930,"id":969,"tolerance":1e-8,"twin_halfedge":1940},{"chart_seam":false,"geometry":{"curve":970,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1932,"id":970,"tolerance":1e-8,"twin_halfedge":1966},{"chart_seam":false,"geometry":{"curve":971,"kind":"Curve","range":{"hi":0.5999999999999943,"lo":0.0}},"halfedge":1936,"id":971,"tolerance":1e-8,"twin_halfedge":1955},{"chart_seam":false,"geometry":{"curve":972,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1937,"id":972,"tolerance":1e-8,"twin_halfedge":1948},{"chart_seam":false,"geometry":{"curve":973,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1939,"id":973,"tolerance":1e-8,"twin_halfedge":1946},{"chart_seam":false,"geometry":{"curve":974,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1941,"id":974,"tolerance":1e-8,"twin_halfedge":1950},{"chart_seam":false,"geometry":{"curve":975,"kind":"Curve","range":{"hi":0.5999999999999943,"lo":0.0}},"halfedge":1942,"id":975,"tolerance":1e-8,"twin_halfedge":1953},{"chart_seam":false,"geometry":{"curve":976,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1943,"id":976,"tolerance":1e-8,"twin_halfedge":1944},{"chart_seam":false,"geometry":{"curve":977,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1945,"id":977,"tolerance":1e-8,"twin_halfedge":1952},{"chart_seam":false,"geometry":{"curve":978,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1949,"id":978,"tolerance":1e-8,"twin_halfedge":1954},{"chart_seam":false,"geometry":{"curve":979,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1951,"id":979,"tolerance":1e-8,"twin_halfedge":1968},{"chart_seam":false,"geometry":{"curve":980,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1956,"id":980,"tolerance":1e-8,"twin_halfedge":1971},{"chart_seam":false,"geometry":{"curve":981,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1957,"id":981,"tolerance":1e-8,"twin_halfedge":1975},{"chart_seam":false,"geometry":{"curve":982,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1958,"id":982,"tolerance":1e-8,"twin_halfedge":1967},{"chart_seam":false,"geometry":{"curve":983,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1960,"id":983,"tolerance":1e-8,"twin_halfedge":1965},{"chart_seam":false,"geometry":{"curve":984,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1961,"id":984,"tolerance":1e-8,"twin_halfedge":1979},{"chart_seam":false,"geometry":{"curve":985,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1962,"id":985,"tolerance":1e-8,"twin_halfedge":1969},{"chart_seam":false,"geometry":{"curve":986,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1964,"id":986,"tolerance":1e-8,"twin_halfedge":1982},{"chart_seam":false,"geometry":{"curve":987,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1970,"id":987,"tolerance":1e-8,"twin_halfedge":1995},{"chart_seam":false,"geometry":{"curve":988,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1972,"id":988,"tolerance":1e-8,"twin_halfedge":1986},{"chart_seam":false,"geometry":{"curve":989,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1973,"id":989,"tolerance":1e-8,"twin_halfedge":2007},{"chart_seam":false,"geometry":{"curve":990,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1974,"id":990,"tolerance":1e-8,"twin_halfedge":1983},{"chart_seam":false,"geometry":{"curve":991,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1976,"id":991,"tolerance":1e-8,"twin_halfedge":1981},{"chart_seam":false,"geometry":{"curve":992,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1977,"id":992,"tolerance":1e-8,"twin_halfedge":2011},{"chart_seam":false,"geometry":{"curve":993,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1978,"id":993,"tolerance":1e-8,"twin_halfedge":1988},{"chart_seam":false,"geometry":{"curve":994,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1980,"id":994,"tolerance":1e-8,"twin_halfedge":2014},{"chart_seam":false,"geometry":{"curve":995,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1984,"id":995,"tolerance":1e-8,"twin_halfedge":2003},{"chart_seam":false,"geometry":{"curve":996,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1985,"id":996,"tolerance":1e-8,"twin_halfedge":1996},{"chart_seam":false,"geometry":{"curve":997,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1987,"id":997,"tolerance":1e-8,"twin_halfedge":1994},{"chart_seam":false,"geometry":{"curve":998,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1989,"id":998,"tolerance":1e-8,"twin_halfedge":1998},{"chart_seam":false,"geometry":{"curve":999,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":1990,"id":999,"tolerance":1e-8,"twin_halfedge":2001},{"chart_seam":false,"geometry":{"curve":1000,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1991,"id":1000,"tolerance":1e-8,"twin_halfedge":1992},{"chart_seam":false,"geometry":{"curve":1001,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1993,"id":1001,"tolerance":1e-8,"twin_halfedge":2000},{"chart_seam":false,"geometry":{"curve":1002,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1997,"id":1002,"tolerance":1e-8,"twin_halfedge":2002},{"chart_seam":false,"geometry":{"curve":1003,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":1999,"id":1003,"tolerance":1e-8,"twin_halfedge":2016},{"chart_seam":false,"geometry":{"curve":1004,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":2004,"id":1004,"tolerance":1e-8,"twin_halfedge":2019},{"chart_seam":false,"geometry":{"curve":1005,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":2005,"id":1005,"tolerance":1e-8,"twin_halfedge":2023},{"chart_seam":false,"geometry":{"curve":1006,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":2006,"id":1006,"tolerance":1e-8,"twin_halfedge":2015},{"chart_seam":false,"geometry":{"curve":1007,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":2008,"id":1007,"tolerance":1e-8,"twin_halfedge":2013},{"chart_seam":false,"geometry":{"curve":1008,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":2009,"id":1008,"tolerance":1e-8,"twin_halfedge":2027},{"chart_seam":false,"geometry":{"curve":1009,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":2010,"id":1009,"tolerance":1e-8,"twin_halfedge":2017},{"chart_seam":false,"geometry":{"curve":1010,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":2012,"id":1010,"tolerance":1e-8,"twin_halfedge":2030},{"chart_seam":false,"geometry":{"curve":1011,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":2018,"id":1011,"tolerance":1e-8,"twin_halfedge":2043},{"chart_seam":false,"geometry":{"curve":1012,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":2020,"id":1012,"tolerance":1e-8,"twin_halfedge":2034},{"chart_seam":false,"geometry":{"curve":1013,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":2021,"id":1013,"tolerance":1e-8,"twin_halfedge":2055},{"chart_seam":false,"geometry":{"curve":1014,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":2022,"id":1014,"tolerance":1e-8,"twin_halfedge":2031},{"chart_seam":false,"geometry":{"curve":1015,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":2024,"id":1015,"tolerance":1e-8,"twin_halfedge":2029},{"chart_seam":false,"geometry":{"curve":1016,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":2025,"id":1016,"tolerance":1e-8,"twin_halfedge":2059},{"chart_seam":false,"geometry":{"curve":1017,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":2026,"id":1017,"tolerance":1e-8,"twin_halfedge":2036},{"chart_seam":false,"geometry":{"curve":1018,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":2028,"id":1018,"tolerance":1e-8,"twin_halfedge":2062},{"chart_seam":false,"geometry":{"curve":1019,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":2032,"id":1019,"tolerance":1e-8,"twin_halfedge":2051},{"chart_seam":false,"geometry":{"curve":1020,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":2033,"id":1020,"tolerance":1e-8,"twin_halfedge":2044},{"chart_seam":false,"geometry":{"curve":1021,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":2035,"id":1021,"tolerance":1e-8,"twin_halfedge":2042},{"chart_seam":false,"geometry":{"curve":1022,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":2037,"id":1022,"tolerance":1e-8,"twin_halfedge":2046},{"chart_seam":false,"geometry":{"curve":1023,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":2038,"id":1023,"tolerance":1e-8,"twin_halfedge":2049},{"chart_seam":false,"geometry":{"curve":1024,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":2039,"id":1024,"tolerance":1e-8,"twin_halfedge":2040},{"chart_seam":false,"geometry":{"curve":1025,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":2041,"id":1025,"tolerance":1e-8,"twin_halfedge":2048},{"chart_seam":false,"geometry":{"curve":1026,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":2045,"id":1026,"tolerance":1e-8,"twin_halfedge":2050},{"chart_seam":false,"geometry":{"curve":1027,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":2047,"id":1027,"tolerance":1e-8,"twin_halfedge":2064},{"chart_seam":false,"geometry":{"curve":1028,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":2052,"id":1028,"tolerance":1e-8,"twin_halfedge":2067},{"chart_seam":false,"geometry":{"curve":1029,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":2053,"id":1029,"tolerance":1e-8,"twin_halfedge":2071},{"chart_seam":false,"geometry":{"curve":1030,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":2054,"id":1030,"tolerance":1e-8,"twin_halfedge":2063},{"chart_seam":false,"geometry":{"curve":1031,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":2056,"id":1031,"tolerance":1e-8,"twin_halfedge":2061},{"chart_seam":false,"geometry":{"curve":1032,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":2057,"id":1032,"tolerance":1e-8,"twin_halfedge":2075},{"chart_seam":false,"geometry":{"curve":1033,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":2058,"id":1033,"tolerance":1e-8,"twin_halfedge":2065},{"chart_seam":false,"geometry":{"curve":1034,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":2060,"id":1034,"tolerance":1e-8,"twin_halfedge":2078},{"chart_seam":false,"geometry":{"curve":1035,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":2066,"id":1035,"tolerance":1e-8,"twin_halfedge":2091},{"chart_seam":false,"geometry":{"curve":1036,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":2068,"id":1036,"tolerance":1e-8,"twin_halfedge":2082},{"chart_seam":false,"geometry":{"curve":1037,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":2069,"id":1037,"tolerance":1e-8,"twin_halfedge":2103},{"chart_seam":false,"geometry":{"curve":1038,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":2070,"id":1038,"tolerance":1e-8,"twin_halfedge":2079},{"chart_seam":false,"geometry":{"curve":1039,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":2072,"id":1039,"tolerance":1e-8,"twin_halfedge":2077},{"chart_seam":false,"geometry":{"curve":1040,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":2073,"id":1040,"tolerance":1e-8,"twin_halfedge":2107},{"chart_seam":false,"geometry":{"curve":1041,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":2074,"id":1041,"tolerance":1e-8,"twin_halfedge":2084},{"chart_seam":false,"geometry":{"curve":1042,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":2076,"id":1042,"tolerance":1e-8,"twin_halfedge":2110},{"chart_seam":false,"geometry":{"curve":1043,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":2080,"id":1043,"tolerance":1e-8,"twin_halfedge":2099},{"chart_seam":false,"geometry":{"curve":1044,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":2081,"id":1044,"tolerance":1e-8,"twin_halfedge":2092},{"chart_seam":false,"geometry":{"curve":1045,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":2083,"id":1045,"tolerance":1e-8,"twin_halfedge":2090},{"chart_seam":false,"geometry":{"curve":1046,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":2085,"id":1046,"tolerance":1e-8,"twin_halfedge":2094},{"chart_seam":false,"geometry":{"curve":1047,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":2086,"id":1047,"tolerance":1e-8,"twin_halfedge":2097},{"chart_seam":false,"geometry":{"curve":1048,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":2087,"id":1048,"tolerance":1e-8,"twin_halfedge":2088},{"chart_seam":false,"geometry":{"curve":1049,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":2089,"id":1049,"tolerance":1e-8,"twin_halfedge":2096},{"chart_seam":false,"geometry":{"curve":1050,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":2093,"id":1050,"tolerance":1e-8,"twin_halfedge":2098},{"chart_seam":false,"geometry":{"curve":1051,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":2095,"id":1051,"tolerance":1e-8,"twin_halfedge":2112},{"chart_seam":false,"geometry":{"curve":1052,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":2100,"id":1052,"tolerance":1e-8,"twin_halfedge":2115},{"chart_seam":false,"geometry":{"curve":1053,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":2101,"id":1053,"tolerance":1e-8,"twin_halfedge":2119},{"chart_seam":false,"geometry":{"curve":1054,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":2102,"id":1054,"tolerance":1e-8,"twin_halfedge":2111},{"chart_seam":false,"geometry":{"curve":1055,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":2104,"id":1055,"tolerance":1e-8,"twin_halfedge":2109},{"chart_seam":false,"geometry":{"curve":1056,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":2105,"id":1056,"tolerance":1e-8,"twin_halfedge":2123},{"chart_seam":false,"geometry":{"curve":1057,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":2106,"id":1057,"tolerance":1e-8,"twin_halfedge":2113},{"chart_seam":false,"geometry":{"curve":1058,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":2108,"id":1058,"tolerance":1e-8,"twin_halfedge":2126},{"chart_seam":false,"geometry":{"curve":1059,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":2114,"id":1059,"tolerance":1e-8,"twin_halfedge":2139},{"chart_seam":false,"geometry":{"curve":1060,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":2116,"id":1060,"tolerance":1e-8,"twin_halfedge":2130},{"chart_seam":false,"geometry":{"curve":1061,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":2117,"id":1061,"tolerance":1e-8,"twin_halfedge":2151},{"chart_seam":false,"geometry":{"curve":1062,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":2118,"id":1062,"tolerance":1e-8,"twin_halfedge":2127},{"chart_seam":false,"geometry":{"curve":1063,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":2120,"id":1063,"tolerance":1e-8,"twin_halfedge":2125},{"chart_seam":false,"geometry":{"curve":1064,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":2121,"id":1064,"tolerance":1e-8,"twin_halfedge":2155},{"chart_seam":false,"geometry":{"curve":1065,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":2122,"id":1065,"tolerance":1e-8,"twin_halfedge":2132},{"chart_seam":false,"geometry":{"curve":1066,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":2124,"id":1066,"tolerance":1e-8,"twin_halfedge":2158},{"chart_seam":false,"geometry":{"curve":1067,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":2128,"id":1067,"tolerance":1e-8,"twin_halfedge":2147},{"chart_seam":false,"geometry":{"curve":1068,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":2129,"id":1068,"tolerance":1e-8,"twin_halfedge":2140},{"chart_seam":false,"geometry":{"curve":1069,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":2131,"id":1069,"tolerance":1e-8,"twin_halfedge":2138},{"chart_seam":false,"geometry":{"curve":1070,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":2133,"id":1070,"tolerance":1e-8,"twin_halfedge":2142},{"chart_seam":false,"geometry":{"curve":1071,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":2134,"id":1071,"tolerance":1e-8,"twin_halfedge":2145},{"chart_seam":false,"geometry":{"curve":1072,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":2135,"id":1072,"tolerance":1e-8,"twin_halfedge":2136},{"chart_seam":false,"geometry":{"curve":1073,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":2137,"id":1073,"tolerance":1e-8,"twin_halfedge":2144},{"chart_seam":false,"geometry":{"curve":1074,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":2141,"id":1074,"tolerance":1e-8,"twin_halfedge":2146},{"chart_seam":false,"geometry":{"curve":1075,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":2143,"id":1075,"tolerance":1e-8,"twin_halfedge":2160},{"chart_seam":false,"geometry":{"curve":1076,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":2148,"id":1076,"tolerance":1e-8,"twin_halfedge":2163},{"chart_seam":false,"geometry":{"curve":1077,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":2149,"id":1077,"tolerance":1e-8,"twin_halfedge":2167},{"chart_seam":false,"geometry":{"curve":1078,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":2150,"id":1078,"tolerance":1e-8,"twin_halfedge":2159},{"chart_seam":false,"geometry":{"curve":1079,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":2152,"id":1079,"tolerance":1e-8,"twin_halfedge":2157},{"chart_seam":false,"geometry":{"curve":1080,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":2153,"id":1080,"tolerance":1e-8,"twin_halfedge":2171},{"chart_seam":false,"geometry":{"curve":1081,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":2154,"id":1081,"tolerance":1e-8,"twin_halfedge":2161},{"chart_seam":false,"geometry":{"curve":1082,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":2156,"id":1082,"tolerance":1e-8,"twin_halfedge":2174},{"chart_seam":false,"geometry":{"curve":1083,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":2162,"id":1083,"tolerance":1e-8,"twin_halfedge":2187},{"chart_seam":false,"geometry":{"curve":1084,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":2164,"id":1084,"tolerance":1e-8,"twin_halfedge":2178},{"chart_seam":false,"geometry":{"curve":1085,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":2165,"id":1085,"tolerance":1e-8,"twin_halfedge":2199},{"chart_seam":false,"geometry":{"curve":1086,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":2166,"id":1086,"tolerance":1e-8,"twin_halfedge":2175},{"chart_seam":false,"geometry":{"curve":1087,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":2168,"id":1087,"tolerance":1e-8,"twin_halfedge":2173},{"chart_seam":false,"geometry":{"curve":1088,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":2169,"id":1088,"tolerance":1e-8,"twin_halfedge":2203},{"chart_seam":false,"geometry":{"curve":1089,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":2170,"id":1089,"tolerance":1e-8,"twin_halfedge":2180},{"chart_seam":false,"geometry":{"curve":1090,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":2172,"id":1090,"tolerance":1e-8,"twin_halfedge":2206},{"chart_seam":false,"geometry":{"curve":1091,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":2176,"id":1091,"tolerance":1e-8,"twin_halfedge":2195},{"chart_seam":false,"geometry":{"curve":1092,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":2177,"id":1092,"tolerance":1e-8,"twin_halfedge":2188},{"chart_seam":false,"geometry":{"curve":1093,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":2179,"id":1093,"tolerance":1e-8,"twin_halfedge":2186},{"chart_seam":false,"geometry":{"curve":1094,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":2181,"id":1094,"tolerance":1e-8,"twin_halfedge":2190},{"chart_seam":false,"geometry":{"curve":1095,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":2182,"id":1095,"tolerance":1e-8,"twin_halfedge":2193},{"chart_seam":false,"geometry":{"curve":1096,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":2183,"id":1096,"tolerance":1e-8,"twin_halfedge":2184},{"chart_seam":false,"geometry":{"curve":1097,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":2185,"id":1097,"tolerance":1e-8,"twin_halfedge":2192},{"chart_seam":false,"geometry":{"curve":1098,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":2189,"id":1098,"tolerance":1e-8,"twin_halfedge":2194},{"chart_seam":false,"geometry":{"curve":1099,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":2191,"id":1099,"tolerance":1e-8,"twin_halfedge":2208},{"chart_seam":false,"geometry":{"curve":1100,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":2196,"id":1100,"tolerance":1e-8,"twin_halfedge":2211},{"chart_seam":false,"geometry":{"curve":1101,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":2197,"id":1101,"tolerance":1e-8,"twin_halfedge":2215},{"chart_seam":false,"geometry":{"curve":1102,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":2198,"id":1102,"tolerance":1e-8,"twin_halfedge":2207},{"chart_seam":false,"geometry":{"curve":1103,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":2200,"id":1103,"tolerance":1e-8,"twin_halfedge":2205},{"chart_seam":false,"geometry":{"curve":1104,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":2201,"id":1104,"tolerance":1e-8,"twin_halfedge":2219},{"chart_seam":false,"geometry":{"curve":1105,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":2202,"id":1105,"tolerance":1e-8,"twin_halfedge":2209},{"chart_seam":false,"geometry":{"curve":1106,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":2204,"id":1106,"tolerance":1e-8,"twin_halfedge":2222},{"chart_seam":false,"geometry":{"curve":1107,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":2210,"id":1107,"tolerance":1e-8,"twin_halfedge":2235},{"chart_seam":false,"geometry":{"curve":1108,"kind":"Curve","range":{"hi":0.5999999999999943,"lo":0.0}},"halfedge":2212,"id":1108,"tolerance":1e-8,"twin_halfedge":2226},{"chart_seam":false,"geometry":{"curve":1109,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":2213,"id":1109,"tolerance":1e-8,"twin_halfedge":2247},{"chart_seam":false,"geometry":{"curve":1110,"kind":"Curve","range":{"hi":0.5999999999999943,"lo":0.0}},"halfedge":2214,"id":1110,"tolerance":1e-8,"twin_halfedge":2223},{"chart_seam":false,"geometry":{"curve":1111,"kind":"Curve","range":{"hi":0.5999999999999943,"lo":0.0}},"halfedge":2216,"id":1111,"tolerance":1e-8,"twin_halfedge":2221},{"chart_seam":false,"geometry":{"curve":1112,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":2217,"id":1112,"tolerance":1e-8,"twin_halfedge":2251},{"chart_seam":false,"geometry":{"curve":1113,"kind":"Curve","range":{"hi":0.5999999999999943,"lo":0.0}},"halfedge":2218,"id":1113,"tolerance":1e-8,"twin_halfedge":2228},{"chart_seam":false,"geometry":{"curve":1114,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":2220,"id":1114,"tolerance":1e-8,"twin_halfedge":2254},{"chart_seam":false,"geometry":{"curve":1115,"kind":"Curve","range":{"hi":0.5999999999999943,"lo":0.0}},"halfedge":2224,"id":1115,"tolerance":1e-8,"twin_halfedge":2243},{"chart_seam":false,"geometry":{"curve":1116,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":2225,"id":1116,"tolerance":1e-8,"twin_halfedge":2236},{"chart_seam":false,"geometry":{"curve":1117,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":2227,"id":1117,"tolerance":1e-8,"twin_halfedge":2234},{"chart_seam":false,"geometry":{"curve":1118,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":2229,"id":1118,"tolerance":1e-8,"twin_halfedge":2238},{"chart_seam":false,"geometry":{"curve":1119,"kind":"Curve","range":{"hi":0.5999999999999943,"lo":0.0}},"halfedge":2230,"id":1119,"tolerance":1e-8,"twin_halfedge":2241},{"chart_seam":false,"geometry":{"curve":1120,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":2231,"id":1120,"tolerance":1e-8,"twin_halfedge":2232},{"chart_seam":false,"geometry":{"curve":1121,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":2233,"id":1121,"tolerance":1e-8,"twin_halfedge":2240},{"chart_seam":false,"geometry":{"curve":1122,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":2237,"id":1122,"tolerance":1e-8,"twin_halfedge":2242},{"chart_seam":false,"geometry":{"curve":1123,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":2239,"id":1123,"tolerance":1e-8,"twin_halfedge":2256},{"chart_seam":false,"geometry":{"curve":1124,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":2244,"id":1124,"tolerance":1e-8,"twin_halfedge":2259},{"chart_seam":false,"geometry":{"curve":1125,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":2245,"id":1125,"tolerance":1e-8,"twin_halfedge":2263},{"chart_seam":false,"geometry":{"curve":1126,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":2246,"id":1126,"tolerance":1e-8,"twin_halfedge":2255},{"chart_seam":false,"geometry":{"curve":1127,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":2248,"id":1127,"tolerance":1e-8,"twin_halfedge":2253},{"chart_seam":false,"geometry":{"curve":1128,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":2249,"id":1128,"tolerance":1e-8,"twin_halfedge":2267},{"chart_seam":false,"geometry":{"curve":1129,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":2250,"id":1129,"tolerance":1e-8,"twin_halfedge":2257},{"chart_seam":false,"geometry":{"curve":1130,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":2252,"id":1130,"tolerance":1e-8,"twin_halfedge":2270},{"chart_seam":false,"geometry":{"curve":1131,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":2258,"id":1131,"tolerance":1e-8,"twin_halfedge":2283},{"chart_seam":false,"geometry":{"curve":1132,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":2260,"id":1132,"tolerance":1e-8,"twin_halfedge":2274},{"chart_seam":false,"geometry":{"curve":1133,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":2261,"id":1133,"tolerance":1e-8,"twin_halfedge":2295},{"chart_seam":false,"geometry":{"curve":1134,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":2262,"id":1134,"tolerance":1e-8,"twin_halfedge":2271},{"chart_seam":false,"geometry":{"curve":1135,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":2264,"id":1135,"tolerance":1e-8,"twin_halfedge":2269},{"chart_seam":false,"geometry":{"curve":1136,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":2265,"id":1136,"tolerance":1e-8,"twin_halfedge":2299},{"chart_seam":false,"geometry":{"curve":1137,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":2266,"id":1137,"tolerance":1e-8,"twin_halfedge":2276},{"chart_seam":false,"geometry":{"curve":1138,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":2268,"id":1138,"tolerance":1e-8,"twin_halfedge":2302},{"chart_seam":false,"geometry":{"curve":1139,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":2272,"id":1139,"tolerance":1e-8,"twin_halfedge":2291},{"chart_seam":false,"geometry":{"curve":1140,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":2273,"id":1140,"tolerance":1e-8,"twin_halfedge":2284},{"chart_seam":false,"geometry":{"curve":1141,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":2275,"id":1141,"tolerance":1e-8,"twin_halfedge":2282},{"chart_seam":false,"geometry":{"curve":1142,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":2277,"id":1142,"tolerance":1e-8,"twin_halfedge":2286},{"chart_seam":false,"geometry":{"curve":1143,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":2278,"id":1143,"tolerance":1e-8,"twin_halfedge":2289},{"chart_seam":false,"geometry":{"curve":1144,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":2279,"id":1144,"tolerance":1e-8,"twin_halfedge":2280},{"chart_seam":false,"geometry":{"curve":1145,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":2281,"id":1145,"tolerance":1e-8,"twin_halfedge":2288},{"chart_seam":false,"geometry":{"curve":1146,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":2285,"id":1146,"tolerance":1e-8,"twin_halfedge":2290},{"chart_seam":false,"geometry":{"curve":1147,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":2287,"id":1147,"tolerance":1e-8,"twin_halfedge":2304},{"chart_seam":false,"geometry":{"curve":1148,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":2292,"id":1148,"tolerance":1e-8,"twin_halfedge":2307},{"chart_seam":false,"geometry":{"curve":1149,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":2293,"id":1149,"tolerance":1e-8,"twin_halfedge":2311},{"chart_seam":false,"geometry":{"curve":1150,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":2294,"id":1150,"tolerance":1e-8,"twin_halfedge":2303},{"chart_seam":false,"geometry":{"curve":1151,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":2296,"id":1151,"tolerance":1e-8,"twin_halfedge":2301},{"chart_seam":false,"geometry":{"curve":1152,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":2297,"id":1152,"tolerance":1e-8,"twin_halfedge":2315},{"chart_seam":false,"geometry":{"curve":1153,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":2298,"id":1153,"tolerance":1e-8,"twin_halfedge":2305},{"chart_seam":false,"geometry":{"curve":1154,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":2300,"id":1154,"tolerance":1e-8,"twin_halfedge":2318},{"chart_seam":false,"geometry":{"curve":1155,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":2306,"id":1155,"tolerance":1e-8,"twin_halfedge":2331},{"chart_seam":false,"geometry":{"curve":1156,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":2308,"id":1156,"tolerance":1e-8,"twin_halfedge":2322},{"chart_seam":false,"geometry":{"curve":1157,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":2309,"id":1157,"tolerance":1e-8,"twin_halfedge":2343},{"chart_seam":false,"geometry":{"curve":1158,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":2310,"id":1158,"tolerance":1e-8,"twin_halfedge":2319},{"chart_seam":false,"geometry":{"curve":1159,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":2312,"id":1159,"tolerance":1e-8,"twin_halfedge":2317},{"chart_seam":false,"geometry":{"curve":1160,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":2313,"id":1160,"tolerance":1e-8,"twin_halfedge":2347},{"chart_seam":false,"geometry":{"curve":1161,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":2314,"id":1161,"tolerance":1e-8,"twin_halfedge":2324},{"chart_seam":false,"geometry":{"curve":1162,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":2316,"id":1162,"tolerance":1e-8,"twin_halfedge":2350},{"chart_seam":false,"geometry":{"curve":1163,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":2320,"id":1163,"tolerance":1e-8,"twin_halfedge":2339},{"chart_seam":false,"geometry":{"curve":1164,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":2321,"id":1164,"tolerance":1e-8,"twin_halfedge":2332},{"chart_seam":false,"geometry":{"curve":1165,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":2323,"id":1165,"tolerance":1e-8,"twin_halfedge":2330},{"chart_seam":false,"geometry":{"curve":1166,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":2325,"id":1166,"tolerance":1e-8,"twin_halfedge":2334},{"chart_seam":false,"geometry":{"curve":1167,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":2326,"id":1167,"tolerance":1e-8,"twin_halfedge":2337},{"chart_seam":false,"geometry":{"curve":1168,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":2327,"id":1168,"tolerance":1e-8,"twin_halfedge":2328},{"chart_seam":false,"geometry":{"curve":1169,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":2329,"id":1169,"tolerance":1e-8,"twin_halfedge":2336},{"chart_seam":false,"geometry":{"curve":1170,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":2333,"id":1170,"tolerance":1e-8,"twin_halfedge":2338},{"chart_seam":false,"geometry":{"curve":1171,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":2335,"id":1171,"tolerance":1e-8,"twin_halfedge":2352},{"chart_seam":false,"geometry":{"curve":1172,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":2340,"id":1172,"tolerance":1e-8,"twin_halfedge":2355},{"chart_seam":false,"geometry":{"curve":1173,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":2341,"id":1173,"tolerance":1e-8,"twin_halfedge":2359},{"chart_seam":false,"geometry":{"curve":1174,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":2342,"id":1174,"tolerance":1e-8,"twin_halfedge":2351},{"chart_seam":false,"geometry":{"curve":1175,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":2344,"id":1175,"tolerance":1e-8,"twin_halfedge":2349},{"chart_seam":false,"geometry":{"curve":1176,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":2345,"id":1176,"tolerance":1e-8,"twin_halfedge":2363},{"chart_seam":false,"geometry":{"curve":1177,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":2346,"id":1177,"tolerance":1e-8,"twin_halfedge":2353},{"chart_seam":false,"geometry":{"curve":1178,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":2348,"id":1178,"tolerance":1e-8,"twin_halfedge":2366},{"chart_seam":false,"geometry":{"curve":1179,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":2354,"id":1179,"tolerance":1e-8,"twin_halfedge":2379},{"chart_seam":false,"geometry":{"curve":1180,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":2356,"id":1180,"tolerance":1e-8,"twin_halfedge":2370},{"chart_seam":false,"geometry":{"curve":1181,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":2357,"id":1181,"tolerance":1e-8,"twin_halfedge":2391},{"chart_seam":false,"geometry":{"curve":1182,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":2358,"id":1182,"tolerance":1e-8,"twin_halfedge":2367},{"chart_seam":false,"geometry":{"curve":1183,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":2360,"id":1183,"tolerance":1e-8,"twin_halfedge":2365},{"chart_seam":false,"geometry":{"curve":1184,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":2361,"id":1184,"tolerance":1e-8,"twin_halfedge":2395},{"chart_seam":false,"geometry":{"curve":1185,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":2362,"id":1185,"tolerance":1e-8,"twin_halfedge":2372},{"chart_seam":false,"geometry":{"curve":1186,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":2364,"id":1186,"tolerance":1e-8,"twin_halfedge":2398},{"chart_seam":false,"geometry":{"curve":1187,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":2368,"id":1187,"tolerance":1e-8,"twin_halfedge":2387},{"chart_seam":false,"geometry":{"curve":1188,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":2369,"id":1188,"tolerance":1e-8,"twin_halfedge":2380},{"chart_seam":false,"geometry":{"curve":1189,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":2371,"id":1189,"tolerance":1e-8,"twin_halfedge":2378},{"chart_seam":false,"geometry":{"curve":1190,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":2373,"id":1190,"tolerance":1e-8,"twin_halfedge":2382},{"chart_seam":false,"geometry":{"curve":1191,"kind":"Curve","range":{"hi":0.6000000000000014,"lo":0.0}},"halfedge":2374,"id":1191,"tolerance":1e-8,"twin_halfedge":2385},{"chart_seam":false,"geometry":{"curve":1192,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":2375,"id":1192,"tolerance":1e-8,"twin_halfedge":2376},{"chart_seam":false,"geometry":{"curve":1193,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":2377,"id":1193,"tolerance":1e-8,"twin_halfedge":2384},{"chart_seam":false,"geometry":{"curve":1194,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":2381,"id":1194,"tolerance":1e-8,"twin_halfedge":2386},{"chart_seam":false,"geometry":{"curve":1195,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":2383,"id":1195,"tolerance":1e-8,"twin_halfedge":2400},{"chart_seam":false,"geometry":{"curve":1196,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":2388,"id":1196,"tolerance":1e-8,"twin_halfedge":2403},{"chart_seam":false,"geometry":{"curve":1197,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":2389,"id":1197,"tolerance":1e-8,"twin_halfedge":2407},{"chart_seam":false,"geometry":{"curve":1198,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":2390,"id":1198,"tolerance":1e-8,"twin_halfedge":2399},{"chart_seam":false,"geometry":{"curve":1199,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":2392,"id":1199,"tolerance":1e-8,"twin_halfedge":2397},{"chart_seam":false,"geometry":{"curve":1200,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":2393,"id":1200,"tolerance":1e-8,"twin_halfedge":2411},{"chart_seam":false,"geometry":{"curve":1201,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":2394,"id":1201,"tolerance":1e-8,"twin_halfedge":2401},{"chart_seam":false,"geometry":{"curve":1202,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":2396,"id":1202,"tolerance":1e-8,"twin_halfedge":2418},{"chart_seam":false,"geometry":{"curve":1203,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":2402,"id":1203,"tolerance":1e-8,"twin_halfedge":2431},{"chart_seam":false,"geometry":{"curve":1204,"kind":"Curve","range":{"hi":2.8499999999999943,"lo":0.0}},"halfedge":2404,"id":1204,"tolerance":1e-8,"twin_halfedge":2422},{"chart_seam":false,"geometry":{"curve":1205,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":2405,"id":1205,"tolerance":1e-8,"twin_halfedge":2412},{"chart_seam":false,"geometry":{"curve":1206,"kind":"Curve","range":{"hi":2.8499999999999943,"lo":0.0}},"halfedge":2406,"id":1206,"tolerance":1e-8,"twin_halfedge":2419},{"chart_seam":false,"geometry":{"curve":1207,"kind":"Curve","range":{"hi":2.8499999999999943,"lo":0.0}},"halfedge":2408,"id":1207,"tolerance":1e-8,"twin_halfedge":2417},{"chart_seam":false,"geometry":{"curve":1208,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":2409,"id":1208,"tolerance":1e-8,"twin_halfedge":2414},{"chart_seam":false,"geometry":{"curve":1209,"kind":"Curve","range":{"hi":2.8499999999999943,"lo":0.0}},"halfedge":2410,"id":1209,"tolerance":1e-8,"twin_halfedge":2424},{"chart_seam":false,"geometry":{"curve":1210,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":2413,"id":1210,"tolerance":1e-8,"twin_halfedge":2435},{"chart_seam":false,"geometry":{"curve":1211,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":2415,"id":1211,"tolerance":1e-8,"twin_halfedge":2416},{"chart_seam":false,"geometry":{"curve":1212,"kind":"Curve","range":{"hi":2.8499999999999943,"lo":0.0}},"halfedge":2420,"id":1212,"tolerance":1e-8,"twin_halfedge":2439},{"chart_seam":false,"geometry":{"curve":1213,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":2421,"id":1213,"tolerance":1e-8,"twin_halfedge":2432},{"chart_seam":false,"geometry":{"curve":1214,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":2423,"id":1214,"tolerance":1e-8,"twin_halfedge":2430},{"chart_seam":false,"geometry":{"curve":1215,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":2425,"id":1215,"tolerance":1e-8,"twin_halfedge":2434},{"chart_seam":false,"geometry":{"curve":1216,"kind":"Curve","range":{"hi":2.8499999999999943,"lo":0.0}},"halfedge":2426,"id":1216,"tolerance":1e-8,"twin_halfedge":2437},{"chart_seam":false,"geometry":{"curve":1217,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":2427,"id":1217,"tolerance":1e-8,"twin_halfedge":2428},{"chart_seam":false,"geometry":{"curve":1218,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":2429,"id":1218,"tolerance":1e-8,"twin_halfedge":2436},{"chart_seam":false,"geometry":{"curve":1219,"kind":"Curve","range":{"hi":0.2,"lo":0.0}},"halfedge":2433,"id":1219,"tolerance":1e-8,"twin_halfedge":2438}],"faces":[{"id":0,"key":"side-0-0-0","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":2.75000001,"lo":-1e-8},{"hi":3.00000001,"lo":1.99999999}]}},{"id":1,"key":"side-0-2-1","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":60.00000001,"lo":57.24999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":2,"key":"side-0-3-2","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.20000001,"lo":-1e-8},{"hi":3.00000001,"lo":1.99999999}]}},{"id":3,"key":"top-3","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":-27.24999999,"lo":-30.00000001},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":4,"key":"side-0-0-4","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":2.75000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":5,"key":"side-0-2-5","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":60.00000001,"lo":57.24999999},{"hi":2.00000001,"lo":-1e-8}]}},{"id":6,"key":"side-0-3-6","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":6,"trim":{"chart":0,"holes":[],"outer":6,"uv_bounds":[{"hi":0.20000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":7,"key":"cut-0:left-7","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-0","entity":"cut-0","face":2,"key":"left"}]},"sense":"Reverse","shell_ref":0,"surface":7,"trim":{"chart":0,"holes":[],"outer":7,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":8,"key":"bottom-8","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":8,"trim":{"chart":0,"holes":[],"outer":8,"uv_bounds":[{"hi":-27.24999999,"lo":-30.00000001},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":9,"key":"side-0-0-9","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":9,"trim":{"chart":0,"holes":[],"outer":9,"uv_bounds":[{"hi":3.25000001,"lo":2.74999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":10,"key":"side-0-2-10","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":10,"trim":{"chart":0,"holes":[],"outer":10,"uv_bounds":[{"hi":57.25000001,"lo":56.74999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":11,"key":"top-11","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":11,"trim":{"chart":0,"holes":[],"outer":11,"uv_bounds":[{"hi":-26.74999999,"lo":-27.25000001},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":12,"key":"cut-0:top-12","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-0","entity":"cut-0","face":1,"key":"top"}]},"sense":"Reverse","shell_ref":0,"surface":12,"trim":{"chart":0,"holes":[],"outer":12,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":13,"key":"side-0-0-13","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":13,"trim":{"chart":0,"holes":[],"outer":13,"uv_bounds":[{"hi":3.8500000100000014,"lo":3.24999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":14,"key":"side-0-2-14","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":14,"trim":{"chart":0,"holes":[],"outer":14,"uv_bounds":[{"hi":56.75000001,"lo":56.14999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":15,"key":"top-15","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":15,"trim":{"chart":0,"holes":[],"outer":15,"uv_bounds":[{"hi":-26.149999989999998,"lo":-26.75000001},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":16,"key":"side-0-0-16","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":16,"trim":{"chart":0,"holes":[],"outer":16,"uv_bounds":[{"hi":3.8500000100000014,"lo":3.24999999},{"hi":2.00000001,"lo":-1e-8}]}},{"id":17,"key":"side-0-2-17","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":17,"trim":{"chart":0,"holes":[],"outer":17,"uv_bounds":[{"hi":56.75000001,"lo":56.14999999},{"hi":2.00000001,"lo":-1e-8}]}},{"id":18,"key":"cut-0:right-18","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-0","entity":"cut-0","face":3,"key":"right"}]},"sense":"Reverse","shell_ref":0,"surface":18,"trim":{"chart":0,"holes":[],"outer":18,"uv_bounds":[{"hi":0.30000001000000004,"lo":0.09999999000000001},{"hi":2.00000001,"lo":-1e-8}]}},{"id":19,"key":"cut-1:left-19","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-1","entity":"cut-1","face":2,"key":"left"}]},"sense":"Reverse","shell_ref":0,"surface":19,"trim":{"chart":0,"holes":[],"outer":19,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":20,"key":"bottom-20","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":20,"trim":{"chart":0,"holes":[],"outer":20,"uv_bounds":[{"hi":-26.149999989999998,"lo":-26.75000001},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":21,"key":"side-0-0-21","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":21,"trim":{"chart":0,"holes":[],"outer":21,"uv_bounds":[{"hi":4.350000010000001,"lo":3.8499999900000015},{"hi":3.00000001,"lo":1.99999999}]}},{"id":22,"key":"side-0-2-22","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":22,"trim":{"chart":0,"holes":[],"outer":22,"uv_bounds":[{"hi":56.15000001,"lo":55.64999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":23,"key":"top-23","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":23,"trim":{"chart":0,"holes":[],"outer":23,"uv_bounds":[{"hi":-25.649999989999998,"lo":-26.15000001},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":24,"key":"cut-1:top-24","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-1","entity":"cut-1","face":1,"key":"top"}]},"sense":"Reverse","shell_ref":0,"surface":24,"trim":{"chart":0,"holes":[],"outer":24,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":25,"key":"side-0-0-25","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":25,"trim":{"chart":0,"holes":[],"outer":25,"uv_bounds":[{"hi":4.950000009999999,"lo":4.3499999900000015},{"hi":3.00000001,"lo":1.99999999}]}},{"id":26,"key":"side-0-2-26","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":26,"trim":{"chart":0,"holes":[],"outer":26,"uv_bounds":[{"hi":55.65000001,"lo":55.049999989999996},{"hi":3.00000001,"lo":1.99999999}]}},{"id":27,"key":"top-27","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":27,"trim":{"chart":0,"holes":[],"outer":27,"uv_bounds":[{"hi":-25.04999999,"lo":-25.65000001},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":28,"key":"side-0-0-28","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":28,"trim":{"chart":0,"holes":[],"outer":28,"uv_bounds":[{"hi":4.950000009999999,"lo":4.3499999900000015},{"hi":2.00000001,"lo":-1e-8}]}},{"id":29,"key":"side-0-2-29","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":29,"trim":{"chart":0,"holes":[],"outer":29,"uv_bounds":[{"hi":55.65000001,"lo":55.049999989999996},{"hi":2.00000001,"lo":-1e-8}]}},{"id":30,"key":"cut-1:right-30","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-1","entity":"cut-1","face":3,"key":"right"}]},"sense":"Reverse","shell_ref":0,"surface":30,"trim":{"chart":0,"holes":[],"outer":30,"uv_bounds":[{"hi":0.30000001000000004,"lo":0.09999999000000001},{"hi":2.00000001,"lo":-1e-8}]}},{"id":31,"key":"cut-2:left-31","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-2","entity":"cut-2","face":2,"key":"left"}]},"sense":"Reverse","shell_ref":0,"surface":31,"trim":{"chart":0,"holes":[],"outer":31,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":32,"key":"bottom-32","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":32,"trim":{"chart":0,"holes":[],"outer":32,"uv_bounds":[{"hi":-25.04999999,"lo":-25.65000001},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":33,"key":"side-0-0-33","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":33,"trim":{"chart":0,"holes":[],"outer":33,"uv_bounds":[{"hi":5.450000009999999,"lo":4.949999989999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":34,"key":"side-0-2-34","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":34,"trim":{"chart":0,"holes":[],"outer":34,"uv_bounds":[{"hi":55.05000001,"lo":54.549999989999996},{"hi":3.00000001,"lo":1.99999999}]}},{"id":35,"key":"top-35","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":35,"trim":{"chart":0,"holes":[],"outer":35,"uv_bounds":[{"hi":-24.54999999,"lo":-25.05000001},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":36,"key":"cut-2:top-36","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-2","entity":"cut-2","face":1,"key":"top"}]},"sense":"Reverse","shell_ref":0,"surface":36,"trim":{"chart":0,"holes":[],"outer":36,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":37,"key":"side-0-0-37","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":37,"trim":{"chart":0,"holes":[],"outer":37,"uv_bounds":[{"hi":6.050000010000001,"lo":5.449999989999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":38,"key":"side-0-2-38","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":38,"trim":{"chart":0,"holes":[],"outer":38,"uv_bounds":[{"hi":54.55000001,"lo":53.94999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":39,"key":"top-39","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":39,"trim":{"chart":0,"holes":[],"outer":39,"uv_bounds":[{"hi":-23.94999999,"lo":-24.55000001},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":40,"key":"side-0-0-40","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":40,"trim":{"chart":0,"holes":[],"outer":40,"uv_bounds":[{"hi":6.050000010000001,"lo":5.449999989999999},{"hi":2.00000001,"lo":-1e-8}]}},{"id":41,"key":"side-0-2-41","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":41,"trim":{"chart":0,"holes":[],"outer":41,"uv_bounds":[{"hi":54.55000001,"lo":53.94999999},{"hi":2.00000001,"lo":-1e-8}]}},{"id":42,"key":"cut-2:right-42","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-2","entity":"cut-2","face":3,"key":"right"}]},"sense":"Reverse","shell_ref":0,"surface":42,"trim":{"chart":0,"holes":[],"outer":42,"uv_bounds":[{"hi":0.30000001000000004,"lo":0.09999999000000001},{"hi":2.00000001,"lo":-1e-8}]}},{"id":43,"key":"cut-3:left-43","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-3","entity":"cut-3","face":2,"key":"left"}]},"sense":"Reverse","shell_ref":0,"surface":43,"trim":{"chart":0,"holes":[],"outer":43,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":44,"key":"bottom-44","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":44,"trim":{"chart":0,"holes":[],"outer":44,"uv_bounds":[{"hi":-23.94999999,"lo":-24.55000001},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":45,"key":"side-0-0-45","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":45,"trim":{"chart":0,"holes":[],"outer":45,"uv_bounds":[{"hi":6.550000010000001,"lo":6.049999990000001},{"hi":3.00000001,"lo":1.99999999}]}},{"id":46,"key":"side-0-2-46","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":46,"trim":{"chart":0,"holes":[],"outer":46,"uv_bounds":[{"hi":53.950000010000004,"lo":53.44999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":47,"key":"top-47","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":47,"trim":{"chart":0,"holes":[],"outer":47,"uv_bounds":[{"hi":-23.44999999,"lo":-23.95000001},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":48,"key":"cut-3:top-48","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-3","entity":"cut-3","face":1,"key":"top"}]},"sense":"Reverse","shell_ref":0,"surface":48,"trim":{"chart":0,"holes":[],"outer":48,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":49,"key":"side-0-0-49","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":49,"trim":{"chart":0,"holes":[],"outer":49,"uv_bounds":[{"hi":7.1500000099999985,"lo":6.549999990000001},{"hi":3.00000001,"lo":1.99999999}]}},{"id":50,"key":"side-0-2-50","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":50,"trim":{"chart":0,"holes":[],"outer":50,"uv_bounds":[{"hi":53.450000010000004,"lo":52.84999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":51,"key":"top-51","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":51,"trim":{"chart":0,"holes":[],"outer":51,"uv_bounds":[{"hi":-22.84999999,"lo":-23.45000001},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":52,"key":"side-0-0-52","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":52,"trim":{"chart":0,"holes":[],"outer":52,"uv_bounds":[{"hi":7.1500000099999985,"lo":6.549999990000001},{"hi":2.00000001,"lo":-1e-8}]}},{"id":53,"key":"side-0-2-53","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":53,"trim":{"chart":0,"holes":[],"outer":53,"uv_bounds":[{"hi":53.450000010000004,"lo":52.84999999},{"hi":2.00000001,"lo":-1e-8}]}},{"id":54,"key":"cut-3:right-54","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-3","entity":"cut-3","face":3,"key":"right"}]},"sense":"Reverse","shell_ref":0,"surface":54,"trim":{"chart":0,"holes":[],"outer":54,"uv_bounds":[{"hi":0.30000001000000004,"lo":0.09999999000000001},{"hi":2.00000001,"lo":-1e-8}]}},{"id":55,"key":"cut-4:left-55","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-4","entity":"cut-4","face":2,"key":"left"}]},"sense":"Reverse","shell_ref":0,"surface":55,"trim":{"chart":0,"holes":[],"outer":55,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":56,"key":"bottom-56","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":56,"trim":{"chart":0,"holes":[],"outer":56,"uv_bounds":[{"hi":-22.84999999,"lo":-23.45000001},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":57,"key":"side-0-0-57","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":57,"trim":{"chart":0,"holes":[],"outer":57,"uv_bounds":[{"hi":7.6500000099999985,"lo":7.149999989999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":58,"key":"side-0-2-58","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":58,"trim":{"chart":0,"holes":[],"outer":58,"uv_bounds":[{"hi":52.85000001,"lo":52.34999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":59,"key":"top-59","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":59,"trim":{"chart":0,"holes":[],"outer":59,"uv_bounds":[{"hi":-22.34999999,"lo":-22.850000010000002},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":60,"key":"cut-4:top-60","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-4","entity":"cut-4","face":1,"key":"top"}]},"sense":"Reverse","shell_ref":0,"surface":60,"trim":{"chart":0,"holes":[],"outer":60,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":61,"key":"side-0-0-61","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":61,"trim":{"chart":0,"holes":[],"outer":61,"uv_bounds":[{"hi":8.25000001,"lo":7.649999989999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":62,"key":"side-0-2-62","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":62,"trim":{"chart":0,"holes":[],"outer":62,"uv_bounds":[{"hi":52.35000001,"lo":51.74999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":63,"key":"top-63","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":63,"trim":{"chart":0,"holes":[],"outer":63,"uv_bounds":[{"hi":-21.74999999,"lo":-22.350000010000002},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":64,"key":"side-0-0-64","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":64,"trim":{"chart":0,"holes":[],"outer":64,"uv_bounds":[{"hi":8.25000001,"lo":7.649999989999999},{"hi":2.00000001,"lo":-1e-8}]}},{"id":65,"key":"side-0-2-65","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":65,"trim":{"chart":0,"holes":[],"outer":65,"uv_bounds":[{"hi":52.35000001,"lo":51.74999999},{"hi":2.00000001,"lo":-1e-8}]}},{"id":66,"key":"cut-4:right-66","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-4","entity":"cut-4","face":3,"key":"right"}]},"sense":"Reverse","shell_ref":0,"surface":66,"trim":{"chart":0,"holes":[],"outer":66,"uv_bounds":[{"hi":0.30000001000000004,"lo":0.09999999000000001},{"hi":2.00000001,"lo":-1e-8}]}},{"id":67,"key":"cut-5:left-67","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-5","entity":"cut-5","face":2,"key":"left"}]},"sense":"Reverse","shell_ref":0,"surface":67,"trim":{"chart":0,"holes":[],"outer":67,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":68,"key":"bottom-68","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":68,"trim":{"chart":0,"holes":[],"outer":68,"uv_bounds":[{"hi":-21.74999999,"lo":-22.350000010000002},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":69,"key":"side-0-0-69","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":69,"trim":{"chart":0,"holes":[],"outer":69,"uv_bounds":[{"hi":8.75000001,"lo":8.24999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":70,"key":"side-0-2-70","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":70,"trim":{"chart":0,"holes":[],"outer":70,"uv_bounds":[{"hi":51.75000001,"lo":51.24999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":71,"key":"top-71","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":71,"trim":{"chart":0,"holes":[],"outer":71,"uv_bounds":[{"hi":-21.24999999,"lo":-21.75000001},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":72,"key":"cut-5:top-72","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-5","entity":"cut-5","face":1,"key":"top"}]},"sense":"Reverse","shell_ref":0,"surface":72,"trim":{"chart":0,"holes":[],"outer":72,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":73,"key":"side-0-0-73","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":73,"trim":{"chart":0,"holes":[],"outer":73,"uv_bounds":[{"hi":9.350000010000002,"lo":8.74999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":74,"key":"side-0-2-74","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":74,"trim":{"chart":0,"holes":[],"outer":74,"uv_bounds":[{"hi":51.25000001,"lo":50.64999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":75,"key":"top-75","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":75,"trim":{"chart":0,"holes":[],"outer":75,"uv_bounds":[{"hi":-20.649999989999998,"lo":-21.25000001},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":76,"key":"side-0-0-76","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":76,"trim":{"chart":0,"holes":[],"outer":76,"uv_bounds":[{"hi":9.350000010000002,"lo":8.74999999},{"hi":2.00000001,"lo":-1e-8}]}},{"id":77,"key":"side-0-2-77","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":77,"trim":{"chart":0,"holes":[],"outer":77,"uv_bounds":[{"hi":51.25000001,"lo":50.64999999},{"hi":2.00000001,"lo":-1e-8}]}},{"id":78,"key":"cut-5:right-78","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-5","entity":"cut-5","face":3,"key":"right"}]},"sense":"Reverse","shell_ref":0,"surface":78,"trim":{"chart":0,"holes":[],"outer":78,"uv_bounds":[{"hi":0.30000001000000004,"lo":0.09999999000000001},{"hi":2.00000001,"lo":-1e-8}]}},{"id":79,"key":"cut-6:left-79","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-6","entity":"cut-6","face":2,"key":"left"}]},"sense":"Reverse","shell_ref":0,"surface":79,"trim":{"chart":0,"holes":[],"outer":79,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":80,"key":"bottom-80","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":80,"trim":{"chart":0,"holes":[],"outer":80,"uv_bounds":[{"hi":-20.649999989999998,"lo":-21.25000001},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":81,"key":"side-0-0-81","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":81,"trim":{"chart":0,"holes":[],"outer":81,"uv_bounds":[{"hi":9.850000010000002,"lo":9.34999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":82,"key":"side-0-2-82","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":82,"trim":{"chart":0,"holes":[],"outer":82,"uv_bounds":[{"hi":50.65000001,"lo":50.14999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":83,"key":"top-83","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":83,"trim":{"chart":0,"holes":[],"outer":83,"uv_bounds":[{"hi":-20.149999989999998,"lo":-20.65000001},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":84,"key":"cut-6:top-84","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-6","entity":"cut-6","face":1,"key":"top"}]},"sense":"Reverse","shell_ref":0,"surface":84,"trim":{"chart":0,"holes":[],"outer":84,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":85,"key":"side-0-0-85","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":85,"trim":{"chart":0,"holes":[],"outer":85,"uv_bounds":[{"hi":10.450000010000004,"lo":9.84999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":86,"key":"side-0-2-86","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":86,"trim":{"chart":0,"holes":[],"outer":86,"uv_bounds":[{"hi":50.15000001,"lo":49.549999989999996},{"hi":3.00000001,"lo":1.99999999}]}},{"id":87,"key":"top-87","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":87,"trim":{"chart":0,"holes":[],"outer":87,"uv_bounds":[{"hi":-19.549999989999996,"lo":-20.15000001},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":88,"key":"side-0-0-88","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":88,"trim":{"chart":0,"holes":[],"outer":88,"uv_bounds":[{"hi":10.450000010000004,"lo":9.84999999},{"hi":2.00000001,"lo":-1e-8}]}},{"id":89,"key":"side-0-2-89","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":89,"trim":{"chart":0,"holes":[],"outer":89,"uv_bounds":[{"hi":50.15000001,"lo":49.549999989999996},{"hi":2.00000001,"lo":-1e-8}]}},{"id":90,"key":"cut-6:right-90","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-6","entity":"cut-6","face":3,"key":"right"}]},"sense":"Reverse","shell_ref":0,"surface":90,"trim":{"chart":0,"holes":[],"outer":90,"uv_bounds":[{"hi":0.30000001000000004,"lo":0.09999999000000001},{"hi":2.00000001,"lo":-1e-8}]}},{"id":91,"key":"cut-7:left-91","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-7","entity":"cut-7","face":2,"key":"left"}]},"sense":"Reverse","shell_ref":0,"surface":91,"trim":{"chart":0,"holes":[],"outer":91,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":92,"key":"bottom-92","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":92,"trim":{"chart":0,"holes":[],"outer":92,"uv_bounds":[{"hi":-19.549999989999996,"lo":-20.15000001},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":93,"key":"side-0-0-93","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":93,"trim":{"chart":0,"holes":[],"outer":93,"uv_bounds":[{"hi":10.950000010000004,"lo":10.449999990000002},{"hi":3.00000001,"lo":1.99999999}]}},{"id":94,"key":"side-0-2-94","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":94,"trim":{"chart":0,"holes":[],"outer":94,"uv_bounds":[{"hi":49.55000001,"lo":49.049999989999996},{"hi":3.00000001,"lo":1.99999999}]}},{"id":95,"key":"top-95","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":95,"trim":{"chart":0,"holes":[],"outer":95,"uv_bounds":[{"hi":-19.049999989999996,"lo":-19.550000009999998},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":96,"key":"cut-7:top-96","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-7","entity":"cut-7","face":1,"key":"top"}]},"sense":"Reverse","shell_ref":0,"surface":96,"trim":{"chart":0,"holes":[],"outer":96,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":97,"key":"side-0-0-97","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":97,"trim":{"chart":0,"holes":[],"outer":97,"uv_bounds":[{"hi":11.550000010000002,"lo":10.949999990000002},{"hi":3.00000001,"lo":1.99999999}]}},{"id":98,"key":"side-0-2-98","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":98,"trim":{"chart":0,"holes":[],"outer":98,"uv_bounds":[{"hi":49.05000001,"lo":48.44999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":99,"key":"top-99","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":99,"trim":{"chart":0,"holes":[],"outer":99,"uv_bounds":[{"hi":-18.44999999,"lo":-19.050000009999998},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":100,"key":"side-0-0-100","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":100,"trim":{"chart":0,"holes":[],"outer":100,"uv_bounds":[{"hi":11.550000010000002,"lo":10.949999990000002},{"hi":2.00000001,"lo":-1e-8}]}},{"id":101,"key":"side-0-2-101","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":101,"trim":{"chart":0,"holes":[],"outer":101,"uv_bounds":[{"hi":49.05000001,"lo":48.44999999},{"hi":2.00000001,"lo":-1e-8}]}},{"id":102,"key":"cut-7:right-102","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-7","entity":"cut-7","face":3,"key":"right"}]},"sense":"Reverse","shell_ref":0,"surface":102,"trim":{"chart":0,"holes":[],"outer":102,"uv_bounds":[{"hi":0.30000001000000004,"lo":0.09999999000000001},{"hi":2.00000001,"lo":-1e-8}]}},{"id":103,"key":"cut-8:left-103","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-8","entity":"cut-8","face":2,"key":"left"}]},"sense":"Reverse","shell_ref":0,"surface":103,"trim":{"chart":0,"holes":[],"outer":103,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":104,"key":"bottom-104","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":104,"trim":{"chart":0,"holes":[],"outer":104,"uv_bounds":[{"hi":-18.44999999,"lo":-19.050000009999998},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":105,"key":"side-0-0-105","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":105,"trim":{"chart":0,"holes":[],"outer":105,"uv_bounds":[{"hi":12.050000010000002,"lo":11.54999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":106,"key":"side-0-2-106","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":106,"trim":{"chart":0,"holes":[],"outer":106,"uv_bounds":[{"hi":48.450000010000004,"lo":47.94999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":107,"key":"top-107","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":107,"trim":{"chart":0,"holes":[],"outer":107,"uv_bounds":[{"hi":-17.94999999,"lo":-18.45000001},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":108,"key":"cut-8:top-108","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-8","entity":"cut-8","face":1,"key":"top"}]},"sense":"Reverse","shell_ref":0,"surface":108,"trim":{"chart":0,"holes":[],"outer":108,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":109,"key":"side-0-0-109","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":109,"trim":{"chart":0,"holes":[],"outer":109,"uv_bounds":[{"hi":12.65000001,"lo":12.04999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":110,"key":"side-0-2-110","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":110,"trim":{"chart":0,"holes":[],"outer":110,"uv_bounds":[{"hi":47.950000010000004,"lo":47.34999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":111,"key":"top-111","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":111,"trim":{"chart":0,"holes":[],"outer":111,"uv_bounds":[{"hi":-17.34999999,"lo":-17.95000001},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":112,"key":"side-0-0-112","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":112,"trim":{"chart":0,"holes":[],"outer":112,"uv_bounds":[{"hi":12.65000001,"lo":12.04999999},{"hi":2.00000001,"lo":-1e-8}]}},{"id":113,"key":"side-0-2-113","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":113,"trim":{"chart":0,"holes":[],"outer":113,"uv_bounds":[{"hi":47.950000010000004,"lo":47.34999999},{"hi":2.00000001,"lo":-1e-8}]}},{"id":114,"key":"cut-8:right-114","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-8","entity":"cut-8","face":3,"key":"right"}]},"sense":"Reverse","shell_ref":0,"surface":114,"trim":{"chart":0,"holes":[],"outer":114,"uv_bounds":[{"hi":0.30000001000000004,"lo":0.09999999000000001},{"hi":2.00000001,"lo":-1e-8}]}},{"id":115,"key":"cut-9:left-115","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-9","entity":"cut-9","face":2,"key":"left"}]},"sense":"Reverse","shell_ref":0,"surface":115,"trim":{"chart":0,"holes":[],"outer":115,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":116,"key":"bottom-116","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":116,"trim":{"chart":0,"holes":[],"outer":116,"uv_bounds":[{"hi":-17.34999999,"lo":-17.95000001},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":117,"key":"side-0-0-117","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":117,"trim":{"chart":0,"holes":[],"outer":117,"uv_bounds":[{"hi":13.15000001,"lo":12.649999989999998},{"hi":3.00000001,"lo":1.99999999}]}},{"id":118,"key":"side-0-2-118","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":118,"trim":{"chart":0,"holes":[],"outer":118,"uv_bounds":[{"hi":47.35000001,"lo":46.84999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":119,"key":"top-119","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":119,"trim":{"chart":0,"holes":[],"outer":119,"uv_bounds":[{"hi":-16.84999999,"lo":-17.350000010000002},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":120,"key":"cut-9:top-120","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-9","entity":"cut-9","face":1,"key":"top"}]},"sense":"Reverse","shell_ref":0,"surface":120,"trim":{"chart":0,"holes":[],"outer":120,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":121,"key":"side-0-0-121","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":121,"trim":{"chart":0,"holes":[],"outer":121,"uv_bounds":[{"hi":13.75000001,"lo":13.149999989999998},{"hi":3.00000001,"lo":1.99999999}]}},{"id":122,"key":"side-0-2-122","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":122,"trim":{"chart":0,"holes":[],"outer":122,"uv_bounds":[{"hi":46.85000001,"lo":46.24999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":123,"key":"top-123","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":123,"trim":{"chart":0,"holes":[],"outer":123,"uv_bounds":[{"hi":-16.24999999,"lo":-16.850000010000002},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":124,"key":"side-0-0-124","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":124,"trim":{"chart":0,"holes":[],"outer":124,"uv_bounds":[{"hi":13.75000001,"lo":13.149999989999998},{"hi":2.00000001,"lo":-1e-8}]}},{"id":125,"key":"side-0-2-125","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":125,"trim":{"chart":0,"holes":[],"outer":125,"uv_bounds":[{"hi":46.85000001,"lo":46.24999999},{"hi":2.00000001,"lo":-1e-8}]}},{"id":126,"key":"cut-9:right-126","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-9","entity":"cut-9","face":3,"key":"right"}]},"sense":"Reverse","shell_ref":0,"surface":126,"trim":{"chart":0,"holes":[],"outer":126,"uv_bounds":[{"hi":0.30000001000000004,"lo":0.09999999000000001},{"hi":2.00000001,"lo":-1e-8}]}},{"id":127,"key":"cut-10:left-127","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-10","entity":"cut-10","face":2,"key":"left"}]},"sense":"Reverse","shell_ref":0,"surface":127,"trim":{"chart":0,"holes":[],"outer":127,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":128,"key":"bottom-128","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":128,"trim":{"chart":0,"holes":[],"outer":128,"uv_bounds":[{"hi":-16.24999999,"lo":-16.850000010000002},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":129,"key":"side-0-0-129","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":129,"trim":{"chart":0,"holes":[],"outer":129,"uv_bounds":[{"hi":14.25000001,"lo":13.74999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":130,"key":"side-0-2-130","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":130,"trim":{"chart":0,"holes":[],"outer":130,"uv_bounds":[{"hi":46.25000001,"lo":45.74999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":131,"key":"top-131","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":131,"trim":{"chart":0,"holes":[],"outer":131,"uv_bounds":[{"hi":-15.74999999,"lo":-16.25000001},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":132,"key":"cut-10:top-132","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-10","entity":"cut-10","face":1,"key":"top"}]},"sense":"Reverse","shell_ref":0,"surface":132,"trim":{"chart":0,"holes":[],"outer":132,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":133,"key":"side-0-0-133","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":133,"trim":{"chart":0,"holes":[],"outer":133,"uv_bounds":[{"hi":14.850000010000002,"lo":14.24999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":134,"key":"side-0-2-134","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":134,"trim":{"chart":0,"holes":[],"outer":134,"uv_bounds":[{"hi":45.75000001,"lo":45.14999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":135,"key":"top-135","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":135,"trim":{"chart":0,"holes":[],"outer":135,"uv_bounds":[{"hi":-15.149999989999998,"lo":-15.75000001},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":136,"key":"side-0-0-136","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":136,"trim":{"chart":0,"holes":[],"outer":136,"uv_bounds":[{"hi":14.850000010000002,"lo":14.24999999},{"hi":2.00000001,"lo":-1e-8}]}},{"id":137,"key":"side-0-2-137","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":137,"trim":{"chart":0,"holes":[],"outer":137,"uv_bounds":[{"hi":45.75000001,"lo":45.14999999},{"hi":2.00000001,"lo":-1e-8}]}},{"id":138,"key":"cut-10:right-138","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-10","entity":"cut-10","face":3,"key":"right"}]},"sense":"Reverse","shell_ref":0,"surface":138,"trim":{"chart":0,"holes":[],"outer":138,"uv_bounds":[{"hi":0.30000001000000004,"lo":0.09999999000000001},{"hi":2.00000001,"lo":-1e-8}]}},{"id":139,"key":"cut-11:left-139","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-11","entity":"cut-11","face":2,"key":"left"}]},"sense":"Reverse","shell_ref":0,"surface":139,"trim":{"chart":0,"holes":[],"outer":139,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":140,"key":"bottom-140","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":140,"trim":{"chart":0,"holes":[],"outer":140,"uv_bounds":[{"hi":-15.149999989999998,"lo":-15.75000001},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":141,"key":"side-0-0-141","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":141,"trim":{"chart":0,"holes":[],"outer":141,"uv_bounds":[{"hi":15.350000010000002,"lo":14.84999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":142,"key":"side-0-2-142","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":142,"trim":{"chart":0,"holes":[],"outer":142,"uv_bounds":[{"hi":45.15000001,"lo":44.64999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":143,"key":"top-143","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":143,"trim":{"chart":0,"holes":[],"outer":143,"uv_bounds":[{"hi":-14.649999989999998,"lo":-15.15000001},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":144,"key":"cut-11:top-144","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-11","entity":"cut-11","face":1,"key":"top"}]},"sense":"Reverse","shell_ref":0,"surface":144,"trim":{"chart":0,"holes":[],"outer":144,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":145,"key":"side-0-0-145","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":145,"trim":{"chart":0,"holes":[],"outer":145,"uv_bounds":[{"hi":15.950000010000002,"lo":15.34999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":146,"key":"side-0-2-146","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":146,"trim":{"chart":0,"holes":[],"outer":146,"uv_bounds":[{"hi":44.65000001,"lo":44.049999989999996},{"hi":3.00000001,"lo":1.99999999}]}},{"id":147,"key":"top-147","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":147,"trim":{"chart":0,"holes":[],"outer":147,"uv_bounds":[{"hi":-14.049999989999998,"lo":-14.65000001},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":148,"key":"side-0-0-148","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":148,"trim":{"chart":0,"holes":[],"outer":148,"uv_bounds":[{"hi":15.950000010000002,"lo":15.34999999},{"hi":2.00000001,"lo":-1e-8}]}},{"id":149,"key":"side-0-2-149","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":149,"trim":{"chart":0,"holes":[],"outer":149,"uv_bounds":[{"hi":44.65000001,"lo":44.049999989999996},{"hi":2.00000001,"lo":-1e-8}]}},{"id":150,"key":"cut-11:right-150","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-11","entity":"cut-11","face":3,"key":"right"}]},"sense":"Reverse","shell_ref":0,"surface":150,"trim":{"chart":0,"holes":[],"outer":150,"uv_bounds":[{"hi":0.30000001000000004,"lo":0.09999999000000001},{"hi":2.00000001,"lo":-1e-8}]}},{"id":151,"key":"cut-12:left-151","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-12","entity":"cut-12","face":2,"key":"left"}]},"sense":"Reverse","shell_ref":0,"surface":151,"trim":{"chart":0,"holes":[],"outer":151,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":152,"key":"bottom-152","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":152,"trim":{"chart":0,"holes":[],"outer":152,"uv_bounds":[{"hi":-14.049999989999998,"lo":-14.65000001},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":153,"key":"side-0-0-153","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":153,"trim":{"chart":0,"holes":[],"outer":153,"uv_bounds":[{"hi":16.450000010000004,"lo":15.94999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":154,"key":"side-0-2-154","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":154,"trim":{"chart":0,"holes":[],"outer":154,"uv_bounds":[{"hi":44.05000001,"lo":43.549999989999996},{"hi":3.00000001,"lo":1.99999999}]}},{"id":155,"key":"top-155","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":155,"trim":{"chart":0,"holes":[],"outer":155,"uv_bounds":[{"hi":-13.549999989999996,"lo":-14.05000001},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":156,"key":"cut-12:top-156","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-12","entity":"cut-12","face":1,"key":"top"}]},"sense":"Reverse","shell_ref":0,"surface":156,"trim":{"chart":0,"holes":[],"outer":156,"uv_bounds":[{"hi":0.5000000100000018,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":157,"key":"side-0-0-157","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":157,"trim":{"chart":0,"holes":[],"outer":157,"uv_bounds":[{"hi":17.05000001,"lo":16.449999990000002},{"hi":3.00000001,"lo":1.99999999}]}},{"id":158,"key":"side-0-2-158","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":158,"trim":{"chart":0,"holes":[],"outer":158,"uv_bounds":[{"hi":43.55000001,"lo":42.94999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":159,"key":"top-159","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":159,"trim":{"chart":0,"holes":[],"outer":159,"uv_bounds":[{"hi":-12.949999989999998,"lo":-13.550000009999998},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":160,"key":"side-0-0-160","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":160,"trim":{"chart":0,"holes":[],"outer":160,"uv_bounds":[{"hi":17.05000001,"lo":16.449999990000002},{"hi":2.00000001,"lo":-1e-8}]}},{"id":161,"key":"side-0-2-161","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":161,"trim":{"chart":0,"holes":[],"outer":161,"uv_bounds":[{"hi":43.55000001,"lo":42.94999999},{"hi":2.00000001,"lo":-1e-8}]}},{"id":162,"key":"cut-12:right-162","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-12","entity":"cut-12","face":3,"key":"right"}]},"sense":"Reverse","shell_ref":0,"surface":162,"trim":{"chart":0,"holes":[],"outer":162,"uv_bounds":[{"hi":0.30000001000000004,"lo":0.09999999000000001},{"hi":2.00000001,"lo":-1e-8}]}},{"id":163,"key":"cut-13:left-163","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-13","entity":"cut-13","face":2,"key":"left"}]},"sense":"Reverse","shell_ref":0,"surface":163,"trim":{"chart":0,"holes":[],"outer":163,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":164,"key":"bottom-164","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":164,"trim":{"chart":0,"holes":[],"outer":164,"uv_bounds":[{"hi":-12.949999989999998,"lo":-13.550000009999998},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":165,"key":"side-0-0-165","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":165,"trim":{"chart":0,"holes":[],"outer":165,"uv_bounds":[{"hi":17.55000001,"lo":17.04999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":166,"key":"side-0-2-166","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":166,"trim":{"chart":0,"holes":[],"outer":166,"uv_bounds":[{"hi":42.950000010000004,"lo":42.44999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":167,"key":"top-167","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":167,"trim":{"chart":0,"holes":[],"outer":167,"uv_bounds":[{"hi":-12.449999989999998,"lo":-12.95000001},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":168,"key":"cut-13:top-168","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-13","entity":"cut-13","face":1,"key":"top"}]},"sense":"Reverse","shell_ref":0,"surface":168,"trim":{"chart":0,"holes":[],"outer":168,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":169,"key":"side-0-0-169","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":169,"trim":{"chart":0,"holes":[],"outer":169,"uv_bounds":[{"hi":18.150000010000003,"lo":17.54999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":170,"key":"side-0-2-170","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":170,"trim":{"chart":0,"holes":[],"outer":170,"uv_bounds":[{"hi":42.450000010000004,"lo":41.84999998999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":171,"key":"top-171","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":171,"trim":{"chart":0,"holes":[],"outer":171,"uv_bounds":[{"hi":-11.849999989999997,"lo":-12.45000001},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":172,"key":"side-0-0-172","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":172,"trim":{"chart":0,"holes":[],"outer":172,"uv_bounds":[{"hi":18.150000010000003,"lo":17.54999999},{"hi":2.00000001,"lo":-1e-8}]}},{"id":173,"key":"side-0-2-173","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":173,"trim":{"chart":0,"holes":[],"outer":173,"uv_bounds":[{"hi":42.450000010000004,"lo":41.84999998999999},{"hi":2.00000001,"lo":-1e-8}]}},{"id":174,"key":"cut-13:right-174","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-13","entity":"cut-13","face":3,"key":"right"}]},"sense":"Reverse","shell_ref":0,"surface":174,"trim":{"chart":0,"holes":[],"outer":174,"uv_bounds":[{"hi":0.30000001000000004,"lo":0.09999999000000001},{"hi":2.00000001,"lo":-1e-8}]}},{"id":175,"key":"cut-14:left-175","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-14","entity":"cut-14","face":2,"key":"left"}]},"sense":"Reverse","shell_ref":0,"surface":175,"trim":{"chart":0,"holes":[],"outer":175,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":176,"key":"bottom-176","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":176,"trim":{"chart":0,"holes":[],"outer":176,"uv_bounds":[{"hi":-11.849999989999997,"lo":-12.45000001},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":177,"key":"side-0-0-177","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":177,"trim":{"chart":0,"holes":[],"outer":177,"uv_bounds":[{"hi":18.650000010000003,"lo":18.14999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":178,"key":"side-0-2-178","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":178,"trim":{"chart":0,"holes":[],"outer":178,"uv_bounds":[{"hi":41.850000009999995,"lo":41.34999998999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":179,"key":"top-179","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":179,"trim":{"chart":0,"holes":[],"outer":179,"uv_bounds":[{"hi":-11.349999989999997,"lo":-11.850000009999999},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":180,"key":"cut-14:top-180","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-14","entity":"cut-14","face":1,"key":"top"}]},"sense":"Reverse","shell_ref":0,"surface":180,"trim":{"chart":0,"holes":[],"outer":180,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":181,"key":"side-0-0-181","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":181,"trim":{"chart":0,"holes":[],"outer":181,"uv_bounds":[{"hi":19.25000001,"lo":18.64999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":182,"key":"side-0-2-182","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":182,"trim":{"chart":0,"holes":[],"outer":182,"uv_bounds":[{"hi":41.350000009999995,"lo":40.74999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":183,"key":"top-183","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":183,"trim":{"chart":0,"holes":[],"outer":183,"uv_bounds":[{"hi":-10.74999999,"lo":-11.350000009999999},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":184,"key":"side-0-0-184","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":184,"trim":{"chart":0,"holes":[],"outer":184,"uv_bounds":[{"hi":19.25000001,"lo":18.64999999},{"hi":2.00000001,"lo":-1e-8}]}},{"id":185,"key":"side-0-2-185","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":185,"trim":{"chart":0,"holes":[],"outer":185,"uv_bounds":[{"hi":41.350000009999995,"lo":40.74999999},{"hi":2.00000001,"lo":-1e-8}]}},{"id":186,"key":"cut-14:right-186","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-14","entity":"cut-14","face":3,"key":"right"}]},"sense":"Reverse","shell_ref":0,"surface":186,"trim":{"chart":0,"holes":[],"outer":186,"uv_bounds":[{"hi":0.30000001000000004,"lo":0.09999999000000001},{"hi":2.00000001,"lo":-1e-8}]}},{"id":187,"key":"cut-15:left-187","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-15","entity":"cut-15","face":2,"key":"left"}]},"sense":"Reverse","shell_ref":0,"surface":187,"trim":{"chart":0,"holes":[],"outer":187,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":188,"key":"bottom-188","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":188,"trim":{"chart":0,"holes":[],"outer":188,"uv_bounds":[{"hi":-10.74999999,"lo":-11.350000009999999},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":189,"key":"side-0-0-189","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":189,"trim":{"chart":0,"holes":[],"outer":189,"uv_bounds":[{"hi":19.75000001,"lo":19.24999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":190,"key":"side-0-2-190","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":190,"trim":{"chart":0,"holes":[],"outer":190,"uv_bounds":[{"hi":40.75000001,"lo":40.24999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":191,"key":"top-191","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":191,"trim":{"chart":0,"holes":[],"outer":191,"uv_bounds":[{"hi":-10.24999999,"lo":-10.75000001},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":192,"key":"cut-15:top-192","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-15","entity":"cut-15","face":1,"key":"top"}]},"sense":"Reverse","shell_ref":0,"surface":192,"trim":{"chart":0,"holes":[],"outer":192,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":193,"key":"side-0-0-193","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":193,"trim":{"chart":0,"holes":[],"outer":193,"uv_bounds":[{"hi":20.350000010000002,"lo":19.74999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":194,"key":"side-0-2-194","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":194,"trim":{"chart":0,"holes":[],"outer":194,"uv_bounds":[{"hi":40.25000001,"lo":39.64999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":195,"key":"top-195","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":195,"trim":{"chart":0,"holes":[],"outer":195,"uv_bounds":[{"hi":-9.649999989999998,"lo":-10.25000001},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":196,"key":"side-0-0-196","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":196,"trim":{"chart":0,"holes":[],"outer":196,"uv_bounds":[{"hi":20.350000010000002,"lo":19.74999999},{"hi":2.00000001,"lo":-1e-8}]}},{"id":197,"key":"side-0-2-197","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":197,"trim":{"chart":0,"holes":[],"outer":197,"uv_bounds":[{"hi":40.25000001,"lo":39.64999999},{"hi":2.00000001,"lo":-1e-8}]}},{"id":198,"key":"cut-15:right-198","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-15","entity":"cut-15","face":3,"key":"right"}]},"sense":"Reverse","shell_ref":0,"surface":198,"trim":{"chart":0,"holes":[],"outer":198,"uv_bounds":[{"hi":0.30000001000000004,"lo":0.09999999000000001},{"hi":2.00000001,"lo":-1e-8}]}},{"id":199,"key":"cut-16:left-199","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-16","entity":"cut-16","face":2,"key":"left"}]},"sense":"Reverse","shell_ref":0,"surface":199,"trim":{"chart":0,"holes":[],"outer":199,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":200,"key":"bottom-200","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":200,"trim":{"chart":0,"holes":[],"outer":200,"uv_bounds":[{"hi":-9.649999989999998,"lo":-10.25000001},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":201,"key":"side-0-0-201","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":201,"trim":{"chart":0,"holes":[],"outer":201,"uv_bounds":[{"hi":20.850000010000002,"lo":20.34999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":202,"key":"side-0-2-202","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":202,"trim":{"chart":0,"holes":[],"outer":202,"uv_bounds":[{"hi":39.65000001,"lo":39.14999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":203,"key":"top-203","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":203,"trim":{"chart":0,"holes":[],"outer":203,"uv_bounds":[{"hi":-9.149999989999998,"lo":-9.65000001},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":204,"key":"cut-16:top-204","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-16","entity":"cut-16","face":1,"key":"top"}]},"sense":"Reverse","shell_ref":0,"surface":204,"trim":{"chart":0,"holes":[],"outer":204,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":205,"key":"side-0-0-205","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":205,"trim":{"chart":0,"holes":[],"outer":205,"uv_bounds":[{"hi":21.450000010000004,"lo":20.84999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":206,"key":"side-0-2-206","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":206,"trim":{"chart":0,"holes":[],"outer":206,"uv_bounds":[{"hi":39.15000001,"lo":38.549999989999996},{"hi":3.00000001,"lo":1.99999999}]}},{"id":207,"key":"top-207","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":207,"trim":{"chart":0,"holes":[],"outer":207,"uv_bounds":[{"hi":-8.549999989999996,"lo":-9.15000001},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":208,"key":"side-0-0-208","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":208,"trim":{"chart":0,"holes":[],"outer":208,"uv_bounds":[{"hi":21.450000010000004,"lo":20.84999999},{"hi":2.00000001,"lo":-1e-8}]}},{"id":209,"key":"side-0-2-209","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":209,"trim":{"chart":0,"holes":[],"outer":209,"uv_bounds":[{"hi":39.15000001,"lo":38.549999989999996},{"hi":2.00000001,"lo":-1e-8}]}},{"id":210,"key":"cut-16:right-210","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-16","entity":"cut-16","face":3,"key":"right"}]},"sense":"Reverse","shell_ref":0,"surface":210,"trim":{"chart":0,"holes":[],"outer":210,"uv_bounds":[{"hi":0.30000001000000004,"lo":0.09999999000000001},{"hi":2.00000001,"lo":-1e-8}]}},{"id":211,"key":"cut-17:left-211","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-17","entity":"cut-17","face":2,"key":"left"}]},"sense":"Reverse","shell_ref":0,"surface":211,"trim":{"chart":0,"holes":[],"outer":211,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":212,"key":"bottom-212","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":212,"trim":{"chart":0,"holes":[],"outer":212,"uv_bounds":[{"hi":-8.549999989999996,"lo":-9.15000001},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":213,"key":"side-0-0-213","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":213,"trim":{"chart":0,"holes":[],"outer":213,"uv_bounds":[{"hi":21.950000010000004,"lo":21.449999990000002},{"hi":3.00000001,"lo":1.99999999}]}},{"id":214,"key":"side-0-2-214","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":214,"trim":{"chart":0,"holes":[],"outer":214,"uv_bounds":[{"hi":38.55000001,"lo":38.049999989999996},{"hi":3.00000001,"lo":1.99999999}]}},{"id":215,"key":"top-215","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":215,"trim":{"chart":0,"holes":[],"outer":215,"uv_bounds":[{"hi":-8.049999989999996,"lo":-8.550000009999998},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":216,"key":"cut-17:top-216","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-17","entity":"cut-17","face":1,"key":"top"}]},"sense":"Reverse","shell_ref":0,"surface":216,"trim":{"chart":0,"holes":[],"outer":216,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":217,"key":"side-0-0-217","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":217,"trim":{"chart":0,"holes":[],"outer":217,"uv_bounds":[{"hi":22.55000001,"lo":21.949999990000002},{"hi":3.00000001,"lo":1.99999999}]}},{"id":218,"key":"side-0-2-218","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":218,"trim":{"chart":0,"holes":[],"outer":218,"uv_bounds":[{"hi":38.05000001,"lo":37.44999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":219,"key":"top-219","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":219,"trim":{"chart":0,"holes":[],"outer":219,"uv_bounds":[{"hi":-7.449999989999999,"lo":-8.050000009999998},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":220,"key":"side-0-0-220","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":220,"trim":{"chart":0,"holes":[],"outer":220,"uv_bounds":[{"hi":22.55000001,"lo":21.949999990000002},{"hi":2.00000001,"lo":-1e-8}]}},{"id":221,"key":"side-0-2-221","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":221,"trim":{"chart":0,"holes":[],"outer":221,"uv_bounds":[{"hi":38.05000001,"lo":37.44999999},{"hi":2.00000001,"lo":-1e-8}]}},{"id":222,"key":"cut-17:right-222","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-17","entity":"cut-17","face":3,"key":"right"}]},"sense":"Reverse","shell_ref":0,"surface":222,"trim":{"chart":0,"holes":[],"outer":222,"uv_bounds":[{"hi":0.30000001000000004,"lo":0.09999999000000001},{"hi":2.00000001,"lo":-1e-8}]}},{"id":223,"key":"cut-18:left-223","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-18","entity":"cut-18","face":2,"key":"left"}]},"sense":"Reverse","shell_ref":0,"surface":223,"trim":{"chart":0,"holes":[],"outer":223,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":224,"key":"bottom-224","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":224,"trim":{"chart":0,"holes":[],"outer":224,"uv_bounds":[{"hi":-7.449999989999999,"lo":-8.050000009999998},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":225,"key":"side-0-0-225","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":225,"trim":{"chart":0,"holes":[],"outer":225,"uv_bounds":[{"hi":23.05000001,"lo":22.54999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":226,"key":"side-0-2-226","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":226,"trim":{"chart":0,"holes":[],"outer":226,"uv_bounds":[{"hi":37.450000010000004,"lo":36.94999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":227,"key":"top-227","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":227,"trim":{"chart":0,"holes":[],"outer":227,"uv_bounds":[{"hi":-6.949999989999999,"lo":-7.450000009999999},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":228,"key":"cut-18:top-228","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-18","entity":"cut-18","face":1,"key":"top"}]},"sense":"Reverse","shell_ref":0,"surface":228,"trim":{"chart":0,"holes":[],"outer":228,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":229,"key":"side-0-0-229","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":229,"trim":{"chart":0,"holes":[],"outer":229,"uv_bounds":[{"hi":23.650000010000003,"lo":23.04999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":230,"key":"side-0-2-230","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":230,"trim":{"chart":0,"holes":[],"outer":230,"uv_bounds":[{"hi":36.950000010000004,"lo":36.34999998999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":231,"key":"top-231","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":231,"trim":{"chart":0,"holes":[],"outer":231,"uv_bounds":[{"hi":-6.349999989999998,"lo":-6.950000009999999},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":232,"key":"side-0-0-232","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":232,"trim":{"chart":0,"holes":[],"outer":232,"uv_bounds":[{"hi":23.650000010000003,"lo":23.04999999},{"hi":2.00000001,"lo":-1e-8}]}},{"id":233,"key":"side-0-2-233","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":233,"trim":{"chart":0,"holes":[],"outer":233,"uv_bounds":[{"hi":36.950000010000004,"lo":36.34999998999999},{"hi":2.00000001,"lo":-1e-8}]}},{"id":234,"key":"cut-18:right-234","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-18","entity":"cut-18","face":3,"key":"right"}]},"sense":"Reverse","shell_ref":0,"surface":234,"trim":{"chart":0,"holes":[],"outer":234,"uv_bounds":[{"hi":0.30000001000000004,"lo":0.09999999000000001},{"hi":2.00000001,"lo":-1e-8}]}},{"id":235,"key":"cut-19:left-235","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-19","entity":"cut-19","face":2,"key":"left"}]},"sense":"Reverse","shell_ref":0,"surface":235,"trim":{"chart":0,"holes":[],"outer":235,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":236,"key":"bottom-236","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":236,"trim":{"chart":0,"holes":[],"outer":236,"uv_bounds":[{"hi":-6.349999989999998,"lo":-6.950000009999999},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":237,"key":"side-0-0-237","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":237,"trim":{"chart":0,"holes":[],"outer":237,"uv_bounds":[{"hi":24.150000010000003,"lo":23.64999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":238,"key":"side-0-2-238","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":238,"trim":{"chart":0,"holes":[],"outer":238,"uv_bounds":[{"hi":36.350000009999995,"lo":35.84999998999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":239,"key":"top-239","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":239,"trim":{"chart":0,"holes":[],"outer":239,"uv_bounds":[{"hi":-5.849999989999998,"lo":-6.350000009999998},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":240,"key":"cut-19:top-240","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-19","entity":"cut-19","face":1,"key":"top"}]},"sense":"Reverse","shell_ref":0,"surface":240,"trim":{"chart":0,"holes":[],"outer":240,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":241,"key":"side-0-0-241","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":241,"trim":{"chart":0,"holes":[],"outer":241,"uv_bounds":[{"hi":24.75000001,"lo":24.14999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":242,"key":"side-0-2-242","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":242,"trim":{"chart":0,"holes":[],"outer":242,"uv_bounds":[{"hi":35.850000009999995,"lo":35.24999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":243,"key":"top-243","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":243,"trim":{"chart":0,"holes":[],"outer":243,"uv_bounds":[{"hi":-5.24999999,"lo":-5.850000009999998},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":244,"key":"side-0-0-244","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":244,"trim":{"chart":0,"holes":[],"outer":244,"uv_bounds":[{"hi":24.75000001,"lo":24.14999999},{"hi":2.00000001,"lo":-1e-8}]}},{"id":245,"key":"side-0-2-245","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":245,"trim":{"chart":0,"holes":[],"outer":245,"uv_bounds":[{"hi":35.850000009999995,"lo":35.24999999},{"hi":2.00000001,"lo":-1e-8}]}},{"id":246,"key":"cut-19:right-246","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-19","entity":"cut-19","face":3,"key":"right"}]},"sense":"Reverse","shell_ref":0,"surface":246,"trim":{"chart":0,"holes":[],"outer":246,"uv_bounds":[{"hi":0.30000001000000004,"lo":0.09999999000000001},{"hi":2.00000001,"lo":-1e-8}]}},{"id":247,"key":"cut-20:left-247","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-20","entity":"cut-20","face":2,"key":"left"}]},"sense":"Reverse","shell_ref":0,"surface":247,"trim":{"chart":0,"holes":[],"outer":247,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":248,"key":"bottom-248","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":248,"trim":{"chart":0,"holes":[],"outer":248,"uv_bounds":[{"hi":-5.24999999,"lo":-5.850000009999998},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":249,"key":"side-0-0-249","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":249,"trim":{"chart":0,"holes":[],"outer":249,"uv_bounds":[{"hi":25.25000001,"lo":24.74999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":250,"key":"side-0-2-250","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":250,"trim":{"chart":0,"holes":[],"outer":250,"uv_bounds":[{"hi":35.25000001,"lo":34.74999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":251,"key":"top-251","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":251,"trim":{"chart":0,"holes":[],"outer":251,"uv_bounds":[{"hi":-4.74999999,"lo":-5.25000001},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":252,"key":"cut-20:top-252","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-20","entity":"cut-20","face":1,"key":"top"}]},"sense":"Reverse","shell_ref":0,"surface":252,"trim":{"chart":0,"holes":[],"outer":252,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":253,"key":"side-0-0-253","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":253,"trim":{"chart":0,"holes":[],"outer":253,"uv_bounds":[{"hi":25.850000010000002,"lo":25.24999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":254,"key":"side-0-2-254","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":254,"trim":{"chart":0,"holes":[],"outer":254,"uv_bounds":[{"hi":34.75000001,"lo":34.14999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":255,"key":"top-255","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":255,"trim":{"chart":0,"holes":[],"outer":255,"uv_bounds":[{"hi":-4.149999989999999,"lo":-4.75000001},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":256,"key":"side-0-0-256","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":256,"trim":{"chart":0,"holes":[],"outer":256,"uv_bounds":[{"hi":25.850000010000002,"lo":25.24999999},{"hi":2.00000001,"lo":-1e-8}]}},{"id":257,"key":"side-0-2-257","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":257,"trim":{"chart":0,"holes":[],"outer":257,"uv_bounds":[{"hi":34.75000001,"lo":34.14999999},{"hi":2.00000001,"lo":-1e-8}]}},{"id":258,"key":"cut-20:right-258","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-20","entity":"cut-20","face":3,"key":"right"}]},"sense":"Reverse","shell_ref":0,"surface":258,"trim":{"chart":0,"holes":[],"outer":258,"uv_bounds":[{"hi":0.30000001000000004,"lo":0.09999999000000001},{"hi":2.00000001,"lo":-1e-8}]}},{"id":259,"key":"cut-21:left-259","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-21","entity":"cut-21","face":2,"key":"left"}]},"sense":"Reverse","shell_ref":0,"surface":259,"trim":{"chart":0,"holes":[],"outer":259,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":260,"key":"bottom-260","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":260,"trim":{"chart":0,"holes":[],"outer":260,"uv_bounds":[{"hi":-4.149999989999999,"lo":-4.75000001},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":261,"key":"side-0-0-261","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":261,"trim":{"chart":0,"holes":[],"outer":261,"uv_bounds":[{"hi":26.350000010000002,"lo":25.84999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":262,"key":"side-0-2-262","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":262,"trim":{"chart":0,"holes":[],"outer":262,"uv_bounds":[{"hi":34.15000001,"lo":33.64999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":263,"key":"top-263","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":263,"trim":{"chart":0,"holes":[],"outer":263,"uv_bounds":[{"hi":-3.6499999899999986,"lo":-4.1500000099999985},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":264,"key":"cut-21:top-264","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-21","entity":"cut-21","face":1,"key":"top"}]},"sense":"Reverse","shell_ref":0,"surface":264,"trim":{"chart":0,"holes":[],"outer":264,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":265,"key":"side-0-0-265","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":265,"trim":{"chart":0,"holes":[],"outer":265,"uv_bounds":[{"hi":26.950000010000004,"lo":26.34999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":266,"key":"side-0-2-266","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":266,"trim":{"chart":0,"holes":[],"outer":266,"uv_bounds":[{"hi":33.65000001,"lo":33.049999989999996},{"hi":3.00000001,"lo":1.99999999}]}},{"id":267,"key":"top-267","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":267,"trim":{"chart":0,"holes":[],"outer":267,"uv_bounds":[{"hi":-3.049999989999997,"lo":-3.6500000099999985},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":268,"key":"side-0-0-268","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":268,"trim":{"chart":0,"holes":[],"outer":268,"uv_bounds":[{"hi":26.950000010000004,"lo":26.34999999},{"hi":2.00000001,"lo":-1e-8}]}},{"id":269,"key":"side-0-2-269","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":269,"trim":{"chart":0,"holes":[],"outer":269,"uv_bounds":[{"hi":33.65000001,"lo":33.049999989999996},{"hi":2.00000001,"lo":-1e-8}]}},{"id":270,"key":"cut-21:right-270","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-21","entity":"cut-21","face":3,"key":"right"}]},"sense":"Reverse","shell_ref":0,"surface":270,"trim":{"chart":0,"holes":[],"outer":270,"uv_bounds":[{"hi":0.30000001000000004,"lo":0.09999999000000001},{"hi":2.00000001,"lo":-1e-8}]}},{"id":271,"key":"cut-22:left-271","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-22","entity":"cut-22","face":2,"key":"left"}]},"sense":"Reverse","shell_ref":0,"surface":271,"trim":{"chart":0,"holes":[],"outer":271,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":272,"key":"bottom-272","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":272,"trim":{"chart":0,"holes":[],"outer":272,"uv_bounds":[{"hi":-3.049999989999997,"lo":-3.6500000099999985},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":273,"key":"side-0-0-273","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":273,"trim":{"chart":0,"holes":[],"outer":273,"uv_bounds":[{"hi":27.450000010000004,"lo":26.949999990000002},{"hi":3.00000001,"lo":1.99999999}]}},{"id":274,"key":"side-0-2-274","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":274,"trim":{"chart":0,"holes":[],"outer":274,"uv_bounds":[{"hi":33.05000001,"lo":32.549999989999996},{"hi":3.00000001,"lo":1.99999999}]}},{"id":275,"key":"top-275","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":275,"trim":{"chart":0,"holes":[],"outer":275,"uv_bounds":[{"hi":-2.549999989999997,"lo":-3.050000009999997},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":276,"key":"cut-22:top-276","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-22","entity":"cut-22","face":1,"key":"top"}]},"sense":"Reverse","shell_ref":0,"surface":276,"trim":{"chart":0,"holes":[],"outer":276,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":277,"key":"side-0-0-277","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":277,"trim":{"chart":0,"holes":[],"outer":277,"uv_bounds":[{"hi":28.05000001,"lo":27.449999990000002},{"hi":3.00000001,"lo":1.99999999}]}},{"id":278,"key":"side-0-2-278","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":278,"trim":{"chart":0,"holes":[],"outer":278,"uv_bounds":[{"hi":32.55000001,"lo":31.94999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":279,"key":"top-279","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":279,"trim":{"chart":0,"holes":[],"outer":279,"uv_bounds":[{"hi":-1.9499999899999994,"lo":-2.550000009999997},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":280,"key":"side-0-0-280","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":280,"trim":{"chart":0,"holes":[],"outer":280,"uv_bounds":[{"hi":28.05000001,"lo":27.449999990000002},{"hi":2.00000001,"lo":-1e-8}]}},{"id":281,"key":"side-0-2-281","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":281,"trim":{"chart":0,"holes":[],"outer":281,"uv_bounds":[{"hi":32.55000001,"lo":31.94999999},{"hi":2.00000001,"lo":-1e-8}]}},{"id":282,"key":"cut-22:right-282","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-22","entity":"cut-22","face":3,"key":"right"}]},"sense":"Reverse","shell_ref":0,"surface":282,"trim":{"chart":0,"holes":[],"outer":282,"uv_bounds":[{"hi":0.30000001000000004,"lo":0.09999999000000001},{"hi":2.00000001,"lo":-1e-8}]}},{"id":283,"key":"cut-23:left-283","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-23","entity":"cut-23","face":2,"key":"left"}]},"sense":"Reverse","shell_ref":0,"surface":283,"trim":{"chart":0,"holes":[],"outer":283,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":284,"key":"bottom-284","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":284,"trim":{"chart":0,"holes":[],"outer":284,"uv_bounds":[{"hi":-1.9499999899999994,"lo":-2.550000009999997},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":285,"key":"side-0-0-285","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":285,"trim":{"chart":0,"holes":[],"outer":285,"uv_bounds":[{"hi":28.55000001,"lo":28.04999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":286,"key":"side-0-2-286","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":286,"trim":{"chart":0,"holes":[],"outer":286,"uv_bounds":[{"hi":31.95000001,"lo":31.44999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":287,"key":"top-287","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":287,"trim":{"chart":0,"holes":[],"outer":287,"uv_bounds":[{"hi":-1.4499999899999994,"lo":-1.9500000099999992},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":288,"key":"cut-23:top-288","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-23","entity":"cut-23","face":1,"key":"top"}]},"sense":"Reverse","shell_ref":0,"surface":288,"trim":{"chart":0,"holes":[],"outer":288,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":289,"key":"side-0-0-289","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":289,"trim":{"chart":0,"holes":[],"outer":289,"uv_bounds":[{"hi":29.150000010000003,"lo":28.54999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":290,"key":"side-0-2-290","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":290,"trim":{"chart":0,"holes":[],"outer":290,"uv_bounds":[{"hi":31.45000001,"lo":30.849999989999997},{"hi":3.00000001,"lo":1.99999999}]}},{"id":291,"key":"top-291","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":291,"trim":{"chart":0,"holes":[],"outer":291,"uv_bounds":[{"hi":-0.8499999899999978,"lo":-1.4500000099999992},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":292,"key":"side-0-0-292","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":292,"trim":{"chart":0,"holes":[],"outer":292,"uv_bounds":[{"hi":29.150000010000003,"lo":28.54999999},{"hi":2.00000001,"lo":-1e-8}]}},{"id":293,"key":"side-0-2-293","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":293,"trim":{"chart":0,"holes":[],"outer":293,"uv_bounds":[{"hi":31.45000001,"lo":30.849999989999997},{"hi":2.00000001,"lo":-1e-8}]}},{"id":294,"key":"cut-23:right-294","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-23","entity":"cut-23","face":3,"key":"right"}]},"sense":"Reverse","shell_ref":0,"surface":294,"trim":{"chart":0,"holes":[],"outer":294,"uv_bounds":[{"hi":0.30000001000000004,"lo":0.09999999000000001},{"hi":2.00000001,"lo":-1e-8}]}},{"id":295,"key":"cut-24:left-295","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-24","entity":"cut-24","face":2,"key":"left"}]},"sense":"Reverse","shell_ref":0,"surface":295,"trim":{"chart":0,"holes":[],"outer":295,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":296,"key":"bottom-296","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":296,"trim":{"chart":0,"holes":[],"outer":296,"uv_bounds":[{"hi":-0.8499999899999978,"lo":-1.4500000099999992},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":297,"key":"side-0-0-297","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":297,"trim":{"chart":0,"holes":[],"outer":297,"uv_bounds":[{"hi":29.650000010000003,"lo":29.14999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":298,"key":"side-0-2-298","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":298,"trim":{"chart":0,"holes":[],"outer":298,"uv_bounds":[{"hi":30.85000001,"lo":30.349999989999997},{"hi":3.00000001,"lo":1.99999999}]}},{"id":299,"key":"top-299","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":299,"trim":{"chart":0,"holes":[],"outer":299,"uv_bounds":[{"hi":-0.3499999899999979,"lo":-0.8500000099999979},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":300,"key":"cut-24:top-300","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-24","entity":"cut-24","face":1,"key":"top"}]},"sense":"Reverse","shell_ref":0,"surface":300,"trim":{"chart":0,"holes":[],"outer":300,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":301,"key":"side-0-0-301","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":301,"trim":{"chart":0,"holes":[],"outer":301,"uv_bounds":[{"hi":30.250000010000004,"lo":29.64999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":302,"key":"side-0-2-302","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":302,"trim":{"chart":0,"holes":[],"outer":302,"uv_bounds":[{"hi":30.35000001,"lo":29.749999989999996},{"hi":3.00000001,"lo":1.99999999}]}},{"id":303,"key":"top-303","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":303,"trim":{"chart":0,"holes":[],"outer":303,"uv_bounds":[{"hi":0.25000001000000355,"lo":-0.35000000999999786},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":304,"key":"side-0-0-304","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":304,"trim":{"chart":0,"holes":[],"outer":304,"uv_bounds":[{"hi":30.250000010000004,"lo":29.64999999},{"hi":2.00000001,"lo":-1e-8}]}},{"id":305,"key":"side-0-2-305","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":305,"trim":{"chart":0,"holes":[],"outer":305,"uv_bounds":[{"hi":30.35000001,"lo":29.749999989999996},{"hi":2.00000001,"lo":-1e-8}]}},{"id":306,"key":"cut-24:right-306","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-24","entity":"cut-24","face":3,"key":"right"}]},"sense":"Reverse","shell_ref":0,"surface":306,"trim":{"chart":0,"holes":[],"outer":306,"uv_bounds":[{"hi":0.30000001000000004,"lo":0.09999999000000001},{"hi":2.00000001,"lo":-1e-8}]}},{"id":307,"key":"cut-25:left-307","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-25","entity":"cut-25","face":2,"key":"left"}]},"sense":"Reverse","shell_ref":0,"surface":307,"trim":{"chart":0,"holes":[],"outer":307,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":308,"key":"bottom-308","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":308,"trim":{"chart":0,"holes":[],"outer":308,"uv_bounds":[{"hi":0.25000001000000355,"lo":-0.35000000999999786},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":309,"key":"side-0-0-309","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":309,"trim":{"chart":0,"holes":[],"outer":309,"uv_bounds":[{"hi":30.750000010000004,"lo":30.249999990000003},{"hi":3.00000001,"lo":1.99999999}]}},{"id":310,"key":"side-0-2-310","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":310,"trim":{"chart":0,"holes":[],"outer":310,"uv_bounds":[{"hi":29.750000009999997,"lo":29.249999989999996},{"hi":3.00000001,"lo":1.99999999}]}},{"id":311,"key":"top-311","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":311,"trim":{"chart":0,"holes":[],"outer":311,"uv_bounds":[{"hi":0.7500000100000036,"lo":0.24999999000000356},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":312,"key":"cut-25:top-312","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-25","entity":"cut-25","face":1,"key":"top"}]},"sense":"Reverse","shell_ref":0,"surface":312,"trim":{"chart":0,"holes":[],"outer":312,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":313,"key":"side-0-0-313","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":313,"trim":{"chart":0,"holes":[],"outer":313,"uv_bounds":[{"hi":31.350000010000002,"lo":30.749999990000003},{"hi":3.00000001,"lo":1.99999999}]}},{"id":314,"key":"side-0-2-314","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":314,"trim":{"chart":0,"holes":[],"outer":314,"uv_bounds":[{"hi":29.250000009999997,"lo":28.649999989999998},{"hi":3.00000001,"lo":1.99999999}]}},{"id":315,"key":"top-315","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":315,"trim":{"chart":0,"holes":[],"outer":315,"uv_bounds":[{"hi":1.3500000100000014,"lo":0.7499999900000035},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":316,"key":"side-0-0-316","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":316,"trim":{"chart":0,"holes":[],"outer":316,"uv_bounds":[{"hi":31.350000010000002,"lo":30.749999990000003},{"hi":2.00000001,"lo":-1e-8}]}},{"id":317,"key":"side-0-2-317","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":317,"trim":{"chart":0,"holes":[],"outer":317,"uv_bounds":[{"hi":29.250000009999997,"lo":28.649999989999998},{"hi":2.00000001,"lo":-1e-8}]}},{"id":318,"key":"cut-25:right-318","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-25","entity":"cut-25","face":3,"key":"right"}]},"sense":"Reverse","shell_ref":0,"surface":318,"trim":{"chart":0,"holes":[],"outer":318,"uv_bounds":[{"hi":0.30000001000000004,"lo":0.09999999000000001},{"hi":2.00000001,"lo":-1e-8}]}},{"id":319,"key":"cut-26:left-319","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-26","entity":"cut-26","face":2,"key":"left"}]},"sense":"Reverse","shell_ref":0,"surface":319,"trim":{"chart":0,"holes":[],"outer":319,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":320,"key":"bottom-320","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":320,"trim":{"chart":0,"holes":[],"outer":320,"uv_bounds":[{"hi":1.3500000100000014,"lo":0.7499999900000035},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":321,"key":"side-0-0-321","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":321,"trim":{"chart":0,"holes":[],"outer":321,"uv_bounds":[{"hi":31.850000010000002,"lo":31.34999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":322,"key":"side-0-2-322","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":322,"trim":{"chart":0,"holes":[],"outer":322,"uv_bounds":[{"hi":28.65000001,"lo":28.149999989999998},{"hi":3.00000001,"lo":1.99999999}]}},{"id":323,"key":"top-323","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":323,"trim":{"chart":0,"holes":[],"outer":323,"uv_bounds":[{"hi":1.8500000100000014,"lo":1.3499999900000015},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":324,"key":"cut-26:top-324","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-26","entity":"cut-26","face":1,"key":"top"}]},"sense":"Reverse","shell_ref":0,"surface":324,"trim":{"chart":0,"holes":[],"outer":324,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":325,"key":"side-0-0-325","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":325,"trim":{"chart":0,"holes":[],"outer":325,"uv_bounds":[{"hi":32.450000010000004,"lo":31.84999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":326,"key":"side-0-2-326","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":326,"trim":{"chart":0,"holes":[],"outer":326,"uv_bounds":[{"hi":28.15000001,"lo":27.549999989999996},{"hi":3.00000001,"lo":1.99999999}]}},{"id":327,"key":"top-327","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":327,"trim":{"chart":0,"holes":[],"outer":327,"uv_bounds":[{"hi":2.450000010000003,"lo":1.8499999900000015},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":328,"key":"side-0-0-328","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":328,"trim":{"chart":0,"holes":[],"outer":328,"uv_bounds":[{"hi":32.450000010000004,"lo":31.84999999},{"hi":2.00000001,"lo":-1e-8}]}},{"id":329,"key":"side-0-2-329","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":329,"trim":{"chart":0,"holes":[],"outer":329,"uv_bounds":[{"hi":28.15000001,"lo":27.549999989999996},{"hi":2.00000001,"lo":-1e-8}]}},{"id":330,"key":"cut-26:right-330","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-26","entity":"cut-26","face":3,"key":"right"}]},"sense":"Reverse","shell_ref":0,"surface":330,"trim":{"chart":0,"holes":[],"outer":330,"uv_bounds":[{"hi":0.30000001000000004,"lo":0.09999999000000001},{"hi":2.00000001,"lo":-1e-8}]}},{"id":331,"key":"cut-27:left-331","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-27","entity":"cut-27","face":2,"key":"left"}]},"sense":"Reverse","shell_ref":0,"surface":331,"trim":{"chart":0,"holes":[],"outer":331,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":332,"key":"bottom-332","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":332,"trim":{"chart":0,"holes":[],"outer":332,"uv_bounds":[{"hi":2.450000010000003,"lo":1.8499999900000015},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":333,"key":"side-0-0-333","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":333,"trim":{"chart":0,"holes":[],"outer":333,"uv_bounds":[{"hi":32.950000010000004,"lo":32.44999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":334,"key":"side-0-2-334","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":334,"trim":{"chart":0,"holes":[],"outer":334,"uv_bounds":[{"hi":27.550000009999998,"lo":27.049999989999996},{"hi":3.00000001,"lo":1.99999999}]}},{"id":335,"key":"top-335","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":335,"trim":{"chart":0,"holes":[],"outer":335,"uv_bounds":[{"hi":2.950000010000003,"lo":2.449999990000003},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":336,"key":"cut-27:top-336","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-27","entity":"cut-27","face":1,"key":"top"}]},"sense":"Reverse","shell_ref":0,"surface":336,"trim":{"chart":0,"holes":[],"outer":336,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":337,"key":"side-0-0-337","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":337,"trim":{"chart":0,"holes":[],"outer":337,"uv_bounds":[{"hi":33.550000010000005,"lo":32.94999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":338,"key":"side-0-2-338","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":338,"trim":{"chart":0,"holes":[],"outer":338,"uv_bounds":[{"hi":27.050000009999998,"lo":26.449999989999995},{"hi":3.00000001,"lo":1.99999999}]}},{"id":339,"key":"top-339","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":339,"trim":{"chart":0,"holes":[],"outer":339,"uv_bounds":[{"hi":3.550000010000004,"lo":2.949999990000003},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":340,"key":"side-0-0-340","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":340,"trim":{"chart":0,"holes":[],"outer":340,"uv_bounds":[{"hi":33.550000010000005,"lo":32.94999999},{"hi":2.00000001,"lo":-1e-8}]}},{"id":341,"key":"side-0-2-341","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":341,"trim":{"chart":0,"holes":[],"outer":341,"uv_bounds":[{"hi":27.050000009999998,"lo":26.449999989999995},{"hi":2.00000001,"lo":-1e-8}]}},{"id":342,"key":"cut-27:right-342","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-27","entity":"cut-27","face":3,"key":"right"}]},"sense":"Reverse","shell_ref":0,"surface":342,"trim":{"chart":0,"holes":[],"outer":342,"uv_bounds":[{"hi":0.30000001000000004,"lo":0.09999999000000001},{"hi":2.00000001,"lo":-1e-8}]}},{"id":343,"key":"cut-28:left-343","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-28","entity":"cut-28","face":2,"key":"left"}]},"sense":"Reverse","shell_ref":0,"surface":343,"trim":{"chart":0,"holes":[],"outer":343,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":344,"key":"bottom-344","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":344,"trim":{"chart":0,"holes":[],"outer":344,"uv_bounds":[{"hi":3.550000010000004,"lo":2.949999990000003},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":345,"key":"side-0-0-345","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":345,"trim":{"chart":0,"holes":[],"outer":345,"uv_bounds":[{"hi":34.050000010000005,"lo":33.54999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":346,"key":"side-0-2-346","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":346,"trim":{"chart":0,"holes":[],"outer":346,"uv_bounds":[{"hi":26.450000009999997,"lo":25.949999989999995},{"hi":3.00000001,"lo":1.99999999}]}},{"id":347,"key":"top-347","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":347,"trim":{"chart":0,"holes":[],"outer":347,"uv_bounds":[{"hi":4.050000010000004,"lo":3.5499999900000043},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":348,"key":"cut-28:top-348","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-28","entity":"cut-28","face":1,"key":"top"}]},"sense":"Reverse","shell_ref":0,"surface":348,"trim":{"chart":0,"holes":[],"outer":348,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":349,"key":"side-0-0-349","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":349,"trim":{"chart":0,"holes":[],"outer":349,"uv_bounds":[{"hi":34.65000001000001,"lo":34.04999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":350,"key":"side-0-2-350","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":350,"trim":{"chart":0,"holes":[],"outer":350,"uv_bounds":[{"hi":25.950000009999997,"lo":25.349999989999993},{"hi":3.00000001,"lo":1.99999999}]}},{"id":351,"key":"top-351","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":351,"trim":{"chart":0,"holes":[],"outer":351,"uv_bounds":[{"hi":4.650000010000006,"lo":4.049999990000004},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":352,"key":"side-0-0-352","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":352,"trim":{"chart":0,"holes":[],"outer":352,"uv_bounds":[{"hi":34.65000001000001,"lo":34.04999999},{"hi":2.00000001,"lo":-1e-8}]}},{"id":353,"key":"side-0-2-353","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":353,"trim":{"chart":0,"holes":[],"outer":353,"uv_bounds":[{"hi":25.950000009999997,"lo":25.349999989999993},{"hi":2.00000001,"lo":-1e-8}]}},{"id":354,"key":"cut-28:right-354","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-28","entity":"cut-28","face":3,"key":"right"}]},"sense":"Reverse","shell_ref":0,"surface":354,"trim":{"chart":0,"holes":[],"outer":354,"uv_bounds":[{"hi":0.30000001000000004,"lo":0.09999999000000001},{"hi":2.00000001,"lo":-1e-8}]}},{"id":355,"key":"cut-29:left-355","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-29","entity":"cut-29","face":2,"key":"left"}]},"sense":"Reverse","shell_ref":0,"surface":355,"trim":{"chart":0,"holes":[],"outer":355,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":356,"key":"bottom-356","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":356,"trim":{"chart":0,"holes":[],"outer":356,"uv_bounds":[{"hi":4.650000010000006,"lo":4.049999990000004},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":357,"key":"side-0-0-357","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":357,"trim":{"chart":0,"holes":[],"outer":357,"uv_bounds":[{"hi":35.15000001000001,"lo":34.649999990000005},{"hi":3.00000001,"lo":1.99999999}]}},{"id":358,"key":"side-0-2-358","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":358,"trim":{"chart":0,"holes":[],"outer":358,"uv_bounds":[{"hi":25.350000009999995,"lo":24.849999989999993},{"hi":3.00000001,"lo":1.99999999}]}},{"id":359,"key":"top-359","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":359,"trim":{"chart":0,"holes":[],"outer":359,"uv_bounds":[{"hi":5.150000010000006,"lo":4.649999990000006},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":360,"key":"cut-29:top-360","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-29","entity":"cut-29","face":1,"key":"top"}]},"sense":"Reverse","shell_ref":0,"surface":360,"trim":{"chart":0,"holes":[],"outer":360,"uv_bounds":[{"hi":0.5000000100000036,"lo":-9.999996447286321e-9},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":361,"key":"side-0-0-361","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":361,"trim":{"chart":0,"holes":[],"outer":361,"uv_bounds":[{"hi":35.75000001,"lo":35.149999990000005},{"hi":3.00000001,"lo":1.99999999}]}},{"id":362,"key":"side-0-2-362","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":362,"trim":{"chart":0,"holes":[],"outer":362,"uv_bounds":[{"hi":24.850000009999995,"lo":24.24999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":363,"key":"top-363","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":363,"trim":{"chart":0,"holes":[],"outer":363,"uv_bounds":[{"hi":5.75000001,"lo":5.149999990000006},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":364,"key":"side-0-0-364","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":364,"trim":{"chart":0,"holes":[],"outer":364,"uv_bounds":[{"hi":35.75000001,"lo":35.149999990000005},{"hi":2.00000001,"lo":-1e-8}]}},{"id":365,"key":"side-0-2-365","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":365,"trim":{"chart":0,"holes":[],"outer":365,"uv_bounds":[{"hi":24.850000009999995,"lo":24.24999999},{"hi":2.00000001,"lo":-1e-8}]}},{"id":366,"key":"cut-29:right-366","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-29","entity":"cut-29","face":3,"key":"right"}]},"sense":"Reverse","shell_ref":0,"surface":366,"trim":{"chart":0,"holes":[],"outer":366,"uv_bounds":[{"hi":0.30000001000000004,"lo":0.09999999000000001},{"hi":2.00000001,"lo":-1e-8}]}},{"id":367,"key":"cut-30:left-367","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-30","entity":"cut-30","face":2,"key":"left"}]},"sense":"Reverse","shell_ref":0,"surface":367,"trim":{"chart":0,"holes":[],"outer":367,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":368,"key":"bottom-368","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":368,"trim":{"chart":0,"holes":[],"outer":368,"uv_bounds":[{"hi":5.75000001,"lo":5.149999990000006},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":369,"key":"side-0-0-369","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":369,"trim":{"chart":0,"holes":[],"outer":369,"uv_bounds":[{"hi":36.25000001,"lo":35.74999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":370,"key":"side-0-2-370","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":370,"trim":{"chart":0,"holes":[],"outer":370,"uv_bounds":[{"hi":24.25000001,"lo":23.74999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":371,"key":"top-371","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":371,"trim":{"chart":0,"holes":[],"outer":371,"uv_bounds":[{"hi":6.25000001,"lo":5.74999999},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":372,"key":"cut-30:top-372","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-30","entity":"cut-30","face":1,"key":"top"}]},"sense":"Reverse","shell_ref":0,"surface":372,"trim":{"chart":0,"holes":[],"outer":372,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":373,"key":"side-0-0-373","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":373,"trim":{"chart":0,"holes":[],"outer":373,"uv_bounds":[{"hi":36.85000001,"lo":36.24999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":374,"key":"side-0-2-374","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":374,"trim":{"chart":0,"holes":[],"outer":374,"uv_bounds":[{"hi":23.75000001,"lo":23.149999989999998},{"hi":3.00000001,"lo":1.99999999}]}},{"id":375,"key":"top-375","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":375,"trim":{"chart":0,"holes":[],"outer":375,"uv_bounds":[{"hi":6.850000010000001,"lo":6.24999999},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":376,"key":"side-0-0-376","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":376,"trim":{"chart":0,"holes":[],"outer":376,"uv_bounds":[{"hi":36.85000001,"lo":36.24999999},{"hi":2.00000001,"lo":-1e-8}]}},{"id":377,"key":"side-0-2-377","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":377,"trim":{"chart":0,"holes":[],"outer":377,"uv_bounds":[{"hi":23.75000001,"lo":23.149999989999998},{"hi":2.00000001,"lo":-1e-8}]}},{"id":378,"key":"cut-30:right-378","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-30","entity":"cut-30","face":3,"key":"right"}]},"sense":"Reverse","shell_ref":0,"surface":378,"trim":{"chart":0,"holes":[],"outer":378,"uv_bounds":[{"hi":0.30000001000000004,"lo":0.09999999000000001},{"hi":2.00000001,"lo":-1e-8}]}},{"id":379,"key":"cut-31:left-379","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-31","entity":"cut-31","face":2,"key":"left"}]},"sense":"Reverse","shell_ref":0,"surface":379,"trim":{"chart":0,"holes":[],"outer":379,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":380,"key":"bottom-380","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":380,"trim":{"chart":0,"holes":[],"outer":380,"uv_bounds":[{"hi":6.850000010000001,"lo":6.24999999},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":381,"key":"side-0-0-381","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":381,"trim":{"chart":0,"holes":[],"outer":381,"uv_bounds":[{"hi":37.35000001,"lo":36.84999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":382,"key":"side-0-2-382","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":382,"trim":{"chart":0,"holes":[],"outer":382,"uv_bounds":[{"hi":23.15000001,"lo":22.649999989999998},{"hi":3.00000001,"lo":1.99999999}]}},{"id":383,"key":"top-383","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":383,"trim":{"chart":0,"holes":[],"outer":383,"uv_bounds":[{"hi":7.350000010000001,"lo":6.8499999900000015},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":384,"key":"cut-31:top-384","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-31","entity":"cut-31","face":1,"key":"top"}]},"sense":"Reverse","shell_ref":0,"surface":384,"trim":{"chart":0,"holes":[],"outer":384,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":385,"key":"side-0-0-385","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":385,"trim":{"chart":0,"holes":[],"outer":385,"uv_bounds":[{"hi":37.950000010000004,"lo":37.34999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":386,"key":"side-0-2-386","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":386,"trim":{"chart":0,"holes":[],"outer":386,"uv_bounds":[{"hi":22.65000001,"lo":22.049999989999996},{"hi":3.00000001,"lo":1.99999999}]}},{"id":387,"key":"top-387","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":387,"trim":{"chart":0,"holes":[],"outer":387,"uv_bounds":[{"hi":7.950000010000003,"lo":7.3499999900000015},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":388,"key":"side-0-0-388","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":388,"trim":{"chart":0,"holes":[],"outer":388,"uv_bounds":[{"hi":37.950000010000004,"lo":37.34999999},{"hi":2.00000001,"lo":-1e-8}]}},{"id":389,"key":"side-0-2-389","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":389,"trim":{"chart":0,"holes":[],"outer":389,"uv_bounds":[{"hi":22.65000001,"lo":22.049999989999996},{"hi":2.00000001,"lo":-1e-8}]}},{"id":390,"key":"cut-31:right-390","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-31","entity":"cut-31","face":3,"key":"right"}]},"sense":"Reverse","shell_ref":0,"surface":390,"trim":{"chart":0,"holes":[],"outer":390,"uv_bounds":[{"hi":0.30000001000000004,"lo":0.09999999000000001},{"hi":2.00000001,"lo":-1e-8}]}},{"id":391,"key":"cut-32:left-391","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-32","entity":"cut-32","face":2,"key":"left"}]},"sense":"Reverse","shell_ref":0,"surface":391,"trim":{"chart":0,"holes":[],"outer":391,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":392,"key":"bottom-392","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":392,"trim":{"chart":0,"holes":[],"outer":392,"uv_bounds":[{"hi":7.950000010000003,"lo":7.3499999900000015},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":393,"key":"side-0-0-393","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":393,"trim":{"chart":0,"holes":[],"outer":393,"uv_bounds":[{"hi":38.450000010000004,"lo":37.94999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":394,"key":"side-0-2-394","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":394,"trim":{"chart":0,"holes":[],"outer":394,"uv_bounds":[{"hi":22.050000009999998,"lo":21.549999989999996},{"hi":3.00000001,"lo":1.99999999}]}},{"id":395,"key":"top-395","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":395,"trim":{"chart":0,"holes":[],"outer":395,"uv_bounds":[{"hi":8.450000010000004,"lo":7.949999990000003},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":396,"key":"cut-32:top-396","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-32","entity":"cut-32","face":1,"key":"top"}]},"sense":"Reverse","shell_ref":0,"surface":396,"trim":{"chart":0,"holes":[],"outer":396,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":397,"key":"side-0-0-397","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":397,"trim":{"chart":0,"holes":[],"outer":397,"uv_bounds":[{"hi":39.050000010000005,"lo":38.44999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":398,"key":"side-0-2-398","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":398,"trim":{"chart":0,"holes":[],"outer":398,"uv_bounds":[{"hi":21.550000009999998,"lo":20.949999989999995},{"hi":3.00000001,"lo":1.99999999}]}},{"id":399,"key":"top-399","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":399,"trim":{"chart":0,"holes":[],"outer":399,"uv_bounds":[{"hi":9.050000010000005,"lo":8.449999990000002},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":400,"key":"side-0-0-400","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":400,"trim":{"chart":0,"holes":[],"outer":400,"uv_bounds":[{"hi":39.050000010000005,"lo":38.44999999},{"hi":2.00000001,"lo":-1e-8}]}},{"id":401,"key":"side-0-2-401","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":401,"trim":{"chart":0,"holes":[],"outer":401,"uv_bounds":[{"hi":21.550000009999998,"lo":20.949999989999995},{"hi":2.00000001,"lo":-1e-8}]}},{"id":402,"key":"cut-32:right-402","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-32","entity":"cut-32","face":3,"key":"right"}]},"sense":"Reverse","shell_ref":0,"surface":402,"trim":{"chart":0,"holes":[],"outer":402,"uv_bounds":[{"hi":0.30000001000000004,"lo":0.09999999000000001},{"hi":2.00000001,"lo":-1e-8}]}},{"id":403,"key":"cut-33:left-403","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-33","entity":"cut-33","face":2,"key":"left"}]},"sense":"Reverse","shell_ref":0,"surface":403,"trim":{"chart":0,"holes":[],"outer":403,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":404,"key":"bottom-404","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":404,"trim":{"chart":0,"holes":[],"outer":404,"uv_bounds":[{"hi":9.050000010000005,"lo":8.449999990000002},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":405,"key":"side-0-0-405","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":405,"trim":{"chart":0,"holes":[],"outer":405,"uv_bounds":[{"hi":39.550000010000005,"lo":39.04999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":406,"key":"side-0-2-406","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":406,"trim":{"chart":0,"holes":[],"outer":406,"uv_bounds":[{"hi":20.950000009999997,"lo":20.449999989999995},{"hi":3.00000001,"lo":1.99999999}]}},{"id":407,"key":"top-407","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":407,"trim":{"chart":0,"holes":[],"outer":407,"uv_bounds":[{"hi":9.550000010000005,"lo":9.049999990000003},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":408,"key":"cut-33:top-408","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-33","entity":"cut-33","face":1,"key":"top"}]},"sense":"Reverse","shell_ref":0,"surface":408,"trim":{"chart":0,"holes":[],"outer":408,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":409,"key":"side-0-0-409","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":409,"trim":{"chart":0,"holes":[],"outer":409,"uv_bounds":[{"hi":40.15000001000001,"lo":39.54999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":410,"key":"side-0-2-410","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":410,"trim":{"chart":0,"holes":[],"outer":410,"uv_bounds":[{"hi":20.450000009999997,"lo":19.849999989999993},{"hi":3.00000001,"lo":1.99999999}]}},{"id":411,"key":"top-411","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":411,"trim":{"chart":0,"holes":[],"outer":411,"uv_bounds":[{"hi":10.150000010000007,"lo":9.549999990000003},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":412,"key":"side-0-0-412","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":412,"trim":{"chart":0,"holes":[],"outer":412,"uv_bounds":[{"hi":40.15000001000001,"lo":39.54999999},{"hi":2.00000001,"lo":-1e-8}]}},{"id":413,"key":"side-0-2-413","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":413,"trim":{"chart":0,"holes":[],"outer":413,"uv_bounds":[{"hi":20.450000009999997,"lo":19.849999989999993},{"hi":2.00000001,"lo":-1e-8}]}},{"id":414,"key":"cut-33:right-414","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-33","entity":"cut-33","face":3,"key":"right"}]},"sense":"Reverse","shell_ref":0,"surface":414,"trim":{"chart":0,"holes":[],"outer":414,"uv_bounds":[{"hi":0.30000001000000004,"lo":0.09999999000000001},{"hi":2.00000001,"lo":-1e-8}]}},{"id":415,"key":"cut-34:left-415","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-34","entity":"cut-34","face":2,"key":"left"}]},"sense":"Reverse","shell_ref":0,"surface":415,"trim":{"chart":0,"holes":[],"outer":415,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":416,"key":"bottom-416","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":416,"trim":{"chart":0,"holes":[],"outer":416,"uv_bounds":[{"hi":10.150000010000007,"lo":9.549999990000003},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":417,"key":"side-0-0-417","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":417,"trim":{"chart":0,"holes":[],"outer":417,"uv_bounds":[{"hi":40.65000001000001,"lo":40.149999990000005},{"hi":3.00000001,"lo":1.99999999}]}},{"id":418,"key":"side-0-2-418","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":418,"trim":{"chart":0,"holes":[],"outer":418,"uv_bounds":[{"hi":19.850000009999995,"lo":19.349999989999993},{"hi":3.00000001,"lo":1.99999999}]}},{"id":419,"key":"top-419","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":419,"trim":{"chart":0,"holes":[],"outer":419,"uv_bounds":[{"hi":10.650000010000007,"lo":10.149999990000005},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":420,"key":"cut-34:top-420","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-34","entity":"cut-34","face":1,"key":"top"}]},"sense":"Reverse","shell_ref":0,"surface":420,"trim":{"chart":0,"holes":[],"outer":420,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":421,"key":"side-0-0-421","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":421,"trim":{"chart":0,"holes":[],"outer":421,"uv_bounds":[{"hi":41.25000001,"lo":40.649999990000005},{"hi":3.00000001,"lo":1.99999999}]}},{"id":422,"key":"side-0-2-422","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":422,"trim":{"chart":0,"holes":[],"outer":422,"uv_bounds":[{"hi":19.350000009999995,"lo":18.74999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":423,"key":"top-423","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":423,"trim":{"chart":0,"holes":[],"outer":423,"uv_bounds":[{"hi":11.25000001,"lo":10.649999990000005},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":424,"key":"side-0-0-424","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":424,"trim":{"chart":0,"holes":[],"outer":424,"uv_bounds":[{"hi":41.25000001,"lo":40.649999990000005},{"hi":2.00000001,"lo":-1e-8}]}},{"id":425,"key":"side-0-2-425","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":425,"trim":{"chart":0,"holes":[],"outer":425,"uv_bounds":[{"hi":19.350000009999995,"lo":18.74999999},{"hi":2.00000001,"lo":-1e-8}]}},{"id":426,"key":"cut-34:right-426","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-34","entity":"cut-34","face":3,"key":"right"}]},"sense":"Reverse","shell_ref":0,"surface":426,"trim":{"chart":0,"holes":[],"outer":426,"uv_bounds":[{"hi":0.30000001000000004,"lo":0.09999999000000001},{"hi":2.00000001,"lo":-1e-8}]}},{"id":427,"key":"cut-35:left-427","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-35","entity":"cut-35","face":2,"key":"left"}]},"sense":"Reverse","shell_ref":0,"surface":427,"trim":{"chart":0,"holes":[],"outer":427,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":428,"key":"bottom-428","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":428,"trim":{"chart":0,"holes":[],"outer":428,"uv_bounds":[{"hi":11.25000001,"lo":10.649999990000005},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":429,"key":"side-0-0-429","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":429,"trim":{"chart":0,"holes":[],"outer":429,"uv_bounds":[{"hi":41.75000001,"lo":41.24999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":430,"key":"side-0-2-430","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":430,"trim":{"chart":0,"holes":[],"outer":430,"uv_bounds":[{"hi":18.75000001,"lo":18.24999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":431,"key":"top-431","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":431,"trim":{"chart":0,"holes":[],"outer":431,"uv_bounds":[{"hi":11.75000001,"lo":11.24999999},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":432,"key":"cut-35:top-432","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-35","entity":"cut-35","face":1,"key":"top"}]},"sense":"Reverse","shell_ref":0,"surface":432,"trim":{"chart":0,"holes":[],"outer":432,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":433,"key":"side-0-0-433","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":433,"trim":{"chart":0,"holes":[],"outer":433,"uv_bounds":[{"hi":42.35000001,"lo":41.74999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":434,"key":"side-0-2-434","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":434,"trim":{"chart":0,"holes":[],"outer":434,"uv_bounds":[{"hi":18.25000001,"lo":17.649999989999998},{"hi":3.00000001,"lo":1.99999999}]}},{"id":435,"key":"top-435","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":435,"trim":{"chart":0,"holes":[],"outer":435,"uv_bounds":[{"hi":12.350000010000002,"lo":11.74999999},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":436,"key":"side-0-0-436","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":436,"trim":{"chart":0,"holes":[],"outer":436,"uv_bounds":[{"hi":42.35000001,"lo":41.74999999},{"hi":2.00000001,"lo":-1e-8}]}},{"id":437,"key":"side-0-2-437","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":437,"trim":{"chart":0,"holes":[],"outer":437,"uv_bounds":[{"hi":18.25000001,"lo":17.649999989999998},{"hi":2.00000001,"lo":-1e-8}]}},{"id":438,"key":"cut-35:right-438","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-35","entity":"cut-35","face":3,"key":"right"}]},"sense":"Reverse","shell_ref":0,"surface":438,"trim":{"chart":0,"holes":[],"outer":438,"uv_bounds":[{"hi":0.30000001000000004,"lo":0.09999999000000001},{"hi":2.00000001,"lo":-1e-8}]}},{"id":439,"key":"cut-36:left-439","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-36","entity":"cut-36","face":2,"key":"left"}]},"sense":"Reverse","shell_ref":0,"surface":439,"trim":{"chart":0,"holes":[],"outer":439,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":440,"key":"bottom-440","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":440,"trim":{"chart":0,"holes":[],"outer":440,"uv_bounds":[{"hi":12.350000010000002,"lo":11.74999999},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":441,"key":"side-0-0-441","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":441,"trim":{"chart":0,"holes":[],"outer":441,"uv_bounds":[{"hi":42.85000001,"lo":42.34999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":442,"key":"side-0-2-442","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":442,"trim":{"chart":0,"holes":[],"outer":442,"uv_bounds":[{"hi":17.65000001,"lo":17.149999989999998},{"hi":3.00000001,"lo":1.99999999}]}},{"id":443,"key":"top-443","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":443,"trim":{"chart":0,"holes":[],"outer":443,"uv_bounds":[{"hi":12.850000010000002,"lo":12.34999999},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":444,"key":"cut-36:top-444","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-36","entity":"cut-36","face":1,"key":"top"}]},"sense":"Reverse","shell_ref":0,"surface":444,"trim":{"chart":0,"holes":[],"outer":444,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":445,"key":"side-0-0-445","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":445,"trim":{"chart":0,"holes":[],"outer":445,"uv_bounds":[{"hi":43.450000010000004,"lo":42.84999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":446,"key":"side-0-2-446","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":446,"trim":{"chart":0,"holes":[],"outer":446,"uv_bounds":[{"hi":17.15000001,"lo":16.549999989999996},{"hi":3.00000001,"lo":1.99999999}]}},{"id":447,"key":"top-447","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":447,"trim":{"chart":0,"holes":[],"outer":447,"uv_bounds":[{"hi":13.450000010000004,"lo":12.84999999},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":448,"key":"side-0-0-448","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":448,"trim":{"chart":0,"holes":[],"outer":448,"uv_bounds":[{"hi":43.450000010000004,"lo":42.84999999},{"hi":2.00000001,"lo":-1e-8}]}},{"id":449,"key":"side-0-2-449","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":449,"trim":{"chart":0,"holes":[],"outer":449,"uv_bounds":[{"hi":17.15000001,"lo":16.549999989999996},{"hi":2.00000001,"lo":-1e-8}]}},{"id":450,"key":"cut-36:right-450","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-36","entity":"cut-36","face":3,"key":"right"}]},"sense":"Reverse","shell_ref":0,"surface":450,"trim":{"chart":0,"holes":[],"outer":450,"uv_bounds":[{"hi":0.30000001000000004,"lo":0.09999999000000001},{"hi":2.00000001,"lo":-1e-8}]}},{"id":451,"key":"cut-37:left-451","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-37","entity":"cut-37","face":2,"key":"left"}]},"sense":"Reverse","shell_ref":0,"surface":451,"trim":{"chart":0,"holes":[],"outer":451,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":452,"key":"bottom-452","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":452,"trim":{"chart":0,"holes":[],"outer":452,"uv_bounds":[{"hi":13.450000010000004,"lo":12.84999999},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":453,"key":"side-0-0-453","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":453,"trim":{"chart":0,"holes":[],"outer":453,"uv_bounds":[{"hi":43.950000010000004,"lo":43.44999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":454,"key":"side-0-2-454","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":454,"trim":{"chart":0,"holes":[],"outer":454,"uv_bounds":[{"hi":16.550000009999998,"lo":16.049999989999996},{"hi":3.00000001,"lo":1.99999999}]}},{"id":455,"key":"top-455","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":455,"trim":{"chart":0,"holes":[],"outer":455,"uv_bounds":[{"hi":13.950000010000004,"lo":13.449999990000002},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":456,"key":"cut-37:top-456","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-37","entity":"cut-37","face":1,"key":"top"}]},"sense":"Reverse","shell_ref":0,"surface":456,"trim":{"chart":0,"holes":[],"outer":456,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":457,"key":"side-0-0-457","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":457,"trim":{"chart":0,"holes":[],"outer":457,"uv_bounds":[{"hi":44.550000010000005,"lo":43.94999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":458,"key":"side-0-2-458","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":458,"trim":{"chart":0,"holes":[],"outer":458,"uv_bounds":[{"hi":16.050000009999998,"lo":15.449999989999995},{"hi":3.00000001,"lo":1.99999999}]}},{"id":459,"key":"top-459","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":459,"trim":{"chart":0,"holes":[],"outer":459,"uv_bounds":[{"hi":14.550000010000005,"lo":13.949999990000002},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":460,"key":"side-0-0-460","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":460,"trim":{"chart":0,"holes":[],"outer":460,"uv_bounds":[{"hi":44.550000010000005,"lo":43.94999999},{"hi":2.00000001,"lo":-1e-8}]}},{"id":461,"key":"side-0-2-461","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":461,"trim":{"chart":0,"holes":[],"outer":461,"uv_bounds":[{"hi":16.050000009999998,"lo":15.449999989999995},{"hi":2.00000001,"lo":-1e-8}]}},{"id":462,"key":"cut-37:right-462","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-37","entity":"cut-37","face":3,"key":"right"}]},"sense":"Reverse","shell_ref":0,"surface":462,"trim":{"chart":0,"holes":[],"outer":462,"uv_bounds":[{"hi":0.30000001000000004,"lo":0.09999999000000001},{"hi":2.00000001,"lo":-1e-8}]}},{"id":463,"key":"cut-38:left-463","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-38","entity":"cut-38","face":2,"key":"left"}]},"sense":"Reverse","shell_ref":0,"surface":463,"trim":{"chart":0,"holes":[],"outer":463,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":464,"key":"bottom-464","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":464,"trim":{"chart":0,"holes":[],"outer":464,"uv_bounds":[{"hi":14.550000010000005,"lo":13.949999990000002},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":465,"key":"side-0-0-465","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":465,"trim":{"chart":0,"holes":[],"outer":465,"uv_bounds":[{"hi":45.050000010000005,"lo":44.54999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":466,"key":"side-0-2-466","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":466,"trim":{"chart":0,"holes":[],"outer":466,"uv_bounds":[{"hi":15.450000009999997,"lo":14.949999989999995},{"hi":3.00000001,"lo":1.99999999}]}},{"id":467,"key":"top-467","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":467,"trim":{"chart":0,"holes":[],"outer":467,"uv_bounds":[{"hi":15.050000010000005,"lo":14.549999990000003},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":468,"key":"cut-38:top-468","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-38","entity":"cut-38","face":1,"key":"top"}]},"sense":"Reverse","shell_ref":0,"surface":468,"trim":{"chart":0,"holes":[],"outer":468,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":469,"key":"side-0-0-469","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":469,"trim":{"chart":0,"holes":[],"outer":469,"uv_bounds":[{"hi":45.65000001000001,"lo":45.04999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":470,"key":"side-0-2-470","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":470,"trim":{"chart":0,"holes":[],"outer":470,"uv_bounds":[{"hi":14.950000009999997,"lo":14.349999989999993},{"hi":3.00000001,"lo":1.99999999}]}},{"id":471,"key":"top-471","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":471,"trim":{"chart":0,"holes":[],"outer":471,"uv_bounds":[{"hi":15.650000010000007,"lo":15.049999990000003},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":472,"key":"side-0-0-472","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":472,"trim":{"chart":0,"holes":[],"outer":472,"uv_bounds":[{"hi":45.65000001000001,"lo":45.04999999},{"hi":2.00000001,"lo":-1e-8}]}},{"id":473,"key":"side-0-2-473","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":473,"trim":{"chart":0,"holes":[],"outer":473,"uv_bounds":[{"hi":14.950000009999997,"lo":14.349999989999993},{"hi":2.00000001,"lo":-1e-8}]}},{"id":474,"key":"cut-38:right-474","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-38","entity":"cut-38","face":3,"key":"right"}]},"sense":"Reverse","shell_ref":0,"surface":474,"trim":{"chart":0,"holes":[],"outer":474,"uv_bounds":[{"hi":0.30000001000000004,"lo":0.09999999000000001},{"hi":2.00000001,"lo":-1e-8}]}},{"id":475,"key":"cut-39:left-475","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-39","entity":"cut-39","face":2,"key":"left"}]},"sense":"Reverse","shell_ref":0,"surface":475,"trim":{"chart":0,"holes":[],"outer":475,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":476,"key":"bottom-476","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":476,"trim":{"chart":0,"holes":[],"outer":476,"uv_bounds":[{"hi":15.650000010000007,"lo":15.049999990000003},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":477,"key":"side-0-0-477","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":477,"trim":{"chart":0,"holes":[],"outer":477,"uv_bounds":[{"hi":46.15000001000001,"lo":45.649999990000005},{"hi":3.00000001,"lo":1.99999999}]}},{"id":478,"key":"side-0-2-478","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":478,"trim":{"chart":0,"holes":[],"outer":478,"uv_bounds":[{"hi":14.350000009999995,"lo":13.849999989999993},{"hi":3.00000001,"lo":1.99999999}]}},{"id":479,"key":"top-479","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":479,"trim":{"chart":0,"holes":[],"outer":479,"uv_bounds":[{"hi":16.150000010000007,"lo":15.649999990000005},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":480,"key":"cut-39:top-480","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-39","entity":"cut-39","face":1,"key":"top"}]},"sense":"Reverse","shell_ref":0,"surface":480,"trim":{"chart":0,"holes":[],"outer":480,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":481,"key":"side-0-0-481","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":481,"trim":{"chart":0,"holes":[],"outer":481,"uv_bounds":[{"hi":46.75000001,"lo":46.149999990000005},{"hi":3.00000001,"lo":1.99999999}]}},{"id":482,"key":"side-0-2-482","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":482,"trim":{"chart":0,"holes":[],"outer":482,"uv_bounds":[{"hi":13.850000009999995,"lo":13.24999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":483,"key":"top-483","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":483,"trim":{"chart":0,"holes":[],"outer":483,"uv_bounds":[{"hi":16.75000001,"lo":16.149999990000005},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":484,"key":"side-0-0-484","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":484,"trim":{"chart":0,"holes":[],"outer":484,"uv_bounds":[{"hi":46.75000001,"lo":46.149999990000005},{"hi":2.00000001,"lo":-1e-8}]}},{"id":485,"key":"side-0-2-485","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":485,"trim":{"chart":0,"holes":[],"outer":485,"uv_bounds":[{"hi":13.850000009999995,"lo":13.24999999},{"hi":2.00000001,"lo":-1e-8}]}},{"id":486,"key":"cut-39:right-486","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-39","entity":"cut-39","face":3,"key":"right"}]},"sense":"Reverse","shell_ref":0,"surface":486,"trim":{"chart":0,"holes":[],"outer":486,"uv_bounds":[{"hi":0.30000001000000004,"lo":0.09999999000000001},{"hi":2.00000001,"lo":-1e-8}]}},{"id":487,"key":"cut-40:left-487","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-40","entity":"cut-40","face":2,"key":"left"}]},"sense":"Reverse","shell_ref":0,"surface":487,"trim":{"chart":0,"holes":[],"outer":487,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":488,"key":"bottom-488","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":488,"trim":{"chart":0,"holes":[],"outer":488,"uv_bounds":[{"hi":16.75000001,"lo":16.149999990000005},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":489,"key":"side-0-0-489","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":489,"trim":{"chart":0,"holes":[],"outer":489,"uv_bounds":[{"hi":47.25000001,"lo":46.74999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":490,"key":"side-0-2-490","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":490,"trim":{"chart":0,"holes":[],"outer":490,"uv_bounds":[{"hi":13.25000001,"lo":12.74999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":491,"key":"top-491","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":491,"trim":{"chart":0,"holes":[],"outer":491,"uv_bounds":[{"hi":17.25000001,"lo":16.74999999},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":492,"key":"cut-40:top-492","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-40","entity":"cut-40","face":1,"key":"top"}]},"sense":"Reverse","shell_ref":0,"surface":492,"trim":{"chart":0,"holes":[],"outer":492,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":493,"key":"side-0-0-493","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":493,"trim":{"chart":0,"holes":[],"outer":493,"uv_bounds":[{"hi":47.85000001,"lo":47.24999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":494,"key":"side-0-2-494","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":494,"trim":{"chart":0,"holes":[],"outer":494,"uv_bounds":[{"hi":12.75000001,"lo":12.149999989999998},{"hi":3.00000001,"lo":1.99999999}]}},{"id":495,"key":"top-495","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":495,"trim":{"chart":0,"holes":[],"outer":495,"uv_bounds":[{"hi":17.850000010000002,"lo":17.24999999},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":496,"key":"side-0-0-496","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":496,"trim":{"chart":0,"holes":[],"outer":496,"uv_bounds":[{"hi":47.85000001,"lo":47.24999999},{"hi":2.00000001,"lo":-1e-8}]}},{"id":497,"key":"side-0-2-497","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":497,"trim":{"chart":0,"holes":[],"outer":497,"uv_bounds":[{"hi":12.75000001,"lo":12.149999989999998},{"hi":2.00000001,"lo":-1e-8}]}},{"id":498,"key":"cut-40:right-498","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-40","entity":"cut-40","face":3,"key":"right"}]},"sense":"Reverse","shell_ref":0,"surface":498,"trim":{"chart":0,"holes":[],"outer":498,"uv_bounds":[{"hi":0.30000001000000004,"lo":0.09999999000000001},{"hi":2.00000001,"lo":-1e-8}]}},{"id":499,"key":"cut-41:left-499","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-41","entity":"cut-41","face":2,"key":"left"}]},"sense":"Reverse","shell_ref":0,"surface":499,"trim":{"chart":0,"holes":[],"outer":499,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":500,"key":"bottom-500","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":500,"trim":{"chart":0,"holes":[],"outer":500,"uv_bounds":[{"hi":17.850000010000002,"lo":17.24999999},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":501,"key":"side-0-0-501","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":501,"trim":{"chart":0,"holes":[],"outer":501,"uv_bounds":[{"hi":48.35000001,"lo":47.84999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":502,"key":"side-0-2-502","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":502,"trim":{"chart":0,"holes":[],"outer":502,"uv_bounds":[{"hi":12.15000001,"lo":11.649999989999998},{"hi":3.00000001,"lo":1.99999999}]}},{"id":503,"key":"top-503","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":503,"trim":{"chart":0,"holes":[],"outer":503,"uv_bounds":[{"hi":18.350000010000002,"lo":17.84999999},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":504,"key":"cut-41:top-504","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-41","entity":"cut-41","face":1,"key":"top"}]},"sense":"Reverse","shell_ref":0,"surface":504,"trim":{"chart":0,"holes":[],"outer":504,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":505,"key":"side-0-0-505","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":505,"trim":{"chart":0,"holes":[],"outer":505,"uv_bounds":[{"hi":48.950000010000004,"lo":48.34999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":506,"key":"side-0-2-506","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":506,"trim":{"chart":0,"holes":[],"outer":506,"uv_bounds":[{"hi":11.65000001,"lo":11.049999989999996},{"hi":3.00000001,"lo":1.99999999}]}},{"id":507,"key":"top-507","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":507,"trim":{"chart":0,"holes":[],"outer":507,"uv_bounds":[{"hi":18.950000010000004,"lo":18.34999999},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":508,"key":"side-0-0-508","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":508,"trim":{"chart":0,"holes":[],"outer":508,"uv_bounds":[{"hi":48.950000010000004,"lo":48.34999999},{"hi":2.00000001,"lo":-1e-8}]}},{"id":509,"key":"side-0-2-509","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":509,"trim":{"chart":0,"holes":[],"outer":509,"uv_bounds":[{"hi":11.65000001,"lo":11.049999989999996},{"hi":2.00000001,"lo":-1e-8}]}},{"id":510,"key":"cut-41:right-510","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-41","entity":"cut-41","face":3,"key":"right"}]},"sense":"Reverse","shell_ref":0,"surface":510,"trim":{"chart":0,"holes":[],"outer":510,"uv_bounds":[{"hi":0.30000001000000004,"lo":0.09999999000000001},{"hi":2.00000001,"lo":-1e-8}]}},{"id":511,"key":"cut-42:left-511","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-42","entity":"cut-42","face":2,"key":"left"}]},"sense":"Reverse","shell_ref":0,"surface":511,"trim":{"chart":0,"holes":[],"outer":511,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":512,"key":"bottom-512","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":512,"trim":{"chart":0,"holes":[],"outer":512,"uv_bounds":[{"hi":18.950000010000004,"lo":18.34999999},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":513,"key":"side-0-0-513","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":513,"trim":{"chart":0,"holes":[],"outer":513,"uv_bounds":[{"hi":49.450000010000004,"lo":48.94999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":514,"key":"side-0-2-514","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":514,"trim":{"chart":0,"holes":[],"outer":514,"uv_bounds":[{"hi":11.050000009999998,"lo":10.549999989999996},{"hi":3.00000001,"lo":1.99999999}]}},{"id":515,"key":"top-515","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":515,"trim":{"chart":0,"holes":[],"outer":515,"uv_bounds":[{"hi":19.450000010000004,"lo":18.949999990000002},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":516,"key":"cut-42:top-516","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-42","entity":"cut-42","face":1,"key":"top"}]},"sense":"Reverse","shell_ref":0,"surface":516,"trim":{"chart":0,"holes":[],"outer":516,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":517,"key":"side-0-0-517","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":517,"trim":{"chart":0,"holes":[],"outer":517,"uv_bounds":[{"hi":50.050000010000005,"lo":49.44999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":518,"key":"side-0-2-518","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":518,"trim":{"chart":0,"holes":[],"outer":518,"uv_bounds":[{"hi":10.550000009999998,"lo":9.949999989999995},{"hi":3.00000001,"lo":1.99999999}]}},{"id":519,"key":"top-519","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":519,"trim":{"chart":0,"holes":[],"outer":519,"uv_bounds":[{"hi":20.050000010000005,"lo":19.449999990000002},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":520,"key":"side-0-0-520","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":520,"trim":{"chart":0,"holes":[],"outer":520,"uv_bounds":[{"hi":50.050000010000005,"lo":49.44999999},{"hi":2.00000001,"lo":-1e-8}]}},{"id":521,"key":"side-0-2-521","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":521,"trim":{"chart":0,"holes":[],"outer":521,"uv_bounds":[{"hi":10.550000009999998,"lo":9.949999989999995},{"hi":2.00000001,"lo":-1e-8}]}},{"id":522,"key":"cut-42:right-522","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-42","entity":"cut-42","face":3,"key":"right"}]},"sense":"Reverse","shell_ref":0,"surface":522,"trim":{"chart":0,"holes":[],"outer":522,"uv_bounds":[{"hi":0.30000001000000004,"lo":0.09999999000000001},{"hi":2.00000001,"lo":-1e-8}]}},{"id":523,"key":"cut-43:left-523","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-43","entity":"cut-43","face":2,"key":"left"}]},"sense":"Reverse","shell_ref":0,"surface":523,"trim":{"chart":0,"holes":[],"outer":523,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":524,"key":"bottom-524","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":524,"trim":{"chart":0,"holes":[],"outer":524,"uv_bounds":[{"hi":20.050000010000005,"lo":19.449999990000002},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":525,"key":"side-0-0-525","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":525,"trim":{"chart":0,"holes":[],"outer":525,"uv_bounds":[{"hi":50.550000010000005,"lo":50.04999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":526,"key":"side-0-2-526","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":526,"trim":{"chart":0,"holes":[],"outer":526,"uv_bounds":[{"hi":9.950000009999997,"lo":9.449999989999995},{"hi":3.00000001,"lo":1.99999999}]}},{"id":527,"key":"top-527","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":527,"trim":{"chart":0,"holes":[],"outer":527,"uv_bounds":[{"hi":20.550000010000005,"lo":20.049999990000003},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":528,"key":"cut-43:top-528","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-43","entity":"cut-43","face":1,"key":"top"}]},"sense":"Reverse","shell_ref":0,"surface":528,"trim":{"chart":0,"holes":[],"outer":528,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":529,"key":"side-0-0-529","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":529,"trim":{"chart":0,"holes":[],"outer":529,"uv_bounds":[{"hi":51.15000001000001,"lo":50.54999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":530,"key":"side-0-2-530","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":530,"trim":{"chart":0,"holes":[],"outer":530,"uv_bounds":[{"hi":9.450000009999997,"lo":8.849999989999993},{"hi":3.00000001,"lo":1.99999999}]}},{"id":531,"key":"top-531","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":531,"trim":{"chart":0,"holes":[],"outer":531,"uv_bounds":[{"hi":21.150000010000007,"lo":20.549999990000003},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":532,"key":"side-0-0-532","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":532,"trim":{"chart":0,"holes":[],"outer":532,"uv_bounds":[{"hi":51.15000001000001,"lo":50.54999999},{"hi":2.00000001,"lo":-1e-8}]}},{"id":533,"key":"side-0-2-533","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":533,"trim":{"chart":0,"holes":[],"outer":533,"uv_bounds":[{"hi":9.450000009999997,"lo":8.849999989999993},{"hi":2.00000001,"lo":-1e-8}]}},{"id":534,"key":"cut-43:right-534","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-43","entity":"cut-43","face":3,"key":"right"}]},"sense":"Reverse","shell_ref":0,"surface":534,"trim":{"chart":0,"holes":[],"outer":534,"uv_bounds":[{"hi":0.30000001000000004,"lo":0.09999999000000001},{"hi":2.00000001,"lo":-1e-8}]}},{"id":535,"key":"cut-44:left-535","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-44","entity":"cut-44","face":2,"key":"left"}]},"sense":"Reverse","shell_ref":0,"surface":535,"trim":{"chart":0,"holes":[],"outer":535,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":536,"key":"bottom-536","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":536,"trim":{"chart":0,"holes":[],"outer":536,"uv_bounds":[{"hi":21.150000010000007,"lo":20.549999990000003},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":537,"key":"side-0-0-537","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":537,"trim":{"chart":0,"holes":[],"outer":537,"uv_bounds":[{"hi":51.65000001000001,"lo":51.149999990000005},{"hi":3.00000001,"lo":1.99999999}]}},{"id":538,"key":"side-0-2-538","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":538,"trim":{"chart":0,"holes":[],"outer":538,"uv_bounds":[{"hi":8.850000009999995,"lo":8.349999989999993},{"hi":3.00000001,"lo":1.99999999}]}},{"id":539,"key":"top-539","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":539,"trim":{"chart":0,"holes":[],"outer":539,"uv_bounds":[{"hi":21.650000010000007,"lo":21.149999990000005},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":540,"key":"cut-44:top-540","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-44","entity":"cut-44","face":1,"key":"top"}]},"sense":"Reverse","shell_ref":0,"surface":540,"trim":{"chart":0,"holes":[],"outer":540,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":541,"key":"side-0-0-541","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":541,"trim":{"chart":0,"holes":[],"outer":541,"uv_bounds":[{"hi":52.25000001000001,"lo":51.649999990000005},{"hi":3.00000001,"lo":1.99999999}]}},{"id":542,"key":"side-0-2-542","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":542,"trim":{"chart":0,"holes":[],"outer":542,"uv_bounds":[{"hi":8.350000009999995,"lo":7.749999989999993},{"hi":3.00000001,"lo":1.99999999}]}},{"id":543,"key":"top-543","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":543,"trim":{"chart":0,"holes":[],"outer":543,"uv_bounds":[{"hi":22.250000010000008,"lo":21.649999990000005},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":544,"key":"side-0-0-544","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":544,"trim":{"chart":0,"holes":[],"outer":544,"uv_bounds":[{"hi":52.25000001000001,"lo":51.649999990000005},{"hi":2.00000001,"lo":-1e-8}]}},{"id":545,"key":"side-0-2-545","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":545,"trim":{"chart":0,"holes":[],"outer":545,"uv_bounds":[{"hi":8.350000009999995,"lo":7.749999989999993},{"hi":2.00000001,"lo":-1e-8}]}},{"id":546,"key":"cut-44:right-546","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-44","entity":"cut-44","face":3,"key":"right"}]},"sense":"Reverse","shell_ref":0,"surface":546,"trim":{"chart":0,"holes":[],"outer":546,"uv_bounds":[{"hi":0.30000001000000004,"lo":0.09999999000000001},{"hi":2.00000001,"lo":-1e-8}]}},{"id":547,"key":"cut-45:left-547","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-45","entity":"cut-45","face":2,"key":"left"}]},"sense":"Reverse","shell_ref":0,"surface":547,"trim":{"chart":0,"holes":[],"outer":547,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":548,"key":"bottom-548","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":548,"trim":{"chart":0,"holes":[],"outer":548,"uv_bounds":[{"hi":22.250000010000008,"lo":21.649999990000005},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":549,"key":"side-0-0-549","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":549,"trim":{"chart":0,"holes":[],"outer":549,"uv_bounds":[{"hi":52.75000001000001,"lo":52.249999990000006},{"hi":3.00000001,"lo":1.99999999}]}},{"id":550,"key":"side-0-2-550","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":550,"trim":{"chart":0,"holes":[],"outer":550,"uv_bounds":[{"hi":7.750000009999993,"lo":7.249999989999993},{"hi":3.00000001,"lo":1.99999999}]}},{"id":551,"key":"top-551","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":551,"trim":{"chart":0,"holes":[],"outer":551,"uv_bounds":[{"hi":22.750000010000008,"lo":22.249999990000006},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":552,"key":"cut-45:top-552","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-45","entity":"cut-45","face":1,"key":"top"}]},"sense":"Reverse","shell_ref":0,"surface":552,"trim":{"chart":0,"holes":[],"outer":552,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":553,"key":"side-0-0-553","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":553,"trim":{"chart":0,"holes":[],"outer":553,"uv_bounds":[{"hi":53.35000001,"lo":52.749999990000006},{"hi":3.00000001,"lo":1.99999999}]}},{"id":554,"key":"side-0-2-554","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":554,"trim":{"chart":0,"holes":[],"outer":554,"uv_bounds":[{"hi":7.250000009999993,"lo":6.649999989999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":555,"key":"top-555","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":555,"trim":{"chart":0,"holes":[],"outer":555,"uv_bounds":[{"hi":23.350000010000002,"lo":22.749999990000006},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":556,"key":"side-0-0-556","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":556,"trim":{"chart":0,"holes":[],"outer":556,"uv_bounds":[{"hi":53.35000001,"lo":52.749999990000006},{"hi":2.00000001,"lo":-1e-8}]}},{"id":557,"key":"side-0-2-557","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":557,"trim":{"chart":0,"holes":[],"outer":557,"uv_bounds":[{"hi":7.250000009999993,"lo":6.649999989999999},{"hi":2.00000001,"lo":-1e-8}]}},{"id":558,"key":"cut-45:right-558","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-45","entity":"cut-45","face":3,"key":"right"}]},"sense":"Reverse","shell_ref":0,"surface":558,"trim":{"chart":0,"holes":[],"outer":558,"uv_bounds":[{"hi":0.30000001000000004,"lo":0.09999999000000001},{"hi":2.00000001,"lo":-1e-8}]}},{"id":559,"key":"cut-46:left-559","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-46","entity":"cut-46","face":2,"key":"left"}]},"sense":"Reverse","shell_ref":0,"surface":559,"trim":{"chart":0,"holes":[],"outer":559,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":560,"key":"bottom-560","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":560,"trim":{"chart":0,"holes":[],"outer":560,"uv_bounds":[{"hi":23.350000010000002,"lo":22.749999990000006},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":561,"key":"side-0-0-561","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":561,"trim":{"chart":0,"holes":[],"outer":561,"uv_bounds":[{"hi":53.85000001,"lo":53.34999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":562,"key":"side-0-2-562","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":562,"trim":{"chart":0,"holes":[],"outer":562,"uv_bounds":[{"hi":6.6500000099999985,"lo":6.149999989999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":563,"key":"top-563","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":563,"trim":{"chart":0,"holes":[],"outer":563,"uv_bounds":[{"hi":23.850000010000002,"lo":23.34999999},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":564,"key":"cut-46:top-564","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-46","entity":"cut-46","face":1,"key":"top"}]},"sense":"Reverse","shell_ref":0,"surface":564,"trim":{"chart":0,"holes":[],"outer":564,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":565,"key":"side-0-0-565","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":565,"trim":{"chart":0,"holes":[],"outer":565,"uv_bounds":[{"hi":54.450000010000004,"lo":53.84999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":566,"key":"side-0-2-566","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":566,"trim":{"chart":0,"holes":[],"outer":566,"uv_bounds":[{"hi":6.1500000099999985,"lo":5.549999989999997},{"hi":3.00000001,"lo":1.99999999}]}},{"id":567,"key":"top-567","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":567,"trim":{"chart":0,"holes":[],"outer":567,"uv_bounds":[{"hi":24.450000010000004,"lo":23.84999999},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":568,"key":"side-0-0-568","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":568,"trim":{"chart":0,"holes":[],"outer":568,"uv_bounds":[{"hi":54.450000010000004,"lo":53.84999999},{"hi":2.00000001,"lo":-1e-8}]}},{"id":569,"key":"side-0-2-569","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":569,"trim":{"chart":0,"holes":[],"outer":569,"uv_bounds":[{"hi":6.1500000099999985,"lo":5.549999989999997},{"hi":2.00000001,"lo":-1e-8}]}},{"id":570,"key":"cut-46:right-570","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-46","entity":"cut-46","face":3,"key":"right"}]},"sense":"Reverse","shell_ref":0,"surface":570,"trim":{"chart":0,"holes":[],"outer":570,"uv_bounds":[{"hi":0.30000001000000004,"lo":0.09999999000000001},{"hi":2.00000001,"lo":-1e-8}]}},{"id":571,"key":"cut-47:left-571","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-47","entity":"cut-47","face":2,"key":"left"}]},"sense":"Reverse","shell_ref":0,"surface":571,"trim":{"chart":0,"holes":[],"outer":571,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":572,"key":"bottom-572","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":572,"trim":{"chart":0,"holes":[],"outer":572,"uv_bounds":[{"hi":24.450000010000004,"lo":23.84999999},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":573,"key":"side-0-0-573","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":573,"trim":{"chart":0,"holes":[],"outer":573,"uv_bounds":[{"hi":54.950000010000004,"lo":54.44999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":574,"key":"side-0-2-574","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":574,"trim":{"chart":0,"holes":[],"outer":574,"uv_bounds":[{"hi":5.550000009999997,"lo":5.049999989999997},{"hi":3.00000001,"lo":1.99999999}]}},{"id":575,"key":"top-575","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":575,"trim":{"chart":0,"holes":[],"outer":575,"uv_bounds":[{"hi":24.950000010000004,"lo":24.449999990000002},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":576,"key":"cut-47:top-576","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-47","entity":"cut-47","face":1,"key":"top"}]},"sense":"Reverse","shell_ref":0,"surface":576,"trim":{"chart":0,"holes":[],"outer":576,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":577,"key":"side-0-0-577","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":577,"trim":{"chart":0,"holes":[],"outer":577,"uv_bounds":[{"hi":55.550000010000005,"lo":54.94999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":578,"key":"side-0-2-578","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":578,"trim":{"chart":0,"holes":[],"outer":578,"uv_bounds":[{"hi":5.050000009999997,"lo":4.449999989999996},{"hi":3.00000001,"lo":1.99999999}]}},{"id":579,"key":"top-579","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":579,"trim":{"chart":0,"holes":[],"outer":579,"uv_bounds":[{"hi":25.550000010000005,"lo":24.949999990000002},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":580,"key":"side-0-0-580","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":580,"trim":{"chart":0,"holes":[],"outer":580,"uv_bounds":[{"hi":55.550000010000005,"lo":54.94999999},{"hi":2.00000001,"lo":-1e-8}]}},{"id":581,"key":"side-0-2-581","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":581,"trim":{"chart":0,"holes":[],"outer":581,"uv_bounds":[{"hi":5.050000009999997,"lo":4.449999989999996},{"hi":2.00000001,"lo":-1e-8}]}},{"id":582,"key":"cut-47:right-582","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-47","entity":"cut-47","face":3,"key":"right"}]},"sense":"Reverse","shell_ref":0,"surface":582,"trim":{"chart":0,"holes":[],"outer":582,"uv_bounds":[{"hi":0.30000001000000004,"lo":0.09999999000000001},{"hi":2.00000001,"lo":-1e-8}]}},{"id":583,"key":"cut-48:left-583","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-48","entity":"cut-48","face":2,"key":"left"}]},"sense":"Reverse","shell_ref":0,"surface":583,"trim":{"chart":0,"holes":[],"outer":583,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":584,"key":"bottom-584","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":584,"trim":{"chart":0,"holes":[],"outer":584,"uv_bounds":[{"hi":25.550000010000005,"lo":24.949999990000002},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":585,"key":"side-0-0-585","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":585,"trim":{"chart":0,"holes":[],"outer":585,"uv_bounds":[{"hi":56.050000010000005,"lo":55.54999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":586,"key":"side-0-2-586","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":586,"trim":{"chart":0,"holes":[],"outer":586,"uv_bounds":[{"hi":4.450000009999996,"lo":3.949999989999996},{"hi":3.00000001,"lo":1.99999999}]}},{"id":587,"key":"top-587","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":587,"trim":{"chart":0,"holes":[],"outer":587,"uv_bounds":[{"hi":26.050000010000005,"lo":25.549999990000003},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":588,"key":"cut-48:top-588","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-48","entity":"cut-48","face":1,"key":"top"}]},"sense":"Reverse","shell_ref":0,"surface":588,"trim":{"chart":0,"holes":[],"outer":588,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":589,"key":"side-0-0-589","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":589,"trim":{"chart":0,"holes":[],"outer":589,"uv_bounds":[{"hi":56.65000001000001,"lo":56.04999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":590,"key":"side-0-2-590","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":590,"trim":{"chart":0,"holes":[],"outer":590,"uv_bounds":[{"hi":3.9500000099999957,"lo":3.3499999899999944},{"hi":3.00000001,"lo":1.99999999}]}},{"id":591,"key":"top-591","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":591,"trim":{"chart":0,"holes":[],"outer":591,"uv_bounds":[{"hi":26.650000010000007,"lo":26.049999990000003},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":592,"key":"side-0-0-592","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":592,"trim":{"chart":0,"holes":[],"outer":592,"uv_bounds":[{"hi":56.65000001000001,"lo":56.04999999},{"hi":2.00000001,"lo":-1e-8}]}},{"id":593,"key":"side-0-2-593","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":593,"trim":{"chart":0,"holes":[],"outer":593,"uv_bounds":[{"hi":3.9500000099999957,"lo":3.3499999899999944},{"hi":2.00000001,"lo":-1e-8}]}},{"id":594,"key":"cut-48:right-594","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-48","entity":"cut-48","face":3,"key":"right"}]},"sense":"Reverse","shell_ref":0,"surface":594,"trim":{"chart":0,"holes":[],"outer":594,"uv_bounds":[{"hi":0.30000001000000004,"lo":0.09999999000000001},{"hi":2.00000001,"lo":-1e-8}]}},{"id":595,"key":"cut-49:left-595","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-49","entity":"cut-49","face":2,"key":"left"}]},"sense":"Reverse","shell_ref":0,"surface":595,"trim":{"chart":0,"holes":[],"outer":595,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":596,"key":"bottom-596","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":596,"trim":{"chart":0,"holes":[],"outer":596,"uv_bounds":[{"hi":26.650000010000007,"lo":26.049999990000003},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":597,"key":"side-0-0-597","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":597,"trim":{"chart":0,"holes":[],"outer":597,"uv_bounds":[{"hi":57.15000001000001,"lo":56.649999990000005},{"hi":3.00000001,"lo":1.99999999}]}},{"id":598,"key":"side-0-2-598","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":598,"trim":{"chart":0,"holes":[],"outer":598,"uv_bounds":[{"hi":3.3500000099999943,"lo":2.8499999899999944},{"hi":3.00000001,"lo":1.99999999}]}},{"id":599,"key":"top-599","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":599,"trim":{"chart":0,"holes":[],"outer":599,"uv_bounds":[{"hi":27.150000010000007,"lo":26.649999990000005},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":600,"key":"cut-49:top-600","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-49","entity":"cut-49","face":1,"key":"top"}]},"sense":"Reverse","shell_ref":0,"surface":600,"trim":{"chart":0,"holes":[],"outer":600,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.30000001000000004,"lo":0.09999999000000001}]}},{"id":601,"key":"side-0-0-601","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":601,"trim":{"chart":0,"holes":[],"outer":601,"uv_bounds":[{"hi":60.00000001,"lo":57.149999990000005},{"hi":3.00000001,"lo":1.99999999}]}},{"id":602,"key":"side-0-2-602","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":602,"trim":{"chart":0,"holes":[],"outer":602,"uv_bounds":[{"hi":2.8500000099999943,"lo":-1e-8},{"hi":3.00000001,"lo":1.99999999}]}},{"id":603,"key":"side-0-1-603","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":603,"trim":{"chart":0,"holes":[],"outer":603,"uv_bounds":[{"hi":0.20000001,"lo":-1e-8},{"hi":3.00000001,"lo":1.99999999}]}},{"id":604,"key":"top-604","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":604,"trim":{"chart":0,"holes":[],"outer":604,"uv_bounds":[{"hi":30.00000001,"lo":27.149999990000005},{"hi":0.10000001,"lo":-0.10000001}]}},{"id":605,"key":"side-0-0-605","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":605,"trim":{"chart":0,"holes":[],"outer":605,"uv_bounds":[{"hi":60.00000001,"lo":57.149999990000005},{"hi":2.00000001,"lo":-1e-8}]}},{"id":606,"key":"side-0-2-606","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":606,"trim":{"chart":0,"holes":[],"outer":606,"uv_bounds":[{"hi":2.8500000099999943,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":607,"key":"cut-49:right-607","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"cut-49","entity":"cut-49","face":3,"key":"right"}]},"sense":"Reverse","shell_ref":0,"surface":607,"trim":{"chart":0,"holes":[],"outer":607,"uv_bounds":[{"hi":0.30000001000000004,"lo":0.09999999000000001},{"hi":2.00000001,"lo":-1e-8}]}},{"id":608,"key":"side-0-1-608","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":608,"trim":{"chart":0,"holes":[],"outer":608,"uv_bounds":[{"hi":0.20000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":609,"key":"bottom-609","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wall","entity":"wall","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":609,"trim":{"chart":0,"holes":[],"outer":609,"uv_bounds":[{"hi":30.00000001,"lo":27.149999990000005},{"hi":0.10000001,"lo":-0.10000001}]}}],"halfedges":[{"edge":0,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":1,"twin":18,"wire_ref":null},{"edge":1,"face":0,"from":1,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Reverse"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":2,"twin":39,"wire_ref":null},{"edge":2,"face":0,"from":2,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":3,"twin":15,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":10,"wire_ref":null},{"edge":4,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":13,"wire_ref":null},{"edge":5,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":6,"twin":43,"wire_ref":null},{"edge":6,"face":1,"from":6,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":7,"twin":20,"wire_ref":null},{"edge":7,"face":1,"from":7,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":8,"wire_ref":null},{"edge":7,"face":2,"from":4,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":7,"twin":7,"wire_ref":null},{"edge":8,"face":2,"from":7,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Reverse"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":0,"twin":27,"wire_ref":null},{"edge":3,"face":2,"from":0,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":3,"twin":3,"wire_ref":null},{"edge":9,"face":2,"from":3,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Forward"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":4,"twin":14,"wire_ref":null},{"edge":10,"face":3,"from":2,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":5,"twin":46,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Reverse"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":4,"twin":4,"wire_ref":null},{"edge":9,"face":3,"from":4,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":3,"twin":11,"wire_ref":null},{"edge":2,"face":3,"from":3,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Forward"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":2,"twin":2,"wire_ref":null},{"edge":11,"face":4,"from":8,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":9,"twin":35,"wire_ref":null},{"edge":12,"face":4,"from":9,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Reverse"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":1,"twin":28,"wire_ref":null},{"edge":0,"face":4,"from":1,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":0,"twin":0,"wire_ref":null},{"edge":13,"face":4,"from":0,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Forward"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":8,"twin":26,"wire_ref":null},{"edge":6,"face":5,"from":7,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":6,"twin":6,"wire_ref":null},{"edge":14,"face":5,"from":6,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":10,"twin":30,"wire_ref":null},{"edge":15,"face":5,"from":10,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":11,"twin":33,"wire_ref":null},{"edge":16,"face":5,"from":11,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":7,"twin":24,"wire_ref":null},{"edge":16,"face":6,"from":7,"geometry_use":{"pcurve":24,"periodic_lift":[0,0],"sense":"Forward"},"id":24,"loop_ref":6,"next":25,"prev":27,"to":11,"twin":23,"wire_ref":null},{"edge":17,"face":6,"from":11,"geometry_use":{"pcurve":25,"periodic_lift":[0,0],"sense":"Reverse"},"id":25,"loop_ref":6,"next":26,"prev":24,"to":8,"twin":32,"wire_ref":null},{"edge":13,"face":6,"from":8,"geometry_use":{"pcurve":26,"periodic_lift":[0,0],"sense":"Reverse"},"id":26,"loop_ref":6,"next":27,"prev":25,"to":0,"twin":19,"wire_ref":null},{"edge":8,"face":6,"from":0,"geometry_use":{"pcurve":27,"periodic_lift":[0,0],"sense":"Forward"},"id":27,"loop_ref":6,"next":24,"prev":26,"to":7,"twin":9,"wire_ref":null},{"edge":12,"face":7,"from":1,"geometry_use":{"pcurve":28,"periodic_lift":[0,0],"sense":"Forward"},"id":28,"loop_ref":7,"next":29,"prev":31,"to":9,"twin":17,"wire_ref":null},{"edge":18,"face":7,"from":9,"geometry_use":{"pcurve":29,"periodic_lift":[0,0],"sense":"Forward"},"id":29,"loop_ref":7,"next":30,"prev":28,"to":10,"twin":34,"wire_ref":null},{"edge":14,"face":7,"from":10,"geometry_use":{"pcurve":30,"periodic_lift":[0,0],"sense":"Reverse"},"id":30,"loop_ref":7,"next":31,"prev":29,"to":6,"twin":21,"wire_ref":null},{"edge":19,"face":7,"from":6,"geometry_use":{"pcurve":31,"periodic_lift":[0,0],"sense":"Reverse"},"id":31,"loop_ref":7,"next":28,"prev":30,"to":1,"twin":48,"wire_ref":null},{"edge":17,"face":8,"from":8,"geometry_use":{"pcurve":32,"periodic_lift":[0,0],"sense":"Forward"},"id":32,"loop_ref":8,"next":33,"prev":35,"to":11,"twin":25,"wire_ref":null},{"edge":15,"face":8,"from":11,"geometry_use":{"pcurve":33,"periodic_lift":[0,0],"sense":"Forward"},"id":33,"loop_ref":8,"next":34,"prev":32,"to":10,"twin":22,"wire_ref":null},{"edge":18,"face":8,"from":10,"geometry_use":{"pcurve":34,"periodic_lift":[0,0],"sense":"Reverse"},"id":34,"loop_ref":8,"next":35,"prev":33,"to":9,"twin":29,"wire_ref":null},{"edge":11,"face":8,"from":9,"geometry_use":{"pcurve":35,"periodic_lift":[0,0],"sense":"Reverse"},"id":35,"loop_ref":8,"next":32,"prev":34,"to":8,"twin":16,"wire_ref":null},{"edge":20,"face":9,"from":1,"geometry_use":{"pcurve":36,"periodic_lift":[0,0],"sense":"Forward"},"id":36,"loop_ref":9,"next":37,"prev":39,"to":12,"twin":51,"wire_ref":null},{"edge":21,"face":9,"from":12,"geometry_use":{"pcurve":37,"periodic_lift":[0,0],"sense":"Reverse"},"id":37,"loop_ref":9,"next":38,"prev":36,"to":13,"twin":55,"wire_ref":null},{"edge":22,"face":9,"from":13,"geometry_use":{"pcurve":38,"periodic_lift":[0,0],"sense":"Reverse"},"id":38,"loop_ref":9,"next":39,"prev":37,"to":2,"twin":47,"wire_ref":null},{"edge":1,"face":9,"from":2,"geometry_use":{"pcurve":39,"periodic_lift":[0,0],"sense":"Forward"},"id":39,"loop_ref":9,"next":36,"prev":38,"to":1,"twin":1,"wire_ref":null},{"edge":23,"face":10,"from":5,"geometry_use":{"pcurve":40,"periodic_lift":[0,0],"sense":"Forward"},"id":40,"loop_ref":10,"next":41,"prev":43,"to":14,"twin":45,"wire_ref":null},{"edge":24,"face":10,"from":14,"geometry_use":{"pcurve":41,"periodic_lift":[0,0],"sense":"Forward"},"id":41,"loop_ref":10,"next":42,"prev":40,"to":15,"twin":59,"wire_ref":null},{"edge":25,"face":10,"from":15,"geometry_use":{"pcurve":42,"periodic_lift":[0,0],"sense":"Reverse"},"id":42,"loop_ref":10,"next":43,"prev":41,"to":6,"twin":49,"wire_ref":null},{"edge":5,"face":10,"from":6,"geometry_use":{"pcurve":43,"periodic_lift":[0,0],"sense":"Reverse"},"id":43,"loop_ref":10,"next":40,"prev":42,"to":5,"twin":5,"wire_ref":null},{"edge":26,"face":11,"from":13,"geometry_use":{"pcurve":44,"periodic_lift":[0,0],"sense":"Forward"},"id":44,"loop_ref":11,"next":45,"prev":47,"to":14,"twin":62,"wire_ref":null},{"edge":23,"face":11,"from":14,"geometry_use":{"pcurve":45,"periodic_lift":[0,0],"sense":"Reverse"},"id":45,"loop_ref":11,"next":46,"prev":44,"to":5,"twin":40,"wire_ref":null},{"edge":10,"face":11,"from":5,"geometry_use":{"pcurve":46,"periodic_lift":[0,0],"sense":"Reverse"},"id":46,"loop_ref":11,"next":47,"prev":45,"to":2,"twin":12,"wire_ref":null},{"edge":22,"face":11,"from":2,"geometry_use":{"pcurve":47,"periodic_lift":[0,0],"sense":"Forward"},"id":47,"loop_ref":11,"next":44,"prev":46,"to":13,"twin":38,"wire_ref":null},{"edge":19,"face":12,"from":1,"geometry_use":{"pcurve":48,"periodic_lift":[0,0],"sense":"Forward"},"id":48,"loop_ref":12,"next":49,"prev":51,"to":6,"twin":31,"wire_ref":null},{"edge":25,"face":12,"from":6,"geometry_use":{"pcurve":49,"periodic_lift":[0,0],"sense":"Forward"},"id":49,"loop_ref":12,"next":50,"prev":48,"to":15,"twin":42,"wire_ref":null},{"edge":27,"face":12,"from":15,"geometry_use":{"pcurve":50,"periodic_lift":[0,0],"sense":"Reverse"},"id":50,"loop_ref":12,"next":51,"prev":49,"to":12,"twin":75,"wire_ref":null},{"edge":20,"face":12,"from":12,"geometry_use":{"pcurve":51,"periodic_lift":[0,0],"sense":"Reverse"},"id":51,"loop_ref":12,"next":48,"prev":50,"to":1,"twin":36,"wire_ref":null},{"edge":28,"face":13,"from":12,"geometry_use":{"pcurve":52,"periodic_lift":[0,0],"sense":"Forward"},"id":52,"loop_ref":13,"next":53,"prev":55,"to":16,"twin":66,"wire_ref":null},{"edge":29,"face":13,"from":16,"geometry_use":{"pcurve":53,"periodic_lift":[0,0],"sense":"Reverse"},"id":53,"loop_ref":13,"next":54,"prev":52,"to":17,"twin":87,"wire_ref":null},{"edge":30,"face":13,"from":17,"geometry_use":{"pcurve":54,"periodic_lift":[0,0],"sense":"Reverse"},"id":54,"loop_ref":13,"next":55,"prev":53,"to":13,"twin":63,"wire_ref":null},{"edge":21,"face":13,"from":13,"geometry_use":{"pcurve":55,"periodic_lift":[0,0],"sense":"Forward"},"id":55,"loop_ref":13,"next":52,"prev":54,"to":12,"twin":37,"wire_ref":null},{"edge":31,"face":14,"from":14,"geometry_use":{"pcurve":56,"periodic_lift":[0,0],"sense":"Forward"},"id":56,"loop_ref":14,"next":57,"prev":59,"to":18,"twin":61,"wire_ref":null},{"edge":32,"face":14,"from":18,"geometry_use":{"pcurve":57,"periodic_lift":[0,0],"sense":"Forward"},"id":57,"loop_ref":14,"next":58,"prev":56,"to":19,"twin":91,"wire_ref":null},{"edge":33,"face":14,"from":19,"geometry_use":{"pcurve":58,"periodic_lift":[0,0],"sense":"Reverse"},"id":58,"loop_ref":14,"next":59,"prev":57,"to":15,"twin":68,"wire_ref":null},{"edge":24,"face":14,"from":15,"geometry_use":{"pcurve":59,"periodic_lift":[0,0],"sense":"Reverse"},"id":59,"loop_ref":14,"next":56,"prev":58,"to":14,"twin":41,"wire_ref":null},{"edge":34,"face":15,"from":17,"geometry_use":{"pcurve":60,"periodic_lift":[0,0],"sense":"Forward"},"id":60,"loop_ref":15,"next":61,"prev":63,"to":18,"twin":94,"wire_ref":null},{"edge":31,"face":15,"from":18,"geometry_use":{"pcurve":61,"periodic_lift":[0,0],"sense":"Reverse"},"id":61,"loop_ref":15,"next":62,"prev":60,"to":14,"twin":56,"wire_ref":null},{"edge":26,"face":15,"from":14,"geometry_use":{"pcurve":62,"periodic_lift":[0,0],"sense":"Reverse"},"id":62,"loop_ref":15,"next":63,"prev":61,"to":13,"twin":44,"wire_ref":null},{"edge":30,"face":15,"from":13,"geometry_use":{"pcurve":63,"periodic_lift":[0,0],"sense":"Forward"},"id":63,"loop_ref":15,"next":60,"prev":62,"to":17,"twin":54,"wire_ref":null},{"edge":35,"face":16,"from":20,"geometry_use":{"pcurve":64,"periodic_lift":[0,0],"sense":"Forward"},"id":64,"loop_ref":16,"next":65,"prev":67,"to":21,"twin":83,"wire_ref":null},{"edge":36,"face":16,"from":21,"geometry_use":{"pcurve":65,"periodic_lift":[0,0],"sense":"Reverse"},"id":65,"loop_ref":16,"next":66,"prev":64,"to":16,"twin":76,"wire_ref":null},{"edge":28,"face":16,"from":16,"geometry_use":{"pcurve":66,"periodic_lift":[0,0],"sense":"Reverse"},"id":66,"loop_ref":16,"next":67,"prev":65,"to":12,"twin":52,"wire_ref":null},{"edge":37,"face":16,"from":12,"geometry_use":{"pcurve":67,"periodic_lift":[0,0],"sense":"Forward"},"id":67,"loop_ref":16,"next":64,"prev":66,"to":20,"twin":74,"wire_ref":null},{"edge":33,"face":17,"from":15,"geometry_use":{"pcurve":68,"periodic_lift":[0,0],"sense":"Forward"},"id":68,"loop_ref":17,"next":69,"prev":71,"to":19,"twin":58,"wire_ref":null},{"edge":38,"face":17,"from":19,"geometry_use":{"pcurve":69,"periodic_lift":[0,0],"sense":"Forward"},"id":69,"loop_ref":17,"next":70,"prev":68,"to":22,"twin":78,"wire_ref":null},{"edge":39,"face":17,"from":22,"geometry_use":{"pcurve":70,"periodic_lift":[0,0],"sense":"Reverse"},"id":70,"loop_ref":17,"next":71,"prev":69,"to":23,"twin":81,"wire_ref":null},{"edge":40,"face":17,"from":23,"geometry_use":{"pcurve":71,"periodic_lift":[0,0],"sense":"Reverse"},"id":71,"loop_ref":17,"next":68,"prev":70,"to":15,"twin":72,"wire_ref":null},{"edge":40,"face":18,"from":15,"geometry_use":{"pcurve":72,"periodic_lift":[0,0],"sense":"Forward"},"id":72,"loop_ref":18,"next":73,"prev":75,"to":23,"twin":71,"wire_ref":null},{"edge":41,"face":18,"from":23,"geometry_use":{"pcurve":73,"periodic_lift":[0,0],"sense":"Reverse"},"id":73,"loop_ref":18,"next":74,"prev":72,"to":20,"twin":80,"wire_ref":null},{"edge":37,"face":18,"from":20,"geometry_use":{"pcurve":74,"periodic_lift":[0,0],"sense":"Reverse"},"id":74,"loop_ref":18,"next":75,"prev":73,"to":12,"twin":67,"wire_ref":null},{"edge":27,"face":18,"from":12,"geometry_use":{"pcurve":75,"periodic_lift":[0,0],"sense":"Forward"},"id":75,"loop_ref":18,"next":72,"prev":74,"to":15,"twin":50,"wire_ref":null},{"edge":36,"face":19,"from":16,"geometry_use":{"pcurve":76,"periodic_lift":[0,0],"sense":"Forward"},"id":76,"loop_ref":19,"next":77,"prev":79,"to":21,"twin":65,"wire_ref":null},{"edge":42,"face":19,"from":21,"geometry_use":{"pcurve":77,"periodic_lift":[0,0],"sense":"Forward"},"id":77,"loop_ref":19,"next":78,"prev":76,"to":22,"twin":82,"wire_ref":null},{"edge":38,"face":19,"from":22,"geometry_use":{"pcurve":78,"periodic_lift":[0,0],"sense":"Reverse"},"id":78,"loop_ref":19,"next":79,"prev":77,"to":19,"twin":69,"wire_ref":null},{"edge":43,"face":19,"from":19,"geometry_use":{"pcurve":79,"periodic_lift":[0,0],"sense":"Reverse"},"id":79,"loop_ref":19,"next":76,"prev":78,"to":16,"twin":96,"wire_ref":null},{"edge":41,"face":20,"from":20,"geometry_use":{"pcurve":80,"periodic_lift":[0,0],"sense":"Forward"},"id":80,"loop_ref":20,"next":81,"prev":83,"to":23,"twin":73,"wire_ref":null},{"edge":39,"face":20,"from":23,"geometry_use":{"pcurve":81,"periodic_lift":[0,0],"sense":"Forward"},"id":81,"loop_ref":20,"next":82,"prev":80,"to":22,"twin":70,"wire_ref":null},{"edge":42,"face":20,"from":22,"geometry_use":{"pcurve":82,"periodic_lift":[0,0],"sense":"Reverse"},"id":82,"loop_ref":20,"next":83,"prev":81,"to":21,"twin":77,"wire_ref":null},{"edge":35,"face":20,"from":21,"geometry_use":{"pcurve":83,"periodic_lift":[0,0],"sense":"Reverse"},"id":83,"loop_ref":20,"next":80,"prev":82,"to":20,"twin":64,"wire_ref":null},{"edge":44,"face":21,"from":16,"geometry_use":{"pcurve":84,"periodic_lift":[0,0],"sense":"Forward"},"id":84,"loop_ref":21,"next":85,"prev":87,"to":24,"twin":99,"wire_ref":null},{"edge":45,"face":21,"from":24,"geometry_use":{"pcurve":85,"periodic_lift":[0,0],"sense":"Reverse"},"id":85,"loop_ref":21,"next":86,"prev":84,"to":25,"twin":103,"wire_ref":null},{"edge":46,"face":21,"from":25,"geometry_use":{"pcurve":86,"periodic_lift":[0,0],"sense":"Reverse"},"id":86,"loop_ref":21,"next":87,"prev":85,"to":17,"twin":95,"wire_ref":null},{"edge":29,"face":21,"from":17,"geometry_use":{"pcurve":87,"periodic_lift":[0,0],"sense":"Forward"},"id":87,"loop_ref":21,"next":84,"prev":86,"to":16,"twin":53,"wire_ref":null},{"edge":47,"face":22,"from":18,"geometry_use":{"pcurve":88,"periodic_lift":[0,0],"sense":"Forward"},"id":88,"loop_ref":22,"next":89,"prev":91,"to":26,"twin":93,"wire_ref":null},{"edge":48,"face":22,"from":26,"geometry_use":{"pcurve":89,"periodic_lift":[0,0],"sense":"Forward"},"id":89,"loop_ref":22,"next":90,"prev":88,"to":27,"twin":107,"wire_ref":null},{"edge":49,"face":22,"from":27,"geometry_use":{"pcurve":90,"periodic_lift":[0,0],"sense":"Reverse"},"id":90,"loop_ref":22,"next":91,"prev":89,"to":19,"twin":97,"wire_ref":null},{"edge":32,"face":22,"from":19,"geometry_use":{"pcurve":91,"periodic_lift":[0,0],"sense":"Reverse"},"id":91,"loop_ref":22,"next":88,"prev":90,"to":18,"twin":57,"wire_ref":null},{"edge":50,"face":23,"from":25,"geometry_use":{"pcurve":92,"periodic_lift":[0,0],"sense":"Forward"},"id":92,"loop_ref":23,"next":93,"prev":95,"to":26,"twin":110,"wire_ref":null},{"edge":47,"face":23,"from":26,"geometry_use":{"pcurve":93,"periodic_lift":[0,0],"sense":"Reverse"},"id":93,"loop_ref":23,"next":94,"prev":92,"to":18,"twin":88,"wire_ref":null},{"edge":34,"face":23,"from":18,"geometry_use":{"pcurve":94,"periodic_lift":[0,0],"sense":"Reverse"},"id":94,"loop_ref":23,"next":95,"prev":93,"to":17,"twin":60,"wire_ref":null},{"edge":46,"face":23,"from":17,"geometry_use":{"pcurve":95,"periodic_lift":[0,0],"sense":"Forward"},"id":95,"loop_ref":23,"next":92,"prev":94,"to":25,"twin":86,"wire_ref":null},{"edge":43,"face":24,"from":16,"geometry_use":{"pcurve":96,"periodic_lift":[0,0],"sense":"Forward"},"id":96,"loop_ref":24,"next":97,"prev":99,"to":19,"twin":79,"wire_ref":null},{"edge":49,"face":24,"from":19,"geometry_use":{"pcurve":97,"periodic_lift":[0,0],"sense":"Forward"},"id":97,"loop_ref":24,"next":98,"prev":96,"to":27,"twin":90,"wire_ref":null},{"edge":51,"face":24,"from":27,"geometry_use":{"pcurve":98,"periodic_lift":[0,0],"sense":"Reverse"},"id":98,"loop_ref":24,"next":99,"prev":97,"to":24,"twin":123,"wire_ref":null},{"edge":44,"face":24,"from":24,"geometry_use":{"pcurve":99,"periodic_lift":[0,0],"sense":"Reverse"},"id":99,"loop_ref":24,"next":96,"prev":98,"to":16,"twin":84,"wire_ref":null},{"edge":52,"face":25,"from":24,"geometry_use":{"pcurve":100,"periodic_lift":[0,0],"sense":"Forward"},"id":100,"loop_ref":25,"next":101,"prev":103,"to":28,"twin":114,"wire_ref":null},{"edge":53,"face":25,"from":28,"geometry_use":{"pcurve":101,"periodic_lift":[0,0],"sense":"Reverse"},"id":101,"loop_ref":25,"next":102,"prev":100,"to":29,"twin":135,"wire_ref":null},{"edge":54,"face":25,"from":29,"geometry_use":{"pcurve":102,"periodic_lift":[0,0],"sense":"Reverse"},"id":102,"loop_ref":25,"next":103,"prev":101,"to":25,"twin":111,"wire_ref":null},{"edge":45,"face":25,"from":25,"geometry_use":{"pcurve":103,"periodic_lift":[0,0],"sense":"Forward"},"id":103,"loop_ref":25,"next":100,"prev":102,"to":24,"twin":85,"wire_ref":null},{"edge":55,"face":26,"from":26,"geometry_use":{"pcurve":104,"periodic_lift":[0,0],"sense":"Forward"},"id":104,"loop_ref":26,"next":105,"prev":107,"to":30,"twin":109,"wire_ref":null},{"edge":56,"face":26,"from":30,"geometry_use":{"pcurve":105,"periodic_lift":[0,0],"sense":"Forward"},"id":105,"loop_ref":26,"next":106,"prev":104,"to":31,"twin":139,"wire_ref":null},{"edge":57,"face":26,"from":31,"geometry_use":{"pcurve":106,"periodic_lift":[0,0],"sense":"Reverse"},"id":106,"loop_ref":26,"next":107,"prev":105,"to":27,"twin":116,"wire_ref":null},{"edge":48,"face":26,"from":27,"geometry_use":{"pcurve":107,"periodic_lift":[0,0],"sense":"Reverse"},"id":107,"loop_ref":26,"next":104,"prev":106,"to":26,"twin":89,"wire_ref":null},{"edge":58,"face":27,"from":29,"geometry_use":{"pcurve":108,"periodic_lift":[0,0],"sense":"Forward"},"id":108,"loop_ref":27,"next":109,"prev":111,"to":30,"twin":142,"wire_ref":null},{"edge":55,"face":27,"from":30,"geometry_use":{"pcurve":109,"periodic_lift":[0,0],"sense":"Reverse"},"id":109,"loop_ref":27,"next":110,"prev":108,"to":26,"twin":104,"wire_ref":null},{"edge":50,"face":27,"from":26,"geometry_use":{"pcurve":110,"periodic_lift":[0,0],"sense":"Reverse"},"id":110,"loop_ref":27,"next":111,"prev":109,"to":25,"twin":92,"wire_ref":null},{"edge":54,"face":27,"from":25,"geometry_use":{"pcurve":111,"periodic_lift":[0,0],"sense":"Forward"},"id":111,"loop_ref":27,"next":108,"prev":110,"to":29,"twin":102,"wire_ref":null},{"edge":59,"face":28,"from":32,"geometry_use":{"pcurve":112,"periodic_lift":[0,0],"sense":"Forward"},"id":112,"loop_ref":28,"next":113,"prev":115,"to":33,"twin":131,"wire_ref":null},{"edge":60,"face":28,"from":33,"geometry_use":{"pcurve":113,"periodic_lift":[0,0],"sense":"Reverse"},"id":113,"loop_ref":28,"next":114,"prev":112,"to":28,"twin":124,"wire_ref":null},{"edge":52,"face":28,"from":28,"geometry_use":{"pcurve":114,"periodic_lift":[0,0],"sense":"Reverse"},"id":114,"loop_ref":28,"next":115,"prev":113,"to":24,"twin":100,"wire_ref":null},{"edge":61,"face":28,"from":24,"geometry_use":{"pcurve":115,"periodic_lift":[0,0],"sense":"Forward"},"id":115,"loop_ref":28,"next":112,"prev":114,"to":32,"twin":122,"wire_ref":null},{"edge":57,"face":29,"from":27,"geometry_use":{"pcurve":116,"periodic_lift":[0,0],"sense":"Forward"},"id":116,"loop_ref":29,"next":117,"prev":119,"to":31,"twin":106,"wire_ref":null},{"edge":62,"face":29,"from":31,"geometry_use":{"pcurve":117,"periodic_lift":[0,0],"sense":"Forward"},"id":117,"loop_ref":29,"next":118,"prev":116,"to":34,"twin":126,"wire_ref":null},{"edge":63,"face":29,"from":34,"geometry_use":{"pcurve":118,"periodic_lift":[0,0],"sense":"Reverse"},"id":118,"loop_ref":29,"next":119,"prev":117,"to":35,"twin":129,"wire_ref":null},{"edge":64,"face":29,"from":35,"geometry_use":{"pcurve":119,"periodic_lift":[0,0],"sense":"Reverse"},"id":119,"loop_ref":29,"next":116,"prev":118,"to":27,"twin":120,"wire_ref":null},{"edge":64,"face":30,"from":27,"geometry_use":{"pcurve":120,"periodic_lift":[0,0],"sense":"Forward"},"id":120,"loop_ref":30,"next":121,"prev":123,"to":35,"twin":119,"wire_ref":null},{"edge":65,"face":30,"from":35,"geometry_use":{"pcurve":121,"periodic_lift":[0,0],"sense":"Reverse"},"id":121,"loop_ref":30,"next":122,"prev":120,"to":32,"twin":128,"wire_ref":null},{"edge":61,"face":30,"from":32,"geometry_use":{"pcurve":122,"periodic_lift":[0,0],"sense":"Reverse"},"id":122,"loop_ref":30,"next":123,"prev":121,"to":24,"twin":115,"wire_ref":null},{"edge":51,"face":30,"from":24,"geometry_use":{"pcurve":123,"periodic_lift":[0,0],"sense":"Forward"},"id":123,"loop_ref":30,"next":120,"prev":122,"to":27,"twin":98,"wire_ref":null},{"edge":60,"face":31,"from":28,"geometry_use":{"pcurve":124,"periodic_lift":[0,0],"sense":"Forward"},"id":124,"loop_ref":31,"next":125,"prev":127,"to":33,"twin":113,"wire_ref":null},{"edge":66,"face":31,"from":33,"geometry_use":{"pcurve":125,"periodic_lift":[0,0],"sense":"Forward"},"id":125,"loop_ref":31,"next":126,"prev":124,"to":34,"twin":130,"wire_ref":null},{"edge":62,"face":31,"from":34,"geometry_use":{"pcurve":126,"periodic_lift":[0,0],"sense":"Reverse"},"id":126,"loop_ref":31,"next":127,"prev":125,"to":31,"twin":117,"wire_ref":null},{"edge":67,"face":31,"from":31,"geometry_use":{"pcurve":127,"periodic_lift":[0,0],"sense":"Reverse"},"id":127,"loop_ref":31,"next":124,"prev":126,"to":28,"twin":144,"wire_ref":null},{"edge":65,"face":32,"from":32,"geometry_use":{"pcurve":128,"periodic_lift":[0,0],"sense":"Forward"},"id":128,"loop_ref":32,"next":129,"prev":131,"to":35,"twin":121,"wire_ref":null},{"edge":63,"face":32,"from":35,"geometry_use":{"pcurve":129,"periodic_lift":[0,0],"sense":"Forward"},"id":129,"loop_ref":32,"next":130,"prev":128,"to":34,"twin":118,"wire_ref":null},{"edge":66,"face":32,"from":34,"geometry_use":{"pcurve":130,"periodic_lift":[0,0],"sense":"Reverse"},"id":130,"loop_ref":32,"next":131,"prev":129,"to":33,"twin":125,"wire_ref":null},{"edge":59,"face":32,"from":33,"geometry_use":{"pcurve":131,"periodic_lift":[0,0],"sense":"Reverse"},"id":131,"loop_ref":32,"next":128,"prev":130,"to":32,"twin":112,"wire_ref":null},{"edge":68,"face":33,"from":28,"geometry_use":{"pcurve":132,"periodic_lift":[0,0],"sense":"Forward"},"id":132,"loop_ref":33,"next":133,"prev":135,"to":36,"twin":147,"wire_ref":null},{"edge":69,"face":33,"from":36,"geometry_use":{"pcurve":133,"periodic_lift":[0,0],"sense":"Reverse"},"id":133,"loop_ref":33,"next":134,"prev":132,"to":37,"twin":151,"wire_ref":null},{"edge":70,"face":33,"from":37,"geometry_use":{"pcurve":134,"periodic_lift":[0,0],"sense":"Reverse"},"id":134,"loop_ref":33,"next":135,"prev":133,"to":29,"twin":143,"wire_ref":null},{"edge":53,"face":33,"from":29,"geometry_use":{"pcurve":135,"periodic_lift":[0,0],"sense":"Forward"},"id":135,"loop_ref":33,"next":132,"prev":134,"to":28,"twin":101,"wire_ref":null},{"edge":71,"face":34,"from":30,"geometry_use":{"pcurve":136,"periodic_lift":[0,0],"sense":"Forward"},"id":136,"loop_ref":34,"next":137,"prev":139,"to":38,"twin":141,"wire_ref":null},{"edge":72,"face":34,"from":38,"geometry_use":{"pcurve":137,"periodic_lift":[0,0],"sense":"Forward"},"id":137,"loop_ref":34,"next":138,"prev":136,"to":39,"twin":155,"wire_ref":null},{"edge":73,"face":34,"from":39,"geometry_use":{"pcurve":138,"periodic_lift":[0,0],"sense":"Reverse"},"id":138,"loop_ref":34,"next":139,"prev":137,"to":31,"twin":145,"wire_ref":null},{"edge":56,"face":34,"from":31,"geometry_use":{"pcurve":139,"periodic_lift":[0,0],"sense":"Reverse"},"id":139,"loop_ref":34,"next":136,"prev":138,"to":30,"twin":105,"wire_ref":null},{"edge":74,"face":35,"from":37,"geometry_use":{"pcurve":140,"periodic_lift":[0,0],"sense":"Forward"},"id":140,"loop_ref":35,"next":141,"prev":143,"to":38,"twin":158,"wire_ref":null},{"edge":71,"face":35,"from":38,"geometry_use":{"pcurve":141,"periodic_lift":[0,0],"sense":"Reverse"},"id":141,"loop_ref":35,"next":142,"prev":140,"to":30,"twin":136,"wire_ref":null},{"edge":58,"face":35,"from":30,"geometry_use":{"pcurve":142,"periodic_lift":[0,0],"sense":"Reverse"},"id":142,"loop_ref":35,"next":143,"prev":141,"to":29,"twin":108,"wire_ref":null},{"edge":70,"face":35,"from":29,"geometry_use":{"pcurve":143,"periodic_lift":[0,0],"sense":"Forward"},"id":143,"loop_ref":35,"next":140,"prev":142,"to":37,"twin":134,"wire_ref":null},{"edge":67,"face":36,"from":28,"geometry_use":{"pcurve":144,"periodic_lift":[0,0],"sense":"Forward"},"id":144,"loop_ref":36,"next":145,"prev":147,"to":31,"twin":127,"wire_ref":null},{"edge":73,"face":36,"from":31,"geometry_use":{"pcurve":145,"periodic_lift":[0,0],"sense":"Forward"},"id":145,"loop_ref":36,"next":146,"prev":144,"to":39,"twin":138,"wire_ref":null},{"edge":75,"face":36,"from":39,"geometry_use":{"pcurve":146,"periodic_lift":[0,0],"sense":"Reverse"},"id":146,"loop_ref":36,"next":147,"prev":145,"to":36,"twin":171,"wire_ref":null},{"edge":68,"face":36,"from":36,"geometry_use":{"pcurve":147,"periodic_lift":[0,0],"sense":"Reverse"},"id":147,"loop_ref":36,"next":144,"prev":146,"to":28,"twin":132,"wire_ref":null},{"edge":76,"face":37,"from":36,"geometry_use":{"pcurve":148,"periodic_lift":[0,0],"sense":"Forward"},"id":148,"loop_ref":37,"next":149,"prev":151,"to":40,"twin":162,"wire_ref":null},{"edge":77,"face":37,"from":40,"geometry_use":{"pcurve":149,"periodic_lift":[0,0],"sense":"Reverse"},"id":149,"loop_ref":37,"next":150,"prev":148,"to":41,"twin":183,"wire_ref":null},{"edge":78,"face":37,"from":41,"geometry_use":{"pcurve":150,"periodic_lift":[0,0],"sense":"Reverse"},"id":150,"loop_ref":37,"next":151,"prev":149,"to":37,"twin":159,"wire_ref":null},{"edge":69,"face":37,"from":37,"geometry_use":{"pcurve":151,"periodic_lift":[0,0],"sense":"Forward"},"id":151,"loop_ref":37,"next":148,"prev":150,"to":36,"twin":133,"wire_ref":null},{"edge":79,"face":38,"from":38,"geometry_use":{"pcurve":152,"periodic_lift":[0,0],"sense":"Forward"},"id":152,"loop_ref":38,"next":153,"prev":155,"to":42,"twin":157,"wire_ref":null},{"edge":80,"face":38,"from":42,"geometry_use":{"pcurve":153,"periodic_lift":[0,0],"sense":"Forward"},"id":153,"loop_ref":38,"next":154,"prev":152,"to":43,"twin":187,"wire_ref":null},{"edge":81,"face":38,"from":43,"geometry_use":{"pcurve":154,"periodic_lift":[0,0],"sense":"Reverse"},"id":154,"loop_ref":38,"next":155,"prev":153,"to":39,"twin":164,"wire_ref":null},{"edge":72,"face":38,"from":39,"geometry_use":{"pcurve":155,"periodic_lift":[0,0],"sense":"Reverse"},"id":155,"loop_ref":38,"next":152,"prev":154,"to":38,"twin":137,"wire_ref":null},{"edge":82,"face":39,"from":41,"geometry_use":{"pcurve":156,"periodic_lift":[0,0],"sense":"Forward"},"id":156,"loop_ref":39,"next":157,"prev":159,"to":42,"twin":190,"wire_ref":null},{"edge":79,"face":39,"from":42,"geometry_use":{"pcurve":157,"periodic_lift":[0,0],"sense":"Reverse"},"id":157,"loop_ref":39,"next":158,"prev":156,"to":38,"twin":152,"wire_ref":null},{"edge":74,"face":39,"from":38,"geometry_use":{"pcurve":158,"periodic_lift":[0,0],"sense":"Reverse"},"id":158,"loop_ref":39,"next":159,"prev":157,"to":37,"twin":140,"wire_ref":null},{"edge":78,"face":39,"from":37,"geometry_use":{"pcurve":159,"periodic_lift":[0,0],"sense":"Forward"},"id":159,"loop_ref":39,"next":156,"prev":158,"to":41,"twin":150,"wire_ref":null},{"edge":83,"face":40,"from":44,"geometry_use":{"pcurve":160,"periodic_lift":[0,0],"sense":"Forward"},"id":160,"loop_ref":40,"next":161,"prev":163,"to":45,"twin":179,"wire_ref":null},{"edge":84,"face":40,"from":45,"geometry_use":{"pcurve":161,"periodic_lift":[0,0],"sense":"Reverse"},"id":161,"loop_ref":40,"next":162,"prev":160,"to":40,"twin":172,"wire_ref":null},{"edge":76,"face":40,"from":40,"geometry_use":{"pcurve":162,"periodic_lift":[0,0],"sense":"Reverse"},"id":162,"loop_ref":40,"next":163,"prev":161,"to":36,"twin":148,"wire_ref":null},{"edge":85,"face":40,"from":36,"geometry_use":{"pcurve":163,"periodic_lift":[0,0],"sense":"Forward"},"id":163,"loop_ref":40,"next":160,"prev":162,"to":44,"twin":170,"wire_ref":null},{"edge":81,"face":41,"from":39,"geometry_use":{"pcurve":164,"periodic_lift":[0,0],"sense":"Forward"},"id":164,"loop_ref":41,"next":165,"prev":167,"to":43,"twin":154,"wire_ref":null},{"edge":86,"face":41,"from":43,"geometry_use":{"pcurve":165,"periodic_lift":[0,0],"sense":"Forward"},"id":165,"loop_ref":41,"next":166,"prev":164,"to":46,"twin":174,"wire_ref":null},{"edge":87,"face":41,"from":46,"geometry_use":{"pcurve":166,"periodic_lift":[0,0],"sense":"Reverse"},"id":166,"loop_ref":41,"next":167,"prev":165,"to":47,"twin":177,"wire_ref":null},{"edge":88,"face":41,"from":47,"geometry_use":{"pcurve":167,"periodic_lift":[0,0],"sense":"Reverse"},"id":167,"loop_ref":41,"next":164,"prev":166,"to":39,"twin":168,"wire_ref":null},{"edge":88,"face":42,"from":39,"geometry_use":{"pcurve":168,"periodic_lift":[0,0],"sense":"Forward"},"id":168,"loop_ref":42,"next":169,"prev":171,"to":47,"twin":167,"wire_ref":null},{"edge":89,"face":42,"from":47,"geometry_use":{"pcurve":169,"periodic_lift":[0,0],"sense":"Reverse"},"id":169,"loop_ref":42,"next":170,"prev":168,"to":44,"twin":176,"wire_ref":null},{"edge":85,"face":42,"from":44,"geometry_use":{"pcurve":170,"periodic_lift":[0,0],"sense":"Reverse"},"id":170,"loop_ref":42,"next":171,"prev":169,"to":36,"twin":163,"wire_ref":null},{"edge":75,"face":42,"from":36,"geometry_use":{"pcurve":171,"periodic_lift":[0,0],"sense":"Forward"},"id":171,"loop_ref":42,"next":168,"prev":170,"to":39,"twin":146,"wire_ref":null},{"edge":84,"face":43,"from":40,"geometry_use":{"pcurve":172,"periodic_lift":[0,0],"sense":"Forward"},"id":172,"loop_ref":43,"next":173,"prev":175,"to":45,"twin":161,"wire_ref":null},{"edge":90,"face":43,"from":45,"geometry_use":{"pcurve":173,"periodic_lift":[0,0],"sense":"Forward"},"id":173,"loop_ref":43,"next":174,"prev":172,"to":46,"twin":178,"wire_ref":null},{"edge":86,"face":43,"from":46,"geometry_use":{"pcurve":174,"periodic_lift":[0,0],"sense":"Reverse"},"id":174,"loop_ref":43,"next":175,"prev":173,"to":43,"twin":165,"wire_ref":null},{"edge":91,"face":43,"from":43,"geometry_use":{"pcurve":175,"periodic_lift":[0,0],"sense":"Reverse"},"id":175,"loop_ref":43,"next":172,"prev":174,"to":40,"twin":192,"wire_ref":null},{"edge":89,"face":44,"from":44,"geometry_use":{"pcurve":176,"periodic_lift":[0,0],"sense":"Forward"},"id":176,"loop_ref":44,"next":177,"prev":179,"to":47,"twin":169,"wire_ref":null},{"edge":87,"face":44,"from":47,"geometry_use":{"pcurve":177,"periodic_lift":[0,0],"sense":"Forward"},"id":177,"loop_ref":44,"next":178,"prev":176,"to":46,"twin":166,"wire_ref":null},{"edge":90,"face":44,"from":46,"geometry_use":{"pcurve":178,"periodic_lift":[0,0],"sense":"Reverse"},"id":178,"loop_ref":44,"next":179,"prev":177,"to":45,"twin":173,"wire_ref":null},{"edge":83,"face":44,"from":45,"geometry_use":{"pcurve":179,"periodic_lift":[0,0],"sense":"Reverse"},"id":179,"loop_ref":44,"next":176,"prev":178,"to":44,"twin":160,"wire_ref":null},{"edge":92,"face":45,"from":40,"geometry_use":{"pcurve":180,"periodic_lift":[0,0],"sense":"Forward"},"id":180,"loop_ref":45,"next":181,"prev":183,"to":48,"twin":195,"wire_ref":null},{"edge":93,"face":45,"from":48,"geometry_use":{"pcurve":181,"periodic_lift":[0,0],"sense":"Reverse"},"id":181,"loop_ref":45,"next":182,"prev":180,"to":49,"twin":199,"wire_ref":null},{"edge":94,"face":45,"from":49,"geometry_use":{"pcurve":182,"periodic_lift":[0,0],"sense":"Reverse"},"id":182,"loop_ref":45,"next":183,"prev":181,"to":41,"twin":191,"wire_ref":null},{"edge":77,"face":45,"from":41,"geometry_use":{"pcurve":183,"periodic_lift":[0,0],"sense":"Forward"},"id":183,"loop_ref":45,"next":180,"prev":182,"to":40,"twin":149,"wire_ref":null},{"edge":95,"face":46,"from":42,"geometry_use":{"pcurve":184,"periodic_lift":[0,0],"sense":"Forward"},"id":184,"loop_ref":46,"next":185,"prev":187,"to":50,"twin":189,"wire_ref":null},{"edge":96,"face":46,"from":50,"geometry_use":{"pcurve":185,"periodic_lift":[0,0],"sense":"Forward"},"id":185,"loop_ref":46,"next":186,"prev":184,"to":51,"twin":203,"wire_ref":null},{"edge":97,"face":46,"from":51,"geometry_use":{"pcurve":186,"periodic_lift":[0,0],"sense":"Reverse"},"id":186,"loop_ref":46,"next":187,"prev":185,"to":43,"twin":193,"wire_ref":null},{"edge":80,"face":46,"from":43,"geometry_use":{"pcurve":187,"periodic_lift":[0,0],"sense":"Reverse"},"id":187,"loop_ref":46,"next":184,"prev":186,"to":42,"twin":153,"wire_ref":null},{"edge":98,"face":47,"from":49,"geometry_use":{"pcurve":188,"periodic_lift":[0,0],"sense":"Forward"},"id":188,"loop_ref":47,"next":189,"prev":191,"to":50,"twin":206,"wire_ref":null},{"edge":95,"face":47,"from":50,"geometry_use":{"pcurve":189,"periodic_lift":[0,0],"sense":"Reverse"},"id":189,"loop_ref":47,"next":190,"prev":188,"to":42,"twin":184,"wire_ref":null},{"edge":82,"face":47,"from":42,"geometry_use":{"pcurve":190,"periodic_lift":[0,0],"sense":"Reverse"},"id":190,"loop_ref":47,"next":191,"prev":189,"to":41,"twin":156,"wire_ref":null},{"edge":94,"face":47,"from":41,"geometry_use":{"pcurve":191,"periodic_lift":[0,0],"sense":"Forward"},"id":191,"loop_ref":47,"next":188,"prev":190,"to":49,"twin":182,"wire_ref":null},{"edge":91,"face":48,"from":40,"geometry_use":{"pcurve":192,"periodic_lift":[0,0],"sense":"Forward"},"id":192,"loop_ref":48,"next":193,"prev":195,"to":43,"twin":175,"wire_ref":null},{"edge":97,"face":48,"from":43,"geometry_use":{"pcurve":193,"periodic_lift":[0,0],"sense":"Forward"},"id":193,"loop_ref":48,"next":194,"prev":192,"to":51,"twin":186,"wire_ref":null},{"edge":99,"face":48,"from":51,"geometry_use":{"pcurve":194,"periodic_lift":[0,0],"sense":"Reverse"},"id":194,"loop_ref":48,"next":195,"prev":193,"to":48,"twin":219,"wire_ref":null},{"edge":92,"face":48,"from":48,"geometry_use":{"pcurve":195,"periodic_lift":[0,0],"sense":"Reverse"},"id":195,"loop_ref":48,"next":192,"prev":194,"to":40,"twin":180,"wire_ref":null},{"edge":100,"face":49,"from":48,"geometry_use":{"pcurve":196,"periodic_lift":[0,0],"sense":"Forward"},"id":196,"loop_ref":49,"next":197,"prev":199,"to":52,"twin":210,"wire_ref":null},{"edge":101,"face":49,"from":52,"geometry_use":{"pcurve":197,"periodic_lift":[0,0],"sense":"Reverse"},"id":197,"loop_ref":49,"next":198,"prev":196,"to":53,"twin":231,"wire_ref":null},{"edge":102,"face":49,"from":53,"geometry_use":{"pcurve":198,"periodic_lift":[0,0],"sense":"Reverse"},"id":198,"loop_ref":49,"next":199,"prev":197,"to":49,"twin":207,"wire_ref":null},{"edge":93,"face":49,"from":49,"geometry_use":{"pcurve":199,"periodic_lift":[0,0],"sense":"Forward"},"id":199,"loop_ref":49,"next":196,"prev":198,"to":48,"twin":181,"wire_ref":null},{"edge":103,"face":50,"from":50,"geometry_use":{"pcurve":200,"periodic_lift":[0,0],"sense":"Forward"},"id":200,"loop_ref":50,"next":201,"prev":203,"to":54,"twin":205,"wire_ref":null},{"edge":104,"face":50,"from":54,"geometry_use":{"pcurve":201,"periodic_lift":[0,0],"sense":"Forward"},"id":201,"loop_ref":50,"next":202,"prev":200,"to":55,"twin":235,"wire_ref":null},{"edge":105,"face":50,"from":55,"geometry_use":{"pcurve":202,"periodic_lift":[0,0],"sense":"Reverse"},"id":202,"loop_ref":50,"next":203,"prev":201,"to":51,"twin":212,"wire_ref":null},{"edge":96,"face":50,"from":51,"geometry_use":{"pcurve":203,"periodic_lift":[0,0],"sense":"Reverse"},"id":203,"loop_ref":50,"next":200,"prev":202,"to":50,"twin":185,"wire_ref":null},{"edge":106,"face":51,"from":53,"geometry_use":{"pcurve":204,"periodic_lift":[0,0],"sense":"Forward"},"id":204,"loop_ref":51,"next":205,"prev":207,"to":54,"twin":238,"wire_ref":null},{"edge":103,"face":51,"from":54,"geometry_use":{"pcurve":205,"periodic_lift":[0,0],"sense":"Reverse"},"id":205,"loop_ref":51,"next":206,"prev":204,"to":50,"twin":200,"wire_ref":null},{"edge":98,"face":51,"from":50,"geometry_use":{"pcurve":206,"periodic_lift":[0,0],"sense":"Reverse"},"id":206,"loop_ref":51,"next":207,"prev":205,"to":49,"twin":188,"wire_ref":null},{"edge":102,"face":51,"from":49,"geometry_use":{"pcurve":207,"periodic_lift":[0,0],"sense":"Forward"},"id":207,"loop_ref":51,"next":204,"prev":206,"to":53,"twin":198,"wire_ref":null},{"edge":107,"face":52,"from":56,"geometry_use":{"pcurve":208,"periodic_lift":[0,0],"sense":"Forward"},"id":208,"loop_ref":52,"next":209,"prev":211,"to":57,"twin":227,"wire_ref":null},{"edge":108,"face":52,"from":57,"geometry_use":{"pcurve":209,"periodic_lift":[0,0],"sense":"Reverse"},"id":209,"loop_ref":52,"next":210,"prev":208,"to":52,"twin":220,"wire_ref":null},{"edge":100,"face":52,"from":52,"geometry_use":{"pcurve":210,"periodic_lift":[0,0],"sense":"Reverse"},"id":210,"loop_ref":52,"next":211,"prev":209,"to":48,"twin":196,"wire_ref":null},{"edge":109,"face":52,"from":48,"geometry_use":{"pcurve":211,"periodic_lift":[0,0],"sense":"Forward"},"id":211,"loop_ref":52,"next":208,"prev":210,"to":56,"twin":218,"wire_ref":null},{"edge":105,"face":53,"from":51,"geometry_use":{"pcurve":212,"periodic_lift":[0,0],"sense":"Forward"},"id":212,"loop_ref":53,"next":213,"prev":215,"to":55,"twin":202,"wire_ref":null},{"edge":110,"face":53,"from":55,"geometry_use":{"pcurve":213,"periodic_lift":[0,0],"sense":"Forward"},"id":213,"loop_ref":53,"next":214,"prev":212,"to":58,"twin":222,"wire_ref":null},{"edge":111,"face":53,"from":58,"geometry_use":{"pcurve":214,"periodic_lift":[0,0],"sense":"Reverse"},"id":214,"loop_ref":53,"next":215,"prev":213,"to":59,"twin":225,"wire_ref":null},{"edge":112,"face":53,"from":59,"geometry_use":{"pcurve":215,"periodic_lift":[0,0],"sense":"Reverse"},"id":215,"loop_ref":53,"next":212,"prev":214,"to":51,"twin":216,"wire_ref":null},{"edge":112,"face":54,"from":51,"geometry_use":{"pcurve":216,"periodic_lift":[0,0],"sense":"Forward"},"id":216,"loop_ref":54,"next":217,"prev":219,"to":59,"twin":215,"wire_ref":null},{"edge":113,"face":54,"from":59,"geometry_use":{"pcurve":217,"periodic_lift":[0,0],"sense":"Reverse"},"id":217,"loop_ref":54,"next":218,"prev":216,"to":56,"twin":224,"wire_ref":null},{"edge":109,"face":54,"from":56,"geometry_use":{"pcurve":218,"periodic_lift":[0,0],"sense":"Reverse"},"id":218,"loop_ref":54,"next":219,"prev":217,"to":48,"twin":211,"wire_ref":null},{"edge":99,"face":54,"from":48,"geometry_use":{"pcurve":219,"periodic_lift":[0,0],"sense":"Forward"},"id":219,"loop_ref":54,"next":216,"prev":218,"to":51,"twin":194,"wire_ref":null},{"edge":108,"face":55,"from":52,"geometry_use":{"pcurve":220,"periodic_lift":[0,0],"sense":"Forward"},"id":220,"loop_ref":55,"next":221,"prev":223,"to":57,"twin":209,"wire_ref":null},{"edge":114,"face":55,"from":57,"geometry_use":{"pcurve":221,"periodic_lift":[0,0],"sense":"Forward"},"id":221,"loop_ref":55,"next":222,"prev":220,"to":58,"twin":226,"wire_ref":null},{"edge":110,"face":55,"from":58,"geometry_use":{"pcurve":222,"periodic_lift":[0,0],"sense":"Reverse"},"id":222,"loop_ref":55,"next":223,"prev":221,"to":55,"twin":213,"wire_ref":null},{"edge":115,"face":55,"from":55,"geometry_use":{"pcurve":223,"periodic_lift":[0,0],"sense":"Reverse"},"id":223,"loop_ref":55,"next":220,"prev":222,"to":52,"twin":240,"wire_ref":null},{"edge":113,"face":56,"from":56,"geometry_use":{"pcurve":224,"periodic_lift":[0,0],"sense":"Forward"},"id":224,"loop_ref":56,"next":225,"prev":227,"to":59,"twin":217,"wire_ref":null},{"edge":111,"face":56,"from":59,"geometry_use":{"pcurve":225,"periodic_lift":[0,0],"sense":"Forward"},"id":225,"loop_ref":56,"next":226,"prev":224,"to":58,"twin":214,"wire_ref":null},{"edge":114,"face":56,"from":58,"geometry_use":{"pcurve":226,"periodic_lift":[0,0],"sense":"Reverse"},"id":226,"loop_ref":56,"next":227,"prev":225,"to":57,"twin":221,"wire_ref":null},{"edge":107,"face":56,"from":57,"geometry_use":{"pcurve":227,"periodic_lift":[0,0],"sense":"Reverse"},"id":227,"loop_ref":56,"next":224,"prev":226,"to":56,"twin":208,"wire_ref":null},{"edge":116,"face":57,"from":52,"geometry_use":{"pcurve":228,"periodic_lift":[0,0],"sense":"Forward"},"id":228,"loop_ref":57,"next":229,"prev":231,"to":60,"twin":243,"wire_ref":null},{"edge":117,"face":57,"from":60,"geometry_use":{"pcurve":229,"periodic_lift":[0,0],"sense":"Reverse"},"id":229,"loop_ref":57,"next":230,"prev":228,"to":61,"twin":247,"wire_ref":null},{"edge":118,"face":57,"from":61,"geometry_use":{"pcurve":230,"periodic_lift":[0,0],"sense":"Reverse"},"id":230,"loop_ref":57,"next":231,"prev":229,"to":53,"twin":239,"wire_ref":null},{"edge":101,"face":57,"from":53,"geometry_use":{"pcurve":231,"periodic_lift":[0,0],"sense":"Forward"},"id":231,"loop_ref":57,"next":228,"prev":230,"to":52,"twin":197,"wire_ref":null},{"edge":119,"face":58,"from":54,"geometry_use":{"pcurve":232,"periodic_lift":[0,0],"sense":"Forward"},"id":232,"loop_ref":58,"next":233,"prev":235,"to":62,"twin":237,"wire_ref":null},{"edge":120,"face":58,"from":62,"geometry_use":{"pcurve":233,"periodic_lift":[0,0],"sense":"Forward"},"id":233,"loop_ref":58,"next":234,"prev":232,"to":63,"twin":251,"wire_ref":null},{"edge":121,"face":58,"from":63,"geometry_use":{"pcurve":234,"periodic_lift":[0,0],"sense":"Reverse"},"id":234,"loop_ref":58,"next":235,"prev":233,"to":55,"twin":241,"wire_ref":null},{"edge":104,"face":58,"from":55,"geometry_use":{"pcurve":235,"periodic_lift":[0,0],"sense":"Reverse"},"id":235,"loop_ref":58,"next":232,"prev":234,"to":54,"twin":201,"wire_ref":null},{"edge":122,"face":59,"from":61,"geometry_use":{"pcurve":236,"periodic_lift":[0,0],"sense":"Forward"},"id":236,"loop_ref":59,"next":237,"prev":239,"to":62,"twin":254,"wire_ref":null},{"edge":119,"face":59,"from":62,"geometry_use":{"pcurve":237,"periodic_lift":[0,0],"sense":"Reverse"},"id":237,"loop_ref":59,"next":238,"prev":236,"to":54,"twin":232,"wire_ref":null},{"edge":106,"face":59,"from":54,"geometry_use":{"pcurve":238,"periodic_lift":[0,0],"sense":"Reverse"},"id":238,"loop_ref":59,"next":239,"prev":237,"to":53,"twin":204,"wire_ref":null},{"edge":118,"face":59,"from":53,"geometry_use":{"pcurve":239,"periodic_lift":[0,0],"sense":"Forward"},"id":239,"loop_ref":59,"next":236,"prev":238,"to":61,"twin":230,"wire_ref":null},{"edge":115,"face":60,"from":52,"geometry_use":{"pcurve":240,"periodic_lift":[0,0],"sense":"Forward"},"id":240,"loop_ref":60,"next":241,"prev":243,"to":55,"twin":223,"wire_ref":null},{"edge":121,"face":60,"from":55,"geometry_use":{"pcurve":241,"periodic_lift":[0,0],"sense":"Forward"},"id":241,"loop_ref":60,"next":242,"prev":240,"to":63,"twin":234,"wire_ref":null},{"edge":123,"face":60,"from":63,"geometry_use":{"pcurve":242,"periodic_lift":[0,0],"sense":"Reverse"},"id":242,"loop_ref":60,"next":243,"prev":241,"to":60,"twin":267,"wire_ref":null},{"edge":116,"face":60,"from":60,"geometry_use":{"pcurve":243,"periodic_lift":[0,0],"sense":"Reverse"},"id":243,"loop_ref":60,"next":240,"prev":242,"to":52,"twin":228,"wire_ref":null},{"edge":124,"face":61,"from":60,"geometry_use":{"pcurve":244,"periodic_lift":[0,0],"sense":"Forward"},"id":244,"loop_ref":61,"next":245,"prev":247,"to":64,"twin":258,"wire_ref":null},{"edge":125,"face":61,"from":64,"geometry_use":{"pcurve":245,"periodic_lift":[0,0],"sense":"Reverse"},"id":245,"loop_ref":61,"next":246,"prev":244,"to":65,"twin":279,"wire_ref":null},{"edge":126,"face":61,"from":65,"geometry_use":{"pcurve":246,"periodic_lift":[0,0],"sense":"Reverse"},"id":246,"loop_ref":61,"next":247,"prev":245,"to":61,"twin":255,"wire_ref":null},{"edge":117,"face":61,"from":61,"geometry_use":{"pcurve":247,"periodic_lift":[0,0],"sense":"Forward"},"id":247,"loop_ref":61,"next":244,"prev":246,"to":60,"twin":229,"wire_ref":null},{"edge":127,"face":62,"from":62,"geometry_use":{"pcurve":248,"periodic_lift":[0,0],"sense":"Forward"},"id":248,"loop_ref":62,"next":249,"prev":251,"to":66,"twin":253,"wire_ref":null},{"edge":128,"face":62,"from":66,"geometry_use":{"pcurve":249,"periodic_lift":[0,0],"sense":"Forward"},"id":249,"loop_ref":62,"next":250,"prev":248,"to":67,"twin":283,"wire_ref":null},{"edge":129,"face":62,"from":67,"geometry_use":{"pcurve":250,"periodic_lift":[0,0],"sense":"Reverse"},"id":250,"loop_ref":62,"next":251,"prev":249,"to":63,"twin":260,"wire_ref":null},{"edge":120,"face":62,"from":63,"geometry_use":{"pcurve":251,"periodic_lift":[0,0],"sense":"Reverse"},"id":251,"loop_ref":62,"next":248,"prev":250,"to":62,"twin":233,"wire_ref":null},{"edge":130,"face":63,"from":65,"geometry_use":{"pcurve":252,"periodic_lift":[0,0],"sense":"Forward"},"id":252,"loop_ref":63,"next":253,"prev":255,"to":66,"twin":286,"wire_ref":null},{"edge":127,"face":63,"from":66,"geometry_use":{"pcurve":253,"periodic_lift":[0,0],"sense":"Reverse"},"id":253,"loop_ref":63,"next":254,"prev":252,"to":62,"twin":248,"wire_ref":null},{"edge":122,"face":63,"from":62,"geometry_use":{"pcurve":254,"periodic_lift":[0,0],"sense":"Reverse"},"id":254,"loop_ref":63,"next":255,"prev":253,"to":61,"twin":236,"wire_ref":null},{"edge":126,"face":63,"from":61,"geometry_use":{"pcurve":255,"periodic_lift":[0,0],"sense":"Forward"},"id":255,"loop_ref":63,"next":252,"prev":254,"to":65,"twin":246,"wire_ref":null},{"edge":131,"face":64,"from":68,"geometry_use":{"pcurve":256,"periodic_lift":[0,0],"sense":"Forward"},"id":256,"loop_ref":64,"next":257,"prev":259,"to":69,"twin":275,"wire_ref":null},{"edge":132,"face":64,"from":69,"geometry_use":{"pcurve":257,"periodic_lift":[0,0],"sense":"Reverse"},"id":257,"loop_ref":64,"next":258,"prev":256,"to":64,"twin":268,"wire_ref":null},{"edge":124,"face":64,"from":64,"geometry_use":{"pcurve":258,"periodic_lift":[0,0],"sense":"Reverse"},"id":258,"loop_ref":64,"next":259,"prev":257,"to":60,"twin":244,"wire_ref":null},{"edge":133,"face":64,"from":60,"geometry_use":{"pcurve":259,"periodic_lift":[0,0],"sense":"Forward"},"id":259,"loop_ref":64,"next":256,"prev":258,"to":68,"twin":266,"wire_ref":null},{"edge":129,"face":65,"from":63,"geometry_use":{"pcurve":260,"periodic_lift":[0,0],"sense":"Forward"},"id":260,"loop_ref":65,"next":261,"prev":263,"to":67,"twin":250,"wire_ref":null},{"edge":134,"face":65,"from":67,"geometry_use":{"pcurve":261,"periodic_lift":[0,0],"sense":"Forward"},"id":261,"loop_ref":65,"next":262,"prev":260,"to":70,"twin":270,"wire_ref":null},{"edge":135,"face":65,"from":70,"geometry_use":{"pcurve":262,"periodic_lift":[0,0],"sense":"Reverse"},"id":262,"loop_ref":65,"next":263,"prev":261,"to":71,"twin":273,"wire_ref":null},{"edge":136,"face":65,"from":71,"geometry_use":{"pcurve":263,"periodic_lift":[0,0],"sense":"Reverse"},"id":263,"loop_ref":65,"next":260,"prev":262,"to":63,"twin":264,"wire_ref":null},{"edge":136,"face":66,"from":63,"geometry_use":{"pcurve":264,"periodic_lift":[0,0],"sense":"Forward"},"id":264,"loop_ref":66,"next":265,"prev":267,"to":71,"twin":263,"wire_ref":null},{"edge":137,"face":66,"from":71,"geometry_use":{"pcurve":265,"periodic_lift":[0,0],"sense":"Reverse"},"id":265,"loop_ref":66,"next":266,"prev":264,"to":68,"twin":272,"wire_ref":null},{"edge":133,"face":66,"from":68,"geometry_use":{"pcurve":266,"periodic_lift":[0,0],"sense":"Reverse"},"id":266,"loop_ref":66,"next":267,"prev":265,"to":60,"twin":259,"wire_ref":null},{"edge":123,"face":66,"from":60,"geometry_use":{"pcurve":267,"periodic_lift":[0,0],"sense":"Forward"},"id":267,"loop_ref":66,"next":264,"prev":266,"to":63,"twin":242,"wire_ref":null},{"edge":132,"face":67,"from":64,"geometry_use":{"pcurve":268,"periodic_lift":[0,0],"sense":"Forward"},"id":268,"loop_ref":67,"next":269,"prev":271,"to":69,"twin":257,"wire_ref":null},{"edge":138,"face":67,"from":69,"geometry_use":{"pcurve":269,"periodic_lift":[0,0],"sense":"Forward"},"id":269,"loop_ref":67,"next":270,"prev":268,"to":70,"twin":274,"wire_ref":null},{"edge":134,"face":67,"from":70,"geometry_use":{"pcurve":270,"periodic_lift":[0,0],"sense":"Reverse"},"id":270,"loop_ref":67,"next":271,"prev":269,"to":67,"twin":261,"wire_ref":null},{"edge":139,"face":67,"from":67,"geometry_use":{"pcurve":271,"periodic_lift":[0,0],"sense":"Reverse"},"id":271,"loop_ref":67,"next":268,"prev":270,"to":64,"twin":288,"wire_ref":null},{"edge":137,"face":68,"from":68,"geometry_use":{"pcurve":272,"periodic_lift":[0,0],"sense":"Forward"},"id":272,"loop_ref":68,"next":273,"prev":275,"to":71,"twin":265,"wire_ref":null},{"edge":135,"face":68,"from":71,"geometry_use":{"pcurve":273,"periodic_lift":[0,0],"sense":"Forward"},"id":273,"loop_ref":68,"next":274,"prev":272,"to":70,"twin":262,"wire_ref":null},{"edge":138,"face":68,"from":70,"geometry_use":{"pcurve":274,"periodic_lift":[0,0],"sense":"Reverse"},"id":274,"loop_ref":68,"next":275,"prev":273,"to":69,"twin":269,"wire_ref":null},{"edge":131,"face":68,"from":69,"geometry_use":{"pcurve":275,"periodic_lift":[0,0],"sense":"Reverse"},"id":275,"loop_ref":68,"next":272,"prev":274,"to":68,"twin":256,"wire_ref":null},{"edge":140,"face":69,"from":64,"geometry_use":{"pcurve":276,"periodic_lift":[0,0],"sense":"Forward"},"id":276,"loop_ref":69,"next":277,"prev":279,"to":72,"twin":291,"wire_ref":null},{"edge":141,"face":69,"from":72,"geometry_use":{"pcurve":277,"periodic_lift":[0,0],"sense":"Reverse"},"id":277,"loop_ref":69,"next":278,"prev":276,"to":73,"twin":295,"wire_ref":null},{"edge":142,"face":69,"from":73,"geometry_use":{"pcurve":278,"periodic_lift":[0,0],"sense":"Reverse"},"id":278,"loop_ref":69,"next":279,"prev":277,"to":65,"twin":287,"wire_ref":null},{"edge":125,"face":69,"from":65,"geometry_use":{"pcurve":279,"periodic_lift":[0,0],"sense":"Forward"},"id":279,"loop_ref":69,"next":276,"prev":278,"to":64,"twin":245,"wire_ref":null},{"edge":143,"face":70,"from":66,"geometry_use":{"pcurve":280,"periodic_lift":[0,0],"sense":"Forward"},"id":280,"loop_ref":70,"next":281,"prev":283,"to":74,"twin":285,"wire_ref":null},{"edge":144,"face":70,"from":74,"geometry_use":{"pcurve":281,"periodic_lift":[0,0],"sense":"Forward"},"id":281,"loop_ref":70,"next":282,"prev":280,"to":75,"twin":299,"wire_ref":null},{"edge":145,"face":70,"from":75,"geometry_use":{"pcurve":282,"periodic_lift":[0,0],"sense":"Reverse"},"id":282,"loop_ref":70,"next":283,"prev":281,"to":67,"twin":289,"wire_ref":null},{"edge":128,"face":70,"from":67,"geometry_use":{"pcurve":283,"periodic_lift":[0,0],"sense":"Reverse"},"id":283,"loop_ref":70,"next":280,"prev":282,"to":66,"twin":249,"wire_ref":null},{"edge":146,"face":71,"from":73,"geometry_use":{"pcurve":284,"periodic_lift":[0,0],"sense":"Forward"},"id":284,"loop_ref":71,"next":285,"prev":287,"to":74,"twin":302,"wire_ref":null},{"edge":143,"face":71,"from":74,"geometry_use":{"pcurve":285,"periodic_lift":[0,0],"sense":"Reverse"},"id":285,"loop_ref":71,"next":286,"prev":284,"to":66,"twin":280,"wire_ref":null},{"edge":130,"face":71,"from":66,"geometry_use":{"pcurve":286,"periodic_lift":[0,0],"sense":"Reverse"},"id":286,"loop_ref":71,"next":287,"prev":285,"to":65,"twin":252,"wire_ref":null},{"edge":142,"face":71,"from":65,"geometry_use":{"pcurve":287,"periodic_lift":[0,0],"sense":"Forward"},"id":287,"loop_ref":71,"next":284,"prev":286,"to":73,"twin":278,"wire_ref":null},{"edge":139,"face":72,"from":64,"geometry_use":{"pcurve":288,"periodic_lift":[0,0],"sense":"Forward"},"id":288,"loop_ref":72,"next":289,"prev":291,"to":67,"twin":271,"wire_ref":null},{"edge":145,"face":72,"from":67,"geometry_use":{"pcurve":289,"periodic_lift":[0,0],"sense":"Forward"},"id":289,"loop_ref":72,"next":290,"prev":288,"to":75,"twin":282,"wire_ref":null},{"edge":147,"face":72,"from":75,"geometry_use":{"pcurve":290,"periodic_lift":[0,0],"sense":"Reverse"},"id":290,"loop_ref":72,"next":291,"prev":289,"to":72,"twin":315,"wire_ref":null},{"edge":140,"face":72,"from":72,"geometry_use":{"pcurve":291,"periodic_lift":[0,0],"sense":"Reverse"},"id":291,"loop_ref":72,"next":288,"prev":290,"to":64,"twin":276,"wire_ref":null},{"edge":148,"face":73,"from":72,"geometry_use":{"pcurve":292,"periodic_lift":[0,0],"sense":"Forward"},"id":292,"loop_ref":73,"next":293,"prev":295,"to":76,"twin":306,"wire_ref":null},{"edge":149,"face":73,"from":76,"geometry_use":{"pcurve":293,"periodic_lift":[0,0],"sense":"Reverse"},"id":293,"loop_ref":73,"next":294,"prev":292,"to":77,"twin":327,"wire_ref":null},{"edge":150,"face":73,"from":77,"geometry_use":{"pcurve":294,"periodic_lift":[0,0],"sense":"Reverse"},"id":294,"loop_ref":73,"next":295,"prev":293,"to":73,"twin":303,"wire_ref":null},{"edge":141,"face":73,"from":73,"geometry_use":{"pcurve":295,"periodic_lift":[0,0],"sense":"Forward"},"id":295,"loop_ref":73,"next":292,"prev":294,"to":72,"twin":277,"wire_ref":null},{"edge":151,"face":74,"from":74,"geometry_use":{"pcurve":296,"periodic_lift":[0,0],"sense":"Forward"},"id":296,"loop_ref":74,"next":297,"prev":299,"to":78,"twin":301,"wire_ref":null},{"edge":152,"face":74,"from":78,"geometry_use":{"pcurve":297,"periodic_lift":[0,0],"sense":"Forward"},"id":297,"loop_ref":74,"next":298,"prev":296,"to":79,"twin":331,"wire_ref":null},{"edge":153,"face":74,"from":79,"geometry_use":{"pcurve":298,"periodic_lift":[0,0],"sense":"Reverse"},"id":298,"loop_ref":74,"next":299,"prev":297,"to":75,"twin":308,"wire_ref":null},{"edge":144,"face":74,"from":75,"geometry_use":{"pcurve":299,"periodic_lift":[0,0],"sense":"Reverse"},"id":299,"loop_ref":74,"next":296,"prev":298,"to":74,"twin":281,"wire_ref":null},{"edge":154,"face":75,"from":77,"geometry_use":{"pcurve":300,"periodic_lift":[0,0],"sense":"Forward"},"id":300,"loop_ref":75,"next":301,"prev":303,"to":78,"twin":334,"wire_ref":null},{"edge":151,"face":75,"from":78,"geometry_use":{"pcurve":301,"periodic_lift":[0,0],"sense":"Reverse"},"id":301,"loop_ref":75,"next":302,"prev":300,"to":74,"twin":296,"wire_ref":null},{"edge":146,"face":75,"from":74,"geometry_use":{"pcurve":302,"periodic_lift":[0,0],"sense":"Reverse"},"id":302,"loop_ref":75,"next":303,"prev":301,"to":73,"twin":284,"wire_ref":null},{"edge":150,"face":75,"from":73,"geometry_use":{"pcurve":303,"periodic_lift":[0,0],"sense":"Forward"},"id":303,"loop_ref":75,"next":300,"prev":302,"to":77,"twin":294,"wire_ref":null},{"edge":155,"face":76,"from":80,"geometry_use":{"pcurve":304,"periodic_lift":[0,0],"sense":"Forward"},"id":304,"loop_ref":76,"next":305,"prev":307,"to":81,"twin":323,"wire_ref":null},{"edge":156,"face":76,"from":81,"geometry_use":{"pcurve":305,"periodic_lift":[0,0],"sense":"Reverse"},"id":305,"loop_ref":76,"next":306,"prev":304,"to":76,"twin":316,"wire_ref":null},{"edge":148,"face":76,"from":76,"geometry_use":{"pcurve":306,"periodic_lift":[0,0],"sense":"Reverse"},"id":306,"loop_ref":76,"next":307,"prev":305,"to":72,"twin":292,"wire_ref":null},{"edge":157,"face":76,"from":72,"geometry_use":{"pcurve":307,"periodic_lift":[0,0],"sense":"Forward"},"id":307,"loop_ref":76,"next":304,"prev":306,"to":80,"twin":314,"wire_ref":null},{"edge":153,"face":77,"from":75,"geometry_use":{"pcurve":308,"periodic_lift":[0,0],"sense":"Forward"},"id":308,"loop_ref":77,"next":309,"prev":311,"to":79,"twin":298,"wire_ref":null},{"edge":158,"face":77,"from":79,"geometry_use":{"pcurve":309,"periodic_lift":[0,0],"sense":"Forward"},"id":309,"loop_ref":77,"next":310,"prev":308,"to":82,"twin":318,"wire_ref":null},{"edge":159,"face":77,"from":82,"geometry_use":{"pcurve":310,"periodic_lift":[0,0],"sense":"Reverse"},"id":310,"loop_ref":77,"next":311,"prev":309,"to":83,"twin":321,"wire_ref":null},{"edge":160,"face":77,"from":83,"geometry_use":{"pcurve":311,"periodic_lift":[0,0],"sense":"Reverse"},"id":311,"loop_ref":77,"next":308,"prev":310,"to":75,"twin":312,"wire_ref":null},{"edge":160,"face":78,"from":75,"geometry_use":{"pcurve":312,"periodic_lift":[0,0],"sense":"Forward"},"id":312,"loop_ref":78,"next":313,"prev":315,"to":83,"twin":311,"wire_ref":null},{"edge":161,"face":78,"from":83,"geometry_use":{"pcurve":313,"periodic_lift":[0,0],"sense":"Reverse"},"id":313,"loop_ref":78,"next":314,"prev":312,"to":80,"twin":320,"wire_ref":null},{"edge":157,"face":78,"from":80,"geometry_use":{"pcurve":314,"periodic_lift":[0,0],"sense":"Reverse"},"id":314,"loop_ref":78,"next":315,"prev":313,"to":72,"twin":307,"wire_ref":null},{"edge":147,"face":78,"from":72,"geometry_use":{"pcurve":315,"periodic_lift":[0,0],"sense":"Forward"},"id":315,"loop_ref":78,"next":312,"prev":314,"to":75,"twin":290,"wire_ref":null},{"edge":156,"face":79,"from":76,"geometry_use":{"pcurve":316,"periodic_lift":[0,0],"sense":"Forward"},"id":316,"loop_ref":79,"next":317,"prev":319,"to":81,"twin":305,"wire_ref":null},{"edge":162,"face":79,"from":81,"geometry_use":{"pcurve":317,"periodic_lift":[0,0],"sense":"Forward"},"id":317,"loop_ref":79,"next":318,"prev":316,"to":82,"twin":322,"wire_ref":null},{"edge":158,"face":79,"from":82,"geometry_use":{"pcurve":318,"periodic_lift":[0,0],"sense":"Reverse"},"id":318,"loop_ref":79,"next":319,"prev":317,"to":79,"twin":309,"wire_ref":null},{"edge":163,"face":79,"from":79,"geometry_use":{"pcurve":319,"periodic_lift":[0,0],"sense":"Reverse"},"id":319,"loop_ref":79,"next":316,"prev":318,"to":76,"twin":336,"wire_ref":null},{"edge":161,"face":80,"from":80,"geometry_use":{"pcurve":320,"periodic_lift":[0,0],"sense":"Forward"},"id":320,"loop_ref":80,"next":321,"prev":323,"to":83,"twin":313,"wire_ref":null},{"edge":159,"face":80,"from":83,"geometry_use":{"pcurve":321,"periodic_lift":[0,0],"sense":"Forward"},"id":321,"loop_ref":80,"next":322,"prev":320,"to":82,"twin":310,"wire_ref":null},{"edge":162,"face":80,"from":82,"geometry_use":{"pcurve":322,"periodic_lift":[0,0],"sense":"Reverse"},"id":322,"loop_ref":80,"next":323,"prev":321,"to":81,"twin":317,"wire_ref":null},{"edge":155,"face":80,"from":81,"geometry_use":{"pcurve":323,"periodic_lift":[0,0],"sense":"Reverse"},"id":323,"loop_ref":80,"next":320,"prev":322,"to":80,"twin":304,"wire_ref":null},{"edge":164,"face":81,"from":76,"geometry_use":{"pcurve":324,"periodic_lift":[0,0],"sense":"Forward"},"id":324,"loop_ref":81,"next":325,"prev":327,"to":84,"twin":339,"wire_ref":null},{"edge":165,"face":81,"from":84,"geometry_use":{"pcurve":325,"periodic_lift":[0,0],"sense":"Reverse"},"id":325,"loop_ref":81,"next":326,"prev":324,"to":85,"twin":343,"wire_ref":null},{"edge":166,"face":81,"from":85,"geometry_use":{"pcurve":326,"periodic_lift":[0,0],"sense":"Reverse"},"id":326,"loop_ref":81,"next":327,"prev":325,"to":77,"twin":335,"wire_ref":null},{"edge":149,"face":81,"from":77,"geometry_use":{"pcurve":327,"periodic_lift":[0,0],"sense":"Forward"},"id":327,"loop_ref":81,"next":324,"prev":326,"to":76,"twin":293,"wire_ref":null},{"edge":167,"face":82,"from":78,"geometry_use":{"pcurve":328,"periodic_lift":[0,0],"sense":"Forward"},"id":328,"loop_ref":82,"next":329,"prev":331,"to":86,"twin":333,"wire_ref":null},{"edge":168,"face":82,"from":86,"geometry_use":{"pcurve":329,"periodic_lift":[0,0],"sense":"Forward"},"id":329,"loop_ref":82,"next":330,"prev":328,"to":87,"twin":347,"wire_ref":null},{"edge":169,"face":82,"from":87,"geometry_use":{"pcurve":330,"periodic_lift":[0,0],"sense":"Reverse"},"id":330,"loop_ref":82,"next":331,"prev":329,"to":79,"twin":337,"wire_ref":null},{"edge":152,"face":82,"from":79,"geometry_use":{"pcurve":331,"periodic_lift":[0,0],"sense":"Reverse"},"id":331,"loop_ref":82,"next":328,"prev":330,"to":78,"twin":297,"wire_ref":null},{"edge":170,"face":83,"from":85,"geometry_use":{"pcurve":332,"periodic_lift":[0,0],"sense":"Forward"},"id":332,"loop_ref":83,"next":333,"prev":335,"to":86,"twin":350,"wire_ref":null},{"edge":167,"face":83,"from":86,"geometry_use":{"pcurve":333,"periodic_lift":[0,0],"sense":"Reverse"},"id":333,"loop_ref":83,"next":334,"prev":332,"to":78,"twin":328,"wire_ref":null},{"edge":154,"face":83,"from":78,"geometry_use":{"pcurve":334,"periodic_lift":[0,0],"sense":"Reverse"},"id":334,"loop_ref":83,"next":335,"prev":333,"to":77,"twin":300,"wire_ref":null},{"edge":166,"face":83,"from":77,"geometry_use":{"pcurve":335,"periodic_lift":[0,0],"sense":"Forward"},"id":335,"loop_ref":83,"next":332,"prev":334,"to":85,"twin":326,"wire_ref":null},{"edge":163,"face":84,"from":76,"geometry_use":{"pcurve":336,"periodic_lift":[0,0],"sense":"Forward"},"id":336,"loop_ref":84,"next":337,"prev":339,"to":79,"twin":319,"wire_ref":null},{"edge":169,"face":84,"from":79,"geometry_use":{"pcurve":337,"periodic_lift":[0,0],"sense":"Forward"},"id":337,"loop_ref":84,"next":338,"prev":336,"to":87,"twin":330,"wire_ref":null},{"edge":171,"face":84,"from":87,"geometry_use":{"pcurve":338,"periodic_lift":[0,0],"sense":"Reverse"},"id":338,"loop_ref":84,"next":339,"prev":337,"to":84,"twin":363,"wire_ref":null},{"edge":164,"face":84,"from":84,"geometry_use":{"pcurve":339,"periodic_lift":[0,0],"sense":"Reverse"},"id":339,"loop_ref":84,"next":336,"prev":338,"to":76,"twin":324,"wire_ref":null},{"edge":172,"face":85,"from":84,"geometry_use":{"pcurve":340,"periodic_lift":[0,0],"sense":"Forward"},"id":340,"loop_ref":85,"next":341,"prev":343,"to":88,"twin":354,"wire_ref":null},{"edge":173,"face":85,"from":88,"geometry_use":{"pcurve":341,"periodic_lift":[0,0],"sense":"Reverse"},"id":341,"loop_ref":85,"next":342,"prev":340,"to":89,"twin":375,"wire_ref":null},{"edge":174,"face":85,"from":89,"geometry_use":{"pcurve":342,"periodic_lift":[0,0],"sense":"Reverse"},"id":342,"loop_ref":85,"next":343,"prev":341,"to":85,"twin":351,"wire_ref":null},{"edge":165,"face":85,"from":85,"geometry_use":{"pcurve":343,"periodic_lift":[0,0],"sense":"Forward"},"id":343,"loop_ref":85,"next":340,"prev":342,"to":84,"twin":325,"wire_ref":null},{"edge":175,"face":86,"from":86,"geometry_use":{"pcurve":344,"periodic_lift":[0,0],"sense":"Forward"},"id":344,"loop_ref":86,"next":345,"prev":347,"to":90,"twin":349,"wire_ref":null},{"edge":176,"face":86,"from":90,"geometry_use":{"pcurve":345,"periodic_lift":[0,0],"sense":"Forward"},"id":345,"loop_ref":86,"next":346,"prev":344,"to":91,"twin":379,"wire_ref":null},{"edge":177,"face":86,"from":91,"geometry_use":{"pcurve":346,"periodic_lift":[0,0],"sense":"Reverse"},"id":346,"loop_ref":86,"next":347,"prev":345,"to":87,"twin":356,"wire_ref":null},{"edge":168,"face":86,"from":87,"geometry_use":{"pcurve":347,"periodic_lift":[0,0],"sense":"Reverse"},"id":347,"loop_ref":86,"next":344,"prev":346,"to":86,"twin":329,"wire_ref":null},{"edge":178,"face":87,"from":89,"geometry_use":{"pcurve":348,"periodic_lift":[0,0],"sense":"Forward"},"id":348,"loop_ref":87,"next":349,"prev":351,"to":90,"twin":382,"wire_ref":null},{"edge":175,"face":87,"from":90,"geometry_use":{"pcurve":349,"periodic_lift":[0,0],"sense":"Reverse"},"id":349,"loop_ref":87,"next":350,"prev":348,"to":86,"twin":344,"wire_ref":null},{"edge":170,"face":87,"from":86,"geometry_use":{"pcurve":350,"periodic_lift":[0,0],"sense":"Reverse"},"id":350,"loop_ref":87,"next":351,"prev":349,"to":85,"twin":332,"wire_ref":null},{"edge":174,"face":87,"from":85,"geometry_use":{"pcurve":351,"periodic_lift":[0,0],"sense":"Forward"},"id":351,"loop_ref":87,"next":348,"prev":350,"to":89,"twin":342,"wire_ref":null},{"edge":179,"face":88,"from":92,"geometry_use":{"pcurve":352,"periodic_lift":[0,0],"sense":"Forward"},"id":352,"loop_ref":88,"next":353,"prev":355,"to":93,"twin":371,"wire_ref":null},{"edge":180,"face":88,"from":93,"geometry_use":{"pcurve":353,"periodic_lift":[0,0],"sense":"Reverse"},"id":353,"loop_ref":88,"next":354,"prev":352,"to":88,"twin":364,"wire_ref":null},{"edge":172,"face":88,"from":88,"geometry_use":{"pcurve":354,"periodic_lift":[0,0],"sense":"Reverse"},"id":354,"loop_ref":88,"next":355,"prev":353,"to":84,"twin":340,"wire_ref":null},{"edge":181,"face":88,"from":84,"geometry_use":{"pcurve":355,"periodic_lift":[0,0],"sense":"Forward"},"id":355,"loop_ref":88,"next":352,"prev":354,"to":92,"twin":362,"wire_ref":null},{"edge":177,"face":89,"from":87,"geometry_use":{"pcurve":356,"periodic_lift":[0,0],"sense":"Forward"},"id":356,"loop_ref":89,"next":357,"prev":359,"to":91,"twin":346,"wire_ref":null},{"edge":182,"face":89,"from":91,"geometry_use":{"pcurve":357,"periodic_lift":[0,0],"sense":"Forward"},"id":357,"loop_ref":89,"next":358,"prev":356,"to":94,"twin":366,"wire_ref":null},{"edge":183,"face":89,"from":94,"geometry_use":{"pcurve":358,"periodic_lift":[0,0],"sense":"Reverse"},"id":358,"loop_ref":89,"next":359,"prev":357,"to":95,"twin":369,"wire_ref":null},{"edge":184,"face":89,"from":95,"geometry_use":{"pcurve":359,"periodic_lift":[0,0],"sense":"Reverse"},"id":359,"loop_ref":89,"next":356,"prev":358,"to":87,"twin":360,"wire_ref":null},{"edge":184,"face":90,"from":87,"geometry_use":{"pcurve":360,"periodic_lift":[0,0],"sense":"Forward"},"id":360,"loop_ref":90,"next":361,"prev":363,"to":95,"twin":359,"wire_ref":null},{"edge":185,"face":90,"from":95,"geometry_use":{"pcurve":361,"periodic_lift":[0,0],"sense":"Reverse"},"id":361,"loop_ref":90,"next":362,"prev":360,"to":92,"twin":368,"wire_ref":null},{"edge":181,"face":90,"from":92,"geometry_use":{"pcurve":362,"periodic_lift":[0,0],"sense":"Reverse"},"id":362,"loop_ref":90,"next":363,"prev":361,"to":84,"twin":355,"wire_ref":null},{"edge":171,"face":90,"from":84,"geometry_use":{"pcurve":363,"periodic_lift":[0,0],"sense":"Forward"},"id":363,"loop_ref":90,"next":360,"prev":362,"to":87,"twin":338,"wire_ref":null},{"edge":180,"face":91,"from":88,"geometry_use":{"pcurve":364,"periodic_lift":[0,0],"sense":"Forward"},"id":364,"loop_ref":91,"next":365,"prev":367,"to":93,"twin":353,"wire_ref":null},{"edge":186,"face":91,"from":93,"geometry_use":{"pcurve":365,"periodic_lift":[0,0],"sense":"Forward"},"id":365,"loop_ref":91,"next":366,"prev":364,"to":94,"twin":370,"wire_ref":null},{"edge":182,"face":91,"from":94,"geometry_use":{"pcurve":366,"periodic_lift":[0,0],"sense":"Reverse"},"id":366,"loop_ref":91,"next":367,"prev":365,"to":91,"twin":357,"wire_ref":null},{"edge":187,"face":91,"from":91,"geometry_use":{"pcurve":367,"periodic_lift":[0,0],"sense":"Reverse"},"id":367,"loop_ref":91,"next":364,"prev":366,"to":88,"twin":384,"wire_ref":null},{"edge":185,"face":92,"from":92,"geometry_use":{"pcurve":368,"periodic_lift":[0,0],"sense":"Forward"},"id":368,"loop_ref":92,"next":369,"prev":371,"to":95,"twin":361,"wire_ref":null},{"edge":183,"face":92,"from":95,"geometry_use":{"pcurve":369,"periodic_lift":[0,0],"sense":"Forward"},"id":369,"loop_ref":92,"next":370,"prev":368,"to":94,"twin":358,"wire_ref":null},{"edge":186,"face":92,"from":94,"geometry_use":{"pcurve":370,"periodic_lift":[0,0],"sense":"Reverse"},"id":370,"loop_ref":92,"next":371,"prev":369,"to":93,"twin":365,"wire_ref":null},{"edge":179,"face":92,"from":93,"geometry_use":{"pcurve":371,"periodic_lift":[0,0],"sense":"Reverse"},"id":371,"loop_ref":92,"next":368,"prev":370,"to":92,"twin":352,"wire_ref":null},{"edge":188,"face":93,"from":88,"geometry_use":{"pcurve":372,"periodic_lift":[0,0],"sense":"Forward"},"id":372,"loop_ref":93,"next":373,"prev":375,"to":96,"twin":387,"wire_ref":null},{"edge":189,"face":93,"from":96,"geometry_use":{"pcurve":373,"periodic_lift":[0,0],"sense":"Reverse"},"id":373,"loop_ref":93,"next":374,"prev":372,"to":97,"twin":391,"wire_ref":null},{"edge":190,"face":93,"from":97,"geometry_use":{"pcurve":374,"periodic_lift":[0,0],"sense":"Reverse"},"id":374,"loop_ref":93,"next":375,"prev":373,"to":89,"twin":383,"wire_ref":null},{"edge":173,"face":93,"from":89,"geometry_use":{"pcurve":375,"periodic_lift":[0,0],"sense":"Forward"},"id":375,"loop_ref":93,"next":372,"prev":374,"to":88,"twin":341,"wire_ref":null},{"edge":191,"face":94,"from":90,"geometry_use":{"pcurve":376,"periodic_lift":[0,0],"sense":"Forward"},"id":376,"loop_ref":94,"next":377,"prev":379,"to":98,"twin":381,"wire_ref":null},{"edge":192,"face":94,"from":98,"geometry_use":{"pcurve":377,"periodic_lift":[0,0],"sense":"Forward"},"id":377,"loop_ref":94,"next":378,"prev":376,"to":99,"twin":395,"wire_ref":null},{"edge":193,"face":94,"from":99,"geometry_use":{"pcurve":378,"periodic_lift":[0,0],"sense":"Reverse"},"id":378,"loop_ref":94,"next":379,"prev":377,"to":91,"twin":385,"wire_ref":null},{"edge":176,"face":94,"from":91,"geometry_use":{"pcurve":379,"periodic_lift":[0,0],"sense":"Reverse"},"id":379,"loop_ref":94,"next":376,"prev":378,"to":90,"twin":345,"wire_ref":null},{"edge":194,"face":95,"from":97,"geometry_use":{"pcurve":380,"periodic_lift":[0,0],"sense":"Forward"},"id":380,"loop_ref":95,"next":381,"prev":383,"to":98,"twin":398,"wire_ref":null},{"edge":191,"face":95,"from":98,"geometry_use":{"pcurve":381,"periodic_lift":[0,0],"sense":"Reverse"},"id":381,"loop_ref":95,"next":382,"prev":380,"to":90,"twin":376,"wire_ref":null},{"edge":178,"face":95,"from":90,"geometry_use":{"pcurve":382,"periodic_lift":[0,0],"sense":"Reverse"},"id":382,"loop_ref":95,"next":383,"prev":381,"to":89,"twin":348,"wire_ref":null},{"edge":190,"face":95,"from":89,"geometry_use":{"pcurve":383,"periodic_lift":[0,0],"sense":"Forward"},"id":383,"loop_ref":95,"next":380,"prev":382,"to":97,"twin":374,"wire_ref":null},{"edge":187,"face":96,"from":88,"geometry_use":{"pcurve":384,"periodic_lift":[0,0],"sense":"Forward"},"id":384,"loop_ref":96,"next":385,"prev":387,"to":91,"twin":367,"wire_ref":null},{"edge":193,"face":96,"from":91,"geometry_use":{"pcurve":385,"periodic_lift":[0,0],"sense":"Forward"},"id":385,"loop_ref":96,"next":386,"prev":384,"to":99,"twin":378,"wire_ref":null},{"edge":195,"face":96,"from":99,"geometry_use":{"pcurve":386,"periodic_lift":[0,0],"sense":"Reverse"},"id":386,"loop_ref":96,"next":387,"prev":385,"to":96,"twin":411,"wire_ref":null},{"edge":188,"face":96,"from":96,"geometry_use":{"pcurve":387,"periodic_lift":[0,0],"sense":"Reverse"},"id":387,"loop_ref":96,"next":384,"prev":386,"to":88,"twin":372,"wire_ref":null},{"edge":196,"face":97,"from":96,"geometry_use":{"pcurve":388,"periodic_lift":[0,0],"sense":"Forward"},"id":388,"loop_ref":97,"next":389,"prev":391,"to":100,"twin":402,"wire_ref":null},{"edge":197,"face":97,"from":100,"geometry_use":{"pcurve":389,"periodic_lift":[0,0],"sense":"Reverse"},"id":389,"loop_ref":97,"next":390,"prev":388,"to":101,"twin":423,"wire_ref":null},{"edge":198,"face":97,"from":101,"geometry_use":{"pcurve":390,"periodic_lift":[0,0],"sense":"Reverse"},"id":390,"loop_ref":97,"next":391,"prev":389,"to":97,"twin":399,"wire_ref":null},{"edge":189,"face":97,"from":97,"geometry_use":{"pcurve":391,"periodic_lift":[0,0],"sense":"Forward"},"id":391,"loop_ref":97,"next":388,"prev":390,"to":96,"twin":373,"wire_ref":null},{"edge":199,"face":98,"from":98,"geometry_use":{"pcurve":392,"periodic_lift":[0,0],"sense":"Forward"},"id":392,"loop_ref":98,"next":393,"prev":395,"to":102,"twin":397,"wire_ref":null},{"edge":200,"face":98,"from":102,"geometry_use":{"pcurve":393,"periodic_lift":[0,0],"sense":"Forward"},"id":393,"loop_ref":98,"next":394,"prev":392,"to":103,"twin":427,"wire_ref":null},{"edge":201,"face":98,"from":103,"geometry_use":{"pcurve":394,"periodic_lift":[0,0],"sense":"Reverse"},"id":394,"loop_ref":98,"next":395,"prev":393,"to":99,"twin":404,"wire_ref":null},{"edge":192,"face":98,"from":99,"geometry_use":{"pcurve":395,"periodic_lift":[0,0],"sense":"Reverse"},"id":395,"loop_ref":98,"next":392,"prev":394,"to":98,"twin":377,"wire_ref":null},{"edge":202,"face":99,"from":101,"geometry_use":{"pcurve":396,"periodic_lift":[0,0],"sense":"Forward"},"id":396,"loop_ref":99,"next":397,"prev":399,"to":102,"twin":430,"wire_ref":null},{"edge":199,"face":99,"from":102,"geometry_use":{"pcurve":397,"periodic_lift":[0,0],"sense":"Reverse"},"id":397,"loop_ref":99,"next":398,"prev":396,"to":98,"twin":392,"wire_ref":null},{"edge":194,"face":99,"from":98,"geometry_use":{"pcurve":398,"periodic_lift":[0,0],"sense":"Reverse"},"id":398,"loop_ref":99,"next":399,"prev":397,"to":97,"twin":380,"wire_ref":null},{"edge":198,"face":99,"from":97,"geometry_use":{"pcurve":399,"periodic_lift":[0,0],"sense":"Forward"},"id":399,"loop_ref":99,"next":396,"prev":398,"to":101,"twin":390,"wire_ref":null},{"edge":203,"face":100,"from":104,"geometry_use":{"pcurve":400,"periodic_lift":[0,0],"sense":"Forward"},"id":400,"loop_ref":100,"next":401,"prev":403,"to":105,"twin":419,"wire_ref":null},{"edge":204,"face":100,"from":105,"geometry_use":{"pcurve":401,"periodic_lift":[0,0],"sense":"Reverse"},"id":401,"loop_ref":100,"next":402,"prev":400,"to":100,"twin":412,"wire_ref":null},{"edge":196,"face":100,"from":100,"geometry_use":{"pcurve":402,"periodic_lift":[0,0],"sense":"Reverse"},"id":402,"loop_ref":100,"next":403,"prev":401,"to":96,"twin":388,"wire_ref":null},{"edge":205,"face":100,"from":96,"geometry_use":{"pcurve":403,"periodic_lift":[0,0],"sense":"Forward"},"id":403,"loop_ref":100,"next":400,"prev":402,"to":104,"twin":410,"wire_ref":null},{"edge":201,"face":101,"from":99,"geometry_use":{"pcurve":404,"periodic_lift":[0,0],"sense":"Forward"},"id":404,"loop_ref":101,"next":405,"prev":407,"to":103,"twin":394,"wire_ref":null},{"edge":206,"face":101,"from":103,"geometry_use":{"pcurve":405,"periodic_lift":[0,0],"sense":"Forward"},"id":405,"loop_ref":101,"next":406,"prev":404,"to":106,"twin":414,"wire_ref":null},{"edge":207,"face":101,"from":106,"geometry_use":{"pcurve":406,"periodic_lift":[0,0],"sense":"Reverse"},"id":406,"loop_ref":101,"next":407,"prev":405,"to":107,"twin":417,"wire_ref":null},{"edge":208,"face":101,"from":107,"geometry_use":{"pcurve":407,"periodic_lift":[0,0],"sense":"Reverse"},"id":407,"loop_ref":101,"next":404,"prev":406,"to":99,"twin":408,"wire_ref":null},{"edge":208,"face":102,"from":99,"geometry_use":{"pcurve":408,"periodic_lift":[0,0],"sense":"Forward"},"id":408,"loop_ref":102,"next":409,"prev":411,"to":107,"twin":407,"wire_ref":null},{"edge":209,"face":102,"from":107,"geometry_use":{"pcurve":409,"periodic_lift":[0,0],"sense":"Reverse"},"id":409,"loop_ref":102,"next":410,"prev":408,"to":104,"twin":416,"wire_ref":null},{"edge":205,"face":102,"from":104,"geometry_use":{"pcurve":410,"periodic_lift":[0,0],"sense":"Reverse"},"id":410,"loop_ref":102,"next":411,"prev":409,"to":96,"twin":403,"wire_ref":null},{"edge":195,"face":102,"from":96,"geometry_use":{"pcurve":411,"periodic_lift":[0,0],"sense":"Forward"},"id":411,"loop_ref":102,"next":408,"prev":410,"to":99,"twin":386,"wire_ref":null},{"edge":204,"face":103,"from":100,"geometry_use":{"pcurve":412,"periodic_lift":[0,0],"sense":"Forward"},"id":412,"loop_ref":103,"next":413,"prev":415,"to":105,"twin":401,"wire_ref":null},{"edge":210,"face":103,"from":105,"geometry_use":{"pcurve":413,"periodic_lift":[0,0],"sense":"Forward"},"id":413,"loop_ref":103,"next":414,"prev":412,"to":106,"twin":418,"wire_ref":null},{"edge":206,"face":103,"from":106,"geometry_use":{"pcurve":414,"periodic_lift":[0,0],"sense":"Reverse"},"id":414,"loop_ref":103,"next":415,"prev":413,"to":103,"twin":405,"wire_ref":null},{"edge":211,"face":103,"from":103,"geometry_use":{"pcurve":415,"periodic_lift":[0,0],"sense":"Reverse"},"id":415,"loop_ref":103,"next":412,"prev":414,"to":100,"twin":432,"wire_ref":null},{"edge":209,"face":104,"from":104,"geometry_use":{"pcurve":416,"periodic_lift":[0,0],"sense":"Forward"},"id":416,"loop_ref":104,"next":417,"prev":419,"to":107,"twin":409,"wire_ref":null},{"edge":207,"face":104,"from":107,"geometry_use":{"pcurve":417,"periodic_lift":[0,0],"sense":"Forward"},"id":417,"loop_ref":104,"next":418,"prev":416,"to":106,"twin":406,"wire_ref":null},{"edge":210,"face":104,"from":106,"geometry_use":{"pcurve":418,"periodic_lift":[0,0],"sense":"Reverse"},"id":418,"loop_ref":104,"next":419,"prev":417,"to":105,"twin":413,"wire_ref":null},{"edge":203,"face":104,"from":105,"geometry_use":{"pcurve":419,"periodic_lift":[0,0],"sense":"Reverse"},"id":419,"loop_ref":104,"next":416,"prev":418,"to":104,"twin":400,"wire_ref":null},{"edge":212,"face":105,"from":100,"geometry_use":{"pcurve":420,"periodic_lift":[0,0],"sense":"Forward"},"id":420,"loop_ref":105,"next":421,"prev":423,"to":108,"twin":435,"wire_ref":null},{"edge":213,"face":105,"from":108,"geometry_use":{"pcurve":421,"periodic_lift":[0,0],"sense":"Reverse"},"id":421,"loop_ref":105,"next":422,"prev":420,"to":109,"twin":439,"wire_ref":null},{"edge":214,"face":105,"from":109,"geometry_use":{"pcurve":422,"periodic_lift":[0,0],"sense":"Reverse"},"id":422,"loop_ref":105,"next":423,"prev":421,"to":101,"twin":431,"wire_ref":null},{"edge":197,"face":105,"from":101,"geometry_use":{"pcurve":423,"periodic_lift":[0,0],"sense":"Forward"},"id":423,"loop_ref":105,"next":420,"prev":422,"to":100,"twin":389,"wire_ref":null},{"edge":215,"face":106,"from":102,"geometry_use":{"pcurve":424,"periodic_lift":[0,0],"sense":"Forward"},"id":424,"loop_ref":106,"next":425,"prev":427,"to":110,"twin":429,"wire_ref":null},{"edge":216,"face":106,"from":110,"geometry_use":{"pcurve":425,"periodic_lift":[0,0],"sense":"Forward"},"id":425,"loop_ref":106,"next":426,"prev":424,"to":111,"twin":443,"wire_ref":null},{"edge":217,"face":106,"from":111,"geometry_use":{"pcurve":426,"periodic_lift":[0,0],"sense":"Reverse"},"id":426,"loop_ref":106,"next":427,"prev":425,"to":103,"twin":433,"wire_ref":null},{"edge":200,"face":106,"from":103,"geometry_use":{"pcurve":427,"periodic_lift":[0,0],"sense":"Reverse"},"id":427,"loop_ref":106,"next":424,"prev":426,"to":102,"twin":393,"wire_ref":null},{"edge":218,"face":107,"from":109,"geometry_use":{"pcurve":428,"periodic_lift":[0,0],"sense":"Forward"},"id":428,"loop_ref":107,"next":429,"prev":431,"to":110,"twin":446,"wire_ref":null},{"edge":215,"face":107,"from":110,"geometry_use":{"pcurve":429,"periodic_lift":[0,0],"sense":"Reverse"},"id":429,"loop_ref":107,"next":430,"prev":428,"to":102,"twin":424,"wire_ref":null},{"edge":202,"face":107,"from":102,"geometry_use":{"pcurve":430,"periodic_lift":[0,0],"sense":"Reverse"},"id":430,"loop_ref":107,"next":431,"prev":429,"to":101,"twin":396,"wire_ref":null},{"edge":214,"face":107,"from":101,"geometry_use":{"pcurve":431,"periodic_lift":[0,0],"sense":"Forward"},"id":431,"loop_ref":107,"next":428,"prev":430,"to":109,"twin":422,"wire_ref":null},{"edge":211,"face":108,"from":100,"geometry_use":{"pcurve":432,"periodic_lift":[0,0],"sense":"Forward"},"id":432,"loop_ref":108,"next":433,"prev":435,"to":103,"twin":415,"wire_ref":null},{"edge":217,"face":108,"from":103,"geometry_use":{"pcurve":433,"periodic_lift":[0,0],"sense":"Forward"},"id":433,"loop_ref":108,"next":434,"prev":432,"to":111,"twin":426,"wire_ref":null},{"edge":219,"face":108,"from":111,"geometry_use":{"pcurve":434,"periodic_lift":[0,0],"sense":"Reverse"},"id":434,"loop_ref":108,"next":435,"prev":433,"to":108,"twin":459,"wire_ref":null},{"edge":212,"face":108,"from":108,"geometry_use":{"pcurve":435,"periodic_lift":[0,0],"sense":"Reverse"},"id":435,"loop_ref":108,"next":432,"prev":434,"to":100,"twin":420,"wire_ref":null},{"edge":220,"face":109,"from":108,"geometry_use":{"pcurve":436,"periodic_lift":[0,0],"sense":"Forward"},"id":436,"loop_ref":109,"next":437,"prev":439,"to":112,"twin":450,"wire_ref":null},{"edge":221,"face":109,"from":112,"geometry_use":{"pcurve":437,"periodic_lift":[0,0],"sense":"Reverse"},"id":437,"loop_ref":109,"next":438,"prev":436,"to":113,"twin":471,"wire_ref":null},{"edge":222,"face":109,"from":113,"geometry_use":{"pcurve":438,"periodic_lift":[0,0],"sense":"Reverse"},"id":438,"loop_ref":109,"next":439,"prev":437,"to":109,"twin":447,"wire_ref":null},{"edge":213,"face":109,"from":109,"geometry_use":{"pcurve":439,"periodic_lift":[0,0],"sense":"Forward"},"id":439,"loop_ref":109,"next":436,"prev":438,"to":108,"twin":421,"wire_ref":null},{"edge":223,"face":110,"from":110,"geometry_use":{"pcurve":440,"periodic_lift":[0,0],"sense":"Forward"},"id":440,"loop_ref":110,"next":441,"prev":443,"to":114,"twin":445,"wire_ref":null},{"edge":224,"face":110,"from":114,"geometry_use":{"pcurve":441,"periodic_lift":[0,0],"sense":"Forward"},"id":441,"loop_ref":110,"next":442,"prev":440,"to":115,"twin":475,"wire_ref":null},{"edge":225,"face":110,"from":115,"geometry_use":{"pcurve":442,"periodic_lift":[0,0],"sense":"Reverse"},"id":442,"loop_ref":110,"next":443,"prev":441,"to":111,"twin":452,"wire_ref":null},{"edge":216,"face":110,"from":111,"geometry_use":{"pcurve":443,"periodic_lift":[0,0],"sense":"Reverse"},"id":443,"loop_ref":110,"next":440,"prev":442,"to":110,"twin":425,"wire_ref":null},{"edge":226,"face":111,"from":113,"geometry_use":{"pcurve":444,"periodic_lift":[0,0],"sense":"Forward"},"id":444,"loop_ref":111,"next":445,"prev":447,"to":114,"twin":478,"wire_ref":null},{"edge":223,"face":111,"from":114,"geometry_use":{"pcurve":445,"periodic_lift":[0,0],"sense":"Reverse"},"id":445,"loop_ref":111,"next":446,"prev":444,"to":110,"twin":440,"wire_ref":null},{"edge":218,"face":111,"from":110,"geometry_use":{"pcurve":446,"periodic_lift":[0,0],"sense":"Reverse"},"id":446,"loop_ref":111,"next":447,"prev":445,"to":109,"twin":428,"wire_ref":null},{"edge":222,"face":111,"from":109,"geometry_use":{"pcurve":447,"periodic_lift":[0,0],"sense":"Forward"},"id":447,"loop_ref":111,"next":444,"prev":446,"to":113,"twin":438,"wire_ref":null},{"edge":227,"face":112,"from":116,"geometry_use":{"pcurve":448,"periodic_lift":[0,0],"sense":"Forward"},"id":448,"loop_ref":112,"next":449,"prev":451,"to":117,"twin":467,"wire_ref":null},{"edge":228,"face":112,"from":117,"geometry_use":{"pcurve":449,"periodic_lift":[0,0],"sense":"Reverse"},"id":449,"loop_ref":112,"next":450,"prev":448,"to":112,"twin":460,"wire_ref":null},{"edge":220,"face":112,"from":112,"geometry_use":{"pcurve":450,"periodic_lift":[0,0],"sense":"Reverse"},"id":450,"loop_ref":112,"next":451,"prev":449,"to":108,"twin":436,"wire_ref":null},{"edge":229,"face":112,"from":108,"geometry_use":{"pcurve":451,"periodic_lift":[0,0],"sense":"Forward"},"id":451,"loop_ref":112,"next":448,"prev":450,"to":116,"twin":458,"wire_ref":null},{"edge":225,"face":113,"from":111,"geometry_use":{"pcurve":452,"periodic_lift":[0,0],"sense":"Forward"},"id":452,"loop_ref":113,"next":453,"prev":455,"to":115,"twin":442,"wire_ref":null},{"edge":230,"face":113,"from":115,"geometry_use":{"pcurve":453,"periodic_lift":[0,0],"sense":"Forward"},"id":453,"loop_ref":113,"next":454,"prev":452,"to":118,"twin":462,"wire_ref":null},{"edge":231,"face":113,"from":118,"geometry_use":{"pcurve":454,"periodic_lift":[0,0],"sense":"Reverse"},"id":454,"loop_ref":113,"next":455,"prev":453,"to":119,"twin":465,"wire_ref":null},{"edge":232,"face":113,"from":119,"geometry_use":{"pcurve":455,"periodic_lift":[0,0],"sense":"Reverse"},"id":455,"loop_ref":113,"next":452,"prev":454,"to":111,"twin":456,"wire_ref":null},{"edge":232,"face":114,"from":111,"geometry_use":{"pcurve":456,"periodic_lift":[0,0],"sense":"Forward"},"id":456,"loop_ref":114,"next":457,"prev":459,"to":119,"twin":455,"wire_ref":null},{"edge":233,"face":114,"from":119,"geometry_use":{"pcurve":457,"periodic_lift":[0,0],"sense":"Reverse"},"id":457,"loop_ref":114,"next":458,"prev":456,"to":116,"twin":464,"wire_ref":null},{"edge":229,"face":114,"from":116,"geometry_use":{"pcurve":458,"periodic_lift":[0,0],"sense":"Reverse"},"id":458,"loop_ref":114,"next":459,"prev":457,"to":108,"twin":451,"wire_ref":null},{"edge":219,"face":114,"from":108,"geometry_use":{"pcurve":459,"periodic_lift":[0,0],"sense":"Forward"},"id":459,"loop_ref":114,"next":456,"prev":458,"to":111,"twin":434,"wire_ref":null},{"edge":228,"face":115,"from":112,"geometry_use":{"pcurve":460,"periodic_lift":[0,0],"sense":"Forward"},"id":460,"loop_ref":115,"next":461,"prev":463,"to":117,"twin":449,"wire_ref":null},{"edge":234,"face":115,"from":117,"geometry_use":{"pcurve":461,"periodic_lift":[0,0],"sense":"Forward"},"id":461,"loop_ref":115,"next":462,"prev":460,"to":118,"twin":466,"wire_ref":null},{"edge":230,"face":115,"from":118,"geometry_use":{"pcurve":462,"periodic_lift":[0,0],"sense":"Reverse"},"id":462,"loop_ref":115,"next":463,"prev":461,"to":115,"twin":453,"wire_ref":null},{"edge":235,"face":115,"from":115,"geometry_use":{"pcurve":463,"periodic_lift":[0,0],"sense":"Reverse"},"id":463,"loop_ref":115,"next":460,"prev":462,"to":112,"twin":480,"wire_ref":null},{"edge":233,"face":116,"from":116,"geometry_use":{"pcurve":464,"periodic_lift":[0,0],"sense":"Forward"},"id":464,"loop_ref":116,"next":465,"prev":467,"to":119,"twin":457,"wire_ref":null},{"edge":231,"face":116,"from":119,"geometry_use":{"pcurve":465,"periodic_lift":[0,0],"sense":"Forward"},"id":465,"loop_ref":116,"next":466,"prev":464,"to":118,"twin":454,"wire_ref":null},{"edge":234,"face":116,"from":118,"geometry_use":{"pcurve":466,"periodic_lift":[0,0],"sense":"Reverse"},"id":466,"loop_ref":116,"next":467,"prev":465,"to":117,"twin":461,"wire_ref":null},{"edge":227,"face":116,"from":117,"geometry_use":{"pcurve":467,"periodic_lift":[0,0],"sense":"Reverse"},"id":467,"loop_ref":116,"next":464,"prev":466,"to":116,"twin":448,"wire_ref":null},{"edge":236,"face":117,"from":112,"geometry_use":{"pcurve":468,"periodic_lift":[0,0],"sense":"Forward"},"id":468,"loop_ref":117,"next":469,"prev":471,"to":120,"twin":483,"wire_ref":null},{"edge":237,"face":117,"from":120,"geometry_use":{"pcurve":469,"periodic_lift":[0,0],"sense":"Reverse"},"id":469,"loop_ref":117,"next":470,"prev":468,"to":121,"twin":487,"wire_ref":null},{"edge":238,"face":117,"from":121,"geometry_use":{"pcurve":470,"periodic_lift":[0,0],"sense":"Reverse"},"id":470,"loop_ref":117,"next":471,"prev":469,"to":113,"twin":479,"wire_ref":null},{"edge":221,"face":117,"from":113,"geometry_use":{"pcurve":471,"periodic_lift":[0,0],"sense":"Forward"},"id":471,"loop_ref":117,"next":468,"prev":470,"to":112,"twin":437,"wire_ref":null},{"edge":239,"face":118,"from":114,"geometry_use":{"pcurve":472,"periodic_lift":[0,0],"sense":"Forward"},"id":472,"loop_ref":118,"next":473,"prev":475,"to":122,"twin":477,"wire_ref":null},{"edge":240,"face":118,"from":122,"geometry_use":{"pcurve":473,"periodic_lift":[0,0],"sense":"Forward"},"id":473,"loop_ref":118,"next":474,"prev":472,"to":123,"twin":491,"wire_ref":null},{"edge":241,"face":118,"from":123,"geometry_use":{"pcurve":474,"periodic_lift":[0,0],"sense":"Reverse"},"id":474,"loop_ref":118,"next":475,"prev":473,"to":115,"twin":481,"wire_ref":null},{"edge":224,"face":118,"from":115,"geometry_use":{"pcurve":475,"periodic_lift":[0,0],"sense":"Reverse"},"id":475,"loop_ref":118,"next":472,"prev":474,"to":114,"twin":441,"wire_ref":null},{"edge":242,"face":119,"from":121,"geometry_use":{"pcurve":476,"periodic_lift":[0,0],"sense":"Forward"},"id":476,"loop_ref":119,"next":477,"prev":479,"to":122,"twin":494,"wire_ref":null},{"edge":239,"face":119,"from":122,"geometry_use":{"pcurve":477,"periodic_lift":[0,0],"sense":"Reverse"},"id":477,"loop_ref":119,"next":478,"prev":476,"to":114,"twin":472,"wire_ref":null},{"edge":226,"face":119,"from":114,"geometry_use":{"pcurve":478,"periodic_lift":[0,0],"sense":"Reverse"},"id":478,"loop_ref":119,"next":479,"prev":477,"to":113,"twin":444,"wire_ref":null},{"edge":238,"face":119,"from":113,"geometry_use":{"pcurve":479,"periodic_lift":[0,0],"sense":"Forward"},"id":479,"loop_ref":119,"next":476,"prev":478,"to":121,"twin":470,"wire_ref":null},{"edge":235,"face":120,"from":112,"geometry_use":{"pcurve":480,"periodic_lift":[0,0],"sense":"Forward"},"id":480,"loop_ref":120,"next":481,"prev":483,"to":115,"twin":463,"wire_ref":null},{"edge":241,"face":120,"from":115,"geometry_use":{"pcurve":481,"periodic_lift":[0,0],"sense":"Forward"},"id":481,"loop_ref":120,"next":482,"prev":480,"to":123,"twin":474,"wire_ref":null},{"edge":243,"face":120,"from":123,"geometry_use":{"pcurve":482,"periodic_lift":[0,0],"sense":"Reverse"},"id":482,"loop_ref":120,"next":483,"prev":481,"to":120,"twin":507,"wire_ref":null},{"edge":236,"face":120,"from":120,"geometry_use":{"pcurve":483,"periodic_lift":[0,0],"sense":"Reverse"},"id":483,"loop_ref":120,"next":480,"prev":482,"to":112,"twin":468,"wire_ref":null},{"edge":244,"face":121,"from":120,"geometry_use":{"pcurve":484,"periodic_lift":[0,0],"sense":"Forward"},"id":484,"loop_ref":121,"next":485,"prev":487,"to":124,"twin":498,"wire_ref":null},{"edge":245,"face":121,"from":124,"geometry_use":{"pcurve":485,"periodic_lift":[0,0],"sense":"Reverse"},"id":485,"loop_ref":121,"next":486,"prev":484,"to":125,"twin":519,"wire_ref":null},{"edge":246,"face":121,"from":125,"geometry_use":{"pcurve":486,"periodic_lift":[0,0],"sense":"Reverse"},"id":486,"loop_ref":121,"next":487,"prev":485,"to":121,"twin":495,"wire_ref":null},{"edge":237,"face":121,"from":121,"geometry_use":{"pcurve":487,"periodic_lift":[0,0],"sense":"Forward"},"id":487,"loop_ref":121,"next":484,"prev":486,"to":120,"twin":469,"wire_ref":null},{"edge":247,"face":122,"from":122,"geometry_use":{"pcurve":488,"periodic_lift":[0,0],"sense":"Forward"},"id":488,"loop_ref":122,"next":489,"prev":491,"to":126,"twin":493,"wire_ref":null},{"edge":248,"face":122,"from":126,"geometry_use":{"pcurve":489,"periodic_lift":[0,0],"sense":"Forward"},"id":489,"loop_ref":122,"next":490,"prev":488,"to":127,"twin":523,"wire_ref":null},{"edge":249,"face":122,"from":127,"geometry_use":{"pcurve":490,"periodic_lift":[0,0],"sense":"Reverse"},"id":490,"loop_ref":122,"next":491,"prev":489,"to":123,"twin":500,"wire_ref":null},{"edge":240,"face":122,"from":123,"geometry_use":{"pcurve":491,"periodic_lift":[0,0],"sense":"Reverse"},"id":491,"loop_ref":122,"next":488,"prev":490,"to":122,"twin":473,"wire_ref":null},{"edge":250,"face":123,"from":125,"geometry_use":{"pcurve":492,"periodic_lift":[0,0],"sense":"Forward"},"id":492,"loop_ref":123,"next":493,"prev":495,"to":126,"twin":526,"wire_ref":null},{"edge":247,"face":123,"from":126,"geometry_use":{"pcurve":493,"periodic_lift":[0,0],"sense":"Reverse"},"id":493,"loop_ref":123,"next":494,"prev":492,"to":122,"twin":488,"wire_ref":null},{"edge":242,"face":123,"from":122,"geometry_use":{"pcurve":494,"periodic_lift":[0,0],"sense":"Reverse"},"id":494,"loop_ref":123,"next":495,"prev":493,"to":121,"twin":476,"wire_ref":null},{"edge":246,"face":123,"from":121,"geometry_use":{"pcurve":495,"periodic_lift":[0,0],"sense":"Forward"},"id":495,"loop_ref":123,"next":492,"prev":494,"to":125,"twin":486,"wire_ref":null},{"edge":251,"face":124,"from":128,"geometry_use":{"pcurve":496,"periodic_lift":[0,0],"sense":"Forward"},"id":496,"loop_ref":124,"next":497,"prev":499,"to":129,"twin":515,"wire_ref":null},{"edge":252,"face":124,"from":129,"geometry_use":{"pcurve":497,"periodic_lift":[0,0],"sense":"Reverse"},"id":497,"loop_ref":124,"next":498,"prev":496,"to":124,"twin":508,"wire_ref":null},{"edge":244,"face":124,"from":124,"geometry_use":{"pcurve":498,"periodic_lift":[0,0],"sense":"Reverse"},"id":498,"loop_ref":124,"next":499,"prev":497,"to":120,"twin":484,"wire_ref":null},{"edge":253,"face":124,"from":120,"geometry_use":{"pcurve":499,"periodic_lift":[0,0],"sense":"Forward"},"id":499,"loop_ref":124,"next":496,"prev":498,"to":128,"twin":506,"wire_ref":null},{"edge":249,"face":125,"from":123,"geometry_use":{"pcurve":500,"periodic_lift":[0,0],"sense":"Forward"},"id":500,"loop_ref":125,"next":501,"prev":503,"to":127,"twin":490,"wire_ref":null},{"edge":254,"face":125,"from":127,"geometry_use":{"pcurve":501,"periodic_lift":[0,0],"sense":"Forward"},"id":501,"loop_ref":125,"next":502,"prev":500,"to":130,"twin":510,"wire_ref":null},{"edge":255,"face":125,"from":130,"geometry_use":{"pcurve":502,"periodic_lift":[0,0],"sense":"Reverse"},"id":502,"loop_ref":125,"next":503,"prev":501,"to":131,"twin":513,"wire_ref":null},{"edge":256,"face":125,"from":131,"geometry_use":{"pcurve":503,"periodic_lift":[0,0],"sense":"Reverse"},"id":503,"loop_ref":125,"next":500,"prev":502,"to":123,"twin":504,"wire_ref":null},{"edge":256,"face":126,"from":123,"geometry_use":{"pcurve":504,"periodic_lift":[0,0],"sense":"Forward"},"id":504,"loop_ref":126,"next":505,"prev":507,"to":131,"twin":503,"wire_ref":null},{"edge":257,"face":126,"from":131,"geometry_use":{"pcurve":505,"periodic_lift":[0,0],"sense":"Reverse"},"id":505,"loop_ref":126,"next":506,"prev":504,"to":128,"twin":512,"wire_ref":null},{"edge":253,"face":126,"from":128,"geometry_use":{"pcurve":506,"periodic_lift":[0,0],"sense":"Reverse"},"id":506,"loop_ref":126,"next":507,"prev":505,"to":120,"twin":499,"wire_ref":null},{"edge":243,"face":126,"from":120,"geometry_use":{"pcurve":507,"periodic_lift":[0,0],"sense":"Forward"},"id":507,"loop_ref":126,"next":504,"prev":506,"to":123,"twin":482,"wire_ref":null},{"edge":252,"face":127,"from":124,"geometry_use":{"pcurve":508,"periodic_lift":[0,0],"sense":"Forward"},"id":508,"loop_ref":127,"next":509,"prev":511,"to":129,"twin":497,"wire_ref":null},{"edge":258,"face":127,"from":129,"geometry_use":{"pcurve":509,"periodic_lift":[0,0],"sense":"Forward"},"id":509,"loop_ref":127,"next":510,"prev":508,"to":130,"twin":514,"wire_ref":null},{"edge":254,"face":127,"from":130,"geometry_use":{"pcurve":510,"periodic_lift":[0,0],"sense":"Reverse"},"id":510,"loop_ref":127,"next":511,"prev":509,"to":127,"twin":501,"wire_ref":null},{"edge":259,"face":127,"from":127,"geometry_use":{"pcurve":511,"periodic_lift":[0,0],"sense":"Reverse"},"id":511,"loop_ref":127,"next":508,"prev":510,"to":124,"twin":528,"wire_ref":null},{"edge":257,"face":128,"from":128,"geometry_use":{"pcurve":512,"periodic_lift":[0,0],"sense":"Forward"},"id":512,"loop_ref":128,"next":513,"prev":515,"to":131,"twin":505,"wire_ref":null},{"edge":255,"face":128,"from":131,"geometry_use":{"pcurve":513,"periodic_lift":[0,0],"sense":"Forward"},"id":513,"loop_ref":128,"next":514,"prev":512,"to":130,"twin":502,"wire_ref":null},{"edge":258,"face":128,"from":130,"geometry_use":{"pcurve":514,"periodic_lift":[0,0],"sense":"Reverse"},"id":514,"loop_ref":128,"next":515,"prev":513,"to":129,"twin":509,"wire_ref":null},{"edge":251,"face":128,"from":129,"geometry_use":{"pcurve":515,"periodic_lift":[0,0],"sense":"Reverse"},"id":515,"loop_ref":128,"next":512,"prev":514,"to":128,"twin":496,"wire_ref":null},{"edge":260,"face":129,"from":124,"geometry_use":{"pcurve":516,"periodic_lift":[0,0],"sense":"Forward"},"id":516,"loop_ref":129,"next":517,"prev":519,"to":132,"twin":531,"wire_ref":null},{"edge":261,"face":129,"from":132,"geometry_use":{"pcurve":517,"periodic_lift":[0,0],"sense":"Reverse"},"id":517,"loop_ref":129,"next":518,"prev":516,"to":133,"twin":535,"wire_ref":null},{"edge":262,"face":129,"from":133,"geometry_use":{"pcurve":518,"periodic_lift":[0,0],"sense":"Reverse"},"id":518,"loop_ref":129,"next":519,"prev":517,"to":125,"twin":527,"wire_ref":null},{"edge":245,"face":129,"from":125,"geometry_use":{"pcurve":519,"periodic_lift":[0,0],"sense":"Forward"},"id":519,"loop_ref":129,"next":516,"prev":518,"to":124,"twin":485,"wire_ref":null},{"edge":263,"face":130,"from":126,"geometry_use":{"pcurve":520,"periodic_lift":[0,0],"sense":"Forward"},"id":520,"loop_ref":130,"next":521,"prev":523,"to":134,"twin":525,"wire_ref":null},{"edge":264,"face":130,"from":134,"geometry_use":{"pcurve":521,"periodic_lift":[0,0],"sense":"Forward"},"id":521,"loop_ref":130,"next":522,"prev":520,"to":135,"twin":539,"wire_ref":null},{"edge":265,"face":130,"from":135,"geometry_use":{"pcurve":522,"periodic_lift":[0,0],"sense":"Reverse"},"id":522,"loop_ref":130,"next":523,"prev":521,"to":127,"twin":529,"wire_ref":null},{"edge":248,"face":130,"from":127,"geometry_use":{"pcurve":523,"periodic_lift":[0,0],"sense":"Reverse"},"id":523,"loop_ref":130,"next":520,"prev":522,"to":126,"twin":489,"wire_ref":null},{"edge":266,"face":131,"from":133,"geometry_use":{"pcurve":524,"periodic_lift":[0,0],"sense":"Forward"},"id":524,"loop_ref":131,"next":525,"prev":527,"to":134,"twin":542,"wire_ref":null},{"edge":263,"face":131,"from":134,"geometry_use":{"pcurve":525,"periodic_lift":[0,0],"sense":"Reverse"},"id":525,"loop_ref":131,"next":526,"prev":524,"to":126,"twin":520,"wire_ref":null},{"edge":250,"face":131,"from":126,"geometry_use":{"pcurve":526,"periodic_lift":[0,0],"sense":"Reverse"},"id":526,"loop_ref":131,"next":527,"prev":525,"to":125,"twin":492,"wire_ref":null},{"edge":262,"face":131,"from":125,"geometry_use":{"pcurve":527,"periodic_lift":[0,0],"sense":"Forward"},"id":527,"loop_ref":131,"next":524,"prev":526,"to":133,"twin":518,"wire_ref":null},{"edge":259,"face":132,"from":124,"geometry_use":{"pcurve":528,"periodic_lift":[0,0],"sense":"Forward"},"id":528,"loop_ref":132,"next":529,"prev":531,"to":127,"twin":511,"wire_ref":null},{"edge":265,"face":132,"from":127,"geometry_use":{"pcurve":529,"periodic_lift":[0,0],"sense":"Forward"},"id":529,"loop_ref":132,"next":530,"prev":528,"to":135,"twin":522,"wire_ref":null},{"edge":267,"face":132,"from":135,"geometry_use":{"pcurve":530,"periodic_lift":[0,0],"sense":"Reverse"},"id":530,"loop_ref":132,"next":531,"prev":529,"to":132,"twin":555,"wire_ref":null},{"edge":260,"face":132,"from":132,"geometry_use":{"pcurve":531,"periodic_lift":[0,0],"sense":"Reverse"},"id":531,"loop_ref":132,"next":528,"prev":530,"to":124,"twin":516,"wire_ref":null},{"edge":268,"face":133,"from":132,"geometry_use":{"pcurve":532,"periodic_lift":[0,0],"sense":"Forward"},"id":532,"loop_ref":133,"next":533,"prev":535,"to":136,"twin":546,"wire_ref":null},{"edge":269,"face":133,"from":136,"geometry_use":{"pcurve":533,"periodic_lift":[0,0],"sense":"Reverse"},"id":533,"loop_ref":133,"next":534,"prev":532,"to":137,"twin":567,"wire_ref":null},{"edge":270,"face":133,"from":137,"geometry_use":{"pcurve":534,"periodic_lift":[0,0],"sense":"Reverse"},"id":534,"loop_ref":133,"next":535,"prev":533,"to":133,"twin":543,"wire_ref":null},{"edge":261,"face":133,"from":133,"geometry_use":{"pcurve":535,"periodic_lift":[0,0],"sense":"Forward"},"id":535,"loop_ref":133,"next":532,"prev":534,"to":132,"twin":517,"wire_ref":null},{"edge":271,"face":134,"from":134,"geometry_use":{"pcurve":536,"periodic_lift":[0,0],"sense":"Forward"},"id":536,"loop_ref":134,"next":537,"prev":539,"to":138,"twin":541,"wire_ref":null},{"edge":272,"face":134,"from":138,"geometry_use":{"pcurve":537,"periodic_lift":[0,0],"sense":"Forward"},"id":537,"loop_ref":134,"next":538,"prev":536,"to":139,"twin":571,"wire_ref":null},{"edge":273,"face":134,"from":139,"geometry_use":{"pcurve":538,"periodic_lift":[0,0],"sense":"Reverse"},"id":538,"loop_ref":134,"next":539,"prev":537,"to":135,"twin":548,"wire_ref":null},{"edge":264,"face":134,"from":135,"geometry_use":{"pcurve":539,"periodic_lift":[0,0],"sense":"Reverse"},"id":539,"loop_ref":134,"next":536,"prev":538,"to":134,"twin":521,"wire_ref":null},{"edge":274,"face":135,"from":137,"geometry_use":{"pcurve":540,"periodic_lift":[0,0],"sense":"Forward"},"id":540,"loop_ref":135,"next":541,"prev":543,"to":138,"twin":574,"wire_ref":null},{"edge":271,"face":135,"from":138,"geometry_use":{"pcurve":541,"periodic_lift":[0,0],"sense":"Reverse"},"id":541,"loop_ref":135,"next":542,"prev":540,"to":134,"twin":536,"wire_ref":null},{"edge":266,"face":135,"from":134,"geometry_use":{"pcurve":542,"periodic_lift":[0,0],"sense":"Reverse"},"id":542,"loop_ref":135,"next":543,"prev":541,"to":133,"twin":524,"wire_ref":null},{"edge":270,"face":135,"from":133,"geometry_use":{"pcurve":543,"periodic_lift":[0,0],"sense":"Forward"},"id":543,"loop_ref":135,"next":540,"prev":542,"to":137,"twin":534,"wire_ref":null},{"edge":275,"face":136,"from":140,"geometry_use":{"pcurve":544,"periodic_lift":[0,0],"sense":"Forward"},"id":544,"loop_ref":136,"next":545,"prev":547,"to":141,"twin":563,"wire_ref":null},{"edge":276,"face":136,"from":141,"geometry_use":{"pcurve":545,"periodic_lift":[0,0],"sense":"Reverse"},"id":545,"loop_ref":136,"next":546,"prev":544,"to":136,"twin":556,"wire_ref":null},{"edge":268,"face":136,"from":136,"geometry_use":{"pcurve":546,"periodic_lift":[0,0],"sense":"Reverse"},"id":546,"loop_ref":136,"next":547,"prev":545,"to":132,"twin":532,"wire_ref":null},{"edge":277,"face":136,"from":132,"geometry_use":{"pcurve":547,"periodic_lift":[0,0],"sense":"Forward"},"id":547,"loop_ref":136,"next":544,"prev":546,"to":140,"twin":554,"wire_ref":null},{"edge":273,"face":137,"from":135,"geometry_use":{"pcurve":548,"periodic_lift":[0,0],"sense":"Forward"},"id":548,"loop_ref":137,"next":549,"prev":551,"to":139,"twin":538,"wire_ref":null},{"edge":278,"face":137,"from":139,"geometry_use":{"pcurve":549,"periodic_lift":[0,0],"sense":"Forward"},"id":549,"loop_ref":137,"next":550,"prev":548,"to":142,"twin":558,"wire_ref":null},{"edge":279,"face":137,"from":142,"geometry_use":{"pcurve":550,"periodic_lift":[0,0],"sense":"Reverse"},"id":550,"loop_ref":137,"next":551,"prev":549,"to":143,"twin":561,"wire_ref":null},{"edge":280,"face":137,"from":143,"geometry_use":{"pcurve":551,"periodic_lift":[0,0],"sense":"Reverse"},"id":551,"loop_ref":137,"next":548,"prev":550,"to":135,"twin":552,"wire_ref":null},{"edge":280,"face":138,"from":135,"geometry_use":{"pcurve":552,"periodic_lift":[0,0],"sense":"Forward"},"id":552,"loop_ref":138,"next":553,"prev":555,"to":143,"twin":551,"wire_ref":null},{"edge":281,"face":138,"from":143,"geometry_use":{"pcurve":553,"periodic_lift":[0,0],"sense":"Reverse"},"id":553,"loop_ref":138,"next":554,"prev":552,"to":140,"twin":560,"wire_ref":null},{"edge":277,"face":138,"from":140,"geometry_use":{"pcurve":554,"periodic_lift":[0,0],"sense":"Reverse"},"id":554,"loop_ref":138,"next":555,"prev":553,"to":132,"twin":547,"wire_ref":null},{"edge":267,"face":138,"from":132,"geometry_use":{"pcurve":555,"periodic_lift":[0,0],"sense":"Forward"},"id":555,"loop_ref":138,"next":552,"prev":554,"to":135,"twin":530,"wire_ref":null},{"edge":276,"face":139,"from":136,"geometry_use":{"pcurve":556,"periodic_lift":[0,0],"sense":"Forward"},"id":556,"loop_ref":139,"next":557,"prev":559,"to":141,"twin":545,"wire_ref":null},{"edge":282,"face":139,"from":141,"geometry_use":{"pcurve":557,"periodic_lift":[0,0],"sense":"Forward"},"id":557,"loop_ref":139,"next":558,"prev":556,"to":142,"twin":562,"wire_ref":null},{"edge":278,"face":139,"from":142,"geometry_use":{"pcurve":558,"periodic_lift":[0,0],"sense":"Reverse"},"id":558,"loop_ref":139,"next":559,"prev":557,"to":139,"twin":549,"wire_ref":null},{"edge":283,"face":139,"from":139,"geometry_use":{"pcurve":559,"periodic_lift":[0,0],"sense":"Reverse"},"id":559,"loop_ref":139,"next":556,"prev":558,"to":136,"twin":576,"wire_ref":null},{"edge":281,"face":140,"from":140,"geometry_use":{"pcurve":560,"periodic_lift":[0,0],"sense":"Forward"},"id":560,"loop_ref":140,"next":561,"prev":563,"to":143,"twin":553,"wire_ref":null},{"edge":279,"face":140,"from":143,"geometry_use":{"pcurve":561,"periodic_lift":[0,0],"sense":"Forward"},"id":561,"loop_ref":140,"next":562,"prev":560,"to":142,"twin":550,"wire_ref":null},{"edge":282,"face":140,"from":142,"geometry_use":{"pcurve":562,"periodic_lift":[0,0],"sense":"Reverse"},"id":562,"loop_ref":140,"next":563,"prev":561,"to":141,"twin":557,"wire_ref":null},{"edge":275,"face":140,"from":141,"geometry_use":{"pcurve":563,"periodic_lift":[0,0],"sense":"Reverse"},"id":563,"loop_ref":140,"next":560,"prev":562,"to":140,"twin":544,"wire_ref":null},{"edge":284,"face":141,"from":136,"geometry_use":{"pcurve":564,"periodic_lift":[0,0],"sense":"Forward"},"id":564,"loop_ref":141,"next":565,"prev":567,"to":144,"twin":579,"wire_ref":null},{"edge":285,"face":141,"from":144,"geometry_use":{"pcurve":565,"periodic_lift":[0,0],"sense":"Reverse"},"id":565,"loop_ref":141,"next":566,"prev":564,"to":145,"twin":583,"wire_ref":null},{"edge":286,"face":141,"from":145,"geometry_use":{"pcurve":566,"periodic_lift":[0,0],"sense":"Reverse"},"id":566,"loop_ref":141,"next":567,"prev":565,"to":137,"twin":575,"wire_ref":null},{"edge":269,"face":141,"from":137,"geometry_use":{"pcurve":567,"periodic_lift":[0,0],"sense":"Forward"},"id":567,"loop_ref":141,"next":564,"prev":566,"to":136,"twin":533,"wire_ref":null},{"edge":287,"face":142,"from":138,"geometry_use":{"pcurve":568,"periodic_lift":[0,0],"sense":"Forward"},"id":568,"loop_ref":142,"next":569,"prev":571,"to":146,"twin":573,"wire_ref":null},{"edge":288,"face":142,"from":146,"geometry_use":{"pcurve":569,"periodic_lift":[0,0],"sense":"Forward"},"id":569,"loop_ref":142,"next":570,"prev":568,"to":147,"twin":587,"wire_ref":null},{"edge":289,"face":142,"from":147,"geometry_use":{"pcurve":570,"periodic_lift":[0,0],"sense":"Reverse"},"id":570,"loop_ref":142,"next":571,"prev":569,"to":139,"twin":577,"wire_ref":null},{"edge":272,"face":142,"from":139,"geometry_use":{"pcurve":571,"periodic_lift":[0,0],"sense":"Reverse"},"id":571,"loop_ref":142,"next":568,"prev":570,"to":138,"twin":537,"wire_ref":null},{"edge":290,"face":143,"from":145,"geometry_use":{"pcurve":572,"periodic_lift":[0,0],"sense":"Forward"},"id":572,"loop_ref":143,"next":573,"prev":575,"to":146,"twin":590,"wire_ref":null},{"edge":287,"face":143,"from":146,"geometry_use":{"pcurve":573,"periodic_lift":[0,0],"sense":"Reverse"},"id":573,"loop_ref":143,"next":574,"prev":572,"to":138,"twin":568,"wire_ref":null},{"edge":274,"face":143,"from":138,"geometry_use":{"pcurve":574,"periodic_lift":[0,0],"sense":"Reverse"},"id":574,"loop_ref":143,"next":575,"prev":573,"to":137,"twin":540,"wire_ref":null},{"edge":286,"face":143,"from":137,"geometry_use":{"pcurve":575,"periodic_lift":[0,0],"sense":"Forward"},"id":575,"loop_ref":143,"next":572,"prev":574,"to":145,"twin":566,"wire_ref":null},{"edge":283,"face":144,"from":136,"geometry_use":{"pcurve":576,"periodic_lift":[0,0],"sense":"Forward"},"id":576,"loop_ref":144,"next":577,"prev":579,"to":139,"twin":559,"wire_ref":null},{"edge":289,"face":144,"from":139,"geometry_use":{"pcurve":577,"periodic_lift":[0,0],"sense":"Forward"},"id":577,"loop_ref":144,"next":578,"prev":576,"to":147,"twin":570,"wire_ref":null},{"edge":291,"face":144,"from":147,"geometry_use":{"pcurve":578,"periodic_lift":[0,0],"sense":"Reverse"},"id":578,"loop_ref":144,"next":579,"prev":577,"to":144,"twin":603,"wire_ref":null},{"edge":284,"face":144,"from":144,"geometry_use":{"pcurve":579,"periodic_lift":[0,0],"sense":"Reverse"},"id":579,"loop_ref":144,"next":576,"prev":578,"to":136,"twin":564,"wire_ref":null},{"edge":292,"face":145,"from":144,"geometry_use":{"pcurve":580,"periodic_lift":[0,0],"sense":"Forward"},"id":580,"loop_ref":145,"next":581,"prev":583,"to":148,"twin":594,"wire_ref":null},{"edge":293,"face":145,"from":148,"geometry_use":{"pcurve":581,"periodic_lift":[0,0],"sense":"Reverse"},"id":581,"loop_ref":145,"next":582,"prev":580,"to":149,"twin":615,"wire_ref":null},{"edge":294,"face":145,"from":149,"geometry_use":{"pcurve":582,"periodic_lift":[0,0],"sense":"Reverse"},"id":582,"loop_ref":145,"next":583,"prev":581,"to":145,"twin":591,"wire_ref":null},{"edge":285,"face":145,"from":145,"geometry_use":{"pcurve":583,"periodic_lift":[0,0],"sense":"Forward"},"id":583,"loop_ref":145,"next":580,"prev":582,"to":144,"twin":565,"wire_ref":null},{"edge":295,"face":146,"from":146,"geometry_use":{"pcurve":584,"periodic_lift":[0,0],"sense":"Forward"},"id":584,"loop_ref":146,"next":585,"prev":587,"to":150,"twin":589,"wire_ref":null},{"edge":296,"face":146,"from":150,"geometry_use":{"pcurve":585,"periodic_lift":[0,0],"sense":"Forward"},"id":585,"loop_ref":146,"next":586,"prev":584,"to":151,"twin":619,"wire_ref":null},{"edge":297,"face":146,"from":151,"geometry_use":{"pcurve":586,"periodic_lift":[0,0],"sense":"Reverse"},"id":586,"loop_ref":146,"next":587,"prev":585,"to":147,"twin":596,"wire_ref":null},{"edge":288,"face":146,"from":147,"geometry_use":{"pcurve":587,"periodic_lift":[0,0],"sense":"Reverse"},"id":587,"loop_ref":146,"next":584,"prev":586,"to":146,"twin":569,"wire_ref":null},{"edge":298,"face":147,"from":149,"geometry_use":{"pcurve":588,"periodic_lift":[0,0],"sense":"Forward"},"id":588,"loop_ref":147,"next":589,"prev":591,"to":150,"twin":622,"wire_ref":null},{"edge":295,"face":147,"from":150,"geometry_use":{"pcurve":589,"periodic_lift":[0,0],"sense":"Reverse"},"id":589,"loop_ref":147,"next":590,"prev":588,"to":146,"twin":584,"wire_ref":null},{"edge":290,"face":147,"from":146,"geometry_use":{"pcurve":590,"periodic_lift":[0,0],"sense":"Reverse"},"id":590,"loop_ref":147,"next":591,"prev":589,"to":145,"twin":572,"wire_ref":null},{"edge":294,"face":147,"from":145,"geometry_use":{"pcurve":591,"periodic_lift":[0,0],"sense":"Forward"},"id":591,"loop_ref":147,"next":588,"prev":590,"to":149,"twin":582,"wire_ref":null},{"edge":299,"face":148,"from":152,"geometry_use":{"pcurve":592,"periodic_lift":[0,0],"sense":"Forward"},"id":592,"loop_ref":148,"next":593,"prev":595,"to":153,"twin":611,"wire_ref":null},{"edge":300,"face":148,"from":153,"geometry_use":{"pcurve":593,"periodic_lift":[0,0],"sense":"Reverse"},"id":593,"loop_ref":148,"next":594,"prev":592,"to":148,"twin":604,"wire_ref":null},{"edge":292,"face":148,"from":148,"geometry_use":{"pcurve":594,"periodic_lift":[0,0],"sense":"Reverse"},"id":594,"loop_ref":148,"next":595,"prev":593,"to":144,"twin":580,"wire_ref":null},{"edge":301,"face":148,"from":144,"geometry_use":{"pcurve":595,"periodic_lift":[0,0],"sense":"Forward"},"id":595,"loop_ref":148,"next":592,"prev":594,"to":152,"twin":602,"wire_ref":null},{"edge":297,"face":149,"from":147,"geometry_use":{"pcurve":596,"periodic_lift":[0,0],"sense":"Forward"},"id":596,"loop_ref":149,"next":597,"prev":599,"to":151,"twin":586,"wire_ref":null},{"edge":302,"face":149,"from":151,"geometry_use":{"pcurve":597,"periodic_lift":[0,0],"sense":"Forward"},"id":597,"loop_ref":149,"next":598,"prev":596,"to":154,"twin":606,"wire_ref":null},{"edge":303,"face":149,"from":154,"geometry_use":{"pcurve":598,"periodic_lift":[0,0],"sense":"Reverse"},"id":598,"loop_ref":149,"next":599,"prev":597,"to":155,"twin":609,"wire_ref":null},{"edge":304,"face":149,"from":155,"geometry_use":{"pcurve":599,"periodic_lift":[0,0],"sense":"Reverse"},"id":599,"loop_ref":149,"next":596,"prev":598,"to":147,"twin":600,"wire_ref":null},{"edge":304,"face":150,"from":147,"geometry_use":{"pcurve":600,"periodic_lift":[0,0],"sense":"Forward"},"id":600,"loop_ref":150,"next":601,"prev":603,"to":155,"twin":599,"wire_ref":null},{"edge":305,"face":150,"from":155,"geometry_use":{"pcurve":601,"periodic_lift":[0,0],"sense":"Reverse"},"id":601,"loop_ref":150,"next":602,"prev":600,"to":152,"twin":608,"wire_ref":null},{"edge":301,"face":150,"from":152,"geometry_use":{"pcurve":602,"periodic_lift":[0,0],"sense":"Reverse"},"id":602,"loop_ref":150,"next":603,"prev":601,"to":144,"twin":595,"wire_ref":null},{"edge":291,"face":150,"from":144,"geometry_use":{"pcurve":603,"periodic_lift":[0,0],"sense":"Forward"},"id":603,"loop_ref":150,"next":600,"prev":602,"to":147,"twin":578,"wire_ref":null},{"edge":300,"face":151,"from":148,"geometry_use":{"pcurve":604,"periodic_lift":[0,0],"sense":"Forward"},"id":604,"loop_ref":151,"next":605,"prev":607,"to":153,"twin":593,"wire_ref":null},{"edge":306,"face":151,"from":153,"geometry_use":{"pcurve":605,"periodic_lift":[0,0],"sense":"Forward"},"id":605,"loop_ref":151,"next":606,"prev":604,"to":154,"twin":610,"wire_ref":null},{"edge":302,"face":151,"from":154,"geometry_use":{"pcurve":606,"periodic_lift":[0,0],"sense":"Reverse"},"id":606,"loop_ref":151,"next":607,"prev":605,"to":151,"twin":597,"wire_ref":null},{"edge":307,"face":151,"from":151,"geometry_use":{"pcurve":607,"periodic_lift":[0,0],"sense":"Reverse"},"id":607,"loop_ref":151,"next":604,"prev":606,"to":148,"twin":624,"wire_ref":null},{"edge":305,"face":152,"from":152,"geometry_use":{"pcurve":608,"periodic_lift":[0,0],"sense":"Forward"},"id":608,"loop_ref":152,"next":609,"prev":611,"to":155,"twin":601,"wire_ref":null},{"edge":303,"face":152,"from":155,"geometry_use":{"pcurve":609,"periodic_lift":[0,0],"sense":"Forward"},"id":609,"loop_ref":152,"next":610,"prev":608,"to":154,"twin":598,"wire_ref":null},{"edge":306,"face":152,"from":154,"geometry_use":{"pcurve":610,"periodic_lift":[0,0],"sense":"Reverse"},"id":610,"loop_ref":152,"next":611,"prev":609,"to":153,"twin":605,"wire_ref":null},{"edge":299,"face":152,"from":153,"geometry_use":{"pcurve":611,"periodic_lift":[0,0],"sense":"Reverse"},"id":611,"loop_ref":152,"next":608,"prev":610,"to":152,"twin":592,"wire_ref":null},{"edge":308,"face":153,"from":148,"geometry_use":{"pcurve":612,"periodic_lift":[0,0],"sense":"Forward"},"id":612,"loop_ref":153,"next":613,"prev":615,"to":156,"twin":627,"wire_ref":null},{"edge":309,"face":153,"from":156,"geometry_use":{"pcurve":613,"periodic_lift":[0,0],"sense":"Reverse"},"id":613,"loop_ref":153,"next":614,"prev":612,"to":157,"twin":631,"wire_ref":null},{"edge":310,"face":153,"from":157,"geometry_use":{"pcurve":614,"periodic_lift":[0,0],"sense":"Reverse"},"id":614,"loop_ref":153,"next":615,"prev":613,"to":149,"twin":623,"wire_ref":null},{"edge":293,"face":153,"from":149,"geometry_use":{"pcurve":615,"periodic_lift":[0,0],"sense":"Forward"},"id":615,"loop_ref":153,"next":612,"prev":614,"to":148,"twin":581,"wire_ref":null},{"edge":311,"face":154,"from":150,"geometry_use":{"pcurve":616,"periodic_lift":[0,0],"sense":"Forward"},"id":616,"loop_ref":154,"next":617,"prev":619,"to":158,"twin":621,"wire_ref":null},{"edge":312,"face":154,"from":158,"geometry_use":{"pcurve":617,"periodic_lift":[0,0],"sense":"Forward"},"id":617,"loop_ref":154,"next":618,"prev":616,"to":159,"twin":635,"wire_ref":null},{"edge":313,"face":154,"from":159,"geometry_use":{"pcurve":618,"periodic_lift":[0,0],"sense":"Reverse"},"id":618,"loop_ref":154,"next":619,"prev":617,"to":151,"twin":625,"wire_ref":null},{"edge":296,"face":154,"from":151,"geometry_use":{"pcurve":619,"periodic_lift":[0,0],"sense":"Reverse"},"id":619,"loop_ref":154,"next":616,"prev":618,"to":150,"twin":585,"wire_ref":null},{"edge":314,"face":155,"from":157,"geometry_use":{"pcurve":620,"periodic_lift":[0,0],"sense":"Forward"},"id":620,"loop_ref":155,"next":621,"prev":623,"to":158,"twin":638,"wire_ref":null},{"edge":311,"face":155,"from":158,"geometry_use":{"pcurve":621,"periodic_lift":[0,0],"sense":"Reverse"},"id":621,"loop_ref":155,"next":622,"prev":620,"to":150,"twin":616,"wire_ref":null},{"edge":298,"face":155,"from":150,"geometry_use":{"pcurve":622,"periodic_lift":[0,0],"sense":"Reverse"},"id":622,"loop_ref":155,"next":623,"prev":621,"to":149,"twin":588,"wire_ref":null},{"edge":310,"face":155,"from":149,"geometry_use":{"pcurve":623,"periodic_lift":[0,0],"sense":"Forward"},"id":623,"loop_ref":155,"next":620,"prev":622,"to":157,"twin":614,"wire_ref":null},{"edge":307,"face":156,"from":148,"geometry_use":{"pcurve":624,"periodic_lift":[0,0],"sense":"Forward"},"id":624,"loop_ref":156,"next":625,"prev":627,"to":151,"twin":607,"wire_ref":null},{"edge":313,"face":156,"from":151,"geometry_use":{"pcurve":625,"periodic_lift":[0,0],"sense":"Forward"},"id":625,"loop_ref":156,"next":626,"prev":624,"to":159,"twin":618,"wire_ref":null},{"edge":315,"face":156,"from":159,"geometry_use":{"pcurve":626,"periodic_lift":[0,0],"sense":"Reverse"},"id":626,"loop_ref":156,"next":627,"prev":625,"to":156,"twin":651,"wire_ref":null},{"edge":308,"face":156,"from":156,"geometry_use":{"pcurve":627,"periodic_lift":[0,0],"sense":"Reverse"},"id":627,"loop_ref":156,"next":624,"prev":626,"to":148,"twin":612,"wire_ref":null},{"edge":316,"face":157,"from":156,"geometry_use":{"pcurve":628,"periodic_lift":[0,0],"sense":"Forward"},"id":628,"loop_ref":157,"next":629,"prev":631,"to":160,"twin":642,"wire_ref":null},{"edge":317,"face":157,"from":160,"geometry_use":{"pcurve":629,"periodic_lift":[0,0],"sense":"Reverse"},"id":629,"loop_ref":157,"next":630,"prev":628,"to":161,"twin":663,"wire_ref":null},{"edge":318,"face":157,"from":161,"geometry_use":{"pcurve":630,"periodic_lift":[0,0],"sense":"Reverse"},"id":630,"loop_ref":157,"next":631,"prev":629,"to":157,"twin":639,"wire_ref":null},{"edge":309,"face":157,"from":157,"geometry_use":{"pcurve":631,"periodic_lift":[0,0],"sense":"Forward"},"id":631,"loop_ref":157,"next":628,"prev":630,"to":156,"twin":613,"wire_ref":null},{"edge":319,"face":158,"from":158,"geometry_use":{"pcurve":632,"periodic_lift":[0,0],"sense":"Forward"},"id":632,"loop_ref":158,"next":633,"prev":635,"to":162,"twin":637,"wire_ref":null},{"edge":320,"face":158,"from":162,"geometry_use":{"pcurve":633,"periodic_lift":[0,0],"sense":"Forward"},"id":633,"loop_ref":158,"next":634,"prev":632,"to":163,"twin":667,"wire_ref":null},{"edge":321,"face":158,"from":163,"geometry_use":{"pcurve":634,"periodic_lift":[0,0],"sense":"Reverse"},"id":634,"loop_ref":158,"next":635,"prev":633,"to":159,"twin":644,"wire_ref":null},{"edge":312,"face":158,"from":159,"geometry_use":{"pcurve":635,"periodic_lift":[0,0],"sense":"Reverse"},"id":635,"loop_ref":158,"next":632,"prev":634,"to":158,"twin":617,"wire_ref":null},{"edge":322,"face":159,"from":161,"geometry_use":{"pcurve":636,"periodic_lift":[0,0],"sense":"Forward"},"id":636,"loop_ref":159,"next":637,"prev":639,"to":162,"twin":670,"wire_ref":null},{"edge":319,"face":159,"from":162,"geometry_use":{"pcurve":637,"periodic_lift":[0,0],"sense":"Reverse"},"id":637,"loop_ref":159,"next":638,"prev":636,"to":158,"twin":632,"wire_ref":null},{"edge":314,"face":159,"from":158,"geometry_use":{"pcurve":638,"periodic_lift":[0,0],"sense":"Reverse"},"id":638,"loop_ref":159,"next":639,"prev":637,"to":157,"twin":620,"wire_ref":null},{"edge":318,"face":159,"from":157,"geometry_use":{"pcurve":639,"periodic_lift":[0,0],"sense":"Forward"},"id":639,"loop_ref":159,"next":636,"prev":638,"to":161,"twin":630,"wire_ref":null},{"edge":323,"face":160,"from":164,"geometry_use":{"pcurve":640,"periodic_lift":[0,0],"sense":"Forward"},"id":640,"loop_ref":160,"next":641,"prev":643,"to":165,"twin":659,"wire_ref":null},{"edge":324,"face":160,"from":165,"geometry_use":{"pcurve":641,"periodic_lift":[0,0],"sense":"Reverse"},"id":641,"loop_ref":160,"next":642,"prev":640,"to":160,"twin":652,"wire_ref":null},{"edge":316,"face":160,"from":160,"geometry_use":{"pcurve":642,"periodic_lift":[0,0],"sense":"Reverse"},"id":642,"loop_ref":160,"next":643,"prev":641,"to":156,"twin":628,"wire_ref":null},{"edge":325,"face":160,"from":156,"geometry_use":{"pcurve":643,"periodic_lift":[0,0],"sense":"Forward"},"id":643,"loop_ref":160,"next":640,"prev":642,"to":164,"twin":650,"wire_ref":null},{"edge":321,"face":161,"from":159,"geometry_use":{"pcurve":644,"periodic_lift":[0,0],"sense":"Forward"},"id":644,"loop_ref":161,"next":645,"prev":647,"to":163,"twin":634,"wire_ref":null},{"edge":326,"face":161,"from":163,"geometry_use":{"pcurve":645,"periodic_lift":[0,0],"sense":"Forward"},"id":645,"loop_ref":161,"next":646,"prev":644,"to":166,"twin":654,"wire_ref":null},{"edge":327,"face":161,"from":166,"geometry_use":{"pcurve":646,"periodic_lift":[0,0],"sense":"Reverse"},"id":646,"loop_ref":161,"next":647,"prev":645,"to":167,"twin":657,"wire_ref":null},{"edge":328,"face":161,"from":167,"geometry_use":{"pcurve":647,"periodic_lift":[0,0],"sense":"Reverse"},"id":647,"loop_ref":161,"next":644,"prev":646,"to":159,"twin":648,"wire_ref":null},{"edge":328,"face":162,"from":159,"geometry_use":{"pcurve":648,"periodic_lift":[0,0],"sense":"Forward"},"id":648,"loop_ref":162,"next":649,"prev":651,"to":167,"twin":647,"wire_ref":null},{"edge":329,"face":162,"from":167,"geometry_use":{"pcurve":649,"periodic_lift":[0,0],"sense":"Reverse"},"id":649,"loop_ref":162,"next":650,"prev":648,"to":164,"twin":656,"wire_ref":null},{"edge":325,"face":162,"from":164,"geometry_use":{"pcurve":650,"periodic_lift":[0,0],"sense":"Reverse"},"id":650,"loop_ref":162,"next":651,"prev":649,"to":156,"twin":643,"wire_ref":null},{"edge":315,"face":162,"from":156,"geometry_use":{"pcurve":651,"periodic_lift":[0,0],"sense":"Forward"},"id":651,"loop_ref":162,"next":648,"prev":650,"to":159,"twin":626,"wire_ref":null},{"edge":324,"face":163,"from":160,"geometry_use":{"pcurve":652,"periodic_lift":[0,0],"sense":"Forward"},"id":652,"loop_ref":163,"next":653,"prev":655,"to":165,"twin":641,"wire_ref":null},{"edge":330,"face":163,"from":165,"geometry_use":{"pcurve":653,"periodic_lift":[0,0],"sense":"Forward"},"id":653,"loop_ref":163,"next":654,"prev":652,"to":166,"twin":658,"wire_ref":null},{"edge":326,"face":163,"from":166,"geometry_use":{"pcurve":654,"periodic_lift":[0,0],"sense":"Reverse"},"id":654,"loop_ref":163,"next":655,"prev":653,"to":163,"twin":645,"wire_ref":null},{"edge":331,"face":163,"from":163,"geometry_use":{"pcurve":655,"periodic_lift":[0,0],"sense":"Reverse"},"id":655,"loop_ref":163,"next":652,"prev":654,"to":160,"twin":672,"wire_ref":null},{"edge":329,"face":164,"from":164,"geometry_use":{"pcurve":656,"periodic_lift":[0,0],"sense":"Forward"},"id":656,"loop_ref":164,"next":657,"prev":659,"to":167,"twin":649,"wire_ref":null},{"edge":327,"face":164,"from":167,"geometry_use":{"pcurve":657,"periodic_lift":[0,0],"sense":"Forward"},"id":657,"loop_ref":164,"next":658,"prev":656,"to":166,"twin":646,"wire_ref":null},{"edge":330,"face":164,"from":166,"geometry_use":{"pcurve":658,"periodic_lift":[0,0],"sense":"Reverse"},"id":658,"loop_ref":164,"next":659,"prev":657,"to":165,"twin":653,"wire_ref":null},{"edge":323,"face":164,"from":165,"geometry_use":{"pcurve":659,"periodic_lift":[0,0],"sense":"Reverse"},"id":659,"loop_ref":164,"next":656,"prev":658,"to":164,"twin":640,"wire_ref":null},{"edge":332,"face":165,"from":160,"geometry_use":{"pcurve":660,"periodic_lift":[0,0],"sense":"Forward"},"id":660,"loop_ref":165,"next":661,"prev":663,"to":168,"twin":675,"wire_ref":null},{"edge":333,"face":165,"from":168,"geometry_use":{"pcurve":661,"periodic_lift":[0,0],"sense":"Reverse"},"id":661,"loop_ref":165,"next":662,"prev":660,"to":169,"twin":679,"wire_ref":null},{"edge":334,"face":165,"from":169,"geometry_use":{"pcurve":662,"periodic_lift":[0,0],"sense":"Reverse"},"id":662,"loop_ref":165,"next":663,"prev":661,"to":161,"twin":671,"wire_ref":null},{"edge":317,"face":165,"from":161,"geometry_use":{"pcurve":663,"periodic_lift":[0,0],"sense":"Forward"},"id":663,"loop_ref":165,"next":660,"prev":662,"to":160,"twin":629,"wire_ref":null},{"edge":335,"face":166,"from":162,"geometry_use":{"pcurve":664,"periodic_lift":[0,0],"sense":"Forward"},"id":664,"loop_ref":166,"next":665,"prev":667,"to":170,"twin":669,"wire_ref":null},{"edge":336,"face":166,"from":170,"geometry_use":{"pcurve":665,"periodic_lift":[0,0],"sense":"Forward"},"id":665,"loop_ref":166,"next":666,"prev":664,"to":171,"twin":683,"wire_ref":null},{"edge":337,"face":166,"from":171,"geometry_use":{"pcurve":666,"periodic_lift":[0,0],"sense":"Reverse"},"id":666,"loop_ref":166,"next":667,"prev":665,"to":163,"twin":673,"wire_ref":null},{"edge":320,"face":166,"from":163,"geometry_use":{"pcurve":667,"periodic_lift":[0,0],"sense":"Reverse"},"id":667,"loop_ref":166,"next":664,"prev":666,"to":162,"twin":633,"wire_ref":null},{"edge":338,"face":167,"from":169,"geometry_use":{"pcurve":668,"periodic_lift":[0,0],"sense":"Forward"},"id":668,"loop_ref":167,"next":669,"prev":671,"to":170,"twin":686,"wire_ref":null},{"edge":335,"face":167,"from":170,"geometry_use":{"pcurve":669,"periodic_lift":[0,0],"sense":"Reverse"},"id":669,"loop_ref":167,"next":670,"prev":668,"to":162,"twin":664,"wire_ref":null},{"edge":322,"face":167,"from":162,"geometry_use":{"pcurve":670,"periodic_lift":[0,0],"sense":"Reverse"},"id":670,"loop_ref":167,"next":671,"prev":669,"to":161,"twin":636,"wire_ref":null},{"edge":334,"face":167,"from":161,"geometry_use":{"pcurve":671,"periodic_lift":[0,0],"sense":"Forward"},"id":671,"loop_ref":167,"next":668,"prev":670,"to":169,"twin":662,"wire_ref":null},{"edge":331,"face":168,"from":160,"geometry_use":{"pcurve":672,"periodic_lift":[0,0],"sense":"Forward"},"id":672,"loop_ref":168,"next":673,"prev":675,"to":163,"twin":655,"wire_ref":null},{"edge":337,"face":168,"from":163,"geometry_use":{"pcurve":673,"periodic_lift":[0,0],"sense":"Forward"},"id":673,"loop_ref":168,"next":674,"prev":672,"to":171,"twin":666,"wire_ref":null},{"edge":339,"face":168,"from":171,"geometry_use":{"pcurve":674,"periodic_lift":[0,0],"sense":"Reverse"},"id":674,"loop_ref":168,"next":675,"prev":673,"to":168,"twin":699,"wire_ref":null},{"edge":332,"face":168,"from":168,"geometry_use":{"pcurve":675,"periodic_lift":[0,0],"sense":"Reverse"},"id":675,"loop_ref":168,"next":672,"prev":674,"to":160,"twin":660,"wire_ref":null},{"edge":340,"face":169,"from":168,"geometry_use":{"pcurve":676,"periodic_lift":[0,0],"sense":"Forward"},"id":676,"loop_ref":169,"next":677,"prev":679,"to":172,"twin":690,"wire_ref":null},{"edge":341,"face":169,"from":172,"geometry_use":{"pcurve":677,"periodic_lift":[0,0],"sense":"Reverse"},"id":677,"loop_ref":169,"next":678,"prev":676,"to":173,"twin":711,"wire_ref":null},{"edge":342,"face":169,"from":173,"geometry_use":{"pcurve":678,"periodic_lift":[0,0],"sense":"Reverse"},"id":678,"loop_ref":169,"next":679,"prev":677,"to":169,"twin":687,"wire_ref":null},{"edge":333,"face":169,"from":169,"geometry_use":{"pcurve":679,"periodic_lift":[0,0],"sense":"Forward"},"id":679,"loop_ref":169,"next":676,"prev":678,"to":168,"twin":661,"wire_ref":null},{"edge":343,"face":170,"from":170,"geometry_use":{"pcurve":680,"periodic_lift":[0,0],"sense":"Forward"},"id":680,"loop_ref":170,"next":681,"prev":683,"to":174,"twin":685,"wire_ref":null},{"edge":344,"face":170,"from":174,"geometry_use":{"pcurve":681,"periodic_lift":[0,0],"sense":"Forward"},"id":681,"loop_ref":170,"next":682,"prev":680,"to":175,"twin":715,"wire_ref":null},{"edge":345,"face":170,"from":175,"geometry_use":{"pcurve":682,"periodic_lift":[0,0],"sense":"Reverse"},"id":682,"loop_ref":170,"next":683,"prev":681,"to":171,"twin":692,"wire_ref":null},{"edge":336,"face":170,"from":171,"geometry_use":{"pcurve":683,"periodic_lift":[0,0],"sense":"Reverse"},"id":683,"loop_ref":170,"next":680,"prev":682,"to":170,"twin":665,"wire_ref":null},{"edge":346,"face":171,"from":173,"geometry_use":{"pcurve":684,"periodic_lift":[0,0],"sense":"Forward"},"id":684,"loop_ref":171,"next":685,"prev":687,"to":174,"twin":718,"wire_ref":null},{"edge":343,"face":171,"from":174,"geometry_use":{"pcurve":685,"periodic_lift":[0,0],"sense":"Reverse"},"id":685,"loop_ref":171,"next":686,"prev":684,"to":170,"twin":680,"wire_ref":null},{"edge":338,"face":171,"from":170,"geometry_use":{"pcurve":686,"periodic_lift":[0,0],"sense":"Reverse"},"id":686,"loop_ref":171,"next":687,"prev":685,"to":169,"twin":668,"wire_ref":null},{"edge":342,"face":171,"from":169,"geometry_use":{"pcurve":687,"periodic_lift":[0,0],"sense":"Forward"},"id":687,"loop_ref":171,"next":684,"prev":686,"to":173,"twin":678,"wire_ref":null},{"edge":347,"face":172,"from":176,"geometry_use":{"pcurve":688,"periodic_lift":[0,0],"sense":"Forward"},"id":688,"loop_ref":172,"next":689,"prev":691,"to":177,"twin":707,"wire_ref":null},{"edge":348,"face":172,"from":177,"geometry_use":{"pcurve":689,"periodic_lift":[0,0],"sense":"Reverse"},"id":689,"loop_ref":172,"next":690,"prev":688,"to":172,"twin":700,"wire_ref":null},{"edge":340,"face":172,"from":172,"geometry_use":{"pcurve":690,"periodic_lift":[0,0],"sense":"Reverse"},"id":690,"loop_ref":172,"next":691,"prev":689,"to":168,"twin":676,"wire_ref":null},{"edge":349,"face":172,"from":168,"geometry_use":{"pcurve":691,"periodic_lift":[0,0],"sense":"Forward"},"id":691,"loop_ref":172,"next":688,"prev":690,"to":176,"twin":698,"wire_ref":null},{"edge":345,"face":173,"from":171,"geometry_use":{"pcurve":692,"periodic_lift":[0,0],"sense":"Forward"},"id":692,"loop_ref":173,"next":693,"prev":695,"to":175,"twin":682,"wire_ref":null},{"edge":350,"face":173,"from":175,"geometry_use":{"pcurve":693,"periodic_lift":[0,0],"sense":"Forward"},"id":693,"loop_ref":173,"next":694,"prev":692,"to":178,"twin":702,"wire_ref":null},{"edge":351,"face":173,"from":178,"geometry_use":{"pcurve":694,"periodic_lift":[0,0],"sense":"Reverse"},"id":694,"loop_ref":173,"next":695,"prev":693,"to":179,"twin":705,"wire_ref":null},{"edge":352,"face":173,"from":179,"geometry_use":{"pcurve":695,"periodic_lift":[0,0],"sense":"Reverse"},"id":695,"loop_ref":173,"next":692,"prev":694,"to":171,"twin":696,"wire_ref":null},{"edge":352,"face":174,"from":171,"geometry_use":{"pcurve":696,"periodic_lift":[0,0],"sense":"Forward"},"id":696,"loop_ref":174,"next":697,"prev":699,"to":179,"twin":695,"wire_ref":null},{"edge":353,"face":174,"from":179,"geometry_use":{"pcurve":697,"periodic_lift":[0,0],"sense":"Reverse"},"id":697,"loop_ref":174,"next":698,"prev":696,"to":176,"twin":704,"wire_ref":null},{"edge":349,"face":174,"from":176,"geometry_use":{"pcurve":698,"periodic_lift":[0,0],"sense":"Reverse"},"id":698,"loop_ref":174,"next":699,"prev":697,"to":168,"twin":691,"wire_ref":null},{"edge":339,"face":174,"from":168,"geometry_use":{"pcurve":699,"periodic_lift":[0,0],"sense":"Forward"},"id":699,"loop_ref":174,"next":696,"prev":698,"to":171,"twin":674,"wire_ref":null},{"edge":348,"face":175,"from":172,"geometry_use":{"pcurve":700,"periodic_lift":[0,0],"sense":"Forward"},"id":700,"loop_ref":175,"next":701,"prev":703,"to":177,"twin":689,"wire_ref":null},{"edge":354,"face":175,"from":177,"geometry_use":{"pcurve":701,"periodic_lift":[0,0],"sense":"Forward"},"id":701,"loop_ref":175,"next":702,"prev":700,"to":178,"twin":706,"wire_ref":null},{"edge":350,"face":175,"from":178,"geometry_use":{"pcurve":702,"periodic_lift":[0,0],"sense":"Reverse"},"id":702,"loop_ref":175,"next":703,"prev":701,"to":175,"twin":693,"wire_ref":null},{"edge":355,"face":175,"from":175,"geometry_use":{"pcurve":703,"periodic_lift":[0,0],"sense":"Reverse"},"id":703,"loop_ref":175,"next":700,"prev":702,"to":172,"twin":720,"wire_ref":null},{"edge":353,"face":176,"from":176,"geometry_use":{"pcurve":704,"periodic_lift":[0,0],"sense":"Forward"},"id":704,"loop_ref":176,"next":705,"prev":707,"to":179,"twin":697,"wire_ref":null},{"edge":351,"face":176,"from":179,"geometry_use":{"pcurve":705,"periodic_lift":[0,0],"sense":"Forward"},"id":705,"loop_ref":176,"next":706,"prev":704,"to":178,"twin":694,"wire_ref":null},{"edge":354,"face":176,"from":178,"geometry_use":{"pcurve":706,"periodic_lift":[0,0],"sense":"Reverse"},"id":706,"loop_ref":176,"next":707,"prev":705,"to":177,"twin":701,"wire_ref":null},{"edge":347,"face":176,"from":177,"geometry_use":{"pcurve":707,"periodic_lift":[0,0],"sense":"Reverse"},"id":707,"loop_ref":176,"next":704,"prev":706,"to":176,"twin":688,"wire_ref":null},{"edge":356,"face":177,"from":172,"geometry_use":{"pcurve":708,"periodic_lift":[0,0],"sense":"Forward"},"id":708,"loop_ref":177,"next":709,"prev":711,"to":180,"twin":723,"wire_ref":null},{"edge":357,"face":177,"from":180,"geometry_use":{"pcurve":709,"periodic_lift":[0,0],"sense":"Reverse"},"id":709,"loop_ref":177,"next":710,"prev":708,"to":181,"twin":727,"wire_ref":null},{"edge":358,"face":177,"from":181,"geometry_use":{"pcurve":710,"periodic_lift":[0,0],"sense":"Reverse"},"id":710,"loop_ref":177,"next":711,"prev":709,"to":173,"twin":719,"wire_ref":null},{"edge":341,"face":177,"from":173,"geometry_use":{"pcurve":711,"periodic_lift":[0,0],"sense":"Forward"},"id":711,"loop_ref":177,"next":708,"prev":710,"to":172,"twin":677,"wire_ref":null},{"edge":359,"face":178,"from":174,"geometry_use":{"pcurve":712,"periodic_lift":[0,0],"sense":"Forward"},"id":712,"loop_ref":178,"next":713,"prev":715,"to":182,"twin":717,"wire_ref":null},{"edge":360,"face":178,"from":182,"geometry_use":{"pcurve":713,"periodic_lift":[0,0],"sense":"Forward"},"id":713,"loop_ref":178,"next":714,"prev":712,"to":183,"twin":731,"wire_ref":null},{"edge":361,"face":178,"from":183,"geometry_use":{"pcurve":714,"periodic_lift":[0,0],"sense":"Reverse"},"id":714,"loop_ref":178,"next":715,"prev":713,"to":175,"twin":721,"wire_ref":null},{"edge":344,"face":178,"from":175,"geometry_use":{"pcurve":715,"periodic_lift":[0,0],"sense":"Reverse"},"id":715,"loop_ref":178,"next":712,"prev":714,"to":174,"twin":681,"wire_ref":null},{"edge":362,"face":179,"from":181,"geometry_use":{"pcurve":716,"periodic_lift":[0,0],"sense":"Forward"},"id":716,"loop_ref":179,"next":717,"prev":719,"to":182,"twin":734,"wire_ref":null},{"edge":359,"face":179,"from":182,"geometry_use":{"pcurve":717,"periodic_lift":[0,0],"sense":"Reverse"},"id":717,"loop_ref":179,"next":718,"prev":716,"to":174,"twin":712,"wire_ref":null},{"edge":346,"face":179,"from":174,"geometry_use":{"pcurve":718,"periodic_lift":[0,0],"sense":"Reverse"},"id":718,"loop_ref":179,"next":719,"prev":717,"to":173,"twin":684,"wire_ref":null},{"edge":358,"face":179,"from":173,"geometry_use":{"pcurve":719,"periodic_lift":[0,0],"sense":"Forward"},"id":719,"loop_ref":179,"next":716,"prev":718,"to":181,"twin":710,"wire_ref":null},{"edge":355,"face":180,"from":172,"geometry_use":{"pcurve":720,"periodic_lift":[0,0],"sense":"Forward"},"id":720,"loop_ref":180,"next":721,"prev":723,"to":175,"twin":703,"wire_ref":null},{"edge":361,"face":180,"from":175,"geometry_use":{"pcurve":721,"periodic_lift":[0,0],"sense":"Forward"},"id":721,"loop_ref":180,"next":722,"prev":720,"to":183,"twin":714,"wire_ref":null},{"edge":363,"face":180,"from":183,"geometry_use":{"pcurve":722,"periodic_lift":[0,0],"sense":"Reverse"},"id":722,"loop_ref":180,"next":723,"prev":721,"to":180,"twin":747,"wire_ref":null},{"edge":356,"face":180,"from":180,"geometry_use":{"pcurve":723,"periodic_lift":[0,0],"sense":"Reverse"},"id":723,"loop_ref":180,"next":720,"prev":722,"to":172,"twin":708,"wire_ref":null},{"edge":364,"face":181,"from":180,"geometry_use":{"pcurve":724,"periodic_lift":[0,0],"sense":"Forward"},"id":724,"loop_ref":181,"next":725,"prev":727,"to":184,"twin":738,"wire_ref":null},{"edge":365,"face":181,"from":184,"geometry_use":{"pcurve":725,"periodic_lift":[0,0],"sense":"Reverse"},"id":725,"loop_ref":181,"next":726,"prev":724,"to":185,"twin":759,"wire_ref":null},{"edge":366,"face":181,"from":185,"geometry_use":{"pcurve":726,"periodic_lift":[0,0],"sense":"Reverse"},"id":726,"loop_ref":181,"next":727,"prev":725,"to":181,"twin":735,"wire_ref":null},{"edge":357,"face":181,"from":181,"geometry_use":{"pcurve":727,"periodic_lift":[0,0],"sense":"Forward"},"id":727,"loop_ref":181,"next":724,"prev":726,"to":180,"twin":709,"wire_ref":null},{"edge":367,"face":182,"from":182,"geometry_use":{"pcurve":728,"periodic_lift":[0,0],"sense":"Forward"},"id":728,"loop_ref":182,"next":729,"prev":731,"to":186,"twin":733,"wire_ref":null},{"edge":368,"face":182,"from":186,"geometry_use":{"pcurve":729,"periodic_lift":[0,0],"sense":"Forward"},"id":729,"loop_ref":182,"next":730,"prev":728,"to":187,"twin":763,"wire_ref":null},{"edge":369,"face":182,"from":187,"geometry_use":{"pcurve":730,"periodic_lift":[0,0],"sense":"Reverse"},"id":730,"loop_ref":182,"next":731,"prev":729,"to":183,"twin":740,"wire_ref":null},{"edge":360,"face":182,"from":183,"geometry_use":{"pcurve":731,"periodic_lift":[0,0],"sense":"Reverse"},"id":731,"loop_ref":182,"next":728,"prev":730,"to":182,"twin":713,"wire_ref":null},{"edge":370,"face":183,"from":185,"geometry_use":{"pcurve":732,"periodic_lift":[0,0],"sense":"Forward"},"id":732,"loop_ref":183,"next":733,"prev":735,"to":186,"twin":766,"wire_ref":null},{"edge":367,"face":183,"from":186,"geometry_use":{"pcurve":733,"periodic_lift":[0,0],"sense":"Reverse"},"id":733,"loop_ref":183,"next":734,"prev":732,"to":182,"twin":728,"wire_ref":null},{"edge":362,"face":183,"from":182,"geometry_use":{"pcurve":734,"periodic_lift":[0,0],"sense":"Reverse"},"id":734,"loop_ref":183,"next":735,"prev":733,"to":181,"twin":716,"wire_ref":null},{"edge":366,"face":183,"from":181,"geometry_use":{"pcurve":735,"periodic_lift":[0,0],"sense":"Forward"},"id":735,"loop_ref":183,"next":732,"prev":734,"to":185,"twin":726,"wire_ref":null},{"edge":371,"face":184,"from":188,"geometry_use":{"pcurve":736,"periodic_lift":[0,0],"sense":"Forward"},"id":736,"loop_ref":184,"next":737,"prev":739,"to":189,"twin":755,"wire_ref":null},{"edge":372,"face":184,"from":189,"geometry_use":{"pcurve":737,"periodic_lift":[0,0],"sense":"Reverse"},"id":737,"loop_ref":184,"next":738,"prev":736,"to":184,"twin":748,"wire_ref":null},{"edge":364,"face":184,"from":184,"geometry_use":{"pcurve":738,"periodic_lift":[0,0],"sense":"Reverse"},"id":738,"loop_ref":184,"next":739,"prev":737,"to":180,"twin":724,"wire_ref":null},{"edge":373,"face":184,"from":180,"geometry_use":{"pcurve":739,"periodic_lift":[0,0],"sense":"Forward"},"id":739,"loop_ref":184,"next":736,"prev":738,"to":188,"twin":746,"wire_ref":null},{"edge":369,"face":185,"from":183,"geometry_use":{"pcurve":740,"periodic_lift":[0,0],"sense":"Forward"},"id":740,"loop_ref":185,"next":741,"prev":743,"to":187,"twin":730,"wire_ref":null},{"edge":374,"face":185,"from":187,"geometry_use":{"pcurve":741,"periodic_lift":[0,0],"sense":"Forward"},"id":741,"loop_ref":185,"next":742,"prev":740,"to":190,"twin":750,"wire_ref":null},{"edge":375,"face":185,"from":190,"geometry_use":{"pcurve":742,"periodic_lift":[0,0],"sense":"Reverse"},"id":742,"loop_ref":185,"next":743,"prev":741,"to":191,"twin":753,"wire_ref":null},{"edge":376,"face":185,"from":191,"geometry_use":{"pcurve":743,"periodic_lift":[0,0],"sense":"Reverse"},"id":743,"loop_ref":185,"next":740,"prev":742,"to":183,"twin":744,"wire_ref":null},{"edge":376,"face":186,"from":183,"geometry_use":{"pcurve":744,"periodic_lift":[0,0],"sense":"Forward"},"id":744,"loop_ref":186,"next":745,"prev":747,"to":191,"twin":743,"wire_ref":null},{"edge":377,"face":186,"from":191,"geometry_use":{"pcurve":745,"periodic_lift":[0,0],"sense":"Reverse"},"id":745,"loop_ref":186,"next":746,"prev":744,"to":188,"twin":752,"wire_ref":null},{"edge":373,"face":186,"from":188,"geometry_use":{"pcurve":746,"periodic_lift":[0,0],"sense":"Reverse"},"id":746,"loop_ref":186,"next":747,"prev":745,"to":180,"twin":739,"wire_ref":null},{"edge":363,"face":186,"from":180,"geometry_use":{"pcurve":747,"periodic_lift":[0,0],"sense":"Forward"},"id":747,"loop_ref":186,"next":744,"prev":746,"to":183,"twin":722,"wire_ref":null},{"edge":372,"face":187,"from":184,"geometry_use":{"pcurve":748,"periodic_lift":[0,0],"sense":"Forward"},"id":748,"loop_ref":187,"next":749,"prev":751,"to":189,"twin":737,"wire_ref":null},{"edge":378,"face":187,"from":189,"geometry_use":{"pcurve":749,"periodic_lift":[0,0],"sense":"Forward"},"id":749,"loop_ref":187,"next":750,"prev":748,"to":190,"twin":754,"wire_ref":null},{"edge":374,"face":187,"from":190,"geometry_use":{"pcurve":750,"periodic_lift":[0,0],"sense":"Reverse"},"id":750,"loop_ref":187,"next":751,"prev":749,"to":187,"twin":741,"wire_ref":null},{"edge":379,"face":187,"from":187,"geometry_use":{"pcurve":751,"periodic_lift":[0,0],"sense":"Reverse"},"id":751,"loop_ref":187,"next":748,"prev":750,"to":184,"twin":768,"wire_ref":null},{"edge":377,"face":188,"from":188,"geometry_use":{"pcurve":752,"periodic_lift":[0,0],"sense":"Forward"},"id":752,"loop_ref":188,"next":753,"prev":755,"to":191,"twin":745,"wire_ref":null},{"edge":375,"face":188,"from":191,"geometry_use":{"pcurve":753,"periodic_lift":[0,0],"sense":"Forward"},"id":753,"loop_ref":188,"next":754,"prev":752,"to":190,"twin":742,"wire_ref":null},{"edge":378,"face":188,"from":190,"geometry_use":{"pcurve":754,"periodic_lift":[0,0],"sense":"Reverse"},"id":754,"loop_ref":188,"next":755,"prev":753,"to":189,"twin":749,"wire_ref":null},{"edge":371,"face":188,"from":189,"geometry_use":{"pcurve":755,"periodic_lift":[0,0],"sense":"Reverse"},"id":755,"loop_ref":188,"next":752,"prev":754,"to":188,"twin":736,"wire_ref":null},{"edge":380,"face":189,"from":184,"geometry_use":{"pcurve":756,"periodic_lift":[0,0],"sense":"Forward"},"id":756,"loop_ref":189,"next":757,"prev":759,"to":192,"twin":771,"wire_ref":null},{"edge":381,"face":189,"from":192,"geometry_use":{"pcurve":757,"periodic_lift":[0,0],"sense":"Reverse"},"id":757,"loop_ref":189,"next":758,"prev":756,"to":193,"twin":775,"wire_ref":null},{"edge":382,"face":189,"from":193,"geometry_use":{"pcurve":758,"periodic_lift":[0,0],"sense":"Reverse"},"id":758,"loop_ref":189,"next":759,"prev":757,"to":185,"twin":767,"wire_ref":null},{"edge":365,"face":189,"from":185,"geometry_use":{"pcurve":759,"periodic_lift":[0,0],"sense":"Forward"},"id":759,"loop_ref":189,"next":756,"prev":758,"to":184,"twin":725,"wire_ref":null},{"edge":383,"face":190,"from":186,"geometry_use":{"pcurve":760,"periodic_lift":[0,0],"sense":"Forward"},"id":760,"loop_ref":190,"next":761,"prev":763,"to":194,"twin":765,"wire_ref":null},{"edge":384,"face":190,"from":194,"geometry_use":{"pcurve":761,"periodic_lift":[0,0],"sense":"Forward"},"id":761,"loop_ref":190,"next":762,"prev":760,"to":195,"twin":779,"wire_ref":null},{"edge":385,"face":190,"from":195,"geometry_use":{"pcurve":762,"periodic_lift":[0,0],"sense":"Reverse"},"id":762,"loop_ref":190,"next":763,"prev":761,"to":187,"twin":769,"wire_ref":null},{"edge":368,"face":190,"from":187,"geometry_use":{"pcurve":763,"periodic_lift":[0,0],"sense":"Reverse"},"id":763,"loop_ref":190,"next":760,"prev":762,"to":186,"twin":729,"wire_ref":null},{"edge":386,"face":191,"from":193,"geometry_use":{"pcurve":764,"periodic_lift":[0,0],"sense":"Forward"},"id":764,"loop_ref":191,"next":765,"prev":767,"to":194,"twin":782,"wire_ref":null},{"edge":383,"face":191,"from":194,"geometry_use":{"pcurve":765,"periodic_lift":[0,0],"sense":"Reverse"},"id":765,"loop_ref":191,"next":766,"prev":764,"to":186,"twin":760,"wire_ref":null},{"edge":370,"face":191,"from":186,"geometry_use":{"pcurve":766,"periodic_lift":[0,0],"sense":"Reverse"},"id":766,"loop_ref":191,"next":767,"prev":765,"to":185,"twin":732,"wire_ref":null},{"edge":382,"face":191,"from":185,"geometry_use":{"pcurve":767,"periodic_lift":[0,0],"sense":"Forward"},"id":767,"loop_ref":191,"next":764,"prev":766,"to":193,"twin":758,"wire_ref":null},{"edge":379,"face":192,"from":184,"geometry_use":{"pcurve":768,"periodic_lift":[0,0],"sense":"Forward"},"id":768,"loop_ref":192,"next":769,"prev":771,"to":187,"twin":751,"wire_ref":null},{"edge":385,"face":192,"from":187,"geometry_use":{"pcurve":769,"periodic_lift":[0,0],"sense":"Forward"},"id":769,"loop_ref":192,"next":770,"prev":768,"to":195,"twin":762,"wire_ref":null},{"edge":387,"face":192,"from":195,"geometry_use":{"pcurve":770,"periodic_lift":[0,0],"sense":"Reverse"},"id":770,"loop_ref":192,"next":771,"prev":769,"to":192,"twin":795,"wire_ref":null},{"edge":380,"face":192,"from":192,"geometry_use":{"pcurve":771,"periodic_lift":[0,0],"sense":"Reverse"},"id":771,"loop_ref":192,"next":768,"prev":770,"to":184,"twin":756,"wire_ref":null},{"edge":388,"face":193,"from":192,"geometry_use":{"pcurve":772,"periodic_lift":[0,0],"sense":"Forward"},"id":772,"loop_ref":193,"next":773,"prev":775,"to":196,"twin":786,"wire_ref":null},{"edge":389,"face":193,"from":196,"geometry_use":{"pcurve":773,"periodic_lift":[0,0],"sense":"Reverse"},"id":773,"loop_ref":193,"next":774,"prev":772,"to":197,"twin":807,"wire_ref":null},{"edge":390,"face":193,"from":197,"geometry_use":{"pcurve":774,"periodic_lift":[0,0],"sense":"Reverse"},"id":774,"loop_ref":193,"next":775,"prev":773,"to":193,"twin":783,"wire_ref":null},{"edge":381,"face":193,"from":193,"geometry_use":{"pcurve":775,"periodic_lift":[0,0],"sense":"Forward"},"id":775,"loop_ref":193,"next":772,"prev":774,"to":192,"twin":757,"wire_ref":null},{"edge":391,"face":194,"from":194,"geometry_use":{"pcurve":776,"periodic_lift":[0,0],"sense":"Forward"},"id":776,"loop_ref":194,"next":777,"prev":779,"to":198,"twin":781,"wire_ref":null},{"edge":392,"face":194,"from":198,"geometry_use":{"pcurve":777,"periodic_lift":[0,0],"sense":"Forward"},"id":777,"loop_ref":194,"next":778,"prev":776,"to":199,"twin":811,"wire_ref":null},{"edge":393,"face":194,"from":199,"geometry_use":{"pcurve":778,"periodic_lift":[0,0],"sense":"Reverse"},"id":778,"loop_ref":194,"next":779,"prev":777,"to":195,"twin":788,"wire_ref":null},{"edge":384,"face":194,"from":195,"geometry_use":{"pcurve":779,"periodic_lift":[0,0],"sense":"Reverse"},"id":779,"loop_ref":194,"next":776,"prev":778,"to":194,"twin":761,"wire_ref":null},{"edge":394,"face":195,"from":197,"geometry_use":{"pcurve":780,"periodic_lift":[0,0],"sense":"Forward"},"id":780,"loop_ref":195,"next":781,"prev":783,"to":198,"twin":814,"wire_ref":null},{"edge":391,"face":195,"from":198,"geometry_use":{"pcurve":781,"periodic_lift":[0,0],"sense":"Reverse"},"id":781,"loop_ref":195,"next":782,"prev":780,"to":194,"twin":776,"wire_ref":null},{"edge":386,"face":195,"from":194,"geometry_use":{"pcurve":782,"periodic_lift":[0,0],"sense":"Reverse"},"id":782,"loop_ref":195,"next":783,"prev":781,"to":193,"twin":764,"wire_ref":null},{"edge":390,"face":195,"from":193,"geometry_use":{"pcurve":783,"periodic_lift":[0,0],"sense":"Forward"},"id":783,"loop_ref":195,"next":780,"prev":782,"to":197,"twin":774,"wire_ref":null},{"edge":395,"face":196,"from":200,"geometry_use":{"pcurve":784,"periodic_lift":[0,0],"sense":"Forward"},"id":784,"loop_ref":196,"next":785,"prev":787,"to":201,"twin":803,"wire_ref":null},{"edge":396,"face":196,"from":201,"geometry_use":{"pcurve":785,"periodic_lift":[0,0],"sense":"Reverse"},"id":785,"loop_ref":196,"next":786,"prev":784,"to":196,"twin":796,"wire_ref":null},{"edge":388,"face":196,"from":196,"geometry_use":{"pcurve":786,"periodic_lift":[0,0],"sense":"Reverse"},"id":786,"loop_ref":196,"next":787,"prev":785,"to":192,"twin":772,"wire_ref":null},{"edge":397,"face":196,"from":192,"geometry_use":{"pcurve":787,"periodic_lift":[0,0],"sense":"Forward"},"id":787,"loop_ref":196,"next":784,"prev":786,"to":200,"twin":794,"wire_ref":null},{"edge":393,"face":197,"from":195,"geometry_use":{"pcurve":788,"periodic_lift":[0,0],"sense":"Forward"},"id":788,"loop_ref":197,"next":789,"prev":791,"to":199,"twin":778,"wire_ref":null},{"edge":398,"face":197,"from":199,"geometry_use":{"pcurve":789,"periodic_lift":[0,0],"sense":"Forward"},"id":789,"loop_ref":197,"next":790,"prev":788,"to":202,"twin":798,"wire_ref":null},{"edge":399,"face":197,"from":202,"geometry_use":{"pcurve":790,"periodic_lift":[0,0],"sense":"Reverse"},"id":790,"loop_ref":197,"next":791,"prev":789,"to":203,"twin":801,"wire_ref":null},{"edge":400,"face":197,"from":203,"geometry_use":{"pcurve":791,"periodic_lift":[0,0],"sense":"Reverse"},"id":791,"loop_ref":197,"next":788,"prev":790,"to":195,"twin":792,"wire_ref":null},{"edge":400,"face":198,"from":195,"geometry_use":{"pcurve":792,"periodic_lift":[0,0],"sense":"Forward"},"id":792,"loop_ref":198,"next":793,"prev":795,"to":203,"twin":791,"wire_ref":null},{"edge":401,"face":198,"from":203,"geometry_use":{"pcurve":793,"periodic_lift":[0,0],"sense":"Reverse"},"id":793,"loop_ref":198,"next":794,"prev":792,"to":200,"twin":800,"wire_ref":null},{"edge":397,"face":198,"from":200,"geometry_use":{"pcurve":794,"periodic_lift":[0,0],"sense":"Reverse"},"id":794,"loop_ref":198,"next":795,"prev":793,"to":192,"twin":787,"wire_ref":null},{"edge":387,"face":198,"from":192,"geometry_use":{"pcurve":795,"periodic_lift":[0,0],"sense":"Forward"},"id":795,"loop_ref":198,"next":792,"prev":794,"to":195,"twin":770,"wire_ref":null},{"edge":396,"face":199,"from":196,"geometry_use":{"pcurve":796,"periodic_lift":[0,0],"sense":"Forward"},"id":796,"loop_ref":199,"next":797,"prev":799,"to":201,"twin":785,"wire_ref":null},{"edge":402,"face":199,"from":201,"geometry_use":{"pcurve":797,"periodic_lift":[0,0],"sense":"Forward"},"id":797,"loop_ref":199,"next":798,"prev":796,"to":202,"twin":802,"wire_ref":null},{"edge":398,"face":199,"from":202,"geometry_use":{"pcurve":798,"periodic_lift":[0,0],"sense":"Reverse"},"id":798,"loop_ref":199,"next":799,"prev":797,"to":199,"twin":789,"wire_ref":null},{"edge":403,"face":199,"from":199,"geometry_use":{"pcurve":799,"periodic_lift":[0,0],"sense":"Reverse"},"id":799,"loop_ref":199,"next":796,"prev":798,"to":196,"twin":816,"wire_ref":null},{"edge":401,"face":200,"from":200,"geometry_use":{"pcurve":800,"periodic_lift":[0,0],"sense":"Forward"},"id":800,"loop_ref":200,"next":801,"prev":803,"to":203,"twin":793,"wire_ref":null},{"edge":399,"face":200,"from":203,"geometry_use":{"pcurve":801,"periodic_lift":[0,0],"sense":"Forward"},"id":801,"loop_ref":200,"next":802,"prev":800,"to":202,"twin":790,"wire_ref":null},{"edge":402,"face":200,"from":202,"geometry_use":{"pcurve":802,"periodic_lift":[0,0],"sense":"Reverse"},"id":802,"loop_ref":200,"next":803,"prev":801,"to":201,"twin":797,"wire_ref":null},{"edge":395,"face":200,"from":201,"geometry_use":{"pcurve":803,"periodic_lift":[0,0],"sense":"Reverse"},"id":803,"loop_ref":200,"next":800,"prev":802,"to":200,"twin":784,"wire_ref":null},{"edge":404,"face":201,"from":196,"geometry_use":{"pcurve":804,"periodic_lift":[0,0],"sense":"Forward"},"id":804,"loop_ref":201,"next":805,"prev":807,"to":204,"twin":819,"wire_ref":null},{"edge":405,"face":201,"from":204,"geometry_use":{"pcurve":805,"periodic_lift":[0,0],"sense":"Reverse"},"id":805,"loop_ref":201,"next":806,"prev":804,"to":205,"twin":823,"wire_ref":null},{"edge":406,"face":201,"from":205,"geometry_use":{"pcurve":806,"periodic_lift":[0,0],"sense":"Reverse"},"id":806,"loop_ref":201,"next":807,"prev":805,"to":197,"twin":815,"wire_ref":null},{"edge":389,"face":201,"from":197,"geometry_use":{"pcurve":807,"periodic_lift":[0,0],"sense":"Forward"},"id":807,"loop_ref":201,"next":804,"prev":806,"to":196,"twin":773,"wire_ref":null},{"edge":407,"face":202,"from":198,"geometry_use":{"pcurve":808,"periodic_lift":[0,0],"sense":"Forward"},"id":808,"loop_ref":202,"next":809,"prev":811,"to":206,"twin":813,"wire_ref":null},{"edge":408,"face":202,"from":206,"geometry_use":{"pcurve":809,"periodic_lift":[0,0],"sense":"Forward"},"id":809,"loop_ref":202,"next":810,"prev":808,"to":207,"twin":827,"wire_ref":null},{"edge":409,"face":202,"from":207,"geometry_use":{"pcurve":810,"periodic_lift":[0,0],"sense":"Reverse"},"id":810,"loop_ref":202,"next":811,"prev":809,"to":199,"twin":817,"wire_ref":null},{"edge":392,"face":202,"from":199,"geometry_use":{"pcurve":811,"periodic_lift":[0,0],"sense":"Reverse"},"id":811,"loop_ref":202,"next":808,"prev":810,"to":198,"twin":777,"wire_ref":null},{"edge":410,"face":203,"from":205,"geometry_use":{"pcurve":812,"periodic_lift":[0,0],"sense":"Forward"},"id":812,"loop_ref":203,"next":813,"prev":815,"to":206,"twin":830,"wire_ref":null},{"edge":407,"face":203,"from":206,"geometry_use":{"pcurve":813,"periodic_lift":[0,0],"sense":"Reverse"},"id":813,"loop_ref":203,"next":814,"prev":812,"to":198,"twin":808,"wire_ref":null},{"edge":394,"face":203,"from":198,"geometry_use":{"pcurve":814,"periodic_lift":[0,0],"sense":"Reverse"},"id":814,"loop_ref":203,"next":815,"prev":813,"to":197,"twin":780,"wire_ref":null},{"edge":406,"face":203,"from":197,"geometry_use":{"pcurve":815,"periodic_lift":[0,0],"sense":"Forward"},"id":815,"loop_ref":203,"next":812,"prev":814,"to":205,"twin":806,"wire_ref":null},{"edge":403,"face":204,"from":196,"geometry_use":{"pcurve":816,"periodic_lift":[0,0],"sense":"Forward"},"id":816,"loop_ref":204,"next":817,"prev":819,"to":199,"twin":799,"wire_ref":null},{"edge":409,"face":204,"from":199,"geometry_use":{"pcurve":817,"periodic_lift":[0,0],"sense":"Forward"},"id":817,"loop_ref":204,"next":818,"prev":816,"to":207,"twin":810,"wire_ref":null},{"edge":411,"face":204,"from":207,"geometry_use":{"pcurve":818,"periodic_lift":[0,0],"sense":"Reverse"},"id":818,"loop_ref":204,"next":819,"prev":817,"to":204,"twin":843,"wire_ref":null},{"edge":404,"face":204,"from":204,"geometry_use":{"pcurve":819,"periodic_lift":[0,0],"sense":"Reverse"},"id":819,"loop_ref":204,"next":816,"prev":818,"to":196,"twin":804,"wire_ref":null},{"edge":412,"face":205,"from":204,"geometry_use":{"pcurve":820,"periodic_lift":[0,0],"sense":"Forward"},"id":820,"loop_ref":205,"next":821,"prev":823,"to":208,"twin":834,"wire_ref":null},{"edge":413,"face":205,"from":208,"geometry_use":{"pcurve":821,"periodic_lift":[0,0],"sense":"Reverse"},"id":821,"loop_ref":205,"next":822,"prev":820,"to":209,"twin":855,"wire_ref":null},{"edge":414,"face":205,"from":209,"geometry_use":{"pcurve":822,"periodic_lift":[0,0],"sense":"Reverse"},"id":822,"loop_ref":205,"next":823,"prev":821,"to":205,"twin":831,"wire_ref":null},{"edge":405,"face":205,"from":205,"geometry_use":{"pcurve":823,"periodic_lift":[0,0],"sense":"Forward"},"id":823,"loop_ref":205,"next":820,"prev":822,"to":204,"twin":805,"wire_ref":null},{"edge":415,"face":206,"from":206,"geometry_use":{"pcurve":824,"periodic_lift":[0,0],"sense":"Forward"},"id":824,"loop_ref":206,"next":825,"prev":827,"to":210,"twin":829,"wire_ref":null},{"edge":416,"face":206,"from":210,"geometry_use":{"pcurve":825,"periodic_lift":[0,0],"sense":"Forward"},"id":825,"loop_ref":206,"next":826,"prev":824,"to":211,"twin":859,"wire_ref":null},{"edge":417,"face":206,"from":211,"geometry_use":{"pcurve":826,"periodic_lift":[0,0],"sense":"Reverse"},"id":826,"loop_ref":206,"next":827,"prev":825,"to":207,"twin":836,"wire_ref":null},{"edge":408,"face":206,"from":207,"geometry_use":{"pcurve":827,"periodic_lift":[0,0],"sense":"Reverse"},"id":827,"loop_ref":206,"next":824,"prev":826,"to":206,"twin":809,"wire_ref":null},{"edge":418,"face":207,"from":209,"geometry_use":{"pcurve":828,"periodic_lift":[0,0],"sense":"Forward"},"id":828,"loop_ref":207,"next":829,"prev":831,"to":210,"twin":862,"wire_ref":null},{"edge":415,"face":207,"from":210,"geometry_use":{"pcurve":829,"periodic_lift":[0,0],"sense":"Reverse"},"id":829,"loop_ref":207,"next":830,"prev":828,"to":206,"twin":824,"wire_ref":null},{"edge":410,"face":207,"from":206,"geometry_use":{"pcurve":830,"periodic_lift":[0,0],"sense":"Reverse"},"id":830,"loop_ref":207,"next":831,"prev":829,"to":205,"twin":812,"wire_ref":null},{"edge":414,"face":207,"from":205,"geometry_use":{"pcurve":831,"periodic_lift":[0,0],"sense":"Forward"},"id":831,"loop_ref":207,"next":828,"prev":830,"to":209,"twin":822,"wire_ref":null},{"edge":419,"face":208,"from":212,"geometry_use":{"pcurve":832,"periodic_lift":[0,0],"sense":"Forward"},"id":832,"loop_ref":208,"next":833,"prev":835,"to":213,"twin":851,"wire_ref":null},{"edge":420,"face":208,"from":213,"geometry_use":{"pcurve":833,"periodic_lift":[0,0],"sense":"Reverse"},"id":833,"loop_ref":208,"next":834,"prev":832,"to":208,"twin":844,"wire_ref":null},{"edge":412,"face":208,"from":208,"geometry_use":{"pcurve":834,"periodic_lift":[0,0],"sense":"Reverse"},"id":834,"loop_ref":208,"next":835,"prev":833,"to":204,"twin":820,"wire_ref":null},{"edge":421,"face":208,"from":204,"geometry_use":{"pcurve":835,"periodic_lift":[0,0],"sense":"Forward"},"id":835,"loop_ref":208,"next":832,"prev":834,"to":212,"twin":842,"wire_ref":null},{"edge":417,"face":209,"from":207,"geometry_use":{"pcurve":836,"periodic_lift":[0,0],"sense":"Forward"},"id":836,"loop_ref":209,"next":837,"prev":839,"to":211,"twin":826,"wire_ref":null},{"edge":422,"face":209,"from":211,"geometry_use":{"pcurve":837,"periodic_lift":[0,0],"sense":"Forward"},"id":837,"loop_ref":209,"next":838,"prev":836,"to":214,"twin":846,"wire_ref":null},{"edge":423,"face":209,"from":214,"geometry_use":{"pcurve":838,"periodic_lift":[0,0],"sense":"Reverse"},"id":838,"loop_ref":209,"next":839,"prev":837,"to":215,"twin":849,"wire_ref":null},{"edge":424,"face":209,"from":215,"geometry_use":{"pcurve":839,"periodic_lift":[0,0],"sense":"Reverse"},"id":839,"loop_ref":209,"next":836,"prev":838,"to":207,"twin":840,"wire_ref":null},{"edge":424,"face":210,"from":207,"geometry_use":{"pcurve":840,"periodic_lift":[0,0],"sense":"Forward"},"id":840,"loop_ref":210,"next":841,"prev":843,"to":215,"twin":839,"wire_ref":null},{"edge":425,"face":210,"from":215,"geometry_use":{"pcurve":841,"periodic_lift":[0,0],"sense":"Reverse"},"id":841,"loop_ref":210,"next":842,"prev":840,"to":212,"twin":848,"wire_ref":null},{"edge":421,"face":210,"from":212,"geometry_use":{"pcurve":842,"periodic_lift":[0,0],"sense":"Reverse"},"id":842,"loop_ref":210,"next":843,"prev":841,"to":204,"twin":835,"wire_ref":null},{"edge":411,"face":210,"from":204,"geometry_use":{"pcurve":843,"periodic_lift":[0,0],"sense":"Forward"},"id":843,"loop_ref":210,"next":840,"prev":842,"to":207,"twin":818,"wire_ref":null},{"edge":420,"face":211,"from":208,"geometry_use":{"pcurve":844,"periodic_lift":[0,0],"sense":"Forward"},"id":844,"loop_ref":211,"next":845,"prev":847,"to":213,"twin":833,"wire_ref":null},{"edge":426,"face":211,"from":213,"geometry_use":{"pcurve":845,"periodic_lift":[0,0],"sense":"Forward"},"id":845,"loop_ref":211,"next":846,"prev":844,"to":214,"twin":850,"wire_ref":null},{"edge":422,"face":211,"from":214,"geometry_use":{"pcurve":846,"periodic_lift":[0,0],"sense":"Reverse"},"id":846,"loop_ref":211,"next":847,"prev":845,"to":211,"twin":837,"wire_ref":null},{"edge":427,"face":211,"from":211,"geometry_use":{"pcurve":847,"periodic_lift":[0,0],"sense":"Reverse"},"id":847,"loop_ref":211,"next":844,"prev":846,"to":208,"twin":864,"wire_ref":null},{"edge":425,"face":212,"from":212,"geometry_use":{"pcurve":848,"periodic_lift":[0,0],"sense":"Forward"},"id":848,"loop_ref":212,"next":849,"prev":851,"to":215,"twin":841,"wire_ref":null},{"edge":423,"face":212,"from":215,"geometry_use":{"pcurve":849,"periodic_lift":[0,0],"sense":"Forward"},"id":849,"loop_ref":212,"next":850,"prev":848,"to":214,"twin":838,"wire_ref":null},{"edge":426,"face":212,"from":214,"geometry_use":{"pcurve":850,"periodic_lift":[0,0],"sense":"Reverse"},"id":850,"loop_ref":212,"next":851,"prev":849,"to":213,"twin":845,"wire_ref":null},{"edge":419,"face":212,"from":213,"geometry_use":{"pcurve":851,"periodic_lift":[0,0],"sense":"Reverse"},"id":851,"loop_ref":212,"next":848,"prev":850,"to":212,"twin":832,"wire_ref":null},{"edge":428,"face":213,"from":208,"geometry_use":{"pcurve":852,"periodic_lift":[0,0],"sense":"Forward"},"id":852,"loop_ref":213,"next":853,"prev":855,"to":216,"twin":867,"wire_ref":null},{"edge":429,"face":213,"from":216,"geometry_use":{"pcurve":853,"periodic_lift":[0,0],"sense":"Reverse"},"id":853,"loop_ref":213,"next":854,"prev":852,"to":217,"twin":871,"wire_ref":null},{"edge":430,"face":213,"from":217,"geometry_use":{"pcurve":854,"periodic_lift":[0,0],"sense":"Reverse"},"id":854,"loop_ref":213,"next":855,"prev":853,"to":209,"twin":863,"wire_ref":null},{"edge":413,"face":213,"from":209,"geometry_use":{"pcurve":855,"periodic_lift":[0,0],"sense":"Forward"},"id":855,"loop_ref":213,"next":852,"prev":854,"to":208,"twin":821,"wire_ref":null},{"edge":431,"face":214,"from":210,"geometry_use":{"pcurve":856,"periodic_lift":[0,0],"sense":"Forward"},"id":856,"loop_ref":214,"next":857,"prev":859,"to":218,"twin":861,"wire_ref":null},{"edge":432,"face":214,"from":218,"geometry_use":{"pcurve":857,"periodic_lift":[0,0],"sense":"Forward"},"id":857,"loop_ref":214,"next":858,"prev":856,"to":219,"twin":875,"wire_ref":null},{"edge":433,"face":214,"from":219,"geometry_use":{"pcurve":858,"periodic_lift":[0,0],"sense":"Reverse"},"id":858,"loop_ref":214,"next":859,"prev":857,"to":211,"twin":865,"wire_ref":null},{"edge":416,"face":214,"from":211,"geometry_use":{"pcurve":859,"periodic_lift":[0,0],"sense":"Reverse"},"id":859,"loop_ref":214,"next":856,"prev":858,"to":210,"twin":825,"wire_ref":null},{"edge":434,"face":215,"from":217,"geometry_use":{"pcurve":860,"periodic_lift":[0,0],"sense":"Forward"},"id":860,"loop_ref":215,"next":861,"prev":863,"to":218,"twin":878,"wire_ref":null},{"edge":431,"face":215,"from":218,"geometry_use":{"pcurve":861,"periodic_lift":[0,0],"sense":"Reverse"},"id":861,"loop_ref":215,"next":862,"prev":860,"to":210,"twin":856,"wire_ref":null},{"edge":418,"face":215,"from":210,"geometry_use":{"pcurve":862,"periodic_lift":[0,0],"sense":"Reverse"},"id":862,"loop_ref":215,"next":863,"prev":861,"to":209,"twin":828,"wire_ref":null},{"edge":430,"face":215,"from":209,"geometry_use":{"pcurve":863,"periodic_lift":[0,0],"sense":"Forward"},"id":863,"loop_ref":215,"next":860,"prev":862,"to":217,"twin":854,"wire_ref":null},{"edge":427,"face":216,"from":208,"geometry_use":{"pcurve":864,"periodic_lift":[0,0],"sense":"Forward"},"id":864,"loop_ref":216,"next":865,"prev":867,"to":211,"twin":847,"wire_ref":null},{"edge":433,"face":216,"from":211,"geometry_use":{"pcurve":865,"periodic_lift":[0,0],"sense":"Forward"},"id":865,"loop_ref":216,"next":866,"prev":864,"to":219,"twin":858,"wire_ref":null},{"edge":435,"face":216,"from":219,"geometry_use":{"pcurve":866,"periodic_lift":[0,0],"sense":"Reverse"},"id":866,"loop_ref":216,"next":867,"prev":865,"to":216,"twin":891,"wire_ref":null},{"edge":428,"face":216,"from":216,"geometry_use":{"pcurve":867,"periodic_lift":[0,0],"sense":"Reverse"},"id":867,"loop_ref":216,"next":864,"prev":866,"to":208,"twin":852,"wire_ref":null},{"edge":436,"face":217,"from":216,"geometry_use":{"pcurve":868,"periodic_lift":[0,0],"sense":"Forward"},"id":868,"loop_ref":217,"next":869,"prev":871,"to":220,"twin":882,"wire_ref":null},{"edge":437,"face":217,"from":220,"geometry_use":{"pcurve":869,"periodic_lift":[0,0],"sense":"Reverse"},"id":869,"loop_ref":217,"next":870,"prev":868,"to":221,"twin":903,"wire_ref":null},{"edge":438,"face":217,"from":221,"geometry_use":{"pcurve":870,"periodic_lift":[0,0],"sense":"Reverse"},"id":870,"loop_ref":217,"next":871,"prev":869,"to":217,"twin":879,"wire_ref":null},{"edge":429,"face":217,"from":217,"geometry_use":{"pcurve":871,"periodic_lift":[0,0],"sense":"Forward"},"id":871,"loop_ref":217,"next":868,"prev":870,"to":216,"twin":853,"wire_ref":null},{"edge":439,"face":218,"from":218,"geometry_use":{"pcurve":872,"periodic_lift":[0,0],"sense":"Forward"},"id":872,"loop_ref":218,"next":873,"prev":875,"to":222,"twin":877,"wire_ref":null},{"edge":440,"face":218,"from":222,"geometry_use":{"pcurve":873,"periodic_lift":[0,0],"sense":"Forward"},"id":873,"loop_ref":218,"next":874,"prev":872,"to":223,"twin":907,"wire_ref":null},{"edge":441,"face":218,"from":223,"geometry_use":{"pcurve":874,"periodic_lift":[0,0],"sense":"Reverse"},"id":874,"loop_ref":218,"next":875,"prev":873,"to":219,"twin":884,"wire_ref":null},{"edge":432,"face":218,"from":219,"geometry_use":{"pcurve":875,"periodic_lift":[0,0],"sense":"Reverse"},"id":875,"loop_ref":218,"next":872,"prev":874,"to":218,"twin":857,"wire_ref":null},{"edge":442,"face":219,"from":221,"geometry_use":{"pcurve":876,"periodic_lift":[0,0],"sense":"Forward"},"id":876,"loop_ref":219,"next":877,"prev":879,"to":222,"twin":910,"wire_ref":null},{"edge":439,"face":219,"from":222,"geometry_use":{"pcurve":877,"periodic_lift":[0,0],"sense":"Reverse"},"id":877,"loop_ref":219,"next":878,"prev":876,"to":218,"twin":872,"wire_ref":null},{"edge":434,"face":219,"from":218,"geometry_use":{"pcurve":878,"periodic_lift":[0,0],"sense":"Reverse"},"id":878,"loop_ref":219,"next":879,"prev":877,"to":217,"twin":860,"wire_ref":null},{"edge":438,"face":219,"from":217,"geometry_use":{"pcurve":879,"periodic_lift":[0,0],"sense":"Forward"},"id":879,"loop_ref":219,"next":876,"prev":878,"to":221,"twin":870,"wire_ref":null},{"edge":443,"face":220,"from":224,"geometry_use":{"pcurve":880,"periodic_lift":[0,0],"sense":"Forward"},"id":880,"loop_ref":220,"next":881,"prev":883,"to":225,"twin":899,"wire_ref":null},{"edge":444,"face":220,"from":225,"geometry_use":{"pcurve":881,"periodic_lift":[0,0],"sense":"Reverse"},"id":881,"loop_ref":220,"next":882,"prev":880,"to":220,"twin":892,"wire_ref":null},{"edge":436,"face":220,"from":220,"geometry_use":{"pcurve":882,"periodic_lift":[0,0],"sense":"Reverse"},"id":882,"loop_ref":220,"next":883,"prev":881,"to":216,"twin":868,"wire_ref":null},{"edge":445,"face":220,"from":216,"geometry_use":{"pcurve":883,"periodic_lift":[0,0],"sense":"Forward"},"id":883,"loop_ref":220,"next":880,"prev":882,"to":224,"twin":890,"wire_ref":null},{"edge":441,"face":221,"from":219,"geometry_use":{"pcurve":884,"periodic_lift":[0,0],"sense":"Forward"},"id":884,"loop_ref":221,"next":885,"prev":887,"to":223,"twin":874,"wire_ref":null},{"edge":446,"face":221,"from":223,"geometry_use":{"pcurve":885,"periodic_lift":[0,0],"sense":"Forward"},"id":885,"loop_ref":221,"next":886,"prev":884,"to":226,"twin":894,"wire_ref":null},{"edge":447,"face":221,"from":226,"geometry_use":{"pcurve":886,"periodic_lift":[0,0],"sense":"Reverse"},"id":886,"loop_ref":221,"next":887,"prev":885,"to":227,"twin":897,"wire_ref":null},{"edge":448,"face":221,"from":227,"geometry_use":{"pcurve":887,"periodic_lift":[0,0],"sense":"Reverse"},"id":887,"loop_ref":221,"next":884,"prev":886,"to":219,"twin":888,"wire_ref":null},{"edge":448,"face":222,"from":219,"geometry_use":{"pcurve":888,"periodic_lift":[0,0],"sense":"Forward"},"id":888,"loop_ref":222,"next":889,"prev":891,"to":227,"twin":887,"wire_ref":null},{"edge":449,"face":222,"from":227,"geometry_use":{"pcurve":889,"periodic_lift":[0,0],"sense":"Reverse"},"id":889,"loop_ref":222,"next":890,"prev":888,"to":224,"twin":896,"wire_ref":null},{"edge":445,"face":222,"from":224,"geometry_use":{"pcurve":890,"periodic_lift":[0,0],"sense":"Reverse"},"id":890,"loop_ref":222,"next":891,"prev":889,"to":216,"twin":883,"wire_ref":null},{"edge":435,"face":222,"from":216,"geometry_use":{"pcurve":891,"periodic_lift":[0,0],"sense":"Forward"},"id":891,"loop_ref":222,"next":888,"prev":890,"to":219,"twin":866,"wire_ref":null},{"edge":444,"face":223,"from":220,"geometry_use":{"pcurve":892,"periodic_lift":[0,0],"sense":"Forward"},"id":892,"loop_ref":223,"next":893,"prev":895,"to":225,"twin":881,"wire_ref":null},{"edge":450,"face":223,"from":225,"geometry_use":{"pcurve":893,"periodic_lift":[0,0],"sense":"Forward"},"id":893,"loop_ref":223,"next":894,"prev":892,"to":226,"twin":898,"wire_ref":null},{"edge":446,"face":223,"from":226,"geometry_use":{"pcurve":894,"periodic_lift":[0,0],"sense":"Reverse"},"id":894,"loop_ref":223,"next":895,"prev":893,"to":223,"twin":885,"wire_ref":null},{"edge":451,"face":223,"from":223,"geometry_use":{"pcurve":895,"periodic_lift":[0,0],"sense":"Reverse"},"id":895,"loop_ref":223,"next":892,"prev":894,"to":220,"twin":912,"wire_ref":null},{"edge":449,"face":224,"from":224,"geometry_use":{"pcurve":896,"periodic_lift":[0,0],"sense":"Forward"},"id":896,"loop_ref":224,"next":897,"prev":899,"to":227,"twin":889,"wire_ref":null},{"edge":447,"face":224,"from":227,"geometry_use":{"pcurve":897,"periodic_lift":[0,0],"sense":"Forward"},"id":897,"loop_ref":224,"next":898,"prev":896,"to":226,"twin":886,"wire_ref":null},{"edge":450,"face":224,"from":226,"geometry_use":{"pcurve":898,"periodic_lift":[0,0],"sense":"Reverse"},"id":898,"loop_ref":224,"next":899,"prev":897,"to":225,"twin":893,"wire_ref":null},{"edge":443,"face":224,"from":225,"geometry_use":{"pcurve":899,"periodic_lift":[0,0],"sense":"Reverse"},"id":899,"loop_ref":224,"next":896,"prev":898,"to":224,"twin":880,"wire_ref":null},{"edge":452,"face":225,"from":220,"geometry_use":{"pcurve":900,"periodic_lift":[0,0],"sense":"Forward"},"id":900,"loop_ref":225,"next":901,"prev":903,"to":228,"twin":915,"wire_ref":null},{"edge":453,"face":225,"from":228,"geometry_use":{"pcurve":901,"periodic_lift":[0,0],"sense":"Reverse"},"id":901,"loop_ref":225,"next":902,"prev":900,"to":229,"twin":919,"wire_ref":null},{"edge":454,"face":225,"from":229,"geometry_use":{"pcurve":902,"periodic_lift":[0,0],"sense":"Reverse"},"id":902,"loop_ref":225,"next":903,"prev":901,"to":221,"twin":911,"wire_ref":null},{"edge":437,"face":225,"from":221,"geometry_use":{"pcurve":903,"periodic_lift":[0,0],"sense":"Forward"},"id":903,"loop_ref":225,"next":900,"prev":902,"to":220,"twin":869,"wire_ref":null},{"edge":455,"face":226,"from":222,"geometry_use":{"pcurve":904,"periodic_lift":[0,0],"sense":"Forward"},"id":904,"loop_ref":226,"next":905,"prev":907,"to":230,"twin":909,"wire_ref":null},{"edge":456,"face":226,"from":230,"geometry_use":{"pcurve":905,"periodic_lift":[0,0],"sense":"Forward"},"id":905,"loop_ref":226,"next":906,"prev":904,"to":231,"twin":923,"wire_ref":null},{"edge":457,"face":226,"from":231,"geometry_use":{"pcurve":906,"periodic_lift":[0,0],"sense":"Reverse"},"id":906,"loop_ref":226,"next":907,"prev":905,"to":223,"twin":913,"wire_ref":null},{"edge":440,"face":226,"from":223,"geometry_use":{"pcurve":907,"periodic_lift":[0,0],"sense":"Reverse"},"id":907,"loop_ref":226,"next":904,"prev":906,"to":222,"twin":873,"wire_ref":null},{"edge":458,"face":227,"from":229,"geometry_use":{"pcurve":908,"periodic_lift":[0,0],"sense":"Forward"},"id":908,"loop_ref":227,"next":909,"prev":911,"to":230,"twin":926,"wire_ref":null},{"edge":455,"face":227,"from":230,"geometry_use":{"pcurve":909,"periodic_lift":[0,0],"sense":"Reverse"},"id":909,"loop_ref":227,"next":910,"prev":908,"to":222,"twin":904,"wire_ref":null},{"edge":442,"face":227,"from":222,"geometry_use":{"pcurve":910,"periodic_lift":[0,0],"sense":"Reverse"},"id":910,"loop_ref":227,"next":911,"prev":909,"to":221,"twin":876,"wire_ref":null},{"edge":454,"face":227,"from":221,"geometry_use":{"pcurve":911,"periodic_lift":[0,0],"sense":"Forward"},"id":911,"loop_ref":227,"next":908,"prev":910,"to":229,"twin":902,"wire_ref":null},{"edge":451,"face":228,"from":220,"geometry_use":{"pcurve":912,"periodic_lift":[0,0],"sense":"Forward"},"id":912,"loop_ref":228,"next":913,"prev":915,"to":223,"twin":895,"wire_ref":null},{"edge":457,"face":228,"from":223,"geometry_use":{"pcurve":913,"periodic_lift":[0,0],"sense":"Forward"},"id":913,"loop_ref":228,"next":914,"prev":912,"to":231,"twin":906,"wire_ref":null},{"edge":459,"face":228,"from":231,"geometry_use":{"pcurve":914,"periodic_lift":[0,0],"sense":"Reverse"},"id":914,"loop_ref":228,"next":915,"prev":913,"to":228,"twin":939,"wire_ref":null},{"edge":452,"face":228,"from":228,"geometry_use":{"pcurve":915,"periodic_lift":[0,0],"sense":"Reverse"},"id":915,"loop_ref":228,"next":912,"prev":914,"to":220,"twin":900,"wire_ref":null},{"edge":460,"face":229,"from":228,"geometry_use":{"pcurve":916,"periodic_lift":[0,0],"sense":"Forward"},"id":916,"loop_ref":229,"next":917,"prev":919,"to":232,"twin":930,"wire_ref":null},{"edge":461,"face":229,"from":232,"geometry_use":{"pcurve":917,"periodic_lift":[0,0],"sense":"Reverse"},"id":917,"loop_ref":229,"next":918,"prev":916,"to":233,"twin":951,"wire_ref":null},{"edge":462,"face":229,"from":233,"geometry_use":{"pcurve":918,"periodic_lift":[0,0],"sense":"Reverse"},"id":918,"loop_ref":229,"next":919,"prev":917,"to":229,"twin":927,"wire_ref":null},{"edge":453,"face":229,"from":229,"geometry_use":{"pcurve":919,"periodic_lift":[0,0],"sense":"Forward"},"id":919,"loop_ref":229,"next":916,"prev":918,"to":228,"twin":901,"wire_ref":null},{"edge":463,"face":230,"from":230,"geometry_use":{"pcurve":920,"periodic_lift":[0,0],"sense":"Forward"},"id":920,"loop_ref":230,"next":921,"prev":923,"to":234,"twin":925,"wire_ref":null},{"edge":464,"face":230,"from":234,"geometry_use":{"pcurve":921,"periodic_lift":[0,0],"sense":"Forward"},"id":921,"loop_ref":230,"next":922,"prev":920,"to":235,"twin":955,"wire_ref":null},{"edge":465,"face":230,"from":235,"geometry_use":{"pcurve":922,"periodic_lift":[0,0],"sense":"Reverse"},"id":922,"loop_ref":230,"next":923,"prev":921,"to":231,"twin":932,"wire_ref":null},{"edge":456,"face":230,"from":231,"geometry_use":{"pcurve":923,"periodic_lift":[0,0],"sense":"Reverse"},"id":923,"loop_ref":230,"next":920,"prev":922,"to":230,"twin":905,"wire_ref":null},{"edge":466,"face":231,"from":233,"geometry_use":{"pcurve":924,"periodic_lift":[0,0],"sense":"Forward"},"id":924,"loop_ref":231,"next":925,"prev":927,"to":234,"twin":958,"wire_ref":null},{"edge":463,"face":231,"from":234,"geometry_use":{"pcurve":925,"periodic_lift":[0,0],"sense":"Reverse"},"id":925,"loop_ref":231,"next":926,"prev":924,"to":230,"twin":920,"wire_ref":null},{"edge":458,"face":231,"from":230,"geometry_use":{"pcurve":926,"periodic_lift":[0,0],"sense":"Reverse"},"id":926,"loop_ref":231,"next":927,"prev":925,"to":229,"twin":908,"wire_ref":null},{"edge":462,"face":231,"from":229,"geometry_use":{"pcurve":927,"periodic_lift":[0,0],"sense":"Forward"},"id":927,"loop_ref":231,"next":924,"prev":926,"to":233,"twin":918,"wire_ref":null},{"edge":467,"face":232,"from":236,"geometry_use":{"pcurve":928,"periodic_lift":[0,0],"sense":"Forward"},"id":928,"loop_ref":232,"next":929,"prev":931,"to":237,"twin":947,"wire_ref":null},{"edge":468,"face":232,"from":237,"geometry_use":{"pcurve":929,"periodic_lift":[0,0],"sense":"Reverse"},"id":929,"loop_ref":232,"next":930,"prev":928,"to":232,"twin":940,"wire_ref":null},{"edge":460,"face":232,"from":232,"geometry_use":{"pcurve":930,"periodic_lift":[0,0],"sense":"Reverse"},"id":930,"loop_ref":232,"next":931,"prev":929,"to":228,"twin":916,"wire_ref":null},{"edge":469,"face":232,"from":228,"geometry_use":{"pcurve":931,"periodic_lift":[0,0],"sense":"Forward"},"id":931,"loop_ref":232,"next":928,"prev":930,"to":236,"twin":938,"wire_ref":null},{"edge":465,"face":233,"from":231,"geometry_use":{"pcurve":932,"periodic_lift":[0,0],"sense":"Forward"},"id":932,"loop_ref":233,"next":933,"prev":935,"to":235,"twin":922,"wire_ref":null},{"edge":470,"face":233,"from":235,"geometry_use":{"pcurve":933,"periodic_lift":[0,0],"sense":"Forward"},"id":933,"loop_ref":233,"next":934,"prev":932,"to":238,"twin":942,"wire_ref":null},{"edge":471,"face":233,"from":238,"geometry_use":{"pcurve":934,"periodic_lift":[0,0],"sense":"Reverse"},"id":934,"loop_ref":233,"next":935,"prev":933,"to":239,"twin":945,"wire_ref":null},{"edge":472,"face":233,"from":239,"geometry_use":{"pcurve":935,"periodic_lift":[0,0],"sense":"Reverse"},"id":935,"loop_ref":233,"next":932,"prev":934,"to":231,"twin":936,"wire_ref":null},{"edge":472,"face":234,"from":231,"geometry_use":{"pcurve":936,"periodic_lift":[0,0],"sense":"Forward"},"id":936,"loop_ref":234,"next":937,"prev":939,"to":239,"twin":935,"wire_ref":null},{"edge":473,"face":234,"from":239,"geometry_use":{"pcurve":937,"periodic_lift":[0,0],"sense":"Reverse"},"id":937,"loop_ref":234,"next":938,"prev":936,"to":236,"twin":944,"wire_ref":null},{"edge":469,"face":234,"from":236,"geometry_use":{"pcurve":938,"periodic_lift":[0,0],"sense":"Reverse"},"id":938,"loop_ref":234,"next":939,"prev":937,"to":228,"twin":931,"wire_ref":null},{"edge":459,"face":234,"from":228,"geometry_use":{"pcurve":939,"periodic_lift":[0,0],"sense":"Forward"},"id":939,"loop_ref":234,"next":936,"prev":938,"to":231,"twin":914,"wire_ref":null},{"edge":468,"face":235,"from":232,"geometry_use":{"pcurve":940,"periodic_lift":[0,0],"sense":"Forward"},"id":940,"loop_ref":235,"next":941,"prev":943,"to":237,"twin":929,"wire_ref":null},{"edge":474,"face":235,"from":237,"geometry_use":{"pcurve":941,"periodic_lift":[0,0],"sense":"Forward"},"id":941,"loop_ref":235,"next":942,"prev":940,"to":238,"twin":946,"wire_ref":null},{"edge":470,"face":235,"from":238,"geometry_use":{"pcurve":942,"periodic_lift":[0,0],"sense":"Reverse"},"id":942,"loop_ref":235,"next":943,"prev":941,"to":235,"twin":933,"wire_ref":null},{"edge":475,"face":235,"from":235,"geometry_use":{"pcurve":943,"periodic_lift":[0,0],"sense":"Reverse"},"id":943,"loop_ref":235,"next":940,"prev":942,"to":232,"twin":960,"wire_ref":null},{"edge":473,"face":236,"from":236,"geometry_use":{"pcurve":944,"periodic_lift":[0,0],"sense":"Forward"},"id":944,"loop_ref":236,"next":945,"prev":947,"to":239,"twin":937,"wire_ref":null},{"edge":471,"face":236,"from":239,"geometry_use":{"pcurve":945,"periodic_lift":[0,0],"sense":"Forward"},"id":945,"loop_ref":236,"next":946,"prev":944,"to":238,"twin":934,"wire_ref":null},{"edge":474,"face":236,"from":238,"geometry_use":{"pcurve":946,"periodic_lift":[0,0],"sense":"Reverse"},"id":946,"loop_ref":236,"next":947,"prev":945,"to":237,"twin":941,"wire_ref":null},{"edge":467,"face":236,"from":237,"geometry_use":{"pcurve":947,"periodic_lift":[0,0],"sense":"Reverse"},"id":947,"loop_ref":236,"next":944,"prev":946,"to":236,"twin":928,"wire_ref":null},{"edge":476,"face":237,"from":232,"geometry_use":{"pcurve":948,"periodic_lift":[0,0],"sense":"Forward"},"id":948,"loop_ref":237,"next":949,"prev":951,"to":240,"twin":963,"wire_ref":null},{"edge":477,"face":237,"from":240,"geometry_use":{"pcurve":949,"periodic_lift":[0,0],"sense":"Reverse"},"id":949,"loop_ref":237,"next":950,"prev":948,"to":241,"twin":967,"wire_ref":null},{"edge":478,"face":237,"from":241,"geometry_use":{"pcurve":950,"periodic_lift":[0,0],"sense":"Reverse"},"id":950,"loop_ref":237,"next":951,"prev":949,"to":233,"twin":959,"wire_ref":null},{"edge":461,"face":237,"from":233,"geometry_use":{"pcurve":951,"periodic_lift":[0,0],"sense":"Forward"},"id":951,"loop_ref":237,"next":948,"prev":950,"to":232,"twin":917,"wire_ref":null},{"edge":479,"face":238,"from":234,"geometry_use":{"pcurve":952,"periodic_lift":[0,0],"sense":"Forward"},"id":952,"loop_ref":238,"next":953,"prev":955,"to":242,"twin":957,"wire_ref":null},{"edge":480,"face":238,"from":242,"geometry_use":{"pcurve":953,"periodic_lift":[0,0],"sense":"Forward"},"id":953,"loop_ref":238,"next":954,"prev":952,"to":243,"twin":971,"wire_ref":null},{"edge":481,"face":238,"from":243,"geometry_use":{"pcurve":954,"periodic_lift":[0,0],"sense":"Reverse"},"id":954,"loop_ref":238,"next":955,"prev":953,"to":235,"twin":961,"wire_ref":null},{"edge":464,"face":238,"from":235,"geometry_use":{"pcurve":955,"periodic_lift":[0,0],"sense":"Reverse"},"id":955,"loop_ref":238,"next":952,"prev":954,"to":234,"twin":921,"wire_ref":null},{"edge":482,"face":239,"from":241,"geometry_use":{"pcurve":956,"periodic_lift":[0,0],"sense":"Forward"},"id":956,"loop_ref":239,"next":957,"prev":959,"to":242,"twin":974,"wire_ref":null},{"edge":479,"face":239,"from":242,"geometry_use":{"pcurve":957,"periodic_lift":[0,0],"sense":"Reverse"},"id":957,"loop_ref":239,"next":958,"prev":956,"to":234,"twin":952,"wire_ref":null},{"edge":466,"face":239,"from":234,"geometry_use":{"pcurve":958,"periodic_lift":[0,0],"sense":"Reverse"},"id":958,"loop_ref":239,"next":959,"prev":957,"to":233,"twin":924,"wire_ref":null},{"edge":478,"face":239,"from":233,"geometry_use":{"pcurve":959,"periodic_lift":[0,0],"sense":"Forward"},"id":959,"loop_ref":239,"next":956,"prev":958,"to":241,"twin":950,"wire_ref":null},{"edge":475,"face":240,"from":232,"geometry_use":{"pcurve":960,"periodic_lift":[0,0],"sense":"Forward"},"id":960,"loop_ref":240,"next":961,"prev":963,"to":235,"twin":943,"wire_ref":null},{"edge":481,"face":240,"from":235,"geometry_use":{"pcurve":961,"periodic_lift":[0,0],"sense":"Forward"},"id":961,"loop_ref":240,"next":962,"prev":960,"to":243,"twin":954,"wire_ref":null},{"edge":483,"face":240,"from":243,"geometry_use":{"pcurve":962,"periodic_lift":[0,0],"sense":"Reverse"},"id":962,"loop_ref":240,"next":963,"prev":961,"to":240,"twin":987,"wire_ref":null},{"edge":476,"face":240,"from":240,"geometry_use":{"pcurve":963,"periodic_lift":[0,0],"sense":"Reverse"},"id":963,"loop_ref":240,"next":960,"prev":962,"to":232,"twin":948,"wire_ref":null},{"edge":484,"face":241,"from":240,"geometry_use":{"pcurve":964,"periodic_lift":[0,0],"sense":"Forward"},"id":964,"loop_ref":241,"next":965,"prev":967,"to":244,"twin":978,"wire_ref":null},{"edge":485,"face":241,"from":244,"geometry_use":{"pcurve":965,"periodic_lift":[0,0],"sense":"Reverse"},"id":965,"loop_ref":241,"next":966,"prev":964,"to":245,"twin":999,"wire_ref":null},{"edge":486,"face":241,"from":245,"geometry_use":{"pcurve":966,"periodic_lift":[0,0],"sense":"Reverse"},"id":966,"loop_ref":241,"next":967,"prev":965,"to":241,"twin":975,"wire_ref":null},{"edge":477,"face":241,"from":241,"geometry_use":{"pcurve":967,"periodic_lift":[0,0],"sense":"Forward"},"id":967,"loop_ref":241,"next":964,"prev":966,"to":240,"twin":949,"wire_ref":null},{"edge":487,"face":242,"from":242,"geometry_use":{"pcurve":968,"periodic_lift":[0,0],"sense":"Forward"},"id":968,"loop_ref":242,"next":969,"prev":971,"to":246,"twin":973,"wire_ref":null},{"edge":488,"face":242,"from":246,"geometry_use":{"pcurve":969,"periodic_lift":[0,0],"sense":"Forward"},"id":969,"loop_ref":242,"next":970,"prev":968,"to":247,"twin":1003,"wire_ref":null},{"edge":489,"face":242,"from":247,"geometry_use":{"pcurve":970,"periodic_lift":[0,0],"sense":"Reverse"},"id":970,"loop_ref":242,"next":971,"prev":969,"to":243,"twin":980,"wire_ref":null},{"edge":480,"face":242,"from":243,"geometry_use":{"pcurve":971,"periodic_lift":[0,0],"sense":"Reverse"},"id":971,"loop_ref":242,"next":968,"prev":970,"to":242,"twin":953,"wire_ref":null},{"edge":490,"face":243,"from":245,"geometry_use":{"pcurve":972,"periodic_lift":[0,0],"sense":"Forward"},"id":972,"loop_ref":243,"next":973,"prev":975,"to":246,"twin":1006,"wire_ref":null},{"edge":487,"face":243,"from":246,"geometry_use":{"pcurve":973,"periodic_lift":[0,0],"sense":"Reverse"},"id":973,"loop_ref":243,"next":974,"prev":972,"to":242,"twin":968,"wire_ref":null},{"edge":482,"face":243,"from":242,"geometry_use":{"pcurve":974,"periodic_lift":[0,0],"sense":"Reverse"},"id":974,"loop_ref":243,"next":975,"prev":973,"to":241,"twin":956,"wire_ref":null},{"edge":486,"face":243,"from":241,"geometry_use":{"pcurve":975,"periodic_lift":[0,0],"sense":"Forward"},"id":975,"loop_ref":243,"next":972,"prev":974,"to":245,"twin":966,"wire_ref":null},{"edge":491,"face":244,"from":248,"geometry_use":{"pcurve":976,"periodic_lift":[0,0],"sense":"Forward"},"id":976,"loop_ref":244,"next":977,"prev":979,"to":249,"twin":995,"wire_ref":null},{"edge":492,"face":244,"from":249,"geometry_use":{"pcurve":977,"periodic_lift":[0,0],"sense":"Reverse"},"id":977,"loop_ref":244,"next":978,"prev":976,"to":244,"twin":988,"wire_ref":null},{"edge":484,"face":244,"from":244,"geometry_use":{"pcurve":978,"periodic_lift":[0,0],"sense":"Reverse"},"id":978,"loop_ref":244,"next":979,"prev":977,"to":240,"twin":964,"wire_ref":null},{"edge":493,"face":244,"from":240,"geometry_use":{"pcurve":979,"periodic_lift":[0,0],"sense":"Forward"},"id":979,"loop_ref":244,"next":976,"prev":978,"to":248,"twin":986,"wire_ref":null},{"edge":489,"face":245,"from":243,"geometry_use":{"pcurve":980,"periodic_lift":[0,0],"sense":"Forward"},"id":980,"loop_ref":245,"next":981,"prev":983,"to":247,"twin":970,"wire_ref":null},{"edge":494,"face":245,"from":247,"geometry_use":{"pcurve":981,"periodic_lift":[0,0],"sense":"Forward"},"id":981,"loop_ref":245,"next":982,"prev":980,"to":250,"twin":990,"wire_ref":null},{"edge":495,"face":245,"from":250,"geometry_use":{"pcurve":982,"periodic_lift":[0,0],"sense":"Reverse"},"id":982,"loop_ref":245,"next":983,"prev":981,"to":251,"twin":993,"wire_ref":null},{"edge":496,"face":245,"from":251,"geometry_use":{"pcurve":983,"periodic_lift":[0,0],"sense":"Reverse"},"id":983,"loop_ref":245,"next":980,"prev":982,"to":243,"twin":984,"wire_ref":null},{"edge":496,"face":246,"from":243,"geometry_use":{"pcurve":984,"periodic_lift":[0,0],"sense":"Forward"},"id":984,"loop_ref":246,"next":985,"prev":987,"to":251,"twin":983,"wire_ref":null},{"edge":497,"face":246,"from":251,"geometry_use":{"pcurve":985,"periodic_lift":[0,0],"sense":"Reverse"},"id":985,"loop_ref":246,"next":986,"prev":984,"to":248,"twin":992,"wire_ref":null},{"edge":493,"face":246,"from":248,"geometry_use":{"pcurve":986,"periodic_lift":[0,0],"sense":"Reverse"},"id":986,"loop_ref":246,"next":987,"prev":985,"to":240,"twin":979,"wire_ref":null},{"edge":483,"face":246,"from":240,"geometry_use":{"pcurve":987,"periodic_lift":[0,0],"sense":"Forward"},"id":987,"loop_ref":246,"next":984,"prev":986,"to":243,"twin":962,"wire_ref":null},{"edge":492,"face":247,"from":244,"geometry_use":{"pcurve":988,"periodic_lift":[0,0],"sense":"Forward"},"id":988,"loop_ref":247,"next":989,"prev":991,"to":249,"twin":977,"wire_ref":null},{"edge":498,"face":247,"from":249,"geometry_use":{"pcurve":989,"periodic_lift":[0,0],"sense":"Forward"},"id":989,"loop_ref":247,"next":990,"prev":988,"to":250,"twin":994,"wire_ref":null},{"edge":494,"face":247,"from":250,"geometry_use":{"pcurve":990,"periodic_lift":[0,0],"sense":"Reverse"},"id":990,"loop_ref":247,"next":991,"prev":989,"to":247,"twin":981,"wire_ref":null},{"edge":499,"face":247,"from":247,"geometry_use":{"pcurve":991,"periodic_lift":[0,0],"sense":"Reverse"},"id":991,"loop_ref":247,"next":988,"prev":990,"to":244,"twin":1008,"wire_ref":null},{"edge":497,"face":248,"from":248,"geometry_use":{"pcurve":992,"periodic_lift":[0,0],"sense":"Forward"},"id":992,"loop_ref":248,"next":993,"prev":995,"to":251,"twin":985,"wire_ref":null},{"edge":495,"face":248,"from":251,"geometry_use":{"pcurve":993,"periodic_lift":[0,0],"sense":"Forward"},"id":993,"loop_ref":248,"next":994,"prev":992,"to":250,"twin":982,"wire_ref":null},{"edge":498,"face":248,"from":250,"geometry_use":{"pcurve":994,"periodic_lift":[0,0],"sense":"Reverse"},"id":994,"loop_ref":248,"next":995,"prev":993,"to":249,"twin":989,"wire_ref":null},{"edge":491,"face":248,"from":249,"geometry_use":{"pcurve":995,"periodic_lift":[0,0],"sense":"Reverse"},"id":995,"loop_ref":248,"next":992,"prev":994,"to":248,"twin":976,"wire_ref":null},{"edge":500,"face":249,"from":244,"geometry_use":{"pcurve":996,"periodic_lift":[0,0],"sense":"Forward"},"id":996,"loop_ref":249,"next":997,"prev":999,"to":252,"twin":1011,"wire_ref":null},{"edge":501,"face":249,"from":252,"geometry_use":{"pcurve":997,"periodic_lift":[0,0],"sense":"Reverse"},"id":997,"loop_ref":249,"next":998,"prev":996,"to":253,"twin":1015,"wire_ref":null},{"edge":502,"face":249,"from":253,"geometry_use":{"pcurve":998,"periodic_lift":[0,0],"sense":"Reverse"},"id":998,"loop_ref":249,"next":999,"prev":997,"to":245,"twin":1007,"wire_ref":null},{"edge":485,"face":249,"from":245,"geometry_use":{"pcurve":999,"periodic_lift":[0,0],"sense":"Forward"},"id":999,"loop_ref":249,"next":996,"prev":998,"to":244,"twin":965,"wire_ref":null},{"edge":503,"face":250,"from":246,"geometry_use":{"pcurve":1000,"periodic_lift":[0,0],"sense":"Forward"},"id":1000,"loop_ref":250,"next":1001,"prev":1003,"to":254,"twin":1005,"wire_ref":null},{"edge":504,"face":250,"from":254,"geometry_use":{"pcurve":1001,"periodic_lift":[0,0],"sense":"Forward"},"id":1001,"loop_ref":250,"next":1002,"prev":1000,"to":255,"twin":1019,"wire_ref":null},{"edge":505,"face":250,"from":255,"geometry_use":{"pcurve":1002,"periodic_lift":[0,0],"sense":"Reverse"},"id":1002,"loop_ref":250,"next":1003,"prev":1001,"to":247,"twin":1009,"wire_ref":null},{"edge":488,"face":250,"from":247,"geometry_use":{"pcurve":1003,"periodic_lift":[0,0],"sense":"Reverse"},"id":1003,"loop_ref":250,"next":1000,"prev":1002,"to":246,"twin":969,"wire_ref":null},{"edge":506,"face":251,"from":253,"geometry_use":{"pcurve":1004,"periodic_lift":[0,0],"sense":"Forward"},"id":1004,"loop_ref":251,"next":1005,"prev":1007,"to":254,"twin":1022,"wire_ref":null},{"edge":503,"face":251,"from":254,"geometry_use":{"pcurve":1005,"periodic_lift":[0,0],"sense":"Reverse"},"id":1005,"loop_ref":251,"next":1006,"prev":1004,"to":246,"twin":1000,"wire_ref":null},{"edge":490,"face":251,"from":246,"geometry_use":{"pcurve":1006,"periodic_lift":[0,0],"sense":"Reverse"},"id":1006,"loop_ref":251,"next":1007,"prev":1005,"to":245,"twin":972,"wire_ref":null},{"edge":502,"face":251,"from":245,"geometry_use":{"pcurve":1007,"periodic_lift":[0,0],"sense":"Forward"},"id":1007,"loop_ref":251,"next":1004,"prev":1006,"to":253,"twin":998,"wire_ref":null},{"edge":499,"face":252,"from":244,"geometry_use":{"pcurve":1008,"periodic_lift":[0,0],"sense":"Forward"},"id":1008,"loop_ref":252,"next":1009,"prev":1011,"to":247,"twin":991,"wire_ref":null},{"edge":505,"face":252,"from":247,"geometry_use":{"pcurve":1009,"periodic_lift":[0,0],"sense":"Forward"},"id":1009,"loop_ref":252,"next":1010,"prev":1008,"to":255,"twin":1002,"wire_ref":null},{"edge":507,"face":252,"from":255,"geometry_use":{"pcurve":1010,"periodic_lift":[0,0],"sense":"Reverse"},"id":1010,"loop_ref":252,"next":1011,"prev":1009,"to":252,"twin":1035,"wire_ref":null},{"edge":500,"face":252,"from":252,"geometry_use":{"pcurve":1011,"periodic_lift":[0,0],"sense":"Reverse"},"id":1011,"loop_ref":252,"next":1008,"prev":1010,"to":244,"twin":996,"wire_ref":null},{"edge":508,"face":253,"from":252,"geometry_use":{"pcurve":1012,"periodic_lift":[0,0],"sense":"Forward"},"id":1012,"loop_ref":253,"next":1013,"prev":1015,"to":256,"twin":1026,"wire_ref":null},{"edge":509,"face":253,"from":256,"geometry_use":{"pcurve":1013,"periodic_lift":[0,0],"sense":"Reverse"},"id":1013,"loop_ref":253,"next":1014,"prev":1012,"to":257,"twin":1047,"wire_ref":null},{"edge":510,"face":253,"from":257,"geometry_use":{"pcurve":1014,"periodic_lift":[0,0],"sense":"Reverse"},"id":1014,"loop_ref":253,"next":1015,"prev":1013,"to":253,"twin":1023,"wire_ref":null},{"edge":501,"face":253,"from":253,"geometry_use":{"pcurve":1015,"periodic_lift":[0,0],"sense":"Forward"},"id":1015,"loop_ref":253,"next":1012,"prev":1014,"to":252,"twin":997,"wire_ref":null},{"edge":511,"face":254,"from":254,"geometry_use":{"pcurve":1016,"periodic_lift":[0,0],"sense":"Forward"},"id":1016,"loop_ref":254,"next":1017,"prev":1019,"to":258,"twin":1021,"wire_ref":null},{"edge":512,"face":254,"from":258,"geometry_use":{"pcurve":1017,"periodic_lift":[0,0],"sense":"Forward"},"id":1017,"loop_ref":254,"next":1018,"prev":1016,"to":259,"twin":1051,"wire_ref":null},{"edge":513,"face":254,"from":259,"geometry_use":{"pcurve":1018,"periodic_lift":[0,0],"sense":"Reverse"},"id":1018,"loop_ref":254,"next":1019,"prev":1017,"to":255,"twin":1028,"wire_ref":null},{"edge":504,"face":254,"from":255,"geometry_use":{"pcurve":1019,"periodic_lift":[0,0],"sense":"Reverse"},"id":1019,"loop_ref":254,"next":1016,"prev":1018,"to":254,"twin":1001,"wire_ref":null},{"edge":514,"face":255,"from":257,"geometry_use":{"pcurve":1020,"periodic_lift":[0,0],"sense":"Forward"},"id":1020,"loop_ref":255,"next":1021,"prev":1023,"to":258,"twin":1054,"wire_ref":null},{"edge":511,"face":255,"from":258,"geometry_use":{"pcurve":1021,"periodic_lift":[0,0],"sense":"Reverse"},"id":1021,"loop_ref":255,"next":1022,"prev":1020,"to":254,"twin":1016,"wire_ref":null},{"edge":506,"face":255,"from":254,"geometry_use":{"pcurve":1022,"periodic_lift":[0,0],"sense":"Reverse"},"id":1022,"loop_ref":255,"next":1023,"prev":1021,"to":253,"twin":1004,"wire_ref":null},{"edge":510,"face":255,"from":253,"geometry_use":{"pcurve":1023,"periodic_lift":[0,0],"sense":"Forward"},"id":1023,"loop_ref":255,"next":1020,"prev":1022,"to":257,"twin":1014,"wire_ref":null},{"edge":515,"face":256,"from":260,"geometry_use":{"pcurve":1024,"periodic_lift":[0,0],"sense":"Forward"},"id":1024,"loop_ref":256,"next":1025,"prev":1027,"to":261,"twin":1043,"wire_ref":null},{"edge":516,"face":256,"from":261,"geometry_use":{"pcurve":1025,"periodic_lift":[0,0],"sense":"Reverse"},"id":1025,"loop_ref":256,"next":1026,"prev":1024,"to":256,"twin":1036,"wire_ref":null},{"edge":508,"face":256,"from":256,"geometry_use":{"pcurve":1026,"periodic_lift":[0,0],"sense":"Reverse"},"id":1026,"loop_ref":256,"next":1027,"prev":1025,"to":252,"twin":1012,"wire_ref":null},{"edge":517,"face":256,"from":252,"geometry_use":{"pcurve":1027,"periodic_lift":[0,0],"sense":"Forward"},"id":1027,"loop_ref":256,"next":1024,"prev":1026,"to":260,"twin":1034,"wire_ref":null},{"edge":513,"face":257,"from":255,"geometry_use":{"pcurve":1028,"periodic_lift":[0,0],"sense":"Forward"},"id":1028,"loop_ref":257,"next":1029,"prev":1031,"to":259,"twin":1018,"wire_ref":null},{"edge":518,"face":257,"from":259,"geometry_use":{"pcurve":1029,"periodic_lift":[0,0],"sense":"Forward"},"id":1029,"loop_ref":257,"next":1030,"prev":1028,"to":262,"twin":1038,"wire_ref":null},{"edge":519,"face":257,"from":262,"geometry_use":{"pcurve":1030,"periodic_lift":[0,0],"sense":"Reverse"},"id":1030,"loop_ref":257,"next":1031,"prev":1029,"to":263,"twin":1041,"wire_ref":null},{"edge":520,"face":257,"from":263,"geometry_use":{"pcurve":1031,"periodic_lift":[0,0],"sense":"Reverse"},"id":1031,"loop_ref":257,"next":1028,"prev":1030,"to":255,"twin":1032,"wire_ref":null},{"edge":520,"face":258,"from":255,"geometry_use":{"pcurve":1032,"periodic_lift":[0,0],"sense":"Forward"},"id":1032,"loop_ref":258,"next":1033,"prev":1035,"to":263,"twin":1031,"wire_ref":null},{"edge":521,"face":258,"from":263,"geometry_use":{"pcurve":1033,"periodic_lift":[0,0],"sense":"Reverse"},"id":1033,"loop_ref":258,"next":1034,"prev":1032,"to":260,"twin":1040,"wire_ref":null},{"edge":517,"face":258,"from":260,"geometry_use":{"pcurve":1034,"periodic_lift":[0,0],"sense":"Reverse"},"id":1034,"loop_ref":258,"next":1035,"prev":1033,"to":252,"twin":1027,"wire_ref":null},{"edge":507,"face":258,"from":252,"geometry_use":{"pcurve":1035,"periodic_lift":[0,0],"sense":"Forward"},"id":1035,"loop_ref":258,"next":1032,"prev":1034,"to":255,"twin":1010,"wire_ref":null},{"edge":516,"face":259,"from":256,"geometry_use":{"pcurve":1036,"periodic_lift":[0,0],"sense":"Forward"},"id":1036,"loop_ref":259,"next":1037,"prev":1039,"to":261,"twin":1025,"wire_ref":null},{"edge":522,"face":259,"from":261,"geometry_use":{"pcurve":1037,"periodic_lift":[0,0],"sense":"Forward"},"id":1037,"loop_ref":259,"next":1038,"prev":1036,"to":262,"twin":1042,"wire_ref":null},{"edge":518,"face":259,"from":262,"geometry_use":{"pcurve":1038,"periodic_lift":[0,0],"sense":"Reverse"},"id":1038,"loop_ref":259,"next":1039,"prev":1037,"to":259,"twin":1029,"wire_ref":null},{"edge":523,"face":259,"from":259,"geometry_use":{"pcurve":1039,"periodic_lift":[0,0],"sense":"Reverse"},"id":1039,"loop_ref":259,"next":1036,"prev":1038,"to":256,"twin":1056,"wire_ref":null},{"edge":521,"face":260,"from":260,"geometry_use":{"pcurve":1040,"periodic_lift":[0,0],"sense":"Forward"},"id":1040,"loop_ref":260,"next":1041,"prev":1043,"to":263,"twin":1033,"wire_ref":null},{"edge":519,"face":260,"from":263,"geometry_use":{"pcurve":1041,"periodic_lift":[0,0],"sense":"Forward"},"id":1041,"loop_ref":260,"next":1042,"prev":1040,"to":262,"twin":1030,"wire_ref":null},{"edge":522,"face":260,"from":262,"geometry_use":{"pcurve":1042,"periodic_lift":[0,0],"sense":"Reverse"},"id":1042,"loop_ref":260,"next":1043,"prev":1041,"to":261,"twin":1037,"wire_ref":null},{"edge":515,"face":260,"from":261,"geometry_use":{"pcurve":1043,"periodic_lift":[0,0],"sense":"Reverse"},"id":1043,"loop_ref":260,"next":1040,"prev":1042,"to":260,"twin":1024,"wire_ref":null},{"edge":524,"face":261,"from":256,"geometry_use":{"pcurve":1044,"periodic_lift":[0,0],"sense":"Forward"},"id":1044,"loop_ref":261,"next":1045,"prev":1047,"to":264,"twin":1059,"wire_ref":null},{"edge":525,"face":261,"from":264,"geometry_use":{"pcurve":1045,"periodic_lift":[0,0],"sense":"Reverse"},"id":1045,"loop_ref":261,"next":1046,"prev":1044,"to":265,"twin":1063,"wire_ref":null},{"edge":526,"face":261,"from":265,"geometry_use":{"pcurve":1046,"periodic_lift":[0,0],"sense":"Reverse"},"id":1046,"loop_ref":261,"next":1047,"prev":1045,"to":257,"twin":1055,"wire_ref":null},{"edge":509,"face":261,"from":257,"geometry_use":{"pcurve":1047,"periodic_lift":[0,0],"sense":"Forward"},"id":1047,"loop_ref":261,"next":1044,"prev":1046,"to":256,"twin":1013,"wire_ref":null},{"edge":527,"face":262,"from":258,"geometry_use":{"pcurve":1048,"periodic_lift":[0,0],"sense":"Forward"},"id":1048,"loop_ref":262,"next":1049,"prev":1051,"to":266,"twin":1053,"wire_ref":null},{"edge":528,"face":262,"from":266,"geometry_use":{"pcurve":1049,"periodic_lift":[0,0],"sense":"Forward"},"id":1049,"loop_ref":262,"next":1050,"prev":1048,"to":267,"twin":1067,"wire_ref":null},{"edge":529,"face":262,"from":267,"geometry_use":{"pcurve":1050,"periodic_lift":[0,0],"sense":"Reverse"},"id":1050,"loop_ref":262,"next":1051,"prev":1049,"to":259,"twin":1057,"wire_ref":null},{"edge":512,"face":262,"from":259,"geometry_use":{"pcurve":1051,"periodic_lift":[0,0],"sense":"Reverse"},"id":1051,"loop_ref":262,"next":1048,"prev":1050,"to":258,"twin":1017,"wire_ref":null},{"edge":530,"face":263,"from":265,"geometry_use":{"pcurve":1052,"periodic_lift":[0,0],"sense":"Forward"},"id":1052,"loop_ref":263,"next":1053,"prev":1055,"to":266,"twin":1070,"wire_ref":null},{"edge":527,"face":263,"from":266,"geometry_use":{"pcurve":1053,"periodic_lift":[0,0],"sense":"Reverse"},"id":1053,"loop_ref":263,"next":1054,"prev":1052,"to":258,"twin":1048,"wire_ref":null},{"edge":514,"face":263,"from":258,"geometry_use":{"pcurve":1054,"periodic_lift":[0,0],"sense":"Reverse"},"id":1054,"loop_ref":263,"next":1055,"prev":1053,"to":257,"twin":1020,"wire_ref":null},{"edge":526,"face":263,"from":257,"geometry_use":{"pcurve":1055,"periodic_lift":[0,0],"sense":"Forward"},"id":1055,"loop_ref":263,"next":1052,"prev":1054,"to":265,"twin":1046,"wire_ref":null},{"edge":523,"face":264,"from":256,"geometry_use":{"pcurve":1056,"periodic_lift":[0,0],"sense":"Forward"},"id":1056,"loop_ref":264,"next":1057,"prev":1059,"to":259,"twin":1039,"wire_ref":null},{"edge":529,"face":264,"from":259,"geometry_use":{"pcurve":1057,"periodic_lift":[0,0],"sense":"Forward"},"id":1057,"loop_ref":264,"next":1058,"prev":1056,"to":267,"twin":1050,"wire_ref":null},{"edge":531,"face":264,"from":267,"geometry_use":{"pcurve":1058,"periodic_lift":[0,0],"sense":"Reverse"},"id":1058,"loop_ref":264,"next":1059,"prev":1057,"to":264,"twin":1083,"wire_ref":null},{"edge":524,"face":264,"from":264,"geometry_use":{"pcurve":1059,"periodic_lift":[0,0],"sense":"Reverse"},"id":1059,"loop_ref":264,"next":1056,"prev":1058,"to":256,"twin":1044,"wire_ref":null},{"edge":532,"face":265,"from":264,"geometry_use":{"pcurve":1060,"periodic_lift":[0,0],"sense":"Forward"},"id":1060,"loop_ref":265,"next":1061,"prev":1063,"to":268,"twin":1074,"wire_ref":null},{"edge":533,"face":265,"from":268,"geometry_use":{"pcurve":1061,"periodic_lift":[0,0],"sense":"Reverse"},"id":1061,"loop_ref":265,"next":1062,"prev":1060,"to":269,"twin":1095,"wire_ref":null},{"edge":534,"face":265,"from":269,"geometry_use":{"pcurve":1062,"periodic_lift":[0,0],"sense":"Reverse"},"id":1062,"loop_ref":265,"next":1063,"prev":1061,"to":265,"twin":1071,"wire_ref":null},{"edge":525,"face":265,"from":265,"geometry_use":{"pcurve":1063,"periodic_lift":[0,0],"sense":"Forward"},"id":1063,"loop_ref":265,"next":1060,"prev":1062,"to":264,"twin":1045,"wire_ref":null},{"edge":535,"face":266,"from":266,"geometry_use":{"pcurve":1064,"periodic_lift":[0,0],"sense":"Forward"},"id":1064,"loop_ref":266,"next":1065,"prev":1067,"to":270,"twin":1069,"wire_ref":null},{"edge":536,"face":266,"from":270,"geometry_use":{"pcurve":1065,"periodic_lift":[0,0],"sense":"Forward"},"id":1065,"loop_ref":266,"next":1066,"prev":1064,"to":271,"twin":1099,"wire_ref":null},{"edge":537,"face":266,"from":271,"geometry_use":{"pcurve":1066,"periodic_lift":[0,0],"sense":"Reverse"},"id":1066,"loop_ref":266,"next":1067,"prev":1065,"to":267,"twin":1076,"wire_ref":null},{"edge":528,"face":266,"from":267,"geometry_use":{"pcurve":1067,"periodic_lift":[0,0],"sense":"Reverse"},"id":1067,"loop_ref":266,"next":1064,"prev":1066,"to":266,"twin":1049,"wire_ref":null},{"edge":538,"face":267,"from":269,"geometry_use":{"pcurve":1068,"periodic_lift":[0,0],"sense":"Forward"},"id":1068,"loop_ref":267,"next":1069,"prev":1071,"to":270,"twin":1102,"wire_ref":null},{"edge":535,"face":267,"from":270,"geometry_use":{"pcurve":1069,"periodic_lift":[0,0],"sense":"Reverse"},"id":1069,"loop_ref":267,"next":1070,"prev":1068,"to":266,"twin":1064,"wire_ref":null},{"edge":530,"face":267,"from":266,"geometry_use":{"pcurve":1070,"periodic_lift":[0,0],"sense":"Reverse"},"id":1070,"loop_ref":267,"next":1071,"prev":1069,"to":265,"twin":1052,"wire_ref":null},{"edge":534,"face":267,"from":265,"geometry_use":{"pcurve":1071,"periodic_lift":[0,0],"sense":"Forward"},"id":1071,"loop_ref":267,"next":1068,"prev":1070,"to":269,"twin":1062,"wire_ref":null},{"edge":539,"face":268,"from":272,"geometry_use":{"pcurve":1072,"periodic_lift":[0,0],"sense":"Forward"},"id":1072,"loop_ref":268,"next":1073,"prev":1075,"to":273,"twin":1091,"wire_ref":null},{"edge":540,"face":268,"from":273,"geometry_use":{"pcurve":1073,"periodic_lift":[0,0],"sense":"Reverse"},"id":1073,"loop_ref":268,"next":1074,"prev":1072,"to":268,"twin":1084,"wire_ref":null},{"edge":532,"face":268,"from":268,"geometry_use":{"pcurve":1074,"periodic_lift":[0,0],"sense":"Reverse"},"id":1074,"loop_ref":268,"next":1075,"prev":1073,"to":264,"twin":1060,"wire_ref":null},{"edge":541,"face":268,"from":264,"geometry_use":{"pcurve":1075,"periodic_lift":[0,0],"sense":"Forward"},"id":1075,"loop_ref":268,"next":1072,"prev":1074,"to":272,"twin":1082,"wire_ref":null},{"edge":537,"face":269,"from":267,"geometry_use":{"pcurve":1076,"periodic_lift":[0,0],"sense":"Forward"},"id":1076,"loop_ref":269,"next":1077,"prev":1079,"to":271,"twin":1066,"wire_ref":null},{"edge":542,"face":269,"from":271,"geometry_use":{"pcurve":1077,"periodic_lift":[0,0],"sense":"Forward"},"id":1077,"loop_ref":269,"next":1078,"prev":1076,"to":274,"twin":1086,"wire_ref":null},{"edge":543,"face":269,"from":274,"geometry_use":{"pcurve":1078,"periodic_lift":[0,0],"sense":"Reverse"},"id":1078,"loop_ref":269,"next":1079,"prev":1077,"to":275,"twin":1089,"wire_ref":null},{"edge":544,"face":269,"from":275,"geometry_use":{"pcurve":1079,"periodic_lift":[0,0],"sense":"Reverse"},"id":1079,"loop_ref":269,"next":1076,"prev":1078,"to":267,"twin":1080,"wire_ref":null},{"edge":544,"face":270,"from":267,"geometry_use":{"pcurve":1080,"periodic_lift":[0,0],"sense":"Forward"},"id":1080,"loop_ref":270,"next":1081,"prev":1083,"to":275,"twin":1079,"wire_ref":null},{"edge":545,"face":270,"from":275,"geometry_use":{"pcurve":1081,"periodic_lift":[0,0],"sense":"Reverse"},"id":1081,"loop_ref":270,"next":1082,"prev":1080,"to":272,"twin":1088,"wire_ref":null},{"edge":541,"face":270,"from":272,"geometry_use":{"pcurve":1082,"periodic_lift":[0,0],"sense":"Reverse"},"id":1082,"loop_ref":270,"next":1083,"prev":1081,"to":264,"twin":1075,"wire_ref":null},{"edge":531,"face":270,"from":264,"geometry_use":{"pcurve":1083,"periodic_lift":[0,0],"sense":"Forward"},"id":1083,"loop_ref":270,"next":1080,"prev":1082,"to":267,"twin":1058,"wire_ref":null},{"edge":540,"face":271,"from":268,"geometry_use":{"pcurve":1084,"periodic_lift":[0,0],"sense":"Forward"},"id":1084,"loop_ref":271,"next":1085,"prev":1087,"to":273,"twin":1073,"wire_ref":null},{"edge":546,"face":271,"from":273,"geometry_use":{"pcurve":1085,"periodic_lift":[0,0],"sense":"Forward"},"id":1085,"loop_ref":271,"next":1086,"prev":1084,"to":274,"twin":1090,"wire_ref":null},{"edge":542,"face":271,"from":274,"geometry_use":{"pcurve":1086,"periodic_lift":[0,0],"sense":"Reverse"},"id":1086,"loop_ref":271,"next":1087,"prev":1085,"to":271,"twin":1077,"wire_ref":null},{"edge":547,"face":271,"from":271,"geometry_use":{"pcurve":1087,"periodic_lift":[0,0],"sense":"Reverse"},"id":1087,"loop_ref":271,"next":1084,"prev":1086,"to":268,"twin":1104,"wire_ref":null},{"edge":545,"face":272,"from":272,"geometry_use":{"pcurve":1088,"periodic_lift":[0,0],"sense":"Forward"},"id":1088,"loop_ref":272,"next":1089,"prev":1091,"to":275,"twin":1081,"wire_ref":null},{"edge":543,"face":272,"from":275,"geometry_use":{"pcurve":1089,"periodic_lift":[0,0],"sense":"Forward"},"id":1089,"loop_ref":272,"next":1090,"prev":1088,"to":274,"twin":1078,"wire_ref":null},{"edge":546,"face":272,"from":274,"geometry_use":{"pcurve":1090,"periodic_lift":[0,0],"sense":"Reverse"},"id":1090,"loop_ref":272,"next":1091,"prev":1089,"to":273,"twin":1085,"wire_ref":null},{"edge":539,"face":272,"from":273,"geometry_use":{"pcurve":1091,"periodic_lift":[0,0],"sense":"Reverse"},"id":1091,"loop_ref":272,"next":1088,"prev":1090,"to":272,"twin":1072,"wire_ref":null},{"edge":548,"face":273,"from":268,"geometry_use":{"pcurve":1092,"periodic_lift":[0,0],"sense":"Forward"},"id":1092,"loop_ref":273,"next":1093,"prev":1095,"to":276,"twin":1107,"wire_ref":null},{"edge":549,"face":273,"from":276,"geometry_use":{"pcurve":1093,"periodic_lift":[0,0],"sense":"Reverse"},"id":1093,"loop_ref":273,"next":1094,"prev":1092,"to":277,"twin":1111,"wire_ref":null},{"edge":550,"face":273,"from":277,"geometry_use":{"pcurve":1094,"periodic_lift":[0,0],"sense":"Reverse"},"id":1094,"loop_ref":273,"next":1095,"prev":1093,"to":269,"twin":1103,"wire_ref":null},{"edge":533,"face":273,"from":269,"geometry_use":{"pcurve":1095,"periodic_lift":[0,0],"sense":"Forward"},"id":1095,"loop_ref":273,"next":1092,"prev":1094,"to":268,"twin":1061,"wire_ref":null},{"edge":551,"face":274,"from":270,"geometry_use":{"pcurve":1096,"periodic_lift":[0,0],"sense":"Forward"},"id":1096,"loop_ref":274,"next":1097,"prev":1099,"to":278,"twin":1101,"wire_ref":null},{"edge":552,"face":274,"from":278,"geometry_use":{"pcurve":1097,"periodic_lift":[0,0],"sense":"Forward"},"id":1097,"loop_ref":274,"next":1098,"prev":1096,"to":279,"twin":1115,"wire_ref":null},{"edge":553,"face":274,"from":279,"geometry_use":{"pcurve":1098,"periodic_lift":[0,0],"sense":"Reverse"},"id":1098,"loop_ref":274,"next":1099,"prev":1097,"to":271,"twin":1105,"wire_ref":null},{"edge":536,"face":274,"from":271,"geometry_use":{"pcurve":1099,"periodic_lift":[0,0],"sense":"Reverse"},"id":1099,"loop_ref":274,"next":1096,"prev":1098,"to":270,"twin":1065,"wire_ref":null},{"edge":554,"face":275,"from":277,"geometry_use":{"pcurve":1100,"periodic_lift":[0,0],"sense":"Forward"},"id":1100,"loop_ref":275,"next":1101,"prev":1103,"to":278,"twin":1118,"wire_ref":null},{"edge":551,"face":275,"from":278,"geometry_use":{"pcurve":1101,"periodic_lift":[0,0],"sense":"Reverse"},"id":1101,"loop_ref":275,"next":1102,"prev":1100,"to":270,"twin":1096,"wire_ref":null},{"edge":538,"face":275,"from":270,"geometry_use":{"pcurve":1102,"periodic_lift":[0,0],"sense":"Reverse"},"id":1102,"loop_ref":275,"next":1103,"prev":1101,"to":269,"twin":1068,"wire_ref":null},{"edge":550,"face":275,"from":269,"geometry_use":{"pcurve":1103,"periodic_lift":[0,0],"sense":"Forward"},"id":1103,"loop_ref":275,"next":1100,"prev":1102,"to":277,"twin":1094,"wire_ref":null},{"edge":547,"face":276,"from":268,"geometry_use":{"pcurve":1104,"periodic_lift":[0,0],"sense":"Forward"},"id":1104,"loop_ref":276,"next":1105,"prev":1107,"to":271,"twin":1087,"wire_ref":null},{"edge":553,"face":276,"from":271,"geometry_use":{"pcurve":1105,"periodic_lift":[0,0],"sense":"Forward"},"id":1105,"loop_ref":276,"next":1106,"prev":1104,"to":279,"twin":1098,"wire_ref":null},{"edge":555,"face":276,"from":279,"geometry_use":{"pcurve":1106,"periodic_lift":[0,0],"sense":"Reverse"},"id":1106,"loop_ref":276,"next":1107,"prev":1105,"to":276,"twin":1131,"wire_ref":null},{"edge":548,"face":276,"from":276,"geometry_use":{"pcurve":1107,"periodic_lift":[0,0],"sense":"Reverse"},"id":1107,"loop_ref":276,"next":1104,"prev":1106,"to":268,"twin":1092,"wire_ref":null},{"edge":556,"face":277,"from":276,"geometry_use":{"pcurve":1108,"periodic_lift":[0,0],"sense":"Forward"},"id":1108,"loop_ref":277,"next":1109,"prev":1111,"to":280,"twin":1122,"wire_ref":null},{"edge":557,"face":277,"from":280,"geometry_use":{"pcurve":1109,"periodic_lift":[0,0],"sense":"Reverse"},"id":1109,"loop_ref":277,"next":1110,"prev":1108,"to":281,"twin":1143,"wire_ref":null},{"edge":558,"face":277,"from":281,"geometry_use":{"pcurve":1110,"periodic_lift":[0,0],"sense":"Reverse"},"id":1110,"loop_ref":277,"next":1111,"prev":1109,"to":277,"twin":1119,"wire_ref":null},{"edge":549,"face":277,"from":277,"geometry_use":{"pcurve":1111,"periodic_lift":[0,0],"sense":"Forward"},"id":1111,"loop_ref":277,"next":1108,"prev":1110,"to":276,"twin":1093,"wire_ref":null},{"edge":559,"face":278,"from":278,"geometry_use":{"pcurve":1112,"periodic_lift":[0,0],"sense":"Forward"},"id":1112,"loop_ref":278,"next":1113,"prev":1115,"to":282,"twin":1117,"wire_ref":null},{"edge":560,"face":278,"from":282,"geometry_use":{"pcurve":1113,"periodic_lift":[0,0],"sense":"Forward"},"id":1113,"loop_ref":278,"next":1114,"prev":1112,"to":283,"twin":1147,"wire_ref":null},{"edge":561,"face":278,"from":283,"geometry_use":{"pcurve":1114,"periodic_lift":[0,0],"sense":"Reverse"},"id":1114,"loop_ref":278,"next":1115,"prev":1113,"to":279,"twin":1124,"wire_ref":null},{"edge":552,"face":278,"from":279,"geometry_use":{"pcurve":1115,"periodic_lift":[0,0],"sense":"Reverse"},"id":1115,"loop_ref":278,"next":1112,"prev":1114,"to":278,"twin":1097,"wire_ref":null},{"edge":562,"face":279,"from":281,"geometry_use":{"pcurve":1116,"periodic_lift":[0,0],"sense":"Forward"},"id":1116,"loop_ref":279,"next":1117,"prev":1119,"to":282,"twin":1150,"wire_ref":null},{"edge":559,"face":279,"from":282,"geometry_use":{"pcurve":1117,"periodic_lift":[0,0],"sense":"Reverse"},"id":1117,"loop_ref":279,"next":1118,"prev":1116,"to":278,"twin":1112,"wire_ref":null},{"edge":554,"face":279,"from":278,"geometry_use":{"pcurve":1118,"periodic_lift":[0,0],"sense":"Reverse"},"id":1118,"loop_ref":279,"next":1119,"prev":1117,"to":277,"twin":1100,"wire_ref":null},{"edge":558,"face":279,"from":277,"geometry_use":{"pcurve":1119,"periodic_lift":[0,0],"sense":"Forward"},"id":1119,"loop_ref":279,"next":1116,"prev":1118,"to":281,"twin":1110,"wire_ref":null},{"edge":563,"face":280,"from":284,"geometry_use":{"pcurve":1120,"periodic_lift":[0,0],"sense":"Forward"},"id":1120,"loop_ref":280,"next":1121,"prev":1123,"to":285,"twin":1139,"wire_ref":null},{"edge":564,"face":280,"from":285,"geometry_use":{"pcurve":1121,"periodic_lift":[0,0],"sense":"Reverse"},"id":1121,"loop_ref":280,"next":1122,"prev":1120,"to":280,"twin":1132,"wire_ref":null},{"edge":556,"face":280,"from":280,"geometry_use":{"pcurve":1122,"periodic_lift":[0,0],"sense":"Reverse"},"id":1122,"loop_ref":280,"next":1123,"prev":1121,"to":276,"twin":1108,"wire_ref":null},{"edge":565,"face":280,"from":276,"geometry_use":{"pcurve":1123,"periodic_lift":[0,0],"sense":"Forward"},"id":1123,"loop_ref":280,"next":1120,"prev":1122,"to":284,"twin":1130,"wire_ref":null},{"edge":561,"face":281,"from":279,"geometry_use":{"pcurve":1124,"periodic_lift":[0,0],"sense":"Forward"},"id":1124,"loop_ref":281,"next":1125,"prev":1127,"to":283,"twin":1114,"wire_ref":null},{"edge":566,"face":281,"from":283,"geometry_use":{"pcurve":1125,"periodic_lift":[0,0],"sense":"Forward"},"id":1125,"loop_ref":281,"next":1126,"prev":1124,"to":286,"twin":1134,"wire_ref":null},{"edge":567,"face":281,"from":286,"geometry_use":{"pcurve":1126,"periodic_lift":[0,0],"sense":"Reverse"},"id":1126,"loop_ref":281,"next":1127,"prev":1125,"to":287,"twin":1137,"wire_ref":null},{"edge":568,"face":281,"from":287,"geometry_use":{"pcurve":1127,"periodic_lift":[0,0],"sense":"Reverse"},"id":1127,"loop_ref":281,"next":1124,"prev":1126,"to":279,"twin":1128,"wire_ref":null},{"edge":568,"face":282,"from":279,"geometry_use":{"pcurve":1128,"periodic_lift":[0,0],"sense":"Forward"},"id":1128,"loop_ref":282,"next":1129,"prev":1131,"to":287,"twin":1127,"wire_ref":null},{"edge":569,"face":282,"from":287,"geometry_use":{"pcurve":1129,"periodic_lift":[0,0],"sense":"Reverse"},"id":1129,"loop_ref":282,"next":1130,"prev":1128,"to":284,"twin":1136,"wire_ref":null},{"edge":565,"face":282,"from":284,"geometry_use":{"pcurve":1130,"periodic_lift":[0,0],"sense":"Reverse"},"id":1130,"loop_ref":282,"next":1131,"prev":1129,"to":276,"twin":1123,"wire_ref":null},{"edge":555,"face":282,"from":276,"geometry_use":{"pcurve":1131,"periodic_lift":[0,0],"sense":"Forward"},"id":1131,"loop_ref":282,"next":1128,"prev":1130,"to":279,"twin":1106,"wire_ref":null},{"edge":564,"face":283,"from":280,"geometry_use":{"pcurve":1132,"periodic_lift":[0,0],"sense":"Forward"},"id":1132,"loop_ref":283,"next":1133,"prev":1135,"to":285,"twin":1121,"wire_ref":null},{"edge":570,"face":283,"from":285,"geometry_use":{"pcurve":1133,"periodic_lift":[0,0],"sense":"Forward"},"id":1133,"loop_ref":283,"next":1134,"prev":1132,"to":286,"twin":1138,"wire_ref":null},{"edge":566,"face":283,"from":286,"geometry_use":{"pcurve":1134,"periodic_lift":[0,0],"sense":"Reverse"},"id":1134,"loop_ref":283,"next":1135,"prev":1133,"to":283,"twin":1125,"wire_ref":null},{"edge":571,"face":283,"from":283,"geometry_use":{"pcurve":1135,"periodic_lift":[0,0],"sense":"Reverse"},"id":1135,"loop_ref":283,"next":1132,"prev":1134,"to":280,"twin":1152,"wire_ref":null},{"edge":569,"face":284,"from":284,"geometry_use":{"pcurve":1136,"periodic_lift":[0,0],"sense":"Forward"},"id":1136,"loop_ref":284,"next":1137,"prev":1139,"to":287,"twin":1129,"wire_ref":null},{"edge":567,"face":284,"from":287,"geometry_use":{"pcurve":1137,"periodic_lift":[0,0],"sense":"Forward"},"id":1137,"loop_ref":284,"next":1138,"prev":1136,"to":286,"twin":1126,"wire_ref":null},{"edge":570,"face":284,"from":286,"geometry_use":{"pcurve":1138,"periodic_lift":[0,0],"sense":"Reverse"},"id":1138,"loop_ref":284,"next":1139,"prev":1137,"to":285,"twin":1133,"wire_ref":null},{"edge":563,"face":284,"from":285,"geometry_use":{"pcurve":1139,"periodic_lift":[0,0],"sense":"Reverse"},"id":1139,"loop_ref":284,"next":1136,"prev":1138,"to":284,"twin":1120,"wire_ref":null},{"edge":572,"face":285,"from":280,"geometry_use":{"pcurve":1140,"periodic_lift":[0,0],"sense":"Forward"},"id":1140,"loop_ref":285,"next":1141,"prev":1143,"to":288,"twin":1155,"wire_ref":null},{"edge":573,"face":285,"from":288,"geometry_use":{"pcurve":1141,"periodic_lift":[0,0],"sense":"Reverse"},"id":1141,"loop_ref":285,"next":1142,"prev":1140,"to":289,"twin":1159,"wire_ref":null},{"edge":574,"face":285,"from":289,"geometry_use":{"pcurve":1142,"periodic_lift":[0,0],"sense":"Reverse"},"id":1142,"loop_ref":285,"next":1143,"prev":1141,"to":281,"twin":1151,"wire_ref":null},{"edge":557,"face":285,"from":281,"geometry_use":{"pcurve":1143,"periodic_lift":[0,0],"sense":"Forward"},"id":1143,"loop_ref":285,"next":1140,"prev":1142,"to":280,"twin":1109,"wire_ref":null},{"edge":575,"face":286,"from":282,"geometry_use":{"pcurve":1144,"periodic_lift":[0,0],"sense":"Forward"},"id":1144,"loop_ref":286,"next":1145,"prev":1147,"to":290,"twin":1149,"wire_ref":null},{"edge":576,"face":286,"from":290,"geometry_use":{"pcurve":1145,"periodic_lift":[0,0],"sense":"Forward"},"id":1145,"loop_ref":286,"next":1146,"prev":1144,"to":291,"twin":1163,"wire_ref":null},{"edge":577,"face":286,"from":291,"geometry_use":{"pcurve":1146,"periodic_lift":[0,0],"sense":"Reverse"},"id":1146,"loop_ref":286,"next":1147,"prev":1145,"to":283,"twin":1153,"wire_ref":null},{"edge":560,"face":286,"from":283,"geometry_use":{"pcurve":1147,"periodic_lift":[0,0],"sense":"Reverse"},"id":1147,"loop_ref":286,"next":1144,"prev":1146,"to":282,"twin":1113,"wire_ref":null},{"edge":578,"face":287,"from":289,"geometry_use":{"pcurve":1148,"periodic_lift":[0,0],"sense":"Forward"},"id":1148,"loop_ref":287,"next":1149,"prev":1151,"to":290,"twin":1166,"wire_ref":null},{"edge":575,"face":287,"from":290,"geometry_use":{"pcurve":1149,"periodic_lift":[0,0],"sense":"Reverse"},"id":1149,"loop_ref":287,"next":1150,"prev":1148,"to":282,"twin":1144,"wire_ref":null},{"edge":562,"face":287,"from":282,"geometry_use":{"pcurve":1150,"periodic_lift":[0,0],"sense":"Reverse"},"id":1150,"loop_ref":287,"next":1151,"prev":1149,"to":281,"twin":1116,"wire_ref":null},{"edge":574,"face":287,"from":281,"geometry_use":{"pcurve":1151,"periodic_lift":[0,0],"sense":"Forward"},"id":1151,"loop_ref":287,"next":1148,"prev":1150,"to":289,"twin":1142,"wire_ref":null},{"edge":571,"face":288,"from":280,"geometry_use":{"pcurve":1152,"periodic_lift":[0,0],"sense":"Forward"},"id":1152,"loop_ref":288,"next":1153,"prev":1155,"to":283,"twin":1135,"wire_ref":null},{"edge":577,"face":288,"from":283,"geometry_use":{"pcurve":1153,"periodic_lift":[0,0],"sense":"Forward"},"id":1153,"loop_ref":288,"next":1154,"prev":1152,"to":291,"twin":1146,"wire_ref":null},{"edge":579,"face":288,"from":291,"geometry_use":{"pcurve":1154,"periodic_lift":[0,0],"sense":"Reverse"},"id":1154,"loop_ref":288,"next":1155,"prev":1153,"to":288,"twin":1179,"wire_ref":null},{"edge":572,"face":288,"from":288,"geometry_use":{"pcurve":1155,"periodic_lift":[0,0],"sense":"Reverse"},"id":1155,"loop_ref":288,"next":1152,"prev":1154,"to":280,"twin":1140,"wire_ref":null},{"edge":580,"face":289,"from":288,"geometry_use":{"pcurve":1156,"periodic_lift":[0,0],"sense":"Forward"},"id":1156,"loop_ref":289,"next":1157,"prev":1159,"to":292,"twin":1170,"wire_ref":null},{"edge":581,"face":289,"from":292,"geometry_use":{"pcurve":1157,"periodic_lift":[0,0],"sense":"Reverse"},"id":1157,"loop_ref":289,"next":1158,"prev":1156,"to":293,"twin":1191,"wire_ref":null},{"edge":582,"face":289,"from":293,"geometry_use":{"pcurve":1158,"periodic_lift":[0,0],"sense":"Reverse"},"id":1158,"loop_ref":289,"next":1159,"prev":1157,"to":289,"twin":1167,"wire_ref":null},{"edge":573,"face":289,"from":289,"geometry_use":{"pcurve":1159,"periodic_lift":[0,0],"sense":"Forward"},"id":1159,"loop_ref":289,"next":1156,"prev":1158,"to":288,"twin":1141,"wire_ref":null},{"edge":583,"face":290,"from":290,"geometry_use":{"pcurve":1160,"periodic_lift":[0,0],"sense":"Forward"},"id":1160,"loop_ref":290,"next":1161,"prev":1163,"to":294,"twin":1165,"wire_ref":null},{"edge":584,"face":290,"from":294,"geometry_use":{"pcurve":1161,"periodic_lift":[0,0],"sense":"Forward"},"id":1161,"loop_ref":290,"next":1162,"prev":1160,"to":295,"twin":1195,"wire_ref":null},{"edge":585,"face":290,"from":295,"geometry_use":{"pcurve":1162,"periodic_lift":[0,0],"sense":"Reverse"},"id":1162,"loop_ref":290,"next":1163,"prev":1161,"to":291,"twin":1172,"wire_ref":null},{"edge":576,"face":290,"from":291,"geometry_use":{"pcurve":1163,"periodic_lift":[0,0],"sense":"Reverse"},"id":1163,"loop_ref":290,"next":1160,"prev":1162,"to":290,"twin":1145,"wire_ref":null},{"edge":586,"face":291,"from":293,"geometry_use":{"pcurve":1164,"periodic_lift":[0,0],"sense":"Forward"},"id":1164,"loop_ref":291,"next":1165,"prev":1167,"to":294,"twin":1198,"wire_ref":null},{"edge":583,"face":291,"from":294,"geometry_use":{"pcurve":1165,"periodic_lift":[0,0],"sense":"Reverse"},"id":1165,"loop_ref":291,"next":1166,"prev":1164,"to":290,"twin":1160,"wire_ref":null},{"edge":578,"face":291,"from":290,"geometry_use":{"pcurve":1166,"periodic_lift":[0,0],"sense":"Reverse"},"id":1166,"loop_ref":291,"next":1167,"prev":1165,"to":289,"twin":1148,"wire_ref":null},{"edge":582,"face":291,"from":289,"geometry_use":{"pcurve":1167,"periodic_lift":[0,0],"sense":"Forward"},"id":1167,"loop_ref":291,"next":1164,"prev":1166,"to":293,"twin":1158,"wire_ref":null},{"edge":587,"face":292,"from":296,"geometry_use":{"pcurve":1168,"periodic_lift":[0,0],"sense":"Forward"},"id":1168,"loop_ref":292,"next":1169,"prev":1171,"to":297,"twin":1187,"wire_ref":null},{"edge":588,"face":292,"from":297,"geometry_use":{"pcurve":1169,"periodic_lift":[0,0],"sense":"Reverse"},"id":1169,"loop_ref":292,"next":1170,"prev":1168,"to":292,"twin":1180,"wire_ref":null},{"edge":580,"face":292,"from":292,"geometry_use":{"pcurve":1170,"periodic_lift":[0,0],"sense":"Reverse"},"id":1170,"loop_ref":292,"next":1171,"prev":1169,"to":288,"twin":1156,"wire_ref":null},{"edge":589,"face":292,"from":288,"geometry_use":{"pcurve":1171,"periodic_lift":[0,0],"sense":"Forward"},"id":1171,"loop_ref":292,"next":1168,"prev":1170,"to":296,"twin":1178,"wire_ref":null},{"edge":585,"face":293,"from":291,"geometry_use":{"pcurve":1172,"periodic_lift":[0,0],"sense":"Forward"},"id":1172,"loop_ref":293,"next":1173,"prev":1175,"to":295,"twin":1162,"wire_ref":null},{"edge":590,"face":293,"from":295,"geometry_use":{"pcurve":1173,"periodic_lift":[0,0],"sense":"Forward"},"id":1173,"loop_ref":293,"next":1174,"prev":1172,"to":298,"twin":1182,"wire_ref":null},{"edge":591,"face":293,"from":298,"geometry_use":{"pcurve":1174,"periodic_lift":[0,0],"sense":"Reverse"},"id":1174,"loop_ref":293,"next":1175,"prev":1173,"to":299,"twin":1185,"wire_ref":null},{"edge":592,"face":293,"from":299,"geometry_use":{"pcurve":1175,"periodic_lift":[0,0],"sense":"Reverse"},"id":1175,"loop_ref":293,"next":1172,"prev":1174,"to":291,"twin":1176,"wire_ref":null},{"edge":592,"face":294,"from":291,"geometry_use":{"pcurve":1176,"periodic_lift":[0,0],"sense":"Forward"},"id":1176,"loop_ref":294,"next":1177,"prev":1179,"to":299,"twin":1175,"wire_ref":null},{"edge":593,"face":294,"from":299,"geometry_use":{"pcurve":1177,"periodic_lift":[0,0],"sense":"Reverse"},"id":1177,"loop_ref":294,"next":1178,"prev":1176,"to":296,"twin":1184,"wire_ref":null},{"edge":589,"face":294,"from":296,"geometry_use":{"pcurve":1178,"periodic_lift":[0,0],"sense":"Reverse"},"id":1178,"loop_ref":294,"next":1179,"prev":1177,"to":288,"twin":1171,"wire_ref":null},{"edge":579,"face":294,"from":288,"geometry_use":{"pcurve":1179,"periodic_lift":[0,0],"sense":"Forward"},"id":1179,"loop_ref":294,"next":1176,"prev":1178,"to":291,"twin":1154,"wire_ref":null},{"edge":588,"face":295,"from":292,"geometry_use":{"pcurve":1180,"periodic_lift":[0,0],"sense":"Forward"},"id":1180,"loop_ref":295,"next":1181,"prev":1183,"to":297,"twin":1169,"wire_ref":null},{"edge":594,"face":295,"from":297,"geometry_use":{"pcurve":1181,"periodic_lift":[0,0],"sense":"Forward"},"id":1181,"loop_ref":295,"next":1182,"prev":1180,"to":298,"twin":1186,"wire_ref":null},{"edge":590,"face":295,"from":298,"geometry_use":{"pcurve":1182,"periodic_lift":[0,0],"sense":"Reverse"},"id":1182,"loop_ref":295,"next":1183,"prev":1181,"to":295,"twin":1173,"wire_ref":null},{"edge":595,"face":295,"from":295,"geometry_use":{"pcurve":1183,"periodic_lift":[0,0],"sense":"Reverse"},"id":1183,"loop_ref":295,"next":1180,"prev":1182,"to":292,"twin":1200,"wire_ref":null},{"edge":593,"face":296,"from":296,"geometry_use":{"pcurve":1184,"periodic_lift":[0,0],"sense":"Forward"},"id":1184,"loop_ref":296,"next":1185,"prev":1187,"to":299,"twin":1177,"wire_ref":null},{"edge":591,"face":296,"from":299,"geometry_use":{"pcurve":1185,"periodic_lift":[0,0],"sense":"Forward"},"id":1185,"loop_ref":296,"next":1186,"prev":1184,"to":298,"twin":1174,"wire_ref":null},{"edge":594,"face":296,"from":298,"geometry_use":{"pcurve":1186,"periodic_lift":[0,0],"sense":"Reverse"},"id":1186,"loop_ref":296,"next":1187,"prev":1185,"to":297,"twin":1181,"wire_ref":null},{"edge":587,"face":296,"from":297,"geometry_use":{"pcurve":1187,"periodic_lift":[0,0],"sense":"Reverse"},"id":1187,"loop_ref":296,"next":1184,"prev":1186,"to":296,"twin":1168,"wire_ref":null},{"edge":596,"face":297,"from":292,"geometry_use":{"pcurve":1188,"periodic_lift":[0,0],"sense":"Forward"},"id":1188,"loop_ref":297,"next":1189,"prev":1191,"to":300,"twin":1203,"wire_ref":null},{"edge":597,"face":297,"from":300,"geometry_use":{"pcurve":1189,"periodic_lift":[0,0],"sense":"Reverse"},"id":1189,"loop_ref":297,"next":1190,"prev":1188,"to":301,"twin":1207,"wire_ref":null},{"edge":598,"face":297,"from":301,"geometry_use":{"pcurve":1190,"periodic_lift":[0,0],"sense":"Reverse"},"id":1190,"loop_ref":297,"next":1191,"prev":1189,"to":293,"twin":1199,"wire_ref":null},{"edge":581,"face":297,"from":293,"geometry_use":{"pcurve":1191,"periodic_lift":[0,0],"sense":"Forward"},"id":1191,"loop_ref":297,"next":1188,"prev":1190,"to":292,"twin":1157,"wire_ref":null},{"edge":599,"face":298,"from":294,"geometry_use":{"pcurve":1192,"periodic_lift":[0,0],"sense":"Forward"},"id":1192,"loop_ref":298,"next":1193,"prev":1195,"to":302,"twin":1197,"wire_ref":null},{"edge":600,"face":298,"from":302,"geometry_use":{"pcurve":1193,"periodic_lift":[0,0],"sense":"Forward"},"id":1193,"loop_ref":298,"next":1194,"prev":1192,"to":303,"twin":1211,"wire_ref":null},{"edge":601,"face":298,"from":303,"geometry_use":{"pcurve":1194,"periodic_lift":[0,0],"sense":"Reverse"},"id":1194,"loop_ref":298,"next":1195,"prev":1193,"to":295,"twin":1201,"wire_ref":null},{"edge":584,"face":298,"from":295,"geometry_use":{"pcurve":1195,"periodic_lift":[0,0],"sense":"Reverse"},"id":1195,"loop_ref":298,"next":1192,"prev":1194,"to":294,"twin":1161,"wire_ref":null},{"edge":602,"face":299,"from":301,"geometry_use":{"pcurve":1196,"periodic_lift":[0,0],"sense":"Forward"},"id":1196,"loop_ref":299,"next":1197,"prev":1199,"to":302,"twin":1214,"wire_ref":null},{"edge":599,"face":299,"from":302,"geometry_use":{"pcurve":1197,"periodic_lift":[0,0],"sense":"Reverse"},"id":1197,"loop_ref":299,"next":1198,"prev":1196,"to":294,"twin":1192,"wire_ref":null},{"edge":586,"face":299,"from":294,"geometry_use":{"pcurve":1198,"periodic_lift":[0,0],"sense":"Reverse"},"id":1198,"loop_ref":299,"next":1199,"prev":1197,"to":293,"twin":1164,"wire_ref":null},{"edge":598,"face":299,"from":293,"geometry_use":{"pcurve":1199,"periodic_lift":[0,0],"sense":"Forward"},"id":1199,"loop_ref":299,"next":1196,"prev":1198,"to":301,"twin":1190,"wire_ref":null},{"edge":595,"face":300,"from":292,"geometry_use":{"pcurve":1200,"periodic_lift":[0,0],"sense":"Forward"},"id":1200,"loop_ref":300,"next":1201,"prev":1203,"to":295,"twin":1183,"wire_ref":null},{"edge":601,"face":300,"from":295,"geometry_use":{"pcurve":1201,"periodic_lift":[0,0],"sense":"Forward"},"id":1201,"loop_ref":300,"next":1202,"prev":1200,"to":303,"twin":1194,"wire_ref":null},{"edge":603,"face":300,"from":303,"geometry_use":{"pcurve":1202,"periodic_lift":[0,0],"sense":"Reverse"},"id":1202,"loop_ref":300,"next":1203,"prev":1201,"to":300,"twin":1227,"wire_ref":null},{"edge":596,"face":300,"from":300,"geometry_use":{"pcurve":1203,"periodic_lift":[0,0],"sense":"Reverse"},"id":1203,"loop_ref":300,"next":1200,"prev":1202,"to":292,"twin":1188,"wire_ref":null},{"edge":604,"face":301,"from":300,"geometry_use":{"pcurve":1204,"periodic_lift":[0,0],"sense":"Forward"},"id":1204,"loop_ref":301,"next":1205,"prev":1207,"to":304,"twin":1218,"wire_ref":null},{"edge":605,"face":301,"from":304,"geometry_use":{"pcurve":1205,"periodic_lift":[0,0],"sense":"Reverse"},"id":1205,"loop_ref":301,"next":1206,"prev":1204,"to":305,"twin":1239,"wire_ref":null},{"edge":606,"face":301,"from":305,"geometry_use":{"pcurve":1206,"periodic_lift":[0,0],"sense":"Reverse"},"id":1206,"loop_ref":301,"next":1207,"prev":1205,"to":301,"twin":1215,"wire_ref":null},{"edge":597,"face":301,"from":301,"geometry_use":{"pcurve":1207,"periodic_lift":[0,0],"sense":"Forward"},"id":1207,"loop_ref":301,"next":1204,"prev":1206,"to":300,"twin":1189,"wire_ref":null},{"edge":607,"face":302,"from":302,"geometry_use":{"pcurve":1208,"periodic_lift":[0,0],"sense":"Forward"},"id":1208,"loop_ref":302,"next":1209,"prev":1211,"to":306,"twin":1213,"wire_ref":null},{"edge":608,"face":302,"from":306,"geometry_use":{"pcurve":1209,"periodic_lift":[0,0],"sense":"Forward"},"id":1209,"loop_ref":302,"next":1210,"prev":1208,"to":307,"twin":1243,"wire_ref":null},{"edge":609,"face":302,"from":307,"geometry_use":{"pcurve":1210,"periodic_lift":[0,0],"sense":"Reverse"},"id":1210,"loop_ref":302,"next":1211,"prev":1209,"to":303,"twin":1220,"wire_ref":null},{"edge":600,"face":302,"from":303,"geometry_use":{"pcurve":1211,"periodic_lift":[0,0],"sense":"Reverse"},"id":1211,"loop_ref":302,"next":1208,"prev":1210,"to":302,"twin":1193,"wire_ref":null},{"edge":610,"face":303,"from":305,"geometry_use":{"pcurve":1212,"periodic_lift":[0,0],"sense":"Forward"},"id":1212,"loop_ref":303,"next":1213,"prev":1215,"to":306,"twin":1246,"wire_ref":null},{"edge":607,"face":303,"from":306,"geometry_use":{"pcurve":1213,"periodic_lift":[0,0],"sense":"Reverse"},"id":1213,"loop_ref":303,"next":1214,"prev":1212,"to":302,"twin":1208,"wire_ref":null},{"edge":602,"face":303,"from":302,"geometry_use":{"pcurve":1214,"periodic_lift":[0,0],"sense":"Reverse"},"id":1214,"loop_ref":303,"next":1215,"prev":1213,"to":301,"twin":1196,"wire_ref":null},{"edge":606,"face":303,"from":301,"geometry_use":{"pcurve":1215,"periodic_lift":[0,0],"sense":"Forward"},"id":1215,"loop_ref":303,"next":1212,"prev":1214,"to":305,"twin":1206,"wire_ref":null},{"edge":611,"face":304,"from":308,"geometry_use":{"pcurve":1216,"periodic_lift":[0,0],"sense":"Forward"},"id":1216,"loop_ref":304,"next":1217,"prev":1219,"to":309,"twin":1235,"wire_ref":null},{"edge":612,"face":304,"from":309,"geometry_use":{"pcurve":1217,"periodic_lift":[0,0],"sense":"Reverse"},"id":1217,"loop_ref":304,"next":1218,"prev":1216,"to":304,"twin":1228,"wire_ref":null},{"edge":604,"face":304,"from":304,"geometry_use":{"pcurve":1218,"periodic_lift":[0,0],"sense":"Reverse"},"id":1218,"loop_ref":304,"next":1219,"prev":1217,"to":300,"twin":1204,"wire_ref":null},{"edge":613,"face":304,"from":300,"geometry_use":{"pcurve":1219,"periodic_lift":[0,0],"sense":"Forward"},"id":1219,"loop_ref":304,"next":1216,"prev":1218,"to":308,"twin":1226,"wire_ref":null},{"edge":609,"face":305,"from":303,"geometry_use":{"pcurve":1220,"periodic_lift":[0,0],"sense":"Forward"},"id":1220,"loop_ref":305,"next":1221,"prev":1223,"to":307,"twin":1210,"wire_ref":null},{"edge":614,"face":305,"from":307,"geometry_use":{"pcurve":1221,"periodic_lift":[0,0],"sense":"Forward"},"id":1221,"loop_ref":305,"next":1222,"prev":1220,"to":310,"twin":1230,"wire_ref":null},{"edge":615,"face":305,"from":310,"geometry_use":{"pcurve":1222,"periodic_lift":[0,0],"sense":"Reverse"},"id":1222,"loop_ref":305,"next":1223,"prev":1221,"to":311,"twin":1233,"wire_ref":null},{"edge":616,"face":305,"from":311,"geometry_use":{"pcurve":1223,"periodic_lift":[0,0],"sense":"Reverse"},"id":1223,"loop_ref":305,"next":1220,"prev":1222,"to":303,"twin":1224,"wire_ref":null},{"edge":616,"face":306,"from":303,"geometry_use":{"pcurve":1224,"periodic_lift":[0,0],"sense":"Forward"},"id":1224,"loop_ref":306,"next":1225,"prev":1227,"to":311,"twin":1223,"wire_ref":null},{"edge":617,"face":306,"from":311,"geometry_use":{"pcurve":1225,"periodic_lift":[0,0],"sense":"Reverse"},"id":1225,"loop_ref":306,"next":1226,"prev":1224,"to":308,"twin":1232,"wire_ref":null},{"edge":613,"face":306,"from":308,"geometry_use":{"pcurve":1226,"periodic_lift":[0,0],"sense":"Reverse"},"id":1226,"loop_ref":306,"next":1227,"prev":1225,"to":300,"twin":1219,"wire_ref":null},{"edge":603,"face":306,"from":300,"geometry_use":{"pcurve":1227,"periodic_lift":[0,0],"sense":"Forward"},"id":1227,"loop_ref":306,"next":1224,"prev":1226,"to":303,"twin":1202,"wire_ref":null},{"edge":612,"face":307,"from":304,"geometry_use":{"pcurve":1228,"periodic_lift":[0,0],"sense":"Forward"},"id":1228,"loop_ref":307,"next":1229,"prev":1231,"to":309,"twin":1217,"wire_ref":null},{"edge":618,"face":307,"from":309,"geometry_use":{"pcurve":1229,"periodic_lift":[0,0],"sense":"Forward"},"id":1229,"loop_ref":307,"next":1230,"prev":1228,"to":310,"twin":1234,"wire_ref":null},{"edge":614,"face":307,"from":310,"geometry_use":{"pcurve":1230,"periodic_lift":[0,0],"sense":"Reverse"},"id":1230,"loop_ref":307,"next":1231,"prev":1229,"to":307,"twin":1221,"wire_ref":null},{"edge":619,"face":307,"from":307,"geometry_use":{"pcurve":1231,"periodic_lift":[0,0],"sense":"Reverse"},"id":1231,"loop_ref":307,"next":1228,"prev":1230,"to":304,"twin":1248,"wire_ref":null},{"edge":617,"face":308,"from":308,"geometry_use":{"pcurve":1232,"periodic_lift":[0,0],"sense":"Forward"},"id":1232,"loop_ref":308,"next":1233,"prev":1235,"to":311,"twin":1225,"wire_ref":null},{"edge":615,"face":308,"from":311,"geometry_use":{"pcurve":1233,"periodic_lift":[0,0],"sense":"Forward"},"id":1233,"loop_ref":308,"next":1234,"prev":1232,"to":310,"twin":1222,"wire_ref":null},{"edge":618,"face":308,"from":310,"geometry_use":{"pcurve":1234,"periodic_lift":[0,0],"sense":"Reverse"},"id":1234,"loop_ref":308,"next":1235,"prev":1233,"to":309,"twin":1229,"wire_ref":null},{"edge":611,"face":308,"from":309,"geometry_use":{"pcurve":1235,"periodic_lift":[0,0],"sense":"Reverse"},"id":1235,"loop_ref":308,"next":1232,"prev":1234,"to":308,"twin":1216,"wire_ref":null},{"edge":620,"face":309,"from":304,"geometry_use":{"pcurve":1236,"periodic_lift":[0,0],"sense":"Forward"},"id":1236,"loop_ref":309,"next":1237,"prev":1239,"to":312,"twin":1251,"wire_ref":null},{"edge":621,"face":309,"from":312,"geometry_use":{"pcurve":1237,"periodic_lift":[0,0],"sense":"Reverse"},"id":1237,"loop_ref":309,"next":1238,"prev":1236,"to":313,"twin":1255,"wire_ref":null},{"edge":622,"face":309,"from":313,"geometry_use":{"pcurve":1238,"periodic_lift":[0,0],"sense":"Reverse"},"id":1238,"loop_ref":309,"next":1239,"prev":1237,"to":305,"twin":1247,"wire_ref":null},{"edge":605,"face":309,"from":305,"geometry_use":{"pcurve":1239,"periodic_lift":[0,0],"sense":"Forward"},"id":1239,"loop_ref":309,"next":1236,"prev":1238,"to":304,"twin":1205,"wire_ref":null},{"edge":623,"face":310,"from":306,"geometry_use":{"pcurve":1240,"periodic_lift":[0,0],"sense":"Forward"},"id":1240,"loop_ref":310,"next":1241,"prev":1243,"to":314,"twin":1245,"wire_ref":null},{"edge":624,"face":310,"from":314,"geometry_use":{"pcurve":1241,"periodic_lift":[0,0],"sense":"Forward"},"id":1241,"loop_ref":310,"next":1242,"prev":1240,"to":315,"twin":1259,"wire_ref":null},{"edge":625,"face":310,"from":315,"geometry_use":{"pcurve":1242,"periodic_lift":[0,0],"sense":"Reverse"},"id":1242,"loop_ref":310,"next":1243,"prev":1241,"to":307,"twin":1249,"wire_ref":null},{"edge":608,"face":310,"from":307,"geometry_use":{"pcurve":1243,"periodic_lift":[0,0],"sense":"Reverse"},"id":1243,"loop_ref":310,"next":1240,"prev":1242,"to":306,"twin":1209,"wire_ref":null},{"edge":626,"face":311,"from":313,"geometry_use":{"pcurve":1244,"periodic_lift":[0,0],"sense":"Forward"},"id":1244,"loop_ref":311,"next":1245,"prev":1247,"to":314,"twin":1262,"wire_ref":null},{"edge":623,"face":311,"from":314,"geometry_use":{"pcurve":1245,"periodic_lift":[0,0],"sense":"Reverse"},"id":1245,"loop_ref":311,"next":1246,"prev":1244,"to":306,"twin":1240,"wire_ref":null},{"edge":610,"face":311,"from":306,"geometry_use":{"pcurve":1246,"periodic_lift":[0,0],"sense":"Reverse"},"id":1246,"loop_ref":311,"next":1247,"prev":1245,"to":305,"twin":1212,"wire_ref":null},{"edge":622,"face":311,"from":305,"geometry_use":{"pcurve":1247,"periodic_lift":[0,0],"sense":"Forward"},"id":1247,"loop_ref":311,"next":1244,"prev":1246,"to":313,"twin":1238,"wire_ref":null},{"edge":619,"face":312,"from":304,"geometry_use":{"pcurve":1248,"periodic_lift":[0,0],"sense":"Forward"},"id":1248,"loop_ref":312,"next":1249,"prev":1251,"to":307,"twin":1231,"wire_ref":null},{"edge":625,"face":312,"from":307,"geometry_use":{"pcurve":1249,"periodic_lift":[0,0],"sense":"Forward"},"id":1249,"loop_ref":312,"next":1250,"prev":1248,"to":315,"twin":1242,"wire_ref":null},{"edge":627,"face":312,"from":315,"geometry_use":{"pcurve":1250,"periodic_lift":[0,0],"sense":"Reverse"},"id":1250,"loop_ref":312,"next":1251,"prev":1249,"to":312,"twin":1275,"wire_ref":null},{"edge":620,"face":312,"from":312,"geometry_use":{"pcurve":1251,"periodic_lift":[0,0],"sense":"Reverse"},"id":1251,"loop_ref":312,"next":1248,"prev":1250,"to":304,"twin":1236,"wire_ref":null},{"edge":628,"face":313,"from":312,"geometry_use":{"pcurve":1252,"periodic_lift":[0,0],"sense":"Forward"},"id":1252,"loop_ref":313,"next":1253,"prev":1255,"to":316,"twin":1266,"wire_ref":null},{"edge":629,"face":313,"from":316,"geometry_use":{"pcurve":1253,"periodic_lift":[0,0],"sense":"Reverse"},"id":1253,"loop_ref":313,"next":1254,"prev":1252,"to":317,"twin":1287,"wire_ref":null},{"edge":630,"face":313,"from":317,"geometry_use":{"pcurve":1254,"periodic_lift":[0,0],"sense":"Reverse"},"id":1254,"loop_ref":313,"next":1255,"prev":1253,"to":313,"twin":1263,"wire_ref":null},{"edge":621,"face":313,"from":313,"geometry_use":{"pcurve":1255,"periodic_lift":[0,0],"sense":"Forward"},"id":1255,"loop_ref":313,"next":1252,"prev":1254,"to":312,"twin":1237,"wire_ref":null},{"edge":631,"face":314,"from":314,"geometry_use":{"pcurve":1256,"periodic_lift":[0,0],"sense":"Forward"},"id":1256,"loop_ref":314,"next":1257,"prev":1259,"to":318,"twin":1261,"wire_ref":null},{"edge":632,"face":314,"from":318,"geometry_use":{"pcurve":1257,"periodic_lift":[0,0],"sense":"Forward"},"id":1257,"loop_ref":314,"next":1258,"prev":1256,"to":319,"twin":1291,"wire_ref":null},{"edge":633,"face":314,"from":319,"geometry_use":{"pcurve":1258,"periodic_lift":[0,0],"sense":"Reverse"},"id":1258,"loop_ref":314,"next":1259,"prev":1257,"to":315,"twin":1268,"wire_ref":null},{"edge":624,"face":314,"from":315,"geometry_use":{"pcurve":1259,"periodic_lift":[0,0],"sense":"Reverse"},"id":1259,"loop_ref":314,"next":1256,"prev":1258,"to":314,"twin":1241,"wire_ref":null},{"edge":634,"face":315,"from":317,"geometry_use":{"pcurve":1260,"periodic_lift":[0,0],"sense":"Forward"},"id":1260,"loop_ref":315,"next":1261,"prev":1263,"to":318,"twin":1294,"wire_ref":null},{"edge":631,"face":315,"from":318,"geometry_use":{"pcurve":1261,"periodic_lift":[0,0],"sense":"Reverse"},"id":1261,"loop_ref":315,"next":1262,"prev":1260,"to":314,"twin":1256,"wire_ref":null},{"edge":626,"face":315,"from":314,"geometry_use":{"pcurve":1262,"periodic_lift":[0,0],"sense":"Reverse"},"id":1262,"loop_ref":315,"next":1263,"prev":1261,"to":313,"twin":1244,"wire_ref":null},{"edge":630,"face":315,"from":313,"geometry_use":{"pcurve":1263,"periodic_lift":[0,0],"sense":"Forward"},"id":1263,"loop_ref":315,"next":1260,"prev":1262,"to":317,"twin":1254,"wire_ref":null},{"edge":635,"face":316,"from":320,"geometry_use":{"pcurve":1264,"periodic_lift":[0,0],"sense":"Forward"},"id":1264,"loop_ref":316,"next":1265,"prev":1267,"to":321,"twin":1283,"wire_ref":null},{"edge":636,"face":316,"from":321,"geometry_use":{"pcurve":1265,"periodic_lift":[0,0],"sense":"Reverse"},"id":1265,"loop_ref":316,"next":1266,"prev":1264,"to":316,"twin":1276,"wire_ref":null},{"edge":628,"face":316,"from":316,"geometry_use":{"pcurve":1266,"periodic_lift":[0,0],"sense":"Reverse"},"id":1266,"loop_ref":316,"next":1267,"prev":1265,"to":312,"twin":1252,"wire_ref":null},{"edge":637,"face":316,"from":312,"geometry_use":{"pcurve":1267,"periodic_lift":[0,0],"sense":"Forward"},"id":1267,"loop_ref":316,"next":1264,"prev":1266,"to":320,"twin":1274,"wire_ref":null},{"edge":633,"face":317,"from":315,"geometry_use":{"pcurve":1268,"periodic_lift":[0,0],"sense":"Forward"},"id":1268,"loop_ref":317,"next":1269,"prev":1271,"to":319,"twin":1258,"wire_ref":null},{"edge":638,"face":317,"from":319,"geometry_use":{"pcurve":1269,"periodic_lift":[0,0],"sense":"Forward"},"id":1269,"loop_ref":317,"next":1270,"prev":1268,"to":322,"twin":1278,"wire_ref":null},{"edge":639,"face":317,"from":322,"geometry_use":{"pcurve":1270,"periodic_lift":[0,0],"sense":"Reverse"},"id":1270,"loop_ref":317,"next":1271,"prev":1269,"to":323,"twin":1281,"wire_ref":null},{"edge":640,"face":317,"from":323,"geometry_use":{"pcurve":1271,"periodic_lift":[0,0],"sense":"Reverse"},"id":1271,"loop_ref":317,"next":1268,"prev":1270,"to":315,"twin":1272,"wire_ref":null},{"edge":640,"face":318,"from":315,"geometry_use":{"pcurve":1272,"periodic_lift":[0,0],"sense":"Forward"},"id":1272,"loop_ref":318,"next":1273,"prev":1275,"to":323,"twin":1271,"wire_ref":null},{"edge":641,"face":318,"from":323,"geometry_use":{"pcurve":1273,"periodic_lift":[0,0],"sense":"Reverse"},"id":1273,"loop_ref":318,"next":1274,"prev":1272,"to":320,"twin":1280,"wire_ref":null},{"edge":637,"face":318,"from":320,"geometry_use":{"pcurve":1274,"periodic_lift":[0,0],"sense":"Reverse"},"id":1274,"loop_ref":318,"next":1275,"prev":1273,"to":312,"twin":1267,"wire_ref":null},{"edge":627,"face":318,"from":312,"geometry_use":{"pcurve":1275,"periodic_lift":[0,0],"sense":"Forward"},"id":1275,"loop_ref":318,"next":1272,"prev":1274,"to":315,"twin":1250,"wire_ref":null},{"edge":636,"face":319,"from":316,"geometry_use":{"pcurve":1276,"periodic_lift":[0,0],"sense":"Forward"},"id":1276,"loop_ref":319,"next":1277,"prev":1279,"to":321,"twin":1265,"wire_ref":null},{"edge":642,"face":319,"from":321,"geometry_use":{"pcurve":1277,"periodic_lift":[0,0],"sense":"Forward"},"id":1277,"loop_ref":319,"next":1278,"prev":1276,"to":322,"twin":1282,"wire_ref":null},{"edge":638,"face":319,"from":322,"geometry_use":{"pcurve":1278,"periodic_lift":[0,0],"sense":"Reverse"},"id":1278,"loop_ref":319,"next":1279,"prev":1277,"to":319,"twin":1269,"wire_ref":null},{"edge":643,"face":319,"from":319,"geometry_use":{"pcurve":1279,"periodic_lift":[0,0],"sense":"Reverse"},"id":1279,"loop_ref":319,"next":1276,"prev":1278,"to":316,"twin":1296,"wire_ref":null},{"edge":641,"face":320,"from":320,"geometry_use":{"pcurve":1280,"periodic_lift":[0,0],"sense":"Forward"},"id":1280,"loop_ref":320,"next":1281,"prev":1283,"to":323,"twin":1273,"wire_ref":null},{"edge":639,"face":320,"from":323,"geometry_use":{"pcurve":1281,"periodic_lift":[0,0],"sense":"Forward"},"id":1281,"loop_ref":320,"next":1282,"prev":1280,"to":322,"twin":1270,"wire_ref":null},{"edge":642,"face":320,"from":322,"geometry_use":{"pcurve":1282,"periodic_lift":[0,0],"sense":"Reverse"},"id":1282,"loop_ref":320,"next":1283,"prev":1281,"to":321,"twin":1277,"wire_ref":null},{"edge":635,"face":320,"from":321,"geometry_use":{"pcurve":1283,"periodic_lift":[0,0],"sense":"Reverse"},"id":1283,"loop_ref":320,"next":1280,"prev":1282,"to":320,"twin":1264,"wire_ref":null},{"edge":644,"face":321,"from":316,"geometry_use":{"pcurve":1284,"periodic_lift":[0,0],"sense":"Forward"},"id":1284,"loop_ref":321,"next":1285,"prev":1287,"to":324,"twin":1299,"wire_ref":null},{"edge":645,"face":321,"from":324,"geometry_use":{"pcurve":1285,"periodic_lift":[0,0],"sense":"Reverse"},"id":1285,"loop_ref":321,"next":1286,"prev":1284,"to":325,"twin":1303,"wire_ref":null},{"edge":646,"face":321,"from":325,"geometry_use":{"pcurve":1286,"periodic_lift":[0,0],"sense":"Reverse"},"id":1286,"loop_ref":321,"next":1287,"prev":1285,"to":317,"twin":1295,"wire_ref":null},{"edge":629,"face":321,"from":317,"geometry_use":{"pcurve":1287,"periodic_lift":[0,0],"sense":"Forward"},"id":1287,"loop_ref":321,"next":1284,"prev":1286,"to":316,"twin":1253,"wire_ref":null},{"edge":647,"face":322,"from":318,"geometry_use":{"pcurve":1288,"periodic_lift":[0,0],"sense":"Forward"},"id":1288,"loop_ref":322,"next":1289,"prev":1291,"to":326,"twin":1293,"wire_ref":null},{"edge":648,"face":322,"from":326,"geometry_use":{"pcurve":1289,"periodic_lift":[0,0],"sense":"Forward"},"id":1289,"loop_ref":322,"next":1290,"prev":1288,"to":327,"twin":1307,"wire_ref":null},{"edge":649,"face":322,"from":327,"geometry_use":{"pcurve":1290,"periodic_lift":[0,0],"sense":"Reverse"},"id":1290,"loop_ref":322,"next":1291,"prev":1289,"to":319,"twin":1297,"wire_ref":null},{"edge":632,"face":322,"from":319,"geometry_use":{"pcurve":1291,"periodic_lift":[0,0],"sense":"Reverse"},"id":1291,"loop_ref":322,"next":1288,"prev":1290,"to":318,"twin":1257,"wire_ref":null},{"edge":650,"face":323,"from":325,"geometry_use":{"pcurve":1292,"periodic_lift":[0,0],"sense":"Forward"},"id":1292,"loop_ref":323,"next":1293,"prev":1295,"to":326,"twin":1310,"wire_ref":null},{"edge":647,"face":323,"from":326,"geometry_use":{"pcurve":1293,"periodic_lift":[0,0],"sense":"Reverse"},"id":1293,"loop_ref":323,"next":1294,"prev":1292,"to":318,"twin":1288,"wire_ref":null},{"edge":634,"face":323,"from":318,"geometry_use":{"pcurve":1294,"periodic_lift":[0,0],"sense":"Reverse"},"id":1294,"loop_ref":323,"next":1295,"prev":1293,"to":317,"twin":1260,"wire_ref":null},{"edge":646,"face":323,"from":317,"geometry_use":{"pcurve":1295,"periodic_lift":[0,0],"sense":"Forward"},"id":1295,"loop_ref":323,"next":1292,"prev":1294,"to":325,"twin":1286,"wire_ref":null},{"edge":643,"face":324,"from":316,"geometry_use":{"pcurve":1296,"periodic_lift":[0,0],"sense":"Forward"},"id":1296,"loop_ref":324,"next":1297,"prev":1299,"to":319,"twin":1279,"wire_ref":null},{"edge":649,"face":324,"from":319,"geometry_use":{"pcurve":1297,"periodic_lift":[0,0],"sense":"Forward"},"id":1297,"loop_ref":324,"next":1298,"prev":1296,"to":327,"twin":1290,"wire_ref":null},{"edge":651,"face":324,"from":327,"geometry_use":{"pcurve":1298,"periodic_lift":[0,0],"sense":"Reverse"},"id":1298,"loop_ref":324,"next":1299,"prev":1297,"to":324,"twin":1323,"wire_ref":null},{"edge":644,"face":324,"from":324,"geometry_use":{"pcurve":1299,"periodic_lift":[0,0],"sense":"Reverse"},"id":1299,"loop_ref":324,"next":1296,"prev":1298,"to":316,"twin":1284,"wire_ref":null},{"edge":652,"face":325,"from":324,"geometry_use":{"pcurve":1300,"periodic_lift":[0,0],"sense":"Forward"},"id":1300,"loop_ref":325,"next":1301,"prev":1303,"to":328,"twin":1314,"wire_ref":null},{"edge":653,"face":325,"from":328,"geometry_use":{"pcurve":1301,"periodic_lift":[0,0],"sense":"Reverse"},"id":1301,"loop_ref":325,"next":1302,"prev":1300,"to":329,"twin":1335,"wire_ref":null},{"edge":654,"face":325,"from":329,"geometry_use":{"pcurve":1302,"periodic_lift":[0,0],"sense":"Reverse"},"id":1302,"loop_ref":325,"next":1303,"prev":1301,"to":325,"twin":1311,"wire_ref":null},{"edge":645,"face":325,"from":325,"geometry_use":{"pcurve":1303,"periodic_lift":[0,0],"sense":"Forward"},"id":1303,"loop_ref":325,"next":1300,"prev":1302,"to":324,"twin":1285,"wire_ref":null},{"edge":655,"face":326,"from":326,"geometry_use":{"pcurve":1304,"periodic_lift":[0,0],"sense":"Forward"},"id":1304,"loop_ref":326,"next":1305,"prev":1307,"to":330,"twin":1309,"wire_ref":null},{"edge":656,"face":326,"from":330,"geometry_use":{"pcurve":1305,"periodic_lift":[0,0],"sense":"Forward"},"id":1305,"loop_ref":326,"next":1306,"prev":1304,"to":331,"twin":1339,"wire_ref":null},{"edge":657,"face":326,"from":331,"geometry_use":{"pcurve":1306,"periodic_lift":[0,0],"sense":"Reverse"},"id":1306,"loop_ref":326,"next":1307,"prev":1305,"to":327,"twin":1316,"wire_ref":null},{"edge":648,"face":326,"from":327,"geometry_use":{"pcurve":1307,"periodic_lift":[0,0],"sense":"Reverse"},"id":1307,"loop_ref":326,"next":1304,"prev":1306,"to":326,"twin":1289,"wire_ref":null},{"edge":658,"face":327,"from":329,"geometry_use":{"pcurve":1308,"periodic_lift":[0,0],"sense":"Forward"},"id":1308,"loop_ref":327,"next":1309,"prev":1311,"to":330,"twin":1342,"wire_ref":null},{"edge":655,"face":327,"from":330,"geometry_use":{"pcurve":1309,"periodic_lift":[0,0],"sense":"Reverse"},"id":1309,"loop_ref":327,"next":1310,"prev":1308,"to":326,"twin":1304,"wire_ref":null},{"edge":650,"face":327,"from":326,"geometry_use":{"pcurve":1310,"periodic_lift":[0,0],"sense":"Reverse"},"id":1310,"loop_ref":327,"next":1311,"prev":1309,"to":325,"twin":1292,"wire_ref":null},{"edge":654,"face":327,"from":325,"geometry_use":{"pcurve":1311,"periodic_lift":[0,0],"sense":"Forward"},"id":1311,"loop_ref":327,"next":1308,"prev":1310,"to":329,"twin":1302,"wire_ref":null},{"edge":659,"face":328,"from":332,"geometry_use":{"pcurve":1312,"periodic_lift":[0,0],"sense":"Forward"},"id":1312,"loop_ref":328,"next":1313,"prev":1315,"to":333,"twin":1331,"wire_ref":null},{"edge":660,"face":328,"from":333,"geometry_use":{"pcurve":1313,"periodic_lift":[0,0],"sense":"Reverse"},"id":1313,"loop_ref":328,"next":1314,"prev":1312,"to":328,"twin":1324,"wire_ref":null},{"edge":652,"face":328,"from":328,"geometry_use":{"pcurve":1314,"periodic_lift":[0,0],"sense":"Reverse"},"id":1314,"loop_ref":328,"next":1315,"prev":1313,"to":324,"twin":1300,"wire_ref":null},{"edge":661,"face":328,"from":324,"geometry_use":{"pcurve":1315,"periodic_lift":[0,0],"sense":"Forward"},"id":1315,"loop_ref":328,"next":1312,"prev":1314,"to":332,"twin":1322,"wire_ref":null},{"edge":657,"face":329,"from":327,"geometry_use":{"pcurve":1316,"periodic_lift":[0,0],"sense":"Forward"},"id":1316,"loop_ref":329,"next":1317,"prev":1319,"to":331,"twin":1306,"wire_ref":null},{"edge":662,"face":329,"from":331,"geometry_use":{"pcurve":1317,"periodic_lift":[0,0],"sense":"Forward"},"id":1317,"loop_ref":329,"next":1318,"prev":1316,"to":334,"twin":1326,"wire_ref":null},{"edge":663,"face":329,"from":334,"geometry_use":{"pcurve":1318,"periodic_lift":[0,0],"sense":"Reverse"},"id":1318,"loop_ref":329,"next":1319,"prev":1317,"to":335,"twin":1329,"wire_ref":null},{"edge":664,"face":329,"from":335,"geometry_use":{"pcurve":1319,"periodic_lift":[0,0],"sense":"Reverse"},"id":1319,"loop_ref":329,"next":1316,"prev":1318,"to":327,"twin":1320,"wire_ref":null},{"edge":664,"face":330,"from":327,"geometry_use":{"pcurve":1320,"periodic_lift":[0,0],"sense":"Forward"},"id":1320,"loop_ref":330,"next":1321,"prev":1323,"to":335,"twin":1319,"wire_ref":null},{"edge":665,"face":330,"from":335,"geometry_use":{"pcurve":1321,"periodic_lift":[0,0],"sense":"Reverse"},"id":1321,"loop_ref":330,"next":1322,"prev":1320,"to":332,"twin":1328,"wire_ref":null},{"edge":661,"face":330,"from":332,"geometry_use":{"pcurve":1322,"periodic_lift":[0,0],"sense":"Reverse"},"id":1322,"loop_ref":330,"next":1323,"prev":1321,"to":324,"twin":1315,"wire_ref":null},{"edge":651,"face":330,"from":324,"geometry_use":{"pcurve":1323,"periodic_lift":[0,0],"sense":"Forward"},"id":1323,"loop_ref":330,"next":1320,"prev":1322,"to":327,"twin":1298,"wire_ref":null},{"edge":660,"face":331,"from":328,"geometry_use":{"pcurve":1324,"periodic_lift":[0,0],"sense":"Forward"},"id":1324,"loop_ref":331,"next":1325,"prev":1327,"to":333,"twin":1313,"wire_ref":null},{"edge":666,"face":331,"from":333,"geometry_use":{"pcurve":1325,"periodic_lift":[0,0],"sense":"Forward"},"id":1325,"loop_ref":331,"next":1326,"prev":1324,"to":334,"twin":1330,"wire_ref":null},{"edge":662,"face":331,"from":334,"geometry_use":{"pcurve":1326,"periodic_lift":[0,0],"sense":"Reverse"},"id":1326,"loop_ref":331,"next":1327,"prev":1325,"to":331,"twin":1317,"wire_ref":null},{"edge":667,"face":331,"from":331,"geometry_use":{"pcurve":1327,"periodic_lift":[0,0],"sense":"Reverse"},"id":1327,"loop_ref":331,"next":1324,"prev":1326,"to":328,"twin":1344,"wire_ref":null},{"edge":665,"face":332,"from":332,"geometry_use":{"pcurve":1328,"periodic_lift":[0,0],"sense":"Forward"},"id":1328,"loop_ref":332,"next":1329,"prev":1331,"to":335,"twin":1321,"wire_ref":null},{"edge":663,"face":332,"from":335,"geometry_use":{"pcurve":1329,"periodic_lift":[0,0],"sense":"Forward"},"id":1329,"loop_ref":332,"next":1330,"prev":1328,"to":334,"twin":1318,"wire_ref":null},{"edge":666,"face":332,"from":334,"geometry_use":{"pcurve":1330,"periodic_lift":[0,0],"sense":"Reverse"},"id":1330,"loop_ref":332,"next":1331,"prev":1329,"to":333,"twin":1325,"wire_ref":null},{"edge":659,"face":332,"from":333,"geometry_use":{"pcurve":1331,"periodic_lift":[0,0],"sense":"Reverse"},"id":1331,"loop_ref":332,"next":1328,"prev":1330,"to":332,"twin":1312,"wire_ref":null},{"edge":668,"face":333,"from":328,"geometry_use":{"pcurve":1332,"periodic_lift":[0,0],"sense":"Forward"},"id":1332,"loop_ref":333,"next":1333,"prev":1335,"to":336,"twin":1347,"wire_ref":null},{"edge":669,"face":333,"from":336,"geometry_use":{"pcurve":1333,"periodic_lift":[0,0],"sense":"Reverse"},"id":1333,"loop_ref":333,"next":1334,"prev":1332,"to":337,"twin":1351,"wire_ref":null},{"edge":670,"face":333,"from":337,"geometry_use":{"pcurve":1334,"periodic_lift":[0,0],"sense":"Reverse"},"id":1334,"loop_ref":333,"next":1335,"prev":1333,"to":329,"twin":1343,"wire_ref":null},{"edge":653,"face":333,"from":329,"geometry_use":{"pcurve":1335,"periodic_lift":[0,0],"sense":"Forward"},"id":1335,"loop_ref":333,"next":1332,"prev":1334,"to":328,"twin":1301,"wire_ref":null},{"edge":671,"face":334,"from":330,"geometry_use":{"pcurve":1336,"periodic_lift":[0,0],"sense":"Forward"},"id":1336,"loop_ref":334,"next":1337,"prev":1339,"to":338,"twin":1341,"wire_ref":null},{"edge":672,"face":334,"from":338,"geometry_use":{"pcurve":1337,"periodic_lift":[0,0],"sense":"Forward"},"id":1337,"loop_ref":334,"next":1338,"prev":1336,"to":339,"twin":1355,"wire_ref":null},{"edge":673,"face":334,"from":339,"geometry_use":{"pcurve":1338,"periodic_lift":[0,0],"sense":"Reverse"},"id":1338,"loop_ref":334,"next":1339,"prev":1337,"to":331,"twin":1345,"wire_ref":null},{"edge":656,"face":334,"from":331,"geometry_use":{"pcurve":1339,"periodic_lift":[0,0],"sense":"Reverse"},"id":1339,"loop_ref":334,"next":1336,"prev":1338,"to":330,"twin":1305,"wire_ref":null},{"edge":674,"face":335,"from":337,"geometry_use":{"pcurve":1340,"periodic_lift":[0,0],"sense":"Forward"},"id":1340,"loop_ref":335,"next":1341,"prev":1343,"to":338,"twin":1358,"wire_ref":null},{"edge":671,"face":335,"from":338,"geometry_use":{"pcurve":1341,"periodic_lift":[0,0],"sense":"Reverse"},"id":1341,"loop_ref":335,"next":1342,"prev":1340,"to":330,"twin":1336,"wire_ref":null},{"edge":658,"face":335,"from":330,"geometry_use":{"pcurve":1342,"periodic_lift":[0,0],"sense":"Reverse"},"id":1342,"loop_ref":335,"next":1343,"prev":1341,"to":329,"twin":1308,"wire_ref":null},{"edge":670,"face":335,"from":329,"geometry_use":{"pcurve":1343,"periodic_lift":[0,0],"sense":"Forward"},"id":1343,"loop_ref":335,"next":1340,"prev":1342,"to":337,"twin":1334,"wire_ref":null},{"edge":667,"face":336,"from":328,"geometry_use":{"pcurve":1344,"periodic_lift":[0,0],"sense":"Forward"},"id":1344,"loop_ref":336,"next":1345,"prev":1347,"to":331,"twin":1327,"wire_ref":null},{"edge":673,"face":336,"from":331,"geometry_use":{"pcurve":1345,"periodic_lift":[0,0],"sense":"Forward"},"id":1345,"loop_ref":336,"next":1346,"prev":1344,"to":339,"twin":1338,"wire_ref":null},{"edge":675,"face":336,"from":339,"geometry_use":{"pcurve":1346,"periodic_lift":[0,0],"sense":"Reverse"},"id":1346,"loop_ref":336,"next":1347,"prev":1345,"to":336,"twin":1371,"wire_ref":null},{"edge":668,"face":336,"from":336,"geometry_use":{"pcurve":1347,"periodic_lift":[0,0],"sense":"Reverse"},"id":1347,"loop_ref":336,"next":1344,"prev":1346,"to":328,"twin":1332,"wire_ref":null},{"edge":676,"face":337,"from":336,"geometry_use":{"pcurve":1348,"periodic_lift":[0,0],"sense":"Forward"},"id":1348,"loop_ref":337,"next":1349,"prev":1351,"to":340,"twin":1362,"wire_ref":null},{"edge":677,"face":337,"from":340,"geometry_use":{"pcurve":1349,"periodic_lift":[0,0],"sense":"Reverse"},"id":1349,"loop_ref":337,"next":1350,"prev":1348,"to":341,"twin":1383,"wire_ref":null},{"edge":678,"face":337,"from":341,"geometry_use":{"pcurve":1350,"periodic_lift":[0,0],"sense":"Reverse"},"id":1350,"loop_ref":337,"next":1351,"prev":1349,"to":337,"twin":1359,"wire_ref":null},{"edge":669,"face":337,"from":337,"geometry_use":{"pcurve":1351,"periodic_lift":[0,0],"sense":"Forward"},"id":1351,"loop_ref":337,"next":1348,"prev":1350,"to":336,"twin":1333,"wire_ref":null},{"edge":679,"face":338,"from":338,"geometry_use":{"pcurve":1352,"periodic_lift":[0,0],"sense":"Forward"},"id":1352,"loop_ref":338,"next":1353,"prev":1355,"to":342,"twin":1357,"wire_ref":null},{"edge":680,"face":338,"from":342,"geometry_use":{"pcurve":1353,"periodic_lift":[0,0],"sense":"Forward"},"id":1353,"loop_ref":338,"next":1354,"prev":1352,"to":343,"twin":1387,"wire_ref":null},{"edge":681,"face":338,"from":343,"geometry_use":{"pcurve":1354,"periodic_lift":[0,0],"sense":"Reverse"},"id":1354,"loop_ref":338,"next":1355,"prev":1353,"to":339,"twin":1364,"wire_ref":null},{"edge":672,"face":338,"from":339,"geometry_use":{"pcurve":1355,"periodic_lift":[0,0],"sense":"Reverse"},"id":1355,"loop_ref":338,"next":1352,"prev":1354,"to":338,"twin":1337,"wire_ref":null},{"edge":682,"face":339,"from":341,"geometry_use":{"pcurve":1356,"periodic_lift":[0,0],"sense":"Forward"},"id":1356,"loop_ref":339,"next":1357,"prev":1359,"to":342,"twin":1390,"wire_ref":null},{"edge":679,"face":339,"from":342,"geometry_use":{"pcurve":1357,"periodic_lift":[0,0],"sense":"Reverse"},"id":1357,"loop_ref":339,"next":1358,"prev":1356,"to":338,"twin":1352,"wire_ref":null},{"edge":674,"face":339,"from":338,"geometry_use":{"pcurve":1358,"periodic_lift":[0,0],"sense":"Reverse"},"id":1358,"loop_ref":339,"next":1359,"prev":1357,"to":337,"twin":1340,"wire_ref":null},{"edge":678,"face":339,"from":337,"geometry_use":{"pcurve":1359,"periodic_lift":[0,0],"sense":"Forward"},"id":1359,"loop_ref":339,"next":1356,"prev":1358,"to":341,"twin":1350,"wire_ref":null},{"edge":683,"face":340,"from":344,"geometry_use":{"pcurve":1360,"periodic_lift":[0,0],"sense":"Forward"},"id":1360,"loop_ref":340,"next":1361,"prev":1363,"to":345,"twin":1379,"wire_ref":null},{"edge":684,"face":340,"from":345,"geometry_use":{"pcurve":1361,"periodic_lift":[0,0],"sense":"Reverse"},"id":1361,"loop_ref":340,"next":1362,"prev":1360,"to":340,"twin":1372,"wire_ref":null},{"edge":676,"face":340,"from":340,"geometry_use":{"pcurve":1362,"periodic_lift":[0,0],"sense":"Reverse"},"id":1362,"loop_ref":340,"next":1363,"prev":1361,"to":336,"twin":1348,"wire_ref":null},{"edge":685,"face":340,"from":336,"geometry_use":{"pcurve":1363,"periodic_lift":[0,0],"sense":"Forward"},"id":1363,"loop_ref":340,"next":1360,"prev":1362,"to":344,"twin":1370,"wire_ref":null},{"edge":681,"face":341,"from":339,"geometry_use":{"pcurve":1364,"periodic_lift":[0,0],"sense":"Forward"},"id":1364,"loop_ref":341,"next":1365,"prev":1367,"to":343,"twin":1354,"wire_ref":null},{"edge":686,"face":341,"from":343,"geometry_use":{"pcurve":1365,"periodic_lift":[0,0],"sense":"Forward"},"id":1365,"loop_ref":341,"next":1366,"prev":1364,"to":346,"twin":1374,"wire_ref":null},{"edge":687,"face":341,"from":346,"geometry_use":{"pcurve":1366,"periodic_lift":[0,0],"sense":"Reverse"},"id":1366,"loop_ref":341,"next":1367,"prev":1365,"to":347,"twin":1377,"wire_ref":null},{"edge":688,"face":341,"from":347,"geometry_use":{"pcurve":1367,"periodic_lift":[0,0],"sense":"Reverse"},"id":1367,"loop_ref":341,"next":1364,"prev":1366,"to":339,"twin":1368,"wire_ref":null},{"edge":688,"face":342,"from":339,"geometry_use":{"pcurve":1368,"periodic_lift":[0,0],"sense":"Forward"},"id":1368,"loop_ref":342,"next":1369,"prev":1371,"to":347,"twin":1367,"wire_ref":null},{"edge":689,"face":342,"from":347,"geometry_use":{"pcurve":1369,"periodic_lift":[0,0],"sense":"Reverse"},"id":1369,"loop_ref":342,"next":1370,"prev":1368,"to":344,"twin":1376,"wire_ref":null},{"edge":685,"face":342,"from":344,"geometry_use":{"pcurve":1370,"periodic_lift":[0,0],"sense":"Reverse"},"id":1370,"loop_ref":342,"next":1371,"prev":1369,"to":336,"twin":1363,"wire_ref":null},{"edge":675,"face":342,"from":336,"geometry_use":{"pcurve":1371,"periodic_lift":[0,0],"sense":"Forward"},"id":1371,"loop_ref":342,"next":1368,"prev":1370,"to":339,"twin":1346,"wire_ref":null},{"edge":684,"face":343,"from":340,"geometry_use":{"pcurve":1372,"periodic_lift":[0,0],"sense":"Forward"},"id":1372,"loop_ref":343,"next":1373,"prev":1375,"to":345,"twin":1361,"wire_ref":null},{"edge":690,"face":343,"from":345,"geometry_use":{"pcurve":1373,"periodic_lift":[0,0],"sense":"Forward"},"id":1373,"loop_ref":343,"next":1374,"prev":1372,"to":346,"twin":1378,"wire_ref":null},{"edge":686,"face":343,"from":346,"geometry_use":{"pcurve":1374,"periodic_lift":[0,0],"sense":"Reverse"},"id":1374,"loop_ref":343,"next":1375,"prev":1373,"to":343,"twin":1365,"wire_ref":null},{"edge":691,"face":343,"from":343,"geometry_use":{"pcurve":1375,"periodic_lift":[0,0],"sense":"Reverse"},"id":1375,"loop_ref":343,"next":1372,"prev":1374,"to":340,"twin":1392,"wire_ref":null},{"edge":689,"face":344,"from":344,"geometry_use":{"pcurve":1376,"periodic_lift":[0,0],"sense":"Forward"},"id":1376,"loop_ref":344,"next":1377,"prev":1379,"to":347,"twin":1369,"wire_ref":null},{"edge":687,"face":344,"from":347,"geometry_use":{"pcurve":1377,"periodic_lift":[0,0],"sense":"Forward"},"id":1377,"loop_ref":344,"next":1378,"prev":1376,"to":346,"twin":1366,"wire_ref":null},{"edge":690,"face":344,"from":346,"geometry_use":{"pcurve":1378,"periodic_lift":[0,0],"sense":"Reverse"},"id":1378,"loop_ref":344,"next":1379,"prev":1377,"to":345,"twin":1373,"wire_ref":null},{"edge":683,"face":344,"from":345,"geometry_use":{"pcurve":1379,"periodic_lift":[0,0],"sense":"Reverse"},"id":1379,"loop_ref":344,"next":1376,"prev":1378,"to":344,"twin":1360,"wire_ref":null},{"edge":692,"face":345,"from":340,"geometry_use":{"pcurve":1380,"periodic_lift":[0,0],"sense":"Forward"},"id":1380,"loop_ref":345,"next":1381,"prev":1383,"to":348,"twin":1395,"wire_ref":null},{"edge":693,"face":345,"from":348,"geometry_use":{"pcurve":1381,"periodic_lift":[0,0],"sense":"Reverse"},"id":1381,"loop_ref":345,"next":1382,"prev":1380,"to":349,"twin":1399,"wire_ref":null},{"edge":694,"face":345,"from":349,"geometry_use":{"pcurve":1382,"periodic_lift":[0,0],"sense":"Reverse"},"id":1382,"loop_ref":345,"next":1383,"prev":1381,"to":341,"twin":1391,"wire_ref":null},{"edge":677,"face":345,"from":341,"geometry_use":{"pcurve":1383,"periodic_lift":[0,0],"sense":"Forward"},"id":1383,"loop_ref":345,"next":1380,"prev":1382,"to":340,"twin":1349,"wire_ref":null},{"edge":695,"face":346,"from":342,"geometry_use":{"pcurve":1384,"periodic_lift":[0,0],"sense":"Forward"},"id":1384,"loop_ref":346,"next":1385,"prev":1387,"to":350,"twin":1389,"wire_ref":null},{"edge":696,"face":346,"from":350,"geometry_use":{"pcurve":1385,"periodic_lift":[0,0],"sense":"Forward"},"id":1385,"loop_ref":346,"next":1386,"prev":1384,"to":351,"twin":1403,"wire_ref":null},{"edge":697,"face":346,"from":351,"geometry_use":{"pcurve":1386,"periodic_lift":[0,0],"sense":"Reverse"},"id":1386,"loop_ref":346,"next":1387,"prev":1385,"to":343,"twin":1393,"wire_ref":null},{"edge":680,"face":346,"from":343,"geometry_use":{"pcurve":1387,"periodic_lift":[0,0],"sense":"Reverse"},"id":1387,"loop_ref":346,"next":1384,"prev":1386,"to":342,"twin":1353,"wire_ref":null},{"edge":698,"face":347,"from":349,"geometry_use":{"pcurve":1388,"periodic_lift":[0,0],"sense":"Forward"},"id":1388,"loop_ref":347,"next":1389,"prev":1391,"to":350,"twin":1406,"wire_ref":null},{"edge":695,"face":347,"from":350,"geometry_use":{"pcurve":1389,"periodic_lift":[0,0],"sense":"Reverse"},"id":1389,"loop_ref":347,"next":1390,"prev":1388,"to":342,"twin":1384,"wire_ref":null},{"edge":682,"face":347,"from":342,"geometry_use":{"pcurve":1390,"periodic_lift":[0,0],"sense":"Reverse"},"id":1390,"loop_ref":347,"next":1391,"prev":1389,"to":341,"twin":1356,"wire_ref":null},{"edge":694,"face":347,"from":341,"geometry_use":{"pcurve":1391,"periodic_lift":[0,0],"sense":"Forward"},"id":1391,"loop_ref":347,"next":1388,"prev":1390,"to":349,"twin":1382,"wire_ref":null},{"edge":691,"face":348,"from":340,"geometry_use":{"pcurve":1392,"periodic_lift":[0,0],"sense":"Forward"},"id":1392,"loop_ref":348,"next":1393,"prev":1395,"to":343,"twin":1375,"wire_ref":null},{"edge":697,"face":348,"from":343,"geometry_use":{"pcurve":1393,"periodic_lift":[0,0],"sense":"Forward"},"id":1393,"loop_ref":348,"next":1394,"prev":1392,"to":351,"twin":1386,"wire_ref":null},{"edge":699,"face":348,"from":351,"geometry_use":{"pcurve":1394,"periodic_lift":[0,0],"sense":"Reverse"},"id":1394,"loop_ref":348,"next":1395,"prev":1393,"to":348,"twin":1419,"wire_ref":null},{"edge":692,"face":348,"from":348,"geometry_use":{"pcurve":1395,"periodic_lift":[0,0],"sense":"Reverse"},"id":1395,"loop_ref":348,"next":1392,"prev":1394,"to":340,"twin":1380,"wire_ref":null},{"edge":700,"face":349,"from":348,"geometry_use":{"pcurve":1396,"periodic_lift":[0,0],"sense":"Forward"},"id":1396,"loop_ref":349,"next":1397,"prev":1399,"to":352,"twin":1410,"wire_ref":null},{"edge":701,"face":349,"from":352,"geometry_use":{"pcurve":1397,"periodic_lift":[0,0],"sense":"Reverse"},"id":1397,"loop_ref":349,"next":1398,"prev":1396,"to":353,"twin":1431,"wire_ref":null},{"edge":702,"face":349,"from":353,"geometry_use":{"pcurve":1398,"periodic_lift":[0,0],"sense":"Reverse"},"id":1398,"loop_ref":349,"next":1399,"prev":1397,"to":349,"twin":1407,"wire_ref":null},{"edge":693,"face":349,"from":349,"geometry_use":{"pcurve":1399,"periodic_lift":[0,0],"sense":"Forward"},"id":1399,"loop_ref":349,"next":1396,"prev":1398,"to":348,"twin":1381,"wire_ref":null},{"edge":703,"face":350,"from":350,"geometry_use":{"pcurve":1400,"periodic_lift":[0,0],"sense":"Forward"},"id":1400,"loop_ref":350,"next":1401,"prev":1403,"to":354,"twin":1405,"wire_ref":null},{"edge":704,"face":350,"from":354,"geometry_use":{"pcurve":1401,"periodic_lift":[0,0],"sense":"Forward"},"id":1401,"loop_ref":350,"next":1402,"prev":1400,"to":355,"twin":1435,"wire_ref":null},{"edge":705,"face":350,"from":355,"geometry_use":{"pcurve":1402,"periodic_lift":[0,0],"sense":"Reverse"},"id":1402,"loop_ref":350,"next":1403,"prev":1401,"to":351,"twin":1412,"wire_ref":null},{"edge":696,"face":350,"from":351,"geometry_use":{"pcurve":1403,"periodic_lift":[0,0],"sense":"Reverse"},"id":1403,"loop_ref":350,"next":1400,"prev":1402,"to":350,"twin":1385,"wire_ref":null},{"edge":706,"face":351,"from":353,"geometry_use":{"pcurve":1404,"periodic_lift":[0,0],"sense":"Forward"},"id":1404,"loop_ref":351,"next":1405,"prev":1407,"to":354,"twin":1438,"wire_ref":null},{"edge":703,"face":351,"from":354,"geometry_use":{"pcurve":1405,"periodic_lift":[0,0],"sense":"Reverse"},"id":1405,"loop_ref":351,"next":1406,"prev":1404,"to":350,"twin":1400,"wire_ref":null},{"edge":698,"face":351,"from":350,"geometry_use":{"pcurve":1406,"periodic_lift":[0,0],"sense":"Reverse"},"id":1406,"loop_ref":351,"next":1407,"prev":1405,"to":349,"twin":1388,"wire_ref":null},{"edge":702,"face":351,"from":349,"geometry_use":{"pcurve":1407,"periodic_lift":[0,0],"sense":"Forward"},"id":1407,"loop_ref":351,"next":1404,"prev":1406,"to":353,"twin":1398,"wire_ref":null},{"edge":707,"face":352,"from":356,"geometry_use":{"pcurve":1408,"periodic_lift":[0,0],"sense":"Forward"},"id":1408,"loop_ref":352,"next":1409,"prev":1411,"to":357,"twin":1427,"wire_ref":null},{"edge":708,"face":352,"from":357,"geometry_use":{"pcurve":1409,"periodic_lift":[0,0],"sense":"Reverse"},"id":1409,"loop_ref":352,"next":1410,"prev":1408,"to":352,"twin":1420,"wire_ref":null},{"edge":700,"face":352,"from":352,"geometry_use":{"pcurve":1410,"periodic_lift":[0,0],"sense":"Reverse"},"id":1410,"loop_ref":352,"next":1411,"prev":1409,"to":348,"twin":1396,"wire_ref":null},{"edge":709,"face":352,"from":348,"geometry_use":{"pcurve":1411,"periodic_lift":[0,0],"sense":"Forward"},"id":1411,"loop_ref":352,"next":1408,"prev":1410,"to":356,"twin":1418,"wire_ref":null},{"edge":705,"face":353,"from":351,"geometry_use":{"pcurve":1412,"periodic_lift":[0,0],"sense":"Forward"},"id":1412,"loop_ref":353,"next":1413,"prev":1415,"to":355,"twin":1402,"wire_ref":null},{"edge":710,"face":353,"from":355,"geometry_use":{"pcurve":1413,"periodic_lift":[0,0],"sense":"Forward"},"id":1413,"loop_ref":353,"next":1414,"prev":1412,"to":358,"twin":1422,"wire_ref":null},{"edge":711,"face":353,"from":358,"geometry_use":{"pcurve":1414,"periodic_lift":[0,0],"sense":"Reverse"},"id":1414,"loop_ref":353,"next":1415,"prev":1413,"to":359,"twin":1425,"wire_ref":null},{"edge":712,"face":353,"from":359,"geometry_use":{"pcurve":1415,"periodic_lift":[0,0],"sense":"Reverse"},"id":1415,"loop_ref":353,"next":1412,"prev":1414,"to":351,"twin":1416,"wire_ref":null},{"edge":712,"face":354,"from":351,"geometry_use":{"pcurve":1416,"periodic_lift":[0,0],"sense":"Forward"},"id":1416,"loop_ref":354,"next":1417,"prev":1419,"to":359,"twin":1415,"wire_ref":null},{"edge":713,"face":354,"from":359,"geometry_use":{"pcurve":1417,"periodic_lift":[0,0],"sense":"Reverse"},"id":1417,"loop_ref":354,"next":1418,"prev":1416,"to":356,"twin":1424,"wire_ref":null},{"edge":709,"face":354,"from":356,"geometry_use":{"pcurve":1418,"periodic_lift":[0,0],"sense":"Reverse"},"id":1418,"loop_ref":354,"next":1419,"prev":1417,"to":348,"twin":1411,"wire_ref":null},{"edge":699,"face":354,"from":348,"geometry_use":{"pcurve":1419,"periodic_lift":[0,0],"sense":"Forward"},"id":1419,"loop_ref":354,"next":1416,"prev":1418,"to":351,"twin":1394,"wire_ref":null},{"edge":708,"face":355,"from":352,"geometry_use":{"pcurve":1420,"periodic_lift":[0,0],"sense":"Forward"},"id":1420,"loop_ref":355,"next":1421,"prev":1423,"to":357,"twin":1409,"wire_ref":null},{"edge":714,"face":355,"from":357,"geometry_use":{"pcurve":1421,"periodic_lift":[0,0],"sense":"Forward"},"id":1421,"loop_ref":355,"next":1422,"prev":1420,"to":358,"twin":1426,"wire_ref":null},{"edge":710,"face":355,"from":358,"geometry_use":{"pcurve":1422,"periodic_lift":[0,0],"sense":"Reverse"},"id":1422,"loop_ref":355,"next":1423,"prev":1421,"to":355,"twin":1413,"wire_ref":null},{"edge":715,"face":355,"from":355,"geometry_use":{"pcurve":1423,"periodic_lift":[0,0],"sense":"Reverse"},"id":1423,"loop_ref":355,"next":1420,"prev":1422,"to":352,"twin":1440,"wire_ref":null},{"edge":713,"face":356,"from":356,"geometry_use":{"pcurve":1424,"periodic_lift":[0,0],"sense":"Forward"},"id":1424,"loop_ref":356,"next":1425,"prev":1427,"to":359,"twin":1417,"wire_ref":null},{"edge":711,"face":356,"from":359,"geometry_use":{"pcurve":1425,"periodic_lift":[0,0],"sense":"Forward"},"id":1425,"loop_ref":356,"next":1426,"prev":1424,"to":358,"twin":1414,"wire_ref":null},{"edge":714,"face":356,"from":358,"geometry_use":{"pcurve":1426,"periodic_lift":[0,0],"sense":"Reverse"},"id":1426,"loop_ref":356,"next":1427,"prev":1425,"to":357,"twin":1421,"wire_ref":null},{"edge":707,"face":356,"from":357,"geometry_use":{"pcurve":1427,"periodic_lift":[0,0],"sense":"Reverse"},"id":1427,"loop_ref":356,"next":1424,"prev":1426,"to":356,"twin":1408,"wire_ref":null},{"edge":716,"face":357,"from":352,"geometry_use":{"pcurve":1428,"periodic_lift":[0,0],"sense":"Forward"},"id":1428,"loop_ref":357,"next":1429,"prev":1431,"to":360,"twin":1443,"wire_ref":null},{"edge":717,"face":357,"from":360,"geometry_use":{"pcurve":1429,"periodic_lift":[0,0],"sense":"Reverse"},"id":1429,"loop_ref":357,"next":1430,"prev":1428,"to":361,"twin":1447,"wire_ref":null},{"edge":718,"face":357,"from":361,"geometry_use":{"pcurve":1430,"periodic_lift":[0,0],"sense":"Reverse"},"id":1430,"loop_ref":357,"next":1431,"prev":1429,"to":353,"twin":1439,"wire_ref":null},{"edge":701,"face":357,"from":353,"geometry_use":{"pcurve":1431,"periodic_lift":[0,0],"sense":"Forward"},"id":1431,"loop_ref":357,"next":1428,"prev":1430,"to":352,"twin":1397,"wire_ref":null},{"edge":719,"face":358,"from":354,"geometry_use":{"pcurve":1432,"periodic_lift":[0,0],"sense":"Forward"},"id":1432,"loop_ref":358,"next":1433,"prev":1435,"to":362,"twin":1437,"wire_ref":null},{"edge":720,"face":358,"from":362,"geometry_use":{"pcurve":1433,"periodic_lift":[0,0],"sense":"Forward"},"id":1433,"loop_ref":358,"next":1434,"prev":1432,"to":363,"twin":1451,"wire_ref":null},{"edge":721,"face":358,"from":363,"geometry_use":{"pcurve":1434,"periodic_lift":[0,0],"sense":"Reverse"},"id":1434,"loop_ref":358,"next":1435,"prev":1433,"to":355,"twin":1441,"wire_ref":null},{"edge":704,"face":358,"from":355,"geometry_use":{"pcurve":1435,"periodic_lift":[0,0],"sense":"Reverse"},"id":1435,"loop_ref":358,"next":1432,"prev":1434,"to":354,"twin":1401,"wire_ref":null},{"edge":722,"face":359,"from":361,"geometry_use":{"pcurve":1436,"periodic_lift":[0,0],"sense":"Forward"},"id":1436,"loop_ref":359,"next":1437,"prev":1439,"to":362,"twin":1454,"wire_ref":null},{"edge":719,"face":359,"from":362,"geometry_use":{"pcurve":1437,"periodic_lift":[0,0],"sense":"Reverse"},"id":1437,"loop_ref":359,"next":1438,"prev":1436,"to":354,"twin":1432,"wire_ref":null},{"edge":706,"face":359,"from":354,"geometry_use":{"pcurve":1438,"periodic_lift":[0,0],"sense":"Reverse"},"id":1438,"loop_ref":359,"next":1439,"prev":1437,"to":353,"twin":1404,"wire_ref":null},{"edge":718,"face":359,"from":353,"geometry_use":{"pcurve":1439,"periodic_lift":[0,0],"sense":"Forward"},"id":1439,"loop_ref":359,"next":1436,"prev":1438,"to":361,"twin":1430,"wire_ref":null},{"edge":715,"face":360,"from":352,"geometry_use":{"pcurve":1440,"periodic_lift":[0,0],"sense":"Forward"},"id":1440,"loop_ref":360,"next":1441,"prev":1443,"to":355,"twin":1423,"wire_ref":null},{"edge":721,"face":360,"from":355,"geometry_use":{"pcurve":1441,"periodic_lift":[0,0],"sense":"Forward"},"id":1441,"loop_ref":360,"next":1442,"prev":1440,"to":363,"twin":1434,"wire_ref":null},{"edge":723,"face":360,"from":363,"geometry_use":{"pcurve":1442,"periodic_lift":[0,0],"sense":"Reverse"},"id":1442,"loop_ref":360,"next":1443,"prev":1441,"to":360,"twin":1467,"wire_ref":null},{"edge":716,"face":360,"from":360,"geometry_use":{"pcurve":1443,"periodic_lift":[0,0],"sense":"Reverse"},"id":1443,"loop_ref":360,"next":1440,"prev":1442,"to":352,"twin":1428,"wire_ref":null},{"edge":724,"face":361,"from":360,"geometry_use":{"pcurve":1444,"periodic_lift":[0,0],"sense":"Forward"},"id":1444,"loop_ref":361,"next":1445,"prev":1447,"to":364,"twin":1458,"wire_ref":null},{"edge":725,"face":361,"from":364,"geometry_use":{"pcurve":1445,"periodic_lift":[0,0],"sense":"Reverse"},"id":1445,"loop_ref":361,"next":1446,"prev":1444,"to":365,"twin":1479,"wire_ref":null},{"edge":726,"face":361,"from":365,"geometry_use":{"pcurve":1446,"periodic_lift":[0,0],"sense":"Reverse"},"id":1446,"loop_ref":361,"next":1447,"prev":1445,"to":361,"twin":1455,"wire_ref":null},{"edge":717,"face":361,"from":361,"geometry_use":{"pcurve":1447,"periodic_lift":[0,0],"sense":"Forward"},"id":1447,"loop_ref":361,"next":1444,"prev":1446,"to":360,"twin":1429,"wire_ref":null},{"edge":727,"face":362,"from":362,"geometry_use":{"pcurve":1448,"periodic_lift":[0,0],"sense":"Forward"},"id":1448,"loop_ref":362,"next":1449,"prev":1451,"to":366,"twin":1453,"wire_ref":null},{"edge":728,"face":362,"from":366,"geometry_use":{"pcurve":1449,"periodic_lift":[0,0],"sense":"Forward"},"id":1449,"loop_ref":362,"next":1450,"prev":1448,"to":367,"twin":1483,"wire_ref":null},{"edge":729,"face":362,"from":367,"geometry_use":{"pcurve":1450,"periodic_lift":[0,0],"sense":"Reverse"},"id":1450,"loop_ref":362,"next":1451,"prev":1449,"to":363,"twin":1460,"wire_ref":null},{"edge":720,"face":362,"from":363,"geometry_use":{"pcurve":1451,"periodic_lift":[0,0],"sense":"Reverse"},"id":1451,"loop_ref":362,"next":1448,"prev":1450,"to":362,"twin":1433,"wire_ref":null},{"edge":730,"face":363,"from":365,"geometry_use":{"pcurve":1452,"periodic_lift":[0,0],"sense":"Forward"},"id":1452,"loop_ref":363,"next":1453,"prev":1455,"to":366,"twin":1486,"wire_ref":null},{"edge":727,"face":363,"from":366,"geometry_use":{"pcurve":1453,"periodic_lift":[0,0],"sense":"Reverse"},"id":1453,"loop_ref":363,"next":1454,"prev":1452,"to":362,"twin":1448,"wire_ref":null},{"edge":722,"face":363,"from":362,"geometry_use":{"pcurve":1454,"periodic_lift":[0,0],"sense":"Reverse"},"id":1454,"loop_ref":363,"next":1455,"prev":1453,"to":361,"twin":1436,"wire_ref":null},{"edge":726,"face":363,"from":361,"geometry_use":{"pcurve":1455,"periodic_lift":[0,0],"sense":"Forward"},"id":1455,"loop_ref":363,"next":1452,"prev":1454,"to":365,"twin":1446,"wire_ref":null},{"edge":731,"face":364,"from":368,"geometry_use":{"pcurve":1456,"periodic_lift":[0,0],"sense":"Forward"},"id":1456,"loop_ref":364,"next":1457,"prev":1459,"to":369,"twin":1475,"wire_ref":null},{"edge":732,"face":364,"from":369,"geometry_use":{"pcurve":1457,"periodic_lift":[0,0],"sense":"Reverse"},"id":1457,"loop_ref":364,"next":1458,"prev":1456,"to":364,"twin":1468,"wire_ref":null},{"edge":724,"face":364,"from":364,"geometry_use":{"pcurve":1458,"periodic_lift":[0,0],"sense":"Reverse"},"id":1458,"loop_ref":364,"next":1459,"prev":1457,"to":360,"twin":1444,"wire_ref":null},{"edge":733,"face":364,"from":360,"geometry_use":{"pcurve":1459,"periodic_lift":[0,0],"sense":"Forward"},"id":1459,"loop_ref":364,"next":1456,"prev":1458,"to":368,"twin":1466,"wire_ref":null},{"edge":729,"face":365,"from":363,"geometry_use":{"pcurve":1460,"periodic_lift":[0,0],"sense":"Forward"},"id":1460,"loop_ref":365,"next":1461,"prev":1463,"to":367,"twin":1450,"wire_ref":null},{"edge":734,"face":365,"from":367,"geometry_use":{"pcurve":1461,"periodic_lift":[0,0],"sense":"Forward"},"id":1461,"loop_ref":365,"next":1462,"prev":1460,"to":370,"twin":1470,"wire_ref":null},{"edge":735,"face":365,"from":370,"geometry_use":{"pcurve":1462,"periodic_lift":[0,0],"sense":"Reverse"},"id":1462,"loop_ref":365,"next":1463,"prev":1461,"to":371,"twin":1473,"wire_ref":null},{"edge":736,"face":365,"from":371,"geometry_use":{"pcurve":1463,"periodic_lift":[0,0],"sense":"Reverse"},"id":1463,"loop_ref":365,"next":1460,"prev":1462,"to":363,"twin":1464,"wire_ref":null},{"edge":736,"face":366,"from":363,"geometry_use":{"pcurve":1464,"periodic_lift":[0,0],"sense":"Forward"},"id":1464,"loop_ref":366,"next":1465,"prev":1467,"to":371,"twin":1463,"wire_ref":null},{"edge":737,"face":366,"from":371,"geometry_use":{"pcurve":1465,"periodic_lift":[0,0],"sense":"Reverse"},"id":1465,"loop_ref":366,"next":1466,"prev":1464,"to":368,"twin":1472,"wire_ref":null},{"edge":733,"face":366,"from":368,"geometry_use":{"pcurve":1466,"periodic_lift":[0,0],"sense":"Reverse"},"id":1466,"loop_ref":366,"next":1467,"prev":1465,"to":360,"twin":1459,"wire_ref":null},{"edge":723,"face":366,"from":360,"geometry_use":{"pcurve":1467,"periodic_lift":[0,0],"sense":"Forward"},"id":1467,"loop_ref":366,"next":1464,"prev":1466,"to":363,"twin":1442,"wire_ref":null},{"edge":732,"face":367,"from":364,"geometry_use":{"pcurve":1468,"periodic_lift":[0,0],"sense":"Forward"},"id":1468,"loop_ref":367,"next":1469,"prev":1471,"to":369,"twin":1457,"wire_ref":null},{"edge":738,"face":367,"from":369,"geometry_use":{"pcurve":1469,"periodic_lift":[0,0],"sense":"Forward"},"id":1469,"loop_ref":367,"next":1470,"prev":1468,"to":370,"twin":1474,"wire_ref":null},{"edge":734,"face":367,"from":370,"geometry_use":{"pcurve":1470,"periodic_lift":[0,0],"sense":"Reverse"},"id":1470,"loop_ref":367,"next":1471,"prev":1469,"to":367,"twin":1461,"wire_ref":null},{"edge":739,"face":367,"from":367,"geometry_use":{"pcurve":1471,"periodic_lift":[0,0],"sense":"Reverse"},"id":1471,"loop_ref":367,"next":1468,"prev":1470,"to":364,"twin":1488,"wire_ref":null},{"edge":737,"face":368,"from":368,"geometry_use":{"pcurve":1472,"periodic_lift":[0,0],"sense":"Forward"},"id":1472,"loop_ref":368,"next":1473,"prev":1475,"to":371,"twin":1465,"wire_ref":null},{"edge":735,"face":368,"from":371,"geometry_use":{"pcurve":1473,"periodic_lift":[0,0],"sense":"Forward"},"id":1473,"loop_ref":368,"next":1474,"prev":1472,"to":370,"twin":1462,"wire_ref":null},{"edge":738,"face":368,"from":370,"geometry_use":{"pcurve":1474,"periodic_lift":[0,0],"sense":"Reverse"},"id":1474,"loop_ref":368,"next":1475,"prev":1473,"to":369,"twin":1469,"wire_ref":null},{"edge":731,"face":368,"from":369,"geometry_use":{"pcurve":1475,"periodic_lift":[0,0],"sense":"Reverse"},"id":1475,"loop_ref":368,"next":1472,"prev":1474,"to":368,"twin":1456,"wire_ref":null},{"edge":740,"face":369,"from":364,"geometry_use":{"pcurve":1476,"periodic_lift":[0,0],"sense":"Forward"},"id":1476,"loop_ref":369,"next":1477,"prev":1479,"to":372,"twin":1491,"wire_ref":null},{"edge":741,"face":369,"from":372,"geometry_use":{"pcurve":1477,"periodic_lift":[0,0],"sense":"Reverse"},"id":1477,"loop_ref":369,"next":1478,"prev":1476,"to":373,"twin":1495,"wire_ref":null},{"edge":742,"face":369,"from":373,"geometry_use":{"pcurve":1478,"periodic_lift":[0,0],"sense":"Reverse"},"id":1478,"loop_ref":369,"next":1479,"prev":1477,"to":365,"twin":1487,"wire_ref":null},{"edge":725,"face":369,"from":365,"geometry_use":{"pcurve":1479,"periodic_lift":[0,0],"sense":"Forward"},"id":1479,"loop_ref":369,"next":1476,"prev":1478,"to":364,"twin":1445,"wire_ref":null},{"edge":743,"face":370,"from":366,"geometry_use":{"pcurve":1480,"periodic_lift":[0,0],"sense":"Forward"},"id":1480,"loop_ref":370,"next":1481,"prev":1483,"to":374,"twin":1485,"wire_ref":null},{"edge":744,"face":370,"from":374,"geometry_use":{"pcurve":1481,"periodic_lift":[0,0],"sense":"Forward"},"id":1481,"loop_ref":370,"next":1482,"prev":1480,"to":375,"twin":1499,"wire_ref":null},{"edge":745,"face":370,"from":375,"geometry_use":{"pcurve":1482,"periodic_lift":[0,0],"sense":"Reverse"},"id":1482,"loop_ref":370,"next":1483,"prev":1481,"to":367,"twin":1489,"wire_ref":null},{"edge":728,"face":370,"from":367,"geometry_use":{"pcurve":1483,"periodic_lift":[0,0],"sense":"Reverse"},"id":1483,"loop_ref":370,"next":1480,"prev":1482,"to":366,"twin":1449,"wire_ref":null},{"edge":746,"face":371,"from":373,"geometry_use":{"pcurve":1484,"periodic_lift":[0,0],"sense":"Forward"},"id":1484,"loop_ref":371,"next":1485,"prev":1487,"to":374,"twin":1502,"wire_ref":null},{"edge":743,"face":371,"from":374,"geometry_use":{"pcurve":1485,"periodic_lift":[0,0],"sense":"Reverse"},"id":1485,"loop_ref":371,"next":1486,"prev":1484,"to":366,"twin":1480,"wire_ref":null},{"edge":730,"face":371,"from":366,"geometry_use":{"pcurve":1486,"periodic_lift":[0,0],"sense":"Reverse"},"id":1486,"loop_ref":371,"next":1487,"prev":1485,"to":365,"twin":1452,"wire_ref":null},{"edge":742,"face":371,"from":365,"geometry_use":{"pcurve":1487,"periodic_lift":[0,0],"sense":"Forward"},"id":1487,"loop_ref":371,"next":1484,"prev":1486,"to":373,"twin":1478,"wire_ref":null},{"edge":739,"face":372,"from":364,"geometry_use":{"pcurve":1488,"periodic_lift":[0,0],"sense":"Forward"},"id":1488,"loop_ref":372,"next":1489,"prev":1491,"to":367,"twin":1471,"wire_ref":null},{"edge":745,"face":372,"from":367,"geometry_use":{"pcurve":1489,"periodic_lift":[0,0],"sense":"Forward"},"id":1489,"loop_ref":372,"next":1490,"prev":1488,"to":375,"twin":1482,"wire_ref":null},{"edge":747,"face":372,"from":375,"geometry_use":{"pcurve":1490,"periodic_lift":[0,0],"sense":"Reverse"},"id":1490,"loop_ref":372,"next":1491,"prev":1489,"to":372,"twin":1515,"wire_ref":null},{"edge":740,"face":372,"from":372,"geometry_use":{"pcurve":1491,"periodic_lift":[0,0],"sense":"Reverse"},"id":1491,"loop_ref":372,"next":1488,"prev":1490,"to":364,"twin":1476,"wire_ref":null},{"edge":748,"face":373,"from":372,"geometry_use":{"pcurve":1492,"periodic_lift":[0,0],"sense":"Forward"},"id":1492,"loop_ref":373,"next":1493,"prev":1495,"to":376,"twin":1506,"wire_ref":null},{"edge":749,"face":373,"from":376,"geometry_use":{"pcurve":1493,"periodic_lift":[0,0],"sense":"Reverse"},"id":1493,"loop_ref":373,"next":1494,"prev":1492,"to":377,"twin":1527,"wire_ref":null},{"edge":750,"face":373,"from":377,"geometry_use":{"pcurve":1494,"periodic_lift":[0,0],"sense":"Reverse"},"id":1494,"loop_ref":373,"next":1495,"prev":1493,"to":373,"twin":1503,"wire_ref":null},{"edge":741,"face":373,"from":373,"geometry_use":{"pcurve":1495,"periodic_lift":[0,0],"sense":"Forward"},"id":1495,"loop_ref":373,"next":1492,"prev":1494,"to":372,"twin":1477,"wire_ref":null},{"edge":751,"face":374,"from":374,"geometry_use":{"pcurve":1496,"periodic_lift":[0,0],"sense":"Forward"},"id":1496,"loop_ref":374,"next":1497,"prev":1499,"to":378,"twin":1501,"wire_ref":null},{"edge":752,"face":374,"from":378,"geometry_use":{"pcurve":1497,"periodic_lift":[0,0],"sense":"Forward"},"id":1497,"loop_ref":374,"next":1498,"prev":1496,"to":379,"twin":1531,"wire_ref":null},{"edge":753,"face":374,"from":379,"geometry_use":{"pcurve":1498,"periodic_lift":[0,0],"sense":"Reverse"},"id":1498,"loop_ref":374,"next":1499,"prev":1497,"to":375,"twin":1508,"wire_ref":null},{"edge":744,"face":374,"from":375,"geometry_use":{"pcurve":1499,"periodic_lift":[0,0],"sense":"Reverse"},"id":1499,"loop_ref":374,"next":1496,"prev":1498,"to":374,"twin":1481,"wire_ref":null},{"edge":754,"face":375,"from":377,"geometry_use":{"pcurve":1500,"periodic_lift":[0,0],"sense":"Forward"},"id":1500,"loop_ref":375,"next":1501,"prev":1503,"to":378,"twin":1534,"wire_ref":null},{"edge":751,"face":375,"from":378,"geometry_use":{"pcurve":1501,"periodic_lift":[0,0],"sense":"Reverse"},"id":1501,"loop_ref":375,"next":1502,"prev":1500,"to":374,"twin":1496,"wire_ref":null},{"edge":746,"face":375,"from":374,"geometry_use":{"pcurve":1502,"periodic_lift":[0,0],"sense":"Reverse"},"id":1502,"loop_ref":375,"next":1503,"prev":1501,"to":373,"twin":1484,"wire_ref":null},{"edge":750,"face":375,"from":373,"geometry_use":{"pcurve":1503,"periodic_lift":[0,0],"sense":"Forward"},"id":1503,"loop_ref":375,"next":1500,"prev":1502,"to":377,"twin":1494,"wire_ref":null},{"edge":755,"face":376,"from":380,"geometry_use":{"pcurve":1504,"periodic_lift":[0,0],"sense":"Forward"},"id":1504,"loop_ref":376,"next":1505,"prev":1507,"to":381,"twin":1523,"wire_ref":null},{"edge":756,"face":376,"from":381,"geometry_use":{"pcurve":1505,"periodic_lift":[0,0],"sense":"Reverse"},"id":1505,"loop_ref":376,"next":1506,"prev":1504,"to":376,"twin":1516,"wire_ref":null},{"edge":748,"face":376,"from":376,"geometry_use":{"pcurve":1506,"periodic_lift":[0,0],"sense":"Reverse"},"id":1506,"loop_ref":376,"next":1507,"prev":1505,"to":372,"twin":1492,"wire_ref":null},{"edge":757,"face":376,"from":372,"geometry_use":{"pcurve":1507,"periodic_lift":[0,0],"sense":"Forward"},"id":1507,"loop_ref":376,"next":1504,"prev":1506,"to":380,"twin":1514,"wire_ref":null},{"edge":753,"face":377,"from":375,"geometry_use":{"pcurve":1508,"periodic_lift":[0,0],"sense":"Forward"},"id":1508,"loop_ref":377,"next":1509,"prev":1511,"to":379,"twin":1498,"wire_ref":null},{"edge":758,"face":377,"from":379,"geometry_use":{"pcurve":1509,"periodic_lift":[0,0],"sense":"Forward"},"id":1509,"loop_ref":377,"next":1510,"prev":1508,"to":382,"twin":1518,"wire_ref":null},{"edge":759,"face":377,"from":382,"geometry_use":{"pcurve":1510,"periodic_lift":[0,0],"sense":"Reverse"},"id":1510,"loop_ref":377,"next":1511,"prev":1509,"to":383,"twin":1521,"wire_ref":null},{"edge":760,"face":377,"from":383,"geometry_use":{"pcurve":1511,"periodic_lift":[0,0],"sense":"Reverse"},"id":1511,"loop_ref":377,"next":1508,"prev":1510,"to":375,"twin":1512,"wire_ref":null},{"edge":760,"face":378,"from":375,"geometry_use":{"pcurve":1512,"periodic_lift":[0,0],"sense":"Forward"},"id":1512,"loop_ref":378,"next":1513,"prev":1515,"to":383,"twin":1511,"wire_ref":null},{"edge":761,"face":378,"from":383,"geometry_use":{"pcurve":1513,"periodic_lift":[0,0],"sense":"Reverse"},"id":1513,"loop_ref":378,"next":1514,"prev":1512,"to":380,"twin":1520,"wire_ref":null},{"edge":757,"face":378,"from":380,"geometry_use":{"pcurve":1514,"periodic_lift":[0,0],"sense":"Reverse"},"id":1514,"loop_ref":378,"next":1515,"prev":1513,"to":372,"twin":1507,"wire_ref":null},{"edge":747,"face":378,"from":372,"geometry_use":{"pcurve":1515,"periodic_lift":[0,0],"sense":"Forward"},"id":1515,"loop_ref":378,"next":1512,"prev":1514,"to":375,"twin":1490,"wire_ref":null},{"edge":756,"face":379,"from":376,"geometry_use":{"pcurve":1516,"periodic_lift":[0,0],"sense":"Forward"},"id":1516,"loop_ref":379,"next":1517,"prev":1519,"to":381,"twin":1505,"wire_ref":null},{"edge":762,"face":379,"from":381,"geometry_use":{"pcurve":1517,"periodic_lift":[0,0],"sense":"Forward"},"id":1517,"loop_ref":379,"next":1518,"prev":1516,"to":382,"twin":1522,"wire_ref":null},{"edge":758,"face":379,"from":382,"geometry_use":{"pcurve":1518,"periodic_lift":[0,0],"sense":"Reverse"},"id":1518,"loop_ref":379,"next":1519,"prev":1517,"to":379,"twin":1509,"wire_ref":null},{"edge":763,"face":379,"from":379,"geometry_use":{"pcurve":1519,"periodic_lift":[0,0],"sense":"Reverse"},"id":1519,"loop_ref":379,"next":1516,"prev":1518,"to":376,"twin":1536,"wire_ref":null},{"edge":761,"face":380,"from":380,"geometry_use":{"pcurve":1520,"periodic_lift":[0,0],"sense":"Forward"},"id":1520,"loop_ref":380,"next":1521,"prev":1523,"to":383,"twin":1513,"wire_ref":null},{"edge":759,"face":380,"from":383,"geometry_use":{"pcurve":1521,"periodic_lift":[0,0],"sense":"Forward"},"id":1521,"loop_ref":380,"next":1522,"prev":1520,"to":382,"twin":1510,"wire_ref":null},{"edge":762,"face":380,"from":382,"geometry_use":{"pcurve":1522,"periodic_lift":[0,0],"sense":"Reverse"},"id":1522,"loop_ref":380,"next":1523,"prev":1521,"to":381,"twin":1517,"wire_ref":null},{"edge":755,"face":380,"from":381,"geometry_use":{"pcurve":1523,"periodic_lift":[0,0],"sense":"Reverse"},"id":1523,"loop_ref":380,"next":1520,"prev":1522,"to":380,"twin":1504,"wire_ref":null},{"edge":764,"face":381,"from":376,"geometry_use":{"pcurve":1524,"periodic_lift":[0,0],"sense":"Forward"},"id":1524,"loop_ref":381,"next":1525,"prev":1527,"to":384,"twin":1539,"wire_ref":null},{"edge":765,"face":381,"from":384,"geometry_use":{"pcurve":1525,"periodic_lift":[0,0],"sense":"Reverse"},"id":1525,"loop_ref":381,"next":1526,"prev":1524,"to":385,"twin":1543,"wire_ref":null},{"edge":766,"face":381,"from":385,"geometry_use":{"pcurve":1526,"periodic_lift":[0,0],"sense":"Reverse"},"id":1526,"loop_ref":381,"next":1527,"prev":1525,"to":377,"twin":1535,"wire_ref":null},{"edge":749,"face":381,"from":377,"geometry_use":{"pcurve":1527,"periodic_lift":[0,0],"sense":"Forward"},"id":1527,"loop_ref":381,"next":1524,"prev":1526,"to":376,"twin":1493,"wire_ref":null},{"edge":767,"face":382,"from":378,"geometry_use":{"pcurve":1528,"periodic_lift":[0,0],"sense":"Forward"},"id":1528,"loop_ref":382,"next":1529,"prev":1531,"to":386,"twin":1533,"wire_ref":null},{"edge":768,"face":382,"from":386,"geometry_use":{"pcurve":1529,"periodic_lift":[0,0],"sense":"Forward"},"id":1529,"loop_ref":382,"next":1530,"prev":1528,"to":387,"twin":1547,"wire_ref":null},{"edge":769,"face":382,"from":387,"geometry_use":{"pcurve":1530,"periodic_lift":[0,0],"sense":"Reverse"},"id":1530,"loop_ref":382,"next":1531,"prev":1529,"to":379,"twin":1537,"wire_ref":null},{"edge":752,"face":382,"from":379,"geometry_use":{"pcurve":1531,"periodic_lift":[0,0],"sense":"Reverse"},"id":1531,"loop_ref":382,"next":1528,"prev":1530,"to":378,"twin":1497,"wire_ref":null},{"edge":770,"face":383,"from":385,"geometry_use":{"pcurve":1532,"periodic_lift":[0,0],"sense":"Forward"},"id":1532,"loop_ref":383,"next":1533,"prev":1535,"to":386,"twin":1550,"wire_ref":null},{"edge":767,"face":383,"from":386,"geometry_use":{"pcurve":1533,"periodic_lift":[0,0],"sense":"Reverse"},"id":1533,"loop_ref":383,"next":1534,"prev":1532,"to":378,"twin":1528,"wire_ref":null},{"edge":754,"face":383,"from":378,"geometry_use":{"pcurve":1534,"periodic_lift":[0,0],"sense":"Reverse"},"id":1534,"loop_ref":383,"next":1535,"prev":1533,"to":377,"twin":1500,"wire_ref":null},{"edge":766,"face":383,"from":377,"geometry_use":{"pcurve":1535,"periodic_lift":[0,0],"sense":"Forward"},"id":1535,"loop_ref":383,"next":1532,"prev":1534,"to":385,"twin":1526,"wire_ref":null},{"edge":763,"face":384,"from":376,"geometry_use":{"pcurve":1536,"periodic_lift":[0,0],"sense":"Forward"},"id":1536,"loop_ref":384,"next":1537,"prev":1539,"to":379,"twin":1519,"wire_ref":null},{"edge":769,"face":384,"from":379,"geometry_use":{"pcurve":1537,"periodic_lift":[0,0],"sense":"Forward"},"id":1537,"loop_ref":384,"next":1538,"prev":1536,"to":387,"twin":1530,"wire_ref":null},{"edge":771,"face":384,"from":387,"geometry_use":{"pcurve":1538,"periodic_lift":[0,0],"sense":"Reverse"},"id":1538,"loop_ref":384,"next":1539,"prev":1537,"to":384,"twin":1563,"wire_ref":null},{"edge":764,"face":384,"from":384,"geometry_use":{"pcurve":1539,"periodic_lift":[0,0],"sense":"Reverse"},"id":1539,"loop_ref":384,"next":1536,"prev":1538,"to":376,"twin":1524,"wire_ref":null},{"edge":772,"face":385,"from":384,"geometry_use":{"pcurve":1540,"periodic_lift":[0,0],"sense":"Forward"},"id":1540,"loop_ref":385,"next":1541,"prev":1543,"to":388,"twin":1554,"wire_ref":null},{"edge":773,"face":385,"from":388,"geometry_use":{"pcurve":1541,"periodic_lift":[0,0],"sense":"Reverse"},"id":1541,"loop_ref":385,"next":1542,"prev":1540,"to":389,"twin":1575,"wire_ref":null},{"edge":774,"face":385,"from":389,"geometry_use":{"pcurve":1542,"periodic_lift":[0,0],"sense":"Reverse"},"id":1542,"loop_ref":385,"next":1543,"prev":1541,"to":385,"twin":1551,"wire_ref":null},{"edge":765,"face":385,"from":385,"geometry_use":{"pcurve":1543,"periodic_lift":[0,0],"sense":"Forward"},"id":1543,"loop_ref":385,"next":1540,"prev":1542,"to":384,"twin":1525,"wire_ref":null},{"edge":775,"face":386,"from":386,"geometry_use":{"pcurve":1544,"periodic_lift":[0,0],"sense":"Forward"},"id":1544,"loop_ref":386,"next":1545,"prev":1547,"to":390,"twin":1549,"wire_ref":null},{"edge":776,"face":386,"from":390,"geometry_use":{"pcurve":1545,"periodic_lift":[0,0],"sense":"Forward"},"id":1545,"loop_ref":386,"next":1546,"prev":1544,"to":391,"twin":1579,"wire_ref":null},{"edge":777,"face":386,"from":391,"geometry_use":{"pcurve":1546,"periodic_lift":[0,0],"sense":"Reverse"},"id":1546,"loop_ref":386,"next":1547,"prev":1545,"to":387,"twin":1556,"wire_ref":null},{"edge":768,"face":386,"from":387,"geometry_use":{"pcurve":1547,"periodic_lift":[0,0],"sense":"Reverse"},"id":1547,"loop_ref":386,"next":1544,"prev":1546,"to":386,"twin":1529,"wire_ref":null},{"edge":778,"face":387,"from":389,"geometry_use":{"pcurve":1548,"periodic_lift":[0,0],"sense":"Forward"},"id":1548,"loop_ref":387,"next":1549,"prev":1551,"to":390,"twin":1582,"wire_ref":null},{"edge":775,"face":387,"from":390,"geometry_use":{"pcurve":1549,"periodic_lift":[0,0],"sense":"Reverse"},"id":1549,"loop_ref":387,"next":1550,"prev":1548,"to":386,"twin":1544,"wire_ref":null},{"edge":770,"face":387,"from":386,"geometry_use":{"pcurve":1550,"periodic_lift":[0,0],"sense":"Reverse"},"id":1550,"loop_ref":387,"next":1551,"prev":1549,"to":385,"twin":1532,"wire_ref":null},{"edge":774,"face":387,"from":385,"geometry_use":{"pcurve":1551,"periodic_lift":[0,0],"sense":"Forward"},"id":1551,"loop_ref":387,"next":1548,"prev":1550,"to":389,"twin":1542,"wire_ref":null},{"edge":779,"face":388,"from":392,"geometry_use":{"pcurve":1552,"periodic_lift":[0,0],"sense":"Forward"},"id":1552,"loop_ref":388,"next":1553,"prev":1555,"to":393,"twin":1571,"wire_ref":null},{"edge":780,"face":388,"from":393,"geometry_use":{"pcurve":1553,"periodic_lift":[0,0],"sense":"Reverse"},"id":1553,"loop_ref":388,"next":1554,"prev":1552,"to":388,"twin":1564,"wire_ref":null},{"edge":772,"face":388,"from":388,"geometry_use":{"pcurve":1554,"periodic_lift":[0,0],"sense":"Reverse"},"id":1554,"loop_ref":388,"next":1555,"prev":1553,"to":384,"twin":1540,"wire_ref":null},{"edge":781,"face":388,"from":384,"geometry_use":{"pcurve":1555,"periodic_lift":[0,0],"sense":"Forward"},"id":1555,"loop_ref":388,"next":1552,"prev":1554,"to":392,"twin":1562,"wire_ref":null},{"edge":777,"face":389,"from":387,"geometry_use":{"pcurve":1556,"periodic_lift":[0,0],"sense":"Forward"},"id":1556,"loop_ref":389,"next":1557,"prev":1559,"to":391,"twin":1546,"wire_ref":null},{"edge":782,"face":389,"from":391,"geometry_use":{"pcurve":1557,"periodic_lift":[0,0],"sense":"Forward"},"id":1557,"loop_ref":389,"next":1558,"prev":1556,"to":394,"twin":1566,"wire_ref":null},{"edge":783,"face":389,"from":394,"geometry_use":{"pcurve":1558,"periodic_lift":[0,0],"sense":"Reverse"},"id":1558,"loop_ref":389,"next":1559,"prev":1557,"to":395,"twin":1569,"wire_ref":null},{"edge":784,"face":389,"from":395,"geometry_use":{"pcurve":1559,"periodic_lift":[0,0],"sense":"Reverse"},"id":1559,"loop_ref":389,"next":1556,"prev":1558,"to":387,"twin":1560,"wire_ref":null},{"edge":784,"face":390,"from":387,"geometry_use":{"pcurve":1560,"periodic_lift":[0,0],"sense":"Forward"},"id":1560,"loop_ref":390,"next":1561,"prev":1563,"to":395,"twin":1559,"wire_ref":null},{"edge":785,"face":390,"from":395,"geometry_use":{"pcurve":1561,"periodic_lift":[0,0],"sense":"Reverse"},"id":1561,"loop_ref":390,"next":1562,"prev":1560,"to":392,"twin":1568,"wire_ref":null},{"edge":781,"face":390,"from":392,"geometry_use":{"pcurve":1562,"periodic_lift":[0,0],"sense":"Reverse"},"id":1562,"loop_ref":390,"next":1563,"prev":1561,"to":384,"twin":1555,"wire_ref":null},{"edge":771,"face":390,"from":384,"geometry_use":{"pcurve":1563,"periodic_lift":[0,0],"sense":"Forward"},"id":1563,"loop_ref":390,"next":1560,"prev":1562,"to":387,"twin":1538,"wire_ref":null},{"edge":780,"face":391,"from":388,"geometry_use":{"pcurve":1564,"periodic_lift":[0,0],"sense":"Forward"},"id":1564,"loop_ref":391,"next":1565,"prev":1567,"to":393,"twin":1553,"wire_ref":null},{"edge":786,"face":391,"from":393,"geometry_use":{"pcurve":1565,"periodic_lift":[0,0],"sense":"Forward"},"id":1565,"loop_ref":391,"next":1566,"prev":1564,"to":394,"twin":1570,"wire_ref":null},{"edge":782,"face":391,"from":394,"geometry_use":{"pcurve":1566,"periodic_lift":[0,0],"sense":"Reverse"},"id":1566,"loop_ref":391,"next":1567,"prev":1565,"to":391,"twin":1557,"wire_ref":null},{"edge":787,"face":391,"from":391,"geometry_use":{"pcurve":1567,"periodic_lift":[0,0],"sense":"Reverse"},"id":1567,"loop_ref":391,"next":1564,"prev":1566,"to":388,"twin":1584,"wire_ref":null},{"edge":785,"face":392,"from":392,"geometry_use":{"pcurve":1568,"periodic_lift":[0,0],"sense":"Forward"},"id":1568,"loop_ref":392,"next":1569,"prev":1571,"to":395,"twin":1561,"wire_ref":null},{"edge":783,"face":392,"from":395,"geometry_use":{"pcurve":1569,"periodic_lift":[0,0],"sense":"Forward"},"id":1569,"loop_ref":392,"next":1570,"prev":1568,"to":394,"twin":1558,"wire_ref":null},{"edge":786,"face":392,"from":394,"geometry_use":{"pcurve":1570,"periodic_lift":[0,0],"sense":"Reverse"},"id":1570,"loop_ref":392,"next":1571,"prev":1569,"to":393,"twin":1565,"wire_ref":null},{"edge":779,"face":392,"from":393,"geometry_use":{"pcurve":1571,"periodic_lift":[0,0],"sense":"Reverse"},"id":1571,"loop_ref":392,"next":1568,"prev":1570,"to":392,"twin":1552,"wire_ref":null},{"edge":788,"face":393,"from":388,"geometry_use":{"pcurve":1572,"periodic_lift":[0,0],"sense":"Forward"},"id":1572,"loop_ref":393,"next":1573,"prev":1575,"to":396,"twin":1587,"wire_ref":null},{"edge":789,"face":393,"from":396,"geometry_use":{"pcurve":1573,"periodic_lift":[0,0],"sense":"Reverse"},"id":1573,"loop_ref":393,"next":1574,"prev":1572,"to":397,"twin":1591,"wire_ref":null},{"edge":790,"face":393,"from":397,"geometry_use":{"pcurve":1574,"periodic_lift":[0,0],"sense":"Reverse"},"id":1574,"loop_ref":393,"next":1575,"prev":1573,"to":389,"twin":1583,"wire_ref":null},{"edge":773,"face":393,"from":389,"geometry_use":{"pcurve":1575,"periodic_lift":[0,0],"sense":"Forward"},"id":1575,"loop_ref":393,"next":1572,"prev":1574,"to":388,"twin":1541,"wire_ref":null},{"edge":791,"face":394,"from":390,"geometry_use":{"pcurve":1576,"periodic_lift":[0,0],"sense":"Forward"},"id":1576,"loop_ref":394,"next":1577,"prev":1579,"to":398,"twin":1581,"wire_ref":null},{"edge":792,"face":394,"from":398,"geometry_use":{"pcurve":1577,"periodic_lift":[0,0],"sense":"Forward"},"id":1577,"loop_ref":394,"next":1578,"prev":1576,"to":399,"twin":1595,"wire_ref":null},{"edge":793,"face":394,"from":399,"geometry_use":{"pcurve":1578,"periodic_lift":[0,0],"sense":"Reverse"},"id":1578,"loop_ref":394,"next":1579,"prev":1577,"to":391,"twin":1585,"wire_ref":null},{"edge":776,"face":394,"from":391,"geometry_use":{"pcurve":1579,"periodic_lift":[0,0],"sense":"Reverse"},"id":1579,"loop_ref":394,"next":1576,"prev":1578,"to":390,"twin":1545,"wire_ref":null},{"edge":794,"face":395,"from":397,"geometry_use":{"pcurve":1580,"periodic_lift":[0,0],"sense":"Forward"},"id":1580,"loop_ref":395,"next":1581,"prev":1583,"to":398,"twin":1598,"wire_ref":null},{"edge":791,"face":395,"from":398,"geometry_use":{"pcurve":1581,"periodic_lift":[0,0],"sense":"Reverse"},"id":1581,"loop_ref":395,"next":1582,"prev":1580,"to":390,"twin":1576,"wire_ref":null},{"edge":778,"face":395,"from":390,"geometry_use":{"pcurve":1582,"periodic_lift":[0,0],"sense":"Reverse"},"id":1582,"loop_ref":395,"next":1583,"prev":1581,"to":389,"twin":1548,"wire_ref":null},{"edge":790,"face":395,"from":389,"geometry_use":{"pcurve":1583,"periodic_lift":[0,0],"sense":"Forward"},"id":1583,"loop_ref":395,"next":1580,"prev":1582,"to":397,"twin":1574,"wire_ref":null},{"edge":787,"face":396,"from":388,"geometry_use":{"pcurve":1584,"periodic_lift":[0,0],"sense":"Forward"},"id":1584,"loop_ref":396,"next":1585,"prev":1587,"to":391,"twin":1567,"wire_ref":null},{"edge":793,"face":396,"from":391,"geometry_use":{"pcurve":1585,"periodic_lift":[0,0],"sense":"Forward"},"id":1585,"loop_ref":396,"next":1586,"prev":1584,"to":399,"twin":1578,"wire_ref":null},{"edge":795,"face":396,"from":399,"geometry_use":{"pcurve":1586,"periodic_lift":[0,0],"sense":"Reverse"},"id":1586,"loop_ref":396,"next":1587,"prev":1585,"to":396,"twin":1611,"wire_ref":null},{"edge":788,"face":396,"from":396,"geometry_use":{"pcurve":1587,"periodic_lift":[0,0],"sense":"Reverse"},"id":1587,"loop_ref":396,"next":1584,"prev":1586,"to":388,"twin":1572,"wire_ref":null},{"edge":796,"face":397,"from":396,"geometry_use":{"pcurve":1588,"periodic_lift":[0,0],"sense":"Forward"},"id":1588,"loop_ref":397,"next":1589,"prev":1591,"to":400,"twin":1602,"wire_ref":null},{"edge":797,"face":397,"from":400,"geometry_use":{"pcurve":1589,"periodic_lift":[0,0],"sense":"Reverse"},"id":1589,"loop_ref":397,"next":1590,"prev":1588,"to":401,"twin":1623,"wire_ref":null},{"edge":798,"face":397,"from":401,"geometry_use":{"pcurve":1590,"periodic_lift":[0,0],"sense":"Reverse"},"id":1590,"loop_ref":397,"next":1591,"prev":1589,"to":397,"twin":1599,"wire_ref":null},{"edge":789,"face":397,"from":397,"geometry_use":{"pcurve":1591,"periodic_lift":[0,0],"sense":"Forward"},"id":1591,"loop_ref":397,"next":1588,"prev":1590,"to":396,"twin":1573,"wire_ref":null},{"edge":799,"face":398,"from":398,"geometry_use":{"pcurve":1592,"periodic_lift":[0,0],"sense":"Forward"},"id":1592,"loop_ref":398,"next":1593,"prev":1595,"to":402,"twin":1597,"wire_ref":null},{"edge":800,"face":398,"from":402,"geometry_use":{"pcurve":1593,"periodic_lift":[0,0],"sense":"Forward"},"id":1593,"loop_ref":398,"next":1594,"prev":1592,"to":403,"twin":1627,"wire_ref":null},{"edge":801,"face":398,"from":403,"geometry_use":{"pcurve":1594,"periodic_lift":[0,0],"sense":"Reverse"},"id":1594,"loop_ref":398,"next":1595,"prev":1593,"to":399,"twin":1604,"wire_ref":null},{"edge":792,"face":398,"from":399,"geometry_use":{"pcurve":1595,"periodic_lift":[0,0],"sense":"Reverse"},"id":1595,"loop_ref":398,"next":1592,"prev":1594,"to":398,"twin":1577,"wire_ref":null},{"edge":802,"face":399,"from":401,"geometry_use":{"pcurve":1596,"periodic_lift":[0,0],"sense":"Forward"},"id":1596,"loop_ref":399,"next":1597,"prev":1599,"to":402,"twin":1630,"wire_ref":null},{"edge":799,"face":399,"from":402,"geometry_use":{"pcurve":1597,"periodic_lift":[0,0],"sense":"Reverse"},"id":1597,"loop_ref":399,"next":1598,"prev":1596,"to":398,"twin":1592,"wire_ref":null},{"edge":794,"face":399,"from":398,"geometry_use":{"pcurve":1598,"periodic_lift":[0,0],"sense":"Reverse"},"id":1598,"loop_ref":399,"next":1599,"prev":1597,"to":397,"twin":1580,"wire_ref":null},{"edge":798,"face":399,"from":397,"geometry_use":{"pcurve":1599,"periodic_lift":[0,0],"sense":"Forward"},"id":1599,"loop_ref":399,"next":1596,"prev":1598,"to":401,"twin":1590,"wire_ref":null},{"edge":803,"face":400,"from":404,"geometry_use":{"pcurve":1600,"periodic_lift":[0,0],"sense":"Forward"},"id":1600,"loop_ref":400,"next":1601,"prev":1603,"to":405,"twin":1619,"wire_ref":null},{"edge":804,"face":400,"from":405,"geometry_use":{"pcurve":1601,"periodic_lift":[0,0],"sense":"Reverse"},"id":1601,"loop_ref":400,"next":1602,"prev":1600,"to":400,"twin":1612,"wire_ref":null},{"edge":796,"face":400,"from":400,"geometry_use":{"pcurve":1602,"periodic_lift":[0,0],"sense":"Reverse"},"id":1602,"loop_ref":400,"next":1603,"prev":1601,"to":396,"twin":1588,"wire_ref":null},{"edge":805,"face":400,"from":396,"geometry_use":{"pcurve":1603,"periodic_lift":[0,0],"sense":"Forward"},"id":1603,"loop_ref":400,"next":1600,"prev":1602,"to":404,"twin":1610,"wire_ref":null},{"edge":801,"face":401,"from":399,"geometry_use":{"pcurve":1604,"periodic_lift":[0,0],"sense":"Forward"},"id":1604,"loop_ref":401,"next":1605,"prev":1607,"to":403,"twin":1594,"wire_ref":null},{"edge":806,"face":401,"from":403,"geometry_use":{"pcurve":1605,"periodic_lift":[0,0],"sense":"Forward"},"id":1605,"loop_ref":401,"next":1606,"prev":1604,"to":406,"twin":1614,"wire_ref":null},{"edge":807,"face":401,"from":406,"geometry_use":{"pcurve":1606,"periodic_lift":[0,0],"sense":"Reverse"},"id":1606,"loop_ref":401,"next":1607,"prev":1605,"to":407,"twin":1617,"wire_ref":null},{"edge":808,"face":401,"from":407,"geometry_use":{"pcurve":1607,"periodic_lift":[0,0],"sense":"Reverse"},"id":1607,"loop_ref":401,"next":1604,"prev":1606,"to":399,"twin":1608,"wire_ref":null},{"edge":808,"face":402,"from":399,"geometry_use":{"pcurve":1608,"periodic_lift":[0,0],"sense":"Forward"},"id":1608,"loop_ref":402,"next":1609,"prev":1611,"to":407,"twin":1607,"wire_ref":null},{"edge":809,"face":402,"from":407,"geometry_use":{"pcurve":1609,"periodic_lift":[0,0],"sense":"Reverse"},"id":1609,"loop_ref":402,"next":1610,"prev":1608,"to":404,"twin":1616,"wire_ref":null},{"edge":805,"face":402,"from":404,"geometry_use":{"pcurve":1610,"periodic_lift":[0,0],"sense":"Reverse"},"id":1610,"loop_ref":402,"next":1611,"prev":1609,"to":396,"twin":1603,"wire_ref":null},{"edge":795,"face":402,"from":396,"geometry_use":{"pcurve":1611,"periodic_lift":[0,0],"sense":"Forward"},"id":1611,"loop_ref":402,"next":1608,"prev":1610,"to":399,"twin":1586,"wire_ref":null},{"edge":804,"face":403,"from":400,"geometry_use":{"pcurve":1612,"periodic_lift":[0,0],"sense":"Forward"},"id":1612,"loop_ref":403,"next":1613,"prev":1615,"to":405,"twin":1601,"wire_ref":null},{"edge":810,"face":403,"from":405,"geometry_use":{"pcurve":1613,"periodic_lift":[0,0],"sense":"Forward"},"id":1613,"loop_ref":403,"next":1614,"prev":1612,"to":406,"twin":1618,"wire_ref":null},{"edge":806,"face":403,"from":406,"geometry_use":{"pcurve":1614,"periodic_lift":[0,0],"sense":"Reverse"},"id":1614,"loop_ref":403,"next":1615,"prev":1613,"to":403,"twin":1605,"wire_ref":null},{"edge":811,"face":403,"from":403,"geometry_use":{"pcurve":1615,"periodic_lift":[0,0],"sense":"Reverse"},"id":1615,"loop_ref":403,"next":1612,"prev":1614,"to":400,"twin":1632,"wire_ref":null},{"edge":809,"face":404,"from":404,"geometry_use":{"pcurve":1616,"periodic_lift":[0,0],"sense":"Forward"},"id":1616,"loop_ref":404,"next":1617,"prev":1619,"to":407,"twin":1609,"wire_ref":null},{"edge":807,"face":404,"from":407,"geometry_use":{"pcurve":1617,"periodic_lift":[0,0],"sense":"Forward"},"id":1617,"loop_ref":404,"next":1618,"prev":1616,"to":406,"twin":1606,"wire_ref":null},{"edge":810,"face":404,"from":406,"geometry_use":{"pcurve":1618,"periodic_lift":[0,0],"sense":"Reverse"},"id":1618,"loop_ref":404,"next":1619,"prev":1617,"to":405,"twin":1613,"wire_ref":null},{"edge":803,"face":404,"from":405,"geometry_use":{"pcurve":1619,"periodic_lift":[0,0],"sense":"Reverse"},"id":1619,"loop_ref":404,"next":1616,"prev":1618,"to":404,"twin":1600,"wire_ref":null},{"edge":812,"face":405,"from":400,"geometry_use":{"pcurve":1620,"periodic_lift":[0,0],"sense":"Forward"},"id":1620,"loop_ref":405,"next":1621,"prev":1623,"to":408,"twin":1635,"wire_ref":null},{"edge":813,"face":405,"from":408,"geometry_use":{"pcurve":1621,"periodic_lift":[0,0],"sense":"Reverse"},"id":1621,"loop_ref":405,"next":1622,"prev":1620,"to":409,"twin":1639,"wire_ref":null},{"edge":814,"face":405,"from":409,"geometry_use":{"pcurve":1622,"periodic_lift":[0,0],"sense":"Reverse"},"id":1622,"loop_ref":405,"next":1623,"prev":1621,"to":401,"twin":1631,"wire_ref":null},{"edge":797,"face":405,"from":401,"geometry_use":{"pcurve":1623,"periodic_lift":[0,0],"sense":"Forward"},"id":1623,"loop_ref":405,"next":1620,"prev":1622,"to":400,"twin":1589,"wire_ref":null},{"edge":815,"face":406,"from":402,"geometry_use":{"pcurve":1624,"periodic_lift":[0,0],"sense":"Forward"},"id":1624,"loop_ref":406,"next":1625,"prev":1627,"to":410,"twin":1629,"wire_ref":null},{"edge":816,"face":406,"from":410,"geometry_use":{"pcurve":1625,"periodic_lift":[0,0],"sense":"Forward"},"id":1625,"loop_ref":406,"next":1626,"prev":1624,"to":411,"twin":1643,"wire_ref":null},{"edge":817,"face":406,"from":411,"geometry_use":{"pcurve":1626,"periodic_lift":[0,0],"sense":"Reverse"},"id":1626,"loop_ref":406,"next":1627,"prev":1625,"to":403,"twin":1633,"wire_ref":null},{"edge":800,"face":406,"from":403,"geometry_use":{"pcurve":1627,"periodic_lift":[0,0],"sense":"Reverse"},"id":1627,"loop_ref":406,"next":1624,"prev":1626,"to":402,"twin":1593,"wire_ref":null},{"edge":818,"face":407,"from":409,"geometry_use":{"pcurve":1628,"periodic_lift":[0,0],"sense":"Forward"},"id":1628,"loop_ref":407,"next":1629,"prev":1631,"to":410,"twin":1646,"wire_ref":null},{"edge":815,"face":407,"from":410,"geometry_use":{"pcurve":1629,"periodic_lift":[0,0],"sense":"Reverse"},"id":1629,"loop_ref":407,"next":1630,"prev":1628,"to":402,"twin":1624,"wire_ref":null},{"edge":802,"face":407,"from":402,"geometry_use":{"pcurve":1630,"periodic_lift":[0,0],"sense":"Reverse"},"id":1630,"loop_ref":407,"next":1631,"prev":1629,"to":401,"twin":1596,"wire_ref":null},{"edge":814,"face":407,"from":401,"geometry_use":{"pcurve":1631,"periodic_lift":[0,0],"sense":"Forward"},"id":1631,"loop_ref":407,"next":1628,"prev":1630,"to":409,"twin":1622,"wire_ref":null},{"edge":811,"face":408,"from":400,"geometry_use":{"pcurve":1632,"periodic_lift":[0,0],"sense":"Forward"},"id":1632,"loop_ref":408,"next":1633,"prev":1635,"to":403,"twin":1615,"wire_ref":null},{"edge":817,"face":408,"from":403,"geometry_use":{"pcurve":1633,"periodic_lift":[0,0],"sense":"Forward"},"id":1633,"loop_ref":408,"next":1634,"prev":1632,"to":411,"twin":1626,"wire_ref":null},{"edge":819,"face":408,"from":411,"geometry_use":{"pcurve":1634,"periodic_lift":[0,0],"sense":"Reverse"},"id":1634,"loop_ref":408,"next":1635,"prev":1633,"to":408,"twin":1659,"wire_ref":null},{"edge":812,"face":408,"from":408,"geometry_use":{"pcurve":1635,"periodic_lift":[0,0],"sense":"Reverse"},"id":1635,"loop_ref":408,"next":1632,"prev":1634,"to":400,"twin":1620,"wire_ref":null},{"edge":820,"face":409,"from":408,"geometry_use":{"pcurve":1636,"periodic_lift":[0,0],"sense":"Forward"},"id":1636,"loop_ref":409,"next":1637,"prev":1639,"to":412,"twin":1650,"wire_ref":null},{"edge":821,"face":409,"from":412,"geometry_use":{"pcurve":1637,"periodic_lift":[0,0],"sense":"Reverse"},"id":1637,"loop_ref":409,"next":1638,"prev":1636,"to":413,"twin":1671,"wire_ref":null},{"edge":822,"face":409,"from":413,"geometry_use":{"pcurve":1638,"periodic_lift":[0,0],"sense":"Reverse"},"id":1638,"loop_ref":409,"next":1639,"prev":1637,"to":409,"twin":1647,"wire_ref":null},{"edge":813,"face":409,"from":409,"geometry_use":{"pcurve":1639,"periodic_lift":[0,0],"sense":"Forward"},"id":1639,"loop_ref":409,"next":1636,"prev":1638,"to":408,"twin":1621,"wire_ref":null},{"edge":823,"face":410,"from":410,"geometry_use":{"pcurve":1640,"periodic_lift":[0,0],"sense":"Forward"},"id":1640,"loop_ref":410,"next":1641,"prev":1643,"to":414,"twin":1645,"wire_ref":null},{"edge":824,"face":410,"from":414,"geometry_use":{"pcurve":1641,"periodic_lift":[0,0],"sense":"Forward"},"id":1641,"loop_ref":410,"next":1642,"prev":1640,"to":415,"twin":1675,"wire_ref":null},{"edge":825,"face":410,"from":415,"geometry_use":{"pcurve":1642,"periodic_lift":[0,0],"sense":"Reverse"},"id":1642,"loop_ref":410,"next":1643,"prev":1641,"to":411,"twin":1652,"wire_ref":null},{"edge":816,"face":410,"from":411,"geometry_use":{"pcurve":1643,"periodic_lift":[0,0],"sense":"Reverse"},"id":1643,"loop_ref":410,"next":1640,"prev":1642,"to":410,"twin":1625,"wire_ref":null},{"edge":826,"face":411,"from":413,"geometry_use":{"pcurve":1644,"periodic_lift":[0,0],"sense":"Forward"},"id":1644,"loop_ref":411,"next":1645,"prev":1647,"to":414,"twin":1678,"wire_ref":null},{"edge":823,"face":411,"from":414,"geometry_use":{"pcurve":1645,"periodic_lift":[0,0],"sense":"Reverse"},"id":1645,"loop_ref":411,"next":1646,"prev":1644,"to":410,"twin":1640,"wire_ref":null},{"edge":818,"face":411,"from":410,"geometry_use":{"pcurve":1646,"periodic_lift":[0,0],"sense":"Reverse"},"id":1646,"loop_ref":411,"next":1647,"prev":1645,"to":409,"twin":1628,"wire_ref":null},{"edge":822,"face":411,"from":409,"geometry_use":{"pcurve":1647,"periodic_lift":[0,0],"sense":"Forward"},"id":1647,"loop_ref":411,"next":1644,"prev":1646,"to":413,"twin":1638,"wire_ref":null},{"edge":827,"face":412,"from":416,"geometry_use":{"pcurve":1648,"periodic_lift":[0,0],"sense":"Forward"},"id":1648,"loop_ref":412,"next":1649,"prev":1651,"to":417,"twin":1667,"wire_ref":null},{"edge":828,"face":412,"from":417,"geometry_use":{"pcurve":1649,"periodic_lift":[0,0],"sense":"Reverse"},"id":1649,"loop_ref":412,"next":1650,"prev":1648,"to":412,"twin":1660,"wire_ref":null},{"edge":820,"face":412,"from":412,"geometry_use":{"pcurve":1650,"periodic_lift":[0,0],"sense":"Reverse"},"id":1650,"loop_ref":412,"next":1651,"prev":1649,"to":408,"twin":1636,"wire_ref":null},{"edge":829,"face":412,"from":408,"geometry_use":{"pcurve":1651,"periodic_lift":[0,0],"sense":"Forward"},"id":1651,"loop_ref":412,"next":1648,"prev":1650,"to":416,"twin":1658,"wire_ref":null},{"edge":825,"face":413,"from":411,"geometry_use":{"pcurve":1652,"periodic_lift":[0,0],"sense":"Forward"},"id":1652,"loop_ref":413,"next":1653,"prev":1655,"to":415,"twin":1642,"wire_ref":null},{"edge":830,"face":413,"from":415,"geometry_use":{"pcurve":1653,"periodic_lift":[0,0],"sense":"Forward"},"id":1653,"loop_ref":413,"next":1654,"prev":1652,"to":418,"twin":1662,"wire_ref":null},{"edge":831,"face":413,"from":418,"geometry_use":{"pcurve":1654,"periodic_lift":[0,0],"sense":"Reverse"},"id":1654,"loop_ref":413,"next":1655,"prev":1653,"to":419,"twin":1665,"wire_ref":null},{"edge":832,"face":413,"from":419,"geometry_use":{"pcurve":1655,"periodic_lift":[0,0],"sense":"Reverse"},"id":1655,"loop_ref":413,"next":1652,"prev":1654,"to":411,"twin":1656,"wire_ref":null},{"edge":832,"face":414,"from":411,"geometry_use":{"pcurve":1656,"periodic_lift":[0,0],"sense":"Forward"},"id":1656,"loop_ref":414,"next":1657,"prev":1659,"to":419,"twin":1655,"wire_ref":null},{"edge":833,"face":414,"from":419,"geometry_use":{"pcurve":1657,"periodic_lift":[0,0],"sense":"Reverse"},"id":1657,"loop_ref":414,"next":1658,"prev":1656,"to":416,"twin":1664,"wire_ref":null},{"edge":829,"face":414,"from":416,"geometry_use":{"pcurve":1658,"periodic_lift":[0,0],"sense":"Reverse"},"id":1658,"loop_ref":414,"next":1659,"prev":1657,"to":408,"twin":1651,"wire_ref":null},{"edge":819,"face":414,"from":408,"geometry_use":{"pcurve":1659,"periodic_lift":[0,0],"sense":"Forward"},"id":1659,"loop_ref":414,"next":1656,"prev":1658,"to":411,"twin":1634,"wire_ref":null},{"edge":828,"face":415,"from":412,"geometry_use":{"pcurve":1660,"periodic_lift":[0,0],"sense":"Forward"},"id":1660,"loop_ref":415,"next":1661,"prev":1663,"to":417,"twin":1649,"wire_ref":null},{"edge":834,"face":415,"from":417,"geometry_use":{"pcurve":1661,"periodic_lift":[0,0],"sense":"Forward"},"id":1661,"loop_ref":415,"next":1662,"prev":1660,"to":418,"twin":1666,"wire_ref":null},{"edge":830,"face":415,"from":418,"geometry_use":{"pcurve":1662,"periodic_lift":[0,0],"sense":"Reverse"},"id":1662,"loop_ref":415,"next":1663,"prev":1661,"to":415,"twin":1653,"wire_ref":null},{"edge":835,"face":415,"from":415,"geometry_use":{"pcurve":1663,"periodic_lift":[0,0],"sense":"Reverse"},"id":1663,"loop_ref":415,"next":1660,"prev":1662,"to":412,"twin":1680,"wire_ref":null},{"edge":833,"face":416,"from":416,"geometry_use":{"pcurve":1664,"periodic_lift":[0,0],"sense":"Forward"},"id":1664,"loop_ref":416,"next":1665,"prev":1667,"to":419,"twin":1657,"wire_ref":null},{"edge":831,"face":416,"from":419,"geometry_use":{"pcurve":1665,"periodic_lift":[0,0],"sense":"Forward"},"id":1665,"loop_ref":416,"next":1666,"prev":1664,"to":418,"twin":1654,"wire_ref":null},{"edge":834,"face":416,"from":418,"geometry_use":{"pcurve":1666,"periodic_lift":[0,0],"sense":"Reverse"},"id":1666,"loop_ref":416,"next":1667,"prev":1665,"to":417,"twin":1661,"wire_ref":null},{"edge":827,"face":416,"from":417,"geometry_use":{"pcurve":1667,"periodic_lift":[0,0],"sense":"Reverse"},"id":1667,"loop_ref":416,"next":1664,"prev":1666,"to":416,"twin":1648,"wire_ref":null},{"edge":836,"face":417,"from":412,"geometry_use":{"pcurve":1668,"periodic_lift":[0,0],"sense":"Forward"},"id":1668,"loop_ref":417,"next":1669,"prev":1671,"to":420,"twin":1683,"wire_ref":null},{"edge":837,"face":417,"from":420,"geometry_use":{"pcurve":1669,"periodic_lift":[0,0],"sense":"Reverse"},"id":1669,"loop_ref":417,"next":1670,"prev":1668,"to":421,"twin":1687,"wire_ref":null},{"edge":838,"face":417,"from":421,"geometry_use":{"pcurve":1670,"periodic_lift":[0,0],"sense":"Reverse"},"id":1670,"loop_ref":417,"next":1671,"prev":1669,"to":413,"twin":1679,"wire_ref":null},{"edge":821,"face":417,"from":413,"geometry_use":{"pcurve":1671,"periodic_lift":[0,0],"sense":"Forward"},"id":1671,"loop_ref":417,"next":1668,"prev":1670,"to":412,"twin":1637,"wire_ref":null},{"edge":839,"face":418,"from":414,"geometry_use":{"pcurve":1672,"periodic_lift":[0,0],"sense":"Forward"},"id":1672,"loop_ref":418,"next":1673,"prev":1675,"to":422,"twin":1677,"wire_ref":null},{"edge":840,"face":418,"from":422,"geometry_use":{"pcurve":1673,"periodic_lift":[0,0],"sense":"Forward"},"id":1673,"loop_ref":418,"next":1674,"prev":1672,"to":423,"twin":1691,"wire_ref":null},{"edge":841,"face":418,"from":423,"geometry_use":{"pcurve":1674,"periodic_lift":[0,0],"sense":"Reverse"},"id":1674,"loop_ref":418,"next":1675,"prev":1673,"to":415,"twin":1681,"wire_ref":null},{"edge":824,"face":418,"from":415,"geometry_use":{"pcurve":1675,"periodic_lift":[0,0],"sense":"Reverse"},"id":1675,"loop_ref":418,"next":1672,"prev":1674,"to":414,"twin":1641,"wire_ref":null},{"edge":842,"face":419,"from":421,"geometry_use":{"pcurve":1676,"periodic_lift":[0,0],"sense":"Forward"},"id":1676,"loop_ref":419,"next":1677,"prev":1679,"to":422,"twin":1694,"wire_ref":null},{"edge":839,"face":419,"from":422,"geometry_use":{"pcurve":1677,"periodic_lift":[0,0],"sense":"Reverse"},"id":1677,"loop_ref":419,"next":1678,"prev":1676,"to":414,"twin":1672,"wire_ref":null},{"edge":826,"face":419,"from":414,"geometry_use":{"pcurve":1678,"periodic_lift":[0,0],"sense":"Reverse"},"id":1678,"loop_ref":419,"next":1679,"prev":1677,"to":413,"twin":1644,"wire_ref":null},{"edge":838,"face":419,"from":413,"geometry_use":{"pcurve":1679,"periodic_lift":[0,0],"sense":"Forward"},"id":1679,"loop_ref":419,"next":1676,"prev":1678,"to":421,"twin":1670,"wire_ref":null},{"edge":835,"face":420,"from":412,"geometry_use":{"pcurve":1680,"periodic_lift":[0,0],"sense":"Forward"},"id":1680,"loop_ref":420,"next":1681,"prev":1683,"to":415,"twin":1663,"wire_ref":null},{"edge":841,"face":420,"from":415,"geometry_use":{"pcurve":1681,"periodic_lift":[0,0],"sense":"Forward"},"id":1681,"loop_ref":420,"next":1682,"prev":1680,"to":423,"twin":1674,"wire_ref":null},{"edge":843,"face":420,"from":423,"geometry_use":{"pcurve":1682,"periodic_lift":[0,0],"sense":"Reverse"},"id":1682,"loop_ref":420,"next":1683,"prev":1681,"to":420,"twin":1707,"wire_ref":null},{"edge":836,"face":420,"from":420,"geometry_use":{"pcurve":1683,"periodic_lift":[0,0],"sense":"Reverse"},"id":1683,"loop_ref":420,"next":1680,"prev":1682,"to":412,"twin":1668,"wire_ref":null},{"edge":844,"face":421,"from":420,"geometry_use":{"pcurve":1684,"periodic_lift":[0,0],"sense":"Forward"},"id":1684,"loop_ref":421,"next":1685,"prev":1687,"to":424,"twin":1698,"wire_ref":null},{"edge":845,"face":421,"from":424,"geometry_use":{"pcurve":1685,"periodic_lift":[0,0],"sense":"Reverse"},"id":1685,"loop_ref":421,"next":1686,"prev":1684,"to":425,"twin":1719,"wire_ref":null},{"edge":846,"face":421,"from":425,"geometry_use":{"pcurve":1686,"periodic_lift":[0,0],"sense":"Reverse"},"id":1686,"loop_ref":421,"next":1687,"prev":1685,"to":421,"twin":1695,"wire_ref":null},{"edge":837,"face":421,"from":421,"geometry_use":{"pcurve":1687,"periodic_lift":[0,0],"sense":"Forward"},"id":1687,"loop_ref":421,"next":1684,"prev":1686,"to":420,"twin":1669,"wire_ref":null},{"edge":847,"face":422,"from":422,"geometry_use":{"pcurve":1688,"periodic_lift":[0,0],"sense":"Forward"},"id":1688,"loop_ref":422,"next":1689,"prev":1691,"to":426,"twin":1693,"wire_ref":null},{"edge":848,"face":422,"from":426,"geometry_use":{"pcurve":1689,"periodic_lift":[0,0],"sense":"Forward"},"id":1689,"loop_ref":422,"next":1690,"prev":1688,"to":427,"twin":1723,"wire_ref":null},{"edge":849,"face":422,"from":427,"geometry_use":{"pcurve":1690,"periodic_lift":[0,0],"sense":"Reverse"},"id":1690,"loop_ref":422,"next":1691,"prev":1689,"to":423,"twin":1700,"wire_ref":null},{"edge":840,"face":422,"from":423,"geometry_use":{"pcurve":1691,"periodic_lift":[0,0],"sense":"Reverse"},"id":1691,"loop_ref":422,"next":1688,"prev":1690,"to":422,"twin":1673,"wire_ref":null},{"edge":850,"face":423,"from":425,"geometry_use":{"pcurve":1692,"periodic_lift":[0,0],"sense":"Forward"},"id":1692,"loop_ref":423,"next":1693,"prev":1695,"to":426,"twin":1726,"wire_ref":null},{"edge":847,"face":423,"from":426,"geometry_use":{"pcurve":1693,"periodic_lift":[0,0],"sense":"Reverse"},"id":1693,"loop_ref":423,"next":1694,"prev":1692,"to":422,"twin":1688,"wire_ref":null},{"edge":842,"face":423,"from":422,"geometry_use":{"pcurve":1694,"periodic_lift":[0,0],"sense":"Reverse"},"id":1694,"loop_ref":423,"next":1695,"prev":1693,"to":421,"twin":1676,"wire_ref":null},{"edge":846,"face":423,"from":421,"geometry_use":{"pcurve":1695,"periodic_lift":[0,0],"sense":"Forward"},"id":1695,"loop_ref":423,"next":1692,"prev":1694,"to":425,"twin":1686,"wire_ref":null},{"edge":851,"face":424,"from":428,"geometry_use":{"pcurve":1696,"periodic_lift":[0,0],"sense":"Forward"},"id":1696,"loop_ref":424,"next":1697,"prev":1699,"to":429,"twin":1715,"wire_ref":null},{"edge":852,"face":424,"from":429,"geometry_use":{"pcurve":1697,"periodic_lift":[0,0],"sense":"Reverse"},"id":1697,"loop_ref":424,"next":1698,"prev":1696,"to":424,"twin":1708,"wire_ref":null},{"edge":844,"face":424,"from":424,"geometry_use":{"pcurve":1698,"periodic_lift":[0,0],"sense":"Reverse"},"id":1698,"loop_ref":424,"next":1699,"prev":1697,"to":420,"twin":1684,"wire_ref":null},{"edge":853,"face":424,"from":420,"geometry_use":{"pcurve":1699,"periodic_lift":[0,0],"sense":"Forward"},"id":1699,"loop_ref":424,"next":1696,"prev":1698,"to":428,"twin":1706,"wire_ref":null},{"edge":849,"face":425,"from":423,"geometry_use":{"pcurve":1700,"periodic_lift":[0,0],"sense":"Forward"},"id":1700,"loop_ref":425,"next":1701,"prev":1703,"to":427,"twin":1690,"wire_ref":null},{"edge":854,"face":425,"from":427,"geometry_use":{"pcurve":1701,"periodic_lift":[0,0],"sense":"Forward"},"id":1701,"loop_ref":425,"next":1702,"prev":1700,"to":430,"twin":1710,"wire_ref":null},{"edge":855,"face":425,"from":430,"geometry_use":{"pcurve":1702,"periodic_lift":[0,0],"sense":"Reverse"},"id":1702,"loop_ref":425,"next":1703,"prev":1701,"to":431,"twin":1713,"wire_ref":null},{"edge":856,"face":425,"from":431,"geometry_use":{"pcurve":1703,"periodic_lift":[0,0],"sense":"Reverse"},"id":1703,"loop_ref":425,"next":1700,"prev":1702,"to":423,"twin":1704,"wire_ref":null},{"edge":856,"face":426,"from":423,"geometry_use":{"pcurve":1704,"periodic_lift":[0,0],"sense":"Forward"},"id":1704,"loop_ref":426,"next":1705,"prev":1707,"to":431,"twin":1703,"wire_ref":null},{"edge":857,"face":426,"from":431,"geometry_use":{"pcurve":1705,"periodic_lift":[0,0],"sense":"Reverse"},"id":1705,"loop_ref":426,"next":1706,"prev":1704,"to":428,"twin":1712,"wire_ref":null},{"edge":853,"face":426,"from":428,"geometry_use":{"pcurve":1706,"periodic_lift":[0,0],"sense":"Reverse"},"id":1706,"loop_ref":426,"next":1707,"prev":1705,"to":420,"twin":1699,"wire_ref":null},{"edge":843,"face":426,"from":420,"geometry_use":{"pcurve":1707,"periodic_lift":[0,0],"sense":"Forward"},"id":1707,"loop_ref":426,"next":1704,"prev":1706,"to":423,"twin":1682,"wire_ref":null},{"edge":852,"face":427,"from":424,"geometry_use":{"pcurve":1708,"periodic_lift":[0,0],"sense":"Forward"},"id":1708,"loop_ref":427,"next":1709,"prev":1711,"to":429,"twin":1697,"wire_ref":null},{"edge":858,"face":427,"from":429,"geometry_use":{"pcurve":1709,"periodic_lift":[0,0],"sense":"Forward"},"id":1709,"loop_ref":427,"next":1710,"prev":1708,"to":430,"twin":1714,"wire_ref":null},{"edge":854,"face":427,"from":430,"geometry_use":{"pcurve":1710,"periodic_lift":[0,0],"sense":"Reverse"},"id":1710,"loop_ref":427,"next":1711,"prev":1709,"to":427,"twin":1701,"wire_ref":null},{"edge":859,"face":427,"from":427,"geometry_use":{"pcurve":1711,"periodic_lift":[0,0],"sense":"Reverse"},"id":1711,"loop_ref":427,"next":1708,"prev":1710,"to":424,"twin":1728,"wire_ref":null},{"edge":857,"face":428,"from":428,"geometry_use":{"pcurve":1712,"periodic_lift":[0,0],"sense":"Forward"},"id":1712,"loop_ref":428,"next":1713,"prev":1715,"to":431,"twin":1705,"wire_ref":null},{"edge":855,"face":428,"from":431,"geometry_use":{"pcurve":1713,"periodic_lift":[0,0],"sense":"Forward"},"id":1713,"loop_ref":428,"next":1714,"prev":1712,"to":430,"twin":1702,"wire_ref":null},{"edge":858,"face":428,"from":430,"geometry_use":{"pcurve":1714,"periodic_lift":[0,0],"sense":"Reverse"},"id":1714,"loop_ref":428,"next":1715,"prev":1713,"to":429,"twin":1709,"wire_ref":null},{"edge":851,"face":428,"from":429,"geometry_use":{"pcurve":1715,"periodic_lift":[0,0],"sense":"Reverse"},"id":1715,"loop_ref":428,"next":1712,"prev":1714,"to":428,"twin":1696,"wire_ref":null},{"edge":860,"face":429,"from":424,"geometry_use":{"pcurve":1716,"periodic_lift":[0,0],"sense":"Forward"},"id":1716,"loop_ref":429,"next":1717,"prev":1719,"to":432,"twin":1731,"wire_ref":null},{"edge":861,"face":429,"from":432,"geometry_use":{"pcurve":1717,"periodic_lift":[0,0],"sense":"Reverse"},"id":1717,"loop_ref":429,"next":1718,"prev":1716,"to":433,"twin":1735,"wire_ref":null},{"edge":862,"face":429,"from":433,"geometry_use":{"pcurve":1718,"periodic_lift":[0,0],"sense":"Reverse"},"id":1718,"loop_ref":429,"next":1719,"prev":1717,"to":425,"twin":1727,"wire_ref":null},{"edge":845,"face":429,"from":425,"geometry_use":{"pcurve":1719,"periodic_lift":[0,0],"sense":"Forward"},"id":1719,"loop_ref":429,"next":1716,"prev":1718,"to":424,"twin":1685,"wire_ref":null},{"edge":863,"face":430,"from":426,"geometry_use":{"pcurve":1720,"periodic_lift":[0,0],"sense":"Forward"},"id":1720,"loop_ref":430,"next":1721,"prev":1723,"to":434,"twin":1725,"wire_ref":null},{"edge":864,"face":430,"from":434,"geometry_use":{"pcurve":1721,"periodic_lift":[0,0],"sense":"Forward"},"id":1721,"loop_ref":430,"next":1722,"prev":1720,"to":435,"twin":1739,"wire_ref":null},{"edge":865,"face":430,"from":435,"geometry_use":{"pcurve":1722,"periodic_lift":[0,0],"sense":"Reverse"},"id":1722,"loop_ref":430,"next":1723,"prev":1721,"to":427,"twin":1729,"wire_ref":null},{"edge":848,"face":430,"from":427,"geometry_use":{"pcurve":1723,"periodic_lift":[0,0],"sense":"Reverse"},"id":1723,"loop_ref":430,"next":1720,"prev":1722,"to":426,"twin":1689,"wire_ref":null},{"edge":866,"face":431,"from":433,"geometry_use":{"pcurve":1724,"periodic_lift":[0,0],"sense":"Forward"},"id":1724,"loop_ref":431,"next":1725,"prev":1727,"to":434,"twin":1742,"wire_ref":null},{"edge":863,"face":431,"from":434,"geometry_use":{"pcurve":1725,"periodic_lift":[0,0],"sense":"Reverse"},"id":1725,"loop_ref":431,"next":1726,"prev":1724,"to":426,"twin":1720,"wire_ref":null},{"edge":850,"face":431,"from":426,"geometry_use":{"pcurve":1726,"periodic_lift":[0,0],"sense":"Reverse"},"id":1726,"loop_ref":431,"next":1727,"prev":1725,"to":425,"twin":1692,"wire_ref":null},{"edge":862,"face":431,"from":425,"geometry_use":{"pcurve":1727,"periodic_lift":[0,0],"sense":"Forward"},"id":1727,"loop_ref":431,"next":1724,"prev":1726,"to":433,"twin":1718,"wire_ref":null},{"edge":859,"face":432,"from":424,"geometry_use":{"pcurve":1728,"periodic_lift":[0,0],"sense":"Forward"},"id":1728,"loop_ref":432,"next":1729,"prev":1731,"to":427,"twin":1711,"wire_ref":null},{"edge":865,"face":432,"from":427,"geometry_use":{"pcurve":1729,"periodic_lift":[0,0],"sense":"Forward"},"id":1729,"loop_ref":432,"next":1730,"prev":1728,"to":435,"twin":1722,"wire_ref":null},{"edge":867,"face":432,"from":435,"geometry_use":{"pcurve":1730,"periodic_lift":[0,0],"sense":"Reverse"},"id":1730,"loop_ref":432,"next":1731,"prev":1729,"to":432,"twin":1755,"wire_ref":null},{"edge":860,"face":432,"from":432,"geometry_use":{"pcurve":1731,"periodic_lift":[0,0],"sense":"Reverse"},"id":1731,"loop_ref":432,"next":1728,"prev":1730,"to":424,"twin":1716,"wire_ref":null},{"edge":868,"face":433,"from":432,"geometry_use":{"pcurve":1732,"periodic_lift":[0,0],"sense":"Forward"},"id":1732,"loop_ref":433,"next":1733,"prev":1735,"to":436,"twin":1746,"wire_ref":null},{"edge":869,"face":433,"from":436,"geometry_use":{"pcurve":1733,"periodic_lift":[0,0],"sense":"Reverse"},"id":1733,"loop_ref":433,"next":1734,"prev":1732,"to":437,"twin":1767,"wire_ref":null},{"edge":870,"face":433,"from":437,"geometry_use":{"pcurve":1734,"periodic_lift":[0,0],"sense":"Reverse"},"id":1734,"loop_ref":433,"next":1735,"prev":1733,"to":433,"twin":1743,"wire_ref":null},{"edge":861,"face":433,"from":433,"geometry_use":{"pcurve":1735,"periodic_lift":[0,0],"sense":"Forward"},"id":1735,"loop_ref":433,"next":1732,"prev":1734,"to":432,"twin":1717,"wire_ref":null},{"edge":871,"face":434,"from":434,"geometry_use":{"pcurve":1736,"periodic_lift":[0,0],"sense":"Forward"},"id":1736,"loop_ref":434,"next":1737,"prev":1739,"to":438,"twin":1741,"wire_ref":null},{"edge":872,"face":434,"from":438,"geometry_use":{"pcurve":1737,"periodic_lift":[0,0],"sense":"Forward"},"id":1737,"loop_ref":434,"next":1738,"prev":1736,"to":439,"twin":1771,"wire_ref":null},{"edge":873,"face":434,"from":439,"geometry_use":{"pcurve":1738,"periodic_lift":[0,0],"sense":"Reverse"},"id":1738,"loop_ref":434,"next":1739,"prev":1737,"to":435,"twin":1748,"wire_ref":null},{"edge":864,"face":434,"from":435,"geometry_use":{"pcurve":1739,"periodic_lift":[0,0],"sense":"Reverse"},"id":1739,"loop_ref":434,"next":1736,"prev":1738,"to":434,"twin":1721,"wire_ref":null},{"edge":874,"face":435,"from":437,"geometry_use":{"pcurve":1740,"periodic_lift":[0,0],"sense":"Forward"},"id":1740,"loop_ref":435,"next":1741,"prev":1743,"to":438,"twin":1774,"wire_ref":null},{"edge":871,"face":435,"from":438,"geometry_use":{"pcurve":1741,"periodic_lift":[0,0],"sense":"Reverse"},"id":1741,"loop_ref":435,"next":1742,"prev":1740,"to":434,"twin":1736,"wire_ref":null},{"edge":866,"face":435,"from":434,"geometry_use":{"pcurve":1742,"periodic_lift":[0,0],"sense":"Reverse"},"id":1742,"loop_ref":435,"next":1743,"prev":1741,"to":433,"twin":1724,"wire_ref":null},{"edge":870,"face":435,"from":433,"geometry_use":{"pcurve":1743,"periodic_lift":[0,0],"sense":"Forward"},"id":1743,"loop_ref":435,"next":1740,"prev":1742,"to":437,"twin":1734,"wire_ref":null},{"edge":875,"face":436,"from":440,"geometry_use":{"pcurve":1744,"periodic_lift":[0,0],"sense":"Forward"},"id":1744,"loop_ref":436,"next":1745,"prev":1747,"to":441,"twin":1763,"wire_ref":null},{"edge":876,"face":436,"from":441,"geometry_use":{"pcurve":1745,"periodic_lift":[0,0],"sense":"Reverse"},"id":1745,"loop_ref":436,"next":1746,"prev":1744,"to":436,"twin":1756,"wire_ref":null},{"edge":868,"face":436,"from":436,"geometry_use":{"pcurve":1746,"periodic_lift":[0,0],"sense":"Reverse"},"id":1746,"loop_ref":436,"next":1747,"prev":1745,"to":432,"twin":1732,"wire_ref":null},{"edge":877,"face":436,"from":432,"geometry_use":{"pcurve":1747,"periodic_lift":[0,0],"sense":"Forward"},"id":1747,"loop_ref":436,"next":1744,"prev":1746,"to":440,"twin":1754,"wire_ref":null},{"edge":873,"face":437,"from":435,"geometry_use":{"pcurve":1748,"periodic_lift":[0,0],"sense":"Forward"},"id":1748,"loop_ref":437,"next":1749,"prev":1751,"to":439,"twin":1738,"wire_ref":null},{"edge":878,"face":437,"from":439,"geometry_use":{"pcurve":1749,"periodic_lift":[0,0],"sense":"Forward"},"id":1749,"loop_ref":437,"next":1750,"prev":1748,"to":442,"twin":1758,"wire_ref":null},{"edge":879,"face":437,"from":442,"geometry_use":{"pcurve":1750,"periodic_lift":[0,0],"sense":"Reverse"},"id":1750,"loop_ref":437,"next":1751,"prev":1749,"to":443,"twin":1761,"wire_ref":null},{"edge":880,"face":437,"from":443,"geometry_use":{"pcurve":1751,"periodic_lift":[0,0],"sense":"Reverse"},"id":1751,"loop_ref":437,"next":1748,"prev":1750,"to":435,"twin":1752,"wire_ref":null},{"edge":880,"face":438,"from":435,"geometry_use":{"pcurve":1752,"periodic_lift":[0,0],"sense":"Forward"},"id":1752,"loop_ref":438,"next":1753,"prev":1755,"to":443,"twin":1751,"wire_ref":null},{"edge":881,"face":438,"from":443,"geometry_use":{"pcurve":1753,"periodic_lift":[0,0],"sense":"Reverse"},"id":1753,"loop_ref":438,"next":1754,"prev":1752,"to":440,"twin":1760,"wire_ref":null},{"edge":877,"face":438,"from":440,"geometry_use":{"pcurve":1754,"periodic_lift":[0,0],"sense":"Reverse"},"id":1754,"loop_ref":438,"next":1755,"prev":1753,"to":432,"twin":1747,"wire_ref":null},{"edge":867,"face":438,"from":432,"geometry_use":{"pcurve":1755,"periodic_lift":[0,0],"sense":"Forward"},"id":1755,"loop_ref":438,"next":1752,"prev":1754,"to":435,"twin":1730,"wire_ref":null},{"edge":876,"face":439,"from":436,"geometry_use":{"pcurve":1756,"periodic_lift":[0,0],"sense":"Forward"},"id":1756,"loop_ref":439,"next":1757,"prev":1759,"to":441,"twin":1745,"wire_ref":null},{"edge":882,"face":439,"from":441,"geometry_use":{"pcurve":1757,"periodic_lift":[0,0],"sense":"Forward"},"id":1757,"loop_ref":439,"next":1758,"prev":1756,"to":442,"twin":1762,"wire_ref":null},{"edge":878,"face":439,"from":442,"geometry_use":{"pcurve":1758,"periodic_lift":[0,0],"sense":"Reverse"},"id":1758,"loop_ref":439,"next":1759,"prev":1757,"to":439,"twin":1749,"wire_ref":null},{"edge":883,"face":439,"from":439,"geometry_use":{"pcurve":1759,"periodic_lift":[0,0],"sense":"Reverse"},"id":1759,"loop_ref":439,"next":1756,"prev":1758,"to":436,"twin":1776,"wire_ref":null},{"edge":881,"face":440,"from":440,"geometry_use":{"pcurve":1760,"periodic_lift":[0,0],"sense":"Forward"},"id":1760,"loop_ref":440,"next":1761,"prev":1763,"to":443,"twin":1753,"wire_ref":null},{"edge":879,"face":440,"from":443,"geometry_use":{"pcurve":1761,"periodic_lift":[0,0],"sense":"Forward"},"id":1761,"loop_ref":440,"next":1762,"prev":1760,"to":442,"twin":1750,"wire_ref":null},{"edge":882,"face":440,"from":442,"geometry_use":{"pcurve":1762,"periodic_lift":[0,0],"sense":"Reverse"},"id":1762,"loop_ref":440,"next":1763,"prev":1761,"to":441,"twin":1757,"wire_ref":null},{"edge":875,"face":440,"from":441,"geometry_use":{"pcurve":1763,"periodic_lift":[0,0],"sense":"Reverse"},"id":1763,"loop_ref":440,"next":1760,"prev":1762,"to":440,"twin":1744,"wire_ref":null},{"edge":884,"face":441,"from":436,"geometry_use":{"pcurve":1764,"periodic_lift":[0,0],"sense":"Forward"},"id":1764,"loop_ref":441,"next":1765,"prev":1767,"to":444,"twin":1779,"wire_ref":null},{"edge":885,"face":441,"from":444,"geometry_use":{"pcurve":1765,"periodic_lift":[0,0],"sense":"Reverse"},"id":1765,"loop_ref":441,"next":1766,"prev":1764,"to":445,"twin":1783,"wire_ref":null},{"edge":886,"face":441,"from":445,"geometry_use":{"pcurve":1766,"periodic_lift":[0,0],"sense":"Reverse"},"id":1766,"loop_ref":441,"next":1767,"prev":1765,"to":437,"twin":1775,"wire_ref":null},{"edge":869,"face":441,"from":437,"geometry_use":{"pcurve":1767,"periodic_lift":[0,0],"sense":"Forward"},"id":1767,"loop_ref":441,"next":1764,"prev":1766,"to":436,"twin":1733,"wire_ref":null},{"edge":887,"face":442,"from":438,"geometry_use":{"pcurve":1768,"periodic_lift":[0,0],"sense":"Forward"},"id":1768,"loop_ref":442,"next":1769,"prev":1771,"to":446,"twin":1773,"wire_ref":null},{"edge":888,"face":442,"from":446,"geometry_use":{"pcurve":1769,"periodic_lift":[0,0],"sense":"Forward"},"id":1769,"loop_ref":442,"next":1770,"prev":1768,"to":447,"twin":1787,"wire_ref":null},{"edge":889,"face":442,"from":447,"geometry_use":{"pcurve":1770,"periodic_lift":[0,0],"sense":"Reverse"},"id":1770,"loop_ref":442,"next":1771,"prev":1769,"to":439,"twin":1777,"wire_ref":null},{"edge":872,"face":442,"from":439,"geometry_use":{"pcurve":1771,"periodic_lift":[0,0],"sense":"Reverse"},"id":1771,"loop_ref":442,"next":1768,"prev":1770,"to":438,"twin":1737,"wire_ref":null},{"edge":890,"face":443,"from":445,"geometry_use":{"pcurve":1772,"periodic_lift":[0,0],"sense":"Forward"},"id":1772,"loop_ref":443,"next":1773,"prev":1775,"to":446,"twin":1790,"wire_ref":null},{"edge":887,"face":443,"from":446,"geometry_use":{"pcurve":1773,"periodic_lift":[0,0],"sense":"Reverse"},"id":1773,"loop_ref":443,"next":1774,"prev":1772,"to":438,"twin":1768,"wire_ref":null},{"edge":874,"face":443,"from":438,"geometry_use":{"pcurve":1774,"periodic_lift":[0,0],"sense":"Reverse"},"id":1774,"loop_ref":443,"next":1775,"prev":1773,"to":437,"twin":1740,"wire_ref":null},{"edge":886,"face":443,"from":437,"geometry_use":{"pcurve":1775,"periodic_lift":[0,0],"sense":"Forward"},"id":1775,"loop_ref":443,"next":1772,"prev":1774,"to":445,"twin":1766,"wire_ref":null},{"edge":883,"face":444,"from":436,"geometry_use":{"pcurve":1776,"periodic_lift":[0,0],"sense":"Forward"},"id":1776,"loop_ref":444,"next":1777,"prev":1779,"to":439,"twin":1759,"wire_ref":null},{"edge":889,"face":444,"from":439,"geometry_use":{"pcurve":1777,"periodic_lift":[0,0],"sense":"Forward"},"id":1777,"loop_ref":444,"next":1778,"prev":1776,"to":447,"twin":1770,"wire_ref":null},{"edge":891,"face":444,"from":447,"geometry_use":{"pcurve":1778,"periodic_lift":[0,0],"sense":"Reverse"},"id":1778,"loop_ref":444,"next":1779,"prev":1777,"to":444,"twin":1803,"wire_ref":null},{"edge":884,"face":444,"from":444,"geometry_use":{"pcurve":1779,"periodic_lift":[0,0],"sense":"Reverse"},"id":1779,"loop_ref":444,"next":1776,"prev":1778,"to":436,"twin":1764,"wire_ref":null},{"edge":892,"face":445,"from":444,"geometry_use":{"pcurve":1780,"periodic_lift":[0,0],"sense":"Forward"},"id":1780,"loop_ref":445,"next":1781,"prev":1783,"to":448,"twin":1794,"wire_ref":null},{"edge":893,"face":445,"from":448,"geometry_use":{"pcurve":1781,"periodic_lift":[0,0],"sense":"Reverse"},"id":1781,"loop_ref":445,"next":1782,"prev":1780,"to":449,"twin":1815,"wire_ref":null},{"edge":894,"face":445,"from":449,"geometry_use":{"pcurve":1782,"periodic_lift":[0,0],"sense":"Reverse"},"id":1782,"loop_ref":445,"next":1783,"prev":1781,"to":445,"twin":1791,"wire_ref":null},{"edge":885,"face":445,"from":445,"geometry_use":{"pcurve":1783,"periodic_lift":[0,0],"sense":"Forward"},"id":1783,"loop_ref":445,"next":1780,"prev":1782,"to":444,"twin":1765,"wire_ref":null},{"edge":895,"face":446,"from":446,"geometry_use":{"pcurve":1784,"periodic_lift":[0,0],"sense":"Forward"},"id":1784,"loop_ref":446,"next":1785,"prev":1787,"to":450,"twin":1789,"wire_ref":null},{"edge":896,"face":446,"from":450,"geometry_use":{"pcurve":1785,"periodic_lift":[0,0],"sense":"Forward"},"id":1785,"loop_ref":446,"next":1786,"prev":1784,"to":451,"twin":1819,"wire_ref":null},{"edge":897,"face":446,"from":451,"geometry_use":{"pcurve":1786,"periodic_lift":[0,0],"sense":"Reverse"},"id":1786,"loop_ref":446,"next":1787,"prev":1785,"to":447,"twin":1796,"wire_ref":null},{"edge":888,"face":446,"from":447,"geometry_use":{"pcurve":1787,"periodic_lift":[0,0],"sense":"Reverse"},"id":1787,"loop_ref":446,"next":1784,"prev":1786,"to":446,"twin":1769,"wire_ref":null},{"edge":898,"face":447,"from":449,"geometry_use":{"pcurve":1788,"periodic_lift":[0,0],"sense":"Forward"},"id":1788,"loop_ref":447,"next":1789,"prev":1791,"to":450,"twin":1822,"wire_ref":null},{"edge":895,"face":447,"from":450,"geometry_use":{"pcurve":1789,"periodic_lift":[0,0],"sense":"Reverse"},"id":1789,"loop_ref":447,"next":1790,"prev":1788,"to":446,"twin":1784,"wire_ref":null},{"edge":890,"face":447,"from":446,"geometry_use":{"pcurve":1790,"periodic_lift":[0,0],"sense":"Reverse"},"id":1790,"loop_ref":447,"next":1791,"prev":1789,"to":445,"twin":1772,"wire_ref":null},{"edge":894,"face":447,"from":445,"geometry_use":{"pcurve":1791,"periodic_lift":[0,0],"sense":"Forward"},"id":1791,"loop_ref":447,"next":1788,"prev":1790,"to":449,"twin":1782,"wire_ref":null},{"edge":899,"face":448,"from":452,"geometry_use":{"pcurve":1792,"periodic_lift":[0,0],"sense":"Forward"},"id":1792,"loop_ref":448,"next":1793,"prev":1795,"to":453,"twin":1811,"wire_ref":null},{"edge":900,"face":448,"from":453,"geometry_use":{"pcurve":1793,"periodic_lift":[0,0],"sense":"Reverse"},"id":1793,"loop_ref":448,"next":1794,"prev":1792,"to":448,"twin":1804,"wire_ref":null},{"edge":892,"face":448,"from":448,"geometry_use":{"pcurve":1794,"periodic_lift":[0,0],"sense":"Reverse"},"id":1794,"loop_ref":448,"next":1795,"prev":1793,"to":444,"twin":1780,"wire_ref":null},{"edge":901,"face":448,"from":444,"geometry_use":{"pcurve":1795,"periodic_lift":[0,0],"sense":"Forward"},"id":1795,"loop_ref":448,"next":1792,"prev":1794,"to":452,"twin":1802,"wire_ref":null},{"edge":897,"face":449,"from":447,"geometry_use":{"pcurve":1796,"periodic_lift":[0,0],"sense":"Forward"},"id":1796,"loop_ref":449,"next":1797,"prev":1799,"to":451,"twin":1786,"wire_ref":null},{"edge":902,"face":449,"from":451,"geometry_use":{"pcurve":1797,"periodic_lift":[0,0],"sense":"Forward"},"id":1797,"loop_ref":449,"next":1798,"prev":1796,"to":454,"twin":1806,"wire_ref":null},{"edge":903,"face":449,"from":454,"geometry_use":{"pcurve":1798,"periodic_lift":[0,0],"sense":"Reverse"},"id":1798,"loop_ref":449,"next":1799,"prev":1797,"to":455,"twin":1809,"wire_ref":null},{"edge":904,"face":449,"from":455,"geometry_use":{"pcurve":1799,"periodic_lift":[0,0],"sense":"Reverse"},"id":1799,"loop_ref":449,"next":1796,"prev":1798,"to":447,"twin":1800,"wire_ref":null},{"edge":904,"face":450,"from":447,"geometry_use":{"pcurve":1800,"periodic_lift":[0,0],"sense":"Forward"},"id":1800,"loop_ref":450,"next":1801,"prev":1803,"to":455,"twin":1799,"wire_ref":null},{"edge":905,"face":450,"from":455,"geometry_use":{"pcurve":1801,"periodic_lift":[0,0],"sense":"Reverse"},"id":1801,"loop_ref":450,"next":1802,"prev":1800,"to":452,"twin":1808,"wire_ref":null},{"edge":901,"face":450,"from":452,"geometry_use":{"pcurve":1802,"periodic_lift":[0,0],"sense":"Reverse"},"id":1802,"loop_ref":450,"next":1803,"prev":1801,"to":444,"twin":1795,"wire_ref":null},{"edge":891,"face":450,"from":444,"geometry_use":{"pcurve":1803,"periodic_lift":[0,0],"sense":"Forward"},"id":1803,"loop_ref":450,"next":1800,"prev":1802,"to":447,"twin":1778,"wire_ref":null},{"edge":900,"face":451,"from":448,"geometry_use":{"pcurve":1804,"periodic_lift":[0,0],"sense":"Forward"},"id":1804,"loop_ref":451,"next":1805,"prev":1807,"to":453,"twin":1793,"wire_ref":null},{"edge":906,"face":451,"from":453,"geometry_use":{"pcurve":1805,"periodic_lift":[0,0],"sense":"Forward"},"id":1805,"loop_ref":451,"next":1806,"prev":1804,"to":454,"twin":1810,"wire_ref":null},{"edge":902,"face":451,"from":454,"geometry_use":{"pcurve":1806,"periodic_lift":[0,0],"sense":"Reverse"},"id":1806,"loop_ref":451,"next":1807,"prev":1805,"to":451,"twin":1797,"wire_ref":null},{"edge":907,"face":451,"from":451,"geometry_use":{"pcurve":1807,"periodic_lift":[0,0],"sense":"Reverse"},"id":1807,"loop_ref":451,"next":1804,"prev":1806,"to":448,"twin":1824,"wire_ref":null},{"edge":905,"face":452,"from":452,"geometry_use":{"pcurve":1808,"periodic_lift":[0,0],"sense":"Forward"},"id":1808,"loop_ref":452,"next":1809,"prev":1811,"to":455,"twin":1801,"wire_ref":null},{"edge":903,"face":452,"from":455,"geometry_use":{"pcurve":1809,"periodic_lift":[0,0],"sense":"Forward"},"id":1809,"loop_ref":452,"next":1810,"prev":1808,"to":454,"twin":1798,"wire_ref":null},{"edge":906,"face":452,"from":454,"geometry_use":{"pcurve":1810,"periodic_lift":[0,0],"sense":"Reverse"},"id":1810,"loop_ref":452,"next":1811,"prev":1809,"to":453,"twin":1805,"wire_ref":null},{"edge":899,"face":452,"from":453,"geometry_use":{"pcurve":1811,"periodic_lift":[0,0],"sense":"Reverse"},"id":1811,"loop_ref":452,"next":1808,"prev":1810,"to":452,"twin":1792,"wire_ref":null},{"edge":908,"face":453,"from":448,"geometry_use":{"pcurve":1812,"periodic_lift":[0,0],"sense":"Forward"},"id":1812,"loop_ref":453,"next":1813,"prev":1815,"to":456,"twin":1827,"wire_ref":null},{"edge":909,"face":453,"from":456,"geometry_use":{"pcurve":1813,"periodic_lift":[0,0],"sense":"Reverse"},"id":1813,"loop_ref":453,"next":1814,"prev":1812,"to":457,"twin":1831,"wire_ref":null},{"edge":910,"face":453,"from":457,"geometry_use":{"pcurve":1814,"periodic_lift":[0,0],"sense":"Reverse"},"id":1814,"loop_ref":453,"next":1815,"prev":1813,"to":449,"twin":1823,"wire_ref":null},{"edge":893,"face":453,"from":449,"geometry_use":{"pcurve":1815,"periodic_lift":[0,0],"sense":"Forward"},"id":1815,"loop_ref":453,"next":1812,"prev":1814,"to":448,"twin":1781,"wire_ref":null},{"edge":911,"face":454,"from":450,"geometry_use":{"pcurve":1816,"periodic_lift":[0,0],"sense":"Forward"},"id":1816,"loop_ref":454,"next":1817,"prev":1819,"to":458,"twin":1821,"wire_ref":null},{"edge":912,"face":454,"from":458,"geometry_use":{"pcurve":1817,"periodic_lift":[0,0],"sense":"Forward"},"id":1817,"loop_ref":454,"next":1818,"prev":1816,"to":459,"twin":1835,"wire_ref":null},{"edge":913,"face":454,"from":459,"geometry_use":{"pcurve":1818,"periodic_lift":[0,0],"sense":"Reverse"},"id":1818,"loop_ref":454,"next":1819,"prev":1817,"to":451,"twin":1825,"wire_ref":null},{"edge":896,"face":454,"from":451,"geometry_use":{"pcurve":1819,"periodic_lift":[0,0],"sense":"Reverse"},"id":1819,"loop_ref":454,"next":1816,"prev":1818,"to":450,"twin":1785,"wire_ref":null},{"edge":914,"face":455,"from":457,"geometry_use":{"pcurve":1820,"periodic_lift":[0,0],"sense":"Forward"},"id":1820,"loop_ref":455,"next":1821,"prev":1823,"to":458,"twin":1838,"wire_ref":null},{"edge":911,"face":455,"from":458,"geometry_use":{"pcurve":1821,"periodic_lift":[0,0],"sense":"Reverse"},"id":1821,"loop_ref":455,"next":1822,"prev":1820,"to":450,"twin":1816,"wire_ref":null},{"edge":898,"face":455,"from":450,"geometry_use":{"pcurve":1822,"periodic_lift":[0,0],"sense":"Reverse"},"id":1822,"loop_ref":455,"next":1823,"prev":1821,"to":449,"twin":1788,"wire_ref":null},{"edge":910,"face":455,"from":449,"geometry_use":{"pcurve":1823,"periodic_lift":[0,0],"sense":"Forward"},"id":1823,"loop_ref":455,"next":1820,"prev":1822,"to":457,"twin":1814,"wire_ref":null},{"edge":907,"face":456,"from":448,"geometry_use":{"pcurve":1824,"periodic_lift":[0,0],"sense":"Forward"},"id":1824,"loop_ref":456,"next":1825,"prev":1827,"to":451,"twin":1807,"wire_ref":null},{"edge":913,"face":456,"from":451,"geometry_use":{"pcurve":1825,"periodic_lift":[0,0],"sense":"Forward"},"id":1825,"loop_ref":456,"next":1826,"prev":1824,"to":459,"twin":1818,"wire_ref":null},{"edge":915,"face":456,"from":459,"geometry_use":{"pcurve":1826,"periodic_lift":[0,0],"sense":"Reverse"},"id":1826,"loop_ref":456,"next":1827,"prev":1825,"to":456,"twin":1851,"wire_ref":null},{"edge":908,"face":456,"from":456,"geometry_use":{"pcurve":1827,"periodic_lift":[0,0],"sense":"Reverse"},"id":1827,"loop_ref":456,"next":1824,"prev":1826,"to":448,"twin":1812,"wire_ref":null},{"edge":916,"face":457,"from":456,"geometry_use":{"pcurve":1828,"periodic_lift":[0,0],"sense":"Forward"},"id":1828,"loop_ref":457,"next":1829,"prev":1831,"to":460,"twin":1842,"wire_ref":null},{"edge":917,"face":457,"from":460,"geometry_use":{"pcurve":1829,"periodic_lift":[0,0],"sense":"Reverse"},"id":1829,"loop_ref":457,"next":1830,"prev":1828,"to":461,"twin":1863,"wire_ref":null},{"edge":918,"face":457,"from":461,"geometry_use":{"pcurve":1830,"periodic_lift":[0,0],"sense":"Reverse"},"id":1830,"loop_ref":457,"next":1831,"prev":1829,"to":457,"twin":1839,"wire_ref":null},{"edge":909,"face":457,"from":457,"geometry_use":{"pcurve":1831,"periodic_lift":[0,0],"sense":"Forward"},"id":1831,"loop_ref":457,"next":1828,"prev":1830,"to":456,"twin":1813,"wire_ref":null},{"edge":919,"face":458,"from":458,"geometry_use":{"pcurve":1832,"periodic_lift":[0,0],"sense":"Forward"},"id":1832,"loop_ref":458,"next":1833,"prev":1835,"to":462,"twin":1837,"wire_ref":null},{"edge":920,"face":458,"from":462,"geometry_use":{"pcurve":1833,"periodic_lift":[0,0],"sense":"Forward"},"id":1833,"loop_ref":458,"next":1834,"prev":1832,"to":463,"twin":1867,"wire_ref":null},{"edge":921,"face":458,"from":463,"geometry_use":{"pcurve":1834,"periodic_lift":[0,0],"sense":"Reverse"},"id":1834,"loop_ref":458,"next":1835,"prev":1833,"to":459,"twin":1844,"wire_ref":null},{"edge":912,"face":458,"from":459,"geometry_use":{"pcurve":1835,"periodic_lift":[0,0],"sense":"Reverse"},"id":1835,"loop_ref":458,"next":1832,"prev":1834,"to":458,"twin":1817,"wire_ref":null},{"edge":922,"face":459,"from":461,"geometry_use":{"pcurve":1836,"periodic_lift":[0,0],"sense":"Forward"},"id":1836,"loop_ref":459,"next":1837,"prev":1839,"to":462,"twin":1870,"wire_ref":null},{"edge":919,"face":459,"from":462,"geometry_use":{"pcurve":1837,"periodic_lift":[0,0],"sense":"Reverse"},"id":1837,"loop_ref":459,"next":1838,"prev":1836,"to":458,"twin":1832,"wire_ref":null},{"edge":914,"face":459,"from":458,"geometry_use":{"pcurve":1838,"periodic_lift":[0,0],"sense":"Reverse"},"id":1838,"loop_ref":459,"next":1839,"prev":1837,"to":457,"twin":1820,"wire_ref":null},{"edge":918,"face":459,"from":457,"geometry_use":{"pcurve":1839,"periodic_lift":[0,0],"sense":"Forward"},"id":1839,"loop_ref":459,"next":1836,"prev":1838,"to":461,"twin":1830,"wire_ref":null},{"edge":923,"face":460,"from":464,"geometry_use":{"pcurve":1840,"periodic_lift":[0,0],"sense":"Forward"},"id":1840,"loop_ref":460,"next":1841,"prev":1843,"to":465,"twin":1859,"wire_ref":null},{"edge":924,"face":460,"from":465,"geometry_use":{"pcurve":1841,"periodic_lift":[0,0],"sense":"Reverse"},"id":1841,"loop_ref":460,"next":1842,"prev":1840,"to":460,"twin":1852,"wire_ref":null},{"edge":916,"face":460,"from":460,"geometry_use":{"pcurve":1842,"periodic_lift":[0,0],"sense":"Reverse"},"id":1842,"loop_ref":460,"next":1843,"prev":1841,"to":456,"twin":1828,"wire_ref":null},{"edge":925,"face":460,"from":456,"geometry_use":{"pcurve":1843,"periodic_lift":[0,0],"sense":"Forward"},"id":1843,"loop_ref":460,"next":1840,"prev":1842,"to":464,"twin":1850,"wire_ref":null},{"edge":921,"face":461,"from":459,"geometry_use":{"pcurve":1844,"periodic_lift":[0,0],"sense":"Forward"},"id":1844,"loop_ref":461,"next":1845,"prev":1847,"to":463,"twin":1834,"wire_ref":null},{"edge":926,"face":461,"from":463,"geometry_use":{"pcurve":1845,"periodic_lift":[0,0],"sense":"Forward"},"id":1845,"loop_ref":461,"next":1846,"prev":1844,"to":466,"twin":1854,"wire_ref":null},{"edge":927,"face":461,"from":466,"geometry_use":{"pcurve":1846,"periodic_lift":[0,0],"sense":"Reverse"},"id":1846,"loop_ref":461,"next":1847,"prev":1845,"to":467,"twin":1857,"wire_ref":null},{"edge":928,"face":461,"from":467,"geometry_use":{"pcurve":1847,"periodic_lift":[0,0],"sense":"Reverse"},"id":1847,"loop_ref":461,"next":1844,"prev":1846,"to":459,"twin":1848,"wire_ref":null},{"edge":928,"face":462,"from":459,"geometry_use":{"pcurve":1848,"periodic_lift":[0,0],"sense":"Forward"},"id":1848,"loop_ref":462,"next":1849,"prev":1851,"to":467,"twin":1847,"wire_ref":null},{"edge":929,"face":462,"from":467,"geometry_use":{"pcurve":1849,"periodic_lift":[0,0],"sense":"Reverse"},"id":1849,"loop_ref":462,"next":1850,"prev":1848,"to":464,"twin":1856,"wire_ref":null},{"edge":925,"face":462,"from":464,"geometry_use":{"pcurve":1850,"periodic_lift":[0,0],"sense":"Reverse"},"id":1850,"loop_ref":462,"next":1851,"prev":1849,"to":456,"twin":1843,"wire_ref":null},{"edge":915,"face":462,"from":456,"geometry_use":{"pcurve":1851,"periodic_lift":[0,0],"sense":"Forward"},"id":1851,"loop_ref":462,"next":1848,"prev":1850,"to":459,"twin":1826,"wire_ref":null},{"edge":924,"face":463,"from":460,"geometry_use":{"pcurve":1852,"periodic_lift":[0,0],"sense":"Forward"},"id":1852,"loop_ref":463,"next":1853,"prev":1855,"to":465,"twin":1841,"wire_ref":null},{"edge":930,"face":463,"from":465,"geometry_use":{"pcurve":1853,"periodic_lift":[0,0],"sense":"Forward"},"id":1853,"loop_ref":463,"next":1854,"prev":1852,"to":466,"twin":1858,"wire_ref":null},{"edge":926,"face":463,"from":466,"geometry_use":{"pcurve":1854,"periodic_lift":[0,0],"sense":"Reverse"},"id":1854,"loop_ref":463,"next":1855,"prev":1853,"to":463,"twin":1845,"wire_ref":null},{"edge":931,"face":463,"from":463,"geometry_use":{"pcurve":1855,"periodic_lift":[0,0],"sense":"Reverse"},"id":1855,"loop_ref":463,"next":1852,"prev":1854,"to":460,"twin":1872,"wire_ref":null},{"edge":929,"face":464,"from":464,"geometry_use":{"pcurve":1856,"periodic_lift":[0,0],"sense":"Forward"},"id":1856,"loop_ref":464,"next":1857,"prev":1859,"to":467,"twin":1849,"wire_ref":null},{"edge":927,"face":464,"from":467,"geometry_use":{"pcurve":1857,"periodic_lift":[0,0],"sense":"Forward"},"id":1857,"loop_ref":464,"next":1858,"prev":1856,"to":466,"twin":1846,"wire_ref":null},{"edge":930,"face":464,"from":466,"geometry_use":{"pcurve":1858,"periodic_lift":[0,0],"sense":"Reverse"},"id":1858,"loop_ref":464,"next":1859,"prev":1857,"to":465,"twin":1853,"wire_ref":null},{"edge":923,"face":464,"from":465,"geometry_use":{"pcurve":1859,"periodic_lift":[0,0],"sense":"Reverse"},"id":1859,"loop_ref":464,"next":1856,"prev":1858,"to":464,"twin":1840,"wire_ref":null},{"edge":932,"face":465,"from":460,"geometry_use":{"pcurve":1860,"periodic_lift":[0,0],"sense":"Forward"},"id":1860,"loop_ref":465,"next":1861,"prev":1863,"to":468,"twin":1875,"wire_ref":null},{"edge":933,"face":465,"from":468,"geometry_use":{"pcurve":1861,"periodic_lift":[0,0],"sense":"Reverse"},"id":1861,"loop_ref":465,"next":1862,"prev":1860,"to":469,"twin":1879,"wire_ref":null},{"edge":934,"face":465,"from":469,"geometry_use":{"pcurve":1862,"periodic_lift":[0,0],"sense":"Reverse"},"id":1862,"loop_ref":465,"next":1863,"prev":1861,"to":461,"twin":1871,"wire_ref":null},{"edge":917,"face":465,"from":461,"geometry_use":{"pcurve":1863,"periodic_lift":[0,0],"sense":"Forward"},"id":1863,"loop_ref":465,"next":1860,"prev":1862,"to":460,"twin":1829,"wire_ref":null},{"edge":935,"face":466,"from":462,"geometry_use":{"pcurve":1864,"periodic_lift":[0,0],"sense":"Forward"},"id":1864,"loop_ref":466,"next":1865,"prev":1867,"to":470,"twin":1869,"wire_ref":null},{"edge":936,"face":466,"from":470,"geometry_use":{"pcurve":1865,"periodic_lift":[0,0],"sense":"Forward"},"id":1865,"loop_ref":466,"next":1866,"prev":1864,"to":471,"twin":1883,"wire_ref":null},{"edge":937,"face":466,"from":471,"geometry_use":{"pcurve":1866,"periodic_lift":[0,0],"sense":"Reverse"},"id":1866,"loop_ref":466,"next":1867,"prev":1865,"to":463,"twin":1873,"wire_ref":null},{"edge":920,"face":466,"from":463,"geometry_use":{"pcurve":1867,"periodic_lift":[0,0],"sense":"Reverse"},"id":1867,"loop_ref":466,"next":1864,"prev":1866,"to":462,"twin":1833,"wire_ref":null},{"edge":938,"face":467,"from":469,"geometry_use":{"pcurve":1868,"periodic_lift":[0,0],"sense":"Forward"},"id":1868,"loop_ref":467,"next":1869,"prev":1871,"to":470,"twin":1886,"wire_ref":null},{"edge":935,"face":467,"from":470,"geometry_use":{"pcurve":1869,"periodic_lift":[0,0],"sense":"Reverse"},"id":1869,"loop_ref":467,"next":1870,"prev":1868,"to":462,"twin":1864,"wire_ref":null},{"edge":922,"face":467,"from":462,"geometry_use":{"pcurve":1870,"periodic_lift":[0,0],"sense":"Reverse"},"id":1870,"loop_ref":467,"next":1871,"prev":1869,"to":461,"twin":1836,"wire_ref":null},{"edge":934,"face":467,"from":461,"geometry_use":{"pcurve":1871,"periodic_lift":[0,0],"sense":"Forward"},"id":1871,"loop_ref":467,"next":1868,"prev":1870,"to":469,"twin":1862,"wire_ref":null},{"edge":931,"face":468,"from":460,"geometry_use":{"pcurve":1872,"periodic_lift":[0,0],"sense":"Forward"},"id":1872,"loop_ref":468,"next":1873,"prev":1875,"to":463,"twin":1855,"wire_ref":null},{"edge":937,"face":468,"from":463,"geometry_use":{"pcurve":1873,"periodic_lift":[0,0],"sense":"Forward"},"id":1873,"loop_ref":468,"next":1874,"prev":1872,"to":471,"twin":1866,"wire_ref":null},{"edge":939,"face":468,"from":471,"geometry_use":{"pcurve":1874,"periodic_lift":[0,0],"sense":"Reverse"},"id":1874,"loop_ref":468,"next":1875,"prev":1873,"to":468,"twin":1899,"wire_ref":null},{"edge":932,"face":468,"from":468,"geometry_use":{"pcurve":1875,"periodic_lift":[0,0],"sense":"Reverse"},"id":1875,"loop_ref":468,"next":1872,"prev":1874,"to":460,"twin":1860,"wire_ref":null},{"edge":940,"face":469,"from":468,"geometry_use":{"pcurve":1876,"periodic_lift":[0,0],"sense":"Forward"},"id":1876,"loop_ref":469,"next":1877,"prev":1879,"to":472,"twin":1890,"wire_ref":null},{"edge":941,"face":469,"from":472,"geometry_use":{"pcurve":1877,"periodic_lift":[0,0],"sense":"Reverse"},"id":1877,"loop_ref":469,"next":1878,"prev":1876,"to":473,"twin":1911,"wire_ref":null},{"edge":942,"face":469,"from":473,"geometry_use":{"pcurve":1878,"periodic_lift":[0,0],"sense":"Reverse"},"id":1878,"loop_ref":469,"next":1879,"prev":1877,"to":469,"twin":1887,"wire_ref":null},{"edge":933,"face":469,"from":469,"geometry_use":{"pcurve":1879,"periodic_lift":[0,0],"sense":"Forward"},"id":1879,"loop_ref":469,"next":1876,"prev":1878,"to":468,"twin":1861,"wire_ref":null},{"edge":943,"face":470,"from":470,"geometry_use":{"pcurve":1880,"periodic_lift":[0,0],"sense":"Forward"},"id":1880,"loop_ref":470,"next":1881,"prev":1883,"to":474,"twin":1885,"wire_ref":null},{"edge":944,"face":470,"from":474,"geometry_use":{"pcurve":1881,"periodic_lift":[0,0],"sense":"Forward"},"id":1881,"loop_ref":470,"next":1882,"prev":1880,"to":475,"twin":1915,"wire_ref":null},{"edge":945,"face":470,"from":475,"geometry_use":{"pcurve":1882,"periodic_lift":[0,0],"sense":"Reverse"},"id":1882,"loop_ref":470,"next":1883,"prev":1881,"to":471,"twin":1892,"wire_ref":null},{"edge":936,"face":470,"from":471,"geometry_use":{"pcurve":1883,"periodic_lift":[0,0],"sense":"Reverse"},"id":1883,"loop_ref":470,"next":1880,"prev":1882,"to":470,"twin":1865,"wire_ref":null},{"edge":946,"face":471,"from":473,"geometry_use":{"pcurve":1884,"periodic_lift":[0,0],"sense":"Forward"},"id":1884,"loop_ref":471,"next":1885,"prev":1887,"to":474,"twin":1918,"wire_ref":null},{"edge":943,"face":471,"from":474,"geometry_use":{"pcurve":1885,"periodic_lift":[0,0],"sense":"Reverse"},"id":1885,"loop_ref":471,"next":1886,"prev":1884,"to":470,"twin":1880,"wire_ref":null},{"edge":938,"face":471,"from":470,"geometry_use":{"pcurve":1886,"periodic_lift":[0,0],"sense":"Reverse"},"id":1886,"loop_ref":471,"next":1887,"prev":1885,"to":469,"twin":1868,"wire_ref":null},{"edge":942,"face":471,"from":469,"geometry_use":{"pcurve":1887,"periodic_lift":[0,0],"sense":"Forward"},"id":1887,"loop_ref":471,"next":1884,"prev":1886,"to":473,"twin":1878,"wire_ref":null},{"edge":947,"face":472,"from":476,"geometry_use":{"pcurve":1888,"periodic_lift":[0,0],"sense":"Forward"},"id":1888,"loop_ref":472,"next":1889,"prev":1891,"to":477,"twin":1907,"wire_ref":null},{"edge":948,"face":472,"from":477,"geometry_use":{"pcurve":1889,"periodic_lift":[0,0],"sense":"Reverse"},"id":1889,"loop_ref":472,"next":1890,"prev":1888,"to":472,"twin":1900,"wire_ref":null},{"edge":940,"face":472,"from":472,"geometry_use":{"pcurve":1890,"periodic_lift":[0,0],"sense":"Reverse"},"id":1890,"loop_ref":472,"next":1891,"prev":1889,"to":468,"twin":1876,"wire_ref":null},{"edge":949,"face":472,"from":468,"geometry_use":{"pcurve":1891,"periodic_lift":[0,0],"sense":"Forward"},"id":1891,"loop_ref":472,"next":1888,"prev":1890,"to":476,"twin":1898,"wire_ref":null},{"edge":945,"face":473,"from":471,"geometry_use":{"pcurve":1892,"periodic_lift":[0,0],"sense":"Forward"},"id":1892,"loop_ref":473,"next":1893,"prev":1895,"to":475,"twin":1882,"wire_ref":null},{"edge":950,"face":473,"from":475,"geometry_use":{"pcurve":1893,"periodic_lift":[0,0],"sense":"Forward"},"id":1893,"loop_ref":473,"next":1894,"prev":1892,"to":478,"twin":1902,"wire_ref":null},{"edge":951,"face":473,"from":478,"geometry_use":{"pcurve":1894,"periodic_lift":[0,0],"sense":"Reverse"},"id":1894,"loop_ref":473,"next":1895,"prev":1893,"to":479,"twin":1905,"wire_ref":null},{"edge":952,"face":473,"from":479,"geometry_use":{"pcurve":1895,"periodic_lift":[0,0],"sense":"Reverse"},"id":1895,"loop_ref":473,"next":1892,"prev":1894,"to":471,"twin":1896,"wire_ref":null},{"edge":952,"face":474,"from":471,"geometry_use":{"pcurve":1896,"periodic_lift":[0,0],"sense":"Forward"},"id":1896,"loop_ref":474,"next":1897,"prev":1899,"to":479,"twin":1895,"wire_ref":null},{"edge":953,"face":474,"from":479,"geometry_use":{"pcurve":1897,"periodic_lift":[0,0],"sense":"Reverse"},"id":1897,"loop_ref":474,"next":1898,"prev":1896,"to":476,"twin":1904,"wire_ref":null},{"edge":949,"face":474,"from":476,"geometry_use":{"pcurve":1898,"periodic_lift":[0,0],"sense":"Reverse"},"id":1898,"loop_ref":474,"next":1899,"prev":1897,"to":468,"twin":1891,"wire_ref":null},{"edge":939,"face":474,"from":468,"geometry_use":{"pcurve":1899,"periodic_lift":[0,0],"sense":"Forward"},"id":1899,"loop_ref":474,"next":1896,"prev":1898,"to":471,"twin":1874,"wire_ref":null},{"edge":948,"face":475,"from":472,"geometry_use":{"pcurve":1900,"periodic_lift":[0,0],"sense":"Forward"},"id":1900,"loop_ref":475,"next":1901,"prev":1903,"to":477,"twin":1889,"wire_ref":null},{"edge":954,"face":475,"from":477,"geometry_use":{"pcurve":1901,"periodic_lift":[0,0],"sense":"Forward"},"id":1901,"loop_ref":475,"next":1902,"prev":1900,"to":478,"twin":1906,"wire_ref":null},{"edge":950,"face":475,"from":478,"geometry_use":{"pcurve":1902,"periodic_lift":[0,0],"sense":"Reverse"},"id":1902,"loop_ref":475,"next":1903,"prev":1901,"to":475,"twin":1893,"wire_ref":null},{"edge":955,"face":475,"from":475,"geometry_use":{"pcurve":1903,"periodic_lift":[0,0],"sense":"Reverse"},"id":1903,"loop_ref":475,"next":1900,"prev":1902,"to":472,"twin":1920,"wire_ref":null},{"edge":953,"face":476,"from":476,"geometry_use":{"pcurve":1904,"periodic_lift":[0,0],"sense":"Forward"},"id":1904,"loop_ref":476,"next":1905,"prev":1907,"to":479,"twin":1897,"wire_ref":null},{"edge":951,"face":476,"from":479,"geometry_use":{"pcurve":1905,"periodic_lift":[0,0],"sense":"Forward"},"id":1905,"loop_ref":476,"next":1906,"prev":1904,"to":478,"twin":1894,"wire_ref":null},{"edge":954,"face":476,"from":478,"geometry_use":{"pcurve":1906,"periodic_lift":[0,0],"sense":"Reverse"},"id":1906,"loop_ref":476,"next":1907,"prev":1905,"to":477,"twin":1901,"wire_ref":null},{"edge":947,"face":476,"from":477,"geometry_use":{"pcurve":1907,"periodic_lift":[0,0],"sense":"Reverse"},"id":1907,"loop_ref":476,"next":1904,"prev":1906,"to":476,"twin":1888,"wire_ref":null},{"edge":956,"face":477,"from":472,"geometry_use":{"pcurve":1908,"periodic_lift":[0,0],"sense":"Forward"},"id":1908,"loop_ref":477,"next":1909,"prev":1911,"to":480,"twin":1923,"wire_ref":null},{"edge":957,"face":477,"from":480,"geometry_use":{"pcurve":1909,"periodic_lift":[0,0],"sense":"Reverse"},"id":1909,"loop_ref":477,"next":1910,"prev":1908,"to":481,"twin":1927,"wire_ref":null},{"edge":958,"face":477,"from":481,"geometry_use":{"pcurve":1910,"periodic_lift":[0,0],"sense":"Reverse"},"id":1910,"loop_ref":477,"next":1911,"prev":1909,"to":473,"twin":1919,"wire_ref":null},{"edge":941,"face":477,"from":473,"geometry_use":{"pcurve":1911,"periodic_lift":[0,0],"sense":"Forward"},"id":1911,"loop_ref":477,"next":1908,"prev":1910,"to":472,"twin":1877,"wire_ref":null},{"edge":959,"face":478,"from":474,"geometry_use":{"pcurve":1912,"periodic_lift":[0,0],"sense":"Forward"},"id":1912,"loop_ref":478,"next":1913,"prev":1915,"to":482,"twin":1917,"wire_ref":null},{"edge":960,"face":478,"from":482,"geometry_use":{"pcurve":1913,"periodic_lift":[0,0],"sense":"Forward"},"id":1913,"loop_ref":478,"next":1914,"prev":1912,"to":483,"twin":1931,"wire_ref":null},{"edge":961,"face":478,"from":483,"geometry_use":{"pcurve":1914,"periodic_lift":[0,0],"sense":"Reverse"},"id":1914,"loop_ref":478,"next":1915,"prev":1913,"to":475,"twin":1921,"wire_ref":null},{"edge":944,"face":478,"from":475,"geometry_use":{"pcurve":1915,"periodic_lift":[0,0],"sense":"Reverse"},"id":1915,"loop_ref":478,"next":1912,"prev":1914,"to":474,"twin":1881,"wire_ref":null},{"edge":962,"face":479,"from":481,"geometry_use":{"pcurve":1916,"periodic_lift":[0,0],"sense":"Forward"},"id":1916,"loop_ref":479,"next":1917,"prev":1919,"to":482,"twin":1934,"wire_ref":null},{"edge":959,"face":479,"from":482,"geometry_use":{"pcurve":1917,"periodic_lift":[0,0],"sense":"Reverse"},"id":1917,"loop_ref":479,"next":1918,"prev":1916,"to":474,"twin":1912,"wire_ref":null},{"edge":946,"face":479,"from":474,"geometry_use":{"pcurve":1918,"periodic_lift":[0,0],"sense":"Reverse"},"id":1918,"loop_ref":479,"next":1919,"prev":1917,"to":473,"twin":1884,"wire_ref":null},{"edge":958,"face":479,"from":473,"geometry_use":{"pcurve":1919,"periodic_lift":[0,0],"sense":"Forward"},"id":1919,"loop_ref":479,"next":1916,"prev":1918,"to":481,"twin":1910,"wire_ref":null},{"edge":955,"face":480,"from":472,"geometry_use":{"pcurve":1920,"periodic_lift":[0,0],"sense":"Forward"},"id":1920,"loop_ref":480,"next":1921,"prev":1923,"to":475,"twin":1903,"wire_ref":null},{"edge":961,"face":480,"from":475,"geometry_use":{"pcurve":1921,"periodic_lift":[0,0],"sense":"Forward"},"id":1921,"loop_ref":480,"next":1922,"prev":1920,"to":483,"twin":1914,"wire_ref":null},{"edge":963,"face":480,"from":483,"geometry_use":{"pcurve":1922,"periodic_lift":[0,0],"sense":"Reverse"},"id":1922,"loop_ref":480,"next":1923,"prev":1921,"to":480,"twin":1947,"wire_ref":null},{"edge":956,"face":480,"from":480,"geometry_use":{"pcurve":1923,"periodic_lift":[0,0],"sense":"Reverse"},"id":1923,"loop_ref":480,"next":1920,"prev":1922,"to":472,"twin":1908,"wire_ref":null},{"edge":964,"face":481,"from":480,"geometry_use":{"pcurve":1924,"periodic_lift":[0,0],"sense":"Forward"},"id":1924,"loop_ref":481,"next":1925,"prev":1927,"to":484,"twin":1938,"wire_ref":null},{"edge":965,"face":481,"from":484,"geometry_use":{"pcurve":1925,"periodic_lift":[0,0],"sense":"Reverse"},"id":1925,"loop_ref":481,"next":1926,"prev":1924,"to":485,"twin":1959,"wire_ref":null},{"edge":966,"face":481,"from":485,"geometry_use":{"pcurve":1926,"periodic_lift":[0,0],"sense":"Reverse"},"id":1926,"loop_ref":481,"next":1927,"prev":1925,"to":481,"twin":1935,"wire_ref":null},{"edge":957,"face":481,"from":481,"geometry_use":{"pcurve":1927,"periodic_lift":[0,0],"sense":"Forward"},"id":1927,"loop_ref":481,"next":1924,"prev":1926,"to":480,"twin":1909,"wire_ref":null},{"edge":967,"face":482,"from":482,"geometry_use":{"pcurve":1928,"periodic_lift":[0,0],"sense":"Forward"},"id":1928,"loop_ref":482,"next":1929,"prev":1931,"to":486,"twin":1933,"wire_ref":null},{"edge":968,"face":482,"from":486,"geometry_use":{"pcurve":1929,"periodic_lift":[0,0],"sense":"Forward"},"id":1929,"loop_ref":482,"next":1930,"prev":1928,"to":487,"twin":1963,"wire_ref":null},{"edge":969,"face":482,"from":487,"geometry_use":{"pcurve":1930,"periodic_lift":[0,0],"sense":"Reverse"},"id":1930,"loop_ref":482,"next":1931,"prev":1929,"to":483,"twin":1940,"wire_ref":null},{"edge":960,"face":482,"from":483,"geometry_use":{"pcurve":1931,"periodic_lift":[0,0],"sense":"Reverse"},"id":1931,"loop_ref":482,"next":1928,"prev":1930,"to":482,"twin":1913,"wire_ref":null},{"edge":970,"face":483,"from":485,"geometry_use":{"pcurve":1932,"periodic_lift":[0,0],"sense":"Forward"},"id":1932,"loop_ref":483,"next":1933,"prev":1935,"to":486,"twin":1966,"wire_ref":null},{"edge":967,"face":483,"from":486,"geometry_use":{"pcurve":1933,"periodic_lift":[0,0],"sense":"Reverse"},"id":1933,"loop_ref":483,"next":1934,"prev":1932,"to":482,"twin":1928,"wire_ref":null},{"edge":962,"face":483,"from":482,"geometry_use":{"pcurve":1934,"periodic_lift":[0,0],"sense":"Reverse"},"id":1934,"loop_ref":483,"next":1935,"prev":1933,"to":481,"twin":1916,"wire_ref":null},{"edge":966,"face":483,"from":481,"geometry_use":{"pcurve":1935,"periodic_lift":[0,0],"sense":"Forward"},"id":1935,"loop_ref":483,"next":1932,"prev":1934,"to":485,"twin":1926,"wire_ref":null},{"edge":971,"face":484,"from":488,"geometry_use":{"pcurve":1936,"periodic_lift":[0,0],"sense":"Forward"},"id":1936,"loop_ref":484,"next":1937,"prev":1939,"to":489,"twin":1955,"wire_ref":null},{"edge":972,"face":484,"from":489,"geometry_use":{"pcurve":1937,"periodic_lift":[0,0],"sense":"Reverse"},"id":1937,"loop_ref":484,"next":1938,"prev":1936,"to":484,"twin":1948,"wire_ref":null},{"edge":964,"face":484,"from":484,"geometry_use":{"pcurve":1938,"periodic_lift":[0,0],"sense":"Reverse"},"id":1938,"loop_ref":484,"next":1939,"prev":1937,"to":480,"twin":1924,"wire_ref":null},{"edge":973,"face":484,"from":480,"geometry_use":{"pcurve":1939,"periodic_lift":[0,0],"sense":"Forward"},"id":1939,"loop_ref":484,"next":1936,"prev":1938,"to":488,"twin":1946,"wire_ref":null},{"edge":969,"face":485,"from":483,"geometry_use":{"pcurve":1940,"periodic_lift":[0,0],"sense":"Forward"},"id":1940,"loop_ref":485,"next":1941,"prev":1943,"to":487,"twin":1930,"wire_ref":null},{"edge":974,"face":485,"from":487,"geometry_use":{"pcurve":1941,"periodic_lift":[0,0],"sense":"Forward"},"id":1941,"loop_ref":485,"next":1942,"prev":1940,"to":490,"twin":1950,"wire_ref":null},{"edge":975,"face":485,"from":490,"geometry_use":{"pcurve":1942,"periodic_lift":[0,0],"sense":"Reverse"},"id":1942,"loop_ref":485,"next":1943,"prev":1941,"to":491,"twin":1953,"wire_ref":null},{"edge":976,"face":485,"from":491,"geometry_use":{"pcurve":1943,"periodic_lift":[0,0],"sense":"Reverse"},"id":1943,"loop_ref":485,"next":1940,"prev":1942,"to":483,"twin":1944,"wire_ref":null},{"edge":976,"face":486,"from":483,"geometry_use":{"pcurve":1944,"periodic_lift":[0,0],"sense":"Forward"},"id":1944,"loop_ref":486,"next":1945,"prev":1947,"to":491,"twin":1943,"wire_ref":null},{"edge":977,"face":486,"from":491,"geometry_use":{"pcurve":1945,"periodic_lift":[0,0],"sense":"Reverse"},"id":1945,"loop_ref":486,"next":1946,"prev":1944,"to":488,"twin":1952,"wire_ref":null},{"edge":973,"face":486,"from":488,"geometry_use":{"pcurve":1946,"periodic_lift":[0,0],"sense":"Reverse"},"id":1946,"loop_ref":486,"next":1947,"prev":1945,"to":480,"twin":1939,"wire_ref":null},{"edge":963,"face":486,"from":480,"geometry_use":{"pcurve":1947,"periodic_lift":[0,0],"sense":"Forward"},"id":1947,"loop_ref":486,"next":1944,"prev":1946,"to":483,"twin":1922,"wire_ref":null},{"edge":972,"face":487,"from":484,"geometry_use":{"pcurve":1948,"periodic_lift":[0,0],"sense":"Forward"},"id":1948,"loop_ref":487,"next":1949,"prev":1951,"to":489,"twin":1937,"wire_ref":null},{"edge":978,"face":487,"from":489,"geometry_use":{"pcurve":1949,"periodic_lift":[0,0],"sense":"Forward"},"id":1949,"loop_ref":487,"next":1950,"prev":1948,"to":490,"twin":1954,"wire_ref":null},{"edge":974,"face":487,"from":490,"geometry_use":{"pcurve":1950,"periodic_lift":[0,0],"sense":"Reverse"},"id":1950,"loop_ref":487,"next":1951,"prev":1949,"to":487,"twin":1941,"wire_ref":null},{"edge":979,"face":487,"from":487,"geometry_use":{"pcurve":1951,"periodic_lift":[0,0],"sense":"Reverse"},"id":1951,"loop_ref":487,"next":1948,"prev":1950,"to":484,"twin":1968,"wire_ref":null},{"edge":977,"face":488,"from":488,"geometry_use":{"pcurve":1952,"periodic_lift":[0,0],"sense":"Forward"},"id":1952,"loop_ref":488,"next":1953,"prev":1955,"to":491,"twin":1945,"wire_ref":null},{"edge":975,"face":488,"from":491,"geometry_use":{"pcurve":1953,"periodic_lift":[0,0],"sense":"Forward"},"id":1953,"loop_ref":488,"next":1954,"prev":1952,"to":490,"twin":1942,"wire_ref":null},{"edge":978,"face":488,"from":490,"geometry_use":{"pcurve":1954,"periodic_lift":[0,0],"sense":"Reverse"},"id":1954,"loop_ref":488,"next":1955,"prev":1953,"to":489,"twin":1949,"wire_ref":null},{"edge":971,"face":488,"from":489,"geometry_use":{"pcurve":1955,"periodic_lift":[0,0],"sense":"Reverse"},"id":1955,"loop_ref":488,"next":1952,"prev":1954,"to":488,"twin":1936,"wire_ref":null},{"edge":980,"face":489,"from":484,"geometry_use":{"pcurve":1956,"periodic_lift":[0,0],"sense":"Forward"},"id":1956,"loop_ref":489,"next":1957,"prev":1959,"to":492,"twin":1971,"wire_ref":null},{"edge":981,"face":489,"from":492,"geometry_use":{"pcurve":1957,"periodic_lift":[0,0],"sense":"Reverse"},"id":1957,"loop_ref":489,"next":1958,"prev":1956,"to":493,"twin":1975,"wire_ref":null},{"edge":982,"face":489,"from":493,"geometry_use":{"pcurve":1958,"periodic_lift":[0,0],"sense":"Reverse"},"id":1958,"loop_ref":489,"next":1959,"prev":1957,"to":485,"twin":1967,"wire_ref":null},{"edge":965,"face":489,"from":485,"geometry_use":{"pcurve":1959,"periodic_lift":[0,0],"sense":"Forward"},"id":1959,"loop_ref":489,"next":1956,"prev":1958,"to":484,"twin":1925,"wire_ref":null},{"edge":983,"face":490,"from":486,"geometry_use":{"pcurve":1960,"periodic_lift":[0,0],"sense":"Forward"},"id":1960,"loop_ref":490,"next":1961,"prev":1963,"to":494,"twin":1965,"wire_ref":null},{"edge":984,"face":490,"from":494,"geometry_use":{"pcurve":1961,"periodic_lift":[0,0],"sense":"Forward"},"id":1961,"loop_ref":490,"next":1962,"prev":1960,"to":495,"twin":1979,"wire_ref":null},{"edge":985,"face":490,"from":495,"geometry_use":{"pcurve":1962,"periodic_lift":[0,0],"sense":"Reverse"},"id":1962,"loop_ref":490,"next":1963,"prev":1961,"to":487,"twin":1969,"wire_ref":null},{"edge":968,"face":490,"from":487,"geometry_use":{"pcurve":1963,"periodic_lift":[0,0],"sense":"Reverse"},"id":1963,"loop_ref":490,"next":1960,"prev":1962,"to":486,"twin":1929,"wire_ref":null},{"edge":986,"face":491,"from":493,"geometry_use":{"pcurve":1964,"periodic_lift":[0,0],"sense":"Forward"},"id":1964,"loop_ref":491,"next":1965,"prev":1967,"to":494,"twin":1982,"wire_ref":null},{"edge":983,"face":491,"from":494,"geometry_use":{"pcurve":1965,"periodic_lift":[0,0],"sense":"Reverse"},"id":1965,"loop_ref":491,"next":1966,"prev":1964,"to":486,"twin":1960,"wire_ref":null},{"edge":970,"face":491,"from":486,"geometry_use":{"pcurve":1966,"periodic_lift":[0,0],"sense":"Reverse"},"id":1966,"loop_ref":491,"next":1967,"prev":1965,"to":485,"twin":1932,"wire_ref":null},{"edge":982,"face":491,"from":485,"geometry_use":{"pcurve":1967,"periodic_lift":[0,0],"sense":"Forward"},"id":1967,"loop_ref":491,"next":1964,"prev":1966,"to":493,"twin":1958,"wire_ref":null},{"edge":979,"face":492,"from":484,"geometry_use":{"pcurve":1968,"periodic_lift":[0,0],"sense":"Forward"},"id":1968,"loop_ref":492,"next":1969,"prev":1971,"to":487,"twin":1951,"wire_ref":null},{"edge":985,"face":492,"from":487,"geometry_use":{"pcurve":1969,"periodic_lift":[0,0],"sense":"Forward"},"id":1969,"loop_ref":492,"next":1970,"prev":1968,"to":495,"twin":1962,"wire_ref":null},{"edge":987,"face":492,"from":495,"geometry_use":{"pcurve":1970,"periodic_lift":[0,0],"sense":"Reverse"},"id":1970,"loop_ref":492,"next":1971,"prev":1969,"to":492,"twin":1995,"wire_ref":null},{"edge":980,"face":492,"from":492,"geometry_use":{"pcurve":1971,"periodic_lift":[0,0],"sense":"Reverse"},"id":1971,"loop_ref":492,"next":1968,"prev":1970,"to":484,"twin":1956,"wire_ref":null},{"edge":988,"face":493,"from":492,"geometry_use":{"pcurve":1972,"periodic_lift":[0,0],"sense":"Forward"},"id":1972,"loop_ref":493,"next":1973,"prev":1975,"to":496,"twin":1986,"wire_ref":null},{"edge":989,"face":493,"from":496,"geometry_use":{"pcurve":1973,"periodic_lift":[0,0],"sense":"Reverse"},"id":1973,"loop_ref":493,"next":1974,"prev":1972,"to":497,"twin":2007,"wire_ref":null},{"edge":990,"face":493,"from":497,"geometry_use":{"pcurve":1974,"periodic_lift":[0,0],"sense":"Reverse"},"id":1974,"loop_ref":493,"next":1975,"prev":1973,"to":493,"twin":1983,"wire_ref":null},{"edge":981,"face":493,"from":493,"geometry_use":{"pcurve":1975,"periodic_lift":[0,0],"sense":"Forward"},"id":1975,"loop_ref":493,"next":1972,"prev":1974,"to":492,"twin":1957,"wire_ref":null},{"edge":991,"face":494,"from":494,"geometry_use":{"pcurve":1976,"periodic_lift":[0,0],"sense":"Forward"},"id":1976,"loop_ref":494,"next":1977,"prev":1979,"to":498,"twin":1981,"wire_ref":null},{"edge":992,"face":494,"from":498,"geometry_use":{"pcurve":1977,"periodic_lift":[0,0],"sense":"Forward"},"id":1977,"loop_ref":494,"next":1978,"prev":1976,"to":499,"twin":2011,"wire_ref":null},{"edge":993,"face":494,"from":499,"geometry_use":{"pcurve":1978,"periodic_lift":[0,0],"sense":"Reverse"},"id":1978,"loop_ref":494,"next":1979,"prev":1977,"to":495,"twin":1988,"wire_ref":null},{"edge":984,"face":494,"from":495,"geometry_use":{"pcurve":1979,"periodic_lift":[0,0],"sense":"Reverse"},"id":1979,"loop_ref":494,"next":1976,"prev":1978,"to":494,"twin":1961,"wire_ref":null},{"edge":994,"face":495,"from":497,"geometry_use":{"pcurve":1980,"periodic_lift":[0,0],"sense":"Forward"},"id":1980,"loop_ref":495,"next":1981,"prev":1983,"to":498,"twin":2014,"wire_ref":null},{"edge":991,"face":495,"from":498,"geometry_use":{"pcurve":1981,"periodic_lift":[0,0],"sense":"Reverse"},"id":1981,"loop_ref":495,"next":1982,"prev":1980,"to":494,"twin":1976,"wire_ref":null},{"edge":986,"face":495,"from":494,"geometry_use":{"pcurve":1982,"periodic_lift":[0,0],"sense":"Reverse"},"id":1982,"loop_ref":495,"next":1983,"prev":1981,"to":493,"twin":1964,"wire_ref":null},{"edge":990,"face":495,"from":493,"geometry_use":{"pcurve":1983,"periodic_lift":[0,0],"sense":"Forward"},"id":1983,"loop_ref":495,"next":1980,"prev":1982,"to":497,"twin":1974,"wire_ref":null},{"edge":995,"face":496,"from":500,"geometry_use":{"pcurve":1984,"periodic_lift":[0,0],"sense":"Forward"},"id":1984,"loop_ref":496,"next":1985,"prev":1987,"to":501,"twin":2003,"wire_ref":null},{"edge":996,"face":496,"from":501,"geometry_use":{"pcurve":1985,"periodic_lift":[0,0],"sense":"Reverse"},"id":1985,"loop_ref":496,"next":1986,"prev":1984,"to":496,"twin":1996,"wire_ref":null},{"edge":988,"face":496,"from":496,"geometry_use":{"pcurve":1986,"periodic_lift":[0,0],"sense":"Reverse"},"id":1986,"loop_ref":496,"next":1987,"prev":1985,"to":492,"twin":1972,"wire_ref":null},{"edge":997,"face":496,"from":492,"geometry_use":{"pcurve":1987,"periodic_lift":[0,0],"sense":"Forward"},"id":1987,"loop_ref":496,"next":1984,"prev":1986,"to":500,"twin":1994,"wire_ref":null},{"edge":993,"face":497,"from":495,"geometry_use":{"pcurve":1988,"periodic_lift":[0,0],"sense":"Forward"},"id":1988,"loop_ref":497,"next":1989,"prev":1991,"to":499,"twin":1978,"wire_ref":null},{"edge":998,"face":497,"from":499,"geometry_use":{"pcurve":1989,"periodic_lift":[0,0],"sense":"Forward"},"id":1989,"loop_ref":497,"next":1990,"prev":1988,"to":502,"twin":1998,"wire_ref":null},{"edge":999,"face":497,"from":502,"geometry_use":{"pcurve":1990,"periodic_lift":[0,0],"sense":"Reverse"},"id":1990,"loop_ref":497,"next":1991,"prev":1989,"to":503,"twin":2001,"wire_ref":null},{"edge":1000,"face":497,"from":503,"geometry_use":{"pcurve":1991,"periodic_lift":[0,0],"sense":"Reverse"},"id":1991,"loop_ref":497,"next":1988,"prev":1990,"to":495,"twin":1992,"wire_ref":null},{"edge":1000,"face":498,"from":495,"geometry_use":{"pcurve":1992,"periodic_lift":[0,0],"sense":"Forward"},"id":1992,"loop_ref":498,"next":1993,"prev":1995,"to":503,"twin":1991,"wire_ref":null},{"edge":1001,"face":498,"from":503,"geometry_use":{"pcurve":1993,"periodic_lift":[0,0],"sense":"Reverse"},"id":1993,"loop_ref":498,"next":1994,"prev":1992,"to":500,"twin":2000,"wire_ref":null},{"edge":997,"face":498,"from":500,"geometry_use":{"pcurve":1994,"periodic_lift":[0,0],"sense":"Reverse"},"id":1994,"loop_ref":498,"next":1995,"prev":1993,"to":492,"twin":1987,"wire_ref":null},{"edge":987,"face":498,"from":492,"geometry_use":{"pcurve":1995,"periodic_lift":[0,0],"sense":"Forward"},"id":1995,"loop_ref":498,"next":1992,"prev":1994,"to":495,"twin":1970,"wire_ref":null},{"edge":996,"face":499,"from":496,"geometry_use":{"pcurve":1996,"periodic_lift":[0,0],"sense":"Forward"},"id":1996,"loop_ref":499,"next":1997,"prev":1999,"to":501,"twin":1985,"wire_ref":null},{"edge":1002,"face":499,"from":501,"geometry_use":{"pcurve":1997,"periodic_lift":[0,0],"sense":"Forward"},"id":1997,"loop_ref":499,"next":1998,"prev":1996,"to":502,"twin":2002,"wire_ref":null},{"edge":998,"face":499,"from":502,"geometry_use":{"pcurve":1998,"periodic_lift":[0,0],"sense":"Reverse"},"id":1998,"loop_ref":499,"next":1999,"prev":1997,"to":499,"twin":1989,"wire_ref":null},{"edge":1003,"face":499,"from":499,"geometry_use":{"pcurve":1999,"periodic_lift":[0,0],"sense":"Reverse"},"id":1999,"loop_ref":499,"next":1996,"prev":1998,"to":496,"twin":2016,"wire_ref":null},{"edge":1001,"face":500,"from":500,"geometry_use":{"pcurve":2000,"periodic_lift":[0,0],"sense":"Forward"},"id":2000,"loop_ref":500,"next":2001,"prev":2003,"to":503,"twin":1993,"wire_ref":null},{"edge":999,"face":500,"from":503,"geometry_use":{"pcurve":2001,"periodic_lift":[0,0],"sense":"Forward"},"id":2001,"loop_ref":500,"next":2002,"prev":2000,"to":502,"twin":1990,"wire_ref":null},{"edge":1002,"face":500,"from":502,"geometry_use":{"pcurve":2002,"periodic_lift":[0,0],"sense":"Reverse"},"id":2002,"loop_ref":500,"next":2003,"prev":2001,"to":501,"twin":1997,"wire_ref":null},{"edge":995,"face":500,"from":501,"geometry_use":{"pcurve":2003,"periodic_lift":[0,0],"sense":"Reverse"},"id":2003,"loop_ref":500,"next":2000,"prev":2002,"to":500,"twin":1984,"wire_ref":null},{"edge":1004,"face":501,"from":496,"geometry_use":{"pcurve":2004,"periodic_lift":[0,0],"sense":"Forward"},"id":2004,"loop_ref":501,"next":2005,"prev":2007,"to":504,"twin":2019,"wire_ref":null},{"edge":1005,"face":501,"from":504,"geometry_use":{"pcurve":2005,"periodic_lift":[0,0],"sense":"Reverse"},"id":2005,"loop_ref":501,"next":2006,"prev":2004,"to":505,"twin":2023,"wire_ref":null},{"edge":1006,"face":501,"from":505,"geometry_use":{"pcurve":2006,"periodic_lift":[0,0],"sense":"Reverse"},"id":2006,"loop_ref":501,"next":2007,"prev":2005,"to":497,"twin":2015,"wire_ref":null},{"edge":989,"face":501,"from":497,"geometry_use":{"pcurve":2007,"periodic_lift":[0,0],"sense":"Forward"},"id":2007,"loop_ref":501,"next":2004,"prev":2006,"to":496,"twin":1973,"wire_ref":null},{"edge":1007,"face":502,"from":498,"geometry_use":{"pcurve":2008,"periodic_lift":[0,0],"sense":"Forward"},"id":2008,"loop_ref":502,"next":2009,"prev":2011,"to":506,"twin":2013,"wire_ref":null},{"edge":1008,"face":502,"from":506,"geometry_use":{"pcurve":2009,"periodic_lift":[0,0],"sense":"Forward"},"id":2009,"loop_ref":502,"next":2010,"prev":2008,"to":507,"twin":2027,"wire_ref":null},{"edge":1009,"face":502,"from":507,"geometry_use":{"pcurve":2010,"periodic_lift":[0,0],"sense":"Reverse"},"id":2010,"loop_ref":502,"next":2011,"prev":2009,"to":499,"twin":2017,"wire_ref":null},{"edge":992,"face":502,"from":499,"geometry_use":{"pcurve":2011,"periodic_lift":[0,0],"sense":"Reverse"},"id":2011,"loop_ref":502,"next":2008,"prev":2010,"to":498,"twin":1977,"wire_ref":null},{"edge":1010,"face":503,"from":505,"geometry_use":{"pcurve":2012,"periodic_lift":[0,0],"sense":"Forward"},"id":2012,"loop_ref":503,"next":2013,"prev":2015,"to":506,"twin":2030,"wire_ref":null},{"edge":1007,"face":503,"from":506,"geometry_use":{"pcurve":2013,"periodic_lift":[0,0],"sense":"Reverse"},"id":2013,"loop_ref":503,"next":2014,"prev":2012,"to":498,"twin":2008,"wire_ref":null},{"edge":994,"face":503,"from":498,"geometry_use":{"pcurve":2014,"periodic_lift":[0,0],"sense":"Reverse"},"id":2014,"loop_ref":503,"next":2015,"prev":2013,"to":497,"twin":1980,"wire_ref":null},{"edge":1006,"face":503,"from":497,"geometry_use":{"pcurve":2015,"periodic_lift":[0,0],"sense":"Forward"},"id":2015,"loop_ref":503,"next":2012,"prev":2014,"to":505,"twin":2006,"wire_ref":null},{"edge":1003,"face":504,"from":496,"geometry_use":{"pcurve":2016,"periodic_lift":[0,0],"sense":"Forward"},"id":2016,"loop_ref":504,"next":2017,"prev":2019,"to":499,"twin":1999,"wire_ref":null},{"edge":1009,"face":504,"from":499,"geometry_use":{"pcurve":2017,"periodic_lift":[0,0],"sense":"Forward"},"id":2017,"loop_ref":504,"next":2018,"prev":2016,"to":507,"twin":2010,"wire_ref":null},{"edge":1011,"face":504,"from":507,"geometry_use":{"pcurve":2018,"periodic_lift":[0,0],"sense":"Reverse"},"id":2018,"loop_ref":504,"next":2019,"prev":2017,"to":504,"twin":2043,"wire_ref":null},{"edge":1004,"face":504,"from":504,"geometry_use":{"pcurve":2019,"periodic_lift":[0,0],"sense":"Reverse"},"id":2019,"loop_ref":504,"next":2016,"prev":2018,"to":496,"twin":2004,"wire_ref":null},{"edge":1012,"face":505,"from":504,"geometry_use":{"pcurve":2020,"periodic_lift":[0,0],"sense":"Forward"},"id":2020,"loop_ref":505,"next":2021,"prev":2023,"to":508,"twin":2034,"wire_ref":null},{"edge":1013,"face":505,"from":508,"geometry_use":{"pcurve":2021,"periodic_lift":[0,0],"sense":"Reverse"},"id":2021,"loop_ref":505,"next":2022,"prev":2020,"to":509,"twin":2055,"wire_ref":null},{"edge":1014,"face":505,"from":509,"geometry_use":{"pcurve":2022,"periodic_lift":[0,0],"sense":"Reverse"},"id":2022,"loop_ref":505,"next":2023,"prev":2021,"to":505,"twin":2031,"wire_ref":null},{"edge":1005,"face":505,"from":505,"geometry_use":{"pcurve":2023,"periodic_lift":[0,0],"sense":"Forward"},"id":2023,"loop_ref":505,"next":2020,"prev":2022,"to":504,"twin":2005,"wire_ref":null},{"edge":1015,"face":506,"from":506,"geometry_use":{"pcurve":2024,"periodic_lift":[0,0],"sense":"Forward"},"id":2024,"loop_ref":506,"next":2025,"prev":2027,"to":510,"twin":2029,"wire_ref":null},{"edge":1016,"face":506,"from":510,"geometry_use":{"pcurve":2025,"periodic_lift":[0,0],"sense":"Forward"},"id":2025,"loop_ref":506,"next":2026,"prev":2024,"to":511,"twin":2059,"wire_ref":null},{"edge":1017,"face":506,"from":511,"geometry_use":{"pcurve":2026,"periodic_lift":[0,0],"sense":"Reverse"},"id":2026,"loop_ref":506,"next":2027,"prev":2025,"to":507,"twin":2036,"wire_ref":null},{"edge":1008,"face":506,"from":507,"geometry_use":{"pcurve":2027,"periodic_lift":[0,0],"sense":"Reverse"},"id":2027,"loop_ref":506,"next":2024,"prev":2026,"to":506,"twin":2009,"wire_ref":null},{"edge":1018,"face":507,"from":509,"geometry_use":{"pcurve":2028,"periodic_lift":[0,0],"sense":"Forward"},"id":2028,"loop_ref":507,"next":2029,"prev":2031,"to":510,"twin":2062,"wire_ref":null},{"edge":1015,"face":507,"from":510,"geometry_use":{"pcurve":2029,"periodic_lift":[0,0],"sense":"Reverse"},"id":2029,"loop_ref":507,"next":2030,"prev":2028,"to":506,"twin":2024,"wire_ref":null},{"edge":1010,"face":507,"from":506,"geometry_use":{"pcurve":2030,"periodic_lift":[0,0],"sense":"Reverse"},"id":2030,"loop_ref":507,"next":2031,"prev":2029,"to":505,"twin":2012,"wire_ref":null},{"edge":1014,"face":507,"from":505,"geometry_use":{"pcurve":2031,"periodic_lift":[0,0],"sense":"Forward"},"id":2031,"loop_ref":507,"next":2028,"prev":2030,"to":509,"twin":2022,"wire_ref":null},{"edge":1019,"face":508,"from":512,"geometry_use":{"pcurve":2032,"periodic_lift":[0,0],"sense":"Forward"},"id":2032,"loop_ref":508,"next":2033,"prev":2035,"to":513,"twin":2051,"wire_ref":null},{"edge":1020,"face":508,"from":513,"geometry_use":{"pcurve":2033,"periodic_lift":[0,0],"sense":"Reverse"},"id":2033,"loop_ref":508,"next":2034,"prev":2032,"to":508,"twin":2044,"wire_ref":null},{"edge":1012,"face":508,"from":508,"geometry_use":{"pcurve":2034,"periodic_lift":[0,0],"sense":"Reverse"},"id":2034,"loop_ref":508,"next":2035,"prev":2033,"to":504,"twin":2020,"wire_ref":null},{"edge":1021,"face":508,"from":504,"geometry_use":{"pcurve":2035,"periodic_lift":[0,0],"sense":"Forward"},"id":2035,"loop_ref":508,"next":2032,"prev":2034,"to":512,"twin":2042,"wire_ref":null},{"edge":1017,"face":509,"from":507,"geometry_use":{"pcurve":2036,"periodic_lift":[0,0],"sense":"Forward"},"id":2036,"loop_ref":509,"next":2037,"prev":2039,"to":511,"twin":2026,"wire_ref":null},{"edge":1022,"face":509,"from":511,"geometry_use":{"pcurve":2037,"periodic_lift":[0,0],"sense":"Forward"},"id":2037,"loop_ref":509,"next":2038,"prev":2036,"to":514,"twin":2046,"wire_ref":null},{"edge":1023,"face":509,"from":514,"geometry_use":{"pcurve":2038,"periodic_lift":[0,0],"sense":"Reverse"},"id":2038,"loop_ref":509,"next":2039,"prev":2037,"to":515,"twin":2049,"wire_ref":null},{"edge":1024,"face":509,"from":515,"geometry_use":{"pcurve":2039,"periodic_lift":[0,0],"sense":"Reverse"},"id":2039,"loop_ref":509,"next":2036,"prev":2038,"to":507,"twin":2040,"wire_ref":null},{"edge":1024,"face":510,"from":507,"geometry_use":{"pcurve":2040,"periodic_lift":[0,0],"sense":"Forward"},"id":2040,"loop_ref":510,"next":2041,"prev":2043,"to":515,"twin":2039,"wire_ref":null},{"edge":1025,"face":510,"from":515,"geometry_use":{"pcurve":2041,"periodic_lift":[0,0],"sense":"Reverse"},"id":2041,"loop_ref":510,"next":2042,"prev":2040,"to":512,"twin":2048,"wire_ref":null},{"edge":1021,"face":510,"from":512,"geometry_use":{"pcurve":2042,"periodic_lift":[0,0],"sense":"Reverse"},"id":2042,"loop_ref":510,"next":2043,"prev":2041,"to":504,"twin":2035,"wire_ref":null},{"edge":1011,"face":510,"from":504,"geometry_use":{"pcurve":2043,"periodic_lift":[0,0],"sense":"Forward"},"id":2043,"loop_ref":510,"next":2040,"prev":2042,"to":507,"twin":2018,"wire_ref":null},{"edge":1020,"face":511,"from":508,"geometry_use":{"pcurve":2044,"periodic_lift":[0,0],"sense":"Forward"},"id":2044,"loop_ref":511,"next":2045,"prev":2047,"to":513,"twin":2033,"wire_ref":null},{"edge":1026,"face":511,"from":513,"geometry_use":{"pcurve":2045,"periodic_lift":[0,0],"sense":"Forward"},"id":2045,"loop_ref":511,"next":2046,"prev":2044,"to":514,"twin":2050,"wire_ref":null},{"edge":1022,"face":511,"from":514,"geometry_use":{"pcurve":2046,"periodic_lift":[0,0],"sense":"Reverse"},"id":2046,"loop_ref":511,"next":2047,"prev":2045,"to":511,"twin":2037,"wire_ref":null},{"edge":1027,"face":511,"from":511,"geometry_use":{"pcurve":2047,"periodic_lift":[0,0],"sense":"Reverse"},"id":2047,"loop_ref":511,"next":2044,"prev":2046,"to":508,"twin":2064,"wire_ref":null},{"edge":1025,"face":512,"from":512,"geometry_use":{"pcurve":2048,"periodic_lift":[0,0],"sense":"Forward"},"id":2048,"loop_ref":512,"next":2049,"prev":2051,"to":515,"twin":2041,"wire_ref":null},{"edge":1023,"face":512,"from":515,"geometry_use":{"pcurve":2049,"periodic_lift":[0,0],"sense":"Forward"},"id":2049,"loop_ref":512,"next":2050,"prev":2048,"to":514,"twin":2038,"wire_ref":null},{"edge":1026,"face":512,"from":514,"geometry_use":{"pcurve":2050,"periodic_lift":[0,0],"sense":"Reverse"},"id":2050,"loop_ref":512,"next":2051,"prev":2049,"to":513,"twin":2045,"wire_ref":null},{"edge":1019,"face":512,"from":513,"geometry_use":{"pcurve":2051,"periodic_lift":[0,0],"sense":"Reverse"},"id":2051,"loop_ref":512,"next":2048,"prev":2050,"to":512,"twin":2032,"wire_ref":null},{"edge":1028,"face":513,"from":508,"geometry_use":{"pcurve":2052,"periodic_lift":[0,0],"sense":"Forward"},"id":2052,"loop_ref":513,"next":2053,"prev":2055,"to":516,"twin":2067,"wire_ref":null},{"edge":1029,"face":513,"from":516,"geometry_use":{"pcurve":2053,"periodic_lift":[0,0],"sense":"Reverse"},"id":2053,"loop_ref":513,"next":2054,"prev":2052,"to":517,"twin":2071,"wire_ref":null},{"edge":1030,"face":513,"from":517,"geometry_use":{"pcurve":2054,"periodic_lift":[0,0],"sense":"Reverse"},"id":2054,"loop_ref":513,"next":2055,"prev":2053,"to":509,"twin":2063,"wire_ref":null},{"edge":1013,"face":513,"from":509,"geometry_use":{"pcurve":2055,"periodic_lift":[0,0],"sense":"Forward"},"id":2055,"loop_ref":513,"next":2052,"prev":2054,"to":508,"twin":2021,"wire_ref":null},{"edge":1031,"face":514,"from":510,"geometry_use":{"pcurve":2056,"periodic_lift":[0,0],"sense":"Forward"},"id":2056,"loop_ref":514,"next":2057,"prev":2059,"to":518,"twin":2061,"wire_ref":null},{"edge":1032,"face":514,"from":518,"geometry_use":{"pcurve":2057,"periodic_lift":[0,0],"sense":"Forward"},"id":2057,"loop_ref":514,"next":2058,"prev":2056,"to":519,"twin":2075,"wire_ref":null},{"edge":1033,"face":514,"from":519,"geometry_use":{"pcurve":2058,"periodic_lift":[0,0],"sense":"Reverse"},"id":2058,"loop_ref":514,"next":2059,"prev":2057,"to":511,"twin":2065,"wire_ref":null},{"edge":1016,"face":514,"from":511,"geometry_use":{"pcurve":2059,"periodic_lift":[0,0],"sense":"Reverse"},"id":2059,"loop_ref":514,"next":2056,"prev":2058,"to":510,"twin":2025,"wire_ref":null},{"edge":1034,"face":515,"from":517,"geometry_use":{"pcurve":2060,"periodic_lift":[0,0],"sense":"Forward"},"id":2060,"loop_ref":515,"next":2061,"prev":2063,"to":518,"twin":2078,"wire_ref":null},{"edge":1031,"face":515,"from":518,"geometry_use":{"pcurve":2061,"periodic_lift":[0,0],"sense":"Reverse"},"id":2061,"loop_ref":515,"next":2062,"prev":2060,"to":510,"twin":2056,"wire_ref":null},{"edge":1018,"face":515,"from":510,"geometry_use":{"pcurve":2062,"periodic_lift":[0,0],"sense":"Reverse"},"id":2062,"loop_ref":515,"next":2063,"prev":2061,"to":509,"twin":2028,"wire_ref":null},{"edge":1030,"face":515,"from":509,"geometry_use":{"pcurve":2063,"periodic_lift":[0,0],"sense":"Forward"},"id":2063,"loop_ref":515,"next":2060,"prev":2062,"to":517,"twin":2054,"wire_ref":null},{"edge":1027,"face":516,"from":508,"geometry_use":{"pcurve":2064,"periodic_lift":[0,0],"sense":"Forward"},"id":2064,"loop_ref":516,"next":2065,"prev":2067,"to":511,"twin":2047,"wire_ref":null},{"edge":1033,"face":516,"from":511,"geometry_use":{"pcurve":2065,"periodic_lift":[0,0],"sense":"Forward"},"id":2065,"loop_ref":516,"next":2066,"prev":2064,"to":519,"twin":2058,"wire_ref":null},{"edge":1035,"face":516,"from":519,"geometry_use":{"pcurve":2066,"periodic_lift":[0,0],"sense":"Reverse"},"id":2066,"loop_ref":516,"next":2067,"prev":2065,"to":516,"twin":2091,"wire_ref":null},{"edge":1028,"face":516,"from":516,"geometry_use":{"pcurve":2067,"periodic_lift":[0,0],"sense":"Reverse"},"id":2067,"loop_ref":516,"next":2064,"prev":2066,"to":508,"twin":2052,"wire_ref":null},{"edge":1036,"face":517,"from":516,"geometry_use":{"pcurve":2068,"periodic_lift":[0,0],"sense":"Forward"},"id":2068,"loop_ref":517,"next":2069,"prev":2071,"to":520,"twin":2082,"wire_ref":null},{"edge":1037,"face":517,"from":520,"geometry_use":{"pcurve":2069,"periodic_lift":[0,0],"sense":"Reverse"},"id":2069,"loop_ref":517,"next":2070,"prev":2068,"to":521,"twin":2103,"wire_ref":null},{"edge":1038,"face":517,"from":521,"geometry_use":{"pcurve":2070,"periodic_lift":[0,0],"sense":"Reverse"},"id":2070,"loop_ref":517,"next":2071,"prev":2069,"to":517,"twin":2079,"wire_ref":null},{"edge":1029,"face":517,"from":517,"geometry_use":{"pcurve":2071,"periodic_lift":[0,0],"sense":"Forward"},"id":2071,"loop_ref":517,"next":2068,"prev":2070,"to":516,"twin":2053,"wire_ref":null},{"edge":1039,"face":518,"from":518,"geometry_use":{"pcurve":2072,"periodic_lift":[0,0],"sense":"Forward"},"id":2072,"loop_ref":518,"next":2073,"prev":2075,"to":522,"twin":2077,"wire_ref":null},{"edge":1040,"face":518,"from":522,"geometry_use":{"pcurve":2073,"periodic_lift":[0,0],"sense":"Forward"},"id":2073,"loop_ref":518,"next":2074,"prev":2072,"to":523,"twin":2107,"wire_ref":null},{"edge":1041,"face":518,"from":523,"geometry_use":{"pcurve":2074,"periodic_lift":[0,0],"sense":"Reverse"},"id":2074,"loop_ref":518,"next":2075,"prev":2073,"to":519,"twin":2084,"wire_ref":null},{"edge":1032,"face":518,"from":519,"geometry_use":{"pcurve":2075,"periodic_lift":[0,0],"sense":"Reverse"},"id":2075,"loop_ref":518,"next":2072,"prev":2074,"to":518,"twin":2057,"wire_ref":null},{"edge":1042,"face":519,"from":521,"geometry_use":{"pcurve":2076,"periodic_lift":[0,0],"sense":"Forward"},"id":2076,"loop_ref":519,"next":2077,"prev":2079,"to":522,"twin":2110,"wire_ref":null},{"edge":1039,"face":519,"from":522,"geometry_use":{"pcurve":2077,"periodic_lift":[0,0],"sense":"Reverse"},"id":2077,"loop_ref":519,"next":2078,"prev":2076,"to":518,"twin":2072,"wire_ref":null},{"edge":1034,"face":519,"from":518,"geometry_use":{"pcurve":2078,"periodic_lift":[0,0],"sense":"Reverse"},"id":2078,"loop_ref":519,"next":2079,"prev":2077,"to":517,"twin":2060,"wire_ref":null},{"edge":1038,"face":519,"from":517,"geometry_use":{"pcurve":2079,"periodic_lift":[0,0],"sense":"Forward"},"id":2079,"loop_ref":519,"next":2076,"prev":2078,"to":521,"twin":2070,"wire_ref":null},{"edge":1043,"face":520,"from":524,"geometry_use":{"pcurve":2080,"periodic_lift":[0,0],"sense":"Forward"},"id":2080,"loop_ref":520,"next":2081,"prev":2083,"to":525,"twin":2099,"wire_ref":null},{"edge":1044,"face":520,"from":525,"geometry_use":{"pcurve":2081,"periodic_lift":[0,0],"sense":"Reverse"},"id":2081,"loop_ref":520,"next":2082,"prev":2080,"to":520,"twin":2092,"wire_ref":null},{"edge":1036,"face":520,"from":520,"geometry_use":{"pcurve":2082,"periodic_lift":[0,0],"sense":"Reverse"},"id":2082,"loop_ref":520,"next":2083,"prev":2081,"to":516,"twin":2068,"wire_ref":null},{"edge":1045,"face":520,"from":516,"geometry_use":{"pcurve":2083,"periodic_lift":[0,0],"sense":"Forward"},"id":2083,"loop_ref":520,"next":2080,"prev":2082,"to":524,"twin":2090,"wire_ref":null},{"edge":1041,"face":521,"from":519,"geometry_use":{"pcurve":2084,"periodic_lift":[0,0],"sense":"Forward"},"id":2084,"loop_ref":521,"next":2085,"prev":2087,"to":523,"twin":2074,"wire_ref":null},{"edge":1046,"face":521,"from":523,"geometry_use":{"pcurve":2085,"periodic_lift":[0,0],"sense":"Forward"},"id":2085,"loop_ref":521,"next":2086,"prev":2084,"to":526,"twin":2094,"wire_ref":null},{"edge":1047,"face":521,"from":526,"geometry_use":{"pcurve":2086,"periodic_lift":[0,0],"sense":"Reverse"},"id":2086,"loop_ref":521,"next":2087,"prev":2085,"to":527,"twin":2097,"wire_ref":null},{"edge":1048,"face":521,"from":527,"geometry_use":{"pcurve":2087,"periodic_lift":[0,0],"sense":"Reverse"},"id":2087,"loop_ref":521,"next":2084,"prev":2086,"to":519,"twin":2088,"wire_ref":null},{"edge":1048,"face":522,"from":519,"geometry_use":{"pcurve":2088,"periodic_lift":[0,0],"sense":"Forward"},"id":2088,"loop_ref":522,"next":2089,"prev":2091,"to":527,"twin":2087,"wire_ref":null},{"edge":1049,"face":522,"from":527,"geometry_use":{"pcurve":2089,"periodic_lift":[0,0],"sense":"Reverse"},"id":2089,"loop_ref":522,"next":2090,"prev":2088,"to":524,"twin":2096,"wire_ref":null},{"edge":1045,"face":522,"from":524,"geometry_use":{"pcurve":2090,"periodic_lift":[0,0],"sense":"Reverse"},"id":2090,"loop_ref":522,"next":2091,"prev":2089,"to":516,"twin":2083,"wire_ref":null},{"edge":1035,"face":522,"from":516,"geometry_use":{"pcurve":2091,"periodic_lift":[0,0],"sense":"Forward"},"id":2091,"loop_ref":522,"next":2088,"prev":2090,"to":519,"twin":2066,"wire_ref":null},{"edge":1044,"face":523,"from":520,"geometry_use":{"pcurve":2092,"periodic_lift":[0,0],"sense":"Forward"},"id":2092,"loop_ref":523,"next":2093,"prev":2095,"to":525,"twin":2081,"wire_ref":null},{"edge":1050,"face":523,"from":525,"geometry_use":{"pcurve":2093,"periodic_lift":[0,0],"sense":"Forward"},"id":2093,"loop_ref":523,"next":2094,"prev":2092,"to":526,"twin":2098,"wire_ref":null},{"edge":1046,"face":523,"from":526,"geometry_use":{"pcurve":2094,"periodic_lift":[0,0],"sense":"Reverse"},"id":2094,"loop_ref":523,"next":2095,"prev":2093,"to":523,"twin":2085,"wire_ref":null},{"edge":1051,"face":523,"from":523,"geometry_use":{"pcurve":2095,"periodic_lift":[0,0],"sense":"Reverse"},"id":2095,"loop_ref":523,"next":2092,"prev":2094,"to":520,"twin":2112,"wire_ref":null},{"edge":1049,"face":524,"from":524,"geometry_use":{"pcurve":2096,"periodic_lift":[0,0],"sense":"Forward"},"id":2096,"loop_ref":524,"next":2097,"prev":2099,"to":527,"twin":2089,"wire_ref":null},{"edge":1047,"face":524,"from":527,"geometry_use":{"pcurve":2097,"periodic_lift":[0,0],"sense":"Forward"},"id":2097,"loop_ref":524,"next":2098,"prev":2096,"to":526,"twin":2086,"wire_ref":null},{"edge":1050,"face":524,"from":526,"geometry_use":{"pcurve":2098,"periodic_lift":[0,0],"sense":"Reverse"},"id":2098,"loop_ref":524,"next":2099,"prev":2097,"to":525,"twin":2093,"wire_ref":null},{"edge":1043,"face":524,"from":525,"geometry_use":{"pcurve":2099,"periodic_lift":[0,0],"sense":"Reverse"},"id":2099,"loop_ref":524,"next":2096,"prev":2098,"to":524,"twin":2080,"wire_ref":null},{"edge":1052,"face":525,"from":520,"geometry_use":{"pcurve":2100,"periodic_lift":[0,0],"sense":"Forward"},"id":2100,"loop_ref":525,"next":2101,"prev":2103,"to":528,"twin":2115,"wire_ref":null},{"edge":1053,"face":525,"from":528,"geometry_use":{"pcurve":2101,"periodic_lift":[0,0],"sense":"Reverse"},"id":2101,"loop_ref":525,"next":2102,"prev":2100,"to":529,"twin":2119,"wire_ref":null},{"edge":1054,"face":525,"from":529,"geometry_use":{"pcurve":2102,"periodic_lift":[0,0],"sense":"Reverse"},"id":2102,"loop_ref":525,"next":2103,"prev":2101,"to":521,"twin":2111,"wire_ref":null},{"edge":1037,"face":525,"from":521,"geometry_use":{"pcurve":2103,"periodic_lift":[0,0],"sense":"Forward"},"id":2103,"loop_ref":525,"next":2100,"prev":2102,"to":520,"twin":2069,"wire_ref":null},{"edge":1055,"face":526,"from":522,"geometry_use":{"pcurve":2104,"periodic_lift":[0,0],"sense":"Forward"},"id":2104,"loop_ref":526,"next":2105,"prev":2107,"to":530,"twin":2109,"wire_ref":null},{"edge":1056,"face":526,"from":530,"geometry_use":{"pcurve":2105,"periodic_lift":[0,0],"sense":"Forward"},"id":2105,"loop_ref":526,"next":2106,"prev":2104,"to":531,"twin":2123,"wire_ref":null},{"edge":1057,"face":526,"from":531,"geometry_use":{"pcurve":2106,"periodic_lift":[0,0],"sense":"Reverse"},"id":2106,"loop_ref":526,"next":2107,"prev":2105,"to":523,"twin":2113,"wire_ref":null},{"edge":1040,"face":526,"from":523,"geometry_use":{"pcurve":2107,"periodic_lift":[0,0],"sense":"Reverse"},"id":2107,"loop_ref":526,"next":2104,"prev":2106,"to":522,"twin":2073,"wire_ref":null},{"edge":1058,"face":527,"from":529,"geometry_use":{"pcurve":2108,"periodic_lift":[0,0],"sense":"Forward"},"id":2108,"loop_ref":527,"next":2109,"prev":2111,"to":530,"twin":2126,"wire_ref":null},{"edge":1055,"face":527,"from":530,"geometry_use":{"pcurve":2109,"periodic_lift":[0,0],"sense":"Reverse"},"id":2109,"loop_ref":527,"next":2110,"prev":2108,"to":522,"twin":2104,"wire_ref":null},{"edge":1042,"face":527,"from":522,"geometry_use":{"pcurve":2110,"periodic_lift":[0,0],"sense":"Reverse"},"id":2110,"loop_ref":527,"next":2111,"prev":2109,"to":521,"twin":2076,"wire_ref":null},{"edge":1054,"face":527,"from":521,"geometry_use":{"pcurve":2111,"periodic_lift":[0,0],"sense":"Forward"},"id":2111,"loop_ref":527,"next":2108,"prev":2110,"to":529,"twin":2102,"wire_ref":null},{"edge":1051,"face":528,"from":520,"geometry_use":{"pcurve":2112,"periodic_lift":[0,0],"sense":"Forward"},"id":2112,"loop_ref":528,"next":2113,"prev":2115,"to":523,"twin":2095,"wire_ref":null},{"edge":1057,"face":528,"from":523,"geometry_use":{"pcurve":2113,"periodic_lift":[0,0],"sense":"Forward"},"id":2113,"loop_ref":528,"next":2114,"prev":2112,"to":531,"twin":2106,"wire_ref":null},{"edge":1059,"face":528,"from":531,"geometry_use":{"pcurve":2114,"periodic_lift":[0,0],"sense":"Reverse"},"id":2114,"loop_ref":528,"next":2115,"prev":2113,"to":528,"twin":2139,"wire_ref":null},{"edge":1052,"face":528,"from":528,"geometry_use":{"pcurve":2115,"periodic_lift":[0,0],"sense":"Reverse"},"id":2115,"loop_ref":528,"next":2112,"prev":2114,"to":520,"twin":2100,"wire_ref":null},{"edge":1060,"face":529,"from":528,"geometry_use":{"pcurve":2116,"periodic_lift":[0,0],"sense":"Forward"},"id":2116,"loop_ref":529,"next":2117,"prev":2119,"to":532,"twin":2130,"wire_ref":null},{"edge":1061,"face":529,"from":532,"geometry_use":{"pcurve":2117,"periodic_lift":[0,0],"sense":"Reverse"},"id":2117,"loop_ref":529,"next":2118,"prev":2116,"to":533,"twin":2151,"wire_ref":null},{"edge":1062,"face":529,"from":533,"geometry_use":{"pcurve":2118,"periodic_lift":[0,0],"sense":"Reverse"},"id":2118,"loop_ref":529,"next":2119,"prev":2117,"to":529,"twin":2127,"wire_ref":null},{"edge":1053,"face":529,"from":529,"geometry_use":{"pcurve":2119,"periodic_lift":[0,0],"sense":"Forward"},"id":2119,"loop_ref":529,"next":2116,"prev":2118,"to":528,"twin":2101,"wire_ref":null},{"edge":1063,"face":530,"from":530,"geometry_use":{"pcurve":2120,"periodic_lift":[0,0],"sense":"Forward"},"id":2120,"loop_ref":530,"next":2121,"prev":2123,"to":534,"twin":2125,"wire_ref":null},{"edge":1064,"face":530,"from":534,"geometry_use":{"pcurve":2121,"periodic_lift":[0,0],"sense":"Forward"},"id":2121,"loop_ref":530,"next":2122,"prev":2120,"to":535,"twin":2155,"wire_ref":null},{"edge":1065,"face":530,"from":535,"geometry_use":{"pcurve":2122,"periodic_lift":[0,0],"sense":"Reverse"},"id":2122,"loop_ref":530,"next":2123,"prev":2121,"to":531,"twin":2132,"wire_ref":null},{"edge":1056,"face":530,"from":531,"geometry_use":{"pcurve":2123,"periodic_lift":[0,0],"sense":"Reverse"},"id":2123,"loop_ref":530,"next":2120,"prev":2122,"to":530,"twin":2105,"wire_ref":null},{"edge":1066,"face":531,"from":533,"geometry_use":{"pcurve":2124,"periodic_lift":[0,0],"sense":"Forward"},"id":2124,"loop_ref":531,"next":2125,"prev":2127,"to":534,"twin":2158,"wire_ref":null},{"edge":1063,"face":531,"from":534,"geometry_use":{"pcurve":2125,"periodic_lift":[0,0],"sense":"Reverse"},"id":2125,"loop_ref":531,"next":2126,"prev":2124,"to":530,"twin":2120,"wire_ref":null},{"edge":1058,"face":531,"from":530,"geometry_use":{"pcurve":2126,"periodic_lift":[0,0],"sense":"Reverse"},"id":2126,"loop_ref":531,"next":2127,"prev":2125,"to":529,"twin":2108,"wire_ref":null},{"edge":1062,"face":531,"from":529,"geometry_use":{"pcurve":2127,"periodic_lift":[0,0],"sense":"Forward"},"id":2127,"loop_ref":531,"next":2124,"prev":2126,"to":533,"twin":2118,"wire_ref":null},{"edge":1067,"face":532,"from":536,"geometry_use":{"pcurve":2128,"periodic_lift":[0,0],"sense":"Forward"},"id":2128,"loop_ref":532,"next":2129,"prev":2131,"to":537,"twin":2147,"wire_ref":null},{"edge":1068,"face":532,"from":537,"geometry_use":{"pcurve":2129,"periodic_lift":[0,0],"sense":"Reverse"},"id":2129,"loop_ref":532,"next":2130,"prev":2128,"to":532,"twin":2140,"wire_ref":null},{"edge":1060,"face":532,"from":532,"geometry_use":{"pcurve":2130,"periodic_lift":[0,0],"sense":"Reverse"},"id":2130,"loop_ref":532,"next":2131,"prev":2129,"to":528,"twin":2116,"wire_ref":null},{"edge":1069,"face":532,"from":528,"geometry_use":{"pcurve":2131,"periodic_lift":[0,0],"sense":"Forward"},"id":2131,"loop_ref":532,"next":2128,"prev":2130,"to":536,"twin":2138,"wire_ref":null},{"edge":1065,"face":533,"from":531,"geometry_use":{"pcurve":2132,"periodic_lift":[0,0],"sense":"Forward"},"id":2132,"loop_ref":533,"next":2133,"prev":2135,"to":535,"twin":2122,"wire_ref":null},{"edge":1070,"face":533,"from":535,"geometry_use":{"pcurve":2133,"periodic_lift":[0,0],"sense":"Forward"},"id":2133,"loop_ref":533,"next":2134,"prev":2132,"to":538,"twin":2142,"wire_ref":null},{"edge":1071,"face":533,"from":538,"geometry_use":{"pcurve":2134,"periodic_lift":[0,0],"sense":"Reverse"},"id":2134,"loop_ref":533,"next":2135,"prev":2133,"to":539,"twin":2145,"wire_ref":null},{"edge":1072,"face":533,"from":539,"geometry_use":{"pcurve":2135,"periodic_lift":[0,0],"sense":"Reverse"},"id":2135,"loop_ref":533,"next":2132,"prev":2134,"to":531,"twin":2136,"wire_ref":null},{"edge":1072,"face":534,"from":531,"geometry_use":{"pcurve":2136,"periodic_lift":[0,0],"sense":"Forward"},"id":2136,"loop_ref":534,"next":2137,"prev":2139,"to":539,"twin":2135,"wire_ref":null},{"edge":1073,"face":534,"from":539,"geometry_use":{"pcurve":2137,"periodic_lift":[0,0],"sense":"Reverse"},"id":2137,"loop_ref":534,"next":2138,"prev":2136,"to":536,"twin":2144,"wire_ref":null},{"edge":1069,"face":534,"from":536,"geometry_use":{"pcurve":2138,"periodic_lift":[0,0],"sense":"Reverse"},"id":2138,"loop_ref":534,"next":2139,"prev":2137,"to":528,"twin":2131,"wire_ref":null},{"edge":1059,"face":534,"from":528,"geometry_use":{"pcurve":2139,"periodic_lift":[0,0],"sense":"Forward"},"id":2139,"loop_ref":534,"next":2136,"prev":2138,"to":531,"twin":2114,"wire_ref":null},{"edge":1068,"face":535,"from":532,"geometry_use":{"pcurve":2140,"periodic_lift":[0,0],"sense":"Forward"},"id":2140,"loop_ref":535,"next":2141,"prev":2143,"to":537,"twin":2129,"wire_ref":null},{"edge":1074,"face":535,"from":537,"geometry_use":{"pcurve":2141,"periodic_lift":[0,0],"sense":"Forward"},"id":2141,"loop_ref":535,"next":2142,"prev":2140,"to":538,"twin":2146,"wire_ref":null},{"edge":1070,"face":535,"from":538,"geometry_use":{"pcurve":2142,"periodic_lift":[0,0],"sense":"Reverse"},"id":2142,"loop_ref":535,"next":2143,"prev":2141,"to":535,"twin":2133,"wire_ref":null},{"edge":1075,"face":535,"from":535,"geometry_use":{"pcurve":2143,"periodic_lift":[0,0],"sense":"Reverse"},"id":2143,"loop_ref":535,"next":2140,"prev":2142,"to":532,"twin":2160,"wire_ref":null},{"edge":1073,"face":536,"from":536,"geometry_use":{"pcurve":2144,"periodic_lift":[0,0],"sense":"Forward"},"id":2144,"loop_ref":536,"next":2145,"prev":2147,"to":539,"twin":2137,"wire_ref":null},{"edge":1071,"face":536,"from":539,"geometry_use":{"pcurve":2145,"periodic_lift":[0,0],"sense":"Forward"},"id":2145,"loop_ref":536,"next":2146,"prev":2144,"to":538,"twin":2134,"wire_ref":null},{"edge":1074,"face":536,"from":538,"geometry_use":{"pcurve":2146,"periodic_lift":[0,0],"sense":"Reverse"},"id":2146,"loop_ref":536,"next":2147,"prev":2145,"to":537,"twin":2141,"wire_ref":null},{"edge":1067,"face":536,"from":537,"geometry_use":{"pcurve":2147,"periodic_lift":[0,0],"sense":"Reverse"},"id":2147,"loop_ref":536,"next":2144,"prev":2146,"to":536,"twin":2128,"wire_ref":null},{"edge":1076,"face":537,"from":532,"geometry_use":{"pcurve":2148,"periodic_lift":[0,0],"sense":"Forward"},"id":2148,"loop_ref":537,"next":2149,"prev":2151,"to":540,"twin":2163,"wire_ref":null},{"edge":1077,"face":537,"from":540,"geometry_use":{"pcurve":2149,"periodic_lift":[0,0],"sense":"Reverse"},"id":2149,"loop_ref":537,"next":2150,"prev":2148,"to":541,"twin":2167,"wire_ref":null},{"edge":1078,"face":537,"from":541,"geometry_use":{"pcurve":2150,"periodic_lift":[0,0],"sense":"Reverse"},"id":2150,"loop_ref":537,"next":2151,"prev":2149,"to":533,"twin":2159,"wire_ref":null},{"edge":1061,"face":537,"from":533,"geometry_use":{"pcurve":2151,"periodic_lift":[0,0],"sense":"Forward"},"id":2151,"loop_ref":537,"next":2148,"prev":2150,"to":532,"twin":2117,"wire_ref":null},{"edge":1079,"face":538,"from":534,"geometry_use":{"pcurve":2152,"periodic_lift":[0,0],"sense":"Forward"},"id":2152,"loop_ref":538,"next":2153,"prev":2155,"to":542,"twin":2157,"wire_ref":null},{"edge":1080,"face":538,"from":542,"geometry_use":{"pcurve":2153,"periodic_lift":[0,0],"sense":"Forward"},"id":2153,"loop_ref":538,"next":2154,"prev":2152,"to":543,"twin":2171,"wire_ref":null},{"edge":1081,"face":538,"from":543,"geometry_use":{"pcurve":2154,"periodic_lift":[0,0],"sense":"Reverse"},"id":2154,"loop_ref":538,"next":2155,"prev":2153,"to":535,"twin":2161,"wire_ref":null},{"edge":1064,"face":538,"from":535,"geometry_use":{"pcurve":2155,"periodic_lift":[0,0],"sense":"Reverse"},"id":2155,"loop_ref":538,"next":2152,"prev":2154,"to":534,"twin":2121,"wire_ref":null},{"edge":1082,"face":539,"from":541,"geometry_use":{"pcurve":2156,"periodic_lift":[0,0],"sense":"Forward"},"id":2156,"loop_ref":539,"next":2157,"prev":2159,"to":542,"twin":2174,"wire_ref":null},{"edge":1079,"face":539,"from":542,"geometry_use":{"pcurve":2157,"periodic_lift":[0,0],"sense":"Reverse"},"id":2157,"loop_ref":539,"next":2158,"prev":2156,"to":534,"twin":2152,"wire_ref":null},{"edge":1066,"face":539,"from":534,"geometry_use":{"pcurve":2158,"periodic_lift":[0,0],"sense":"Reverse"},"id":2158,"loop_ref":539,"next":2159,"prev":2157,"to":533,"twin":2124,"wire_ref":null},{"edge":1078,"face":539,"from":533,"geometry_use":{"pcurve":2159,"periodic_lift":[0,0],"sense":"Forward"},"id":2159,"loop_ref":539,"next":2156,"prev":2158,"to":541,"twin":2150,"wire_ref":null},{"edge":1075,"face":540,"from":532,"geometry_use":{"pcurve":2160,"periodic_lift":[0,0],"sense":"Forward"},"id":2160,"loop_ref":540,"next":2161,"prev":2163,"to":535,"twin":2143,"wire_ref":null},{"edge":1081,"face":540,"from":535,"geometry_use":{"pcurve":2161,"periodic_lift":[0,0],"sense":"Forward"},"id":2161,"loop_ref":540,"next":2162,"prev":2160,"to":543,"twin":2154,"wire_ref":null},{"edge":1083,"face":540,"from":543,"geometry_use":{"pcurve":2162,"periodic_lift":[0,0],"sense":"Reverse"},"id":2162,"loop_ref":540,"next":2163,"prev":2161,"to":540,"twin":2187,"wire_ref":null},{"edge":1076,"face":540,"from":540,"geometry_use":{"pcurve":2163,"periodic_lift":[0,0],"sense":"Reverse"},"id":2163,"loop_ref":540,"next":2160,"prev":2162,"to":532,"twin":2148,"wire_ref":null},{"edge":1084,"face":541,"from":540,"geometry_use":{"pcurve":2164,"periodic_lift":[0,0],"sense":"Forward"},"id":2164,"loop_ref":541,"next":2165,"prev":2167,"to":544,"twin":2178,"wire_ref":null},{"edge":1085,"face":541,"from":544,"geometry_use":{"pcurve":2165,"periodic_lift":[0,0],"sense":"Reverse"},"id":2165,"loop_ref":541,"next":2166,"prev":2164,"to":545,"twin":2199,"wire_ref":null},{"edge":1086,"face":541,"from":545,"geometry_use":{"pcurve":2166,"periodic_lift":[0,0],"sense":"Reverse"},"id":2166,"loop_ref":541,"next":2167,"prev":2165,"to":541,"twin":2175,"wire_ref":null},{"edge":1077,"face":541,"from":541,"geometry_use":{"pcurve":2167,"periodic_lift":[0,0],"sense":"Forward"},"id":2167,"loop_ref":541,"next":2164,"prev":2166,"to":540,"twin":2149,"wire_ref":null},{"edge":1087,"face":542,"from":542,"geometry_use":{"pcurve":2168,"periodic_lift":[0,0],"sense":"Forward"},"id":2168,"loop_ref":542,"next":2169,"prev":2171,"to":546,"twin":2173,"wire_ref":null},{"edge":1088,"face":542,"from":546,"geometry_use":{"pcurve":2169,"periodic_lift":[0,0],"sense":"Forward"},"id":2169,"loop_ref":542,"next":2170,"prev":2168,"to":547,"twin":2203,"wire_ref":null},{"edge":1089,"face":542,"from":547,"geometry_use":{"pcurve":2170,"periodic_lift":[0,0],"sense":"Reverse"},"id":2170,"loop_ref":542,"next":2171,"prev":2169,"to":543,"twin":2180,"wire_ref":null},{"edge":1080,"face":542,"from":543,"geometry_use":{"pcurve":2171,"periodic_lift":[0,0],"sense":"Reverse"},"id":2171,"loop_ref":542,"next":2168,"prev":2170,"to":542,"twin":2153,"wire_ref":null},{"edge":1090,"face":543,"from":545,"geometry_use":{"pcurve":2172,"periodic_lift":[0,0],"sense":"Forward"},"id":2172,"loop_ref":543,"next":2173,"prev":2175,"to":546,"twin":2206,"wire_ref":null},{"edge":1087,"face":543,"from":546,"geometry_use":{"pcurve":2173,"periodic_lift":[0,0],"sense":"Reverse"},"id":2173,"loop_ref":543,"next":2174,"prev":2172,"to":542,"twin":2168,"wire_ref":null},{"edge":1082,"face":543,"from":542,"geometry_use":{"pcurve":2174,"periodic_lift":[0,0],"sense":"Reverse"},"id":2174,"loop_ref":543,"next":2175,"prev":2173,"to":541,"twin":2156,"wire_ref":null},{"edge":1086,"face":543,"from":541,"geometry_use":{"pcurve":2175,"periodic_lift":[0,0],"sense":"Forward"},"id":2175,"loop_ref":543,"next":2172,"prev":2174,"to":545,"twin":2166,"wire_ref":null},{"edge":1091,"face":544,"from":548,"geometry_use":{"pcurve":2176,"periodic_lift":[0,0],"sense":"Forward"},"id":2176,"loop_ref":544,"next":2177,"prev":2179,"to":549,"twin":2195,"wire_ref":null},{"edge":1092,"face":544,"from":549,"geometry_use":{"pcurve":2177,"periodic_lift":[0,0],"sense":"Reverse"},"id":2177,"loop_ref":544,"next":2178,"prev":2176,"to":544,"twin":2188,"wire_ref":null},{"edge":1084,"face":544,"from":544,"geometry_use":{"pcurve":2178,"periodic_lift":[0,0],"sense":"Reverse"},"id":2178,"loop_ref":544,"next":2179,"prev":2177,"to":540,"twin":2164,"wire_ref":null},{"edge":1093,"face":544,"from":540,"geometry_use":{"pcurve":2179,"periodic_lift":[0,0],"sense":"Forward"},"id":2179,"loop_ref":544,"next":2176,"prev":2178,"to":548,"twin":2186,"wire_ref":null},{"edge":1089,"face":545,"from":543,"geometry_use":{"pcurve":2180,"periodic_lift":[0,0],"sense":"Forward"},"id":2180,"loop_ref":545,"next":2181,"prev":2183,"to":547,"twin":2170,"wire_ref":null},{"edge":1094,"face":545,"from":547,"geometry_use":{"pcurve":2181,"periodic_lift":[0,0],"sense":"Forward"},"id":2181,"loop_ref":545,"next":2182,"prev":2180,"to":550,"twin":2190,"wire_ref":null},{"edge":1095,"face":545,"from":550,"geometry_use":{"pcurve":2182,"periodic_lift":[0,0],"sense":"Reverse"},"id":2182,"loop_ref":545,"next":2183,"prev":2181,"to":551,"twin":2193,"wire_ref":null},{"edge":1096,"face":545,"from":551,"geometry_use":{"pcurve":2183,"periodic_lift":[0,0],"sense":"Reverse"},"id":2183,"loop_ref":545,"next":2180,"prev":2182,"to":543,"twin":2184,"wire_ref":null},{"edge":1096,"face":546,"from":543,"geometry_use":{"pcurve":2184,"periodic_lift":[0,0],"sense":"Forward"},"id":2184,"loop_ref":546,"next":2185,"prev":2187,"to":551,"twin":2183,"wire_ref":null},{"edge":1097,"face":546,"from":551,"geometry_use":{"pcurve":2185,"periodic_lift":[0,0],"sense":"Reverse"},"id":2185,"loop_ref":546,"next":2186,"prev":2184,"to":548,"twin":2192,"wire_ref":null},{"edge":1093,"face":546,"from":548,"geometry_use":{"pcurve":2186,"periodic_lift":[0,0],"sense":"Reverse"},"id":2186,"loop_ref":546,"next":2187,"prev":2185,"to":540,"twin":2179,"wire_ref":null},{"edge":1083,"face":546,"from":540,"geometry_use":{"pcurve":2187,"periodic_lift":[0,0],"sense":"Forward"},"id":2187,"loop_ref":546,"next":2184,"prev":2186,"to":543,"twin":2162,"wire_ref":null},{"edge":1092,"face":547,"from":544,"geometry_use":{"pcurve":2188,"periodic_lift":[0,0],"sense":"Forward"},"id":2188,"loop_ref":547,"next":2189,"prev":2191,"to":549,"twin":2177,"wire_ref":null},{"edge":1098,"face":547,"from":549,"geometry_use":{"pcurve":2189,"periodic_lift":[0,0],"sense":"Forward"},"id":2189,"loop_ref":547,"next":2190,"prev":2188,"to":550,"twin":2194,"wire_ref":null},{"edge":1094,"face":547,"from":550,"geometry_use":{"pcurve":2190,"periodic_lift":[0,0],"sense":"Reverse"},"id":2190,"loop_ref":547,"next":2191,"prev":2189,"to":547,"twin":2181,"wire_ref":null},{"edge":1099,"face":547,"from":547,"geometry_use":{"pcurve":2191,"periodic_lift":[0,0],"sense":"Reverse"},"id":2191,"loop_ref":547,"next":2188,"prev":2190,"to":544,"twin":2208,"wire_ref":null},{"edge":1097,"face":548,"from":548,"geometry_use":{"pcurve":2192,"periodic_lift":[0,0],"sense":"Forward"},"id":2192,"loop_ref":548,"next":2193,"prev":2195,"to":551,"twin":2185,"wire_ref":null},{"edge":1095,"face":548,"from":551,"geometry_use":{"pcurve":2193,"periodic_lift":[0,0],"sense":"Forward"},"id":2193,"loop_ref":548,"next":2194,"prev":2192,"to":550,"twin":2182,"wire_ref":null},{"edge":1098,"face":548,"from":550,"geometry_use":{"pcurve":2194,"periodic_lift":[0,0],"sense":"Reverse"},"id":2194,"loop_ref":548,"next":2195,"prev":2193,"to":549,"twin":2189,"wire_ref":null},{"edge":1091,"face":548,"from":549,"geometry_use":{"pcurve":2195,"periodic_lift":[0,0],"sense":"Reverse"},"id":2195,"loop_ref":548,"next":2192,"prev":2194,"to":548,"twin":2176,"wire_ref":null},{"edge":1100,"face":549,"from":544,"geometry_use":{"pcurve":2196,"periodic_lift":[0,0],"sense":"Forward"},"id":2196,"loop_ref":549,"next":2197,"prev":2199,"to":552,"twin":2211,"wire_ref":null},{"edge":1101,"face":549,"from":552,"geometry_use":{"pcurve":2197,"periodic_lift":[0,0],"sense":"Reverse"},"id":2197,"loop_ref":549,"next":2198,"prev":2196,"to":553,"twin":2215,"wire_ref":null},{"edge":1102,"face":549,"from":553,"geometry_use":{"pcurve":2198,"periodic_lift":[0,0],"sense":"Reverse"},"id":2198,"loop_ref":549,"next":2199,"prev":2197,"to":545,"twin":2207,"wire_ref":null},{"edge":1085,"face":549,"from":545,"geometry_use":{"pcurve":2199,"periodic_lift":[0,0],"sense":"Forward"},"id":2199,"loop_ref":549,"next":2196,"prev":2198,"to":544,"twin":2165,"wire_ref":null},{"edge":1103,"face":550,"from":546,"geometry_use":{"pcurve":2200,"periodic_lift":[0,0],"sense":"Forward"},"id":2200,"loop_ref":550,"next":2201,"prev":2203,"to":554,"twin":2205,"wire_ref":null},{"edge":1104,"face":550,"from":554,"geometry_use":{"pcurve":2201,"periodic_lift":[0,0],"sense":"Forward"},"id":2201,"loop_ref":550,"next":2202,"prev":2200,"to":555,"twin":2219,"wire_ref":null},{"edge":1105,"face":550,"from":555,"geometry_use":{"pcurve":2202,"periodic_lift":[0,0],"sense":"Reverse"},"id":2202,"loop_ref":550,"next":2203,"prev":2201,"to":547,"twin":2209,"wire_ref":null},{"edge":1088,"face":550,"from":547,"geometry_use":{"pcurve":2203,"periodic_lift":[0,0],"sense":"Reverse"},"id":2203,"loop_ref":550,"next":2200,"prev":2202,"to":546,"twin":2169,"wire_ref":null},{"edge":1106,"face":551,"from":553,"geometry_use":{"pcurve":2204,"periodic_lift":[0,0],"sense":"Forward"},"id":2204,"loop_ref":551,"next":2205,"prev":2207,"to":554,"twin":2222,"wire_ref":null},{"edge":1103,"face":551,"from":554,"geometry_use":{"pcurve":2205,"periodic_lift":[0,0],"sense":"Reverse"},"id":2205,"loop_ref":551,"next":2206,"prev":2204,"to":546,"twin":2200,"wire_ref":null},{"edge":1090,"face":551,"from":546,"geometry_use":{"pcurve":2206,"periodic_lift":[0,0],"sense":"Reverse"},"id":2206,"loop_ref":551,"next":2207,"prev":2205,"to":545,"twin":2172,"wire_ref":null},{"edge":1102,"face":551,"from":545,"geometry_use":{"pcurve":2207,"periodic_lift":[0,0],"sense":"Forward"},"id":2207,"loop_ref":551,"next":2204,"prev":2206,"to":553,"twin":2198,"wire_ref":null},{"edge":1099,"face":552,"from":544,"geometry_use":{"pcurve":2208,"periodic_lift":[0,0],"sense":"Forward"},"id":2208,"loop_ref":552,"next":2209,"prev":2211,"to":547,"twin":2191,"wire_ref":null},{"edge":1105,"face":552,"from":547,"geometry_use":{"pcurve":2209,"periodic_lift":[0,0],"sense":"Forward"},"id":2209,"loop_ref":552,"next":2210,"prev":2208,"to":555,"twin":2202,"wire_ref":null},{"edge":1107,"face":552,"from":555,"geometry_use":{"pcurve":2210,"periodic_lift":[0,0],"sense":"Reverse"},"id":2210,"loop_ref":552,"next":2211,"prev":2209,"to":552,"twin":2235,"wire_ref":null},{"edge":1100,"face":552,"from":552,"geometry_use":{"pcurve":2211,"periodic_lift":[0,0],"sense":"Reverse"},"id":2211,"loop_ref":552,"next":2208,"prev":2210,"to":544,"twin":2196,"wire_ref":null},{"edge":1108,"face":553,"from":552,"geometry_use":{"pcurve":2212,"periodic_lift":[0,0],"sense":"Forward"},"id":2212,"loop_ref":553,"next":2213,"prev":2215,"to":556,"twin":2226,"wire_ref":null},{"edge":1109,"face":553,"from":556,"geometry_use":{"pcurve":2213,"periodic_lift":[0,0],"sense":"Reverse"},"id":2213,"loop_ref":553,"next":2214,"prev":2212,"to":557,"twin":2247,"wire_ref":null},{"edge":1110,"face":553,"from":557,"geometry_use":{"pcurve":2214,"periodic_lift":[0,0],"sense":"Reverse"},"id":2214,"loop_ref":553,"next":2215,"prev":2213,"to":553,"twin":2223,"wire_ref":null},{"edge":1101,"face":553,"from":553,"geometry_use":{"pcurve":2215,"periodic_lift":[0,0],"sense":"Forward"},"id":2215,"loop_ref":553,"next":2212,"prev":2214,"to":552,"twin":2197,"wire_ref":null},{"edge":1111,"face":554,"from":554,"geometry_use":{"pcurve":2216,"periodic_lift":[0,0],"sense":"Forward"},"id":2216,"loop_ref":554,"next":2217,"prev":2219,"to":558,"twin":2221,"wire_ref":null},{"edge":1112,"face":554,"from":558,"geometry_use":{"pcurve":2217,"periodic_lift":[0,0],"sense":"Forward"},"id":2217,"loop_ref":554,"next":2218,"prev":2216,"to":559,"twin":2251,"wire_ref":null},{"edge":1113,"face":554,"from":559,"geometry_use":{"pcurve":2218,"periodic_lift":[0,0],"sense":"Reverse"},"id":2218,"loop_ref":554,"next":2219,"prev":2217,"to":555,"twin":2228,"wire_ref":null},{"edge":1104,"face":554,"from":555,"geometry_use":{"pcurve":2219,"periodic_lift":[0,0],"sense":"Reverse"},"id":2219,"loop_ref":554,"next":2216,"prev":2218,"to":554,"twin":2201,"wire_ref":null},{"edge":1114,"face":555,"from":557,"geometry_use":{"pcurve":2220,"periodic_lift":[0,0],"sense":"Forward"},"id":2220,"loop_ref":555,"next":2221,"prev":2223,"to":558,"twin":2254,"wire_ref":null},{"edge":1111,"face":555,"from":558,"geometry_use":{"pcurve":2221,"periodic_lift":[0,0],"sense":"Reverse"},"id":2221,"loop_ref":555,"next":2222,"prev":2220,"to":554,"twin":2216,"wire_ref":null},{"edge":1106,"face":555,"from":554,"geometry_use":{"pcurve":2222,"periodic_lift":[0,0],"sense":"Reverse"},"id":2222,"loop_ref":555,"next":2223,"prev":2221,"to":553,"twin":2204,"wire_ref":null},{"edge":1110,"face":555,"from":553,"geometry_use":{"pcurve":2223,"periodic_lift":[0,0],"sense":"Forward"},"id":2223,"loop_ref":555,"next":2220,"prev":2222,"to":557,"twin":2214,"wire_ref":null},{"edge":1115,"face":556,"from":560,"geometry_use":{"pcurve":2224,"periodic_lift":[0,0],"sense":"Forward"},"id":2224,"loop_ref":556,"next":2225,"prev":2227,"to":561,"twin":2243,"wire_ref":null},{"edge":1116,"face":556,"from":561,"geometry_use":{"pcurve":2225,"periodic_lift":[0,0],"sense":"Reverse"},"id":2225,"loop_ref":556,"next":2226,"prev":2224,"to":556,"twin":2236,"wire_ref":null},{"edge":1108,"face":556,"from":556,"geometry_use":{"pcurve":2226,"periodic_lift":[0,0],"sense":"Reverse"},"id":2226,"loop_ref":556,"next":2227,"prev":2225,"to":552,"twin":2212,"wire_ref":null},{"edge":1117,"face":556,"from":552,"geometry_use":{"pcurve":2227,"periodic_lift":[0,0],"sense":"Forward"},"id":2227,"loop_ref":556,"next":2224,"prev":2226,"to":560,"twin":2234,"wire_ref":null},{"edge":1113,"face":557,"from":555,"geometry_use":{"pcurve":2228,"periodic_lift":[0,0],"sense":"Forward"},"id":2228,"loop_ref":557,"next":2229,"prev":2231,"to":559,"twin":2218,"wire_ref":null},{"edge":1118,"face":557,"from":559,"geometry_use":{"pcurve":2229,"periodic_lift":[0,0],"sense":"Forward"},"id":2229,"loop_ref":557,"next":2230,"prev":2228,"to":562,"twin":2238,"wire_ref":null},{"edge":1119,"face":557,"from":562,"geometry_use":{"pcurve":2230,"periodic_lift":[0,0],"sense":"Reverse"},"id":2230,"loop_ref":557,"next":2231,"prev":2229,"to":563,"twin":2241,"wire_ref":null},{"edge":1120,"face":557,"from":563,"geometry_use":{"pcurve":2231,"periodic_lift":[0,0],"sense":"Reverse"},"id":2231,"loop_ref":557,"next":2228,"prev":2230,"to":555,"twin":2232,"wire_ref":null},{"edge":1120,"face":558,"from":555,"geometry_use":{"pcurve":2232,"periodic_lift":[0,0],"sense":"Forward"},"id":2232,"loop_ref":558,"next":2233,"prev":2235,"to":563,"twin":2231,"wire_ref":null},{"edge":1121,"face":558,"from":563,"geometry_use":{"pcurve":2233,"periodic_lift":[0,0],"sense":"Reverse"},"id":2233,"loop_ref":558,"next":2234,"prev":2232,"to":560,"twin":2240,"wire_ref":null},{"edge":1117,"face":558,"from":560,"geometry_use":{"pcurve":2234,"periodic_lift":[0,0],"sense":"Reverse"},"id":2234,"loop_ref":558,"next":2235,"prev":2233,"to":552,"twin":2227,"wire_ref":null},{"edge":1107,"face":558,"from":552,"geometry_use":{"pcurve":2235,"periodic_lift":[0,0],"sense":"Forward"},"id":2235,"loop_ref":558,"next":2232,"prev":2234,"to":555,"twin":2210,"wire_ref":null},{"edge":1116,"face":559,"from":556,"geometry_use":{"pcurve":2236,"periodic_lift":[0,0],"sense":"Forward"},"id":2236,"loop_ref":559,"next":2237,"prev":2239,"to":561,"twin":2225,"wire_ref":null},{"edge":1122,"face":559,"from":561,"geometry_use":{"pcurve":2237,"periodic_lift":[0,0],"sense":"Forward"},"id":2237,"loop_ref":559,"next":2238,"prev":2236,"to":562,"twin":2242,"wire_ref":null},{"edge":1118,"face":559,"from":562,"geometry_use":{"pcurve":2238,"periodic_lift":[0,0],"sense":"Reverse"},"id":2238,"loop_ref":559,"next":2239,"prev":2237,"to":559,"twin":2229,"wire_ref":null},{"edge":1123,"face":559,"from":559,"geometry_use":{"pcurve":2239,"periodic_lift":[0,0],"sense":"Reverse"},"id":2239,"loop_ref":559,"next":2236,"prev":2238,"to":556,"twin":2256,"wire_ref":null},{"edge":1121,"face":560,"from":560,"geometry_use":{"pcurve":2240,"periodic_lift":[0,0],"sense":"Forward"},"id":2240,"loop_ref":560,"next":2241,"prev":2243,"to":563,"twin":2233,"wire_ref":null},{"edge":1119,"face":560,"from":563,"geometry_use":{"pcurve":2241,"periodic_lift":[0,0],"sense":"Forward"},"id":2241,"loop_ref":560,"next":2242,"prev":2240,"to":562,"twin":2230,"wire_ref":null},{"edge":1122,"face":560,"from":562,"geometry_use":{"pcurve":2242,"periodic_lift":[0,0],"sense":"Reverse"},"id":2242,"loop_ref":560,"next":2243,"prev":2241,"to":561,"twin":2237,"wire_ref":null},{"edge":1115,"face":560,"from":561,"geometry_use":{"pcurve":2243,"periodic_lift":[0,0],"sense":"Reverse"},"id":2243,"loop_ref":560,"next":2240,"prev":2242,"to":560,"twin":2224,"wire_ref":null},{"edge":1124,"face":561,"from":556,"geometry_use":{"pcurve":2244,"periodic_lift":[0,0],"sense":"Forward"},"id":2244,"loop_ref":561,"next":2245,"prev":2247,"to":564,"twin":2259,"wire_ref":null},{"edge":1125,"face":561,"from":564,"geometry_use":{"pcurve":2245,"periodic_lift":[0,0],"sense":"Reverse"},"id":2245,"loop_ref":561,"next":2246,"prev":2244,"to":565,"twin":2263,"wire_ref":null},{"edge":1126,"face":561,"from":565,"geometry_use":{"pcurve":2246,"periodic_lift":[0,0],"sense":"Reverse"},"id":2246,"loop_ref":561,"next":2247,"prev":2245,"to":557,"twin":2255,"wire_ref":null},{"edge":1109,"face":561,"from":557,"geometry_use":{"pcurve":2247,"periodic_lift":[0,0],"sense":"Forward"},"id":2247,"loop_ref":561,"next":2244,"prev":2246,"to":556,"twin":2213,"wire_ref":null},{"edge":1127,"face":562,"from":558,"geometry_use":{"pcurve":2248,"periodic_lift":[0,0],"sense":"Forward"},"id":2248,"loop_ref":562,"next":2249,"prev":2251,"to":566,"twin":2253,"wire_ref":null},{"edge":1128,"face":562,"from":566,"geometry_use":{"pcurve":2249,"periodic_lift":[0,0],"sense":"Forward"},"id":2249,"loop_ref":562,"next":2250,"prev":2248,"to":567,"twin":2267,"wire_ref":null},{"edge":1129,"face":562,"from":567,"geometry_use":{"pcurve":2250,"periodic_lift":[0,0],"sense":"Reverse"},"id":2250,"loop_ref":562,"next":2251,"prev":2249,"to":559,"twin":2257,"wire_ref":null},{"edge":1112,"face":562,"from":559,"geometry_use":{"pcurve":2251,"periodic_lift":[0,0],"sense":"Reverse"},"id":2251,"loop_ref":562,"next":2248,"prev":2250,"to":558,"twin":2217,"wire_ref":null},{"edge":1130,"face":563,"from":565,"geometry_use":{"pcurve":2252,"periodic_lift":[0,0],"sense":"Forward"},"id":2252,"loop_ref":563,"next":2253,"prev":2255,"to":566,"twin":2270,"wire_ref":null},{"edge":1127,"face":563,"from":566,"geometry_use":{"pcurve":2253,"periodic_lift":[0,0],"sense":"Reverse"},"id":2253,"loop_ref":563,"next":2254,"prev":2252,"to":558,"twin":2248,"wire_ref":null},{"edge":1114,"face":563,"from":558,"geometry_use":{"pcurve":2254,"periodic_lift":[0,0],"sense":"Reverse"},"id":2254,"loop_ref":563,"next":2255,"prev":2253,"to":557,"twin":2220,"wire_ref":null},{"edge":1126,"face":563,"from":557,"geometry_use":{"pcurve":2255,"periodic_lift":[0,0],"sense":"Forward"},"id":2255,"loop_ref":563,"next":2252,"prev":2254,"to":565,"twin":2246,"wire_ref":null},{"edge":1123,"face":564,"from":556,"geometry_use":{"pcurve":2256,"periodic_lift":[0,0],"sense":"Forward"},"id":2256,"loop_ref":564,"next":2257,"prev":2259,"to":559,"twin":2239,"wire_ref":null},{"edge":1129,"face":564,"from":559,"geometry_use":{"pcurve":2257,"periodic_lift":[0,0],"sense":"Forward"},"id":2257,"loop_ref":564,"next":2258,"prev":2256,"to":567,"twin":2250,"wire_ref":null},{"edge":1131,"face":564,"from":567,"geometry_use":{"pcurve":2258,"periodic_lift":[0,0],"sense":"Reverse"},"id":2258,"loop_ref":564,"next":2259,"prev":2257,"to":564,"twin":2283,"wire_ref":null},{"edge":1124,"face":564,"from":564,"geometry_use":{"pcurve":2259,"periodic_lift":[0,0],"sense":"Reverse"},"id":2259,"loop_ref":564,"next":2256,"prev":2258,"to":556,"twin":2244,"wire_ref":null},{"edge":1132,"face":565,"from":564,"geometry_use":{"pcurve":2260,"periodic_lift":[0,0],"sense":"Forward"},"id":2260,"loop_ref":565,"next":2261,"prev":2263,"to":568,"twin":2274,"wire_ref":null},{"edge":1133,"face":565,"from":568,"geometry_use":{"pcurve":2261,"periodic_lift":[0,0],"sense":"Reverse"},"id":2261,"loop_ref":565,"next":2262,"prev":2260,"to":569,"twin":2295,"wire_ref":null},{"edge":1134,"face":565,"from":569,"geometry_use":{"pcurve":2262,"periodic_lift":[0,0],"sense":"Reverse"},"id":2262,"loop_ref":565,"next":2263,"prev":2261,"to":565,"twin":2271,"wire_ref":null},{"edge":1125,"face":565,"from":565,"geometry_use":{"pcurve":2263,"periodic_lift":[0,0],"sense":"Forward"},"id":2263,"loop_ref":565,"next":2260,"prev":2262,"to":564,"twin":2245,"wire_ref":null},{"edge":1135,"face":566,"from":566,"geometry_use":{"pcurve":2264,"periodic_lift":[0,0],"sense":"Forward"},"id":2264,"loop_ref":566,"next":2265,"prev":2267,"to":570,"twin":2269,"wire_ref":null},{"edge":1136,"face":566,"from":570,"geometry_use":{"pcurve":2265,"periodic_lift":[0,0],"sense":"Forward"},"id":2265,"loop_ref":566,"next":2266,"prev":2264,"to":571,"twin":2299,"wire_ref":null},{"edge":1137,"face":566,"from":571,"geometry_use":{"pcurve":2266,"periodic_lift":[0,0],"sense":"Reverse"},"id":2266,"loop_ref":566,"next":2267,"prev":2265,"to":567,"twin":2276,"wire_ref":null},{"edge":1128,"face":566,"from":567,"geometry_use":{"pcurve":2267,"periodic_lift":[0,0],"sense":"Reverse"},"id":2267,"loop_ref":566,"next":2264,"prev":2266,"to":566,"twin":2249,"wire_ref":null},{"edge":1138,"face":567,"from":569,"geometry_use":{"pcurve":2268,"periodic_lift":[0,0],"sense":"Forward"},"id":2268,"loop_ref":567,"next":2269,"prev":2271,"to":570,"twin":2302,"wire_ref":null},{"edge":1135,"face":567,"from":570,"geometry_use":{"pcurve":2269,"periodic_lift":[0,0],"sense":"Reverse"},"id":2269,"loop_ref":567,"next":2270,"prev":2268,"to":566,"twin":2264,"wire_ref":null},{"edge":1130,"face":567,"from":566,"geometry_use":{"pcurve":2270,"periodic_lift":[0,0],"sense":"Reverse"},"id":2270,"loop_ref":567,"next":2271,"prev":2269,"to":565,"twin":2252,"wire_ref":null},{"edge":1134,"face":567,"from":565,"geometry_use":{"pcurve":2271,"periodic_lift":[0,0],"sense":"Forward"},"id":2271,"loop_ref":567,"next":2268,"prev":2270,"to":569,"twin":2262,"wire_ref":null},{"edge":1139,"face":568,"from":572,"geometry_use":{"pcurve":2272,"periodic_lift":[0,0],"sense":"Forward"},"id":2272,"loop_ref":568,"next":2273,"prev":2275,"to":573,"twin":2291,"wire_ref":null},{"edge":1140,"face":568,"from":573,"geometry_use":{"pcurve":2273,"periodic_lift":[0,0],"sense":"Reverse"},"id":2273,"loop_ref":568,"next":2274,"prev":2272,"to":568,"twin":2284,"wire_ref":null},{"edge":1132,"face":568,"from":568,"geometry_use":{"pcurve":2274,"periodic_lift":[0,0],"sense":"Reverse"},"id":2274,"loop_ref":568,"next":2275,"prev":2273,"to":564,"twin":2260,"wire_ref":null},{"edge":1141,"face":568,"from":564,"geometry_use":{"pcurve":2275,"periodic_lift":[0,0],"sense":"Forward"},"id":2275,"loop_ref":568,"next":2272,"prev":2274,"to":572,"twin":2282,"wire_ref":null},{"edge":1137,"face":569,"from":567,"geometry_use":{"pcurve":2276,"periodic_lift":[0,0],"sense":"Forward"},"id":2276,"loop_ref":569,"next":2277,"prev":2279,"to":571,"twin":2266,"wire_ref":null},{"edge":1142,"face":569,"from":571,"geometry_use":{"pcurve":2277,"periodic_lift":[0,0],"sense":"Forward"},"id":2277,"loop_ref":569,"next":2278,"prev":2276,"to":574,"twin":2286,"wire_ref":null},{"edge":1143,"face":569,"from":574,"geometry_use":{"pcurve":2278,"periodic_lift":[0,0],"sense":"Reverse"},"id":2278,"loop_ref":569,"next":2279,"prev":2277,"to":575,"twin":2289,"wire_ref":null},{"edge":1144,"face":569,"from":575,"geometry_use":{"pcurve":2279,"periodic_lift":[0,0],"sense":"Reverse"},"id":2279,"loop_ref":569,"next":2276,"prev":2278,"to":567,"twin":2280,"wire_ref":null},{"edge":1144,"face":570,"from":567,"geometry_use":{"pcurve":2280,"periodic_lift":[0,0],"sense":"Forward"},"id":2280,"loop_ref":570,"next":2281,"prev":2283,"to":575,"twin":2279,"wire_ref":null},{"edge":1145,"face":570,"from":575,"geometry_use":{"pcurve":2281,"periodic_lift":[0,0],"sense":"Reverse"},"id":2281,"loop_ref":570,"next":2282,"prev":2280,"to":572,"twin":2288,"wire_ref":null},{"edge":1141,"face":570,"from":572,"geometry_use":{"pcurve":2282,"periodic_lift":[0,0],"sense":"Reverse"},"id":2282,"loop_ref":570,"next":2283,"prev":2281,"to":564,"twin":2275,"wire_ref":null},{"edge":1131,"face":570,"from":564,"geometry_use":{"pcurve":2283,"periodic_lift":[0,0],"sense":"Forward"},"id":2283,"loop_ref":570,"next":2280,"prev":2282,"to":567,"twin":2258,"wire_ref":null},{"edge":1140,"face":571,"from":568,"geometry_use":{"pcurve":2284,"periodic_lift":[0,0],"sense":"Forward"},"id":2284,"loop_ref":571,"next":2285,"prev":2287,"to":573,"twin":2273,"wire_ref":null},{"edge":1146,"face":571,"from":573,"geometry_use":{"pcurve":2285,"periodic_lift":[0,0],"sense":"Forward"},"id":2285,"loop_ref":571,"next":2286,"prev":2284,"to":574,"twin":2290,"wire_ref":null},{"edge":1142,"face":571,"from":574,"geometry_use":{"pcurve":2286,"periodic_lift":[0,0],"sense":"Reverse"},"id":2286,"loop_ref":571,"next":2287,"prev":2285,"to":571,"twin":2277,"wire_ref":null},{"edge":1147,"face":571,"from":571,"geometry_use":{"pcurve":2287,"periodic_lift":[0,0],"sense":"Reverse"},"id":2287,"loop_ref":571,"next":2284,"prev":2286,"to":568,"twin":2304,"wire_ref":null},{"edge":1145,"face":572,"from":572,"geometry_use":{"pcurve":2288,"periodic_lift":[0,0],"sense":"Forward"},"id":2288,"loop_ref":572,"next":2289,"prev":2291,"to":575,"twin":2281,"wire_ref":null},{"edge":1143,"face":572,"from":575,"geometry_use":{"pcurve":2289,"periodic_lift":[0,0],"sense":"Forward"},"id":2289,"loop_ref":572,"next":2290,"prev":2288,"to":574,"twin":2278,"wire_ref":null},{"edge":1146,"face":572,"from":574,"geometry_use":{"pcurve":2290,"periodic_lift":[0,0],"sense":"Reverse"},"id":2290,"loop_ref":572,"next":2291,"prev":2289,"to":573,"twin":2285,"wire_ref":null},{"edge":1139,"face":572,"from":573,"geometry_use":{"pcurve":2291,"periodic_lift":[0,0],"sense":"Reverse"},"id":2291,"loop_ref":572,"next":2288,"prev":2290,"to":572,"twin":2272,"wire_ref":null},{"edge":1148,"face":573,"from":568,"geometry_use":{"pcurve":2292,"periodic_lift":[0,0],"sense":"Forward"},"id":2292,"loop_ref":573,"next":2293,"prev":2295,"to":576,"twin":2307,"wire_ref":null},{"edge":1149,"face":573,"from":576,"geometry_use":{"pcurve":2293,"periodic_lift":[0,0],"sense":"Reverse"},"id":2293,"loop_ref":573,"next":2294,"prev":2292,"to":577,"twin":2311,"wire_ref":null},{"edge":1150,"face":573,"from":577,"geometry_use":{"pcurve":2294,"periodic_lift":[0,0],"sense":"Reverse"},"id":2294,"loop_ref":573,"next":2295,"prev":2293,"to":569,"twin":2303,"wire_ref":null},{"edge":1133,"face":573,"from":569,"geometry_use":{"pcurve":2295,"periodic_lift":[0,0],"sense":"Forward"},"id":2295,"loop_ref":573,"next":2292,"prev":2294,"to":568,"twin":2261,"wire_ref":null},{"edge":1151,"face":574,"from":570,"geometry_use":{"pcurve":2296,"periodic_lift":[0,0],"sense":"Forward"},"id":2296,"loop_ref":574,"next":2297,"prev":2299,"to":578,"twin":2301,"wire_ref":null},{"edge":1152,"face":574,"from":578,"geometry_use":{"pcurve":2297,"periodic_lift":[0,0],"sense":"Forward"},"id":2297,"loop_ref":574,"next":2298,"prev":2296,"to":579,"twin":2315,"wire_ref":null},{"edge":1153,"face":574,"from":579,"geometry_use":{"pcurve":2298,"periodic_lift":[0,0],"sense":"Reverse"},"id":2298,"loop_ref":574,"next":2299,"prev":2297,"to":571,"twin":2305,"wire_ref":null},{"edge":1136,"face":574,"from":571,"geometry_use":{"pcurve":2299,"periodic_lift":[0,0],"sense":"Reverse"},"id":2299,"loop_ref":574,"next":2296,"prev":2298,"to":570,"twin":2265,"wire_ref":null},{"edge":1154,"face":575,"from":577,"geometry_use":{"pcurve":2300,"periodic_lift":[0,0],"sense":"Forward"},"id":2300,"loop_ref":575,"next":2301,"prev":2303,"to":578,"twin":2318,"wire_ref":null},{"edge":1151,"face":575,"from":578,"geometry_use":{"pcurve":2301,"periodic_lift":[0,0],"sense":"Reverse"},"id":2301,"loop_ref":575,"next":2302,"prev":2300,"to":570,"twin":2296,"wire_ref":null},{"edge":1138,"face":575,"from":570,"geometry_use":{"pcurve":2302,"periodic_lift":[0,0],"sense":"Reverse"},"id":2302,"loop_ref":575,"next":2303,"prev":2301,"to":569,"twin":2268,"wire_ref":null},{"edge":1150,"face":575,"from":569,"geometry_use":{"pcurve":2303,"periodic_lift":[0,0],"sense":"Forward"},"id":2303,"loop_ref":575,"next":2300,"prev":2302,"to":577,"twin":2294,"wire_ref":null},{"edge":1147,"face":576,"from":568,"geometry_use":{"pcurve":2304,"periodic_lift":[0,0],"sense":"Forward"},"id":2304,"loop_ref":576,"next":2305,"prev":2307,"to":571,"twin":2287,"wire_ref":null},{"edge":1153,"face":576,"from":571,"geometry_use":{"pcurve":2305,"periodic_lift":[0,0],"sense":"Forward"},"id":2305,"loop_ref":576,"next":2306,"prev":2304,"to":579,"twin":2298,"wire_ref":null},{"edge":1155,"face":576,"from":579,"geometry_use":{"pcurve":2306,"periodic_lift":[0,0],"sense":"Reverse"},"id":2306,"loop_ref":576,"next":2307,"prev":2305,"to":576,"twin":2331,"wire_ref":null},{"edge":1148,"face":576,"from":576,"geometry_use":{"pcurve":2307,"periodic_lift":[0,0],"sense":"Reverse"},"id":2307,"loop_ref":576,"next":2304,"prev":2306,"to":568,"twin":2292,"wire_ref":null},{"edge":1156,"face":577,"from":576,"geometry_use":{"pcurve":2308,"periodic_lift":[0,0],"sense":"Forward"},"id":2308,"loop_ref":577,"next":2309,"prev":2311,"to":580,"twin":2322,"wire_ref":null},{"edge":1157,"face":577,"from":580,"geometry_use":{"pcurve":2309,"periodic_lift":[0,0],"sense":"Reverse"},"id":2309,"loop_ref":577,"next":2310,"prev":2308,"to":581,"twin":2343,"wire_ref":null},{"edge":1158,"face":577,"from":581,"geometry_use":{"pcurve":2310,"periodic_lift":[0,0],"sense":"Reverse"},"id":2310,"loop_ref":577,"next":2311,"prev":2309,"to":577,"twin":2319,"wire_ref":null},{"edge":1149,"face":577,"from":577,"geometry_use":{"pcurve":2311,"periodic_lift":[0,0],"sense":"Forward"},"id":2311,"loop_ref":577,"next":2308,"prev":2310,"to":576,"twin":2293,"wire_ref":null},{"edge":1159,"face":578,"from":578,"geometry_use":{"pcurve":2312,"periodic_lift":[0,0],"sense":"Forward"},"id":2312,"loop_ref":578,"next":2313,"prev":2315,"to":582,"twin":2317,"wire_ref":null},{"edge":1160,"face":578,"from":582,"geometry_use":{"pcurve":2313,"periodic_lift":[0,0],"sense":"Forward"},"id":2313,"loop_ref":578,"next":2314,"prev":2312,"to":583,"twin":2347,"wire_ref":null},{"edge":1161,"face":578,"from":583,"geometry_use":{"pcurve":2314,"periodic_lift":[0,0],"sense":"Reverse"},"id":2314,"loop_ref":578,"next":2315,"prev":2313,"to":579,"twin":2324,"wire_ref":null},{"edge":1152,"face":578,"from":579,"geometry_use":{"pcurve":2315,"periodic_lift":[0,0],"sense":"Reverse"},"id":2315,"loop_ref":578,"next":2312,"prev":2314,"to":578,"twin":2297,"wire_ref":null},{"edge":1162,"face":579,"from":581,"geometry_use":{"pcurve":2316,"periodic_lift":[0,0],"sense":"Forward"},"id":2316,"loop_ref":579,"next":2317,"prev":2319,"to":582,"twin":2350,"wire_ref":null},{"edge":1159,"face":579,"from":582,"geometry_use":{"pcurve":2317,"periodic_lift":[0,0],"sense":"Reverse"},"id":2317,"loop_ref":579,"next":2318,"prev":2316,"to":578,"twin":2312,"wire_ref":null},{"edge":1154,"face":579,"from":578,"geometry_use":{"pcurve":2318,"periodic_lift":[0,0],"sense":"Reverse"},"id":2318,"loop_ref":579,"next":2319,"prev":2317,"to":577,"twin":2300,"wire_ref":null},{"edge":1158,"face":579,"from":577,"geometry_use":{"pcurve":2319,"periodic_lift":[0,0],"sense":"Forward"},"id":2319,"loop_ref":579,"next":2316,"prev":2318,"to":581,"twin":2310,"wire_ref":null},{"edge":1163,"face":580,"from":584,"geometry_use":{"pcurve":2320,"periodic_lift":[0,0],"sense":"Forward"},"id":2320,"loop_ref":580,"next":2321,"prev":2323,"to":585,"twin":2339,"wire_ref":null},{"edge":1164,"face":580,"from":585,"geometry_use":{"pcurve":2321,"periodic_lift":[0,0],"sense":"Reverse"},"id":2321,"loop_ref":580,"next":2322,"prev":2320,"to":580,"twin":2332,"wire_ref":null},{"edge":1156,"face":580,"from":580,"geometry_use":{"pcurve":2322,"periodic_lift":[0,0],"sense":"Reverse"},"id":2322,"loop_ref":580,"next":2323,"prev":2321,"to":576,"twin":2308,"wire_ref":null},{"edge":1165,"face":580,"from":576,"geometry_use":{"pcurve":2323,"periodic_lift":[0,0],"sense":"Forward"},"id":2323,"loop_ref":580,"next":2320,"prev":2322,"to":584,"twin":2330,"wire_ref":null},{"edge":1161,"face":581,"from":579,"geometry_use":{"pcurve":2324,"periodic_lift":[0,0],"sense":"Forward"},"id":2324,"loop_ref":581,"next":2325,"prev":2327,"to":583,"twin":2314,"wire_ref":null},{"edge":1166,"face":581,"from":583,"geometry_use":{"pcurve":2325,"periodic_lift":[0,0],"sense":"Forward"},"id":2325,"loop_ref":581,"next":2326,"prev":2324,"to":586,"twin":2334,"wire_ref":null},{"edge":1167,"face":581,"from":586,"geometry_use":{"pcurve":2326,"periodic_lift":[0,0],"sense":"Reverse"},"id":2326,"loop_ref":581,"next":2327,"prev":2325,"to":587,"twin":2337,"wire_ref":null},{"edge":1168,"face":581,"from":587,"geometry_use":{"pcurve":2327,"periodic_lift":[0,0],"sense":"Reverse"},"id":2327,"loop_ref":581,"next":2324,"prev":2326,"to":579,"twin":2328,"wire_ref":null},{"edge":1168,"face":582,"from":579,"geometry_use":{"pcurve":2328,"periodic_lift":[0,0],"sense":"Forward"},"id":2328,"loop_ref":582,"next":2329,"prev":2331,"to":587,"twin":2327,"wire_ref":null},{"edge":1169,"face":582,"from":587,"geometry_use":{"pcurve":2329,"periodic_lift":[0,0],"sense":"Reverse"},"id":2329,"loop_ref":582,"next":2330,"prev":2328,"to":584,"twin":2336,"wire_ref":null},{"edge":1165,"face":582,"from":584,"geometry_use":{"pcurve":2330,"periodic_lift":[0,0],"sense":"Reverse"},"id":2330,"loop_ref":582,"next":2331,"prev":2329,"to":576,"twin":2323,"wire_ref":null},{"edge":1155,"face":582,"from":576,"geometry_use":{"pcurve":2331,"periodic_lift":[0,0],"sense":"Forward"},"id":2331,"loop_ref":582,"next":2328,"prev":2330,"to":579,"twin":2306,"wire_ref":null},{"edge":1164,"face":583,"from":580,"geometry_use":{"pcurve":2332,"periodic_lift":[0,0],"sense":"Forward"},"id":2332,"loop_ref":583,"next":2333,"prev":2335,"to":585,"twin":2321,"wire_ref":null},{"edge":1170,"face":583,"from":585,"geometry_use":{"pcurve":2333,"periodic_lift":[0,0],"sense":"Forward"},"id":2333,"loop_ref":583,"next":2334,"prev":2332,"to":586,"twin":2338,"wire_ref":null},{"edge":1166,"face":583,"from":586,"geometry_use":{"pcurve":2334,"periodic_lift":[0,0],"sense":"Reverse"},"id":2334,"loop_ref":583,"next":2335,"prev":2333,"to":583,"twin":2325,"wire_ref":null},{"edge":1171,"face":583,"from":583,"geometry_use":{"pcurve":2335,"periodic_lift":[0,0],"sense":"Reverse"},"id":2335,"loop_ref":583,"next":2332,"prev":2334,"to":580,"twin":2352,"wire_ref":null},{"edge":1169,"face":584,"from":584,"geometry_use":{"pcurve":2336,"periodic_lift":[0,0],"sense":"Forward"},"id":2336,"loop_ref":584,"next":2337,"prev":2339,"to":587,"twin":2329,"wire_ref":null},{"edge":1167,"face":584,"from":587,"geometry_use":{"pcurve":2337,"periodic_lift":[0,0],"sense":"Forward"},"id":2337,"loop_ref":584,"next":2338,"prev":2336,"to":586,"twin":2326,"wire_ref":null},{"edge":1170,"face":584,"from":586,"geometry_use":{"pcurve":2338,"periodic_lift":[0,0],"sense":"Reverse"},"id":2338,"loop_ref":584,"next":2339,"prev":2337,"to":585,"twin":2333,"wire_ref":null},{"edge":1163,"face":584,"from":585,"geometry_use":{"pcurve":2339,"periodic_lift":[0,0],"sense":"Reverse"},"id":2339,"loop_ref":584,"next":2336,"prev":2338,"to":584,"twin":2320,"wire_ref":null},{"edge":1172,"face":585,"from":580,"geometry_use":{"pcurve":2340,"periodic_lift":[0,0],"sense":"Forward"},"id":2340,"loop_ref":585,"next":2341,"prev":2343,"to":588,"twin":2355,"wire_ref":null},{"edge":1173,"face":585,"from":588,"geometry_use":{"pcurve":2341,"periodic_lift":[0,0],"sense":"Reverse"},"id":2341,"loop_ref":585,"next":2342,"prev":2340,"to":589,"twin":2359,"wire_ref":null},{"edge":1174,"face":585,"from":589,"geometry_use":{"pcurve":2342,"periodic_lift":[0,0],"sense":"Reverse"},"id":2342,"loop_ref":585,"next":2343,"prev":2341,"to":581,"twin":2351,"wire_ref":null},{"edge":1157,"face":585,"from":581,"geometry_use":{"pcurve":2343,"periodic_lift":[0,0],"sense":"Forward"},"id":2343,"loop_ref":585,"next":2340,"prev":2342,"to":580,"twin":2309,"wire_ref":null},{"edge":1175,"face":586,"from":582,"geometry_use":{"pcurve":2344,"periodic_lift":[0,0],"sense":"Forward"},"id":2344,"loop_ref":586,"next":2345,"prev":2347,"to":590,"twin":2349,"wire_ref":null},{"edge":1176,"face":586,"from":590,"geometry_use":{"pcurve":2345,"periodic_lift":[0,0],"sense":"Forward"},"id":2345,"loop_ref":586,"next":2346,"prev":2344,"to":591,"twin":2363,"wire_ref":null},{"edge":1177,"face":586,"from":591,"geometry_use":{"pcurve":2346,"periodic_lift":[0,0],"sense":"Reverse"},"id":2346,"loop_ref":586,"next":2347,"prev":2345,"to":583,"twin":2353,"wire_ref":null},{"edge":1160,"face":586,"from":583,"geometry_use":{"pcurve":2347,"periodic_lift":[0,0],"sense":"Reverse"},"id":2347,"loop_ref":586,"next":2344,"prev":2346,"to":582,"twin":2313,"wire_ref":null},{"edge":1178,"face":587,"from":589,"geometry_use":{"pcurve":2348,"periodic_lift":[0,0],"sense":"Forward"},"id":2348,"loop_ref":587,"next":2349,"prev":2351,"to":590,"twin":2366,"wire_ref":null},{"edge":1175,"face":587,"from":590,"geometry_use":{"pcurve":2349,"periodic_lift":[0,0],"sense":"Reverse"},"id":2349,"loop_ref":587,"next":2350,"prev":2348,"to":582,"twin":2344,"wire_ref":null},{"edge":1162,"face":587,"from":582,"geometry_use":{"pcurve":2350,"periodic_lift":[0,0],"sense":"Reverse"},"id":2350,"loop_ref":587,"next":2351,"prev":2349,"to":581,"twin":2316,"wire_ref":null},{"edge":1174,"face":587,"from":581,"geometry_use":{"pcurve":2351,"periodic_lift":[0,0],"sense":"Forward"},"id":2351,"loop_ref":587,"next":2348,"prev":2350,"to":589,"twin":2342,"wire_ref":null},{"edge":1171,"face":588,"from":580,"geometry_use":{"pcurve":2352,"periodic_lift":[0,0],"sense":"Forward"},"id":2352,"loop_ref":588,"next":2353,"prev":2355,"to":583,"twin":2335,"wire_ref":null},{"edge":1177,"face":588,"from":583,"geometry_use":{"pcurve":2353,"periodic_lift":[0,0],"sense":"Forward"},"id":2353,"loop_ref":588,"next":2354,"prev":2352,"to":591,"twin":2346,"wire_ref":null},{"edge":1179,"face":588,"from":591,"geometry_use":{"pcurve":2354,"periodic_lift":[0,0],"sense":"Reverse"},"id":2354,"loop_ref":588,"next":2355,"prev":2353,"to":588,"twin":2379,"wire_ref":null},{"edge":1172,"face":588,"from":588,"geometry_use":{"pcurve":2355,"periodic_lift":[0,0],"sense":"Reverse"},"id":2355,"loop_ref":588,"next":2352,"prev":2354,"to":580,"twin":2340,"wire_ref":null},{"edge":1180,"face":589,"from":588,"geometry_use":{"pcurve":2356,"periodic_lift":[0,0],"sense":"Forward"},"id":2356,"loop_ref":589,"next":2357,"prev":2359,"to":592,"twin":2370,"wire_ref":null},{"edge":1181,"face":589,"from":592,"geometry_use":{"pcurve":2357,"periodic_lift":[0,0],"sense":"Reverse"},"id":2357,"loop_ref":589,"next":2358,"prev":2356,"to":593,"twin":2391,"wire_ref":null},{"edge":1182,"face":589,"from":593,"geometry_use":{"pcurve":2358,"periodic_lift":[0,0],"sense":"Reverse"},"id":2358,"loop_ref":589,"next":2359,"prev":2357,"to":589,"twin":2367,"wire_ref":null},{"edge":1173,"face":589,"from":589,"geometry_use":{"pcurve":2359,"periodic_lift":[0,0],"sense":"Forward"},"id":2359,"loop_ref":589,"next":2356,"prev":2358,"to":588,"twin":2341,"wire_ref":null},{"edge":1183,"face":590,"from":590,"geometry_use":{"pcurve":2360,"periodic_lift":[0,0],"sense":"Forward"},"id":2360,"loop_ref":590,"next":2361,"prev":2363,"to":594,"twin":2365,"wire_ref":null},{"edge":1184,"face":590,"from":594,"geometry_use":{"pcurve":2361,"periodic_lift":[0,0],"sense":"Forward"},"id":2361,"loop_ref":590,"next":2362,"prev":2360,"to":595,"twin":2395,"wire_ref":null},{"edge":1185,"face":590,"from":595,"geometry_use":{"pcurve":2362,"periodic_lift":[0,0],"sense":"Reverse"},"id":2362,"loop_ref":590,"next":2363,"prev":2361,"to":591,"twin":2372,"wire_ref":null},{"edge":1176,"face":590,"from":591,"geometry_use":{"pcurve":2363,"periodic_lift":[0,0],"sense":"Reverse"},"id":2363,"loop_ref":590,"next":2360,"prev":2362,"to":590,"twin":2345,"wire_ref":null},{"edge":1186,"face":591,"from":593,"geometry_use":{"pcurve":2364,"periodic_lift":[0,0],"sense":"Forward"},"id":2364,"loop_ref":591,"next":2365,"prev":2367,"to":594,"twin":2398,"wire_ref":null},{"edge":1183,"face":591,"from":594,"geometry_use":{"pcurve":2365,"periodic_lift":[0,0],"sense":"Reverse"},"id":2365,"loop_ref":591,"next":2366,"prev":2364,"to":590,"twin":2360,"wire_ref":null},{"edge":1178,"face":591,"from":590,"geometry_use":{"pcurve":2366,"periodic_lift":[0,0],"sense":"Reverse"},"id":2366,"loop_ref":591,"next":2367,"prev":2365,"to":589,"twin":2348,"wire_ref":null},{"edge":1182,"face":591,"from":589,"geometry_use":{"pcurve":2367,"periodic_lift":[0,0],"sense":"Forward"},"id":2367,"loop_ref":591,"next":2364,"prev":2366,"to":593,"twin":2358,"wire_ref":null},{"edge":1187,"face":592,"from":596,"geometry_use":{"pcurve":2368,"periodic_lift":[0,0],"sense":"Forward"},"id":2368,"loop_ref":592,"next":2369,"prev":2371,"to":597,"twin":2387,"wire_ref":null},{"edge":1188,"face":592,"from":597,"geometry_use":{"pcurve":2369,"periodic_lift":[0,0],"sense":"Reverse"},"id":2369,"loop_ref":592,"next":2370,"prev":2368,"to":592,"twin":2380,"wire_ref":null},{"edge":1180,"face":592,"from":592,"geometry_use":{"pcurve":2370,"periodic_lift":[0,0],"sense":"Reverse"},"id":2370,"loop_ref":592,"next":2371,"prev":2369,"to":588,"twin":2356,"wire_ref":null},{"edge":1189,"face":592,"from":588,"geometry_use":{"pcurve":2371,"periodic_lift":[0,0],"sense":"Forward"},"id":2371,"loop_ref":592,"next":2368,"prev":2370,"to":596,"twin":2378,"wire_ref":null},{"edge":1185,"face":593,"from":591,"geometry_use":{"pcurve":2372,"periodic_lift":[0,0],"sense":"Forward"},"id":2372,"loop_ref":593,"next":2373,"prev":2375,"to":595,"twin":2362,"wire_ref":null},{"edge":1190,"face":593,"from":595,"geometry_use":{"pcurve":2373,"periodic_lift":[0,0],"sense":"Forward"},"id":2373,"loop_ref":593,"next":2374,"prev":2372,"to":598,"twin":2382,"wire_ref":null},{"edge":1191,"face":593,"from":598,"geometry_use":{"pcurve":2374,"periodic_lift":[0,0],"sense":"Reverse"},"id":2374,"loop_ref":593,"next":2375,"prev":2373,"to":599,"twin":2385,"wire_ref":null},{"edge":1192,"face":593,"from":599,"geometry_use":{"pcurve":2375,"periodic_lift":[0,0],"sense":"Reverse"},"id":2375,"loop_ref":593,"next":2372,"prev":2374,"to":591,"twin":2376,"wire_ref":null},{"edge":1192,"face":594,"from":591,"geometry_use":{"pcurve":2376,"periodic_lift":[0,0],"sense":"Forward"},"id":2376,"loop_ref":594,"next":2377,"prev":2379,"to":599,"twin":2375,"wire_ref":null},{"edge":1193,"face":594,"from":599,"geometry_use":{"pcurve":2377,"periodic_lift":[0,0],"sense":"Reverse"},"id":2377,"loop_ref":594,"next":2378,"prev":2376,"to":596,"twin":2384,"wire_ref":null},{"edge":1189,"face":594,"from":596,"geometry_use":{"pcurve":2378,"periodic_lift":[0,0],"sense":"Reverse"},"id":2378,"loop_ref":594,"next":2379,"prev":2377,"to":588,"twin":2371,"wire_ref":null},{"edge":1179,"face":594,"from":588,"geometry_use":{"pcurve":2379,"periodic_lift":[0,0],"sense":"Forward"},"id":2379,"loop_ref":594,"next":2376,"prev":2378,"to":591,"twin":2354,"wire_ref":null},{"edge":1188,"face":595,"from":592,"geometry_use":{"pcurve":2380,"periodic_lift":[0,0],"sense":"Forward"},"id":2380,"loop_ref":595,"next":2381,"prev":2383,"to":597,"twin":2369,"wire_ref":null},{"edge":1194,"face":595,"from":597,"geometry_use":{"pcurve":2381,"periodic_lift":[0,0],"sense":"Forward"},"id":2381,"loop_ref":595,"next":2382,"prev":2380,"to":598,"twin":2386,"wire_ref":null},{"edge":1190,"face":595,"from":598,"geometry_use":{"pcurve":2382,"periodic_lift":[0,0],"sense":"Reverse"},"id":2382,"loop_ref":595,"next":2383,"prev":2381,"to":595,"twin":2373,"wire_ref":null},{"edge":1195,"face":595,"from":595,"geometry_use":{"pcurve":2383,"periodic_lift":[0,0],"sense":"Reverse"},"id":2383,"loop_ref":595,"next":2380,"prev":2382,"to":592,"twin":2400,"wire_ref":null},{"edge":1193,"face":596,"from":596,"geometry_use":{"pcurve":2384,"periodic_lift":[0,0],"sense":"Forward"},"id":2384,"loop_ref":596,"next":2385,"prev":2387,"to":599,"twin":2377,"wire_ref":null},{"edge":1191,"face":596,"from":599,"geometry_use":{"pcurve":2385,"periodic_lift":[0,0],"sense":"Forward"},"id":2385,"loop_ref":596,"next":2386,"prev":2384,"to":598,"twin":2374,"wire_ref":null},{"edge":1194,"face":596,"from":598,"geometry_use":{"pcurve":2386,"periodic_lift":[0,0],"sense":"Reverse"},"id":2386,"loop_ref":596,"next":2387,"prev":2385,"to":597,"twin":2381,"wire_ref":null},{"edge":1187,"face":596,"from":597,"geometry_use":{"pcurve":2387,"periodic_lift":[0,0],"sense":"Reverse"},"id":2387,"loop_ref":596,"next":2384,"prev":2386,"to":596,"twin":2368,"wire_ref":null},{"edge":1196,"face":597,"from":592,"geometry_use":{"pcurve":2388,"periodic_lift":[0,0],"sense":"Forward"},"id":2388,"loop_ref":597,"next":2389,"prev":2391,"to":600,"twin":2403,"wire_ref":null},{"edge":1197,"face":597,"from":600,"geometry_use":{"pcurve":2389,"periodic_lift":[0,0],"sense":"Reverse"},"id":2389,"loop_ref":597,"next":2390,"prev":2388,"to":601,"twin":2407,"wire_ref":null},{"edge":1198,"face":597,"from":601,"geometry_use":{"pcurve":2390,"periodic_lift":[0,0],"sense":"Reverse"},"id":2390,"loop_ref":597,"next":2391,"prev":2389,"to":593,"twin":2399,"wire_ref":null},{"edge":1181,"face":597,"from":593,"geometry_use":{"pcurve":2391,"periodic_lift":[0,0],"sense":"Forward"},"id":2391,"loop_ref":597,"next":2388,"prev":2390,"to":592,"twin":2357,"wire_ref":null},{"edge":1199,"face":598,"from":594,"geometry_use":{"pcurve":2392,"periodic_lift":[0,0],"sense":"Forward"},"id":2392,"loop_ref":598,"next":2393,"prev":2395,"to":602,"twin":2397,"wire_ref":null},{"edge":1200,"face":598,"from":602,"geometry_use":{"pcurve":2393,"periodic_lift":[0,0],"sense":"Forward"},"id":2393,"loop_ref":598,"next":2394,"prev":2392,"to":603,"twin":2411,"wire_ref":null},{"edge":1201,"face":598,"from":603,"geometry_use":{"pcurve":2394,"periodic_lift":[0,0],"sense":"Reverse"},"id":2394,"loop_ref":598,"next":2395,"prev":2393,"to":595,"twin":2401,"wire_ref":null},{"edge":1184,"face":598,"from":595,"geometry_use":{"pcurve":2395,"periodic_lift":[0,0],"sense":"Reverse"},"id":2395,"loop_ref":598,"next":2392,"prev":2394,"to":594,"twin":2361,"wire_ref":null},{"edge":1202,"face":599,"from":601,"geometry_use":{"pcurve":2396,"periodic_lift":[0,0],"sense":"Forward"},"id":2396,"loop_ref":599,"next":2397,"prev":2399,"to":602,"twin":2418,"wire_ref":null},{"edge":1199,"face":599,"from":602,"geometry_use":{"pcurve":2397,"periodic_lift":[0,0],"sense":"Reverse"},"id":2397,"loop_ref":599,"next":2398,"prev":2396,"to":594,"twin":2392,"wire_ref":null},{"edge":1186,"face":599,"from":594,"geometry_use":{"pcurve":2398,"periodic_lift":[0,0],"sense":"Reverse"},"id":2398,"loop_ref":599,"next":2399,"prev":2397,"to":593,"twin":2364,"wire_ref":null},{"edge":1198,"face":599,"from":593,"geometry_use":{"pcurve":2399,"periodic_lift":[0,0],"sense":"Forward"},"id":2399,"loop_ref":599,"next":2396,"prev":2398,"to":601,"twin":2390,"wire_ref":null},{"edge":1195,"face":600,"from":592,"geometry_use":{"pcurve":2400,"periodic_lift":[0,0],"sense":"Forward"},"id":2400,"loop_ref":600,"next":2401,"prev":2403,"to":595,"twin":2383,"wire_ref":null},{"edge":1201,"face":600,"from":595,"geometry_use":{"pcurve":2401,"periodic_lift":[0,0],"sense":"Forward"},"id":2401,"loop_ref":600,"next":2402,"prev":2400,"to":603,"twin":2394,"wire_ref":null},{"edge":1203,"face":600,"from":603,"geometry_use":{"pcurve":2402,"periodic_lift":[0,0],"sense":"Reverse"},"id":2402,"loop_ref":600,"next":2403,"prev":2401,"to":600,"twin":2431,"wire_ref":null},{"edge":1196,"face":600,"from":600,"geometry_use":{"pcurve":2403,"periodic_lift":[0,0],"sense":"Reverse"},"id":2403,"loop_ref":600,"next":2400,"prev":2402,"to":592,"twin":2388,"wire_ref":null},{"edge":1204,"face":601,"from":600,"geometry_use":{"pcurve":2404,"periodic_lift":[0,0],"sense":"Forward"},"id":2404,"loop_ref":601,"next":2405,"prev":2407,"to":604,"twin":2422,"wire_ref":null},{"edge":1205,"face":601,"from":604,"geometry_use":{"pcurve":2405,"periodic_lift":[0,0],"sense":"Reverse"},"id":2405,"loop_ref":601,"next":2406,"prev":2404,"to":605,"twin":2412,"wire_ref":null},{"edge":1206,"face":601,"from":605,"geometry_use":{"pcurve":2406,"periodic_lift":[0,0],"sense":"Reverse"},"id":2406,"loop_ref":601,"next":2407,"prev":2405,"to":601,"twin":2419,"wire_ref":null},{"edge":1197,"face":601,"from":601,"geometry_use":{"pcurve":2407,"periodic_lift":[0,0],"sense":"Forward"},"id":2407,"loop_ref":601,"next":2404,"prev":2406,"to":600,"twin":2389,"wire_ref":null},{"edge":1207,"face":602,"from":602,"geometry_use":{"pcurve":2408,"periodic_lift":[0,0],"sense":"Forward"},"id":2408,"loop_ref":602,"next":2409,"prev":2411,"to":606,"twin":2417,"wire_ref":null},{"edge":1208,"face":602,"from":606,"geometry_use":{"pcurve":2409,"periodic_lift":[0,0],"sense":"Forward"},"id":2409,"loop_ref":602,"next":2410,"prev":2408,"to":607,"twin":2414,"wire_ref":null},{"edge":1209,"face":602,"from":607,"geometry_use":{"pcurve":2410,"periodic_lift":[0,0],"sense":"Reverse"},"id":2410,"loop_ref":602,"next":2411,"prev":2409,"to":603,"twin":2424,"wire_ref":null},{"edge":1200,"face":602,"from":603,"geometry_use":{"pcurve":2411,"periodic_lift":[0,0],"sense":"Reverse"},"id":2411,"loop_ref":602,"next":2408,"prev":2410,"to":602,"twin":2393,"wire_ref":null},{"edge":1205,"face":603,"from":605,"geometry_use":{"pcurve":2412,"periodic_lift":[0,0],"sense":"Forward"},"id":2412,"loop_ref":603,"next":2413,"prev":2415,"to":604,"twin":2405,"wire_ref":null},{"edge":1210,"face":603,"from":604,"geometry_use":{"pcurve":2413,"periodic_lift":[0,0],"sense":"Forward"},"id":2413,"loop_ref":603,"next":2414,"prev":2412,"to":607,"twin":2435,"wire_ref":null},{"edge":1208,"face":603,"from":607,"geometry_use":{"pcurve":2414,"periodic_lift":[0,0],"sense":"Reverse"},"id":2414,"loop_ref":603,"next":2415,"prev":2413,"to":606,"twin":2409,"wire_ref":null},{"edge":1211,"face":603,"from":606,"geometry_use":{"pcurve":2415,"periodic_lift":[0,0],"sense":"Reverse"},"id":2415,"loop_ref":603,"next":2412,"prev":2414,"to":605,"twin":2416,"wire_ref":null},{"edge":1211,"face":604,"from":605,"geometry_use":{"pcurve":2416,"periodic_lift":[0,0],"sense":"Forward"},"id":2416,"loop_ref":604,"next":2417,"prev":2419,"to":606,"twin":2415,"wire_ref":null},{"edge":1207,"face":604,"from":606,"geometry_use":{"pcurve":2417,"periodic_lift":[0,0],"sense":"Reverse"},"id":2417,"loop_ref":604,"next":2418,"prev":2416,"to":602,"twin":2408,"wire_ref":null},{"edge":1202,"face":604,"from":602,"geometry_use":{"pcurve":2418,"periodic_lift":[0,0],"sense":"Reverse"},"id":2418,"loop_ref":604,"next":2419,"prev":2417,"to":601,"twin":2396,"wire_ref":null},{"edge":1206,"face":604,"from":601,"geometry_use":{"pcurve":2419,"periodic_lift":[0,0],"sense":"Forward"},"id":2419,"loop_ref":604,"next":2416,"prev":2418,"to":605,"twin":2406,"wire_ref":null},{"edge":1212,"face":605,"from":608,"geometry_use":{"pcurve":2420,"periodic_lift":[0,0],"sense":"Forward"},"id":2420,"loop_ref":605,"next":2421,"prev":2423,"to":609,"twin":2439,"wire_ref":null},{"edge":1213,"face":605,"from":609,"geometry_use":{"pcurve":2421,"periodic_lift":[0,0],"sense":"Reverse"},"id":2421,"loop_ref":605,"next":2422,"prev":2420,"to":604,"twin":2432,"wire_ref":null},{"edge":1204,"face":605,"from":604,"geometry_use":{"pcurve":2422,"periodic_lift":[0,0],"sense":"Reverse"},"id":2422,"loop_ref":605,"next":2423,"prev":2421,"to":600,"twin":2404,"wire_ref":null},{"edge":1214,"face":605,"from":600,"geometry_use":{"pcurve":2423,"periodic_lift":[0,0],"sense":"Forward"},"id":2423,"loop_ref":605,"next":2420,"prev":2422,"to":608,"twin":2430,"wire_ref":null},{"edge":1209,"face":606,"from":603,"geometry_use":{"pcurve":2424,"periodic_lift":[0,0],"sense":"Forward"},"id":2424,"loop_ref":606,"next":2425,"prev":2427,"to":607,"twin":2410,"wire_ref":null},{"edge":1215,"face":606,"from":607,"geometry_use":{"pcurve":2425,"periodic_lift":[0,0],"sense":"Forward"},"id":2425,"loop_ref":606,"next":2426,"prev":2424,"to":610,"twin":2434,"wire_ref":null},{"edge":1216,"face":606,"from":610,"geometry_use":{"pcurve":2426,"periodic_lift":[0,0],"sense":"Reverse"},"id":2426,"loop_ref":606,"next":2427,"prev":2425,"to":611,"twin":2437,"wire_ref":null},{"edge":1217,"face":606,"from":611,"geometry_use":{"pcurve":2427,"periodic_lift":[0,0],"sense":"Reverse"},"id":2427,"loop_ref":606,"next":2424,"prev":2426,"to":603,"twin":2428,"wire_ref":null},{"edge":1217,"face":607,"from":603,"geometry_use":{"pcurve":2428,"periodic_lift":[0,0],"sense":"Forward"},"id":2428,"loop_ref":607,"next":2429,"prev":2431,"to":611,"twin":2427,"wire_ref":null},{"edge":1218,"face":607,"from":611,"geometry_use":{"pcurve":2429,"periodic_lift":[0,0],"sense":"Reverse"},"id":2429,"loop_ref":607,"next":2430,"prev":2428,"to":608,"twin":2436,"wire_ref":null},{"edge":1214,"face":607,"from":608,"geometry_use":{"pcurve":2430,"periodic_lift":[0,0],"sense":"Reverse"},"id":2430,"loop_ref":607,"next":2431,"prev":2429,"to":600,"twin":2423,"wire_ref":null},{"edge":1203,"face":607,"from":600,"geometry_use":{"pcurve":2431,"periodic_lift":[0,0],"sense":"Forward"},"id":2431,"loop_ref":607,"next":2428,"prev":2430,"to":603,"twin":2402,"wire_ref":null},{"edge":1213,"face":608,"from":604,"geometry_use":{"pcurve":2432,"periodic_lift":[0,0],"sense":"Forward"},"id":2432,"loop_ref":608,"next":2433,"prev":2435,"to":609,"twin":2421,"wire_ref":null},{"edge":1219,"face":608,"from":609,"geometry_use":{"pcurve":2433,"periodic_lift":[0,0],"sense":"Forward"},"id":2433,"loop_ref":608,"next":2434,"prev":2432,"to":610,"twin":2438,"wire_ref":null},{"edge":1215,"face":608,"from":610,"geometry_use":{"pcurve":2434,"periodic_lift":[0,0],"sense":"Reverse"},"id":2434,"loop_ref":608,"next":2435,"prev":2433,"to":607,"twin":2425,"wire_ref":null},{"edge":1210,"face":608,"from":607,"geometry_use":{"pcurve":2435,"periodic_lift":[0,0],"sense":"Reverse"},"id":2435,"loop_ref":608,"next":2432,"prev":2434,"to":604,"twin":2413,"wire_ref":null},{"edge":1218,"face":609,"from":608,"geometry_use":{"pcurve":2436,"periodic_lift":[0,0],"sense":"Forward"},"id":2436,"loop_ref":609,"next":2437,"prev":2439,"to":611,"twin":2429,"wire_ref":null},{"edge":1216,"face":609,"from":611,"geometry_use":{"pcurve":2437,"periodic_lift":[0,0],"sense":"Forward"},"id":2437,"loop_ref":609,"next":2438,"prev":2436,"to":610,"twin":2426,"wire_ref":null},{"edge":1219,"face":609,"from":610,"geometry_use":{"pcurve":2438,"periodic_lift":[0,0],"sense":"Reverse"},"id":2438,"loop_ref":609,"next":2439,"prev":2437,"to":609,"twin":2433,"wire_ref":null},{"edge":1212,"face":609,"from":609,"geometry_use":{"pcurve":2439,"periodic_lift":[0,0],"sense":"Reverse"},"id":2439,"loop_ref":609,"next":2436,"prev":2438,"to":608,"twin":2420,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20},{"face_ref":6,"id":6,"is_hole":false,"start_halfedge":24},{"face_ref":7,"id":7,"is_hole":false,"start_halfedge":28},{"face_ref":8,"id":8,"is_hole":false,"start_halfedge":32},{"face_ref":9,"id":9,"is_hole":false,"start_halfedge":36},{"face_ref":10,"id":10,"is_hole":false,"start_halfedge":40},{"face_ref":11,"id":11,"is_hole":false,"start_halfedge":44},{"face_ref":12,"id":12,"is_hole":false,"start_halfedge":48},{"face_ref":13,"id":13,"is_hole":false,"start_halfedge":52},{"face_ref":14,"id":14,"is_hole":false,"start_halfedge":56},{"face_ref":15,"id":15,"is_hole":false,"start_halfedge":60},{"face_ref":16,"id":16,"is_hole":false,"start_halfedge":64},{"face_ref":17,"id":17,"is_hole":false,"start_halfedge":68},{"face_ref":18,"id":18,"is_hole":false,"start_halfedge":72},{"face_ref":19,"id":19,"is_hole":false,"start_halfedge":76},{"face_ref":20,"id":20,"is_hole":false,"start_halfedge":80},{"face_ref":21,"id":21,"is_hole":false,"start_halfedge":84},{"face_ref":22,"id":22,"is_hole":false,"start_halfedge":88},{"face_ref":23,"id":23,"is_hole":false,"start_halfedge":92},{"face_ref":24,"id":24,"is_hole":false,"start_halfedge":96},{"face_ref":25,"id":25,"is_hole":false,"start_halfedge":100},{"face_ref":26,"id":26,"is_hole":false,"start_halfedge":104},{"face_ref":27,"id":27,"is_hole":false,"start_halfedge":108},{"face_ref":28,"id":28,"is_hole":false,"start_halfedge":112},{"face_ref":29,"id":29,"is_hole":false,"start_halfedge":116},{"face_ref":30,"id":30,"is_hole":false,"start_halfedge":120},{"face_ref":31,"id":31,"is_hole":false,"start_halfedge":124},{"face_ref":32,"id":32,"is_hole":false,"start_halfedge":128},{"face_ref":33,"id":33,"is_hole":false,"start_halfedge":132},{"face_ref":34,"id":34,"is_hole":false,"start_halfedge":136},{"face_ref":35,"id":35,"is_hole":false,"start_halfedge":140},{"face_ref":36,"id":36,"is_hole":false,"start_halfedge":144},{"face_ref":37,"id":37,"is_hole":false,"start_halfedge":148},{"face_ref":38,"id":38,"is_hole":false,"start_halfedge":152},{"face_ref":39,"id":39,"is_hole":false,"start_halfedge":156},{"face_ref":40,"id":40,"is_hole":false,"start_halfedge":160},{"face_ref":41,"id":41,"is_hole":false,"start_halfedge":164},{"face_ref":42,"id":42,"is_hole":false,"start_halfedge":168},{"face_ref":43,"id":43,"is_hole":false,"start_halfedge":172},{"face_ref":44,"id":44,"is_hole":false,"start_halfedge":176},{"face_ref":45,"id":45,"is_hole":false,"start_halfedge":180},{"face_ref":46,"id":46,"is_hole":false,"start_halfedge":184},{"face_ref":47,"id":47,"is_hole":false,"start_halfedge":188},{"face_ref":48,"id":48,"is_hole":false,"start_halfedge":192},{"face_ref":49,"id":49,"is_hole":false,"start_halfedge":196},{"face_ref":50,"id":50,"is_hole":false,"start_halfedge":200},{"face_ref":51,"id":51,"is_hole":false,"start_halfedge":204},{"face_ref":52,"id":52,"is_hole":false,"start_halfedge":208},{"face_ref":53,"id":53,"is_hole":false,"start_halfedge":212},{"face_ref":54,"id":54,"is_hole":false,"start_halfedge":216},{"face_ref":55,"id":55,"is_hole":false,"start_halfedge":220},{"face_ref":56,"id":56,"is_hole":false,"start_halfedge":224},{"face_ref":57,"id":57,"is_hole":false,"start_halfedge":228},{"face_ref":58,"id":58,"is_hole":false,"start_halfedge":232},{"face_ref":59,"id":59,"is_hole":false,"start_halfedge":236},{"face_ref":60,"id":60,"is_hole":false,"start_halfedge":240},{"face_ref":61,"id":61,"is_hole":false,"start_halfedge":244},{"face_ref":62,"id":62,"is_hole":false,"start_halfedge":248},{"face_ref":63,"id":63,"is_hole":false,"start_halfedge":252},{"face_ref":64,"id":64,"is_hole":false,"start_halfedge":256},{"face_ref":65,"id":65,"is_hole":false,"start_halfedge":260},{"face_ref":66,"id":66,"is_hole":false,"start_halfedge":264},{"face_ref":67,"id":67,"is_hole":false,"start_halfedge":268},{"face_ref":68,"id":68,"is_hole":false,"start_halfedge":272},{"face_ref":69,"id":69,"is_hole":false,"start_halfedge":276},{"face_ref":70,"id":70,"is_hole":false,"start_halfedge":280},{"face_ref":71,"id":71,"is_hole":false,"start_halfedge":284},{"face_ref":72,"id":72,"is_hole":false,"start_halfedge":288},{"face_ref":73,"id":73,"is_hole":false,"start_halfedge":292},{"face_ref":74,"id":74,"is_hole":false,"start_halfedge":296},{"face_ref":75,"id":75,"is_hole":false,"start_halfedge":300},{"face_ref":76,"id":76,"is_hole":false,"start_halfedge":304},{"face_ref":77,"id":77,"is_hole":false,"start_halfedge":308},{"face_ref":78,"id":78,"is_hole":false,"start_halfedge":312},{"face_ref":79,"id":79,"is_hole":false,"start_halfedge":316},{"face_ref":80,"id":80,"is_hole":false,"start_halfedge":320},{"face_ref":81,"id":81,"is_hole":false,"start_halfedge":324},{"face_ref":82,"id":82,"is_hole":false,"start_halfedge":328},{"face_ref":83,"id":83,"is_hole":false,"start_halfedge":332},{"face_ref":84,"id":84,"is_hole":false,"start_halfedge":336},{"face_ref":85,"id":85,"is_hole":false,"start_halfedge":340},{"face_ref":86,"id":86,"is_hole":false,"start_halfedge":344},{"face_ref":87,"id":87,"is_hole":false,"start_halfedge":348},{"face_ref":88,"id":88,"is_hole":false,"start_halfedge":352},{"face_ref":89,"id":89,"is_hole":false,"start_halfedge":356},{"face_ref":90,"id":90,"is_hole":false,"start_halfedge":360},{"face_ref":91,"id":91,"is_hole":false,"start_halfedge":364},{"face_ref":92,"id":92,"is_hole":false,"start_halfedge":368},{"face_ref":93,"id":93,"is_hole":false,"start_halfedge":372},{"face_ref":94,"id":94,"is_hole":false,"start_halfedge":376},{"face_ref":95,"id":95,"is_hole":false,"start_halfedge":380},{"face_ref":96,"id":96,"is_hole":false,"start_halfedge":384},{"face_ref":97,"id":97,"is_hole":false,"start_halfedge":388},{"face_ref":98,"id":98,"is_hole":false,"start_halfedge":392},{"face_ref":99,"id":99,"is_hole":false,"start_halfedge":396},{"face_ref":100,"id":100,"is_hole":false,"start_halfedge":400},{"face_ref":101,"id":101,"is_hole":false,"start_halfedge":404},{"face_ref":102,"id":102,"is_hole":false,"start_halfedge":408},{"face_ref":103,"id":103,"is_hole":false,"start_halfedge":412},{"face_ref":104,"id":104,"is_hole":false,"start_halfedge":416},{"face_ref":105,"id":105,"is_hole":false,"start_halfedge":420},{"face_ref":106,"id":106,"is_hole":false,"start_halfedge":424},{"face_ref":107,"id":107,"is_hole":false,"start_halfedge":428},{"face_ref":108,"id":108,"is_hole":false,"start_halfedge":432},{"face_ref":109,"id":109,"is_hole":false,"start_halfedge":436},{"face_ref":110,"id":110,"is_hole":false,"start_halfedge":440},{"face_ref":111,"id":111,"is_hole":false,"start_halfedge":444},{"face_ref":112,"id":112,"is_hole":false,"start_halfedge":448},{"face_ref":113,"id":113,"is_hole":false,"start_halfedge":452},{"face_ref":114,"id":114,"is_hole":false,"start_halfedge":456},{"face_ref":115,"id":115,"is_hole":false,"start_halfedge":460},{"face_ref":116,"id":116,"is_hole":false,"start_halfedge":464},{"face_ref":117,"id":117,"is_hole":false,"start_halfedge":468},{"face_ref":118,"id":118,"is_hole":false,"start_halfedge":472},{"face_ref":119,"id":119,"is_hole":false,"start_halfedge":476},{"face_ref":120,"id":120,"is_hole":false,"start_halfedge":480},{"face_ref":121,"id":121,"is_hole":false,"start_halfedge":484},{"face_ref":122,"id":122,"is_hole":false,"start_halfedge":488},{"face_ref":123,"id":123,"is_hole":false,"start_halfedge":492},{"face_ref":124,"id":124,"is_hole":false,"start_halfedge":496},{"face_ref":125,"id":125,"is_hole":false,"start_halfedge":500},{"face_ref":126,"id":126,"is_hole":false,"start_halfedge":504},{"face_ref":127,"id":127,"is_hole":false,"start_halfedge":508},{"face_ref":128,"id":128,"is_hole":false,"start_halfedge":512},{"face_ref":129,"id":129,"is_hole":false,"start_halfedge":516},{"face_ref":130,"id":130,"is_hole":false,"start_halfedge":520},{"face_ref":131,"id":131,"is_hole":false,"start_halfedge":524},{"face_ref":132,"id":132,"is_hole":false,"start_halfedge":528},{"face_ref":133,"id":133,"is_hole":false,"start_halfedge":532},{"face_ref":134,"id":134,"is_hole":false,"start_halfedge":536},{"face_ref":135,"id":135,"is_hole":false,"start_halfedge":540},{"face_ref":136,"id":136,"is_hole":false,"start_halfedge":544},{"face_ref":137,"id":137,"is_hole":false,"start_halfedge":548},{"face_ref":138,"id":138,"is_hole":false,"start_halfedge":552},{"face_ref":139,"id":139,"is_hole":false,"start_halfedge":556},{"face_ref":140,"id":140,"is_hole":false,"start_halfedge":560},{"face_ref":141,"id":141,"is_hole":false,"start_halfedge":564},{"face_ref":142,"id":142,"is_hole":false,"start_halfedge":568},{"face_ref":143,"id":143,"is_hole":false,"start_halfedge":572},{"face_ref":144,"id":144,"is_hole":false,"start_halfedge":576},{"face_ref":145,"id":145,"is_hole":false,"start_halfedge":580},{"face_ref":146,"id":146,"is_hole":false,"start_halfedge":584},{"face_ref":147,"id":147,"is_hole":false,"start_halfedge":588},{"face_ref":148,"id":148,"is_hole":false,"start_halfedge":592},{"face_ref":149,"id":149,"is_hole":false,"start_halfedge":596},{"face_ref":150,"id":150,"is_hole":false,"start_halfedge":600},{"face_ref":151,"id":151,"is_hole":false,"start_halfedge":604},{"face_ref":152,"id":152,"is_hole":false,"start_halfedge":608},{"face_ref":153,"id":153,"is_hole":false,"start_halfedge":612},{"face_ref":154,"id":154,"is_hole":false,"start_halfedge":616},{"face_ref":155,"id":155,"is_hole":false,"start_halfedge":620},{"face_ref":156,"id":156,"is_hole":false,"start_halfedge":624},{"face_ref":157,"id":157,"is_hole":false,"start_halfedge":628},{"face_ref":158,"id":158,"is_hole":false,"start_halfedge":632},{"face_ref":159,"id":159,"is_hole":false,"start_halfedge":636},{"face_ref":160,"id":160,"is_hole":false,"start_halfedge":640},{"face_ref":161,"id":161,"is_hole":false,"start_halfedge":644},{"face_ref":162,"id":162,"is_hole":false,"start_halfedge":648},{"face_ref":163,"id":163,"is_hole":false,"start_halfedge":652},{"face_ref":164,"id":164,"is_hole":false,"start_halfedge":656},{"face_ref":165,"id":165,"is_hole":false,"start_halfedge":660},{"face_ref":166,"id":166,"is_hole":false,"start_halfedge":664},{"face_ref":167,"id":167,"is_hole":false,"start_halfedge":668},{"face_ref":168,"id":168,"is_hole":false,"start_halfedge":672},{"face_ref":169,"id":169,"is_hole":false,"start_halfedge":676},{"face_ref":170,"id":170,"is_hole":false,"start_halfedge":680},{"face_ref":171,"id":171,"is_hole":false,"start_halfedge":684},{"face_ref":172,"id":172,"is_hole":false,"start_halfedge":688},{"face_ref":173,"id":173,"is_hole":false,"start_halfedge":692},{"face_ref":174,"id":174,"is_hole":false,"start_halfedge":696},{"face_ref":175,"id":175,"is_hole":false,"start_halfedge":700},{"face_ref":176,"id":176,"is_hole":false,"start_halfedge":704},{"face_ref":177,"id":177,"is_hole":false,"start_halfedge":708},{"face_ref":178,"id":178,"is_hole":false,"start_halfedge":712},{"face_ref":179,"id":179,"is_hole":false,"start_halfedge":716},{"face_ref":180,"id":180,"is_hole":false,"start_halfedge":720},{"face_ref":181,"id":181,"is_hole":false,"start_halfedge":724},{"face_ref":182,"id":182,"is_hole":false,"start_halfedge":728},{"face_ref":183,"id":183,"is_hole":false,"start_halfedge":732},{"face_ref":184,"id":184,"is_hole":false,"start_halfedge":736},{"face_ref":185,"id":185,"is_hole":false,"start_halfedge":740},{"face_ref":186,"id":186,"is_hole":false,"start_halfedge":744},{"face_ref":187,"id":187,"is_hole":false,"start_halfedge":748},{"face_ref":188,"id":188,"is_hole":false,"start_halfedge":752},{"face_ref":189,"id":189,"is_hole":false,"start_halfedge":756},{"face_ref":190,"id":190,"is_hole":false,"start_halfedge":760},{"face_ref":191,"id":191,"is_hole":false,"start_halfedge":764},{"face_ref":192,"id":192,"is_hole":false,"start_halfedge":768},{"face_ref":193,"id":193,"is_hole":false,"start_halfedge":772},{"face_ref":194,"id":194,"is_hole":false,"start_halfedge":776},{"face_ref":195,"id":195,"is_hole":false,"start_halfedge":780},{"face_ref":196,"id":196,"is_hole":false,"start_halfedge":784},{"face_ref":197,"id":197,"is_hole":false,"start_halfedge":788},{"face_ref":198,"id":198,"is_hole":false,"start_halfedge":792},{"face_ref":199,"id":199,"is_hole":false,"start_halfedge":796},{"face_ref":200,"id":200,"is_hole":false,"start_halfedge":800},{"face_ref":201,"id":201,"is_hole":false,"start_halfedge":804},{"face_ref":202,"id":202,"is_hole":false,"start_halfedge":808},{"face_ref":203,"id":203,"is_hole":false,"start_halfedge":812},{"face_ref":204,"id":204,"is_hole":false,"start_halfedge":816},{"face_ref":205,"id":205,"is_hole":false,"start_halfedge":820},{"face_ref":206,"id":206,"is_hole":false,"start_halfedge":824},{"face_ref":207,"id":207,"is_hole":false,"start_halfedge":828},{"face_ref":208,"id":208,"is_hole":false,"start_halfedge":832},{"face_ref":209,"id":209,"is_hole":false,"start_halfedge":836},{"face_ref":210,"id":210,"is_hole":false,"start_halfedge":840},{"face_ref":211,"id":211,"is_hole":false,"start_halfedge":844},{"face_ref":212,"id":212,"is_hole":false,"start_halfedge":848},{"face_ref":213,"id":213,"is_hole":false,"start_halfedge":852},{"face_ref":214,"id":214,"is_hole":false,"start_halfedge":856},{"face_ref":215,"id":215,"is_hole":false,"start_halfedge":860},{"face_ref":216,"id":216,"is_hole":false,"start_halfedge":864},{"face_ref":217,"id":217,"is_hole":false,"start_halfedge":868},{"face_ref":218,"id":218,"is_hole":false,"start_halfedge":872},{"face_ref":219,"id":219,"is_hole":false,"start_halfedge":876},{"face_ref":220,"id":220,"is_hole":false,"start_halfedge":880},{"face_ref":221,"id":221,"is_hole":false,"start_halfedge":884},{"face_ref":222,"id":222,"is_hole":false,"start_halfedge":888},{"face_ref":223,"id":223,"is_hole":false,"start_halfedge":892},{"face_ref":224,"id":224,"is_hole":false,"start_halfedge":896},{"face_ref":225,"id":225,"is_hole":false,"start_halfedge":900},{"face_ref":226,"id":226,"is_hole":false,"start_halfedge":904},{"face_ref":227,"id":227,"is_hole":false,"start_halfedge":908},{"face_ref":228,"id":228,"is_hole":false,"start_halfedge":912},{"face_ref":229,"id":229,"is_hole":false,"start_halfedge":916},{"face_ref":230,"id":230,"is_hole":false,"start_halfedge":920},{"face_ref":231,"id":231,"is_hole":false,"start_halfedge":924},{"face_ref":232,"id":232,"is_hole":false,"start_halfedge":928},{"face_ref":233,"id":233,"is_hole":false,"start_halfedge":932},{"face_ref":234,"id":234,"is_hole":false,"start_halfedge":936},{"face_ref":235,"id":235,"is_hole":false,"start_halfedge":940},{"face_ref":236,"id":236,"is_hole":false,"start_halfedge":944},{"face_ref":237,"id":237,"is_hole":false,"start_halfedge":948},{"face_ref":238,"id":238,"is_hole":false,"start_halfedge":952},{"face_ref":239,"id":239,"is_hole":false,"start_halfedge":956},{"face_ref":240,"id":240,"is_hole":false,"start_halfedge":960},{"face_ref":241,"id":241,"is_hole":false,"start_halfedge":964},{"face_ref":242,"id":242,"is_hole":false,"start_halfedge":968},{"face_ref":243,"id":243,"is_hole":false,"start_halfedge":972},{"face_ref":244,"id":244,"is_hole":false,"start_halfedge":976},{"face_ref":245,"id":245,"is_hole":false,"start_halfedge":980},{"face_ref":246,"id":246,"is_hole":false,"start_halfedge":984},{"face_ref":247,"id":247,"is_hole":false,"start_halfedge":988},{"face_ref":248,"id":248,"is_hole":false,"start_halfedge":992},{"face_ref":249,"id":249,"is_hole":false,"start_halfedge":996},{"face_ref":250,"id":250,"is_hole":false,"start_halfedge":1000},{"face_ref":251,"id":251,"is_hole":false,"start_halfedge":1004},{"face_ref":252,"id":252,"is_hole":false,"start_halfedge":1008},{"face_ref":253,"id":253,"is_hole":false,"start_halfedge":1012},{"face_ref":254,"id":254,"is_hole":false,"start_halfedge":1016},{"face_ref":255,"id":255,"is_hole":false,"start_halfedge":1020},{"face_ref":256,"id":256,"is_hole":false,"start_halfedge":1024},{"face_ref":257,"id":257,"is_hole":false,"start_halfedge":1028},{"face_ref":258,"id":258,"is_hole":false,"start_halfedge":1032},{"face_ref":259,"id":259,"is_hole":false,"start_halfedge":1036},{"face_ref":260,"id":260,"is_hole":false,"start_halfedge":1040},{"face_ref":261,"id":261,"is_hole":false,"start_halfedge":1044},{"face_ref":262,"id":262,"is_hole":false,"start_halfedge":1048},{"face_ref":263,"id":263,"is_hole":false,"start_halfedge":1052},{"face_ref":264,"id":264,"is_hole":false,"start_halfedge":1056},{"face_ref":265,"id":265,"is_hole":false,"start_halfedge":1060},{"face_ref":266,"id":266,"is_hole":false,"start_halfedge":1064},{"face_ref":267,"id":267,"is_hole":false,"start_halfedge":1068},{"face_ref":268,"id":268,"is_hole":false,"start_halfedge":1072},{"face_ref":269,"id":269,"is_hole":false,"start_halfedge":1076},{"face_ref":270,"id":270,"is_hole":false,"start_halfedge":1080},{"face_ref":271,"id":271,"is_hole":false,"start_halfedge":1084},{"face_ref":272,"id":272,"is_hole":false,"start_halfedge":1088},{"face_ref":273,"id":273,"is_hole":false,"start_halfedge":1092},{"face_ref":274,"id":274,"is_hole":false,"start_halfedge":1096},{"face_ref":275,"id":275,"is_hole":false,"start_halfedge":1100},{"face_ref":276,"id":276,"is_hole":false,"start_halfedge":1104},{"face_ref":277,"id":277,"is_hole":false,"start_halfedge":1108},{"face_ref":278,"id":278,"is_hole":false,"start_halfedge":1112},{"face_ref":279,"id":279,"is_hole":false,"start_halfedge":1116},{"face_ref":280,"id":280,"is_hole":false,"start_halfedge":1120},{"face_ref":281,"id":281,"is_hole":false,"start_halfedge":1124},{"face_ref":282,"id":282,"is_hole":false,"start_halfedge":1128},{"face_ref":283,"id":283,"is_hole":false,"start_halfedge":1132},{"face_ref":284,"id":284,"is_hole":false,"start_halfedge":1136},{"face_ref":285,"id":285,"is_hole":false,"start_halfedge":1140},{"face_ref":286,"id":286,"is_hole":false,"start_halfedge":1144},{"face_ref":287,"id":287,"is_hole":false,"start_halfedge":1148},{"face_ref":288,"id":288,"is_hole":false,"start_halfedge":1152},{"face_ref":289,"id":289,"is_hole":false,"start_halfedge":1156},{"face_ref":290,"id":290,"is_hole":false,"start_halfedge":1160},{"face_ref":291,"id":291,"is_hole":false,"start_halfedge":1164},{"face_ref":292,"id":292,"is_hole":false,"start_halfedge":1168},{"face_ref":293,"id":293,"is_hole":false,"start_halfedge":1172},{"face_ref":294,"id":294,"is_hole":false,"start_halfedge":1176},{"face_ref":295,"id":295,"is_hole":false,"start_halfedge":1180},{"face_ref":296,"id":296,"is_hole":false,"start_halfedge":1184},{"face_ref":297,"id":297,"is_hole":false,"start_halfedge":1188},{"face_ref":298,"id":298,"is_hole":false,"start_halfedge":1192},{"face_ref":299,"id":299,"is_hole":false,"start_halfedge":1196},{"face_ref":300,"id":300,"is_hole":false,"start_halfedge":1200},{"face_ref":301,"id":301,"is_hole":false,"start_halfedge":1204},{"face_ref":302,"id":302,"is_hole":false,"start_halfedge":1208},{"face_ref":303,"id":303,"is_hole":false,"start_halfedge":1212},{"face_ref":304,"id":304,"is_hole":false,"start_halfedge":1216},{"face_ref":305,"id":305,"is_hole":false,"start_halfedge":1220},{"face_ref":306,"id":306,"is_hole":false,"start_halfedge":1224},{"face_ref":307,"id":307,"is_hole":false,"start_halfedge":1228},{"face_ref":308,"id":308,"is_hole":false,"start_halfedge":1232},{"face_ref":309,"id":309,"is_hole":false,"start_halfedge":1236},{"face_ref":310,"id":310,"is_hole":false,"start_halfedge":1240},{"face_ref":311,"id":311,"is_hole":false,"start_halfedge":1244},{"face_ref":312,"id":312,"is_hole":false,"start_halfedge":1248},{"face_ref":313,"id":313,"is_hole":false,"start_halfedge":1252},{"face_ref":314,"id":314,"is_hole":false,"start_halfedge":1256},{"face_ref":315,"id":315,"is_hole":false,"start_halfedge":1260},{"face_ref":316,"id":316,"is_hole":false,"start_halfedge":1264},{"face_ref":317,"id":317,"is_hole":false,"start_halfedge":1268},{"face_ref":318,"id":318,"is_hole":false,"start_halfedge":1272},{"face_ref":319,"id":319,"is_hole":false,"start_halfedge":1276},{"face_ref":320,"id":320,"is_hole":false,"start_halfedge":1280},{"face_ref":321,"id":321,"is_hole":false,"start_halfedge":1284},{"face_ref":322,"id":322,"is_hole":false,"start_halfedge":1288},{"face_ref":323,"id":323,"is_hole":false,"start_halfedge":1292},{"face_ref":324,"id":324,"is_hole":false,"start_halfedge":1296},{"face_ref":325,"id":325,"is_hole":false,"start_halfedge":1300},{"face_ref":326,"id":326,"is_hole":false,"start_halfedge":1304},{"face_ref":327,"id":327,"is_hole":false,"start_halfedge":1308},{"face_ref":328,"id":328,"is_hole":false,"start_halfedge":1312},{"face_ref":329,"id":329,"is_hole":false,"start_halfedge":1316},{"face_ref":330,"id":330,"is_hole":false,"start_halfedge":1320},{"face_ref":331,"id":331,"is_hole":false,"start_halfedge":1324},{"face_ref":332,"id":332,"is_hole":false,"start_halfedge":1328},{"face_ref":333,"id":333,"is_hole":false,"start_halfedge":1332},{"face_ref":334,"id":334,"is_hole":false,"start_halfedge":1336},{"face_ref":335,"id":335,"is_hole":false,"start_halfedge":1340},{"face_ref":336,"id":336,"is_hole":false,"start_halfedge":1344},{"face_ref":337,"id":337,"is_hole":false,"start_halfedge":1348},{"face_ref":338,"id":338,"is_hole":false,"start_halfedge":1352},{"face_ref":339,"id":339,"is_hole":false,"start_halfedge":1356},{"face_ref":340,"id":340,"is_hole":false,"start_halfedge":1360},{"face_ref":341,"id":341,"is_hole":false,"start_halfedge":1364},{"face_ref":342,"id":342,"is_hole":false,"start_halfedge":1368},{"face_ref":343,"id":343,"is_hole":false,"start_halfedge":1372},{"face_ref":344,"id":344,"is_hole":false,"start_halfedge":1376},{"face_ref":345,"id":345,"is_hole":false,"start_halfedge":1380},{"face_ref":346,"id":346,"is_hole":false,"start_halfedge":1384},{"face_ref":347,"id":347,"is_hole":false,"start_halfedge":1388},{"face_ref":348,"id":348,"is_hole":false,"start_halfedge":1392},{"face_ref":349,"id":349,"is_hole":false,"start_halfedge":1396},{"face_ref":350,"id":350,"is_hole":false,"start_halfedge":1400},{"face_ref":351,"id":351,"is_hole":false,"start_halfedge":1404},{"face_ref":352,"id":352,"is_hole":false,"start_halfedge":1408},{"face_ref":353,"id":353,"is_hole":false,"start_halfedge":1412},{"face_ref":354,"id":354,"is_hole":false,"start_halfedge":1416},{"face_ref":355,"id":355,"is_hole":false,"start_halfedge":1420},{"face_ref":356,"id":356,"is_hole":false,"start_halfedge":1424},{"face_ref":357,"id":357,"is_hole":false,"start_halfedge":1428},{"face_ref":358,"id":358,"is_hole":false,"start_halfedge":1432},{"face_ref":359,"id":359,"is_hole":false,"start_halfedge":1436},{"face_ref":360,"id":360,"is_hole":false,"start_halfedge":1440},{"face_ref":361,"id":361,"is_hole":false,"start_halfedge":1444},{"face_ref":362,"id":362,"is_hole":false,"start_halfedge":1448},{"face_ref":363,"id":363,"is_hole":false,"start_halfedge":1452},{"face_ref":364,"id":364,"is_hole":false,"start_halfedge":1456},{"face_ref":365,"id":365,"is_hole":false,"start_halfedge":1460},{"face_ref":366,"id":366,"is_hole":false,"start_halfedge":1464},{"face_ref":367,"id":367,"is_hole":false,"start_halfedge":1468},{"face_ref":368,"id":368,"is_hole":false,"start_halfedge":1472},{"face_ref":369,"id":369,"is_hole":false,"start_halfedge":1476},{"face_ref":370,"id":370,"is_hole":false,"start_halfedge":1480},{"face_ref":371,"id":371,"is_hole":false,"start_halfedge":1484},{"face_ref":372,"id":372,"is_hole":false,"start_halfedge":1488},{"face_ref":373,"id":373,"is_hole":false,"start_halfedge":1492},{"face_ref":374,"id":374,"is_hole":false,"start_halfedge":1496},{"face_ref":375,"id":375,"is_hole":false,"start_halfedge":1500},{"face_ref":376,"id":376,"is_hole":false,"start_halfedge":1504},{"face_ref":377,"id":377,"is_hole":false,"start_halfedge":1508},{"face_ref":378,"id":378,"is_hole":false,"start_halfedge":1512},{"face_ref":379,"id":379,"is_hole":false,"start_halfedge":1516},{"face_ref":380,"id":380,"is_hole":false,"start_halfedge":1520},{"face_ref":381,"id":381,"is_hole":false,"start_halfedge":1524},{"face_ref":382,"id":382,"is_hole":false,"start_halfedge":1528},{"face_ref":383,"id":383,"is_hole":false,"start_halfedge":1532},{"face_ref":384,"id":384,"is_hole":false,"start_halfedge":1536},{"face_ref":385,"id":385,"is_hole":false,"start_halfedge":1540},{"face_ref":386,"id":386,"is_hole":false,"start_halfedge":1544},{"face_ref":387,"id":387,"is_hole":false,"start_halfedge":1548},{"face_ref":388,"id":388,"is_hole":false,"start_halfedge":1552},{"face_ref":389,"id":389,"is_hole":false,"start_halfedge":1556},{"face_ref":390,"id":390,"is_hole":false,"start_halfedge":1560},{"face_ref":391,"id":391,"is_hole":false,"start_halfedge":1564},{"face_ref":392,"id":392,"is_hole":false,"start_halfedge":1568},{"face_ref":393,"id":393,"is_hole":false,"start_halfedge":1572},{"face_ref":394,"id":394,"is_hole":false,"start_halfedge":1576},{"face_ref":395,"id":395,"is_hole":false,"start_halfedge":1580},{"face_ref":396,"id":396,"is_hole":false,"start_halfedge":1584},{"face_ref":397,"id":397,"is_hole":false,"start_halfedge":1588},{"face_ref":398,"id":398,"is_hole":false,"start_halfedge":1592},{"face_ref":399,"id":399,"is_hole":false,"start_halfedge":1596},{"face_ref":400,"id":400,"is_hole":false,"start_halfedge":1600},{"face_ref":401,"id":401,"is_hole":false,"start_halfedge":1604},{"face_ref":402,"id":402,"is_hole":false,"start_halfedge":1608},{"face_ref":403,"id":403,"is_hole":false,"start_halfedge":1612},{"face_ref":404,"id":404,"is_hole":false,"start_halfedge":1616},{"face_ref":405,"id":405,"is_hole":false,"start_halfedge":1620},{"face_ref":406,"id":406,"is_hole":false,"start_halfedge":1624},{"face_ref":407,"id":407,"is_hole":false,"start_halfedge":1628},{"face_ref":408,"id":408,"is_hole":false,"start_halfedge":1632},{"face_ref":409,"id":409,"is_hole":false,"start_halfedge":1636},{"face_ref":410,"id":410,"is_hole":false,"start_halfedge":1640},{"face_ref":411,"id":411,"is_hole":false,"start_halfedge":1644},{"face_ref":412,"id":412,"is_hole":false,"start_halfedge":1648},{"face_ref":413,"id":413,"is_hole":false,"start_halfedge":1652},{"face_ref":414,"id":414,"is_hole":false,"start_halfedge":1656},{"face_ref":415,"id":415,"is_hole":false,"start_halfedge":1660},{"face_ref":416,"id":416,"is_hole":false,"start_halfedge":1664},{"face_ref":417,"id":417,"is_hole":false,"start_halfedge":1668},{"face_ref":418,"id":418,"is_hole":false,"start_halfedge":1672},{"face_ref":419,"id":419,"is_hole":false,"start_halfedge":1676},{"face_ref":420,"id":420,"is_hole":false,"start_halfedge":1680},{"face_ref":421,"id":421,"is_hole":false,"start_halfedge":1684},{"face_ref":422,"id":422,"is_hole":false,"start_halfedge":1688},{"face_ref":423,"id":423,"is_hole":false,"start_halfedge":1692},{"face_ref":424,"id":424,"is_hole":false,"start_halfedge":1696},{"face_ref":425,"id":425,"is_hole":false,"start_halfedge":1700},{"face_ref":426,"id":426,"is_hole":false,"start_halfedge":1704},{"face_ref":427,"id":427,"is_hole":false,"start_halfedge":1708},{"face_ref":428,"id":428,"is_hole":false,"start_halfedge":1712},{"face_ref":429,"id":429,"is_hole":false,"start_halfedge":1716},{"face_ref":430,"id":430,"is_hole":false,"start_halfedge":1720},{"face_ref":431,"id":431,"is_hole":false,"start_halfedge":1724},{"face_ref":432,"id":432,"is_hole":false,"start_halfedge":1728},{"face_ref":433,"id":433,"is_hole":false,"start_halfedge":1732},{"face_ref":434,"id":434,"is_hole":false,"start_halfedge":1736},{"face_ref":435,"id":435,"is_hole":false,"start_halfedge":1740},{"face_ref":436,"id":436,"is_hole":false,"start_halfedge":1744},{"face_ref":437,"id":437,"is_hole":false,"start_halfedge":1748},{"face_ref":438,"id":438,"is_hole":false,"start_halfedge":1752},{"face_ref":439,"id":439,"is_hole":false,"start_halfedge":1756},{"face_ref":440,"id":440,"is_hole":false,"start_halfedge":1760},{"face_ref":441,"id":441,"is_hole":false,"start_halfedge":1764},{"face_ref":442,"id":442,"is_hole":false,"start_halfedge":1768},{"face_ref":443,"id":443,"is_hole":false,"start_halfedge":1772},{"face_ref":444,"id":444,"is_hole":false,"start_halfedge":1776},{"face_ref":445,"id":445,"is_hole":false,"start_halfedge":1780},{"face_ref":446,"id":446,"is_hole":false,"start_halfedge":1784},{"face_ref":447,"id":447,"is_hole":false,"start_halfedge":1788},{"face_ref":448,"id":448,"is_hole":false,"start_halfedge":1792},{"face_ref":449,"id":449,"is_hole":false,"start_halfedge":1796},{"face_ref":450,"id":450,"is_hole":false,"start_halfedge":1800},{"face_ref":451,"id":451,"is_hole":false,"start_halfedge":1804},{"face_ref":452,"id":452,"is_hole":false,"start_halfedge":1808},{"face_ref":453,"id":453,"is_hole":false,"start_halfedge":1812},{"face_ref":454,"id":454,"is_hole":false,"start_halfedge":1816},{"face_ref":455,"id":455,"is_hole":false,"start_halfedge":1820},{"face_ref":456,"id":456,"is_hole":false,"start_halfedge":1824},{"face_ref":457,"id":457,"is_hole":false,"start_halfedge":1828},{"face_ref":458,"id":458,"is_hole":false,"start_halfedge":1832},{"face_ref":459,"id":459,"is_hole":false,"start_halfedge":1836},{"face_ref":460,"id":460,"is_hole":false,"start_halfedge":1840},{"face_ref":461,"id":461,"is_hole":false,"start_halfedge":1844},{"face_ref":462,"id":462,"is_hole":false,"start_halfedge":1848},{"face_ref":463,"id":463,"is_hole":false,"start_halfedge":1852},{"face_ref":464,"id":464,"is_hole":false,"start_halfedge":1856},{"face_ref":465,"id":465,"is_hole":false,"start_halfedge":1860},{"face_ref":466,"id":466,"is_hole":false,"start_halfedge":1864},{"face_ref":467,"id":467,"is_hole":false,"start_halfedge":1868},{"face_ref":468,"id":468,"is_hole":false,"start_halfedge":1872},{"face_ref":469,"id":469,"is_hole":false,"start_halfedge":1876},{"face_ref":470,"id":470,"is_hole":false,"start_halfedge":1880},{"face_ref":471,"id":471,"is_hole":false,"start_halfedge":1884},{"face_ref":472,"id":472,"is_hole":false,"start_halfedge":1888},{"face_ref":473,"id":473,"is_hole":false,"start_halfedge":1892},{"face_ref":474,"id":474,"is_hole":false,"start_halfedge":1896},{"face_ref":475,"id":475,"is_hole":false,"start_halfedge":1900},{"face_ref":476,"id":476,"is_hole":false,"start_halfedge":1904},{"face_ref":477,"id":477,"is_hole":false,"start_halfedge":1908},{"face_ref":478,"id":478,"is_hole":false,"start_halfedge":1912},{"face_ref":479,"id":479,"is_hole":false,"start_halfedge":1916},{"face_ref":480,"id":480,"is_hole":false,"start_halfedge":1920},{"face_ref":481,"id":481,"is_hole":false,"start_halfedge":1924},{"face_ref":482,"id":482,"is_hole":false,"start_halfedge":1928},{"face_ref":483,"id":483,"is_hole":false,"start_halfedge":1932},{"face_ref":484,"id":484,"is_hole":false,"start_halfedge":1936},{"face_ref":485,"id":485,"is_hole":false,"start_halfedge":1940},{"face_ref":486,"id":486,"is_hole":false,"start_halfedge":1944},{"face_ref":487,"id":487,"is_hole":false,"start_halfedge":1948},{"face_ref":488,"id":488,"is_hole":false,"start_halfedge":1952},{"face_ref":489,"id":489,"is_hole":false,"start_halfedge":1956},{"face_ref":490,"id":490,"is_hole":false,"start_halfedge":1960},{"face_ref":491,"id":491,"is_hole":false,"start_halfedge":1964},{"face_ref":492,"id":492,"is_hole":false,"start_halfedge":1968},{"face_ref":493,"id":493,"is_hole":false,"start_halfedge":1972},{"face_ref":494,"id":494,"is_hole":false,"start_halfedge":1976},{"face_ref":495,"id":495,"is_hole":false,"start_halfedge":1980},{"face_ref":496,"id":496,"is_hole":false,"start_halfedge":1984},{"face_ref":497,"id":497,"is_hole":false,"start_halfedge":1988},{"face_ref":498,"id":498,"is_hole":false,"start_halfedge":1992},{"face_ref":499,"id":499,"is_hole":false,"start_halfedge":1996},{"face_ref":500,"id":500,"is_hole":false,"start_halfedge":2000},{"face_ref":501,"id":501,"is_hole":false,"start_halfedge":2004},{"face_ref":502,"id":502,"is_hole":false,"start_halfedge":2008},{"face_ref":503,"id":503,"is_hole":false,"start_halfedge":2012},{"face_ref":504,"id":504,"is_hole":false,"start_halfedge":2016},{"face_ref":505,"id":505,"is_hole":false,"start_halfedge":2020},{"face_ref":506,"id":506,"is_hole":false,"start_halfedge":2024},{"face_ref":507,"id":507,"is_hole":false,"start_halfedge":2028},{"face_ref":508,"id":508,"is_hole":false,"start_halfedge":2032},{"face_ref":509,"id":509,"is_hole":false,"start_halfedge":2036},{"face_ref":510,"id":510,"is_hole":false,"start_halfedge":2040},{"face_ref":511,"id":511,"is_hole":false,"start_halfedge":2044},{"face_ref":512,"id":512,"is_hole":false,"start_halfedge":2048},{"face_ref":513,"id":513,"is_hole":false,"start_halfedge":2052},{"face_ref":514,"id":514,"is_hole":false,"start_halfedge":2056},{"face_ref":515,"id":515,"is_hole":false,"start_halfedge":2060},{"face_ref":516,"id":516,"is_hole":false,"start_halfedge":2064},{"face_ref":517,"id":517,"is_hole":false,"start_halfedge":2068},{"face_ref":518,"id":518,"is_hole":false,"start_halfedge":2072},{"face_ref":519,"id":519,"is_hole":false,"start_halfedge":2076},{"face_ref":520,"id":520,"is_hole":false,"start_halfedge":2080},{"face_ref":521,"id":521,"is_hole":false,"start_halfedge":2084},{"face_ref":522,"id":522,"is_hole":false,"start_halfedge":2088},{"face_ref":523,"id":523,"is_hole":false,"start_halfedge":2092},{"face_ref":524,"id":524,"is_hole":false,"start_halfedge":2096},{"face_ref":525,"id":525,"is_hole":false,"start_halfedge":2100},{"face_ref":526,"id":526,"is_hole":false,"start_halfedge":2104},{"face_ref":527,"id":527,"is_hole":false,"start_halfedge":2108},{"face_ref":528,"id":528,"is_hole":false,"start_halfedge":2112},{"face_ref":529,"id":529,"is_hole":false,"start_halfedge":2116},{"face_ref":530,"id":530,"is_hole":false,"start_halfedge":2120},{"face_ref":531,"id":531,"is_hole":false,"start_halfedge":2124},{"face_ref":532,"id":532,"is_hole":false,"start_halfedge":2128},{"face_ref":533,"id":533,"is_hole":false,"start_halfedge":2132},{"face_ref":534,"id":534,"is_hole":false,"start_halfedge":2136},{"face_ref":535,"id":535,"is_hole":false,"start_halfedge":2140},{"face_ref":536,"id":536,"is_hole":false,"start_halfedge":2144},{"face_ref":537,"id":537,"is_hole":false,"start_halfedge":2148},{"face_ref":538,"id":538,"is_hole":false,"start_halfedge":2152},{"face_ref":539,"id":539,"is_hole":false,"start_halfedge":2156},{"face_ref":540,"id":540,"is_hole":false,"start_halfedge":2160},{"face_ref":541,"id":541,"is_hole":false,"start_halfedge":2164},{"face_ref":542,"id":542,"is_hole":false,"start_halfedge":2168},{"face_ref":543,"id":543,"is_hole":false,"start_halfedge":2172},{"face_ref":544,"id":544,"is_hole":false,"start_halfedge":2176},{"face_ref":545,"id":545,"is_hole":false,"start_halfedge":2180},{"face_ref":546,"id":546,"is_hole":false,"start_halfedge":2184},{"face_ref":547,"id":547,"is_hole":false,"start_halfedge":2188},{"face_ref":548,"id":548,"is_hole":false,"start_halfedge":2192},{"face_ref":549,"id":549,"is_hole":false,"start_halfedge":2196},{"face_ref":550,"id":550,"is_hole":false,"start_halfedge":2200},{"face_ref":551,"id":551,"is_hole":false,"start_halfedge":2204},{"face_ref":552,"id":552,"is_hole":false,"start_halfedge":2208},{"face_ref":553,"id":553,"is_hole":false,"start_halfedge":2212},{"face_ref":554,"id":554,"is_hole":false,"start_halfedge":2216},{"face_ref":555,"id":555,"is_hole":false,"start_halfedge":2220},{"face_ref":556,"id":556,"is_hole":false,"start_halfedge":2224},{"face_ref":557,"id":557,"is_hole":false,"start_halfedge":2228},{"face_ref":558,"id":558,"is_hole":false,"start_halfedge":2232},{"face_ref":559,"id":559,"is_hole":false,"start_halfedge":2236},{"face_ref":560,"id":560,"is_hole":false,"start_halfedge":2240},{"face_ref":561,"id":561,"is_hole":false,"start_halfedge":2244},{"face_ref":562,"id":562,"is_hole":false,"start_halfedge":2248},{"face_ref":563,"id":563,"is_hole":false,"start_halfedge":2252},{"face_ref":564,"id":564,"is_hole":false,"start_halfedge":2256},{"face_ref":565,"id":565,"is_hole":false,"start_halfedge":2260},{"face_ref":566,"id":566,"is_hole":false,"start_halfedge":2264},{"face_ref":567,"id":567,"is_hole":false,"start_halfedge":2268},{"face_ref":568,"id":568,"is_hole":false,"start_halfedge":2272},{"face_ref":569,"id":569,"is_hole":false,"start_halfedge":2276},{"face_ref":570,"id":570,"is_hole":false,"start_halfedge":2280},{"face_ref":571,"id":571,"is_hole":false,"start_halfedge":2284},{"face_ref":572,"id":572,"is_hole":false,"start_halfedge":2288},{"face_ref":573,"id":573,"is_hole":false,"start_halfedge":2292},{"face_ref":574,"id":574,"is_hole":false,"start_halfedge":2296},{"face_ref":575,"id":575,"is_hole":false,"start_halfedge":2300},{"face_ref":576,"id":576,"is_hole":false,"start_halfedge":2304},{"face_ref":577,"id":577,"is_hole":false,"start_halfedge":2308},{"face_ref":578,"id":578,"is_hole":false,"start_halfedge":2312},{"face_ref":579,"id":579,"is_hole":false,"start_halfedge":2316},{"face_ref":580,"id":580,"is_hole":false,"start_halfedge":2320},{"face_ref":581,"id":581,"is_hole":false,"start_halfedge":2324},{"face_ref":582,"id":582,"is_hole":false,"start_halfedge":2328},{"face_ref":583,"id":583,"is_hole":false,"start_halfedge":2332},{"face_ref":584,"id":584,"is_hole":false,"start_halfedge":2336},{"face_ref":585,"id":585,"is_hole":false,"start_halfedge":2340},{"face_ref":586,"id":586,"is_hole":false,"start_halfedge":2344},{"face_ref":587,"id":587,"is_hole":false,"start_halfedge":2348},{"face_ref":588,"id":588,"is_hole":false,"start_halfedge":2352},{"face_ref":589,"id":589,"is_hole":false,"start_halfedge":2356},{"face_ref":590,"id":590,"is_hole":false,"start_halfedge":2360},{"face_ref":591,"id":591,"is_hole":false,"start_halfedge":2364},{"face_ref":592,"id":592,"is_hole":false,"start_halfedge":2368},{"face_ref":593,"id":593,"is_hole":false,"start_halfedge":2372},{"face_ref":594,"id":594,"is_hole":false,"start_halfedge":2376},{"face_ref":595,"id":595,"is_hole":false,"start_halfedge":2380},{"face_ref":596,"id":596,"is_hole":false,"start_halfedge":2384},{"face_ref":597,"id":597,"is_hole":false,"start_halfedge":2388},{"face_ref":598,"id":598,"is_hole":false,"start_halfedge":2392},{"face_ref":599,"id":599,"is_hole":false,"start_halfedge":2396},{"face_ref":600,"id":600,"is_hole":false,"start_halfedge":2400},{"face_ref":601,"id":601,"is_hole":false,"start_halfedge":2404},{"face_ref":602,"id":602,"is_hole":false,"start_halfedge":2408},{"face_ref":603,"id":603,"is_hole":false,"start_halfedge":2412},{"face_ref":604,"id":604,"is_hole":false,"start_halfedge":2416},{"face_ref":605,"id":605,"is_hole":false,"start_halfedge":2420},{"face_ref":606,"id":606,"is_hole":false,"start_halfedge":2424},{"face_ref":607,"id":607,"is_hole":false,"start_halfedge":2428},{"face_ref":608,"id":608,"is_hole":false,"start_halfedge":2432},{"face_ref":609,"id":609,"is_hole":false,"start_halfedge":2436}],"shells":[{"faces":[0,4,9,3,2,8,7,6,12,13,11,1,5,10,18,16,21,15,14,17,20,19,24,25,23,22,30,28,33,27,26,29,32,31,36,37,35,34,42,40,45,39,38,41,44,43,48,49,47,46,54,52,57,51,50,53,56,55,60,61,59,58,66,64,69,63,62,65,68,67,72,73,71,70,78,76,81,75,74,77,80,79,84,85,83,82,90,88,93,87,86,89,92,91,96,97,95,94,102,100,105,99,98,101,104,103,108,109,107,106,114,112,117,111,110,113,116,115,120,121,119,118,126,124,129,123,122,125,128,127,132,133,131,130,138,136,141,135,134,137,140,139,144,145,143,142,150,148,153,147,146,149,152,151,156,157,155,154,162,160,165,159,158,161,164,163,168,169,167,166,174,172,177,171,170,173,176,175,180,181,179,178,186,184,189,183,182,185,188,187,192,193,191,190,198,196,201,195,194,197,200,199,204,205,203,202,210,208,213,207,206,209,212,211,216,217,215,214,222,220,225,219,218,221,224,223,228,229,227,226,234,232,237,231,230,233,236,235,240,241,239,238,246,244,249,243,242,245,248,247,252,253,251,250,258,256,261,255,254,257,260,259,264,265,263,262,270,268,273,267,266,269,272,271,276,277,275,274,282,280,285,279,278,281,284,283,288,289,287,286,294,292,297,291,290,293,296,295,300,301,299,298,306,304,309,303,302,305,308,307,312,313,311,310,318,316,321,315,314,317,320,319,324,325,323,322,330,328,333,327,326,329,332,331,336,337,335,334,342,340,345,339,338,341,344,343,348,349,347,346,354,352,357,351,350,353,356,355,360,361,359,358,366,364,369,363,362,365,368,367,372,373,371,370,378,376,381,375,374,377,380,379,384,385,383,382,390,388,393,387,386,389,392,391,396,397,395,394,402,400,405,399,398,401,404,403,408,409,407,406,414,412,417,411,410,413,416,415,420,421,419,418,426,424,429,423,422,425,428,427,432,433,431,430,438,436,441,435,434,437,440,439,444,445,443,442,450,448,453,447,446,449,452,451,456,457,455,454,462,460,465,459,458,461,464,463,468,469,467,466,474,472,477,471,470,473,476,475,480,481,479,478,486,484,489,483,482,485,488,487,492,493,491,490,498,496,501,495,494,497,500,499,504,505,503,502,510,508,513,507,506,509,512,511,516,517,515,514,522,520,525,519,518,521,524,523,528,529,527,526,534,532,537,531,530,533,536,535,540,541,539,538,546,544,549,543,542,545,548,547,552,553,551,550,558,556,561,555,554,557,560,559,564,565,563,562,570,568,573,567,566,569,572,571,576,577,575,574,582,580,585,579,578,581,584,583,588,589,587,586,594,592,597,591,590,593,596,595,600,601,599,598,607,605,603,604,602,606,609,608],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[-30.0,2.0,0.1],"tolerance":1e-8},{"id":1,"outgoing_halfedge":1,"position":[-27.25,2.0,0.1],"tolerance":1e-8},{"id":2,"outgoing_halfedge":2,"position":[-27.25,3.0,0.1],"tolerance":1e-8},{"id":3,"outgoing_halfedge":3,"position":[-30.0,3.0,0.1],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[-30.0,3.0,-0.1],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[-27.25,3.0,-0.1],"tolerance":1e-8},{"id":6,"outgoing_halfedge":6,"position":[-27.25,2.0,-0.1],"tolerance":1e-8},{"id":7,"outgoing_halfedge":7,"position":[-30.0,2.0,-0.1],"tolerance":1e-8},{"id":8,"outgoing_halfedge":16,"position":[-30.0,0.0,0.1],"tolerance":1e-8},{"id":9,"outgoing_halfedge":17,"position":[-27.25,0.0,0.1],"tolerance":1e-8},{"id":10,"outgoing_halfedge":22,"position":[-27.25,0.0,-0.1],"tolerance":1e-8},{"id":11,"outgoing_halfedge":23,"position":[-30.0,0.0,-0.1],"tolerance":1e-8},{"id":12,"outgoing_halfedge":37,"position":[-26.75,2.0,0.1],"tolerance":1e-8},{"id":13,"outgoing_halfedge":38,"position":[-26.75,3.0,0.1],"tolerance":1e-8},{"id":14,"outgoing_halfedge":41,"position":[-26.75,3.0,-0.1],"tolerance":1e-8},{"id":15,"outgoing_halfedge":42,"position":[-26.75,2.0,-0.1],"tolerance":1e-8},{"id":16,"outgoing_halfedge":53,"position":[-26.15,2.0,0.1],"tolerance":1e-8},{"id":17,"outgoing_halfedge":54,"position":[-26.15,3.0,0.1],"tolerance":1e-8},{"id":18,"outgoing_halfedge":57,"position":[-26.15,3.0,-0.1],"tolerance":1e-8},{"id":19,"outgoing_halfedge":58,"position":[-26.15,2.0,-0.1],"tolerance":1e-8},{"id":20,"outgoing_halfedge":64,"position":[-26.75,0.0,0.1],"tolerance":1e-8},{"id":21,"outgoing_halfedge":65,"position":[-26.15,0.0,0.1],"tolerance":1e-8},{"id":22,"outgoing_halfedge":70,"position":[-26.15,0.0,-0.1],"tolerance":1e-8},{"id":23,"outgoing_halfedge":71,"position":[-26.75,0.0,-0.1],"tolerance":1e-8},{"id":24,"outgoing_halfedge":85,"position":[-25.65,2.0,0.1],"tolerance":1e-8},{"id":25,"outgoing_halfedge":86,"position":[-25.65,3.0,0.1],"tolerance":1e-8},{"id":26,"outgoing_halfedge":89,"position":[-25.65,3.0,-0.1],"tolerance":1e-8},{"id":27,"outgoing_halfedge":90,"position":[-25.65,2.0,-0.1],"tolerance":1e-8},{"id":28,"outgoing_halfedge":101,"position":[-25.05,2.0,0.1],"tolerance":1e-8},{"id":29,"outgoing_halfedge":102,"position":[-25.05,3.0,0.1],"tolerance":1e-8},{"id":30,"outgoing_halfedge":105,"position":[-25.05,3.0,-0.1],"tolerance":1e-8},{"id":31,"outgoing_halfedge":106,"position":[-25.05,2.0,-0.1],"tolerance":1e-8},{"id":32,"outgoing_halfedge":112,"position":[-25.65,0.0,0.1],"tolerance":1e-8},{"id":33,"outgoing_halfedge":113,"position":[-25.05,0.0,0.1],"tolerance":1e-8},{"id":34,"outgoing_halfedge":118,"position":[-25.05,0.0,-0.1],"tolerance":1e-8},{"id":35,"outgoing_halfedge":119,"position":[-25.65,0.0,-0.1],"tolerance":1e-8},{"id":36,"outgoing_halfedge":133,"position":[-24.55,2.0,0.1],"tolerance":1e-8},{"id":37,"outgoing_halfedge":134,"position":[-24.55,3.0,0.1],"tolerance":1e-8},{"id":38,"outgoing_halfedge":137,"position":[-24.55,3.0,-0.1],"tolerance":1e-8},{"id":39,"outgoing_halfedge":138,"position":[-24.55,2.0,-0.1],"tolerance":1e-8},{"id":40,"outgoing_halfedge":149,"position":[-23.95,2.0,0.1],"tolerance":1e-8},{"id":41,"outgoing_halfedge":150,"position":[-23.95,3.0,0.1],"tolerance":1e-8},{"id":42,"outgoing_halfedge":153,"position":[-23.95,3.0,-0.1],"tolerance":1e-8},{"id":43,"outgoing_halfedge":154,"position":[-23.95,2.0,-0.1],"tolerance":1e-8},{"id":44,"outgoing_halfedge":160,"position":[-24.55,0.0,0.1],"tolerance":1e-8},{"id":45,"outgoing_halfedge":161,"position":[-23.95,0.0,0.1],"tolerance":1e-8},{"id":46,"outgoing_halfedge":166,"position":[-23.95,0.0,-0.1],"tolerance":1e-8},{"id":47,"outgoing_halfedge":167,"position":[-24.55,0.0,-0.1],"tolerance":1e-8},{"id":48,"outgoing_halfedge":181,"position":[-23.45,2.0,0.1],"tolerance":1e-8},{"id":49,"outgoing_halfedge":182,"position":[-23.45,3.0,0.1],"tolerance":1e-8},{"id":50,"outgoing_halfedge":185,"position":[-23.45,3.0,-0.1],"tolerance":1e-8},{"id":51,"outgoing_halfedge":186,"position":[-23.45,2.0,-0.1],"tolerance":1e-8},{"id":52,"outgoing_halfedge":197,"position":[-22.85,2.0,0.1],"tolerance":1e-8},{"id":53,"outgoing_halfedge":198,"position":[-22.85,3.0,0.1],"tolerance":1e-8},{"id":54,"outgoing_halfedge":201,"position":[-22.85,3.0,-0.1],"tolerance":1e-8},{"id":55,"outgoing_halfedge":202,"position":[-22.85,2.0,-0.1],"tolerance":1e-8},{"id":56,"outgoing_halfedge":208,"position":[-23.45,0.0,0.1],"tolerance":1e-8},{"id":57,"outgoing_halfedge":209,"position":[-22.85,0.0,0.1],"tolerance":1e-8},{"id":58,"outgoing_halfedge":214,"position":[-22.85,0.0,-0.1],"tolerance":1e-8},{"id":59,"outgoing_halfedge":215,"position":[-23.45,0.0,-0.1],"tolerance":1e-8},{"id":60,"outgoing_halfedge":229,"position":[-22.35,2.0,0.1],"tolerance":1e-8},{"id":61,"outgoing_halfedge":230,"position":[-22.35,3.0,0.1],"tolerance":1e-8},{"id":62,"outgoing_halfedge":233,"position":[-22.35,3.0,-0.1],"tolerance":1e-8},{"id":63,"outgoing_halfedge":234,"position":[-22.35,2.0,-0.1],"tolerance":1e-8},{"id":64,"outgoing_halfedge":245,"position":[-21.75,2.0,0.1],"tolerance":1e-8},{"id":65,"outgoing_halfedge":246,"position":[-21.75,3.0,0.1],"tolerance":1e-8},{"id":66,"outgoing_halfedge":249,"position":[-21.75,3.0,-0.1],"tolerance":1e-8},{"id":67,"outgoing_halfedge":250,"position":[-21.75,2.0,-0.1],"tolerance":1e-8},{"id":68,"outgoing_halfedge":256,"position":[-22.35,0.0,0.1],"tolerance":1e-8},{"id":69,"outgoing_halfedge":257,"position":[-21.75,0.0,0.1],"tolerance":1e-8},{"id":70,"outgoing_halfedge":262,"position":[-21.75,0.0,-0.1],"tolerance":1e-8},{"id":71,"outgoing_halfedge":263,"position":[-22.35,0.0,-0.1],"tolerance":1e-8},{"id":72,"outgoing_halfedge":277,"position":[-21.25,2.0,0.1],"tolerance":1e-8},{"id":73,"outgoing_halfedge":278,"position":[-21.25,3.0,0.1],"tolerance":1e-8},{"id":74,"outgoing_halfedge":281,"position":[-21.25,3.0,-0.1],"tolerance":1e-8},{"id":75,"outgoing_halfedge":282,"position":[-21.25,2.0,-0.1],"tolerance":1e-8},{"id":76,"outgoing_halfedge":293,"position":[-20.65,2.0,0.1],"tolerance":1e-8},{"id":77,"outgoing_halfedge":294,"position":[-20.65,3.0,0.1],"tolerance":1e-8},{"id":78,"outgoing_halfedge":297,"position":[-20.65,3.0,-0.1],"tolerance":1e-8},{"id":79,"outgoing_halfedge":298,"position":[-20.65,2.0,-0.1],"tolerance":1e-8},{"id":80,"outgoing_halfedge":304,"position":[-21.25,0.0,0.1],"tolerance":1e-8},{"id":81,"outgoing_halfedge":305,"position":[-20.65,0.0,0.1],"tolerance":1e-8},{"id":82,"outgoing_halfedge":310,"position":[-20.65,0.0,-0.1],"tolerance":1e-8},{"id":83,"outgoing_halfedge":311,"position":[-21.25,0.0,-0.1],"tolerance":1e-8},{"id":84,"outgoing_halfedge":325,"position":[-20.15,2.0,0.1],"tolerance":1e-8},{"id":85,"outgoing_halfedge":326,"position":[-20.15,3.0,0.1],"tolerance":1e-8},{"id":86,"outgoing_halfedge":329,"position":[-20.15,3.0,-0.1],"tolerance":1e-8},{"id":87,"outgoing_halfedge":330,"position":[-20.15,2.0,-0.1],"tolerance":1e-8},{"id":88,"outgoing_halfedge":341,"position":[-19.549999999999997,2.0,0.1],"tolerance":1e-8},{"id":89,"outgoing_halfedge":342,"position":[-19.549999999999997,3.0,0.1],"tolerance":1e-8},{"id":90,"outgoing_halfedge":345,"position":[-19.549999999999997,3.0,-0.1],"tolerance":1e-8},{"id":91,"outgoing_halfedge":346,"position":[-19.549999999999997,2.0,-0.1],"tolerance":1e-8},{"id":92,"outgoing_halfedge":352,"position":[-20.15,0.0,0.1],"tolerance":1e-8},{"id":93,"outgoing_halfedge":353,"position":[-19.549999999999997,0.0,0.1],"tolerance":1e-8},{"id":94,"outgoing_halfedge":358,"position":[-19.549999999999997,0.0,-0.1],"tolerance":1e-8},{"id":95,"outgoing_halfedge":359,"position":[-20.15,0.0,-0.1],"tolerance":1e-8},{"id":96,"outgoing_halfedge":373,"position":[-19.049999999999997,2.0,0.1],"tolerance":1e-8},{"id":97,"outgoing_halfedge":374,"position":[-19.049999999999997,3.0,0.1],"tolerance":1e-8},{"id":98,"outgoing_halfedge":377,"position":[-19.049999999999997,3.0,-0.1],"tolerance":1e-8},{"id":99,"outgoing_halfedge":378,"position":[-19.049999999999997,2.0,-0.1],"tolerance":1e-8},{"id":100,"outgoing_halfedge":389,"position":[-18.45,2.0,0.1],"tolerance":1e-8},{"id":101,"outgoing_halfedge":390,"position":[-18.45,3.0,0.1],"tolerance":1e-8},{"id":102,"outgoing_halfedge":393,"position":[-18.45,3.0,-0.1],"tolerance":1e-8},{"id":103,"outgoing_halfedge":394,"position":[-18.45,2.0,-0.1],"tolerance":1e-8},{"id":104,"outgoing_halfedge":400,"position":[-19.049999999999997,0.0,0.1],"tolerance":1e-8},{"id":105,"outgoing_halfedge":401,"position":[-18.45,0.0,0.1],"tolerance":1e-8},{"id":106,"outgoing_halfedge":406,"position":[-18.45,0.0,-0.1],"tolerance":1e-8},{"id":107,"outgoing_halfedge":407,"position":[-19.049999999999997,0.0,-0.1],"tolerance":1e-8},{"id":108,"outgoing_halfedge":421,"position":[-17.95,2.0,0.1],"tolerance":1e-8},{"id":109,"outgoing_halfedge":422,"position":[-17.95,3.0,0.1],"tolerance":1e-8},{"id":110,"outgoing_halfedge":425,"position":[-17.95,3.0,-0.1],"tolerance":1e-8},{"id":111,"outgoing_halfedge":426,"position":[-17.95,2.0,-0.1],"tolerance":1e-8},{"id":112,"outgoing_halfedge":437,"position":[-17.35,2.0,0.1],"tolerance":1e-8},{"id":113,"outgoing_halfedge":438,"position":[-17.35,3.0,0.1],"tolerance":1e-8},{"id":114,"outgoing_halfedge":441,"position":[-17.35,3.0,-0.1],"tolerance":1e-8},{"id":115,"outgoing_halfedge":442,"position":[-17.35,2.0,-0.1],"tolerance":1e-8},{"id":116,"outgoing_halfedge":448,"position":[-17.95,0.0,0.1],"tolerance":1e-8},{"id":117,"outgoing_halfedge":449,"position":[-17.35,0.0,0.1],"tolerance":1e-8},{"id":118,"outgoing_halfedge":454,"position":[-17.35,0.0,-0.1],"tolerance":1e-8},{"id":119,"outgoing_halfedge":455,"position":[-17.95,0.0,-0.1],"tolerance":1e-8},{"id":120,"outgoing_halfedge":469,"position":[-16.85,2.0,0.1],"tolerance":1e-8},{"id":121,"outgoing_halfedge":470,"position":[-16.85,3.0,0.1],"tolerance":1e-8},{"id":122,"outgoing_halfedge":473,"position":[-16.85,3.0,-0.1],"tolerance":1e-8},{"id":123,"outgoing_halfedge":474,"position":[-16.85,2.0,-0.1],"tolerance":1e-8},{"id":124,"outgoing_halfedge":485,"position":[-16.25,2.0,0.1],"tolerance":1e-8},{"id":125,"outgoing_halfedge":486,"position":[-16.25,3.0,0.1],"tolerance":1e-8},{"id":126,"outgoing_halfedge":489,"position":[-16.25,3.0,-0.1],"tolerance":1e-8},{"id":127,"outgoing_halfedge":490,"position":[-16.25,2.0,-0.1],"tolerance":1e-8},{"id":128,"outgoing_halfedge":496,"position":[-16.85,0.0,0.1],"tolerance":1e-8},{"id":129,"outgoing_halfedge":497,"position":[-16.25,0.0,0.1],"tolerance":1e-8},{"id":130,"outgoing_halfedge":502,"position":[-16.25,0.0,-0.1],"tolerance":1e-8},{"id":131,"outgoing_halfedge":503,"position":[-16.85,0.0,-0.1],"tolerance":1e-8},{"id":132,"outgoing_halfedge":517,"position":[-15.75,2.0,0.1],"tolerance":1e-8},{"id":133,"outgoing_halfedge":518,"position":[-15.75,3.0,0.1],"tolerance":1e-8},{"id":134,"outgoing_halfedge":521,"position":[-15.75,3.0,-0.1],"tolerance":1e-8},{"id":135,"outgoing_halfedge":522,"position":[-15.75,2.0,-0.1],"tolerance":1e-8},{"id":136,"outgoing_halfedge":533,"position":[-15.149999999999999,2.0,0.1],"tolerance":1e-8},{"id":137,"outgoing_halfedge":534,"position":[-15.149999999999999,3.0,0.1],"tolerance":1e-8},{"id":138,"outgoing_halfedge":537,"position":[-15.149999999999999,3.0,-0.1],"tolerance":1e-8},{"id":139,"outgoing_halfedge":538,"position":[-15.149999999999999,2.0,-0.1],"tolerance":1e-8},{"id":140,"outgoing_halfedge":544,"position":[-15.75,0.0,0.1],"tolerance":1e-8},{"id":141,"outgoing_halfedge":545,"position":[-15.149999999999999,0.0,0.1],"tolerance":1e-8},{"id":142,"outgoing_halfedge":550,"position":[-15.149999999999999,0.0,-0.1],"tolerance":1e-8},{"id":143,"outgoing_halfedge":551,"position":[-15.75,0.0,-0.1],"tolerance":1e-8},{"id":144,"outgoing_halfedge":565,"position":[-14.649999999999999,2.0,0.1],"tolerance":1e-8},{"id":145,"outgoing_halfedge":566,"position":[-14.649999999999999,3.0,0.1],"tolerance":1e-8},{"id":146,"outgoing_halfedge":569,"position":[-14.649999999999999,3.0,-0.1],"tolerance":1e-8},{"id":147,"outgoing_halfedge":570,"position":[-14.649999999999999,2.0,-0.1],"tolerance":1e-8},{"id":148,"outgoing_halfedge":581,"position":[-14.049999999999999,2.0,0.1],"tolerance":1e-8},{"id":149,"outgoing_halfedge":582,"position":[-14.049999999999999,3.0,0.1],"tolerance":1e-8},{"id":150,"outgoing_halfedge":585,"position":[-14.049999999999999,3.0,-0.1],"tolerance":1e-8},{"id":151,"outgoing_halfedge":586,"position":[-14.049999999999999,2.0,-0.1],"tolerance":1e-8},{"id":152,"outgoing_halfedge":592,"position":[-14.649999999999999,0.0,0.1],"tolerance":1e-8},{"id":153,"outgoing_halfedge":593,"position":[-14.049999999999999,0.0,0.1],"tolerance":1e-8},{"id":154,"outgoing_halfedge":598,"position":[-14.049999999999999,0.0,-0.1],"tolerance":1e-8},{"id":155,"outgoing_halfedge":599,"position":[-14.649999999999999,0.0,-0.1],"tolerance":1e-8},{"id":156,"outgoing_halfedge":613,"position":[-13.549999999999997,2.0,0.1],"tolerance":1e-8},{"id":157,"outgoing_halfedge":614,"position":[-13.549999999999997,3.0,0.1],"tolerance":1e-8},{"id":158,"outgoing_halfedge":617,"position":[-13.549999999999997,3.0,-0.1],"tolerance":1e-8},{"id":159,"outgoing_halfedge":618,"position":[-13.549999999999997,2.0,-0.1],"tolerance":1e-8},{"id":160,"outgoing_halfedge":629,"position":[-12.95,2.0,0.1],"tolerance":1e-8},{"id":161,"outgoing_halfedge":630,"position":[-12.95,3.0,0.1],"tolerance":1e-8},{"id":162,"outgoing_halfedge":633,"position":[-12.95,3.0,-0.1],"tolerance":1e-8},{"id":163,"outgoing_halfedge":634,"position":[-12.95,2.0,-0.1],"tolerance":1e-8},{"id":164,"outgoing_halfedge":640,"position":[-13.549999999999997,0.0,0.1],"tolerance":1e-8},{"id":165,"outgoing_halfedge":641,"position":[-12.95,0.0,0.1],"tolerance":1e-8},{"id":166,"outgoing_halfedge":646,"position":[-12.95,0.0,-0.1],"tolerance":1e-8},{"id":167,"outgoing_halfedge":647,"position":[-13.549999999999997,0.0,-0.1],"tolerance":1e-8},{"id":168,"outgoing_halfedge":661,"position":[-12.45,2.0,0.1],"tolerance":1e-8},{"id":169,"outgoing_halfedge":662,"position":[-12.45,3.0,0.1],"tolerance":1e-8},{"id":170,"outgoing_halfedge":665,"position":[-12.45,3.0,-0.1],"tolerance":1e-8},{"id":171,"outgoing_halfedge":666,"position":[-12.45,2.0,-0.1],"tolerance":1e-8},{"id":172,"outgoing_halfedge":677,"position":[-11.849999999999998,2.0,0.1],"tolerance":1e-8},{"id":173,"outgoing_halfedge":678,"position":[-11.849999999999998,3.0,0.1],"tolerance":1e-8},{"id":174,"outgoing_halfedge":681,"position":[-11.849999999999998,3.0,-0.1],"tolerance":1e-8},{"id":175,"outgoing_halfedge":682,"position":[-11.849999999999998,2.0,-0.1],"tolerance":1e-8},{"id":176,"outgoing_halfedge":688,"position":[-12.45,0.0,0.1],"tolerance":1e-8},{"id":177,"outgoing_halfedge":689,"position":[-11.849999999999998,0.0,0.1],"tolerance":1e-8},{"id":178,"outgoing_halfedge":694,"position":[-11.849999999999998,0.0,-0.1],"tolerance":1e-8},{"id":179,"outgoing_halfedge":695,"position":[-12.45,0.0,-0.1],"tolerance":1e-8},{"id":180,"outgoing_halfedge":709,"position":[-11.349999999999998,2.0,0.1],"tolerance":1e-8},{"id":181,"outgoing_halfedge":710,"position":[-11.349999999999998,3.0,0.1],"tolerance":1e-8},{"id":182,"outgoing_halfedge":713,"position":[-11.349999999999998,3.0,-0.1],"tolerance":1e-8},{"id":183,"outgoing_halfedge":714,"position":[-11.349999999999998,2.0,-0.1],"tolerance":1e-8},{"id":184,"outgoing_halfedge":725,"position":[-10.75,2.0,0.1],"tolerance":1e-8},{"id":185,"outgoing_halfedge":726,"position":[-10.75,3.0,0.1],"tolerance":1e-8},{"id":186,"outgoing_halfedge":729,"position":[-10.75,3.0,-0.1],"tolerance":1e-8},{"id":187,"outgoing_halfedge":730,"position":[-10.75,2.0,-0.1],"tolerance":1e-8},{"id":188,"outgoing_halfedge":736,"position":[-11.349999999999998,0.0,0.1],"tolerance":1e-8},{"id":189,"outgoing_halfedge":737,"position":[-10.75,0.0,0.1],"tolerance":1e-8},{"id":190,"outgoing_halfedge":742,"position":[-10.75,0.0,-0.1],"tolerance":1e-8},{"id":191,"outgoing_halfedge":743,"position":[-11.349999999999998,0.0,-0.1],"tolerance":1e-8},{"id":192,"outgoing_halfedge":757,"position":[-10.25,2.0,0.1],"tolerance":1e-8},{"id":193,"outgoing_halfedge":758,"position":[-10.25,3.0,0.1],"tolerance":1e-8},{"id":194,"outgoing_halfedge":761,"position":[-10.25,3.0,-0.1],"tolerance":1e-8},{"id":195,"outgoing_halfedge":762,"position":[-10.25,2.0,-0.1],"tolerance":1e-8},{"id":196,"outgoing_halfedge":773,"position":[-9.649999999999999,2.0,0.1],"tolerance":1e-8},{"id":197,"outgoing_halfedge":774,"position":[-9.649999999999999,3.0,0.1],"tolerance":1e-8},{"id":198,"outgoing_halfedge":777,"position":[-9.649999999999999,3.0,-0.1],"tolerance":1e-8},{"id":199,"outgoing_halfedge":778,"position":[-9.649999999999999,2.0,-0.1],"tolerance":1e-8},{"id":200,"outgoing_halfedge":784,"position":[-10.25,0.0,0.1],"tolerance":1e-8},{"id":201,"outgoing_halfedge":785,"position":[-9.649999999999999,0.0,0.1],"tolerance":1e-8},{"id":202,"outgoing_halfedge":790,"position":[-9.649999999999999,0.0,-0.1],"tolerance":1e-8},{"id":203,"outgoing_halfedge":791,"position":[-10.25,0.0,-0.1],"tolerance":1e-8},{"id":204,"outgoing_halfedge":805,"position":[-9.149999999999999,2.0,0.1],"tolerance":1e-8},{"id":205,"outgoing_halfedge":806,"position":[-9.149999999999999,3.0,0.1],"tolerance":1e-8},{"id":206,"outgoing_halfedge":809,"position":[-9.149999999999999,3.0,-0.1],"tolerance":1e-8},{"id":207,"outgoing_halfedge":810,"position":[-9.149999999999999,2.0,-0.1],"tolerance":1e-8},{"id":208,"outgoing_halfedge":821,"position":[-8.549999999999997,2.0,0.1],"tolerance":1e-8},{"id":209,"outgoing_halfedge":822,"position":[-8.549999999999997,3.0,0.1],"tolerance":1e-8},{"id":210,"outgoing_halfedge":825,"position":[-8.549999999999997,3.0,-0.1],"tolerance":1e-8},{"id":211,"outgoing_halfedge":826,"position":[-8.549999999999997,2.0,-0.1],"tolerance":1e-8},{"id":212,"outgoing_halfedge":832,"position":[-9.149999999999999,0.0,0.1],"tolerance":1e-8},{"id":213,"outgoing_halfedge":833,"position":[-8.549999999999997,0.0,0.1],"tolerance":1e-8},{"id":214,"outgoing_halfedge":838,"position":[-8.549999999999997,0.0,-0.1],"tolerance":1e-8},{"id":215,"outgoing_halfedge":839,"position":[-9.149999999999999,0.0,-0.1],"tolerance":1e-8},{"id":216,"outgoing_halfedge":853,"position":[-8.049999999999997,2.0,0.1],"tolerance":1e-8},{"id":217,"outgoing_halfedge":854,"position":[-8.049999999999997,3.0,0.1],"tolerance":1e-8},{"id":218,"outgoing_halfedge":857,"position":[-8.049999999999997,3.0,-0.1],"tolerance":1e-8},{"id":219,"outgoing_halfedge":858,"position":[-8.049999999999997,2.0,-0.1],"tolerance":1e-8},{"id":220,"outgoing_halfedge":869,"position":[-7.449999999999999,2.0,0.1],"tolerance":1e-8},{"id":221,"outgoing_halfedge":870,"position":[-7.449999999999999,3.0,0.1],"tolerance":1e-8},{"id":222,"outgoing_halfedge":873,"position":[-7.449999999999999,3.0,-0.1],"tolerance":1e-8},{"id":223,"outgoing_halfedge":874,"position":[-7.449999999999999,2.0,-0.1],"tolerance":1e-8},{"id":224,"outgoing_halfedge":880,"position":[-8.049999999999997,0.0,0.1],"tolerance":1e-8},{"id":225,"outgoing_halfedge":881,"position":[-7.449999999999999,0.0,0.1],"tolerance":1e-8},{"id":226,"outgoing_halfedge":886,"position":[-7.449999999999999,0.0,-0.1],"tolerance":1e-8},{"id":227,"outgoing_halfedge":887,"position":[-8.049999999999997,0.0,-0.1],"tolerance":1e-8},{"id":228,"outgoing_halfedge":901,"position":[-6.949999999999999,2.0,0.1],"tolerance":1e-8},{"id":229,"outgoing_halfedge":902,"position":[-6.949999999999999,3.0,0.1],"tolerance":1e-8},{"id":230,"outgoing_halfedge":905,"position":[-6.949999999999999,3.0,-0.1],"tolerance":1e-8},{"id":231,"outgoing_halfedge":906,"position":[-6.949999999999999,2.0,-0.1],"tolerance":1e-8},{"id":232,"outgoing_halfedge":917,"position":[-6.349999999999998,2.0,0.1],"tolerance":1e-8},{"id":233,"outgoing_halfedge":918,"position":[-6.349999999999998,3.0,0.1],"tolerance":1e-8},{"id":234,"outgoing_halfedge":921,"position":[-6.349999999999998,3.0,-0.1],"tolerance":1e-8},{"id":235,"outgoing_halfedge":922,"position":[-6.349999999999998,2.0,-0.1],"tolerance":1e-8},{"id":236,"outgoing_halfedge":928,"position":[-6.949999999999999,0.0,0.1],"tolerance":1e-8},{"id":237,"outgoing_halfedge":929,"position":[-6.349999999999998,0.0,0.1],"tolerance":1e-8},{"id":238,"outgoing_halfedge":934,"position":[-6.349999999999998,0.0,-0.1],"tolerance":1e-8},{"id":239,"outgoing_halfedge":935,"position":[-6.949999999999999,0.0,-0.1],"tolerance":1e-8},{"id":240,"outgoing_halfedge":949,"position":[-5.849999999999998,2.0,0.1],"tolerance":1e-8},{"id":241,"outgoing_halfedge":950,"position":[-5.849999999999998,3.0,0.1],"tolerance":1e-8},{"id":242,"outgoing_halfedge":953,"position":[-5.849999999999998,3.0,-0.1],"tolerance":1e-8},{"id":243,"outgoing_halfedge":954,"position":[-5.849999999999998,2.0,-0.1],"tolerance":1e-8},{"id":244,"outgoing_halfedge":965,"position":[-5.25,2.0,0.1],"tolerance":1e-8},{"id":245,"outgoing_halfedge":966,"position":[-5.25,3.0,0.1],"tolerance":1e-8},{"id":246,"outgoing_halfedge":969,"position":[-5.25,3.0,-0.1],"tolerance":1e-8},{"id":247,"outgoing_halfedge":970,"position":[-5.25,2.0,-0.1],"tolerance":1e-8},{"id":248,"outgoing_halfedge":976,"position":[-5.849999999999998,0.0,0.1],"tolerance":1e-8},{"id":249,"outgoing_halfedge":977,"position":[-5.25,0.0,0.1],"tolerance":1e-8},{"id":250,"outgoing_halfedge":982,"position":[-5.25,0.0,-0.1],"tolerance":1e-8},{"id":251,"outgoing_halfedge":983,"position":[-5.849999999999998,0.0,-0.1],"tolerance":1e-8},{"id":252,"outgoing_halfedge":997,"position":[-4.75,2.0,0.1],"tolerance":1e-8},{"id":253,"outgoing_halfedge":998,"position":[-4.75,3.0,0.1],"tolerance":1e-8},{"id":254,"outgoing_halfedge":1001,"position":[-4.75,3.0,-0.1],"tolerance":1e-8},{"id":255,"outgoing_halfedge":1002,"position":[-4.75,2.0,-0.1],"tolerance":1e-8},{"id":256,"outgoing_halfedge":1013,"position":[-4.149999999999999,2.0,0.1],"tolerance":1e-8},{"id":257,"outgoing_halfedge":1014,"position":[-4.149999999999999,3.0,0.1],"tolerance":1e-8},{"id":258,"outgoing_halfedge":1017,"position":[-4.149999999999999,3.0,-0.1],"tolerance":1e-8},{"id":259,"outgoing_halfedge":1018,"position":[-4.149999999999999,2.0,-0.1],"tolerance":1e-8},{"id":260,"outgoing_halfedge":1024,"position":[-4.75,0.0,0.1],"tolerance":1e-8},{"id":261,"outgoing_halfedge":1025,"position":[-4.149999999999999,0.0,0.1],"tolerance":1e-8},{"id":262,"outgoing_halfedge":1030,"position":[-4.149999999999999,0.0,-0.1],"tolerance":1e-8},{"id":263,"outgoing_halfedge":1031,"position":[-4.75,0.0,-0.1],"tolerance":1e-8},{"id":264,"outgoing_halfedge":1045,"position":[-3.6499999999999986,2.0,0.1],"tolerance":1e-8},{"id":265,"outgoing_halfedge":1046,"position":[-3.6499999999999986,3.0,0.1],"tolerance":1e-8},{"id":266,"outgoing_halfedge":1049,"position":[-3.6499999999999986,3.0,-0.1],"tolerance":1e-8},{"id":267,"outgoing_halfedge":1050,"position":[-3.6499999999999986,2.0,-0.1],"tolerance":1e-8},{"id":268,"outgoing_halfedge":1061,"position":[-3.049999999999997,2.0,0.1],"tolerance":1e-8},{"id":269,"outgoing_halfedge":1062,"position":[-3.049999999999997,3.0,0.1],"tolerance":1e-8},{"id":270,"outgoing_halfedge":1065,"position":[-3.049999999999997,3.0,-0.1],"tolerance":1e-8},{"id":271,"outgoing_halfedge":1066,"position":[-3.049999999999997,2.0,-0.1],"tolerance":1e-8},{"id":272,"outgoing_halfedge":1072,"position":[-3.6499999999999986,0.0,0.1],"tolerance":1e-8},{"id":273,"outgoing_halfedge":1073,"position":[-3.049999999999997,0.0,0.1],"tolerance":1e-8},{"id":274,"outgoing_halfedge":1078,"position":[-3.049999999999997,0.0,-0.1],"tolerance":1e-8},{"id":275,"outgoing_halfedge":1079,"position":[-3.6499999999999986,0.0,-0.1],"tolerance":1e-8},{"id":276,"outgoing_halfedge":1093,"position":[-2.549999999999997,2.0,0.1],"tolerance":1e-8},{"id":277,"outgoing_halfedge":1094,"position":[-2.549999999999997,3.0,0.1],"tolerance":1e-8},{"id":278,"outgoing_halfedge":1097,"position":[-2.549999999999997,3.0,-0.1],"tolerance":1e-8},{"id":279,"outgoing_halfedge":1098,"position":[-2.549999999999997,2.0,-0.1],"tolerance":1e-8},{"id":280,"outgoing_halfedge":1109,"position":[-1.9499999999999993,2.0,0.1],"tolerance":1e-8},{"id":281,"outgoing_halfedge":1110,"position":[-1.9499999999999993,3.0,0.1],"tolerance":1e-8},{"id":282,"outgoing_halfedge":1113,"position":[-1.9499999999999993,3.0,-0.1],"tolerance":1e-8},{"id":283,"outgoing_halfedge":1114,"position":[-1.9499999999999993,2.0,-0.1],"tolerance":1e-8},{"id":284,"outgoing_halfedge":1120,"position":[-2.549999999999997,0.0,0.1],"tolerance":1e-8},{"id":285,"outgoing_halfedge":1121,"position":[-1.9499999999999993,0.0,0.1],"tolerance":1e-8},{"id":286,"outgoing_halfedge":1126,"position":[-1.9499999999999993,0.0,-0.1],"tolerance":1e-8},{"id":287,"outgoing_halfedge":1127,"position":[-2.549999999999997,0.0,-0.1],"tolerance":1e-8},{"id":288,"outgoing_halfedge":1141,"position":[-1.4499999999999993,2.0,0.1],"tolerance":1e-8},{"id":289,"outgoing_halfedge":1142,"position":[-1.4499999999999993,3.0,0.1],"tolerance":1e-8},{"id":290,"outgoing_halfedge":1145,"position":[-1.4499999999999993,3.0,-0.1],"tolerance":1e-8},{"id":291,"outgoing_halfedge":1146,"position":[-1.4499999999999993,2.0,-0.1],"tolerance":1e-8},{"id":292,"outgoing_halfedge":1157,"position":[-0.8499999999999979,2.0,0.1],"tolerance":1e-8},{"id":293,"outgoing_halfedge":1158,"position":[-0.8499999999999979,3.0,0.1],"tolerance":1e-8},{"id":294,"outgoing_halfedge":1161,"position":[-0.8499999999999979,3.0,-0.1],"tolerance":1e-8},{"id":295,"outgoing_halfedge":1162,"position":[-0.8499999999999979,2.0,-0.1],"tolerance":1e-8},{"id":296,"outgoing_halfedge":1168,"position":[-1.4499999999999993,0.0,0.1],"tolerance":1e-8},{"id":297,"outgoing_halfedge":1169,"position":[-0.8499999999999979,0.0,0.1],"tolerance":1e-8},{"id":298,"outgoing_halfedge":1174,"position":[-0.8499999999999979,0.0,-0.1],"tolerance":1e-8},{"id":299,"outgoing_halfedge":1175,"position":[-1.4499999999999993,0.0,-0.1],"tolerance":1e-8},{"id":300,"outgoing_halfedge":1189,"position":[-0.34999999999999787,2.0,0.1],"tolerance":1e-8},{"id":301,"outgoing_halfedge":1190,"position":[-0.34999999999999787,3.0,0.1],"tolerance":1e-8},{"id":302,"outgoing_halfedge":1193,"position":[-0.34999999999999787,3.0,-0.1],"tolerance":1e-8},{"id":303,"outgoing_halfedge":1194,"position":[-0.34999999999999787,2.0,-0.1],"tolerance":1e-8},{"id":304,"outgoing_halfedge":1205,"position":[0.25000000000000355,2.0,0.1],"tolerance":1e-8},{"id":305,"outgoing_halfedge":1206,"position":[0.25000000000000355,3.0,0.1],"tolerance":1e-8},{"id":306,"outgoing_halfedge":1209,"position":[0.25000000000000355,3.0,-0.1],"tolerance":1e-8},{"id":307,"outgoing_halfedge":1210,"position":[0.25000000000000355,2.0,-0.1],"tolerance":1e-8},{"id":308,"outgoing_halfedge":1216,"position":[-0.34999999999999787,0.0,0.1],"tolerance":1e-8},{"id":309,"outgoing_halfedge":1217,"position":[0.25000000000000355,0.0,0.1],"tolerance":1e-8},{"id":310,"outgoing_halfedge":1222,"position":[0.25000000000000355,0.0,-0.1],"tolerance":1e-8},{"id":311,"outgoing_halfedge":1223,"position":[-0.34999999999999787,0.0,-0.1],"tolerance":1e-8},{"id":312,"outgoing_halfedge":1237,"position":[0.7500000000000036,2.0,0.1],"tolerance":1e-8},{"id":313,"outgoing_halfedge":1238,"position":[0.7500000000000036,3.0,0.1],"tolerance":1e-8},{"id":314,"outgoing_halfedge":1241,"position":[0.7500000000000036,3.0,-0.1],"tolerance":1e-8},{"id":315,"outgoing_halfedge":1242,"position":[0.7500000000000036,2.0,-0.1],"tolerance":1e-8},{"id":316,"outgoing_halfedge":1253,"position":[1.3500000000000014,2.0,0.1],"tolerance":1e-8},{"id":317,"outgoing_halfedge":1254,"position":[1.3500000000000014,3.0,0.1],"tolerance":1e-8},{"id":318,"outgoing_halfedge":1257,"position":[1.3500000000000014,3.0,-0.1],"tolerance":1e-8},{"id":319,"outgoing_halfedge":1258,"position":[1.3500000000000014,2.0,-0.1],"tolerance":1e-8},{"id":320,"outgoing_halfedge":1264,"position":[0.7500000000000036,0.0,0.1],"tolerance":1e-8},{"id":321,"outgoing_halfedge":1265,"position":[1.3500000000000014,0.0,0.1],"tolerance":1e-8},{"id":322,"outgoing_halfedge":1270,"position":[1.3500000000000014,0.0,-0.1],"tolerance":1e-8},{"id":323,"outgoing_halfedge":1271,"position":[0.7500000000000036,0.0,-0.1],"tolerance":1e-8},{"id":324,"outgoing_halfedge":1285,"position":[1.8500000000000014,2.0,0.1],"tolerance":1e-8},{"id":325,"outgoing_halfedge":1286,"position":[1.8500000000000014,3.0,0.1],"tolerance":1e-8},{"id":326,"outgoing_halfedge":1289,"position":[1.8500000000000014,3.0,-0.1],"tolerance":1e-8},{"id":327,"outgoing_halfedge":1290,"position":[1.8500000000000014,2.0,-0.1],"tolerance":1e-8},{"id":328,"outgoing_halfedge":1301,"position":[2.450000000000003,2.0,0.1],"tolerance":1e-8},{"id":329,"outgoing_halfedge":1302,"position":[2.450000000000003,3.0,0.1],"tolerance":1e-8},{"id":330,"outgoing_halfedge":1305,"position":[2.450000000000003,3.0,-0.1],"tolerance":1e-8},{"id":331,"outgoing_halfedge":1306,"position":[2.450000000000003,2.0,-0.1],"tolerance":1e-8},{"id":332,"outgoing_halfedge":1312,"position":[1.8500000000000014,0.0,0.1],"tolerance":1e-8},{"id":333,"outgoing_halfedge":1313,"position":[2.450000000000003,0.0,0.1],"tolerance":1e-8},{"id":334,"outgoing_halfedge":1318,"position":[2.450000000000003,0.0,-0.1],"tolerance":1e-8},{"id":335,"outgoing_halfedge":1319,"position":[1.8500000000000014,0.0,-0.1],"tolerance":1e-8},{"id":336,"outgoing_halfedge":1333,"position":[2.950000000000003,2.0,0.1],"tolerance":1e-8},{"id":337,"outgoing_halfedge":1334,"position":[2.950000000000003,3.0,0.1],"tolerance":1e-8},{"id":338,"outgoing_halfedge":1337,"position":[2.950000000000003,3.0,-0.1],"tolerance":1e-8},{"id":339,"outgoing_halfedge":1338,"position":[2.950000000000003,2.0,-0.1],"tolerance":1e-8},{"id":340,"outgoing_halfedge":1349,"position":[3.5500000000000043,2.0,0.1],"tolerance":1e-8},{"id":341,"outgoing_halfedge":1350,"position":[3.5500000000000043,3.0,0.1],"tolerance":1e-8},{"id":342,"outgoing_halfedge":1353,"position":[3.5500000000000043,3.0,-0.1],"tolerance":1e-8},{"id":343,"outgoing_halfedge":1354,"position":[3.5500000000000043,2.0,-0.1],"tolerance":1e-8},{"id":344,"outgoing_halfedge":1360,"position":[2.950000000000003,0.0,0.1],"tolerance":1e-8},{"id":345,"outgoing_halfedge":1361,"position":[3.5500000000000043,0.0,0.1],"tolerance":1e-8},{"id":346,"outgoing_halfedge":1366,"position":[3.5500000000000043,0.0,-0.1],"tolerance":1e-8},{"id":347,"outgoing_halfedge":1367,"position":[2.950000000000003,0.0,-0.1],"tolerance":1e-8},{"id":348,"outgoing_halfedge":1381,"position":[4.050000000000004,2.0,0.1],"tolerance":1e-8},{"id":349,"outgoing_halfedge":1382,"position":[4.050000000000004,3.0,0.1],"tolerance":1e-8},{"id":350,"outgoing_halfedge":1385,"position":[4.050000000000004,3.0,-0.1],"tolerance":1e-8},{"id":351,"outgoing_halfedge":1386,"position":[4.050000000000004,2.0,-0.1],"tolerance":1e-8},{"id":352,"outgoing_halfedge":1397,"position":[4.650000000000006,2.0,0.1],"tolerance":1e-8},{"id":353,"outgoing_halfedge":1398,"position":[4.650000000000006,3.0,0.1],"tolerance":1e-8},{"id":354,"outgoing_halfedge":1401,"position":[4.650000000000006,3.0,-0.1],"tolerance":1e-8},{"id":355,"outgoing_halfedge":1402,"position":[4.650000000000006,2.0,-0.1],"tolerance":1e-8},{"id":356,"outgoing_halfedge":1408,"position":[4.050000000000004,0.0,0.1],"tolerance":1e-8},{"id":357,"outgoing_halfedge":1409,"position":[4.650000000000006,0.0,0.1],"tolerance":1e-8},{"id":358,"outgoing_halfedge":1414,"position":[4.650000000000006,0.0,-0.1],"tolerance":1e-8},{"id":359,"outgoing_halfedge":1415,"position":[4.050000000000004,0.0,-0.1],"tolerance":1e-8},{"id":360,"outgoing_halfedge":1429,"position":[5.150000000000006,2.0,0.1],"tolerance":1e-8},{"id":361,"outgoing_halfedge":1430,"position":[5.150000000000006,3.0,0.1],"tolerance":1e-8},{"id":362,"outgoing_halfedge":1433,"position":[5.150000000000006,3.0,-0.1],"tolerance":1e-8},{"id":363,"outgoing_halfedge":1434,"position":[5.150000000000006,2.0,-0.1],"tolerance":1e-8},{"id":364,"outgoing_halfedge":1445,"position":[5.75,2.0,0.1],"tolerance":1e-8},{"id":365,"outgoing_halfedge":1446,"position":[5.75,3.0,0.1],"tolerance":1e-8},{"id":366,"outgoing_halfedge":1449,"position":[5.75,3.0,-0.1],"tolerance":1e-8},{"id":367,"outgoing_halfedge":1450,"position":[5.75,2.0,-0.1],"tolerance":1e-8},{"id":368,"outgoing_halfedge":1456,"position":[5.150000000000006,0.0,0.1],"tolerance":1e-8},{"id":369,"outgoing_halfedge":1457,"position":[5.75,0.0,0.1],"tolerance":1e-8},{"id":370,"outgoing_halfedge":1462,"position":[5.75,0.0,-0.1],"tolerance":1e-8},{"id":371,"outgoing_halfedge":1463,"position":[5.150000000000006,0.0,-0.1],"tolerance":1e-8},{"id":372,"outgoing_halfedge":1477,"position":[6.25,2.0,0.1],"tolerance":1e-8},{"id":373,"outgoing_halfedge":1478,"position":[6.25,3.0,0.1],"tolerance":1e-8},{"id":374,"outgoing_halfedge":1481,"position":[6.25,3.0,-0.1],"tolerance":1e-8},{"id":375,"outgoing_halfedge":1482,"position":[6.25,2.0,-0.1],"tolerance":1e-8},{"id":376,"outgoing_halfedge":1493,"position":[6.850000000000001,2.0,0.1],"tolerance":1e-8},{"id":377,"outgoing_halfedge":1494,"position":[6.850000000000001,3.0,0.1],"tolerance":1e-8},{"id":378,"outgoing_halfedge":1497,"position":[6.850000000000001,3.0,-0.1],"tolerance":1e-8},{"id":379,"outgoing_halfedge":1498,"position":[6.850000000000001,2.0,-0.1],"tolerance":1e-8},{"id":380,"outgoing_halfedge":1504,"position":[6.25,0.0,0.1],"tolerance":1e-8},{"id":381,"outgoing_halfedge":1505,"position":[6.850000000000001,0.0,0.1],"tolerance":1e-8},{"id":382,"outgoing_halfedge":1510,"position":[6.850000000000001,0.0,-0.1],"tolerance":1e-8},{"id":383,"outgoing_halfedge":1511,"position":[6.25,0.0,-0.1],"tolerance":1e-8},{"id":384,"outgoing_halfedge":1525,"position":[7.350000000000001,2.0,0.1],"tolerance":1e-8},{"id":385,"outgoing_halfedge":1526,"position":[7.350000000000001,3.0,0.1],"tolerance":1e-8},{"id":386,"outgoing_halfedge":1529,"position":[7.350000000000001,3.0,-0.1],"tolerance":1e-8},{"id":387,"outgoing_halfedge":1530,"position":[7.350000000000001,2.0,-0.1],"tolerance":1e-8},{"id":388,"outgoing_halfedge":1541,"position":[7.950000000000003,2.0,0.1],"tolerance":1e-8},{"id":389,"outgoing_halfedge":1542,"position":[7.950000000000003,3.0,0.1],"tolerance":1e-8},{"id":390,"outgoing_halfedge":1545,"position":[7.950000000000003,3.0,-0.1],"tolerance":1e-8},{"id":391,"outgoing_halfedge":1546,"position":[7.950000000000003,2.0,-0.1],"tolerance":1e-8},{"id":392,"outgoing_halfedge":1552,"position":[7.350000000000001,0.0,0.1],"tolerance":1e-8},{"id":393,"outgoing_halfedge":1553,"position":[7.950000000000003,0.0,0.1],"tolerance":1e-8},{"id":394,"outgoing_halfedge":1558,"position":[7.950000000000003,0.0,-0.1],"tolerance":1e-8},{"id":395,"outgoing_halfedge":1559,"position":[7.350000000000001,0.0,-0.1],"tolerance":1e-8},{"id":396,"outgoing_halfedge":1573,"position":[8.450000000000003,2.0,0.1],"tolerance":1e-8},{"id":397,"outgoing_halfedge":1574,"position":[8.450000000000003,3.0,0.1],"tolerance":1e-8},{"id":398,"outgoing_halfedge":1577,"position":[8.450000000000003,3.0,-0.1],"tolerance":1e-8},{"id":399,"outgoing_halfedge":1578,"position":[8.450000000000003,2.0,-0.1],"tolerance":1e-8},{"id":400,"outgoing_halfedge":1589,"position":[9.050000000000004,2.0,0.1],"tolerance":1e-8},{"id":401,"outgoing_halfedge":1590,"position":[9.050000000000004,3.0,0.1],"tolerance":1e-8},{"id":402,"outgoing_halfedge":1593,"position":[9.050000000000004,3.0,-0.1],"tolerance":1e-8},{"id":403,"outgoing_halfedge":1594,"position":[9.050000000000004,2.0,-0.1],"tolerance":1e-8},{"id":404,"outgoing_halfedge":1600,"position":[8.450000000000003,0.0,0.1],"tolerance":1e-8},{"id":405,"outgoing_halfedge":1601,"position":[9.050000000000004,0.0,0.1],"tolerance":1e-8},{"id":406,"outgoing_halfedge":1606,"position":[9.050000000000004,0.0,-0.1],"tolerance":1e-8},{"id":407,"outgoing_halfedge":1607,"position":[8.450000000000003,0.0,-0.1],"tolerance":1e-8},{"id":408,"outgoing_halfedge":1621,"position":[9.550000000000004,2.0,0.1],"tolerance":1e-8},{"id":409,"outgoing_halfedge":1622,"position":[9.550000000000004,3.0,0.1],"tolerance":1e-8},{"id":410,"outgoing_halfedge":1625,"position":[9.550000000000004,3.0,-0.1],"tolerance":1e-8},{"id":411,"outgoing_halfedge":1626,"position":[9.550000000000004,2.0,-0.1],"tolerance":1e-8},{"id":412,"outgoing_halfedge":1637,"position":[10.150000000000006,2.0,0.1],"tolerance":1e-8},{"id":413,"outgoing_halfedge":1638,"position":[10.150000000000006,3.0,0.1],"tolerance":1e-8},{"id":414,"outgoing_halfedge":1641,"position":[10.150000000000006,3.0,-0.1],"tolerance":1e-8},{"id":415,"outgoing_halfedge":1642,"position":[10.150000000000006,2.0,-0.1],"tolerance":1e-8},{"id":416,"outgoing_halfedge":1648,"position":[9.550000000000004,0.0,0.1],"tolerance":1e-8},{"id":417,"outgoing_halfedge":1649,"position":[10.150000000000006,0.0,0.1],"tolerance":1e-8},{"id":418,"outgoing_halfedge":1654,"position":[10.150000000000006,0.0,-0.1],"tolerance":1e-8},{"id":419,"outgoing_halfedge":1655,"position":[9.550000000000004,0.0,-0.1],"tolerance":1e-8},{"id":420,"outgoing_halfedge":1669,"position":[10.650000000000006,2.0,0.1],"tolerance":1e-8},{"id":421,"outgoing_halfedge":1670,"position":[10.650000000000006,3.0,0.1],"tolerance":1e-8},{"id":422,"outgoing_halfedge":1673,"position":[10.650000000000006,3.0,-0.1],"tolerance":1e-8},{"id":423,"outgoing_halfedge":1674,"position":[10.650000000000006,2.0,-0.1],"tolerance":1e-8},{"id":424,"outgoing_halfedge":1685,"position":[11.25,2.0,0.1],"tolerance":1e-8},{"id":425,"outgoing_halfedge":1686,"position":[11.25,3.0,0.1],"tolerance":1e-8},{"id":426,"outgoing_halfedge":1689,"position":[11.25,3.0,-0.1],"tolerance":1e-8},{"id":427,"outgoing_halfedge":1690,"position":[11.25,2.0,-0.1],"tolerance":1e-8},{"id":428,"outgoing_halfedge":1696,"position":[10.650000000000006,0.0,0.1],"tolerance":1e-8},{"id":429,"outgoing_halfedge":1697,"position":[11.25,0.0,0.1],"tolerance":1e-8},{"id":430,"outgoing_halfedge":1702,"position":[11.25,0.0,-0.1],"tolerance":1e-8},{"id":431,"outgoing_halfedge":1703,"position":[10.650000000000006,0.0,-0.1],"tolerance":1e-8},{"id":432,"outgoing_halfedge":1717,"position":[11.75,2.0,0.1],"tolerance":1e-8},{"id":433,"outgoing_halfedge":1718,"position":[11.75,3.0,0.1],"tolerance":1e-8},{"id":434,"outgoing_halfedge":1721,"position":[11.75,3.0,-0.1],"tolerance":1e-8},{"id":435,"outgoing_halfedge":1722,"position":[11.75,2.0,-0.1],"tolerance":1e-8},{"id":436,"outgoing_halfedge":1733,"position":[12.350000000000001,2.0,0.1],"tolerance":1e-8},{"id":437,"outgoing_halfedge":1734,"position":[12.350000000000001,3.0,0.1],"tolerance":1e-8},{"id":438,"outgoing_halfedge":1737,"position":[12.350000000000001,3.0,-0.1],"tolerance":1e-8},{"id":439,"outgoing_halfedge":1738,"position":[12.350000000000001,2.0,-0.1],"tolerance":1e-8},{"id":440,"outgoing_halfedge":1744,"position":[11.75,0.0,0.1],"tolerance":1e-8},{"id":441,"outgoing_halfedge":1745,"position":[12.350000000000001,0.0,0.1],"tolerance":1e-8},{"id":442,"outgoing_halfedge":1750,"position":[12.350000000000001,0.0,-0.1],"tolerance":1e-8},{"id":443,"outgoing_halfedge":1751,"position":[11.75,0.0,-0.1],"tolerance":1e-8},{"id":444,"outgoing_halfedge":1765,"position":[12.850000000000001,2.0,0.1],"tolerance":1e-8},{"id":445,"outgoing_halfedge":1766,"position":[12.850000000000001,3.0,0.1],"tolerance":1e-8},{"id":446,"outgoing_halfedge":1769,"position":[12.850000000000001,3.0,-0.1],"tolerance":1e-8},{"id":447,"outgoing_halfedge":1770,"position":[12.850000000000001,2.0,-0.1],"tolerance":1e-8},{"id":448,"outgoing_halfedge":1781,"position":[13.450000000000003,2.0,0.1],"tolerance":1e-8},{"id":449,"outgoing_halfedge":1782,"position":[13.450000000000003,3.0,0.1],"tolerance":1e-8},{"id":450,"outgoing_halfedge":1785,"position":[13.450000000000003,3.0,-0.1],"tolerance":1e-8},{"id":451,"outgoing_halfedge":1786,"position":[13.450000000000003,2.0,-0.1],"tolerance":1e-8},{"id":452,"outgoing_halfedge":1792,"position":[12.850000000000001,0.0,0.1],"tolerance":1e-8},{"id":453,"outgoing_halfedge":1793,"position":[13.450000000000003,0.0,0.1],"tolerance":1e-8},{"id":454,"outgoing_halfedge":1798,"position":[13.450000000000003,0.0,-0.1],"tolerance":1e-8},{"id":455,"outgoing_halfedge":1799,"position":[12.850000000000001,0.0,-0.1],"tolerance":1e-8},{"id":456,"outgoing_halfedge":1813,"position":[13.950000000000003,2.0,0.1],"tolerance":1e-8},{"id":457,"outgoing_halfedge":1814,"position":[13.950000000000003,3.0,0.1],"tolerance":1e-8},{"id":458,"outgoing_halfedge":1817,"position":[13.950000000000003,3.0,-0.1],"tolerance":1e-8},{"id":459,"outgoing_halfedge":1818,"position":[13.950000000000003,2.0,-0.1],"tolerance":1e-8},{"id":460,"outgoing_halfedge":1829,"position":[14.550000000000004,2.0,0.1],"tolerance":1e-8},{"id":461,"outgoing_halfedge":1830,"position":[14.550000000000004,3.0,0.1],"tolerance":1e-8},{"id":462,"outgoing_halfedge":1833,"position":[14.550000000000004,3.0,-0.1],"tolerance":1e-8},{"id":463,"outgoing_halfedge":1834,"position":[14.550000000000004,2.0,-0.1],"tolerance":1e-8},{"id":464,"outgoing_halfedge":1840,"position":[13.950000000000003,0.0,0.1],"tolerance":1e-8},{"id":465,"outgoing_halfedge":1841,"position":[14.550000000000004,0.0,0.1],"tolerance":1e-8},{"id":466,"outgoing_halfedge":1846,"position":[14.550000000000004,0.0,-0.1],"tolerance":1e-8},{"id":467,"outgoing_halfedge":1847,"position":[13.950000000000003,0.0,-0.1],"tolerance":1e-8},{"id":468,"outgoing_halfedge":1861,"position":[15.050000000000004,2.0,0.1],"tolerance":1e-8},{"id":469,"outgoing_halfedge":1862,"position":[15.050000000000004,3.0,0.1],"tolerance":1e-8},{"id":470,"outgoing_halfedge":1865,"position":[15.050000000000004,3.0,-0.1],"tolerance":1e-8},{"id":471,"outgoing_halfedge":1866,"position":[15.050000000000004,2.0,-0.1],"tolerance":1e-8},{"id":472,"outgoing_halfedge":1877,"position":[15.650000000000006,2.0,0.1],"tolerance":1e-8},{"id":473,"outgoing_halfedge":1878,"position":[15.650000000000006,3.0,0.1],"tolerance":1e-8},{"id":474,"outgoing_halfedge":1881,"position":[15.650000000000006,3.0,-0.1],"tolerance":1e-8},{"id":475,"outgoing_halfedge":1882,"position":[15.650000000000006,2.0,-0.1],"tolerance":1e-8},{"id":476,"outgoing_halfedge":1888,"position":[15.050000000000004,0.0,0.1],"tolerance":1e-8},{"id":477,"outgoing_halfedge":1889,"position":[15.650000000000006,0.0,0.1],"tolerance":1e-8},{"id":478,"outgoing_halfedge":1894,"position":[15.650000000000006,0.0,-0.1],"tolerance":1e-8},{"id":479,"outgoing_halfedge":1895,"position":[15.050000000000004,0.0,-0.1],"tolerance":1e-8},{"id":480,"outgoing_halfedge":1909,"position":[16.150000000000006,2.0,0.1],"tolerance":1e-8},{"id":481,"outgoing_halfedge":1910,"position":[16.150000000000006,3.0,0.1],"tolerance":1e-8},{"id":482,"outgoing_halfedge":1913,"position":[16.150000000000006,3.0,-0.1],"tolerance":1e-8},{"id":483,"outgoing_halfedge":1914,"position":[16.150000000000006,2.0,-0.1],"tolerance":1e-8},{"id":484,"outgoing_halfedge":1925,"position":[16.75,2.0,0.1],"tolerance":1e-8},{"id":485,"outgoing_halfedge":1926,"position":[16.75,3.0,0.1],"tolerance":1e-8},{"id":486,"outgoing_halfedge":1929,"position":[16.75,3.0,-0.1],"tolerance":1e-8},{"id":487,"outgoing_halfedge":1930,"position":[16.75,2.0,-0.1],"tolerance":1e-8},{"id":488,"outgoing_halfedge":1936,"position":[16.150000000000006,0.0,0.1],"tolerance":1e-8},{"id":489,"outgoing_halfedge":1937,"position":[16.75,0.0,0.1],"tolerance":1e-8},{"id":490,"outgoing_halfedge":1942,"position":[16.75,0.0,-0.1],"tolerance":1e-8},{"id":491,"outgoing_halfedge":1943,"position":[16.150000000000006,0.0,-0.1],"tolerance":1e-8},{"id":492,"outgoing_halfedge":1957,"position":[17.25,2.0,0.1],"tolerance":1e-8},{"id":493,"outgoing_halfedge":1958,"position":[17.25,3.0,0.1],"tolerance":1e-8},{"id":494,"outgoing_halfedge":1961,"position":[17.25,3.0,-0.1],"tolerance":1e-8},{"id":495,"outgoing_halfedge":1962,"position":[17.25,2.0,-0.1],"tolerance":1e-8},{"id":496,"outgoing_halfedge":1973,"position":[17.85,2.0,0.1],"tolerance":1e-8},{"id":497,"outgoing_halfedge":1974,"position":[17.85,3.0,0.1],"tolerance":1e-8},{"id":498,"outgoing_halfedge":1977,"position":[17.85,3.0,-0.1],"tolerance":1e-8},{"id":499,"outgoing_halfedge":1978,"position":[17.85,2.0,-0.1],"tolerance":1e-8},{"id":500,"outgoing_halfedge":1984,"position":[17.25,0.0,0.1],"tolerance":1e-8},{"id":501,"outgoing_halfedge":1985,"position":[17.85,0.0,0.1],"tolerance":1e-8},{"id":502,"outgoing_halfedge":1990,"position":[17.85,0.0,-0.1],"tolerance":1e-8},{"id":503,"outgoing_halfedge":1991,"position":[17.25,0.0,-0.1],"tolerance":1e-8},{"id":504,"outgoing_halfedge":2005,"position":[18.35,2.0,0.1],"tolerance":1e-8},{"id":505,"outgoing_halfedge":2006,"position":[18.35,3.0,0.1],"tolerance":1e-8},{"id":506,"outgoing_halfedge":2009,"position":[18.35,3.0,-0.1],"tolerance":1e-8},{"id":507,"outgoing_halfedge":2010,"position":[18.35,2.0,-0.1],"tolerance":1e-8},{"id":508,"outgoing_halfedge":2021,"position":[18.950000000000003,2.0,0.1],"tolerance":1e-8},{"id":509,"outgoing_halfedge":2022,"position":[18.950000000000003,3.0,0.1],"tolerance":1e-8},{"id":510,"outgoing_halfedge":2025,"position":[18.950000000000003,3.0,-0.1],"tolerance":1e-8},{"id":511,"outgoing_halfedge":2026,"position":[18.950000000000003,2.0,-0.1],"tolerance":1e-8},{"id":512,"outgoing_halfedge":2032,"position":[18.35,0.0,0.1],"tolerance":1e-8},{"id":513,"outgoing_halfedge":2033,"position":[18.950000000000003,0.0,0.1],"tolerance":1e-8},{"id":514,"outgoing_halfedge":2038,"position":[18.950000000000003,0.0,-0.1],"tolerance":1e-8},{"id":515,"outgoing_halfedge":2039,"position":[18.35,0.0,-0.1],"tolerance":1e-8},{"id":516,"outgoing_halfedge":2053,"position":[19.450000000000003,2.0,0.1],"tolerance":1e-8},{"id":517,"outgoing_halfedge":2054,"position":[19.450000000000003,3.0,0.1],"tolerance":1e-8},{"id":518,"outgoing_halfedge":2057,"position":[19.450000000000003,3.0,-0.1],"tolerance":1e-8},{"id":519,"outgoing_halfedge":2058,"position":[19.450000000000003,2.0,-0.1],"tolerance":1e-8},{"id":520,"outgoing_halfedge":2069,"position":[20.050000000000004,2.0,0.1],"tolerance":1e-8},{"id":521,"outgoing_halfedge":2070,"position":[20.050000000000004,3.0,0.1],"tolerance":1e-8},{"id":522,"outgoing_halfedge":2073,"position":[20.050000000000004,3.0,-0.1],"tolerance":1e-8},{"id":523,"outgoing_halfedge":2074,"position":[20.050000000000004,2.0,-0.1],"tolerance":1e-8},{"id":524,"outgoing_halfedge":2080,"position":[19.450000000000003,0.0,0.1],"tolerance":1e-8},{"id":525,"outgoing_halfedge":2081,"position":[20.050000000000004,0.0,0.1],"tolerance":1e-8},{"id":526,"outgoing_halfedge":2086,"position":[20.050000000000004,0.0,-0.1],"tolerance":1e-8},{"id":527,"outgoing_halfedge":2087,"position":[19.450000000000003,0.0,-0.1],"tolerance":1e-8},{"id":528,"outgoing_halfedge":2101,"position":[20.550000000000004,2.0,0.1],"tolerance":1e-8},{"id":529,"outgoing_halfedge":2102,"position":[20.550000000000004,3.0,0.1],"tolerance":1e-8},{"id":530,"outgoing_halfedge":2105,"position":[20.550000000000004,3.0,-0.1],"tolerance":1e-8},{"id":531,"outgoing_halfedge":2106,"position":[20.550000000000004,2.0,-0.1],"tolerance":1e-8},{"id":532,"outgoing_halfedge":2117,"position":[21.150000000000006,2.0,0.1],"tolerance":1e-8},{"id":533,"outgoing_halfedge":2118,"position":[21.150000000000006,3.0,0.1],"tolerance":1e-8},{"id":534,"outgoing_halfedge":2121,"position":[21.150000000000006,3.0,-0.1],"tolerance":1e-8},{"id":535,"outgoing_halfedge":2122,"position":[21.150000000000006,2.0,-0.1],"tolerance":1e-8},{"id":536,"outgoing_halfedge":2128,"position":[20.550000000000004,0.0,0.1],"tolerance":1e-8},{"id":537,"outgoing_halfedge":2129,"position":[21.150000000000006,0.0,0.1],"tolerance":1e-8},{"id":538,"outgoing_halfedge":2134,"position":[21.150000000000006,0.0,-0.1],"tolerance":1e-8},{"id":539,"outgoing_halfedge":2135,"position":[20.550000000000004,0.0,-0.1],"tolerance":1e-8},{"id":540,"outgoing_halfedge":2149,"position":[21.650000000000006,2.0,0.1],"tolerance":1e-8},{"id":541,"outgoing_halfedge":2150,"position":[21.650000000000006,3.0,0.1],"tolerance":1e-8},{"id":542,"outgoing_halfedge":2153,"position":[21.650000000000006,3.0,-0.1],"tolerance":1e-8},{"id":543,"outgoing_halfedge":2154,"position":[21.650000000000006,2.0,-0.1],"tolerance":1e-8},{"id":544,"outgoing_halfedge":2165,"position":[22.250000000000007,2.0,0.1],"tolerance":1e-8},{"id":545,"outgoing_halfedge":2166,"position":[22.250000000000007,3.0,0.1],"tolerance":1e-8},{"id":546,"outgoing_halfedge":2169,"position":[22.250000000000007,3.0,-0.1],"tolerance":1e-8},{"id":547,"outgoing_halfedge":2170,"position":[22.250000000000007,2.0,-0.1],"tolerance":1e-8},{"id":548,"outgoing_halfedge":2176,"position":[21.650000000000006,0.0,0.1],"tolerance":1e-8},{"id":549,"outgoing_halfedge":2177,"position":[22.250000000000007,0.0,0.1],"tolerance":1e-8},{"id":550,"outgoing_halfedge":2182,"position":[22.250000000000007,0.0,-0.1],"tolerance":1e-8},{"id":551,"outgoing_halfedge":2183,"position":[21.650000000000006,0.0,-0.1],"tolerance":1e-8},{"id":552,"outgoing_halfedge":2197,"position":[22.750000000000007,2.0,0.1],"tolerance":1e-8},{"id":553,"outgoing_halfedge":2198,"position":[22.750000000000007,3.0,0.1],"tolerance":1e-8},{"id":554,"outgoing_halfedge":2201,"position":[22.750000000000007,3.0,-0.1],"tolerance":1e-8},{"id":555,"outgoing_halfedge":2202,"position":[22.750000000000007,2.0,-0.1],"tolerance":1e-8},{"id":556,"outgoing_halfedge":2213,"position":[23.35,2.0,0.1],"tolerance":1e-8},{"id":557,"outgoing_halfedge":2214,"position":[23.35,3.0,0.1],"tolerance":1e-8},{"id":558,"outgoing_halfedge":2217,"position":[23.35,3.0,-0.1],"tolerance":1e-8},{"id":559,"outgoing_halfedge":2218,"position":[23.35,2.0,-0.1],"tolerance":1e-8},{"id":560,"outgoing_halfedge":2224,"position":[22.750000000000007,0.0,0.1],"tolerance":1e-8},{"id":561,"outgoing_halfedge":2225,"position":[23.35,0.0,0.1],"tolerance":1e-8},{"id":562,"outgoing_halfedge":2230,"position":[23.35,0.0,-0.1],"tolerance":1e-8},{"id":563,"outgoing_halfedge":2231,"position":[22.750000000000007,0.0,-0.1],"tolerance":1e-8},{"id":564,"outgoing_halfedge":2245,"position":[23.85,2.0,0.1],"tolerance":1e-8},{"id":565,"outgoing_halfedge":2246,"position":[23.85,3.0,0.1],"tolerance":1e-8},{"id":566,"outgoing_halfedge":2249,"position":[23.85,3.0,-0.1],"tolerance":1e-8},{"id":567,"outgoing_halfedge":2250,"position":[23.85,2.0,-0.1],"tolerance":1e-8},{"id":568,"outgoing_halfedge":2261,"position":[24.450000000000003,2.0,0.1],"tolerance":1e-8},{"id":569,"outgoing_halfedge":2262,"position":[24.450000000000003,3.0,0.1],"tolerance":1e-8},{"id":570,"outgoing_halfedge":2265,"position":[24.450000000000003,3.0,-0.1],"tolerance":1e-8},{"id":571,"outgoing_halfedge":2266,"position":[24.450000000000003,2.0,-0.1],"tolerance":1e-8},{"id":572,"outgoing_halfedge":2272,"position":[23.85,0.0,0.1],"tolerance":1e-8},{"id":573,"outgoing_halfedge":2273,"position":[24.450000000000003,0.0,0.1],"tolerance":1e-8},{"id":574,"outgoing_halfedge":2278,"position":[24.450000000000003,0.0,-0.1],"tolerance":1e-8},{"id":575,"outgoing_halfedge":2279,"position":[23.85,0.0,-0.1],"tolerance":1e-8},{"id":576,"outgoing_halfedge":2293,"position":[24.950000000000003,2.0,0.1],"tolerance":1e-8},{"id":577,"outgoing_halfedge":2294,"position":[24.950000000000003,3.0,0.1],"tolerance":1e-8},{"id":578,"outgoing_halfedge":2297,"position":[24.950000000000003,3.0,-0.1],"tolerance":1e-8},{"id":579,"outgoing_halfedge":2298,"position":[24.950000000000003,2.0,-0.1],"tolerance":1e-8},{"id":580,"outgoing_halfedge":2309,"position":[25.550000000000004,2.0,0.1],"tolerance":1e-8},{"id":581,"outgoing_halfedge":2310,"position":[25.550000000000004,3.0,0.1],"tolerance":1e-8},{"id":582,"outgoing_halfedge":2313,"position":[25.550000000000004,3.0,-0.1],"tolerance":1e-8},{"id":583,"outgoing_halfedge":2314,"position":[25.550000000000004,2.0,-0.1],"tolerance":1e-8},{"id":584,"outgoing_halfedge":2320,"position":[24.950000000000003,0.0,0.1],"tolerance":1e-8},{"id":585,"outgoing_halfedge":2321,"position":[25.550000000000004,0.0,0.1],"tolerance":1e-8},{"id":586,"outgoing_halfedge":2326,"position":[25.550000000000004,0.0,-0.1],"tolerance":1e-8},{"id":587,"outgoing_halfedge":2327,"position":[24.950000000000003,0.0,-0.1],"tolerance":1e-8},{"id":588,"outgoing_halfedge":2341,"position":[26.050000000000004,2.0,0.1],"tolerance":1e-8},{"id":589,"outgoing_halfedge":2342,"position":[26.050000000000004,3.0,0.1],"tolerance":1e-8},{"id":590,"outgoing_halfedge":2345,"position":[26.050000000000004,3.0,-0.1],"tolerance":1e-8},{"id":591,"outgoing_halfedge":2346,"position":[26.050000000000004,2.0,-0.1],"tolerance":1e-8},{"id":592,"outgoing_halfedge":2357,"position":[26.650000000000006,2.0,0.1],"tolerance":1e-8},{"id":593,"outgoing_halfedge":2358,"position":[26.650000000000006,3.0,0.1],"tolerance":1e-8},{"id":594,"outgoing_halfedge":2361,"position":[26.650000000000006,3.0,-0.1],"tolerance":1e-8},{"id":595,"outgoing_halfedge":2362,"position":[26.650000000000006,2.0,-0.1],"tolerance":1e-8},{"id":596,"outgoing_halfedge":2368,"position":[26.050000000000004,0.0,0.1],"tolerance":1e-8},{"id":597,"outgoing_halfedge":2369,"position":[26.650000000000006,0.0,0.1],"tolerance":1e-8},{"id":598,"outgoing_halfedge":2374,"position":[26.650000000000006,0.0,-0.1],"tolerance":1e-8},{"id":599,"outgoing_halfedge":2375,"position":[26.050000000000004,0.0,-0.1],"tolerance":1e-8},{"id":600,"outgoing_halfedge":2389,"position":[27.150000000000006,2.0,0.1],"tolerance":1e-8},{"id":601,"outgoing_halfedge":2390,"position":[27.150000000000006,3.0,0.1],"tolerance":1e-8},{"id":602,"outgoing_halfedge":2393,"position":[27.150000000000006,3.0,-0.1],"tolerance":1e-8},{"id":603,"outgoing_halfedge":2394,"position":[27.150000000000006,2.0,-0.1],"tolerance":1e-8},{"id":604,"outgoing_halfedge":2405,"position":[30.0,2.0,0.1],"tolerance":1e-8},{"id":605,"outgoing_halfedge":2406,"position":[30.0,3.0,0.1],"tolerance":1e-8},{"id":606,"outgoing_halfedge":2409,"position":[30.0,3.0,-0.1],"tolerance":1e-8},{"id":607,"outgoing_halfedge":2410,"position":[30.0,2.0,-0.1],"tolerance":1e-8},{"id":608,"outgoing_halfedge":2420,"position":[27.150000000000006,0.0,0.1],"tolerance":1e-8},{"id":609,"outgoing_halfedge":2421,"position":[30.0,0.0,0.1],"tolerance":1e-8},{"id":610,"outgoing_halfedge":2426,"position":[30.0,0.0,-0.1],"tolerance":1e-8},{"id":611,"outgoing_halfedge":2427,"position":[27.150000000000006,0.0,-0.1],"tolerance":1e-8}],"wires":[]}}}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/batch-matrix/planar.no-cutters.json b/main/opengeometry/tests/fixtures/cases/batch-matrix/planar.no-cutters.json
new file mode 100644
index 0000000..05ca61c
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/batch-matrix/planar.no-cutters.json
@@ -0,0 +1 @@
+{"cutters":[],"handlers":[],"host":{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[10.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[10.0,0.0,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[10.0,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[10.0,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[10.0,0.3,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[10.0,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.0,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.0,0.3,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.0,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[10.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[10.0,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[10.0,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[10.0,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[0.0,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[10.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[10.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[10.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[10.0,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"host","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":10.0,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":10.0,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":10.0,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":10.0,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"host","entity":"host","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":10.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"host","entity":"host","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":10.000000001,"lo":-1e-9},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"host","entity":"host","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":10.000000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"host","entity":"host","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"host","entity":"host","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":10.000000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"host","entity":"host","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[0.0,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[10.0,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[10.0,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[0.0,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[0.0,0.0,3.0],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[10.0,0.0,3.0],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[10.0,0.3,3.0],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[0.0,0.3,3.0],"tolerance":1e-9}],"wires":[]}},"result":{"error":{"InvalidGeometry":"planar batch subtraction requires between one and 100 cutters"}}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/batch-matrix/planar.oblique-cutters.fallback.json b/main/opengeometry/tests/fixtures/cases/batch-matrix/planar.oblique-cutters.fallback.json
new file mode 100644
index 0000000..6aef395
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/batch-matrix/planar.oblique-cutters.fallback.json
@@ -0,0 +1 @@
+{"cutters":[{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[0.8660254037844386,0.0,-0.5000000000000001],"kind":"Line","origin":[2.066987298107781,-0.35,0.24999999999999997]},{"direction":[0.8660254037844386,0.0,-0.5000000000000001],"kind":"Line","origin":[3.11698729810778,-0.35,2.068653347947321]},{"direction":[0.49999999999999994,0.0,0.8660254037844387],"kind":"Line","origin":[2.066987298107781,-0.35,0.24999999999999997]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.933012701892219,-0.35,-0.24999999999999997]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.9830127018922195,-0.35,1.5686533479473213]},{"direction":[0.49999999999999994,0.0,0.8660254037844387],"kind":"Line","origin":[2.933012701892219,-0.35,-0.24999999999999997]},{"direction":[-0.8660254037844386,0.0,0.5000000000000001],"kind":"Line","origin":[2.933012701892219,0.65,-0.24999999999999997]},{"direction":[-0.8660254037844386,0.0,0.5000000000000001],"kind":"Line","origin":[3.9830127018922195,0.65,1.5686533479473213]},{"direction":[0.49999999999999994,0.0,0.8660254037844387],"kind":"Line","origin":[2.933012701892219,0.65,-0.24999999999999997]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.066987298107781,0.65,0.24999999999999997]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[3.11698729810778,0.65,2.068653347947321]},{"direction":[0.49999999999999994,0.0,0.8660254037844387],"kind":"Line","origin":[2.066987298107781,0.65,0.24999999999999997]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[-0.5000000000000002,-0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5000000000000003,-0.5]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.5000000000000003,0.5]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[-0.5000000000000002,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-0.4999999999999999,-0.5]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.4999999999999999,-0.5]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.4999999999999999,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-0.4999999999999999,0.5]},{"direction":[1.0,-1.4874168143337463e-17],"kind":"Line2","origin":[0.0,0.0]},{"direction":[-2.1460752085336256e-16,1.0],"kind":"Line2","origin":[0.9999999999999997,4.063698308792034e-17]},{"direction":[1.0,-1.4874168143337463e-17],"kind":"Line2","origin":[-7.493719268661776e-16,2.0999999999999996]},{"direction":[-2.1460752085336256e-16,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,1.4874168143337463e-17],"kind":"Line2","origin":[0.0,0.0]},{"direction":[2.1460752085336256e-16,1.0],"kind":"Line2","origin":[0.9999999999999997,-4.063698308792034e-17]},{"direction":[1.0,1.4874168143337463e-17],"kind":"Line2","origin":[9.120915477526774e-17,2.1]},{"direction":[2.1460752085336256e-16,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0999999999999996]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[3.55,0.15,1.8186533479473213],"x":[0.8660254037844387,0.0,-0.49999999999999994],"y":[0.0,1.0,0.0],"z":[0.49999999999999994,0.0,0.8660254037844387]},"kind":"Plane"},{"frame":{"origin":[2.5,0.15,0.0],"x":[0.8660254037844387,0.0,-0.49999999999999994],"y":[-0.0,-1.0,-0.0],"z":[-0.49999999999999994,-0.0,-0.8660254037844387]},"kind":"Plane"},{"frame":{"origin":[2.066987298107781,-0.35,0.24999999999999997],"x":[0.8660254037844386,0.0,-0.5000000000000001],"y":[0.5000000000000001,0.0,0.8660254037844386],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[2.933012701892219,-0.35,-0.24999999999999997],"x":[0.0,1.0,0.0],"y":[0.49999999999999994,-0.0,0.8660254037844387],"z":[0.8660254037844387,0.0,-0.49999999999999994]},"kind":"Plane"},{"frame":{"origin":[2.933012701892219,0.65,-0.24999999999999997],"x":[-0.8660254037844386,0.0,0.5000000000000001],"y":[0.5000000000000001,0.0,0.8660254037844386],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[2.066987298107781,0.65,0.24999999999999997],"x":[0.0,-1.0,0.0],"y":[0.49999999999999994,0.0,0.8660254037844387],"z":[-0.8660254037844387,0.0,0.49999999999999994]},"kind":"Plane"}]},"id":"first-oblique","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.9999999999999998,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.9999999999999998,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.9999999999999998,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.9999999999999998,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"first-oblique","entity":"first-oblique","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.500000001,"lo":-0.500000001},{"hi":0.500000001,"lo":-0.500000001}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"first-oblique","entity":"first-oblique","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.500000001,"lo":-0.500000001},{"hi":0.500000001,"lo":-0.500000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"first-oblique","entity":"first-oblique","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":1.0000000009999999,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"first-oblique","entity":"first-oblique","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":1.000000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"first-oblique","entity":"first-oblique","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":1.0000000009999999,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"first-oblique","entity":"first-oblique","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":1.000000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[2.066987298107781,-0.35,0.24999999999999997],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[2.933012701892219,-0.35,-0.24999999999999997],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[2.933012701892219,0.65,-0.24999999999999997],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[2.066987298107781,0.65,0.24999999999999997],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[3.11698729810778,-0.35,2.068653347947321],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[3.9830127018922195,-0.35,1.5686533479473213],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[3.9830127018922195,0.65,1.5686533479473213],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[3.11698729810778,0.65,2.068653347947321],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[0.8660254037844389,0.0,-0.4999999999999997],"kind":"Line","origin":[5.56698729810778,-0.35,0.24999999999999997]},{"direction":[0.8660254037844389,0.0,-0.4999999999999997],"kind":"Line","origin":[6.61698729810778,-0.35,2.068653347947321]},{"direction":[0.49999999999999994,0.0,0.8660254037844387],"kind":"Line","origin":[5.56698729810778,-0.35,0.24999999999999997]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[6.43301270189222,-0.35,-0.24999999999999997]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[7.4830127018922195,-0.35,1.5686533479473213]},{"direction":[0.49999999999999994,0.0,0.8660254037844387],"kind":"Line","origin":[6.43301270189222,-0.35,-0.24999999999999997]},{"direction":[-0.8660254037844389,0.0,0.4999999999999997],"kind":"Line","origin":[6.43301270189222,0.65,-0.24999999999999997]},{"direction":[-0.8660254037844389,0.0,0.4999999999999997],"kind":"Line","origin":[7.4830127018922195,0.65,1.5686533479473213]},{"direction":[0.49999999999999994,0.0,0.8660254037844387],"kind":"Line","origin":[6.43301270189222,0.65,-0.24999999999999997]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[5.56698729810778,0.65,0.24999999999999997]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[6.61698729810778,0.65,2.068653347947321]},{"direction":[0.49999999999999994,0.0,0.8660254037844387],"kind":"Line","origin":[5.56698729810778,0.65,0.24999999999999997]}],"intersections":[],"pcurves":[{"direction":[1.0000000000000002,0.0],"kind":"Line2","origin":[-0.5000000000000002,-0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5000000000000003,-0.5]},{"direction":[-1.0000000000000002,0.0],"kind":"Line2","origin":[0.5000000000000003,0.5]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[-0.5000000000000002,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-0.5000000000000002,-0.5]},{"direction":[-1.0000000000000002,0.0],"kind":"Line2","origin":[0.5000000000000002,-0.5]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.5000000000000002,0.5]},{"direction":[1.0000000000000002,0.0],"kind":"Line2","origin":[-0.5000000000000002,0.5]},{"direction":[1.0000000000000002,-1.832573087291426e-17],"kind":"Line2","origin":[0.0,0.0]},{"direction":[2.8499284022795783e-16,1.0000000000000002],"kind":"Line2","origin":[1.0000000000000007,-1.8325730872914354e-17]},{"direction":[1.0000000000000002,-1.832573087291426e-17],"kind":"Line2","origin":[7.62096980405069e-16,2.1]},{"direction":[2.8499284022795783e-16,1.0000000000000002],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0000000000000002,1.832573087291426e-17],"kind":"Line2","origin":[0.0,0.0]},{"direction":[-2.8499284022795783e-16,1.0000000000000002],"kind":"Line2","origin":[1.0000000000000007,1.8325730872914354e-17]},{"direction":[1.0000000000000002,1.832573087291426e-17],"kind":"Line2","origin":[-6.510746779425533e-16,2.1]},{"direction":[-2.8499284022795783e-16,1.0000000000000002],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0999999999999996]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[7.05,0.15,1.8186533479473213],"x":[0.8660254037844387,0.0,-0.49999999999999994],"y":[0.0,1.0,0.0],"z":[0.49999999999999994,0.0,0.8660254037844387]},"kind":"Plane"},{"frame":{"origin":[6.0,0.15,0.0],"x":[0.8660254037844387,0.0,-0.49999999999999994],"y":[-0.0,-1.0,-0.0],"z":[-0.49999999999999994,-0.0,-0.8660254037844387]},"kind":"Plane"},{"frame":{"origin":[5.56698729810778,-0.35,0.24999999999999997],"x":[0.8660254037844389,0.0,-0.4999999999999997],"y":[0.4999999999999997,0.0,0.8660254037844389],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[6.43301270189222,-0.35,-0.24999999999999997],"x":[0.0,1.0,0.0],"y":[0.49999999999999994,-0.0,0.8660254037844387],"z":[0.8660254037844387,0.0,-0.49999999999999994]},"kind":"Plane"},{"frame":{"origin":[6.43301270189222,0.65,-0.24999999999999997],"x":[-0.8660254037844389,0.0,0.4999999999999997],"y":[0.4999999999999997,0.0,0.8660254037844389],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[5.56698729810778,0.65,0.24999999999999997],"x":[0.0,-1.0,0.0],"y":[0.49999999999999994,0.0,0.8660254037844387],"z":[-0.8660254037844387,0.0,0.49999999999999994]},"kind":"Plane"}]},"id":"second-oblique","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":1.0000000000000004,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":1.0000000000000004,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":1.0000000000000004,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":1.0000000000000004,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"second-oblique","entity":"second-oblique","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.500000001,"lo":-0.500000001},{"hi":0.500000001,"lo":-0.500000001}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"second-oblique","entity":"second-oblique","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.500000001,"lo":-0.500000001},{"hi":0.500000001,"lo":-0.500000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"second-oblique","entity":"second-oblique","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":1.0000000010000005,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"second-oblique","entity":"second-oblique","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":1.000000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"second-oblique","entity":"second-oblique","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":1.0000000010000005,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"second-oblique","entity":"second-oblique","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":1.000000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[5.56698729810778,-0.35,0.24999999999999997],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[6.43301270189222,-0.35,-0.24999999999999997],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[6.43301270189222,0.65,-0.24999999999999997],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[5.56698729810778,0.65,0.24999999999999997],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[6.61698729810778,-0.35,2.068653347947321],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[7.4830127018922195,-0.35,1.5686533479473213],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[7.4830127018922195,0.65,1.5686533479473213],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[6.61698729810778,0.65,2.068653347947321],"tolerance":1e-9}],"wires":[]}}],"handlers":["subtract_planar_polyhedra","subtract_planar_polyhedra"],"host":{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[10.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[10.0,0.0,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[10.0,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[10.0,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[10.0,0.3,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[10.0,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.0,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.0,0.3,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.0,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[10.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[10.0,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[10.0,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[10.0,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[0.0,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[10.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[10.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[10.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[10.0,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"oblique-host","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":10.0,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":10.0,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":10.0,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":10.0,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"oblique-host","entity":"oblique-host","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":10.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"oblique-host","entity":"oblique-host","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":10.000000001,"lo":-1e-9},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"oblique-host","entity":"oblique-host","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":10.000000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"oblique-host","entity":"oblique-host","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"oblique-host","entity":"oblique-host","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":10.000000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"oblique-host","entity":"oblique-host","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[0.0,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[10.0,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[10.0,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[0.0,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[0.0,0.0,3.0],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[10.0,0.0,3.0],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[10.0,0.3,3.0],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[0.0,0.3,3.0],"tolerance":1e-9}],"wires":[]}},"result":{"brep":{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,3.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[10.0,0.0,3.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[10.0,0.3,3.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.0,0.3,3.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[1.0,2.2204460492503135e-17,0.0],"kind":"Line","origin":[0.0,0.3,0.0]},{"direction":[1.4802973661668753e-15,-1.0,0.0],"kind":"Line","origin":[2.4999999999999996,0.30000000000000004,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[2.5,0.0,0.0]},{"direction":[1.0,1.899343279013665e-17,0.0],"kind":"Line","origin":[3.0773502691896253,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[6.0,0.30000000000000004,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[6.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0773502691896253,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[6.577350269189626,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[10.0,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[10.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[6.577350269189626,0.0,0.0]},{"direction":[-0.8660254037844389,0.0,0.49999999999999944],"kind":"Line","origin":[2.5,0.0,0.0]},{"direction":[0.4999999999999999,0.0,0.8660254037844387],"kind":"Line","origin":[2.066987298107781,0.0,0.24999999999999956]},{"direction":[0.8660254037844387,0.0,-0.49999999999999994],"kind":"Line","origin":[3.1169872981077806,0.0,2.068653347947321]},{"direction":[-0.5000000000000001,0.0,-0.8660254037844386],"kind":"Line","origin":[3.983012701892219,0.0,1.5686533479473213]},{"direction":[-0.8660254037844389,0.0,0.49999999999999967],"kind":"Line","origin":[6.0,0.0,0.0]},{"direction":[0.5000000000000004,0.0,0.8660254037844385],"kind":"Line","origin":[5.5669872981077795,0.0,0.25000000000000044]},{"direction":[0.8660254037844387,0.0,-0.4999999999999999],"kind":"Line","origin":[6.61698729810778,0.0,2.068653347947321]},{"direction":[-0.49999999999999994,0.0,-0.8660254037844386],"kind":"Line","origin":[7.4830127018922195,0.0,1.5686533479473208]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[10.0,0.0,0.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,0.0,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[10.0,0.3,0.0]},{"direction":[0.5,0.0,0.8660254037844386],"kind":"Line","origin":[6.577350269189626,0.3,0.0]},{"direction":[-0.8660254037844387,0.0,0.5000000000000001],"kind":"Line","origin":[7.4830127018922195,0.3,1.5686533479473206]},{"direction":[-0.5000000000000001,0.0,-0.8660254037844387],"kind":"Line","origin":[6.61698729810778,0.3,2.068653347947321]},{"direction":[0.8660254037844385,0.0,-0.5000000000000002],"kind":"Line","origin":[5.56698729810778,0.3,0.25000000000000033]},{"direction":[0.5,0.0,0.8660254037844386],"kind":"Line","origin":[3.0773502691896253,0.3,0.0]},{"direction":[-0.8660254037844387,0.0,0.4999999999999998],"kind":"Line","origin":[3.9830127018922186,0.3,1.5686533479473206]},{"direction":[-0.4999999999999999,0.0,-0.8660254037844387],"kind":"Line","origin":[3.11698729810778,0.3,2.06865334794732]},{"direction":[0.8660254037844383,0.0,-0.5000000000000008],"kind":"Line","origin":[2.0669872981077813,0.3,0.25000000000000017]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.0,0.3,0.0]},{"direction":[0.0,-1.0,-7.401486830834377e-16],"kind":"Line","origin":[3.983012701892219,0.3,1.5686533479473215]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.1169872981077806,0.0,2.068653347947321]},{"direction":[-1.4802973661668755e-15,-1.0,1.8503717077085943e-16],"kind":"Line","origin":[2.0669872981077813,0.3,0.24999999999999975]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[7.4830127018922195,0.3,1.568653347947321]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[6.61698729810778,0.0,2.0686533479473215]},{"direction":[0.0,-1.0,2.775557561562891e-16],"kind":"Line","origin":[5.56698729810778,0.3,0.24999999999999997]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[10.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[10.0,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.0,-0.0]},{"direction":[1.0,-2.2204460492503135e-17],"kind":"Line2","origin":[0.0,-0.3]},{"direction":[1.4802973661668753e-15,1.0],"kind":"Line2","origin":[2.4999999999999996,-0.30000000000000004]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.5,-0.0]},{"direction":[1.0,-1.899343279013665e-17],"kind":"Line2","origin":[3.0773502691896253,-0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.0,-0.30000000000000004]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[6.0,-0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[3.0773502691896253,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[6.577350269189626,-0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[10.0,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[10.0,-0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[6.577350269189626,-0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.5,0.0]},{"direction":[-0.8660254037844389,0.49999999999999944],"kind":"Line2","origin":[2.5,0.0]},{"direction":[0.4999999999999999,0.8660254037844387],"kind":"Line2","origin":[2.066987298107781,0.24999999999999956]},{"direction":[0.8660254037844387,-0.49999999999999994],"kind":"Line2","origin":[3.1169872981077806,2.068653347947321]},{"direction":[-0.5000000000000001,-0.8660254037844386],"kind":"Line2","origin":[3.983012701892219,1.5686533479473213]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[6.0,0.0]},{"direction":[-0.8660254037844389,0.49999999999999967],"kind":"Line2","origin":[6.0,0.0]},{"direction":[0.5000000000000004,0.8660254037844385],"kind":"Line2","origin":[5.5669872981077795,0.25000000000000044]},{"direction":[0.8660254037844387,-0.4999999999999999],"kind":"Line2","origin":[6.61698729810778,2.068653347947321]},{"direction":[-0.49999999999999994,-0.8660254037844386],"kind":"Line2","origin":[7.4830127018922195,1.5686533479473208]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[10.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[10.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[3.422649730810374,0.0]},{"direction":[-0.5,0.8660254037844386],"kind":"Line2","origin":[3.422649730810374,0.0]},{"direction":[0.8660254037844387,0.5000000000000001],"kind":"Line2","origin":[2.5169872981077805,1.5686533479473206]},{"direction":[0.5000000000000001,-0.8660254037844387],"kind":"Line2","origin":[3.38301270189222,2.068653347947321]},{"direction":[-0.8660254037844385,-0.5000000000000002],"kind":"Line2","origin":[4.43301270189222,0.25000000000000033]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[6.922649730810375,0.0]},{"direction":[-0.5,0.8660254037844386],"kind":"Line2","origin":[6.922649730810375,0.0]},{"direction":[0.8660254037844387,0.4999999999999998],"kind":"Line2","origin":[6.016987298107781,1.5686533479473206]},{"direction":[0.4999999999999999,-0.8660254037844387],"kind":"Line2","origin":[6.88301270189222,2.06865334794732]},{"direction":[-0.8660254037844383,-0.5000000000000008],"kind":"Line2","origin":[7.933012701892219,0.25000000000000017]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[10.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[10.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.3,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.49999999999999983,-0.15]},{"direction":[3.700743415417188e-16,1.0],"kind":"Line2","origin":[0.4999999999999998,-0.15]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-0.4999999999999998,0.15]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[-0.4999999999999998,0.15]},{"direction":[-1.3744937096411392e-15,-1.0],"kind":"Line2","origin":[-0.4999999999999994,0.15]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.0,-0.15]},{"direction":[1.2819751242557092e-15,-1.0],"kind":"Line2","origin":[-3.845925372767128e-16,0.15000000000000005]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-0.49999999999999956,0.15]},{"direction":[-1.0,6.409875621278547e-16],"kind":"Line2","origin":[0.6499999999999999,-2.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.6499999999999999,-0.2886751345948127]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.35,-0.2886751345948127]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.35,-2.1]},{"direction":[-0.0,1.0],"kind":"Line2","origin":[0.35000000000000003,-2.0999999999999988]},{"direction":[-1.0,-0.0],"kind":"Line2","origin":[0.65,-2.0999999999999996]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.65,3.6055550369691825e-16]},{"direction":[1.0,5.79901792551474e-16],"kind":"Line2","origin":[0.35000000000000003,-2.974833628667488e-17]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.5000000000000006,-0.15]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5000000000000003,-0.15]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-0.5000000000000002,0.15]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[-0.5000000000000003,0.15]},{"direction":[-1.3877787807814452e-16,-1.0],"kind":"Line2","origin":[-0.5000000000000002,0.15]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.0,-0.15]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.0,0.15000000000000005]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-0.5000000000000004,0.15]},{"direction":[-1.0,-0.0],"kind":"Line2","origin":[0.6499999999999999,-2.0999999999999996]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.6499999999999999,-0.2886751345948129]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.35,-0.2886751345948129]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.35,-2.0999999999999996]},{"direction":[-0.0,1.0000000000000002],"kind":"Line2","origin":[0.35000000000000003,-2.0999999999999996]},{"direction":[-1.0,-0.0],"kind":"Line2","origin":[0.65,-2.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.65,3.545963899355519e-17]},{"direction":[1.0,-2.4037033579794546e-16],"kind":"Line2","origin":[0.35000000000000003,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[10.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[10.0,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[3.55,0.15,1.8186533479473213],"x":[0.8660254037844387,0.0,-0.49999999999999994],"y":[-0.0,-1.0,-0.0],"z":[-0.49999999999999994,-0.0,-0.8660254037844387]},"kind":"Plane"},{"frame":{"origin":[2.5,0.15,0.0],"x":[0.8660254037844387,0.0,-0.49999999999999994],"y":[0.0,1.0,0.0],"z":[0.49999999999999994,0.0,0.8660254037844387]},"kind":"Plane"},{"frame":{"origin":[2.933012701892219,-0.35,-0.24999999999999997],"x":[0.0,1.0,0.0],"y":[-0.49999999999999994,0.0,-0.8660254037844387],"z":[-0.8660254037844387,-0.0,0.49999999999999994]},"kind":"Plane"},{"frame":{"origin":[2.066987298107781,0.65,0.24999999999999997],"x":[0.0,-1.0,0.0],"y":[-0.49999999999999994,-0.0,-0.8660254037844387],"z":[0.8660254037844387,-0.0,-0.49999999999999994]},"kind":"Plane"},{"frame":{"origin":[7.05,0.15,1.8186533479473213],"x":[0.8660254037844387,0.0,-0.49999999999999994],"y":[-0.0,-1.0,-0.0],"z":[-0.49999999999999994,-0.0,-0.8660254037844387]},"kind":"Plane"},{"frame":{"origin":[6.0,0.15,0.0],"x":[0.8660254037844387,0.0,-0.49999999999999994],"y":[0.0,1.0,0.0],"z":[0.49999999999999994,0.0,0.8660254037844387]},"kind":"Plane"},{"frame":{"origin":[6.43301270189222,-0.35,-0.24999999999999997],"x":[0.0,1.0,0.0],"y":[-0.49999999999999994,0.0,-0.8660254037844387],"z":[-0.8660254037844387,-0.0,0.49999999999999994]},"kind":"Plane"},{"frame":{"origin":[5.56698729810778,0.65,0.24999999999999997],"x":[0.0,-1.0,0.0],"y":[-0.49999999999999994,-0.0,-0.8660254037844387],"z":[0.8660254037844387,-0.0,-0.49999999999999994]},"kind":"Plane"}]},"id":"batch-planar.oblique-cutters:part:1","quality":{"kind":"Analytic"},"revision":2,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":10.0,"lo":0.0}},"halfedge":0,"id":0,"tolerance":1e-9,"twin_halfedge":28},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":1,"tolerance":1e-9,"twin_halfedge":32},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":10.0,"lo":0.0}},"halfedge":2,"id":2,"tolerance":1e-9,"twin_halfedge":46},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":3,"tolerance":1e-9,"twin_halfedge":50},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":4,"tolerance":1e-9,"twin_halfedge":48},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.4999999999999996,"lo":0.0}},"halfedge":5,"id":5,"tolerance":1e-9,"twin_halfedge":44},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.30000000000000004,"lo":0.0}},"halfedge":6,"id":6,"tolerance":1e-9,"twin_halfedge":58},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":2.5,"lo":0.0}},"halfedge":7,"id":7,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.9226497308103747,"lo":0.0}},"halfedge":8,"id":8,"tolerance":1e-9,"twin_halfedge":39},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.30000000000000004,"lo":0.0}},"halfedge":9,"id":9,"tolerance":1e-9,"twin_halfedge":74},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":2.9226497308103747,"lo":0.0}},"halfedge":10,"id":10,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":11,"id":11,"tolerance":1e-9,"twin_halfedge":62},{"chart_seam":false,"geometry":{"curve":12,"kind":"Curve","range":{"hi":3.422649730810374,"lo":0.0}},"halfedge":12,"id":12,"tolerance":1e-9,"twin_halfedge":34},{"chart_seam":false,"geometry":{"curve":13,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":13,"id":13,"tolerance":1e-9,"twin_halfedge":30},{"chart_seam":false,"geometry":{"curve":14,"kind":"Curve","range":{"hi":3.422649730810374,"lo":0.0}},"halfedge":14,"id":14,"tolerance":1e-9,"twin_halfedge":26},{"chart_seam":false,"geometry":{"curve":15,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":15,"id":15,"tolerance":1e-9,"twin_halfedge":78},{"chart_seam":false,"geometry":{"curve":16,"kind":"Curve","range":{"hi":0.49999999999999967,"lo":0.0}},"halfedge":17,"id":16,"tolerance":1e-9,"twin_halfedge":57},{"chart_seam":false,"geometry":{"curve":17,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":18,"id":17,"tolerance":1e-9,"twin_halfedge":66},{"chart_seam":false,"geometry":{"curve":18,"kind":"Curve","range":{"hi":0.9999999999999997,"lo":0.0}},"halfedge":19,"id":18,"tolerance":1e-9,"twin_halfedge":54},{"chart_seam":false,"geometry":{"curve":19,"kind":"Curve","range":{"hi":1.8113248654051872,"lo":0.0}},"halfedge":20,"id":19,"tolerance":1e-9,"twin_halfedge":63},{"chart_seam":false,"geometry":{"curve":20,"kind":"Curve","range":{"hi":0.5000000000000012,"lo":0.0}},"halfedge":22,"id":20,"tolerance":1e-9,"twin_halfedge":73},{"chart_seam":false,"geometry":{"curve":21,"kind":"Curve","range":{"hi":2.0999999999999996,"lo":0.0}},"halfedge":23,"id":21,"tolerance":1e-9,"twin_halfedge":82},{"chart_seam":false,"geometry":{"curve":22,"kind":"Curve","range":{"hi":1.0000000000000007,"lo":0.0}},"halfedge":24,"id":22,"tolerance":1e-9,"twin_halfedge":70},{"chart_seam":false,"geometry":{"curve":23,"kind":"Curve","range":{"hi":1.8113248654051868,"lo":0.0}},"halfedge":25,"id":23,"tolerance":1e-9,"twin_halfedge":79},{"chart_seam":false,"geometry":{"curve":24,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":27,"id":24,"tolerance":1e-9,"twin_halfedge":33},{"chart_seam":false,"geometry":{"curve":25,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":29,"id":25,"tolerance":1e-9,"twin_halfedge":49},{"chart_seam":false,"geometry":{"curve":26,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":31,"id":26,"tolerance":1e-9,"twin_halfedge":47},{"chart_seam":false,"geometry":{"curve":27,"kind":"Curve","range":{"hi":1.8113248654051866,"lo":0.0}},"halfedge":35,"id":27,"tolerance":1e-9,"twin_halfedge":77},{"chart_seam":false,"geometry":{"curve":28,"kind":"Curve","range":{"hi":1.0000000000000007,"lo":0.0}},"halfedge":36,"id":28,"tolerance":1e-9,"twin_halfedge":68},{"chart_seam":false,"geometry":{"curve":29,"kind":"Curve","range":{"hi":2.099999999999999,"lo":0.0}},"halfedge":37,"id":29,"tolerance":1e-9,"twin_halfedge":80},{"chart_seam":false,"geometry":{"curve":30,"kind":"Curve","range":{"hi":0.5000000000000004,"lo":0.0}},"halfedge":38,"id":30,"tolerance":1e-9,"twin_halfedge":75},{"chart_seam":false,"geometry":{"curve":31,"kind":"Curve","range":{"hi":1.8113248654051866,"lo":0.0}},"halfedge":40,"id":31,"tolerance":1e-9,"twin_halfedge":61},{"chart_seam":false,"geometry":{"curve":32,"kind":"Curve","range":{"hi":0.9999999999999996,"lo":0.0}},"halfedge":41,"id":32,"tolerance":1e-9,"twin_halfedge":52},{"chart_seam":false,"geometry":{"curve":33,"kind":"Curve","range":{"hi":2.0999999999999983,"lo":0.0}},"halfedge":42,"id":33,"tolerance":1e-9,"twin_halfedge":64},{"chart_seam":false,"geometry":{"curve":34,"kind":"Curve","range":{"hi":0.49999999999999956,"lo":0.0}},"halfedge":43,"id":34,"tolerance":1e-9,"twin_halfedge":59},{"chart_seam":false,"geometry":{"curve":35,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":45,"id":35,"tolerance":1e-9,"twin_halfedge":51},{"chart_seam":false,"geometry":{"curve":36,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":53,"id":36,"tolerance":1e-9,"twin_halfedge":60},{"chart_seam":false,"geometry":{"curve":37,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":55,"id":37,"tolerance":1e-9,"twin_halfedge":65},{"chart_seam":false,"geometry":{"curve":38,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":56,"id":38,"tolerance":1e-9,"twin_halfedge":67},{"chart_seam":false,"geometry":{"curve":39,"kind":"Curve","range":{"hi":0.30000000000000004,"lo":0.0}},"halfedge":69,"id":39,"tolerance":1e-9,"twin_halfedge":76},{"chart_seam":false,"geometry":{"curve":40,"kind":"Curve","range":{"hi":0.30000000000000004,"lo":0.0}},"halfedge":71,"id":40,"tolerance":1e-9,"twin_halfedge":81},{"chart_seam":false,"geometry":{"curve":41,"kind":"Curve","range":{"hi":0.30000000000000004,"lo":0.0}},"halfedge":72,"id":41,"tolerance":1e-9,"twin_halfedge":83}],"faces":[{"id":0,"key":"planar-host-0-0","provenance":{"reversed":false,"role":"Split","sources":[{"body":"batch-planar.oblique-cutters:part:0","entity":"batch-planar.oblique-cutters:part:0","face":0,"key":"planar-host-0-0"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":10.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"planar-host-1-1","provenance":{"reversed":false,"role":"Split","sources":[{"body":"batch-planar.oblique-cutters:part:0","entity":"batch-planar.oblique-cutters:part:0","face":1,"key":"planar-host-1-1"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":2.500000001,"lo":-1e-9},{"hi":1e-9,"lo":-0.30000000100000007}]}},{"id":2,"key":"planar-host-2-2","provenance":{"reversed":false,"role":"Split","sources":[{"body":"batch-planar.oblique-cutters:part:0","entity":"batch-planar.oblique-cutters:part:0","face":2,"key":"planar-host-1-2"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":6.000000001,"lo":3.077350268189625},{"hi":1e-9,"lo":-0.30000000100000007}]}},{"id":3,"key":"planar-host-2-3","provenance":{"reversed":false,"role":"Split","sources":[{"body":"batch-planar.oblique-cutters:part:0","entity":"batch-planar.oblique-cutters:part:0","face":2,"key":"planar-host-1-2"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":10.000000001,"lo":6.577350268189626},{"hi":1e-9,"lo":-0.300000001}]}},{"id":4,"key":"planar-host-3-4","provenance":{"reversed":false,"role":"Split","sources":[{"body":"batch-planar.oblique-cutters:part:0","entity":"batch-planar.oblique-cutters:part:0","face":3,"key":"planar-host-2-3"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":10.000000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":5,"key":"planar-host-4-5","provenance":{"reversed":false,"role":"Split","sources":[{"body":"batch-planar.oblique-cutters:part:0","entity":"batch-planar.oblique-cutters:part:0","face":4,"key":"planar-host-3-4"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":6,"key":"planar-host-5-6","provenance":{"reversed":false,"role":"Split","sources":[{"body":"batch-planar.oblique-cutters:part:0","entity":"batch-planar.oblique-cutters:part:0","face":5,"key":"planar-host-4-5"}]},"sense":"Forward","shell_ref":0,"surface":6,"trim":{"chart":0,"holes":[],"outer":6,"uv_bounds":[{"hi":10.000000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":7,"key":"planar-host-6-7","provenance":{"reversed":false,"role":"Split","sources":[{"body":"batch-planar.oblique-cutters:part:0","entity":"batch-planar.oblique-cutters:part:0","face":6,"key":"planar-host-5-6"}]},"sense":"Forward","shell_ref":0,"surface":7,"trim":{"chart":0,"holes":[],"outer":7,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":8,"key":"planar-host-7-8","provenance":{"reversed":false,"role":"Split","sources":[{"body":"batch-planar.oblique-cutters:part:0","entity":"batch-planar.oblique-cutters:part:0","face":7,"key":"planar-cut-0-7"}]},"sense":"Forward","shell_ref":0,"surface":8,"trim":{"chart":0,"holes":[],"outer":8,"uv_bounds":[{"hi":0.5000000009999999,"lo":-0.5000000009999997},{"hi":0.150000001,"lo":-0.150000001}]}},{"id":9,"key":"planar-host-8-9","provenance":{"reversed":false,"role":"Split","sources":[{"body":"batch-planar.oblique-cutters:part:0","entity":"batch-planar.oblique-cutters:part:0","face":8,"key":"planar-cut-1-8"}]},"sense":"Forward","shell_ref":0,"surface":9,"trim":{"chart":0,"holes":[],"outer":9,"uv_bounds":[{"hi":1e-9,"lo":-0.5000000009999997},{"hi":0.15000000100000005,"lo":-0.150000001}]}},{"id":10,"key":"planar-host-9-10","provenance":{"reversed":false,"role":"Split","sources":[{"body":"batch-planar.oblique-cutters:part:0","entity":"batch-planar.oblique-cutters:part:0","face":9,"key":"planar-cut-3-9"}]},"sense":"Forward","shell_ref":0,"surface":10,"trim":{"chart":0,"holes":[],"outer":10,"uv_bounds":[{"hi":0.6500000009999999,"lo":0.34999999899999995},{"hi":-0.28867513359481256,"lo":-2.100000001}]}},{"id":11,"key":"planar-host-10-11","provenance":{"reversed":false,"role":"Split","sources":[{"body":"batch-planar.oblique-cutters:part:0","entity":"batch-planar.oblique-cutters:part:0","face":10,"key":"planar-cut-5-10"}]},"sense":"Forward","shell_ref":0,"surface":11,"trim":{"chart":0,"holes":[],"outer":11,"uv_bounds":[{"hi":0.650000001,"lo":0.349999999},{"hi":1.0000002644073695e-9,"lo":-2.1000000009999997}]}},{"id":12,"key":"planar-cut-0-12","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"second-oblique","entity":"second-oblique","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":12,"trim":{"chart":0,"holes":[],"outer":12,"uv_bounds":[{"hi":0.5000000010000003,"lo":-0.5000000010000003},{"hi":0.15000000100000002,"lo":-0.15000000100000005}]}},{"id":13,"key":"planar-cut-1-13","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"second-oblique","entity":"second-oblique","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":13,"trim":{"chart":0,"holes":[],"outer":13,"uv_bounds":[{"hi":1e-9,"lo":-0.5000000010000003},{"hi":0.150000001,"lo":-0.15000000100000002}]}},{"id":14,"key":"planar-cut-3-14","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"second-oblique","entity":"second-oblique","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":14,"trim":{"chart":0,"holes":[],"outer":14,"uv_bounds":[{"hi":0.6500000009999999,"lo":0.34999999899999995},{"hi":-0.28867513359481295,"lo":-2.100000001}]}},{"id":15,"key":"planar-cut-5-15","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"second-oblique","entity":"second-oblique","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":15,"trim":{"chart":0,"holes":[],"outer":15,"uv_bounds":[{"hi":0.650000001,"lo":0.349999999},{"hi":1e-9,"lo":-2.1000000009999997}]}}],"halfedges":[{"edge":0,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":1,"twin":28,"wire_ref":null},{"edge":1,"face":0,"from":1,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":2,"twin":32,"wire_ref":null},{"edge":2,"face":0,"from":2,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":3,"twin":46,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":50,"wire_ref":null},{"edge":4,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":48,"wire_ref":null},{"edge":5,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":6,"twin":44,"wire_ref":null},{"edge":6,"face":1,"from":6,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Forward"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":7,"twin":58,"wire_ref":null},{"edge":7,"face":1,"from":7,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Forward"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":16,"wire_ref":null},{"edge":8,"face":2,"from":8,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":9,"twin":39,"wire_ref":null},{"edge":9,"face":2,"from":9,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":10,"twin":74,"wire_ref":null},{"edge":10,"face":2,"from":10,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Forward"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":11,"twin":21,"wire_ref":null},{"edge":11,"face":2,"from":11,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Forward"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":8,"twin":62,"wire_ref":null},{"edge":12,"face":3,"from":12,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":13,"twin":34,"wire_ref":null},{"edge":13,"face":3,"from":13,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":14,"twin":30,"wire_ref":null},{"edge":14,"face":3,"from":14,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Forward"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":15,"twin":26,"wire_ref":null},{"edge":15,"face":3,"from":15,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Forward"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":12,"twin":78,"wire_ref":null},{"edge":7,"face":4,"from":4,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Reverse"},"id":16,"loop_ref":4,"next":17,"prev":29,"to":7,"twin":7,"wire_ref":null},{"edge":16,"face":4,"from":7,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":16,"twin":57,"wire_ref":null},{"edge":17,"face":4,"from":16,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Forward"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":17,"twin":66,"wire_ref":null},{"edge":18,"face":4,"from":17,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Forward"},"id":19,"loop_ref":4,"next":20,"prev":18,"to":18,"twin":54,"wire_ref":null},{"edge":19,"face":4,"from":18,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":4,"next":21,"prev":19,"to":11,"twin":63,"wire_ref":null},{"edge":10,"face":4,"from":11,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Reverse"},"id":21,"loop_ref":4,"next":22,"prev":20,"to":10,"twin":10,"wire_ref":null},{"edge":20,"face":4,"from":10,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Forward"},"id":22,"loop_ref":4,"next":23,"prev":21,"to":19,"twin":73,"wire_ref":null},{"edge":21,"face":4,"from":19,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Forward"},"id":23,"loop_ref":4,"next":24,"prev":22,"to":20,"twin":82,"wire_ref":null},{"edge":22,"face":4,"from":20,"geometry_use":{"pcurve":24,"periodic_lift":[0,0],"sense":"Forward"},"id":24,"loop_ref":4,"next":25,"prev":23,"to":21,"twin":70,"wire_ref":null},{"edge":23,"face":4,"from":21,"geometry_use":{"pcurve":25,"periodic_lift":[0,0],"sense":"Forward"},"id":25,"loop_ref":4,"next":26,"prev":24,"to":15,"twin":79,"wire_ref":null},{"edge":14,"face":4,"from":15,"geometry_use":{"pcurve":26,"periodic_lift":[0,0],"sense":"Reverse"},"id":26,"loop_ref":4,"next":27,"prev":25,"to":14,"twin":14,"wire_ref":null},{"edge":24,"face":4,"from":14,"geometry_use":{"pcurve":27,"periodic_lift":[0,0],"sense":"Forward"},"id":27,"loop_ref":4,"next":28,"prev":26,"to":1,"twin":33,"wire_ref":null},{"edge":0,"face":4,"from":1,"geometry_use":{"pcurve":28,"periodic_lift":[0,0],"sense":"Reverse"},"id":28,"loop_ref":4,"next":29,"prev":27,"to":0,"twin":0,"wire_ref":null},{"edge":25,"face":4,"from":0,"geometry_use":{"pcurve":29,"periodic_lift":[0,0],"sense":"Forward"},"id":29,"loop_ref":4,"next":16,"prev":28,"to":4,"twin":49,"wire_ref":null},{"edge":13,"face":5,"from":14,"geometry_use":{"pcurve":30,"periodic_lift":[0,0],"sense":"Reverse"},"id":30,"loop_ref":5,"next":31,"prev":33,"to":13,"twin":13,"wire_ref":null},{"edge":26,"face":5,"from":13,"geometry_use":{"pcurve":31,"periodic_lift":[0,0],"sense":"Forward"},"id":31,"loop_ref":5,"next":32,"prev":30,"to":2,"twin":47,"wire_ref":null},{"edge":1,"face":5,"from":2,"geometry_use":{"pcurve":32,"periodic_lift":[0,0],"sense":"Reverse"},"id":32,"loop_ref":5,"next":33,"prev":31,"to":1,"twin":1,"wire_ref":null},{"edge":24,"face":5,"from":1,"geometry_use":{"pcurve":33,"periodic_lift":[0,0],"sense":"Reverse"},"id":33,"loop_ref":5,"next":30,"prev":32,"to":14,"twin":27,"wire_ref":null},{"edge":12,"face":6,"from":13,"geometry_use":{"pcurve":34,"periodic_lift":[0,0],"sense":"Reverse"},"id":34,"loop_ref":6,"next":35,"prev":47,"to":12,"twin":12,"wire_ref":null},{"edge":27,"face":6,"from":12,"geometry_use":{"pcurve":35,"periodic_lift":[0,0],"sense":"Forward"},"id":35,"loop_ref":6,"next":36,"prev":34,"to":22,"twin":77,"wire_ref":null},{"edge":28,"face":6,"from":22,"geometry_use":{"pcurve":36,"periodic_lift":[0,0],"sense":"Forward"},"id":36,"loop_ref":6,"next":37,"prev":35,"to":23,"twin":68,"wire_ref":null},{"edge":29,"face":6,"from":23,"geometry_use":{"pcurve":37,"periodic_lift":[0,0],"sense":"Forward"},"id":37,"loop_ref":6,"next":38,"prev":36,"to":24,"twin":80,"wire_ref":null},{"edge":30,"face":6,"from":24,"geometry_use":{"pcurve":38,"periodic_lift":[0,0],"sense":"Forward"},"id":38,"loop_ref":6,"next":39,"prev":37,"to":9,"twin":75,"wire_ref":null},{"edge":8,"face":6,"from":9,"geometry_use":{"pcurve":39,"periodic_lift":[0,0],"sense":"Reverse"},"id":39,"loop_ref":6,"next":40,"prev":38,"to":8,"twin":8,"wire_ref":null},{"edge":31,"face":6,"from":8,"geometry_use":{"pcurve":40,"periodic_lift":[0,0],"sense":"Forward"},"id":40,"loop_ref":6,"next":41,"prev":39,"to":25,"twin":61,"wire_ref":null},{"edge":32,"face":6,"from":25,"geometry_use":{"pcurve":41,"periodic_lift":[0,0],"sense":"Forward"},"id":41,"loop_ref":6,"next":42,"prev":40,"to":26,"twin":52,"wire_ref":null},{"edge":33,"face":6,"from":26,"geometry_use":{"pcurve":42,"periodic_lift":[0,0],"sense":"Forward"},"id":42,"loop_ref":6,"next":43,"prev":41,"to":27,"twin":64,"wire_ref":null},{"edge":34,"face":6,"from":27,"geometry_use":{"pcurve":43,"periodic_lift":[0,0],"sense":"Forward"},"id":43,"loop_ref":6,"next":44,"prev":42,"to":6,"twin":59,"wire_ref":null},{"edge":5,"face":6,"from":6,"geometry_use":{"pcurve":44,"periodic_lift":[0,0],"sense":"Reverse"},"id":44,"loop_ref":6,"next":45,"prev":43,"to":5,"twin":5,"wire_ref":null},{"edge":35,"face":6,"from":5,"geometry_use":{"pcurve":45,"periodic_lift":[0,0],"sense":"Forward"},"id":45,"loop_ref":6,"next":46,"prev":44,"to":3,"twin":51,"wire_ref":null},{"edge":2,"face":6,"from":3,"geometry_use":{"pcurve":46,"periodic_lift":[0,0],"sense":"Reverse"},"id":46,"loop_ref":6,"next":47,"prev":45,"to":2,"twin":2,"wire_ref":null},{"edge":26,"face":6,"from":2,"geometry_use":{"pcurve":47,"periodic_lift":[0,0],"sense":"Reverse"},"id":47,"loop_ref":6,"next":34,"prev":46,"to":13,"twin":31,"wire_ref":null},{"edge":4,"face":7,"from":5,"geometry_use":{"pcurve":48,"periodic_lift":[0,0],"sense":"Reverse"},"id":48,"loop_ref":7,"next":49,"prev":51,"to":4,"twin":4,"wire_ref":null},{"edge":25,"face":7,"from":4,"geometry_use":{"pcurve":49,"periodic_lift":[0,0],"sense":"Reverse"},"id":49,"loop_ref":7,"next":50,"prev":48,"to":0,"twin":29,"wire_ref":null},{"edge":3,"face":7,"from":0,"geometry_use":{"pcurve":50,"periodic_lift":[0,0],"sense":"Reverse"},"id":50,"loop_ref":7,"next":51,"prev":49,"to":3,"twin":3,"wire_ref":null},{"edge":35,"face":7,"from":3,"geometry_use":{"pcurve":51,"periodic_lift":[0,0],"sense":"Reverse"},"id":51,"loop_ref":7,"next":48,"prev":50,"to":5,"twin":45,"wire_ref":null},{"edge":32,"face":8,"from":26,"geometry_use":{"pcurve":52,"periodic_lift":[0,0],"sense":"Reverse"},"id":52,"loop_ref":8,"next":53,"prev":55,"to":25,"twin":41,"wire_ref":null},{"edge":36,"face":8,"from":25,"geometry_use":{"pcurve":53,"periodic_lift":[0,0],"sense":"Forward"},"id":53,"loop_ref":8,"next":54,"prev":52,"to":18,"twin":60,"wire_ref":null},{"edge":18,"face":8,"from":18,"geometry_use":{"pcurve":54,"periodic_lift":[0,0],"sense":"Reverse"},"id":54,"loop_ref":8,"next":55,"prev":53,"to":17,"twin":19,"wire_ref":null},{"edge":37,"face":8,"from":17,"geometry_use":{"pcurve":55,"periodic_lift":[0,0],"sense":"Forward"},"id":55,"loop_ref":8,"next":52,"prev":54,"to":26,"twin":65,"wire_ref":null},{"edge":38,"face":9,"from":27,"geometry_use":{"pcurve":56,"periodic_lift":[0,0],"sense":"Forward"},"id":56,"loop_ref":9,"next":57,"prev":59,"to":16,"twin":67,"wire_ref":null},{"edge":16,"face":9,"from":16,"geometry_use":{"pcurve":57,"periodic_lift":[0,0],"sense":"Reverse"},"id":57,"loop_ref":9,"next":58,"prev":56,"to":7,"twin":17,"wire_ref":null},{"edge":6,"face":9,"from":7,"geometry_use":{"pcurve":58,"periodic_lift":[0,0],"sense":"Reverse"},"id":58,"loop_ref":9,"next":59,"prev":57,"to":6,"twin":6,"wire_ref":null},{"edge":34,"face":9,"from":6,"geometry_use":{"pcurve":59,"periodic_lift":[0,0],"sense":"Reverse"},"id":59,"loop_ref":9,"next":56,"prev":58,"to":27,"twin":43,"wire_ref":null},{"edge":36,"face":10,"from":18,"geometry_use":{"pcurve":60,"periodic_lift":[0,0],"sense":"Reverse"},"id":60,"loop_ref":10,"next":61,"prev":63,"to":25,"twin":53,"wire_ref":null},{"edge":31,"face":10,"from":25,"geometry_use":{"pcurve":61,"periodic_lift":[0,0],"sense":"Reverse"},"id":61,"loop_ref":10,"next":62,"prev":60,"to":8,"twin":40,"wire_ref":null},{"edge":11,"face":10,"from":8,"geometry_use":{"pcurve":62,"periodic_lift":[0,0],"sense":"Reverse"},"id":62,"loop_ref":10,"next":63,"prev":61,"to":11,"twin":11,"wire_ref":null},{"edge":19,"face":10,"from":11,"geometry_use":{"pcurve":63,"periodic_lift":[0,0],"sense":"Reverse"},"id":63,"loop_ref":10,"next":60,"prev":62,"to":18,"twin":20,"wire_ref":null},{"edge":33,"face":11,"from":27,"geometry_use":{"pcurve":64,"periodic_lift":[0,0],"sense":"Reverse"},"id":64,"loop_ref":11,"next":65,"prev":67,"to":26,"twin":42,"wire_ref":null},{"edge":37,"face":11,"from":26,"geometry_use":{"pcurve":65,"periodic_lift":[0,0],"sense":"Reverse"},"id":65,"loop_ref":11,"next":66,"prev":64,"to":17,"twin":55,"wire_ref":null},{"edge":17,"face":11,"from":17,"geometry_use":{"pcurve":66,"periodic_lift":[0,0],"sense":"Reverse"},"id":66,"loop_ref":11,"next":67,"prev":65,"to":16,"twin":18,"wire_ref":null},{"edge":38,"face":11,"from":16,"geometry_use":{"pcurve":67,"periodic_lift":[0,0],"sense":"Reverse"},"id":67,"loop_ref":11,"next":64,"prev":66,"to":27,"twin":56,"wire_ref":null},{"edge":28,"face":12,"from":23,"geometry_use":{"pcurve":68,"periodic_lift":[0,0],"sense":"Reverse"},"id":68,"loop_ref":12,"next":69,"prev":71,"to":22,"twin":36,"wire_ref":null},{"edge":39,"face":12,"from":22,"geometry_use":{"pcurve":69,"periodic_lift":[0,0],"sense":"Forward"},"id":69,"loop_ref":12,"next":70,"prev":68,"to":21,"twin":76,"wire_ref":null},{"edge":22,"face":12,"from":21,"geometry_use":{"pcurve":70,"periodic_lift":[0,0],"sense":"Reverse"},"id":70,"loop_ref":12,"next":71,"prev":69,"to":20,"twin":24,"wire_ref":null},{"edge":40,"face":12,"from":20,"geometry_use":{"pcurve":71,"periodic_lift":[0,0],"sense":"Forward"},"id":71,"loop_ref":12,"next":68,"prev":70,"to":23,"twin":81,"wire_ref":null},{"edge":41,"face":13,"from":24,"geometry_use":{"pcurve":72,"periodic_lift":[0,0],"sense":"Forward"},"id":72,"loop_ref":13,"next":73,"prev":75,"to":19,"twin":83,"wire_ref":null},{"edge":20,"face":13,"from":19,"geometry_use":{"pcurve":73,"periodic_lift":[0,0],"sense":"Reverse"},"id":73,"loop_ref":13,"next":74,"prev":72,"to":10,"twin":22,"wire_ref":null},{"edge":9,"face":13,"from":10,"geometry_use":{"pcurve":74,"periodic_lift":[0,0],"sense":"Reverse"},"id":74,"loop_ref":13,"next":75,"prev":73,"to":9,"twin":9,"wire_ref":null},{"edge":30,"face":13,"from":9,"geometry_use":{"pcurve":75,"periodic_lift":[0,0],"sense":"Reverse"},"id":75,"loop_ref":13,"next":72,"prev":74,"to":24,"twin":38,"wire_ref":null},{"edge":39,"face":14,"from":21,"geometry_use":{"pcurve":76,"periodic_lift":[0,0],"sense":"Reverse"},"id":76,"loop_ref":14,"next":77,"prev":79,"to":22,"twin":69,"wire_ref":null},{"edge":27,"face":14,"from":22,"geometry_use":{"pcurve":77,"periodic_lift":[0,0],"sense":"Reverse"},"id":77,"loop_ref":14,"next":78,"prev":76,"to":12,"twin":35,"wire_ref":null},{"edge":15,"face":14,"from":12,"geometry_use":{"pcurve":78,"periodic_lift":[0,0],"sense":"Reverse"},"id":78,"loop_ref":14,"next":79,"prev":77,"to":15,"twin":15,"wire_ref":null},{"edge":23,"face":14,"from":15,"geometry_use":{"pcurve":79,"periodic_lift":[0,0],"sense":"Reverse"},"id":79,"loop_ref":14,"next":76,"prev":78,"to":21,"twin":25,"wire_ref":null},{"edge":29,"face":15,"from":24,"geometry_use":{"pcurve":80,"periodic_lift":[0,0],"sense":"Reverse"},"id":80,"loop_ref":15,"next":81,"prev":83,"to":23,"twin":37,"wire_ref":null},{"edge":40,"face":15,"from":23,"geometry_use":{"pcurve":81,"periodic_lift":[0,0],"sense":"Reverse"},"id":81,"loop_ref":15,"next":82,"prev":80,"to":20,"twin":71,"wire_ref":null},{"edge":21,"face":15,"from":20,"geometry_use":{"pcurve":82,"periodic_lift":[0,0],"sense":"Reverse"},"id":82,"loop_ref":15,"next":83,"prev":81,"to":19,"twin":23,"wire_ref":null},{"edge":41,"face":15,"from":19,"geometry_use":{"pcurve":83,"periodic_lift":[0,0],"sense":"Reverse"},"id":83,"loop_ref":15,"next":80,"prev":82,"to":24,"twin":72,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":30},{"face_ref":6,"id":6,"is_hole":false,"start_halfedge":34},{"face_ref":7,"id":7,"is_hole":false,"start_halfedge":48},{"face_ref":8,"id":8,"is_hole":false,"start_halfedge":52},{"face_ref":9,"id":9,"is_hole":false,"start_halfedge":56},{"face_ref":10,"id":10,"is_hole":false,"start_halfedge":60},{"face_ref":11,"id":11,"is_hole":false,"start_halfedge":64},{"face_ref":12,"id":12,"is_hole":false,"start_halfedge":68},{"face_ref":13,"id":13,"is_hole":false,"start_halfedge":72},{"face_ref":14,"id":14,"is_hole":false,"start_halfedge":76},{"face_ref":15,"id":15,"is_hole":false,"start_halfedge":80}],"shells":[{"faces":[0,4,5,6,7,1,9,11,8,10,2,13,15,12,14,3],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[0.0,0.0,3.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":1,"position":[10.0,0.0,3.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":2,"position":[10.0,0.3,3.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":3,"position":[0.0,0.3,3.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":4,"position":[0.0,0.0,0.0],"tolerance":1e-9},{"id":5,"outgoing_halfedge":5,"position":[0.0,0.3,0.0],"tolerance":1e-9},{"id":6,"outgoing_halfedge":6,"position":[2.4999999999999996,0.30000000000000004,0.0],"tolerance":1e-9},{"id":7,"outgoing_halfedge":7,"position":[2.5,0.0,0.0],"tolerance":1e-9},{"id":8,"outgoing_halfedge":8,"position":[3.0773502691896253,0.3,0.0],"tolerance":1e-9},{"id":9,"outgoing_halfedge":9,"position":[6.0,0.30000000000000004,0.0],"tolerance":1e-9},{"id":10,"outgoing_halfedge":10,"position":[6.0,0.0,0.0],"tolerance":1e-9},{"id":11,"outgoing_halfedge":11,"position":[3.0773502691896253,0.0,0.0],"tolerance":1e-9},{"id":12,"outgoing_halfedge":12,"position":[6.577350269189626,0.3,0.0],"tolerance":1e-9},{"id":13,"outgoing_halfedge":13,"position":[10.0,0.3,0.0],"tolerance":1e-9},{"id":14,"outgoing_halfedge":14,"position":[10.0,0.0,0.0],"tolerance":1e-9},{"id":15,"outgoing_halfedge":15,"position":[6.577350269189626,0.0,0.0],"tolerance":1e-9},{"id":16,"outgoing_halfedge":18,"position":[2.066987298107781,0.0,0.24999999999999956],"tolerance":1e-9},{"id":17,"outgoing_halfedge":19,"position":[3.1169872981077806,0.0,2.068653347947321],"tolerance":1e-9},{"id":18,"outgoing_halfedge":20,"position":[3.983012701892219,0.0,1.5686533479473213],"tolerance":1e-9},{"id":19,"outgoing_halfedge":23,"position":[5.5669872981077795,0.0,0.25000000000000044],"tolerance":1e-9},{"id":20,"outgoing_halfedge":24,"position":[6.61698729810778,0.0,2.068653347947321],"tolerance":1e-9},{"id":21,"outgoing_halfedge":25,"position":[7.4830127018922195,0.0,1.5686533479473208],"tolerance":1e-9},{"id":22,"outgoing_halfedge":36,"position":[7.4830127018922195,0.3,1.5686533479473206],"tolerance":1e-9},{"id":23,"outgoing_halfedge":37,"position":[6.61698729810778,0.3,2.068653347947321],"tolerance":1e-9},{"id":24,"outgoing_halfedge":38,"position":[5.56698729810778,0.3,0.25000000000000033],"tolerance":1e-9},{"id":25,"outgoing_halfedge":41,"position":[3.9830127018922186,0.3,1.5686533479473206],"tolerance":1e-9},{"id":26,"outgoing_halfedge":42,"position":[3.11698729810778,0.3,2.06865334794732],"tolerance":1e-9},{"id":27,"outgoing_halfedge":43,"position":[2.0669872981077813,0.3,0.25000000000000017],"tolerance":1e-9}],"wires":[]}}}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/batch-matrix/planar.oblique-cutters.json b/main/opengeometry/tests/fixtures/cases/batch-matrix/planar.oblique-cutters.json
new file mode 100644
index 0000000..3d8a27e
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/batch-matrix/planar.oblique-cutters.json
@@ -0,0 +1 @@
+{"cutters":[{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[0.8660254037844386,0.0,-0.5000000000000001],"kind":"Line","origin":[2.066987298107781,-0.35,0.24999999999999997]},{"direction":[0.8660254037844386,0.0,-0.5000000000000001],"kind":"Line","origin":[3.11698729810778,-0.35,2.068653347947321]},{"direction":[0.49999999999999994,0.0,0.8660254037844387],"kind":"Line","origin":[2.066987298107781,-0.35,0.24999999999999997]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.933012701892219,-0.35,-0.24999999999999997]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.9830127018922195,-0.35,1.5686533479473213]},{"direction":[0.49999999999999994,0.0,0.8660254037844387],"kind":"Line","origin":[2.933012701892219,-0.35,-0.24999999999999997]},{"direction":[-0.8660254037844386,0.0,0.5000000000000001],"kind":"Line","origin":[2.933012701892219,0.65,-0.24999999999999997]},{"direction":[-0.8660254037844386,0.0,0.5000000000000001],"kind":"Line","origin":[3.9830127018922195,0.65,1.5686533479473213]},{"direction":[0.49999999999999994,0.0,0.8660254037844387],"kind":"Line","origin":[2.933012701892219,0.65,-0.24999999999999997]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.066987298107781,0.65,0.24999999999999997]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[3.11698729810778,0.65,2.068653347947321]},{"direction":[0.49999999999999994,0.0,0.8660254037844387],"kind":"Line","origin":[2.066987298107781,0.65,0.24999999999999997]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[-0.5000000000000002,-0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5000000000000003,-0.5]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.5000000000000003,0.5]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[-0.5000000000000002,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-0.4999999999999999,-0.5]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.4999999999999999,-0.5]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.4999999999999999,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-0.4999999999999999,0.5]},{"direction":[1.0,-1.4874168143337463e-17],"kind":"Line2","origin":[0.0,0.0]},{"direction":[-2.1460752085336256e-16,1.0],"kind":"Line2","origin":[0.9999999999999997,4.063698308792034e-17]},{"direction":[1.0,-1.4874168143337463e-17],"kind":"Line2","origin":[-7.493719268661776e-16,2.0999999999999996]},{"direction":[-2.1460752085336256e-16,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,1.4874168143337463e-17],"kind":"Line2","origin":[0.0,0.0]},{"direction":[2.1460752085336256e-16,1.0],"kind":"Line2","origin":[0.9999999999999997,-4.063698308792034e-17]},{"direction":[1.0,1.4874168143337463e-17],"kind":"Line2","origin":[9.120915477526774e-17,2.1]},{"direction":[2.1460752085336256e-16,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0999999999999996]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[3.55,0.15,1.8186533479473213],"x":[0.8660254037844387,0.0,-0.49999999999999994],"y":[0.0,1.0,0.0],"z":[0.49999999999999994,0.0,0.8660254037844387]},"kind":"Plane"},{"frame":{"origin":[2.5,0.15,0.0],"x":[0.8660254037844387,0.0,-0.49999999999999994],"y":[-0.0,-1.0,-0.0],"z":[-0.49999999999999994,-0.0,-0.8660254037844387]},"kind":"Plane"},{"frame":{"origin":[2.066987298107781,-0.35,0.24999999999999997],"x":[0.8660254037844386,0.0,-0.5000000000000001],"y":[0.5000000000000001,0.0,0.8660254037844386],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[2.933012701892219,-0.35,-0.24999999999999997],"x":[0.0,1.0,0.0],"y":[0.49999999999999994,-0.0,0.8660254037844387],"z":[0.8660254037844387,0.0,-0.49999999999999994]},"kind":"Plane"},{"frame":{"origin":[2.933012701892219,0.65,-0.24999999999999997],"x":[-0.8660254037844386,0.0,0.5000000000000001],"y":[0.5000000000000001,0.0,0.8660254037844386],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[2.066987298107781,0.65,0.24999999999999997],"x":[0.0,-1.0,0.0],"y":[0.49999999999999994,0.0,0.8660254037844387],"z":[-0.8660254037844387,0.0,0.49999999999999994]},"kind":"Plane"}]},"id":"first-oblique","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.9999999999999998,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.9999999999999998,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.9999999999999998,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.9999999999999998,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"first-oblique","entity":"first-oblique","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.500000001,"lo":-0.500000001},{"hi":0.500000001,"lo":-0.500000001}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"first-oblique","entity":"first-oblique","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.500000001,"lo":-0.500000001},{"hi":0.500000001,"lo":-0.500000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"first-oblique","entity":"first-oblique","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":1.0000000009999999,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"first-oblique","entity":"first-oblique","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":1.000000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"first-oblique","entity":"first-oblique","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":1.0000000009999999,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"first-oblique","entity":"first-oblique","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":1.000000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[2.066987298107781,-0.35,0.24999999999999997],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[2.933012701892219,-0.35,-0.24999999999999997],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[2.933012701892219,0.65,-0.24999999999999997],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[2.066987298107781,0.65,0.24999999999999997],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[3.11698729810778,-0.35,2.068653347947321],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[3.9830127018922195,-0.35,1.5686533479473213],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[3.9830127018922195,0.65,1.5686533479473213],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[3.11698729810778,0.65,2.068653347947321],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[0.8660254037844389,0.0,-0.4999999999999997],"kind":"Line","origin":[5.56698729810778,-0.35,0.24999999999999997]},{"direction":[0.8660254037844389,0.0,-0.4999999999999997],"kind":"Line","origin":[6.61698729810778,-0.35,2.068653347947321]},{"direction":[0.49999999999999994,0.0,0.8660254037844387],"kind":"Line","origin":[5.56698729810778,-0.35,0.24999999999999997]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[6.43301270189222,-0.35,-0.24999999999999997]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[7.4830127018922195,-0.35,1.5686533479473213]},{"direction":[0.49999999999999994,0.0,0.8660254037844387],"kind":"Line","origin":[6.43301270189222,-0.35,-0.24999999999999997]},{"direction":[-0.8660254037844389,0.0,0.4999999999999997],"kind":"Line","origin":[6.43301270189222,0.65,-0.24999999999999997]},{"direction":[-0.8660254037844389,0.0,0.4999999999999997],"kind":"Line","origin":[7.4830127018922195,0.65,1.5686533479473213]},{"direction":[0.49999999999999994,0.0,0.8660254037844387],"kind":"Line","origin":[6.43301270189222,0.65,-0.24999999999999997]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[5.56698729810778,0.65,0.24999999999999997]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[6.61698729810778,0.65,2.068653347947321]},{"direction":[0.49999999999999994,0.0,0.8660254037844387],"kind":"Line","origin":[5.56698729810778,0.65,0.24999999999999997]}],"intersections":[],"pcurves":[{"direction":[1.0000000000000002,0.0],"kind":"Line2","origin":[-0.5000000000000002,-0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5000000000000003,-0.5]},{"direction":[-1.0000000000000002,0.0],"kind":"Line2","origin":[0.5000000000000003,0.5]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[-0.5000000000000002,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-0.5000000000000002,-0.5]},{"direction":[-1.0000000000000002,0.0],"kind":"Line2","origin":[0.5000000000000002,-0.5]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.5000000000000002,0.5]},{"direction":[1.0000000000000002,0.0],"kind":"Line2","origin":[-0.5000000000000002,0.5]},{"direction":[1.0000000000000002,-1.832573087291426e-17],"kind":"Line2","origin":[0.0,0.0]},{"direction":[2.8499284022795783e-16,1.0000000000000002],"kind":"Line2","origin":[1.0000000000000007,-1.8325730872914354e-17]},{"direction":[1.0000000000000002,-1.832573087291426e-17],"kind":"Line2","origin":[7.62096980405069e-16,2.1]},{"direction":[2.8499284022795783e-16,1.0000000000000002],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0000000000000002,1.832573087291426e-17],"kind":"Line2","origin":[0.0,0.0]},{"direction":[-2.8499284022795783e-16,1.0000000000000002],"kind":"Line2","origin":[1.0000000000000007,1.8325730872914354e-17]},{"direction":[1.0000000000000002,1.832573087291426e-17],"kind":"Line2","origin":[-6.510746779425533e-16,2.1]},{"direction":[-2.8499284022795783e-16,1.0000000000000002],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0999999999999996]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[7.05,0.15,1.8186533479473213],"x":[0.8660254037844387,0.0,-0.49999999999999994],"y":[0.0,1.0,0.0],"z":[0.49999999999999994,0.0,0.8660254037844387]},"kind":"Plane"},{"frame":{"origin":[6.0,0.15,0.0],"x":[0.8660254037844387,0.0,-0.49999999999999994],"y":[-0.0,-1.0,-0.0],"z":[-0.49999999999999994,-0.0,-0.8660254037844387]},"kind":"Plane"},{"frame":{"origin":[5.56698729810778,-0.35,0.24999999999999997],"x":[0.8660254037844389,0.0,-0.4999999999999997],"y":[0.4999999999999997,0.0,0.8660254037844389],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[6.43301270189222,-0.35,-0.24999999999999997],"x":[0.0,1.0,0.0],"y":[0.49999999999999994,-0.0,0.8660254037844387],"z":[0.8660254037844387,0.0,-0.49999999999999994]},"kind":"Plane"},{"frame":{"origin":[6.43301270189222,0.65,-0.24999999999999997],"x":[-0.8660254037844389,0.0,0.4999999999999997],"y":[0.4999999999999997,0.0,0.8660254037844389],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[5.56698729810778,0.65,0.24999999999999997],"x":[0.0,-1.0,0.0],"y":[0.49999999999999994,0.0,0.8660254037844387],"z":[-0.8660254037844387,0.0,0.49999999999999994]},"kind":"Plane"}]},"id":"second-oblique","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":1.0000000000000004,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":1.0000000000000004,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":1.0000000000000004,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":1.0000000000000004,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"second-oblique","entity":"second-oblique","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.500000001,"lo":-0.500000001},{"hi":0.500000001,"lo":-0.500000001}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"second-oblique","entity":"second-oblique","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.500000001,"lo":-0.500000001},{"hi":0.500000001,"lo":-0.500000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"second-oblique","entity":"second-oblique","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":1.0000000010000005,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"second-oblique","entity":"second-oblique","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":1.000000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"second-oblique","entity":"second-oblique","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":1.0000000010000005,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"second-oblique","entity":"second-oblique","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":1.000000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[5.56698729810778,-0.35,0.24999999999999997],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[6.43301270189222,-0.35,-0.24999999999999997],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[6.43301270189222,0.65,-0.24999999999999997],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[5.56698729810778,0.65,0.24999999999999997],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[6.61698729810778,-0.35,2.068653347947321],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[7.4830127018922195,-0.35,1.5686533479473213],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[7.4830127018922195,0.65,1.5686533479473213],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[6.61698729810778,0.65,2.068653347947321],"tolerance":1e-9}],"wires":[]}}],"handlers":[],"host":{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[10.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[10.0,0.0,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[10.0,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[10.0,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[10.0,0.3,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[10.0,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.0,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.0,0.3,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.0,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[10.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[10.0,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[10.0,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[10.0,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[0.0,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[10.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[10.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[10.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[10.0,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"oblique-host","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":10.0,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":10.0,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":10.0,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":10.0,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"oblique-host","entity":"oblique-host","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":10.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"oblique-host","entity":"oblique-host","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":10.000000001,"lo":-1e-9},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"oblique-host","entity":"oblique-host","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":10.000000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"oblique-host","entity":"oblique-host","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"oblique-host","entity":"oblique-host","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":10.000000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"oblique-host","entity":"oblique-host","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[0.0,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[10.0,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[10.0,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[0.0,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[0.0,0.0,3.0],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[10.0,0.0,3.0],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[10.0,0.3,3.0],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[0.0,0.3,3.0],"tolerance":1e-9}],"wires":[]}},"result":{"error":{"CoverageGap":{"families":["canonical aligned cuboid","canonical aligned cuboid"]}}}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/batch-matrix/planar.overlapping-cutters.fallback.json b/main/opengeometry/tests/fixtures/cases/batch-matrix/planar.overlapping-cutters.fallback.json
new file mode 100644
index 0000000..9fd59d7
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/batch-matrix/planar.overlapping-cutters.fallback.json
@@ -0,0 +1 @@
+{"cutters":[{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.0,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.0,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[3.0,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[3.0,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.0,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.0,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.0,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.0,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[3.0,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[2.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[3.0,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[3.0,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[2.0,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[2.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[3.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[3.0,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[2.0,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"first","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"first","entity":"first","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":3.000000001,"lo":1.999999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"first","entity":"first","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":3.000000001,"lo":1.999999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"first","entity":"first","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":1.000000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"first","entity":"first","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"first","entity":"first","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":1.000000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"first","entity":"first","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[2.0,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[3.0,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[3.0,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[2.0,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[2.0,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[3.0,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[3.0,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[2.0,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.5,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.5,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.5,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.5,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.5,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.5,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[3.5,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[3.5,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.5,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.5,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.5,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.5,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[2.5,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.5,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[3.5,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[2.5,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[3.5,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[3.5,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[2.5,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[2.5,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[3.5,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[3.5,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[2.5,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"second","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"second","entity":"second","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":3.500000001,"lo":2.499999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"second","entity":"second","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":3.500000001,"lo":2.499999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"second","entity":"second","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":1.000000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"second","entity":"second","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"second","entity":"second","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":1.000000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"second","entity":"second","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[2.5,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[3.5,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[3.5,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[2.5,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[2.5,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[3.5,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[3.5,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[2.5,0.3,2.1],"tolerance":1e-9}],"wires":[]}}],"handlers":["boolean_rectilinear","boolean_rectilinear"],"host":{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[10.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[10.0,0.0,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[10.0,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[10.0,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[10.0,0.3,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[10.0,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.0,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.0,0.3,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.0,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[10.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[10.0,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[10.0,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[10.0,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[0.0,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[10.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[10.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[10.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[10.0,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"host","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":10.0,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":10.0,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":10.0,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":10.0,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"host","entity":"host","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":10.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"host","entity":"host","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":10.000000001,"lo":-1e-9},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"host","entity":"host","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":10.000000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"host","entity":"host","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"host","entity":"host","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":10.000000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"host","entity":"host","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[0.0,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[10.0,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[10.0,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[0.0,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[0.0,0.0,3.0],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[10.0,0.0,3.0],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[10.0,0.3,3.0],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[0.0,0.3,3.0],"tolerance":1e-9}],"wires":[]}},"result":{"brep":{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.0,0.3,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.0,0.0,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.0,0.3,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.0,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.3,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.3,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.0,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.0,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.0,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.0,0.0,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,3.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.3,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.0,0.3,2.1]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.0,0.0,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.5,0.0,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.0,0.0,3.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.0,0.0,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.0,0.3,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.5,0.3,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.0,0.3,2.1]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.5,0.0,2.1]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.5,0.0,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.0,0.0,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.5,0.0,3.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.5,0.0,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.5,0.3,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.0,0.3,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.5,0.3,2.1]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,0.0,2.1]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,0.0,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.5,0.0,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.0,0.0,3.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.0,0.0,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.0,0.3,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.5,0.3,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.0,0.3,2.1]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.5,0.0,2.1]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.5,0.0,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.5,0.3,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.5,0.0,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.5,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[10.0,0.0,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[10.0,0.3,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[10.0,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[10.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.5,0.0,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.5,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.5,0.3,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.5,0.3,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[10.0,0.3,2.1]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[10.0,0.0,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[10.0,0.0,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.5,0.0,3.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.5,0.3,3.0]}],"intersections":[],"pcurves":[{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.3,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.3,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[10.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[10.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[8.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[10.0,0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[0.0,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[2.0,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[0.0,-0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.0,-0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.3,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.3,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[10.0,2.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[10.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[8.0,2.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[10.0,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[8.0,2.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[8.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[7.5,2.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[8.0,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.5,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.5,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[7.5,2.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[7.5,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[7.0,2.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[7.5,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.5,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.5,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.5,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.5,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.5,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[3.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[3.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[7.0,2.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[7.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.5,2.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[7.0,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[3.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[3.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[10.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[3.5,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[3.5,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.5,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[6.5,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[6.5,0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[3.5,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[10.0,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[3.5,-0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[3.5,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[10.0,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[3.5,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.5,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[3.5,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.5,2.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[6.5,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[6.5,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[3.5,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[10.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[3.5,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.5,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[2.0,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[10.0,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[10.0,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[10.0,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[10.0,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[10.0,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[3.5,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[10.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[10.0,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[10.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[10.0,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"}]},"id":"batch-planar.overlapping-cutters:part:1","quality":{"kind":"Analytic"},"revision":2,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":0,"id":0,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":1,"id":1,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":2,"id":2,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":3,"id":3,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":4,"tolerance":1e-9,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":5,"id":5,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":6,"tolerance":1e-9,"twin_halfedge":47},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":7,"id":7,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":9,"id":8,"tolerance":1e-9,"twin_halfedge":27},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":11,"id":9,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":13,"id":10,"tolerance":1e-9,"twin_halfedge":31},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":15,"id":11,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":12,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":20,"id":12,"tolerance":1e-9,"twin_halfedge":35},{"chart_seam":false,"geometry":{"curve":13,"kind":"Curve","range":{"hi":0.8999999999999999,"lo":0.0}},"halfedge":21,"id":13,"tolerance":1e-9,"twin_halfedge":28},{"chart_seam":false,"geometry":{"curve":14,"kind":"Curve","range":{"hi":0.8999999999999999,"lo":0.0}},"halfedge":23,"id":14,"tolerance":1e-9,"twin_halfedge":26},{"chart_seam":false,"geometry":{"curve":15,"kind":"Curve","range":{"hi":0.8999999999999999,"lo":0.0}},"halfedge":24,"id":15,"tolerance":1e-9,"twin_halfedge":38},{"chart_seam":false,"geometry":{"curve":16,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":25,"id":16,"tolerance":1e-9,"twin_halfedge":32},{"chart_seam":false,"geometry":{"curve":17,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":29,"id":17,"tolerance":1e-9,"twin_halfedge":34},{"chart_seam":false,"geometry":{"curve":18,"kind":"Curve","range":{"hi":0.8999999999999999,"lo":0.0}},"halfedge":30,"id":18,"tolerance":1e-9,"twin_halfedge":40},{"chart_seam":false,"geometry":{"curve":19,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":33,"id":19,"tolerance":1e-9,"twin_halfedge":51},{"chart_seam":false,"geometry":{"curve":20,"kind":"Curve","range":{"hi":0.8999999999999999,"lo":0.0}},"halfedge":36,"id":20,"tolerance":1e-9,"twin_halfedge":54},{"chart_seam":false,"geometry":{"curve":21,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":37,"id":21,"tolerance":1e-9,"twin_halfedge":48},{"chart_seam":false,"geometry":{"curve":22,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":39,"id":22,"tolerance":1e-9,"twin_halfedge":46},{"chart_seam":false,"geometry":{"curve":23,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":41,"id":23,"tolerance":1e-9,"twin_halfedge":50},{"chart_seam":false,"geometry":{"curve":24,"kind":"Curve","range":{"hi":0.8999999999999999,"lo":0.0}},"halfedge":42,"id":24,"tolerance":1e-9,"twin_halfedge":56},{"chart_seam":false,"geometry":{"curve":25,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":43,"id":25,"tolerance":1e-9,"twin_halfedge":44},{"chart_seam":false,"geometry":{"curve":26,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":45,"id":26,"tolerance":1e-9,"twin_halfedge":63},{"chart_seam":false,"geometry":{"curve":27,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":49,"id":27,"tolerance":1e-9,"twin_halfedge":67},{"chart_seam":false,"geometry":{"curve":28,"kind":"Curve","range":{"hi":0.8999999999999999,"lo":0.0}},"halfedge":52,"id":28,"tolerance":1e-9,"twin_halfedge":70},{"chart_seam":false,"geometry":{"curve":29,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":53,"id":29,"tolerance":1e-9,"twin_halfedge":64},{"chart_seam":false,"geometry":{"curve":30,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":55,"id":30,"tolerance":1e-9,"twin_halfedge":62},{"chart_seam":false,"geometry":{"curve":31,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":57,"id":31,"tolerance":1e-9,"twin_halfedge":66},{"chart_seam":false,"geometry":{"curve":32,"kind":"Curve","range":{"hi":0.8999999999999999,"lo":0.0}},"halfedge":58,"id":32,"tolerance":1e-9,"twin_halfedge":72},{"chart_seam":false,"geometry":{"curve":33,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":59,"id":33,"tolerance":1e-9,"twin_halfedge":60},{"chart_seam":false,"geometry":{"curve":34,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":61,"id":34,"tolerance":1e-9,"twin_halfedge":79},{"chart_seam":false,"geometry":{"curve":35,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":65,"id":35,"tolerance":1e-9,"twin_halfedge":83},{"chart_seam":false,"geometry":{"curve":36,"kind":"Curve","range":{"hi":0.8999999999999999,"lo":0.0}},"halfedge":68,"id":36,"tolerance":1e-9,"twin_halfedge":110},{"chart_seam":false,"geometry":{"curve":37,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":69,"id":37,"tolerance":1e-9,"twin_halfedge":80},{"chart_seam":false,"geometry":{"curve":38,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":71,"id":38,"tolerance":1e-9,"twin_halfedge":78},{"chart_seam":false,"geometry":{"curve":39,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":73,"id":39,"tolerance":1e-9,"twin_halfedge":82},{"chart_seam":false,"geometry":{"curve":40,"kind":"Curve","range":{"hi":0.8999999999999999,"lo":0.0}},"halfedge":74,"id":40,"tolerance":1e-9,"twin_halfedge":112},{"chart_seam":false,"geometry":{"curve":41,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":75,"id":41,"tolerance":1e-9,"twin_halfedge":76},{"chart_seam":false,"geometry":{"curve":42,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":77,"id":42,"tolerance":1e-9,"twin_halfedge":84},{"chart_seam":false,"geometry":{"curve":43,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":81,"id":43,"tolerance":1e-9,"twin_halfedge":119},{"chart_seam":false,"geometry":{"curve":44,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":85,"id":44,"tolerance":1e-9,"twin_halfedge":96},{"chart_seam":false,"geometry":{"curve":45,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":86,"id":45,"tolerance":1e-9,"twin_halfedge":103},{"chart_seam":false,"geometry":{"curve":46,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":87,"id":46,"tolerance":1e-9,"twin_halfedge":94},{"chart_seam":false,"geometry":{"curve":47,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":88,"id":47,"tolerance":1e-9,"twin_halfedge":101},{"chart_seam":false,"geometry":{"curve":48,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":89,"id":48,"tolerance":1e-9,"twin_halfedge":98},{"chart_seam":false,"geometry":{"curve":49,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":90,"id":49,"tolerance":1e-9,"twin_halfedge":104},{"chart_seam":false,"geometry":{"curve":50,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":91,"id":50,"tolerance":1e-9,"twin_halfedge":92},{"chart_seam":false,"geometry":{"curve":51,"kind":"Curve","range":{"hi":6.5,"lo":0.0}},"halfedge":93,"id":51,"tolerance":1e-9,"twin_halfedge":111},{"chart_seam":false,"geometry":{"curve":52,"kind":"Curve","range":{"hi":6.5,"lo":0.0}},"halfedge":95,"id":52,"tolerance":1e-9,"twin_halfedge":102},{"chart_seam":false,"geometry":{"curve":53,"kind":"Curve","range":{"hi":6.5,"lo":0.0}},"halfedge":97,"id":53,"tolerance":1e-9,"twin_halfedge":115},{"chart_seam":false,"geometry":{"curve":54,"kind":"Curve","range":{"hi":6.5,"lo":0.0}},"halfedge":99,"id":54,"tolerance":1e-9,"twin_halfedge":100},{"chart_seam":false,"geometry":{"curve":55,"kind":"Curve","range":{"hi":0.8999999999999999,"lo":0.0}},"halfedge":105,"id":55,"tolerance":1e-9,"twin_halfedge":114},{"chart_seam":false,"geometry":{"curve":56,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":106,"id":56,"tolerance":1e-9,"twin_halfedge":117},{"chart_seam":false,"geometry":{"curve":57,"kind":"Curve","range":{"hi":0.8999999999999999,"lo":0.0}},"halfedge":107,"id":57,"tolerance":1e-9,"twin_halfedge":108},{"chart_seam":false,"geometry":{"curve":58,"kind":"Curve","range":{"hi":6.5,"lo":0.0}},"halfedge":109,"id":58,"tolerance":1e-9,"twin_halfedge":116},{"chart_seam":false,"geometry":{"curve":59,"kind":"Curve","range":{"hi":6.5,"lo":0.0}},"halfedge":113,"id":59,"tolerance":1e-9,"twin_halfedge":118}],"faces":[{"id":0,"key":"side-0-3-0-0","provenance":{"reversed":false,"role":"Split","sources":[{"body":"batch-planar.overlapping-cutters:part:0","entity":"batch-planar.overlapping-cutters:part:0","face":0,"key":"side-0-3-0"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":1,"key":"side-0-3-1-1","provenance":{"reversed":false,"role":"Split","sources":[{"body":"batch-planar.overlapping-cutters:part:0","entity":"batch-planar.overlapping-cutters:part:0","face":1,"key":"side-0-3-1"}]},"sense":"Reverse","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":2,"key":"side-0-0-2-2","provenance":{"reversed":false,"role":"Split","sources":[{"body":"batch-planar.overlapping-cutters:part:0","entity":"batch-planar.overlapping-cutters:part:0","face":2,"key":"side-0-0-2"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":2.000000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-2-3-3","provenance":{"reversed":false,"role":"Split","sources":[{"body":"batch-planar.overlapping-cutters:part:0","entity":"batch-planar.overlapping-cutters:part:0","face":3,"key":"side-0-2-3"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":10.000000001,"lo":7.999999999},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"bottom-4-4","provenance":{"reversed":false,"role":"Split","sources":[{"body":"batch-planar.overlapping-cutters:part:0","entity":"batch-planar.overlapping-cutters:part:0","face":4,"key":"bottom-4"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":2.000000001,"lo":-1e-9},{"hi":1e-9,"lo":-0.300000001}]}},{"id":5,"key":"side-0-3-5-5","provenance":{"reversed":false,"role":"Split","sources":[{"body":"batch-planar.overlapping-cutters:part:0","entity":"batch-planar.overlapping-cutters:part:0","face":5,"key":"side-0-3-5"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":3.000000001,"lo":2.099999999}]}},{"id":6,"key":"side-0-0-6-6","provenance":{"reversed":false,"role":"Split","sources":[{"body":"batch-planar.overlapping-cutters:part:0","entity":"batch-planar.overlapping-cutters:part:0","face":6,"key":"side-0-0-6"}]},"sense":"Forward","shell_ref":0,"surface":6,"trim":{"chart":0,"holes":[],"outer":6,"uv_bounds":[{"hi":2.000000001,"lo":-1e-9},{"hi":3.000000001,"lo":2.099999999}]}},{"id":7,"key":"side-0-2-7-7","provenance":{"reversed":false,"role":"Split","sources":[{"body":"batch-planar.overlapping-cutters:part:0","entity":"batch-planar.overlapping-cutters:part:0","face":7,"key":"side-0-2-7"}]},"sense":"Forward","shell_ref":0,"surface":7,"trim":{"chart":0,"holes":[],"outer":7,"uv_bounds":[{"hi":10.000000001,"lo":7.999999999},{"hi":3.000000001,"lo":2.099999999}]}},{"id":8,"key":"top-8-8","provenance":{"reversed":false,"role":"Split","sources":[{"body":"batch-planar.overlapping-cutters:part:0","entity":"batch-planar.overlapping-cutters:part:0","face":8,"key":"top-8"}]},"sense":"Forward","shell_ref":0,"surface":8,"trim":{"chart":0,"holes":[],"outer":8,"uv_bounds":[{"hi":2.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":9,"key":"side-0-0-9-9","provenance":{"reversed":false,"role":"Split","sources":[{"body":"batch-planar.overlapping-cutters:part:0","entity":"batch-planar.overlapping-cutters:part:0","face":9,"key":"side-0-0-9"}]},"sense":"Forward","shell_ref":0,"surface":9,"trim":{"chart":0,"holes":[],"outer":9,"uv_bounds":[{"hi":2.500000001,"lo":1.999999999},{"hi":3.000000001,"lo":2.099999999}]}},{"id":10,"key":"side-0-2-10-10","provenance":{"reversed":false,"role":"Split","sources":[{"body":"batch-planar.overlapping-cutters:part:0","entity":"batch-planar.overlapping-cutters:part:0","face":10,"key":"side-0-2-10"}]},"sense":"Forward","shell_ref":0,"surface":10,"trim":{"chart":0,"holes":[],"outer":10,"uv_bounds":[{"hi":8.000000001,"lo":7.499999999},{"hi":3.000000001,"lo":2.099999999}]}},{"id":11,"key":"top-11-11","provenance":{"reversed":false,"role":"Split","sources":[{"body":"batch-planar.overlapping-cutters:part:0","entity":"batch-planar.overlapping-cutters:part:0","face":11,"key":"top-11"}]},"sense":"Reverse","shell_ref":0,"surface":11,"trim":{"chart":0,"holes":[],"outer":11,"uv_bounds":[{"hi":2.500000001,"lo":1.999999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":12,"key":"top-12-12","provenance":{"reversed":false,"role":"Split","sources":[{"body":"batch-planar.overlapping-cutters:part:0","entity":"batch-planar.overlapping-cutters:part:0","face":12,"key":"top-12"}]},"sense":"Forward","shell_ref":0,"surface":12,"trim":{"chart":0,"holes":[],"outer":12,"uv_bounds":[{"hi":2.500000001,"lo":1.999999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":13,"key":"side-0-0-9-13","provenance":{"reversed":false,"role":"Split","sources":[{"body":"batch-planar.overlapping-cutters:part:0","entity":"batch-planar.overlapping-cutters:part:0","face":9,"key":"side-0-0-9"}]},"sense":"Forward","shell_ref":0,"surface":13,"trim":{"chart":0,"holes":[],"outer":13,"uv_bounds":[{"hi":3.000000001,"lo":2.499999999},{"hi":3.000000001,"lo":2.099999999}]}},{"id":14,"key":"side-0-2-10-14","provenance":{"reversed":false,"role":"Split","sources":[{"body":"batch-planar.overlapping-cutters:part:0","entity":"batch-planar.overlapping-cutters:part:0","face":10,"key":"side-0-2-10"}]},"sense":"Forward","shell_ref":0,"surface":14,"trim":{"chart":0,"holes":[],"outer":14,"uv_bounds":[{"hi":7.500000001,"lo":6.999999999},{"hi":3.000000001,"lo":2.099999999}]}},{"id":15,"key":"top-11-15","provenance":{"reversed":false,"role":"Coincident","sources":[{"body":"batch-planar.overlapping-cutters:part:0","entity":"batch-planar.overlapping-cutters:part:0","face":11,"key":"top-11"},{"body":"second","entity":"second","face":0,"key":"top"}]},"sense":"Reverse","shell_ref":0,"surface":15,"trim":{"chart":0,"holes":[],"outer":15,"uv_bounds":[{"hi":3.000000001,"lo":2.499999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":16,"key":"top-12-16","provenance":{"reversed":false,"role":"Split","sources":[{"body":"batch-planar.overlapping-cutters:part:0","entity":"batch-planar.overlapping-cutters:part:0","face":12,"key":"top-12"}]},"sense":"Forward","shell_ref":0,"surface":16,"trim":{"chart":0,"holes":[],"outer":16,"uv_bounds":[{"hi":3.000000001,"lo":2.499999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":17,"key":"side-0-0-19-17","provenance":{"reversed":false,"role":"Split","sources":[{"body":"batch-planar.overlapping-cutters:part:0","entity":"batch-planar.overlapping-cutters:part:0","face":19,"key":"side-0-0-19"}]},"sense":"Forward","shell_ref":0,"surface":17,"trim":{"chart":0,"holes":[],"outer":17,"uv_bounds":[{"hi":3.500000001,"lo":2.999999999},{"hi":3.000000001,"lo":2.099999999}]}},{"id":18,"key":"side-0-2-20-18","provenance":{"reversed":false,"role":"Split","sources":[{"body":"batch-planar.overlapping-cutters:part:0","entity":"batch-planar.overlapping-cutters:part:0","face":20,"key":"side-0-2-20"}]},"sense":"Forward","shell_ref":0,"surface":18,"trim":{"chart":0,"holes":[],"outer":18,"uv_bounds":[{"hi":7.000000001,"lo":6.499999999},{"hi":3.000000001,"lo":2.099999999}]}},{"id":19,"key":"top-19","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"second","entity":"second","face":0,"key":"top"}]},"sense":"Reverse","shell_ref":0,"surface":19,"trim":{"chart":0,"holes":[],"outer":19,"uv_bounds":[{"hi":3.500000001,"lo":2.999999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":20,"key":"top-21-20","provenance":{"reversed":false,"role":"Split","sources":[{"body":"batch-planar.overlapping-cutters:part:0","entity":"batch-planar.overlapping-cutters:part:0","face":21,"key":"top-21"}]},"sense":"Forward","shell_ref":0,"surface":20,"trim":{"chart":0,"holes":[],"outer":20,"uv_bounds":[{"hi":3.500000001,"lo":2.999999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":21,"key":"side-0-1-21","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"second","entity":"second","face":3,"key":"side-0-1"}]},"sense":"Reverse","shell_ref":0,"surface":21,"trim":{"chart":0,"holes":[],"outer":21,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":22,"key":"side-0-1-14-22","provenance":{"reversed":false,"role":"Split","sources":[{"body":"batch-planar.overlapping-cutters:part:0","entity":"batch-planar.overlapping-cutters:part:0","face":14,"key":"side-0-1-14"}]},"sense":"Forward","shell_ref":0,"surface":22,"trim":{"chart":0,"holes":[],"outer":22,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":23,"key":"side-0-0-15-23","provenance":{"reversed":false,"role":"Split","sources":[{"body":"batch-planar.overlapping-cutters:part:0","entity":"batch-planar.overlapping-cutters:part:0","face":15,"key":"side-0-0-15"}]},"sense":"Forward","shell_ref":0,"surface":23,"trim":{"chart":0,"holes":[],"outer":23,"uv_bounds":[{"hi":10.000000001,"lo":3.499999999},{"hi":2.100000001,"lo":-1e-9}]}},{"id":24,"key":"side-0-2-16-24","provenance":{"reversed":false,"role":"Split","sources":[{"body":"batch-planar.overlapping-cutters:part:0","entity":"batch-planar.overlapping-cutters:part:0","face":16,"key":"side-0-2-16"}]},"sense":"Forward","shell_ref":0,"surface":24,"trim":{"chart":0,"holes":[],"outer":24,"uv_bounds":[{"hi":6.500000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":25,"key":"bottom-17-25","provenance":{"reversed":false,"role":"Split","sources":[{"body":"batch-planar.overlapping-cutters:part:0","entity":"batch-planar.overlapping-cutters:part:0","face":17,"key":"bottom-17"}]},"sense":"Forward","shell_ref":0,"surface":25,"trim":{"chart":0,"holes":[],"outer":25,"uv_bounds":[{"hi":10.000000001,"lo":3.499999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":26,"key":"side-0-1-18-26","provenance":{"reversed":false,"role":"Split","sources":[{"body":"batch-planar.overlapping-cutters:part:0","entity":"batch-planar.overlapping-cutters:part:0","face":18,"key":"side-0-1-18"}]},"sense":"Forward","shell_ref":0,"surface":26,"trim":{"chart":0,"holes":[],"outer":26,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":3.000000001,"lo":2.099999999}]}},{"id":27,"key":"side-0-0-19-27","provenance":{"reversed":false,"role":"Split","sources":[{"body":"batch-planar.overlapping-cutters:part:0","entity":"batch-planar.overlapping-cutters:part:0","face":19,"key":"side-0-0-19"}]},"sense":"Forward","shell_ref":0,"surface":27,"trim":{"chart":0,"holes":[],"outer":27,"uv_bounds":[{"hi":10.000000001,"lo":3.499999999},{"hi":3.000000001,"lo":2.099999999}]}},{"id":28,"key":"side-0-2-20-28","provenance":{"reversed":false,"role":"Split","sources":[{"body":"batch-planar.overlapping-cutters:part:0","entity":"batch-planar.overlapping-cutters:part:0","face":20,"key":"side-0-2-20"}]},"sense":"Forward","shell_ref":0,"surface":28,"trim":{"chart":0,"holes":[],"outer":28,"uv_bounds":[{"hi":6.500000001,"lo":-1e-9},{"hi":3.000000001,"lo":2.099999999}]}},{"id":29,"key":"top-21-29","provenance":{"reversed":false,"role":"Split","sources":[{"body":"batch-planar.overlapping-cutters:part:0","entity":"batch-planar.overlapping-cutters:part:0","face":21,"key":"top-21"}]},"sense":"Forward","shell_ref":0,"surface":29,"trim":{"chart":0,"holes":[],"outer":29,"uv_bounds":[{"hi":10.000000001,"lo":3.499999999},{"hi":0.300000001,"lo":-1e-9}]}}],"halfedges":[{"edge":0,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":1,"twin":22,"wire_ref":null},{"edge":1,"face":0,"from":1,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Reverse"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":2,"twin":12,"wire_ref":null},{"edge":2,"face":0,"from":2,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":3,"twin":19,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":10,"wire_ref":null},{"edge":4,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":17,"wire_ref":null},{"edge":5,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":6,"twin":14,"wire_ref":null},{"edge":6,"face":1,"from":6,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":7,"twin":47,"wire_ref":null},{"edge":7,"face":1,"from":7,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":8,"wire_ref":null},{"edge":7,"face":2,"from":4,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":7,"twin":7,"wire_ref":null},{"edge":8,"face":2,"from":7,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Reverse"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":0,"twin":27,"wire_ref":null},{"edge":3,"face":2,"from":0,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":3,"twin":3,"wire_ref":null},{"edge":9,"face":2,"from":3,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Forward"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":4,"twin":18,"wire_ref":null},{"edge":1,"face":3,"from":2,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":1,"twin":1,"wire_ref":null},{"edge":10,"face":3,"from":1,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":31,"wire_ref":null},{"edge":5,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":11,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":2,"twin":16,"wire_ref":null},{"edge":11,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":5,"twin":15,"wire_ref":null},{"edge":4,"face":4,"from":5,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Reverse"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":4,"twin":4,"wire_ref":null},{"edge":9,"face":4,"from":4,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":3,"twin":11,"wire_ref":null},{"edge":2,"face":4,"from":3,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Forward"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":2,"wire_ref":null},{"edge":12,"face":5,"from":8,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":9,"twin":35,"wire_ref":null},{"edge":13,"face":5,"from":9,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Reverse"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":1,"twin":28,"wire_ref":null},{"edge":0,"face":5,"from":1,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":0,"twin":0,"wire_ref":null},{"edge":14,"face":5,"from":0,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Forward"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":8,"twin":26,"wire_ref":null},{"edge":15,"face":6,"from":7,"geometry_use":{"pcurve":24,"periodic_lift":[0,0],"sense":"Forward"},"id":24,"loop_ref":6,"next":25,"prev":27,"to":10,"twin":38,"wire_ref":null},{"edge":16,"face":6,"from":10,"geometry_use":{"pcurve":25,"periodic_lift":[0,0],"sense":"Reverse"},"id":25,"loop_ref":6,"next":26,"prev":24,"to":8,"twin":32,"wire_ref":null},{"edge":14,"face":6,"from":8,"geometry_use":{"pcurve":26,"periodic_lift":[0,0],"sense":"Reverse"},"id":26,"loop_ref":6,"next":27,"prev":25,"to":0,"twin":23,"wire_ref":null},{"edge":8,"face":6,"from":0,"geometry_use":{"pcurve":27,"periodic_lift":[0,0],"sense":"Forward"},"id":27,"loop_ref":6,"next":24,"prev":26,"to":7,"twin":9,"wire_ref":null},{"edge":13,"face":7,"from":1,"geometry_use":{"pcurve":28,"periodic_lift":[0,0],"sense":"Forward"},"id":28,"loop_ref":7,"next":29,"prev":31,"to":9,"twin":21,"wire_ref":null},{"edge":17,"face":7,"from":9,"geometry_use":{"pcurve":29,"periodic_lift":[0,0],"sense":"Forward"},"id":29,"loop_ref":7,"next":30,"prev":28,"to":11,"twin":34,"wire_ref":null},{"edge":18,"face":7,"from":11,"geometry_use":{"pcurve":30,"periodic_lift":[0,0],"sense":"Reverse"},"id":30,"loop_ref":7,"next":31,"prev":29,"to":6,"twin":40,"wire_ref":null},{"edge":10,"face":7,"from":6,"geometry_use":{"pcurve":31,"periodic_lift":[0,0],"sense":"Reverse"},"id":31,"loop_ref":7,"next":28,"prev":30,"to":1,"twin":13,"wire_ref":null},{"edge":16,"face":8,"from":8,"geometry_use":{"pcurve":32,"periodic_lift":[0,0],"sense":"Forward"},"id":32,"loop_ref":8,"next":33,"prev":35,"to":10,"twin":25,"wire_ref":null},{"edge":19,"face":8,"from":10,"geometry_use":{"pcurve":33,"periodic_lift":[0,0],"sense":"Forward"},"id":33,"loop_ref":8,"next":34,"prev":32,"to":11,"twin":51,"wire_ref":null},{"edge":17,"face":8,"from":11,"geometry_use":{"pcurve":34,"periodic_lift":[0,0],"sense":"Reverse"},"id":34,"loop_ref":8,"next":35,"prev":33,"to":9,"twin":29,"wire_ref":null},{"edge":12,"face":8,"from":9,"geometry_use":{"pcurve":35,"periodic_lift":[0,0],"sense":"Reverse"},"id":35,"loop_ref":8,"next":32,"prev":34,"to":8,"twin":20,"wire_ref":null},{"edge":20,"face":9,"from":12,"geometry_use":{"pcurve":36,"periodic_lift":[0,0],"sense":"Forward"},"id":36,"loop_ref":9,"next":37,"prev":39,"to":13,"twin":54,"wire_ref":null},{"edge":21,"face":9,"from":13,"geometry_use":{"pcurve":37,"periodic_lift":[0,0],"sense":"Reverse"},"id":37,"loop_ref":9,"next":38,"prev":36,"to":10,"twin":48,"wire_ref":null},{"edge":15,"face":9,"from":10,"geometry_use":{"pcurve":38,"periodic_lift":[0,0],"sense":"Reverse"},"id":38,"loop_ref":9,"next":39,"prev":37,"to":7,"twin":24,"wire_ref":null},{"edge":22,"face":9,"from":7,"geometry_use":{"pcurve":39,"periodic_lift":[0,0],"sense":"Forward"},"id":39,"loop_ref":9,"next":36,"prev":38,"to":12,"twin":46,"wire_ref":null},{"edge":18,"face":10,"from":6,"geometry_use":{"pcurve":40,"periodic_lift":[0,0],"sense":"Forward"},"id":40,"loop_ref":10,"next":41,"prev":43,"to":11,"twin":30,"wire_ref":null},{"edge":23,"face":10,"from":11,"geometry_use":{"pcurve":41,"periodic_lift":[0,0],"sense":"Forward"},"id":41,"loop_ref":10,"next":42,"prev":40,"to":14,"twin":50,"wire_ref":null},{"edge":24,"face":10,"from":14,"geometry_use":{"pcurve":42,"periodic_lift":[0,0],"sense":"Reverse"},"id":42,"loop_ref":10,"next":43,"prev":41,"to":15,"twin":56,"wire_ref":null},{"edge":25,"face":10,"from":15,"geometry_use":{"pcurve":43,"periodic_lift":[0,0],"sense":"Reverse"},"id":43,"loop_ref":10,"next":40,"prev":42,"to":6,"twin":44,"wire_ref":null},{"edge":25,"face":11,"from":6,"geometry_use":{"pcurve":44,"periodic_lift":[0,0],"sense":"Forward"},"id":44,"loop_ref":11,"next":45,"prev":47,"to":15,"twin":43,"wire_ref":null},{"edge":26,"face":11,"from":15,"geometry_use":{"pcurve":45,"periodic_lift":[0,0],"sense":"Reverse"},"id":45,"loop_ref":11,"next":46,"prev":44,"to":12,"twin":63,"wire_ref":null},{"edge":22,"face":11,"from":12,"geometry_use":{"pcurve":46,"periodic_lift":[0,0],"sense":"Reverse"},"id":46,"loop_ref":11,"next":47,"prev":45,"to":7,"twin":39,"wire_ref":null},{"edge":6,"face":11,"from":7,"geometry_use":{"pcurve":47,"periodic_lift":[0,0],"sense":"Forward"},"id":47,"loop_ref":11,"next":44,"prev":46,"to":6,"twin":6,"wire_ref":null},{"edge":21,"face":12,"from":10,"geometry_use":{"pcurve":48,"periodic_lift":[0,0],"sense":"Forward"},"id":48,"loop_ref":12,"next":49,"prev":51,"to":13,"twin":37,"wire_ref":null},{"edge":27,"face":12,"from":13,"geometry_use":{"pcurve":49,"periodic_lift":[0,0],"sense":"Forward"},"id":49,"loop_ref":12,"next":50,"prev":48,"to":14,"twin":67,"wire_ref":null},{"edge":23,"face":12,"from":14,"geometry_use":{"pcurve":50,"periodic_lift":[0,0],"sense":"Reverse"},"id":50,"loop_ref":12,"next":51,"prev":49,"to":11,"twin":41,"wire_ref":null},{"edge":19,"face":12,"from":11,"geometry_use":{"pcurve":51,"periodic_lift":[0,0],"sense":"Reverse"},"id":51,"loop_ref":12,"next":48,"prev":50,"to":10,"twin":33,"wire_ref":null},{"edge":28,"face":13,"from":16,"geometry_use":{"pcurve":52,"periodic_lift":[0,0],"sense":"Forward"},"id":52,"loop_ref":13,"next":53,"prev":55,"to":17,"twin":70,"wire_ref":null},{"edge":29,"face":13,"from":17,"geometry_use":{"pcurve":53,"periodic_lift":[0,0],"sense":"Reverse"},"id":53,"loop_ref":13,"next":54,"prev":52,"to":13,"twin":64,"wire_ref":null},{"edge":20,"face":13,"from":13,"geometry_use":{"pcurve":54,"periodic_lift":[0,0],"sense":"Reverse"},"id":54,"loop_ref":13,"next":55,"prev":53,"to":12,"twin":36,"wire_ref":null},{"edge":30,"face":13,"from":12,"geometry_use":{"pcurve":55,"periodic_lift":[0,0],"sense":"Forward"},"id":55,"loop_ref":13,"next":52,"prev":54,"to":16,"twin":62,"wire_ref":null},{"edge":24,"face":14,"from":15,"geometry_use":{"pcurve":56,"periodic_lift":[0,0],"sense":"Forward"},"id":56,"loop_ref":14,"next":57,"prev":59,"to":14,"twin":42,"wire_ref":null},{"edge":31,"face":14,"from":14,"geometry_use":{"pcurve":57,"periodic_lift":[0,0],"sense":"Forward"},"id":57,"loop_ref":14,"next":58,"prev":56,"to":18,"twin":66,"wire_ref":null},{"edge":32,"face":14,"from":18,"geometry_use":{"pcurve":58,"periodic_lift":[0,0],"sense":"Reverse"},"id":58,"loop_ref":14,"next":59,"prev":57,"to":19,"twin":72,"wire_ref":null},{"edge":33,"face":14,"from":19,"geometry_use":{"pcurve":59,"periodic_lift":[0,0],"sense":"Reverse"},"id":59,"loop_ref":14,"next":56,"prev":58,"to":15,"twin":60,"wire_ref":null},{"edge":33,"face":15,"from":15,"geometry_use":{"pcurve":60,"periodic_lift":[0,0],"sense":"Forward"},"id":60,"loop_ref":15,"next":61,"prev":63,"to":19,"twin":59,"wire_ref":null},{"edge":34,"face":15,"from":19,"geometry_use":{"pcurve":61,"periodic_lift":[0,0],"sense":"Reverse"},"id":61,"loop_ref":15,"next":62,"prev":60,"to":16,"twin":79,"wire_ref":null},{"edge":30,"face":15,"from":16,"geometry_use":{"pcurve":62,"periodic_lift":[0,0],"sense":"Reverse"},"id":62,"loop_ref":15,"next":63,"prev":61,"to":12,"twin":55,"wire_ref":null},{"edge":26,"face":15,"from":12,"geometry_use":{"pcurve":63,"periodic_lift":[0,0],"sense":"Forward"},"id":63,"loop_ref":15,"next":60,"prev":62,"to":15,"twin":45,"wire_ref":null},{"edge":29,"face":16,"from":13,"geometry_use":{"pcurve":64,"periodic_lift":[0,0],"sense":"Forward"},"id":64,"loop_ref":16,"next":65,"prev":67,"to":17,"twin":53,"wire_ref":null},{"edge":35,"face":16,"from":17,"geometry_use":{"pcurve":65,"periodic_lift":[0,0],"sense":"Forward"},"id":65,"loop_ref":16,"next":66,"prev":64,"to":18,"twin":83,"wire_ref":null},{"edge":31,"face":16,"from":18,"geometry_use":{"pcurve":66,"periodic_lift":[0,0],"sense":"Reverse"},"id":66,"loop_ref":16,"next":67,"prev":65,"to":14,"twin":57,"wire_ref":null},{"edge":27,"face":16,"from":14,"geometry_use":{"pcurve":67,"periodic_lift":[0,0],"sense":"Reverse"},"id":67,"loop_ref":16,"next":64,"prev":66,"to":13,"twin":49,"wire_ref":null},{"edge":36,"face":17,"from":20,"geometry_use":{"pcurve":68,"periodic_lift":[0,0],"sense":"Forward"},"id":68,"loop_ref":17,"next":69,"prev":71,"to":21,"twin":110,"wire_ref":null},{"edge":37,"face":17,"from":21,"geometry_use":{"pcurve":69,"periodic_lift":[0,0],"sense":"Reverse"},"id":69,"loop_ref":17,"next":70,"prev":68,"to":17,"twin":80,"wire_ref":null},{"edge":28,"face":17,"from":17,"geometry_use":{"pcurve":70,"periodic_lift":[0,0],"sense":"Reverse"},"id":70,"loop_ref":17,"next":71,"prev":69,"to":16,"twin":52,"wire_ref":null},{"edge":38,"face":17,"from":16,"geometry_use":{"pcurve":71,"periodic_lift":[0,0],"sense":"Forward"},"id":71,"loop_ref":17,"next":68,"prev":70,"to":20,"twin":78,"wire_ref":null},{"edge":32,"face":18,"from":19,"geometry_use":{"pcurve":72,"periodic_lift":[0,0],"sense":"Forward"},"id":72,"loop_ref":18,"next":73,"prev":75,"to":18,"twin":58,"wire_ref":null},{"edge":39,"face":18,"from":18,"geometry_use":{"pcurve":73,"periodic_lift":[0,0],"sense":"Forward"},"id":73,"loop_ref":18,"next":74,"prev":72,"to":22,"twin":82,"wire_ref":null},{"edge":40,"face":18,"from":22,"geometry_use":{"pcurve":74,"periodic_lift":[0,0],"sense":"Reverse"},"id":74,"loop_ref":18,"next":75,"prev":73,"to":23,"twin":112,"wire_ref":null},{"edge":41,"face":18,"from":23,"geometry_use":{"pcurve":75,"periodic_lift":[0,0],"sense":"Reverse"},"id":75,"loop_ref":18,"next":72,"prev":74,"to":19,"twin":76,"wire_ref":null},{"edge":41,"face":19,"from":19,"geometry_use":{"pcurve":76,"periodic_lift":[0,0],"sense":"Forward"},"id":76,"loop_ref":19,"next":77,"prev":79,"to":23,"twin":75,"wire_ref":null},{"edge":42,"face":19,"from":23,"geometry_use":{"pcurve":77,"periodic_lift":[0,0],"sense":"Reverse"},"id":77,"loop_ref":19,"next":78,"prev":76,"to":20,"twin":84,"wire_ref":null},{"edge":38,"face":19,"from":20,"geometry_use":{"pcurve":78,"periodic_lift":[0,0],"sense":"Reverse"},"id":78,"loop_ref":19,"next":79,"prev":77,"to":16,"twin":71,"wire_ref":null},{"edge":34,"face":19,"from":16,"geometry_use":{"pcurve":79,"periodic_lift":[0,0],"sense":"Forward"},"id":79,"loop_ref":19,"next":76,"prev":78,"to":19,"twin":61,"wire_ref":null},{"edge":37,"face":20,"from":17,"geometry_use":{"pcurve":80,"periodic_lift":[0,0],"sense":"Forward"},"id":80,"loop_ref":20,"next":81,"prev":83,"to":21,"twin":69,"wire_ref":null},{"edge":43,"face":20,"from":21,"geometry_use":{"pcurve":81,"periodic_lift":[0,0],"sense":"Forward"},"id":81,"loop_ref":20,"next":82,"prev":80,"to":22,"twin":119,"wire_ref":null},{"edge":39,"face":20,"from":22,"geometry_use":{"pcurve":82,"periodic_lift":[0,0],"sense":"Reverse"},"id":82,"loop_ref":20,"next":83,"prev":81,"to":18,"twin":73,"wire_ref":null},{"edge":35,"face":20,"from":18,"geometry_use":{"pcurve":83,"periodic_lift":[0,0],"sense":"Reverse"},"id":83,"loop_ref":20,"next":80,"prev":82,"to":17,"twin":65,"wire_ref":null},{"edge":42,"face":21,"from":20,"geometry_use":{"pcurve":84,"periodic_lift":[0,0],"sense":"Forward"},"id":84,"loop_ref":21,"next":85,"prev":87,"to":23,"twin":77,"wire_ref":null},{"edge":44,"face":21,"from":23,"geometry_use":{"pcurve":85,"periodic_lift":[0,0],"sense":"Reverse"},"id":85,"loop_ref":21,"next":86,"prev":84,"to":24,"twin":96,"wire_ref":null},{"edge":45,"face":21,"from":24,"geometry_use":{"pcurve":86,"periodic_lift":[0,0],"sense":"Reverse"},"id":86,"loop_ref":21,"next":87,"prev":85,"to":25,"twin":103,"wire_ref":null},{"edge":46,"face":21,"from":25,"geometry_use":{"pcurve":87,"periodic_lift":[0,0],"sense":"Forward"},"id":87,"loop_ref":21,"next":84,"prev":86,"to":20,"twin":94,"wire_ref":null},{"edge":47,"face":22,"from":26,"geometry_use":{"pcurve":88,"periodic_lift":[0,0],"sense":"Forward"},"id":88,"loop_ref":22,"next":89,"prev":91,"to":27,"twin":101,"wire_ref":null},{"edge":48,"face":22,"from":27,"geometry_use":{"pcurve":89,"periodic_lift":[0,0],"sense":"Forward"},"id":89,"loop_ref":22,"next":90,"prev":88,"to":28,"twin":98,"wire_ref":null},{"edge":49,"face":22,"from":28,"geometry_use":{"pcurve":90,"periodic_lift":[0,0],"sense":"Reverse"},"id":90,"loop_ref":22,"next":91,"prev":89,"to":29,"twin":104,"wire_ref":null},{"edge":50,"face":22,"from":29,"geometry_use":{"pcurve":91,"periodic_lift":[0,0],"sense":"Reverse"},"id":91,"loop_ref":22,"next":88,"prev":90,"to":26,"twin":92,"wire_ref":null},{"edge":50,"face":23,"from":26,"geometry_use":{"pcurve":92,"periodic_lift":[0,0],"sense":"Forward"},"id":92,"loop_ref":23,"next":93,"prev":95,"to":29,"twin":91,"wire_ref":null},{"edge":51,"face":23,"from":29,"geometry_use":{"pcurve":93,"periodic_lift":[0,0],"sense":"Reverse"},"id":93,"loop_ref":23,"next":94,"prev":92,"to":20,"twin":111,"wire_ref":null},{"edge":46,"face":23,"from":20,"geometry_use":{"pcurve":94,"periodic_lift":[0,0],"sense":"Reverse"},"id":94,"loop_ref":23,"next":95,"prev":93,"to":25,"twin":87,"wire_ref":null},{"edge":52,"face":23,"from":25,"geometry_use":{"pcurve":95,"periodic_lift":[0,0],"sense":"Forward"},"id":95,"loop_ref":23,"next":92,"prev":94,"to":26,"twin":102,"wire_ref":null},{"edge":44,"face":24,"from":24,"geometry_use":{"pcurve":96,"periodic_lift":[0,0],"sense":"Forward"},"id":96,"loop_ref":24,"next":97,"prev":99,"to":23,"twin":85,"wire_ref":null},{"edge":53,"face":24,"from":23,"geometry_use":{"pcurve":97,"periodic_lift":[0,0],"sense":"Forward"},"id":97,"loop_ref":24,"next":98,"prev":96,"to":28,"twin":115,"wire_ref":null},{"edge":48,"face":24,"from":28,"geometry_use":{"pcurve":98,"periodic_lift":[0,0],"sense":"Reverse"},"id":98,"loop_ref":24,"next":99,"prev":97,"to":27,"twin":89,"wire_ref":null},{"edge":54,"face":24,"from":27,"geometry_use":{"pcurve":99,"periodic_lift":[0,0],"sense":"Reverse"},"id":99,"loop_ref":24,"next":96,"prev":98,"to":24,"twin":100,"wire_ref":null},{"edge":54,"face":25,"from":24,"geometry_use":{"pcurve":100,"periodic_lift":[0,0],"sense":"Forward"},"id":100,"loop_ref":25,"next":101,"prev":103,"to":27,"twin":99,"wire_ref":null},{"edge":47,"face":25,"from":27,"geometry_use":{"pcurve":101,"periodic_lift":[0,0],"sense":"Reverse"},"id":101,"loop_ref":25,"next":102,"prev":100,"to":26,"twin":88,"wire_ref":null},{"edge":52,"face":25,"from":26,"geometry_use":{"pcurve":102,"periodic_lift":[0,0],"sense":"Reverse"},"id":102,"loop_ref":25,"next":103,"prev":101,"to":25,"twin":95,"wire_ref":null},{"edge":45,"face":25,"from":25,"geometry_use":{"pcurve":103,"periodic_lift":[0,0],"sense":"Forward"},"id":103,"loop_ref":25,"next":100,"prev":102,"to":24,"twin":86,"wire_ref":null},{"edge":49,"face":26,"from":29,"geometry_use":{"pcurve":104,"periodic_lift":[0,0],"sense":"Forward"},"id":104,"loop_ref":26,"next":105,"prev":107,"to":28,"twin":90,"wire_ref":null},{"edge":55,"face":26,"from":28,"geometry_use":{"pcurve":105,"periodic_lift":[0,0],"sense":"Forward"},"id":105,"loop_ref":26,"next":106,"prev":104,"to":30,"twin":114,"wire_ref":null},{"edge":56,"face":26,"from":30,"geometry_use":{"pcurve":106,"periodic_lift":[0,0],"sense":"Reverse"},"id":106,"loop_ref":26,"next":107,"prev":105,"to":31,"twin":117,"wire_ref":null},{"edge":57,"face":26,"from":31,"geometry_use":{"pcurve":107,"periodic_lift":[0,0],"sense":"Reverse"},"id":107,"loop_ref":26,"next":104,"prev":106,"to":29,"twin":108,"wire_ref":null},{"edge":57,"face":27,"from":29,"geometry_use":{"pcurve":108,"periodic_lift":[0,0],"sense":"Forward"},"id":108,"loop_ref":27,"next":109,"prev":111,"to":31,"twin":107,"wire_ref":null},{"edge":58,"face":27,"from":31,"geometry_use":{"pcurve":109,"periodic_lift":[0,0],"sense":"Reverse"},"id":109,"loop_ref":27,"next":110,"prev":108,"to":21,"twin":116,"wire_ref":null},{"edge":36,"face":27,"from":21,"geometry_use":{"pcurve":110,"periodic_lift":[0,0],"sense":"Reverse"},"id":110,"loop_ref":27,"next":111,"prev":109,"to":20,"twin":68,"wire_ref":null},{"edge":51,"face":27,"from":20,"geometry_use":{"pcurve":111,"periodic_lift":[0,0],"sense":"Forward"},"id":111,"loop_ref":27,"next":108,"prev":110,"to":29,"twin":93,"wire_ref":null},{"edge":40,"face":28,"from":23,"geometry_use":{"pcurve":112,"periodic_lift":[0,0],"sense":"Forward"},"id":112,"loop_ref":28,"next":113,"prev":115,"to":22,"twin":74,"wire_ref":null},{"edge":59,"face":28,"from":22,"geometry_use":{"pcurve":113,"periodic_lift":[0,0],"sense":"Forward"},"id":113,"loop_ref":28,"next":114,"prev":112,"to":30,"twin":118,"wire_ref":null},{"edge":55,"face":28,"from":30,"geometry_use":{"pcurve":114,"periodic_lift":[0,0],"sense":"Reverse"},"id":114,"loop_ref":28,"next":115,"prev":113,"to":28,"twin":105,"wire_ref":null},{"edge":53,"face":28,"from":28,"geometry_use":{"pcurve":115,"periodic_lift":[0,0],"sense":"Reverse"},"id":115,"loop_ref":28,"next":112,"prev":114,"to":23,"twin":97,"wire_ref":null},{"edge":58,"face":29,"from":21,"geometry_use":{"pcurve":116,"periodic_lift":[0,0],"sense":"Forward"},"id":116,"loop_ref":29,"next":117,"prev":119,"to":31,"twin":109,"wire_ref":null},{"edge":56,"face":29,"from":31,"geometry_use":{"pcurve":117,"periodic_lift":[0,0],"sense":"Forward"},"id":117,"loop_ref":29,"next":118,"prev":116,"to":30,"twin":106,"wire_ref":null},{"edge":59,"face":29,"from":30,"geometry_use":{"pcurve":118,"periodic_lift":[0,0],"sense":"Reverse"},"id":118,"loop_ref":29,"next":119,"prev":117,"to":22,"twin":113,"wire_ref":null},{"edge":43,"face":29,"from":22,"geometry_use":{"pcurve":119,"periodic_lift":[0,0],"sense":"Reverse"},"id":119,"loop_ref":29,"next":116,"prev":118,"to":21,"twin":81,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20},{"face_ref":6,"id":6,"is_hole":false,"start_halfedge":24},{"face_ref":7,"id":7,"is_hole":false,"start_halfedge":28},{"face_ref":8,"id":8,"is_hole":false,"start_halfedge":32},{"face_ref":9,"id":9,"is_hole":false,"start_halfedge":36},{"face_ref":10,"id":10,"is_hole":false,"start_halfedge":40},{"face_ref":11,"id":11,"is_hole":false,"start_halfedge":44},{"face_ref":12,"id":12,"is_hole":false,"start_halfedge":48},{"face_ref":13,"id":13,"is_hole":false,"start_halfedge":52},{"face_ref":14,"id":14,"is_hole":false,"start_halfedge":56},{"face_ref":15,"id":15,"is_hole":false,"start_halfedge":60},{"face_ref":16,"id":16,"is_hole":false,"start_halfedge":64},{"face_ref":17,"id":17,"is_hole":false,"start_halfedge":68},{"face_ref":18,"id":18,"is_hole":false,"start_halfedge":72},{"face_ref":19,"id":19,"is_hole":false,"start_halfedge":76},{"face_ref":20,"id":20,"is_hole":false,"start_halfedge":80},{"face_ref":21,"id":21,"is_hole":false,"start_halfedge":84},{"face_ref":22,"id":22,"is_hole":false,"start_halfedge":88},{"face_ref":23,"id":23,"is_hole":false,"start_halfedge":92},{"face_ref":24,"id":24,"is_hole":false,"start_halfedge":96},{"face_ref":25,"id":25,"is_hole":false,"start_halfedge":100},{"face_ref":26,"id":26,"is_hole":false,"start_halfedge":104},{"face_ref":27,"id":27,"is_hole":false,"start_halfedge":108},{"face_ref":28,"id":28,"is_hole":false,"start_halfedge":112},{"face_ref":29,"id":29,"is_hole":false,"start_halfedge":116}],"shells":[{"faces":[0,5,3,4,2,8,7,6,1,12,10,9,11,16,14,13,15,20,18,17,19,29,28,27,21,26,24,23,25,22],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[0.0,0.0,2.1],"tolerance":1e-9},{"id":1,"outgoing_halfedge":1,"position":[0.0,0.3,2.1],"tolerance":1e-9},{"id":2,"outgoing_halfedge":2,"position":[0.0,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":3,"position":[0.0,0.0,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":4,"position":[2.0,0.0,0.0],"tolerance":1e-9},{"id":5,"outgoing_halfedge":5,"position":[2.0,0.3,0.0],"tolerance":1e-9},{"id":6,"outgoing_halfedge":6,"position":[2.0,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":7,"position":[2.0,0.0,2.1],"tolerance":1e-9},{"id":8,"outgoing_halfedge":20,"position":[0.0,0.0,3.0],"tolerance":1e-9},{"id":9,"outgoing_halfedge":21,"position":[0.0,0.3,3.0],"tolerance":1e-9},{"id":10,"outgoing_halfedge":25,"position":[2.0,0.0,3.0],"tolerance":1e-9},{"id":11,"outgoing_halfedge":30,"position":[2.0,0.3,3.0],"tolerance":1e-9},{"id":12,"outgoing_halfedge":36,"position":[2.5,0.0,2.1],"tolerance":1e-9},{"id":13,"outgoing_halfedge":37,"position":[2.5,0.0,3.0],"tolerance":1e-9},{"id":14,"outgoing_halfedge":42,"position":[2.5,0.3,3.0],"tolerance":1e-9},{"id":15,"outgoing_halfedge":43,"position":[2.5,0.3,2.1],"tolerance":1e-9},{"id":16,"outgoing_halfedge":52,"position":[3.0,0.0,2.1],"tolerance":1e-9},{"id":17,"outgoing_halfedge":53,"position":[3.0,0.0,3.0],"tolerance":1e-9},{"id":18,"outgoing_halfedge":58,"position":[3.0,0.3,3.0],"tolerance":1e-9},{"id":19,"outgoing_halfedge":59,"position":[3.0,0.3,2.1],"tolerance":1e-9},{"id":20,"outgoing_halfedge":68,"position":[3.5,0.0,2.1],"tolerance":1e-9},{"id":21,"outgoing_halfedge":69,"position":[3.5,0.0,3.0],"tolerance":1e-9},{"id":22,"outgoing_halfedge":74,"position":[3.5,0.3,3.0],"tolerance":1e-9},{"id":23,"outgoing_halfedge":75,"position":[3.5,0.3,2.1],"tolerance":1e-9},{"id":24,"outgoing_halfedge":86,"position":[3.5,0.3,0.0],"tolerance":1e-9},{"id":25,"outgoing_halfedge":87,"position":[3.5,0.0,0.0],"tolerance":1e-9},{"id":26,"outgoing_halfedge":88,"position":[10.0,0.0,0.0],"tolerance":1e-9},{"id":27,"outgoing_halfedge":89,"position":[10.0,0.3,0.0],"tolerance":1e-9},{"id":28,"outgoing_halfedge":90,"position":[10.0,0.3,2.1],"tolerance":1e-9},{"id":29,"outgoing_halfedge":91,"position":[10.0,0.0,2.1],"tolerance":1e-9},{"id":30,"outgoing_halfedge":106,"position":[10.0,0.3,3.0],"tolerance":1e-9},{"id":31,"outgoing_halfedge":107,"position":[10.0,0.0,3.0],"tolerance":1e-9}],"wires":[]}}}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/batch-matrix/planar.overlapping-cutters.json b/main/opengeometry/tests/fixtures/cases/batch-matrix/planar.overlapping-cutters.json
new file mode 100644
index 0000000..866daf5
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/batch-matrix/planar.overlapping-cutters.json
@@ -0,0 +1 @@
+{"cutters":[{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.0,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.0,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[3.0,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[3.0,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.0,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.0,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.0,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.0,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[3.0,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[2.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[3.0,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[3.0,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[2.0,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[2.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[3.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[3.0,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[2.0,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"first","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"first","entity":"first","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":3.000000001,"lo":1.999999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"first","entity":"first","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":3.000000001,"lo":1.999999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"first","entity":"first","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":1.000000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"first","entity":"first","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"first","entity":"first","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":1.000000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"first","entity":"first","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[2.0,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[3.0,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[3.0,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[2.0,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[2.0,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[3.0,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[3.0,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[2.0,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.5,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.5,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.5,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.5,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.5,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.5,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[3.5,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[3.5,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.5,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.5,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.5,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.5,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[2.5,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.5,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[3.5,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[2.5,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[3.5,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[3.5,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[2.5,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[2.5,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[3.5,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[3.5,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[2.5,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"second","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"second","entity":"second","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":3.500000001,"lo":2.499999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"second","entity":"second","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":3.500000001,"lo":2.499999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"second","entity":"second","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":1.000000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"second","entity":"second","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"second","entity":"second","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":1.000000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"second","entity":"second","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[2.5,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[3.5,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[3.5,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[2.5,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[2.5,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[3.5,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[3.5,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[2.5,0.3,2.1],"tolerance":1e-9}],"wires":[]}}],"handlers":[],"host":{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[10.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[10.0,0.0,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[10.0,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[10.0,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[10.0,0.3,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[10.0,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.0,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.0,0.3,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.0,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[10.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[10.0,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[10.0,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[10.0,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[0.0,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[10.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[10.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[10.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[10.0,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"host","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":10.0,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":10.0,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":10.0,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":10.0,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"host","entity":"host","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":10.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"host","entity":"host","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":10.000000001,"lo":-1e-9},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"host","entity":"host","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":10.000000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"host","entity":"host","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"host","entity":"host","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":10.000000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"host","entity":"host","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[0.0,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[10.0,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[10.0,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[0.0,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[0.0,0.0,3.0],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[10.0,0.0,3.0],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[10.0,0.3,3.0],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[0.0,0.3,3.0],"tolerance":1e-9}],"wires":[]}},"result":{"error":{"CoverageGap":{"families":["overlapping planar batch cutters","overlapping planar batch cutters"]}}}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/batch-matrix/planar.single-cutter.json b/main/opengeometry/tests/fixtures/cases/batch-matrix/planar.single-cutter.json
new file mode 100644
index 0000000..ea8bd2a
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/batch-matrix/planar.single-cutter.json
@@ -0,0 +1 @@
+{"cutters":[{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.0,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.0,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[3.0,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[3.0,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.0,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.0,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.0,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.0,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[3.0,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[2.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[3.0,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[3.0,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[2.0,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[2.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[3.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[3.0,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[2.0,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"lower_cutout","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"lower_cutout","entity":"lower_cutout","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":3.000000001,"lo":1.999999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"lower_cutout","entity":"lower_cutout","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":3.000000001,"lo":1.999999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"lower_cutout","entity":"lower_cutout","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":1.000000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"lower_cutout","entity":"lower_cutout","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"lower_cutout","entity":"lower_cutout","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":1.000000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"lower_cutout","entity":"lower_cutout","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[2.0,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[3.0,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[3.0,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[2.0,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[2.0,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[3.0,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[3.0,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[2.0,0.3,2.1],"tolerance":1e-9}],"wires":[]}}],"handlers":["subtract_planar_cutters","boolean_rectilinear"],"host":{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[10.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[10.0,0.0,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[10.0,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[10.0,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[10.0,0.3,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[10.0,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.0,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.0,0.3,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.0,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[10.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[10.0,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[10.0,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[10.0,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[0.0,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[10.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[10.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[10.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[10.0,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"host","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":10.0,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":10.0,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":10.0,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":10.0,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"host","entity":"host","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":10.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"host","entity":"host","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":10.000000001,"lo":-1e-9},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"host","entity":"host","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":10.000000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"host","entity":"host","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"host","entity":"host","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":10.000000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"host","entity":"host","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[0.0,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[10.0,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[10.0,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[0.0,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[0.0,0.0,3.0],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[10.0,0.0,3.0],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[10.0,0.3,3.0],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[0.0,0.3,3.0],"tolerance":1e-9}],"wires":[]}},"result":{"brep":{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.0,0.3,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.0,0.0,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.0,0.3,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.0,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.3,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.3,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.0,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.0,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.0,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.0,0.0,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,3.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.3,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.0,0.3,2.1]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.0,0.0,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.0,0.0,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.0,0.0,3.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.0,0.0,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.0,0.3,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.0,0.3,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.0,0.3,2.1]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,0.0,2.1]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,0.0,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.0,0.3,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,0.0,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[10.0,0.0,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[10.0,0.3,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[10.0,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[10.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.0,0.0,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.0,0.3,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.0,0.3,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[10.0,0.3,2.1]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[10.0,0.0,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[10.0,0.0,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.0,0.0,3.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.0,0.3,3.0]}],"intersections":[],"pcurves":[{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.3,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.3,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[10.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[10.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[8.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[10.0,0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[0.0,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[2.0,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[0.0,-0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.0,-0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.3,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.3,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[10.0,2.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[10.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[8.0,2.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[10.0,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[8.0,2.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[8.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[7.0,2.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[8.0,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[10.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[3.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[7.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[7.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[7.0,0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[3.0,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[10.0,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[3.0,-0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[3.0,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[10.0,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[3.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[3.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[7.0,2.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[7.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[7.0,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[10.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[3.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[2.0,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[10.0,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[10.0,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[10.0,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[3.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[10.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[10.0,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[10.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[10.0,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"}]},"id":"batch-planar.single-cutter","quality":{"kind":"Analytic"},"revision":1,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":0,"id":0,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":1,"id":1,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":2,"id":2,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":3,"id":3,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":4,"tolerance":1e-9,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":5,"id":5,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":6,"tolerance":1e-9,"twin_halfedge":47},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":7,"id":7,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":9,"id":8,"tolerance":1e-9,"twin_halfedge":27},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":11,"id":9,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":13,"id":10,"tolerance":1e-9,"twin_halfedge":31},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":15,"id":11,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":12,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":20,"id":12,"tolerance":1e-9,"twin_halfedge":35},{"chart_seam":false,"geometry":{"curve":13,"kind":"Curve","range":{"hi":0.8999999999999999,"lo":0.0}},"halfedge":21,"id":13,"tolerance":1e-9,"twin_halfedge":28},{"chart_seam":false,"geometry":{"curve":14,"kind":"Curve","range":{"hi":0.8999999999999999,"lo":0.0}},"halfedge":23,"id":14,"tolerance":1e-9,"twin_halfedge":26},{"chart_seam":false,"geometry":{"curve":15,"kind":"Curve","range":{"hi":0.8999999999999999,"lo":0.0}},"halfedge":24,"id":15,"tolerance":1e-9,"twin_halfedge":38},{"chart_seam":false,"geometry":{"curve":16,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":25,"id":16,"tolerance":1e-9,"twin_halfedge":32},{"chart_seam":false,"geometry":{"curve":17,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":29,"id":17,"tolerance":1e-9,"twin_halfedge":34},{"chart_seam":false,"geometry":{"curve":18,"kind":"Curve","range":{"hi":0.8999999999999999,"lo":0.0}},"halfedge":30,"id":18,"tolerance":1e-9,"twin_halfedge":40},{"chart_seam":false,"geometry":{"curve":19,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":33,"id":19,"tolerance":1e-9,"twin_halfedge":51},{"chart_seam":false,"geometry":{"curve":20,"kind":"Curve","range":{"hi":0.8999999999999999,"lo":0.0}},"halfedge":36,"id":20,"tolerance":1e-9,"twin_halfedge":78},{"chart_seam":false,"geometry":{"curve":21,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":37,"id":21,"tolerance":1e-9,"twin_halfedge":48},{"chart_seam":false,"geometry":{"curve":22,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":39,"id":22,"tolerance":1e-9,"twin_halfedge":46},{"chart_seam":false,"geometry":{"curve":23,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":41,"id":23,"tolerance":1e-9,"twin_halfedge":50},{"chart_seam":false,"geometry":{"curve":24,"kind":"Curve","range":{"hi":0.8999999999999999,"lo":0.0}},"halfedge":42,"id":24,"tolerance":1e-9,"twin_halfedge":80},{"chart_seam":false,"geometry":{"curve":25,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":43,"id":25,"tolerance":1e-9,"twin_halfedge":44},{"chart_seam":false,"geometry":{"curve":26,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":45,"id":26,"tolerance":1e-9,"twin_halfedge":52},{"chart_seam":false,"geometry":{"curve":27,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":49,"id":27,"tolerance":1e-9,"twin_halfedge":87},{"chart_seam":false,"geometry":{"curve":28,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":53,"id":28,"tolerance":1e-9,"twin_halfedge":64},{"chart_seam":false,"geometry":{"curve":29,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":54,"id":29,"tolerance":1e-9,"twin_halfedge":71},{"chart_seam":false,"geometry":{"curve":30,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":55,"id":30,"tolerance":1e-9,"twin_halfedge":62},{"chart_seam":false,"geometry":{"curve":31,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":56,"id":31,"tolerance":1e-9,"twin_halfedge":69},{"chart_seam":false,"geometry":{"curve":32,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":57,"id":32,"tolerance":1e-9,"twin_halfedge":66},{"chart_seam":false,"geometry":{"curve":33,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":58,"id":33,"tolerance":1e-9,"twin_halfedge":72},{"chart_seam":false,"geometry":{"curve":34,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":59,"id":34,"tolerance":1e-9,"twin_halfedge":60},{"chart_seam":false,"geometry":{"curve":35,"kind":"Curve","range":{"hi":7.0,"lo":0.0}},"halfedge":61,"id":35,"tolerance":1e-9,"twin_halfedge":79},{"chart_seam":false,"geometry":{"curve":36,"kind":"Curve","range":{"hi":7.0,"lo":0.0}},"halfedge":63,"id":36,"tolerance":1e-9,"twin_halfedge":70},{"chart_seam":false,"geometry":{"curve":37,"kind":"Curve","range":{"hi":7.0,"lo":0.0}},"halfedge":65,"id":37,"tolerance":1e-9,"twin_halfedge":83},{"chart_seam":false,"geometry":{"curve":38,"kind":"Curve","range":{"hi":7.0,"lo":0.0}},"halfedge":67,"id":38,"tolerance":1e-9,"twin_halfedge":68},{"chart_seam":false,"geometry":{"curve":39,"kind":"Curve","range":{"hi":0.8999999999999999,"lo":0.0}},"halfedge":73,"id":39,"tolerance":1e-9,"twin_halfedge":82},{"chart_seam":false,"geometry":{"curve":40,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":74,"id":40,"tolerance":1e-9,"twin_halfedge":85},{"chart_seam":false,"geometry":{"curve":41,"kind":"Curve","range":{"hi":0.8999999999999999,"lo":0.0}},"halfedge":75,"id":41,"tolerance":1e-9,"twin_halfedge":76},{"chart_seam":false,"geometry":{"curve":42,"kind":"Curve","range":{"hi":7.0,"lo":0.0}},"halfedge":77,"id":42,"tolerance":1e-9,"twin_halfedge":84},{"chart_seam":false,"geometry":{"curve":43,"kind":"Curve","range":{"hi":7.0,"lo":0.0}},"halfedge":81,"id":43,"tolerance":1e-9,"twin_halfedge":86}],"faces":[{"id":0,"key":"side-0-3-0","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":1,"key":"side-0-3-1","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"lower_cutout","entity":"lower_cutout","face":5,"key":"side-0-3"}]},"sense":"Reverse","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":2,"key":"side-0-0-2","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":2.000000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-2-3","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":10.000000001,"lo":7.999999999},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"bottom-4","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":2.000000001,"lo":-1e-9},{"hi":1e-9,"lo":-0.300000001}]}},{"id":5,"key":"side-0-3-5","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":3.000000001,"lo":2.099999999}]}},{"id":6,"key":"side-0-0-6","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":6,"trim":{"chart":0,"holes":[],"outer":6,"uv_bounds":[{"hi":2.000000001,"lo":-1e-9},{"hi":3.000000001,"lo":2.099999999}]}},{"id":7,"key":"side-0-2-7","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":7,"trim":{"chart":0,"holes":[],"outer":7,"uv_bounds":[{"hi":10.000000001,"lo":7.999999999},{"hi":3.000000001,"lo":2.099999999}]}},{"id":8,"key":"top-8","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":8,"trim":{"chart":0,"holes":[],"outer":8,"uv_bounds":[{"hi":2.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":9,"key":"side-0-0-9","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":9,"trim":{"chart":0,"holes":[],"outer":9,"uv_bounds":[{"hi":3.000000001,"lo":1.999999999},{"hi":3.000000001,"lo":2.099999999}]}},{"id":10,"key":"side-0-2-10","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":10,"trim":{"chart":0,"holes":[],"outer":10,"uv_bounds":[{"hi":8.000000001,"lo":6.999999999},{"hi":3.000000001,"lo":2.099999999}]}},{"id":11,"key":"top-11","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"lower_cutout","entity":"lower_cutout","face":0,"key":"top"}]},"sense":"Reverse","shell_ref":0,"surface":11,"trim":{"chart":0,"holes":[],"outer":11,"uv_bounds":[{"hi":3.000000001,"lo":1.999999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":12,"key":"top-12","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":12,"trim":{"chart":0,"holes":[],"outer":12,"uv_bounds":[{"hi":3.000000001,"lo":1.999999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":13,"key":"side-0-1-13","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"lower_cutout","entity":"lower_cutout","face":3,"key":"side-0-1"}]},"sense":"Reverse","shell_ref":0,"surface":13,"trim":{"chart":0,"holes":[],"outer":13,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":14,"key":"side-0-1-14","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":14,"trim":{"chart":0,"holes":[],"outer":14,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":15,"key":"side-0-0-15","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":15,"trim":{"chart":0,"holes":[],"outer":15,"uv_bounds":[{"hi":10.000000001,"lo":2.999999999},{"hi":2.100000001,"lo":-1e-9}]}},{"id":16,"key":"side-0-2-16","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":16,"trim":{"chart":0,"holes":[],"outer":16,"uv_bounds":[{"hi":7.000000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":17,"key":"bottom-17","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":17,"trim":{"chart":0,"holes":[],"outer":17,"uv_bounds":[{"hi":10.000000001,"lo":2.999999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":18,"key":"side-0-1-18","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":18,"trim":{"chart":0,"holes":[],"outer":18,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":3.000000001,"lo":2.099999999}]}},{"id":19,"key":"side-0-0-19","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":19,"trim":{"chart":0,"holes":[],"outer":19,"uv_bounds":[{"hi":10.000000001,"lo":2.999999999},{"hi":3.000000001,"lo":2.099999999}]}},{"id":20,"key":"side-0-2-20","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":20,"trim":{"chart":0,"holes":[],"outer":20,"uv_bounds":[{"hi":7.000000001,"lo":-1e-9},{"hi":3.000000001,"lo":2.099999999}]}},{"id":21,"key":"top-21","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":21,"trim":{"chart":0,"holes":[],"outer":21,"uv_bounds":[{"hi":10.000000001,"lo":2.999999999},{"hi":0.300000001,"lo":-1e-9}]}}],"halfedges":[{"edge":0,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":1,"twin":22,"wire_ref":null},{"edge":1,"face":0,"from":1,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Reverse"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":2,"twin":12,"wire_ref":null},{"edge":2,"face":0,"from":2,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":3,"twin":19,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":10,"wire_ref":null},{"edge":4,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":17,"wire_ref":null},{"edge":5,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":6,"twin":14,"wire_ref":null},{"edge":6,"face":1,"from":6,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":7,"twin":47,"wire_ref":null},{"edge":7,"face":1,"from":7,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":8,"wire_ref":null},{"edge":7,"face":2,"from":4,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":7,"twin":7,"wire_ref":null},{"edge":8,"face":2,"from":7,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Reverse"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":0,"twin":27,"wire_ref":null},{"edge":3,"face":2,"from":0,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":3,"twin":3,"wire_ref":null},{"edge":9,"face":2,"from":3,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Forward"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":4,"twin":18,"wire_ref":null},{"edge":1,"face":3,"from":2,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":1,"twin":1,"wire_ref":null},{"edge":10,"face":3,"from":1,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":31,"wire_ref":null},{"edge":5,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":11,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":2,"twin":16,"wire_ref":null},{"edge":11,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":5,"twin":15,"wire_ref":null},{"edge":4,"face":4,"from":5,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Reverse"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":4,"twin":4,"wire_ref":null},{"edge":9,"face":4,"from":4,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":3,"twin":11,"wire_ref":null},{"edge":2,"face":4,"from":3,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Forward"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":2,"wire_ref":null},{"edge":12,"face":5,"from":8,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":9,"twin":35,"wire_ref":null},{"edge":13,"face":5,"from":9,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Reverse"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":1,"twin":28,"wire_ref":null},{"edge":0,"face":5,"from":1,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":0,"twin":0,"wire_ref":null},{"edge":14,"face":5,"from":0,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Forward"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":8,"twin":26,"wire_ref":null},{"edge":15,"face":6,"from":7,"geometry_use":{"pcurve":24,"periodic_lift":[0,0],"sense":"Forward"},"id":24,"loop_ref":6,"next":25,"prev":27,"to":10,"twin":38,"wire_ref":null},{"edge":16,"face":6,"from":10,"geometry_use":{"pcurve":25,"periodic_lift":[0,0],"sense":"Reverse"},"id":25,"loop_ref":6,"next":26,"prev":24,"to":8,"twin":32,"wire_ref":null},{"edge":14,"face":6,"from":8,"geometry_use":{"pcurve":26,"periodic_lift":[0,0],"sense":"Reverse"},"id":26,"loop_ref":6,"next":27,"prev":25,"to":0,"twin":23,"wire_ref":null},{"edge":8,"face":6,"from":0,"geometry_use":{"pcurve":27,"periodic_lift":[0,0],"sense":"Forward"},"id":27,"loop_ref":6,"next":24,"prev":26,"to":7,"twin":9,"wire_ref":null},{"edge":13,"face":7,"from":1,"geometry_use":{"pcurve":28,"periodic_lift":[0,0],"sense":"Forward"},"id":28,"loop_ref":7,"next":29,"prev":31,"to":9,"twin":21,"wire_ref":null},{"edge":17,"face":7,"from":9,"geometry_use":{"pcurve":29,"periodic_lift":[0,0],"sense":"Forward"},"id":29,"loop_ref":7,"next":30,"prev":28,"to":11,"twin":34,"wire_ref":null},{"edge":18,"face":7,"from":11,"geometry_use":{"pcurve":30,"periodic_lift":[0,0],"sense":"Reverse"},"id":30,"loop_ref":7,"next":31,"prev":29,"to":6,"twin":40,"wire_ref":null},{"edge":10,"face":7,"from":6,"geometry_use":{"pcurve":31,"periodic_lift":[0,0],"sense":"Reverse"},"id":31,"loop_ref":7,"next":28,"prev":30,"to":1,"twin":13,"wire_ref":null},{"edge":16,"face":8,"from":8,"geometry_use":{"pcurve":32,"periodic_lift":[0,0],"sense":"Forward"},"id":32,"loop_ref":8,"next":33,"prev":35,"to":10,"twin":25,"wire_ref":null},{"edge":19,"face":8,"from":10,"geometry_use":{"pcurve":33,"periodic_lift":[0,0],"sense":"Forward"},"id":33,"loop_ref":8,"next":34,"prev":32,"to":11,"twin":51,"wire_ref":null},{"edge":17,"face":8,"from":11,"geometry_use":{"pcurve":34,"periodic_lift":[0,0],"sense":"Reverse"},"id":34,"loop_ref":8,"next":35,"prev":33,"to":9,"twin":29,"wire_ref":null},{"edge":12,"face":8,"from":9,"geometry_use":{"pcurve":35,"periodic_lift":[0,0],"sense":"Reverse"},"id":35,"loop_ref":8,"next":32,"prev":34,"to":8,"twin":20,"wire_ref":null},{"edge":20,"face":9,"from":12,"geometry_use":{"pcurve":36,"periodic_lift":[0,0],"sense":"Forward"},"id":36,"loop_ref":9,"next":37,"prev":39,"to":13,"twin":78,"wire_ref":null},{"edge":21,"face":9,"from":13,"geometry_use":{"pcurve":37,"periodic_lift":[0,0],"sense":"Reverse"},"id":37,"loop_ref":9,"next":38,"prev":36,"to":10,"twin":48,"wire_ref":null},{"edge":15,"face":9,"from":10,"geometry_use":{"pcurve":38,"periodic_lift":[0,0],"sense":"Reverse"},"id":38,"loop_ref":9,"next":39,"prev":37,"to":7,"twin":24,"wire_ref":null},{"edge":22,"face":9,"from":7,"geometry_use":{"pcurve":39,"periodic_lift":[0,0],"sense":"Forward"},"id":39,"loop_ref":9,"next":36,"prev":38,"to":12,"twin":46,"wire_ref":null},{"edge":18,"face":10,"from":6,"geometry_use":{"pcurve":40,"periodic_lift":[0,0],"sense":"Forward"},"id":40,"loop_ref":10,"next":41,"prev":43,"to":11,"twin":30,"wire_ref":null},{"edge":23,"face":10,"from":11,"geometry_use":{"pcurve":41,"periodic_lift":[0,0],"sense":"Forward"},"id":41,"loop_ref":10,"next":42,"prev":40,"to":14,"twin":50,"wire_ref":null},{"edge":24,"face":10,"from":14,"geometry_use":{"pcurve":42,"periodic_lift":[0,0],"sense":"Reverse"},"id":42,"loop_ref":10,"next":43,"prev":41,"to":15,"twin":80,"wire_ref":null},{"edge":25,"face":10,"from":15,"geometry_use":{"pcurve":43,"periodic_lift":[0,0],"sense":"Reverse"},"id":43,"loop_ref":10,"next":40,"prev":42,"to":6,"twin":44,"wire_ref":null},{"edge":25,"face":11,"from":6,"geometry_use":{"pcurve":44,"periodic_lift":[0,0],"sense":"Forward"},"id":44,"loop_ref":11,"next":45,"prev":47,"to":15,"twin":43,"wire_ref":null},{"edge":26,"face":11,"from":15,"geometry_use":{"pcurve":45,"periodic_lift":[0,0],"sense":"Reverse"},"id":45,"loop_ref":11,"next":46,"prev":44,"to":12,"twin":52,"wire_ref":null},{"edge":22,"face":11,"from":12,"geometry_use":{"pcurve":46,"periodic_lift":[0,0],"sense":"Reverse"},"id":46,"loop_ref":11,"next":47,"prev":45,"to":7,"twin":39,"wire_ref":null},{"edge":6,"face":11,"from":7,"geometry_use":{"pcurve":47,"periodic_lift":[0,0],"sense":"Forward"},"id":47,"loop_ref":11,"next":44,"prev":46,"to":6,"twin":6,"wire_ref":null},{"edge":21,"face":12,"from":10,"geometry_use":{"pcurve":48,"periodic_lift":[0,0],"sense":"Forward"},"id":48,"loop_ref":12,"next":49,"prev":51,"to":13,"twin":37,"wire_ref":null},{"edge":27,"face":12,"from":13,"geometry_use":{"pcurve":49,"periodic_lift":[0,0],"sense":"Forward"},"id":49,"loop_ref":12,"next":50,"prev":48,"to":14,"twin":87,"wire_ref":null},{"edge":23,"face":12,"from":14,"geometry_use":{"pcurve":50,"periodic_lift":[0,0],"sense":"Reverse"},"id":50,"loop_ref":12,"next":51,"prev":49,"to":11,"twin":41,"wire_ref":null},{"edge":19,"face":12,"from":11,"geometry_use":{"pcurve":51,"periodic_lift":[0,0],"sense":"Reverse"},"id":51,"loop_ref":12,"next":48,"prev":50,"to":10,"twin":33,"wire_ref":null},{"edge":26,"face":13,"from":12,"geometry_use":{"pcurve":52,"periodic_lift":[0,0],"sense":"Forward"},"id":52,"loop_ref":13,"next":53,"prev":55,"to":15,"twin":45,"wire_ref":null},{"edge":28,"face":13,"from":15,"geometry_use":{"pcurve":53,"periodic_lift":[0,0],"sense":"Reverse"},"id":53,"loop_ref":13,"next":54,"prev":52,"to":16,"twin":64,"wire_ref":null},{"edge":29,"face":13,"from":16,"geometry_use":{"pcurve":54,"periodic_lift":[0,0],"sense":"Reverse"},"id":54,"loop_ref":13,"next":55,"prev":53,"to":17,"twin":71,"wire_ref":null},{"edge":30,"face":13,"from":17,"geometry_use":{"pcurve":55,"periodic_lift":[0,0],"sense":"Forward"},"id":55,"loop_ref":13,"next":52,"prev":54,"to":12,"twin":62,"wire_ref":null},{"edge":31,"face":14,"from":18,"geometry_use":{"pcurve":56,"periodic_lift":[0,0],"sense":"Forward"},"id":56,"loop_ref":14,"next":57,"prev":59,"to":19,"twin":69,"wire_ref":null},{"edge":32,"face":14,"from":19,"geometry_use":{"pcurve":57,"periodic_lift":[0,0],"sense":"Forward"},"id":57,"loop_ref":14,"next":58,"prev":56,"to":20,"twin":66,"wire_ref":null},{"edge":33,"face":14,"from":20,"geometry_use":{"pcurve":58,"periodic_lift":[0,0],"sense":"Reverse"},"id":58,"loop_ref":14,"next":59,"prev":57,"to":21,"twin":72,"wire_ref":null},{"edge":34,"face":14,"from":21,"geometry_use":{"pcurve":59,"periodic_lift":[0,0],"sense":"Reverse"},"id":59,"loop_ref":14,"next":56,"prev":58,"to":18,"twin":60,"wire_ref":null},{"edge":34,"face":15,"from":18,"geometry_use":{"pcurve":60,"periodic_lift":[0,0],"sense":"Forward"},"id":60,"loop_ref":15,"next":61,"prev":63,"to":21,"twin":59,"wire_ref":null},{"edge":35,"face":15,"from":21,"geometry_use":{"pcurve":61,"periodic_lift":[0,0],"sense":"Reverse"},"id":61,"loop_ref":15,"next":62,"prev":60,"to":12,"twin":79,"wire_ref":null},{"edge":30,"face":15,"from":12,"geometry_use":{"pcurve":62,"periodic_lift":[0,0],"sense":"Reverse"},"id":62,"loop_ref":15,"next":63,"prev":61,"to":17,"twin":55,"wire_ref":null},{"edge":36,"face":15,"from":17,"geometry_use":{"pcurve":63,"periodic_lift":[0,0],"sense":"Forward"},"id":63,"loop_ref":15,"next":60,"prev":62,"to":18,"twin":70,"wire_ref":null},{"edge":28,"face":16,"from":16,"geometry_use":{"pcurve":64,"periodic_lift":[0,0],"sense":"Forward"},"id":64,"loop_ref":16,"next":65,"prev":67,"to":15,"twin":53,"wire_ref":null},{"edge":37,"face":16,"from":15,"geometry_use":{"pcurve":65,"periodic_lift":[0,0],"sense":"Forward"},"id":65,"loop_ref":16,"next":66,"prev":64,"to":20,"twin":83,"wire_ref":null},{"edge":32,"face":16,"from":20,"geometry_use":{"pcurve":66,"periodic_lift":[0,0],"sense":"Reverse"},"id":66,"loop_ref":16,"next":67,"prev":65,"to":19,"twin":57,"wire_ref":null},{"edge":38,"face":16,"from":19,"geometry_use":{"pcurve":67,"periodic_lift":[0,0],"sense":"Reverse"},"id":67,"loop_ref":16,"next":64,"prev":66,"to":16,"twin":68,"wire_ref":null},{"edge":38,"face":17,"from":16,"geometry_use":{"pcurve":68,"periodic_lift":[0,0],"sense":"Forward"},"id":68,"loop_ref":17,"next":69,"prev":71,"to":19,"twin":67,"wire_ref":null},{"edge":31,"face":17,"from":19,"geometry_use":{"pcurve":69,"periodic_lift":[0,0],"sense":"Reverse"},"id":69,"loop_ref":17,"next":70,"prev":68,"to":18,"twin":56,"wire_ref":null},{"edge":36,"face":17,"from":18,"geometry_use":{"pcurve":70,"periodic_lift":[0,0],"sense":"Reverse"},"id":70,"loop_ref":17,"next":71,"prev":69,"to":17,"twin":63,"wire_ref":null},{"edge":29,"face":17,"from":17,"geometry_use":{"pcurve":71,"periodic_lift":[0,0],"sense":"Forward"},"id":71,"loop_ref":17,"next":68,"prev":70,"to":16,"twin":54,"wire_ref":null},{"edge":33,"face":18,"from":21,"geometry_use":{"pcurve":72,"periodic_lift":[0,0],"sense":"Forward"},"id":72,"loop_ref":18,"next":73,"prev":75,"to":20,"twin":58,"wire_ref":null},{"edge":39,"face":18,"from":20,"geometry_use":{"pcurve":73,"periodic_lift":[0,0],"sense":"Forward"},"id":73,"loop_ref":18,"next":74,"prev":72,"to":22,"twin":82,"wire_ref":null},{"edge":40,"face":18,"from":22,"geometry_use":{"pcurve":74,"periodic_lift":[0,0],"sense":"Reverse"},"id":74,"loop_ref":18,"next":75,"prev":73,"to":23,"twin":85,"wire_ref":null},{"edge":41,"face":18,"from":23,"geometry_use":{"pcurve":75,"periodic_lift":[0,0],"sense":"Reverse"},"id":75,"loop_ref":18,"next":72,"prev":74,"to":21,"twin":76,"wire_ref":null},{"edge":41,"face":19,"from":21,"geometry_use":{"pcurve":76,"periodic_lift":[0,0],"sense":"Forward"},"id":76,"loop_ref":19,"next":77,"prev":79,"to":23,"twin":75,"wire_ref":null},{"edge":42,"face":19,"from":23,"geometry_use":{"pcurve":77,"periodic_lift":[0,0],"sense":"Reverse"},"id":77,"loop_ref":19,"next":78,"prev":76,"to":13,"twin":84,"wire_ref":null},{"edge":20,"face":19,"from":13,"geometry_use":{"pcurve":78,"periodic_lift":[0,0],"sense":"Reverse"},"id":78,"loop_ref":19,"next":79,"prev":77,"to":12,"twin":36,"wire_ref":null},{"edge":35,"face":19,"from":12,"geometry_use":{"pcurve":79,"periodic_lift":[0,0],"sense":"Forward"},"id":79,"loop_ref":19,"next":76,"prev":78,"to":21,"twin":61,"wire_ref":null},{"edge":24,"face":20,"from":15,"geometry_use":{"pcurve":80,"periodic_lift":[0,0],"sense":"Forward"},"id":80,"loop_ref":20,"next":81,"prev":83,"to":14,"twin":42,"wire_ref":null},{"edge":43,"face":20,"from":14,"geometry_use":{"pcurve":81,"periodic_lift":[0,0],"sense":"Forward"},"id":81,"loop_ref":20,"next":82,"prev":80,"to":22,"twin":86,"wire_ref":null},{"edge":39,"face":20,"from":22,"geometry_use":{"pcurve":82,"periodic_lift":[0,0],"sense":"Reverse"},"id":82,"loop_ref":20,"next":83,"prev":81,"to":20,"twin":73,"wire_ref":null},{"edge":37,"face":20,"from":20,"geometry_use":{"pcurve":83,"periodic_lift":[0,0],"sense":"Reverse"},"id":83,"loop_ref":20,"next":80,"prev":82,"to":15,"twin":65,"wire_ref":null},{"edge":42,"face":21,"from":13,"geometry_use":{"pcurve":84,"periodic_lift":[0,0],"sense":"Forward"},"id":84,"loop_ref":21,"next":85,"prev":87,"to":23,"twin":77,"wire_ref":null},{"edge":40,"face":21,"from":23,"geometry_use":{"pcurve":85,"periodic_lift":[0,0],"sense":"Forward"},"id":85,"loop_ref":21,"next":86,"prev":84,"to":22,"twin":74,"wire_ref":null},{"edge":43,"face":21,"from":22,"geometry_use":{"pcurve":86,"periodic_lift":[0,0],"sense":"Reverse"},"id":86,"loop_ref":21,"next":87,"prev":85,"to":14,"twin":81,"wire_ref":null},{"edge":27,"face":21,"from":14,"geometry_use":{"pcurve":87,"periodic_lift":[0,0],"sense":"Reverse"},"id":87,"loop_ref":21,"next":84,"prev":86,"to":13,"twin":49,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20},{"face_ref":6,"id":6,"is_hole":false,"start_halfedge":24},{"face_ref":7,"id":7,"is_hole":false,"start_halfedge":28},{"face_ref":8,"id":8,"is_hole":false,"start_halfedge":32},{"face_ref":9,"id":9,"is_hole":false,"start_halfedge":36},{"face_ref":10,"id":10,"is_hole":false,"start_halfedge":40},{"face_ref":11,"id":11,"is_hole":false,"start_halfedge":44},{"face_ref":12,"id":12,"is_hole":false,"start_halfedge":48},{"face_ref":13,"id":13,"is_hole":false,"start_halfedge":52},{"face_ref":14,"id":14,"is_hole":false,"start_halfedge":56},{"face_ref":15,"id":15,"is_hole":false,"start_halfedge":60},{"face_ref":16,"id":16,"is_hole":false,"start_halfedge":64},{"face_ref":17,"id":17,"is_hole":false,"start_halfedge":68},{"face_ref":18,"id":18,"is_hole":false,"start_halfedge":72},{"face_ref":19,"id":19,"is_hole":false,"start_halfedge":76},{"face_ref":20,"id":20,"is_hole":false,"start_halfedge":80},{"face_ref":21,"id":21,"is_hole":false,"start_halfedge":84}],"shells":[{"faces":[0,5,3,4,2,8,7,6,1,12,10,9,11,21,20,19,13,18,16,15,17,14],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[0.0,0.0,2.1],"tolerance":1e-9},{"id":1,"outgoing_halfedge":1,"position":[0.0,0.3,2.1],"tolerance":1e-9},{"id":2,"outgoing_halfedge":2,"position":[0.0,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":3,"position":[0.0,0.0,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":4,"position":[2.0,0.0,0.0],"tolerance":1e-9},{"id":5,"outgoing_halfedge":5,"position":[2.0,0.3,0.0],"tolerance":1e-9},{"id":6,"outgoing_halfedge":6,"position":[2.0,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":7,"position":[2.0,0.0,2.1],"tolerance":1e-9},{"id":8,"outgoing_halfedge":20,"position":[0.0,0.0,3.0],"tolerance":1e-9},{"id":9,"outgoing_halfedge":21,"position":[0.0,0.3,3.0],"tolerance":1e-9},{"id":10,"outgoing_halfedge":25,"position":[2.0,0.0,3.0],"tolerance":1e-9},{"id":11,"outgoing_halfedge":30,"position":[2.0,0.3,3.0],"tolerance":1e-9},{"id":12,"outgoing_halfedge":36,"position":[3.0,0.0,2.1],"tolerance":1e-9},{"id":13,"outgoing_halfedge":37,"position":[3.0,0.0,3.0],"tolerance":1e-9},{"id":14,"outgoing_halfedge":42,"position":[3.0,0.3,3.0],"tolerance":1e-9},{"id":15,"outgoing_halfedge":43,"position":[3.0,0.3,2.1],"tolerance":1e-9},{"id":16,"outgoing_halfedge":54,"position":[3.0,0.3,0.0],"tolerance":1e-9},{"id":17,"outgoing_halfedge":55,"position":[3.0,0.0,0.0],"tolerance":1e-9},{"id":18,"outgoing_halfedge":56,"position":[10.0,0.0,0.0],"tolerance":1e-9},{"id":19,"outgoing_halfedge":57,"position":[10.0,0.3,0.0],"tolerance":1e-9},{"id":20,"outgoing_halfedge":58,"position":[10.0,0.3,2.1],"tolerance":1e-9},{"id":21,"outgoing_halfedge":59,"position":[10.0,0.0,2.1],"tolerance":1e-9},{"id":22,"outgoing_halfedge":74,"position":[10.0,0.3,3.0],"tolerance":1e-9},{"id":23,"outgoing_halfedge":75,"position":[10.0,0.0,3.0],"tolerance":1e-9}],"wires":[]}}}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/batch-matrix/planar.single-oblique.json b/main/opengeometry/tests/fixtures/cases/batch-matrix/planar.single-oblique.json
new file mode 100644
index 0000000..889ee45
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/batch-matrix/planar.single-oblique.json
@@ -0,0 +1 @@
+{"cutters":[{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[0.8660254037844386,0.0,-0.5000000000000001],"kind":"Line","origin":[2.066987298107781,-0.35,0.24999999999999997]},{"direction":[0.8660254037844386,0.0,-0.5000000000000001],"kind":"Line","origin":[3.11698729810778,-0.35,2.068653347947321]},{"direction":[0.49999999999999994,0.0,0.8660254037844387],"kind":"Line","origin":[2.066987298107781,-0.35,0.24999999999999997]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.933012701892219,-0.35,-0.24999999999999997]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.9830127018922195,-0.35,1.5686533479473213]},{"direction":[0.49999999999999994,0.0,0.8660254037844387],"kind":"Line","origin":[2.933012701892219,-0.35,-0.24999999999999997]},{"direction":[-0.8660254037844386,0.0,0.5000000000000001],"kind":"Line","origin":[2.933012701892219,0.65,-0.24999999999999997]},{"direction":[-0.8660254037844386,0.0,0.5000000000000001],"kind":"Line","origin":[3.9830127018922195,0.65,1.5686533479473213]},{"direction":[0.49999999999999994,0.0,0.8660254037844387],"kind":"Line","origin":[2.933012701892219,0.65,-0.24999999999999997]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.066987298107781,0.65,0.24999999999999997]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[3.11698729810778,0.65,2.068653347947321]},{"direction":[0.49999999999999994,0.0,0.8660254037844387],"kind":"Line","origin":[2.066987298107781,0.65,0.24999999999999997]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[-0.5000000000000002,-0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5000000000000003,-0.5]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.5000000000000003,0.5]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[-0.5000000000000002,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-0.4999999999999999,-0.5]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.4999999999999999,-0.5]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.4999999999999999,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-0.4999999999999999,0.5]},{"direction":[1.0,-1.4874168143337463e-17],"kind":"Line2","origin":[0.0,0.0]},{"direction":[-2.1460752085336256e-16,1.0],"kind":"Line2","origin":[0.9999999999999997,4.063698308792034e-17]},{"direction":[1.0,-1.4874168143337463e-17],"kind":"Line2","origin":[-7.493719268661776e-16,2.0999999999999996]},{"direction":[-2.1460752085336256e-16,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,1.4874168143337463e-17],"kind":"Line2","origin":[0.0,0.0]},{"direction":[2.1460752085336256e-16,1.0],"kind":"Line2","origin":[0.9999999999999997,-4.063698308792034e-17]},{"direction":[1.0,1.4874168143337463e-17],"kind":"Line2","origin":[9.120915477526774e-17,2.1]},{"direction":[2.1460752085336256e-16,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0999999999999996]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[3.55,0.15,1.8186533479473213],"x":[0.8660254037844387,0.0,-0.49999999999999994],"y":[0.0,1.0,0.0],"z":[0.49999999999999994,0.0,0.8660254037844387]},"kind":"Plane"},{"frame":{"origin":[2.5,0.15,0.0],"x":[0.8660254037844387,0.0,-0.49999999999999994],"y":[-0.0,-1.0,-0.0],"z":[-0.49999999999999994,-0.0,-0.8660254037844387]},"kind":"Plane"},{"frame":{"origin":[2.066987298107781,-0.35,0.24999999999999997],"x":[0.8660254037844386,0.0,-0.5000000000000001],"y":[0.5000000000000001,0.0,0.8660254037844386],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[2.933012701892219,-0.35,-0.24999999999999997],"x":[0.0,1.0,0.0],"y":[0.49999999999999994,-0.0,0.8660254037844387],"z":[0.8660254037844387,0.0,-0.49999999999999994]},"kind":"Plane"},{"frame":{"origin":[2.933012701892219,0.65,-0.24999999999999997],"x":[-0.8660254037844386,0.0,0.5000000000000001],"y":[0.5000000000000001,0.0,0.8660254037844386],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[2.066987298107781,0.65,0.24999999999999997],"x":[0.0,-1.0,0.0],"y":[0.49999999999999994,0.0,0.8660254037844387],"z":[-0.8660254037844387,0.0,0.49999999999999994]},"kind":"Plane"}]},"id":"first-oblique","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.9999999999999998,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.9999999999999998,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.9999999999999998,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.9999999999999998,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"first-oblique","entity":"first-oblique","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.500000001,"lo":-0.500000001},{"hi":0.500000001,"lo":-0.500000001}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"first-oblique","entity":"first-oblique","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.500000001,"lo":-0.500000001},{"hi":0.500000001,"lo":-0.500000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"first-oblique","entity":"first-oblique","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":1.0000000009999999,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"first-oblique","entity":"first-oblique","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":1.000000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"first-oblique","entity":"first-oblique","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":1.0000000009999999,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"first-oblique","entity":"first-oblique","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":1.000000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[2.066987298107781,-0.35,0.24999999999999997],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[2.933012701892219,-0.35,-0.24999999999999997],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[2.933012701892219,0.65,-0.24999999999999997],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[2.066987298107781,0.65,0.24999999999999997],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[3.11698729810778,-0.35,2.068653347947321],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[3.9830127018922195,-0.35,1.5686533479473213],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[3.9830127018922195,0.65,1.5686533479473213],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[3.11698729810778,0.65,2.068653347947321],"tolerance":1e-9}],"wires":[]}}],"handlers":["subtract_planar_cutters","subtract_planar_polyhedra"],"host":{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[10.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[10.0,0.0,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[10.0,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[10.0,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[10.0,0.3,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[10.0,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.0,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.0,0.3,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.0,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[10.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[10.0,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[10.0,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[10.0,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[0.0,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[10.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[10.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[10.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[10.0,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"oblique-host","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":10.0,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":10.0,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":10.0,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":10.0,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"oblique-host","entity":"oblique-host","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":10.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"oblique-host","entity":"oblique-host","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":10.000000001,"lo":-1e-9},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"oblique-host","entity":"oblique-host","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":10.000000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"oblique-host","entity":"oblique-host","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"oblique-host","entity":"oblique-host","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":10.000000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"oblique-host","entity":"oblique-host","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[0.0,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[10.0,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[10.0,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[0.0,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[0.0,0.0,3.0],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[10.0,0.0,3.0],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[10.0,0.3,3.0],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[0.0,0.3,3.0],"tolerance":1e-9}],"wires":[]}},"result":{"brep":{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,3.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[10.0,0.0,3.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[10.0,0.3,3.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.0,0.3,3.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[1.0,2.2204460492503135e-17,0.0],"kind":"Line","origin":[0.0,0.3,0.0]},{"direction":[1.4802973661668753e-15,-1.0,0.0],"kind":"Line","origin":[2.4999999999999996,0.30000000000000004,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[2.5,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.0773502691896253,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[10.0,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[10.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0773502691896253,0.0,0.0]},{"direction":[-0.8660254037844387,0.0,0.49999999999999983],"kind":"Line","origin":[2.4999999999999996,0.0,0.0]},{"direction":[0.4999999999999999,0.0,0.8660254037844387],"kind":"Line","origin":[2.066987298107781,0.0,0.24999999999999956]},{"direction":[0.8660254037844387,0.0,-0.49999999999999994],"kind":"Line","origin":[3.1169872981077806,0.0,2.068653347947321]},{"direction":[-0.5000000000000001,0.0,-0.8660254037844386],"kind":"Line","origin":[3.983012701892219,0.0,1.5686533479473213]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[10.0,0.0,0.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,0.0,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[10.0,0.3,0.0]},{"direction":[0.49999999999999967,0.0,0.8660254037844388],"kind":"Line","origin":[3.077350269189626,0.3,2.220446049250313e-16]},{"direction":[-0.8660254037844387,0.0,0.4999999999999998],"kind":"Line","origin":[3.9830127018922186,0.3,1.5686533479473206]},{"direction":[-0.4999999999999999,0.0,-0.8660254037844387],"kind":"Line","origin":[3.11698729810778,0.3,2.06865334794732]},{"direction":[0.8660254037844383,0.0,-0.5000000000000008],"kind":"Line","origin":[2.0669872981077813,0.3,0.25000000000000017]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.0,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[3.9830127018922195,0.3,1.568653347947321]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.11698729810778,0.0,2.0686533479473215]},{"direction":[0.0,-1.0,-1.850371707708594e-16],"kind":"Line","origin":[2.066987298107781,0.3,0.24999999999999997]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[10.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[10.0,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.0,-0.0]},{"direction":[1.0,-2.2204460492503135e-17],"kind":"Line2","origin":[0.0,-0.3]},{"direction":[1.4802973661668753e-15,1.0],"kind":"Line2","origin":[2.4999999999999996,-0.30000000000000004]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.5,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[3.0773502691896253,-0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[10.0,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[10.0,-0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[3.0773502691896253,-0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.5,0.0]},{"direction":[-0.8660254037844387,0.49999999999999983],"kind":"Line2","origin":[2.4999999999999996,0.0]},{"direction":[0.4999999999999999,0.8660254037844387],"kind":"Line2","origin":[2.066987298107781,0.24999999999999956]},{"direction":[0.8660254037844387,-0.49999999999999994],"kind":"Line2","origin":[3.1169872981077806,2.068653347947321]},{"direction":[-0.5000000000000001,-0.8660254037844386],"kind":"Line2","origin":[3.983012701892219,1.5686533479473213]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[10.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[10.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[6.922649730810375,0.0]},{"direction":[-0.49999999999999967,0.8660254037844388],"kind":"Line2","origin":[6.922649730810374,2.220446049250313e-16]},{"direction":[0.8660254037844387,0.4999999999999998],"kind":"Line2","origin":[6.016987298107781,1.5686533479473206]},{"direction":[0.4999999999999999,-0.8660254037844387],"kind":"Line2","origin":[6.88301270189222,2.06865334794732]},{"direction":[-0.8660254037844383,-0.5000000000000008],"kind":"Line2","origin":[7.933012701892219,0.25000000000000017]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[10.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[10.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.3,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.49999999999999983,-0.15]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5000000000000003,-0.15]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-0.4999999999999998,0.15]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[-0.5000000000000003,0.15]},{"direction":[9.251858538542969e-17,-1.0],"kind":"Line2","origin":[-0.4999999999999999,0.15]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[-3.845925372767128e-16,-0.15]},{"direction":[1.2819751242557092e-15,-1.0],"kind":"Line2","origin":[-3.845925372767128e-16,0.15000000000000005]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-0.49999999999999956,0.15]},{"direction":[-1.0,-0.0],"kind":"Line2","origin":[0.6499999999999999,-2.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.6499999999999999,-0.28867513459481337]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.35,-0.2886751345948127]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.35,-2.1]},{"direction":[-0.0,1.0],"kind":"Line2","origin":[0.35000000000000003,-2.0999999999999988]},{"direction":[-1.0,-0.0],"kind":"Line2","origin":[0.65,-2.1]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.65,3.6055550369691825e-16]},{"direction":[1.0,1.6024689053196365e-16],"kind":"Line2","origin":[0.35000000000000003,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[10.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[10.0,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[3.55,0.15,1.8186533479473213],"x":[0.8660254037844387,0.0,-0.49999999999999994],"y":[-0.0,-1.0,-0.0],"z":[-0.49999999999999994,-0.0,-0.8660254037844387]},"kind":"Plane"},{"frame":{"origin":[2.5,0.15,0.0],"x":[0.8660254037844387,0.0,-0.49999999999999994],"y":[0.0,1.0,0.0],"z":[0.49999999999999994,0.0,0.8660254037844387]},"kind":"Plane"},{"frame":{"origin":[2.933012701892219,-0.35,-0.24999999999999997],"x":[0.0,1.0,0.0],"y":[-0.49999999999999994,0.0,-0.8660254037844387],"z":[-0.8660254037844387,-0.0,0.49999999999999994]},"kind":"Plane"},{"frame":{"origin":[2.066987298107781,0.65,0.24999999999999997],"x":[0.0,-1.0,0.0],"y":[-0.49999999999999994,-0.0,-0.8660254037844387],"z":[0.8660254037844387,-0.0,-0.49999999999999994]},"kind":"Plane"}]},"id":"batch-planar.single-oblique","quality":{"kind":"Analytic"},"revision":1,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":10.0,"lo":0.0}},"halfedge":0,"id":0,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":1,"tolerance":1e-9,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":10.0,"lo":0.0}},"halfedge":2,"id":2,"tolerance":1e-9,"twin_halfedge":32},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":3,"tolerance":1e-9,"twin_halfedge":36},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":4,"tolerance":1e-9,"twin_halfedge":34},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.4999999999999996,"lo":0.0}},"halfedge":5,"id":5,"tolerance":1e-9,"twin_halfedge":30},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.30000000000000004,"lo":0.0}},"halfedge":6,"id":6,"tolerance":1e-9,"twin_halfedge":44},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":2.5,"lo":0.0}},"halfedge":7,"id":7,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":6.922649730810375,"lo":0.0}},"halfedge":8,"id":8,"tolerance":1e-9,"twin_halfedge":25},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":9,"id":9,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":6.922649730810375,"lo":0.0}},"halfedge":10,"id":10,"tolerance":1e-9,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":11,"id":11,"tolerance":1e-9,"twin_halfedge":48},{"chart_seam":false,"geometry":{"curve":12,"kind":"Curve","range":{"hi":0.4999999999999993,"lo":0.0}},"halfedge":13,"id":12,"tolerance":1e-9,"twin_halfedge":43},{"chart_seam":false,"geometry":{"curve":13,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":14,"id":13,"tolerance":1e-9,"twin_halfedge":52},{"chart_seam":false,"geometry":{"curve":14,"kind":"Curve","range":{"hi":0.9999999999999997,"lo":0.0}},"halfedge":15,"id":14,"tolerance":1e-9,"twin_halfedge":40},{"chart_seam":false,"geometry":{"curve":15,"kind":"Curve","range":{"hi":1.8113248654051872,"lo":0.0}},"halfedge":16,"id":15,"tolerance":1e-9,"twin_halfedge":49},{"chart_seam":false,"geometry":{"curve":16,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":18,"id":16,"tolerance":1e-9,"twin_halfedge":24},{"chart_seam":false,"geometry":{"curve":17,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":20,"id":17,"tolerance":1e-9,"twin_halfedge":35},{"chart_seam":false,"geometry":{"curve":18,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":22,"id":18,"tolerance":1e-9,"twin_halfedge":33},{"chart_seam":false,"geometry":{"curve":19,"kind":"Curve","range":{"hi":1.811324865405186,"lo":0.0}},"halfedge":26,"id":19,"tolerance":1e-9,"twin_halfedge":47},{"chart_seam":false,"geometry":{"curve":20,"kind":"Curve","range":{"hi":0.9999999999999996,"lo":0.0}},"halfedge":27,"id":20,"tolerance":1e-9,"twin_halfedge":38},{"chart_seam":false,"geometry":{"curve":21,"kind":"Curve","range":{"hi":2.0999999999999983,"lo":0.0}},"halfedge":28,"id":21,"tolerance":1e-9,"twin_halfedge":50},{"chart_seam":false,"geometry":{"curve":22,"kind":"Curve","range":{"hi":0.49999999999999956,"lo":0.0}},"halfedge":29,"id":22,"tolerance":1e-9,"twin_halfedge":45},{"chart_seam":false,"geometry":{"curve":23,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":31,"id":23,"tolerance":1e-9,"twin_halfedge":37},{"chart_seam":false,"geometry":{"curve":24,"kind":"Curve","range":{"hi":0.30000000000000004,"lo":0.0}},"halfedge":39,"id":24,"tolerance":1e-9,"twin_halfedge":46},{"chart_seam":false,"geometry":{"curve":25,"kind":"Curve","range":{"hi":0.30000000000000004,"lo":0.0}},"halfedge":41,"id":25,"tolerance":1e-9,"twin_halfedge":51},{"chart_seam":false,"geometry":{"curve":26,"kind":"Curve","range":{"hi":0.30000000000000004,"lo":0.0}},"halfedge":42,"id":26,"tolerance":1e-9,"twin_halfedge":53}],"faces":[{"id":0,"key":"planar-host-0-0","provenance":{"reversed":false,"role":"Split","sources":[{"body":"oblique-host","entity":"oblique-host","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":10.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"planar-host-1-1","provenance":{"reversed":false,"role":"Split","sources":[{"body":"oblique-host","entity":"oblique-host","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":2.500000001,"lo":-1e-9},{"hi":1e-9,"lo":-0.30000000100000007}]}},{"id":2,"key":"planar-host-1-2","provenance":{"reversed":false,"role":"Split","sources":[{"body":"oblique-host","entity":"oblique-host","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":10.000000001,"lo":3.077350268189625},{"hi":1e-9,"lo":-0.300000001}]}},{"id":3,"key":"planar-host-2-3","provenance":{"reversed":false,"role":"Split","sources":[{"body":"oblique-host","entity":"oblique-host","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":10.000000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":4,"key":"planar-host-3-4","provenance":{"reversed":false,"role":"Split","sources":[{"body":"oblique-host","entity":"oblique-host","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":5,"key":"planar-host-4-5","provenance":{"reversed":false,"role":"Split","sources":[{"body":"oblique-host","entity":"oblique-host","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":10.000000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":6,"key":"planar-host-5-6","provenance":{"reversed":false,"role":"Split","sources":[{"body":"oblique-host","entity":"oblique-host","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":6,"trim":{"chart":0,"holes":[],"outer":6,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":7,"key":"planar-cut-0-7","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"first-oblique","entity":"first-oblique","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":7,"trim":{"chart":0,"holes":[],"outer":7,"uv_bounds":[{"hi":0.5000000010000003,"lo":-0.5000000010000003},{"hi":0.15000000100000002,"lo":-0.15000000100000005}]}},{"id":8,"key":"planar-cut-1-8","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"first-oblique","entity":"first-oblique","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":8,"trim":{"chart":0,"holes":[],"outer":8,"uv_bounds":[{"hi":1e-9,"lo":-0.5000000009999999},{"hi":0.150000001,"lo":-0.15000000100000002}]}},{"id":9,"key":"planar-cut-3-9","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"first-oblique","entity":"first-oblique","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":9,"trim":{"chart":0,"holes":[],"outer":9,"uv_bounds":[{"hi":0.6500000009999999,"lo":0.34999999899999995},{"hi":-0.2886751335948122,"lo":-2.100000001}]}},{"id":10,"key":"planar-cut-5-10","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"first-oblique","entity":"first-oblique","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":10,"trim":{"chart":0,"holes":[],"outer":10,"uv_bounds":[{"hi":0.6500000010000001,"lo":0.349999999},{"hi":1e-9,"lo":-2.1000000009999997}]}}],"halfedges":[{"edge":0,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":1,"twin":19,"wire_ref":null},{"edge":1,"face":0,"from":1,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":2,"twin":23,"wire_ref":null},{"edge":2,"face":0,"from":2,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":3,"twin":32,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":36,"wire_ref":null},{"edge":4,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":34,"wire_ref":null},{"edge":5,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":6,"twin":30,"wire_ref":null},{"edge":6,"face":1,"from":6,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Forward"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":7,"twin":44,"wire_ref":null},{"edge":7,"face":1,"from":7,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Forward"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":12,"wire_ref":null},{"edge":8,"face":2,"from":8,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":9,"twin":25,"wire_ref":null},{"edge":9,"face":2,"from":9,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":10,"twin":21,"wire_ref":null},{"edge":10,"face":2,"from":10,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Forward"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":11,"twin":17,"wire_ref":null},{"edge":11,"face":2,"from":11,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Forward"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":8,"twin":48,"wire_ref":null},{"edge":7,"face":3,"from":4,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Reverse"},"id":12,"loop_ref":3,"next":13,"prev":20,"to":7,"twin":7,"wire_ref":null},{"edge":12,"face":3,"from":7,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":12,"twin":43,"wire_ref":null},{"edge":13,"face":3,"from":12,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Forward"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":13,"twin":52,"wire_ref":null},{"edge":14,"face":3,"from":13,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Forward"},"id":15,"loop_ref":3,"next":16,"prev":14,"to":14,"twin":40,"wire_ref":null},{"edge":15,"face":3,"from":14,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":3,"next":17,"prev":15,"to":11,"twin":49,"wire_ref":null},{"edge":10,"face":3,"from":11,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Reverse"},"id":17,"loop_ref":3,"next":18,"prev":16,"to":10,"twin":10,"wire_ref":null},{"edge":16,"face":3,"from":10,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Forward"},"id":18,"loop_ref":3,"next":19,"prev":17,"to":1,"twin":24,"wire_ref":null},{"edge":0,"face":3,"from":1,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":3,"next":20,"prev":18,"to":0,"twin":0,"wire_ref":null},{"edge":17,"face":3,"from":0,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":3,"next":12,"prev":19,"to":4,"twin":35,"wire_ref":null},{"edge":9,"face":4,"from":10,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Reverse"},"id":21,"loop_ref":4,"next":22,"prev":24,"to":9,"twin":9,"wire_ref":null},{"edge":18,"face":4,"from":9,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Forward"},"id":22,"loop_ref":4,"next":23,"prev":21,"to":2,"twin":33,"wire_ref":null},{"edge":1,"face":4,"from":2,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":4,"next":24,"prev":22,"to":1,"twin":1,"wire_ref":null},{"edge":16,"face":4,"from":1,"geometry_use":{"pcurve":24,"periodic_lift":[0,0],"sense":"Reverse"},"id":24,"loop_ref":4,"next":21,"prev":23,"to":10,"twin":18,"wire_ref":null},{"edge":8,"face":5,"from":9,"geometry_use":{"pcurve":25,"periodic_lift":[0,0],"sense":"Reverse"},"id":25,"loop_ref":5,"next":26,"prev":33,"to":8,"twin":8,"wire_ref":null},{"edge":19,"face":5,"from":8,"geometry_use":{"pcurve":26,"periodic_lift":[0,0],"sense":"Forward"},"id":26,"loop_ref":5,"next":27,"prev":25,"to":15,"twin":47,"wire_ref":null},{"edge":20,"face":5,"from":15,"geometry_use":{"pcurve":27,"periodic_lift":[0,0],"sense":"Forward"},"id":27,"loop_ref":5,"next":28,"prev":26,"to":16,"twin":38,"wire_ref":null},{"edge":21,"face":5,"from":16,"geometry_use":{"pcurve":28,"periodic_lift":[0,0],"sense":"Forward"},"id":28,"loop_ref":5,"next":29,"prev":27,"to":17,"twin":50,"wire_ref":null},{"edge":22,"face":5,"from":17,"geometry_use":{"pcurve":29,"periodic_lift":[0,0],"sense":"Forward"},"id":29,"loop_ref":5,"next":30,"prev":28,"to":6,"twin":45,"wire_ref":null},{"edge":5,"face":5,"from":6,"geometry_use":{"pcurve":30,"periodic_lift":[0,0],"sense":"Reverse"},"id":30,"loop_ref":5,"next":31,"prev":29,"to":5,"twin":5,"wire_ref":null},{"edge":23,"face":5,"from":5,"geometry_use":{"pcurve":31,"periodic_lift":[0,0],"sense":"Forward"},"id":31,"loop_ref":5,"next":32,"prev":30,"to":3,"twin":37,"wire_ref":null},{"edge":2,"face":5,"from":3,"geometry_use":{"pcurve":32,"periodic_lift":[0,0],"sense":"Reverse"},"id":32,"loop_ref":5,"next":33,"prev":31,"to":2,"twin":2,"wire_ref":null},{"edge":18,"face":5,"from":2,"geometry_use":{"pcurve":33,"periodic_lift":[0,0],"sense":"Reverse"},"id":33,"loop_ref":5,"next":25,"prev":32,"to":9,"twin":22,"wire_ref":null},{"edge":4,"face":6,"from":5,"geometry_use":{"pcurve":34,"periodic_lift":[0,0],"sense":"Reverse"},"id":34,"loop_ref":6,"next":35,"prev":37,"to":4,"twin":4,"wire_ref":null},{"edge":17,"face":6,"from":4,"geometry_use":{"pcurve":35,"periodic_lift":[0,0],"sense":"Reverse"},"id":35,"loop_ref":6,"next":36,"prev":34,"to":0,"twin":20,"wire_ref":null},{"edge":3,"face":6,"from":0,"geometry_use":{"pcurve":36,"periodic_lift":[0,0],"sense":"Reverse"},"id":36,"loop_ref":6,"next":37,"prev":35,"to":3,"twin":3,"wire_ref":null},{"edge":23,"face":6,"from":3,"geometry_use":{"pcurve":37,"periodic_lift":[0,0],"sense":"Reverse"},"id":37,"loop_ref":6,"next":34,"prev":36,"to":5,"twin":31,"wire_ref":null},{"edge":20,"face":7,"from":16,"geometry_use":{"pcurve":38,"periodic_lift":[0,0],"sense":"Reverse"},"id":38,"loop_ref":7,"next":39,"prev":41,"to":15,"twin":27,"wire_ref":null},{"edge":24,"face":7,"from":15,"geometry_use":{"pcurve":39,"periodic_lift":[0,0],"sense":"Forward"},"id":39,"loop_ref":7,"next":40,"prev":38,"to":14,"twin":46,"wire_ref":null},{"edge":14,"face":7,"from":14,"geometry_use":{"pcurve":40,"periodic_lift":[0,0],"sense":"Reverse"},"id":40,"loop_ref":7,"next":41,"prev":39,"to":13,"twin":15,"wire_ref":null},{"edge":25,"face":7,"from":13,"geometry_use":{"pcurve":41,"periodic_lift":[0,0],"sense":"Forward"},"id":41,"loop_ref":7,"next":38,"prev":40,"to":16,"twin":51,"wire_ref":null},{"edge":26,"face":8,"from":17,"geometry_use":{"pcurve":42,"periodic_lift":[0,0],"sense":"Forward"},"id":42,"loop_ref":8,"next":43,"prev":45,"to":12,"twin":53,"wire_ref":null},{"edge":12,"face":8,"from":12,"geometry_use":{"pcurve":43,"periodic_lift":[0,0],"sense":"Reverse"},"id":43,"loop_ref":8,"next":44,"prev":42,"to":7,"twin":13,"wire_ref":null},{"edge":6,"face":8,"from":7,"geometry_use":{"pcurve":44,"periodic_lift":[0,0],"sense":"Reverse"},"id":44,"loop_ref":8,"next":45,"prev":43,"to":6,"twin":6,"wire_ref":null},{"edge":22,"face":8,"from":6,"geometry_use":{"pcurve":45,"periodic_lift":[0,0],"sense":"Reverse"},"id":45,"loop_ref":8,"next":42,"prev":44,"to":17,"twin":29,"wire_ref":null},{"edge":24,"face":9,"from":14,"geometry_use":{"pcurve":46,"periodic_lift":[0,0],"sense":"Reverse"},"id":46,"loop_ref":9,"next":47,"prev":49,"to":15,"twin":39,"wire_ref":null},{"edge":19,"face":9,"from":15,"geometry_use":{"pcurve":47,"periodic_lift":[0,0],"sense":"Reverse"},"id":47,"loop_ref":9,"next":48,"prev":46,"to":8,"twin":26,"wire_ref":null},{"edge":11,"face":9,"from":8,"geometry_use":{"pcurve":48,"periodic_lift":[0,0],"sense":"Reverse"},"id":48,"loop_ref":9,"next":49,"prev":47,"to":11,"twin":11,"wire_ref":null},{"edge":15,"face":9,"from":11,"geometry_use":{"pcurve":49,"periodic_lift":[0,0],"sense":"Reverse"},"id":49,"loop_ref":9,"next":46,"prev":48,"to":14,"twin":16,"wire_ref":null},{"edge":21,"face":10,"from":17,"geometry_use":{"pcurve":50,"periodic_lift":[0,0],"sense":"Reverse"},"id":50,"loop_ref":10,"next":51,"prev":53,"to":16,"twin":28,"wire_ref":null},{"edge":25,"face":10,"from":16,"geometry_use":{"pcurve":51,"periodic_lift":[0,0],"sense":"Reverse"},"id":51,"loop_ref":10,"next":52,"prev":50,"to":13,"twin":41,"wire_ref":null},{"edge":13,"face":10,"from":13,"geometry_use":{"pcurve":52,"periodic_lift":[0,0],"sense":"Reverse"},"id":52,"loop_ref":10,"next":53,"prev":51,"to":12,"twin":14,"wire_ref":null},{"edge":26,"face":10,"from":12,"geometry_use":{"pcurve":53,"periodic_lift":[0,0],"sense":"Reverse"},"id":53,"loop_ref":10,"next":50,"prev":52,"to":17,"twin":42,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":21},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":25},{"face_ref":6,"id":6,"is_hole":false,"start_halfedge":34},{"face_ref":7,"id":7,"is_hole":false,"start_halfedge":38},{"face_ref":8,"id":8,"is_hole":false,"start_halfedge":42},{"face_ref":9,"id":9,"is_hole":false,"start_halfedge":46},{"face_ref":10,"id":10,"is_hole":false,"start_halfedge":50}],"shells":[{"faces":[0,3,4,5,6,1,8,10,7,9,2],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[0.0,0.0,3.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":1,"position":[10.0,0.0,3.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":2,"position":[10.0,0.3,3.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":3,"position":[0.0,0.3,3.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":4,"position":[0.0,0.0,0.0],"tolerance":1e-9},{"id":5,"outgoing_halfedge":5,"position":[0.0,0.3,0.0],"tolerance":1e-9},{"id":6,"outgoing_halfedge":6,"position":[2.4999999999999996,0.30000000000000004,0.0],"tolerance":1e-9},{"id":7,"outgoing_halfedge":7,"position":[2.5,0.0,0.0],"tolerance":1e-9},{"id":8,"outgoing_halfedge":8,"position":[3.0773502691896253,0.3,0.0],"tolerance":1e-9},{"id":9,"outgoing_halfedge":9,"position":[10.0,0.3,0.0],"tolerance":1e-9},{"id":10,"outgoing_halfedge":10,"position":[10.0,0.0,0.0],"tolerance":1e-9},{"id":11,"outgoing_halfedge":11,"position":[3.0773502691896253,0.0,0.0],"tolerance":1e-9},{"id":12,"outgoing_halfedge":14,"position":[2.066987298107781,0.0,0.24999999999999956],"tolerance":1e-9},{"id":13,"outgoing_halfedge":15,"position":[3.1169872981077806,0.0,2.068653347947321],"tolerance":1e-9},{"id":14,"outgoing_halfedge":16,"position":[3.983012701892219,0.0,1.5686533479473213],"tolerance":1e-9},{"id":15,"outgoing_halfedge":27,"position":[3.9830127018922186,0.3,1.5686533479473206],"tolerance":1e-9},{"id":16,"outgoing_halfedge":28,"position":[3.11698729810778,0.3,2.06865334794732],"tolerance":1e-9},{"id":17,"outgoing_halfedge":29,"position":[2.0669872981077813,0.3,0.25000000000000017],"tolerance":1e-9}],"wires":[]}}}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/batch-matrix/planar.ten-flush-openings.json b/main/opengeometry/tests/fixtures/cases/batch-matrix/planar.ten-flush-openings.json
new file mode 100644
index 0000000..c4a9b85
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/batch-matrix/planar.ten-flush-openings.json
@@ -0,0 +1 @@
+{"cutters":[{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.0,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.5,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.5,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.5,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[1.5,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[1.5,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.5,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[1.0,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[1.0,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.0,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.5,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[1.5,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[1.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[1.5,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[1.5,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[1.0,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[1.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[1.5,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[1.5,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[1.0,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"opening-0","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"opening-0","entity":"opening-0","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":1.500000001,"lo":0.999999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"opening-0","entity":"opening-0","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":1.500000001,"lo":0.999999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"opening-0","entity":"opening-0","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.500000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"opening-0","entity":"opening-0","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"opening-0","entity":"opening-0","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.500000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"opening-0","entity":"opening-0","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[1.0,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[1.5,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[1.5,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[1.0,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[1.0,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[1.5,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[1.5,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[1.0,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.8,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.8,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.8,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.3,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.3,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.3,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[3.3,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[3.3,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.3,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.8,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.8,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.8,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[2.8,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.3,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[3.3,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[2.8,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.8,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[3.3,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[3.3,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[2.8,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[2.8,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[3.3,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[3.3,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[2.8,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"opening-1","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"opening-1","entity":"opening-1","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":3.300000001,"lo":2.7999999989999997},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"opening-1","entity":"opening-1","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":3.300000001,"lo":2.7999999989999997},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"opening-1","entity":"opening-1","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.500000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"opening-1","entity":"opening-1","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"opening-1","entity":"opening-1","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.500000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"opening-1","entity":"opening-1","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[2.8,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[3.3,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[3.3,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[2.8,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[2.8,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[3.3,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[3.3,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[2.8,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[4.6,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[4.6,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.6,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[5.1,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[5.1,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[5.1,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[5.1,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[5.1,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[5.1,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[4.6,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[4.6,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.6,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[4.6,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[5.1,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[5.1,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[4.6,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.6,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[5.1,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[5.1,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[4.6,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[4.6,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[5.1,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[5.1,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[4.6,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"opening-2","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"opening-2","entity":"opening-2","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":5.100000001,"lo":4.599999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"opening-2","entity":"opening-2","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":5.100000001,"lo":4.599999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"opening-2","entity":"opening-2","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.500000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"opening-2","entity":"opening-2","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"opening-2","entity":"opening-2","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.500000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"opening-2","entity":"opening-2","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[4.6,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[5.1,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[5.1,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[4.6,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[4.6,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[5.1,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[5.1,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[4.6,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[6.4,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[6.4,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[6.4,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[6.9,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[6.9,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[6.9,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[6.9,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[6.9,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[6.9,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[6.4,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[6.4,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[6.4,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[6.4,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.9,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[6.9,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[6.4,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.4,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[6.9,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[6.9,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[6.4,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[6.4,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[6.9,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[6.9,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[6.4,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"opening-3","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"opening-3","entity":"opening-3","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":6.900000001,"lo":6.399999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"opening-3","entity":"opening-3","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":6.900000001,"lo":6.399999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"opening-3","entity":"opening-3","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.500000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"opening-3","entity":"opening-3","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"opening-3","entity":"opening-3","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.500000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"opening-3","entity":"opening-3","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[6.4,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[6.9,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[6.9,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[6.4,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[6.4,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[6.9,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[6.9,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[6.4,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[8.2,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[8.2,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[8.2,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[8.7,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[8.7,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[8.7,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[8.7,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[8.7,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[8.7,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[8.2,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[8.2,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[8.2,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[8.2,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[8.7,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[8.7,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[8.2,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[8.2,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[8.7,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[8.7,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[8.2,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[8.2,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[8.7,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[8.7,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[8.2,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"opening-4","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"opening-4","entity":"opening-4","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":8.700000001,"lo":8.199999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"opening-4","entity":"opening-4","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":8.700000001,"lo":8.199999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"opening-4","entity":"opening-4","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.500000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"opening-4","entity":"opening-4","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"opening-4","entity":"opening-4","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.500000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"opening-4","entity":"opening-4","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[8.2,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[8.7,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[8.7,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[8.2,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[8.2,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[8.7,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[8.7,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[8.2,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[10.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[10.0,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[10.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[10.5,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[10.5,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[10.5,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[10.5,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[10.5,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[10.5,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[10.0,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[10.0,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[10.0,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[10.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[10.5,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[10.5,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[10.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[10.0,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[10.5,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[10.5,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[10.0,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[10.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[10.5,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[10.5,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[10.0,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"opening-5","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"opening-5","entity":"opening-5","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":10.500000001,"lo":9.999999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"opening-5","entity":"opening-5","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":10.500000001,"lo":9.999999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"opening-5","entity":"opening-5","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.500000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"opening-5","entity":"opening-5","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"opening-5","entity":"opening-5","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.500000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"opening-5","entity":"opening-5","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[10.0,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[10.5,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[10.5,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[10.0,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[10.0,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[10.5,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[10.5,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[10.0,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[11.8,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[11.8,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[11.8,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[12.3,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[12.3,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[12.3,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[12.3,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[12.3,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[12.3,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[11.8,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[11.8,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[11.8,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[11.8,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[12.3,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[12.3,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[11.8,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[11.8,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[12.3,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[12.3,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[11.8,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[11.8,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[12.3,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[12.3,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[11.8,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"opening-6","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"opening-6","entity":"opening-6","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":12.300000001,"lo":11.799999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"opening-6","entity":"opening-6","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":12.300000001,"lo":11.799999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"opening-6","entity":"opening-6","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.500000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"opening-6","entity":"opening-6","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"opening-6","entity":"opening-6","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.500000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"opening-6","entity":"opening-6","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[11.8,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[12.3,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[12.3,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[11.8,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[11.8,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[12.3,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[12.3,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[11.8,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[13.6,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[13.6,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[13.6,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[14.1,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[14.1,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[14.1,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[14.1,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[14.1,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[14.1,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[13.6,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[13.6,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[13.6,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[13.6,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[14.1,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[14.1,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[13.6,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[13.6,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[14.1,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[14.1,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[13.6,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[13.6,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[14.1,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[14.1,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[13.6,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"opening-7","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"opening-7","entity":"opening-7","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":14.100000001,"lo":13.599999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"opening-7","entity":"opening-7","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":14.100000001,"lo":13.599999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"opening-7","entity":"opening-7","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.500000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"opening-7","entity":"opening-7","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"opening-7","entity":"opening-7","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.500000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"opening-7","entity":"opening-7","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[13.6,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[14.1,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[14.1,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[13.6,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[13.6,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[14.1,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[14.1,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[13.6,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[15.4,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[15.4,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[15.4,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[15.9,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[15.9,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[15.9,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[15.9,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[15.9,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[15.9,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[15.4,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[15.4,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[15.4,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[15.4,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[15.9,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[15.9,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[15.4,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[15.4,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[15.9,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[15.9,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[15.4,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[15.4,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[15.9,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[15.9,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[15.4,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"opening-8","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"opening-8","entity":"opening-8","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":15.900000001,"lo":15.399999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"opening-8","entity":"opening-8","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":15.900000001,"lo":15.399999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"opening-8","entity":"opening-8","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.500000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"opening-8","entity":"opening-8","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"opening-8","entity":"opening-8","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.500000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"opening-8","entity":"opening-8","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[15.4,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[15.9,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[15.9,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[15.4,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[15.4,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[15.9,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[15.9,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[15.4,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[17.2,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[17.2,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[17.2,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[17.7,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[17.7,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[17.7,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[17.7,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[17.7,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[17.7,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[17.2,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[17.2,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[17.2,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[17.2,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[17.7,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[17.7,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[17.2,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[17.2,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[17.7,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[17.7,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[17.2,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[17.2,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[17.7,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[17.7,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[17.2,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"opening-9","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"opening-9","entity":"opening-9","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":17.700000001,"lo":17.199999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"opening-9","entity":"opening-9","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":17.700000001,"lo":17.199999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"opening-9","entity":"opening-9","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.500000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"opening-9","entity":"opening-9","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"opening-9","entity":"opening-9","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.500000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"opening-9","entity":"opening-9","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[17.2,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[17.7,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[17.7,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[17.2,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[17.2,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[17.7,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[17.7,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[17.2,0.3,2.1],"tolerance":1e-9}],"wires":[]}}],"handlers":["subtract_planar_cutters","boolean_rectilinear"],"host":{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[20.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[20.0,0.0,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[20.0,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[20.0,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[20.0,0.3,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[20.0,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.0,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.0,0.3,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.0,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[20.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[20.0,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[20.0,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[20.0,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[0.0,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[20.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[20.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[20.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[20.0,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"host","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":20.0,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":20.0,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":20.0,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":20.0,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"host","entity":"host","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":20.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"host","entity":"host","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":20.000000001,"lo":-1e-9},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"host","entity":"host","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":20.000000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"host","entity":"host","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"host","entity":"host","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":20.000000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"host","entity":"host","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[0.0,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[20.0,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[20.0,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[0.0,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[0.0,0.0,3.0],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[20.0,0.0,3.0],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[20.0,0.3,3.0],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[0.0,0.3,3.0],"tolerance":1e-9}],"wires":[]}},"result":{"brep":{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.0,0.3,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.0,0.0,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.0,0.3,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.0,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.3,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.3,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.0,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.0,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.0,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.0,0.0,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,3.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.3,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.0,0.3,2.1]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.0,0.0,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.5,0.0,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.0,0.0,3.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.0,0.0,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.0,0.3,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.5,0.3,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.0,0.3,2.1]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.5,0.0,2.1]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.5,0.0,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.5,0.3,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.5,0.0,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.5,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.8,0.0,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.8,0.3,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.8,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.8,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.5,0.0,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.5,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.5,0.3,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.5,0.3,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.8,0.0,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.5,0.0,3.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.5,0.3,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.8,0.3,2.1]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.8,0.0,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.3,0.0,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.8,0.0,3.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.8,0.0,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.8,0.3,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.3,0.3,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.8,0.3,2.1]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.3,0.0,2.1]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.3,0.0,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.3,0.3,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.3,0.0,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.3,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[4.6,0.0,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.6,0.3,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[4.6,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.6,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.3,0.0,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.3,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.3,0.3,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.3,0.3,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.6,0.0,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.3,0.0,3.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.3,0.3,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.6,0.3,2.1]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[4.6,0.0,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[5.1,0.0,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[4.6,0.0,3.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[4.6,0.0,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[4.6,0.3,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[5.1,0.3,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[4.6,0.3,2.1]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[5.1,0.0,2.1]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[5.1,0.0,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[5.1,0.3,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[5.1,0.0,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[5.1,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[6.4,0.0,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[6.4,0.3,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[6.4,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[6.4,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[5.1,0.0,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[5.1,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[5.1,0.3,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[5.1,0.3,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[6.4,0.0,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[5.1,0.0,3.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[5.1,0.3,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[6.4,0.3,2.1]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[6.4,0.0,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[6.9,0.0,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[6.4,0.0,3.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[6.4,0.0,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[6.4,0.3,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[6.9,0.3,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[6.4,0.3,2.1]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[6.9,0.0,2.1]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[6.9,0.0,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[6.9,0.3,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[6.9,0.0,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[6.9,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[8.2,0.0,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[8.2,0.3,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[8.2,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[8.2,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[6.9,0.0,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[6.9,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[6.9,0.3,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[6.9,0.3,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[8.2,0.0,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[6.9,0.0,3.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[6.9,0.3,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[8.2,0.3,2.1]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[8.2,0.0,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[8.7,0.0,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[8.2,0.0,3.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[8.2,0.0,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[8.2,0.3,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[8.7,0.3,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[8.2,0.3,2.1]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[8.7,0.0,2.1]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[8.7,0.0,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[8.7,0.3,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[8.7,0.0,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[8.7,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[10.0,0.0,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[10.0,0.3,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[10.0,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[10.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[8.7,0.0,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[8.7,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[8.7,0.3,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[8.7,0.3,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[10.0,0.0,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[8.7,0.0,3.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[8.7,0.3,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[10.0,0.3,2.1]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[10.0,0.0,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[10.5,0.0,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[10.0,0.0,3.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[10.0,0.0,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[10.0,0.3,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[10.5,0.3,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[10.0,0.3,2.1]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[10.5,0.0,2.1]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[10.5,0.0,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[10.5,0.3,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[10.5,0.0,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[10.5,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[11.8,0.0,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[11.8,0.3,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[11.8,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[11.8,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[10.5,0.0,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[10.5,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[10.5,0.3,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[10.5,0.3,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[11.8,0.0,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[10.5,0.0,3.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[10.5,0.3,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[11.8,0.3,2.1]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[11.8,0.0,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[12.3,0.0,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[11.8,0.0,3.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[11.8,0.0,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[11.8,0.3,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[12.3,0.3,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[11.8,0.3,2.1]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[12.3,0.0,2.1]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[12.3,0.0,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[12.3,0.3,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[12.3,0.0,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[12.3,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[13.6,0.0,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[13.6,0.3,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[13.6,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[13.6,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[12.3,0.0,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[12.3,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[12.3,0.3,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[12.3,0.3,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[13.6,0.0,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[12.3,0.0,3.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[12.3,0.3,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[13.6,0.3,2.1]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[13.6,0.0,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[14.1,0.0,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[13.6,0.0,3.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[13.6,0.0,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[13.6,0.3,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[14.1,0.3,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[13.6,0.3,2.1]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[14.1,0.0,2.1]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[14.1,0.0,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[14.1,0.3,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[14.1,0.0,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[14.1,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[15.4,0.0,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[15.4,0.3,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[15.4,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[15.4,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[14.1,0.0,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[14.1,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[14.1,0.3,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[14.1,0.3,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[15.4,0.0,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[14.1,0.0,3.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[14.1,0.3,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[15.4,0.3,2.1]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[15.4,0.0,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[15.9,0.0,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[15.4,0.0,3.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[15.4,0.0,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[15.4,0.3,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[15.9,0.3,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[15.4,0.3,2.1]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[15.9,0.0,2.1]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[15.9,0.0,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[15.9,0.3,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[15.9,0.0,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[15.9,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[17.2,0.0,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[17.2,0.3,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[17.2,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[17.2,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[15.9,0.0,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[15.9,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[15.9,0.3,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[15.9,0.3,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[17.2,0.0,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[15.9,0.0,3.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[15.9,0.3,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[17.2,0.3,2.1]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[17.2,0.0,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[17.7,0.0,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[17.2,0.0,3.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[17.2,0.0,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[17.2,0.3,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[17.7,0.3,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[17.2,0.3,2.1]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[17.7,0.0,2.1]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[17.7,0.0,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[17.7,0.3,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[17.7,0.0,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[17.7,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[20.0,0.0,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[20.0,0.3,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[20.0,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[20.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[17.7,0.0,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[17.7,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[17.7,0.3,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[17.7,0.3,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[20.0,0.3,2.1]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[20.0,0.0,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[20.0,0.0,2.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[17.7,0.0,3.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[17.7,0.3,3.0]}],"intersections":[],"pcurves":[{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.3,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.3,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[20.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[20.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[19.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[20.0,0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[0.0,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[1.0,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[0.0,-0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.0,-0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.3,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.3,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[20.0,2.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[20.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[19.0,2.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[20.0,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.5,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[19.0,2.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[19.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[18.5,2.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[19.0,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.3,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.8,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.5,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.5,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[18.5,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[18.5,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[17.2,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[18.5,0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[1.5,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[2.8,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[1.5,-0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[1.5,-0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.8,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.5,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.5,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.5,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[18.5,2.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[18.5,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[17.2,2.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[18.5,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.5,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.8,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.5,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.5,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.3,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.8,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.8,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.8,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[17.2,2.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[17.2,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[16.7,2.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[17.2,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.8,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.8,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.8,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.8,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.8,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.8,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.3,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.6,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[3.3,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[3.3,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[16.7,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[16.7,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[15.4,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[16.7,0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[3.3,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[4.6,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[3.3,-0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[3.3,-0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.6,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[3.3,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.3,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[3.3,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[16.7,2.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[16.7,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[15.4,2.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[16.7,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[3.3,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.6,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[3.3,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.3,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[5.1,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[4.6,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.6,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[4.6,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[15.4,2.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[15.4,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[14.9,2.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[15.4,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[4.6,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[5.1,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[4.6,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.6,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[4.6,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[5.1,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[4.6,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.6,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.3,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[5.1,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[5.1,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[5.1,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[14.9,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[14.9,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[13.6,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[14.9,0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[5.1,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[6.4,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[5.1,-0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[5.1,-0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.4,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[5.1,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[5.1,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[5.1,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[14.9,2.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[14.9,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[13.6,2.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[14.9,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[5.1,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[5.1,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[5.1,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.9,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[6.4,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.4,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[6.4,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[13.6,2.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[13.6,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[13.1,2.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[13.6,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[6.4,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.9,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[6.4,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[6.4,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.9,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[6.4,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.3,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[8.2,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[6.9,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.9,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[6.9,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[13.1,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[13.1,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[11.8,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[13.1,0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[6.9,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[8.2,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[6.9,-0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[6.9,-0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[8.2,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[6.9,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.9,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[6.9,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[13.1,2.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[13.1,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[11.8,2.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[13.1,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[6.9,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[8.2,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[6.9,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.9,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[8.7,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[8.2,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[8.2,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[8.2,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[11.8,2.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[11.8,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[11.3,2.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[11.8,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[8.2,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[8.7,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[8.2,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[8.2,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[8.2,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[8.7,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[8.2,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[8.2,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.3,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[10.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[8.7,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[8.7,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[8.7,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[11.3,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[11.3,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[10.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[11.3,0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[8.7,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[10.0,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[8.7,-0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[8.7,-0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[10.0,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[8.7,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[8.7,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[8.7,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[11.3,2.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[11.3,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[10.0,2.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[11.3,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[8.7,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[10.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[8.7,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[8.7,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[10.5,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[10.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[10.0,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[10.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[10.0,2.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[10.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[9.5,2.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[10.0,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[10.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[10.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[10.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[10.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[10.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[10.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[10.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[10.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.3,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[11.8,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[10.5,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[10.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[10.5,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[9.5,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[9.5,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[8.2,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[9.5,0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[10.5,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[11.8,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[10.5,-0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[10.5,-0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[11.8,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[10.5,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[10.5,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[10.5,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[9.5,2.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[9.5,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[8.2,2.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[9.5,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[10.5,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[11.8,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[10.5,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[10.5,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[12.3,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[11.8,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[11.8,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[11.8,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[8.2,2.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[8.2,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[7.699999999999999,2.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[8.2,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[11.8,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[12.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[11.8,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[11.8,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[11.8,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[12.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[11.8,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[11.8,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.3,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[13.6,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[12.3,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[12.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[12.3,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[7.699999999999999,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[7.699999999999999,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.4,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[7.699999999999999,0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[12.3,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[13.6,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[12.3,-0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[12.3,-0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[13.6,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[12.3,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[12.3,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[12.3,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[7.699999999999999,2.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[7.699999999999999,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.4,2.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[7.699999999999999,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[12.3,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[13.6,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[12.3,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[12.3,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[14.1,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[13.6,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[13.6,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[13.6,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.4,2.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[6.4,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[5.9,2.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[6.4,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[13.6,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[14.1,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[13.6,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[13.6,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[13.6,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[14.1,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[13.6,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[13.6,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.3,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[15.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[14.1,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[14.1,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[14.1,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[5.9,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[5.9,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.6,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[5.9,0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[14.1,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[15.4,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[14.1,-0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[14.1,-0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[15.4,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[14.1,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[14.1,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[14.1,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[5.9,2.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[5.9,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.6,2.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[5.9,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[14.1,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[15.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[14.1,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[14.1,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[15.9,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[15.4,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[15.4,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[15.4,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.6,2.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[4.6,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.1,2.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[4.6,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[15.4,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[15.9,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[15.4,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[15.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[15.4,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[15.9,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[15.4,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[15.4,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.3,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[17.2,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[15.9,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[15.9,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[15.9,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.1,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[4.1,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.8000000000000007,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[4.1,0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[15.9,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[17.2,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[15.9,-0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[15.9,-0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[17.2,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[15.9,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[15.9,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[15.9,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.1,2.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[4.1,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.8000000000000007,2.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[4.1,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[15.9,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[17.2,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[15.9,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[15.9,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[17.7,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[17.2,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[17.2,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[17.2,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.8000000000000007,2.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.8000000000000007,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.3000000000000007,2.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.8000000000000007,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[17.2,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[17.7,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[17.2,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[17.2,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[17.2,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[17.7,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[17.2,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[17.2,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[20.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[17.7,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[17.7,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[17.7,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.3000000000000007,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.3000000000000007,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.3000000000000007,0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[17.7,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[20.0,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[17.7,-0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[17.7,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[20.0,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[17.7,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[17.7,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[17.7,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.3000000000000007,2.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.3000000000000007,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.3000000000000007,2.1]},{"direction":[1.0,0.0],"kind":"Line2","origin":[17.7,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[20.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[17.7,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[17.7,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[1.0,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[20.0,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[20.0,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[20.0,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[1.5,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[2.8,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[20.0,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[20.0,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[20.0,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[3.3,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[4.6,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[20.0,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[20.0,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[20.0,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[5.1,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[6.4,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[20.0,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[20.0,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[20.0,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[6.9,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[8.2,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[20.0,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[20.0,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[20.0,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[8.7,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[10.0,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[20.0,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[20.0,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[20.0,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[10.5,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[11.8,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[20.0,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[20.0,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[20.0,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[12.3,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[13.6,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[20.0,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[20.0,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[20.0,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[14.1,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[15.4,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[20.0,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[20.0,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[20.0,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[15.9,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[17.2,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[20.0,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[20.0,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[20.0,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[17.7,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[20.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[20.0,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[20.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[20.0,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"}]},"id":"batch-planar.ten-flush-openings","quality":{"kind":"Analytic"},"revision":1,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":0,"id":0,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":1,"id":1,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":2,"id":2,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":3,"id":3,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":4,"tolerance":1e-9,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":5,"id":5,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":6,"tolerance":1e-9,"twin_halfedge":47},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":7,"id":7,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":9,"id":8,"tolerance":1e-9,"twin_halfedge":27},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":11,"id":9,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":13,"id":10,"tolerance":1e-9,"twin_halfedge":31},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":15,"id":11,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":12,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":20,"id":12,"tolerance":1e-9,"twin_halfedge":35},{"chart_seam":false,"geometry":{"curve":13,"kind":"Curve","range":{"hi":0.8999999999999999,"lo":0.0}},"halfedge":21,"id":13,"tolerance":1e-9,"twin_halfedge":28},{"chart_seam":false,"geometry":{"curve":14,"kind":"Curve","range":{"hi":0.8999999999999999,"lo":0.0}},"halfedge":23,"id":14,"tolerance":1e-9,"twin_halfedge":26},{"chart_seam":false,"geometry":{"curve":15,"kind":"Curve","range":{"hi":0.8999999999999999,"lo":0.0}},"halfedge":24,"id":15,"tolerance":1e-9,"twin_halfedge":38},{"chart_seam":false,"geometry":{"curve":16,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":25,"id":16,"tolerance":1e-9,"twin_halfedge":32},{"chart_seam":false,"geometry":{"curve":17,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":29,"id":17,"tolerance":1e-9,"twin_halfedge":34},{"chart_seam":false,"geometry":{"curve":18,"kind":"Curve","range":{"hi":0.8999999999999999,"lo":0.0}},"halfedge":30,"id":18,"tolerance":1e-9,"twin_halfedge":40},{"chart_seam":false,"geometry":{"curve":19,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":33,"id":19,"tolerance":1e-9,"twin_halfedge":51},{"chart_seam":false,"geometry":{"curve":20,"kind":"Curve","range":{"hi":0.8999999999999999,"lo":0.0}},"halfedge":36,"id":20,"tolerance":1e-9,"twin_halfedge":74},{"chart_seam":false,"geometry":{"curve":21,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":37,"id":21,"tolerance":1e-9,"twin_halfedge":48},{"chart_seam":false,"geometry":{"curve":22,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":39,"id":22,"tolerance":1e-9,"twin_halfedge":46},{"chart_seam":false,"geometry":{"curve":23,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":41,"id":23,"tolerance":1e-9,"twin_halfedge":50},{"chart_seam":false,"geometry":{"curve":24,"kind":"Curve","range":{"hi":0.8999999999999999,"lo":0.0}},"halfedge":42,"id":24,"tolerance":1e-9,"twin_halfedge":76},{"chart_seam":false,"geometry":{"curve":25,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":43,"id":25,"tolerance":1e-9,"twin_halfedge":44},{"chart_seam":false,"geometry":{"curve":26,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":45,"id":26,"tolerance":1e-9,"twin_halfedge":52},{"chart_seam":false,"geometry":{"curve":27,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":49,"id":27,"tolerance":1e-9,"twin_halfedge":83},{"chart_seam":false,"geometry":{"curve":28,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":53,"id":28,"tolerance":1e-9,"twin_halfedge":64},{"chart_seam":false,"geometry":{"curve":29,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":54,"id":29,"tolerance":1e-9,"twin_halfedge":71},{"chart_seam":false,"geometry":{"curve":30,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":55,"id":30,"tolerance":1e-9,"twin_halfedge":62},{"chart_seam":false,"geometry":{"curve":31,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":56,"id":31,"tolerance":1e-9,"twin_halfedge":69},{"chart_seam":false,"geometry":{"curve":32,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":57,"id":32,"tolerance":1e-9,"twin_halfedge":66},{"chart_seam":false,"geometry":{"curve":33,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":58,"id":33,"tolerance":1e-9,"twin_halfedge":95},{"chart_seam":false,"geometry":{"curve":34,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":59,"id":34,"tolerance":1e-9,"twin_halfedge":60},{"chart_seam":false,"geometry":{"curve":35,"kind":"Curve","range":{"hi":1.2999999999999998,"lo":0.0}},"halfedge":61,"id":35,"tolerance":1e-9,"twin_halfedge":75},{"chart_seam":false,"geometry":{"curve":36,"kind":"Curve","range":{"hi":1.2999999999999998,"lo":0.0}},"halfedge":63,"id":36,"tolerance":1e-9,"twin_halfedge":70},{"chart_seam":false,"geometry":{"curve":37,"kind":"Curve","range":{"hi":1.2999999999999998,"lo":0.0}},"halfedge":65,"id":37,"tolerance":1e-9,"twin_halfedge":79},{"chart_seam":false,"geometry":{"curve":38,"kind":"Curve","range":{"hi":1.2999999999999998,"lo":0.0}},"halfedge":67,"id":38,"tolerance":1e-9,"twin_halfedge":68},{"chart_seam":false,"geometry":{"curve":39,"kind":"Curve","range":{"hi":0.8999999999999999,"lo":0.0}},"halfedge":72,"id":39,"tolerance":1e-9,"twin_halfedge":86},{"chart_seam":false,"geometry":{"curve":40,"kind":"Curve","range":{"hi":1.2999999999999998,"lo":0.0}},"halfedge":73,"id":40,"tolerance":1e-9,"twin_halfedge":80},{"chart_seam":false,"geometry":{"curve":41,"kind":"Curve","range":{"hi":1.2999999999999998,"lo":0.0}},"halfedge":77,"id":41,"tolerance":1e-9,"twin_halfedge":82},{"chart_seam":false,"geometry":{"curve":42,"kind":"Curve","range":{"hi":0.8999999999999999,"lo":0.0}},"halfedge":78,"id":42,"tolerance":1e-9,"twin_halfedge":88},{"chart_seam":false,"geometry":{"curve":43,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":81,"id":43,"tolerance":1e-9,"twin_halfedge":99},{"chart_seam":false,"geometry":{"curve":44,"kind":"Curve","range":{"hi":0.8999999999999999,"lo":0.0}},"halfedge":84,"id":44,"tolerance":1e-9,"twin_halfedge":122},{"chart_seam":false,"geometry":{"curve":45,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":85,"id":45,"tolerance":1e-9,"twin_halfedge":96},{"chart_seam":false,"geometry":{"curve":46,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":87,"id":46,"tolerance":1e-9,"twin_halfedge":94},{"chart_seam":false,"geometry":{"curve":47,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":89,"id":47,"tolerance":1e-9,"twin_halfedge":98},{"chart_seam":false,"geometry":{"curve":48,"kind":"Curve","range":{"hi":0.8999999999999999,"lo":0.0}},"halfedge":90,"id":48,"tolerance":1e-9,"twin_halfedge":124},{"chart_seam":false,"geometry":{"curve":49,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":91,"id":49,"tolerance":1e-9,"twin_halfedge":92},{"chart_seam":false,"geometry":{"curve":50,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":93,"id":50,"tolerance":1e-9,"twin_halfedge":100},{"chart_seam":false,"geometry":{"curve":51,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":97,"id":51,"tolerance":1e-9,"twin_halfedge":131},{"chart_seam":false,"geometry":{"curve":52,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":101,"id":52,"tolerance":1e-9,"twin_halfedge":112},{"chart_seam":false,"geometry":{"curve":53,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":102,"id":53,"tolerance":1e-9,"twin_halfedge":119},{"chart_seam":false,"geometry":{"curve":54,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":103,"id":54,"tolerance":1e-9,"twin_halfedge":110},{"chart_seam":false,"geometry":{"curve":55,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":104,"id":55,"tolerance":1e-9,"twin_halfedge":117},{"chart_seam":false,"geometry":{"curve":56,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":105,"id":56,"tolerance":1e-9,"twin_halfedge":114},{"chart_seam":false,"geometry":{"curve":57,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":106,"id":57,"tolerance":1e-9,"twin_halfedge":143},{"chart_seam":false,"geometry":{"curve":58,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":107,"id":58,"tolerance":1e-9,"twin_halfedge":108},{"chart_seam":false,"geometry":{"curve":59,"kind":"Curve","range":{"hi":1.2999999999999998,"lo":0.0}},"halfedge":109,"id":59,"tolerance":1e-9,"twin_halfedge":123},{"chart_seam":false,"geometry":{"curve":60,"kind":"Curve","range":{"hi":1.2999999999999998,"lo":0.0}},"halfedge":111,"id":60,"tolerance":1e-9,"twin_halfedge":118},{"chart_seam":false,"geometry":{"curve":61,"kind":"Curve","range":{"hi":1.2999999999999998,"lo":0.0}},"halfedge":113,"id":61,"tolerance":1e-9,"twin_halfedge":127},{"chart_seam":false,"geometry":{"curve":62,"kind":"Curve","range":{"hi":1.2999999999999998,"lo":0.0}},"halfedge":115,"id":62,"tolerance":1e-9,"twin_halfedge":116},{"chart_seam":false,"geometry":{"curve":63,"kind":"Curve","range":{"hi":0.8999999999999999,"lo":0.0}},"halfedge":120,"id":63,"tolerance":1e-9,"twin_halfedge":134},{"chart_seam":false,"geometry":{"curve":64,"kind":"Curve","range":{"hi":1.2999999999999998,"lo":0.0}},"halfedge":121,"id":64,"tolerance":1e-9,"twin_halfedge":128},{"chart_seam":false,"geometry":{"curve":65,"kind":"Curve","range":{"hi":1.2999999999999998,"lo":0.0}},"halfedge":125,"id":65,"tolerance":1e-9,"twin_halfedge":130},{"chart_seam":false,"geometry":{"curve":66,"kind":"Curve","range":{"hi":0.8999999999999999,"lo":0.0}},"halfedge":126,"id":66,"tolerance":1e-9,"twin_halfedge":136},{"chart_seam":false,"geometry":{"curve":67,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":129,"id":67,"tolerance":1e-9,"twin_halfedge":147},{"chart_seam":false,"geometry":{"curve":68,"kind":"Curve","range":{"hi":0.8999999999999999,"lo":0.0}},"halfedge":132,"id":68,"tolerance":1e-9,"twin_halfedge":170},{"chart_seam":false,"geometry":{"curve":69,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":133,"id":69,"tolerance":1e-9,"twin_halfedge":144},{"chart_seam":false,"geometry":{"curve":70,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":135,"id":70,"tolerance":1e-9,"twin_halfedge":142},{"chart_seam":false,"geometry":{"curve":71,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":137,"id":71,"tolerance":1e-9,"twin_halfedge":146},{"chart_seam":false,"geometry":{"curve":72,"kind":"Curve","range":{"hi":0.8999999999999999,"lo":0.0}},"halfedge":138,"id":72,"tolerance":1e-9,"twin_halfedge":172},{"chart_seam":false,"geometry":{"curve":73,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":139,"id":73,"tolerance":1e-9,"twin_halfedge":140},{"chart_seam":false,"geometry":{"curve":74,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":141,"id":74,"tolerance":1e-9,"twin_halfedge":148},{"chart_seam":false,"geometry":{"curve":75,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":145,"id":75,"tolerance":1e-9,"twin_halfedge":179},{"chart_seam":false,"geometry":{"curve":76,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":149,"id":76,"tolerance":1e-9,"twin_halfedge":160},{"chart_seam":false,"geometry":{"curve":77,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":150,"id":77,"tolerance":1e-9,"twin_halfedge":167},{"chart_seam":false,"geometry":{"curve":78,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":151,"id":78,"tolerance":1e-9,"twin_halfedge":158},{"chart_seam":false,"geometry":{"curve":79,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":152,"id":79,"tolerance":1e-9,"twin_halfedge":165},{"chart_seam":false,"geometry":{"curve":80,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":153,"id":80,"tolerance":1e-9,"twin_halfedge":162},{"chart_seam":false,"geometry":{"curve":81,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":154,"id":81,"tolerance":1e-9,"twin_halfedge":191},{"chart_seam":false,"geometry":{"curve":82,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":155,"id":82,"tolerance":1e-9,"twin_halfedge":156},{"chart_seam":false,"geometry":{"curve":83,"kind":"Curve","range":{"hi":1.3000000000000007,"lo":0.0}},"halfedge":157,"id":83,"tolerance":1e-9,"twin_halfedge":171},{"chart_seam":false,"geometry":{"curve":84,"kind":"Curve","range":{"hi":1.3000000000000007,"lo":0.0}},"halfedge":159,"id":84,"tolerance":1e-9,"twin_halfedge":166},{"chart_seam":false,"geometry":{"curve":85,"kind":"Curve","range":{"hi":1.3000000000000007,"lo":0.0}},"halfedge":161,"id":85,"tolerance":1e-9,"twin_halfedge":175},{"chart_seam":false,"geometry":{"curve":86,"kind":"Curve","range":{"hi":1.3000000000000007,"lo":0.0}},"halfedge":163,"id":86,"tolerance":1e-9,"twin_halfedge":164},{"chart_seam":false,"geometry":{"curve":87,"kind":"Curve","range":{"hi":0.8999999999999999,"lo":0.0}},"halfedge":168,"id":87,"tolerance":1e-9,"twin_halfedge":182},{"chart_seam":false,"geometry":{"curve":88,"kind":"Curve","range":{"hi":1.3000000000000007,"lo":0.0}},"halfedge":169,"id":88,"tolerance":1e-9,"twin_halfedge":176},{"chart_seam":false,"geometry":{"curve":89,"kind":"Curve","range":{"hi":1.3000000000000007,"lo":0.0}},"halfedge":173,"id":89,"tolerance":1e-9,"twin_halfedge":178},{"chart_seam":false,"geometry":{"curve":90,"kind":"Curve","range":{"hi":0.8999999999999999,"lo":0.0}},"halfedge":174,"id":90,"tolerance":1e-9,"twin_halfedge":184},{"chart_seam":false,"geometry":{"curve":91,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":177,"id":91,"tolerance":1e-9,"twin_halfedge":195},{"chart_seam":false,"geometry":{"curve":92,"kind":"Curve","range":{"hi":0.8999999999999999,"lo":0.0}},"halfedge":180,"id":92,"tolerance":1e-9,"twin_halfedge":218},{"chart_seam":false,"geometry":{"curve":93,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":181,"id":93,"tolerance":1e-9,"twin_halfedge":192},{"chart_seam":false,"geometry":{"curve":94,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":183,"id":94,"tolerance":1e-9,"twin_halfedge":190},{"chart_seam":false,"geometry":{"curve":95,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":185,"id":95,"tolerance":1e-9,"twin_halfedge":194},{"chart_seam":false,"geometry":{"curve":96,"kind":"Curve","range":{"hi":0.8999999999999999,"lo":0.0}},"halfedge":186,"id":96,"tolerance":1e-9,"twin_halfedge":220},{"chart_seam":false,"geometry":{"curve":97,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":187,"id":97,"tolerance":1e-9,"twin_halfedge":188},{"chart_seam":false,"geometry":{"curve":98,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":189,"id":98,"tolerance":1e-9,"twin_halfedge":196},{"chart_seam":false,"geometry":{"curve":99,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":193,"id":99,"tolerance":1e-9,"twin_halfedge":227},{"chart_seam":false,"geometry":{"curve":100,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":197,"id":100,"tolerance":1e-9,"twin_halfedge":208},{"chart_seam":false,"geometry":{"curve":101,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":198,"id":101,"tolerance":1e-9,"twin_halfedge":215},{"chart_seam":false,"geometry":{"curve":102,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":199,"id":102,"tolerance":1e-9,"twin_halfedge":206},{"chart_seam":false,"geometry":{"curve":103,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":200,"id":103,"tolerance":1e-9,"twin_halfedge":213},{"chart_seam":false,"geometry":{"curve":104,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":201,"id":104,"tolerance":1e-9,"twin_halfedge":210},{"chart_seam":false,"geometry":{"curve":105,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":202,"id":105,"tolerance":1e-9,"twin_halfedge":239},{"chart_seam":false,"geometry":{"curve":106,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":203,"id":106,"tolerance":1e-9,"twin_halfedge":204},{"chart_seam":false,"geometry":{"curve":107,"kind":"Curve","range":{"hi":1.299999999999999,"lo":0.0}},"halfedge":205,"id":107,"tolerance":1e-9,"twin_halfedge":219},{"chart_seam":false,"geometry":{"curve":108,"kind":"Curve","range":{"hi":1.299999999999999,"lo":0.0}},"halfedge":207,"id":108,"tolerance":1e-9,"twin_halfedge":214},{"chart_seam":false,"geometry":{"curve":109,"kind":"Curve","range":{"hi":1.299999999999999,"lo":0.0}},"halfedge":209,"id":109,"tolerance":1e-9,"twin_halfedge":223},{"chart_seam":false,"geometry":{"curve":110,"kind":"Curve","range":{"hi":1.299999999999999,"lo":0.0}},"halfedge":211,"id":110,"tolerance":1e-9,"twin_halfedge":212},{"chart_seam":false,"geometry":{"curve":111,"kind":"Curve","range":{"hi":0.8999999999999999,"lo":0.0}},"halfedge":216,"id":111,"tolerance":1e-9,"twin_halfedge":230},{"chart_seam":false,"geometry":{"curve":112,"kind":"Curve","range":{"hi":1.299999999999999,"lo":0.0}},"halfedge":217,"id":112,"tolerance":1e-9,"twin_halfedge":224},{"chart_seam":false,"geometry":{"curve":113,"kind":"Curve","range":{"hi":1.299999999999999,"lo":0.0}},"halfedge":221,"id":113,"tolerance":1e-9,"twin_halfedge":226},{"chart_seam":false,"geometry":{"curve":114,"kind":"Curve","range":{"hi":0.8999999999999999,"lo":0.0}},"halfedge":222,"id":114,"tolerance":1e-9,"twin_halfedge":232},{"chart_seam":false,"geometry":{"curve":115,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":225,"id":115,"tolerance":1e-9,"twin_halfedge":243},{"chart_seam":false,"geometry":{"curve":116,"kind":"Curve","range":{"hi":0.8999999999999999,"lo":0.0}},"halfedge":228,"id":116,"tolerance":1e-9,"twin_halfedge":266},{"chart_seam":false,"geometry":{"curve":117,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":229,"id":117,"tolerance":1e-9,"twin_halfedge":240},{"chart_seam":false,"geometry":{"curve":118,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":231,"id":118,"tolerance":1e-9,"twin_halfedge":238},{"chart_seam":false,"geometry":{"curve":119,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":233,"id":119,"tolerance":1e-9,"twin_halfedge":242},{"chart_seam":false,"geometry":{"curve":120,"kind":"Curve","range":{"hi":0.8999999999999999,"lo":0.0}},"halfedge":234,"id":120,"tolerance":1e-9,"twin_halfedge":268},{"chart_seam":false,"geometry":{"curve":121,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":235,"id":121,"tolerance":1e-9,"twin_halfedge":236},{"chart_seam":false,"geometry":{"curve":122,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":237,"id":122,"tolerance":1e-9,"twin_halfedge":244},{"chart_seam":false,"geometry":{"curve":123,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":241,"id":123,"tolerance":1e-9,"twin_halfedge":275},{"chart_seam":false,"geometry":{"curve":124,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":245,"id":124,"tolerance":1e-9,"twin_halfedge":256},{"chart_seam":false,"geometry":{"curve":125,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":246,"id":125,"tolerance":1e-9,"twin_halfedge":263},{"chart_seam":false,"geometry":{"curve":126,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":247,"id":126,"tolerance":1e-9,"twin_halfedge":254},{"chart_seam":false,"geometry":{"curve":127,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":248,"id":127,"tolerance":1e-9,"twin_halfedge":261},{"chart_seam":false,"geometry":{"curve":128,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":249,"id":128,"tolerance":1e-9,"twin_halfedge":258},{"chart_seam":false,"geometry":{"curve":129,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":250,"id":129,"tolerance":1e-9,"twin_halfedge":287},{"chart_seam":false,"geometry":{"curve":130,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":251,"id":130,"tolerance":1e-9,"twin_halfedge":252},{"chart_seam":false,"geometry":{"curve":131,"kind":"Curve","range":{"hi":1.3000000000000007,"lo":0.0}},"halfedge":253,"id":131,"tolerance":1e-9,"twin_halfedge":267},{"chart_seam":false,"geometry":{"curve":132,"kind":"Curve","range":{"hi":1.3000000000000007,"lo":0.0}},"halfedge":255,"id":132,"tolerance":1e-9,"twin_halfedge":262},{"chart_seam":false,"geometry":{"curve":133,"kind":"Curve","range":{"hi":1.3000000000000007,"lo":0.0}},"halfedge":257,"id":133,"tolerance":1e-9,"twin_halfedge":271},{"chart_seam":false,"geometry":{"curve":134,"kind":"Curve","range":{"hi":1.3000000000000007,"lo":0.0}},"halfedge":259,"id":134,"tolerance":1e-9,"twin_halfedge":260},{"chart_seam":false,"geometry":{"curve":135,"kind":"Curve","range":{"hi":0.8999999999999999,"lo":0.0}},"halfedge":264,"id":135,"tolerance":1e-9,"twin_halfedge":278},{"chart_seam":false,"geometry":{"curve":136,"kind":"Curve","range":{"hi":1.3000000000000007,"lo":0.0}},"halfedge":265,"id":136,"tolerance":1e-9,"twin_halfedge":272},{"chart_seam":false,"geometry":{"curve":137,"kind":"Curve","range":{"hi":1.3000000000000007,"lo":0.0}},"halfedge":269,"id":137,"tolerance":1e-9,"twin_halfedge":274},{"chart_seam":false,"geometry":{"curve":138,"kind":"Curve","range":{"hi":0.8999999999999999,"lo":0.0}},"halfedge":270,"id":138,"tolerance":1e-9,"twin_halfedge":280},{"chart_seam":false,"geometry":{"curve":139,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":273,"id":139,"tolerance":1e-9,"twin_halfedge":291},{"chart_seam":false,"geometry":{"curve":140,"kind":"Curve","range":{"hi":0.8999999999999999,"lo":0.0}},"halfedge":276,"id":140,"tolerance":1e-9,"twin_halfedge":314},{"chart_seam":false,"geometry":{"curve":141,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":277,"id":141,"tolerance":1e-9,"twin_halfedge":288},{"chart_seam":false,"geometry":{"curve":142,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":279,"id":142,"tolerance":1e-9,"twin_halfedge":286},{"chart_seam":false,"geometry":{"curve":143,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":281,"id":143,"tolerance":1e-9,"twin_halfedge":290},{"chart_seam":false,"geometry":{"curve":144,"kind":"Curve","range":{"hi":0.8999999999999999,"lo":0.0}},"halfedge":282,"id":144,"tolerance":1e-9,"twin_halfedge":316},{"chart_seam":false,"geometry":{"curve":145,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":283,"id":145,"tolerance":1e-9,"twin_halfedge":284},{"chart_seam":false,"geometry":{"curve":146,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":285,"id":146,"tolerance":1e-9,"twin_halfedge":292},{"chart_seam":false,"geometry":{"curve":147,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":289,"id":147,"tolerance":1e-9,"twin_halfedge":323},{"chart_seam":false,"geometry":{"curve":148,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":293,"id":148,"tolerance":1e-9,"twin_halfedge":304},{"chart_seam":false,"geometry":{"curve":149,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":294,"id":149,"tolerance":1e-9,"twin_halfedge":311},{"chart_seam":false,"geometry":{"curve":150,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":295,"id":150,"tolerance":1e-9,"twin_halfedge":302},{"chart_seam":false,"geometry":{"curve":151,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":296,"id":151,"tolerance":1e-9,"twin_halfedge":309},{"chart_seam":false,"geometry":{"curve":152,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":297,"id":152,"tolerance":1e-9,"twin_halfedge":306},{"chart_seam":false,"geometry":{"curve":153,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":298,"id":153,"tolerance":1e-9,"twin_halfedge":335},{"chart_seam":false,"geometry":{"curve":154,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":299,"id":154,"tolerance":1e-9,"twin_halfedge":300},{"chart_seam":false,"geometry":{"curve":155,"kind":"Curve","range":{"hi":1.3000000000000007,"lo":0.0}},"halfedge":301,"id":155,"tolerance":1e-9,"twin_halfedge":315},{"chart_seam":false,"geometry":{"curve":156,"kind":"Curve","range":{"hi":1.3000000000000007,"lo":0.0}},"halfedge":303,"id":156,"tolerance":1e-9,"twin_halfedge":310},{"chart_seam":false,"geometry":{"curve":157,"kind":"Curve","range":{"hi":1.3000000000000007,"lo":0.0}},"halfedge":305,"id":157,"tolerance":1e-9,"twin_halfedge":319},{"chart_seam":false,"geometry":{"curve":158,"kind":"Curve","range":{"hi":1.3000000000000007,"lo":0.0}},"halfedge":307,"id":158,"tolerance":1e-9,"twin_halfedge":308},{"chart_seam":false,"geometry":{"curve":159,"kind":"Curve","range":{"hi":0.8999999999999999,"lo":0.0}},"halfedge":312,"id":159,"tolerance":1e-9,"twin_halfedge":326},{"chart_seam":false,"geometry":{"curve":160,"kind":"Curve","range":{"hi":1.3000000000000007,"lo":0.0}},"halfedge":313,"id":160,"tolerance":1e-9,"twin_halfedge":320},{"chart_seam":false,"geometry":{"curve":161,"kind":"Curve","range":{"hi":1.3000000000000007,"lo":0.0}},"halfedge":317,"id":161,"tolerance":1e-9,"twin_halfedge":322},{"chart_seam":false,"geometry":{"curve":162,"kind":"Curve","range":{"hi":0.8999999999999999,"lo":0.0}},"halfedge":318,"id":162,"tolerance":1e-9,"twin_halfedge":328},{"chart_seam":false,"geometry":{"curve":163,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":321,"id":163,"tolerance":1e-9,"twin_halfedge":339},{"chart_seam":false,"geometry":{"curve":164,"kind":"Curve","range":{"hi":0.8999999999999999,"lo":0.0}},"halfedge":324,"id":164,"tolerance":1e-9,"twin_halfedge":362},{"chart_seam":false,"geometry":{"curve":165,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":325,"id":165,"tolerance":1e-9,"twin_halfedge":336},{"chart_seam":false,"geometry":{"curve":166,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":327,"id":166,"tolerance":1e-9,"twin_halfedge":334},{"chart_seam":false,"geometry":{"curve":167,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":329,"id":167,"tolerance":1e-9,"twin_halfedge":338},{"chart_seam":false,"geometry":{"curve":168,"kind":"Curve","range":{"hi":0.8999999999999999,"lo":0.0}},"halfedge":330,"id":168,"tolerance":1e-9,"twin_halfedge":364},{"chart_seam":false,"geometry":{"curve":169,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":331,"id":169,"tolerance":1e-9,"twin_halfedge":332},{"chart_seam":false,"geometry":{"curve":170,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":333,"id":170,"tolerance":1e-9,"twin_halfedge":340},{"chart_seam":false,"geometry":{"curve":171,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":337,"id":171,"tolerance":1e-9,"twin_halfedge":371},{"chart_seam":false,"geometry":{"curve":172,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":341,"id":172,"tolerance":1e-9,"twin_halfedge":352},{"chart_seam":false,"geometry":{"curve":173,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":342,"id":173,"tolerance":1e-9,"twin_halfedge":359},{"chart_seam":false,"geometry":{"curve":174,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":343,"id":174,"tolerance":1e-9,"twin_halfedge":350},{"chart_seam":false,"geometry":{"curve":175,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":344,"id":175,"tolerance":1e-9,"twin_halfedge":357},{"chart_seam":false,"geometry":{"curve":176,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":345,"id":176,"tolerance":1e-9,"twin_halfedge":354},{"chart_seam":false,"geometry":{"curve":177,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":346,"id":177,"tolerance":1e-9,"twin_halfedge":383},{"chart_seam":false,"geometry":{"curve":178,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":347,"id":178,"tolerance":1e-9,"twin_halfedge":348},{"chart_seam":false,"geometry":{"curve":179,"kind":"Curve","range":{"hi":1.299999999999999,"lo":0.0}},"halfedge":349,"id":179,"tolerance":1e-9,"twin_halfedge":363},{"chart_seam":false,"geometry":{"curve":180,"kind":"Curve","range":{"hi":1.299999999999999,"lo":0.0}},"halfedge":351,"id":180,"tolerance":1e-9,"twin_halfedge":358},{"chart_seam":false,"geometry":{"curve":181,"kind":"Curve","range":{"hi":1.299999999999999,"lo":0.0}},"halfedge":353,"id":181,"tolerance":1e-9,"twin_halfedge":367},{"chart_seam":false,"geometry":{"curve":182,"kind":"Curve","range":{"hi":1.299999999999999,"lo":0.0}},"halfedge":355,"id":182,"tolerance":1e-9,"twin_halfedge":356},{"chart_seam":false,"geometry":{"curve":183,"kind":"Curve","range":{"hi":0.8999999999999999,"lo":0.0}},"halfedge":360,"id":183,"tolerance":1e-9,"twin_halfedge":374},{"chart_seam":false,"geometry":{"curve":184,"kind":"Curve","range":{"hi":1.299999999999999,"lo":0.0}},"halfedge":361,"id":184,"tolerance":1e-9,"twin_halfedge":368},{"chart_seam":false,"geometry":{"curve":185,"kind":"Curve","range":{"hi":1.299999999999999,"lo":0.0}},"halfedge":365,"id":185,"tolerance":1e-9,"twin_halfedge":370},{"chart_seam":false,"geometry":{"curve":186,"kind":"Curve","range":{"hi":0.8999999999999999,"lo":0.0}},"halfedge":366,"id":186,"tolerance":1e-9,"twin_halfedge":376},{"chart_seam":false,"geometry":{"curve":187,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":369,"id":187,"tolerance":1e-9,"twin_halfedge":387},{"chart_seam":false,"geometry":{"curve":188,"kind":"Curve","range":{"hi":0.8999999999999999,"lo":0.0}},"halfedge":372,"id":188,"tolerance":1e-9,"twin_halfedge":410},{"chart_seam":false,"geometry":{"curve":189,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":373,"id":189,"tolerance":1e-9,"twin_halfedge":384},{"chart_seam":false,"geometry":{"curve":190,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":375,"id":190,"tolerance":1e-9,"twin_halfedge":382},{"chart_seam":false,"geometry":{"curve":191,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":377,"id":191,"tolerance":1e-9,"twin_halfedge":386},{"chart_seam":false,"geometry":{"curve":192,"kind":"Curve","range":{"hi":0.8999999999999999,"lo":0.0}},"halfedge":378,"id":192,"tolerance":1e-9,"twin_halfedge":412},{"chart_seam":false,"geometry":{"curve":193,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":379,"id":193,"tolerance":1e-9,"twin_halfedge":380},{"chart_seam":false,"geometry":{"curve":194,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":381,"id":194,"tolerance":1e-9,"twin_halfedge":388},{"chart_seam":false,"geometry":{"curve":195,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":385,"id":195,"tolerance":1e-9,"twin_halfedge":419},{"chart_seam":false,"geometry":{"curve":196,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":389,"id":196,"tolerance":1e-9,"twin_halfedge":400},{"chart_seam":false,"geometry":{"curve":197,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":390,"id":197,"tolerance":1e-9,"twin_halfedge":407},{"chart_seam":false,"geometry":{"curve":198,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":391,"id":198,"tolerance":1e-9,"twin_halfedge":398},{"chart_seam":false,"geometry":{"curve":199,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":392,"id":199,"tolerance":1e-9,"twin_halfedge":405},{"chart_seam":false,"geometry":{"curve":200,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":393,"id":200,"tolerance":1e-9,"twin_halfedge":402},{"chart_seam":false,"geometry":{"curve":201,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":394,"id":201,"tolerance":1e-9,"twin_halfedge":431},{"chart_seam":false,"geometry":{"curve":202,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":395,"id":202,"tolerance":1e-9,"twin_halfedge":396},{"chart_seam":false,"geometry":{"curve":203,"kind":"Curve","range":{"hi":1.3000000000000007,"lo":0.0}},"halfedge":397,"id":203,"tolerance":1e-9,"twin_halfedge":411},{"chart_seam":false,"geometry":{"curve":204,"kind":"Curve","range":{"hi":1.3000000000000007,"lo":0.0}},"halfedge":399,"id":204,"tolerance":1e-9,"twin_halfedge":406},{"chart_seam":false,"geometry":{"curve":205,"kind":"Curve","range":{"hi":1.3000000000000007,"lo":0.0}},"halfedge":401,"id":205,"tolerance":1e-9,"twin_halfedge":415},{"chart_seam":false,"geometry":{"curve":206,"kind":"Curve","range":{"hi":1.3000000000000007,"lo":0.0}},"halfedge":403,"id":206,"tolerance":1e-9,"twin_halfedge":404},{"chart_seam":false,"geometry":{"curve":207,"kind":"Curve","range":{"hi":0.8999999999999999,"lo":0.0}},"halfedge":408,"id":207,"tolerance":1e-9,"twin_halfedge":422},{"chart_seam":false,"geometry":{"curve":208,"kind":"Curve","range":{"hi":1.3000000000000007,"lo":0.0}},"halfedge":409,"id":208,"tolerance":1e-9,"twin_halfedge":416},{"chart_seam":false,"geometry":{"curve":209,"kind":"Curve","range":{"hi":1.3000000000000007,"lo":0.0}},"halfedge":413,"id":209,"tolerance":1e-9,"twin_halfedge":418},{"chart_seam":false,"geometry":{"curve":210,"kind":"Curve","range":{"hi":0.8999999999999999,"lo":0.0}},"halfedge":414,"id":210,"tolerance":1e-9,"twin_halfedge":424},{"chart_seam":false,"geometry":{"curve":211,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":417,"id":211,"tolerance":1e-9,"twin_halfedge":435},{"chart_seam":false,"geometry":{"curve":212,"kind":"Curve","range":{"hi":0.8999999999999999,"lo":0.0}},"halfedge":420,"id":212,"tolerance":1e-9,"twin_halfedge":458},{"chart_seam":false,"geometry":{"curve":213,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":421,"id":213,"tolerance":1e-9,"twin_halfedge":432},{"chart_seam":false,"geometry":{"curve":214,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":423,"id":214,"tolerance":1e-9,"twin_halfedge":430},{"chart_seam":false,"geometry":{"curve":215,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":425,"id":215,"tolerance":1e-9,"twin_halfedge":434},{"chart_seam":false,"geometry":{"curve":216,"kind":"Curve","range":{"hi":0.8999999999999999,"lo":0.0}},"halfedge":426,"id":216,"tolerance":1e-9,"twin_halfedge":460},{"chart_seam":false,"geometry":{"curve":217,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":427,"id":217,"tolerance":1e-9,"twin_halfedge":428},{"chart_seam":false,"geometry":{"curve":218,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":429,"id":218,"tolerance":1e-9,"twin_halfedge":436},{"chart_seam":false,"geometry":{"curve":219,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":433,"id":219,"tolerance":1e-9,"twin_halfedge":467},{"chart_seam":false,"geometry":{"curve":220,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":437,"id":220,"tolerance":1e-9,"twin_halfedge":448},{"chart_seam":false,"geometry":{"curve":221,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":438,"id":221,"tolerance":1e-9,"twin_halfedge":455},{"chart_seam":false,"geometry":{"curve":222,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":439,"id":222,"tolerance":1e-9,"twin_halfedge":446},{"chart_seam":false,"geometry":{"curve":223,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":440,"id":223,"tolerance":1e-9,"twin_halfedge":453},{"chart_seam":false,"geometry":{"curve":224,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":441,"id":224,"tolerance":1e-9,"twin_halfedge":450},{"chart_seam":false,"geometry":{"curve":225,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":442,"id":225,"tolerance":1e-9,"twin_halfedge":479},{"chart_seam":false,"geometry":{"curve":226,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":443,"id":226,"tolerance":1e-9,"twin_halfedge":444},{"chart_seam":false,"geometry":{"curve":227,"kind":"Curve","range":{"hi":1.299999999999999,"lo":0.0}},"halfedge":445,"id":227,"tolerance":1e-9,"twin_halfedge":459},{"chart_seam":false,"geometry":{"curve":228,"kind":"Curve","range":{"hi":1.299999999999999,"lo":0.0}},"halfedge":447,"id":228,"tolerance":1e-9,"twin_halfedge":454},{"chart_seam":false,"geometry":{"curve":229,"kind":"Curve","range":{"hi":1.299999999999999,"lo":0.0}},"halfedge":449,"id":229,"tolerance":1e-9,"twin_halfedge":463},{"chart_seam":false,"geometry":{"curve":230,"kind":"Curve","range":{"hi":1.299999999999999,"lo":0.0}},"halfedge":451,"id":230,"tolerance":1e-9,"twin_halfedge":452},{"chart_seam":false,"geometry":{"curve":231,"kind":"Curve","range":{"hi":0.8999999999999999,"lo":0.0}},"halfedge":456,"id":231,"tolerance":1e-9,"twin_halfedge":470},{"chart_seam":false,"geometry":{"curve":232,"kind":"Curve","range":{"hi":1.299999999999999,"lo":0.0}},"halfedge":457,"id":232,"tolerance":1e-9,"twin_halfedge":464},{"chart_seam":false,"geometry":{"curve":233,"kind":"Curve","range":{"hi":1.299999999999999,"lo":0.0}},"halfedge":461,"id":233,"tolerance":1e-9,"twin_halfedge":466},{"chart_seam":false,"geometry":{"curve":234,"kind":"Curve","range":{"hi":0.8999999999999999,"lo":0.0}},"halfedge":462,"id":234,"tolerance":1e-9,"twin_halfedge":472},{"chart_seam":false,"geometry":{"curve":235,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":465,"id":235,"tolerance":1e-9,"twin_halfedge":483},{"chart_seam":false,"geometry":{"curve":236,"kind":"Curve","range":{"hi":0.8999999999999999,"lo":0.0}},"halfedge":468,"id":236,"tolerance":1e-9,"twin_halfedge":510},{"chart_seam":false,"geometry":{"curve":237,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":469,"id":237,"tolerance":1e-9,"twin_halfedge":480},{"chart_seam":false,"geometry":{"curve":238,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":471,"id":238,"tolerance":1e-9,"twin_halfedge":478},{"chart_seam":false,"geometry":{"curve":239,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":473,"id":239,"tolerance":1e-9,"twin_halfedge":482},{"chart_seam":false,"geometry":{"curve":240,"kind":"Curve","range":{"hi":0.8999999999999999,"lo":0.0}},"halfedge":474,"id":240,"tolerance":1e-9,"twin_halfedge":512},{"chart_seam":false,"geometry":{"curve":241,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":475,"id":241,"tolerance":1e-9,"twin_halfedge":476},{"chart_seam":false,"geometry":{"curve":242,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":477,"id":242,"tolerance":1e-9,"twin_halfedge":484},{"chart_seam":false,"geometry":{"curve":243,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":481,"id":243,"tolerance":1e-9,"twin_halfedge":519},{"chart_seam":false,"geometry":{"curve":244,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":485,"id":244,"tolerance":1e-9,"twin_halfedge":496},{"chart_seam":false,"geometry":{"curve":245,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":486,"id":245,"tolerance":1e-9,"twin_halfedge":503},{"chart_seam":false,"geometry":{"curve":246,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":487,"id":246,"tolerance":1e-9,"twin_halfedge":494},{"chart_seam":false,"geometry":{"curve":247,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":488,"id":247,"tolerance":1e-9,"twin_halfedge":501},{"chart_seam":false,"geometry":{"curve":248,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":489,"id":248,"tolerance":1e-9,"twin_halfedge":498},{"chart_seam":false,"geometry":{"curve":249,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":490,"id":249,"tolerance":1e-9,"twin_halfedge":504},{"chart_seam":false,"geometry":{"curve":250,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":491,"id":250,"tolerance":1e-9,"twin_halfedge":492},{"chart_seam":false,"geometry":{"curve":251,"kind":"Curve","range":{"hi":2.3000000000000007,"lo":0.0}},"halfedge":493,"id":251,"tolerance":1e-9,"twin_halfedge":511},{"chart_seam":false,"geometry":{"curve":252,"kind":"Curve","range":{"hi":2.3000000000000007,"lo":0.0}},"halfedge":495,"id":252,"tolerance":1e-9,"twin_halfedge":502},{"chart_seam":false,"geometry":{"curve":253,"kind":"Curve","range":{"hi":2.3000000000000007,"lo":0.0}},"halfedge":497,"id":253,"tolerance":1e-9,"twin_halfedge":515},{"chart_seam":false,"geometry":{"curve":254,"kind":"Curve","range":{"hi":2.3000000000000007,"lo":0.0}},"halfedge":499,"id":254,"tolerance":1e-9,"twin_halfedge":500},{"chart_seam":false,"geometry":{"curve":255,"kind":"Curve","range":{"hi":0.8999999999999999,"lo":0.0}},"halfedge":505,"id":255,"tolerance":1e-9,"twin_halfedge":514},{"chart_seam":false,"geometry":{"curve":256,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":506,"id":256,"tolerance":1e-9,"twin_halfedge":517},{"chart_seam":false,"geometry":{"curve":257,"kind":"Curve","range":{"hi":0.8999999999999999,"lo":0.0}},"halfedge":507,"id":257,"tolerance":1e-9,"twin_halfedge":508},{"chart_seam":false,"geometry":{"curve":258,"kind":"Curve","range":{"hi":2.3000000000000007,"lo":0.0}},"halfedge":509,"id":258,"tolerance":1e-9,"twin_halfedge":516},{"chart_seam":false,"geometry":{"curve":259,"kind":"Curve","range":{"hi":2.3000000000000007,"lo":0.0}},"halfedge":513,"id":259,"tolerance":1e-9,"twin_halfedge":518}],"faces":[{"id":0,"key":"side-0-3-0","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":1,"key":"opening-0:side-0-3-1","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"opening-0","entity":"opening-0","face":5,"key":"side-0-3"}]},"sense":"Reverse","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":2,"key":"side-0-0-2","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":1.000000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-2-3","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":20.000000001,"lo":18.999999999},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"bottom-4","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":1.000000001,"lo":-1e-9},{"hi":1e-9,"lo":-0.300000001}]}},{"id":5,"key":"side-0-3-5","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":3.000000001,"lo":2.099999999}]}},{"id":6,"key":"side-0-0-6","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":6,"trim":{"chart":0,"holes":[],"outer":6,"uv_bounds":[{"hi":1.000000001,"lo":-1e-9},{"hi":3.000000001,"lo":2.099999999}]}},{"id":7,"key":"side-0-2-7","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":7,"trim":{"chart":0,"holes":[],"outer":7,"uv_bounds":[{"hi":20.000000001,"lo":18.999999999},{"hi":3.000000001,"lo":2.099999999}]}},{"id":8,"key":"top-8","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":8,"trim":{"chart":0,"holes":[],"outer":8,"uv_bounds":[{"hi":1.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":9,"key":"side-0-0-9","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":9,"trim":{"chart":0,"holes":[],"outer":9,"uv_bounds":[{"hi":1.500000001,"lo":0.999999999},{"hi":3.000000001,"lo":2.099999999}]}},{"id":10,"key":"side-0-2-10","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":10,"trim":{"chart":0,"holes":[],"outer":10,"uv_bounds":[{"hi":19.000000001,"lo":18.499999999},{"hi":3.000000001,"lo":2.099999999}]}},{"id":11,"key":"opening-0:top-11","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"opening-0","entity":"opening-0","face":0,"key":"top"}]},"sense":"Reverse","shell_ref":0,"surface":11,"trim":{"chart":0,"holes":[],"outer":11,"uv_bounds":[{"hi":1.500000001,"lo":0.999999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":12,"key":"top-12","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":12,"trim":{"chart":0,"holes":[],"outer":12,"uv_bounds":[{"hi":1.500000001,"lo":0.999999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":13,"key":"opening-0:side-0-1-13","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"opening-0","entity":"opening-0","face":3,"key":"side-0-1"}]},"sense":"Reverse","shell_ref":0,"surface":13,"trim":{"chart":0,"holes":[],"outer":13,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":14,"key":"opening-1:side-0-3-14","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"opening-1","entity":"opening-1","face":5,"key":"side-0-3"}]},"sense":"Reverse","shell_ref":0,"surface":14,"trim":{"chart":0,"holes":[],"outer":14,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":15,"key":"side-0-0-15","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":15,"trim":{"chart":0,"holes":[],"outer":15,"uv_bounds":[{"hi":2.800000001,"lo":1.499999999},{"hi":2.100000001,"lo":-1e-9}]}},{"id":16,"key":"side-0-2-16","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":16,"trim":{"chart":0,"holes":[],"outer":16,"uv_bounds":[{"hi":18.500000001,"lo":17.199999999},{"hi":2.100000001,"lo":-1e-9}]}},{"id":17,"key":"bottom-17","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":17,"trim":{"chart":0,"holes":[],"outer":17,"uv_bounds":[{"hi":2.800000001,"lo":1.499999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":18,"key":"side-0-0-18","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":18,"trim":{"chart":0,"holes":[],"outer":18,"uv_bounds":[{"hi":2.800000001,"lo":1.499999999},{"hi":3.000000001,"lo":2.099999999}]}},{"id":19,"key":"side-0-2-19","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":19,"trim":{"chart":0,"holes":[],"outer":19,"uv_bounds":[{"hi":18.500000001,"lo":17.199999999},{"hi":3.000000001,"lo":2.099999999}]}},{"id":20,"key":"top-20","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":20,"trim":{"chart":0,"holes":[],"outer":20,"uv_bounds":[{"hi":2.800000001,"lo":1.499999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":21,"key":"side-0-0-21","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":21,"trim":{"chart":0,"holes":[],"outer":21,"uv_bounds":[{"hi":3.300000001,"lo":2.7999999989999997},{"hi":3.000000001,"lo":2.099999999}]}},{"id":22,"key":"side-0-2-22","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":22,"trim":{"chart":0,"holes":[],"outer":22,"uv_bounds":[{"hi":17.200000001,"lo":16.699999999},{"hi":3.000000001,"lo":2.099999999}]}},{"id":23,"key":"opening-1:top-23","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"opening-1","entity":"opening-1","face":0,"key":"top"}]},"sense":"Reverse","shell_ref":0,"surface":23,"trim":{"chart":0,"holes":[],"outer":23,"uv_bounds":[{"hi":3.300000001,"lo":2.7999999989999997},{"hi":0.300000001,"lo":-1e-9}]}},{"id":24,"key":"top-24","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":24,"trim":{"chart":0,"holes":[],"outer":24,"uv_bounds":[{"hi":3.300000001,"lo":2.7999999989999997},{"hi":0.300000001,"lo":-1e-9}]}},{"id":25,"key":"opening-1:side-0-1-25","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"opening-1","entity":"opening-1","face":3,"key":"side-0-1"}]},"sense":"Reverse","shell_ref":0,"surface":25,"trim":{"chart":0,"holes":[],"outer":25,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":26,"key":"opening-2:side-0-3-26","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"opening-2","entity":"opening-2","face":5,"key":"side-0-3"}]},"sense":"Reverse","shell_ref":0,"surface":26,"trim":{"chart":0,"holes":[],"outer":26,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":27,"key":"side-0-0-27","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":27,"trim":{"chart":0,"holes":[],"outer":27,"uv_bounds":[{"hi":4.600000001,"lo":3.2999999989999997},{"hi":2.100000001,"lo":-1e-9}]}},{"id":28,"key":"side-0-2-28","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":28,"trim":{"chart":0,"holes":[],"outer":28,"uv_bounds":[{"hi":16.700000001,"lo":15.399999999},{"hi":2.100000001,"lo":-1e-9}]}},{"id":29,"key":"bottom-29","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":29,"trim":{"chart":0,"holes":[],"outer":29,"uv_bounds":[{"hi":4.600000001,"lo":3.2999999989999997},{"hi":1e-9,"lo":-0.300000001}]}},{"id":30,"key":"side-0-0-30","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":30,"trim":{"chart":0,"holes":[],"outer":30,"uv_bounds":[{"hi":4.600000001,"lo":3.2999999989999997},{"hi":3.000000001,"lo":2.099999999}]}},{"id":31,"key":"side-0-2-31","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":31,"trim":{"chart":0,"holes":[],"outer":31,"uv_bounds":[{"hi":16.700000001,"lo":15.399999999},{"hi":3.000000001,"lo":2.099999999}]}},{"id":32,"key":"top-32","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":32,"trim":{"chart":0,"holes":[],"outer":32,"uv_bounds":[{"hi":4.600000001,"lo":3.2999999989999997},{"hi":0.300000001,"lo":-1e-9}]}},{"id":33,"key":"side-0-0-33","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":33,"trim":{"chart":0,"holes":[],"outer":33,"uv_bounds":[{"hi":5.100000001,"lo":4.599999999},{"hi":3.000000001,"lo":2.099999999}]}},{"id":34,"key":"side-0-2-34","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":34,"trim":{"chart":0,"holes":[],"outer":34,"uv_bounds":[{"hi":15.400000001,"lo":14.899999999},{"hi":3.000000001,"lo":2.099999999}]}},{"id":35,"key":"opening-2:top-35","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"opening-2","entity":"opening-2","face":0,"key":"top"}]},"sense":"Reverse","shell_ref":0,"surface":35,"trim":{"chart":0,"holes":[],"outer":35,"uv_bounds":[{"hi":5.100000001,"lo":4.599999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":36,"key":"top-36","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":36,"trim":{"chart":0,"holes":[],"outer":36,"uv_bounds":[{"hi":5.100000001,"lo":4.599999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":37,"key":"opening-2:side-0-1-37","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"opening-2","entity":"opening-2","face":3,"key":"side-0-1"}]},"sense":"Reverse","shell_ref":0,"surface":37,"trim":{"chart":0,"holes":[],"outer":37,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":38,"key":"opening-3:side-0-3-38","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"opening-3","entity":"opening-3","face":5,"key":"side-0-3"}]},"sense":"Reverse","shell_ref":0,"surface":38,"trim":{"chart":0,"holes":[],"outer":38,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":39,"key":"side-0-0-39","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":39,"trim":{"chart":0,"holes":[],"outer":39,"uv_bounds":[{"hi":6.400000001,"lo":5.099999999},{"hi":2.100000001,"lo":-1e-9}]}},{"id":40,"key":"side-0-2-40","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":40,"trim":{"chart":0,"holes":[],"outer":40,"uv_bounds":[{"hi":14.900000001,"lo":13.599999999},{"hi":2.100000001,"lo":-1e-9}]}},{"id":41,"key":"bottom-41","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":41,"trim":{"chart":0,"holes":[],"outer":41,"uv_bounds":[{"hi":6.400000001,"lo":5.099999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":42,"key":"side-0-0-42","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":42,"trim":{"chart":0,"holes":[],"outer":42,"uv_bounds":[{"hi":6.400000001,"lo":5.099999999},{"hi":3.000000001,"lo":2.099999999}]}},{"id":43,"key":"side-0-2-43","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":43,"trim":{"chart":0,"holes":[],"outer":43,"uv_bounds":[{"hi":14.900000001,"lo":13.599999999},{"hi":3.000000001,"lo":2.099999999}]}},{"id":44,"key":"top-44","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":44,"trim":{"chart":0,"holes":[],"outer":44,"uv_bounds":[{"hi":6.400000001,"lo":5.099999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":45,"key":"side-0-0-45","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":45,"trim":{"chart":0,"holes":[],"outer":45,"uv_bounds":[{"hi":6.900000001,"lo":6.399999999},{"hi":3.000000001,"lo":2.099999999}]}},{"id":46,"key":"side-0-2-46","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":46,"trim":{"chart":0,"holes":[],"outer":46,"uv_bounds":[{"hi":13.600000001,"lo":13.099999999},{"hi":3.000000001,"lo":2.099999999}]}},{"id":47,"key":"opening-3:top-47","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"opening-3","entity":"opening-3","face":0,"key":"top"}]},"sense":"Reverse","shell_ref":0,"surface":47,"trim":{"chart":0,"holes":[],"outer":47,"uv_bounds":[{"hi":6.900000001,"lo":6.399999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":48,"key":"top-48","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":48,"trim":{"chart":0,"holes":[],"outer":48,"uv_bounds":[{"hi":6.900000001,"lo":6.399999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":49,"key":"opening-3:side-0-1-49","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"opening-3","entity":"opening-3","face":3,"key":"side-0-1"}]},"sense":"Reverse","shell_ref":0,"surface":49,"trim":{"chart":0,"holes":[],"outer":49,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":50,"key":"opening-4:side-0-3-50","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"opening-4","entity":"opening-4","face":5,"key":"side-0-3"}]},"sense":"Reverse","shell_ref":0,"surface":50,"trim":{"chart":0,"holes":[],"outer":50,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":51,"key":"side-0-0-51","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":51,"trim":{"chart":0,"holes":[],"outer":51,"uv_bounds":[{"hi":8.200000001,"lo":6.899999999},{"hi":2.100000001,"lo":-1e-9}]}},{"id":52,"key":"side-0-2-52","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":52,"trim":{"chart":0,"holes":[],"outer":52,"uv_bounds":[{"hi":13.100000001,"lo":11.799999999},{"hi":2.100000001,"lo":-1e-9}]}},{"id":53,"key":"bottom-53","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":53,"trim":{"chart":0,"holes":[],"outer":53,"uv_bounds":[{"hi":8.200000001,"lo":6.899999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":54,"key":"side-0-0-54","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":54,"trim":{"chart":0,"holes":[],"outer":54,"uv_bounds":[{"hi":8.200000001,"lo":6.899999999},{"hi":3.000000001,"lo":2.099999999}]}},{"id":55,"key":"side-0-2-55","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":55,"trim":{"chart":0,"holes":[],"outer":55,"uv_bounds":[{"hi":13.100000001,"lo":11.799999999},{"hi":3.000000001,"lo":2.099999999}]}},{"id":56,"key":"top-56","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":56,"trim":{"chart":0,"holes":[],"outer":56,"uv_bounds":[{"hi":8.200000001,"lo":6.899999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":57,"key":"side-0-0-57","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":57,"trim":{"chart":0,"holes":[],"outer":57,"uv_bounds":[{"hi":8.700000001,"lo":8.199999999},{"hi":3.000000001,"lo":2.099999999}]}},{"id":58,"key":"side-0-2-58","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":58,"trim":{"chart":0,"holes":[],"outer":58,"uv_bounds":[{"hi":11.800000001,"lo":11.299999999},{"hi":3.000000001,"lo":2.099999999}]}},{"id":59,"key":"opening-4:top-59","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"opening-4","entity":"opening-4","face":0,"key":"top"}]},"sense":"Reverse","shell_ref":0,"surface":59,"trim":{"chart":0,"holes":[],"outer":59,"uv_bounds":[{"hi":8.700000001,"lo":8.199999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":60,"key":"top-60","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":60,"trim":{"chart":0,"holes":[],"outer":60,"uv_bounds":[{"hi":8.700000001,"lo":8.199999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":61,"key":"opening-4:side-0-1-61","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"opening-4","entity":"opening-4","face":3,"key":"side-0-1"}]},"sense":"Reverse","shell_ref":0,"surface":61,"trim":{"chart":0,"holes":[],"outer":61,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":62,"key":"opening-5:side-0-3-62","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"opening-5","entity":"opening-5","face":5,"key":"side-0-3"}]},"sense":"Reverse","shell_ref":0,"surface":62,"trim":{"chart":0,"holes":[],"outer":62,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":63,"key":"side-0-0-63","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":63,"trim":{"chart":0,"holes":[],"outer":63,"uv_bounds":[{"hi":10.000000001,"lo":8.699999999},{"hi":2.100000001,"lo":-1e-9}]}},{"id":64,"key":"side-0-2-64","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":64,"trim":{"chart":0,"holes":[],"outer":64,"uv_bounds":[{"hi":11.300000001,"lo":9.999999999},{"hi":2.100000001,"lo":-1e-9}]}},{"id":65,"key":"bottom-65","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":65,"trim":{"chart":0,"holes":[],"outer":65,"uv_bounds":[{"hi":10.000000001,"lo":8.699999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":66,"key":"side-0-0-66","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":66,"trim":{"chart":0,"holes":[],"outer":66,"uv_bounds":[{"hi":10.000000001,"lo":8.699999999},{"hi":3.000000001,"lo":2.099999999}]}},{"id":67,"key":"side-0-2-67","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":67,"trim":{"chart":0,"holes":[],"outer":67,"uv_bounds":[{"hi":11.300000001,"lo":9.999999999},{"hi":3.000000001,"lo":2.099999999}]}},{"id":68,"key":"top-68","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":68,"trim":{"chart":0,"holes":[],"outer":68,"uv_bounds":[{"hi":10.000000001,"lo":8.699999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":69,"key":"side-0-0-69","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":69,"trim":{"chart":0,"holes":[],"outer":69,"uv_bounds":[{"hi":10.500000001,"lo":9.999999999},{"hi":3.000000001,"lo":2.099999999}]}},{"id":70,"key":"side-0-2-70","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":70,"trim":{"chart":0,"holes":[],"outer":70,"uv_bounds":[{"hi":10.000000001,"lo":9.499999999},{"hi":3.000000001,"lo":2.099999999}]}},{"id":71,"key":"opening-5:top-71","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"opening-5","entity":"opening-5","face":0,"key":"top"}]},"sense":"Reverse","shell_ref":0,"surface":71,"trim":{"chart":0,"holes":[],"outer":71,"uv_bounds":[{"hi":10.500000001,"lo":9.999999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":72,"key":"top-72","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":72,"trim":{"chart":0,"holes":[],"outer":72,"uv_bounds":[{"hi":10.500000001,"lo":9.999999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":73,"key":"opening-5:side-0-1-73","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"opening-5","entity":"opening-5","face":3,"key":"side-0-1"}]},"sense":"Reverse","shell_ref":0,"surface":73,"trim":{"chart":0,"holes":[],"outer":73,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":74,"key":"opening-6:side-0-3-74","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"opening-6","entity":"opening-6","face":5,"key":"side-0-3"}]},"sense":"Reverse","shell_ref":0,"surface":74,"trim":{"chart":0,"holes":[],"outer":74,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":75,"key":"side-0-0-75","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":75,"trim":{"chart":0,"holes":[],"outer":75,"uv_bounds":[{"hi":11.800000001,"lo":10.499999999},{"hi":2.100000001,"lo":-1e-9}]}},{"id":76,"key":"side-0-2-76","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":76,"trim":{"chart":0,"holes":[],"outer":76,"uv_bounds":[{"hi":9.500000001,"lo":8.199999999},{"hi":2.100000001,"lo":-1e-9}]}},{"id":77,"key":"bottom-77","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":77,"trim":{"chart":0,"holes":[],"outer":77,"uv_bounds":[{"hi":11.800000001,"lo":10.499999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":78,"key":"side-0-0-78","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":78,"trim":{"chart":0,"holes":[],"outer":78,"uv_bounds":[{"hi":11.800000001,"lo":10.499999999},{"hi":3.000000001,"lo":2.099999999}]}},{"id":79,"key":"side-0-2-79","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":79,"trim":{"chart":0,"holes":[],"outer":79,"uv_bounds":[{"hi":9.500000001,"lo":8.199999999},{"hi":3.000000001,"lo":2.099999999}]}},{"id":80,"key":"top-80","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":80,"trim":{"chart":0,"holes":[],"outer":80,"uv_bounds":[{"hi":11.800000001,"lo":10.499999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":81,"key":"side-0-0-81","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":81,"trim":{"chart":0,"holes":[],"outer":81,"uv_bounds":[{"hi":12.300000001,"lo":11.799999999},{"hi":3.000000001,"lo":2.099999999}]}},{"id":82,"key":"side-0-2-82","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":82,"trim":{"chart":0,"holes":[],"outer":82,"uv_bounds":[{"hi":8.200000001,"lo":7.699999998999999},{"hi":3.000000001,"lo":2.099999999}]}},{"id":83,"key":"opening-6:top-83","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"opening-6","entity":"opening-6","face":0,"key":"top"}]},"sense":"Reverse","shell_ref":0,"surface":83,"trim":{"chart":0,"holes":[],"outer":83,"uv_bounds":[{"hi":12.300000001,"lo":11.799999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":84,"key":"top-84","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":84,"trim":{"chart":0,"holes":[],"outer":84,"uv_bounds":[{"hi":12.300000001,"lo":11.799999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":85,"key":"opening-6:side-0-1-85","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"opening-6","entity":"opening-6","face":3,"key":"side-0-1"}]},"sense":"Reverse","shell_ref":0,"surface":85,"trim":{"chart":0,"holes":[],"outer":85,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":86,"key":"opening-7:side-0-3-86","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"opening-7","entity":"opening-7","face":5,"key":"side-0-3"}]},"sense":"Reverse","shell_ref":0,"surface":86,"trim":{"chart":0,"holes":[],"outer":86,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":87,"key":"side-0-0-87","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":87,"trim":{"chart":0,"holes":[],"outer":87,"uv_bounds":[{"hi":13.600000001,"lo":12.299999999},{"hi":2.100000001,"lo":-1e-9}]}},{"id":88,"key":"side-0-2-88","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":88,"trim":{"chart":0,"holes":[],"outer":88,"uv_bounds":[{"hi":7.700000000999999,"lo":6.399999999},{"hi":2.100000001,"lo":-1e-9}]}},{"id":89,"key":"bottom-89","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":89,"trim":{"chart":0,"holes":[],"outer":89,"uv_bounds":[{"hi":13.600000001,"lo":12.299999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":90,"key":"side-0-0-90","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":90,"trim":{"chart":0,"holes":[],"outer":90,"uv_bounds":[{"hi":13.600000001,"lo":12.299999999},{"hi":3.000000001,"lo":2.099999999}]}},{"id":91,"key":"side-0-2-91","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":91,"trim":{"chart":0,"holes":[],"outer":91,"uv_bounds":[{"hi":7.700000000999999,"lo":6.399999999},{"hi":3.000000001,"lo":2.099999999}]}},{"id":92,"key":"top-92","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":92,"trim":{"chart":0,"holes":[],"outer":92,"uv_bounds":[{"hi":13.600000001,"lo":12.299999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":93,"key":"side-0-0-93","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":93,"trim":{"chart":0,"holes":[],"outer":93,"uv_bounds":[{"hi":14.100000001,"lo":13.599999999},{"hi":3.000000001,"lo":2.099999999}]}},{"id":94,"key":"side-0-2-94","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":94,"trim":{"chart":0,"holes":[],"outer":94,"uv_bounds":[{"hi":6.400000001,"lo":5.899999999},{"hi":3.000000001,"lo":2.099999999}]}},{"id":95,"key":"opening-7:top-95","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"opening-7","entity":"opening-7","face":0,"key":"top"}]},"sense":"Reverse","shell_ref":0,"surface":95,"trim":{"chart":0,"holes":[],"outer":95,"uv_bounds":[{"hi":14.100000001,"lo":13.599999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":96,"key":"top-96","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":96,"trim":{"chart":0,"holes":[],"outer":96,"uv_bounds":[{"hi":14.100000001,"lo":13.599999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":97,"key":"opening-7:side-0-1-97","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"opening-7","entity":"opening-7","face":3,"key":"side-0-1"}]},"sense":"Reverse","shell_ref":0,"surface":97,"trim":{"chart":0,"holes":[],"outer":97,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":98,"key":"opening-8:side-0-3-98","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"opening-8","entity":"opening-8","face":5,"key":"side-0-3"}]},"sense":"Reverse","shell_ref":0,"surface":98,"trim":{"chart":0,"holes":[],"outer":98,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":99,"key":"side-0-0-99","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":99,"trim":{"chart":0,"holes":[],"outer":99,"uv_bounds":[{"hi":15.400000001,"lo":14.099999999},{"hi":2.100000001,"lo":-1e-9}]}},{"id":100,"key":"side-0-2-100","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":100,"trim":{"chart":0,"holes":[],"outer":100,"uv_bounds":[{"hi":5.900000001,"lo":4.599999999},{"hi":2.100000001,"lo":-1e-9}]}},{"id":101,"key":"bottom-101","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":101,"trim":{"chart":0,"holes":[],"outer":101,"uv_bounds":[{"hi":15.400000001,"lo":14.099999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":102,"key":"side-0-0-102","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":102,"trim":{"chart":0,"holes":[],"outer":102,"uv_bounds":[{"hi":15.400000001,"lo":14.099999999},{"hi":3.000000001,"lo":2.099999999}]}},{"id":103,"key":"side-0-2-103","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":103,"trim":{"chart":0,"holes":[],"outer":103,"uv_bounds":[{"hi":5.900000001,"lo":4.599999999},{"hi":3.000000001,"lo":2.099999999}]}},{"id":104,"key":"top-104","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":104,"trim":{"chart":0,"holes":[],"outer":104,"uv_bounds":[{"hi":15.400000001,"lo":14.099999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":105,"key":"side-0-0-105","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":105,"trim":{"chart":0,"holes":[],"outer":105,"uv_bounds":[{"hi":15.900000001,"lo":15.399999999},{"hi":3.000000001,"lo":2.099999999}]}},{"id":106,"key":"side-0-2-106","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":106,"trim":{"chart":0,"holes":[],"outer":106,"uv_bounds":[{"hi":4.600000001,"lo":4.099999999},{"hi":3.000000001,"lo":2.099999999}]}},{"id":107,"key":"opening-8:top-107","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"opening-8","entity":"opening-8","face":0,"key":"top"}]},"sense":"Reverse","shell_ref":0,"surface":107,"trim":{"chart":0,"holes":[],"outer":107,"uv_bounds":[{"hi":15.900000001,"lo":15.399999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":108,"key":"top-108","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":108,"trim":{"chart":0,"holes":[],"outer":108,"uv_bounds":[{"hi":15.900000001,"lo":15.399999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":109,"key":"opening-8:side-0-1-109","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"opening-8","entity":"opening-8","face":3,"key":"side-0-1"}]},"sense":"Reverse","shell_ref":0,"surface":109,"trim":{"chart":0,"holes":[],"outer":109,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":110,"key":"opening-9:side-0-3-110","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"opening-9","entity":"opening-9","face":5,"key":"side-0-3"}]},"sense":"Reverse","shell_ref":0,"surface":110,"trim":{"chart":0,"holes":[],"outer":110,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":111,"key":"side-0-0-111","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":111,"trim":{"chart":0,"holes":[],"outer":111,"uv_bounds":[{"hi":17.200000001,"lo":15.899999999},{"hi":2.100000001,"lo":-1e-9}]}},{"id":112,"key":"side-0-2-112","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":112,"trim":{"chart":0,"holes":[],"outer":112,"uv_bounds":[{"hi":4.100000001,"lo":2.7999999990000006},{"hi":2.100000001,"lo":-1e-9}]}},{"id":113,"key":"bottom-113","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":113,"trim":{"chart":0,"holes":[],"outer":113,"uv_bounds":[{"hi":17.200000001,"lo":15.899999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":114,"key":"side-0-0-114","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":114,"trim":{"chart":0,"holes":[],"outer":114,"uv_bounds":[{"hi":17.200000001,"lo":15.899999999},{"hi":3.000000001,"lo":2.099999999}]}},{"id":115,"key":"side-0-2-115","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":115,"trim":{"chart":0,"holes":[],"outer":115,"uv_bounds":[{"hi":4.100000001,"lo":2.7999999990000006},{"hi":3.000000001,"lo":2.099999999}]}},{"id":116,"key":"top-116","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":116,"trim":{"chart":0,"holes":[],"outer":116,"uv_bounds":[{"hi":17.200000001,"lo":15.899999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":117,"key":"side-0-0-117","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":117,"trim":{"chart":0,"holes":[],"outer":117,"uv_bounds":[{"hi":17.700000001,"lo":17.199999999},{"hi":3.000000001,"lo":2.099999999}]}},{"id":118,"key":"side-0-2-118","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":118,"trim":{"chart":0,"holes":[],"outer":118,"uv_bounds":[{"hi":2.800000001000001,"lo":2.2999999990000006},{"hi":3.000000001,"lo":2.099999999}]}},{"id":119,"key":"opening-9:top-119","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"opening-9","entity":"opening-9","face":0,"key":"top"}]},"sense":"Reverse","shell_ref":0,"surface":119,"trim":{"chart":0,"holes":[],"outer":119,"uv_bounds":[{"hi":17.700000001,"lo":17.199999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":120,"key":"top-120","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":120,"trim":{"chart":0,"holes":[],"outer":120,"uv_bounds":[{"hi":17.700000001,"lo":17.199999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":121,"key":"opening-9:side-0-1-121","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"opening-9","entity":"opening-9","face":3,"key":"side-0-1"}]},"sense":"Reverse","shell_ref":0,"surface":121,"trim":{"chart":0,"holes":[],"outer":121,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":122,"key":"side-0-1-122","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":122,"trim":{"chart":0,"holes":[],"outer":122,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":123,"key":"side-0-0-123","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":123,"trim":{"chart":0,"holes":[],"outer":123,"uv_bounds":[{"hi":20.000000001,"lo":17.699999999},{"hi":2.100000001,"lo":-1e-9}]}},{"id":124,"key":"side-0-2-124","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":124,"trim":{"chart":0,"holes":[],"outer":124,"uv_bounds":[{"hi":2.300000001000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":125,"key":"bottom-125","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":125,"trim":{"chart":0,"holes":[],"outer":125,"uv_bounds":[{"hi":20.000000001,"lo":17.699999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":126,"key":"side-0-1-126","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":126,"trim":{"chart":0,"holes":[],"outer":126,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":3.000000001,"lo":2.099999999}]}},{"id":127,"key":"side-0-0-127","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":127,"trim":{"chart":0,"holes":[],"outer":127,"uv_bounds":[{"hi":20.000000001,"lo":17.699999999},{"hi":3.000000001,"lo":2.099999999}]}},{"id":128,"key":"side-0-2-128","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":128,"trim":{"chart":0,"holes":[],"outer":128,"uv_bounds":[{"hi":2.300000001000001,"lo":-1e-9},{"hi":3.000000001,"lo":2.099999999}]}},{"id":129,"key":"top-129","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":129,"trim":{"chart":0,"holes":[],"outer":129,"uv_bounds":[{"hi":20.000000001,"lo":17.699999999},{"hi":0.300000001,"lo":-1e-9}]}}],"halfedges":[{"edge":0,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":1,"twin":22,"wire_ref":null},{"edge":1,"face":0,"from":1,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Reverse"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":2,"twin":12,"wire_ref":null},{"edge":2,"face":0,"from":2,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":3,"twin":19,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":10,"wire_ref":null},{"edge":4,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":17,"wire_ref":null},{"edge":5,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":6,"twin":14,"wire_ref":null},{"edge":6,"face":1,"from":6,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":7,"twin":47,"wire_ref":null},{"edge":7,"face":1,"from":7,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":8,"wire_ref":null},{"edge":7,"face":2,"from":4,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":7,"twin":7,"wire_ref":null},{"edge":8,"face":2,"from":7,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Reverse"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":0,"twin":27,"wire_ref":null},{"edge":3,"face":2,"from":0,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":3,"twin":3,"wire_ref":null},{"edge":9,"face":2,"from":3,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Forward"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":4,"twin":18,"wire_ref":null},{"edge":1,"face":3,"from":2,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":1,"twin":1,"wire_ref":null},{"edge":10,"face":3,"from":1,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":31,"wire_ref":null},{"edge":5,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":11,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":2,"twin":16,"wire_ref":null},{"edge":11,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":5,"twin":15,"wire_ref":null},{"edge":4,"face":4,"from":5,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Reverse"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":4,"twin":4,"wire_ref":null},{"edge":9,"face":4,"from":4,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":3,"twin":11,"wire_ref":null},{"edge":2,"face":4,"from":3,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Forward"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":2,"wire_ref":null},{"edge":12,"face":5,"from":8,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":9,"twin":35,"wire_ref":null},{"edge":13,"face":5,"from":9,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Reverse"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":1,"twin":28,"wire_ref":null},{"edge":0,"face":5,"from":1,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":0,"twin":0,"wire_ref":null},{"edge":14,"face":5,"from":0,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Forward"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":8,"twin":26,"wire_ref":null},{"edge":15,"face":6,"from":7,"geometry_use":{"pcurve":24,"periodic_lift":[0,0],"sense":"Forward"},"id":24,"loop_ref":6,"next":25,"prev":27,"to":10,"twin":38,"wire_ref":null},{"edge":16,"face":6,"from":10,"geometry_use":{"pcurve":25,"periodic_lift":[0,0],"sense":"Reverse"},"id":25,"loop_ref":6,"next":26,"prev":24,"to":8,"twin":32,"wire_ref":null},{"edge":14,"face":6,"from":8,"geometry_use":{"pcurve":26,"periodic_lift":[0,0],"sense":"Reverse"},"id":26,"loop_ref":6,"next":27,"prev":25,"to":0,"twin":23,"wire_ref":null},{"edge":8,"face":6,"from":0,"geometry_use":{"pcurve":27,"periodic_lift":[0,0],"sense":"Forward"},"id":27,"loop_ref":6,"next":24,"prev":26,"to":7,"twin":9,"wire_ref":null},{"edge":13,"face":7,"from":1,"geometry_use":{"pcurve":28,"periodic_lift":[0,0],"sense":"Forward"},"id":28,"loop_ref":7,"next":29,"prev":31,"to":9,"twin":21,"wire_ref":null},{"edge":17,"face":7,"from":9,"geometry_use":{"pcurve":29,"periodic_lift":[0,0],"sense":"Forward"},"id":29,"loop_ref":7,"next":30,"prev":28,"to":11,"twin":34,"wire_ref":null},{"edge":18,"face":7,"from":11,"geometry_use":{"pcurve":30,"periodic_lift":[0,0],"sense":"Reverse"},"id":30,"loop_ref":7,"next":31,"prev":29,"to":6,"twin":40,"wire_ref":null},{"edge":10,"face":7,"from":6,"geometry_use":{"pcurve":31,"periodic_lift":[0,0],"sense":"Reverse"},"id":31,"loop_ref":7,"next":28,"prev":30,"to":1,"twin":13,"wire_ref":null},{"edge":16,"face":8,"from":8,"geometry_use":{"pcurve":32,"periodic_lift":[0,0],"sense":"Forward"},"id":32,"loop_ref":8,"next":33,"prev":35,"to":10,"twin":25,"wire_ref":null},{"edge":19,"face":8,"from":10,"geometry_use":{"pcurve":33,"periodic_lift":[0,0],"sense":"Forward"},"id":33,"loop_ref":8,"next":34,"prev":32,"to":11,"twin":51,"wire_ref":null},{"edge":17,"face":8,"from":11,"geometry_use":{"pcurve":34,"periodic_lift":[0,0],"sense":"Reverse"},"id":34,"loop_ref":8,"next":35,"prev":33,"to":9,"twin":29,"wire_ref":null},{"edge":12,"face":8,"from":9,"geometry_use":{"pcurve":35,"periodic_lift":[0,0],"sense":"Reverse"},"id":35,"loop_ref":8,"next":32,"prev":34,"to":8,"twin":20,"wire_ref":null},{"edge":20,"face":9,"from":12,"geometry_use":{"pcurve":36,"periodic_lift":[0,0],"sense":"Forward"},"id":36,"loop_ref":9,"next":37,"prev":39,"to":13,"twin":74,"wire_ref":null},{"edge":21,"face":9,"from":13,"geometry_use":{"pcurve":37,"periodic_lift":[0,0],"sense":"Reverse"},"id":37,"loop_ref":9,"next":38,"prev":36,"to":10,"twin":48,"wire_ref":null},{"edge":15,"face":9,"from":10,"geometry_use":{"pcurve":38,"periodic_lift":[0,0],"sense":"Reverse"},"id":38,"loop_ref":9,"next":39,"prev":37,"to":7,"twin":24,"wire_ref":null},{"edge":22,"face":9,"from":7,"geometry_use":{"pcurve":39,"periodic_lift":[0,0],"sense":"Forward"},"id":39,"loop_ref":9,"next":36,"prev":38,"to":12,"twin":46,"wire_ref":null},{"edge":18,"face":10,"from":6,"geometry_use":{"pcurve":40,"periodic_lift":[0,0],"sense":"Forward"},"id":40,"loop_ref":10,"next":41,"prev":43,"to":11,"twin":30,"wire_ref":null},{"edge":23,"face":10,"from":11,"geometry_use":{"pcurve":41,"periodic_lift":[0,0],"sense":"Forward"},"id":41,"loop_ref":10,"next":42,"prev":40,"to":14,"twin":50,"wire_ref":null},{"edge":24,"face":10,"from":14,"geometry_use":{"pcurve":42,"periodic_lift":[0,0],"sense":"Reverse"},"id":42,"loop_ref":10,"next":43,"prev":41,"to":15,"twin":76,"wire_ref":null},{"edge":25,"face":10,"from":15,"geometry_use":{"pcurve":43,"periodic_lift":[0,0],"sense":"Reverse"},"id":43,"loop_ref":10,"next":40,"prev":42,"to":6,"twin":44,"wire_ref":null},{"edge":25,"face":11,"from":6,"geometry_use":{"pcurve":44,"periodic_lift":[0,0],"sense":"Forward"},"id":44,"loop_ref":11,"next":45,"prev":47,"to":15,"twin":43,"wire_ref":null},{"edge":26,"face":11,"from":15,"geometry_use":{"pcurve":45,"periodic_lift":[0,0],"sense":"Reverse"},"id":45,"loop_ref":11,"next":46,"prev":44,"to":12,"twin":52,"wire_ref":null},{"edge":22,"face":11,"from":12,"geometry_use":{"pcurve":46,"periodic_lift":[0,0],"sense":"Reverse"},"id":46,"loop_ref":11,"next":47,"prev":45,"to":7,"twin":39,"wire_ref":null},{"edge":6,"face":11,"from":7,"geometry_use":{"pcurve":47,"periodic_lift":[0,0],"sense":"Forward"},"id":47,"loop_ref":11,"next":44,"prev":46,"to":6,"twin":6,"wire_ref":null},{"edge":21,"face":12,"from":10,"geometry_use":{"pcurve":48,"periodic_lift":[0,0],"sense":"Forward"},"id":48,"loop_ref":12,"next":49,"prev":51,"to":13,"twin":37,"wire_ref":null},{"edge":27,"face":12,"from":13,"geometry_use":{"pcurve":49,"periodic_lift":[0,0],"sense":"Forward"},"id":49,"loop_ref":12,"next":50,"prev":48,"to":14,"twin":83,"wire_ref":null},{"edge":23,"face":12,"from":14,"geometry_use":{"pcurve":50,"periodic_lift":[0,0],"sense":"Reverse"},"id":50,"loop_ref":12,"next":51,"prev":49,"to":11,"twin":41,"wire_ref":null},{"edge":19,"face":12,"from":11,"geometry_use":{"pcurve":51,"periodic_lift":[0,0],"sense":"Reverse"},"id":51,"loop_ref":12,"next":48,"prev":50,"to":10,"twin":33,"wire_ref":null},{"edge":26,"face":13,"from":12,"geometry_use":{"pcurve":52,"periodic_lift":[0,0],"sense":"Forward"},"id":52,"loop_ref":13,"next":53,"prev":55,"to":15,"twin":45,"wire_ref":null},{"edge":28,"face":13,"from":15,"geometry_use":{"pcurve":53,"periodic_lift":[0,0],"sense":"Reverse"},"id":53,"loop_ref":13,"next":54,"prev":52,"to":16,"twin":64,"wire_ref":null},{"edge":29,"face":13,"from":16,"geometry_use":{"pcurve":54,"periodic_lift":[0,0],"sense":"Reverse"},"id":54,"loop_ref":13,"next":55,"prev":53,"to":17,"twin":71,"wire_ref":null},{"edge":30,"face":13,"from":17,"geometry_use":{"pcurve":55,"periodic_lift":[0,0],"sense":"Forward"},"id":55,"loop_ref":13,"next":52,"prev":54,"to":12,"twin":62,"wire_ref":null},{"edge":31,"face":14,"from":18,"geometry_use":{"pcurve":56,"periodic_lift":[0,0],"sense":"Forward"},"id":56,"loop_ref":14,"next":57,"prev":59,"to":19,"twin":69,"wire_ref":null},{"edge":32,"face":14,"from":19,"geometry_use":{"pcurve":57,"periodic_lift":[0,0],"sense":"Forward"},"id":57,"loop_ref":14,"next":58,"prev":56,"to":20,"twin":66,"wire_ref":null},{"edge":33,"face":14,"from":20,"geometry_use":{"pcurve":58,"periodic_lift":[0,0],"sense":"Reverse"},"id":58,"loop_ref":14,"next":59,"prev":57,"to":21,"twin":95,"wire_ref":null},{"edge":34,"face":14,"from":21,"geometry_use":{"pcurve":59,"periodic_lift":[0,0],"sense":"Reverse"},"id":59,"loop_ref":14,"next":56,"prev":58,"to":18,"twin":60,"wire_ref":null},{"edge":34,"face":15,"from":18,"geometry_use":{"pcurve":60,"periodic_lift":[0,0],"sense":"Forward"},"id":60,"loop_ref":15,"next":61,"prev":63,"to":21,"twin":59,"wire_ref":null},{"edge":35,"face":15,"from":21,"geometry_use":{"pcurve":61,"periodic_lift":[0,0],"sense":"Reverse"},"id":61,"loop_ref":15,"next":62,"prev":60,"to":12,"twin":75,"wire_ref":null},{"edge":30,"face":15,"from":12,"geometry_use":{"pcurve":62,"periodic_lift":[0,0],"sense":"Reverse"},"id":62,"loop_ref":15,"next":63,"prev":61,"to":17,"twin":55,"wire_ref":null},{"edge":36,"face":15,"from":17,"geometry_use":{"pcurve":63,"periodic_lift":[0,0],"sense":"Forward"},"id":63,"loop_ref":15,"next":60,"prev":62,"to":18,"twin":70,"wire_ref":null},{"edge":28,"face":16,"from":16,"geometry_use":{"pcurve":64,"periodic_lift":[0,0],"sense":"Forward"},"id":64,"loop_ref":16,"next":65,"prev":67,"to":15,"twin":53,"wire_ref":null},{"edge":37,"face":16,"from":15,"geometry_use":{"pcurve":65,"periodic_lift":[0,0],"sense":"Forward"},"id":65,"loop_ref":16,"next":66,"prev":64,"to":20,"twin":79,"wire_ref":null},{"edge":32,"face":16,"from":20,"geometry_use":{"pcurve":66,"periodic_lift":[0,0],"sense":"Reverse"},"id":66,"loop_ref":16,"next":67,"prev":65,"to":19,"twin":57,"wire_ref":null},{"edge":38,"face":16,"from":19,"geometry_use":{"pcurve":67,"periodic_lift":[0,0],"sense":"Reverse"},"id":67,"loop_ref":16,"next":64,"prev":66,"to":16,"twin":68,"wire_ref":null},{"edge":38,"face":17,"from":16,"geometry_use":{"pcurve":68,"periodic_lift":[0,0],"sense":"Forward"},"id":68,"loop_ref":17,"next":69,"prev":71,"to":19,"twin":67,"wire_ref":null},{"edge":31,"face":17,"from":19,"geometry_use":{"pcurve":69,"periodic_lift":[0,0],"sense":"Reverse"},"id":69,"loop_ref":17,"next":70,"prev":68,"to":18,"twin":56,"wire_ref":null},{"edge":36,"face":17,"from":18,"geometry_use":{"pcurve":70,"periodic_lift":[0,0],"sense":"Reverse"},"id":70,"loop_ref":17,"next":71,"prev":69,"to":17,"twin":63,"wire_ref":null},{"edge":29,"face":17,"from":17,"geometry_use":{"pcurve":71,"periodic_lift":[0,0],"sense":"Forward"},"id":71,"loop_ref":17,"next":68,"prev":70,"to":16,"twin":54,"wire_ref":null},{"edge":39,"face":18,"from":21,"geometry_use":{"pcurve":72,"periodic_lift":[0,0],"sense":"Forward"},"id":72,"loop_ref":18,"next":73,"prev":75,"to":22,"twin":86,"wire_ref":null},{"edge":40,"face":18,"from":22,"geometry_use":{"pcurve":73,"periodic_lift":[0,0],"sense":"Reverse"},"id":73,"loop_ref":18,"next":74,"prev":72,"to":13,"twin":80,"wire_ref":null},{"edge":20,"face":18,"from":13,"geometry_use":{"pcurve":74,"periodic_lift":[0,0],"sense":"Reverse"},"id":74,"loop_ref":18,"next":75,"prev":73,"to":12,"twin":36,"wire_ref":null},{"edge":35,"face":18,"from":12,"geometry_use":{"pcurve":75,"periodic_lift":[0,0],"sense":"Forward"},"id":75,"loop_ref":18,"next":72,"prev":74,"to":21,"twin":61,"wire_ref":null},{"edge":24,"face":19,"from":15,"geometry_use":{"pcurve":76,"periodic_lift":[0,0],"sense":"Forward"},"id":76,"loop_ref":19,"next":77,"prev":79,"to":14,"twin":42,"wire_ref":null},{"edge":41,"face":19,"from":14,"geometry_use":{"pcurve":77,"periodic_lift":[0,0],"sense":"Forward"},"id":77,"loop_ref":19,"next":78,"prev":76,"to":23,"twin":82,"wire_ref":null},{"edge":42,"face":19,"from":23,"geometry_use":{"pcurve":78,"periodic_lift":[0,0],"sense":"Reverse"},"id":78,"loop_ref":19,"next":79,"prev":77,"to":20,"twin":88,"wire_ref":null},{"edge":37,"face":19,"from":20,"geometry_use":{"pcurve":79,"periodic_lift":[0,0],"sense":"Reverse"},"id":79,"loop_ref":19,"next":76,"prev":78,"to":15,"twin":65,"wire_ref":null},{"edge":40,"face":20,"from":13,"geometry_use":{"pcurve":80,"periodic_lift":[0,0],"sense":"Forward"},"id":80,"loop_ref":20,"next":81,"prev":83,"to":22,"twin":73,"wire_ref":null},{"edge":43,"face":20,"from":22,"geometry_use":{"pcurve":81,"periodic_lift":[0,0],"sense":"Forward"},"id":81,"loop_ref":20,"next":82,"prev":80,"to":23,"twin":99,"wire_ref":null},{"edge":41,"face":20,"from":23,"geometry_use":{"pcurve":82,"periodic_lift":[0,0],"sense":"Reverse"},"id":82,"loop_ref":20,"next":83,"prev":81,"to":14,"twin":77,"wire_ref":null},{"edge":27,"face":20,"from":14,"geometry_use":{"pcurve":83,"periodic_lift":[0,0],"sense":"Reverse"},"id":83,"loop_ref":20,"next":80,"prev":82,"to":13,"twin":49,"wire_ref":null},{"edge":44,"face":21,"from":24,"geometry_use":{"pcurve":84,"periodic_lift":[0,0],"sense":"Forward"},"id":84,"loop_ref":21,"next":85,"prev":87,"to":25,"twin":122,"wire_ref":null},{"edge":45,"face":21,"from":25,"geometry_use":{"pcurve":85,"periodic_lift":[0,0],"sense":"Reverse"},"id":85,"loop_ref":21,"next":86,"prev":84,"to":22,"twin":96,"wire_ref":null},{"edge":39,"face":21,"from":22,"geometry_use":{"pcurve":86,"periodic_lift":[0,0],"sense":"Reverse"},"id":86,"loop_ref":21,"next":87,"prev":85,"to":21,"twin":72,"wire_ref":null},{"edge":46,"face":21,"from":21,"geometry_use":{"pcurve":87,"periodic_lift":[0,0],"sense":"Forward"},"id":87,"loop_ref":21,"next":84,"prev":86,"to":24,"twin":94,"wire_ref":null},{"edge":42,"face":22,"from":20,"geometry_use":{"pcurve":88,"periodic_lift":[0,0],"sense":"Forward"},"id":88,"loop_ref":22,"next":89,"prev":91,"to":23,"twin":78,"wire_ref":null},{"edge":47,"face":22,"from":23,"geometry_use":{"pcurve":89,"periodic_lift":[0,0],"sense":"Forward"},"id":89,"loop_ref":22,"next":90,"prev":88,"to":26,"twin":98,"wire_ref":null},{"edge":48,"face":22,"from":26,"geometry_use":{"pcurve":90,"periodic_lift":[0,0],"sense":"Reverse"},"id":90,"loop_ref":22,"next":91,"prev":89,"to":27,"twin":124,"wire_ref":null},{"edge":49,"face":22,"from":27,"geometry_use":{"pcurve":91,"periodic_lift":[0,0],"sense":"Reverse"},"id":91,"loop_ref":22,"next":88,"prev":90,"to":20,"twin":92,"wire_ref":null},{"edge":49,"face":23,"from":20,"geometry_use":{"pcurve":92,"periodic_lift":[0,0],"sense":"Forward"},"id":92,"loop_ref":23,"next":93,"prev":95,"to":27,"twin":91,"wire_ref":null},{"edge":50,"face":23,"from":27,"geometry_use":{"pcurve":93,"periodic_lift":[0,0],"sense":"Reverse"},"id":93,"loop_ref":23,"next":94,"prev":92,"to":24,"twin":100,"wire_ref":null},{"edge":46,"face":23,"from":24,"geometry_use":{"pcurve":94,"periodic_lift":[0,0],"sense":"Reverse"},"id":94,"loop_ref":23,"next":95,"prev":93,"to":21,"twin":87,"wire_ref":null},{"edge":33,"face":23,"from":21,"geometry_use":{"pcurve":95,"periodic_lift":[0,0],"sense":"Forward"},"id":95,"loop_ref":23,"next":92,"prev":94,"to":20,"twin":58,"wire_ref":null},{"edge":45,"face":24,"from":22,"geometry_use":{"pcurve":96,"periodic_lift":[0,0],"sense":"Forward"},"id":96,"loop_ref":24,"next":97,"prev":99,"to":25,"twin":85,"wire_ref":null},{"edge":51,"face":24,"from":25,"geometry_use":{"pcurve":97,"periodic_lift":[0,0],"sense":"Forward"},"id":97,"loop_ref":24,"next":98,"prev":96,"to":26,"twin":131,"wire_ref":null},{"edge":47,"face":24,"from":26,"geometry_use":{"pcurve":98,"periodic_lift":[0,0],"sense":"Reverse"},"id":98,"loop_ref":24,"next":99,"prev":97,"to":23,"twin":89,"wire_ref":null},{"edge":43,"face":24,"from":23,"geometry_use":{"pcurve":99,"periodic_lift":[0,0],"sense":"Reverse"},"id":99,"loop_ref":24,"next":96,"prev":98,"to":22,"twin":81,"wire_ref":null},{"edge":50,"face":25,"from":24,"geometry_use":{"pcurve":100,"periodic_lift":[0,0],"sense":"Forward"},"id":100,"loop_ref":25,"next":101,"prev":103,"to":27,"twin":93,"wire_ref":null},{"edge":52,"face":25,"from":27,"geometry_use":{"pcurve":101,"periodic_lift":[0,0],"sense":"Reverse"},"id":101,"loop_ref":25,"next":102,"prev":100,"to":28,"twin":112,"wire_ref":null},{"edge":53,"face":25,"from":28,"geometry_use":{"pcurve":102,"periodic_lift":[0,0],"sense":"Reverse"},"id":102,"loop_ref":25,"next":103,"prev":101,"to":29,"twin":119,"wire_ref":null},{"edge":54,"face":25,"from":29,"geometry_use":{"pcurve":103,"periodic_lift":[0,0],"sense":"Forward"},"id":103,"loop_ref":25,"next":100,"prev":102,"to":24,"twin":110,"wire_ref":null},{"edge":55,"face":26,"from":30,"geometry_use":{"pcurve":104,"periodic_lift":[0,0],"sense":"Forward"},"id":104,"loop_ref":26,"next":105,"prev":107,"to":31,"twin":117,"wire_ref":null},{"edge":56,"face":26,"from":31,"geometry_use":{"pcurve":105,"periodic_lift":[0,0],"sense":"Forward"},"id":105,"loop_ref":26,"next":106,"prev":104,"to":32,"twin":114,"wire_ref":null},{"edge":57,"face":26,"from":32,"geometry_use":{"pcurve":106,"periodic_lift":[0,0],"sense":"Reverse"},"id":106,"loop_ref":26,"next":107,"prev":105,"to":33,"twin":143,"wire_ref":null},{"edge":58,"face":26,"from":33,"geometry_use":{"pcurve":107,"periodic_lift":[0,0],"sense":"Reverse"},"id":107,"loop_ref":26,"next":104,"prev":106,"to":30,"twin":108,"wire_ref":null},{"edge":58,"face":27,"from":30,"geometry_use":{"pcurve":108,"periodic_lift":[0,0],"sense":"Forward"},"id":108,"loop_ref":27,"next":109,"prev":111,"to":33,"twin":107,"wire_ref":null},{"edge":59,"face":27,"from":33,"geometry_use":{"pcurve":109,"periodic_lift":[0,0],"sense":"Reverse"},"id":109,"loop_ref":27,"next":110,"prev":108,"to":24,"twin":123,"wire_ref":null},{"edge":54,"face":27,"from":24,"geometry_use":{"pcurve":110,"periodic_lift":[0,0],"sense":"Reverse"},"id":110,"loop_ref":27,"next":111,"prev":109,"to":29,"twin":103,"wire_ref":null},{"edge":60,"face":27,"from":29,"geometry_use":{"pcurve":111,"periodic_lift":[0,0],"sense":"Forward"},"id":111,"loop_ref":27,"next":108,"prev":110,"to":30,"twin":118,"wire_ref":null},{"edge":52,"face":28,"from":28,"geometry_use":{"pcurve":112,"periodic_lift":[0,0],"sense":"Forward"},"id":112,"loop_ref":28,"next":113,"prev":115,"to":27,"twin":101,"wire_ref":null},{"edge":61,"face":28,"from":27,"geometry_use":{"pcurve":113,"periodic_lift":[0,0],"sense":"Forward"},"id":113,"loop_ref":28,"next":114,"prev":112,"to":32,"twin":127,"wire_ref":null},{"edge":56,"face":28,"from":32,"geometry_use":{"pcurve":114,"periodic_lift":[0,0],"sense":"Reverse"},"id":114,"loop_ref":28,"next":115,"prev":113,"to":31,"twin":105,"wire_ref":null},{"edge":62,"face":28,"from":31,"geometry_use":{"pcurve":115,"periodic_lift":[0,0],"sense":"Reverse"},"id":115,"loop_ref":28,"next":112,"prev":114,"to":28,"twin":116,"wire_ref":null},{"edge":62,"face":29,"from":28,"geometry_use":{"pcurve":116,"periodic_lift":[0,0],"sense":"Forward"},"id":116,"loop_ref":29,"next":117,"prev":119,"to":31,"twin":115,"wire_ref":null},{"edge":55,"face":29,"from":31,"geometry_use":{"pcurve":117,"periodic_lift":[0,0],"sense":"Reverse"},"id":117,"loop_ref":29,"next":118,"prev":116,"to":30,"twin":104,"wire_ref":null},{"edge":60,"face":29,"from":30,"geometry_use":{"pcurve":118,"periodic_lift":[0,0],"sense":"Reverse"},"id":118,"loop_ref":29,"next":119,"prev":117,"to":29,"twin":111,"wire_ref":null},{"edge":53,"face":29,"from":29,"geometry_use":{"pcurve":119,"periodic_lift":[0,0],"sense":"Forward"},"id":119,"loop_ref":29,"next":116,"prev":118,"to":28,"twin":102,"wire_ref":null},{"edge":63,"face":30,"from":33,"geometry_use":{"pcurve":120,"periodic_lift":[0,0],"sense":"Forward"},"id":120,"loop_ref":30,"next":121,"prev":123,"to":34,"twin":134,"wire_ref":null},{"edge":64,"face":30,"from":34,"geometry_use":{"pcurve":121,"periodic_lift":[0,0],"sense":"Reverse"},"id":121,"loop_ref":30,"next":122,"prev":120,"to":25,"twin":128,"wire_ref":null},{"edge":44,"face":30,"from":25,"geometry_use":{"pcurve":122,"periodic_lift":[0,0],"sense":"Reverse"},"id":122,"loop_ref":30,"next":123,"prev":121,"to":24,"twin":84,"wire_ref":null},{"edge":59,"face":30,"from":24,"geometry_use":{"pcurve":123,"periodic_lift":[0,0],"sense":"Forward"},"id":123,"loop_ref":30,"next":120,"prev":122,"to":33,"twin":109,"wire_ref":null},{"edge":48,"face":31,"from":27,"geometry_use":{"pcurve":124,"periodic_lift":[0,0],"sense":"Forward"},"id":124,"loop_ref":31,"next":125,"prev":127,"to":26,"twin":90,"wire_ref":null},{"edge":65,"face":31,"from":26,"geometry_use":{"pcurve":125,"periodic_lift":[0,0],"sense":"Forward"},"id":125,"loop_ref":31,"next":126,"prev":124,"to":35,"twin":130,"wire_ref":null},{"edge":66,"face":31,"from":35,"geometry_use":{"pcurve":126,"periodic_lift":[0,0],"sense":"Reverse"},"id":126,"loop_ref":31,"next":127,"prev":125,"to":32,"twin":136,"wire_ref":null},{"edge":61,"face":31,"from":32,"geometry_use":{"pcurve":127,"periodic_lift":[0,0],"sense":"Reverse"},"id":127,"loop_ref":31,"next":124,"prev":126,"to":27,"twin":113,"wire_ref":null},{"edge":64,"face":32,"from":25,"geometry_use":{"pcurve":128,"periodic_lift":[0,0],"sense":"Forward"},"id":128,"loop_ref":32,"next":129,"prev":131,"to":34,"twin":121,"wire_ref":null},{"edge":67,"face":32,"from":34,"geometry_use":{"pcurve":129,"periodic_lift":[0,0],"sense":"Forward"},"id":129,"loop_ref":32,"next":130,"prev":128,"to":35,"twin":147,"wire_ref":null},{"edge":65,"face":32,"from":35,"geometry_use":{"pcurve":130,"periodic_lift":[0,0],"sense":"Reverse"},"id":130,"loop_ref":32,"next":131,"prev":129,"to":26,"twin":125,"wire_ref":null},{"edge":51,"face":32,"from":26,"geometry_use":{"pcurve":131,"periodic_lift":[0,0],"sense":"Reverse"},"id":131,"loop_ref":32,"next":128,"prev":130,"to":25,"twin":97,"wire_ref":null},{"edge":68,"face":33,"from":36,"geometry_use":{"pcurve":132,"periodic_lift":[0,0],"sense":"Forward"},"id":132,"loop_ref":33,"next":133,"prev":135,"to":37,"twin":170,"wire_ref":null},{"edge":69,"face":33,"from":37,"geometry_use":{"pcurve":133,"periodic_lift":[0,0],"sense":"Reverse"},"id":133,"loop_ref":33,"next":134,"prev":132,"to":34,"twin":144,"wire_ref":null},{"edge":63,"face":33,"from":34,"geometry_use":{"pcurve":134,"periodic_lift":[0,0],"sense":"Reverse"},"id":134,"loop_ref":33,"next":135,"prev":133,"to":33,"twin":120,"wire_ref":null},{"edge":70,"face":33,"from":33,"geometry_use":{"pcurve":135,"periodic_lift":[0,0],"sense":"Forward"},"id":135,"loop_ref":33,"next":132,"prev":134,"to":36,"twin":142,"wire_ref":null},{"edge":66,"face":34,"from":32,"geometry_use":{"pcurve":136,"periodic_lift":[0,0],"sense":"Forward"},"id":136,"loop_ref":34,"next":137,"prev":139,"to":35,"twin":126,"wire_ref":null},{"edge":71,"face":34,"from":35,"geometry_use":{"pcurve":137,"periodic_lift":[0,0],"sense":"Forward"},"id":137,"loop_ref":34,"next":138,"prev":136,"to":38,"twin":146,"wire_ref":null},{"edge":72,"face":34,"from":38,"geometry_use":{"pcurve":138,"periodic_lift":[0,0],"sense":"Reverse"},"id":138,"loop_ref":34,"next":139,"prev":137,"to":39,"twin":172,"wire_ref":null},{"edge":73,"face":34,"from":39,"geometry_use":{"pcurve":139,"periodic_lift":[0,0],"sense":"Reverse"},"id":139,"loop_ref":34,"next":136,"prev":138,"to":32,"twin":140,"wire_ref":null},{"edge":73,"face":35,"from":32,"geometry_use":{"pcurve":140,"periodic_lift":[0,0],"sense":"Forward"},"id":140,"loop_ref":35,"next":141,"prev":143,"to":39,"twin":139,"wire_ref":null},{"edge":74,"face":35,"from":39,"geometry_use":{"pcurve":141,"periodic_lift":[0,0],"sense":"Reverse"},"id":141,"loop_ref":35,"next":142,"prev":140,"to":36,"twin":148,"wire_ref":null},{"edge":70,"face":35,"from":36,"geometry_use":{"pcurve":142,"periodic_lift":[0,0],"sense":"Reverse"},"id":142,"loop_ref":35,"next":143,"prev":141,"to":33,"twin":135,"wire_ref":null},{"edge":57,"face":35,"from":33,"geometry_use":{"pcurve":143,"periodic_lift":[0,0],"sense":"Forward"},"id":143,"loop_ref":35,"next":140,"prev":142,"to":32,"twin":106,"wire_ref":null},{"edge":69,"face":36,"from":34,"geometry_use":{"pcurve":144,"periodic_lift":[0,0],"sense":"Forward"},"id":144,"loop_ref":36,"next":145,"prev":147,"to":37,"twin":133,"wire_ref":null},{"edge":75,"face":36,"from":37,"geometry_use":{"pcurve":145,"periodic_lift":[0,0],"sense":"Forward"},"id":145,"loop_ref":36,"next":146,"prev":144,"to":38,"twin":179,"wire_ref":null},{"edge":71,"face":36,"from":38,"geometry_use":{"pcurve":146,"periodic_lift":[0,0],"sense":"Reverse"},"id":146,"loop_ref":36,"next":147,"prev":145,"to":35,"twin":137,"wire_ref":null},{"edge":67,"face":36,"from":35,"geometry_use":{"pcurve":147,"periodic_lift":[0,0],"sense":"Reverse"},"id":147,"loop_ref":36,"next":144,"prev":146,"to":34,"twin":129,"wire_ref":null},{"edge":74,"face":37,"from":36,"geometry_use":{"pcurve":148,"periodic_lift":[0,0],"sense":"Forward"},"id":148,"loop_ref":37,"next":149,"prev":151,"to":39,"twin":141,"wire_ref":null},{"edge":76,"face":37,"from":39,"geometry_use":{"pcurve":149,"periodic_lift":[0,0],"sense":"Reverse"},"id":149,"loop_ref":37,"next":150,"prev":148,"to":40,"twin":160,"wire_ref":null},{"edge":77,"face":37,"from":40,"geometry_use":{"pcurve":150,"periodic_lift":[0,0],"sense":"Reverse"},"id":150,"loop_ref":37,"next":151,"prev":149,"to":41,"twin":167,"wire_ref":null},{"edge":78,"face":37,"from":41,"geometry_use":{"pcurve":151,"periodic_lift":[0,0],"sense":"Forward"},"id":151,"loop_ref":37,"next":148,"prev":150,"to":36,"twin":158,"wire_ref":null},{"edge":79,"face":38,"from":42,"geometry_use":{"pcurve":152,"periodic_lift":[0,0],"sense":"Forward"},"id":152,"loop_ref":38,"next":153,"prev":155,"to":43,"twin":165,"wire_ref":null},{"edge":80,"face":38,"from":43,"geometry_use":{"pcurve":153,"periodic_lift":[0,0],"sense":"Forward"},"id":153,"loop_ref":38,"next":154,"prev":152,"to":44,"twin":162,"wire_ref":null},{"edge":81,"face":38,"from":44,"geometry_use":{"pcurve":154,"periodic_lift":[0,0],"sense":"Reverse"},"id":154,"loop_ref":38,"next":155,"prev":153,"to":45,"twin":191,"wire_ref":null},{"edge":82,"face":38,"from":45,"geometry_use":{"pcurve":155,"periodic_lift":[0,0],"sense":"Reverse"},"id":155,"loop_ref":38,"next":152,"prev":154,"to":42,"twin":156,"wire_ref":null},{"edge":82,"face":39,"from":42,"geometry_use":{"pcurve":156,"periodic_lift":[0,0],"sense":"Forward"},"id":156,"loop_ref":39,"next":157,"prev":159,"to":45,"twin":155,"wire_ref":null},{"edge":83,"face":39,"from":45,"geometry_use":{"pcurve":157,"periodic_lift":[0,0],"sense":"Reverse"},"id":157,"loop_ref":39,"next":158,"prev":156,"to":36,"twin":171,"wire_ref":null},{"edge":78,"face":39,"from":36,"geometry_use":{"pcurve":158,"periodic_lift":[0,0],"sense":"Reverse"},"id":158,"loop_ref":39,"next":159,"prev":157,"to":41,"twin":151,"wire_ref":null},{"edge":84,"face":39,"from":41,"geometry_use":{"pcurve":159,"periodic_lift":[0,0],"sense":"Forward"},"id":159,"loop_ref":39,"next":156,"prev":158,"to":42,"twin":166,"wire_ref":null},{"edge":76,"face":40,"from":40,"geometry_use":{"pcurve":160,"periodic_lift":[0,0],"sense":"Forward"},"id":160,"loop_ref":40,"next":161,"prev":163,"to":39,"twin":149,"wire_ref":null},{"edge":85,"face":40,"from":39,"geometry_use":{"pcurve":161,"periodic_lift":[0,0],"sense":"Forward"},"id":161,"loop_ref":40,"next":162,"prev":160,"to":44,"twin":175,"wire_ref":null},{"edge":80,"face":40,"from":44,"geometry_use":{"pcurve":162,"periodic_lift":[0,0],"sense":"Reverse"},"id":162,"loop_ref":40,"next":163,"prev":161,"to":43,"twin":153,"wire_ref":null},{"edge":86,"face":40,"from":43,"geometry_use":{"pcurve":163,"periodic_lift":[0,0],"sense":"Reverse"},"id":163,"loop_ref":40,"next":160,"prev":162,"to":40,"twin":164,"wire_ref":null},{"edge":86,"face":41,"from":40,"geometry_use":{"pcurve":164,"periodic_lift":[0,0],"sense":"Forward"},"id":164,"loop_ref":41,"next":165,"prev":167,"to":43,"twin":163,"wire_ref":null},{"edge":79,"face":41,"from":43,"geometry_use":{"pcurve":165,"periodic_lift":[0,0],"sense":"Reverse"},"id":165,"loop_ref":41,"next":166,"prev":164,"to":42,"twin":152,"wire_ref":null},{"edge":84,"face":41,"from":42,"geometry_use":{"pcurve":166,"periodic_lift":[0,0],"sense":"Reverse"},"id":166,"loop_ref":41,"next":167,"prev":165,"to":41,"twin":159,"wire_ref":null},{"edge":77,"face":41,"from":41,"geometry_use":{"pcurve":167,"periodic_lift":[0,0],"sense":"Forward"},"id":167,"loop_ref":41,"next":164,"prev":166,"to":40,"twin":150,"wire_ref":null},{"edge":87,"face":42,"from":45,"geometry_use":{"pcurve":168,"periodic_lift":[0,0],"sense":"Forward"},"id":168,"loop_ref":42,"next":169,"prev":171,"to":46,"twin":182,"wire_ref":null},{"edge":88,"face":42,"from":46,"geometry_use":{"pcurve":169,"periodic_lift":[0,0],"sense":"Reverse"},"id":169,"loop_ref":42,"next":170,"prev":168,"to":37,"twin":176,"wire_ref":null},{"edge":68,"face":42,"from":37,"geometry_use":{"pcurve":170,"periodic_lift":[0,0],"sense":"Reverse"},"id":170,"loop_ref":42,"next":171,"prev":169,"to":36,"twin":132,"wire_ref":null},{"edge":83,"face":42,"from":36,"geometry_use":{"pcurve":171,"periodic_lift":[0,0],"sense":"Forward"},"id":171,"loop_ref":42,"next":168,"prev":170,"to":45,"twin":157,"wire_ref":null},{"edge":72,"face":43,"from":39,"geometry_use":{"pcurve":172,"periodic_lift":[0,0],"sense":"Forward"},"id":172,"loop_ref":43,"next":173,"prev":175,"to":38,"twin":138,"wire_ref":null},{"edge":89,"face":43,"from":38,"geometry_use":{"pcurve":173,"periodic_lift":[0,0],"sense":"Forward"},"id":173,"loop_ref":43,"next":174,"prev":172,"to":47,"twin":178,"wire_ref":null},{"edge":90,"face":43,"from":47,"geometry_use":{"pcurve":174,"periodic_lift":[0,0],"sense":"Reverse"},"id":174,"loop_ref":43,"next":175,"prev":173,"to":44,"twin":184,"wire_ref":null},{"edge":85,"face":43,"from":44,"geometry_use":{"pcurve":175,"periodic_lift":[0,0],"sense":"Reverse"},"id":175,"loop_ref":43,"next":172,"prev":174,"to":39,"twin":161,"wire_ref":null},{"edge":88,"face":44,"from":37,"geometry_use":{"pcurve":176,"periodic_lift":[0,0],"sense":"Forward"},"id":176,"loop_ref":44,"next":177,"prev":179,"to":46,"twin":169,"wire_ref":null},{"edge":91,"face":44,"from":46,"geometry_use":{"pcurve":177,"periodic_lift":[0,0],"sense":"Forward"},"id":177,"loop_ref":44,"next":178,"prev":176,"to":47,"twin":195,"wire_ref":null},{"edge":89,"face":44,"from":47,"geometry_use":{"pcurve":178,"periodic_lift":[0,0],"sense":"Reverse"},"id":178,"loop_ref":44,"next":179,"prev":177,"to":38,"twin":173,"wire_ref":null},{"edge":75,"face":44,"from":38,"geometry_use":{"pcurve":179,"periodic_lift":[0,0],"sense":"Reverse"},"id":179,"loop_ref":44,"next":176,"prev":178,"to":37,"twin":145,"wire_ref":null},{"edge":92,"face":45,"from":48,"geometry_use":{"pcurve":180,"periodic_lift":[0,0],"sense":"Forward"},"id":180,"loop_ref":45,"next":181,"prev":183,"to":49,"twin":218,"wire_ref":null},{"edge":93,"face":45,"from":49,"geometry_use":{"pcurve":181,"periodic_lift":[0,0],"sense":"Reverse"},"id":181,"loop_ref":45,"next":182,"prev":180,"to":46,"twin":192,"wire_ref":null},{"edge":87,"face":45,"from":46,"geometry_use":{"pcurve":182,"periodic_lift":[0,0],"sense":"Reverse"},"id":182,"loop_ref":45,"next":183,"prev":181,"to":45,"twin":168,"wire_ref":null},{"edge":94,"face":45,"from":45,"geometry_use":{"pcurve":183,"periodic_lift":[0,0],"sense":"Forward"},"id":183,"loop_ref":45,"next":180,"prev":182,"to":48,"twin":190,"wire_ref":null},{"edge":90,"face":46,"from":44,"geometry_use":{"pcurve":184,"periodic_lift":[0,0],"sense":"Forward"},"id":184,"loop_ref":46,"next":185,"prev":187,"to":47,"twin":174,"wire_ref":null},{"edge":95,"face":46,"from":47,"geometry_use":{"pcurve":185,"periodic_lift":[0,0],"sense":"Forward"},"id":185,"loop_ref":46,"next":186,"prev":184,"to":50,"twin":194,"wire_ref":null},{"edge":96,"face":46,"from":50,"geometry_use":{"pcurve":186,"periodic_lift":[0,0],"sense":"Reverse"},"id":186,"loop_ref":46,"next":187,"prev":185,"to":51,"twin":220,"wire_ref":null},{"edge":97,"face":46,"from":51,"geometry_use":{"pcurve":187,"periodic_lift":[0,0],"sense":"Reverse"},"id":187,"loop_ref":46,"next":184,"prev":186,"to":44,"twin":188,"wire_ref":null},{"edge":97,"face":47,"from":44,"geometry_use":{"pcurve":188,"periodic_lift":[0,0],"sense":"Forward"},"id":188,"loop_ref":47,"next":189,"prev":191,"to":51,"twin":187,"wire_ref":null},{"edge":98,"face":47,"from":51,"geometry_use":{"pcurve":189,"periodic_lift":[0,0],"sense":"Reverse"},"id":189,"loop_ref":47,"next":190,"prev":188,"to":48,"twin":196,"wire_ref":null},{"edge":94,"face":47,"from":48,"geometry_use":{"pcurve":190,"periodic_lift":[0,0],"sense":"Reverse"},"id":190,"loop_ref":47,"next":191,"prev":189,"to":45,"twin":183,"wire_ref":null},{"edge":81,"face":47,"from":45,"geometry_use":{"pcurve":191,"periodic_lift":[0,0],"sense":"Forward"},"id":191,"loop_ref":47,"next":188,"prev":190,"to":44,"twin":154,"wire_ref":null},{"edge":93,"face":48,"from":46,"geometry_use":{"pcurve":192,"periodic_lift":[0,0],"sense":"Forward"},"id":192,"loop_ref":48,"next":193,"prev":195,"to":49,"twin":181,"wire_ref":null},{"edge":99,"face":48,"from":49,"geometry_use":{"pcurve":193,"periodic_lift":[0,0],"sense":"Forward"},"id":193,"loop_ref":48,"next":194,"prev":192,"to":50,"twin":227,"wire_ref":null},{"edge":95,"face":48,"from":50,"geometry_use":{"pcurve":194,"periodic_lift":[0,0],"sense":"Reverse"},"id":194,"loop_ref":48,"next":195,"prev":193,"to":47,"twin":185,"wire_ref":null},{"edge":91,"face":48,"from":47,"geometry_use":{"pcurve":195,"periodic_lift":[0,0],"sense":"Reverse"},"id":195,"loop_ref":48,"next":192,"prev":194,"to":46,"twin":177,"wire_ref":null},{"edge":98,"face":49,"from":48,"geometry_use":{"pcurve":196,"periodic_lift":[0,0],"sense":"Forward"},"id":196,"loop_ref":49,"next":197,"prev":199,"to":51,"twin":189,"wire_ref":null},{"edge":100,"face":49,"from":51,"geometry_use":{"pcurve":197,"periodic_lift":[0,0],"sense":"Reverse"},"id":197,"loop_ref":49,"next":198,"prev":196,"to":52,"twin":208,"wire_ref":null},{"edge":101,"face":49,"from":52,"geometry_use":{"pcurve":198,"periodic_lift":[0,0],"sense":"Reverse"},"id":198,"loop_ref":49,"next":199,"prev":197,"to":53,"twin":215,"wire_ref":null},{"edge":102,"face":49,"from":53,"geometry_use":{"pcurve":199,"periodic_lift":[0,0],"sense":"Forward"},"id":199,"loop_ref":49,"next":196,"prev":198,"to":48,"twin":206,"wire_ref":null},{"edge":103,"face":50,"from":54,"geometry_use":{"pcurve":200,"periodic_lift":[0,0],"sense":"Forward"},"id":200,"loop_ref":50,"next":201,"prev":203,"to":55,"twin":213,"wire_ref":null},{"edge":104,"face":50,"from":55,"geometry_use":{"pcurve":201,"periodic_lift":[0,0],"sense":"Forward"},"id":201,"loop_ref":50,"next":202,"prev":200,"to":56,"twin":210,"wire_ref":null},{"edge":105,"face":50,"from":56,"geometry_use":{"pcurve":202,"periodic_lift":[0,0],"sense":"Reverse"},"id":202,"loop_ref":50,"next":203,"prev":201,"to":57,"twin":239,"wire_ref":null},{"edge":106,"face":50,"from":57,"geometry_use":{"pcurve":203,"periodic_lift":[0,0],"sense":"Reverse"},"id":203,"loop_ref":50,"next":200,"prev":202,"to":54,"twin":204,"wire_ref":null},{"edge":106,"face":51,"from":54,"geometry_use":{"pcurve":204,"periodic_lift":[0,0],"sense":"Forward"},"id":204,"loop_ref":51,"next":205,"prev":207,"to":57,"twin":203,"wire_ref":null},{"edge":107,"face":51,"from":57,"geometry_use":{"pcurve":205,"periodic_lift":[0,0],"sense":"Reverse"},"id":205,"loop_ref":51,"next":206,"prev":204,"to":48,"twin":219,"wire_ref":null},{"edge":102,"face":51,"from":48,"geometry_use":{"pcurve":206,"periodic_lift":[0,0],"sense":"Reverse"},"id":206,"loop_ref":51,"next":207,"prev":205,"to":53,"twin":199,"wire_ref":null},{"edge":108,"face":51,"from":53,"geometry_use":{"pcurve":207,"periodic_lift":[0,0],"sense":"Forward"},"id":207,"loop_ref":51,"next":204,"prev":206,"to":54,"twin":214,"wire_ref":null},{"edge":100,"face":52,"from":52,"geometry_use":{"pcurve":208,"periodic_lift":[0,0],"sense":"Forward"},"id":208,"loop_ref":52,"next":209,"prev":211,"to":51,"twin":197,"wire_ref":null},{"edge":109,"face":52,"from":51,"geometry_use":{"pcurve":209,"periodic_lift":[0,0],"sense":"Forward"},"id":209,"loop_ref":52,"next":210,"prev":208,"to":56,"twin":223,"wire_ref":null},{"edge":104,"face":52,"from":56,"geometry_use":{"pcurve":210,"periodic_lift":[0,0],"sense":"Reverse"},"id":210,"loop_ref":52,"next":211,"prev":209,"to":55,"twin":201,"wire_ref":null},{"edge":110,"face":52,"from":55,"geometry_use":{"pcurve":211,"periodic_lift":[0,0],"sense":"Reverse"},"id":211,"loop_ref":52,"next":208,"prev":210,"to":52,"twin":212,"wire_ref":null},{"edge":110,"face":53,"from":52,"geometry_use":{"pcurve":212,"periodic_lift":[0,0],"sense":"Forward"},"id":212,"loop_ref":53,"next":213,"prev":215,"to":55,"twin":211,"wire_ref":null},{"edge":103,"face":53,"from":55,"geometry_use":{"pcurve":213,"periodic_lift":[0,0],"sense":"Reverse"},"id":213,"loop_ref":53,"next":214,"prev":212,"to":54,"twin":200,"wire_ref":null},{"edge":108,"face":53,"from":54,"geometry_use":{"pcurve":214,"periodic_lift":[0,0],"sense":"Reverse"},"id":214,"loop_ref":53,"next":215,"prev":213,"to":53,"twin":207,"wire_ref":null},{"edge":101,"face":53,"from":53,"geometry_use":{"pcurve":215,"periodic_lift":[0,0],"sense":"Forward"},"id":215,"loop_ref":53,"next":212,"prev":214,"to":52,"twin":198,"wire_ref":null},{"edge":111,"face":54,"from":57,"geometry_use":{"pcurve":216,"periodic_lift":[0,0],"sense":"Forward"},"id":216,"loop_ref":54,"next":217,"prev":219,"to":58,"twin":230,"wire_ref":null},{"edge":112,"face":54,"from":58,"geometry_use":{"pcurve":217,"periodic_lift":[0,0],"sense":"Reverse"},"id":217,"loop_ref":54,"next":218,"prev":216,"to":49,"twin":224,"wire_ref":null},{"edge":92,"face":54,"from":49,"geometry_use":{"pcurve":218,"periodic_lift":[0,0],"sense":"Reverse"},"id":218,"loop_ref":54,"next":219,"prev":217,"to":48,"twin":180,"wire_ref":null},{"edge":107,"face":54,"from":48,"geometry_use":{"pcurve":219,"periodic_lift":[0,0],"sense":"Forward"},"id":219,"loop_ref":54,"next":216,"prev":218,"to":57,"twin":205,"wire_ref":null},{"edge":96,"face":55,"from":51,"geometry_use":{"pcurve":220,"periodic_lift":[0,0],"sense":"Forward"},"id":220,"loop_ref":55,"next":221,"prev":223,"to":50,"twin":186,"wire_ref":null},{"edge":113,"face":55,"from":50,"geometry_use":{"pcurve":221,"periodic_lift":[0,0],"sense":"Forward"},"id":221,"loop_ref":55,"next":222,"prev":220,"to":59,"twin":226,"wire_ref":null},{"edge":114,"face":55,"from":59,"geometry_use":{"pcurve":222,"periodic_lift":[0,0],"sense":"Reverse"},"id":222,"loop_ref":55,"next":223,"prev":221,"to":56,"twin":232,"wire_ref":null},{"edge":109,"face":55,"from":56,"geometry_use":{"pcurve":223,"periodic_lift":[0,0],"sense":"Reverse"},"id":223,"loop_ref":55,"next":220,"prev":222,"to":51,"twin":209,"wire_ref":null},{"edge":112,"face":56,"from":49,"geometry_use":{"pcurve":224,"periodic_lift":[0,0],"sense":"Forward"},"id":224,"loop_ref":56,"next":225,"prev":227,"to":58,"twin":217,"wire_ref":null},{"edge":115,"face":56,"from":58,"geometry_use":{"pcurve":225,"periodic_lift":[0,0],"sense":"Forward"},"id":225,"loop_ref":56,"next":226,"prev":224,"to":59,"twin":243,"wire_ref":null},{"edge":113,"face":56,"from":59,"geometry_use":{"pcurve":226,"periodic_lift":[0,0],"sense":"Reverse"},"id":226,"loop_ref":56,"next":227,"prev":225,"to":50,"twin":221,"wire_ref":null},{"edge":99,"face":56,"from":50,"geometry_use":{"pcurve":227,"periodic_lift":[0,0],"sense":"Reverse"},"id":227,"loop_ref":56,"next":224,"prev":226,"to":49,"twin":193,"wire_ref":null},{"edge":116,"face":57,"from":60,"geometry_use":{"pcurve":228,"periodic_lift":[0,0],"sense":"Forward"},"id":228,"loop_ref":57,"next":229,"prev":231,"to":61,"twin":266,"wire_ref":null},{"edge":117,"face":57,"from":61,"geometry_use":{"pcurve":229,"periodic_lift":[0,0],"sense":"Reverse"},"id":229,"loop_ref":57,"next":230,"prev":228,"to":58,"twin":240,"wire_ref":null},{"edge":111,"face":57,"from":58,"geometry_use":{"pcurve":230,"periodic_lift":[0,0],"sense":"Reverse"},"id":230,"loop_ref":57,"next":231,"prev":229,"to":57,"twin":216,"wire_ref":null},{"edge":118,"face":57,"from":57,"geometry_use":{"pcurve":231,"periodic_lift":[0,0],"sense":"Forward"},"id":231,"loop_ref":57,"next":228,"prev":230,"to":60,"twin":238,"wire_ref":null},{"edge":114,"face":58,"from":56,"geometry_use":{"pcurve":232,"periodic_lift":[0,0],"sense":"Forward"},"id":232,"loop_ref":58,"next":233,"prev":235,"to":59,"twin":222,"wire_ref":null},{"edge":119,"face":58,"from":59,"geometry_use":{"pcurve":233,"periodic_lift":[0,0],"sense":"Forward"},"id":233,"loop_ref":58,"next":234,"prev":232,"to":62,"twin":242,"wire_ref":null},{"edge":120,"face":58,"from":62,"geometry_use":{"pcurve":234,"periodic_lift":[0,0],"sense":"Reverse"},"id":234,"loop_ref":58,"next":235,"prev":233,"to":63,"twin":268,"wire_ref":null},{"edge":121,"face":58,"from":63,"geometry_use":{"pcurve":235,"periodic_lift":[0,0],"sense":"Reverse"},"id":235,"loop_ref":58,"next":232,"prev":234,"to":56,"twin":236,"wire_ref":null},{"edge":121,"face":59,"from":56,"geometry_use":{"pcurve":236,"periodic_lift":[0,0],"sense":"Forward"},"id":236,"loop_ref":59,"next":237,"prev":239,"to":63,"twin":235,"wire_ref":null},{"edge":122,"face":59,"from":63,"geometry_use":{"pcurve":237,"periodic_lift":[0,0],"sense":"Reverse"},"id":237,"loop_ref":59,"next":238,"prev":236,"to":60,"twin":244,"wire_ref":null},{"edge":118,"face":59,"from":60,"geometry_use":{"pcurve":238,"periodic_lift":[0,0],"sense":"Reverse"},"id":238,"loop_ref":59,"next":239,"prev":237,"to":57,"twin":231,"wire_ref":null},{"edge":105,"face":59,"from":57,"geometry_use":{"pcurve":239,"periodic_lift":[0,0],"sense":"Forward"},"id":239,"loop_ref":59,"next":236,"prev":238,"to":56,"twin":202,"wire_ref":null},{"edge":117,"face":60,"from":58,"geometry_use":{"pcurve":240,"periodic_lift":[0,0],"sense":"Forward"},"id":240,"loop_ref":60,"next":241,"prev":243,"to":61,"twin":229,"wire_ref":null},{"edge":123,"face":60,"from":61,"geometry_use":{"pcurve":241,"periodic_lift":[0,0],"sense":"Forward"},"id":241,"loop_ref":60,"next":242,"prev":240,"to":62,"twin":275,"wire_ref":null},{"edge":119,"face":60,"from":62,"geometry_use":{"pcurve":242,"periodic_lift":[0,0],"sense":"Reverse"},"id":242,"loop_ref":60,"next":243,"prev":241,"to":59,"twin":233,"wire_ref":null},{"edge":115,"face":60,"from":59,"geometry_use":{"pcurve":243,"periodic_lift":[0,0],"sense":"Reverse"},"id":243,"loop_ref":60,"next":240,"prev":242,"to":58,"twin":225,"wire_ref":null},{"edge":122,"face":61,"from":60,"geometry_use":{"pcurve":244,"periodic_lift":[0,0],"sense":"Forward"},"id":244,"loop_ref":61,"next":245,"prev":247,"to":63,"twin":237,"wire_ref":null},{"edge":124,"face":61,"from":63,"geometry_use":{"pcurve":245,"periodic_lift":[0,0],"sense":"Reverse"},"id":245,"loop_ref":61,"next":246,"prev":244,"to":64,"twin":256,"wire_ref":null},{"edge":125,"face":61,"from":64,"geometry_use":{"pcurve":246,"periodic_lift":[0,0],"sense":"Reverse"},"id":246,"loop_ref":61,"next":247,"prev":245,"to":65,"twin":263,"wire_ref":null},{"edge":126,"face":61,"from":65,"geometry_use":{"pcurve":247,"periodic_lift":[0,0],"sense":"Forward"},"id":247,"loop_ref":61,"next":244,"prev":246,"to":60,"twin":254,"wire_ref":null},{"edge":127,"face":62,"from":66,"geometry_use":{"pcurve":248,"periodic_lift":[0,0],"sense":"Forward"},"id":248,"loop_ref":62,"next":249,"prev":251,"to":67,"twin":261,"wire_ref":null},{"edge":128,"face":62,"from":67,"geometry_use":{"pcurve":249,"periodic_lift":[0,0],"sense":"Forward"},"id":249,"loop_ref":62,"next":250,"prev":248,"to":68,"twin":258,"wire_ref":null},{"edge":129,"face":62,"from":68,"geometry_use":{"pcurve":250,"periodic_lift":[0,0],"sense":"Reverse"},"id":250,"loop_ref":62,"next":251,"prev":249,"to":69,"twin":287,"wire_ref":null},{"edge":130,"face":62,"from":69,"geometry_use":{"pcurve":251,"periodic_lift":[0,0],"sense":"Reverse"},"id":251,"loop_ref":62,"next":248,"prev":250,"to":66,"twin":252,"wire_ref":null},{"edge":130,"face":63,"from":66,"geometry_use":{"pcurve":252,"periodic_lift":[0,0],"sense":"Forward"},"id":252,"loop_ref":63,"next":253,"prev":255,"to":69,"twin":251,"wire_ref":null},{"edge":131,"face":63,"from":69,"geometry_use":{"pcurve":253,"periodic_lift":[0,0],"sense":"Reverse"},"id":253,"loop_ref":63,"next":254,"prev":252,"to":60,"twin":267,"wire_ref":null},{"edge":126,"face":63,"from":60,"geometry_use":{"pcurve":254,"periodic_lift":[0,0],"sense":"Reverse"},"id":254,"loop_ref":63,"next":255,"prev":253,"to":65,"twin":247,"wire_ref":null},{"edge":132,"face":63,"from":65,"geometry_use":{"pcurve":255,"periodic_lift":[0,0],"sense":"Forward"},"id":255,"loop_ref":63,"next":252,"prev":254,"to":66,"twin":262,"wire_ref":null},{"edge":124,"face":64,"from":64,"geometry_use":{"pcurve":256,"periodic_lift":[0,0],"sense":"Forward"},"id":256,"loop_ref":64,"next":257,"prev":259,"to":63,"twin":245,"wire_ref":null},{"edge":133,"face":64,"from":63,"geometry_use":{"pcurve":257,"periodic_lift":[0,0],"sense":"Forward"},"id":257,"loop_ref":64,"next":258,"prev":256,"to":68,"twin":271,"wire_ref":null},{"edge":128,"face":64,"from":68,"geometry_use":{"pcurve":258,"periodic_lift":[0,0],"sense":"Reverse"},"id":258,"loop_ref":64,"next":259,"prev":257,"to":67,"twin":249,"wire_ref":null},{"edge":134,"face":64,"from":67,"geometry_use":{"pcurve":259,"periodic_lift":[0,0],"sense":"Reverse"},"id":259,"loop_ref":64,"next":256,"prev":258,"to":64,"twin":260,"wire_ref":null},{"edge":134,"face":65,"from":64,"geometry_use":{"pcurve":260,"periodic_lift":[0,0],"sense":"Forward"},"id":260,"loop_ref":65,"next":261,"prev":263,"to":67,"twin":259,"wire_ref":null},{"edge":127,"face":65,"from":67,"geometry_use":{"pcurve":261,"periodic_lift":[0,0],"sense":"Reverse"},"id":261,"loop_ref":65,"next":262,"prev":260,"to":66,"twin":248,"wire_ref":null},{"edge":132,"face":65,"from":66,"geometry_use":{"pcurve":262,"periodic_lift":[0,0],"sense":"Reverse"},"id":262,"loop_ref":65,"next":263,"prev":261,"to":65,"twin":255,"wire_ref":null},{"edge":125,"face":65,"from":65,"geometry_use":{"pcurve":263,"periodic_lift":[0,0],"sense":"Forward"},"id":263,"loop_ref":65,"next":260,"prev":262,"to":64,"twin":246,"wire_ref":null},{"edge":135,"face":66,"from":69,"geometry_use":{"pcurve":264,"periodic_lift":[0,0],"sense":"Forward"},"id":264,"loop_ref":66,"next":265,"prev":267,"to":70,"twin":278,"wire_ref":null},{"edge":136,"face":66,"from":70,"geometry_use":{"pcurve":265,"periodic_lift":[0,0],"sense":"Reverse"},"id":265,"loop_ref":66,"next":266,"prev":264,"to":61,"twin":272,"wire_ref":null},{"edge":116,"face":66,"from":61,"geometry_use":{"pcurve":266,"periodic_lift":[0,0],"sense":"Reverse"},"id":266,"loop_ref":66,"next":267,"prev":265,"to":60,"twin":228,"wire_ref":null},{"edge":131,"face":66,"from":60,"geometry_use":{"pcurve":267,"periodic_lift":[0,0],"sense":"Forward"},"id":267,"loop_ref":66,"next":264,"prev":266,"to":69,"twin":253,"wire_ref":null},{"edge":120,"face":67,"from":63,"geometry_use":{"pcurve":268,"periodic_lift":[0,0],"sense":"Forward"},"id":268,"loop_ref":67,"next":269,"prev":271,"to":62,"twin":234,"wire_ref":null},{"edge":137,"face":67,"from":62,"geometry_use":{"pcurve":269,"periodic_lift":[0,0],"sense":"Forward"},"id":269,"loop_ref":67,"next":270,"prev":268,"to":71,"twin":274,"wire_ref":null},{"edge":138,"face":67,"from":71,"geometry_use":{"pcurve":270,"periodic_lift":[0,0],"sense":"Reverse"},"id":270,"loop_ref":67,"next":271,"prev":269,"to":68,"twin":280,"wire_ref":null},{"edge":133,"face":67,"from":68,"geometry_use":{"pcurve":271,"periodic_lift":[0,0],"sense":"Reverse"},"id":271,"loop_ref":67,"next":268,"prev":270,"to":63,"twin":257,"wire_ref":null},{"edge":136,"face":68,"from":61,"geometry_use":{"pcurve":272,"periodic_lift":[0,0],"sense":"Forward"},"id":272,"loop_ref":68,"next":273,"prev":275,"to":70,"twin":265,"wire_ref":null},{"edge":139,"face":68,"from":70,"geometry_use":{"pcurve":273,"periodic_lift":[0,0],"sense":"Forward"},"id":273,"loop_ref":68,"next":274,"prev":272,"to":71,"twin":291,"wire_ref":null},{"edge":137,"face":68,"from":71,"geometry_use":{"pcurve":274,"periodic_lift":[0,0],"sense":"Reverse"},"id":274,"loop_ref":68,"next":275,"prev":273,"to":62,"twin":269,"wire_ref":null},{"edge":123,"face":68,"from":62,"geometry_use":{"pcurve":275,"periodic_lift":[0,0],"sense":"Reverse"},"id":275,"loop_ref":68,"next":272,"prev":274,"to":61,"twin":241,"wire_ref":null},{"edge":140,"face":69,"from":72,"geometry_use":{"pcurve":276,"periodic_lift":[0,0],"sense":"Forward"},"id":276,"loop_ref":69,"next":277,"prev":279,"to":73,"twin":314,"wire_ref":null},{"edge":141,"face":69,"from":73,"geometry_use":{"pcurve":277,"periodic_lift":[0,0],"sense":"Reverse"},"id":277,"loop_ref":69,"next":278,"prev":276,"to":70,"twin":288,"wire_ref":null},{"edge":135,"face":69,"from":70,"geometry_use":{"pcurve":278,"periodic_lift":[0,0],"sense":"Reverse"},"id":278,"loop_ref":69,"next":279,"prev":277,"to":69,"twin":264,"wire_ref":null},{"edge":142,"face":69,"from":69,"geometry_use":{"pcurve":279,"periodic_lift":[0,0],"sense":"Forward"},"id":279,"loop_ref":69,"next":276,"prev":278,"to":72,"twin":286,"wire_ref":null},{"edge":138,"face":70,"from":68,"geometry_use":{"pcurve":280,"periodic_lift":[0,0],"sense":"Forward"},"id":280,"loop_ref":70,"next":281,"prev":283,"to":71,"twin":270,"wire_ref":null},{"edge":143,"face":70,"from":71,"geometry_use":{"pcurve":281,"periodic_lift":[0,0],"sense":"Forward"},"id":281,"loop_ref":70,"next":282,"prev":280,"to":74,"twin":290,"wire_ref":null},{"edge":144,"face":70,"from":74,"geometry_use":{"pcurve":282,"periodic_lift":[0,0],"sense":"Reverse"},"id":282,"loop_ref":70,"next":283,"prev":281,"to":75,"twin":316,"wire_ref":null},{"edge":145,"face":70,"from":75,"geometry_use":{"pcurve":283,"periodic_lift":[0,0],"sense":"Reverse"},"id":283,"loop_ref":70,"next":280,"prev":282,"to":68,"twin":284,"wire_ref":null},{"edge":145,"face":71,"from":68,"geometry_use":{"pcurve":284,"periodic_lift":[0,0],"sense":"Forward"},"id":284,"loop_ref":71,"next":285,"prev":287,"to":75,"twin":283,"wire_ref":null},{"edge":146,"face":71,"from":75,"geometry_use":{"pcurve":285,"periodic_lift":[0,0],"sense":"Reverse"},"id":285,"loop_ref":71,"next":286,"prev":284,"to":72,"twin":292,"wire_ref":null},{"edge":142,"face":71,"from":72,"geometry_use":{"pcurve":286,"periodic_lift":[0,0],"sense":"Reverse"},"id":286,"loop_ref":71,"next":287,"prev":285,"to":69,"twin":279,"wire_ref":null},{"edge":129,"face":71,"from":69,"geometry_use":{"pcurve":287,"periodic_lift":[0,0],"sense":"Forward"},"id":287,"loop_ref":71,"next":284,"prev":286,"to":68,"twin":250,"wire_ref":null},{"edge":141,"face":72,"from":70,"geometry_use":{"pcurve":288,"periodic_lift":[0,0],"sense":"Forward"},"id":288,"loop_ref":72,"next":289,"prev":291,"to":73,"twin":277,"wire_ref":null},{"edge":147,"face":72,"from":73,"geometry_use":{"pcurve":289,"periodic_lift":[0,0],"sense":"Forward"},"id":289,"loop_ref":72,"next":290,"prev":288,"to":74,"twin":323,"wire_ref":null},{"edge":143,"face":72,"from":74,"geometry_use":{"pcurve":290,"periodic_lift":[0,0],"sense":"Reverse"},"id":290,"loop_ref":72,"next":291,"prev":289,"to":71,"twin":281,"wire_ref":null},{"edge":139,"face":72,"from":71,"geometry_use":{"pcurve":291,"periodic_lift":[0,0],"sense":"Reverse"},"id":291,"loop_ref":72,"next":288,"prev":290,"to":70,"twin":273,"wire_ref":null},{"edge":146,"face":73,"from":72,"geometry_use":{"pcurve":292,"periodic_lift":[0,0],"sense":"Forward"},"id":292,"loop_ref":73,"next":293,"prev":295,"to":75,"twin":285,"wire_ref":null},{"edge":148,"face":73,"from":75,"geometry_use":{"pcurve":293,"periodic_lift":[0,0],"sense":"Reverse"},"id":293,"loop_ref":73,"next":294,"prev":292,"to":76,"twin":304,"wire_ref":null},{"edge":149,"face":73,"from":76,"geometry_use":{"pcurve":294,"periodic_lift":[0,0],"sense":"Reverse"},"id":294,"loop_ref":73,"next":295,"prev":293,"to":77,"twin":311,"wire_ref":null},{"edge":150,"face":73,"from":77,"geometry_use":{"pcurve":295,"periodic_lift":[0,0],"sense":"Forward"},"id":295,"loop_ref":73,"next":292,"prev":294,"to":72,"twin":302,"wire_ref":null},{"edge":151,"face":74,"from":78,"geometry_use":{"pcurve":296,"periodic_lift":[0,0],"sense":"Forward"},"id":296,"loop_ref":74,"next":297,"prev":299,"to":79,"twin":309,"wire_ref":null},{"edge":152,"face":74,"from":79,"geometry_use":{"pcurve":297,"periodic_lift":[0,0],"sense":"Forward"},"id":297,"loop_ref":74,"next":298,"prev":296,"to":80,"twin":306,"wire_ref":null},{"edge":153,"face":74,"from":80,"geometry_use":{"pcurve":298,"periodic_lift":[0,0],"sense":"Reverse"},"id":298,"loop_ref":74,"next":299,"prev":297,"to":81,"twin":335,"wire_ref":null},{"edge":154,"face":74,"from":81,"geometry_use":{"pcurve":299,"periodic_lift":[0,0],"sense":"Reverse"},"id":299,"loop_ref":74,"next":296,"prev":298,"to":78,"twin":300,"wire_ref":null},{"edge":154,"face":75,"from":78,"geometry_use":{"pcurve":300,"periodic_lift":[0,0],"sense":"Forward"},"id":300,"loop_ref":75,"next":301,"prev":303,"to":81,"twin":299,"wire_ref":null},{"edge":155,"face":75,"from":81,"geometry_use":{"pcurve":301,"periodic_lift":[0,0],"sense":"Reverse"},"id":301,"loop_ref":75,"next":302,"prev":300,"to":72,"twin":315,"wire_ref":null},{"edge":150,"face":75,"from":72,"geometry_use":{"pcurve":302,"periodic_lift":[0,0],"sense":"Reverse"},"id":302,"loop_ref":75,"next":303,"prev":301,"to":77,"twin":295,"wire_ref":null},{"edge":156,"face":75,"from":77,"geometry_use":{"pcurve":303,"periodic_lift":[0,0],"sense":"Forward"},"id":303,"loop_ref":75,"next":300,"prev":302,"to":78,"twin":310,"wire_ref":null},{"edge":148,"face":76,"from":76,"geometry_use":{"pcurve":304,"periodic_lift":[0,0],"sense":"Forward"},"id":304,"loop_ref":76,"next":305,"prev":307,"to":75,"twin":293,"wire_ref":null},{"edge":157,"face":76,"from":75,"geometry_use":{"pcurve":305,"periodic_lift":[0,0],"sense":"Forward"},"id":305,"loop_ref":76,"next":306,"prev":304,"to":80,"twin":319,"wire_ref":null},{"edge":152,"face":76,"from":80,"geometry_use":{"pcurve":306,"periodic_lift":[0,0],"sense":"Reverse"},"id":306,"loop_ref":76,"next":307,"prev":305,"to":79,"twin":297,"wire_ref":null},{"edge":158,"face":76,"from":79,"geometry_use":{"pcurve":307,"periodic_lift":[0,0],"sense":"Reverse"},"id":307,"loop_ref":76,"next":304,"prev":306,"to":76,"twin":308,"wire_ref":null},{"edge":158,"face":77,"from":76,"geometry_use":{"pcurve":308,"periodic_lift":[0,0],"sense":"Forward"},"id":308,"loop_ref":77,"next":309,"prev":311,"to":79,"twin":307,"wire_ref":null},{"edge":151,"face":77,"from":79,"geometry_use":{"pcurve":309,"periodic_lift":[0,0],"sense":"Reverse"},"id":309,"loop_ref":77,"next":310,"prev":308,"to":78,"twin":296,"wire_ref":null},{"edge":156,"face":77,"from":78,"geometry_use":{"pcurve":310,"periodic_lift":[0,0],"sense":"Reverse"},"id":310,"loop_ref":77,"next":311,"prev":309,"to":77,"twin":303,"wire_ref":null},{"edge":149,"face":77,"from":77,"geometry_use":{"pcurve":311,"periodic_lift":[0,0],"sense":"Forward"},"id":311,"loop_ref":77,"next":308,"prev":310,"to":76,"twin":294,"wire_ref":null},{"edge":159,"face":78,"from":81,"geometry_use":{"pcurve":312,"periodic_lift":[0,0],"sense":"Forward"},"id":312,"loop_ref":78,"next":313,"prev":315,"to":82,"twin":326,"wire_ref":null},{"edge":160,"face":78,"from":82,"geometry_use":{"pcurve":313,"periodic_lift":[0,0],"sense":"Reverse"},"id":313,"loop_ref":78,"next":314,"prev":312,"to":73,"twin":320,"wire_ref":null},{"edge":140,"face":78,"from":73,"geometry_use":{"pcurve":314,"periodic_lift":[0,0],"sense":"Reverse"},"id":314,"loop_ref":78,"next":315,"prev":313,"to":72,"twin":276,"wire_ref":null},{"edge":155,"face":78,"from":72,"geometry_use":{"pcurve":315,"periodic_lift":[0,0],"sense":"Forward"},"id":315,"loop_ref":78,"next":312,"prev":314,"to":81,"twin":301,"wire_ref":null},{"edge":144,"face":79,"from":75,"geometry_use":{"pcurve":316,"periodic_lift":[0,0],"sense":"Forward"},"id":316,"loop_ref":79,"next":317,"prev":319,"to":74,"twin":282,"wire_ref":null},{"edge":161,"face":79,"from":74,"geometry_use":{"pcurve":317,"periodic_lift":[0,0],"sense":"Forward"},"id":317,"loop_ref":79,"next":318,"prev":316,"to":83,"twin":322,"wire_ref":null},{"edge":162,"face":79,"from":83,"geometry_use":{"pcurve":318,"periodic_lift":[0,0],"sense":"Reverse"},"id":318,"loop_ref":79,"next":319,"prev":317,"to":80,"twin":328,"wire_ref":null},{"edge":157,"face":79,"from":80,"geometry_use":{"pcurve":319,"periodic_lift":[0,0],"sense":"Reverse"},"id":319,"loop_ref":79,"next":316,"prev":318,"to":75,"twin":305,"wire_ref":null},{"edge":160,"face":80,"from":73,"geometry_use":{"pcurve":320,"periodic_lift":[0,0],"sense":"Forward"},"id":320,"loop_ref":80,"next":321,"prev":323,"to":82,"twin":313,"wire_ref":null},{"edge":163,"face":80,"from":82,"geometry_use":{"pcurve":321,"periodic_lift":[0,0],"sense":"Forward"},"id":321,"loop_ref":80,"next":322,"prev":320,"to":83,"twin":339,"wire_ref":null},{"edge":161,"face":80,"from":83,"geometry_use":{"pcurve":322,"periodic_lift":[0,0],"sense":"Reverse"},"id":322,"loop_ref":80,"next":323,"prev":321,"to":74,"twin":317,"wire_ref":null},{"edge":147,"face":80,"from":74,"geometry_use":{"pcurve":323,"periodic_lift":[0,0],"sense":"Reverse"},"id":323,"loop_ref":80,"next":320,"prev":322,"to":73,"twin":289,"wire_ref":null},{"edge":164,"face":81,"from":84,"geometry_use":{"pcurve":324,"periodic_lift":[0,0],"sense":"Forward"},"id":324,"loop_ref":81,"next":325,"prev":327,"to":85,"twin":362,"wire_ref":null},{"edge":165,"face":81,"from":85,"geometry_use":{"pcurve":325,"periodic_lift":[0,0],"sense":"Reverse"},"id":325,"loop_ref":81,"next":326,"prev":324,"to":82,"twin":336,"wire_ref":null},{"edge":159,"face":81,"from":82,"geometry_use":{"pcurve":326,"periodic_lift":[0,0],"sense":"Reverse"},"id":326,"loop_ref":81,"next":327,"prev":325,"to":81,"twin":312,"wire_ref":null},{"edge":166,"face":81,"from":81,"geometry_use":{"pcurve":327,"periodic_lift":[0,0],"sense":"Forward"},"id":327,"loop_ref":81,"next":324,"prev":326,"to":84,"twin":334,"wire_ref":null},{"edge":162,"face":82,"from":80,"geometry_use":{"pcurve":328,"periodic_lift":[0,0],"sense":"Forward"},"id":328,"loop_ref":82,"next":329,"prev":331,"to":83,"twin":318,"wire_ref":null},{"edge":167,"face":82,"from":83,"geometry_use":{"pcurve":329,"periodic_lift":[0,0],"sense":"Forward"},"id":329,"loop_ref":82,"next":330,"prev":328,"to":86,"twin":338,"wire_ref":null},{"edge":168,"face":82,"from":86,"geometry_use":{"pcurve":330,"periodic_lift":[0,0],"sense":"Reverse"},"id":330,"loop_ref":82,"next":331,"prev":329,"to":87,"twin":364,"wire_ref":null},{"edge":169,"face":82,"from":87,"geometry_use":{"pcurve":331,"periodic_lift":[0,0],"sense":"Reverse"},"id":331,"loop_ref":82,"next":328,"prev":330,"to":80,"twin":332,"wire_ref":null},{"edge":169,"face":83,"from":80,"geometry_use":{"pcurve":332,"periodic_lift":[0,0],"sense":"Forward"},"id":332,"loop_ref":83,"next":333,"prev":335,"to":87,"twin":331,"wire_ref":null},{"edge":170,"face":83,"from":87,"geometry_use":{"pcurve":333,"periodic_lift":[0,0],"sense":"Reverse"},"id":333,"loop_ref":83,"next":334,"prev":332,"to":84,"twin":340,"wire_ref":null},{"edge":166,"face":83,"from":84,"geometry_use":{"pcurve":334,"periodic_lift":[0,0],"sense":"Reverse"},"id":334,"loop_ref":83,"next":335,"prev":333,"to":81,"twin":327,"wire_ref":null},{"edge":153,"face":83,"from":81,"geometry_use":{"pcurve":335,"periodic_lift":[0,0],"sense":"Forward"},"id":335,"loop_ref":83,"next":332,"prev":334,"to":80,"twin":298,"wire_ref":null},{"edge":165,"face":84,"from":82,"geometry_use":{"pcurve":336,"periodic_lift":[0,0],"sense":"Forward"},"id":336,"loop_ref":84,"next":337,"prev":339,"to":85,"twin":325,"wire_ref":null},{"edge":171,"face":84,"from":85,"geometry_use":{"pcurve":337,"periodic_lift":[0,0],"sense":"Forward"},"id":337,"loop_ref":84,"next":338,"prev":336,"to":86,"twin":371,"wire_ref":null},{"edge":167,"face":84,"from":86,"geometry_use":{"pcurve":338,"periodic_lift":[0,0],"sense":"Reverse"},"id":338,"loop_ref":84,"next":339,"prev":337,"to":83,"twin":329,"wire_ref":null},{"edge":163,"face":84,"from":83,"geometry_use":{"pcurve":339,"periodic_lift":[0,0],"sense":"Reverse"},"id":339,"loop_ref":84,"next":336,"prev":338,"to":82,"twin":321,"wire_ref":null},{"edge":170,"face":85,"from":84,"geometry_use":{"pcurve":340,"periodic_lift":[0,0],"sense":"Forward"},"id":340,"loop_ref":85,"next":341,"prev":343,"to":87,"twin":333,"wire_ref":null},{"edge":172,"face":85,"from":87,"geometry_use":{"pcurve":341,"periodic_lift":[0,0],"sense":"Reverse"},"id":341,"loop_ref":85,"next":342,"prev":340,"to":88,"twin":352,"wire_ref":null},{"edge":173,"face":85,"from":88,"geometry_use":{"pcurve":342,"periodic_lift":[0,0],"sense":"Reverse"},"id":342,"loop_ref":85,"next":343,"prev":341,"to":89,"twin":359,"wire_ref":null},{"edge":174,"face":85,"from":89,"geometry_use":{"pcurve":343,"periodic_lift":[0,0],"sense":"Forward"},"id":343,"loop_ref":85,"next":340,"prev":342,"to":84,"twin":350,"wire_ref":null},{"edge":175,"face":86,"from":90,"geometry_use":{"pcurve":344,"periodic_lift":[0,0],"sense":"Forward"},"id":344,"loop_ref":86,"next":345,"prev":347,"to":91,"twin":357,"wire_ref":null},{"edge":176,"face":86,"from":91,"geometry_use":{"pcurve":345,"periodic_lift":[0,0],"sense":"Forward"},"id":345,"loop_ref":86,"next":346,"prev":344,"to":92,"twin":354,"wire_ref":null},{"edge":177,"face":86,"from":92,"geometry_use":{"pcurve":346,"periodic_lift":[0,0],"sense":"Reverse"},"id":346,"loop_ref":86,"next":347,"prev":345,"to":93,"twin":383,"wire_ref":null},{"edge":178,"face":86,"from":93,"geometry_use":{"pcurve":347,"periodic_lift":[0,0],"sense":"Reverse"},"id":347,"loop_ref":86,"next":344,"prev":346,"to":90,"twin":348,"wire_ref":null},{"edge":178,"face":87,"from":90,"geometry_use":{"pcurve":348,"periodic_lift":[0,0],"sense":"Forward"},"id":348,"loop_ref":87,"next":349,"prev":351,"to":93,"twin":347,"wire_ref":null},{"edge":179,"face":87,"from":93,"geometry_use":{"pcurve":349,"periodic_lift":[0,0],"sense":"Reverse"},"id":349,"loop_ref":87,"next":350,"prev":348,"to":84,"twin":363,"wire_ref":null},{"edge":174,"face":87,"from":84,"geometry_use":{"pcurve":350,"periodic_lift":[0,0],"sense":"Reverse"},"id":350,"loop_ref":87,"next":351,"prev":349,"to":89,"twin":343,"wire_ref":null},{"edge":180,"face":87,"from":89,"geometry_use":{"pcurve":351,"periodic_lift":[0,0],"sense":"Forward"},"id":351,"loop_ref":87,"next":348,"prev":350,"to":90,"twin":358,"wire_ref":null},{"edge":172,"face":88,"from":88,"geometry_use":{"pcurve":352,"periodic_lift":[0,0],"sense":"Forward"},"id":352,"loop_ref":88,"next":353,"prev":355,"to":87,"twin":341,"wire_ref":null},{"edge":181,"face":88,"from":87,"geometry_use":{"pcurve":353,"periodic_lift":[0,0],"sense":"Forward"},"id":353,"loop_ref":88,"next":354,"prev":352,"to":92,"twin":367,"wire_ref":null},{"edge":176,"face":88,"from":92,"geometry_use":{"pcurve":354,"periodic_lift":[0,0],"sense":"Reverse"},"id":354,"loop_ref":88,"next":355,"prev":353,"to":91,"twin":345,"wire_ref":null},{"edge":182,"face":88,"from":91,"geometry_use":{"pcurve":355,"periodic_lift":[0,0],"sense":"Reverse"},"id":355,"loop_ref":88,"next":352,"prev":354,"to":88,"twin":356,"wire_ref":null},{"edge":182,"face":89,"from":88,"geometry_use":{"pcurve":356,"periodic_lift":[0,0],"sense":"Forward"},"id":356,"loop_ref":89,"next":357,"prev":359,"to":91,"twin":355,"wire_ref":null},{"edge":175,"face":89,"from":91,"geometry_use":{"pcurve":357,"periodic_lift":[0,0],"sense":"Reverse"},"id":357,"loop_ref":89,"next":358,"prev":356,"to":90,"twin":344,"wire_ref":null},{"edge":180,"face":89,"from":90,"geometry_use":{"pcurve":358,"periodic_lift":[0,0],"sense":"Reverse"},"id":358,"loop_ref":89,"next":359,"prev":357,"to":89,"twin":351,"wire_ref":null},{"edge":173,"face":89,"from":89,"geometry_use":{"pcurve":359,"periodic_lift":[0,0],"sense":"Forward"},"id":359,"loop_ref":89,"next":356,"prev":358,"to":88,"twin":342,"wire_ref":null},{"edge":183,"face":90,"from":93,"geometry_use":{"pcurve":360,"periodic_lift":[0,0],"sense":"Forward"},"id":360,"loop_ref":90,"next":361,"prev":363,"to":94,"twin":374,"wire_ref":null},{"edge":184,"face":90,"from":94,"geometry_use":{"pcurve":361,"periodic_lift":[0,0],"sense":"Reverse"},"id":361,"loop_ref":90,"next":362,"prev":360,"to":85,"twin":368,"wire_ref":null},{"edge":164,"face":90,"from":85,"geometry_use":{"pcurve":362,"periodic_lift":[0,0],"sense":"Reverse"},"id":362,"loop_ref":90,"next":363,"prev":361,"to":84,"twin":324,"wire_ref":null},{"edge":179,"face":90,"from":84,"geometry_use":{"pcurve":363,"periodic_lift":[0,0],"sense":"Forward"},"id":363,"loop_ref":90,"next":360,"prev":362,"to":93,"twin":349,"wire_ref":null},{"edge":168,"face":91,"from":87,"geometry_use":{"pcurve":364,"periodic_lift":[0,0],"sense":"Forward"},"id":364,"loop_ref":91,"next":365,"prev":367,"to":86,"twin":330,"wire_ref":null},{"edge":185,"face":91,"from":86,"geometry_use":{"pcurve":365,"periodic_lift":[0,0],"sense":"Forward"},"id":365,"loop_ref":91,"next":366,"prev":364,"to":95,"twin":370,"wire_ref":null},{"edge":186,"face":91,"from":95,"geometry_use":{"pcurve":366,"periodic_lift":[0,0],"sense":"Reverse"},"id":366,"loop_ref":91,"next":367,"prev":365,"to":92,"twin":376,"wire_ref":null},{"edge":181,"face":91,"from":92,"geometry_use":{"pcurve":367,"periodic_lift":[0,0],"sense":"Reverse"},"id":367,"loop_ref":91,"next":364,"prev":366,"to":87,"twin":353,"wire_ref":null},{"edge":184,"face":92,"from":85,"geometry_use":{"pcurve":368,"periodic_lift":[0,0],"sense":"Forward"},"id":368,"loop_ref":92,"next":369,"prev":371,"to":94,"twin":361,"wire_ref":null},{"edge":187,"face":92,"from":94,"geometry_use":{"pcurve":369,"periodic_lift":[0,0],"sense":"Forward"},"id":369,"loop_ref":92,"next":370,"prev":368,"to":95,"twin":387,"wire_ref":null},{"edge":185,"face":92,"from":95,"geometry_use":{"pcurve":370,"periodic_lift":[0,0],"sense":"Reverse"},"id":370,"loop_ref":92,"next":371,"prev":369,"to":86,"twin":365,"wire_ref":null},{"edge":171,"face":92,"from":86,"geometry_use":{"pcurve":371,"periodic_lift":[0,0],"sense":"Reverse"},"id":371,"loop_ref":92,"next":368,"prev":370,"to":85,"twin":337,"wire_ref":null},{"edge":188,"face":93,"from":96,"geometry_use":{"pcurve":372,"periodic_lift":[0,0],"sense":"Forward"},"id":372,"loop_ref":93,"next":373,"prev":375,"to":97,"twin":410,"wire_ref":null},{"edge":189,"face":93,"from":97,"geometry_use":{"pcurve":373,"periodic_lift":[0,0],"sense":"Reverse"},"id":373,"loop_ref":93,"next":374,"prev":372,"to":94,"twin":384,"wire_ref":null},{"edge":183,"face":93,"from":94,"geometry_use":{"pcurve":374,"periodic_lift":[0,0],"sense":"Reverse"},"id":374,"loop_ref":93,"next":375,"prev":373,"to":93,"twin":360,"wire_ref":null},{"edge":190,"face":93,"from":93,"geometry_use":{"pcurve":375,"periodic_lift":[0,0],"sense":"Forward"},"id":375,"loop_ref":93,"next":372,"prev":374,"to":96,"twin":382,"wire_ref":null},{"edge":186,"face":94,"from":92,"geometry_use":{"pcurve":376,"periodic_lift":[0,0],"sense":"Forward"},"id":376,"loop_ref":94,"next":377,"prev":379,"to":95,"twin":366,"wire_ref":null},{"edge":191,"face":94,"from":95,"geometry_use":{"pcurve":377,"periodic_lift":[0,0],"sense":"Forward"},"id":377,"loop_ref":94,"next":378,"prev":376,"to":98,"twin":386,"wire_ref":null},{"edge":192,"face":94,"from":98,"geometry_use":{"pcurve":378,"periodic_lift":[0,0],"sense":"Reverse"},"id":378,"loop_ref":94,"next":379,"prev":377,"to":99,"twin":412,"wire_ref":null},{"edge":193,"face":94,"from":99,"geometry_use":{"pcurve":379,"periodic_lift":[0,0],"sense":"Reverse"},"id":379,"loop_ref":94,"next":376,"prev":378,"to":92,"twin":380,"wire_ref":null},{"edge":193,"face":95,"from":92,"geometry_use":{"pcurve":380,"periodic_lift":[0,0],"sense":"Forward"},"id":380,"loop_ref":95,"next":381,"prev":383,"to":99,"twin":379,"wire_ref":null},{"edge":194,"face":95,"from":99,"geometry_use":{"pcurve":381,"periodic_lift":[0,0],"sense":"Reverse"},"id":381,"loop_ref":95,"next":382,"prev":380,"to":96,"twin":388,"wire_ref":null},{"edge":190,"face":95,"from":96,"geometry_use":{"pcurve":382,"periodic_lift":[0,0],"sense":"Reverse"},"id":382,"loop_ref":95,"next":383,"prev":381,"to":93,"twin":375,"wire_ref":null},{"edge":177,"face":95,"from":93,"geometry_use":{"pcurve":383,"periodic_lift":[0,0],"sense":"Forward"},"id":383,"loop_ref":95,"next":380,"prev":382,"to":92,"twin":346,"wire_ref":null},{"edge":189,"face":96,"from":94,"geometry_use":{"pcurve":384,"periodic_lift":[0,0],"sense":"Forward"},"id":384,"loop_ref":96,"next":385,"prev":387,"to":97,"twin":373,"wire_ref":null},{"edge":195,"face":96,"from":97,"geometry_use":{"pcurve":385,"periodic_lift":[0,0],"sense":"Forward"},"id":385,"loop_ref":96,"next":386,"prev":384,"to":98,"twin":419,"wire_ref":null},{"edge":191,"face":96,"from":98,"geometry_use":{"pcurve":386,"periodic_lift":[0,0],"sense":"Reverse"},"id":386,"loop_ref":96,"next":387,"prev":385,"to":95,"twin":377,"wire_ref":null},{"edge":187,"face":96,"from":95,"geometry_use":{"pcurve":387,"periodic_lift":[0,0],"sense":"Reverse"},"id":387,"loop_ref":96,"next":384,"prev":386,"to":94,"twin":369,"wire_ref":null},{"edge":194,"face":97,"from":96,"geometry_use":{"pcurve":388,"periodic_lift":[0,0],"sense":"Forward"},"id":388,"loop_ref":97,"next":389,"prev":391,"to":99,"twin":381,"wire_ref":null},{"edge":196,"face":97,"from":99,"geometry_use":{"pcurve":389,"periodic_lift":[0,0],"sense":"Reverse"},"id":389,"loop_ref":97,"next":390,"prev":388,"to":100,"twin":400,"wire_ref":null},{"edge":197,"face":97,"from":100,"geometry_use":{"pcurve":390,"periodic_lift":[0,0],"sense":"Reverse"},"id":390,"loop_ref":97,"next":391,"prev":389,"to":101,"twin":407,"wire_ref":null},{"edge":198,"face":97,"from":101,"geometry_use":{"pcurve":391,"periodic_lift":[0,0],"sense":"Forward"},"id":391,"loop_ref":97,"next":388,"prev":390,"to":96,"twin":398,"wire_ref":null},{"edge":199,"face":98,"from":102,"geometry_use":{"pcurve":392,"periodic_lift":[0,0],"sense":"Forward"},"id":392,"loop_ref":98,"next":393,"prev":395,"to":103,"twin":405,"wire_ref":null},{"edge":200,"face":98,"from":103,"geometry_use":{"pcurve":393,"periodic_lift":[0,0],"sense":"Forward"},"id":393,"loop_ref":98,"next":394,"prev":392,"to":104,"twin":402,"wire_ref":null},{"edge":201,"face":98,"from":104,"geometry_use":{"pcurve":394,"periodic_lift":[0,0],"sense":"Reverse"},"id":394,"loop_ref":98,"next":395,"prev":393,"to":105,"twin":431,"wire_ref":null},{"edge":202,"face":98,"from":105,"geometry_use":{"pcurve":395,"periodic_lift":[0,0],"sense":"Reverse"},"id":395,"loop_ref":98,"next":392,"prev":394,"to":102,"twin":396,"wire_ref":null},{"edge":202,"face":99,"from":102,"geometry_use":{"pcurve":396,"periodic_lift":[0,0],"sense":"Forward"},"id":396,"loop_ref":99,"next":397,"prev":399,"to":105,"twin":395,"wire_ref":null},{"edge":203,"face":99,"from":105,"geometry_use":{"pcurve":397,"periodic_lift":[0,0],"sense":"Reverse"},"id":397,"loop_ref":99,"next":398,"prev":396,"to":96,"twin":411,"wire_ref":null},{"edge":198,"face":99,"from":96,"geometry_use":{"pcurve":398,"periodic_lift":[0,0],"sense":"Reverse"},"id":398,"loop_ref":99,"next":399,"prev":397,"to":101,"twin":391,"wire_ref":null},{"edge":204,"face":99,"from":101,"geometry_use":{"pcurve":399,"periodic_lift":[0,0],"sense":"Forward"},"id":399,"loop_ref":99,"next":396,"prev":398,"to":102,"twin":406,"wire_ref":null},{"edge":196,"face":100,"from":100,"geometry_use":{"pcurve":400,"periodic_lift":[0,0],"sense":"Forward"},"id":400,"loop_ref":100,"next":401,"prev":403,"to":99,"twin":389,"wire_ref":null},{"edge":205,"face":100,"from":99,"geometry_use":{"pcurve":401,"periodic_lift":[0,0],"sense":"Forward"},"id":401,"loop_ref":100,"next":402,"prev":400,"to":104,"twin":415,"wire_ref":null},{"edge":200,"face":100,"from":104,"geometry_use":{"pcurve":402,"periodic_lift":[0,0],"sense":"Reverse"},"id":402,"loop_ref":100,"next":403,"prev":401,"to":103,"twin":393,"wire_ref":null},{"edge":206,"face":100,"from":103,"geometry_use":{"pcurve":403,"periodic_lift":[0,0],"sense":"Reverse"},"id":403,"loop_ref":100,"next":400,"prev":402,"to":100,"twin":404,"wire_ref":null},{"edge":206,"face":101,"from":100,"geometry_use":{"pcurve":404,"periodic_lift":[0,0],"sense":"Forward"},"id":404,"loop_ref":101,"next":405,"prev":407,"to":103,"twin":403,"wire_ref":null},{"edge":199,"face":101,"from":103,"geometry_use":{"pcurve":405,"periodic_lift":[0,0],"sense":"Reverse"},"id":405,"loop_ref":101,"next":406,"prev":404,"to":102,"twin":392,"wire_ref":null},{"edge":204,"face":101,"from":102,"geometry_use":{"pcurve":406,"periodic_lift":[0,0],"sense":"Reverse"},"id":406,"loop_ref":101,"next":407,"prev":405,"to":101,"twin":399,"wire_ref":null},{"edge":197,"face":101,"from":101,"geometry_use":{"pcurve":407,"periodic_lift":[0,0],"sense":"Forward"},"id":407,"loop_ref":101,"next":404,"prev":406,"to":100,"twin":390,"wire_ref":null},{"edge":207,"face":102,"from":105,"geometry_use":{"pcurve":408,"periodic_lift":[0,0],"sense":"Forward"},"id":408,"loop_ref":102,"next":409,"prev":411,"to":106,"twin":422,"wire_ref":null},{"edge":208,"face":102,"from":106,"geometry_use":{"pcurve":409,"periodic_lift":[0,0],"sense":"Reverse"},"id":409,"loop_ref":102,"next":410,"prev":408,"to":97,"twin":416,"wire_ref":null},{"edge":188,"face":102,"from":97,"geometry_use":{"pcurve":410,"periodic_lift":[0,0],"sense":"Reverse"},"id":410,"loop_ref":102,"next":411,"prev":409,"to":96,"twin":372,"wire_ref":null},{"edge":203,"face":102,"from":96,"geometry_use":{"pcurve":411,"periodic_lift":[0,0],"sense":"Forward"},"id":411,"loop_ref":102,"next":408,"prev":410,"to":105,"twin":397,"wire_ref":null},{"edge":192,"face":103,"from":99,"geometry_use":{"pcurve":412,"periodic_lift":[0,0],"sense":"Forward"},"id":412,"loop_ref":103,"next":413,"prev":415,"to":98,"twin":378,"wire_ref":null},{"edge":209,"face":103,"from":98,"geometry_use":{"pcurve":413,"periodic_lift":[0,0],"sense":"Forward"},"id":413,"loop_ref":103,"next":414,"prev":412,"to":107,"twin":418,"wire_ref":null},{"edge":210,"face":103,"from":107,"geometry_use":{"pcurve":414,"periodic_lift":[0,0],"sense":"Reverse"},"id":414,"loop_ref":103,"next":415,"prev":413,"to":104,"twin":424,"wire_ref":null},{"edge":205,"face":103,"from":104,"geometry_use":{"pcurve":415,"periodic_lift":[0,0],"sense":"Reverse"},"id":415,"loop_ref":103,"next":412,"prev":414,"to":99,"twin":401,"wire_ref":null},{"edge":208,"face":104,"from":97,"geometry_use":{"pcurve":416,"periodic_lift":[0,0],"sense":"Forward"},"id":416,"loop_ref":104,"next":417,"prev":419,"to":106,"twin":409,"wire_ref":null},{"edge":211,"face":104,"from":106,"geometry_use":{"pcurve":417,"periodic_lift":[0,0],"sense":"Forward"},"id":417,"loop_ref":104,"next":418,"prev":416,"to":107,"twin":435,"wire_ref":null},{"edge":209,"face":104,"from":107,"geometry_use":{"pcurve":418,"periodic_lift":[0,0],"sense":"Reverse"},"id":418,"loop_ref":104,"next":419,"prev":417,"to":98,"twin":413,"wire_ref":null},{"edge":195,"face":104,"from":98,"geometry_use":{"pcurve":419,"periodic_lift":[0,0],"sense":"Reverse"},"id":419,"loop_ref":104,"next":416,"prev":418,"to":97,"twin":385,"wire_ref":null},{"edge":212,"face":105,"from":108,"geometry_use":{"pcurve":420,"periodic_lift":[0,0],"sense":"Forward"},"id":420,"loop_ref":105,"next":421,"prev":423,"to":109,"twin":458,"wire_ref":null},{"edge":213,"face":105,"from":109,"geometry_use":{"pcurve":421,"periodic_lift":[0,0],"sense":"Reverse"},"id":421,"loop_ref":105,"next":422,"prev":420,"to":106,"twin":432,"wire_ref":null},{"edge":207,"face":105,"from":106,"geometry_use":{"pcurve":422,"periodic_lift":[0,0],"sense":"Reverse"},"id":422,"loop_ref":105,"next":423,"prev":421,"to":105,"twin":408,"wire_ref":null},{"edge":214,"face":105,"from":105,"geometry_use":{"pcurve":423,"periodic_lift":[0,0],"sense":"Forward"},"id":423,"loop_ref":105,"next":420,"prev":422,"to":108,"twin":430,"wire_ref":null},{"edge":210,"face":106,"from":104,"geometry_use":{"pcurve":424,"periodic_lift":[0,0],"sense":"Forward"},"id":424,"loop_ref":106,"next":425,"prev":427,"to":107,"twin":414,"wire_ref":null},{"edge":215,"face":106,"from":107,"geometry_use":{"pcurve":425,"periodic_lift":[0,0],"sense":"Forward"},"id":425,"loop_ref":106,"next":426,"prev":424,"to":110,"twin":434,"wire_ref":null},{"edge":216,"face":106,"from":110,"geometry_use":{"pcurve":426,"periodic_lift":[0,0],"sense":"Reverse"},"id":426,"loop_ref":106,"next":427,"prev":425,"to":111,"twin":460,"wire_ref":null},{"edge":217,"face":106,"from":111,"geometry_use":{"pcurve":427,"periodic_lift":[0,0],"sense":"Reverse"},"id":427,"loop_ref":106,"next":424,"prev":426,"to":104,"twin":428,"wire_ref":null},{"edge":217,"face":107,"from":104,"geometry_use":{"pcurve":428,"periodic_lift":[0,0],"sense":"Forward"},"id":428,"loop_ref":107,"next":429,"prev":431,"to":111,"twin":427,"wire_ref":null},{"edge":218,"face":107,"from":111,"geometry_use":{"pcurve":429,"periodic_lift":[0,0],"sense":"Reverse"},"id":429,"loop_ref":107,"next":430,"prev":428,"to":108,"twin":436,"wire_ref":null},{"edge":214,"face":107,"from":108,"geometry_use":{"pcurve":430,"periodic_lift":[0,0],"sense":"Reverse"},"id":430,"loop_ref":107,"next":431,"prev":429,"to":105,"twin":423,"wire_ref":null},{"edge":201,"face":107,"from":105,"geometry_use":{"pcurve":431,"periodic_lift":[0,0],"sense":"Forward"},"id":431,"loop_ref":107,"next":428,"prev":430,"to":104,"twin":394,"wire_ref":null},{"edge":213,"face":108,"from":106,"geometry_use":{"pcurve":432,"periodic_lift":[0,0],"sense":"Forward"},"id":432,"loop_ref":108,"next":433,"prev":435,"to":109,"twin":421,"wire_ref":null},{"edge":219,"face":108,"from":109,"geometry_use":{"pcurve":433,"periodic_lift":[0,0],"sense":"Forward"},"id":433,"loop_ref":108,"next":434,"prev":432,"to":110,"twin":467,"wire_ref":null},{"edge":215,"face":108,"from":110,"geometry_use":{"pcurve":434,"periodic_lift":[0,0],"sense":"Reverse"},"id":434,"loop_ref":108,"next":435,"prev":433,"to":107,"twin":425,"wire_ref":null},{"edge":211,"face":108,"from":107,"geometry_use":{"pcurve":435,"periodic_lift":[0,0],"sense":"Reverse"},"id":435,"loop_ref":108,"next":432,"prev":434,"to":106,"twin":417,"wire_ref":null},{"edge":218,"face":109,"from":108,"geometry_use":{"pcurve":436,"periodic_lift":[0,0],"sense":"Forward"},"id":436,"loop_ref":109,"next":437,"prev":439,"to":111,"twin":429,"wire_ref":null},{"edge":220,"face":109,"from":111,"geometry_use":{"pcurve":437,"periodic_lift":[0,0],"sense":"Reverse"},"id":437,"loop_ref":109,"next":438,"prev":436,"to":112,"twin":448,"wire_ref":null},{"edge":221,"face":109,"from":112,"geometry_use":{"pcurve":438,"periodic_lift":[0,0],"sense":"Reverse"},"id":438,"loop_ref":109,"next":439,"prev":437,"to":113,"twin":455,"wire_ref":null},{"edge":222,"face":109,"from":113,"geometry_use":{"pcurve":439,"periodic_lift":[0,0],"sense":"Forward"},"id":439,"loop_ref":109,"next":436,"prev":438,"to":108,"twin":446,"wire_ref":null},{"edge":223,"face":110,"from":114,"geometry_use":{"pcurve":440,"periodic_lift":[0,0],"sense":"Forward"},"id":440,"loop_ref":110,"next":441,"prev":443,"to":115,"twin":453,"wire_ref":null},{"edge":224,"face":110,"from":115,"geometry_use":{"pcurve":441,"periodic_lift":[0,0],"sense":"Forward"},"id":441,"loop_ref":110,"next":442,"prev":440,"to":116,"twin":450,"wire_ref":null},{"edge":225,"face":110,"from":116,"geometry_use":{"pcurve":442,"periodic_lift":[0,0],"sense":"Reverse"},"id":442,"loop_ref":110,"next":443,"prev":441,"to":117,"twin":479,"wire_ref":null},{"edge":226,"face":110,"from":117,"geometry_use":{"pcurve":443,"periodic_lift":[0,0],"sense":"Reverse"},"id":443,"loop_ref":110,"next":440,"prev":442,"to":114,"twin":444,"wire_ref":null},{"edge":226,"face":111,"from":114,"geometry_use":{"pcurve":444,"periodic_lift":[0,0],"sense":"Forward"},"id":444,"loop_ref":111,"next":445,"prev":447,"to":117,"twin":443,"wire_ref":null},{"edge":227,"face":111,"from":117,"geometry_use":{"pcurve":445,"periodic_lift":[0,0],"sense":"Reverse"},"id":445,"loop_ref":111,"next":446,"prev":444,"to":108,"twin":459,"wire_ref":null},{"edge":222,"face":111,"from":108,"geometry_use":{"pcurve":446,"periodic_lift":[0,0],"sense":"Reverse"},"id":446,"loop_ref":111,"next":447,"prev":445,"to":113,"twin":439,"wire_ref":null},{"edge":228,"face":111,"from":113,"geometry_use":{"pcurve":447,"periodic_lift":[0,0],"sense":"Forward"},"id":447,"loop_ref":111,"next":444,"prev":446,"to":114,"twin":454,"wire_ref":null},{"edge":220,"face":112,"from":112,"geometry_use":{"pcurve":448,"periodic_lift":[0,0],"sense":"Forward"},"id":448,"loop_ref":112,"next":449,"prev":451,"to":111,"twin":437,"wire_ref":null},{"edge":229,"face":112,"from":111,"geometry_use":{"pcurve":449,"periodic_lift":[0,0],"sense":"Forward"},"id":449,"loop_ref":112,"next":450,"prev":448,"to":116,"twin":463,"wire_ref":null},{"edge":224,"face":112,"from":116,"geometry_use":{"pcurve":450,"periodic_lift":[0,0],"sense":"Reverse"},"id":450,"loop_ref":112,"next":451,"prev":449,"to":115,"twin":441,"wire_ref":null},{"edge":230,"face":112,"from":115,"geometry_use":{"pcurve":451,"periodic_lift":[0,0],"sense":"Reverse"},"id":451,"loop_ref":112,"next":448,"prev":450,"to":112,"twin":452,"wire_ref":null},{"edge":230,"face":113,"from":112,"geometry_use":{"pcurve":452,"periodic_lift":[0,0],"sense":"Forward"},"id":452,"loop_ref":113,"next":453,"prev":455,"to":115,"twin":451,"wire_ref":null},{"edge":223,"face":113,"from":115,"geometry_use":{"pcurve":453,"periodic_lift":[0,0],"sense":"Reverse"},"id":453,"loop_ref":113,"next":454,"prev":452,"to":114,"twin":440,"wire_ref":null},{"edge":228,"face":113,"from":114,"geometry_use":{"pcurve":454,"periodic_lift":[0,0],"sense":"Reverse"},"id":454,"loop_ref":113,"next":455,"prev":453,"to":113,"twin":447,"wire_ref":null},{"edge":221,"face":113,"from":113,"geometry_use":{"pcurve":455,"periodic_lift":[0,0],"sense":"Forward"},"id":455,"loop_ref":113,"next":452,"prev":454,"to":112,"twin":438,"wire_ref":null},{"edge":231,"face":114,"from":117,"geometry_use":{"pcurve":456,"periodic_lift":[0,0],"sense":"Forward"},"id":456,"loop_ref":114,"next":457,"prev":459,"to":118,"twin":470,"wire_ref":null},{"edge":232,"face":114,"from":118,"geometry_use":{"pcurve":457,"periodic_lift":[0,0],"sense":"Reverse"},"id":457,"loop_ref":114,"next":458,"prev":456,"to":109,"twin":464,"wire_ref":null},{"edge":212,"face":114,"from":109,"geometry_use":{"pcurve":458,"periodic_lift":[0,0],"sense":"Reverse"},"id":458,"loop_ref":114,"next":459,"prev":457,"to":108,"twin":420,"wire_ref":null},{"edge":227,"face":114,"from":108,"geometry_use":{"pcurve":459,"periodic_lift":[0,0],"sense":"Forward"},"id":459,"loop_ref":114,"next":456,"prev":458,"to":117,"twin":445,"wire_ref":null},{"edge":216,"face":115,"from":111,"geometry_use":{"pcurve":460,"periodic_lift":[0,0],"sense":"Forward"},"id":460,"loop_ref":115,"next":461,"prev":463,"to":110,"twin":426,"wire_ref":null},{"edge":233,"face":115,"from":110,"geometry_use":{"pcurve":461,"periodic_lift":[0,0],"sense":"Forward"},"id":461,"loop_ref":115,"next":462,"prev":460,"to":119,"twin":466,"wire_ref":null},{"edge":234,"face":115,"from":119,"geometry_use":{"pcurve":462,"periodic_lift":[0,0],"sense":"Reverse"},"id":462,"loop_ref":115,"next":463,"prev":461,"to":116,"twin":472,"wire_ref":null},{"edge":229,"face":115,"from":116,"geometry_use":{"pcurve":463,"periodic_lift":[0,0],"sense":"Reverse"},"id":463,"loop_ref":115,"next":460,"prev":462,"to":111,"twin":449,"wire_ref":null},{"edge":232,"face":116,"from":109,"geometry_use":{"pcurve":464,"periodic_lift":[0,0],"sense":"Forward"},"id":464,"loop_ref":116,"next":465,"prev":467,"to":118,"twin":457,"wire_ref":null},{"edge":235,"face":116,"from":118,"geometry_use":{"pcurve":465,"periodic_lift":[0,0],"sense":"Forward"},"id":465,"loop_ref":116,"next":466,"prev":464,"to":119,"twin":483,"wire_ref":null},{"edge":233,"face":116,"from":119,"geometry_use":{"pcurve":466,"periodic_lift":[0,0],"sense":"Reverse"},"id":466,"loop_ref":116,"next":467,"prev":465,"to":110,"twin":461,"wire_ref":null},{"edge":219,"face":116,"from":110,"geometry_use":{"pcurve":467,"periodic_lift":[0,0],"sense":"Reverse"},"id":467,"loop_ref":116,"next":464,"prev":466,"to":109,"twin":433,"wire_ref":null},{"edge":236,"face":117,"from":120,"geometry_use":{"pcurve":468,"periodic_lift":[0,0],"sense":"Forward"},"id":468,"loop_ref":117,"next":469,"prev":471,"to":121,"twin":510,"wire_ref":null},{"edge":237,"face":117,"from":121,"geometry_use":{"pcurve":469,"periodic_lift":[0,0],"sense":"Reverse"},"id":469,"loop_ref":117,"next":470,"prev":468,"to":118,"twin":480,"wire_ref":null},{"edge":231,"face":117,"from":118,"geometry_use":{"pcurve":470,"periodic_lift":[0,0],"sense":"Reverse"},"id":470,"loop_ref":117,"next":471,"prev":469,"to":117,"twin":456,"wire_ref":null},{"edge":238,"face":117,"from":117,"geometry_use":{"pcurve":471,"periodic_lift":[0,0],"sense":"Forward"},"id":471,"loop_ref":117,"next":468,"prev":470,"to":120,"twin":478,"wire_ref":null},{"edge":234,"face":118,"from":116,"geometry_use":{"pcurve":472,"periodic_lift":[0,0],"sense":"Forward"},"id":472,"loop_ref":118,"next":473,"prev":475,"to":119,"twin":462,"wire_ref":null},{"edge":239,"face":118,"from":119,"geometry_use":{"pcurve":473,"periodic_lift":[0,0],"sense":"Forward"},"id":473,"loop_ref":118,"next":474,"prev":472,"to":122,"twin":482,"wire_ref":null},{"edge":240,"face":118,"from":122,"geometry_use":{"pcurve":474,"periodic_lift":[0,0],"sense":"Reverse"},"id":474,"loop_ref":118,"next":475,"prev":473,"to":123,"twin":512,"wire_ref":null},{"edge":241,"face":118,"from":123,"geometry_use":{"pcurve":475,"periodic_lift":[0,0],"sense":"Reverse"},"id":475,"loop_ref":118,"next":472,"prev":474,"to":116,"twin":476,"wire_ref":null},{"edge":241,"face":119,"from":116,"geometry_use":{"pcurve":476,"periodic_lift":[0,0],"sense":"Forward"},"id":476,"loop_ref":119,"next":477,"prev":479,"to":123,"twin":475,"wire_ref":null},{"edge":242,"face":119,"from":123,"geometry_use":{"pcurve":477,"periodic_lift":[0,0],"sense":"Reverse"},"id":477,"loop_ref":119,"next":478,"prev":476,"to":120,"twin":484,"wire_ref":null},{"edge":238,"face":119,"from":120,"geometry_use":{"pcurve":478,"periodic_lift":[0,0],"sense":"Reverse"},"id":478,"loop_ref":119,"next":479,"prev":477,"to":117,"twin":471,"wire_ref":null},{"edge":225,"face":119,"from":117,"geometry_use":{"pcurve":479,"periodic_lift":[0,0],"sense":"Forward"},"id":479,"loop_ref":119,"next":476,"prev":478,"to":116,"twin":442,"wire_ref":null},{"edge":237,"face":120,"from":118,"geometry_use":{"pcurve":480,"periodic_lift":[0,0],"sense":"Forward"},"id":480,"loop_ref":120,"next":481,"prev":483,"to":121,"twin":469,"wire_ref":null},{"edge":243,"face":120,"from":121,"geometry_use":{"pcurve":481,"periodic_lift":[0,0],"sense":"Forward"},"id":481,"loop_ref":120,"next":482,"prev":480,"to":122,"twin":519,"wire_ref":null},{"edge":239,"face":120,"from":122,"geometry_use":{"pcurve":482,"periodic_lift":[0,0],"sense":"Reverse"},"id":482,"loop_ref":120,"next":483,"prev":481,"to":119,"twin":473,"wire_ref":null},{"edge":235,"face":120,"from":119,"geometry_use":{"pcurve":483,"periodic_lift":[0,0],"sense":"Reverse"},"id":483,"loop_ref":120,"next":480,"prev":482,"to":118,"twin":465,"wire_ref":null},{"edge":242,"face":121,"from":120,"geometry_use":{"pcurve":484,"periodic_lift":[0,0],"sense":"Forward"},"id":484,"loop_ref":121,"next":485,"prev":487,"to":123,"twin":477,"wire_ref":null},{"edge":244,"face":121,"from":123,"geometry_use":{"pcurve":485,"periodic_lift":[0,0],"sense":"Reverse"},"id":485,"loop_ref":121,"next":486,"prev":484,"to":124,"twin":496,"wire_ref":null},{"edge":245,"face":121,"from":124,"geometry_use":{"pcurve":486,"periodic_lift":[0,0],"sense":"Reverse"},"id":486,"loop_ref":121,"next":487,"prev":485,"to":125,"twin":503,"wire_ref":null},{"edge":246,"face":121,"from":125,"geometry_use":{"pcurve":487,"periodic_lift":[0,0],"sense":"Forward"},"id":487,"loop_ref":121,"next":484,"prev":486,"to":120,"twin":494,"wire_ref":null},{"edge":247,"face":122,"from":126,"geometry_use":{"pcurve":488,"periodic_lift":[0,0],"sense":"Forward"},"id":488,"loop_ref":122,"next":489,"prev":491,"to":127,"twin":501,"wire_ref":null},{"edge":248,"face":122,"from":127,"geometry_use":{"pcurve":489,"periodic_lift":[0,0],"sense":"Forward"},"id":489,"loop_ref":122,"next":490,"prev":488,"to":128,"twin":498,"wire_ref":null},{"edge":249,"face":122,"from":128,"geometry_use":{"pcurve":490,"periodic_lift":[0,0],"sense":"Reverse"},"id":490,"loop_ref":122,"next":491,"prev":489,"to":129,"twin":504,"wire_ref":null},{"edge":250,"face":122,"from":129,"geometry_use":{"pcurve":491,"periodic_lift":[0,0],"sense":"Reverse"},"id":491,"loop_ref":122,"next":488,"prev":490,"to":126,"twin":492,"wire_ref":null},{"edge":250,"face":123,"from":126,"geometry_use":{"pcurve":492,"periodic_lift":[0,0],"sense":"Forward"},"id":492,"loop_ref":123,"next":493,"prev":495,"to":129,"twin":491,"wire_ref":null},{"edge":251,"face":123,"from":129,"geometry_use":{"pcurve":493,"periodic_lift":[0,0],"sense":"Reverse"},"id":493,"loop_ref":123,"next":494,"prev":492,"to":120,"twin":511,"wire_ref":null},{"edge":246,"face":123,"from":120,"geometry_use":{"pcurve":494,"periodic_lift":[0,0],"sense":"Reverse"},"id":494,"loop_ref":123,"next":495,"prev":493,"to":125,"twin":487,"wire_ref":null},{"edge":252,"face":123,"from":125,"geometry_use":{"pcurve":495,"periodic_lift":[0,0],"sense":"Forward"},"id":495,"loop_ref":123,"next":492,"prev":494,"to":126,"twin":502,"wire_ref":null},{"edge":244,"face":124,"from":124,"geometry_use":{"pcurve":496,"periodic_lift":[0,0],"sense":"Forward"},"id":496,"loop_ref":124,"next":497,"prev":499,"to":123,"twin":485,"wire_ref":null},{"edge":253,"face":124,"from":123,"geometry_use":{"pcurve":497,"periodic_lift":[0,0],"sense":"Forward"},"id":497,"loop_ref":124,"next":498,"prev":496,"to":128,"twin":515,"wire_ref":null},{"edge":248,"face":124,"from":128,"geometry_use":{"pcurve":498,"periodic_lift":[0,0],"sense":"Reverse"},"id":498,"loop_ref":124,"next":499,"prev":497,"to":127,"twin":489,"wire_ref":null},{"edge":254,"face":124,"from":127,"geometry_use":{"pcurve":499,"periodic_lift":[0,0],"sense":"Reverse"},"id":499,"loop_ref":124,"next":496,"prev":498,"to":124,"twin":500,"wire_ref":null},{"edge":254,"face":125,"from":124,"geometry_use":{"pcurve":500,"periodic_lift":[0,0],"sense":"Forward"},"id":500,"loop_ref":125,"next":501,"prev":503,"to":127,"twin":499,"wire_ref":null},{"edge":247,"face":125,"from":127,"geometry_use":{"pcurve":501,"periodic_lift":[0,0],"sense":"Reverse"},"id":501,"loop_ref":125,"next":502,"prev":500,"to":126,"twin":488,"wire_ref":null},{"edge":252,"face":125,"from":126,"geometry_use":{"pcurve":502,"periodic_lift":[0,0],"sense":"Reverse"},"id":502,"loop_ref":125,"next":503,"prev":501,"to":125,"twin":495,"wire_ref":null},{"edge":245,"face":125,"from":125,"geometry_use":{"pcurve":503,"periodic_lift":[0,0],"sense":"Forward"},"id":503,"loop_ref":125,"next":500,"prev":502,"to":124,"twin":486,"wire_ref":null},{"edge":249,"face":126,"from":129,"geometry_use":{"pcurve":504,"periodic_lift":[0,0],"sense":"Forward"},"id":504,"loop_ref":126,"next":505,"prev":507,"to":128,"twin":490,"wire_ref":null},{"edge":255,"face":126,"from":128,"geometry_use":{"pcurve":505,"periodic_lift":[0,0],"sense":"Forward"},"id":505,"loop_ref":126,"next":506,"prev":504,"to":130,"twin":514,"wire_ref":null},{"edge":256,"face":126,"from":130,"geometry_use":{"pcurve":506,"periodic_lift":[0,0],"sense":"Reverse"},"id":506,"loop_ref":126,"next":507,"prev":505,"to":131,"twin":517,"wire_ref":null},{"edge":257,"face":126,"from":131,"geometry_use":{"pcurve":507,"periodic_lift":[0,0],"sense":"Reverse"},"id":507,"loop_ref":126,"next":504,"prev":506,"to":129,"twin":508,"wire_ref":null},{"edge":257,"face":127,"from":129,"geometry_use":{"pcurve":508,"periodic_lift":[0,0],"sense":"Forward"},"id":508,"loop_ref":127,"next":509,"prev":511,"to":131,"twin":507,"wire_ref":null},{"edge":258,"face":127,"from":131,"geometry_use":{"pcurve":509,"periodic_lift":[0,0],"sense":"Reverse"},"id":509,"loop_ref":127,"next":510,"prev":508,"to":121,"twin":516,"wire_ref":null},{"edge":236,"face":127,"from":121,"geometry_use":{"pcurve":510,"periodic_lift":[0,0],"sense":"Reverse"},"id":510,"loop_ref":127,"next":511,"prev":509,"to":120,"twin":468,"wire_ref":null},{"edge":251,"face":127,"from":120,"geometry_use":{"pcurve":511,"periodic_lift":[0,0],"sense":"Forward"},"id":511,"loop_ref":127,"next":508,"prev":510,"to":129,"twin":493,"wire_ref":null},{"edge":240,"face":128,"from":123,"geometry_use":{"pcurve":512,"periodic_lift":[0,0],"sense":"Forward"},"id":512,"loop_ref":128,"next":513,"prev":515,"to":122,"twin":474,"wire_ref":null},{"edge":259,"face":128,"from":122,"geometry_use":{"pcurve":513,"periodic_lift":[0,0],"sense":"Forward"},"id":513,"loop_ref":128,"next":514,"prev":512,"to":130,"twin":518,"wire_ref":null},{"edge":255,"face":128,"from":130,"geometry_use":{"pcurve":514,"periodic_lift":[0,0],"sense":"Reverse"},"id":514,"loop_ref":128,"next":515,"prev":513,"to":128,"twin":505,"wire_ref":null},{"edge":253,"face":128,"from":128,"geometry_use":{"pcurve":515,"periodic_lift":[0,0],"sense":"Reverse"},"id":515,"loop_ref":128,"next":512,"prev":514,"to":123,"twin":497,"wire_ref":null},{"edge":258,"face":129,"from":121,"geometry_use":{"pcurve":516,"periodic_lift":[0,0],"sense":"Forward"},"id":516,"loop_ref":129,"next":517,"prev":519,"to":131,"twin":509,"wire_ref":null},{"edge":256,"face":129,"from":131,"geometry_use":{"pcurve":517,"periodic_lift":[0,0],"sense":"Forward"},"id":517,"loop_ref":129,"next":518,"prev":516,"to":130,"twin":506,"wire_ref":null},{"edge":259,"face":129,"from":130,"geometry_use":{"pcurve":518,"periodic_lift":[0,0],"sense":"Reverse"},"id":518,"loop_ref":129,"next":519,"prev":517,"to":122,"twin":513,"wire_ref":null},{"edge":243,"face":129,"from":122,"geometry_use":{"pcurve":519,"periodic_lift":[0,0],"sense":"Reverse"},"id":519,"loop_ref":129,"next":516,"prev":518,"to":121,"twin":481,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20},{"face_ref":6,"id":6,"is_hole":false,"start_halfedge":24},{"face_ref":7,"id":7,"is_hole":false,"start_halfedge":28},{"face_ref":8,"id":8,"is_hole":false,"start_halfedge":32},{"face_ref":9,"id":9,"is_hole":false,"start_halfedge":36},{"face_ref":10,"id":10,"is_hole":false,"start_halfedge":40},{"face_ref":11,"id":11,"is_hole":false,"start_halfedge":44},{"face_ref":12,"id":12,"is_hole":false,"start_halfedge":48},{"face_ref":13,"id":13,"is_hole":false,"start_halfedge":52},{"face_ref":14,"id":14,"is_hole":false,"start_halfedge":56},{"face_ref":15,"id":15,"is_hole":false,"start_halfedge":60},{"face_ref":16,"id":16,"is_hole":false,"start_halfedge":64},{"face_ref":17,"id":17,"is_hole":false,"start_halfedge":68},{"face_ref":18,"id":18,"is_hole":false,"start_halfedge":72},{"face_ref":19,"id":19,"is_hole":false,"start_halfedge":76},{"face_ref":20,"id":20,"is_hole":false,"start_halfedge":80},{"face_ref":21,"id":21,"is_hole":false,"start_halfedge":84},{"face_ref":22,"id":22,"is_hole":false,"start_halfedge":88},{"face_ref":23,"id":23,"is_hole":false,"start_halfedge":92},{"face_ref":24,"id":24,"is_hole":false,"start_halfedge":96},{"face_ref":25,"id":25,"is_hole":false,"start_halfedge":100},{"face_ref":26,"id":26,"is_hole":false,"start_halfedge":104},{"face_ref":27,"id":27,"is_hole":false,"start_halfedge":108},{"face_ref":28,"id":28,"is_hole":false,"start_halfedge":112},{"face_ref":29,"id":29,"is_hole":false,"start_halfedge":116},{"face_ref":30,"id":30,"is_hole":false,"start_halfedge":120},{"face_ref":31,"id":31,"is_hole":false,"start_halfedge":124},{"face_ref":32,"id":32,"is_hole":false,"start_halfedge":128},{"face_ref":33,"id":33,"is_hole":false,"start_halfedge":132},{"face_ref":34,"id":34,"is_hole":false,"start_halfedge":136},{"face_ref":35,"id":35,"is_hole":false,"start_halfedge":140},{"face_ref":36,"id":36,"is_hole":false,"start_halfedge":144},{"face_ref":37,"id":37,"is_hole":false,"start_halfedge":148},{"face_ref":38,"id":38,"is_hole":false,"start_halfedge":152},{"face_ref":39,"id":39,"is_hole":false,"start_halfedge":156},{"face_ref":40,"id":40,"is_hole":false,"start_halfedge":160},{"face_ref":41,"id":41,"is_hole":false,"start_halfedge":164},{"face_ref":42,"id":42,"is_hole":false,"start_halfedge":168},{"face_ref":43,"id":43,"is_hole":false,"start_halfedge":172},{"face_ref":44,"id":44,"is_hole":false,"start_halfedge":176},{"face_ref":45,"id":45,"is_hole":false,"start_halfedge":180},{"face_ref":46,"id":46,"is_hole":false,"start_halfedge":184},{"face_ref":47,"id":47,"is_hole":false,"start_halfedge":188},{"face_ref":48,"id":48,"is_hole":false,"start_halfedge":192},{"face_ref":49,"id":49,"is_hole":false,"start_halfedge":196},{"face_ref":50,"id":50,"is_hole":false,"start_halfedge":200},{"face_ref":51,"id":51,"is_hole":false,"start_halfedge":204},{"face_ref":52,"id":52,"is_hole":false,"start_halfedge":208},{"face_ref":53,"id":53,"is_hole":false,"start_halfedge":212},{"face_ref":54,"id":54,"is_hole":false,"start_halfedge":216},{"face_ref":55,"id":55,"is_hole":false,"start_halfedge":220},{"face_ref":56,"id":56,"is_hole":false,"start_halfedge":224},{"face_ref":57,"id":57,"is_hole":false,"start_halfedge":228},{"face_ref":58,"id":58,"is_hole":false,"start_halfedge":232},{"face_ref":59,"id":59,"is_hole":false,"start_halfedge":236},{"face_ref":60,"id":60,"is_hole":false,"start_halfedge":240},{"face_ref":61,"id":61,"is_hole":false,"start_halfedge":244},{"face_ref":62,"id":62,"is_hole":false,"start_halfedge":248},{"face_ref":63,"id":63,"is_hole":false,"start_halfedge":252},{"face_ref":64,"id":64,"is_hole":false,"start_halfedge":256},{"face_ref":65,"id":65,"is_hole":false,"start_halfedge":260},{"face_ref":66,"id":66,"is_hole":false,"start_halfedge":264},{"face_ref":67,"id":67,"is_hole":false,"start_halfedge":268},{"face_ref":68,"id":68,"is_hole":false,"start_halfedge":272},{"face_ref":69,"id":69,"is_hole":false,"start_halfedge":276},{"face_ref":70,"id":70,"is_hole":false,"start_halfedge":280},{"face_ref":71,"id":71,"is_hole":false,"start_halfedge":284},{"face_ref":72,"id":72,"is_hole":false,"start_halfedge":288},{"face_ref":73,"id":73,"is_hole":false,"start_halfedge":292},{"face_ref":74,"id":74,"is_hole":false,"start_halfedge":296},{"face_ref":75,"id":75,"is_hole":false,"start_halfedge":300},{"face_ref":76,"id":76,"is_hole":false,"start_halfedge":304},{"face_ref":77,"id":77,"is_hole":false,"start_halfedge":308},{"face_ref":78,"id":78,"is_hole":false,"start_halfedge":312},{"face_ref":79,"id":79,"is_hole":false,"start_halfedge":316},{"face_ref":80,"id":80,"is_hole":false,"start_halfedge":320},{"face_ref":81,"id":81,"is_hole":false,"start_halfedge":324},{"face_ref":82,"id":82,"is_hole":false,"start_halfedge":328},{"face_ref":83,"id":83,"is_hole":false,"start_halfedge":332},{"face_ref":84,"id":84,"is_hole":false,"start_halfedge":336},{"face_ref":85,"id":85,"is_hole":false,"start_halfedge":340},{"face_ref":86,"id":86,"is_hole":false,"start_halfedge":344},{"face_ref":87,"id":87,"is_hole":false,"start_halfedge":348},{"face_ref":88,"id":88,"is_hole":false,"start_halfedge":352},{"face_ref":89,"id":89,"is_hole":false,"start_halfedge":356},{"face_ref":90,"id":90,"is_hole":false,"start_halfedge":360},{"face_ref":91,"id":91,"is_hole":false,"start_halfedge":364},{"face_ref":92,"id":92,"is_hole":false,"start_halfedge":368},{"face_ref":93,"id":93,"is_hole":false,"start_halfedge":372},{"face_ref":94,"id":94,"is_hole":false,"start_halfedge":376},{"face_ref":95,"id":95,"is_hole":false,"start_halfedge":380},{"face_ref":96,"id":96,"is_hole":false,"start_halfedge":384},{"face_ref":97,"id":97,"is_hole":false,"start_halfedge":388},{"face_ref":98,"id":98,"is_hole":false,"start_halfedge":392},{"face_ref":99,"id":99,"is_hole":false,"start_halfedge":396},{"face_ref":100,"id":100,"is_hole":false,"start_halfedge":400},{"face_ref":101,"id":101,"is_hole":false,"start_halfedge":404},{"face_ref":102,"id":102,"is_hole":false,"start_halfedge":408},{"face_ref":103,"id":103,"is_hole":false,"start_halfedge":412},{"face_ref":104,"id":104,"is_hole":false,"start_halfedge":416},{"face_ref":105,"id":105,"is_hole":false,"start_halfedge":420},{"face_ref":106,"id":106,"is_hole":false,"start_halfedge":424},{"face_ref":107,"id":107,"is_hole":false,"start_halfedge":428},{"face_ref":108,"id":108,"is_hole":false,"start_halfedge":432},{"face_ref":109,"id":109,"is_hole":false,"start_halfedge":436},{"face_ref":110,"id":110,"is_hole":false,"start_halfedge":440},{"face_ref":111,"id":111,"is_hole":false,"start_halfedge":444},{"face_ref":112,"id":112,"is_hole":false,"start_halfedge":448},{"face_ref":113,"id":113,"is_hole":false,"start_halfedge":452},{"face_ref":114,"id":114,"is_hole":false,"start_halfedge":456},{"face_ref":115,"id":115,"is_hole":false,"start_halfedge":460},{"face_ref":116,"id":116,"is_hole":false,"start_halfedge":464},{"face_ref":117,"id":117,"is_hole":false,"start_halfedge":468},{"face_ref":118,"id":118,"is_hole":false,"start_halfedge":472},{"face_ref":119,"id":119,"is_hole":false,"start_halfedge":476},{"face_ref":120,"id":120,"is_hole":false,"start_halfedge":480},{"face_ref":121,"id":121,"is_hole":false,"start_halfedge":484},{"face_ref":122,"id":122,"is_hole":false,"start_halfedge":488},{"face_ref":123,"id":123,"is_hole":false,"start_halfedge":492},{"face_ref":124,"id":124,"is_hole":false,"start_halfedge":496},{"face_ref":125,"id":125,"is_hole":false,"start_halfedge":500},{"face_ref":126,"id":126,"is_hole":false,"start_halfedge":504},{"face_ref":127,"id":127,"is_hole":false,"start_halfedge":508},{"face_ref":128,"id":128,"is_hole":false,"start_halfedge":512},{"face_ref":129,"id":129,"is_hole":false,"start_halfedge":516}],"shells":[{"faces":[0,5,3,4,2,8,7,6,1,12,10,9,11,20,19,18,13,24,22,16,21,15,17,32,31,23,14,30,36,34,28,25,33,27,44,43,35,26,29,42,48,46,40,37,45,39,56,55,47,38,41,54,60,58,52,49,57,51,68,67,59,50,53,66,72,70,64,61,69,63,80,79,71,62,65,78,84,82,76,73,81,75,92,91,83,74,77,90,96,94,88,85,93,87,104,103,95,86,89,102,108,106,100,97,105,99,116,115,107,98,101,114,120,118,112,109,117,111,129,128,119,110,113,127,126,124,121,123,122,125],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[0.0,0.0,2.1],"tolerance":1e-9},{"id":1,"outgoing_halfedge":1,"position":[0.0,0.3,2.1],"tolerance":1e-9},{"id":2,"outgoing_halfedge":2,"position":[0.0,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":3,"position":[0.0,0.0,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":4,"position":[1.0,0.0,0.0],"tolerance":1e-9},{"id":5,"outgoing_halfedge":5,"position":[1.0,0.3,0.0],"tolerance":1e-9},{"id":6,"outgoing_halfedge":6,"position":[1.0,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":7,"position":[1.0,0.0,2.1],"tolerance":1e-9},{"id":8,"outgoing_halfedge":20,"position":[0.0,0.0,3.0],"tolerance":1e-9},{"id":9,"outgoing_halfedge":21,"position":[0.0,0.3,3.0],"tolerance":1e-9},{"id":10,"outgoing_halfedge":25,"position":[1.0,0.0,3.0],"tolerance":1e-9},{"id":11,"outgoing_halfedge":30,"position":[1.0,0.3,3.0],"tolerance":1e-9},{"id":12,"outgoing_halfedge":36,"position":[1.5,0.0,2.1],"tolerance":1e-9},{"id":13,"outgoing_halfedge":37,"position":[1.5,0.0,3.0],"tolerance":1e-9},{"id":14,"outgoing_halfedge":42,"position":[1.5,0.3,3.0],"tolerance":1e-9},{"id":15,"outgoing_halfedge":43,"position":[1.5,0.3,2.1],"tolerance":1e-9},{"id":16,"outgoing_halfedge":54,"position":[1.5,0.3,0.0],"tolerance":1e-9},{"id":17,"outgoing_halfedge":55,"position":[1.5,0.0,0.0],"tolerance":1e-9},{"id":18,"outgoing_halfedge":56,"position":[2.8,0.0,0.0],"tolerance":1e-9},{"id":19,"outgoing_halfedge":57,"position":[2.8,0.3,0.0],"tolerance":1e-9},{"id":20,"outgoing_halfedge":58,"position":[2.8,0.3,2.1],"tolerance":1e-9},{"id":21,"outgoing_halfedge":59,"position":[2.8,0.0,2.1],"tolerance":1e-9},{"id":22,"outgoing_halfedge":73,"position":[2.8,0.0,3.0],"tolerance":1e-9},{"id":23,"outgoing_halfedge":78,"position":[2.8,0.3,3.0],"tolerance":1e-9},{"id":24,"outgoing_halfedge":84,"position":[3.3,0.0,2.1],"tolerance":1e-9},{"id":25,"outgoing_halfedge":85,"position":[3.3,0.0,3.0],"tolerance":1e-9},{"id":26,"outgoing_halfedge":90,"position":[3.3,0.3,3.0],"tolerance":1e-9},{"id":27,"outgoing_halfedge":91,"position":[3.3,0.3,2.1],"tolerance":1e-9},{"id":28,"outgoing_halfedge":102,"position":[3.3,0.3,0.0],"tolerance":1e-9},{"id":29,"outgoing_halfedge":103,"position":[3.3,0.0,0.0],"tolerance":1e-9},{"id":30,"outgoing_halfedge":104,"position":[4.6,0.0,0.0],"tolerance":1e-9},{"id":31,"outgoing_halfedge":105,"position":[4.6,0.3,0.0],"tolerance":1e-9},{"id":32,"outgoing_halfedge":106,"position":[4.6,0.3,2.1],"tolerance":1e-9},{"id":33,"outgoing_halfedge":107,"position":[4.6,0.0,2.1],"tolerance":1e-9},{"id":34,"outgoing_halfedge":121,"position":[4.6,0.0,3.0],"tolerance":1e-9},{"id":35,"outgoing_halfedge":126,"position":[4.6,0.3,3.0],"tolerance":1e-9},{"id":36,"outgoing_halfedge":132,"position":[5.1,0.0,2.1],"tolerance":1e-9},{"id":37,"outgoing_halfedge":133,"position":[5.1,0.0,3.0],"tolerance":1e-9},{"id":38,"outgoing_halfedge":138,"position":[5.1,0.3,3.0],"tolerance":1e-9},{"id":39,"outgoing_halfedge":139,"position":[5.1,0.3,2.1],"tolerance":1e-9},{"id":40,"outgoing_halfedge":150,"position":[5.1,0.3,0.0],"tolerance":1e-9},{"id":41,"outgoing_halfedge":151,"position":[5.1,0.0,0.0],"tolerance":1e-9},{"id":42,"outgoing_halfedge":152,"position":[6.4,0.0,0.0],"tolerance":1e-9},{"id":43,"outgoing_halfedge":153,"position":[6.4,0.3,0.0],"tolerance":1e-9},{"id":44,"outgoing_halfedge":154,"position":[6.4,0.3,2.1],"tolerance":1e-9},{"id":45,"outgoing_halfedge":155,"position":[6.4,0.0,2.1],"tolerance":1e-9},{"id":46,"outgoing_halfedge":169,"position":[6.4,0.0,3.0],"tolerance":1e-9},{"id":47,"outgoing_halfedge":174,"position":[6.4,0.3,3.0],"tolerance":1e-9},{"id":48,"outgoing_halfedge":180,"position":[6.9,0.0,2.1],"tolerance":1e-9},{"id":49,"outgoing_halfedge":181,"position":[6.9,0.0,3.0],"tolerance":1e-9},{"id":50,"outgoing_halfedge":186,"position":[6.9,0.3,3.0],"tolerance":1e-9},{"id":51,"outgoing_halfedge":187,"position":[6.9,0.3,2.1],"tolerance":1e-9},{"id":52,"outgoing_halfedge":198,"position":[6.9,0.3,0.0],"tolerance":1e-9},{"id":53,"outgoing_halfedge":199,"position":[6.9,0.0,0.0],"tolerance":1e-9},{"id":54,"outgoing_halfedge":200,"position":[8.2,0.0,0.0],"tolerance":1e-9},{"id":55,"outgoing_halfedge":201,"position":[8.2,0.3,0.0],"tolerance":1e-9},{"id":56,"outgoing_halfedge":202,"position":[8.2,0.3,2.1],"tolerance":1e-9},{"id":57,"outgoing_halfedge":203,"position":[8.2,0.0,2.1],"tolerance":1e-9},{"id":58,"outgoing_halfedge":217,"position":[8.2,0.0,3.0],"tolerance":1e-9},{"id":59,"outgoing_halfedge":222,"position":[8.2,0.3,3.0],"tolerance":1e-9},{"id":60,"outgoing_halfedge":228,"position":[8.7,0.0,2.1],"tolerance":1e-9},{"id":61,"outgoing_halfedge":229,"position":[8.7,0.0,3.0],"tolerance":1e-9},{"id":62,"outgoing_halfedge":234,"position":[8.7,0.3,3.0],"tolerance":1e-9},{"id":63,"outgoing_halfedge":235,"position":[8.7,0.3,2.1],"tolerance":1e-9},{"id":64,"outgoing_halfedge":246,"position":[8.7,0.3,0.0],"tolerance":1e-9},{"id":65,"outgoing_halfedge":247,"position":[8.7,0.0,0.0],"tolerance":1e-9},{"id":66,"outgoing_halfedge":248,"position":[10.0,0.0,0.0],"tolerance":1e-9},{"id":67,"outgoing_halfedge":249,"position":[10.0,0.3,0.0],"tolerance":1e-9},{"id":68,"outgoing_halfedge":250,"position":[10.0,0.3,2.1],"tolerance":1e-9},{"id":69,"outgoing_halfedge":251,"position":[10.0,0.0,2.1],"tolerance":1e-9},{"id":70,"outgoing_halfedge":265,"position":[10.0,0.0,3.0],"tolerance":1e-9},{"id":71,"outgoing_halfedge":270,"position":[10.0,0.3,3.0],"tolerance":1e-9},{"id":72,"outgoing_halfedge":276,"position":[10.5,0.0,2.1],"tolerance":1e-9},{"id":73,"outgoing_halfedge":277,"position":[10.5,0.0,3.0],"tolerance":1e-9},{"id":74,"outgoing_halfedge":282,"position":[10.5,0.3,3.0],"tolerance":1e-9},{"id":75,"outgoing_halfedge":283,"position":[10.5,0.3,2.1],"tolerance":1e-9},{"id":76,"outgoing_halfedge":294,"position":[10.5,0.3,0.0],"tolerance":1e-9},{"id":77,"outgoing_halfedge":295,"position":[10.5,0.0,0.0],"tolerance":1e-9},{"id":78,"outgoing_halfedge":296,"position":[11.8,0.0,0.0],"tolerance":1e-9},{"id":79,"outgoing_halfedge":297,"position":[11.8,0.3,0.0],"tolerance":1e-9},{"id":80,"outgoing_halfedge":298,"position":[11.8,0.3,2.1],"tolerance":1e-9},{"id":81,"outgoing_halfedge":299,"position":[11.8,0.0,2.1],"tolerance":1e-9},{"id":82,"outgoing_halfedge":313,"position":[11.8,0.0,3.0],"tolerance":1e-9},{"id":83,"outgoing_halfedge":318,"position":[11.8,0.3,3.0],"tolerance":1e-9},{"id":84,"outgoing_halfedge":324,"position":[12.3,0.0,2.1],"tolerance":1e-9},{"id":85,"outgoing_halfedge":325,"position":[12.3,0.0,3.0],"tolerance":1e-9},{"id":86,"outgoing_halfedge":330,"position":[12.3,0.3,3.0],"tolerance":1e-9},{"id":87,"outgoing_halfedge":331,"position":[12.3,0.3,2.1],"tolerance":1e-9},{"id":88,"outgoing_halfedge":342,"position":[12.3,0.3,0.0],"tolerance":1e-9},{"id":89,"outgoing_halfedge":343,"position":[12.3,0.0,0.0],"tolerance":1e-9},{"id":90,"outgoing_halfedge":344,"position":[13.6,0.0,0.0],"tolerance":1e-9},{"id":91,"outgoing_halfedge":345,"position":[13.6,0.3,0.0],"tolerance":1e-9},{"id":92,"outgoing_halfedge":346,"position":[13.6,0.3,2.1],"tolerance":1e-9},{"id":93,"outgoing_halfedge":347,"position":[13.6,0.0,2.1],"tolerance":1e-9},{"id":94,"outgoing_halfedge":361,"position":[13.6,0.0,3.0],"tolerance":1e-9},{"id":95,"outgoing_halfedge":366,"position":[13.6,0.3,3.0],"tolerance":1e-9},{"id":96,"outgoing_halfedge":372,"position":[14.1,0.0,2.1],"tolerance":1e-9},{"id":97,"outgoing_halfedge":373,"position":[14.1,0.0,3.0],"tolerance":1e-9},{"id":98,"outgoing_halfedge":378,"position":[14.1,0.3,3.0],"tolerance":1e-9},{"id":99,"outgoing_halfedge":379,"position":[14.1,0.3,2.1],"tolerance":1e-9},{"id":100,"outgoing_halfedge":390,"position":[14.1,0.3,0.0],"tolerance":1e-9},{"id":101,"outgoing_halfedge":391,"position":[14.1,0.0,0.0],"tolerance":1e-9},{"id":102,"outgoing_halfedge":392,"position":[15.4,0.0,0.0],"tolerance":1e-9},{"id":103,"outgoing_halfedge":393,"position":[15.4,0.3,0.0],"tolerance":1e-9},{"id":104,"outgoing_halfedge":394,"position":[15.4,0.3,2.1],"tolerance":1e-9},{"id":105,"outgoing_halfedge":395,"position":[15.4,0.0,2.1],"tolerance":1e-9},{"id":106,"outgoing_halfedge":409,"position":[15.4,0.0,3.0],"tolerance":1e-9},{"id":107,"outgoing_halfedge":414,"position":[15.4,0.3,3.0],"tolerance":1e-9},{"id":108,"outgoing_halfedge":420,"position":[15.9,0.0,2.1],"tolerance":1e-9},{"id":109,"outgoing_halfedge":421,"position":[15.9,0.0,3.0],"tolerance":1e-9},{"id":110,"outgoing_halfedge":426,"position":[15.9,0.3,3.0],"tolerance":1e-9},{"id":111,"outgoing_halfedge":427,"position":[15.9,0.3,2.1],"tolerance":1e-9},{"id":112,"outgoing_halfedge":438,"position":[15.9,0.3,0.0],"tolerance":1e-9},{"id":113,"outgoing_halfedge":439,"position":[15.9,0.0,0.0],"tolerance":1e-9},{"id":114,"outgoing_halfedge":440,"position":[17.2,0.0,0.0],"tolerance":1e-9},{"id":115,"outgoing_halfedge":441,"position":[17.2,0.3,0.0],"tolerance":1e-9},{"id":116,"outgoing_halfedge":442,"position":[17.2,0.3,2.1],"tolerance":1e-9},{"id":117,"outgoing_halfedge":443,"position":[17.2,0.0,2.1],"tolerance":1e-9},{"id":118,"outgoing_halfedge":457,"position":[17.2,0.0,3.0],"tolerance":1e-9},{"id":119,"outgoing_halfedge":462,"position":[17.2,0.3,3.0],"tolerance":1e-9},{"id":120,"outgoing_halfedge":468,"position":[17.7,0.0,2.1],"tolerance":1e-9},{"id":121,"outgoing_halfedge":469,"position":[17.7,0.0,3.0],"tolerance":1e-9},{"id":122,"outgoing_halfedge":474,"position":[17.7,0.3,3.0],"tolerance":1e-9},{"id":123,"outgoing_halfedge":475,"position":[17.7,0.3,2.1],"tolerance":1e-9},{"id":124,"outgoing_halfedge":486,"position":[17.7,0.3,0.0],"tolerance":1e-9},{"id":125,"outgoing_halfedge":487,"position":[17.7,0.0,0.0],"tolerance":1e-9},{"id":126,"outgoing_halfedge":488,"position":[20.0,0.0,0.0],"tolerance":1e-9},{"id":127,"outgoing_halfedge":489,"position":[20.0,0.3,0.0],"tolerance":1e-9},{"id":128,"outgoing_halfedge":490,"position":[20.0,0.3,2.1],"tolerance":1e-9},{"id":129,"outgoing_halfedge":491,"position":[20.0,0.0,2.1],"tolerance":1e-9},{"id":130,"outgoing_halfedge":506,"position":[20.0,0.3,3.0],"tolerance":1e-9},{"id":131,"outgoing_halfedge":507,"position":[20.0,0.0,3.0],"tolerance":1e-9}],"wires":[]}}}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/batch-matrix/planar.too-many-cutters.json b/main/opengeometry/tests/fixtures/cases/batch-matrix/planar.too-many-cutters.json
new file mode 100644
index 0000000..8a2ac5a
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/batch-matrix/planar.too-many-cutters.json
@@ -0,0 +1 @@
+{"cutters":[{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.01,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.01,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.01,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[0.01,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[0.01,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.01,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.0,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.0,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.0,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.01,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.01,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.01,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.01,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[0.0,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.01,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.01,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.01,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.01,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-0","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.01,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.01,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.01,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.01,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-0","entity":"crowded-0","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.010000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-0","entity":"crowded-0","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.010000001,"lo":-1e-9},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-0","entity":"crowded-0","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-0","entity":"crowded-0","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-0","entity":"crowded-0","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-0","entity":"crowded-0","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[0.0,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[0.01,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[0.01,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[0.0,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[0.0,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[0.01,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[0.01,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[0.0,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.05,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.05,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.05,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.060000000000000005,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.060000000000000005,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.060000000000000005,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[0.060000000000000005,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[0.060000000000000005,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.060000000000000005,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.05,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.05,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.05,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.05,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.060000000000000005,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.060000000000000005,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.05,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.05,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.060000000000000005,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.060000000000000005,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[0.05,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.010000000000000002,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.010000000000000002,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.05,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.060000000000000005,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.060000000000000005,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.05,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-1","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.010000000000000002,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.010000000000000002,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.010000000000000002,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.010000000000000002,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-1","entity":"crowded-1","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.060000001000000004,"lo":0.049999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-1","entity":"crowded-1","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.060000001000000004,"lo":0.049999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-1","entity":"crowded-1","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000001000000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-1","entity":"crowded-1","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-1","entity":"crowded-1","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000001000000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-1","entity":"crowded-1","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[0.05,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[0.060000000000000005,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[0.060000000000000005,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[0.05,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[0.05,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[0.060000000000000005,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[0.060000000000000005,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[0.05,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.1,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.1,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.1,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.11,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.11,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.11,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[0.11,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[0.11,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.11,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.1,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.1,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.1,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.1,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.11,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.11,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.1,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.1,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.11,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.11,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[0.1,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999995,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999995,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.1,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.11,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.11,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.1,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-2","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.009999999999999995,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.009999999999999995,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.009999999999999995,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.009999999999999995,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-2","entity":"crowded-2","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.110000001,"lo":0.099999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-2","entity":"crowded-2","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.110000001,"lo":0.099999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-2","entity":"crowded-2","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000000999999994,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-2","entity":"crowded-2","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-2","entity":"crowded-2","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000000999999994,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-2","entity":"crowded-2","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[0.1,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[0.11,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[0.11,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[0.1,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[0.1,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[0.11,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[0.11,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[0.1,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.15000000000000002,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.15000000000000002,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.15000000000000002,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.16000000000000003,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.16000000000000003,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.16000000000000003,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[0.16000000000000003,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[0.16000000000000003,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.16000000000000003,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.15000000000000002,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.15000000000000002,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.15000000000000002,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.15000000000000002,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.16000000000000003,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.16000000000000003,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.15000000000000002,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.15000000000000002,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.16000000000000003,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.16000000000000003,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[0.15000000000000002,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.010000000000000009,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.010000000000000009,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.15000000000000002,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.16000000000000003,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.16000000000000003,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.15000000000000002,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-3","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-3","entity":"crowded-3","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.16000000100000003,"lo":0.14999999900000002},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-3","entity":"crowded-3","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.16000000100000003,"lo":0.14999999900000002},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-3","entity":"crowded-3","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000001000000008,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-3","entity":"crowded-3","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-3","entity":"crowded-3","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000001000000008,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-3","entity":"crowded-3","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[0.15000000000000002,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[0.16000000000000003,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[0.16000000000000003,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[0.15000000000000002,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[0.15000000000000002,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[0.16000000000000003,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[0.16000000000000003,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[0.15000000000000002,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.2,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.2,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.2,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.21000000000000002,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.21000000000000002,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.21000000000000002,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[0.21000000000000002,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[0.21000000000000002,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.21000000000000002,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.2,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.2,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.2,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.2,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.21000000000000002,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.21000000000000002,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.2,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.2,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.21000000000000002,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.21000000000000002,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[0.2,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.010000000000000009,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.010000000000000009,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.2,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.21000000000000002,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.21000000000000002,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.2,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-4","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-4","entity":"crowded-4","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.21000000100000002,"lo":0.199999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-4","entity":"crowded-4","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.21000000100000002,"lo":0.199999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-4","entity":"crowded-4","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000001000000008,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-4","entity":"crowded-4","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-4","entity":"crowded-4","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000001000000008,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-4","entity":"crowded-4","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[0.2,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[0.21000000000000002,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[0.21000000000000002,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[0.2,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[0.2,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[0.21000000000000002,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[0.21000000000000002,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[0.2,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.25,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.25,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.25,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.26,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.26,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.26,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[0.26,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[0.26,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.26,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.25,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.25,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.25,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.25,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.26,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.26,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.25,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.25,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.26,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.26,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[0.25,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.010000000000000009,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.010000000000000009,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.25,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.26,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.26,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.25,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-5","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-5","entity":"crowded-5","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.26000000100000004,"lo":0.249999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-5","entity":"crowded-5","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.26000000100000004,"lo":0.249999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-5","entity":"crowded-5","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000001000000008,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-5","entity":"crowded-5","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-5","entity":"crowded-5","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000001000000008,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-5","entity":"crowded-5","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[0.25,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[0.26,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[0.26,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[0.25,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[0.25,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[0.26,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[0.26,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[0.25,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.30000000000000004,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.30000000000000004,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.30000000000000004,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.31000000000000005,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.31000000000000005,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.31000000000000005,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[0.31000000000000005,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[0.31000000000000005,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.31000000000000005,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.30000000000000004,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.30000000000000004,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.30000000000000004,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.30000000000000004,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.31000000000000005,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.31000000000000005,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.30000000000000004,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.30000000000000004,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.31000000000000005,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.31000000000000005,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[0.30000000000000004,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.010000000000000009,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.010000000000000009,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.30000000000000004,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.31000000000000005,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.31000000000000005,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.30000000000000004,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-6","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-6","entity":"crowded-6","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.3100000010000001,"lo":0.299999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-6","entity":"crowded-6","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.3100000010000001,"lo":0.299999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-6","entity":"crowded-6","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000001000000008,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-6","entity":"crowded-6","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-6","entity":"crowded-6","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000001000000008,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-6","entity":"crowded-6","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[0.30000000000000004,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[0.31000000000000005,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[0.31000000000000005,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[0.30000000000000004,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[0.30000000000000004,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[0.31000000000000005,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[0.31000000000000005,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[0.30000000000000004,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.35000000000000003,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.35000000000000003,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.35000000000000003,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.36000000000000004,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.36000000000000004,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.36000000000000004,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[0.36000000000000004,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[0.36000000000000004,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.36000000000000004,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.35000000000000003,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.35000000000000003,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.35000000000000003,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.35000000000000003,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.36000000000000004,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.36000000000000004,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.35000000000000003,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.35000000000000003,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.36000000000000004,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.36000000000000004,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[0.35000000000000003,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.010000000000000009,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.010000000000000009,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.35000000000000003,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.36000000000000004,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.36000000000000004,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.35000000000000003,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-7","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-7","entity":"crowded-7","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.36000000100000007,"lo":0.349999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-7","entity":"crowded-7","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.36000000100000007,"lo":0.349999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-7","entity":"crowded-7","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000001000000008,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-7","entity":"crowded-7","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-7","entity":"crowded-7","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000001000000008,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-7","entity":"crowded-7","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[0.35000000000000003,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[0.36000000000000004,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[0.36000000000000004,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[0.35000000000000003,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[0.35000000000000003,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[0.36000000000000004,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[0.36000000000000004,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[0.35000000000000003,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.4,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.4,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.4,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.41000000000000003,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.41000000000000003,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.41000000000000003,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[0.41000000000000003,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[0.41000000000000003,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.41000000000000003,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.4,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.4,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.4,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.4,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.41000000000000003,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.41000000000000003,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.4,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.41000000000000003,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.41000000000000003,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[0.4,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.010000000000000009,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.010000000000000009,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.4,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.41000000000000003,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.41000000000000003,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.4,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-8","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-8","entity":"crowded-8","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.41000000100000006,"lo":0.399999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-8","entity":"crowded-8","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.41000000100000006,"lo":0.399999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-8","entity":"crowded-8","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000001000000008,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-8","entity":"crowded-8","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-8","entity":"crowded-8","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000001000000008,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-8","entity":"crowded-8","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[0.4,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[0.41000000000000003,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[0.41000000000000003,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[0.4,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[0.4,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[0.41000000000000003,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[0.41000000000000003,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[0.4,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.45,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.45,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.45,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.46,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.46,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.46,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[0.46,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[0.46,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.46,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.45,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.45,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.45,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.45,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.46,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.46,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.45,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.45,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.46,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.46,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[0.45,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.010000000000000009,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.010000000000000009,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.45,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.46,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.46,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.45,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-9","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-9","entity":"crowded-9","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.46000000100000005,"lo":0.449999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-9","entity":"crowded-9","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.46000000100000005,"lo":0.449999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-9","entity":"crowded-9","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000001000000008,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-9","entity":"crowded-9","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-9","entity":"crowded-9","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000001000000008,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-9","entity":"crowded-9","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[0.45,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[0.46,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[0.46,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[0.45,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[0.45,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[0.46,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[0.46,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[0.45,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.5,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.5,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.5,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.51,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.51,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.51,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[0.51,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[0.51,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.51,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.5,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.5,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.5,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.51,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.51,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.5,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.51,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.51,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[0.5,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.010000000000000009,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.010000000000000009,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.5,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.51,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.51,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.5,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-10","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-10","entity":"crowded-10","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.510000001,"lo":0.499999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-10","entity":"crowded-10","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.510000001,"lo":0.499999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-10","entity":"crowded-10","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000001000000008,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-10","entity":"crowded-10","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-10","entity":"crowded-10","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000001000000008,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-10","entity":"crowded-10","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[0.5,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[0.51,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[0.51,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[0.5,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[0.5,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[0.51,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[0.51,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[0.5,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.55,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.55,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.55,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.56,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.56,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.56,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[0.56,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[0.56,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.56,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.55,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.55,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.55,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.55,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.56,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.56,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.55,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.55,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.56,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.56,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[0.55,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.010000000000000009,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.010000000000000009,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.55,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.56,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.56,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.55,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-11","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-11","entity":"crowded-11","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.560000001,"lo":0.5499999990000001},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-11","entity":"crowded-11","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.560000001,"lo":0.5499999990000001},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-11","entity":"crowded-11","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000001000000008,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-11","entity":"crowded-11","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-11","entity":"crowded-11","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000001000000008,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-11","entity":"crowded-11","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[0.55,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[0.56,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[0.56,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[0.55,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[0.55,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[0.56,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[0.56,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[0.55,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.6000000000000001,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.6000000000000001,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.6000000000000001,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.6100000000000001,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.6100000000000001,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.6100000000000001,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[0.6100000000000001,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[0.6100000000000001,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.6100000000000001,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.6000000000000001,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.6000000000000001,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.6000000000000001,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.6000000000000001,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.6100000000000001,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.6100000000000001,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.6000000000000001,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.6000000000000001,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.6100000000000001,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.6100000000000001,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[0.6000000000000001,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.010000000000000009,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.010000000000000009,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.6000000000000001,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.6100000000000001,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.6100000000000001,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.6000000000000001,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-12","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-12","entity":"crowded-12","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.6100000010000001,"lo":0.5999999990000001},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-12","entity":"crowded-12","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.6100000010000001,"lo":0.5999999990000001},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-12","entity":"crowded-12","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000001000000008,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-12","entity":"crowded-12","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-12","entity":"crowded-12","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000001000000008,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-12","entity":"crowded-12","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[0.6000000000000001,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[0.6100000000000001,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[0.6100000000000001,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[0.6000000000000001,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[0.6000000000000001,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[0.6100000000000001,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[0.6100000000000001,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[0.6000000000000001,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.65,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.65,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.65,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.66,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.66,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.66,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[0.66,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[0.66,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.66,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.65,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.65,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.65,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.65,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.66,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.66,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.65,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.65,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.66,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.66,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[0.65,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.010000000000000009,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.010000000000000009,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.65,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.66,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.66,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.65,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-13","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-13","entity":"crowded-13","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.660000001,"lo":0.649999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-13","entity":"crowded-13","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.660000001,"lo":0.649999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-13","entity":"crowded-13","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000001000000008,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-13","entity":"crowded-13","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-13","entity":"crowded-13","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000001000000008,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-13","entity":"crowded-13","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[0.65,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[0.66,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[0.66,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[0.65,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[0.65,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[0.66,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[0.66,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[0.65,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.7000000000000001,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.7000000000000001,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.7000000000000001,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.7100000000000001,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.7100000000000001,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.7100000000000001,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[0.7100000000000001,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[0.7100000000000001,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.7100000000000001,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.7000000000000001,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.7000000000000001,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.7000000000000001,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.7000000000000001,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.7100000000000001,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.7100000000000001,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.7000000000000001,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.7000000000000001,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.7100000000000001,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.7100000000000001,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[0.7000000000000001,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.010000000000000009,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.010000000000000009,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.7000000000000001,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.7100000000000001,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.7100000000000001,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.7000000000000001,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-14","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-14","entity":"crowded-14","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.710000001,"lo":0.6999999990000001},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-14","entity":"crowded-14","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.710000001,"lo":0.6999999990000001},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-14","entity":"crowded-14","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000001000000008,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-14","entity":"crowded-14","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-14","entity":"crowded-14","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000001000000008,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-14","entity":"crowded-14","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[0.7000000000000001,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[0.7100000000000001,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[0.7100000000000001,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[0.7000000000000001,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[0.7000000000000001,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[0.7100000000000001,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[0.7100000000000001,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[0.7000000000000001,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.75,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.75,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.75,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.76,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.76,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.76,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[0.76,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[0.76,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.76,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.75,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.75,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.75,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.75,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.76,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.76,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.75,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.75,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.76,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.76,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[0.75,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.010000000000000009,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.010000000000000009,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.75,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.76,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.76,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.75,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-15","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-15","entity":"crowded-15","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.760000001,"lo":0.749999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-15","entity":"crowded-15","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.760000001,"lo":0.749999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-15","entity":"crowded-15","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000001000000008,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-15","entity":"crowded-15","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-15","entity":"crowded-15","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000001000000008,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-15","entity":"crowded-15","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[0.75,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[0.76,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[0.76,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[0.75,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[0.75,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[0.76,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[0.76,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[0.75,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.8,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.8,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.8,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.81,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.81,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.81,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[0.81,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[0.81,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.81,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.8,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.8,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.8,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.8,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.81,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.81,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.8,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.8,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.81,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.81,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[0.8,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.010000000000000009,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.010000000000000009,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.8,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.81,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.81,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.8,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-16","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-16","entity":"crowded-16","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.810000001,"lo":0.7999999990000001},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-16","entity":"crowded-16","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.810000001,"lo":0.7999999990000001},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-16","entity":"crowded-16","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000001000000008,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-16","entity":"crowded-16","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-16","entity":"crowded-16","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000001000000008,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-16","entity":"crowded-16","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[0.8,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[0.81,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[0.81,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[0.8,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[0.8,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[0.81,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[0.81,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[0.8,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.8500000000000001,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.8500000000000001,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.8500000000000001,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.8600000000000001,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.8600000000000001,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.8600000000000001,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[0.8600000000000001,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[0.8600000000000001,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.8600000000000001,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.8500000000000001,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.8500000000000001,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.8500000000000001,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.8500000000000001,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.8600000000000001,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.8600000000000001,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.8500000000000001,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.8500000000000001,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.8600000000000001,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.8600000000000001,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[0.8500000000000001,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.010000000000000009,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.010000000000000009,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.8500000000000001,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.8600000000000001,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.8600000000000001,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.8500000000000001,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-17","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-17","entity":"crowded-17","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.8600000010000001,"lo":0.8499999990000001},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-17","entity":"crowded-17","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.8600000010000001,"lo":0.8499999990000001},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-17","entity":"crowded-17","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000001000000008,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-17","entity":"crowded-17","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-17","entity":"crowded-17","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000001000000008,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-17","entity":"crowded-17","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[0.8500000000000001,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[0.8600000000000001,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[0.8600000000000001,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[0.8500000000000001,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[0.8500000000000001,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[0.8600000000000001,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[0.8600000000000001,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[0.8500000000000001,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.9,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.9,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.9,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.91,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.91,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.91,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[0.91,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[0.91,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.91,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.9,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.9,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.9,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.9,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.91,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.91,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.9,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.9,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.91,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.91,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[0.9,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.010000000000000009,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.010000000000000009,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.9,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.91,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.91,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.9,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-18","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-18","entity":"crowded-18","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.910000001,"lo":0.899999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-18","entity":"crowded-18","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.910000001,"lo":0.899999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-18","entity":"crowded-18","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000001000000008,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-18","entity":"crowded-18","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-18","entity":"crowded-18","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000001000000008,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-18","entity":"crowded-18","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[0.9,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[0.91,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[0.91,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[0.9,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[0.9,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[0.91,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[0.91,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[0.9,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.9500000000000001,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.9500000000000001,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.9500000000000001,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.9600000000000001,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.9600000000000001,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.9600000000000001,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[0.9600000000000001,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[0.9600000000000001,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.9600000000000001,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.9500000000000001,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.9500000000000001,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.9500000000000001,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.9500000000000001,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.9600000000000001,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.9600000000000001,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.9500000000000001,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.9500000000000001,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.9600000000000001,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.9600000000000001,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[0.9500000000000001,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.010000000000000009,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.010000000000000009,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.9500000000000001,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.9600000000000001,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.9600000000000001,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.9500000000000001,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-19","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-19","entity":"crowded-19","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.960000001,"lo":0.9499999990000001},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-19","entity":"crowded-19","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.960000001,"lo":0.9499999990000001},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-19","entity":"crowded-19","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000001000000008,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-19","entity":"crowded-19","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-19","entity":"crowded-19","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000001000000008,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-19","entity":"crowded-19","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[0.9500000000000001,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[0.9600000000000001,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[0.9600000000000001,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[0.9500000000000001,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[0.9500000000000001,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[0.9600000000000001,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[0.9600000000000001,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[0.9500000000000001,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.0,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.01,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.01,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.01,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[1.01,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[1.01,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.01,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[1.0,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[1.0,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.0,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.01,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[1.01,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[1.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[1.01,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[1.01,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[1.0,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.010000000000000009,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.010000000000000009,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[1.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[1.01,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[1.01,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[1.0,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-20","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-20","entity":"crowded-20","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":1.010000001,"lo":0.999999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-20","entity":"crowded-20","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":1.010000001,"lo":0.999999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-20","entity":"crowded-20","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000001000000008,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-20","entity":"crowded-20","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-20","entity":"crowded-20","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000001000000008,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-20","entity":"crowded-20","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[1.0,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[1.01,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[1.01,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[1.0,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[1.0,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[1.01,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[1.01,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[1.0,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.05,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.05,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.05,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.06,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.06,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.06,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[1.06,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[1.06,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.06,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[1.05,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[1.05,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.05,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[1.05,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.06,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[1.06,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[1.05,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.05,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[1.06,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[1.06,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[1.05,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.010000000000000009,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.010000000000000009,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[1.05,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[1.06,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[1.06,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[1.05,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-21","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-21","entity":"crowded-21","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":1.0600000010000001,"lo":1.049999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-21","entity":"crowded-21","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":1.0600000010000001,"lo":1.049999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-21","entity":"crowded-21","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000001000000008,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-21","entity":"crowded-21","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-21","entity":"crowded-21","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000001000000008,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-21","entity":"crowded-21","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[1.05,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[1.06,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[1.06,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[1.05,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[1.05,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[1.06,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[1.06,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[1.05,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.1,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.1,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.1,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.11,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.11,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.11,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[1.11,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[1.11,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.11,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[1.1,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[1.1,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.1,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[1.1,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.11,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[1.11,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[1.1,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.1,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[1.11,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[1.11,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[1.1,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.010000000000000009,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.010000000000000009,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[1.1,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[1.11,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[1.11,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[1.1,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-22","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-22","entity":"crowded-22","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":1.1100000010000002,"lo":1.099999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-22","entity":"crowded-22","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":1.1100000010000002,"lo":1.099999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-22","entity":"crowded-22","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000001000000008,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-22","entity":"crowded-22","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-22","entity":"crowded-22","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000001000000008,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-22","entity":"crowded-22","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[1.1,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[1.11,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[1.11,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[1.1,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[1.1,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[1.11,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[1.11,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[1.1,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.1500000000000001,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.1500000000000001,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.1500000000000001,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.1600000000000001,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.1600000000000001,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.1600000000000001,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[1.1600000000000001,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[1.1600000000000001,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.1600000000000001,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[1.1500000000000001,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[1.1500000000000001,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.1500000000000001,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[1.1500000000000001,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.1600000000000001,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[1.1600000000000001,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[1.1500000000000001,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.1500000000000001,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[1.1600000000000001,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[1.1600000000000001,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[1.1500000000000001,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.010000000000000009,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.010000000000000009,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[1.1500000000000001,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[1.1600000000000001,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[1.1600000000000001,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[1.1500000000000001,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-23","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-23","entity":"crowded-23","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":1.1600000010000002,"lo":1.149999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-23","entity":"crowded-23","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":1.1600000010000002,"lo":1.149999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-23","entity":"crowded-23","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000001000000008,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-23","entity":"crowded-23","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-23","entity":"crowded-23","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000001000000008,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-23","entity":"crowded-23","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[1.1500000000000001,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[1.1600000000000001,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[1.1600000000000001,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[1.1500000000000001,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[1.1500000000000001,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[1.1600000000000001,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[1.1600000000000001,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[1.1500000000000001,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.2000000000000002,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.2000000000000002,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.2000000000000002,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.2100000000000002,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.2100000000000002,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.2100000000000002,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[1.2100000000000002,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[1.2100000000000002,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.2100000000000002,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[1.2000000000000002,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[1.2000000000000002,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.2000000000000002,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[1.2000000000000002,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.2100000000000002,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[1.2100000000000002,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[1.2000000000000002,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.2000000000000002,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[1.2100000000000002,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[1.2100000000000002,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[1.2000000000000002,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.010000000000000009,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.010000000000000009,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[1.2000000000000002,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[1.2100000000000002,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[1.2100000000000002,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[1.2000000000000002,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-24","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-24","entity":"crowded-24","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":1.2100000010000003,"lo":1.199999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-24","entity":"crowded-24","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":1.2100000010000003,"lo":1.199999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-24","entity":"crowded-24","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000001000000008,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-24","entity":"crowded-24","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-24","entity":"crowded-24","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000001000000008,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-24","entity":"crowded-24","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[1.2000000000000002,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[1.2100000000000002,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[1.2100000000000002,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[1.2000000000000002,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[1.2000000000000002,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[1.2100000000000002,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[1.2100000000000002,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[1.2000000000000002,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.25,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.25,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.25,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.26,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.26,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.26,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[1.26,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[1.26,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.26,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[1.25,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[1.25,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.25,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[1.25,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.26,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[1.26,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[1.25,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.25,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[1.26,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[1.26,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[1.25,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.010000000000000009,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.010000000000000009,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[1.25,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[1.26,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[1.26,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[1.25,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-25","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-25","entity":"crowded-25","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":1.260000001,"lo":1.249999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-25","entity":"crowded-25","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":1.260000001,"lo":1.249999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-25","entity":"crowded-25","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000001000000008,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-25","entity":"crowded-25","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-25","entity":"crowded-25","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000001000000008,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-25","entity":"crowded-25","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[1.25,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[1.26,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[1.26,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[1.25,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[1.25,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[1.26,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[1.26,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[1.25,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.3,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.3,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.3,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.31,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.31,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.31,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[1.31,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[1.31,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.31,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[1.3,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[1.3,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.3,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[1.3,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.31,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[1.31,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[1.3,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.3,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[1.31,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[1.31,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[1.3,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.010000000000000009,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.010000000000000009,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[1.3,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[1.31,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[1.31,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[1.3,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-26","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-26","entity":"crowded-26","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":1.3100000010000001,"lo":1.299999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-26","entity":"crowded-26","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":1.3100000010000001,"lo":1.299999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-26","entity":"crowded-26","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000001000000008,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-26","entity":"crowded-26","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-26","entity":"crowded-26","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000001000000008,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-26","entity":"crowded-26","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[1.3,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[1.31,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[1.31,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[1.3,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[1.3,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[1.31,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[1.31,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[1.3,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.35,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.35,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.35,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.36,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.36,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.36,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[1.36,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[1.36,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.36,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[1.35,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[1.35,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.35,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[1.35,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.36,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[1.36,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[1.35,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.35,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[1.36,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[1.36,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[1.35,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.010000000000000009,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.010000000000000009,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[1.35,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[1.36,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[1.36,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[1.35,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-27","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-27","entity":"crowded-27","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":1.3600000010000002,"lo":1.349999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-27","entity":"crowded-27","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":1.3600000010000002,"lo":1.349999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-27","entity":"crowded-27","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000001000000008,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-27","entity":"crowded-27","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-27","entity":"crowded-27","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000001000000008,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-27","entity":"crowded-27","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[1.35,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[1.36,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[1.36,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[1.35,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[1.35,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[1.36,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[1.36,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[1.35,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.4000000000000001,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.4000000000000001,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.4000000000000001,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.4100000000000001,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.4100000000000001,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.4100000000000001,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[1.4100000000000001,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[1.4100000000000001,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.4100000000000001,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[1.4000000000000001,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[1.4000000000000001,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.4000000000000001,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[1.4000000000000001,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.4100000000000001,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[1.4100000000000001,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[1.4000000000000001,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.4000000000000001,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[1.4100000000000001,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[1.4100000000000001,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[1.4000000000000001,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.010000000000000009,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.010000000000000009,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[1.4000000000000001,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[1.4100000000000001,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[1.4100000000000001,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[1.4000000000000001,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-28","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-28","entity":"crowded-28","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":1.4100000010000002,"lo":1.399999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-28","entity":"crowded-28","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":1.4100000010000002,"lo":1.399999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-28","entity":"crowded-28","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000001000000008,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-28","entity":"crowded-28","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-28","entity":"crowded-28","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000001000000008,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-28","entity":"crowded-28","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[1.4000000000000001,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[1.4100000000000001,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[1.4100000000000001,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[1.4000000000000001,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[1.4000000000000001,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[1.4100000000000001,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[1.4100000000000001,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[1.4000000000000001,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.4500000000000002,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.4500000000000002,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.4500000000000002,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.4600000000000002,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.4600000000000002,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.4600000000000002,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[1.4600000000000002,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[1.4600000000000002,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.4600000000000002,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[1.4500000000000002,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[1.4500000000000002,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.4500000000000002,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[1.4500000000000002,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.4600000000000002,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[1.4600000000000002,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[1.4500000000000002,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.4500000000000002,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[1.4600000000000002,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[1.4600000000000002,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[1.4500000000000002,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.010000000000000009,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.010000000000000009,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[1.4500000000000002,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[1.4600000000000002,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[1.4600000000000002,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[1.4500000000000002,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-29","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-29","entity":"crowded-29","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":1.4600000010000003,"lo":1.449999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-29","entity":"crowded-29","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":1.4600000010000003,"lo":1.449999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-29","entity":"crowded-29","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000001000000008,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-29","entity":"crowded-29","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-29","entity":"crowded-29","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000001000000008,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-29","entity":"crowded-29","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[1.4500000000000002,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[1.4600000000000002,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[1.4600000000000002,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[1.4500000000000002,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[1.4500000000000002,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[1.4600000000000002,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[1.4600000000000002,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[1.4500000000000002,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.5,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.5,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.5,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.51,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.51,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.51,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[1.51,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[1.51,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.51,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[1.5,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[1.5,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.5,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[1.5,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.51,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[1.51,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[1.5,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.5,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[1.51,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[1.51,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[1.5,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.010000000000000009,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.010000000000000009,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[1.5,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[1.51,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[1.51,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[1.5,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-30","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-30","entity":"crowded-30","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":1.510000001,"lo":1.499999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-30","entity":"crowded-30","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":1.510000001,"lo":1.499999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-30","entity":"crowded-30","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000001000000008,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-30","entity":"crowded-30","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-30","entity":"crowded-30","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000001000000008,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-30","entity":"crowded-30","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[1.5,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[1.51,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[1.51,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[1.5,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[1.5,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[1.51,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[1.51,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[1.5,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.55,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.55,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.55,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.56,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.56,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.56,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[1.56,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[1.56,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.56,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[1.55,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[1.55,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.55,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[1.55,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.56,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[1.56,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[1.55,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.55,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[1.56,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[1.56,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[1.55,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.010000000000000009,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.010000000000000009,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[1.55,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[1.56,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[1.56,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[1.55,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-31","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-31","entity":"crowded-31","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":1.5600000010000001,"lo":1.549999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-31","entity":"crowded-31","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":1.5600000010000001,"lo":1.549999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-31","entity":"crowded-31","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000001000000008,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-31","entity":"crowded-31","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-31","entity":"crowded-31","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000001000000008,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-31","entity":"crowded-31","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[1.55,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[1.56,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[1.56,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[1.55,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[1.55,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[1.56,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[1.56,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[1.55,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.6,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.6,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.6,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.61,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.61,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.61,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[1.61,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[1.61,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.61,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[1.6,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[1.6,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.6,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[1.6,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.61,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[1.61,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[1.6,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.6,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[1.61,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[1.61,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[1.6,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.010000000000000009,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.010000000000000009,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[1.6,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[1.61,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[1.61,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[1.6,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-32","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-32","entity":"crowded-32","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":1.6100000010000002,"lo":1.599999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-32","entity":"crowded-32","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":1.6100000010000002,"lo":1.599999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-32","entity":"crowded-32","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000001000000008,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-32","entity":"crowded-32","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-32","entity":"crowded-32","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000001000000008,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-32","entity":"crowded-32","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[1.6,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[1.61,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[1.61,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[1.6,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[1.6,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[1.61,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[1.61,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[1.6,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.6500000000000001,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.6500000000000001,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.6500000000000001,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.6600000000000001,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.6600000000000001,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.6600000000000001,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[1.6600000000000001,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[1.6600000000000001,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.6600000000000001,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[1.6500000000000001,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[1.6500000000000001,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.6500000000000001,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[1.6500000000000001,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.6600000000000001,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[1.6600000000000001,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[1.6500000000000001,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.6500000000000001,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[1.6600000000000001,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[1.6600000000000001,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[1.6500000000000001,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.010000000000000009,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.010000000000000009,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[1.6500000000000001,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[1.6600000000000001,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[1.6600000000000001,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[1.6500000000000001,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-33","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-33","entity":"crowded-33","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":1.6600000010000002,"lo":1.649999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-33","entity":"crowded-33","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":1.6600000010000002,"lo":1.649999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-33","entity":"crowded-33","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000001000000008,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-33","entity":"crowded-33","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-33","entity":"crowded-33","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000001000000008,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-33","entity":"crowded-33","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[1.6500000000000001,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[1.6600000000000001,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[1.6600000000000001,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[1.6500000000000001,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[1.6500000000000001,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[1.6600000000000001,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[1.6600000000000001,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[1.6500000000000001,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.7000000000000002,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.7000000000000002,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.7000000000000002,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.7100000000000002,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.7100000000000002,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.7100000000000002,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[1.7100000000000002,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[1.7100000000000002,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.7100000000000002,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[1.7000000000000002,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[1.7000000000000002,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.7000000000000002,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[1.7000000000000002,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.7100000000000002,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[1.7100000000000002,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[1.7000000000000002,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.7000000000000002,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[1.7100000000000002,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[1.7100000000000002,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[1.7000000000000002,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.010000000000000009,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.010000000000000009,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[1.7000000000000002,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[1.7100000000000002,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[1.7100000000000002,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[1.7000000000000002,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-34","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-34","entity":"crowded-34","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":1.7100000010000003,"lo":1.699999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-34","entity":"crowded-34","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":1.7100000010000003,"lo":1.699999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-34","entity":"crowded-34","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000001000000008,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-34","entity":"crowded-34","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-34","entity":"crowded-34","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000001000000008,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-34","entity":"crowded-34","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[1.7000000000000002,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[1.7100000000000002,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[1.7100000000000002,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[1.7000000000000002,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[1.7000000000000002,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[1.7100000000000002,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[1.7100000000000002,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[1.7000000000000002,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.75,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.75,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.75,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.76,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.76,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.76,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[1.76,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[1.76,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.76,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[1.75,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[1.75,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.75,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[1.75,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.76,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[1.76,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[1.75,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.75,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[1.76,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[1.76,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[1.75,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.010000000000000009,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.010000000000000009,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[1.75,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[1.76,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[1.76,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[1.75,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-35","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-35","entity":"crowded-35","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":1.760000001,"lo":1.749999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-35","entity":"crowded-35","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":1.760000001,"lo":1.749999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-35","entity":"crowded-35","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000001000000008,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-35","entity":"crowded-35","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-35","entity":"crowded-35","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000001000000008,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-35","entity":"crowded-35","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[1.75,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[1.76,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[1.76,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[1.75,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[1.75,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[1.76,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[1.76,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[1.75,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.8,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.8,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.8,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.81,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.81,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.81,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[1.81,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[1.81,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.81,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[1.8,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[1.8,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.8,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[1.8,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.81,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[1.81,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[1.8,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.8,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[1.81,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[1.81,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[1.8,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.010000000000000009,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.010000000000000009,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[1.8,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[1.81,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[1.81,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[1.8,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-36","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-36","entity":"crowded-36","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":1.8100000010000001,"lo":1.799999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-36","entity":"crowded-36","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":1.8100000010000001,"lo":1.799999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-36","entity":"crowded-36","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000001000000008,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-36","entity":"crowded-36","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-36","entity":"crowded-36","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000001000000008,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-36","entity":"crowded-36","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[1.8,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[1.81,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[1.81,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[1.8,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[1.8,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[1.81,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[1.81,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[1.8,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.85,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.85,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.85,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.86,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.86,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.86,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[1.86,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[1.86,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.86,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[1.85,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[1.85,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.85,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[1.85,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.86,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[1.86,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[1.85,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.85,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[1.86,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[1.86,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[1.85,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.010000000000000009,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.010000000000000009,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[1.85,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[1.86,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[1.86,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[1.85,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-37","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-37","entity":"crowded-37","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":1.8600000010000002,"lo":1.849999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-37","entity":"crowded-37","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":1.8600000010000002,"lo":1.849999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-37","entity":"crowded-37","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000001000000008,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-37","entity":"crowded-37","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-37","entity":"crowded-37","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000001000000008,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-37","entity":"crowded-37","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[1.85,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[1.86,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[1.86,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[1.85,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[1.85,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[1.86,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[1.86,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[1.85,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.9000000000000001,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.9000000000000001,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.9000000000000001,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.9100000000000001,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.9100000000000001,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.9100000000000001,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[1.9100000000000001,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[1.9100000000000001,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.9100000000000001,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[1.9000000000000001,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[1.9000000000000001,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.9000000000000001,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[1.9000000000000001,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.9100000000000001,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[1.9100000000000001,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[1.9000000000000001,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.9000000000000001,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[1.9100000000000001,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[1.9100000000000001,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[1.9000000000000001,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.010000000000000009,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.010000000000000009,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[1.9000000000000001,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[1.9100000000000001,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[1.9100000000000001,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[1.9000000000000001,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-38","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-38","entity":"crowded-38","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":1.9100000010000002,"lo":1.899999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-38","entity":"crowded-38","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":1.9100000010000002,"lo":1.899999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-38","entity":"crowded-38","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000001000000008,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-38","entity":"crowded-38","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-38","entity":"crowded-38","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000001000000008,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-38","entity":"crowded-38","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[1.9000000000000001,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[1.9100000000000001,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[1.9100000000000001,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[1.9000000000000001,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[1.9000000000000001,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[1.9100000000000001,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[1.9100000000000001,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[1.9000000000000001,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.9500000000000002,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.9500000000000002,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.9500000000000002,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.9600000000000002,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.9600000000000002,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.9600000000000002,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[1.9600000000000002,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[1.9600000000000002,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.9600000000000002,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[1.9500000000000002,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[1.9500000000000002,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.9500000000000002,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[1.9500000000000002,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.9600000000000002,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[1.9600000000000002,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[1.9500000000000002,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.9500000000000002,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[1.9600000000000002,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[1.9600000000000002,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[1.9500000000000002,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.010000000000000009,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.010000000000000009,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[1.9500000000000002,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[1.9600000000000002,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[1.9600000000000002,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[1.9500000000000002,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-39","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.010000000000000009,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-39","entity":"crowded-39","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":1.9600000010000003,"lo":1.949999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-39","entity":"crowded-39","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":1.9600000010000003,"lo":1.949999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-39","entity":"crowded-39","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000001000000008,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-39","entity":"crowded-39","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-39","entity":"crowded-39","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000001000000008,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-39","entity":"crowded-39","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[1.9500000000000002,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[1.9600000000000002,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[1.9600000000000002,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[1.9500000000000002,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[1.9500000000000002,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[1.9600000000000002,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[1.9600000000000002,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[1.9500000000000002,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.0,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.01,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.01,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.01,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[2.01,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[2.01,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.01,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.0,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.0,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.0,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.01,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.01,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[2.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.01,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[2.01,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[2.0,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[2.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[2.01,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[2.01,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[2.0,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-40","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-40","entity":"crowded-40","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":2.010000001,"lo":1.999999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-40","entity":"crowded-40","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":2.010000001,"lo":1.999999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-40","entity":"crowded-40","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-40","entity":"crowded-40","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-40","entity":"crowded-40","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-40","entity":"crowded-40","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[2.0,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[2.01,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[2.01,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[2.0,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[2.0,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[2.01,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[2.01,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[2.0,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.0500000000000003,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.0500000000000003,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.0500000000000003,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.06,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.06,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.06,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[2.06,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[2.06,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.06,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.0500000000000003,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.0500000000000003,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.0500000000000003,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[2.0500000000000003,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.06,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.06,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[2.0500000000000003,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0500000000000003,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.06,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[2.06,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[2.0500000000000003,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[2.0500000000000003,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[2.06,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[2.06,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[2.0500000000000003,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-41","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-41","entity":"crowded-41","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":2.060000001,"lo":2.049999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-41","entity":"crowded-41","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":2.060000001,"lo":2.049999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-41","entity":"crowded-41","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-41","entity":"crowded-41","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-41","entity":"crowded-41","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-41","entity":"crowded-41","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[2.0500000000000003,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[2.06,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[2.06,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[2.0500000000000003,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[2.0500000000000003,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[2.06,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[2.06,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[2.0500000000000003,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.1,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.1,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.1,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.11,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.11,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.11,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[2.11,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[2.11,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.11,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.1,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.1,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.1,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[2.1,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.11,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.11,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[2.1,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.1,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.11,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[2.11,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[2.1,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[2.1,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[2.11,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[2.11,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[2.1,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-42","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-42","entity":"crowded-42","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":2.110000001,"lo":2.099999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-42","entity":"crowded-42","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":2.110000001,"lo":2.099999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-42","entity":"crowded-42","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-42","entity":"crowded-42","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-42","entity":"crowded-42","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-42","entity":"crowded-42","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[2.1,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[2.11,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[2.11,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[2.1,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[2.1,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[2.11,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[2.11,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[2.1,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.15,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.15,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.15,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.1599999999999997,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.1599999999999997,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.1599999999999997,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[2.1599999999999997,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[2.1599999999999997,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.1599999999999997,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.15,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.15,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.15,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[2.15,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.1599999999999997,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.1599999999999997,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[2.15,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.15,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.1599999999999997,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[2.1599999999999997,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[2.15,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[2.15,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[2.1599999999999997,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[2.1599999999999997,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[2.15,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-43","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-43","entity":"crowded-43","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":2.160000001,"lo":2.149999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-43","entity":"crowded-43","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":2.160000001,"lo":2.149999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-43","entity":"crowded-43","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-43","entity":"crowded-43","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-43","entity":"crowded-43","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-43","entity":"crowded-43","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[2.15,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[2.1599999999999997,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[2.1599999999999997,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[2.15,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[2.15,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[2.1599999999999997,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[2.1599999999999997,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[2.15,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.2,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.2,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.2,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.21,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.21,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.21,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[2.21,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[2.21,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.21,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.2,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.2,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.2,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[2.2,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.21,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.21,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[2.2,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.2,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.21,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[2.21,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[2.2,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[2.2,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[2.21,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[2.21,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[2.2,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-44","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-44","entity":"crowded-44","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":2.210000001,"lo":2.199999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-44","entity":"crowded-44","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":2.210000001,"lo":2.199999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-44","entity":"crowded-44","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-44","entity":"crowded-44","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-44","entity":"crowded-44","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-44","entity":"crowded-44","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[2.2,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[2.21,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[2.21,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[2.2,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[2.2,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[2.21,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[2.21,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[2.2,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.25,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.25,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.25,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.26,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.26,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.26,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[2.26,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[2.26,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.26,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.25,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.25,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.25,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[2.25,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.26,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.26,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[2.25,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.25,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.26,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[2.26,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[2.25,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[2.25,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[2.26,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[2.26,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[2.25,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-45","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-45","entity":"crowded-45","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":2.260000001,"lo":2.249999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-45","entity":"crowded-45","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":2.260000001,"lo":2.249999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-45","entity":"crowded-45","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-45","entity":"crowded-45","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-45","entity":"crowded-45","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-45","entity":"crowded-45","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[2.25,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[2.26,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[2.26,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[2.25,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[2.25,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[2.26,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[2.26,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[2.25,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.3000000000000003,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.3000000000000003,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.3000000000000003,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.31,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.31,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.31,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[2.31,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[2.31,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.31,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.3000000000000003,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.3000000000000003,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.3000000000000003,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[2.3000000000000003,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.31,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.31,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[2.3000000000000003,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.3000000000000003,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.31,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[2.31,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[2.3000000000000003,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[2.3000000000000003,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[2.31,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[2.31,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[2.3000000000000003,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-46","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-46","entity":"crowded-46","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":2.310000001,"lo":2.299999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-46","entity":"crowded-46","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":2.310000001,"lo":2.299999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-46","entity":"crowded-46","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-46","entity":"crowded-46","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-46","entity":"crowded-46","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-46","entity":"crowded-46","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[2.3000000000000003,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[2.31,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[2.31,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[2.3000000000000003,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[2.3000000000000003,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[2.31,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[2.31,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[2.3000000000000003,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.35,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.35,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.35,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.36,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.36,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.36,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[2.36,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[2.36,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.36,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.35,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.35,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.35,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[2.35,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.36,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.36,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[2.35,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.35,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.36,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[2.36,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[2.35,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[2.35,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[2.36,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[2.36,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[2.35,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-47","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-47","entity":"crowded-47","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":2.360000001,"lo":2.349999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-47","entity":"crowded-47","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":2.360000001,"lo":2.349999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-47","entity":"crowded-47","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-47","entity":"crowded-47","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-47","entity":"crowded-47","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-47","entity":"crowded-47","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[2.35,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[2.36,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[2.36,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[2.35,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[2.35,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[2.36,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[2.36,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[2.35,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.4000000000000004,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.4000000000000004,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.4000000000000004,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.41,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.41,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.41,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[2.41,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[2.41,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.41,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.4000000000000004,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.4000000000000004,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.4000000000000004,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[2.4000000000000004,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.41,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.41,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[2.4000000000000004,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.4000000000000004,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.41,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[2.41,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[2.4000000000000004,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[2.4000000000000004,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[2.41,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[2.41,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[2.4000000000000004,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-48","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-48","entity":"crowded-48","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":2.4100000010000002,"lo":2.3999999990000003},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-48","entity":"crowded-48","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":2.4100000010000002,"lo":2.3999999990000003},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-48","entity":"crowded-48","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-48","entity":"crowded-48","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-48","entity":"crowded-48","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-48","entity":"crowded-48","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[2.4000000000000004,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[2.41,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[2.41,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[2.4000000000000004,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[2.4000000000000004,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[2.41,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[2.41,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[2.4000000000000004,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.45,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.45,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.45,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.46,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.46,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.46,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[2.46,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[2.46,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.46,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.45,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.45,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.45,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[2.45,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.46,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.46,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[2.45,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.45,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.46,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[2.46,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[2.45,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[2.45,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[2.46,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[2.46,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[2.45,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-49","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-49","entity":"crowded-49","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":2.460000001,"lo":2.449999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-49","entity":"crowded-49","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":2.460000001,"lo":2.449999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-49","entity":"crowded-49","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-49","entity":"crowded-49","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-49","entity":"crowded-49","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-49","entity":"crowded-49","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[2.45,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[2.46,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[2.46,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[2.45,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[2.45,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[2.46,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[2.46,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[2.45,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.5,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.5,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.5,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.51,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.51,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.51,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[2.51,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[2.51,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.51,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.5,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.5,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.5,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[2.5,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.51,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.51,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[2.5,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.51,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[2.51,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[2.5,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[2.5,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[2.51,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[2.51,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[2.5,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-50","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-50","entity":"crowded-50","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":2.510000001,"lo":2.499999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-50","entity":"crowded-50","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":2.510000001,"lo":2.499999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-50","entity":"crowded-50","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-50","entity":"crowded-50","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-50","entity":"crowded-50","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-50","entity":"crowded-50","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[2.5,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[2.51,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[2.51,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[2.5,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[2.5,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[2.51,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[2.51,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[2.5,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.5500000000000003,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.5500000000000003,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.5500000000000003,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.56,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.56,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.56,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[2.56,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[2.56,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.56,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.5500000000000003,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.5500000000000003,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.5500000000000003,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[2.5500000000000003,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.56,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.56,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[2.5500000000000003,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5500000000000003,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.56,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[2.56,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[2.5500000000000003,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[2.5500000000000003,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[2.56,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[2.56,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[2.5500000000000003,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-51","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-51","entity":"crowded-51","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":2.560000001,"lo":2.549999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-51","entity":"crowded-51","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":2.560000001,"lo":2.549999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-51","entity":"crowded-51","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-51","entity":"crowded-51","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-51","entity":"crowded-51","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-51","entity":"crowded-51","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[2.5500000000000003,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[2.56,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[2.56,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[2.5500000000000003,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[2.5500000000000003,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[2.56,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[2.56,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[2.5500000000000003,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.6,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.6,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.6,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.61,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.61,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.61,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[2.61,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[2.61,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.61,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.6,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.6,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.6,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[2.6,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.61,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.61,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[2.6,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.6,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.61,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[2.61,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[2.6,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[2.6,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[2.61,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[2.61,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[2.6,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-52","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-52","entity":"crowded-52","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":2.610000001,"lo":2.599999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-52","entity":"crowded-52","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":2.610000001,"lo":2.599999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-52","entity":"crowded-52","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-52","entity":"crowded-52","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-52","entity":"crowded-52","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-52","entity":"crowded-52","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[2.6,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[2.61,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[2.61,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[2.6,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[2.6,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[2.61,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[2.61,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[2.6,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.6500000000000004,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.6500000000000004,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.6500000000000004,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.66,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.66,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.66,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[2.66,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[2.66,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.66,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.6500000000000004,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.6500000000000004,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.6500000000000004,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[2.6500000000000004,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.66,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.66,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[2.6500000000000004,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.6500000000000004,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.66,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[2.66,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[2.6500000000000004,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[2.6500000000000004,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[2.66,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[2.66,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[2.6500000000000004,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-53","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-53","entity":"crowded-53","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":2.6600000010000002,"lo":2.6499999990000003},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-53","entity":"crowded-53","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":2.6600000010000002,"lo":2.6499999990000003},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-53","entity":"crowded-53","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-53","entity":"crowded-53","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-53","entity":"crowded-53","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-53","entity":"crowded-53","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[2.6500000000000004,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[2.66,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[2.66,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[2.6500000000000004,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[2.6500000000000004,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[2.66,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[2.66,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[2.6500000000000004,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.7,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.7,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.7,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.71,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.71,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.71,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[2.71,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[2.71,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.71,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.7,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.7,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.7,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[2.7,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.71,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.71,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[2.7,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.7,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.71,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[2.71,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[2.7,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[2.7,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[2.71,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[2.71,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[2.7,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-54","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-54","entity":"crowded-54","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":2.710000001,"lo":2.699999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-54","entity":"crowded-54","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":2.710000001,"lo":2.699999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-54","entity":"crowded-54","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-54","entity":"crowded-54","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-54","entity":"crowded-54","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-54","entity":"crowded-54","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[2.7,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[2.71,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[2.71,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[2.7,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[2.7,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[2.71,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[2.71,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[2.7,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.75,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.75,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.75,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.76,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.76,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.76,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[2.76,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[2.76,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.76,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.75,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.75,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.75,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[2.75,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.76,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.76,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[2.75,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.75,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.76,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[2.76,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[2.75,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[2.75,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[2.76,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[2.76,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[2.75,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-55","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-55","entity":"crowded-55","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":2.760000001,"lo":2.749999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-55","entity":"crowded-55","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":2.760000001,"lo":2.749999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-55","entity":"crowded-55","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-55","entity":"crowded-55","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-55","entity":"crowded-55","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-55","entity":"crowded-55","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[2.75,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[2.76,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[2.76,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[2.75,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[2.75,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[2.76,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[2.76,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[2.75,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.8000000000000003,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.8000000000000003,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.8000000000000003,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.81,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.81,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.81,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[2.81,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[2.81,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.81,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.8000000000000003,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.8000000000000003,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.8000000000000003,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[2.8000000000000003,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.81,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.81,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[2.8000000000000003,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.8000000000000003,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.81,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[2.81,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[2.8000000000000003,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[2.8000000000000003,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[2.81,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[2.81,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[2.8000000000000003,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-56","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-56","entity":"crowded-56","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":2.810000001,"lo":2.799999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-56","entity":"crowded-56","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":2.810000001,"lo":2.799999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-56","entity":"crowded-56","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-56","entity":"crowded-56","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-56","entity":"crowded-56","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-56","entity":"crowded-56","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[2.8000000000000003,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[2.81,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[2.81,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[2.8000000000000003,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[2.8000000000000003,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[2.81,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[2.81,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[2.8000000000000003,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.85,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.85,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.85,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.86,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.86,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.86,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[2.86,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[2.86,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.86,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.85,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.85,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.85,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[2.85,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.86,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.86,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[2.85,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.85,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.86,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[2.86,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[2.85,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[2.85,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[2.86,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[2.86,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[2.85,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-57","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-57","entity":"crowded-57","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":2.860000001,"lo":2.849999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-57","entity":"crowded-57","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":2.860000001,"lo":2.849999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-57","entity":"crowded-57","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-57","entity":"crowded-57","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-57","entity":"crowded-57","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-57","entity":"crowded-57","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[2.85,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[2.86,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[2.86,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[2.85,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[2.85,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[2.86,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[2.86,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[2.85,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.9000000000000004,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.9000000000000004,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.9000000000000004,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.91,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.91,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.91,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[2.91,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[2.91,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.91,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.9000000000000004,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.9000000000000004,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.9000000000000004,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[2.9000000000000004,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.91,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.91,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[2.9000000000000004,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.9000000000000004,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.91,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[2.91,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[2.9000000000000004,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[2.9000000000000004,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[2.91,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[2.91,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[2.9000000000000004,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-58","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-58","entity":"crowded-58","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":2.9100000010000002,"lo":2.8999999990000003},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-58","entity":"crowded-58","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":2.9100000010000002,"lo":2.8999999990000003},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-58","entity":"crowded-58","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-58","entity":"crowded-58","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-58","entity":"crowded-58","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-58","entity":"crowded-58","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[2.9000000000000004,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[2.91,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[2.91,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[2.9000000000000004,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[2.9000000000000004,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[2.91,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[2.91,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[2.9000000000000004,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.95,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.95,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.95,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.96,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.96,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.96,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[2.96,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[2.96,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.96,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.95,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.95,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.95,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[2.95,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.96,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.96,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[2.95,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.95,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.96,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[2.96,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[2.95,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[2.95,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[2.96,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[2.96,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[2.95,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-59","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-59","entity":"crowded-59","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":2.960000001,"lo":2.949999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-59","entity":"crowded-59","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":2.960000001,"lo":2.949999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-59","entity":"crowded-59","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-59","entity":"crowded-59","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-59","entity":"crowded-59","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-59","entity":"crowded-59","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[2.95,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[2.96,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[2.96,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[2.95,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[2.95,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[2.96,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[2.96,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[2.95,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.0,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.01,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.01,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.01,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[3.01,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[3.01,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.01,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[3.0,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[3.0,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.0,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.01,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[3.01,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[3.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[3.01,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[3.01,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[3.0,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[3.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[3.01,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[3.01,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[3.0,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-60","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-60","entity":"crowded-60","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":3.010000001,"lo":2.999999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-60","entity":"crowded-60","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":3.010000001,"lo":2.999999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-60","entity":"crowded-60","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-60","entity":"crowded-60","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-60","entity":"crowded-60","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-60","entity":"crowded-60","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[3.0,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[3.01,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[3.01,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[3.0,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[3.0,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[3.01,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[3.01,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[3.0,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.0500000000000003,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.0500000000000003,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.0500000000000003,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.06,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.06,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.06,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[3.06,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[3.06,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.06,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[3.0500000000000003,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[3.0500000000000003,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.0500000000000003,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[3.0500000000000003,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.06,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[3.06,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[3.0500000000000003,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0500000000000003,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[3.06,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[3.06,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[3.0500000000000003,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[3.0500000000000003,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[3.06,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[3.06,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[3.0500000000000003,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-61","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-61","entity":"crowded-61","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":3.060000001,"lo":3.049999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-61","entity":"crowded-61","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":3.060000001,"lo":3.049999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-61","entity":"crowded-61","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-61","entity":"crowded-61","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-61","entity":"crowded-61","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-61","entity":"crowded-61","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[3.0500000000000003,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[3.06,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[3.06,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[3.0500000000000003,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[3.0500000000000003,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[3.06,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[3.06,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[3.0500000000000003,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.1,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.1,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.1,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.11,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.11,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.11,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[3.11,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[3.11,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.11,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[3.1,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[3.1,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.1,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[3.1,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.11,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[3.11,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[3.1,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.1,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[3.11,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[3.11,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[3.1,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[3.1,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[3.11,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[3.11,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[3.1,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-62","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-62","entity":"crowded-62","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":3.110000001,"lo":3.099999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-62","entity":"crowded-62","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":3.110000001,"lo":3.099999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-62","entity":"crowded-62","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-62","entity":"crowded-62","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-62","entity":"crowded-62","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-62","entity":"crowded-62","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[3.1,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[3.11,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[3.11,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[3.1,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[3.1,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[3.11,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[3.11,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[3.1,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.1500000000000004,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.1500000000000004,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.1500000000000004,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.16,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.16,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.16,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[3.16,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[3.16,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.16,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[3.1500000000000004,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[3.1500000000000004,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.1500000000000004,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[3.1500000000000004,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.16,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[3.16,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[3.1500000000000004,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.1500000000000004,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[3.16,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[3.16,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[3.1500000000000004,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[3.1500000000000004,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[3.16,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[3.16,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[3.1500000000000004,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-63","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-63","entity":"crowded-63","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":3.1600000010000002,"lo":3.1499999990000003},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-63","entity":"crowded-63","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":3.1600000010000002,"lo":3.1499999990000003},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-63","entity":"crowded-63","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-63","entity":"crowded-63","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-63","entity":"crowded-63","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-63","entity":"crowded-63","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[3.1500000000000004,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[3.16,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[3.16,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[3.1500000000000004,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[3.1500000000000004,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[3.16,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[3.16,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[3.1500000000000004,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.2,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.2,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.2,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.21,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.21,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.21,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[3.21,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[3.21,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.21,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[3.2,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[3.2,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.2,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[3.2,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.21,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[3.21,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[3.2,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.2,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[3.21,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[3.21,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[3.2,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[3.2,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[3.21,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[3.21,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[3.2,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-64","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-64","entity":"crowded-64","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":3.210000001,"lo":3.199999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-64","entity":"crowded-64","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":3.210000001,"lo":3.199999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-64","entity":"crowded-64","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-64","entity":"crowded-64","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-64","entity":"crowded-64","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-64","entity":"crowded-64","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[3.2,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[3.21,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[3.21,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[3.2,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[3.2,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[3.21,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[3.21,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[3.2,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.25,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.25,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.25,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.26,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.26,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.26,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[3.26,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[3.26,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.26,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[3.25,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[3.25,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.25,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[3.25,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.26,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[3.26,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[3.25,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.25,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[3.26,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[3.26,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[3.25,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[3.25,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[3.26,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[3.26,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[3.25,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-65","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-65","entity":"crowded-65","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":3.260000001,"lo":3.249999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-65","entity":"crowded-65","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":3.260000001,"lo":3.249999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-65","entity":"crowded-65","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-65","entity":"crowded-65","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-65","entity":"crowded-65","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-65","entity":"crowded-65","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[3.25,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[3.26,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[3.26,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[3.25,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[3.25,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[3.26,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[3.26,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[3.25,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.3000000000000003,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.3000000000000003,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.3000000000000003,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.31,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.31,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.31,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[3.31,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[3.31,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.31,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[3.3000000000000003,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[3.3000000000000003,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.3000000000000003,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[3.3000000000000003,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.31,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[3.31,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[3.3000000000000003,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.3000000000000003,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[3.31,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[3.31,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[3.3000000000000003,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[3.3000000000000003,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[3.31,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[3.31,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[3.3000000000000003,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-66","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-66","entity":"crowded-66","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":3.310000001,"lo":3.299999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-66","entity":"crowded-66","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":3.310000001,"lo":3.299999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-66","entity":"crowded-66","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-66","entity":"crowded-66","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-66","entity":"crowded-66","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-66","entity":"crowded-66","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[3.3000000000000003,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[3.31,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[3.31,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[3.3000000000000003,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[3.3000000000000003,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[3.31,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[3.31,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[3.3000000000000003,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.35,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.35,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.35,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.36,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.36,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.36,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[3.36,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[3.36,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.36,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[3.35,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[3.35,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.35,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[3.35,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.36,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[3.36,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[3.35,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.35,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[3.36,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[3.36,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[3.35,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[3.35,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[3.36,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[3.36,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[3.35,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-67","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-67","entity":"crowded-67","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":3.360000001,"lo":3.349999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-67","entity":"crowded-67","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":3.360000001,"lo":3.349999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-67","entity":"crowded-67","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-67","entity":"crowded-67","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-67","entity":"crowded-67","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-67","entity":"crowded-67","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[3.35,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[3.36,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[3.36,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[3.35,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[3.35,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[3.36,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[3.36,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[3.35,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.4000000000000004,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.4000000000000004,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.4000000000000004,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.41,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.41,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.41,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[3.41,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[3.41,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.41,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[3.4000000000000004,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[3.4000000000000004,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.4000000000000004,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[3.4000000000000004,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.41,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[3.41,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[3.4000000000000004,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.4000000000000004,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[3.41,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[3.41,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[3.4000000000000004,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[3.4000000000000004,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[3.41,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[3.41,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[3.4000000000000004,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-68","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-68","entity":"crowded-68","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":3.4100000010000002,"lo":3.3999999990000003},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-68","entity":"crowded-68","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":3.4100000010000002,"lo":3.3999999990000003},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-68","entity":"crowded-68","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-68","entity":"crowded-68","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-68","entity":"crowded-68","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-68","entity":"crowded-68","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[3.4000000000000004,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[3.41,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[3.41,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[3.4000000000000004,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[3.4000000000000004,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[3.41,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[3.41,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[3.4000000000000004,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.45,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.45,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.45,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.46,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.46,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.46,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[3.46,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[3.46,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.46,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[3.45,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[3.45,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.45,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[3.45,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.46,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[3.46,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[3.45,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.45,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[3.46,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[3.46,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[3.45,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[3.45,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[3.46,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[3.46,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[3.45,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-69","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-69","entity":"crowded-69","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":3.460000001,"lo":3.449999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-69","entity":"crowded-69","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":3.460000001,"lo":3.449999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-69","entity":"crowded-69","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-69","entity":"crowded-69","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-69","entity":"crowded-69","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-69","entity":"crowded-69","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[3.45,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[3.46,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[3.46,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[3.45,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[3.45,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[3.46,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[3.46,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[3.45,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.5,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.5,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.5,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.51,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.51,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.51,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[3.51,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[3.51,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.51,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[3.5,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[3.5,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.5,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[3.5,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.51,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[3.51,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[3.5,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.5,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[3.51,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[3.51,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[3.5,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[3.5,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[3.51,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[3.51,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[3.5,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-70","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-70","entity":"crowded-70","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":3.510000001,"lo":3.499999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-70","entity":"crowded-70","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":3.510000001,"lo":3.499999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-70","entity":"crowded-70","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-70","entity":"crowded-70","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-70","entity":"crowded-70","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-70","entity":"crowded-70","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[3.5,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[3.51,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[3.51,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[3.5,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[3.5,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[3.51,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[3.51,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[3.5,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.5500000000000003,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.5500000000000003,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.5500000000000003,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.56,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.56,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.56,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[3.56,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[3.56,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.56,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[3.5500000000000003,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[3.5500000000000003,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.5500000000000003,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[3.5500000000000003,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.56,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[3.56,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[3.5500000000000003,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.5500000000000003,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[3.56,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[3.56,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[3.5500000000000003,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[3.5500000000000003,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[3.56,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[3.56,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[3.5500000000000003,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-71","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-71","entity":"crowded-71","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":3.560000001,"lo":3.549999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-71","entity":"crowded-71","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":3.560000001,"lo":3.549999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-71","entity":"crowded-71","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-71","entity":"crowded-71","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-71","entity":"crowded-71","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-71","entity":"crowded-71","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[3.5500000000000003,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[3.56,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[3.56,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[3.5500000000000003,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[3.5500000000000003,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[3.56,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[3.56,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[3.5500000000000003,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.6,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.6,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.6,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.61,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.61,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.61,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[3.61,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[3.61,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.61,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[3.6,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[3.6,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.6,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[3.6,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.61,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[3.61,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[3.6,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.6,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[3.61,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[3.61,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[3.6,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[3.6,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[3.61,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[3.61,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[3.6,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-72","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-72","entity":"crowded-72","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":3.610000001,"lo":3.599999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-72","entity":"crowded-72","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":3.610000001,"lo":3.599999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-72","entity":"crowded-72","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-72","entity":"crowded-72","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-72","entity":"crowded-72","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-72","entity":"crowded-72","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[3.6,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[3.61,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[3.61,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[3.6,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[3.6,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[3.61,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[3.61,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[3.6,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.6500000000000004,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.6500000000000004,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.6500000000000004,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.66,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.66,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.66,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[3.66,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[3.66,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.66,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[3.6500000000000004,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[3.6500000000000004,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.6500000000000004,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[3.6500000000000004,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.66,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[3.66,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[3.6500000000000004,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.6500000000000004,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[3.66,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[3.66,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[3.6500000000000004,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[3.6500000000000004,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[3.66,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[3.66,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[3.6500000000000004,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-73","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-73","entity":"crowded-73","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":3.6600000010000002,"lo":3.6499999990000003},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-73","entity":"crowded-73","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":3.6600000010000002,"lo":3.6499999990000003},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-73","entity":"crowded-73","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-73","entity":"crowded-73","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-73","entity":"crowded-73","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-73","entity":"crowded-73","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[3.6500000000000004,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[3.66,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[3.66,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[3.6500000000000004,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[3.6500000000000004,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[3.66,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[3.66,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[3.6500000000000004,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.7,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.7,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.7,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.71,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.71,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.71,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[3.71,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[3.71,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.71,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[3.7,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[3.7,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.7,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[3.7,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.71,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[3.71,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[3.7,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.7,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[3.71,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[3.71,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[3.7,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[3.7,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[3.71,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[3.71,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[3.7,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-74","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-74","entity":"crowded-74","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":3.710000001,"lo":3.699999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-74","entity":"crowded-74","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":3.710000001,"lo":3.699999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-74","entity":"crowded-74","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-74","entity":"crowded-74","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-74","entity":"crowded-74","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-74","entity":"crowded-74","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[3.7,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[3.71,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[3.71,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[3.7,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[3.7,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[3.71,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[3.71,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[3.7,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.75,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.75,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.75,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.76,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.76,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.76,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[3.76,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[3.76,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.76,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[3.75,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[3.75,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.75,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[3.75,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.76,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[3.76,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[3.75,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.75,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[3.76,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[3.76,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[3.75,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[3.75,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[3.76,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[3.76,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[3.75,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-75","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-75","entity":"crowded-75","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":3.760000001,"lo":3.749999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-75","entity":"crowded-75","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":3.760000001,"lo":3.749999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-75","entity":"crowded-75","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-75","entity":"crowded-75","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-75","entity":"crowded-75","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-75","entity":"crowded-75","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[3.75,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[3.76,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[3.76,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[3.75,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[3.75,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[3.76,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[3.76,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[3.75,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.8000000000000003,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.8000000000000003,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.8000000000000003,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.81,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.81,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.81,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[3.81,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[3.81,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.81,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[3.8000000000000003,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[3.8000000000000003,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.8000000000000003,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[3.8000000000000003,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.81,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[3.81,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[3.8000000000000003,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.8000000000000003,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[3.81,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[3.81,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[3.8000000000000003,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[3.8000000000000003,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[3.81,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[3.81,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[3.8000000000000003,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-76","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-76","entity":"crowded-76","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":3.810000001,"lo":3.799999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-76","entity":"crowded-76","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":3.810000001,"lo":3.799999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-76","entity":"crowded-76","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-76","entity":"crowded-76","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-76","entity":"crowded-76","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-76","entity":"crowded-76","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[3.8000000000000003,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[3.81,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[3.81,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[3.8000000000000003,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[3.8000000000000003,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[3.81,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[3.81,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[3.8000000000000003,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.85,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.85,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.85,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.86,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.86,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.86,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[3.86,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[3.86,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.86,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[3.85,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[3.85,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.85,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[3.85,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.86,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[3.86,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[3.85,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.85,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[3.86,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[3.86,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[3.85,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[3.85,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[3.86,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[3.86,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[3.85,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-77","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-77","entity":"crowded-77","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":3.860000001,"lo":3.849999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-77","entity":"crowded-77","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":3.860000001,"lo":3.849999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-77","entity":"crowded-77","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-77","entity":"crowded-77","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-77","entity":"crowded-77","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-77","entity":"crowded-77","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[3.85,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[3.86,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[3.86,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[3.85,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[3.85,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[3.86,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[3.86,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[3.85,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.9000000000000004,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.9000000000000004,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.9000000000000004,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.91,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.91,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.91,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[3.91,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[3.91,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.91,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[3.9000000000000004,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[3.9000000000000004,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.9000000000000004,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[3.9000000000000004,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.91,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[3.91,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[3.9000000000000004,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.9000000000000004,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[3.91,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[3.91,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[3.9000000000000004,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[3.9000000000000004,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[3.91,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[3.91,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[3.9000000000000004,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-78","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-78","entity":"crowded-78","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":3.9100000010000002,"lo":3.8999999990000003},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-78","entity":"crowded-78","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":3.9100000010000002,"lo":3.8999999990000003},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-78","entity":"crowded-78","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-78","entity":"crowded-78","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-78","entity":"crowded-78","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-78","entity":"crowded-78","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[3.9000000000000004,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[3.91,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[3.91,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[3.9000000000000004,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[3.9000000000000004,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[3.91,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[3.91,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[3.9000000000000004,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.95,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.95,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.95,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.96,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.96,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.96,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[3.96,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[3.96,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.96,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[3.95,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[3.95,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.95,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[3.95,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.96,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[3.96,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[3.95,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.95,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[3.96,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[3.96,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[3.95,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[3.95,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[3.96,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[3.96,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[3.95,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-79","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-79","entity":"crowded-79","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":3.960000001,"lo":3.949999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-79","entity":"crowded-79","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":3.960000001,"lo":3.949999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-79","entity":"crowded-79","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-79","entity":"crowded-79","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-79","entity":"crowded-79","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-79","entity":"crowded-79","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[3.95,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[3.96,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[3.96,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[3.95,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[3.95,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[3.96,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[3.96,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[3.95,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[4.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[4.0,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[4.01,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[4.01,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.01,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[4.01,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[4.01,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.01,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[4.0,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[4.0,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.0,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[4.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.01,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[4.01,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[4.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.0,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[4.01,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[4.01,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[4.0,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[4.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[4.01,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[4.01,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[4.0,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-80","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-80","entity":"crowded-80","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":4.010000001,"lo":3.999999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-80","entity":"crowded-80","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":4.010000001,"lo":3.999999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-80","entity":"crowded-80","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-80","entity":"crowded-80","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-80","entity":"crowded-80","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-80","entity":"crowded-80","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[4.0,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[4.01,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[4.01,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[4.0,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[4.0,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[4.01,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[4.01,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[4.0,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[4.05,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[4.05,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.05,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[4.06,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[4.06,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.06,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[4.06,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[4.06,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.06,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[4.05,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[4.05,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.05,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[4.05,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.06,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[4.06,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[4.05,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.05,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[4.06,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[4.06,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[4.05,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[4.05,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[4.06,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[4.06,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[4.05,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-81","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-81","entity":"crowded-81","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":4.060000001,"lo":4.049999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-81","entity":"crowded-81","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":4.060000001,"lo":4.049999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-81","entity":"crowded-81","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-81","entity":"crowded-81","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-81","entity":"crowded-81","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-81","entity":"crowded-81","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[4.05,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[4.06,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[4.06,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[4.05,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[4.05,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[4.06,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[4.06,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[4.05,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[4.1000000000000005,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[4.1000000000000005,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.1000000000000005,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[4.11,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[4.11,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.11,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[4.11,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[4.11,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.11,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[4.1000000000000005,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[4.1000000000000005,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.1000000000000005,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[4.1000000000000005,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.11,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[4.11,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[4.1000000000000005,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.1000000000000005,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[4.11,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[4.11,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[4.1000000000000005,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[4.1000000000000005,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[4.11,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[4.11,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[4.1000000000000005,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-82","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-82","entity":"crowded-82","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":4.110000001,"lo":4.0999999990000005},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-82","entity":"crowded-82","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":4.110000001,"lo":4.0999999990000005},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-82","entity":"crowded-82","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-82","entity":"crowded-82","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-82","entity":"crowded-82","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-82","entity":"crowded-82","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[4.1000000000000005,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[4.11,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[4.11,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[4.1000000000000005,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[4.1000000000000005,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[4.11,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[4.11,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[4.1000000000000005,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[4.15,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[4.15,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.15,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[4.16,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[4.16,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.16,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[4.16,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[4.16,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.16,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[4.15,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[4.15,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.15,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[4.15,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.16,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[4.16,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[4.15,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.15,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[4.16,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[4.16,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[4.15,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[4.15,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[4.16,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[4.16,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[4.15,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-83","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-83","entity":"crowded-83","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":4.160000001,"lo":4.149999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-83","entity":"crowded-83","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":4.160000001,"lo":4.149999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-83","entity":"crowded-83","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-83","entity":"crowded-83","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-83","entity":"crowded-83","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-83","entity":"crowded-83","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[4.15,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[4.16,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[4.16,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[4.15,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[4.15,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[4.16,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[4.16,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[4.15,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[4.2,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[4.2,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.2,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[4.21,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[4.21,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.21,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[4.21,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[4.21,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.21,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[4.2,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[4.2,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.2,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[4.2,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.21,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[4.21,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[4.2,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.2,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[4.21,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[4.21,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[4.2,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[4.2,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[4.21,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[4.21,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[4.2,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-84","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-84","entity":"crowded-84","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":4.210000001,"lo":4.199999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-84","entity":"crowded-84","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":4.210000001,"lo":4.199999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-84","entity":"crowded-84","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-84","entity":"crowded-84","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-84","entity":"crowded-84","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-84","entity":"crowded-84","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[4.2,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[4.21,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[4.21,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[4.2,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[4.2,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[4.21,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[4.21,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[4.2,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[4.25,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[4.25,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.25,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[4.26,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[4.26,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.26,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[4.26,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[4.26,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.26,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[4.25,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[4.25,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.25,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[4.25,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.26,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[4.26,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[4.25,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.25,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[4.26,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[4.26,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[4.25,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[4.25,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[4.26,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[4.26,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[4.25,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-85","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-85","entity":"crowded-85","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":4.260000001,"lo":4.249999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-85","entity":"crowded-85","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":4.260000001,"lo":4.249999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-85","entity":"crowded-85","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-85","entity":"crowded-85","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-85","entity":"crowded-85","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-85","entity":"crowded-85","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[4.25,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[4.26,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[4.26,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[4.25,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[4.25,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[4.26,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[4.26,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[4.25,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[4.3,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[4.3,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.3,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[4.31,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[4.31,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.31,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[4.31,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[4.31,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.31,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[4.3,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[4.3,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.3,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[4.3,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.31,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[4.31,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[4.3,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.3,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[4.31,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[4.31,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[4.3,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[4.3,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[4.31,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[4.31,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[4.3,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-86","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-86","entity":"crowded-86","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":4.310000001,"lo":4.299999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-86","entity":"crowded-86","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":4.310000001,"lo":4.299999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-86","entity":"crowded-86","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-86","entity":"crowded-86","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-86","entity":"crowded-86","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-86","entity":"crowded-86","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[4.3,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[4.31,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[4.31,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[4.3,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[4.3,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[4.31,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[4.31,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[4.3,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[4.3500000000000005,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[4.3500000000000005,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.3500000000000005,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[4.36,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[4.36,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.36,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[4.36,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[4.36,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.36,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[4.3500000000000005,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[4.3500000000000005,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.3500000000000005,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[4.3500000000000005,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.36,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[4.36,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[4.3500000000000005,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.3500000000000005,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[4.36,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[4.36,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[4.3500000000000005,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[4.3500000000000005,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[4.36,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[4.36,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[4.3500000000000005,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-87","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-87","entity":"crowded-87","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":4.360000001,"lo":4.3499999990000005},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-87","entity":"crowded-87","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":4.360000001,"lo":4.3499999990000005},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-87","entity":"crowded-87","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-87","entity":"crowded-87","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-87","entity":"crowded-87","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-87","entity":"crowded-87","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[4.3500000000000005,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[4.36,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[4.36,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[4.3500000000000005,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[4.3500000000000005,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[4.36,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[4.36,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[4.3500000000000005,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[4.4,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[4.4,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.4,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[4.41,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[4.41,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.41,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[4.41,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[4.41,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.41,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[4.4,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[4.4,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.4,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[4.4,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.41,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[4.41,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[4.4,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.4,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[4.41,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[4.41,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[4.4,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[4.4,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[4.41,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[4.41,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[4.4,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-88","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-88","entity":"crowded-88","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":4.410000001,"lo":4.399999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-88","entity":"crowded-88","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":4.410000001,"lo":4.399999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-88","entity":"crowded-88","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-88","entity":"crowded-88","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-88","entity":"crowded-88","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-88","entity":"crowded-88","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[4.4,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[4.41,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[4.41,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[4.4,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[4.4,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[4.41,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[4.41,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[4.4,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[4.45,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[4.45,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.45,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[4.46,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[4.46,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.46,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[4.46,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[4.46,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.46,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[4.45,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[4.45,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.45,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[4.45,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.46,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[4.46,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[4.45,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.45,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[4.46,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[4.46,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[4.45,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[4.45,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[4.46,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[4.46,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[4.45,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-89","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-89","entity":"crowded-89","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":4.460000001,"lo":4.449999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-89","entity":"crowded-89","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":4.460000001,"lo":4.449999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-89","entity":"crowded-89","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-89","entity":"crowded-89","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-89","entity":"crowded-89","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-89","entity":"crowded-89","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[4.45,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[4.46,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[4.46,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[4.45,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[4.45,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[4.46,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[4.46,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[4.45,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[4.5,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[4.5,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.5,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[4.51,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[4.51,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.51,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[4.51,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[4.51,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.51,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[4.5,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[4.5,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.5,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[4.5,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.51,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[4.51,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[4.5,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.5,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[4.51,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[4.51,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[4.5,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[4.5,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[4.51,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[4.51,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[4.5,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-90","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-90","entity":"crowded-90","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":4.510000001,"lo":4.499999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-90","entity":"crowded-90","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":4.510000001,"lo":4.499999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-90","entity":"crowded-90","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-90","entity":"crowded-90","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-90","entity":"crowded-90","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-90","entity":"crowded-90","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[4.5,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[4.51,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[4.51,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[4.5,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[4.5,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[4.51,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[4.51,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[4.5,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[4.55,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[4.55,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.55,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[4.56,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[4.56,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.56,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[4.56,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[4.56,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.56,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[4.55,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[4.55,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.55,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[4.55,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.56,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[4.56,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[4.55,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.55,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[4.56,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[4.56,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[4.55,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[4.55,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[4.56,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[4.56,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[4.55,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-91","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-91","entity":"crowded-91","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":4.560000001,"lo":4.549999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-91","entity":"crowded-91","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":4.560000001,"lo":4.549999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-91","entity":"crowded-91","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-91","entity":"crowded-91","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-91","entity":"crowded-91","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-91","entity":"crowded-91","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[4.55,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[4.56,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[4.56,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[4.55,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[4.55,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[4.56,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[4.56,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[4.55,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[4.6000000000000005,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[4.6000000000000005,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.6000000000000005,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[4.61,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[4.61,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.61,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[4.61,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[4.61,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.61,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[4.6000000000000005,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[4.6000000000000005,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.6000000000000005,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[4.6000000000000005,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.61,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[4.61,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[4.6000000000000005,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.6000000000000005,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[4.61,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[4.61,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[4.6000000000000005,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[4.6000000000000005,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[4.61,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[4.61,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[4.6000000000000005,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-92","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-92","entity":"crowded-92","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":4.610000001,"lo":4.5999999990000005},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-92","entity":"crowded-92","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":4.610000001,"lo":4.5999999990000005},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-92","entity":"crowded-92","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-92","entity":"crowded-92","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-92","entity":"crowded-92","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-92","entity":"crowded-92","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[4.6000000000000005,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[4.61,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[4.61,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[4.6000000000000005,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[4.6000000000000005,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[4.61,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[4.61,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[4.6000000000000005,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[4.65,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[4.65,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.65,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[4.66,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[4.66,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.66,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[4.66,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[4.66,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.66,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[4.65,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[4.65,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.65,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[4.65,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.66,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[4.66,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[4.65,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.65,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[4.66,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[4.66,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[4.65,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[4.65,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[4.66,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[4.66,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[4.65,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-93","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-93","entity":"crowded-93","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":4.660000001,"lo":4.649999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-93","entity":"crowded-93","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":4.660000001,"lo":4.649999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-93","entity":"crowded-93","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-93","entity":"crowded-93","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-93","entity":"crowded-93","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-93","entity":"crowded-93","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[4.65,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[4.66,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[4.66,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[4.65,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[4.65,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[4.66,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[4.66,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[4.65,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[4.7,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[4.7,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.7,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[4.71,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[4.71,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.71,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[4.71,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[4.71,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.71,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[4.7,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[4.7,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.7,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[4.7,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.71,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[4.71,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[4.7,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.7,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[4.71,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[4.71,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[4.7,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[4.7,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[4.71,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[4.71,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[4.7,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-94","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-94","entity":"crowded-94","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":4.710000001,"lo":4.699999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-94","entity":"crowded-94","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":4.710000001,"lo":4.699999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-94","entity":"crowded-94","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-94","entity":"crowded-94","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-94","entity":"crowded-94","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-94","entity":"crowded-94","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[4.7,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[4.71,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[4.71,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[4.7,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[4.7,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[4.71,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[4.71,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[4.7,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[4.75,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[4.75,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.75,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[4.76,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[4.76,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.76,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[4.76,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[4.76,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.76,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[4.75,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[4.75,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.75,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[4.75,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.76,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[4.76,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[4.75,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.75,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[4.76,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[4.76,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[4.75,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[4.75,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[4.76,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[4.76,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[4.75,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-95","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-95","entity":"crowded-95","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":4.760000001,"lo":4.749999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-95","entity":"crowded-95","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":4.760000001,"lo":4.749999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-95","entity":"crowded-95","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-95","entity":"crowded-95","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-95","entity":"crowded-95","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-95","entity":"crowded-95","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[4.75,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[4.76,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[4.76,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[4.75,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[4.75,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[4.76,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[4.76,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[4.75,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[4.800000000000001,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[4.800000000000001,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.800000000000001,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[4.8100000000000005,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[4.8100000000000005,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.8100000000000005,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[4.8100000000000005,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[4.8100000000000005,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.8100000000000005,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[4.800000000000001,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[4.800000000000001,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.800000000000001,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[4.800000000000001,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.8100000000000005,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[4.8100000000000005,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[4.800000000000001,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.800000000000001,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[4.8100000000000005,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[4.8100000000000005,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[4.800000000000001,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[4.800000000000001,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[4.8100000000000005,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[4.8100000000000005,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[4.800000000000001,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-96","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-96","entity":"crowded-96","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":4.810000001000001,"lo":4.799999999000001},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-96","entity":"crowded-96","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":4.810000001000001,"lo":4.799999999000001},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-96","entity":"crowded-96","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-96","entity":"crowded-96","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-96","entity":"crowded-96","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-96","entity":"crowded-96","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[4.800000000000001,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[4.8100000000000005,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[4.8100000000000005,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[4.800000000000001,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[4.800000000000001,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[4.8100000000000005,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[4.8100000000000005,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[4.800000000000001,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[4.8500000000000005,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[4.8500000000000005,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.8500000000000005,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[4.86,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[4.86,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.86,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[4.86,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[4.86,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.86,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[4.8500000000000005,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[4.8500000000000005,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.8500000000000005,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[4.8500000000000005,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.86,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[4.86,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[4.8500000000000005,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.8500000000000005,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[4.86,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[4.86,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[4.8500000000000005,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[4.8500000000000005,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[4.86,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[4.86,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[4.8500000000000005,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-97","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-97","entity":"crowded-97","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":4.860000001,"lo":4.8499999990000005},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-97","entity":"crowded-97","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":4.860000001,"lo":4.8499999990000005},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-97","entity":"crowded-97","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-97","entity":"crowded-97","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-97","entity":"crowded-97","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-97","entity":"crowded-97","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[4.8500000000000005,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[4.86,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[4.86,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[4.8500000000000005,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[4.8500000000000005,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[4.86,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[4.86,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[4.8500000000000005,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[4.9,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[4.9,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.9,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[4.91,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[4.91,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.91,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[4.91,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[4.91,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.91,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[4.9,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[4.9,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.9,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[4.9,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.91,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[4.91,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[4.9,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.9,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[4.91,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[4.91,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[4.9,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[4.9,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[4.91,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[4.91,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[4.9,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-98","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-98","entity":"crowded-98","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":4.910000001,"lo":4.899999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-98","entity":"crowded-98","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":4.910000001,"lo":4.899999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-98","entity":"crowded-98","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-98","entity":"crowded-98","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-98","entity":"crowded-98","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-98","entity":"crowded-98","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[4.9,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[4.91,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[4.91,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[4.9,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[4.9,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[4.91,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[4.91,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[4.9,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[4.95,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[4.95,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.95,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[4.96,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[4.96,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.96,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[4.96,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[4.96,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.96,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[4.95,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[4.95,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.95,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[4.95,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.96,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[4.96,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[4.95,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.95,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[4.96,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[4.96,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[4.95,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[4.95,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[4.96,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[4.96,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[4.95,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-99","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-99","entity":"crowded-99","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":4.960000001,"lo":4.949999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-99","entity":"crowded-99","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":4.960000001,"lo":4.949999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-99","entity":"crowded-99","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-99","entity":"crowded-99","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-99","entity":"crowded-99","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-99","entity":"crowded-99","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[4.95,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[4.96,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[4.96,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[4.95,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[4.95,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[4.96,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[4.96,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[4.95,0.3,2.1],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[5.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[5.0,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[5.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[5.01,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[5.01,0.0,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[5.01,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[5.01,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[5.01,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[5.01,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[5.0,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[5.0,0.3,2.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[5.0,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[5.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[5.01,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[5.01,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[5.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[5.0,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[5.01,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[5.01,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[5.0,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.009999999999999787,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.1]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.1],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[5.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[5.01,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[5.01,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[5.0,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"crowded-100","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.009999999999999787,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.1,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-100","entity":"crowded-100","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":5.010000001,"lo":4.999999999},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-100","entity":"crowded-100","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":5.010000001,"lo":4.999999999},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-100","entity":"crowded-100","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-100","entity":"crowded-100","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-100","entity":"crowded-100","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.010000000999999786,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"crowded-100","entity":"crowded-100","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":2.100000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[5.0,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[5.01,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[5.01,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[5.0,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[5.0,0.0,2.1],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[5.01,0.0,2.1],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[5.01,0.3,2.1],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[5.0,0.3,2.1],"tolerance":1e-9}],"wires":[]}}],"handlers":[],"host":{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[10.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[10.0,0.0,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[10.0,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[10.0,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[10.0,0.3,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[10.0,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.0,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.0,0.3,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.0,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[10.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[10.0,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[10.0,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[10.0,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[0.0,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[10.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[10.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[10.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[10.0,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"host","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":10.0,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":10.0,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":10.0,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":10.0,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"host","entity":"host","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":10.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"host","entity":"host","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":10.000000001,"lo":-1e-9},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"host","entity":"host","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":10.000000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"host","entity":"host","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"host","entity":"host","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":10.000000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"host","entity":"host","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[0.0,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[10.0,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[10.0,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[0.0,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[0.0,0.0,3.0],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[10.0,0.0,3.0],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[10.0,0.3,3.0],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[0.0,0.3,3.0],"tolerance":1e-9}],"wires":[]}},"result":{"error":{"InvalidGeometry":"planar batch subtraction requires between one and 100 cutters"}}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/batch-matrix/planar.two-cuboids.json b/main/opengeometry/tests/fixtures/cases/batch-matrix/planar.two-cuboids.json
new file mode 100644
index 0000000..5087ed5
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/batch-matrix/planar.two-cuboids.json
@@ -0,0 +1 @@
+{"cutters":[{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.0,0.0,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.0,0.0,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.0,2.0,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.0,2.0,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.0,2.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.0,0.0,2.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.0,0.0,2.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.0,0.0,2.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.0,2.0,2.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[1.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[1.0,0.0,0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[1.0,0.0,2.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[1.0,0.0,0.0],"x":[0.0,0.0,1.0],"y":[0.0,1.0,0.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[2.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[1.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[1.0,2.0,0.0],"x":[0.0,0.0,1.0],"y":[1.0,0.0,0.0],"z":[0.0,1.0,0.0]},"kind":"Plane"}]},"id":"left","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":3,"id":0,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":8,"id":2,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":2,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":15,"id":4,"tolerance":1e-8,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1,"id":5,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":10,"id":6,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":13,"id":7,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":4,"id":8,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":7,"id":9,"tolerance":1e-8,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":5,"id":10,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":6,"id":11,"tolerance":1e-8,"twin_halfedge":21}],"faces":[{"id":0,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"left","entity":"left","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":1.00000001,"lo":-1e-8}]}},{"id":1,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"left","entity":"left","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":1.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":2,"key":"left","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"left","entity":"left","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":3,"key":"right","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"left","entity":"left","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":4,"key":"front","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"left","entity":"left","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":1.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":5,"key":"back","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"left","entity":"left","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":1.00000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":2,"twin":11,"wire_ref":null},{"edge":5,"face":0,"from":2,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":3,"twin":23,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":16,"wire_ref":null},{"edge":8,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":18,"wire_ref":null},{"edge":10,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":7,"twin":14,"wire_ref":null},{"edge":11,"face":1,"from":7,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":6,"twin":21,"wire_ref":null},{"edge":9,"face":1,"from":6,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":9,"wire_ref":null},{"edge":2,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":4,"twin":19,"wire_ref":null},{"edge":9,"face":2,"from":4,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":6,"twin":7,"wire_ref":null},{"edge":6,"face":2,"from":6,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":2,"twin":20,"wire_ref":null},{"edge":1,"face":2,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":0,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":3,"twin":2,"wire_ref":null},{"edge":7,"face":3,"from":3,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":7,"twin":22,"wire_ref":null},{"edge":10,"face":3,"from":7,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":17,"wire_ref":null},{"edge":0,"face":4,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":1,"twin":3,"wire_ref":null},{"edge":4,"face":4,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":5,"twin":15,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":4,"twin":4,"wire_ref":null},{"edge":2,"face":4,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":0,"twin":8,"wire_ref":null},{"edge":6,"face":5,"from":2,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":6,"twin":10,"wire_ref":null},{"edge":11,"face":5,"from":6,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":7,"twin":6,"wire_ref":null},{"edge":7,"face":5,"from":7,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":3,"twin":13,"wire_ref":null},{"edge":5,"face":5,"from":3,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":2,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[1.0,0.0,0.0],"tolerance":1e-8},{"id":1,"outgoing_halfedge":3,"position":[2.0,0.0,0.0],"tolerance":1e-8},{"id":2,"outgoing_halfedge":1,"position":[1.0,2.0,0.0],"tolerance":1e-8},{"id":3,"outgoing_halfedge":2,"position":[2.0,2.0,0.0],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[1.0,0.0,2.0],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[2.0,0.0,2.0],"tolerance":1e-8},{"id":6,"outgoing_halfedge":7,"position":[1.0,2.0,2.0],"tolerance":1e-8},{"id":7,"outgoing_halfedge":6,"position":[2.0,2.0,2.0],"tolerance":1e-8}],"wires":[]}},{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[4.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[4.0,0.0,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[5.0,0.0,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[5.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[4.0,2.0,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.0,2.0,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[5.0,2.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[4.0,0.0,2.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[4.0,0.0,2.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[5.0,0.0,2.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[4.0,2.0,2.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[4.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[1.0,0.0,0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[4.0,0.0,2.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[4.0,0.0,0.0],"x":[0.0,0.0,1.0],"y":[0.0,1.0,0.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[5.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[4.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[4.0,2.0,0.0],"x":[0.0,0.0,1.0],"y":[1.0,0.0,0.0],"z":[0.0,1.0,0.0]},"kind":"Plane"}]},"id":"right","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":3,"id":0,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":8,"id":2,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":2,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":15,"id":4,"tolerance":1e-8,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1,"id":5,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":10,"id":6,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":13,"id":7,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":4,"id":8,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":7,"id":9,"tolerance":1e-8,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":5,"id":10,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":6,"id":11,"tolerance":1e-8,"twin_halfedge":21}],"faces":[{"id":0,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"right","entity":"right","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":1.00000001,"lo":-1e-8}]}},{"id":1,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"right","entity":"right","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":1.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":2,"key":"left","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"right","entity":"right","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":3,"key":"right","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"right","entity":"right","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":4,"key":"front","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"right","entity":"right","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":1.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":5,"key":"back","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"right","entity":"right","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":1.00000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":2,"twin":11,"wire_ref":null},{"edge":5,"face":0,"from":2,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":3,"twin":23,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":16,"wire_ref":null},{"edge":8,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":18,"wire_ref":null},{"edge":10,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":7,"twin":14,"wire_ref":null},{"edge":11,"face":1,"from":7,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":6,"twin":21,"wire_ref":null},{"edge":9,"face":1,"from":6,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":9,"wire_ref":null},{"edge":2,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":4,"twin":19,"wire_ref":null},{"edge":9,"face":2,"from":4,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":6,"twin":7,"wire_ref":null},{"edge":6,"face":2,"from":6,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":2,"twin":20,"wire_ref":null},{"edge":1,"face":2,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":0,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":3,"twin":2,"wire_ref":null},{"edge":7,"face":3,"from":3,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":7,"twin":22,"wire_ref":null},{"edge":10,"face":3,"from":7,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":17,"wire_ref":null},{"edge":0,"face":4,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":1,"twin":3,"wire_ref":null},{"edge":4,"face":4,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":5,"twin":15,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":4,"twin":4,"wire_ref":null},{"edge":2,"face":4,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":0,"twin":8,"wire_ref":null},{"edge":6,"face":5,"from":2,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":6,"twin":10,"wire_ref":null},{"edge":11,"face":5,"from":6,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":7,"twin":6,"wire_ref":null},{"edge":7,"face":5,"from":7,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":3,"twin":13,"wire_ref":null},{"edge":5,"face":5,"from":3,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":2,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[4.0,0.0,0.0],"tolerance":1e-8},{"id":1,"outgoing_halfedge":3,"position":[5.0,0.0,0.0],"tolerance":1e-8},{"id":2,"outgoing_halfedge":1,"position":[4.0,2.0,0.0],"tolerance":1e-8},{"id":3,"outgoing_halfedge":2,"position":[5.0,2.0,0.0],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[4.0,0.0,2.0],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[5.0,0.0,2.0],"tolerance":1e-8},{"id":6,"outgoing_halfedge":7,"position":[4.0,2.0,2.0],"tolerance":1e-8},{"id":7,"outgoing_halfedge":6,"position":[5.0,2.0,2.0],"tolerance":1e-8}],"wires":[]}}],"handlers":["subtract_planar_cutters","boolean_rectilinear"],"host":{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[6.0,0.0,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[6.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,2.0,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.0,2.0,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[6.0,2.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,2.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.0,2.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[6.0,0.0,2.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,2.0,2.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,6.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,6.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[1.0,0.0,0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,2.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,0.0,1.0],"y":[0.0,1.0,0.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[6.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,2.0,0.0],"x":[0.0,0.0,1.0],"y":[1.0,0.0,0.0],"z":[0.0,1.0,0.0]},"kind":"Plane"}]},"id":"host","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":6.0,"lo":0.0}},"halfedge":3,"id":0,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":8,"id":2,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":2,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":15,"id":4,"tolerance":1e-8,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":6.0,"lo":0.0}},"halfedge":1,"id":5,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":10,"id":6,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":13,"id":7,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":6.0,"lo":0.0}},"halfedge":4,"id":8,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":7,"id":9,"tolerance":1e-8,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":5,"id":10,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":6.0,"lo":0.0}},"halfedge":6,"id":11,"tolerance":1e-8,"twin_halfedge":21}],"faces":[{"id":0,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"host","entity":"host","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":6.00000001,"lo":-1e-8}]}},{"id":1,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"host","entity":"host","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":6.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":2,"key":"left","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"host","entity":"host","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":3,"key":"right","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"host","entity":"host","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":4,"key":"front","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"host","entity":"host","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":6.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":5,"key":"back","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"host","entity":"host","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":6.00000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":2,"twin":11,"wire_ref":null},{"edge":5,"face":0,"from":2,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":3,"twin":23,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":16,"wire_ref":null},{"edge":8,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":18,"wire_ref":null},{"edge":10,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":7,"twin":14,"wire_ref":null},{"edge":11,"face":1,"from":7,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":6,"twin":21,"wire_ref":null},{"edge":9,"face":1,"from":6,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":9,"wire_ref":null},{"edge":2,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":4,"twin":19,"wire_ref":null},{"edge":9,"face":2,"from":4,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":6,"twin":7,"wire_ref":null},{"edge":6,"face":2,"from":6,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":2,"twin":20,"wire_ref":null},{"edge":1,"face":2,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":0,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":3,"twin":2,"wire_ref":null},{"edge":7,"face":3,"from":3,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":7,"twin":22,"wire_ref":null},{"edge":10,"face":3,"from":7,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":17,"wire_ref":null},{"edge":0,"face":4,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":1,"twin":3,"wire_ref":null},{"edge":4,"face":4,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":5,"twin":15,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":4,"twin":4,"wire_ref":null},{"edge":2,"face":4,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":0,"twin":8,"wire_ref":null},{"edge":6,"face":5,"from":2,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":6,"twin":10,"wire_ref":null},{"edge":11,"face":5,"from":6,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":7,"twin":6,"wire_ref":null},{"edge":7,"face":5,"from":7,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":3,"twin":13,"wire_ref":null},{"edge":5,"face":5,"from":3,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":2,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[0.0,0.0,0.0],"tolerance":1e-8},{"id":1,"outgoing_halfedge":3,"position":[6.0,0.0,0.0],"tolerance":1e-8},{"id":2,"outgoing_halfedge":1,"position":[0.0,2.0,0.0],"tolerance":1e-8},{"id":3,"outgoing_halfedge":2,"position":[6.0,2.0,0.0],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[0.0,0.0,2.0],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[6.0,0.0,2.0],"tolerance":1e-8},{"id":6,"outgoing_halfedge":7,"position":[0.0,2.0,2.0],"tolerance":1e-8},{"id":7,"outgoing_halfedge":6,"position":[6.0,2.0,2.0],"tolerance":1e-8}],"wires":[]}},"result":{"brep":{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[1.0,0.0,2.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,2.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,0.0,2.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,2.0,2.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[1.0,2.0,2.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,2.0,0.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,2.0,2.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.0,2.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.0,0.0,2.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.0,0.0,0.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[4.0,0.0,2.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.0,0.0,2.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[2.0,0.0,2.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.0,2.0,2.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[4.0,2.0,2.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.0,2.0,0.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[2.0,2.0,2.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.0,0.0,2.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[4.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[4.0,0.0,2.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[5.0,0.0,0.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[6.0,0.0,2.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[5.0,0.0,2.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[5.0,0.0,2.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[5.0,2.0,2.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[6.0,2.0,2.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[5.0,2.0,0.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[5.0,2.0,2.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[5.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[5.0,0.0,2.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[6.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[6.0,0.0,2.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[1.0,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[4.0,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.0,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[2.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,4.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[2.0,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,4.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[5.0,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[6.0,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[5.0,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[5.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,5.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,6.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,5.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,5.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[2.0,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[2.0,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[5.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[5.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[5.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,5.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,5.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,6.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,5.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,2.0,0.0],"x":[0.0,0.0,1.0],"y":[1.0,0.0,0.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,0.0,1.0],"y":[0.0,1.0,0.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[1.0,0.0,0.0],"x":[0.0,0.0,1.0],"y":[0.0,1.0,0.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,2.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[1.0,0.0,0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,2.0,0.0],"x":[0.0,0.0,1.0],"y":[1.0,0.0,0.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[2.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[4.0,0.0,0.0],"x":[0.0,0.0,1.0],"y":[0.0,1.0,0.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,2.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[1.0,0.0,0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,2.0,0.0],"x":[0.0,0.0,1.0],"y":[1.0,0.0,0.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[5.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[6.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,2.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[1.0,0.0,0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"}]},"id":"batch-planar.two-cuboids","quality":{"kind":"Analytic"},"revision":1,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0},{"cavity_shells":[],"outer_shell":1},{"cavity_shells":[],"outer_shell":2}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":0,"id":0,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1,"id":1,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":2,"id":2,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":3,"id":3,"tolerance":1e-8,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":4,"id":4,"tolerance":1e-8,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":5,"id":5,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":6,"id":6,"tolerance":1e-8,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":7,"id":7,"tolerance":1e-8,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":9,"id":8,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":11,"id":9,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":13,"id":10,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":15,"id":11,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":12,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":24,"id":12,"tolerance":1e-8,"twin_halfedge":47},{"chart_seam":false,"geometry":{"curve":13,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":25,"id":13,"tolerance":1e-8,"twin_halfedge":36},{"chart_seam":false,"geometry":{"curve":14,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":26,"id":14,"tolerance":1e-8,"twin_halfedge":43},{"chart_seam":false,"geometry":{"curve":15,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":27,"id":15,"tolerance":1e-8,"twin_halfedge":34},{"chart_seam":false,"geometry":{"curve":16,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":28,"id":16,"tolerance":1e-8,"twin_halfedge":41},{"chart_seam":false,"geometry":{"curve":17,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":29,"id":17,"tolerance":1e-8,"twin_halfedge":38},{"chart_seam":false,"geometry":{"curve":18,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":30,"id":18,"tolerance":1e-8,"twin_halfedge":45},{"chart_seam":false,"geometry":{"curve":19,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":31,"id":19,"tolerance":1e-8,"twin_halfedge":32},{"chart_seam":false,"geometry":{"curve":20,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":33,"id":20,"tolerance":1e-8,"twin_halfedge":44},{"chart_seam":false,"geometry":{"curve":21,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":35,"id":21,"tolerance":1e-8,"twin_halfedge":42},{"chart_seam":false,"geometry":{"curve":22,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":37,"id":22,"tolerance":1e-8,"twin_halfedge":46},{"chart_seam":false,"geometry":{"curve":23,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":39,"id":23,"tolerance":1e-8,"twin_halfedge":40},{"chart_seam":false,"geometry":{"curve":24,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":48,"id":24,"tolerance":1e-8,"twin_halfedge":71},{"chart_seam":false,"geometry":{"curve":25,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":49,"id":25,"tolerance":1e-8,"twin_halfedge":60},{"chart_seam":false,"geometry":{"curve":26,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":50,"id":26,"tolerance":1e-8,"twin_halfedge":67},{"chart_seam":false,"geometry":{"curve":27,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":51,"id":27,"tolerance":1e-8,"twin_halfedge":58},{"chart_seam":false,"geometry":{"curve":28,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":52,"id":28,"tolerance":1e-8,"twin_halfedge":65},{"chart_seam":false,"geometry":{"curve":29,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":53,"id":29,"tolerance":1e-8,"twin_halfedge":62},{"chart_seam":false,"geometry":{"curve":30,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":54,"id":30,"tolerance":1e-8,"twin_halfedge":69},{"chart_seam":false,"geometry":{"curve":31,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":55,"id":31,"tolerance":1e-8,"twin_halfedge":56},{"chart_seam":false,"geometry":{"curve":32,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":57,"id":32,"tolerance":1e-8,"twin_halfedge":68},{"chart_seam":false,"geometry":{"curve":33,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":59,"id":33,"tolerance":1e-8,"twin_halfedge":66},{"chart_seam":false,"geometry":{"curve":34,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":61,"id":34,"tolerance":1e-8,"twin_halfedge":70},{"chart_seam":false,"geometry":{"curve":35,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":63,"id":35,"tolerance":1e-8,"twin_halfedge":64}],"faces":[{"id":0,"key":"front-0","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":1.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":1,"key":"back-1","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":1.00000001,"lo":-1e-8}]}},{"id":2,"key":"left-2","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":3,"key":"left:left-3","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"left","entity":"left","face":2,"key":"left"}]},"sense":"Reverse","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":4,"key":"top-4","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":1.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":5,"key":"bottom-5","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":1.00000001,"lo":-1e-8}]}},{"id":6,"key":"front-6","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":4,"key":"front"}]},"sense":"Forward","shell_ref":1,"surface":6,"trim":{"chart":0,"holes":[],"outer":6,"uv_bounds":[{"hi":4.00000001,"lo":1.99999999},{"hi":2.00000001,"lo":-1e-8}]}},{"id":7,"key":"back-7","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":5,"key":"back"}]},"sense":"Forward","shell_ref":1,"surface":7,"trim":{"chart":0,"holes":[],"outer":7,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":4.00000001,"lo":1.99999999}]}},{"id":8,"key":"left:right-8","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"left","entity":"left","face":3,"key":"right"}]},"sense":"Reverse","shell_ref":1,"surface":8,"trim":{"chart":0,"holes":[],"outer":8,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":9,"key":"right:left-9","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"right","entity":"right","face":2,"key":"left"}]},"sense":"Reverse","shell_ref":1,"surface":9,"trim":{"chart":0,"holes":[],"outer":9,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":10,"key":"top-10","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":1,"key":"top"}]},"sense":"Forward","shell_ref":1,"surface":10,"trim":{"chart":0,"holes":[],"outer":10,"uv_bounds":[{"hi":4.00000001,"lo":1.99999999},{"hi":2.00000001,"lo":-1e-8}]}},{"id":11,"key":"bottom-11","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":1,"surface":11,"trim":{"chart":0,"holes":[],"outer":11,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":4.00000001,"lo":1.99999999}]}},{"id":12,"key":"front-12","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":4,"key":"front"}]},"sense":"Forward","shell_ref":2,"surface":12,"trim":{"chart":0,"holes":[],"outer":12,"uv_bounds":[{"hi":6.00000001,"lo":4.99999999},{"hi":2.00000001,"lo":-1e-8}]}},{"id":13,"key":"back-13","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":5,"key":"back"}]},"sense":"Forward","shell_ref":2,"surface":13,"trim":{"chart":0,"holes":[],"outer":13,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":6.00000001,"lo":4.99999999}]}},{"id":14,"key":"right:right-14","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"right","entity":"right","face":3,"key":"right"}]},"sense":"Reverse","shell_ref":2,"surface":14,"trim":{"chart":0,"holes":[],"outer":14,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":15,"key":"right-15","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":3,"key":"right"}]},"sense":"Forward","shell_ref":2,"surface":15,"trim":{"chart":0,"holes":[],"outer":15,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":16,"key":"top-16","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":1,"key":"top"}]},"sense":"Forward","shell_ref":2,"surface":16,"trim":{"chart":0,"holes":[],"outer":16,"uv_bounds":[{"hi":6.00000001,"lo":4.99999999},{"hi":2.00000001,"lo":-1e-8}]}},{"id":17,"key":"bottom-17","provenance":{"reversed":false,"role":"Split","sources":[{"body":"host","entity":"host","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":2,"surface":17,"trim":{"chart":0,"holes":[],"outer":17,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":6.00000001,"lo":4.99999999}]}}],"halfedges":[{"edge":0,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":1,"twin":23,"wire_ref":null},{"edge":1,"face":0,"from":1,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Reverse"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":2,"twin":12,"wire_ref":null},{"edge":2,"face":0,"from":2,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":3,"twin":19,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":10,"wire_ref":null},{"edge":4,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":17,"wire_ref":null},{"edge":5,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":6,"twin":14,"wire_ref":null},{"edge":6,"face":1,"from":6,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":7,"twin":21,"wire_ref":null},{"edge":7,"face":1,"from":7,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":8,"wire_ref":null},{"edge":7,"face":2,"from":4,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":7,"twin":7,"wire_ref":null},{"edge":8,"face":2,"from":7,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Reverse"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":0,"twin":20,"wire_ref":null},{"edge":3,"face":2,"from":0,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":3,"twin":3,"wire_ref":null},{"edge":9,"face":2,"from":3,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Forward"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":4,"twin":18,"wire_ref":null},{"edge":1,"face":3,"from":2,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":1,"twin":1,"wire_ref":null},{"edge":10,"face":3,"from":1,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":22,"wire_ref":null},{"edge":5,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":11,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":2,"twin":16,"wire_ref":null},{"edge":11,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":5,"twin":15,"wire_ref":null},{"edge":4,"face":4,"from":5,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Reverse"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":4,"twin":4,"wire_ref":null},{"edge":9,"face":4,"from":4,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":3,"twin":11,"wire_ref":null},{"edge":2,"face":4,"from":3,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Forward"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":2,"wire_ref":null},{"edge":8,"face":5,"from":0,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":7,"twin":9,"wire_ref":null},{"edge":6,"face":5,"from":7,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":6,"twin":6,"wire_ref":null},{"edge":10,"face":5,"from":6,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":1,"twin":13,"wire_ref":null},{"edge":0,"face":5,"from":1,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":0,"twin":0,"wire_ref":null},{"edge":12,"face":6,"from":8,"geometry_use":{"pcurve":24,"periodic_lift":[0,0],"sense":"Forward"},"id":24,"loop_ref":6,"next":25,"prev":27,"to":9,"twin":47,"wire_ref":null},{"edge":13,"face":6,"from":9,"geometry_use":{"pcurve":25,"periodic_lift":[0,0],"sense":"Reverse"},"id":25,"loop_ref":6,"next":26,"prev":24,"to":10,"twin":36,"wire_ref":null},{"edge":14,"face":6,"from":10,"geometry_use":{"pcurve":26,"periodic_lift":[0,0],"sense":"Reverse"},"id":26,"loop_ref":6,"next":27,"prev":25,"to":11,"twin":43,"wire_ref":null},{"edge":15,"face":6,"from":11,"geometry_use":{"pcurve":27,"periodic_lift":[0,0],"sense":"Forward"},"id":27,"loop_ref":6,"next":24,"prev":26,"to":8,"twin":34,"wire_ref":null},{"edge":16,"face":7,"from":12,"geometry_use":{"pcurve":28,"periodic_lift":[0,0],"sense":"Forward"},"id":28,"loop_ref":7,"next":29,"prev":31,"to":13,"twin":41,"wire_ref":null},{"edge":17,"face":7,"from":13,"geometry_use":{"pcurve":29,"periodic_lift":[0,0],"sense":"Forward"},"id":29,"loop_ref":7,"next":30,"prev":28,"to":14,"twin":38,"wire_ref":null},{"edge":18,"face":7,"from":14,"geometry_use":{"pcurve":30,"periodic_lift":[0,0],"sense":"Reverse"},"id":30,"loop_ref":7,"next":31,"prev":29,"to":15,"twin":45,"wire_ref":null},{"edge":19,"face":7,"from":15,"geometry_use":{"pcurve":31,"periodic_lift":[0,0],"sense":"Reverse"},"id":31,"loop_ref":7,"next":28,"prev":30,"to":12,"twin":32,"wire_ref":null},{"edge":19,"face":8,"from":12,"geometry_use":{"pcurve":32,"periodic_lift":[0,0],"sense":"Forward"},"id":32,"loop_ref":8,"next":33,"prev":35,"to":15,"twin":31,"wire_ref":null},{"edge":20,"face":8,"from":15,"geometry_use":{"pcurve":33,"periodic_lift":[0,0],"sense":"Reverse"},"id":33,"loop_ref":8,"next":34,"prev":32,"to":8,"twin":44,"wire_ref":null},{"edge":15,"face":8,"from":8,"geometry_use":{"pcurve":34,"periodic_lift":[0,0],"sense":"Reverse"},"id":34,"loop_ref":8,"next":35,"prev":33,"to":11,"twin":27,"wire_ref":null},{"edge":21,"face":8,"from":11,"geometry_use":{"pcurve":35,"periodic_lift":[0,0],"sense":"Forward"},"id":35,"loop_ref":8,"next":32,"prev":34,"to":12,"twin":42,"wire_ref":null},{"edge":13,"face":9,"from":10,"geometry_use":{"pcurve":36,"periodic_lift":[0,0],"sense":"Forward"},"id":36,"loop_ref":9,"next":37,"prev":39,"to":9,"twin":25,"wire_ref":null},{"edge":22,"face":9,"from":9,"geometry_use":{"pcurve":37,"periodic_lift":[0,0],"sense":"Forward"},"id":37,"loop_ref":9,"next":38,"prev":36,"to":14,"twin":46,"wire_ref":null},{"edge":17,"face":9,"from":14,"geometry_use":{"pcurve":38,"periodic_lift":[0,0],"sense":"Reverse"},"id":38,"loop_ref":9,"next":39,"prev":37,"to":13,"twin":29,"wire_ref":null},{"edge":23,"face":9,"from":13,"geometry_use":{"pcurve":39,"periodic_lift":[0,0],"sense":"Reverse"},"id":39,"loop_ref":9,"next":36,"prev":38,"to":10,"twin":40,"wire_ref":null},{"edge":23,"face":10,"from":10,"geometry_use":{"pcurve":40,"periodic_lift":[0,0],"sense":"Forward"},"id":40,"loop_ref":10,"next":41,"prev":43,"to":13,"twin":39,"wire_ref":null},{"edge":16,"face":10,"from":13,"geometry_use":{"pcurve":41,"periodic_lift":[0,0],"sense":"Reverse"},"id":41,"loop_ref":10,"next":42,"prev":40,"to":12,"twin":28,"wire_ref":null},{"edge":21,"face":10,"from":12,"geometry_use":{"pcurve":42,"periodic_lift":[0,0],"sense":"Reverse"},"id":42,"loop_ref":10,"next":43,"prev":41,"to":11,"twin":35,"wire_ref":null},{"edge":14,"face":10,"from":11,"geometry_use":{"pcurve":43,"periodic_lift":[0,0],"sense":"Forward"},"id":43,"loop_ref":10,"next":40,"prev":42,"to":10,"twin":26,"wire_ref":null},{"edge":20,"face":11,"from":8,"geometry_use":{"pcurve":44,"periodic_lift":[0,0],"sense":"Forward"},"id":44,"loop_ref":11,"next":45,"prev":47,"to":15,"twin":33,"wire_ref":null},{"edge":18,"face":11,"from":15,"geometry_use":{"pcurve":45,"periodic_lift":[0,0],"sense":"Forward"},"id":45,"loop_ref":11,"next":46,"prev":44,"to":14,"twin":30,"wire_ref":null},{"edge":22,"face":11,"from":14,"geometry_use":{"pcurve":46,"periodic_lift":[0,0],"sense":"Reverse"},"id":46,"loop_ref":11,"next":47,"prev":45,"to":9,"twin":37,"wire_ref":null},{"edge":12,"face":11,"from":9,"geometry_use":{"pcurve":47,"periodic_lift":[0,0],"sense":"Reverse"},"id":47,"loop_ref":11,"next":44,"prev":46,"to":8,"twin":24,"wire_ref":null},{"edge":24,"face":12,"from":16,"geometry_use":{"pcurve":48,"periodic_lift":[0,0],"sense":"Forward"},"id":48,"loop_ref":12,"next":49,"prev":51,"to":17,"twin":71,"wire_ref":null},{"edge":25,"face":12,"from":17,"geometry_use":{"pcurve":49,"periodic_lift":[0,0],"sense":"Reverse"},"id":49,"loop_ref":12,"next":50,"prev":48,"to":18,"twin":60,"wire_ref":null},{"edge":26,"face":12,"from":18,"geometry_use":{"pcurve":50,"periodic_lift":[0,0],"sense":"Reverse"},"id":50,"loop_ref":12,"next":51,"prev":49,"to":19,"twin":67,"wire_ref":null},{"edge":27,"face":12,"from":19,"geometry_use":{"pcurve":51,"periodic_lift":[0,0],"sense":"Forward"},"id":51,"loop_ref":12,"next":48,"prev":50,"to":16,"twin":58,"wire_ref":null},{"edge":28,"face":13,"from":20,"geometry_use":{"pcurve":52,"periodic_lift":[0,0],"sense":"Forward"},"id":52,"loop_ref":13,"next":53,"prev":55,"to":21,"twin":65,"wire_ref":null},{"edge":29,"face":13,"from":21,"geometry_use":{"pcurve":53,"periodic_lift":[0,0],"sense":"Forward"},"id":53,"loop_ref":13,"next":54,"prev":52,"to":22,"twin":62,"wire_ref":null},{"edge":30,"face":13,"from":22,"geometry_use":{"pcurve":54,"periodic_lift":[0,0],"sense":"Reverse"},"id":54,"loop_ref":13,"next":55,"prev":53,"to":23,"twin":69,"wire_ref":null},{"edge":31,"face":13,"from":23,"geometry_use":{"pcurve":55,"periodic_lift":[0,0],"sense":"Reverse"},"id":55,"loop_ref":13,"next":52,"prev":54,"to":20,"twin":56,"wire_ref":null},{"edge":31,"face":14,"from":20,"geometry_use":{"pcurve":56,"periodic_lift":[0,0],"sense":"Forward"},"id":56,"loop_ref":14,"next":57,"prev":59,"to":23,"twin":55,"wire_ref":null},{"edge":32,"face":14,"from":23,"geometry_use":{"pcurve":57,"periodic_lift":[0,0],"sense":"Reverse"},"id":57,"loop_ref":14,"next":58,"prev":56,"to":16,"twin":68,"wire_ref":null},{"edge":27,"face":14,"from":16,"geometry_use":{"pcurve":58,"periodic_lift":[0,0],"sense":"Reverse"},"id":58,"loop_ref":14,"next":59,"prev":57,"to":19,"twin":51,"wire_ref":null},{"edge":33,"face":14,"from":19,"geometry_use":{"pcurve":59,"periodic_lift":[0,0],"sense":"Forward"},"id":59,"loop_ref":14,"next":56,"prev":58,"to":20,"twin":66,"wire_ref":null},{"edge":25,"face":15,"from":18,"geometry_use":{"pcurve":60,"periodic_lift":[0,0],"sense":"Forward"},"id":60,"loop_ref":15,"next":61,"prev":63,"to":17,"twin":49,"wire_ref":null},{"edge":34,"face":15,"from":17,"geometry_use":{"pcurve":61,"periodic_lift":[0,0],"sense":"Forward"},"id":61,"loop_ref":15,"next":62,"prev":60,"to":22,"twin":70,"wire_ref":null},{"edge":29,"face":15,"from":22,"geometry_use":{"pcurve":62,"periodic_lift":[0,0],"sense":"Reverse"},"id":62,"loop_ref":15,"next":63,"prev":61,"to":21,"twin":53,"wire_ref":null},{"edge":35,"face":15,"from":21,"geometry_use":{"pcurve":63,"periodic_lift":[0,0],"sense":"Reverse"},"id":63,"loop_ref":15,"next":60,"prev":62,"to":18,"twin":64,"wire_ref":null},{"edge":35,"face":16,"from":18,"geometry_use":{"pcurve":64,"periodic_lift":[0,0],"sense":"Forward"},"id":64,"loop_ref":16,"next":65,"prev":67,"to":21,"twin":63,"wire_ref":null},{"edge":28,"face":16,"from":21,"geometry_use":{"pcurve":65,"periodic_lift":[0,0],"sense":"Reverse"},"id":65,"loop_ref":16,"next":66,"prev":64,"to":20,"twin":52,"wire_ref":null},{"edge":33,"face":16,"from":20,"geometry_use":{"pcurve":66,"periodic_lift":[0,0],"sense":"Reverse"},"id":66,"loop_ref":16,"next":67,"prev":65,"to":19,"twin":59,"wire_ref":null},{"edge":26,"face":16,"from":19,"geometry_use":{"pcurve":67,"periodic_lift":[0,0],"sense":"Forward"},"id":67,"loop_ref":16,"next":64,"prev":66,"to":18,"twin":50,"wire_ref":null},{"edge":32,"face":17,"from":16,"geometry_use":{"pcurve":68,"periodic_lift":[0,0],"sense":"Forward"},"id":68,"loop_ref":17,"next":69,"prev":71,"to":23,"twin":57,"wire_ref":null},{"edge":30,"face":17,"from":23,"geometry_use":{"pcurve":69,"periodic_lift":[0,0],"sense":"Forward"},"id":69,"loop_ref":17,"next":70,"prev":68,"to":22,"twin":54,"wire_ref":null},{"edge":34,"face":17,"from":22,"geometry_use":{"pcurve":70,"periodic_lift":[0,0],"sense":"Reverse"},"id":70,"loop_ref":17,"next":71,"prev":69,"to":17,"twin":61,"wire_ref":null},{"edge":24,"face":17,"from":17,"geometry_use":{"pcurve":71,"periodic_lift":[0,0],"sense":"Reverse"},"id":71,"loop_ref":17,"next":68,"prev":70,"to":16,"twin":48,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20},{"face_ref":6,"id":6,"is_hole":false,"start_halfedge":24},{"face_ref":7,"id":7,"is_hole":false,"start_halfedge":28},{"face_ref":8,"id":8,"is_hole":false,"start_halfedge":32},{"face_ref":9,"id":9,"is_hole":false,"start_halfedge":36},{"face_ref":10,"id":10,"is_hole":false,"start_halfedge":40},{"face_ref":11,"id":11,"is_hole":false,"start_halfedge":44},{"face_ref":12,"id":12,"is_hole":false,"start_halfedge":48},{"face_ref":13,"id":13,"is_hole":false,"start_halfedge":52},{"face_ref":14,"id":14,"is_hole":false,"start_halfedge":56},{"face_ref":15,"id":15,"is_hole":false,"start_halfedge":60},{"face_ref":16,"id":16,"is_hole":false,"start_halfedge":64},{"face_ref":17,"id":17,"is_hole":false,"start_halfedge":68}],"shells":[{"faces":[0,5,3,4,2,1],"id":0,"is_closed":true},{"faces":[6,11,9,10,8,7],"id":1,"is_closed":true},{"faces":[12,17,15,16,14,13],"id":2,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[0.0,0.0,0.0],"tolerance":1e-8},{"id":1,"outgoing_halfedge":1,"position":[1.0,0.0,0.0],"tolerance":1e-8},{"id":2,"outgoing_halfedge":2,"position":[1.0,0.0,2.0],"tolerance":1e-8},{"id":3,"outgoing_halfedge":3,"position":[0.0,0.0,2.0],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[0.0,2.0,2.0],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[1.0,2.0,2.0],"tolerance":1e-8},{"id":6,"outgoing_halfedge":6,"position":[1.0,2.0,0.0],"tolerance":1e-8},{"id":7,"outgoing_halfedge":7,"position":[0.0,2.0,0.0],"tolerance":1e-8},{"id":8,"outgoing_halfedge":24,"position":[2.0,0.0,0.0],"tolerance":1e-8},{"id":9,"outgoing_halfedge":25,"position":[4.0,0.0,0.0],"tolerance":1e-8},{"id":10,"outgoing_halfedge":26,"position":[4.0,0.0,2.0],"tolerance":1e-8},{"id":11,"outgoing_halfedge":27,"position":[2.0,0.0,2.0],"tolerance":1e-8},{"id":12,"outgoing_halfedge":28,"position":[2.0,2.0,2.0],"tolerance":1e-8},{"id":13,"outgoing_halfedge":29,"position":[4.0,2.0,2.0],"tolerance":1e-8},{"id":14,"outgoing_halfedge":30,"position":[4.0,2.0,0.0],"tolerance":1e-8},{"id":15,"outgoing_halfedge":31,"position":[2.0,2.0,0.0],"tolerance":1e-8},{"id":16,"outgoing_halfedge":48,"position":[5.0,0.0,0.0],"tolerance":1e-8},{"id":17,"outgoing_halfedge":49,"position":[6.0,0.0,0.0],"tolerance":1e-8},{"id":18,"outgoing_halfedge":50,"position":[6.0,0.0,2.0],"tolerance":1e-8},{"id":19,"outgoing_halfedge":51,"position":[5.0,0.0,2.0],"tolerance":1e-8},{"id":20,"outgoing_halfedge":52,"position":[5.0,2.0,2.0],"tolerance":1e-8},{"id":21,"outgoing_halfedge":53,"position":[6.0,2.0,2.0],"tolerance":1e-8},{"id":22,"outgoing_halfedge":54,"position":[6.0,2.0,0.0],"tolerance":1e-8},{"id":23,"outgoing_halfedge":55,"position":[5.0,2.0,0.0],"tolerance":1e-8}],"wires":[]}}}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/batch-matrix/prismatic.arched.json b/main/opengeometry/tests/fixtures/cases/batch-matrix/prismatic.arched.json
new file mode 100644
index 0000000..c12fe23
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/batch-matrix/prismatic.arched.json
@@ -0,0 +1 @@
+{"cutters":[{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"frame":{"origin":[2.0,-0.5,2.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":0.5},{"frame":{"origin":[2.0,0.8,2.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":0.5},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.5,-0.5,2.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.283185307179586,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"axis_a":[0.5,0.0],"axis_b":[0.0,-0.5],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[0.5,0.0],"axis_b":[0.0,0.5],"kind":"Conic2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[2.0,-0.5,2.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Cylinder","radius":0.5},{"frame":{"origin":[2.0,-0.5,2.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[2.0,0.8,2.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"}]},"id":"arched-cap","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":0,"id":0,"tolerance":1e-9,"twin_halfedge":4},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":2,"id":1,"tolerance":1e-9,"twin_halfedge":5},{"chart_seam":true,"geometry":{"curve":2,"kind":"Curve","range":{"hi":1.3,"lo":0.0}},"halfedge":1,"id":2,"tolerance":1e-9,"twin_halfedge":3}],"faces":[{"id":0,"key":"lateral","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"arched-cap","entity":"arched-cap","face":0,"key":"lateral"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":6.283185307179586,"lo":0.0},{"hi":1.3,"lo":0.0}]}},{"id":1,"key":"lower_cap","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"arched-cap","entity":"arched-cap","face":1,"key":"lower_cap"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.5,"lo":-0.5},{"hi":0.5,"lo":-0.5}]}},{"id":2,"key":"upper_cap","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"arched-cap","entity":"arched-cap","face":2,"key":"upper_cap"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.5,"lo":-0.5},{"hi":0.5,"lo":-0.5}]}}],"halfedges":[{"edge":0,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":0,"from":0,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":1,"twin":3,"wire_ref":null},{"edge":1,"face":0,"from":1,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":5,"wire_ref":null},{"edge":2,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":1,"wire_ref":null},{"edge":0,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":4,"prev":4,"to":0,"twin":0,"wire_ref":null},{"edge":1,"face":2,"from":1,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":2,"next":5,"prev":5,"to":1,"twin":2,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":5}],"shells":[{"faces":[0,1,2],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[2.5,-0.5,2.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":2,"position":[2.5,0.8,2.0],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.5,0.8,0.5]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.5,-0.5,0.5]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[1.5,0.8,0.5]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.5,0.8,0.5]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.5,-0.5,0.5]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.5,0.8,0.5]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[2.5,0.8,2.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[2.5,-0.5,2.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.5,0.8,2.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[1.5,0.8,2.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[1.5,-0.5,2.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[1.5,0.8,2.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[1.5,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,0.5]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.5,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[1.5,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.5,-2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.5,-2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[2.5,-0.5]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[1.5,-0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,-0.5,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.8,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,-1.0],"z":[-0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[1.5,0.8,0.5],"x":[1.0,0.0,0.0],"y":[0.0,-1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[2.5,0.8,0.5],"x":[0.0,0.0,1.0],"y":[0.0,-1.0,0.0],"z":[1.0,0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[2.5,0.8,2.0],"x":[-1.0,0.0,0.0],"y":[0.0,-1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[1.5,0.8,2.0],"x":[0.0,0.0,-1.0],"y":[0.0,-1.0,0.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"}]},"id":"arched-lower","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":1.3,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":1.5,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":1.5,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":1.3,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":1.3,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":1.5,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":1.5,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":1.3,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"arched-lower","entity":"arched-lower","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":2.500000001,"lo":1.499999999},{"hi":2.000000001,"lo":0.499999999}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"arched-lower","entity":"arched-lower","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":2.500000001,"lo":1.499999999},{"hi":-0.499999999,"lo":-2.000000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"arched-lower","entity":"arched-lower","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":1.000000001,"lo":-1e-9},{"hi":1.3000000010000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"arched-lower","entity":"arched-lower","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":1.500000001,"lo":-1e-9},{"hi":1.3000000010000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"arched-lower","entity":"arched-lower","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":1.000000001,"lo":-1e-9},{"hi":1.3000000010000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"arched-lower","entity":"arched-lower","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":1.500000001,"lo":-1e-9},{"hi":1.3000000010000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[1.5,0.8,0.5],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[2.5,0.8,0.5],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[2.5,0.8,2.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[1.5,0.8,2.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[1.5,-0.5,0.5],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[2.5,-0.5,0.5],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[2.5,-0.5,2.0],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[1.5,-0.5,2.0],"tolerance":1e-9}],"wires":[]}}],"handlers":["subtract_planar_cutters","subtract_prismatic_profile_batch"],"host":{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[4.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[4.0,0.0,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.0,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[4.0,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[4.0,0.3,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.0,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.0,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.0,0.3,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.0,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[4.0,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[4.0,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[4.0,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[0.0,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[4.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[4.0,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"arched-host","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":4.0,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":4.0,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":4.0,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":4.0,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"arched-host","entity":"arched-host","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":4.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"arched-host","entity":"arched-host","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":4.000000001,"lo":-1e-9},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"arched-host","entity":"arched-host","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":4.000000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"arched-host","entity":"arched-host","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"arched-host","entity":"arched-host","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":4.000000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"arched-host","entity":"arched-host","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[0.0,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[4.0,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[4.0,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[0.0,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[0.0,0.0,3.0],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[4.0,0.0,3.0],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[4.0,0.3,3.0],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[0.0,0.3,3.0],"tolerance":1e-9}],"wires":[]}},"result":{"brep":{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[4.0,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[4.0,0.3,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[4.0,0.0,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.0,0.3,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,3.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.3,3.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.0,3.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[4.0,0.0,3.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[4.0,0.3,3.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[4.0,0.0,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.5,0.0,0.5]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.5,0.3,0.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.5,0.0,0.5]},{"frame":{"origin":[2.0,0.0,2.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":0.5},{"frame":{"origin":[2.0,0.3,2.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":0.5},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.5,0.0,2.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[1.5,0.0,2.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[1.5,0.3,2.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.5,0.0,2.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.5,0.0,0.5]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.5,0.3,0.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.5,0.0,0.5]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[4.0,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.5,0.5]},{"axis_a":[0.5,0.0],"axis_b":[0.0,0.5],"kind":"Conic2","origin":[2.0,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[2.5,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.5,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,-3.0]},{"direction":[-1.0,-0.0],"kind":"Line2","origin":[4.0,-3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[4.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,-0.0]},{"direction":[-1.0,-0.0],"kind":"Line2","origin":[2.5,-0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,-2.0]},{"axis_a":[0.5,0.0],"axis_b":[0.0,-0.5],"kind":"Conic2","origin":[2.0,-2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[1.5,-0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-6.283185307179586,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-3.141592653589793,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[4.0,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[4.0,0.0,0.0],"x":[-1.0,0.0,0.0],"y":[-0.0,-0.0,-1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[4.0,0.0,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,0.0,1.0],"y":[0.0,1.0,-0.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[4.0,0.0,3.0],"x":[0.0,0.0,-1.0],"y":[0.0,1.0,0.0],"z":[1.0,-0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[2.5,0.0,0.5],"x":[0.0,0.0,1.0],"y":[0.0,1.0,-0.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[2.0,0.0,2.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,0.0]},"kind":"Cylinder","radius":0.5},{"frame":{"origin":[1.5,0.0,2.0],"x":[0.0,0.0,-1.0],"y":[0.0,1.0,0.0],"z":[1.0,-0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[1.5,0.0,0.5],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"}]},"id":"batch-prismatic.arched","quality":{"kind":"Analytic"},"revision":1,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":4.0,"lo":0.0}},"halfedge":11,"id":0,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":4.0,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":19,"id":2,"tolerance":1e-9,"twin_halfedge":29},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":10,"id":3,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":17,"id":5,"tolerance":1e-9,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":4.0,"lo":0.0}},"halfedge":9,"id":6,"tolerance":1e-9,"twin_halfedge":24},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":4.0,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":26},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":21,"id":8,"tolerance":1e-9,"twin_halfedge":27},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":8,"id":9,"tolerance":1e-9,"twin_halfedge":28},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":30},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":25,"id":11,"tolerance":1e-9,"twin_halfedge":31},{"chart_seam":false,"geometry":{"curve":12,"kind":"Curve","range":{"hi":1.5,"lo":0.0}},"halfedge":15,"id":12,"tolerance":1e-9,"twin_halfedge":32},{"chart_seam":false,"geometry":{"curve":13,"kind":"Curve","range":{"hi":1.5,"lo":0.0}},"halfedge":4,"id":13,"tolerance":1e-9,"twin_halfedge":34},{"chart_seam":false,"geometry":{"curve":14,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":35,"id":14,"tolerance":1e-9,"twin_halfedge":45},{"chart_seam":false,"geometry":{"curve":15,"kind":"Curve","range":{"hi":-3.141592653589793,"lo":-6.283185307179586}},"halfedge":14,"id":15,"tolerance":1e-9,"twin_halfedge":36},{"chart_seam":false,"geometry":{"curve":16,"kind":"Curve","range":{"hi":-3.141592653589793,"lo":-6.283185307179586}},"halfedge":5,"id":16,"tolerance":1e-9,"twin_halfedge":38},{"chart_seam":false,"geometry":{"curve":17,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":33,"id":17,"tolerance":1e-9,"twin_halfedge":39},{"chart_seam":false,"geometry":{"curve":18,"kind":"Curve","range":{"hi":1.5,"lo":0.0}},"halfedge":13,"id":18,"tolerance":1e-9,"twin_halfedge":40},{"chart_seam":false,"geometry":{"curve":19,"kind":"Curve","range":{"hi":1.5,"lo":0.0}},"halfedge":6,"id":19,"tolerance":1e-9,"twin_halfedge":42},{"chart_seam":false,"geometry":{"curve":20,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":37,"id":20,"tolerance":1e-9,"twin_halfedge":43},{"chart_seam":false,"geometry":{"curve":21,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":12,"id":21,"tolerance":1e-9,"twin_halfedge":44},{"chart_seam":false,"geometry":{"curve":22,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":7,"id":22,"tolerance":1e-9,"twin_halfedge":46},{"chart_seam":false,"geometry":{"curve":23,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":41,"id":23,"tolerance":1e-9,"twin_halfedge":47}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Split","sources":[{"body":"arched-host","entity":"arched-host","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[1],"outer":0,"uv_bounds":[{"hi":4.000000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Split","sources":[{"body":"arched-host","entity":"arched-host","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[3],"outer":2,"uv_bounds":[{"hi":4.000000001,"lo":-1e-9},{"hi":1e-9,"lo":-3.000000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Split","sources":[{"body":"arched-host","entity":"arched-host","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":4.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Split","sources":[{"body":"arched-host","entity":"arched-host","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":3.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Split","sources":[{"body":"arched-host","entity":"arched-host","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":6,"uv_bounds":[{"hi":4.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Split","sources":[{"body":"arched-host","entity":"arched-host","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":7,"uv_bounds":[{"hi":3.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":6,"key":"side-1-0","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"arched-lower","entity":"arched-lower","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":6,"trim":{"chart":0,"holes":[],"outer":8,"uv_bounds":[{"hi":1.500000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":7,"key":"side-1-1","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"arched-cap","entity":"arched-cap","face":0,"key":"lateral"}]},"sense":"Reverse","shell_ref":0,"surface":7,"trim":{"chart":0,"holes":[],"outer":9,"uv_bounds":[{"hi":-3.141592651589793,"lo":-6.283185309179586},{"hi":0.300000001,"lo":-1e-9}]}},{"id":8,"key":"side-1-2","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"arched-lower","entity":"arched-lower","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":8,"trim":{"chart":0,"holes":[],"outer":10,"uv_bounds":[{"hi":1.500000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":9,"key":"side-1-3","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"arched-lower","entity":"arched-lower","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":9,"trim":{"chart":0,"holes":[],"outer":11,"uv_bounds":[{"hi":1.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":18,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":22,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":26,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":30,"wire_ref":null},{"edge":13,"face":0,"from":12,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":13,"twin":34,"wire_ref":null},{"edge":16,"face":0,"from":13,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":14,"twin":38,"wire_ref":null},{"edge":19,"face":0,"from":14,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Forward"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":15,"twin":42,"wire_ref":null},{"edge":22,"face":0,"from":15,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Forward"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":12,"twin":46,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Reverse"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":3,"twin":28,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Reverse"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":2,"twin":24,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":1,"twin":20,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":16,"wire_ref":null},{"edge":21,"face":1,"from":8,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Reverse"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":11,"twin":44,"wire_ref":null},{"edge":18,"face":1,"from":11,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Reverse"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":10,"twin":40,"wire_ref":null},{"edge":15,"face":1,"from":10,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Forward"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":9,"twin":36,"wire_ref":null},{"edge":12,"face":1,"from":9,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":8,"twin":32,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":1,"twin":11,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":5,"twin":23,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":0,"twin":29,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":2,"twin":10,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":6,"twin":27,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":1,"twin":17,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":24,"periodic_lift":[0,0],"sense":"Forward"},"id":24,"loop_ref":6,"next":25,"prev":27,"to":3,"twin":9,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":25,"periodic_lift":[0,0],"sense":"Forward"},"id":25,"loop_ref":6,"next":26,"prev":24,"to":7,"twin":31,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":26,"periodic_lift":[0,0],"sense":"Reverse"},"id":26,"loop_ref":6,"next":27,"prev":25,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":27,"periodic_lift":[0,0],"sense":"Reverse"},"id":27,"loop_ref":6,"next":24,"prev":26,"to":2,"twin":21,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":28,"periodic_lift":[0,0],"sense":"Forward"},"id":28,"loop_ref":7,"next":29,"prev":31,"to":0,"twin":8,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":29,"periodic_lift":[0,0],"sense":"Forward"},"id":29,"loop_ref":7,"next":30,"prev":28,"to":4,"twin":19,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":30,"periodic_lift":[0,0],"sense":"Reverse"},"id":30,"loop_ref":7,"next":31,"prev":29,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":31,"periodic_lift":[0,0],"sense":"Reverse"},"id":31,"loop_ref":7,"next":28,"prev":30,"to":3,"twin":25,"wire_ref":null},{"edge":12,"face":6,"from":8,"geometry_use":{"pcurve":32,"periodic_lift":[0,0],"sense":"Forward"},"id":32,"loop_ref":8,"next":33,"prev":35,"to":9,"twin":15,"wire_ref":null},{"edge":17,"face":6,"from":9,"geometry_use":{"pcurve":33,"periodic_lift":[0,0],"sense":"Forward"},"id":33,"loop_ref":8,"next":34,"prev":32,"to":13,"twin":39,"wire_ref":null},{"edge":13,"face":6,"from":13,"geometry_use":{"pcurve":34,"periodic_lift":[0,0],"sense":"Reverse"},"id":34,"loop_ref":8,"next":35,"prev":33,"to":12,"twin":4,"wire_ref":null},{"edge":14,"face":6,"from":12,"geometry_use":{"pcurve":35,"periodic_lift":[0,0],"sense":"Reverse"},"id":35,"loop_ref":8,"next":32,"prev":34,"to":8,"twin":45,"wire_ref":null},{"edge":15,"face":7,"from":9,"geometry_use":{"pcurve":36,"periodic_lift":[0,0],"sense":"Reverse"},"id":36,"loop_ref":9,"next":37,"prev":39,"to":10,"twin":14,"wire_ref":null},{"edge":20,"face":7,"from":10,"geometry_use":{"pcurve":37,"periodic_lift":[0,0],"sense":"Forward"},"id":37,"loop_ref":9,"next":38,"prev":36,"to":14,"twin":43,"wire_ref":null},{"edge":16,"face":7,"from":14,"geometry_use":{"pcurve":38,"periodic_lift":[0,0],"sense":"Forward"},"id":38,"loop_ref":9,"next":39,"prev":37,"to":13,"twin":5,"wire_ref":null},{"edge":17,"face":7,"from":13,"geometry_use":{"pcurve":39,"periodic_lift":[0,0],"sense":"Reverse"},"id":39,"loop_ref":9,"next":36,"prev":38,"to":9,"twin":33,"wire_ref":null},{"edge":18,"face":8,"from":10,"geometry_use":{"pcurve":40,"periodic_lift":[0,0],"sense":"Forward"},"id":40,"loop_ref":10,"next":41,"prev":43,"to":11,"twin":13,"wire_ref":null},{"edge":23,"face":8,"from":11,"geometry_use":{"pcurve":41,"periodic_lift":[0,0],"sense":"Forward"},"id":41,"loop_ref":10,"next":42,"prev":40,"to":15,"twin":47,"wire_ref":null},{"edge":19,"face":8,"from":15,"geometry_use":{"pcurve":42,"periodic_lift":[0,0],"sense":"Reverse"},"id":42,"loop_ref":10,"next":43,"prev":41,"to":14,"twin":6,"wire_ref":null},{"edge":20,"face":8,"from":14,"geometry_use":{"pcurve":43,"periodic_lift":[0,0],"sense":"Reverse"},"id":43,"loop_ref":10,"next":40,"prev":42,"to":10,"twin":37,"wire_ref":null},{"edge":21,"face":9,"from":11,"geometry_use":{"pcurve":44,"periodic_lift":[0,0],"sense":"Forward"},"id":44,"loop_ref":11,"next":45,"prev":47,"to":8,"twin":12,"wire_ref":null},{"edge":14,"face":9,"from":8,"geometry_use":{"pcurve":45,"periodic_lift":[0,0],"sense":"Forward"},"id":45,"loop_ref":11,"next":46,"prev":44,"to":12,"twin":35,"wire_ref":null},{"edge":22,"face":9,"from":12,"geometry_use":{"pcurve":46,"periodic_lift":[0,0],"sense":"Reverse"},"id":46,"loop_ref":11,"next":47,"prev":45,"to":15,"twin":7,"wire_ref":null},{"edge":23,"face":9,"from":15,"geometry_use":{"pcurve":47,"periodic_lift":[0,0],"sense":"Reverse"},"id":47,"loop_ref":11,"next":44,"prev":46,"to":11,"twin":41,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":0,"id":1,"is_hole":true,"start_halfedge":4},{"face_ref":1,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":1,"id":3,"is_hole":true,"start_halfedge":12},{"face_ref":2,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":3,"id":5,"is_hole":false,"start_halfedge":20},{"face_ref":4,"id":6,"is_hole":false,"start_halfedge":24},{"face_ref":5,"id":7,"is_hole":false,"start_halfedge":28},{"face_ref":6,"id":8,"is_hole":false,"start_halfedge":32},{"face_ref":7,"id":9,"is_hole":false,"start_halfedge":36},{"face_ref":8,"id":10,"is_hole":false,"start_halfedge":40},{"face_ref":9,"id":11,"is_hole":false,"start_halfedge":44}],"shells":[{"faces":[0,1,2,3,4,5,6,7,8,9],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":8,"position":[4.0,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":11,"position":[0.0,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":10,"position":[0.0,0.0,3.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":9,"position":[4.0,0.0,3.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[4.0,0.3,0.0],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[0.0,0.3,0.0],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[0.0,0.3,3.0],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[4.0,0.3,3.0],"tolerance":1e-9},{"id":8,"outgoing_halfedge":12,"position":[2.5,0.0,0.5],"tolerance":1e-9},{"id":9,"outgoing_halfedge":15,"position":[2.5,0.0,2.0],"tolerance":1e-9},{"id":10,"outgoing_halfedge":14,"position":[1.5,0.0,2.0],"tolerance":1e-9},{"id":11,"outgoing_halfedge":13,"position":[1.5,0.0,0.5],"tolerance":1e-9},{"id":12,"outgoing_halfedge":4,"position":[2.5,0.3,0.5],"tolerance":1e-9},{"id":13,"outgoing_halfedge":5,"position":[2.5,0.3,2.0],"tolerance":1e-9},{"id":14,"outgoing_halfedge":6,"position":[1.5,0.3,2.0],"tolerance":1e-9},{"id":15,"outgoing_halfedge":7,"position":[1.5,0.3,0.5],"tolerance":1e-9}],"wires":[]}}}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/batch-matrix/prismatic.disjoint-mixed.forward.json b/main/opengeometry/tests/fixtures/cases/batch-matrix/prismatic.disjoint-mixed.forward.json
new file mode 100644
index 0000000..b11c0e6
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/batch-matrix/prismatic.disjoint-mixed.forward.json
@@ -0,0 +1 @@
+{"cutters":[{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"frame":{"origin":[1.5,-0.5,1.5],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":0.4},{"frame":{"origin":[1.5,0.8,1.5],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":0.4},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.9,-0.5,1.5]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.283185307179586,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"axis_a":[0.4,0.0],"axis_b":[0.0,-0.4],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[0.4,0.0],"axis_b":[0.0,0.4],"kind":"Conic2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[1.5,-0.5,1.5],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Cylinder","radius":0.4},{"frame":{"origin":[1.5,-0.5,1.5],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[1.5,0.8,1.5],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"}]},"id":"round","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":0,"id":0,"tolerance":1e-9,"twin_halfedge":4},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":2,"id":1,"tolerance":1e-9,"twin_halfedge":5},{"chart_seam":true,"geometry":{"curve":2,"kind":"Curve","range":{"hi":1.3,"lo":0.0}},"halfedge":1,"id":2,"tolerance":1e-9,"twin_halfedge":3}],"faces":[{"id":0,"key":"lateral","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"round","entity":"round","face":0,"key":"lateral"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":6.283185307179586,"lo":0.0},{"hi":1.3,"lo":0.0}]}},{"id":1,"key":"lower_cap","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"round","entity":"round","face":1,"key":"lower_cap"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.4,"lo":-0.4},{"hi":0.4,"lo":-0.4}]}},{"id":2,"key":"upper_cap","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"round","entity":"round","face":2,"key":"upper_cap"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.4,"lo":-0.4},{"hi":0.4,"lo":-0.4}]}}],"halfedges":[{"edge":0,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":0,"from":0,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":1,"twin":3,"wire_ref":null},{"edge":1,"face":0,"from":1,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":5,"wire_ref":null},{"edge":2,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":1,"wire_ref":null},{"edge":0,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":4,"prev":4,"to":0,"twin":0,"wire_ref":null},{"edge":1,"face":2,"from":1,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":2,"next":5,"prev":5,"to":1,"twin":2,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":5}],"shells":[{"faces":[0,1,2],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[1.9,-0.5,1.5],"tolerance":1e-9},{"id":1,"outgoing_halfedge":2,"position":[1.9,0.8,1.5],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.5,0.8,0.7]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.5,-0.5,0.7]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[3.5,0.8,0.7]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.5,0.8,0.7]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.5,-0.5,0.7]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[4.5,0.8,0.7]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[4.5,0.8,2.2]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[4.5,-0.5,2.2]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[4.5,0.8,2.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.5,0.8,2.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.5,-0.5,2.2]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[3.5,0.8,2.2]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[3.5,0.7]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.5,0.7]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[4.5,2.2]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[3.5,2.2]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.5,-2.2]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[4.5,-2.2]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[4.5,-0.7]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[3.5,-0.7]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.5000000000000002,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.5000000000000002,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,-0.5,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.8,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,-1.0],"z":[-0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[3.5,0.8,0.7],"x":[1.0,0.0,0.0],"y":[0.0,-1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[4.5,0.8,0.7],"x":[0.0,0.0,1.0],"y":[0.0,-1.0,0.0],"z":[1.0,0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[4.5,0.8,2.2],"x":[-1.0,0.0,0.0],"y":[0.0,-1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[3.5,0.8,2.2],"x":[0.0,0.0,-1.0],"y":[0.0,-1.0,0.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"}]},"id":"rectangle","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":1.3,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":1.5000000000000002,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":1.5000000000000002,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":1.3,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":1.3,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":1.5000000000000002,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":1.5000000000000002,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":1.3,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"rectangle","entity":"rectangle","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":4.500000001,"lo":3.499999999},{"hi":2.2000000010000003,"lo":0.699999999}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"rectangle","entity":"rectangle","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":4.500000001,"lo":3.499999999},{"hi":-0.699999999,"lo":-2.2000000010000003}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"rectangle","entity":"rectangle","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":1.000000001,"lo":-1e-9},{"hi":1.3000000010000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"rectangle","entity":"rectangle","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":1.5000000010000003,"lo":-1e-9},{"hi":1.3000000010000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"rectangle","entity":"rectangle","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":1.000000001,"lo":-1e-9},{"hi":1.3000000010000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"rectangle","entity":"rectangle","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":1.5000000010000003,"lo":-1e-9},{"hi":1.3000000010000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[3.5,0.8,0.7],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[4.5,0.8,0.7],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[4.5,0.8,2.2],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[3.5,0.8,2.2],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[3.5,-0.5,0.7],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[4.5,-0.5,0.7],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[4.5,-0.5,2.2],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[3.5,-0.5,2.2],"tolerance":1e-9}],"wires":[]}}],"handlers":["subtract_planar_cutters","subtract_prismatic_profile_batch"],"host":{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[6.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[6.0,0.0,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[6.0,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[6.0,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[6.0,0.3,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[6.0,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.0,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.0,0.3,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.0,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[6.0,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[6.0,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[6.0,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[0.0,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[6.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[6.0,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"mixed-host","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":6.0,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":6.0,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":6.0,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":6.0,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"mixed-host","entity":"mixed-host","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":6.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"mixed-host","entity":"mixed-host","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":6.000000001,"lo":-1e-9},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"mixed-host","entity":"mixed-host","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":6.000000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"mixed-host","entity":"mixed-host","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"mixed-host","entity":"mixed-host","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":6.000000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"mixed-host","entity":"mixed-host","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[0.0,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[6.0,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[6.0,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[0.0,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[0.0,0.0,3.0],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[6.0,0.0,3.0],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[6.0,0.3,3.0],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[0.0,0.3,3.0],"tolerance":1e-9}],"wires":[]}},"result":{"brep":{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[6.0,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[6.0,0.3,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[6.0,0.0,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.0,0.3,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,3.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.3,3.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.0,3.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[6.0,0.0,3.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[6.0,0.3,3.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[6.0,0.0,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.5,0.0,0.7]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.5,0.3,0.7]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[4.5,0.0,0.7]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[4.5,0.0,2.2]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[4.5,0.3,2.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[4.5,0.0,2.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.5,0.0,2.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.5,0.3,2.2]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.5,0.0,2.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.5,0.0,0.7]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.5,0.3,0.7]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.5,0.0,0.7]},{"frame":{"origin":[1.5,0.0,1.5],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":0.4},{"frame":{"origin":[1.5,0.3,1.5],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":0.4},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.9000000000000004,0.0,1.5]},{"frame":{"origin":[1.5,0.0,1.5],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":0.4},{"frame":{"origin":[1.5,0.3,1.5],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":0.4},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.0999999999999996,0.0,1.5]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[6.0,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.5,0.7]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.5,2.2]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[2.5,2.2]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.5,0.7]},{"axis_a":[0.4,0.0],"axis_b":[0.0,0.4],"kind":"Conic2","origin":[4.5,1.5]},{"axis_a":[0.4,0.0],"axis_b":[0.0,0.4],"kind":"Conic2","origin":[4.5,1.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,-3.0]},{"direction":[-1.0,-0.0],"kind":"Line2","origin":[6.0,-3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[6.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,-0.0]},{"direction":[-1.0,-0.0],"kind":"Line2","origin":[2.5,-0.7]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,-2.2]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.5,-2.2]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[1.5,-0.7]},{"axis_a":[0.4,0.0],"axis_b":[0.0,-0.4],"kind":"Conic2","origin":[4.5,-1.5]},{"axis_a":[0.4,0.0],"axis_b":[0.0,-0.4],"kind":"Conic2","origin":[4.5,-1.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.5000000000000002,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.5000000000000002,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-6.283185307179586,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-3.141592653589793,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-3.141592653589793,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[6.0,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[6.0,0.0,0.0],"x":[-1.0,0.0,0.0],"y":[-0.0,-0.0,-1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[6.0,0.0,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,0.0,1.0],"y":[0.0,1.0,-0.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[6.0,0.0,3.0],"x":[0.0,0.0,-1.0],"y":[0.0,1.0,0.0],"z":[1.0,-0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[4.5,0.0,0.7],"x":[0.0,0.0,1.0],"y":[0.0,1.0,-0.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[4.5,0.0,2.2],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[3.5,0.0,2.2],"x":[0.0,0.0,-1.0],"y":[0.0,1.0,0.0],"z":[1.0,-0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[3.5,0.0,0.7],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[1.5,0.0,1.5],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,0.0]},"kind":"Cylinder","radius":0.4},{"frame":{"origin":[1.5,0.0,1.5],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,0.0]},"kind":"Cylinder","radius":0.4}]},"id":"batch-prismatic.disjoint-mixed.forward","quality":{"kind":"Analytic"},"revision":1,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":6.0,"lo":0.0}},"halfedge":13,"id":0,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":6.0,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":23,"id":2,"tolerance":1e-9,"twin_halfedge":33},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":12,"id":3,"tolerance":1e-9,"twin_halfedge":24},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":26},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":21,"id":5,"tolerance":1e-9,"twin_halfedge":27},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":6.0,"lo":0.0}},"halfedge":11,"id":6,"tolerance":1e-9,"twin_halfedge":28},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":6.0,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":30},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":25,"id":8,"tolerance":1e-9,"twin_halfedge":31},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":10,"id":9,"tolerance":1e-9,"twin_halfedge":32},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":34},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":29,"id":11,"tolerance":1e-9,"twin_halfedge":35},{"chart_seam":false,"geometry":{"curve":12,"kind":"Curve","range":{"hi":1.5000000000000002,"lo":0.0}},"halfedge":17,"id":12,"tolerance":1e-9,"twin_halfedge":36},{"chart_seam":false,"geometry":{"curve":13,"kind":"Curve","range":{"hi":1.5000000000000002,"lo":0.0}},"halfedge":4,"id":13,"tolerance":1e-9,"twin_halfedge":38},{"chart_seam":false,"geometry":{"curve":14,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":39,"id":14,"tolerance":1e-9,"twin_halfedge":49},{"chart_seam":false,"geometry":{"curve":15,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":16,"id":15,"tolerance":1e-9,"twin_halfedge":40},{"chart_seam":false,"geometry":{"curve":16,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":5,"id":16,"tolerance":1e-9,"twin_halfedge":42},{"chart_seam":false,"geometry":{"curve":17,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":37,"id":17,"tolerance":1e-9,"twin_halfedge":43},{"chart_seam":false,"geometry":{"curve":18,"kind":"Curve","range":{"hi":1.5000000000000002,"lo":0.0}},"halfedge":15,"id":18,"tolerance":1e-9,"twin_halfedge":44},{"chart_seam":false,"geometry":{"curve":19,"kind":"Curve","range":{"hi":1.5000000000000002,"lo":0.0}},"halfedge":6,"id":19,"tolerance":1e-9,"twin_halfedge":46},{"chart_seam":false,"geometry":{"curve":20,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":41,"id":20,"tolerance":1e-9,"twin_halfedge":47},{"chart_seam":false,"geometry":{"curve":21,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":14,"id":21,"tolerance":1e-9,"twin_halfedge":48},{"chart_seam":false,"geometry":{"curve":22,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":7,"id":22,"tolerance":1e-9,"twin_halfedge":50},{"chart_seam":false,"geometry":{"curve":23,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":45,"id":23,"tolerance":1e-9,"twin_halfedge":51},{"chart_seam":false,"geometry":{"curve":24,"kind":"Curve","range":{"hi":-3.141592653589793,"lo":-6.283185307179586}},"halfedge":19,"id":24,"tolerance":1e-9,"twin_halfedge":52},{"chart_seam":false,"geometry":{"curve":25,"kind":"Curve","range":{"hi":-3.141592653589793,"lo":-6.283185307179586}},"halfedge":8,"id":25,"tolerance":1e-9,"twin_halfedge":54},{"chart_seam":false,"geometry":{"curve":26,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":55,"id":26,"tolerance":1e-9,"twin_halfedge":57},{"chart_seam":false,"geometry":{"curve":27,"kind":"Curve","range":{"hi":0.0,"lo":-3.141592653589793}},"halfedge":18,"id":27,"tolerance":1e-9,"twin_halfedge":56},{"chart_seam":false,"geometry":{"curve":28,"kind":"Curve","range":{"hi":0.0,"lo":-3.141592653589793}},"halfedge":9,"id":28,"tolerance":1e-9,"twin_halfedge":58},{"chart_seam":false,"geometry":{"curve":29,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":53,"id":29,"tolerance":1e-9,"twin_halfedge":59}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Split","sources":[{"body":"mixed-host","entity":"mixed-host","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[1,2],"outer":0,"uv_bounds":[{"hi":6.000000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Split","sources":[{"body":"mixed-host","entity":"mixed-host","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[4,5],"outer":3,"uv_bounds":[{"hi":6.000000001,"lo":-1e-9},{"hi":1e-9,"lo":-3.000000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Split","sources":[{"body":"mixed-host","entity":"mixed-host","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":6,"uv_bounds":[{"hi":6.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Split","sources":[{"body":"mixed-host","entity":"mixed-host","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":7,"uv_bounds":[{"hi":3.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Split","sources":[{"body":"mixed-host","entity":"mixed-host","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":8,"uv_bounds":[{"hi":6.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Split","sources":[{"body":"mixed-host","entity":"mixed-host","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":9,"uv_bounds":[{"hi":3.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":6,"key":"side-1-0","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"rectangle","entity":"rectangle","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":6,"trim":{"chart":0,"holes":[],"outer":10,"uv_bounds":[{"hi":1.5000000010000003,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":7,"key":"side-1-1","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"rectangle","entity":"rectangle","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":7,"trim":{"chart":0,"holes":[],"outer":11,"uv_bounds":[{"hi":1.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":8,"key":"side-1-2","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"rectangle","entity":"rectangle","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":8,"trim":{"chart":0,"holes":[],"outer":12,"uv_bounds":[{"hi":1.5000000010000003,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":9,"key":"side-1-3","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"rectangle","entity":"rectangle","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":9,"trim":{"chart":0,"holes":[],"outer":13,"uv_bounds":[{"hi":1.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":10,"key":"side-2-0","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"round","entity":"round","face":0,"key":"lateral"}]},"sense":"Reverse","shell_ref":0,"surface":10,"trim":{"chart":0,"holes":[],"outer":14,"uv_bounds":[{"hi":-3.141592651089793,"lo":-6.283185309679586},{"hi":0.300000001,"lo":-1e-9}]}},{"id":11,"key":"side-2-1","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"round","entity":"round","face":0,"key":"lateral"}]},"sense":"Reverse","shell_ref":0,"surface":11,"trim":{"chart":0,"holes":[],"outer":15,"uv_bounds":[{"hi":2.5e-9,"lo":-3.1415926560897933},{"hi":0.300000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":22,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":26,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":30,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":34,"wire_ref":null},{"edge":13,"face":0,"from":12,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":13,"twin":38,"wire_ref":null},{"edge":16,"face":0,"from":13,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":14,"twin":42,"wire_ref":null},{"edge":19,"face":0,"from":14,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Forward"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":15,"twin":46,"wire_ref":null},{"edge":22,"face":0,"from":15,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Forward"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":12,"twin":50,"wire_ref":null},{"edge":25,"face":0,"from":18,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Reverse"},"id":8,"loop_ref":2,"next":9,"prev":9,"to":19,"twin":54,"wire_ref":null},{"edge":28,"face":0,"from":19,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Reverse"},"id":9,"loop_ref":2,"next":8,"prev":8,"to":18,"twin":58,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":3,"next":11,"prev":13,"to":3,"twin":32,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":3,"next":12,"prev":10,"to":2,"twin":28,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Reverse"},"id":12,"loop_ref":3,"next":13,"prev":11,"to":1,"twin":24,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Reverse"},"id":13,"loop_ref":3,"next":10,"prev":12,"to":0,"twin":20,"wire_ref":null},{"edge":21,"face":1,"from":8,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":4,"next":15,"prev":17,"to":11,"twin":48,"wire_ref":null},{"edge":18,"face":1,"from":11,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":4,"next":16,"prev":14,"to":10,"twin":44,"wire_ref":null},{"edge":15,"face":1,"from":10,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Reverse"},"id":16,"loop_ref":4,"next":17,"prev":15,"to":9,"twin":40,"wire_ref":null},{"edge":12,"face":1,"from":9,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Reverse"},"id":17,"loop_ref":4,"next":14,"prev":16,"to":8,"twin":36,"wire_ref":null},{"edge":27,"face":1,"from":16,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Forward"},"id":18,"loop_ref":5,"next":19,"prev":19,"to":17,"twin":56,"wire_ref":null},{"edge":24,"face":1,"from":17,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Forward"},"id":19,"loop_ref":5,"next":18,"prev":18,"to":16,"twin":52,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":6,"next":21,"prev":23,"to":1,"twin":13,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":6,"next":22,"prev":20,"to":5,"twin":27,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":6,"next":23,"prev":21,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":6,"next":20,"prev":22,"to":0,"twin":33,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":24,"periodic_lift":[0,0],"sense":"Forward"},"id":24,"loop_ref":7,"next":25,"prev":27,"to":2,"twin":12,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":25,"periodic_lift":[0,0],"sense":"Forward"},"id":25,"loop_ref":7,"next":26,"prev":24,"to":6,"twin":31,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":26,"periodic_lift":[0,0],"sense":"Reverse"},"id":26,"loop_ref":7,"next":27,"prev":25,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":27,"periodic_lift":[0,0],"sense":"Reverse"},"id":27,"loop_ref":7,"next":24,"prev":26,"to":1,"twin":21,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":28,"periodic_lift":[0,0],"sense":"Forward"},"id":28,"loop_ref":8,"next":29,"prev":31,"to":3,"twin":11,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":29,"periodic_lift":[0,0],"sense":"Forward"},"id":29,"loop_ref":8,"next":30,"prev":28,"to":7,"twin":35,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":30,"periodic_lift":[0,0],"sense":"Reverse"},"id":30,"loop_ref":8,"next":31,"prev":29,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":31,"periodic_lift":[0,0],"sense":"Reverse"},"id":31,"loop_ref":8,"next":28,"prev":30,"to":2,"twin":25,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":32,"periodic_lift":[0,0],"sense":"Forward"},"id":32,"loop_ref":9,"next":33,"prev":35,"to":0,"twin":10,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":33,"periodic_lift":[0,0],"sense":"Forward"},"id":33,"loop_ref":9,"next":34,"prev":32,"to":4,"twin":23,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":34,"periodic_lift":[0,0],"sense":"Reverse"},"id":34,"loop_ref":9,"next":35,"prev":33,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":35,"periodic_lift":[0,0],"sense":"Reverse"},"id":35,"loop_ref":9,"next":32,"prev":34,"to":3,"twin":29,"wire_ref":null},{"edge":12,"face":6,"from":8,"geometry_use":{"pcurve":36,"periodic_lift":[0,0],"sense":"Forward"},"id":36,"loop_ref":10,"next":37,"prev":39,"to":9,"twin":17,"wire_ref":null},{"edge":17,"face":6,"from":9,"geometry_use":{"pcurve":37,"periodic_lift":[0,0],"sense":"Forward"},"id":37,"loop_ref":10,"next":38,"prev":36,"to":13,"twin":43,"wire_ref":null},{"edge":13,"face":6,"from":13,"geometry_use":{"pcurve":38,"periodic_lift":[0,0],"sense":"Reverse"},"id":38,"loop_ref":10,"next":39,"prev":37,"to":12,"twin":4,"wire_ref":null},{"edge":14,"face":6,"from":12,"geometry_use":{"pcurve":39,"periodic_lift":[0,0],"sense":"Reverse"},"id":39,"loop_ref":10,"next":36,"prev":38,"to":8,"twin":49,"wire_ref":null},{"edge":15,"face":7,"from":9,"geometry_use":{"pcurve":40,"periodic_lift":[0,0],"sense":"Forward"},"id":40,"loop_ref":11,"next":41,"prev":43,"to":10,"twin":16,"wire_ref":null},{"edge":20,"face":7,"from":10,"geometry_use":{"pcurve":41,"periodic_lift":[0,0],"sense":"Forward"},"id":41,"loop_ref":11,"next":42,"prev":40,"to":14,"twin":47,"wire_ref":null},{"edge":16,"face":7,"from":14,"geometry_use":{"pcurve":42,"periodic_lift":[0,0],"sense":"Reverse"},"id":42,"loop_ref":11,"next":43,"prev":41,"to":13,"twin":5,"wire_ref":null},{"edge":17,"face":7,"from":13,"geometry_use":{"pcurve":43,"periodic_lift":[0,0],"sense":"Reverse"},"id":43,"loop_ref":11,"next":40,"prev":42,"to":9,"twin":37,"wire_ref":null},{"edge":18,"face":8,"from":10,"geometry_use":{"pcurve":44,"periodic_lift":[0,0],"sense":"Forward"},"id":44,"loop_ref":12,"next":45,"prev":47,"to":11,"twin":15,"wire_ref":null},{"edge":23,"face":8,"from":11,"geometry_use":{"pcurve":45,"periodic_lift":[0,0],"sense":"Forward"},"id":45,"loop_ref":12,"next":46,"prev":44,"to":15,"twin":51,"wire_ref":null},{"edge":19,"face":8,"from":15,"geometry_use":{"pcurve":46,"periodic_lift":[0,0],"sense":"Reverse"},"id":46,"loop_ref":12,"next":47,"prev":45,"to":14,"twin":6,"wire_ref":null},{"edge":20,"face":8,"from":14,"geometry_use":{"pcurve":47,"periodic_lift":[0,0],"sense":"Reverse"},"id":47,"loop_ref":12,"next":44,"prev":46,"to":10,"twin":41,"wire_ref":null},{"edge":21,"face":9,"from":11,"geometry_use":{"pcurve":48,"periodic_lift":[0,0],"sense":"Forward"},"id":48,"loop_ref":13,"next":49,"prev":51,"to":8,"twin":14,"wire_ref":null},{"edge":14,"face":9,"from":8,"geometry_use":{"pcurve":49,"periodic_lift":[0,0],"sense":"Forward"},"id":49,"loop_ref":13,"next":50,"prev":48,"to":12,"twin":39,"wire_ref":null},{"edge":22,"face":9,"from":12,"geometry_use":{"pcurve":50,"periodic_lift":[0,0],"sense":"Reverse"},"id":50,"loop_ref":13,"next":51,"prev":49,"to":15,"twin":7,"wire_ref":null},{"edge":23,"face":9,"from":15,"geometry_use":{"pcurve":51,"periodic_lift":[0,0],"sense":"Reverse"},"id":51,"loop_ref":13,"next":48,"prev":50,"to":11,"twin":45,"wire_ref":null},{"edge":24,"face":10,"from":16,"geometry_use":{"pcurve":52,"periodic_lift":[0,0],"sense":"Reverse"},"id":52,"loop_ref":14,"next":53,"prev":55,"to":17,"twin":19,"wire_ref":null},{"edge":29,"face":10,"from":17,"geometry_use":{"pcurve":53,"periodic_lift":[0,0],"sense":"Forward"},"id":53,"loop_ref":14,"next":54,"prev":52,"to":19,"twin":59,"wire_ref":null},{"edge":25,"face":10,"from":19,"geometry_use":{"pcurve":54,"periodic_lift":[0,0],"sense":"Forward"},"id":54,"loop_ref":14,"next":55,"prev":53,"to":18,"twin":8,"wire_ref":null},{"edge":26,"face":10,"from":18,"geometry_use":{"pcurve":55,"periodic_lift":[0,0],"sense":"Reverse"},"id":55,"loop_ref":14,"next":52,"prev":54,"to":16,"twin":57,"wire_ref":null},{"edge":27,"face":11,"from":17,"geometry_use":{"pcurve":56,"periodic_lift":[0,0],"sense":"Reverse"},"id":56,"loop_ref":15,"next":57,"prev":59,"to":16,"twin":18,"wire_ref":null},{"edge":26,"face":11,"from":16,"geometry_use":{"pcurve":57,"periodic_lift":[0,0],"sense":"Forward"},"id":57,"loop_ref":15,"next":58,"prev":56,"to":18,"twin":55,"wire_ref":null},{"edge":28,"face":11,"from":18,"geometry_use":{"pcurve":58,"periodic_lift":[0,0],"sense":"Forward"},"id":58,"loop_ref":15,"next":59,"prev":57,"to":19,"twin":9,"wire_ref":null},{"edge":29,"face":11,"from":19,"geometry_use":{"pcurve":59,"periodic_lift":[0,0],"sense":"Reverse"},"id":59,"loop_ref":15,"next":56,"prev":58,"to":17,"twin":53,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":0,"id":1,"is_hole":true,"start_halfedge":4},{"face_ref":0,"id":2,"is_hole":true,"start_halfedge":8},{"face_ref":1,"id":3,"is_hole":false,"start_halfedge":10},{"face_ref":1,"id":4,"is_hole":true,"start_halfedge":14},{"face_ref":1,"id":5,"is_hole":true,"start_halfedge":18},{"face_ref":2,"id":6,"is_hole":false,"start_halfedge":20},{"face_ref":3,"id":7,"is_hole":false,"start_halfedge":24},{"face_ref":4,"id":8,"is_hole":false,"start_halfedge":28},{"face_ref":5,"id":9,"is_hole":false,"start_halfedge":32},{"face_ref":6,"id":10,"is_hole":false,"start_halfedge":36},{"face_ref":7,"id":11,"is_hole":false,"start_halfedge":40},{"face_ref":8,"id":12,"is_hole":false,"start_halfedge":44},{"face_ref":9,"id":13,"is_hole":false,"start_halfedge":48},{"face_ref":10,"id":14,"is_hole":false,"start_halfedge":52},{"face_ref":11,"id":15,"is_hole":false,"start_halfedge":56}],"shells":[{"faces":[0,1,2,3,4,5,6,7,8,9,10,11],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":10,"position":[6.0,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":13,"position":[0.0,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":12,"position":[0.0,0.0,3.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":11,"position":[6.0,0.0,3.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[6.0,0.3,0.0],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[0.0,0.3,0.0],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[0.0,0.3,3.0],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[6.0,0.3,3.0],"tolerance":1e-9},{"id":8,"outgoing_halfedge":14,"position":[4.5,0.0,0.7],"tolerance":1e-9},{"id":9,"outgoing_halfedge":17,"position":[4.5,0.0,2.2],"tolerance":1e-9},{"id":10,"outgoing_halfedge":16,"position":[3.5,0.0,2.2],"tolerance":1e-9},{"id":11,"outgoing_halfedge":15,"position":[3.5,0.0,0.7],"tolerance":1e-9},{"id":12,"outgoing_halfedge":4,"position":[4.5,0.3,0.7],"tolerance":1e-9},{"id":13,"outgoing_halfedge":5,"position":[4.5,0.3,2.2],"tolerance":1e-9},{"id":14,"outgoing_halfedge":6,"position":[3.5,0.3,2.2],"tolerance":1e-9},{"id":15,"outgoing_halfedge":7,"position":[3.5,0.3,0.7],"tolerance":1e-9},{"id":16,"outgoing_halfedge":18,"position":[1.9000000000000004,0.0,1.5],"tolerance":1e-9},{"id":17,"outgoing_halfedge":19,"position":[1.0999999999999996,0.0,1.5],"tolerance":1e-9},{"id":18,"outgoing_halfedge":8,"position":[1.9000000000000004,0.3,1.5],"tolerance":1e-9},{"id":19,"outgoing_halfedge":9,"position":[1.0999999999999996,0.3,1.5],"tolerance":1e-9}],"wires":[]}}}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/batch-matrix/prismatic.disjoint-mixed.reverse.json b/main/opengeometry/tests/fixtures/cases/batch-matrix/prismatic.disjoint-mixed.reverse.json
new file mode 100644
index 0000000..a837e10
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/batch-matrix/prismatic.disjoint-mixed.reverse.json
@@ -0,0 +1 @@
+{"cutters":[{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.5,0.8,0.7]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.5,-0.5,0.7]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[3.5,0.8,0.7]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.5,0.8,0.7]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.5,-0.5,0.7]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[4.5,0.8,0.7]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[4.5,0.8,2.2]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[4.5,-0.5,2.2]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[4.5,0.8,2.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.5,0.8,2.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.5,-0.5,2.2]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[3.5,0.8,2.2]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[3.5,0.7]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.5,0.7]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[4.5,2.2]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[3.5,2.2]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.5,-2.2]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[4.5,-2.2]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[4.5,-0.7]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[3.5,-0.7]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.5000000000000002,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.5000000000000002,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,-0.5,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.8,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,-1.0],"z":[-0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[3.5,0.8,0.7],"x":[1.0,0.0,0.0],"y":[0.0,-1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[4.5,0.8,0.7],"x":[0.0,0.0,1.0],"y":[0.0,-1.0,0.0],"z":[1.0,0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[4.5,0.8,2.2],"x":[-1.0,0.0,0.0],"y":[0.0,-1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[3.5,0.8,2.2],"x":[0.0,0.0,-1.0],"y":[0.0,-1.0,0.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"}]},"id":"rectangle","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":1.3,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":1.5000000000000002,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":1.5000000000000002,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":1.3,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":1.3,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":1.5000000000000002,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":1.5000000000000002,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":1.3,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"rectangle","entity":"rectangle","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":4.500000001,"lo":3.499999999},{"hi":2.2000000010000003,"lo":0.699999999}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"rectangle","entity":"rectangle","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":4.500000001,"lo":3.499999999},{"hi":-0.699999999,"lo":-2.2000000010000003}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"rectangle","entity":"rectangle","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":1.000000001,"lo":-1e-9},{"hi":1.3000000010000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"rectangle","entity":"rectangle","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":1.5000000010000003,"lo":-1e-9},{"hi":1.3000000010000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"rectangle","entity":"rectangle","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":1.000000001,"lo":-1e-9},{"hi":1.3000000010000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"rectangle","entity":"rectangle","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":1.5000000010000003,"lo":-1e-9},{"hi":1.3000000010000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[3.5,0.8,0.7],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[4.5,0.8,0.7],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[4.5,0.8,2.2],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[3.5,0.8,2.2],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[3.5,-0.5,0.7],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[4.5,-0.5,0.7],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[4.5,-0.5,2.2],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[3.5,-0.5,2.2],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"frame":{"origin":[1.5,-0.5,1.5],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":0.4},{"frame":{"origin":[1.5,0.8,1.5],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":0.4},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.9,-0.5,1.5]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.283185307179586,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"axis_a":[0.4,0.0],"axis_b":[0.0,-0.4],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[0.4,0.0],"axis_b":[0.0,0.4],"kind":"Conic2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[1.5,-0.5,1.5],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Cylinder","radius":0.4},{"frame":{"origin":[1.5,-0.5,1.5],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[1.5,0.8,1.5],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"}]},"id":"round","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":0,"id":0,"tolerance":1e-9,"twin_halfedge":4},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":2,"id":1,"tolerance":1e-9,"twin_halfedge":5},{"chart_seam":true,"geometry":{"curve":2,"kind":"Curve","range":{"hi":1.3,"lo":0.0}},"halfedge":1,"id":2,"tolerance":1e-9,"twin_halfedge":3}],"faces":[{"id":0,"key":"lateral","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"round","entity":"round","face":0,"key":"lateral"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":6.283185307179586,"lo":0.0},{"hi":1.3,"lo":0.0}]}},{"id":1,"key":"lower_cap","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"round","entity":"round","face":1,"key":"lower_cap"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.4,"lo":-0.4},{"hi":0.4,"lo":-0.4}]}},{"id":2,"key":"upper_cap","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"round","entity":"round","face":2,"key":"upper_cap"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.4,"lo":-0.4},{"hi":0.4,"lo":-0.4}]}}],"halfedges":[{"edge":0,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":0,"from":0,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":1,"twin":3,"wire_ref":null},{"edge":1,"face":0,"from":1,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":5,"wire_ref":null},{"edge":2,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":1,"wire_ref":null},{"edge":0,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":4,"prev":4,"to":0,"twin":0,"wire_ref":null},{"edge":1,"face":2,"from":1,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":2,"next":5,"prev":5,"to":1,"twin":2,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":5}],"shells":[{"faces":[0,1,2],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[1.9,-0.5,1.5],"tolerance":1e-9},{"id":1,"outgoing_halfedge":2,"position":[1.9,0.8,1.5],"tolerance":1e-9}],"wires":[]}}],"handlers":["subtract_planar_cutters","subtract_prismatic_profile_batch"],"host":{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[6.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[6.0,0.0,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[6.0,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[6.0,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[6.0,0.3,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[6.0,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.0,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.0,0.3,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.0,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[6.0,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[6.0,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[6.0,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[0.0,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[6.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[6.0,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"mixed-host","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":6.0,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":6.0,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":6.0,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":6.0,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"mixed-host","entity":"mixed-host","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":6.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"mixed-host","entity":"mixed-host","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":6.000000001,"lo":-1e-9},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"mixed-host","entity":"mixed-host","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":6.000000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"mixed-host","entity":"mixed-host","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"mixed-host","entity":"mixed-host","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":6.000000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"mixed-host","entity":"mixed-host","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[0.0,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[6.0,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[6.0,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[0.0,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[0.0,0.0,3.0],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[6.0,0.0,3.0],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[6.0,0.3,3.0],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[0.0,0.3,3.0],"tolerance":1e-9}],"wires":[]}},"result":{"brep":{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.3,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.0,0.3,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[6.0,0.3,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[6.0,0.0,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[6.0,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[6.0,0.3,3.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[6.0,0.0,3.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[6.0,0.3,3.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,0.3,3.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,0.0,3.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.0,0.3,3.0]},{"frame":{"origin":[1.5,0.3,1.5],"x":[1.0,0.0,-0.0],"y":[0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Circle","radius":0.4},{"frame":{"origin":[1.5,0.0,1.5],"x":[1.0,0.0,-0.0],"y":[0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Circle","radius":0.4},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[1.1,0.3,1.5]},{"frame":{"origin":[1.5,0.3,1.5],"x":[1.0,0.0,-0.0],"y":[0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Circle","radius":0.4},{"frame":{"origin":[1.5,0.0,1.5],"x":[1.0,0.0,-0.0],"y":[0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Circle","radius":0.4},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[1.9,0.3,1.5]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.5,0.3,0.7]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.5,0.0,0.7]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[3.5,0.3,0.7]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.5,0.3,2.2]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.5,0.0,2.2]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[3.5,0.3,2.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[4.5,0.3,2.2]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[4.5,0.0,2.2]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[4.5,0.3,2.2]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[4.5,0.3,0.7]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[4.5,0.0,0.7]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[4.5,0.3,0.7]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[6.0,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.0,3.0]},{"axis_a":[0.4,0.0],"axis_b":[0.0,0.4],"kind":"Conic2","origin":[1.5,1.5]},{"axis_a":[0.4,0.0],"axis_b":[0.0,0.4],"kind":"Conic2","origin":[1.5,1.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.5,0.7]},{"direction":[1.0,0.0],"kind":"Line2","origin":[3.5,2.2]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[4.5,2.2]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[4.5,0.7]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,-3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[6.0,-3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[6.0,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[0.0,-0.0]},{"axis_a":[0.4,0.0],"axis_b":[0.0,-0.4],"kind":"Conic2","origin":[1.5,-1.5]},{"axis_a":[0.4,0.0],"axis_b":[0.0,-0.4],"kind":"Conic2","origin":[1.5,-1.5]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[4.5,-0.7]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.5,-2.2]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[3.5,-2.2]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[3.5,-0.7]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-6.283185307179586,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-3.141592653589793,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-3.141592653589793,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.5000000000000002,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.5000000000000002,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,-0.0],"y":[0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.3,0.0],"x":[1.0,0.0,-0.0],"y":[-0.0,-0.0,-1.0],"z":[-0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.3,0.0],"x":[1.0,0.0,0.0],"y":[0.0,-1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[6.0,0.3,0.0],"x":[0.0,0.0,1.0],"y":[0.0,-1.0,0.0],"z":[1.0,0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[6.0,0.3,3.0],"x":[-1.0,0.0,0.0],"y":[0.0,-1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.3,3.0],"x":[0.0,0.0,-1.0],"y":[0.0,-1.0,0.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[1.5,0.3,1.5],"x":[1.0,0.0,-0.0],"y":[0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Cylinder","radius":0.4},{"frame":{"origin":[1.5,0.3,1.5],"x":[1.0,0.0,-0.0],"y":[0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Cylinder","radius":0.4},{"frame":{"origin":[3.5,0.3,0.7],"x":[0.0,0.0,1.0],"y":[0.0,-1.0,0.0],"z":[1.0,0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[3.5,0.3,2.2],"x":[1.0,0.0,0.0],"y":[0.0,-1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[4.5,0.3,2.2],"x":[0.0,0.0,-1.0],"y":[0.0,-1.0,0.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[4.5,0.3,0.7],"x":[-1.0,0.0,0.0],"y":[0.0,-1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"}]},"id":"batch-prismatic.disjoint-mixed.reverse","quality":{"kind":"Analytic"},"revision":1,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":6.0,"lo":0.0}},"halfedge":13,"id":0,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":6.0,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":23,"id":2,"tolerance":1e-9,"twin_halfedge":33},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":12,"id":3,"tolerance":1e-9,"twin_halfedge":24},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":26},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":21,"id":5,"tolerance":1e-9,"twin_halfedge":27},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":6.0,"lo":0.0}},"halfedge":11,"id":6,"tolerance":1e-9,"twin_halfedge":28},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":6.0,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":30},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":25,"id":8,"tolerance":1e-9,"twin_halfedge":31},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":10,"id":9,"tolerance":1e-9,"twin_halfedge":32},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":34},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":29,"id":11,"tolerance":1e-9,"twin_halfedge":35},{"chart_seam":false,"geometry":{"curve":12,"kind":"Curve","range":{"hi":-3.141592653589793,"lo":-6.283185307179586}},"halfedge":15,"id":12,"tolerance":1e-9,"twin_halfedge":36},{"chart_seam":false,"geometry":{"curve":13,"kind":"Curve","range":{"hi":-3.141592653589793,"lo":-6.283185307179586}},"halfedge":4,"id":13,"tolerance":1e-9,"twin_halfedge":38},{"chart_seam":false,"geometry":{"curve":14,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":39,"id":14,"tolerance":1e-9,"twin_halfedge":41},{"chart_seam":false,"geometry":{"curve":15,"kind":"Curve","range":{"hi":0.0,"lo":-3.141592653589793}},"halfedge":14,"id":15,"tolerance":1e-9,"twin_halfedge":40},{"chart_seam":false,"geometry":{"curve":16,"kind":"Curve","range":{"hi":0.0,"lo":-3.141592653589793}},"halfedge":5,"id":16,"tolerance":1e-9,"twin_halfedge":42},{"chart_seam":false,"geometry":{"curve":17,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":37,"id":17,"tolerance":1e-9,"twin_halfedge":43},{"chart_seam":false,"geometry":{"curve":18,"kind":"Curve","range":{"hi":1.5000000000000002,"lo":0.0}},"halfedge":19,"id":18,"tolerance":1e-9,"twin_halfedge":44},{"chart_seam":false,"geometry":{"curve":19,"kind":"Curve","range":{"hi":1.5000000000000002,"lo":0.0}},"halfedge":6,"id":19,"tolerance":1e-9,"twin_halfedge":46},{"chart_seam":false,"geometry":{"curve":20,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":47,"id":20,"tolerance":1e-9,"twin_halfedge":57},{"chart_seam":false,"geometry":{"curve":21,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":18,"id":21,"tolerance":1e-9,"twin_halfedge":48},{"chart_seam":false,"geometry":{"curve":22,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":7,"id":22,"tolerance":1e-9,"twin_halfedge":50},{"chart_seam":false,"geometry":{"curve":23,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":45,"id":23,"tolerance":1e-9,"twin_halfedge":51},{"chart_seam":false,"geometry":{"curve":24,"kind":"Curve","range":{"hi":1.5000000000000002,"lo":0.0}},"halfedge":17,"id":24,"tolerance":1e-9,"twin_halfedge":52},{"chart_seam":false,"geometry":{"curve":25,"kind":"Curve","range":{"hi":1.5000000000000002,"lo":0.0}},"halfedge":8,"id":25,"tolerance":1e-9,"twin_halfedge":54},{"chart_seam":false,"geometry":{"curve":26,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":49,"id":26,"tolerance":1e-9,"twin_halfedge":55},{"chart_seam":false,"geometry":{"curve":27,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":16,"id":27,"tolerance":1e-9,"twin_halfedge":56},{"chart_seam":false,"geometry":{"curve":28,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":9,"id":28,"tolerance":1e-9,"twin_halfedge":58},{"chart_seam":false,"geometry":{"curve":29,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":53,"id":29,"tolerance":1e-9,"twin_halfedge":59}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Split","sources":[{"body":"mixed-host","entity":"mixed-host","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[1,2],"outer":0,"uv_bounds":[{"hi":6.000000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Split","sources":[{"body":"mixed-host","entity":"mixed-host","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[4,5],"outer":3,"uv_bounds":[{"hi":6.000000001,"lo":-1e-9},{"hi":1e-9,"lo":-3.000000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Split","sources":[{"body":"mixed-host","entity":"mixed-host","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":6,"uv_bounds":[{"hi":6.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Split","sources":[{"body":"mixed-host","entity":"mixed-host","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":7,"uv_bounds":[{"hi":3.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Split","sources":[{"body":"mixed-host","entity":"mixed-host","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":8,"uv_bounds":[{"hi":6.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Split","sources":[{"body":"mixed-host","entity":"mixed-host","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":9,"uv_bounds":[{"hi":3.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":6,"key":"side-1-0","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"round","entity":"round","face":0,"key":"lateral"}]},"sense":"Reverse","shell_ref":0,"surface":6,"trim":{"chart":0,"holes":[],"outer":10,"uv_bounds":[{"hi":-3.141592651089793,"lo":-6.283185309679586},{"hi":0.300000001,"lo":-1e-9}]}},{"id":7,"key":"side-1-1","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"round","entity":"round","face":0,"key":"lateral"}]},"sense":"Reverse","shell_ref":0,"surface":7,"trim":{"chart":0,"holes":[],"outer":11,"uv_bounds":[{"hi":2.5e-9,"lo":-3.1415926560897933},{"hi":0.300000001,"lo":-1e-9}]}},{"id":8,"key":"side-2-0","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"rectangle","entity":"rectangle","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":8,"trim":{"chart":0,"holes":[],"outer":12,"uv_bounds":[{"hi":1.5000000010000003,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":9,"key":"side-2-1","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"rectangle","entity":"rectangle","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":9,"trim":{"chart":0,"holes":[],"outer":13,"uv_bounds":[{"hi":1.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":10,"key":"side-2-2","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"rectangle","entity":"rectangle","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":10,"trim":{"chart":0,"holes":[],"outer":14,"uv_bounds":[{"hi":1.5000000010000003,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":11,"key":"side-2-3","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"rectangle","entity":"rectangle","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":11,"trim":{"chart":0,"holes":[],"outer":15,"uv_bounds":[{"hi":1.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":22,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":26,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":30,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":34,"wire_ref":null},{"edge":13,"face":0,"from":10,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":5,"to":11,"twin":38,"wire_ref":null},{"edge":16,"face":0,"from":11,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":4,"prev":4,"to":10,"twin":42,"wire_ref":null},{"edge":19,"face":0,"from":16,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Forward"},"id":6,"loop_ref":2,"next":7,"prev":9,"to":17,"twin":46,"wire_ref":null},{"edge":22,"face":0,"from":17,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Forward"},"id":7,"loop_ref":2,"next":8,"prev":6,"to":18,"twin":50,"wire_ref":null},{"edge":25,"face":0,"from":18,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":7,"to":19,"twin":54,"wire_ref":null},{"edge":28,"face":0,"from":19,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":6,"prev":8,"to":16,"twin":58,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":3,"next":11,"prev":13,"to":3,"twin":32,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":3,"next":12,"prev":10,"to":2,"twin":28,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Reverse"},"id":12,"loop_ref":3,"next":13,"prev":11,"to":1,"twin":24,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Reverse"},"id":13,"loop_ref":3,"next":10,"prev":12,"to":0,"twin":20,"wire_ref":null},{"edge":15,"face":1,"from":8,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Forward"},"id":14,"loop_ref":4,"next":15,"prev":15,"to":9,"twin":40,"wire_ref":null},{"edge":12,"face":1,"from":9,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Forward"},"id":15,"loop_ref":4,"next":14,"prev":14,"to":8,"twin":36,"wire_ref":null},{"edge":27,"face":1,"from":12,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Reverse"},"id":16,"loop_ref":5,"next":17,"prev":19,"to":15,"twin":56,"wire_ref":null},{"edge":24,"face":1,"from":15,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Reverse"},"id":17,"loop_ref":5,"next":18,"prev":16,"to":14,"twin":52,"wire_ref":null},{"edge":21,"face":1,"from":14,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":5,"next":19,"prev":17,"to":13,"twin":48,"wire_ref":null},{"edge":18,"face":1,"from":13,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":5,"next":16,"prev":18,"to":12,"twin":44,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":6,"next":21,"prev":23,"to":1,"twin":13,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":6,"next":22,"prev":20,"to":5,"twin":27,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":6,"next":23,"prev":21,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":6,"next":20,"prev":22,"to":0,"twin":33,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":24,"periodic_lift":[0,0],"sense":"Forward"},"id":24,"loop_ref":7,"next":25,"prev":27,"to":2,"twin":12,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":25,"periodic_lift":[0,0],"sense":"Forward"},"id":25,"loop_ref":7,"next":26,"prev":24,"to":6,"twin":31,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":26,"periodic_lift":[0,0],"sense":"Reverse"},"id":26,"loop_ref":7,"next":27,"prev":25,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":27,"periodic_lift":[0,0],"sense":"Reverse"},"id":27,"loop_ref":7,"next":24,"prev":26,"to":1,"twin":21,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":28,"periodic_lift":[0,0],"sense":"Forward"},"id":28,"loop_ref":8,"next":29,"prev":31,"to":3,"twin":11,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":29,"periodic_lift":[0,0],"sense":"Forward"},"id":29,"loop_ref":8,"next":30,"prev":28,"to":7,"twin":35,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":30,"periodic_lift":[0,0],"sense":"Reverse"},"id":30,"loop_ref":8,"next":31,"prev":29,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":31,"periodic_lift":[0,0],"sense":"Reverse"},"id":31,"loop_ref":8,"next":28,"prev":30,"to":2,"twin":25,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":32,"periodic_lift":[0,0],"sense":"Forward"},"id":32,"loop_ref":9,"next":33,"prev":35,"to":0,"twin":10,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":33,"periodic_lift":[0,0],"sense":"Forward"},"id":33,"loop_ref":9,"next":34,"prev":32,"to":4,"twin":23,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":34,"periodic_lift":[0,0],"sense":"Reverse"},"id":34,"loop_ref":9,"next":35,"prev":33,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":35,"periodic_lift":[0,0],"sense":"Reverse"},"id":35,"loop_ref":9,"next":32,"prev":34,"to":3,"twin":29,"wire_ref":null},{"edge":12,"face":6,"from":8,"geometry_use":{"pcurve":36,"periodic_lift":[0,0],"sense":"Reverse"},"id":36,"loop_ref":10,"next":37,"prev":39,"to":9,"twin":15,"wire_ref":null},{"edge":17,"face":6,"from":9,"geometry_use":{"pcurve":37,"periodic_lift":[0,0],"sense":"Forward"},"id":37,"loop_ref":10,"next":38,"prev":36,"to":11,"twin":43,"wire_ref":null},{"edge":13,"face":6,"from":11,"geometry_use":{"pcurve":38,"periodic_lift":[0,0],"sense":"Forward"},"id":38,"loop_ref":10,"next":39,"prev":37,"to":10,"twin":4,"wire_ref":null},{"edge":14,"face":6,"from":10,"geometry_use":{"pcurve":39,"periodic_lift":[0,0],"sense":"Reverse"},"id":39,"loop_ref":10,"next":36,"prev":38,"to":8,"twin":41,"wire_ref":null},{"edge":15,"face":7,"from":9,"geometry_use":{"pcurve":40,"periodic_lift":[0,0],"sense":"Reverse"},"id":40,"loop_ref":11,"next":41,"prev":43,"to":8,"twin":14,"wire_ref":null},{"edge":14,"face":7,"from":8,"geometry_use":{"pcurve":41,"periodic_lift":[0,0],"sense":"Forward"},"id":41,"loop_ref":11,"next":42,"prev":40,"to":10,"twin":39,"wire_ref":null},{"edge":16,"face":7,"from":10,"geometry_use":{"pcurve":42,"periodic_lift":[0,0],"sense":"Forward"},"id":42,"loop_ref":11,"next":43,"prev":41,"to":11,"twin":5,"wire_ref":null},{"edge":17,"face":7,"from":11,"geometry_use":{"pcurve":43,"periodic_lift":[0,0],"sense":"Reverse"},"id":43,"loop_ref":11,"next":40,"prev":42,"to":9,"twin":37,"wire_ref":null},{"edge":18,"face":8,"from":12,"geometry_use":{"pcurve":44,"periodic_lift":[0,0],"sense":"Forward"},"id":44,"loop_ref":12,"next":45,"prev":47,"to":13,"twin":19,"wire_ref":null},{"edge":23,"face":8,"from":13,"geometry_use":{"pcurve":45,"periodic_lift":[0,0],"sense":"Forward"},"id":45,"loop_ref":12,"next":46,"prev":44,"to":17,"twin":51,"wire_ref":null},{"edge":19,"face":8,"from":17,"geometry_use":{"pcurve":46,"periodic_lift":[0,0],"sense":"Reverse"},"id":46,"loop_ref":12,"next":47,"prev":45,"to":16,"twin":6,"wire_ref":null},{"edge":20,"face":8,"from":16,"geometry_use":{"pcurve":47,"periodic_lift":[0,0],"sense":"Reverse"},"id":47,"loop_ref":12,"next":44,"prev":46,"to":12,"twin":57,"wire_ref":null},{"edge":21,"face":9,"from":13,"geometry_use":{"pcurve":48,"periodic_lift":[0,0],"sense":"Forward"},"id":48,"loop_ref":13,"next":49,"prev":51,"to":14,"twin":18,"wire_ref":null},{"edge":26,"face":9,"from":14,"geometry_use":{"pcurve":49,"periodic_lift":[0,0],"sense":"Forward"},"id":49,"loop_ref":13,"next":50,"prev":48,"to":18,"twin":55,"wire_ref":null},{"edge":22,"face":9,"from":18,"geometry_use":{"pcurve":50,"periodic_lift":[0,0],"sense":"Reverse"},"id":50,"loop_ref":13,"next":51,"prev":49,"to":17,"twin":7,"wire_ref":null},{"edge":23,"face":9,"from":17,"geometry_use":{"pcurve":51,"periodic_lift":[0,0],"sense":"Reverse"},"id":51,"loop_ref":13,"next":48,"prev":50,"to":13,"twin":45,"wire_ref":null},{"edge":24,"face":10,"from":14,"geometry_use":{"pcurve":52,"periodic_lift":[0,0],"sense":"Forward"},"id":52,"loop_ref":14,"next":53,"prev":55,"to":15,"twin":17,"wire_ref":null},{"edge":29,"face":10,"from":15,"geometry_use":{"pcurve":53,"periodic_lift":[0,0],"sense":"Forward"},"id":53,"loop_ref":14,"next":54,"prev":52,"to":19,"twin":59,"wire_ref":null},{"edge":25,"face":10,"from":19,"geometry_use":{"pcurve":54,"periodic_lift":[0,0],"sense":"Reverse"},"id":54,"loop_ref":14,"next":55,"prev":53,"to":18,"twin":8,"wire_ref":null},{"edge":26,"face":10,"from":18,"geometry_use":{"pcurve":55,"periodic_lift":[0,0],"sense":"Reverse"},"id":55,"loop_ref":14,"next":52,"prev":54,"to":14,"twin":49,"wire_ref":null},{"edge":27,"face":11,"from":15,"geometry_use":{"pcurve":56,"periodic_lift":[0,0],"sense":"Forward"},"id":56,"loop_ref":15,"next":57,"prev":59,"to":12,"twin":16,"wire_ref":null},{"edge":20,"face":11,"from":12,"geometry_use":{"pcurve":57,"periodic_lift":[0,0],"sense":"Forward"},"id":57,"loop_ref":15,"next":58,"prev":56,"to":16,"twin":47,"wire_ref":null},{"edge":28,"face":11,"from":16,"geometry_use":{"pcurve":58,"periodic_lift":[0,0],"sense":"Reverse"},"id":58,"loop_ref":15,"next":59,"prev":57,"to":19,"twin":9,"wire_ref":null},{"edge":29,"face":11,"from":19,"geometry_use":{"pcurve":59,"periodic_lift":[0,0],"sense":"Reverse"},"id":59,"loop_ref":15,"next":56,"prev":58,"to":15,"twin":53,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":0,"id":1,"is_hole":true,"start_halfedge":4},{"face_ref":0,"id":2,"is_hole":true,"start_halfedge":6},{"face_ref":1,"id":3,"is_hole":false,"start_halfedge":10},{"face_ref":1,"id":4,"is_hole":true,"start_halfedge":14},{"face_ref":1,"id":5,"is_hole":true,"start_halfedge":16},{"face_ref":2,"id":6,"is_hole":false,"start_halfedge":20},{"face_ref":3,"id":7,"is_hole":false,"start_halfedge":24},{"face_ref":4,"id":8,"is_hole":false,"start_halfedge":28},{"face_ref":5,"id":9,"is_hole":false,"start_halfedge":32},{"face_ref":6,"id":10,"is_hole":false,"start_halfedge":36},{"face_ref":7,"id":11,"is_hole":false,"start_halfedge":40},{"face_ref":8,"id":12,"is_hole":false,"start_halfedge":44},{"face_ref":9,"id":13,"is_hole":false,"start_halfedge":48},{"face_ref":10,"id":14,"is_hole":false,"start_halfedge":52},{"face_ref":11,"id":15,"is_hole":false,"start_halfedge":56}],"shells":[{"faces":[0,1,2,3,4,5,6,7,8,9,10,11],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":10,"position":[0.0,0.3,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":13,"position":[6.0,0.3,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":12,"position":[6.0,0.3,3.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":11,"position":[0.0,0.3,3.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[0.0,0.0,0.0],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[6.0,0.0,0.0],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[6.0,0.0,3.0],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[0.0,0.0,3.0],"tolerance":1e-9},{"id":8,"outgoing_halfedge":14,"position":[1.1,0.3,1.5],"tolerance":1e-9},{"id":9,"outgoing_halfedge":15,"position":[1.9,0.3,1.5],"tolerance":1e-9},{"id":10,"outgoing_halfedge":4,"position":[1.1,0.0,1.5],"tolerance":1e-9},{"id":11,"outgoing_halfedge":5,"position":[1.9,0.0,1.5],"tolerance":1e-9},{"id":12,"outgoing_halfedge":16,"position":[3.5,0.3,0.7],"tolerance":1e-9},{"id":13,"outgoing_halfedge":19,"position":[3.5,0.3,2.2],"tolerance":1e-9},{"id":14,"outgoing_halfedge":18,"position":[4.5,0.3,2.2],"tolerance":1e-9},{"id":15,"outgoing_halfedge":17,"position":[4.5,0.3,0.7],"tolerance":1e-9},{"id":16,"outgoing_halfedge":6,"position":[3.5,0.0,0.7],"tolerance":1e-9},{"id":17,"outgoing_halfedge":7,"position":[3.5,0.0,2.2],"tolerance":1e-9},{"id":18,"outgoing_halfedge":8,"position":[4.5,0.0,2.2],"tolerance":1e-9},{"id":19,"outgoing_halfedge":9,"position":[4.5,0.0,0.7],"tolerance":1e-9}],"wires":[]}}}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/batch-matrix/prismatic.flush-mixed.forward.json b/main/opengeometry/tests/fixtures/cases/batch-matrix/prismatic.flush-mixed.forward.json
new file mode 100644
index 0000000..6177d85
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/batch-matrix/prismatic.flush-mixed.forward.json
@@ -0,0 +1 @@
+{"cutters":[{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"frame":{"origin":[1.5,0.0,1.5],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":0.4},{"frame":{"origin":[1.5,0.3,1.5],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":0.4},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.9,0.0,1.5]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.283185307179586,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"axis_a":[0.4,0.0],"axis_b":[0.0,-0.4],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[0.4,0.0],"axis_b":[0.0,0.4],"kind":"Conic2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[1.5,0.0,1.5],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Cylinder","radius":0.4},{"frame":{"origin":[1.5,0.0,1.5],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[1.5,0.3,1.5],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"}]},"id":"flush-round","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":0,"id":0,"tolerance":1e-9,"twin_halfedge":4},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":2,"id":1,"tolerance":1e-9,"twin_halfedge":5},{"chart_seam":true,"geometry":{"curve":2,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":2,"tolerance":1e-9,"twin_halfedge":3}],"faces":[{"id":0,"key":"lateral","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"flush-round","entity":"flush-round","face":0,"key":"lateral"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":6.283185307179586,"lo":0.0},{"hi":0.3,"lo":0.0}]}},{"id":1,"key":"lower_cap","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"flush-round","entity":"flush-round","face":1,"key":"lower_cap"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.4,"lo":-0.4},{"hi":0.4,"lo":-0.4}]}},{"id":2,"key":"upper_cap","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"flush-round","entity":"flush-round","face":2,"key":"upper_cap"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.4,"lo":-0.4},{"hi":0.4,"lo":-0.4}]}}],"halfedges":[{"edge":0,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":0,"from":0,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":1,"twin":3,"wire_ref":null},{"edge":1,"face":0,"from":1,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":5,"wire_ref":null},{"edge":2,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":1,"wire_ref":null},{"edge":0,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":4,"prev":4,"to":0,"twin":0,"wire_ref":null},{"edge":1,"face":2,"from":1,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":2,"next":5,"prev":5,"to":1,"twin":2,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":5}],"shells":[{"faces":[0,1,2],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[1.9,0.0,1.5],"tolerance":1e-9},{"id":1,"outgoing_halfedge":2,"position":[1.9,0.3,1.5],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.5,0.3,0.7]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.5,0.0,0.7]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[3.5,0.3,0.7]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.5,0.3,0.7]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.5,0.0,0.7]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[4.5,0.3,0.7]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[4.5,0.3,1.5]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[4.5,0.0,1.5]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[4.5,0.3,1.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.5,0.3,1.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.5,0.0,1.5]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[3.5,0.3,1.5]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[3.5,0.7]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.5,0.7]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[4.5,1.5]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[3.5,1.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.5,-1.5]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[4.5,-1.5]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[4.5,-0.7]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[3.5,-0.7]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.8,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.8,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.3,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,-1.0],"z":[-0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[3.5,0.3,0.7],"x":[1.0,0.0,0.0],"y":[0.0,-1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[4.5,0.3,0.7],"x":[0.0,0.0,1.0],"y":[0.0,-1.0,0.0],"z":[1.0,0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[4.5,0.3,1.5],"x":[-1.0,0.0,0.0],"y":[0.0,-1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[3.5,0.3,1.5],"x":[0.0,0.0,-1.0],"y":[0.0,-1.0,0.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"}]},"id":"flush-rectangle","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.8,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.8,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.8,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.8,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"flush-rectangle","entity":"flush-rectangle","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":4.500000001,"lo":3.499999999},{"hi":1.500000001,"lo":0.699999999}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"flush-rectangle","entity":"flush-rectangle","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":4.500000001,"lo":3.499999999},{"hi":-0.699999999,"lo":-1.500000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"flush-rectangle","entity":"flush-rectangle","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":1.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"flush-rectangle","entity":"flush-rectangle","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.800000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"flush-rectangle","entity":"flush-rectangle","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":1.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"flush-rectangle","entity":"flush-rectangle","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.800000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[3.5,0.3,0.7],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[4.5,0.3,0.7],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[4.5,0.3,1.5],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[3.5,0.3,1.5],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[3.5,0.0,0.7],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[4.5,0.0,0.7],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[4.5,0.0,1.5],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[3.5,0.0,1.5],"tolerance":1e-9}],"wires":[]}}],"handlers":["subtract_planar_cutters","subtract_prismatic_profile_batch"],"host":{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[6.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[6.0,0.0,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[6.0,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[6.0,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[6.0,0.3,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[6.0,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.0,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.0,0.3,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.0,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[6.0,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[6.0,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[6.0,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[0.0,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[6.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[6.0,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"flush-mixed-host","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":6.0,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":6.0,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":6.0,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":6.0,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"flush-mixed-host","entity":"flush-mixed-host","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":6.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"flush-mixed-host","entity":"flush-mixed-host","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":6.000000001,"lo":-1e-9},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"flush-mixed-host","entity":"flush-mixed-host","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":6.000000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"flush-mixed-host","entity":"flush-mixed-host","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"flush-mixed-host","entity":"flush-mixed-host","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":6.000000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"flush-mixed-host","entity":"flush-mixed-host","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[0.0,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[6.0,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[6.0,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[0.0,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[0.0,0.0,3.0],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[6.0,0.0,3.0],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[6.0,0.3,3.0],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[0.0,0.3,3.0],"tolerance":1e-9}],"wires":[]}},"result":{"brep":{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[6.0,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[6.0,0.3,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[6.0,0.0,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.0,0.3,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,3.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.3,3.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.0,3.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[6.0,0.0,3.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[6.0,0.3,3.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[6.0,0.0,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.5,0.0,0.7]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.5,0.3,0.7]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[4.5,0.0,0.7]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[4.5,0.0,1.5]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[4.5,0.3,1.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[4.5,0.0,1.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.5,0.0,1.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.5,0.3,1.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.5,0.0,1.5]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.5,0.0,0.7]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.5,0.3,0.7]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.5,0.0,0.7]},{"frame":{"origin":[1.5,0.0,1.5],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":0.4},{"frame":{"origin":[1.5,0.3,1.5],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":0.4},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.9000000000000004,0.0,1.5]},{"frame":{"origin":[1.5,0.0,1.5],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":0.4},{"frame":{"origin":[1.5,0.3,1.5],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":0.4},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.0999999999999996,0.0,1.5]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[6.0,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.5,0.7]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.5,1.5]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[2.5,1.5]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.5,0.7]},{"axis_a":[0.4,0.0],"axis_b":[0.0,0.4],"kind":"Conic2","origin":[4.5,1.5]},{"axis_a":[0.4,0.0],"axis_b":[0.0,0.4],"kind":"Conic2","origin":[4.5,1.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,-3.0]},{"direction":[-1.0,-0.0],"kind":"Line2","origin":[6.0,-3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[6.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,-0.0]},{"direction":[-1.0,-0.0],"kind":"Line2","origin":[2.5,-0.7]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,-1.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.5,-1.5]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[1.5,-0.7]},{"axis_a":[0.4,0.0],"axis_b":[0.0,-0.4],"kind":"Conic2","origin":[4.5,-1.5]},{"axis_a":[0.4,0.0],"axis_b":[0.0,-0.4],"kind":"Conic2","origin":[4.5,-1.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.8,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.8,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-6.283185307179586,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-3.141592653589793,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-3.141592653589793,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[6.0,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[6.0,0.0,0.0],"x":[-1.0,0.0,0.0],"y":[-0.0,-0.0,-1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[6.0,0.0,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,0.0,1.0],"y":[0.0,1.0,-0.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[6.0,0.0,3.0],"x":[0.0,0.0,-1.0],"y":[0.0,1.0,0.0],"z":[1.0,-0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[4.5,0.0,0.7],"x":[0.0,0.0,1.0],"y":[0.0,1.0,-0.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[4.5,0.0,1.5],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[3.5,0.0,1.5],"x":[0.0,0.0,-1.0],"y":[0.0,1.0,0.0],"z":[1.0,-0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[3.5,0.0,0.7],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[1.5,0.0,1.5],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,0.0]},"kind":"Cylinder","radius":0.4},{"frame":{"origin":[1.5,0.0,1.5],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,0.0]},"kind":"Cylinder","radius":0.4}]},"id":"batch-prismatic.flush-mixed.forward","quality":{"kind":"Analytic"},"revision":1,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":6.0,"lo":0.0}},"halfedge":13,"id":0,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":6.0,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":23,"id":2,"tolerance":1e-9,"twin_halfedge":33},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":12,"id":3,"tolerance":1e-9,"twin_halfedge":24},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":26},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":21,"id":5,"tolerance":1e-9,"twin_halfedge":27},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":6.0,"lo":0.0}},"halfedge":11,"id":6,"tolerance":1e-9,"twin_halfedge":28},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":6.0,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":30},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":25,"id":8,"tolerance":1e-9,"twin_halfedge":31},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":10,"id":9,"tolerance":1e-9,"twin_halfedge":32},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":34},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":29,"id":11,"tolerance":1e-9,"twin_halfedge":35},{"chart_seam":false,"geometry":{"curve":12,"kind":"Curve","range":{"hi":0.8,"lo":0.0}},"halfedge":17,"id":12,"tolerance":1e-9,"twin_halfedge":36},{"chart_seam":false,"geometry":{"curve":13,"kind":"Curve","range":{"hi":0.8,"lo":0.0}},"halfedge":4,"id":13,"tolerance":1e-9,"twin_halfedge":38},{"chart_seam":false,"geometry":{"curve":14,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":39,"id":14,"tolerance":1e-9,"twin_halfedge":49},{"chart_seam":false,"geometry":{"curve":15,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":16,"id":15,"tolerance":1e-9,"twin_halfedge":40},{"chart_seam":false,"geometry":{"curve":16,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":5,"id":16,"tolerance":1e-9,"twin_halfedge":42},{"chart_seam":false,"geometry":{"curve":17,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":37,"id":17,"tolerance":1e-9,"twin_halfedge":43},{"chart_seam":false,"geometry":{"curve":18,"kind":"Curve","range":{"hi":0.8,"lo":0.0}},"halfedge":15,"id":18,"tolerance":1e-9,"twin_halfedge":44},{"chart_seam":false,"geometry":{"curve":19,"kind":"Curve","range":{"hi":0.8,"lo":0.0}},"halfedge":6,"id":19,"tolerance":1e-9,"twin_halfedge":46},{"chart_seam":false,"geometry":{"curve":20,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":41,"id":20,"tolerance":1e-9,"twin_halfedge":47},{"chart_seam":false,"geometry":{"curve":21,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":14,"id":21,"tolerance":1e-9,"twin_halfedge":48},{"chart_seam":false,"geometry":{"curve":22,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":7,"id":22,"tolerance":1e-9,"twin_halfedge":50},{"chart_seam":false,"geometry":{"curve":23,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":45,"id":23,"tolerance":1e-9,"twin_halfedge":51},{"chart_seam":false,"geometry":{"curve":24,"kind":"Curve","range":{"hi":-3.141592653589793,"lo":-6.283185307179586}},"halfedge":19,"id":24,"tolerance":1e-9,"twin_halfedge":52},{"chart_seam":false,"geometry":{"curve":25,"kind":"Curve","range":{"hi":-3.141592653589793,"lo":-6.283185307179586}},"halfedge":8,"id":25,"tolerance":1e-9,"twin_halfedge":54},{"chart_seam":false,"geometry":{"curve":26,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":55,"id":26,"tolerance":1e-9,"twin_halfedge":57},{"chart_seam":false,"geometry":{"curve":27,"kind":"Curve","range":{"hi":0.0,"lo":-3.141592653589793}},"halfedge":18,"id":27,"tolerance":1e-9,"twin_halfedge":56},{"chart_seam":false,"geometry":{"curve":28,"kind":"Curve","range":{"hi":0.0,"lo":-3.141592653589793}},"halfedge":9,"id":28,"tolerance":1e-9,"twin_halfedge":58},{"chart_seam":false,"geometry":{"curve":29,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":53,"id":29,"tolerance":1e-9,"twin_halfedge":59}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Split","sources":[{"body":"flush-mixed-host","entity":"flush-mixed-host","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[1,2],"outer":0,"uv_bounds":[{"hi":6.000000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Split","sources":[{"body":"flush-mixed-host","entity":"flush-mixed-host","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[4,5],"outer":3,"uv_bounds":[{"hi":6.000000001,"lo":-1e-9},{"hi":1e-9,"lo":-3.000000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Split","sources":[{"body":"flush-mixed-host","entity":"flush-mixed-host","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":6,"uv_bounds":[{"hi":6.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Split","sources":[{"body":"flush-mixed-host","entity":"flush-mixed-host","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":7,"uv_bounds":[{"hi":3.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Split","sources":[{"body":"flush-mixed-host","entity":"flush-mixed-host","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":8,"uv_bounds":[{"hi":6.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Split","sources":[{"body":"flush-mixed-host","entity":"flush-mixed-host","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":9,"uv_bounds":[{"hi":3.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":6,"key":"side-1-0","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"flush-rectangle","entity":"flush-rectangle","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":6,"trim":{"chart":0,"holes":[],"outer":10,"uv_bounds":[{"hi":0.800000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":7,"key":"side-1-1","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"flush-rectangle","entity":"flush-rectangle","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":7,"trim":{"chart":0,"holes":[],"outer":11,"uv_bounds":[{"hi":1.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":8,"key":"side-1-2","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"flush-rectangle","entity":"flush-rectangle","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":8,"trim":{"chart":0,"holes":[],"outer":12,"uv_bounds":[{"hi":0.800000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":9,"key":"side-1-3","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"flush-rectangle","entity":"flush-rectangle","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":9,"trim":{"chart":0,"holes":[],"outer":13,"uv_bounds":[{"hi":1.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":10,"key":"side-2-0","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"flush-round","entity":"flush-round","face":0,"key":"lateral"}]},"sense":"Reverse","shell_ref":0,"surface":10,"trim":{"chart":0,"holes":[],"outer":14,"uv_bounds":[{"hi":-3.141592651089793,"lo":-6.283185309679586},{"hi":0.300000001,"lo":-1e-9}]}},{"id":11,"key":"side-2-1","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"flush-round","entity":"flush-round","face":0,"key":"lateral"}]},"sense":"Reverse","shell_ref":0,"surface":11,"trim":{"chart":0,"holes":[],"outer":15,"uv_bounds":[{"hi":2.5e-9,"lo":-3.1415926560897933},{"hi":0.300000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":22,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":26,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":30,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":34,"wire_ref":null},{"edge":13,"face":0,"from":12,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":13,"twin":38,"wire_ref":null},{"edge":16,"face":0,"from":13,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":14,"twin":42,"wire_ref":null},{"edge":19,"face":0,"from":14,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Forward"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":15,"twin":46,"wire_ref":null},{"edge":22,"face":0,"from":15,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Forward"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":12,"twin":50,"wire_ref":null},{"edge":25,"face":0,"from":18,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Reverse"},"id":8,"loop_ref":2,"next":9,"prev":9,"to":19,"twin":54,"wire_ref":null},{"edge":28,"face":0,"from":19,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Reverse"},"id":9,"loop_ref":2,"next":8,"prev":8,"to":18,"twin":58,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":3,"next":11,"prev":13,"to":3,"twin":32,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":3,"next":12,"prev":10,"to":2,"twin":28,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Reverse"},"id":12,"loop_ref":3,"next":13,"prev":11,"to":1,"twin":24,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Reverse"},"id":13,"loop_ref":3,"next":10,"prev":12,"to":0,"twin":20,"wire_ref":null},{"edge":21,"face":1,"from":8,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":4,"next":15,"prev":17,"to":11,"twin":48,"wire_ref":null},{"edge":18,"face":1,"from":11,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":4,"next":16,"prev":14,"to":10,"twin":44,"wire_ref":null},{"edge":15,"face":1,"from":10,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Reverse"},"id":16,"loop_ref":4,"next":17,"prev":15,"to":9,"twin":40,"wire_ref":null},{"edge":12,"face":1,"from":9,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Reverse"},"id":17,"loop_ref":4,"next":14,"prev":16,"to":8,"twin":36,"wire_ref":null},{"edge":27,"face":1,"from":16,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Forward"},"id":18,"loop_ref":5,"next":19,"prev":19,"to":17,"twin":56,"wire_ref":null},{"edge":24,"face":1,"from":17,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Forward"},"id":19,"loop_ref":5,"next":18,"prev":18,"to":16,"twin":52,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":6,"next":21,"prev":23,"to":1,"twin":13,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":6,"next":22,"prev":20,"to":5,"twin":27,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":6,"next":23,"prev":21,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":6,"next":20,"prev":22,"to":0,"twin":33,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":24,"periodic_lift":[0,0],"sense":"Forward"},"id":24,"loop_ref":7,"next":25,"prev":27,"to":2,"twin":12,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":25,"periodic_lift":[0,0],"sense":"Forward"},"id":25,"loop_ref":7,"next":26,"prev":24,"to":6,"twin":31,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":26,"periodic_lift":[0,0],"sense":"Reverse"},"id":26,"loop_ref":7,"next":27,"prev":25,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":27,"periodic_lift":[0,0],"sense":"Reverse"},"id":27,"loop_ref":7,"next":24,"prev":26,"to":1,"twin":21,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":28,"periodic_lift":[0,0],"sense":"Forward"},"id":28,"loop_ref":8,"next":29,"prev":31,"to":3,"twin":11,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":29,"periodic_lift":[0,0],"sense":"Forward"},"id":29,"loop_ref":8,"next":30,"prev":28,"to":7,"twin":35,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":30,"periodic_lift":[0,0],"sense":"Reverse"},"id":30,"loop_ref":8,"next":31,"prev":29,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":31,"periodic_lift":[0,0],"sense":"Reverse"},"id":31,"loop_ref":8,"next":28,"prev":30,"to":2,"twin":25,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":32,"periodic_lift":[0,0],"sense":"Forward"},"id":32,"loop_ref":9,"next":33,"prev":35,"to":0,"twin":10,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":33,"periodic_lift":[0,0],"sense":"Forward"},"id":33,"loop_ref":9,"next":34,"prev":32,"to":4,"twin":23,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":34,"periodic_lift":[0,0],"sense":"Reverse"},"id":34,"loop_ref":9,"next":35,"prev":33,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":35,"periodic_lift":[0,0],"sense":"Reverse"},"id":35,"loop_ref":9,"next":32,"prev":34,"to":3,"twin":29,"wire_ref":null},{"edge":12,"face":6,"from":8,"geometry_use":{"pcurve":36,"periodic_lift":[0,0],"sense":"Forward"},"id":36,"loop_ref":10,"next":37,"prev":39,"to":9,"twin":17,"wire_ref":null},{"edge":17,"face":6,"from":9,"geometry_use":{"pcurve":37,"periodic_lift":[0,0],"sense":"Forward"},"id":37,"loop_ref":10,"next":38,"prev":36,"to":13,"twin":43,"wire_ref":null},{"edge":13,"face":6,"from":13,"geometry_use":{"pcurve":38,"periodic_lift":[0,0],"sense":"Reverse"},"id":38,"loop_ref":10,"next":39,"prev":37,"to":12,"twin":4,"wire_ref":null},{"edge":14,"face":6,"from":12,"geometry_use":{"pcurve":39,"periodic_lift":[0,0],"sense":"Reverse"},"id":39,"loop_ref":10,"next":36,"prev":38,"to":8,"twin":49,"wire_ref":null},{"edge":15,"face":7,"from":9,"geometry_use":{"pcurve":40,"periodic_lift":[0,0],"sense":"Forward"},"id":40,"loop_ref":11,"next":41,"prev":43,"to":10,"twin":16,"wire_ref":null},{"edge":20,"face":7,"from":10,"geometry_use":{"pcurve":41,"periodic_lift":[0,0],"sense":"Forward"},"id":41,"loop_ref":11,"next":42,"prev":40,"to":14,"twin":47,"wire_ref":null},{"edge":16,"face":7,"from":14,"geometry_use":{"pcurve":42,"periodic_lift":[0,0],"sense":"Reverse"},"id":42,"loop_ref":11,"next":43,"prev":41,"to":13,"twin":5,"wire_ref":null},{"edge":17,"face":7,"from":13,"geometry_use":{"pcurve":43,"periodic_lift":[0,0],"sense":"Reverse"},"id":43,"loop_ref":11,"next":40,"prev":42,"to":9,"twin":37,"wire_ref":null},{"edge":18,"face":8,"from":10,"geometry_use":{"pcurve":44,"periodic_lift":[0,0],"sense":"Forward"},"id":44,"loop_ref":12,"next":45,"prev":47,"to":11,"twin":15,"wire_ref":null},{"edge":23,"face":8,"from":11,"geometry_use":{"pcurve":45,"periodic_lift":[0,0],"sense":"Forward"},"id":45,"loop_ref":12,"next":46,"prev":44,"to":15,"twin":51,"wire_ref":null},{"edge":19,"face":8,"from":15,"geometry_use":{"pcurve":46,"periodic_lift":[0,0],"sense":"Reverse"},"id":46,"loop_ref":12,"next":47,"prev":45,"to":14,"twin":6,"wire_ref":null},{"edge":20,"face":8,"from":14,"geometry_use":{"pcurve":47,"periodic_lift":[0,0],"sense":"Reverse"},"id":47,"loop_ref":12,"next":44,"prev":46,"to":10,"twin":41,"wire_ref":null},{"edge":21,"face":9,"from":11,"geometry_use":{"pcurve":48,"periodic_lift":[0,0],"sense":"Forward"},"id":48,"loop_ref":13,"next":49,"prev":51,"to":8,"twin":14,"wire_ref":null},{"edge":14,"face":9,"from":8,"geometry_use":{"pcurve":49,"periodic_lift":[0,0],"sense":"Forward"},"id":49,"loop_ref":13,"next":50,"prev":48,"to":12,"twin":39,"wire_ref":null},{"edge":22,"face":9,"from":12,"geometry_use":{"pcurve":50,"periodic_lift":[0,0],"sense":"Reverse"},"id":50,"loop_ref":13,"next":51,"prev":49,"to":15,"twin":7,"wire_ref":null},{"edge":23,"face":9,"from":15,"geometry_use":{"pcurve":51,"periodic_lift":[0,0],"sense":"Reverse"},"id":51,"loop_ref":13,"next":48,"prev":50,"to":11,"twin":45,"wire_ref":null},{"edge":24,"face":10,"from":16,"geometry_use":{"pcurve":52,"periodic_lift":[0,0],"sense":"Reverse"},"id":52,"loop_ref":14,"next":53,"prev":55,"to":17,"twin":19,"wire_ref":null},{"edge":29,"face":10,"from":17,"geometry_use":{"pcurve":53,"periodic_lift":[0,0],"sense":"Forward"},"id":53,"loop_ref":14,"next":54,"prev":52,"to":19,"twin":59,"wire_ref":null},{"edge":25,"face":10,"from":19,"geometry_use":{"pcurve":54,"periodic_lift":[0,0],"sense":"Forward"},"id":54,"loop_ref":14,"next":55,"prev":53,"to":18,"twin":8,"wire_ref":null},{"edge":26,"face":10,"from":18,"geometry_use":{"pcurve":55,"periodic_lift":[0,0],"sense":"Reverse"},"id":55,"loop_ref":14,"next":52,"prev":54,"to":16,"twin":57,"wire_ref":null},{"edge":27,"face":11,"from":17,"geometry_use":{"pcurve":56,"periodic_lift":[0,0],"sense":"Reverse"},"id":56,"loop_ref":15,"next":57,"prev":59,"to":16,"twin":18,"wire_ref":null},{"edge":26,"face":11,"from":16,"geometry_use":{"pcurve":57,"periodic_lift":[0,0],"sense":"Forward"},"id":57,"loop_ref":15,"next":58,"prev":56,"to":18,"twin":55,"wire_ref":null},{"edge":28,"face":11,"from":18,"geometry_use":{"pcurve":58,"periodic_lift":[0,0],"sense":"Forward"},"id":58,"loop_ref":15,"next":59,"prev":57,"to":19,"twin":9,"wire_ref":null},{"edge":29,"face":11,"from":19,"geometry_use":{"pcurve":59,"periodic_lift":[0,0],"sense":"Reverse"},"id":59,"loop_ref":15,"next":56,"prev":58,"to":17,"twin":53,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":0,"id":1,"is_hole":true,"start_halfedge":4},{"face_ref":0,"id":2,"is_hole":true,"start_halfedge":8},{"face_ref":1,"id":3,"is_hole":false,"start_halfedge":10},{"face_ref":1,"id":4,"is_hole":true,"start_halfedge":14},{"face_ref":1,"id":5,"is_hole":true,"start_halfedge":18},{"face_ref":2,"id":6,"is_hole":false,"start_halfedge":20},{"face_ref":3,"id":7,"is_hole":false,"start_halfedge":24},{"face_ref":4,"id":8,"is_hole":false,"start_halfedge":28},{"face_ref":5,"id":9,"is_hole":false,"start_halfedge":32},{"face_ref":6,"id":10,"is_hole":false,"start_halfedge":36},{"face_ref":7,"id":11,"is_hole":false,"start_halfedge":40},{"face_ref":8,"id":12,"is_hole":false,"start_halfedge":44},{"face_ref":9,"id":13,"is_hole":false,"start_halfedge":48},{"face_ref":10,"id":14,"is_hole":false,"start_halfedge":52},{"face_ref":11,"id":15,"is_hole":false,"start_halfedge":56}],"shells":[{"faces":[0,1,2,3,4,5,6,7,8,9,10,11],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":10,"position":[6.0,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":13,"position":[0.0,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":12,"position":[0.0,0.0,3.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":11,"position":[6.0,0.0,3.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[6.0,0.3,0.0],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[0.0,0.3,0.0],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[0.0,0.3,3.0],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[6.0,0.3,3.0],"tolerance":1e-9},{"id":8,"outgoing_halfedge":14,"position":[4.5,0.0,0.7],"tolerance":1e-9},{"id":9,"outgoing_halfedge":17,"position":[4.5,0.0,1.5],"tolerance":1e-9},{"id":10,"outgoing_halfedge":16,"position":[3.5,0.0,1.5],"tolerance":1e-9},{"id":11,"outgoing_halfedge":15,"position":[3.5,0.0,0.7],"tolerance":1e-9},{"id":12,"outgoing_halfedge":4,"position":[4.5,0.3,0.7],"tolerance":1e-9},{"id":13,"outgoing_halfedge":5,"position":[4.5,0.3,1.5],"tolerance":1e-9},{"id":14,"outgoing_halfedge":6,"position":[3.5,0.3,1.5],"tolerance":1e-9},{"id":15,"outgoing_halfedge":7,"position":[3.5,0.3,0.7],"tolerance":1e-9},{"id":16,"outgoing_halfedge":18,"position":[1.9000000000000004,0.0,1.5],"tolerance":1e-9},{"id":17,"outgoing_halfedge":19,"position":[1.0999999999999996,0.0,1.5],"tolerance":1e-9},{"id":18,"outgoing_halfedge":8,"position":[1.9000000000000004,0.3,1.5],"tolerance":1e-9},{"id":19,"outgoing_halfedge":9,"position":[1.0999999999999996,0.3,1.5],"tolerance":1e-9}],"wires":[]}}}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/batch-matrix/prismatic.flush-mixed.reverse.json b/main/opengeometry/tests/fixtures/cases/batch-matrix/prismatic.flush-mixed.reverse.json
new file mode 100644
index 0000000..2d97273
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/batch-matrix/prismatic.flush-mixed.reverse.json
@@ -0,0 +1 @@
+{"cutters":[{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.5,0.3,0.7]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.5,0.0,0.7]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[3.5,0.3,0.7]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.5,0.3,0.7]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[4.5,0.0,0.7]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[4.5,0.3,0.7]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[4.5,0.3,1.5]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[4.5,0.0,1.5]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[4.5,0.3,1.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.5,0.3,1.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.5,0.0,1.5]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[3.5,0.3,1.5]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[3.5,0.7]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.5,0.7]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[4.5,1.5]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[3.5,1.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.5,-1.5]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[4.5,-1.5]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[4.5,-0.7]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[3.5,-0.7]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.8,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.8,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.3,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,-1.0],"z":[-0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[3.5,0.3,0.7],"x":[1.0,0.0,0.0],"y":[0.0,-1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[4.5,0.3,0.7],"x":[0.0,0.0,1.0],"y":[0.0,-1.0,0.0],"z":[1.0,0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[4.5,0.3,1.5],"x":[-1.0,0.0,0.0],"y":[0.0,-1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[3.5,0.3,1.5],"x":[0.0,0.0,-1.0],"y":[0.0,-1.0,0.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"}]},"id":"flush-rectangle","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.8,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.8,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.8,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.8,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"flush-rectangle","entity":"flush-rectangle","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":4.500000001,"lo":3.499999999},{"hi":1.500000001,"lo":0.699999999}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"flush-rectangle","entity":"flush-rectangle","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":4.500000001,"lo":3.499999999},{"hi":-0.699999999,"lo":-1.500000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"flush-rectangle","entity":"flush-rectangle","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":1.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"flush-rectangle","entity":"flush-rectangle","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.800000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"flush-rectangle","entity":"flush-rectangle","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":1.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"flush-rectangle","entity":"flush-rectangle","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.800000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[3.5,0.3,0.7],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[4.5,0.3,0.7],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[4.5,0.3,1.5],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[3.5,0.3,1.5],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[3.5,0.0,0.7],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[4.5,0.0,0.7],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[4.5,0.0,1.5],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[3.5,0.0,1.5],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"frame":{"origin":[1.5,0.0,1.5],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":0.4},{"frame":{"origin":[1.5,0.3,1.5],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":0.4},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.9,0.0,1.5]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.283185307179586,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"axis_a":[0.4,0.0],"axis_b":[0.0,-0.4],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[0.4,0.0],"axis_b":[0.0,0.4],"kind":"Conic2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[1.5,0.0,1.5],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Cylinder","radius":0.4},{"frame":{"origin":[1.5,0.0,1.5],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[1.5,0.3,1.5],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"}]},"id":"flush-round","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":0,"id":0,"tolerance":1e-9,"twin_halfedge":4},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":2,"id":1,"tolerance":1e-9,"twin_halfedge":5},{"chart_seam":true,"geometry":{"curve":2,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":2,"tolerance":1e-9,"twin_halfedge":3}],"faces":[{"id":0,"key":"lateral","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"flush-round","entity":"flush-round","face":0,"key":"lateral"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":6.283185307179586,"lo":0.0},{"hi":0.3,"lo":0.0}]}},{"id":1,"key":"lower_cap","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"flush-round","entity":"flush-round","face":1,"key":"lower_cap"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.4,"lo":-0.4},{"hi":0.4,"lo":-0.4}]}},{"id":2,"key":"upper_cap","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"flush-round","entity":"flush-round","face":2,"key":"upper_cap"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.4,"lo":-0.4},{"hi":0.4,"lo":-0.4}]}}],"halfedges":[{"edge":0,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":0,"from":0,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":1,"twin":3,"wire_ref":null},{"edge":1,"face":0,"from":1,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":5,"wire_ref":null},{"edge":2,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":1,"wire_ref":null},{"edge":0,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":4,"prev":4,"to":0,"twin":0,"wire_ref":null},{"edge":1,"face":2,"from":1,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":2,"next":5,"prev":5,"to":1,"twin":2,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":5}],"shells":[{"faces":[0,1,2],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[1.9,0.0,1.5],"tolerance":1e-9},{"id":1,"outgoing_halfedge":2,"position":[1.9,0.3,1.5],"tolerance":1e-9}],"wires":[]}}],"handlers":["subtract_planar_cutters","subtract_prismatic_profile_batch"],"host":{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[6.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[6.0,0.0,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[6.0,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[6.0,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[6.0,0.3,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[6.0,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.0,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.0,0.3,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.0,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[6.0,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[6.0,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[6.0,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[0.0,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[6.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[6.0,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"flush-mixed-host","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":6.0,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":6.0,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":6.0,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":6.0,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"flush-mixed-host","entity":"flush-mixed-host","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":6.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"flush-mixed-host","entity":"flush-mixed-host","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":6.000000001,"lo":-1e-9},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"flush-mixed-host","entity":"flush-mixed-host","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":6.000000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"flush-mixed-host","entity":"flush-mixed-host","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"flush-mixed-host","entity":"flush-mixed-host","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":6.000000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"flush-mixed-host","entity":"flush-mixed-host","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[0.0,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[6.0,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[6.0,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[0.0,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[0.0,0.0,3.0],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[6.0,0.0,3.0],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[6.0,0.3,3.0],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[0.0,0.3,3.0],"tolerance":1e-9}],"wires":[]}},"result":{"brep":{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.3,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.0,0.3,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[6.0,0.3,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[6.0,0.0,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[6.0,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[6.0,0.3,3.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[6.0,0.0,3.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[6.0,0.3,3.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,0.3,3.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,0.0,3.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.0,0.3,3.0]},{"frame":{"origin":[1.5,0.3,1.5],"x":[1.0,0.0,-0.0],"y":[0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Circle","radius":0.4},{"frame":{"origin":[1.5,0.0,1.5],"x":[1.0,0.0,-0.0],"y":[0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Circle","radius":0.4},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[1.1,0.3,1.5]},{"frame":{"origin":[1.5,0.3,1.5],"x":[1.0,0.0,-0.0],"y":[0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Circle","radius":0.4},{"frame":{"origin":[1.5,0.0,1.5],"x":[1.0,0.0,-0.0],"y":[0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Circle","radius":0.4},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[1.9,0.3,1.5]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.5,0.3,0.7]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.5,0.0,0.7]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[3.5,0.3,0.7]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.5,0.3,1.5]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.5,0.0,1.5]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[3.5,0.3,1.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[4.5,0.3,1.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[4.5,0.0,1.5]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[4.5,0.3,1.5]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[4.5,0.3,0.7]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[4.5,0.0,0.7]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[4.5,0.3,0.7]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[6.0,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.0,3.0]},{"axis_a":[0.4,0.0],"axis_b":[0.0,0.4],"kind":"Conic2","origin":[1.5,1.5]},{"axis_a":[0.4,0.0],"axis_b":[0.0,0.4],"kind":"Conic2","origin":[1.5,1.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.5,0.7]},{"direction":[1.0,0.0],"kind":"Line2","origin":[3.5,1.5]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[4.5,1.5]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[4.5,0.7]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,-3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[6.0,-3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[6.0,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[0.0,-0.0]},{"axis_a":[0.4,0.0],"axis_b":[0.0,-0.4],"kind":"Conic2","origin":[1.5,-1.5]},{"axis_a":[0.4,0.0],"axis_b":[0.0,-0.4],"kind":"Conic2","origin":[1.5,-1.5]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[4.5,-0.7]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.5,-1.5]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[3.5,-1.5]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[3.5,-0.7]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-6.283185307179586,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-3.141592653589793,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-3.141592653589793,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.8,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.8,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,-0.0],"y":[0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.3,0.0],"x":[1.0,0.0,-0.0],"y":[-0.0,-0.0,-1.0],"z":[-0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.3,0.0],"x":[1.0,0.0,0.0],"y":[0.0,-1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[6.0,0.3,0.0],"x":[0.0,0.0,1.0],"y":[0.0,-1.0,0.0],"z":[1.0,0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[6.0,0.3,3.0],"x":[-1.0,0.0,0.0],"y":[0.0,-1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.3,3.0],"x":[0.0,0.0,-1.0],"y":[0.0,-1.0,0.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[1.5,0.3,1.5],"x":[1.0,0.0,-0.0],"y":[0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Cylinder","radius":0.4},{"frame":{"origin":[1.5,0.3,1.5],"x":[1.0,0.0,-0.0],"y":[0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Cylinder","radius":0.4},{"frame":{"origin":[3.5,0.3,0.7],"x":[0.0,0.0,1.0],"y":[0.0,-1.0,0.0],"z":[1.0,0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[3.5,0.3,1.5],"x":[1.0,0.0,0.0],"y":[0.0,-1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[4.5,0.3,1.5],"x":[0.0,0.0,-1.0],"y":[0.0,-1.0,0.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[4.5,0.3,0.7],"x":[-1.0,0.0,0.0],"y":[0.0,-1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"}]},"id":"batch-prismatic.flush-mixed.reverse","quality":{"kind":"Analytic"},"revision":1,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":6.0,"lo":0.0}},"halfedge":13,"id":0,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":6.0,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":23,"id":2,"tolerance":1e-9,"twin_halfedge":33},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":12,"id":3,"tolerance":1e-9,"twin_halfedge":24},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":26},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":21,"id":5,"tolerance":1e-9,"twin_halfedge":27},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":6.0,"lo":0.0}},"halfedge":11,"id":6,"tolerance":1e-9,"twin_halfedge":28},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":6.0,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":30},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":25,"id":8,"tolerance":1e-9,"twin_halfedge":31},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":10,"id":9,"tolerance":1e-9,"twin_halfedge":32},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":34},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":29,"id":11,"tolerance":1e-9,"twin_halfedge":35},{"chart_seam":false,"geometry":{"curve":12,"kind":"Curve","range":{"hi":-3.141592653589793,"lo":-6.283185307179586}},"halfedge":15,"id":12,"tolerance":1e-9,"twin_halfedge":36},{"chart_seam":false,"geometry":{"curve":13,"kind":"Curve","range":{"hi":-3.141592653589793,"lo":-6.283185307179586}},"halfedge":4,"id":13,"tolerance":1e-9,"twin_halfedge":38},{"chart_seam":false,"geometry":{"curve":14,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":39,"id":14,"tolerance":1e-9,"twin_halfedge":41},{"chart_seam":false,"geometry":{"curve":15,"kind":"Curve","range":{"hi":0.0,"lo":-3.141592653589793}},"halfedge":14,"id":15,"tolerance":1e-9,"twin_halfedge":40},{"chart_seam":false,"geometry":{"curve":16,"kind":"Curve","range":{"hi":0.0,"lo":-3.141592653589793}},"halfedge":5,"id":16,"tolerance":1e-9,"twin_halfedge":42},{"chart_seam":false,"geometry":{"curve":17,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":37,"id":17,"tolerance":1e-9,"twin_halfedge":43},{"chart_seam":false,"geometry":{"curve":18,"kind":"Curve","range":{"hi":0.8,"lo":0.0}},"halfedge":19,"id":18,"tolerance":1e-9,"twin_halfedge":44},{"chart_seam":false,"geometry":{"curve":19,"kind":"Curve","range":{"hi":0.8,"lo":0.0}},"halfedge":6,"id":19,"tolerance":1e-9,"twin_halfedge":46},{"chart_seam":false,"geometry":{"curve":20,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":47,"id":20,"tolerance":1e-9,"twin_halfedge":57},{"chart_seam":false,"geometry":{"curve":21,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":18,"id":21,"tolerance":1e-9,"twin_halfedge":48},{"chart_seam":false,"geometry":{"curve":22,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":7,"id":22,"tolerance":1e-9,"twin_halfedge":50},{"chart_seam":false,"geometry":{"curve":23,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":45,"id":23,"tolerance":1e-9,"twin_halfedge":51},{"chart_seam":false,"geometry":{"curve":24,"kind":"Curve","range":{"hi":0.8,"lo":0.0}},"halfedge":17,"id":24,"tolerance":1e-9,"twin_halfedge":52},{"chart_seam":false,"geometry":{"curve":25,"kind":"Curve","range":{"hi":0.8,"lo":0.0}},"halfedge":8,"id":25,"tolerance":1e-9,"twin_halfedge":54},{"chart_seam":false,"geometry":{"curve":26,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":49,"id":26,"tolerance":1e-9,"twin_halfedge":55},{"chart_seam":false,"geometry":{"curve":27,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":16,"id":27,"tolerance":1e-9,"twin_halfedge":56},{"chart_seam":false,"geometry":{"curve":28,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":9,"id":28,"tolerance":1e-9,"twin_halfedge":58},{"chart_seam":false,"geometry":{"curve":29,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":53,"id":29,"tolerance":1e-9,"twin_halfedge":59}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Split","sources":[{"body":"flush-mixed-host","entity":"flush-mixed-host","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[1,2],"outer":0,"uv_bounds":[{"hi":6.000000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Split","sources":[{"body":"flush-mixed-host","entity":"flush-mixed-host","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[4,5],"outer":3,"uv_bounds":[{"hi":6.000000001,"lo":-1e-9},{"hi":1e-9,"lo":-3.000000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Split","sources":[{"body":"flush-mixed-host","entity":"flush-mixed-host","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":6,"uv_bounds":[{"hi":6.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Split","sources":[{"body":"flush-mixed-host","entity":"flush-mixed-host","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":7,"uv_bounds":[{"hi":3.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Split","sources":[{"body":"flush-mixed-host","entity":"flush-mixed-host","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":8,"uv_bounds":[{"hi":6.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Split","sources":[{"body":"flush-mixed-host","entity":"flush-mixed-host","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":9,"uv_bounds":[{"hi":3.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":6,"key":"side-1-0","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"flush-round","entity":"flush-round","face":0,"key":"lateral"}]},"sense":"Reverse","shell_ref":0,"surface":6,"trim":{"chart":0,"holes":[],"outer":10,"uv_bounds":[{"hi":-3.141592651089793,"lo":-6.283185309679586},{"hi":0.300000001,"lo":-1e-9}]}},{"id":7,"key":"side-1-1","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"flush-round","entity":"flush-round","face":0,"key":"lateral"}]},"sense":"Reverse","shell_ref":0,"surface":7,"trim":{"chart":0,"holes":[],"outer":11,"uv_bounds":[{"hi":2.5e-9,"lo":-3.1415926560897933},{"hi":0.300000001,"lo":-1e-9}]}},{"id":8,"key":"side-2-0","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"flush-rectangle","entity":"flush-rectangle","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":8,"trim":{"chart":0,"holes":[],"outer":12,"uv_bounds":[{"hi":0.800000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":9,"key":"side-2-1","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"flush-rectangle","entity":"flush-rectangle","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":9,"trim":{"chart":0,"holes":[],"outer":13,"uv_bounds":[{"hi":1.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":10,"key":"side-2-2","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"flush-rectangle","entity":"flush-rectangle","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":10,"trim":{"chart":0,"holes":[],"outer":14,"uv_bounds":[{"hi":0.800000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":11,"key":"side-2-3","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"flush-rectangle","entity":"flush-rectangle","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":11,"trim":{"chart":0,"holes":[],"outer":15,"uv_bounds":[{"hi":1.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":22,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":26,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":30,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":34,"wire_ref":null},{"edge":13,"face":0,"from":10,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":5,"to":11,"twin":38,"wire_ref":null},{"edge":16,"face":0,"from":11,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":4,"prev":4,"to":10,"twin":42,"wire_ref":null},{"edge":19,"face":0,"from":16,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Forward"},"id":6,"loop_ref":2,"next":7,"prev":9,"to":17,"twin":46,"wire_ref":null},{"edge":22,"face":0,"from":17,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Forward"},"id":7,"loop_ref":2,"next":8,"prev":6,"to":18,"twin":50,"wire_ref":null},{"edge":25,"face":0,"from":18,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":7,"to":19,"twin":54,"wire_ref":null},{"edge":28,"face":0,"from":19,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":6,"prev":8,"to":16,"twin":58,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":3,"next":11,"prev":13,"to":3,"twin":32,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":3,"next":12,"prev":10,"to":2,"twin":28,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Reverse"},"id":12,"loop_ref":3,"next":13,"prev":11,"to":1,"twin":24,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Reverse"},"id":13,"loop_ref":3,"next":10,"prev":12,"to":0,"twin":20,"wire_ref":null},{"edge":15,"face":1,"from":8,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Forward"},"id":14,"loop_ref":4,"next":15,"prev":15,"to":9,"twin":40,"wire_ref":null},{"edge":12,"face":1,"from":9,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Forward"},"id":15,"loop_ref":4,"next":14,"prev":14,"to":8,"twin":36,"wire_ref":null},{"edge":27,"face":1,"from":12,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Reverse"},"id":16,"loop_ref":5,"next":17,"prev":19,"to":15,"twin":56,"wire_ref":null},{"edge":24,"face":1,"from":15,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Reverse"},"id":17,"loop_ref":5,"next":18,"prev":16,"to":14,"twin":52,"wire_ref":null},{"edge":21,"face":1,"from":14,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":5,"next":19,"prev":17,"to":13,"twin":48,"wire_ref":null},{"edge":18,"face":1,"from":13,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":5,"next":16,"prev":18,"to":12,"twin":44,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":6,"next":21,"prev":23,"to":1,"twin":13,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":6,"next":22,"prev":20,"to":5,"twin":27,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":6,"next":23,"prev":21,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":6,"next":20,"prev":22,"to":0,"twin":33,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":24,"periodic_lift":[0,0],"sense":"Forward"},"id":24,"loop_ref":7,"next":25,"prev":27,"to":2,"twin":12,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":25,"periodic_lift":[0,0],"sense":"Forward"},"id":25,"loop_ref":7,"next":26,"prev":24,"to":6,"twin":31,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":26,"periodic_lift":[0,0],"sense":"Reverse"},"id":26,"loop_ref":7,"next":27,"prev":25,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":27,"periodic_lift":[0,0],"sense":"Reverse"},"id":27,"loop_ref":7,"next":24,"prev":26,"to":1,"twin":21,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":28,"periodic_lift":[0,0],"sense":"Forward"},"id":28,"loop_ref":8,"next":29,"prev":31,"to":3,"twin":11,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":29,"periodic_lift":[0,0],"sense":"Forward"},"id":29,"loop_ref":8,"next":30,"prev":28,"to":7,"twin":35,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":30,"periodic_lift":[0,0],"sense":"Reverse"},"id":30,"loop_ref":8,"next":31,"prev":29,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":31,"periodic_lift":[0,0],"sense":"Reverse"},"id":31,"loop_ref":8,"next":28,"prev":30,"to":2,"twin":25,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":32,"periodic_lift":[0,0],"sense":"Forward"},"id":32,"loop_ref":9,"next":33,"prev":35,"to":0,"twin":10,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":33,"periodic_lift":[0,0],"sense":"Forward"},"id":33,"loop_ref":9,"next":34,"prev":32,"to":4,"twin":23,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":34,"periodic_lift":[0,0],"sense":"Reverse"},"id":34,"loop_ref":9,"next":35,"prev":33,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":35,"periodic_lift":[0,0],"sense":"Reverse"},"id":35,"loop_ref":9,"next":32,"prev":34,"to":3,"twin":29,"wire_ref":null},{"edge":12,"face":6,"from":8,"geometry_use":{"pcurve":36,"periodic_lift":[0,0],"sense":"Reverse"},"id":36,"loop_ref":10,"next":37,"prev":39,"to":9,"twin":15,"wire_ref":null},{"edge":17,"face":6,"from":9,"geometry_use":{"pcurve":37,"periodic_lift":[0,0],"sense":"Forward"},"id":37,"loop_ref":10,"next":38,"prev":36,"to":11,"twin":43,"wire_ref":null},{"edge":13,"face":6,"from":11,"geometry_use":{"pcurve":38,"periodic_lift":[0,0],"sense":"Forward"},"id":38,"loop_ref":10,"next":39,"prev":37,"to":10,"twin":4,"wire_ref":null},{"edge":14,"face":6,"from":10,"geometry_use":{"pcurve":39,"periodic_lift":[0,0],"sense":"Reverse"},"id":39,"loop_ref":10,"next":36,"prev":38,"to":8,"twin":41,"wire_ref":null},{"edge":15,"face":7,"from":9,"geometry_use":{"pcurve":40,"periodic_lift":[0,0],"sense":"Reverse"},"id":40,"loop_ref":11,"next":41,"prev":43,"to":8,"twin":14,"wire_ref":null},{"edge":14,"face":7,"from":8,"geometry_use":{"pcurve":41,"periodic_lift":[0,0],"sense":"Forward"},"id":41,"loop_ref":11,"next":42,"prev":40,"to":10,"twin":39,"wire_ref":null},{"edge":16,"face":7,"from":10,"geometry_use":{"pcurve":42,"periodic_lift":[0,0],"sense":"Forward"},"id":42,"loop_ref":11,"next":43,"prev":41,"to":11,"twin":5,"wire_ref":null},{"edge":17,"face":7,"from":11,"geometry_use":{"pcurve":43,"periodic_lift":[0,0],"sense":"Reverse"},"id":43,"loop_ref":11,"next":40,"prev":42,"to":9,"twin":37,"wire_ref":null},{"edge":18,"face":8,"from":12,"geometry_use":{"pcurve":44,"periodic_lift":[0,0],"sense":"Forward"},"id":44,"loop_ref":12,"next":45,"prev":47,"to":13,"twin":19,"wire_ref":null},{"edge":23,"face":8,"from":13,"geometry_use":{"pcurve":45,"periodic_lift":[0,0],"sense":"Forward"},"id":45,"loop_ref":12,"next":46,"prev":44,"to":17,"twin":51,"wire_ref":null},{"edge":19,"face":8,"from":17,"geometry_use":{"pcurve":46,"periodic_lift":[0,0],"sense":"Reverse"},"id":46,"loop_ref":12,"next":47,"prev":45,"to":16,"twin":6,"wire_ref":null},{"edge":20,"face":8,"from":16,"geometry_use":{"pcurve":47,"periodic_lift":[0,0],"sense":"Reverse"},"id":47,"loop_ref":12,"next":44,"prev":46,"to":12,"twin":57,"wire_ref":null},{"edge":21,"face":9,"from":13,"geometry_use":{"pcurve":48,"periodic_lift":[0,0],"sense":"Forward"},"id":48,"loop_ref":13,"next":49,"prev":51,"to":14,"twin":18,"wire_ref":null},{"edge":26,"face":9,"from":14,"geometry_use":{"pcurve":49,"periodic_lift":[0,0],"sense":"Forward"},"id":49,"loop_ref":13,"next":50,"prev":48,"to":18,"twin":55,"wire_ref":null},{"edge":22,"face":9,"from":18,"geometry_use":{"pcurve":50,"periodic_lift":[0,0],"sense":"Reverse"},"id":50,"loop_ref":13,"next":51,"prev":49,"to":17,"twin":7,"wire_ref":null},{"edge":23,"face":9,"from":17,"geometry_use":{"pcurve":51,"periodic_lift":[0,0],"sense":"Reverse"},"id":51,"loop_ref":13,"next":48,"prev":50,"to":13,"twin":45,"wire_ref":null},{"edge":24,"face":10,"from":14,"geometry_use":{"pcurve":52,"periodic_lift":[0,0],"sense":"Forward"},"id":52,"loop_ref":14,"next":53,"prev":55,"to":15,"twin":17,"wire_ref":null},{"edge":29,"face":10,"from":15,"geometry_use":{"pcurve":53,"periodic_lift":[0,0],"sense":"Forward"},"id":53,"loop_ref":14,"next":54,"prev":52,"to":19,"twin":59,"wire_ref":null},{"edge":25,"face":10,"from":19,"geometry_use":{"pcurve":54,"periodic_lift":[0,0],"sense":"Reverse"},"id":54,"loop_ref":14,"next":55,"prev":53,"to":18,"twin":8,"wire_ref":null},{"edge":26,"face":10,"from":18,"geometry_use":{"pcurve":55,"periodic_lift":[0,0],"sense":"Reverse"},"id":55,"loop_ref":14,"next":52,"prev":54,"to":14,"twin":49,"wire_ref":null},{"edge":27,"face":11,"from":15,"geometry_use":{"pcurve":56,"periodic_lift":[0,0],"sense":"Forward"},"id":56,"loop_ref":15,"next":57,"prev":59,"to":12,"twin":16,"wire_ref":null},{"edge":20,"face":11,"from":12,"geometry_use":{"pcurve":57,"periodic_lift":[0,0],"sense":"Forward"},"id":57,"loop_ref":15,"next":58,"prev":56,"to":16,"twin":47,"wire_ref":null},{"edge":28,"face":11,"from":16,"geometry_use":{"pcurve":58,"periodic_lift":[0,0],"sense":"Reverse"},"id":58,"loop_ref":15,"next":59,"prev":57,"to":19,"twin":9,"wire_ref":null},{"edge":29,"face":11,"from":19,"geometry_use":{"pcurve":59,"periodic_lift":[0,0],"sense":"Reverse"},"id":59,"loop_ref":15,"next":56,"prev":58,"to":15,"twin":53,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":0,"id":1,"is_hole":true,"start_halfedge":4},{"face_ref":0,"id":2,"is_hole":true,"start_halfedge":6},{"face_ref":1,"id":3,"is_hole":false,"start_halfedge":10},{"face_ref":1,"id":4,"is_hole":true,"start_halfedge":14},{"face_ref":1,"id":5,"is_hole":true,"start_halfedge":16},{"face_ref":2,"id":6,"is_hole":false,"start_halfedge":20},{"face_ref":3,"id":7,"is_hole":false,"start_halfedge":24},{"face_ref":4,"id":8,"is_hole":false,"start_halfedge":28},{"face_ref":5,"id":9,"is_hole":false,"start_halfedge":32},{"face_ref":6,"id":10,"is_hole":false,"start_halfedge":36},{"face_ref":7,"id":11,"is_hole":false,"start_halfedge":40},{"face_ref":8,"id":12,"is_hole":false,"start_halfedge":44},{"face_ref":9,"id":13,"is_hole":false,"start_halfedge":48},{"face_ref":10,"id":14,"is_hole":false,"start_halfedge":52},{"face_ref":11,"id":15,"is_hole":false,"start_halfedge":56}],"shells":[{"faces":[0,1,2,3,4,5,6,7,8,9,10,11],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":10,"position":[0.0,0.3,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":13,"position":[6.0,0.3,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":12,"position":[6.0,0.3,3.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":11,"position":[0.0,0.3,3.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[0.0,0.0,0.0],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[6.0,0.0,0.0],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[6.0,0.0,3.0],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[0.0,0.0,3.0],"tolerance":1e-9},{"id":8,"outgoing_halfedge":14,"position":[1.1,0.3,1.5],"tolerance":1e-9},{"id":9,"outgoing_halfedge":15,"position":[1.9,0.3,1.5],"tolerance":1e-9},{"id":10,"outgoing_halfedge":4,"position":[1.1,0.0,1.5],"tolerance":1e-9},{"id":11,"outgoing_halfedge":5,"position":[1.9,0.0,1.5],"tolerance":1e-9},{"id":12,"outgoing_halfedge":16,"position":[3.5,0.3,0.7],"tolerance":1e-9},{"id":13,"outgoing_halfedge":19,"position":[3.5,0.3,1.5],"tolerance":1e-9},{"id":14,"outgoing_halfedge":18,"position":[4.5,0.3,1.5],"tolerance":1e-9},{"id":15,"outgoing_halfedge":17,"position":[4.5,0.3,0.7],"tolerance":1e-9},{"id":16,"outgoing_halfedge":6,"position":[3.5,0.0,0.7],"tolerance":1e-9},{"id":17,"outgoing_halfedge":7,"position":[3.5,0.0,1.5],"tolerance":1e-9},{"id":18,"outgoing_halfedge":8,"position":[4.5,0.0,1.5],"tolerance":1e-9},{"id":19,"outgoing_halfedge":9,"position":[4.5,0.0,0.7],"tolerance":1e-9}],"wires":[]}}}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/batch-matrix/prismatic.single-round.fallback.json b/main/opengeometry/tests/fixtures/cases/batch-matrix/prismatic.single-round.fallback.json
new file mode 100644
index 0000000..3abd334
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/batch-matrix/prismatic.single-round.fallback.json
@@ -0,0 +1 @@
+{"cutters":[{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"frame":{"origin":[1.5,0.0,1.5],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":0.4},{"frame":{"origin":[1.5,0.3,1.5],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":0.4},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.9,0.0,1.5]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.283185307179586,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"axis_a":[0.4,0.0],"axis_b":[0.0,-0.4],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[0.4,0.0],"axis_b":[0.0,0.4],"kind":"Conic2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[1.5,0.0,1.5],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Cylinder","radius":0.4},{"frame":{"origin":[1.5,0.0,1.5],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[1.5,0.3,1.5],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"}]},"id":"round-a","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":0,"id":0,"tolerance":1e-9,"twin_halfedge":4},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":2,"id":1,"tolerance":1e-9,"twin_halfedge":5},{"chart_seam":true,"geometry":{"curve":2,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":2,"tolerance":1e-9,"twin_halfedge":3}],"faces":[{"id":0,"key":"lateral","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"round-a","entity":"round-a","face":0,"key":"lateral"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":6.283185307179586,"lo":0.0},{"hi":0.3,"lo":0.0}]}},{"id":1,"key":"lower_cap","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"round-a","entity":"round-a","face":1,"key":"lower_cap"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.4,"lo":-0.4},{"hi":0.4,"lo":-0.4}]}},{"id":2,"key":"upper_cap","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"round-a","entity":"round-a","face":2,"key":"upper_cap"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.4,"lo":-0.4},{"hi":0.4,"lo":-0.4}]}}],"halfedges":[{"edge":0,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":0,"from":0,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":1,"twin":3,"wire_ref":null},{"edge":1,"face":0,"from":1,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":5,"wire_ref":null},{"edge":2,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":1,"wire_ref":null},{"edge":0,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":4,"prev":4,"to":0,"twin":0,"wire_ref":null},{"edge":1,"face":2,"from":1,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":2,"next":5,"prev":5,"to":1,"twin":2,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":5}],"shells":[{"faces":[0,1,2],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[1.9,0.0,1.5],"tolerance":1e-9},{"id":1,"outgoing_halfedge":2,"position":[1.9,0.3,1.5],"tolerance":1e-9}],"wires":[]}}],"handlers":[],"host":{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[6.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[6.0,0.0,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[6.0,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[6.0,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[6.0,0.3,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[6.0,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.0,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.0,0.3,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.0,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[6.0,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[6.0,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[6.0,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[0.0,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[6.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[6.0,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"two-round-host","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":6.0,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":6.0,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":6.0,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":6.0,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"two-round-host","entity":"two-round-host","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":6.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"two-round-host","entity":"two-round-host","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":6.000000001,"lo":-1e-9},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"two-round-host","entity":"two-round-host","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":6.000000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"two-round-host","entity":"two-round-host","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"two-round-host","entity":"two-round-host","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":6.000000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"two-round-host","entity":"two-round-host","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[0.0,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[6.0,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[6.0,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[0.0,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[0.0,0.0,3.0],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[6.0,0.0,3.0],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[6.0,0.3,3.0],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[0.0,0.3,3.0],"tolerance":1e-9}],"wires":[]}},"result":{"error":{"CoverageGap":{"families":["generic analytic solid","intersecting analytic solid"]}}}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/batch-matrix/prismatic.single-round.json b/main/opengeometry/tests/fixtures/cases/batch-matrix/prismatic.single-round.json
new file mode 100644
index 0000000..3abd334
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/batch-matrix/prismatic.single-round.json
@@ -0,0 +1 @@
+{"cutters":[{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"frame":{"origin":[1.5,0.0,1.5],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":0.4},{"frame":{"origin":[1.5,0.3,1.5],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":0.4},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.9,0.0,1.5]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.283185307179586,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"axis_a":[0.4,0.0],"axis_b":[0.0,-0.4],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[0.4,0.0],"axis_b":[0.0,0.4],"kind":"Conic2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[1.5,0.0,1.5],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Cylinder","radius":0.4},{"frame":{"origin":[1.5,0.0,1.5],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[1.5,0.3,1.5],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"}]},"id":"round-a","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":0,"id":0,"tolerance":1e-9,"twin_halfedge":4},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":2,"id":1,"tolerance":1e-9,"twin_halfedge":5},{"chart_seam":true,"geometry":{"curve":2,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":2,"tolerance":1e-9,"twin_halfedge":3}],"faces":[{"id":0,"key":"lateral","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"round-a","entity":"round-a","face":0,"key":"lateral"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":6.283185307179586,"lo":0.0},{"hi":0.3,"lo":0.0}]}},{"id":1,"key":"lower_cap","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"round-a","entity":"round-a","face":1,"key":"lower_cap"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.4,"lo":-0.4},{"hi":0.4,"lo":-0.4}]}},{"id":2,"key":"upper_cap","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"round-a","entity":"round-a","face":2,"key":"upper_cap"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.4,"lo":-0.4},{"hi":0.4,"lo":-0.4}]}}],"halfedges":[{"edge":0,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":0,"from":0,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":1,"twin":3,"wire_ref":null},{"edge":1,"face":0,"from":1,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":5,"wire_ref":null},{"edge":2,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":1,"wire_ref":null},{"edge":0,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":4,"prev":4,"to":0,"twin":0,"wire_ref":null},{"edge":1,"face":2,"from":1,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":2,"next":5,"prev":5,"to":1,"twin":2,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":5}],"shells":[{"faces":[0,1,2],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[1.9,0.0,1.5],"tolerance":1e-9},{"id":1,"outgoing_halfedge":2,"position":[1.9,0.3,1.5],"tolerance":1e-9}],"wires":[]}}],"handlers":[],"host":{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[6.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[6.0,0.0,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[6.0,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[6.0,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[6.0,0.3,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[6.0,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.0,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.0,0.3,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.0,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[6.0,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[6.0,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[6.0,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[0.0,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[6.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[6.0,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"two-round-host","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":6.0,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":6.0,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":6.0,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":6.0,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"two-round-host","entity":"two-round-host","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":6.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"two-round-host","entity":"two-round-host","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":6.000000001,"lo":-1e-9},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"two-round-host","entity":"two-round-host","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":6.000000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"two-round-host","entity":"two-round-host","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"two-round-host","entity":"two-round-host","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":6.000000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"two-round-host","entity":"two-round-host","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[0.0,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[6.0,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[6.0,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[0.0,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[0.0,0.0,3.0],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[6.0,0.0,3.0],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[6.0,0.3,3.0],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[0.0,0.3,3.0],"tolerance":1e-9}],"wires":[]}},"result":{"error":{"CoverageGap":{"families":["generic analytic solid","intersecting analytic solid"]}}}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/batch-matrix/prismatic.split-mixed.forward.json b/main/opengeometry/tests/fixtures/cases/batch-matrix/prismatic.split-mixed.forward.json
new file mode 100644
index 0000000..82b32fb
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/batch-matrix/prismatic.split-mixed.forward.json
@@ -0,0 +1 @@
+{"cutters":[{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"frame":{"origin":[1.5,-0.5,1.5],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":0.4},{"frame":{"origin":[1.5,0.8,1.5],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":0.4},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.9,-0.5,1.5]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.283185307179586,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"axis_a":[0.4,0.0],"axis_b":[0.0,-0.4],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[0.4,0.0],"axis_b":[0.0,0.4],"kind":"Conic2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[1.5,-0.5,1.5],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Cylinder","radius":0.4},{"frame":{"origin":[1.5,-0.5,1.5],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[1.5,0.8,1.5],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"}]},"id":"split-round","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":0,"id":0,"tolerance":1e-9,"twin_halfedge":4},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":2,"id":1,"tolerance":1e-9,"twin_halfedge":5},{"chart_seam":true,"geometry":{"curve":2,"kind":"Curve","range":{"hi":1.3,"lo":0.0}},"halfedge":1,"id":2,"tolerance":1e-9,"twin_halfedge":3}],"faces":[{"id":0,"key":"lateral","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"split-round","entity":"split-round","face":0,"key":"lateral"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":6.283185307179586,"lo":0.0},{"hi":1.3,"lo":0.0}]}},{"id":1,"key":"lower_cap","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"split-round","entity":"split-round","face":1,"key":"lower_cap"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.4,"lo":-0.4},{"hi":0.4,"lo":-0.4}]}},{"id":2,"key":"upper_cap","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"split-round","entity":"split-round","face":2,"key":"upper_cap"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.4,"lo":-0.4},{"hi":0.4,"lo":-0.4}]}}],"halfedges":[{"edge":0,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":0,"from":0,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":1,"twin":3,"wire_ref":null},{"edge":1,"face":0,"from":1,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":5,"wire_ref":null},{"edge":2,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":1,"wire_ref":null},{"edge":0,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":4,"prev":4,"to":0,"twin":0,"wire_ref":null},{"edge":1,"face":2,"from":1,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":2,"next":5,"prev":5,"to":1,"twin":2,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":5}],"shells":[{"faces":[0,1,2],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[1.9,-0.5,1.5],"tolerance":1e-9},{"id":1,"outgoing_halfedge":2,"position":[1.9,0.8,1.5],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.5,0.3,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.5,0.0,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.5,0.3,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.5,0.3,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.5,0.0,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[3.5,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[3.5,0.3,3.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[3.5,0.0,3.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[3.5,0.3,3.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[2.5,0.3,3.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[2.5,0.0,3.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.5,0.3,3.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[2.5,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.5,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[3.5,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[2.5,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,-3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[3.5,-3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[3.5,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[2.5,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.3,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,-1.0],"z":[-0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[2.5,0.3,0.0],"x":[1.0,0.0,0.0],"y":[0.0,-1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[3.5,0.3,0.0],"x":[0.0,0.0,1.0],"y":[0.0,-1.0,0.0],"z":[1.0,0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[3.5,0.3,3.0],"x":[-1.0,0.0,0.0],"y":[0.0,-1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[2.5,0.3,3.0],"x":[0.0,0.0,-1.0],"y":[0.0,-1.0,0.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"}]},"id":"full-height","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"full-height","entity":"full-height","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":3.500000001,"lo":2.499999999},{"hi":3.000000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"full-height","entity":"full-height","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":3.500000001,"lo":2.499999999},{"hi":1e-9,"lo":-3.000000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"full-height","entity":"full-height","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":1.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"full-height","entity":"full-height","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":3.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"full-height","entity":"full-height","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":1.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"full-height","entity":"full-height","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":3.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[2.5,0.3,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[3.5,0.3,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[3.5,0.3,3.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[2.5,0.3,3.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[2.5,0.0,0.0],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[3.5,0.0,0.0],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[3.5,0.0,3.0],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[2.5,0.0,3.0],"tolerance":1e-9}],"wires":[]}}],"handlers":["subtract_planar_cutters","subtract_prismatic_profile_batch"],"host":{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[6.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[6.0,0.0,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[6.0,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[6.0,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[6.0,0.3,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[6.0,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.0,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.0,0.3,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.0,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[6.0,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[6.0,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[6.0,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[0.0,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[6.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[6.0,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"split-mixed-host","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":6.0,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":6.0,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":6.0,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":6.0,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"split-mixed-host","entity":"split-mixed-host","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":6.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"split-mixed-host","entity":"split-mixed-host","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":6.000000001,"lo":-1e-9},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"split-mixed-host","entity":"split-mixed-host","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":6.000000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"split-mixed-host","entity":"split-mixed-host","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"split-mixed-host","entity":"split-mixed-host","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":6.000000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"split-mixed-host","entity":"split-mixed-host","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[0.0,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[6.0,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[6.0,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[0.0,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[0.0,0.0,3.0],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[6.0,0.0,3.0],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[6.0,0.3,3.0],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[0.0,0.3,3.0],"tolerance":1e-9}],"wires":[]}},"result":{"brep":{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[6.0,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[6.0,0.3,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[6.0,0.0,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.5,0.0,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.5,0.3,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.5,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.5,0.0,3.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.5,0.3,3.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.5,0.0,3.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[6.0,0.0,3.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[6.0,0.3,3.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[6.0,0.0,3.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[2.5,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[2.5,0.3,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.5,0.0,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.0,0.3,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,3.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.3,3.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.0,3.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[2.5,0.0,3.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[2.5,0.3,3.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.5,0.0,3.0]},{"frame":{"origin":[1.5,0.0,1.5],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":0.4},{"frame":{"origin":[1.5,0.3,1.5],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":0.4},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.9000000000000004,0.0,1.5]},{"frame":{"origin":[1.5,0.0,1.5],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":0.4},{"frame":{"origin":[1.5,0.3,1.5],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":0.4},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.0999999999999996,0.0,1.5]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.5,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,-3.0]},{"direction":[-1.0,-0.0],"kind":"Line2","origin":[2.5,-3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[2.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[3.5,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[6.0,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[3.5,3.0]},{"axis_a":[0.4,0.0],"axis_b":[0.0,0.4],"kind":"Conic2","origin":[4.5,1.5]},{"axis_a":[0.4,0.0],"axis_b":[0.0,0.4],"kind":"Conic2","origin":[4.5,1.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.5,-3.0]},{"direction":[-1.0,-0.0],"kind":"Line2","origin":[6.0,-3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[6.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[3.5,0.0]},{"axis_a":[0.4,0.0],"axis_b":[0.0,-0.4],"kind":"Conic2","origin":[4.5,-1.5]},{"axis_a":[0.4,0.0],"axis_b":[0.0,-0.4],"kind":"Conic2","origin":[4.5,-1.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-6.283185307179586,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-3.141592653589793,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-3.141592653589793,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[6.0,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[6.0,0.0,0.0],"x":[-1.0,0.0,0.0],"y":[-0.0,-0.0,-1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[6.0,0.0,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[3.5,0.0,0.0],"x":[0.0,0.0,1.0],"y":[0.0,1.0,-0.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[3.5,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[6.0,0.0,3.0],"x":[0.0,0.0,-1.0],"y":[0.0,1.0,0.0],"z":[1.0,-0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[6.0,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[6.0,0.0,0.0],"x":[-1.0,0.0,0.0],"y":[-0.0,-0.0,-1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[2.5,0.0,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,0.0,1.0],"y":[0.0,1.0,-0.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[2.5,0.0,3.0],"x":[0.0,0.0,-1.0],"y":[0.0,1.0,0.0],"z":[1.0,-0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[1.5,0.0,1.5],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,0.0]},"kind":"Cylinder","radius":0.4},{"frame":{"origin":[1.5,0.0,1.5],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,0.0]},"kind":"Cylinder","radius":0.4}]},"id":"batch-prismatic.split-mixed.forward","quality":{"kind":"Analytic"},"revision":1,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0},{"cavity_shells":[],"outer_shell":1}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":2.5,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":2.5,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":2.5,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":2.5,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":12,"kind":"Curve","range":{"hi":2.5,"lo":0.0}},"halfedge":33,"id":12,"tolerance":1e-9,"twin_halfedge":36},{"chart_seam":false,"geometry":{"curve":13,"kind":"Curve","range":{"hi":2.5,"lo":0.0}},"halfedge":24,"id":13,"tolerance":1e-9,"twin_halfedge":38},{"chart_seam":false,"geometry":{"curve":14,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":39,"id":14,"tolerance":1e-9,"twin_halfedge":49},{"chart_seam":false,"geometry":{"curve":15,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":32,"id":15,"tolerance":1e-9,"twin_halfedge":40},{"chart_seam":false,"geometry":{"curve":16,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":25,"id":16,"tolerance":1e-9,"twin_halfedge":42},{"chart_seam":false,"geometry":{"curve":17,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":37,"id":17,"tolerance":1e-9,"twin_halfedge":43},{"chart_seam":false,"geometry":{"curve":18,"kind":"Curve","range":{"hi":2.5,"lo":0.0}},"halfedge":31,"id":18,"tolerance":1e-9,"twin_halfedge":44},{"chart_seam":false,"geometry":{"curve":19,"kind":"Curve","range":{"hi":2.5,"lo":0.0}},"halfedge":26,"id":19,"tolerance":1e-9,"twin_halfedge":46},{"chart_seam":false,"geometry":{"curve":20,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":41,"id":20,"tolerance":1e-9,"twin_halfedge":47},{"chart_seam":false,"geometry":{"curve":21,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":30,"id":21,"tolerance":1e-9,"twin_halfedge":48},{"chart_seam":false,"geometry":{"curve":22,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":27,"id":22,"tolerance":1e-9,"twin_halfedge":50},{"chart_seam":false,"geometry":{"curve":23,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":45,"id":23,"tolerance":1e-9,"twin_halfedge":51},{"chart_seam":false,"geometry":{"curve":24,"kind":"Curve","range":{"hi":-3.141592653589793,"lo":-6.283185307179586}},"halfedge":35,"id":24,"tolerance":1e-9,"twin_halfedge":52},{"chart_seam":false,"geometry":{"curve":25,"kind":"Curve","range":{"hi":-3.141592653589793,"lo":-6.283185307179586}},"halfedge":28,"id":25,"tolerance":1e-9,"twin_halfedge":54},{"chart_seam":false,"geometry":{"curve":26,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":55,"id":26,"tolerance":1e-9,"twin_halfedge":57},{"chart_seam":false,"geometry":{"curve":27,"kind":"Curve","range":{"hi":0.0,"lo":-3.141592653589793}},"halfedge":34,"id":27,"tolerance":1e-9,"twin_halfedge":56},{"chart_seam":false,"geometry":{"curve":28,"kind":"Curve","range":{"hi":0.0,"lo":-3.141592653589793}},"halfedge":29,"id":28,"tolerance":1e-9,"twin_halfedge":58},{"chart_seam":false,"geometry":{"curve":29,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":53,"id":29,"tolerance":1e-9,"twin_halfedge":59}],"faces":[{"id":0,"key":"batch-prismatic.split-mixed.forward:part:0:top","provenance":{"reversed":false,"role":"Split","sources":[{"body":"split-mixed-host","entity":"split-mixed-host","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":2.500000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":1,"key":"batch-prismatic.split-mixed.forward:part:0:bottom","provenance":{"reversed":false,"role":"Split","sources":[{"body":"split-mixed-host","entity":"split-mixed-host","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":2.500000001,"lo":-1e-9},{"hi":1e-9,"lo":-3.000000001}]}},{"id":2,"key":"batch-prismatic.split-mixed.forward:part:0:side-0-0","provenance":{"reversed":false,"role":"Split","sources":[{"body":"split-mixed-host","entity":"split-mixed-host","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":2.500000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":3,"key":"batch-prismatic.split-mixed.forward:part:0:side-0-1","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"full-height","entity":"full-height","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":3.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":4,"key":"batch-prismatic.split-mixed.forward:part:0:side-0-2","provenance":{"reversed":false,"role":"Split","sources":[{"body":"split-mixed-host","entity":"split-mixed-host","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":2.500000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":5,"key":"batch-prismatic.split-mixed.forward:part:0:side-0-3","provenance":{"reversed":false,"role":"Split","sources":[{"body":"split-mixed-host","entity":"split-mixed-host","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":3.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":6,"key":"batch-prismatic.split-mixed.forward:part:1:top","provenance":{"reversed":false,"role":"Split","sources":[{"body":"split-mixed-host","entity":"split-mixed-host","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":1,"surface":6,"trim":{"chart":0,"holes":[7],"outer":6,"uv_bounds":[{"hi":6.000000001,"lo":3.499999999},{"hi":3.000000001,"lo":-1e-9}]}},{"id":7,"key":"batch-prismatic.split-mixed.forward:part:1:bottom","provenance":{"reversed":false,"role":"Split","sources":[{"body":"split-mixed-host","entity":"split-mixed-host","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":1,"surface":7,"trim":{"chart":0,"holes":[9],"outer":8,"uv_bounds":[{"hi":6.000000001,"lo":3.499999999},{"hi":1e-9,"lo":-3.000000001}]}},{"id":8,"key":"batch-prismatic.split-mixed.forward:part:1:side-0-0","provenance":{"reversed":false,"role":"Split","sources":[{"body":"split-mixed-host","entity":"split-mixed-host","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":1,"surface":8,"trim":{"chart":0,"holes":[],"outer":10,"uv_bounds":[{"hi":2.500000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":9,"key":"batch-prismatic.split-mixed.forward:part:1:side-0-1","provenance":{"reversed":false,"role":"Split","sources":[{"body":"split-mixed-host","entity":"split-mixed-host","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":1,"surface":9,"trim":{"chart":0,"holes":[],"outer":11,"uv_bounds":[{"hi":3.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":10,"key":"batch-prismatic.split-mixed.forward:part:1:side-0-2","provenance":{"reversed":false,"role":"Split","sources":[{"body":"split-mixed-host","entity":"split-mixed-host","face":0,"key":"top"}]},"sense":"Forward","shell_ref":1,"surface":10,"trim":{"chart":0,"holes":[],"outer":12,"uv_bounds":[{"hi":2.500000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":11,"key":"batch-prismatic.split-mixed.forward:part:1:side-0-3","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"full-height","entity":"full-height","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":1,"surface":11,"trim":{"chart":0,"holes":[],"outer":13,"uv_bounds":[{"hi":3.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":12,"key":"batch-prismatic.split-mixed.forward:part:1:side-1-0","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"split-round","entity":"split-round","face":0,"key":"lateral"}]},"sense":"Reverse","shell_ref":1,"surface":12,"trim":{"chart":0,"holes":[],"outer":14,"uv_bounds":[{"hi":-3.141592651089793,"lo":-6.283185309679586},{"hi":0.300000001,"lo":-1e-9}]}},{"id":13,"key":"batch-prismatic.split-mixed.forward:part:1:side-1-1","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"split-round","entity":"split-round","face":0,"key":"lateral"}]},"sense":"Reverse","shell_ref":1,"surface":13,"trim":{"chart":0,"holes":[],"outer":15,"uv_bounds":[{"hi":2.5e-9,"lo":-3.1415926560897933},{"hi":0.300000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null},{"edge":13,"face":6,"from":12,"geometry_use":{"pcurve":24,"periodic_lift":[0,0],"sense":"Forward"},"id":24,"loop_ref":6,"next":25,"prev":27,"to":13,"twin":38,"wire_ref":null},{"edge":16,"face":6,"from":13,"geometry_use":{"pcurve":25,"periodic_lift":[0,0],"sense":"Forward"},"id":25,"loop_ref":6,"next":26,"prev":24,"to":14,"twin":42,"wire_ref":null},{"edge":19,"face":6,"from":14,"geometry_use":{"pcurve":26,"periodic_lift":[0,0],"sense":"Forward"},"id":26,"loop_ref":6,"next":27,"prev":25,"to":15,"twin":46,"wire_ref":null},{"edge":22,"face":6,"from":15,"geometry_use":{"pcurve":27,"periodic_lift":[0,0],"sense":"Forward"},"id":27,"loop_ref":6,"next":24,"prev":26,"to":12,"twin":50,"wire_ref":null},{"edge":25,"face":6,"from":18,"geometry_use":{"pcurve":28,"periodic_lift":[0,0],"sense":"Reverse"},"id":28,"loop_ref":7,"next":29,"prev":29,"to":19,"twin":54,"wire_ref":null},{"edge":28,"face":6,"from":19,"geometry_use":{"pcurve":29,"periodic_lift":[0,0],"sense":"Reverse"},"id":29,"loop_ref":7,"next":28,"prev":28,"to":18,"twin":58,"wire_ref":null},{"edge":21,"face":7,"from":8,"geometry_use":{"pcurve":30,"periodic_lift":[0,0],"sense":"Reverse"},"id":30,"loop_ref":8,"next":31,"prev":33,"to":11,"twin":48,"wire_ref":null},{"edge":18,"face":7,"from":11,"geometry_use":{"pcurve":31,"periodic_lift":[0,0],"sense":"Reverse"},"id":31,"loop_ref":8,"next":32,"prev":30,"to":10,"twin":44,"wire_ref":null},{"edge":15,"face":7,"from":10,"geometry_use":{"pcurve":32,"periodic_lift":[0,0],"sense":"Reverse"},"id":32,"loop_ref":8,"next":33,"prev":31,"to":9,"twin":40,"wire_ref":null},{"edge":12,"face":7,"from":9,"geometry_use":{"pcurve":33,"periodic_lift":[0,0],"sense":"Reverse"},"id":33,"loop_ref":8,"next":30,"prev":32,"to":8,"twin":36,"wire_ref":null},{"edge":27,"face":7,"from":16,"geometry_use":{"pcurve":34,"periodic_lift":[0,0],"sense":"Forward"},"id":34,"loop_ref":9,"next":35,"prev":35,"to":17,"twin":56,"wire_ref":null},{"edge":24,"face":7,"from":17,"geometry_use":{"pcurve":35,"periodic_lift":[0,0],"sense":"Forward"},"id":35,"loop_ref":9,"next":34,"prev":34,"to":16,"twin":52,"wire_ref":null},{"edge":12,"face":8,"from":8,"geometry_use":{"pcurve":36,"periodic_lift":[0,0],"sense":"Forward"},"id":36,"loop_ref":10,"next":37,"prev":39,"to":9,"twin":33,"wire_ref":null},{"edge":17,"face":8,"from":9,"geometry_use":{"pcurve":37,"periodic_lift":[0,0],"sense":"Forward"},"id":37,"loop_ref":10,"next":38,"prev":36,"to":13,"twin":43,"wire_ref":null},{"edge":13,"face":8,"from":13,"geometry_use":{"pcurve":38,"periodic_lift":[0,0],"sense":"Reverse"},"id":38,"loop_ref":10,"next":39,"prev":37,"to":12,"twin":24,"wire_ref":null},{"edge":14,"face":8,"from":12,"geometry_use":{"pcurve":39,"periodic_lift":[0,0],"sense":"Reverse"},"id":39,"loop_ref":10,"next":36,"prev":38,"to":8,"twin":49,"wire_ref":null},{"edge":15,"face":9,"from":9,"geometry_use":{"pcurve":40,"periodic_lift":[0,0],"sense":"Forward"},"id":40,"loop_ref":11,"next":41,"prev":43,"to":10,"twin":32,"wire_ref":null},{"edge":20,"face":9,"from":10,"geometry_use":{"pcurve":41,"periodic_lift":[0,0],"sense":"Forward"},"id":41,"loop_ref":11,"next":42,"prev":40,"to":14,"twin":47,"wire_ref":null},{"edge":16,"face":9,"from":14,"geometry_use":{"pcurve":42,"periodic_lift":[0,0],"sense":"Reverse"},"id":42,"loop_ref":11,"next":43,"prev":41,"to":13,"twin":25,"wire_ref":null},{"edge":17,"face":9,"from":13,"geometry_use":{"pcurve":43,"periodic_lift":[0,0],"sense":"Reverse"},"id":43,"loop_ref":11,"next":40,"prev":42,"to":9,"twin":37,"wire_ref":null},{"edge":18,"face":10,"from":10,"geometry_use":{"pcurve":44,"periodic_lift":[0,0],"sense":"Forward"},"id":44,"loop_ref":12,"next":45,"prev":47,"to":11,"twin":31,"wire_ref":null},{"edge":23,"face":10,"from":11,"geometry_use":{"pcurve":45,"periodic_lift":[0,0],"sense":"Forward"},"id":45,"loop_ref":12,"next":46,"prev":44,"to":15,"twin":51,"wire_ref":null},{"edge":19,"face":10,"from":15,"geometry_use":{"pcurve":46,"periodic_lift":[0,0],"sense":"Reverse"},"id":46,"loop_ref":12,"next":47,"prev":45,"to":14,"twin":26,"wire_ref":null},{"edge":20,"face":10,"from":14,"geometry_use":{"pcurve":47,"periodic_lift":[0,0],"sense":"Reverse"},"id":47,"loop_ref":12,"next":44,"prev":46,"to":10,"twin":41,"wire_ref":null},{"edge":21,"face":11,"from":11,"geometry_use":{"pcurve":48,"periodic_lift":[0,0],"sense":"Forward"},"id":48,"loop_ref":13,"next":49,"prev":51,"to":8,"twin":30,"wire_ref":null},{"edge":14,"face":11,"from":8,"geometry_use":{"pcurve":49,"periodic_lift":[0,0],"sense":"Forward"},"id":49,"loop_ref":13,"next":50,"prev":48,"to":12,"twin":39,"wire_ref":null},{"edge":22,"face":11,"from":12,"geometry_use":{"pcurve":50,"periodic_lift":[0,0],"sense":"Reverse"},"id":50,"loop_ref":13,"next":51,"prev":49,"to":15,"twin":27,"wire_ref":null},{"edge":23,"face":11,"from":15,"geometry_use":{"pcurve":51,"periodic_lift":[0,0],"sense":"Reverse"},"id":51,"loop_ref":13,"next":48,"prev":50,"to":11,"twin":45,"wire_ref":null},{"edge":24,"face":12,"from":16,"geometry_use":{"pcurve":52,"periodic_lift":[0,0],"sense":"Reverse"},"id":52,"loop_ref":14,"next":53,"prev":55,"to":17,"twin":35,"wire_ref":null},{"edge":29,"face":12,"from":17,"geometry_use":{"pcurve":53,"periodic_lift":[0,0],"sense":"Forward"},"id":53,"loop_ref":14,"next":54,"prev":52,"to":19,"twin":59,"wire_ref":null},{"edge":25,"face":12,"from":19,"geometry_use":{"pcurve":54,"periodic_lift":[0,0],"sense":"Forward"},"id":54,"loop_ref":14,"next":55,"prev":53,"to":18,"twin":28,"wire_ref":null},{"edge":26,"face":12,"from":18,"geometry_use":{"pcurve":55,"periodic_lift":[0,0],"sense":"Reverse"},"id":55,"loop_ref":14,"next":52,"prev":54,"to":16,"twin":57,"wire_ref":null},{"edge":27,"face":13,"from":17,"geometry_use":{"pcurve":56,"periodic_lift":[0,0],"sense":"Reverse"},"id":56,"loop_ref":15,"next":57,"prev":59,"to":16,"twin":34,"wire_ref":null},{"edge":26,"face":13,"from":16,"geometry_use":{"pcurve":57,"periodic_lift":[0,0],"sense":"Forward"},"id":57,"loop_ref":15,"next":58,"prev":56,"to":18,"twin":55,"wire_ref":null},{"edge":28,"face":13,"from":18,"geometry_use":{"pcurve":58,"periodic_lift":[0,0],"sense":"Forward"},"id":58,"loop_ref":15,"next":59,"prev":57,"to":19,"twin":29,"wire_ref":null},{"edge":29,"face":13,"from":19,"geometry_use":{"pcurve":59,"periodic_lift":[0,0],"sense":"Reverse"},"id":59,"loop_ref":15,"next":56,"prev":58,"to":17,"twin":53,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20},{"face_ref":6,"id":6,"is_hole":false,"start_halfedge":24},{"face_ref":6,"id":7,"is_hole":true,"start_halfedge":28},{"face_ref":7,"id":8,"is_hole":false,"start_halfedge":30},{"face_ref":7,"id":9,"is_hole":true,"start_halfedge":34},{"face_ref":8,"id":10,"is_hole":false,"start_halfedge":36},{"face_ref":9,"id":11,"is_hole":false,"start_halfedge":40},{"face_ref":10,"id":12,"is_hole":false,"start_halfedge":44},{"face_ref":11,"id":13,"is_hole":false,"start_halfedge":48},{"face_ref":12,"id":14,"is_hole":false,"start_halfedge":52},{"face_ref":13,"id":15,"is_hole":false,"start_halfedge":56}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true},{"faces":[6,7,8,9,10,11,12,13],"id":1,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[6.0,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[3.5,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[3.5,0.0,3.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[6.0,0.0,3.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[6.0,0.3,0.0],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[3.5,0.3,0.0],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[3.5,0.3,3.0],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[6.0,0.3,3.0],"tolerance":1e-9},{"id":8,"outgoing_halfedge":30,"position":[2.5,0.0,0.0],"tolerance":1e-9},{"id":9,"outgoing_halfedge":33,"position":[0.0,0.0,0.0],"tolerance":1e-9},{"id":10,"outgoing_halfedge":32,"position":[0.0,0.0,3.0],"tolerance":1e-9},{"id":11,"outgoing_halfedge":31,"position":[2.5,0.0,3.0],"tolerance":1e-9},{"id":12,"outgoing_halfedge":24,"position":[2.5,0.3,0.0],"tolerance":1e-9},{"id":13,"outgoing_halfedge":25,"position":[0.0,0.3,0.0],"tolerance":1e-9},{"id":14,"outgoing_halfedge":26,"position":[0.0,0.3,3.0],"tolerance":1e-9},{"id":15,"outgoing_halfedge":27,"position":[2.5,0.3,3.0],"tolerance":1e-9},{"id":16,"outgoing_halfedge":34,"position":[1.9000000000000004,0.0,1.5],"tolerance":1e-9},{"id":17,"outgoing_halfedge":35,"position":[1.0999999999999996,0.0,1.5],"tolerance":1e-9},{"id":18,"outgoing_halfedge":28,"position":[1.9000000000000004,0.3,1.5],"tolerance":1e-9},{"id":19,"outgoing_halfedge":29,"position":[1.0999999999999996,0.3,1.5],"tolerance":1e-9}],"wires":[]}}}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/batch-matrix/prismatic.split-mixed.reverse.json b/main/opengeometry/tests/fixtures/cases/batch-matrix/prismatic.split-mixed.reverse.json
new file mode 100644
index 0000000..bb4f5a5
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/batch-matrix/prismatic.split-mixed.reverse.json
@@ -0,0 +1 @@
+{"cutters":[{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.5,0.3,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.5,0.0,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.5,0.3,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.5,0.3,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.5,0.0,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[3.5,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[3.5,0.3,3.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[3.5,0.0,3.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[3.5,0.3,3.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[2.5,0.3,3.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[2.5,0.0,3.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.5,0.3,3.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[2.5,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.5,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[3.5,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[2.5,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,-3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[3.5,-3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[3.5,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[2.5,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.3,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,-1.0],"z":[-0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[2.5,0.3,0.0],"x":[1.0,0.0,0.0],"y":[0.0,-1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[3.5,0.3,0.0],"x":[0.0,0.0,1.0],"y":[0.0,-1.0,0.0],"z":[1.0,0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[3.5,0.3,3.0],"x":[-1.0,0.0,0.0],"y":[0.0,-1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[2.5,0.3,3.0],"x":[0.0,0.0,-1.0],"y":[0.0,-1.0,0.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"}]},"id":"full-height","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"full-height","entity":"full-height","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":3.500000001,"lo":2.499999999},{"hi":3.000000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"full-height","entity":"full-height","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":3.500000001,"lo":2.499999999},{"hi":1e-9,"lo":-3.000000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"full-height","entity":"full-height","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":1.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"full-height","entity":"full-height","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":3.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"full-height","entity":"full-height","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":1.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"full-height","entity":"full-height","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":3.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[2.5,0.3,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[3.5,0.3,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[3.5,0.3,3.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[2.5,0.3,3.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[2.5,0.0,0.0],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[3.5,0.0,0.0],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[3.5,0.0,3.0],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[2.5,0.0,3.0],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"frame":{"origin":[1.5,-0.5,1.5],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":0.4},{"frame":{"origin":[1.5,0.8,1.5],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":0.4},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.9,-0.5,1.5]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.283185307179586,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"axis_a":[0.4,0.0],"axis_b":[0.0,-0.4],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[0.4,0.0],"axis_b":[0.0,0.4],"kind":"Conic2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[1.5,-0.5,1.5],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Cylinder","radius":0.4},{"frame":{"origin":[1.5,-0.5,1.5],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[1.5,0.8,1.5],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"}]},"id":"split-round","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":0,"id":0,"tolerance":1e-9,"twin_halfedge":4},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":2,"id":1,"tolerance":1e-9,"twin_halfedge":5},{"chart_seam":true,"geometry":{"curve":2,"kind":"Curve","range":{"hi":1.3,"lo":0.0}},"halfedge":1,"id":2,"tolerance":1e-9,"twin_halfedge":3}],"faces":[{"id":0,"key":"lateral","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"split-round","entity":"split-round","face":0,"key":"lateral"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":6.283185307179586,"lo":0.0},{"hi":1.3,"lo":0.0}]}},{"id":1,"key":"lower_cap","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"split-round","entity":"split-round","face":1,"key":"lower_cap"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.4,"lo":-0.4},{"hi":0.4,"lo":-0.4}]}},{"id":2,"key":"upper_cap","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"split-round","entity":"split-round","face":2,"key":"upper_cap"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.4,"lo":-0.4},{"hi":0.4,"lo":-0.4}]}}],"halfedges":[{"edge":0,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":0,"from":0,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":1,"twin":3,"wire_ref":null},{"edge":1,"face":0,"from":1,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":5,"wire_ref":null},{"edge":2,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":1,"wire_ref":null},{"edge":0,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":4,"prev":4,"to":0,"twin":0,"wire_ref":null},{"edge":1,"face":2,"from":1,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":2,"next":5,"prev":5,"to":1,"twin":2,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":5}],"shells":[{"faces":[0,1,2],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[1.9,-0.5,1.5],"tolerance":1e-9},{"id":1,"outgoing_halfedge":2,"position":[1.9,0.8,1.5],"tolerance":1e-9}],"wires":[]}}],"handlers":["subtract_planar_cutters","subtract_prismatic_profile_batch"],"host":{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[6.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[6.0,0.0,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[6.0,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[6.0,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[6.0,0.3,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[6.0,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.0,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.0,0.3,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.0,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[6.0,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[6.0,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[6.0,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[0.0,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[6.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[6.0,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"split-mixed-host","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":6.0,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":6.0,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":6.0,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":6.0,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"split-mixed-host","entity":"split-mixed-host","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":6.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"split-mixed-host","entity":"split-mixed-host","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":6.000000001,"lo":-1e-9},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"split-mixed-host","entity":"split-mixed-host","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":6.000000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"split-mixed-host","entity":"split-mixed-host","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"split-mixed-host","entity":"split-mixed-host","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":6.000000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"split-mixed-host","entity":"split-mixed-host","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[0.0,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[6.0,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[6.0,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[0.0,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[0.0,0.0,3.0],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[6.0,0.0,3.0],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[6.0,0.3,3.0],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[0.0,0.3,3.0],"tolerance":1e-9}],"wires":[]}},"result":{"brep":{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.3,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.0,0.3,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.5,0.3,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.5,0.0,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.5,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[2.5,0.3,3.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[2.5,0.0,3.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.5,0.3,3.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,0.3,3.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,0.0,3.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.0,0.3,3.0]},{"frame":{"origin":[1.5,0.3,1.5],"x":[1.0,0.0,-0.0],"y":[0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Circle","radius":0.4},{"frame":{"origin":[1.5,0.0,1.5],"x":[1.0,0.0,-0.0],"y":[0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Circle","radius":0.4},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[1.1,0.3,1.5]},{"frame":{"origin":[1.5,0.3,1.5],"x":[1.0,0.0,-0.0],"y":[0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Circle","radius":0.4},{"frame":{"origin":[1.5,0.0,1.5],"x":[1.0,0.0,-0.0],"y":[0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Circle","radius":0.4},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[1.9,0.3,1.5]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.5,0.3,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.5,0.0,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[3.5,0.3,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[6.0,0.3,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[6.0,0.0,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[6.0,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[6.0,0.3,3.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[6.0,0.0,3.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[6.0,0.3,3.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.5,0.3,3.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.5,0.0,3.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[3.5,0.3,3.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.5,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.0,3.0]},{"axis_a":[0.4,0.0],"axis_b":[0.0,0.4],"kind":"Conic2","origin":[1.5,1.5]},{"axis_a":[0.4,0.0],"axis_b":[0.0,0.4],"kind":"Conic2","origin":[1.5,1.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,-3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.5,-3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[2.5,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[0.0,-0.0]},{"axis_a":[0.4,0.0],"axis_b":[0.0,-0.4],"kind":"Conic2","origin":[1.5,-1.5]},{"axis_a":[0.4,0.0],"axis_b":[0.0,-0.4],"kind":"Conic2","origin":[1.5,-1.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-6.283185307179586,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-3.141592653589793,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-3.141592653589793,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[3.5,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[6.0,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[3.5,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.5,-3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[6.0,-3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[6.0,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[3.5,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,-0.0],"y":[0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.3,0.0],"x":[1.0,0.0,-0.0],"y":[-0.0,-0.0,-1.0],"z":[-0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.3,0.0],"x":[1.0,0.0,0.0],"y":[0.0,-1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[2.5,0.3,0.0],"x":[0.0,0.0,1.0],"y":[0.0,-1.0,0.0],"z":[1.0,0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[2.5,0.3,3.0],"x":[-1.0,0.0,0.0],"y":[0.0,-1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.3,3.0],"x":[0.0,0.0,-1.0],"y":[0.0,-1.0,0.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[1.5,0.3,1.5],"x":[1.0,0.0,-0.0],"y":[0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Cylinder","radius":0.4},{"frame":{"origin":[1.5,0.3,1.5],"x":[1.0,0.0,-0.0],"y":[0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Cylinder","radius":0.4},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,-0.0],"y":[0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.3,0.0],"x":[1.0,0.0,-0.0],"y":[-0.0,-0.0,-1.0],"z":[-0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[3.5,0.3,0.0],"x":[1.0,0.0,0.0],"y":[0.0,-1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[6.0,0.3,0.0],"x":[0.0,0.0,1.0],"y":[0.0,-1.0,0.0],"z":[1.0,0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[6.0,0.3,3.0],"x":[-1.0,0.0,0.0],"y":[0.0,-1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[3.5,0.3,3.0],"x":[0.0,0.0,-1.0],"y":[0.0,-1.0,0.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"}]},"id":"batch-prismatic.split-mixed.reverse","quality":{"kind":"Analytic"},"revision":1,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0},{"cavity_shells":[],"outer_shell":1}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":2.5,"lo":0.0}},"halfedge":9,"id":0,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":2.5,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":15,"id":2,"tolerance":1e-9,"twin_halfedge":25},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":8,"id":3,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":13,"id":5,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":2.5,"lo":0.0}},"halfedge":7,"id":6,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":2.5,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":17,"id":8,"tolerance":1e-9,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":6,"id":9,"tolerance":1e-9,"twin_halfedge":24},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":26},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":21,"id":11,"tolerance":1e-9,"twin_halfedge":27},{"chart_seam":false,"geometry":{"curve":12,"kind":"Curve","range":{"hi":-3.141592653589793,"lo":-6.283185307179586}},"halfedge":11,"id":12,"tolerance":1e-9,"twin_halfedge":28},{"chart_seam":false,"geometry":{"curve":13,"kind":"Curve","range":{"hi":-3.141592653589793,"lo":-6.283185307179586}},"halfedge":4,"id":13,"tolerance":1e-9,"twin_halfedge":30},{"chart_seam":false,"geometry":{"curve":14,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":31,"id":14,"tolerance":1e-9,"twin_halfedge":33},{"chart_seam":false,"geometry":{"curve":15,"kind":"Curve","range":{"hi":0.0,"lo":-3.141592653589793}},"halfedge":10,"id":15,"tolerance":1e-9,"twin_halfedge":32},{"chart_seam":false,"geometry":{"curve":16,"kind":"Curve","range":{"hi":0.0,"lo":-3.141592653589793}},"halfedge":5,"id":16,"tolerance":1e-9,"twin_halfedge":34},{"chart_seam":false,"geometry":{"curve":17,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":29,"id":17,"tolerance":1e-9,"twin_halfedge":35},{"chart_seam":false,"geometry":{"curve":18,"kind":"Curve","range":{"hi":2.5,"lo":0.0}},"halfedge":43,"id":18,"tolerance":1e-9,"twin_halfedge":44},{"chart_seam":false,"geometry":{"curve":19,"kind":"Curve","range":{"hi":2.5,"lo":0.0}},"halfedge":36,"id":19,"tolerance":1e-9,"twin_halfedge":46},{"chart_seam":false,"geometry":{"curve":20,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":47,"id":20,"tolerance":1e-9,"twin_halfedge":57},{"chart_seam":false,"geometry":{"curve":21,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":42,"id":21,"tolerance":1e-9,"twin_halfedge":48},{"chart_seam":false,"geometry":{"curve":22,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":37,"id":22,"tolerance":1e-9,"twin_halfedge":50},{"chart_seam":false,"geometry":{"curve":23,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":45,"id":23,"tolerance":1e-9,"twin_halfedge":51},{"chart_seam":false,"geometry":{"curve":24,"kind":"Curve","range":{"hi":2.5,"lo":0.0}},"halfedge":41,"id":24,"tolerance":1e-9,"twin_halfedge":52},{"chart_seam":false,"geometry":{"curve":25,"kind":"Curve","range":{"hi":2.5,"lo":0.0}},"halfedge":38,"id":25,"tolerance":1e-9,"twin_halfedge":54},{"chart_seam":false,"geometry":{"curve":26,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":49,"id":26,"tolerance":1e-9,"twin_halfedge":55},{"chart_seam":false,"geometry":{"curve":27,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":40,"id":27,"tolerance":1e-9,"twin_halfedge":56},{"chart_seam":false,"geometry":{"curve":28,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":39,"id":28,"tolerance":1e-9,"twin_halfedge":58},{"chart_seam":false,"geometry":{"curve":29,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":53,"id":29,"tolerance":1e-9,"twin_halfedge":59}],"faces":[{"id":0,"key":"batch-prismatic.split-mixed.reverse:part:0:top","provenance":{"reversed":false,"role":"Split","sources":[{"body":"split-mixed-host","entity":"split-mixed-host","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[1],"outer":0,"uv_bounds":[{"hi":2.500000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":1,"key":"batch-prismatic.split-mixed.reverse:part:0:bottom","provenance":{"reversed":false,"role":"Split","sources":[{"body":"split-mixed-host","entity":"split-mixed-host","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[3],"outer":2,"uv_bounds":[{"hi":2.500000001,"lo":-1e-9},{"hi":1e-9,"lo":-3.000000001}]}},{"id":2,"key":"batch-prismatic.split-mixed.reverse:part:0:side-0-0","provenance":{"reversed":false,"role":"Split","sources":[{"body":"split-mixed-host","entity":"split-mixed-host","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":2.500000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":3,"key":"batch-prismatic.split-mixed.reverse:part:0:side-0-1","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"full-height","entity":"full-height","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":3.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":4,"key":"batch-prismatic.split-mixed.reverse:part:0:side-0-2","provenance":{"reversed":false,"role":"Split","sources":[{"body":"split-mixed-host","entity":"split-mixed-host","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":6,"uv_bounds":[{"hi":2.500000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":5,"key":"batch-prismatic.split-mixed.reverse:part:0:side-0-3","provenance":{"reversed":false,"role":"Split","sources":[{"body":"split-mixed-host","entity":"split-mixed-host","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":7,"uv_bounds":[{"hi":3.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":6,"key":"batch-prismatic.split-mixed.reverse:part:0:side-1-0","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"split-round","entity":"split-round","face":0,"key":"lateral"}]},"sense":"Reverse","shell_ref":0,"surface":6,"trim":{"chart":0,"holes":[],"outer":8,"uv_bounds":[{"hi":-3.141592651089793,"lo":-6.283185309679586},{"hi":0.300000001,"lo":-1e-9}]}},{"id":7,"key":"batch-prismatic.split-mixed.reverse:part:0:side-1-1","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"split-round","entity":"split-round","face":0,"key":"lateral"}]},"sense":"Reverse","shell_ref":0,"surface":7,"trim":{"chart":0,"holes":[],"outer":9,"uv_bounds":[{"hi":2.5e-9,"lo":-3.1415926560897933},{"hi":0.300000001,"lo":-1e-9}]}},{"id":8,"key":"batch-prismatic.split-mixed.reverse:part:1:top","provenance":{"reversed":false,"role":"Split","sources":[{"body":"split-mixed-host","entity":"split-mixed-host","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":1,"surface":8,"trim":{"chart":0,"holes":[],"outer":10,"uv_bounds":[{"hi":6.000000001,"lo":3.499999999},{"hi":3.000000001,"lo":-1e-9}]}},{"id":9,"key":"batch-prismatic.split-mixed.reverse:part:1:bottom","provenance":{"reversed":false,"role":"Split","sources":[{"body":"split-mixed-host","entity":"split-mixed-host","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":1,"surface":9,"trim":{"chart":0,"holes":[],"outer":11,"uv_bounds":[{"hi":6.000000001,"lo":3.499999999},{"hi":1e-9,"lo":-3.000000001}]}},{"id":10,"key":"batch-prismatic.split-mixed.reverse:part:1:side-0-0","provenance":{"reversed":false,"role":"Split","sources":[{"body":"split-mixed-host","entity":"split-mixed-host","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":1,"surface":10,"trim":{"chart":0,"holes":[],"outer":12,"uv_bounds":[{"hi":2.500000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":11,"key":"batch-prismatic.split-mixed.reverse:part:1:side-0-1","provenance":{"reversed":false,"role":"Split","sources":[{"body":"split-mixed-host","entity":"split-mixed-host","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":1,"surface":11,"trim":{"chart":0,"holes":[],"outer":13,"uv_bounds":[{"hi":3.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":12,"key":"batch-prismatic.split-mixed.reverse:part:1:side-0-2","provenance":{"reversed":false,"role":"Split","sources":[{"body":"split-mixed-host","entity":"split-mixed-host","face":0,"key":"top"}]},"sense":"Forward","shell_ref":1,"surface":12,"trim":{"chart":0,"holes":[],"outer":14,"uv_bounds":[{"hi":2.500000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":13,"key":"batch-prismatic.split-mixed.reverse:part:1:side-0-3","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"full-height","entity":"full-height","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":1,"surface":13,"trim":{"chart":0,"holes":[],"outer":15,"uv_bounds":[{"hi":3.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":14,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":18,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":22,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":26,"wire_ref":null},{"edge":13,"face":0,"from":10,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":5,"to":11,"twin":30,"wire_ref":null},{"edge":16,"face":0,"from":11,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":4,"prev":4,"to":10,"twin":34,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":2,"next":7,"prev":9,"to":3,"twin":24,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":2,"next":8,"prev":6,"to":2,"twin":20,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Reverse"},"id":8,"loop_ref":2,"next":9,"prev":7,"to":1,"twin":16,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Reverse"},"id":9,"loop_ref":2,"next":6,"prev":8,"to":0,"twin":12,"wire_ref":null},{"edge":15,"face":1,"from":8,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Forward"},"id":10,"loop_ref":3,"next":11,"prev":11,"to":9,"twin":32,"wire_ref":null},{"edge":12,"face":1,"from":9,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Forward"},"id":11,"loop_ref":3,"next":10,"prev":10,"to":8,"twin":28,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":4,"next":13,"prev":15,"to":1,"twin":9,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":4,"next":14,"prev":12,"to":5,"twin":19,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":4,"next":15,"prev":13,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":4,"next":12,"prev":14,"to":0,"twin":25,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":5,"next":17,"prev":19,"to":2,"twin":8,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":5,"next":18,"prev":16,"to":6,"twin":23,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":5,"next":19,"prev":17,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":5,"next":16,"prev":18,"to":1,"twin":13,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":6,"next":21,"prev":23,"to":3,"twin":7,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":6,"next":22,"prev":20,"to":7,"twin":27,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":6,"next":23,"prev":21,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":6,"next":20,"prev":22,"to":2,"twin":17,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":24,"periodic_lift":[0,0],"sense":"Forward"},"id":24,"loop_ref":7,"next":25,"prev":27,"to":0,"twin":6,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":25,"periodic_lift":[0,0],"sense":"Forward"},"id":25,"loop_ref":7,"next":26,"prev":24,"to":4,"twin":15,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":26,"periodic_lift":[0,0],"sense":"Reverse"},"id":26,"loop_ref":7,"next":27,"prev":25,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":27,"periodic_lift":[0,0],"sense":"Reverse"},"id":27,"loop_ref":7,"next":24,"prev":26,"to":3,"twin":21,"wire_ref":null},{"edge":12,"face":6,"from":8,"geometry_use":{"pcurve":28,"periodic_lift":[0,0],"sense":"Reverse"},"id":28,"loop_ref":8,"next":29,"prev":31,"to":9,"twin":11,"wire_ref":null},{"edge":17,"face":6,"from":9,"geometry_use":{"pcurve":29,"periodic_lift":[0,0],"sense":"Forward"},"id":29,"loop_ref":8,"next":30,"prev":28,"to":11,"twin":35,"wire_ref":null},{"edge":13,"face":6,"from":11,"geometry_use":{"pcurve":30,"periodic_lift":[0,0],"sense":"Forward"},"id":30,"loop_ref":8,"next":31,"prev":29,"to":10,"twin":4,"wire_ref":null},{"edge":14,"face":6,"from":10,"geometry_use":{"pcurve":31,"periodic_lift":[0,0],"sense":"Reverse"},"id":31,"loop_ref":8,"next":28,"prev":30,"to":8,"twin":33,"wire_ref":null},{"edge":15,"face":7,"from":9,"geometry_use":{"pcurve":32,"periodic_lift":[0,0],"sense":"Reverse"},"id":32,"loop_ref":9,"next":33,"prev":35,"to":8,"twin":10,"wire_ref":null},{"edge":14,"face":7,"from":8,"geometry_use":{"pcurve":33,"periodic_lift":[0,0],"sense":"Forward"},"id":33,"loop_ref":9,"next":34,"prev":32,"to":10,"twin":31,"wire_ref":null},{"edge":16,"face":7,"from":10,"geometry_use":{"pcurve":34,"periodic_lift":[0,0],"sense":"Forward"},"id":34,"loop_ref":9,"next":35,"prev":33,"to":11,"twin":5,"wire_ref":null},{"edge":17,"face":7,"from":11,"geometry_use":{"pcurve":35,"periodic_lift":[0,0],"sense":"Reverse"},"id":35,"loop_ref":9,"next":32,"prev":34,"to":9,"twin":29,"wire_ref":null},{"edge":19,"face":8,"from":16,"geometry_use":{"pcurve":36,"periodic_lift":[0,0],"sense":"Forward"},"id":36,"loop_ref":10,"next":37,"prev":39,"to":17,"twin":46,"wire_ref":null},{"edge":22,"face":8,"from":17,"geometry_use":{"pcurve":37,"periodic_lift":[0,0],"sense":"Forward"},"id":37,"loop_ref":10,"next":38,"prev":36,"to":18,"twin":50,"wire_ref":null},{"edge":25,"face":8,"from":18,"geometry_use":{"pcurve":38,"periodic_lift":[0,0],"sense":"Forward"},"id":38,"loop_ref":10,"next":39,"prev":37,"to":19,"twin":54,"wire_ref":null},{"edge":28,"face":8,"from":19,"geometry_use":{"pcurve":39,"periodic_lift":[0,0],"sense":"Forward"},"id":39,"loop_ref":10,"next":36,"prev":38,"to":16,"twin":58,"wire_ref":null},{"edge":27,"face":9,"from":12,"geometry_use":{"pcurve":40,"periodic_lift":[0,0],"sense":"Reverse"},"id":40,"loop_ref":11,"next":41,"prev":43,"to":15,"twin":56,"wire_ref":null},{"edge":24,"face":9,"from":15,"geometry_use":{"pcurve":41,"periodic_lift":[0,0],"sense":"Reverse"},"id":41,"loop_ref":11,"next":42,"prev":40,"to":14,"twin":52,"wire_ref":null},{"edge":21,"face":9,"from":14,"geometry_use":{"pcurve":42,"periodic_lift":[0,0],"sense":"Reverse"},"id":42,"loop_ref":11,"next":43,"prev":41,"to":13,"twin":48,"wire_ref":null},{"edge":18,"face":9,"from":13,"geometry_use":{"pcurve":43,"periodic_lift":[0,0],"sense":"Reverse"},"id":43,"loop_ref":11,"next":40,"prev":42,"to":12,"twin":44,"wire_ref":null},{"edge":18,"face":10,"from":12,"geometry_use":{"pcurve":44,"periodic_lift":[0,0],"sense":"Forward"},"id":44,"loop_ref":12,"next":45,"prev":47,"to":13,"twin":43,"wire_ref":null},{"edge":23,"face":10,"from":13,"geometry_use":{"pcurve":45,"periodic_lift":[0,0],"sense":"Forward"},"id":45,"loop_ref":12,"next":46,"prev":44,"to":17,"twin":51,"wire_ref":null},{"edge":19,"face":10,"from":17,"geometry_use":{"pcurve":46,"periodic_lift":[0,0],"sense":"Reverse"},"id":46,"loop_ref":12,"next":47,"prev":45,"to":16,"twin":36,"wire_ref":null},{"edge":20,"face":10,"from":16,"geometry_use":{"pcurve":47,"periodic_lift":[0,0],"sense":"Reverse"},"id":47,"loop_ref":12,"next":44,"prev":46,"to":12,"twin":57,"wire_ref":null},{"edge":21,"face":11,"from":13,"geometry_use":{"pcurve":48,"periodic_lift":[0,0],"sense":"Forward"},"id":48,"loop_ref":13,"next":49,"prev":51,"to":14,"twin":42,"wire_ref":null},{"edge":26,"face":11,"from":14,"geometry_use":{"pcurve":49,"periodic_lift":[0,0],"sense":"Forward"},"id":49,"loop_ref":13,"next":50,"prev":48,"to":18,"twin":55,"wire_ref":null},{"edge":22,"face":11,"from":18,"geometry_use":{"pcurve":50,"periodic_lift":[0,0],"sense":"Reverse"},"id":50,"loop_ref":13,"next":51,"prev":49,"to":17,"twin":37,"wire_ref":null},{"edge":23,"face":11,"from":17,"geometry_use":{"pcurve":51,"periodic_lift":[0,0],"sense":"Reverse"},"id":51,"loop_ref":13,"next":48,"prev":50,"to":13,"twin":45,"wire_ref":null},{"edge":24,"face":12,"from":14,"geometry_use":{"pcurve":52,"periodic_lift":[0,0],"sense":"Forward"},"id":52,"loop_ref":14,"next":53,"prev":55,"to":15,"twin":41,"wire_ref":null},{"edge":29,"face":12,"from":15,"geometry_use":{"pcurve":53,"periodic_lift":[0,0],"sense":"Forward"},"id":53,"loop_ref":14,"next":54,"prev":52,"to":19,"twin":59,"wire_ref":null},{"edge":25,"face":12,"from":19,"geometry_use":{"pcurve":54,"periodic_lift":[0,0],"sense":"Reverse"},"id":54,"loop_ref":14,"next":55,"prev":53,"to":18,"twin":38,"wire_ref":null},{"edge":26,"face":12,"from":18,"geometry_use":{"pcurve":55,"periodic_lift":[0,0],"sense":"Reverse"},"id":55,"loop_ref":14,"next":52,"prev":54,"to":14,"twin":49,"wire_ref":null},{"edge":27,"face":13,"from":15,"geometry_use":{"pcurve":56,"periodic_lift":[0,0],"sense":"Forward"},"id":56,"loop_ref":15,"next":57,"prev":59,"to":12,"twin":40,"wire_ref":null},{"edge":20,"face":13,"from":12,"geometry_use":{"pcurve":57,"periodic_lift":[0,0],"sense":"Forward"},"id":57,"loop_ref":15,"next":58,"prev":56,"to":16,"twin":47,"wire_ref":null},{"edge":28,"face":13,"from":16,"geometry_use":{"pcurve":58,"periodic_lift":[0,0],"sense":"Reverse"},"id":58,"loop_ref":15,"next":59,"prev":57,"to":19,"twin":39,"wire_ref":null},{"edge":29,"face":13,"from":19,"geometry_use":{"pcurve":59,"periodic_lift":[0,0],"sense":"Reverse"},"id":59,"loop_ref":15,"next":56,"prev":58,"to":15,"twin":53,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":0,"id":1,"is_hole":true,"start_halfedge":4},{"face_ref":1,"id":2,"is_hole":false,"start_halfedge":6},{"face_ref":1,"id":3,"is_hole":true,"start_halfedge":10},{"face_ref":2,"id":4,"is_hole":false,"start_halfedge":12},{"face_ref":3,"id":5,"is_hole":false,"start_halfedge":16},{"face_ref":4,"id":6,"is_hole":false,"start_halfedge":20},{"face_ref":5,"id":7,"is_hole":false,"start_halfedge":24},{"face_ref":6,"id":8,"is_hole":false,"start_halfedge":28},{"face_ref":7,"id":9,"is_hole":false,"start_halfedge":32},{"face_ref":8,"id":10,"is_hole":false,"start_halfedge":36},{"face_ref":9,"id":11,"is_hole":false,"start_halfedge":40},{"face_ref":10,"id":12,"is_hole":false,"start_halfedge":44},{"face_ref":11,"id":13,"is_hole":false,"start_halfedge":48},{"face_ref":12,"id":14,"is_hole":false,"start_halfedge":52},{"face_ref":13,"id":15,"is_hole":false,"start_halfedge":56}],"shells":[{"faces":[0,1,2,3,4,5,6,7],"id":0,"is_closed":true},{"faces":[8,9,10,11,12,13],"id":1,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":6,"position":[0.0,0.3,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":9,"position":[2.5,0.3,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":8,"position":[2.5,0.3,3.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":7,"position":[0.0,0.3,3.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[0.0,0.0,0.0],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[2.5,0.0,0.0],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[2.5,0.0,3.0],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[0.0,0.0,3.0],"tolerance":1e-9},{"id":8,"outgoing_halfedge":10,"position":[1.1,0.3,1.5],"tolerance":1e-9},{"id":9,"outgoing_halfedge":11,"position":[1.9,0.3,1.5],"tolerance":1e-9},{"id":10,"outgoing_halfedge":4,"position":[1.1,0.0,1.5],"tolerance":1e-9},{"id":11,"outgoing_halfedge":5,"position":[1.9,0.0,1.5],"tolerance":1e-9},{"id":12,"outgoing_halfedge":40,"position":[3.5,0.3,0.0],"tolerance":1e-9},{"id":13,"outgoing_halfedge":43,"position":[6.0,0.3,0.0],"tolerance":1e-9},{"id":14,"outgoing_halfedge":42,"position":[6.0,0.3,3.0],"tolerance":1e-9},{"id":15,"outgoing_halfedge":41,"position":[3.5,0.3,3.0],"tolerance":1e-9},{"id":16,"outgoing_halfedge":36,"position":[3.5,0.0,0.0],"tolerance":1e-9},{"id":17,"outgoing_halfedge":37,"position":[6.0,0.0,0.0],"tolerance":1e-9},{"id":18,"outgoing_halfedge":38,"position":[6.0,0.0,3.0],"tolerance":1e-9},{"id":19,"outgoing_halfedge":39,"position":[3.5,0.0,3.0],"tolerance":1e-9}],"wires":[]}}}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/batch-matrix/prismatic.two-round.forward.json b/main/opengeometry/tests/fixtures/cases/batch-matrix/prismatic.two-round.forward.json
new file mode 100644
index 0000000..fc0b570
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/batch-matrix/prismatic.two-round.forward.json
@@ -0,0 +1 @@
+{"cutters":[{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"frame":{"origin":[1.5,0.0,1.5],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":0.4},{"frame":{"origin":[1.5,0.3,1.5],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":0.4},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.9,0.0,1.5]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.283185307179586,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"axis_a":[0.4,0.0],"axis_b":[0.0,-0.4],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[0.4,0.0],"axis_b":[0.0,0.4],"kind":"Conic2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[1.5,0.0,1.5],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Cylinder","radius":0.4},{"frame":{"origin":[1.5,0.0,1.5],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[1.5,0.3,1.5],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"}]},"id":"round-a","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":0,"id":0,"tolerance":1e-9,"twin_halfedge":4},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":2,"id":1,"tolerance":1e-9,"twin_halfedge":5},{"chart_seam":true,"geometry":{"curve":2,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":2,"tolerance":1e-9,"twin_halfedge":3}],"faces":[{"id":0,"key":"lateral","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"round-a","entity":"round-a","face":0,"key":"lateral"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":6.283185307179586,"lo":0.0},{"hi":0.3,"lo":0.0}]}},{"id":1,"key":"lower_cap","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"round-a","entity":"round-a","face":1,"key":"lower_cap"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.4,"lo":-0.4},{"hi":0.4,"lo":-0.4}]}},{"id":2,"key":"upper_cap","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"round-a","entity":"round-a","face":2,"key":"upper_cap"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.4,"lo":-0.4},{"hi":0.4,"lo":-0.4}]}}],"halfedges":[{"edge":0,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":0,"from":0,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":1,"twin":3,"wire_ref":null},{"edge":1,"face":0,"from":1,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":5,"wire_ref":null},{"edge":2,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":1,"wire_ref":null},{"edge":0,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":4,"prev":4,"to":0,"twin":0,"wire_ref":null},{"edge":1,"face":2,"from":1,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":2,"next":5,"prev":5,"to":1,"twin":2,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":5}],"shells":[{"faces":[0,1,2],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[1.9,0.0,1.5],"tolerance":1e-9},{"id":1,"outgoing_halfedge":2,"position":[1.9,0.3,1.5],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"frame":{"origin":[4.5,0.0,1.5],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":0.4},{"frame":{"origin":[4.5,0.3,1.5],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":0.4},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[4.9,0.0,1.5]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.283185307179586,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"axis_a":[0.4,0.0],"axis_b":[0.0,-0.4],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[0.4,0.0],"axis_b":[0.0,0.4],"kind":"Conic2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[4.5,0.0,1.5],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Cylinder","radius":0.4},{"frame":{"origin":[4.5,0.0,1.5],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[4.5,0.3,1.5],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"}]},"id":"round-b","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":0,"id":0,"tolerance":1e-9,"twin_halfedge":4},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":2,"id":1,"tolerance":1e-9,"twin_halfedge":5},{"chart_seam":true,"geometry":{"curve":2,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":2,"tolerance":1e-9,"twin_halfedge":3}],"faces":[{"id":0,"key":"lateral","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"round-b","entity":"round-b","face":0,"key":"lateral"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":6.283185307179586,"lo":0.0},{"hi":0.3,"lo":0.0}]}},{"id":1,"key":"lower_cap","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"round-b","entity":"round-b","face":1,"key":"lower_cap"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.4,"lo":-0.4},{"hi":0.4,"lo":-0.4}]}},{"id":2,"key":"upper_cap","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"round-b","entity":"round-b","face":2,"key":"upper_cap"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.4,"lo":-0.4},{"hi":0.4,"lo":-0.4}]}}],"halfedges":[{"edge":0,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":0,"from":0,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":1,"twin":3,"wire_ref":null},{"edge":1,"face":0,"from":1,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":5,"wire_ref":null},{"edge":2,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":1,"wire_ref":null},{"edge":0,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":4,"prev":4,"to":0,"twin":0,"wire_ref":null},{"edge":1,"face":2,"from":1,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":2,"next":5,"prev":5,"to":1,"twin":2,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":5}],"shells":[{"faces":[0,1,2],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[4.9,0.0,1.5],"tolerance":1e-9},{"id":1,"outgoing_halfedge":2,"position":[4.9,0.3,1.5],"tolerance":1e-9}],"wires":[]}}],"handlers":["subtract_planar_cutters","subtract_prismatic_profile_batch"],"host":{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[6.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[6.0,0.0,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[6.0,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[6.0,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[6.0,0.3,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[6.0,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.0,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.0,0.3,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.0,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[6.0,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[6.0,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[6.0,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[0.0,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[6.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[6.0,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"two-round-host","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":6.0,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":6.0,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":6.0,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":6.0,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"two-round-host","entity":"two-round-host","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":6.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"two-round-host","entity":"two-round-host","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":6.000000001,"lo":-1e-9},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"two-round-host","entity":"two-round-host","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":6.000000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"two-round-host","entity":"two-round-host","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"two-round-host","entity":"two-round-host","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":6.000000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"two-round-host","entity":"two-round-host","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[0.0,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[6.0,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[6.0,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[0.0,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[0.0,0.0,3.0],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[6.0,0.0,3.0],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[6.0,0.3,3.0],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[0.0,0.3,3.0],"tolerance":1e-9}],"wires":[]}},"result":{"brep":{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[6.0,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[6.0,0.3,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[6.0,0.0,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.0,0.3,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,3.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.3,3.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.0,3.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[6.0,0.0,3.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[6.0,0.3,3.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[6.0,0.0,3.0]},{"frame":{"origin":[4.5,0.0,1.5],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":0.4},{"frame":{"origin":[4.5,0.3,1.5],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":0.4},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[4.9,0.0,1.5]},{"frame":{"origin":[4.5,0.0,1.5],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":0.4},{"frame":{"origin":[4.5,0.3,1.5],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":0.4},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[4.1,0.0,1.5]},{"frame":{"origin":[1.5,0.0,1.5],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":0.4},{"frame":{"origin":[1.5,0.3,1.5],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":0.4},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.9000000000000004,0.0,1.5]},{"frame":{"origin":[1.5,0.0,1.5],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":0.4},{"frame":{"origin":[1.5,0.3,1.5],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":0.4},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.0999999999999996,0.0,1.5]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[6.0,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.0,3.0]},{"axis_a":[0.4,0.0],"axis_b":[0.0,0.4],"kind":"Conic2","origin":[1.5,1.5]},{"axis_a":[0.4,0.0],"axis_b":[0.0,0.4],"kind":"Conic2","origin":[1.5,1.5]},{"axis_a":[0.4,0.0],"axis_b":[0.0,0.4],"kind":"Conic2","origin":[4.5,1.5]},{"axis_a":[0.4,0.0],"axis_b":[0.0,0.4],"kind":"Conic2","origin":[4.5,1.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,-3.0]},{"direction":[-1.0,-0.0],"kind":"Line2","origin":[6.0,-3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[6.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,-0.0]},{"axis_a":[0.4,0.0],"axis_b":[0.0,-0.4],"kind":"Conic2","origin":[1.5,-1.5]},{"axis_a":[0.4,0.0],"axis_b":[0.0,-0.4],"kind":"Conic2","origin":[1.5,-1.5]},{"axis_a":[0.4,0.0],"axis_b":[0.0,-0.4],"kind":"Conic2","origin":[4.5,-1.5]},{"axis_a":[0.4,0.0],"axis_b":[0.0,-0.4],"kind":"Conic2","origin":[4.5,-1.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-6.283185307179586,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-3.141592653589793,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-3.141592653589793,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-6.283185307179586,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-3.141592653589793,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-3.141592653589793,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[6.0,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[6.0,0.0,0.0],"x":[-1.0,0.0,0.0],"y":[-0.0,-0.0,-1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[6.0,0.0,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,0.0,1.0],"y":[0.0,1.0,-0.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[6.0,0.0,3.0],"x":[0.0,0.0,-1.0],"y":[0.0,1.0,0.0],"z":[1.0,-0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[4.5,0.0,1.5],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,0.0]},"kind":"Cylinder","radius":0.4},{"frame":{"origin":[4.5,0.0,1.5],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,0.0]},"kind":"Cylinder","radius":0.4},{"frame":{"origin":[1.5,0.0,1.5],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,0.0]},"kind":"Cylinder","radius":0.4},{"frame":{"origin":[1.5,0.0,1.5],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,0.0]},"kind":"Cylinder","radius":0.4}]},"id":"batch-prismatic.two-round.forward","quality":{"kind":"Analytic"},"revision":1,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":6.0,"lo":0.0}},"halfedge":11,"id":0,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":6.0,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":19,"id":2,"tolerance":1e-9,"twin_halfedge":29},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":10,"id":3,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":17,"id":5,"tolerance":1e-9,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":6.0,"lo":0.0}},"halfedge":9,"id":6,"tolerance":1e-9,"twin_halfedge":24},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":6.0,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":26},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":21,"id":8,"tolerance":1e-9,"twin_halfedge":27},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":8,"id":9,"tolerance":1e-9,"twin_halfedge":28},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":30},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":25,"id":11,"tolerance":1e-9,"twin_halfedge":31},{"chart_seam":false,"geometry":{"curve":12,"kind":"Curve","range":{"hi":-3.141592653589793,"lo":-6.283185307179586}},"halfedge":13,"id":12,"tolerance":1e-9,"twin_halfedge":32},{"chart_seam":false,"geometry":{"curve":13,"kind":"Curve","range":{"hi":-3.141592653589793,"lo":-6.283185307179586}},"halfedge":4,"id":13,"tolerance":1e-9,"twin_halfedge":34},{"chart_seam":false,"geometry":{"curve":14,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":35,"id":14,"tolerance":1e-9,"twin_halfedge":37},{"chart_seam":false,"geometry":{"curve":15,"kind":"Curve","range":{"hi":0.0,"lo":-3.141592653589793}},"halfedge":12,"id":15,"tolerance":1e-9,"twin_halfedge":36},{"chart_seam":false,"geometry":{"curve":16,"kind":"Curve","range":{"hi":0.0,"lo":-3.141592653589793}},"halfedge":5,"id":16,"tolerance":1e-9,"twin_halfedge":38},{"chart_seam":false,"geometry":{"curve":17,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":33,"id":17,"tolerance":1e-9,"twin_halfedge":39},{"chart_seam":false,"geometry":{"curve":18,"kind":"Curve","range":{"hi":-3.141592653589793,"lo":-6.283185307179586}},"halfedge":15,"id":18,"tolerance":1e-9,"twin_halfedge":40},{"chart_seam":false,"geometry":{"curve":19,"kind":"Curve","range":{"hi":-3.141592653589793,"lo":-6.283185307179586}},"halfedge":6,"id":19,"tolerance":1e-9,"twin_halfedge":42},{"chart_seam":false,"geometry":{"curve":20,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":43,"id":20,"tolerance":1e-9,"twin_halfedge":45},{"chart_seam":false,"geometry":{"curve":21,"kind":"Curve","range":{"hi":0.0,"lo":-3.141592653589793}},"halfedge":14,"id":21,"tolerance":1e-9,"twin_halfedge":44},{"chart_seam":false,"geometry":{"curve":22,"kind":"Curve","range":{"hi":0.0,"lo":-3.141592653589793}},"halfedge":7,"id":22,"tolerance":1e-9,"twin_halfedge":46},{"chart_seam":false,"geometry":{"curve":23,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":41,"id":23,"tolerance":1e-9,"twin_halfedge":47}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Split","sources":[{"body":"two-round-host","entity":"two-round-host","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[1,2],"outer":0,"uv_bounds":[{"hi":6.000000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Split","sources":[{"body":"two-round-host","entity":"two-round-host","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[4,5],"outer":3,"uv_bounds":[{"hi":6.000000001,"lo":-1e-9},{"hi":1e-9,"lo":-3.000000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Split","sources":[{"body":"two-round-host","entity":"two-round-host","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":6,"uv_bounds":[{"hi":6.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Split","sources":[{"body":"two-round-host","entity":"two-round-host","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":7,"uv_bounds":[{"hi":3.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Split","sources":[{"body":"two-round-host","entity":"two-round-host","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":8,"uv_bounds":[{"hi":6.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Split","sources":[{"body":"two-round-host","entity":"two-round-host","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":9,"uv_bounds":[{"hi":3.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":6,"key":"side-1-0","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"round-b","entity":"round-b","face":0,"key":"lateral"}]},"sense":"Reverse","shell_ref":0,"surface":6,"trim":{"chart":0,"holes":[],"outer":10,"uv_bounds":[{"hi":-3.141592651089793,"lo":-6.283185309679586},{"hi":0.300000001,"lo":-1e-9}]}},{"id":7,"key":"side-1-1","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"round-b","entity":"round-b","face":0,"key":"lateral"}]},"sense":"Reverse","shell_ref":0,"surface":7,"trim":{"chart":0,"holes":[],"outer":11,"uv_bounds":[{"hi":2.5e-9,"lo":-3.1415926560897933},{"hi":0.300000001,"lo":-1e-9}]}},{"id":8,"key":"side-2-0","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"round-a","entity":"round-a","face":0,"key":"lateral"}]},"sense":"Reverse","shell_ref":0,"surface":8,"trim":{"chart":0,"holes":[],"outer":12,"uv_bounds":[{"hi":-3.141592651089793,"lo":-6.283185309679586},{"hi":0.300000001,"lo":-1e-9}]}},{"id":9,"key":"side-2-1","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"round-a","entity":"round-a","face":0,"key":"lateral"}]},"sense":"Reverse","shell_ref":0,"surface":9,"trim":{"chart":0,"holes":[],"outer":13,"uv_bounds":[{"hi":2.5e-9,"lo":-3.1415926560897933},{"hi":0.300000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":18,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":22,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":26,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":30,"wire_ref":null},{"edge":13,"face":0,"from":10,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":5,"to":11,"twin":34,"wire_ref":null},{"edge":16,"face":0,"from":11,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":4,"prev":4,"to":10,"twin":38,"wire_ref":null},{"edge":19,"face":0,"from":14,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":2,"next":7,"prev":7,"to":15,"twin":42,"wire_ref":null},{"edge":22,"face":0,"from":15,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":2,"next":6,"prev":6,"to":14,"twin":46,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Reverse"},"id":8,"loop_ref":3,"next":9,"prev":11,"to":3,"twin":28,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Reverse"},"id":9,"loop_ref":3,"next":10,"prev":8,"to":2,"twin":24,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":3,"next":11,"prev":9,"to":1,"twin":20,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":3,"next":8,"prev":10,"to":0,"twin":16,"wire_ref":null},{"edge":15,"face":1,"from":8,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":4,"next":13,"prev":13,"to":9,"twin":36,"wire_ref":null},{"edge":12,"face":1,"from":9,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":4,"next":12,"prev":12,"to":8,"twin":32,"wire_ref":null},{"edge":21,"face":1,"from":12,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Forward"},"id":14,"loop_ref":5,"next":15,"prev":15,"to":13,"twin":44,"wire_ref":null},{"edge":18,"face":1,"from":13,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Forward"},"id":15,"loop_ref":5,"next":14,"prev":14,"to":12,"twin":40,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":6,"next":17,"prev":19,"to":1,"twin":11,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":6,"next":18,"prev":16,"to":5,"twin":23,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":6,"next":19,"prev":17,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":6,"next":16,"prev":18,"to":0,"twin":29,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":7,"next":21,"prev":23,"to":2,"twin":10,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":7,"next":22,"prev":20,"to":6,"twin":27,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":7,"next":23,"prev":21,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":7,"next":20,"prev":22,"to":1,"twin":17,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":24,"periodic_lift":[0,0],"sense":"Forward"},"id":24,"loop_ref":8,"next":25,"prev":27,"to":3,"twin":9,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":25,"periodic_lift":[0,0],"sense":"Forward"},"id":25,"loop_ref":8,"next":26,"prev":24,"to":7,"twin":31,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":26,"periodic_lift":[0,0],"sense":"Reverse"},"id":26,"loop_ref":8,"next":27,"prev":25,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":27,"periodic_lift":[0,0],"sense":"Reverse"},"id":27,"loop_ref":8,"next":24,"prev":26,"to":2,"twin":21,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":28,"periodic_lift":[0,0],"sense":"Forward"},"id":28,"loop_ref":9,"next":29,"prev":31,"to":0,"twin":8,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":29,"periodic_lift":[0,0],"sense":"Forward"},"id":29,"loop_ref":9,"next":30,"prev":28,"to":4,"twin":19,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":30,"periodic_lift":[0,0],"sense":"Reverse"},"id":30,"loop_ref":9,"next":31,"prev":29,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":31,"periodic_lift":[0,0],"sense":"Reverse"},"id":31,"loop_ref":9,"next":28,"prev":30,"to":3,"twin":25,"wire_ref":null},{"edge":12,"face":6,"from":8,"geometry_use":{"pcurve":32,"periodic_lift":[0,0],"sense":"Reverse"},"id":32,"loop_ref":10,"next":33,"prev":35,"to":9,"twin":13,"wire_ref":null},{"edge":17,"face":6,"from":9,"geometry_use":{"pcurve":33,"periodic_lift":[0,0],"sense":"Forward"},"id":33,"loop_ref":10,"next":34,"prev":32,"to":11,"twin":39,"wire_ref":null},{"edge":13,"face":6,"from":11,"geometry_use":{"pcurve":34,"periodic_lift":[0,0],"sense":"Forward"},"id":34,"loop_ref":10,"next":35,"prev":33,"to":10,"twin":4,"wire_ref":null},{"edge":14,"face":6,"from":10,"geometry_use":{"pcurve":35,"periodic_lift":[0,0],"sense":"Reverse"},"id":35,"loop_ref":10,"next":32,"prev":34,"to":8,"twin":37,"wire_ref":null},{"edge":15,"face":7,"from":9,"geometry_use":{"pcurve":36,"periodic_lift":[0,0],"sense":"Reverse"},"id":36,"loop_ref":11,"next":37,"prev":39,"to":8,"twin":12,"wire_ref":null},{"edge":14,"face":7,"from":8,"geometry_use":{"pcurve":37,"periodic_lift":[0,0],"sense":"Forward"},"id":37,"loop_ref":11,"next":38,"prev":36,"to":10,"twin":35,"wire_ref":null},{"edge":16,"face":7,"from":10,"geometry_use":{"pcurve":38,"periodic_lift":[0,0],"sense":"Forward"},"id":38,"loop_ref":11,"next":39,"prev":37,"to":11,"twin":5,"wire_ref":null},{"edge":17,"face":7,"from":11,"geometry_use":{"pcurve":39,"periodic_lift":[0,0],"sense":"Reverse"},"id":39,"loop_ref":11,"next":36,"prev":38,"to":9,"twin":33,"wire_ref":null},{"edge":18,"face":8,"from":12,"geometry_use":{"pcurve":40,"periodic_lift":[0,0],"sense":"Reverse"},"id":40,"loop_ref":12,"next":41,"prev":43,"to":13,"twin":15,"wire_ref":null},{"edge":23,"face":8,"from":13,"geometry_use":{"pcurve":41,"periodic_lift":[0,0],"sense":"Forward"},"id":41,"loop_ref":12,"next":42,"prev":40,"to":15,"twin":47,"wire_ref":null},{"edge":19,"face":8,"from":15,"geometry_use":{"pcurve":42,"periodic_lift":[0,0],"sense":"Forward"},"id":42,"loop_ref":12,"next":43,"prev":41,"to":14,"twin":6,"wire_ref":null},{"edge":20,"face":8,"from":14,"geometry_use":{"pcurve":43,"periodic_lift":[0,0],"sense":"Reverse"},"id":43,"loop_ref":12,"next":40,"prev":42,"to":12,"twin":45,"wire_ref":null},{"edge":21,"face":9,"from":13,"geometry_use":{"pcurve":44,"periodic_lift":[0,0],"sense":"Reverse"},"id":44,"loop_ref":13,"next":45,"prev":47,"to":12,"twin":14,"wire_ref":null},{"edge":20,"face":9,"from":12,"geometry_use":{"pcurve":45,"periodic_lift":[0,0],"sense":"Forward"},"id":45,"loop_ref":13,"next":46,"prev":44,"to":14,"twin":43,"wire_ref":null},{"edge":22,"face":9,"from":14,"geometry_use":{"pcurve":46,"periodic_lift":[0,0],"sense":"Forward"},"id":46,"loop_ref":13,"next":47,"prev":45,"to":15,"twin":7,"wire_ref":null},{"edge":23,"face":9,"from":15,"geometry_use":{"pcurve":47,"periodic_lift":[0,0],"sense":"Reverse"},"id":47,"loop_ref":13,"next":44,"prev":46,"to":13,"twin":41,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":0,"id":1,"is_hole":true,"start_halfedge":4},{"face_ref":0,"id":2,"is_hole":true,"start_halfedge":6},{"face_ref":1,"id":3,"is_hole":false,"start_halfedge":8},{"face_ref":1,"id":4,"is_hole":true,"start_halfedge":12},{"face_ref":1,"id":5,"is_hole":true,"start_halfedge":14},{"face_ref":2,"id":6,"is_hole":false,"start_halfedge":16},{"face_ref":3,"id":7,"is_hole":false,"start_halfedge":20},{"face_ref":4,"id":8,"is_hole":false,"start_halfedge":24},{"face_ref":5,"id":9,"is_hole":false,"start_halfedge":28},{"face_ref":6,"id":10,"is_hole":false,"start_halfedge":32},{"face_ref":7,"id":11,"is_hole":false,"start_halfedge":36},{"face_ref":8,"id":12,"is_hole":false,"start_halfedge":40},{"face_ref":9,"id":13,"is_hole":false,"start_halfedge":44}],"shells":[{"faces":[0,1,2,3,4,5,6,7,8,9],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":8,"position":[6.0,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":11,"position":[0.0,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":10,"position":[0.0,0.0,3.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":9,"position":[6.0,0.0,3.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[6.0,0.3,0.0],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[0.0,0.3,0.0],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[0.0,0.3,3.0],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[6.0,0.3,3.0],"tolerance":1e-9},{"id":8,"outgoing_halfedge":12,"position":[4.9,0.0,1.5],"tolerance":1e-9},{"id":9,"outgoing_halfedge":13,"position":[4.1,0.0,1.5],"tolerance":1e-9},{"id":10,"outgoing_halfedge":4,"position":[4.9,0.3,1.5],"tolerance":1e-9},{"id":11,"outgoing_halfedge":5,"position":[4.1,0.3,1.5],"tolerance":1e-9},{"id":12,"outgoing_halfedge":14,"position":[1.9000000000000004,0.0,1.5],"tolerance":1e-9},{"id":13,"outgoing_halfedge":15,"position":[1.0999999999999996,0.0,1.5],"tolerance":1e-9},{"id":14,"outgoing_halfedge":6,"position":[1.9000000000000004,0.3,1.5],"tolerance":1e-9},{"id":15,"outgoing_halfedge":7,"position":[1.0999999999999996,0.3,1.5],"tolerance":1e-9}],"wires":[]}}}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/batch-matrix/prismatic.two-round.reverse.json b/main/opengeometry/tests/fixtures/cases/batch-matrix/prismatic.two-round.reverse.json
new file mode 100644
index 0000000..7e6c6d6
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/batch-matrix/prismatic.two-round.reverse.json
@@ -0,0 +1 @@
+{"cutters":[{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"frame":{"origin":[4.5,0.0,1.5],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":0.4},{"frame":{"origin":[4.5,0.3,1.5],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":0.4},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[4.9,0.0,1.5]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.283185307179586,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"axis_a":[0.4,0.0],"axis_b":[0.0,-0.4],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[0.4,0.0],"axis_b":[0.0,0.4],"kind":"Conic2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[4.5,0.0,1.5],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Cylinder","radius":0.4},{"frame":{"origin":[4.5,0.0,1.5],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[4.5,0.3,1.5],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"}]},"id":"round-b","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":0,"id":0,"tolerance":1e-9,"twin_halfedge":4},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":2,"id":1,"tolerance":1e-9,"twin_halfedge":5},{"chart_seam":true,"geometry":{"curve":2,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":2,"tolerance":1e-9,"twin_halfedge":3}],"faces":[{"id":0,"key":"lateral","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"round-b","entity":"round-b","face":0,"key":"lateral"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":6.283185307179586,"lo":0.0},{"hi":0.3,"lo":0.0}]}},{"id":1,"key":"lower_cap","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"round-b","entity":"round-b","face":1,"key":"lower_cap"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.4,"lo":-0.4},{"hi":0.4,"lo":-0.4}]}},{"id":2,"key":"upper_cap","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"round-b","entity":"round-b","face":2,"key":"upper_cap"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.4,"lo":-0.4},{"hi":0.4,"lo":-0.4}]}}],"halfedges":[{"edge":0,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":0,"from":0,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":1,"twin":3,"wire_ref":null},{"edge":1,"face":0,"from":1,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":5,"wire_ref":null},{"edge":2,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":1,"wire_ref":null},{"edge":0,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":4,"prev":4,"to":0,"twin":0,"wire_ref":null},{"edge":1,"face":2,"from":1,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":2,"next":5,"prev":5,"to":1,"twin":2,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":5}],"shells":[{"faces":[0,1,2],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[4.9,0.0,1.5],"tolerance":1e-9},{"id":1,"outgoing_halfedge":2,"position":[4.9,0.3,1.5],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"frame":{"origin":[1.5,0.0,1.5],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":0.4},{"frame":{"origin":[1.5,0.3,1.5],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":0.4},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.9,0.0,1.5]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.283185307179586,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"axis_a":[0.4,0.0],"axis_b":[0.0,-0.4],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[0.4,0.0],"axis_b":[0.0,0.4],"kind":"Conic2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[1.5,0.0,1.5],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Cylinder","radius":0.4},{"frame":{"origin":[1.5,0.0,1.5],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[1.5,0.3,1.5],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"}]},"id":"round-a","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":0,"id":0,"tolerance":1e-9,"twin_halfedge":4},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":2,"id":1,"tolerance":1e-9,"twin_halfedge":5},{"chart_seam":true,"geometry":{"curve":2,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":2,"tolerance":1e-9,"twin_halfedge":3}],"faces":[{"id":0,"key":"lateral","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"round-a","entity":"round-a","face":0,"key":"lateral"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":6.283185307179586,"lo":0.0},{"hi":0.3,"lo":0.0}]}},{"id":1,"key":"lower_cap","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"round-a","entity":"round-a","face":1,"key":"lower_cap"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.4,"lo":-0.4},{"hi":0.4,"lo":-0.4}]}},{"id":2,"key":"upper_cap","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"round-a","entity":"round-a","face":2,"key":"upper_cap"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.4,"lo":-0.4},{"hi":0.4,"lo":-0.4}]}}],"halfedges":[{"edge":0,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":0,"from":0,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":1,"twin":3,"wire_ref":null},{"edge":1,"face":0,"from":1,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":5,"wire_ref":null},{"edge":2,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":1,"wire_ref":null},{"edge":0,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":4,"prev":4,"to":0,"twin":0,"wire_ref":null},{"edge":1,"face":2,"from":1,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":2,"next":5,"prev":5,"to":1,"twin":2,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":5}],"shells":[{"faces":[0,1,2],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[1.9,0.0,1.5],"tolerance":1e-9},{"id":1,"outgoing_halfedge":2,"position":[1.9,0.3,1.5],"tolerance":1e-9}],"wires":[]}}],"handlers":["subtract_planar_cutters","subtract_prismatic_profile_batch"],"host":{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[6.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[6.0,0.0,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[6.0,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[6.0,0.3,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[6.0,0.3,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[6.0,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.0,0.3,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.0,0.3,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.0,0.3,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[6.0,0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,-0.3]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[6.0,-0.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[6.0,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[0.0,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[6.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[6.0,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.3,0.0],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"two-round-host","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":6.0,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":6.0,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":6.0,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":6.0,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"two-round-host","entity":"two-round-host","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":6.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"two-round-host","entity":"two-round-host","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":6.000000001,"lo":-1e-9},{"hi":1e-9,"lo":-0.300000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"two-round-host","entity":"two-round-host","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":6.000000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"two-round-host","entity":"two-round-host","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"two-round-host","entity":"two-round-host","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":6.000000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"two-round-host","entity":"two-round-host","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.300000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[0.0,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[6.0,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[6.0,0.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[0.0,0.3,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[0.0,0.0,3.0],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[6.0,0.0,3.0],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[6.0,0.3,3.0],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[0.0,0.3,3.0],"tolerance":1e-9}],"wires":[]}},"result":{"brep":{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[6.0,0.0,0.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[6.0,0.3,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[6.0,0.0,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.0,0.3,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,3.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.3,3.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.0,3.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[6.0,0.0,3.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[6.0,0.3,3.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[6.0,0.0,3.0]},{"frame":{"origin":[4.5,0.0,1.5],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":0.4},{"frame":{"origin":[4.5,0.3,1.5],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":0.4},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[4.9,0.0,1.5]},{"frame":{"origin":[4.5,0.0,1.5],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":0.4},{"frame":{"origin":[4.5,0.3,1.5],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":0.4},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[4.1,0.0,1.5]},{"frame":{"origin":[1.5,0.0,1.5],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":0.4},{"frame":{"origin":[1.5,0.3,1.5],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":0.4},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.9000000000000004,0.0,1.5]},{"frame":{"origin":[1.5,0.0,1.5],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":0.4},{"frame":{"origin":[1.5,0.3,1.5],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":0.4},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.0999999999999996,0.0,1.5]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[6.0,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.0,3.0]},{"axis_a":[0.4,0.0],"axis_b":[0.0,0.4],"kind":"Conic2","origin":[1.5,1.5]},{"axis_a":[0.4,0.0],"axis_b":[0.0,0.4],"kind":"Conic2","origin":[1.5,1.5]},{"axis_a":[0.4,0.0],"axis_b":[0.0,0.4],"kind":"Conic2","origin":[4.5,1.5]},{"axis_a":[0.4,0.0],"axis_b":[0.0,0.4],"kind":"Conic2","origin":[4.5,1.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,-3.0]},{"direction":[-1.0,-0.0],"kind":"Line2","origin":[6.0,-3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[6.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,-0.0]},{"axis_a":[0.4,0.0],"axis_b":[0.0,-0.4],"kind":"Conic2","origin":[1.5,-1.5]},{"axis_a":[0.4,0.0],"axis_b":[0.0,-0.4],"kind":"Conic2","origin":[1.5,-1.5]},{"axis_a":[0.4,0.0],"axis_b":[0.0,-0.4],"kind":"Conic2","origin":[4.5,-1.5]},{"axis_a":[0.4,0.0],"axis_b":[0.0,-0.4],"kind":"Conic2","origin":[4.5,-1.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-6.283185307179586,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-3.141592653589793,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-3.141592653589793,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-6.283185307179586,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-3.141592653589793,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-3.141592653589793,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[6.0,0.3,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[6.0,0.0,0.0],"x":[-1.0,0.0,0.0],"y":[-0.0,-0.0,-1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[6.0,0.0,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,0.0,1.0],"y":[0.0,1.0,-0.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[6.0,0.0,3.0],"x":[0.0,0.0,-1.0],"y":[0.0,1.0,0.0],"z":[1.0,-0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[4.5,0.0,1.5],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,0.0]},"kind":"Cylinder","radius":0.4},{"frame":{"origin":[4.5,0.0,1.5],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,0.0]},"kind":"Cylinder","radius":0.4},{"frame":{"origin":[1.5,0.0,1.5],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,0.0]},"kind":"Cylinder","radius":0.4},{"frame":{"origin":[1.5,0.0,1.5],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,0.0]},"kind":"Cylinder","radius":0.4}]},"id":"batch-prismatic.two-round.reverse","quality":{"kind":"Analytic"},"revision":1,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":6.0,"lo":0.0}},"halfedge":11,"id":0,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":6.0,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":19,"id":2,"tolerance":1e-9,"twin_halfedge":29},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":10,"id":3,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":17,"id":5,"tolerance":1e-9,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":6.0,"lo":0.0}},"halfedge":9,"id":6,"tolerance":1e-9,"twin_halfedge":24},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":6.0,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":26},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":21,"id":8,"tolerance":1e-9,"twin_halfedge":27},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":8,"id":9,"tolerance":1e-9,"twin_halfedge":28},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":30},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":25,"id":11,"tolerance":1e-9,"twin_halfedge":31},{"chart_seam":false,"geometry":{"curve":12,"kind":"Curve","range":{"hi":-3.141592653589793,"lo":-6.283185307179586}},"halfedge":13,"id":12,"tolerance":1e-9,"twin_halfedge":32},{"chart_seam":false,"geometry":{"curve":13,"kind":"Curve","range":{"hi":-3.141592653589793,"lo":-6.283185307179586}},"halfedge":4,"id":13,"tolerance":1e-9,"twin_halfedge":34},{"chart_seam":false,"geometry":{"curve":14,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":35,"id":14,"tolerance":1e-9,"twin_halfedge":37},{"chart_seam":false,"geometry":{"curve":15,"kind":"Curve","range":{"hi":0.0,"lo":-3.141592653589793}},"halfedge":12,"id":15,"tolerance":1e-9,"twin_halfedge":36},{"chart_seam":false,"geometry":{"curve":16,"kind":"Curve","range":{"hi":0.0,"lo":-3.141592653589793}},"halfedge":5,"id":16,"tolerance":1e-9,"twin_halfedge":38},{"chart_seam":false,"geometry":{"curve":17,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":33,"id":17,"tolerance":1e-9,"twin_halfedge":39},{"chart_seam":false,"geometry":{"curve":18,"kind":"Curve","range":{"hi":-3.141592653589793,"lo":-6.283185307179586}},"halfedge":15,"id":18,"tolerance":1e-9,"twin_halfedge":40},{"chart_seam":false,"geometry":{"curve":19,"kind":"Curve","range":{"hi":-3.141592653589793,"lo":-6.283185307179586}},"halfedge":6,"id":19,"tolerance":1e-9,"twin_halfedge":42},{"chart_seam":false,"geometry":{"curve":20,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":43,"id":20,"tolerance":1e-9,"twin_halfedge":45},{"chart_seam":false,"geometry":{"curve":21,"kind":"Curve","range":{"hi":0.0,"lo":-3.141592653589793}},"halfedge":14,"id":21,"tolerance":1e-9,"twin_halfedge":44},{"chart_seam":false,"geometry":{"curve":22,"kind":"Curve","range":{"hi":0.0,"lo":-3.141592653589793}},"halfedge":7,"id":22,"tolerance":1e-9,"twin_halfedge":46},{"chart_seam":false,"geometry":{"curve":23,"kind":"Curve","range":{"hi":0.3,"lo":0.0}},"halfedge":41,"id":23,"tolerance":1e-9,"twin_halfedge":47}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Split","sources":[{"body":"two-round-host","entity":"two-round-host","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[1,2],"outer":0,"uv_bounds":[{"hi":6.000000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Split","sources":[{"body":"two-round-host","entity":"two-round-host","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[4,5],"outer":3,"uv_bounds":[{"hi":6.000000001,"lo":-1e-9},{"hi":1e-9,"lo":-3.000000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Split","sources":[{"body":"two-round-host","entity":"two-round-host","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":6,"uv_bounds":[{"hi":6.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Split","sources":[{"body":"two-round-host","entity":"two-round-host","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":7,"uv_bounds":[{"hi":3.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Split","sources":[{"body":"two-round-host","entity":"two-round-host","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":8,"uv_bounds":[{"hi":6.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Split","sources":[{"body":"two-round-host","entity":"two-round-host","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":9,"uv_bounds":[{"hi":3.000000001,"lo":-1e-9},{"hi":0.300000001,"lo":-1e-9}]}},{"id":6,"key":"side-1-0","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"round-b","entity":"round-b","face":0,"key":"lateral"}]},"sense":"Reverse","shell_ref":0,"surface":6,"trim":{"chart":0,"holes":[],"outer":10,"uv_bounds":[{"hi":-3.141592651089793,"lo":-6.283185309679586},{"hi":0.300000001,"lo":-1e-9}]}},{"id":7,"key":"side-1-1","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"round-b","entity":"round-b","face":0,"key":"lateral"}]},"sense":"Reverse","shell_ref":0,"surface":7,"trim":{"chart":0,"holes":[],"outer":11,"uv_bounds":[{"hi":2.5e-9,"lo":-3.1415926560897933},{"hi":0.300000001,"lo":-1e-9}]}},{"id":8,"key":"side-2-0","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"round-a","entity":"round-a","face":0,"key":"lateral"}]},"sense":"Reverse","shell_ref":0,"surface":8,"trim":{"chart":0,"holes":[],"outer":12,"uv_bounds":[{"hi":-3.141592651089793,"lo":-6.283185309679586},{"hi":0.300000001,"lo":-1e-9}]}},{"id":9,"key":"side-2-1","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"round-a","entity":"round-a","face":0,"key":"lateral"}]},"sense":"Reverse","shell_ref":0,"surface":9,"trim":{"chart":0,"holes":[],"outer":13,"uv_bounds":[{"hi":2.5e-9,"lo":-3.1415926560897933},{"hi":0.300000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":18,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":22,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":26,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":30,"wire_ref":null},{"edge":13,"face":0,"from":10,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":5,"to":11,"twin":34,"wire_ref":null},{"edge":16,"face":0,"from":11,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":4,"prev":4,"to":10,"twin":38,"wire_ref":null},{"edge":19,"face":0,"from":14,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":2,"next":7,"prev":7,"to":15,"twin":42,"wire_ref":null},{"edge":22,"face":0,"from":15,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":2,"next":6,"prev":6,"to":14,"twin":46,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Reverse"},"id":8,"loop_ref":3,"next":9,"prev":11,"to":3,"twin":28,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Reverse"},"id":9,"loop_ref":3,"next":10,"prev":8,"to":2,"twin":24,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":3,"next":11,"prev":9,"to":1,"twin":20,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":3,"next":8,"prev":10,"to":0,"twin":16,"wire_ref":null},{"edge":15,"face":1,"from":8,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":4,"next":13,"prev":13,"to":9,"twin":36,"wire_ref":null},{"edge":12,"face":1,"from":9,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":4,"next":12,"prev":12,"to":8,"twin":32,"wire_ref":null},{"edge":21,"face":1,"from":12,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Forward"},"id":14,"loop_ref":5,"next":15,"prev":15,"to":13,"twin":44,"wire_ref":null},{"edge":18,"face":1,"from":13,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Forward"},"id":15,"loop_ref":5,"next":14,"prev":14,"to":12,"twin":40,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":6,"next":17,"prev":19,"to":1,"twin":11,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":6,"next":18,"prev":16,"to":5,"twin":23,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":6,"next":19,"prev":17,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":6,"next":16,"prev":18,"to":0,"twin":29,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":7,"next":21,"prev":23,"to":2,"twin":10,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":7,"next":22,"prev":20,"to":6,"twin":27,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":7,"next":23,"prev":21,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":7,"next":20,"prev":22,"to":1,"twin":17,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":24,"periodic_lift":[0,0],"sense":"Forward"},"id":24,"loop_ref":8,"next":25,"prev":27,"to":3,"twin":9,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":25,"periodic_lift":[0,0],"sense":"Forward"},"id":25,"loop_ref":8,"next":26,"prev":24,"to":7,"twin":31,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":26,"periodic_lift":[0,0],"sense":"Reverse"},"id":26,"loop_ref":8,"next":27,"prev":25,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":27,"periodic_lift":[0,0],"sense":"Reverse"},"id":27,"loop_ref":8,"next":24,"prev":26,"to":2,"twin":21,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":28,"periodic_lift":[0,0],"sense":"Forward"},"id":28,"loop_ref":9,"next":29,"prev":31,"to":0,"twin":8,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":29,"periodic_lift":[0,0],"sense":"Forward"},"id":29,"loop_ref":9,"next":30,"prev":28,"to":4,"twin":19,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":30,"periodic_lift":[0,0],"sense":"Reverse"},"id":30,"loop_ref":9,"next":31,"prev":29,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":31,"periodic_lift":[0,0],"sense":"Reverse"},"id":31,"loop_ref":9,"next":28,"prev":30,"to":3,"twin":25,"wire_ref":null},{"edge":12,"face":6,"from":8,"geometry_use":{"pcurve":32,"periodic_lift":[0,0],"sense":"Reverse"},"id":32,"loop_ref":10,"next":33,"prev":35,"to":9,"twin":13,"wire_ref":null},{"edge":17,"face":6,"from":9,"geometry_use":{"pcurve":33,"periodic_lift":[0,0],"sense":"Forward"},"id":33,"loop_ref":10,"next":34,"prev":32,"to":11,"twin":39,"wire_ref":null},{"edge":13,"face":6,"from":11,"geometry_use":{"pcurve":34,"periodic_lift":[0,0],"sense":"Forward"},"id":34,"loop_ref":10,"next":35,"prev":33,"to":10,"twin":4,"wire_ref":null},{"edge":14,"face":6,"from":10,"geometry_use":{"pcurve":35,"periodic_lift":[0,0],"sense":"Reverse"},"id":35,"loop_ref":10,"next":32,"prev":34,"to":8,"twin":37,"wire_ref":null},{"edge":15,"face":7,"from":9,"geometry_use":{"pcurve":36,"periodic_lift":[0,0],"sense":"Reverse"},"id":36,"loop_ref":11,"next":37,"prev":39,"to":8,"twin":12,"wire_ref":null},{"edge":14,"face":7,"from":8,"geometry_use":{"pcurve":37,"periodic_lift":[0,0],"sense":"Forward"},"id":37,"loop_ref":11,"next":38,"prev":36,"to":10,"twin":35,"wire_ref":null},{"edge":16,"face":7,"from":10,"geometry_use":{"pcurve":38,"periodic_lift":[0,0],"sense":"Forward"},"id":38,"loop_ref":11,"next":39,"prev":37,"to":11,"twin":5,"wire_ref":null},{"edge":17,"face":7,"from":11,"geometry_use":{"pcurve":39,"periodic_lift":[0,0],"sense":"Reverse"},"id":39,"loop_ref":11,"next":36,"prev":38,"to":9,"twin":33,"wire_ref":null},{"edge":18,"face":8,"from":12,"geometry_use":{"pcurve":40,"periodic_lift":[0,0],"sense":"Reverse"},"id":40,"loop_ref":12,"next":41,"prev":43,"to":13,"twin":15,"wire_ref":null},{"edge":23,"face":8,"from":13,"geometry_use":{"pcurve":41,"periodic_lift":[0,0],"sense":"Forward"},"id":41,"loop_ref":12,"next":42,"prev":40,"to":15,"twin":47,"wire_ref":null},{"edge":19,"face":8,"from":15,"geometry_use":{"pcurve":42,"periodic_lift":[0,0],"sense":"Forward"},"id":42,"loop_ref":12,"next":43,"prev":41,"to":14,"twin":6,"wire_ref":null},{"edge":20,"face":8,"from":14,"geometry_use":{"pcurve":43,"periodic_lift":[0,0],"sense":"Reverse"},"id":43,"loop_ref":12,"next":40,"prev":42,"to":12,"twin":45,"wire_ref":null},{"edge":21,"face":9,"from":13,"geometry_use":{"pcurve":44,"periodic_lift":[0,0],"sense":"Reverse"},"id":44,"loop_ref":13,"next":45,"prev":47,"to":12,"twin":14,"wire_ref":null},{"edge":20,"face":9,"from":12,"geometry_use":{"pcurve":45,"periodic_lift":[0,0],"sense":"Forward"},"id":45,"loop_ref":13,"next":46,"prev":44,"to":14,"twin":43,"wire_ref":null},{"edge":22,"face":9,"from":14,"geometry_use":{"pcurve":46,"periodic_lift":[0,0],"sense":"Forward"},"id":46,"loop_ref":13,"next":47,"prev":45,"to":15,"twin":7,"wire_ref":null},{"edge":23,"face":9,"from":15,"geometry_use":{"pcurve":47,"periodic_lift":[0,0],"sense":"Reverse"},"id":47,"loop_ref":13,"next":44,"prev":46,"to":13,"twin":41,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":0,"id":1,"is_hole":true,"start_halfedge":4},{"face_ref":0,"id":2,"is_hole":true,"start_halfedge":6},{"face_ref":1,"id":3,"is_hole":false,"start_halfedge":8},{"face_ref":1,"id":4,"is_hole":true,"start_halfedge":12},{"face_ref":1,"id":5,"is_hole":true,"start_halfedge":14},{"face_ref":2,"id":6,"is_hole":false,"start_halfedge":16},{"face_ref":3,"id":7,"is_hole":false,"start_halfedge":20},{"face_ref":4,"id":8,"is_hole":false,"start_halfedge":24},{"face_ref":5,"id":9,"is_hole":false,"start_halfedge":28},{"face_ref":6,"id":10,"is_hole":false,"start_halfedge":32},{"face_ref":7,"id":11,"is_hole":false,"start_halfedge":36},{"face_ref":8,"id":12,"is_hole":false,"start_halfedge":40},{"face_ref":9,"id":13,"is_hole":false,"start_halfedge":44}],"shells":[{"faces":[0,1,2,3,4,5,6,7,8,9],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":8,"position":[6.0,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":11,"position":[0.0,0.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":10,"position":[0.0,0.0,3.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":9,"position":[6.0,0.0,3.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[6.0,0.3,0.0],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[0.0,0.3,0.0],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[0.0,0.3,3.0],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[6.0,0.3,3.0],"tolerance":1e-9},{"id":8,"outgoing_halfedge":12,"position":[4.9,0.0,1.5],"tolerance":1e-9},{"id":9,"outgoing_halfedge":13,"position":[4.1,0.0,1.5],"tolerance":1e-9},{"id":10,"outgoing_halfedge":4,"position":[4.9,0.3,1.5],"tolerance":1e-9},{"id":11,"outgoing_halfedge":5,"position":[4.1,0.3,1.5],"tolerance":1e-9},{"id":12,"outgoing_halfedge":14,"position":[1.9000000000000004,0.0,1.5],"tolerance":1e-9},{"id":13,"outgoing_halfedge":15,"position":[1.0999999999999996,0.0,1.5],"tolerance":1e-9},{"id":14,"outgoing_halfedge":6,"position":[1.9000000000000004,0.3,1.5],"tolerance":1e-9},{"id":15,"outgoing_halfedge":7,"position":[1.0999999999999996,0.3,1.5],"tolerance":1e-9}],"wires":[]}}}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/batch-matrix/staged.mixed-curved-openings.forward.json b/main/opengeometry/tests/fixtures/cases/batch-matrix/staged.mixed-curved-openings.forward.json
new file mode 100644
index 0000000..08df006
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/batch-matrix/staged.mixed-curved-openings.forward.json
@@ -0,0 +1 @@
+{"cutters":[{"accuracy":{"exchange":0.00001,"geometric":6.3e-8,"intersection":1.575e-8,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.2,1.0,1.1]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.2,1.0,1.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.2,1.0,1.1]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.2,1.0,1.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.2,1.0,1.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.2,1.5,1.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.2,1.5,1.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.2,1.5,1.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.2,1.0,1.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.2,1.0,1.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.2,1.0,1.5]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.2,1.5,1.5]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3999999999999999,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3999999999999999]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3999999999999999]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3999999999999999,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[2.2,1.0,1.1],"x":[0.0,1.0,0.0],"y":[1.0,0.0,0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[2.2,1.0,1.5],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[2.2,1.0,1.1],"x":[0.0,0.0,1.0],"y":[0.0,1.0,0.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[3.2,1.0,1.1],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[2.2,1.0,1.1],"x":[1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[2.2,1.5,1.1],"x":[0.0,0.0,1.0],"y":[1.0,0.0,0.0],"z":[0.0,1.0,0.0]},"kind":"Plane"}]},"id":"rectangular-opening","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":3,"id":0,"tolerance":6.3e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":0,"id":1,"tolerance":6.3e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":8,"id":2,"tolerance":6.3e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":2,"id":3,"tolerance":6.3e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":15,"id":4,"tolerance":6.3e-8,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1,"id":5,"tolerance":6.3e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":10,"id":6,"tolerance":6.3e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":13,"id":7,"tolerance":6.3e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":4,"id":8,"tolerance":6.3e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":7,"id":9,"tolerance":6.3e-8,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":5,"id":10,"tolerance":6.3e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":6,"id":11,"tolerance":6.3e-8,"twin_halfedge":21}],"faces":[{"id":0,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"rectangular-opening","entity":"rectangular-opening","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.500000063,"lo":-6.3e-8},{"hi":1.000000063,"lo":-6.3e-8}]}},{"id":1,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"rectangular-opening","entity":"rectangular-opening","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":1.000000063,"lo":-6.3e-8},{"hi":0.500000063,"lo":-6.3e-8}]}},{"id":2,"key":"left","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"rectangular-opening","entity":"rectangular-opening","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.4000000629999999,"lo":-6.3e-8},{"hi":0.500000063,"lo":-6.3e-8}]}},{"id":3,"key":"right","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"rectangular-opening","entity":"rectangular-opening","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.500000063,"lo":-6.3e-8},{"hi":0.4000000629999999,"lo":-6.3e-8}]}},{"id":4,"key":"front","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"rectangular-opening","entity":"rectangular-opening","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":1.000000063,"lo":-6.3e-8},{"hi":0.4000000629999999,"lo":-6.3e-8}]}},{"id":5,"key":"back","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"rectangular-opening","entity":"rectangular-opening","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.4000000629999999,"lo":-6.3e-8},{"hi":1.000000063,"lo":-6.3e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":2,"twin":11,"wire_ref":null},{"edge":5,"face":0,"from":2,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":3,"twin":23,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":16,"wire_ref":null},{"edge":8,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":18,"wire_ref":null},{"edge":10,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":7,"twin":14,"wire_ref":null},{"edge":11,"face":1,"from":7,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":6,"twin":21,"wire_ref":null},{"edge":9,"face":1,"from":6,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":9,"wire_ref":null},{"edge":2,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":4,"twin":19,"wire_ref":null},{"edge":9,"face":2,"from":4,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":6,"twin":7,"wire_ref":null},{"edge":6,"face":2,"from":6,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":2,"twin":20,"wire_ref":null},{"edge":1,"face":2,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":0,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":3,"twin":2,"wire_ref":null},{"edge":7,"face":3,"from":3,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":7,"twin":22,"wire_ref":null},{"edge":10,"face":3,"from":7,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":17,"wire_ref":null},{"edge":0,"face":4,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":1,"twin":3,"wire_ref":null},{"edge":4,"face":4,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":5,"twin":15,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":4,"twin":4,"wire_ref":null},{"edge":2,"face":4,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":0,"twin":8,"wire_ref":null},{"edge":6,"face":5,"from":2,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":6,"twin":10,"wire_ref":null},{"edge":11,"face":5,"from":6,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":7,"twin":6,"wire_ref":null},{"edge":7,"face":5,"from":7,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":3,"twin":13,"wire_ref":null},{"edge":5,"face":5,"from":3,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":2,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[2.2,1.0,1.1],"tolerance":6.3e-8},{"id":1,"outgoing_halfedge":3,"position":[3.2,1.0,1.1],"tolerance":6.3e-8},{"id":2,"outgoing_halfedge":1,"position":[2.2,1.5,1.1],"tolerance":6.3e-8},{"id":3,"outgoing_halfedge":2,"position":[3.2,1.5,1.1],"tolerance":6.3e-8},{"id":4,"outgoing_halfedge":4,"position":[2.2,1.0,1.5],"tolerance":6.3e-8},{"id":5,"outgoing_halfedge":5,"position":[3.2,1.0,1.5],"tolerance":6.3e-8},{"id":6,"outgoing_halfedge":7,"position":[2.2,1.5,1.5],"tolerance":6.3e-8},{"id":7,"outgoing_halfedge":6,"position":[3.2,1.5,1.5],"tolerance":6.3e-8}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":6.3e-8,"intersection":1.575e-8,"tessellation":0.01},"geometry":{"curves":[{"frame":{"origin":[2.65,1.5,0.0],"x":[0.0,0.0,-1.0],"y":[0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Circle","radius":0.5},{"frame":{"origin":[3.05,1.5,0.0],"x":[0.0,0.0,-1.0],"y":[0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Circle","radius":0.5},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.65,1.5,-0.5]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0000000000000002],"kind":"Line2","origin":[6.283185307179586,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0000000000000002],"kind":"Line2","origin":[0.0,0.0]},{"axis_a":[0.5,0.0],"axis_b":[0.0,-0.5],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[0.5,0.0],"axis_b":[0.0,0.5],"kind":"Conic2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[2.65,1.5,0.0],"x":[0.0,0.0,-1.0],"y":[0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Cylinder","radius":0.5},{"frame":{"origin":[2.65,1.5,0.0],"x":[0.0,0.0,-1.0],"y":[-0.0,-1.0,-0.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[3.05,1.5,0.0],"x":[0.0,0.0,-1.0],"y":[0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"}]},"id":"round-opening","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":0,"id":0,"tolerance":6.3e-8,"twin_halfedge":4},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":2,"id":1,"tolerance":6.3e-8,"twin_halfedge":5},{"chart_seam":true,"geometry":{"curve":2,"kind":"Curve","range":{"hi":0.3999999999999999,"lo":0.0}},"halfedge":1,"id":2,"tolerance":6.3e-8,"twin_halfedge":3}],"faces":[{"id":0,"key":"lateral","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"round-opening","entity":"round-opening","face":0,"key":"lateral"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":6.283185307179586,"lo":0.0},{"hi":0.4,"lo":0.0}]}},{"id":1,"key":"lower_cap","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"round-opening","entity":"round-opening","face":1,"key":"lower_cap"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.5,"lo":-0.5},{"hi":0.5,"lo":-0.5}]}},{"id":2,"key":"upper_cap","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"round-opening","entity":"round-opening","face":2,"key":"upper_cap"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.5,"lo":-0.5},{"hi":0.5,"lo":-0.5}]}}],"halfedges":[{"edge":0,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":0,"from":0,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":1,"twin":3,"wire_ref":null},{"edge":1,"face":0,"from":1,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":5,"wire_ref":null},{"edge":2,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":1,"wire_ref":null},{"edge":0,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":4,"prev":4,"to":0,"twin":0,"wire_ref":null},{"edge":1,"face":2,"from":1,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":2,"next":5,"prev":5,"to":1,"twin":2,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":5}],"shells":[{"faces":[0,1,2],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[2.65,1.5,-0.5],"tolerance":6.3e-8},{"id":1,"outgoing_halfedge":2,"position":[3.05,1.5,-0.5],"tolerance":6.3e-8}],"wires":[]}}],"handlers":["subtract_planar_cutters","subtract_planar_cutters","subtract_vertical_arc_extrusion","generic_two_sided_cutter_band_subtraction"],"host":{"accuracy":{"exchange":0.00001,"geometric":6.3e-8,"intersection":1.575e-8,"tessellation":0.01},"geometry":{"curves":[{"direction":[-0.6967067093471652,0.0,0.717356090899523],"kind":"Line","origin":[2.0901201280414963,0.0,-2.1520682726985685]},{"direction":[-0.6967067093471652,0.0,0.717356090899523],"kind":"Line","origin":[2.0901201280414963,3.0,-2.1520682726985685]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.0901201280414963,0.0,-2.1520682726985685]},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":2.7},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":2.7},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.8811081152373468,0.0,-1.9368614454287116]},{"direction":[0.6967067093471652,0.0,0.717356090899523],"kind":"Line","origin":[1.8811081152373468,0.0,1.9368614454287116]},{"direction":[0.6967067093471652,0.0,0.717356090899523],"kind":"Line","origin":[1.8811081152373468,3.0,1.9368614454287116]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.8811081152373468,0.0,1.9368614454287116]},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":3.0},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":3.0},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.0901201280414963,0.0,2.1520682726985685]}],"intersections":[],"pcurves":[{"direction":[-0.6967067093471652,-0.717356090899523],"kind":"Line2","origin":[2.0901201280414963,2.1520682726985685]},{"axis_a":[2.7,0.0],"axis_b":[0.0,2.7],"kind":"Conic2","origin":[0.0,0.0]},{"direction":[0.6967067093471652,-0.717356090899523],"kind":"Line2","origin":[1.8811081152373468,-1.9368614454287116]},{"axis_a":[3.0,0.0],"axis_b":[0.0,3.0],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[3.0,0.0],"axis_b":[0.0,-3.0],"kind":"Conic2","origin":[0.0,0.0]},{"direction":[0.6967067093471652,0.717356090899523],"kind":"Line2","origin":[1.8811081152373468,1.9368614454287116]},{"axis_a":[2.7,0.0],"axis_b":[0.0,-2.7],"kind":"Conic2","origin":[0.0,0.0]},{"direction":[-0.6967067093471652,0.717356090899523],"kind":"Line2","origin":[2.0901201280414963,-2.1520682726985685]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.29999999999999993,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-0.8,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.8,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.29999999999999993,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.8,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-0.8,0.0]}],"surfaces":[{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[2.0901201280414963,0.0,-2.1520682726985685],"x":[-0.6967067093471652,0.0,0.717356090899523],"y":[0.0,1.0,0.0],"z":[-0.717356090899523,0.0,-0.6967067093471652]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Cylinder","radius":2.7},{"frame":{"origin":[1.8811081152373468,0.0,1.9368614454287116],"x":[0.6967067093471652,0.0,0.717356090899523],"y":[0.0,1.0,-0.0],"z":[-0.717356090899523,0.0,0.6967067093471652]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Cylinder","radius":3.0}]},"id":"mixed-curved-host","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.29999999999999993,"lo":0.0}},"halfedge":7,"id":0,"tolerance":6.3e-8,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.29999999999999993,"lo":0.0}},"halfedge":0,"id":1,"tolerance":6.3e-8,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":11,"id":2,"tolerance":6.3e-8,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.8,"lo":-0.8}},"halfedge":6,"id":3,"tolerance":6.3e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.8,"lo":-0.8}},"halfedge":1,"id":4,"tolerance":6.3e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":9,"id":5,"tolerance":6.3e-8,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.29999999999999993,"lo":0.0}},"halfedge":5,"id":6,"tolerance":6.3e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.29999999999999993,"lo":0.0}},"halfedge":2,"id":7,"tolerance":6.3e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":13,"id":8,"tolerance":6.3e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.8,"lo":-0.8}},"halfedge":4,"id":9,"tolerance":6.3e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.8,"lo":-0.8}},"halfedge":3,"id":10,"tolerance":6.3e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":17,"id":11,"tolerance":6.3e-8,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"mixed-curved-host","entity":"mixed-curved-host","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":3.000000063,"lo":-3.000000063},{"hi":3.000000063,"lo":-3.000000063}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"mixed-curved-host","entity":"mixed-curved-host","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":3.000000063,"lo":-3.000000063},{"hi":3.000000063,"lo":-3.000000063}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"mixed-curved-host","entity":"mixed-curved-host","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.30000006299999993,"lo":-6.3e-8},{"hi":3.000000063,"lo":-6.3e-8}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"mixed-curved-host","entity":"mixed-curved-host","face":3,"key":"side-0-1"}]},"sense":"Reverse","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.8000000233333334,"lo":-0.8000000233333334},{"hi":3.000000063,"lo":-6.3e-8}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"mixed-curved-host","entity":"mixed-curved-host","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.30000006299999993,"lo":-6.3e-8},{"hi":3.000000063,"lo":-6.3e-8}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"mixed-curved-host","entity":"mixed-curved-host","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.800000021,"lo":-0.800000021},{"hi":3.000000063,"lo":-6.3e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Reverse"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Forward"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Reverse"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Forward"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[2.0901201280414963,0.0,-2.1520682726985685],"tolerance":6.3e-8},{"id":1,"outgoing_halfedge":7,"position":[1.8811081152373468,0.0,-1.9368614454287116],"tolerance":6.3e-8},{"id":2,"outgoing_halfedge":6,"position":[1.8811081152373468,0.0,1.9368614454287116],"tolerance":6.3e-8},{"id":3,"outgoing_halfedge":5,"position":[2.0901201280414963,0.0,2.1520682726985685],"tolerance":6.3e-8},{"id":4,"outgoing_halfedge":0,"position":[2.0901201280414963,3.0,-2.1520682726985685],"tolerance":6.3e-8},{"id":5,"outgoing_halfedge":1,"position":[1.8811081152373468,3.0,-1.9368614454287116],"tolerance":6.3e-8},{"id":6,"outgoing_halfedge":2,"position":[1.8811081152373468,3.0,1.9368614454287116],"tolerance":6.3e-8},{"id":7,"outgoing_halfedge":3,"position":[2.0901201280414963,3.0,2.1520682726985685],"tolerance":6.3e-8}],"wires":[]}},"result":{"brep":{"accuracy":{"exchange":0.00001,"geometric":6.3e-8,"intersection":1.575e-8,"tessellation":0.01},"geometry":{"curves":[{"direction":[0.6967067093471652,0.0,0.717356090899523],"kind":"Line","origin":[1.8811081152373468,0.0,1.9368614454287116]},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":3.0},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":3.0},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":3.0},{"direction":[-0.6967067093471659,0.0,0.7173560908995223],"kind":"Line","origin":[2.0901201280414963,0.0,-2.152068272698568]},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":2.7},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":2.7},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":2.7},{"frame":{"origin":[0.0,1.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":2.7},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.465765601187591,1.0,1.1]},{"frame":{"origin":[0.0,1.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":3.0},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[2.598076211353316,1.0,1.5]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.244994432064365,1.5,1.5]},{"frame":{"origin":[0.0,1.5,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":3.0},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[2.7910571473905725,1.5,1.1]},{"frame":{"origin":[0.0,1.5,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":2.7},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":2.7},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":2.7},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":2.7},{"direction":[0.6967067093471659,0.0,-0.7173560908995223],"kind":"Line","origin":[1.8811081152373468,3.0,-1.9368614454287116]},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":3.0},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":3.0},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":3.0},{"direction":[-0.6967067093471652,0.0,-0.717356090899523],"kind":"Line","origin":[2.0901201280414963,3.0,2.1520682726985685]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.244994432064365,0.0,1.4999999999999998]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.244994432064365,1.0,1.4999999999999998]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.244994432064365,1.5,1.4999999999999998]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[1.8811081152373468,3.0,1.9368614454287116]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[1.8811081152373468,1.5,1.9368614454287116]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[1.8811081152373468,1.0,1.9368614454287116]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.4657656011875906,0.0,1.1000000000000005]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.8811081152373468,0.0,-1.9368614454287116]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.8811081152373468,1.0,-1.9368614454287116]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.8811081152373468,1.5,-1.9368614454287116]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.4657656011875906,3.0,1.1000000000000005]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.4657656011875906,1.5,1.1000000000000005]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.0901201280414963,0.0,-2.152068272698568]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.0901201280414963,1.0,-2.152068272698568]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.0901201280414963,1.5,-2.152068272698568]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.791057147390573,0.0,1.0999999999999992]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.791057147390573,1.0,1.0999999999999992]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.791057147390573,1.5,1.0999999999999992]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.598076211353316,0.0,1.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.0901201280414963,0.0,2.1520682726985685]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.0901201280414963,1.0,2.1520682726985685]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.0901201280414963,1.5,2.1520682726985685]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.598076211353316,3.0,1.5]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.598076211353316,1.5,1.5]},{"definition":0,"kind":"Intersection"},{"definition":1,"kind":"Intersection"}],"intersections":[{"anchors":[{"parameter":0.0,"point":[2.682255636269859,1.1069411007860208,0.309038349905685],"uv_a":[6.168475257835536,1.1069411008145305],"uv_b":[-2.2370900898141954,0.03225563626985917]},{"parameter":0.028334801114291642,"point":[2.679668824997465,1.1249999843059526,0.3307188962004861],"uv_a":[6.160388449313543,1.12499998425],"uv_b":[-2.2935305273231577,0.029668824997465038]},{"parameter":0.06261555364766803,"point":[2.676489529532718,1.148437485266038,0.35553311839962887],"uv_a":[6.151122836532611,1.148437485234375],"uv_b":[-2.361809801256655,0.02648952953271788]},{"parameter":0.06917300359337525,"point":[2.6758798017644945,1.1531099403349856,0.3600934413561505],"uv_a":[6.1494187979880905,1.15310994033352],"uv_b":[-2.3748679768681527,0.02587980176449456]},{"parameter":0.09472350578879225,"point":[2.673511927131303,1.1718749862698106,0.37727175277559466],"uv_a":[6.142996291169094,1.17187498621875],"uv_b":[-2.4257545571066568,0.0235119271313029]},{"parameter":0.12512878456108087,"point":[2.670736692480739,1.1953124871700322,0.3964410668323627],"uv_a":[6.135822511238574,1.195312487203125],"uv_b":[-2.4863205326425137,0.020736692480739283]},{"parameter":0.14995049847172123,"point":[2.66853225449655,1.2152819057274709,0.4110177693783217],"uv_a":[6.130362338140644,1.2152819057554232],"uv_b":[-2.5357728337336125,0.01853225449655005]},{"parameter":0.15417322142588208,"point":[2.668164456906109,1.2187499882008486,0.41339863435515534],"uv_a":[6.129470076501057,1.2187499881875001],"uv_b":[-2.5441862084349074,0.018164456906109017]},{"parameter":0.18210498285059248,"point":[2.6657958081649715,1.242187489148561,0.4284071768811314],"uv_a":[6.123842549443157,1.2421874891718752],"uv_b":[-2.5998556927074383,0.015795808164971614]},{"parameter":0.2091194781015368,"point":[2.6636312892736353,1.2656249901660308,0.4416654330895639],"uv_a":[6.118867069463013,1.2656249901562502],"uv_b":[-2.6537174838059925,0.013631289273635439]},{"parameter":0.23537113950850322,"point":[2.66167139832315,1.2890624911389978,0.4533269982602597],"uv_a":[6.1144873948445735,1.289062491140625],"uv_b":[-2.7060802629751683,0.011671398323150228]},{"parameter":0.256443011692048,"point":[2.660215662637239,1.3083039602163389,0.46179284131799114],"uv_a":[6.111305878293199,1.308303960231183],"uv_b":[-2.7481264156909653,0.010215662637238943]},{"parameter":0.2609875710109817,"point":[2.6599165875972526,1.3124999921208964,0.4635124022444197],"uv_a":[6.1106594428997605,1.312499992125],"uv_b":[-2.7571958620866104,0.009916587597252668]},{"parameter":0.28607223779480606,"point":[2.6583672632416975,1.33593749309167,0.47231715379922057],"uv_a":[6.107348320847363,1.335937493109375],"uv_b":[-2.8072746448894756,0.008367263241697565]},{"parameter":0.3107171775011209,"point":[2.657023784686102,1.3593749940794733,0.4798172648614164],"uv_a":[6.104526287239927,1.3593749940937498],"uv_b":[-2.8564962009681647,0.007023784686102097]},{"parameter":0.33500186015188027,"point":[2.6558864643186353,1.3828124950733056,0.4860731309880169],"uv_a":[6.102171320575353,1.3828124950781249],"uv_b":[-2.9050170325986295,0.005886464318635376]},{"parameter":0.3589972392979255,"point":[2.654955567088826,1.4062499960645936,0.4911323006820845],"uv_a":[6.100266097951611,1.4062499960625],"uv_b":[-2.9529762594057267,0.004955567088825941]},{"parameter":0.38276790371366365,"point":[2.654231310219106,1.429687497041538,0.4950314655552374],"uv_a":[6.098797261305364,1.429687497046875],"uv_b":[-3.000499988146808,0.004231310219106277]},{"parameter":0.40637377755047316,"point":[2.6537138628622183,1.4531249980248027,0.49779788480974135],"uv_a":[6.097754892221692,1.45312499803125],"uv_b":[-3.0477047745014545,0.00371386286221842]},{"parameter":0.4298715140080698,"point":[2.6534033459790627,1.4765624990156134,0.4994503814668287],"uv_a":[6.0971321448404385,1.476562499015625],"uv_b":[-3.0947004684855486,0.0034033459790627774]},{"parameter":0.45331568701695135,"point":[2.653299832265033,1.5,0.5000000000511745],"uv_a":[6.096925003564456,1.5],"uv_b":[-3.141592653589793,0.0032998322650330536]},{"parameter":0.4767598600258329,"point":[2.6534033459790627,1.5234375009843866,0.4994503814668287],"uv_a":[6.0971321448404385,1.523437500984375],"uv_b":[-3.1884848386940376,0.0034033459790627774]},{"parameter":0.5002575964834295,"point":[2.6537138628622183,1.5468750019751973,0.49779788480974135],"uv_a":[6.097754892221692,1.54687500196875],"uv_b":[-3.2354805326781317,0.00371386286221842]},{"parameter":0.523863470320239,"point":[2.654231310219106,1.570312502958462,0.4950314655552374],"uv_a":[6.098797261305364,1.570312502953125],"uv_b":[-3.2826853190327783,0.004231310219106277]},{"parameter":0.5476341347359772,"point":[2.654955567088826,1.5937500039354064,0.4911323006820845],"uv_a":[6.100266097951611,1.5937500039375],"uv_b":[-3.3302090477738595,0.004955567088825941]},{"parameter":0.5716295138820224,"point":[2.6558864643186353,1.6171875049266944,0.4860731309880169],"uv_a":[6.102171320575353,1.6171875049218751],"uv_b":[-3.3781682745809567,0.005886464318635376]},{"parameter":0.5959141965327819,"point":[2.657023784686102,1.6406250059205267,0.4798172648614164],"uv_a":[6.104526287239927,1.6406250059062502],"uv_b":[-3.4266891062114215,0.007023784686102097]},{"parameter":0.6205591362390966,"point":[2.6583672632416975,1.66406250690833,0.47231715379922057],"uv_a":[6.107348320847363,1.664062506890625],"uv_b":[-3.4759106622901106,0.008367263241697565]},{"parameter":0.645643803022921,"point":[2.6599165875972526,1.6875000078791036,0.4635124022444197],"uv_a":[6.1106594428997605,1.687500007875],"uv_b":[-3.525989445092976,0.009916587597252668]},{"parameter":0.6501883623418547,"point":[2.660215662637239,1.6916960397836611,0.46179284131799114],"uv_a":[6.111305878293199,1.691696039768817],"uv_b":[-3.535058891488621,0.010215662637238943]},{"parameter":0.6712602345253995,"point":[2.66167139832315,1.7109375088610022,0.4533269982602597],"uv_a":[6.1144873948445735,1.710937508859375],"uv_b":[-3.577105044204418,0.011671398323150228]},{"parameter":0.697511895932366,"point":[2.6636312892736353,1.7343750098339692,0.4416654330895639],"uv_a":[6.118867069463013,1.7343750098437498],"uv_b":[-3.6294678233735937,0.013631289273635439]},{"parameter":0.7245263911833103,"point":[2.6657958081649715,1.757812510851439,0.4284071768811314],"uv_a":[6.123842549443157,1.7578125108281248],"uv_b":[-3.683329614472148,0.015795808164971614]},{"parameter":0.7524581526080207,"point":[2.668164456906109,1.7812500117991514,0.41339863435515534],"uv_a":[6.129470076501057,1.7812500118124999],"uv_b":[-3.738999098744679,0.018164456906109017]},{"parameter":0.7566808755621816,"point":[2.66853225449655,1.7847180942725291,0.4110177693783217],"uv_a":[6.130362338140644,1.7847180942445768],"uv_b":[-3.7474124734459737,0.01853225449655005]},{"parameter":0.7815025894728219,"point":[2.670736692480739,1.8046875128299678,0.3964410668323627],"uv_a":[6.135822511238574,1.804687512796875],"uv_b":[-3.7968647745370725,0.020736692480739283]},{"parameter":0.8119078682451105,"point":[2.673511927131303,1.8281250137301894,0.37727175277559466],"uv_a":[6.142996291169094,1.82812501378125],"uv_b":[-3.8574307500729295,0.0235119271313029]},{"parameter":0.8374583704405275,"point":[2.6758798017644945,1.8468900596650144,0.3600934413561505],"uv_a":[6.1494187979880905,1.84689005966648],"uv_b":[-3.9083173303114336,0.02587980176449456]},{"parameter":0.8440158203862347,"point":[2.676489529532718,1.851562514733962,0.35553311839962887],"uv_a":[6.151122836532611,1.851562514765625],"uv_b":[-3.9213755059229314,0.02648952953271788]},{"parameter":0.878296572919611,"point":[2.679668824997465,1.8750000156940474,0.3307188962004861],"uv_a":[6.160388449313543,1.87500001575],"uv_b":[-3.9896547798564286,0.029668824997465038]},{"parameter":0.9066313740339027,"point":[2.682255636269859,1.8930588992139792,0.309038349905685],"uv_a":[6.168475257835536,1.8930588991854695],"uv_b":[-4.046095217365391,0.03225563626985917]},{"parameter":0.9154681118685938,"point":[2.6830490965935136,1.8984375167303162,0.3020720862093555],"uv_a":[6.171072038485683,1.898437516734375],"uv_b":[-4.063697530428579,0.03304909659351374]},{"parameter":0.9566760112783708,"point":[2.686629585655327,1.921875017694837,0.2683681603195926],"uv_a":[6.183625297356484,1.92187501771875],"uv_b":[-4.145824715609436,0.036629585655326924]},{"parameter":0.9690637587096833,"point":[2.6876574427069433,1.9283719520199973,0.2578710349665264],"uv_a":[6.187531717682981,1.9283719519789853],"uv_b":[-4.170515405258614,0.03765744270694338]},{"parameter":1.004062580127355,"point":[2.6904094928695583,1.9453125187070932,0.22736921664616086],"uv_a":[6.198874637593571,1.9453125187031248],"uv_b":[-4.240310477201132,0.04040949286955842]},{"parameter":1.0271667910844,"point":[2.6920832594763313,1.9553155784149696,0.20661007731490855],"uv_a":[6.206588177530428,1.9553155784108087],"uv_b":[-4.286401564583248,0.0420832594763314]},{"parameter":1.0625178429302367,"point":[2.6943879789281096,1.9687500197040324,0.1739925832035218],"uv_a":[6.218698924623721,1.9687500196874999],"uv_b":[-4.35696789203586,0.04438797892810964]},{"parameter":1.0823752028069469,"point":[2.6955314793972236,1.975278819574291,0.15527409180585766],"uv_a":[6.225644637377873,1.9752788195002098],"uv_b":[-4.396619305311677,0.045531479397223684]},{"parameter":1.1356481782814714,"point":[2.6980008502910633,1.9890895502642703,0.10388172037675547],"uv_a":[6.2447010972253185,1.9890895502702768],"uv_b":[-4.503101029766185,0.04800085029106338]},{"parameter":1.1517975554941897,"point":[2.698564165559826,1.9921875207400295,0.08804228733141027],"uv_a":[6.250571271133383,1.9921875206718749],"uv_b":[-4.535381530439569,0.04856416555982612]},{"parameter":1.1877571590697558,"point":[2.6994904754362534,1.99724121612939,0.05245162560341963],"uv_a":[6.263757557072764,1.9972412161754107],"uv_b":[-4.6072923654263125,0.04949047543625351]},{"parameter":1.2392826767807936,"point":[2.6999998138937857,1.9999989950868042,0.0010024836771621234],"uv_a":[6.282814016920209,1.999998995148141],"uv_b":[-4.710384011687316,0.04999981389378583]},{"parameter":1.2907975115920034,"point":[2.6995286807036782,1.9974485882753887,-0.05044702228975368],"uv_a":[6.301870476767655,1.9974485883102902],"uv_b":[-4.813454990847523,0.04952868070367833]},{"parameter":1.3287713593431787,"point":[2.6985641655431207,1.9921875206956527,-0.08804228783551027],"uv_a":[6.315799343415534,1.9921875206718749],"uv_b":[-4.889396431337886,0.04856416554312082]},{"parameter":1.3428722316668074,"point":[2.698077246952141,1.9895108073171726,-0.10187820905755031],"uv_a":[6.3209269366151,1.989510807279073],"uv_b":[-4.917582290131343,0.048077246952141106]},{"parameter":1.3960865449589484,"point":[2.6956460397094473,1.9759281157955804,-0.153272399989274],"uv_a":[6.339983396462546,1.9759281157986295],"uv_b":[-5.023949920612639,0.04564603970944736]},{"parameter":1.4180509198041897,"point":[2.694387978944502,1.9687500197454413,-0.17399258296503345],"uv_a":[6.347671689641234,1.9687500196874999],"uv_b":[-5.0678100682575336,0.044387978944502304]},{"parameter":1.45120479941553,"point":[2.6922359418385375,1.956217455224096,-0.20461093197499977],"uv_a":[6.359039856309991,1.956217455164631],"uv_b":[-5.133990066703966,0.04223594183853763]},{"parameter":1.4765068365529088,"point":[2.690409492858698,1.945312518681071,-0.227369216761379],"uv_a":[6.367495976813366,1.9453125187031248],"uv_b":[-5.184467483797146,0.040409492858698215]},{"parameter":1.5091728293897624,"point":[2.687848191674414,1.929567109430189,-0.2558751619620383],"uv_a":[6.378096316157436,1.9295671094416216],"uv_b":[-5.24960984875082,0.037848191674414]},{"parameter":1.5238945235008194,"point":[2.6866295856806124,1.921875017752155,-0.2683681601029221],"uv_a":[6.38274531690847,1.92187501771875],"uv_b":[-5.278953244732782,0.036629585680612475]},{"parameter":1.5651024229164958,"point":[2.683049096621975,1.898437516791168,-0.3020720860026923],"uv_a":[6.39529857577927,1.898437516734375],"uv_b":[-5.361080429937905,0.03304909662197497]},{"parameter":1.5714001120926695,"point":[2.682484382574458,1.8946168557621426,-0.3070464740359601],"uv_a":[6.397152776004882,1.8946168558170062],"uv_b":[-5.373625150412406,0.03248438257445807]},{"parameter":1.6022729373260531,"point":[2.679668825028625,1.8750000157566713,-0.3307188960032387],"uv_a":[6.405982164951411,1.87500001575],"uv_b":[-5.4351231805342355,0.029668825028625]},{"parameter":1.636553689865318,"point":[2.676489529566215,1.851562514797001,-0.3555331182112076],"uv_a":[6.415247777732344,1.851562514765625],"uv_b":[-5.50340245449183,0.026489529566215086]},{"parameter":1.6402429620635373,"point":[2.676146462339821,1.8489410950732177,-0.3581062860764056],"uv_a":[6.416209235852327,1.8489410950441387],"uv_b":[-5.5107490441552915,0.026146462339820875]},{"parameter":1.6686606523699568,"point":[2.6735119271668495,1.8281250137925558,-0.37727175259540324],"uv_a":[6.423374323095858,1.82812501378125],"uv_b":[-5.567347210365832,0.023511927166849578]},{"parameter":1.6990659313877927,"point":[2.6707366924618046,1.8046875127991515,-0.39644106691982683],"uv_a":[6.430548103168361,1.804687512796875],"uv_b":[-5.6279131863877705,0.02073669246180465]},{"parameter":1.720412352146336,"point":[2.6688367325081037,1.7875578286620981,-0.40903605611156013],"uv_a":[6.435265695699773,1.7875578286759928],"uv_b":[-5.670439788281108,0.018836732508103804]},{"parameter":1.7281112220715473,"point":[2.668164456886363,1.781250011769516,-0.41339863443903974],"uv_a":[6.436900537905881,1.7812500118124999],"uv_b":[-5.685778862168076,0.018164456886363034]},{"parameter":1.7560429834932776,"point":[2.665795808144511,1.7578125108233147,-0.42840717696171626],"uv_a":[6.442528064963776,1.7578125108281248],"uv_b":[-5.7414483464285295,0.015795808144511092]},{"parameter":1.7830574787412532,"point":[2.6636312892525402,1.7343750098076303,-0.4416654331671527],"uv_a":[6.447503544943923,1.7343750098437498],"uv_b":[-5.795310137515057,0.013631289252540313]},{"parameter":1.8093091400611427,"point":[2.661671398333681,1.7109375088728267,-0.4533269982238437],"uv_a":[6.4518832194913704,1.710937508859375],"uv_b":[-5.847672916512794,0.011671398333680916]},{"parameter":1.8252799228484844,"point":[2.6605578475175835,1.6963875252620246,-0.45981728976936054],"uv_a":[6.454322155547218,1.6963875252814207],"uv_b":[-5.879538094132449,0.010557847517583596]},{"parameter":1.834926323041138,"point":[2.6599165875751147,1.6875000078570217,-0.46351240231687274],"uv_a":[6.455711171507174,1.687500007875],"uv_b":[-5.898788515771685,0.009916587575114821]},{"parameter":1.8600109898219923,"point":[2.658367263219139,1.6640625068886525,-0.4723171538695391],"uv_a":[6.459022293559571,1.664062506890625],"uv_b":[-5.948867298562591,0.008367263219139165]},{"parameter":1.884655929525338,"point":[2.657023784663185,1.640625005903401,-0.4798172649298883],"uv_a":[6.461844327167008,1.6406250059062502],"uv_b":[-5.998088854629342,0.007023784663184873]},{"parameter":1.908940612173128,"point":[2.6558864642954187,1.617187504912243,-0.48607313105492644],"uv_a":[6.464199293831582,1.6171875049218751],"uv_b":[-6.046609686247884,0.005886464295418836]},{"parameter":1.9329359913162028,"point":[2.654955567065369,1.5937500039237296,-0.49113230074771436],"uv_a":[6.466104516455323,1.5937500039375],"uv_b":[-6.09456891304307,0.004955567065369149]},{"parameter":1.956706655728973,"point":[2.654231310195462,1.5703125029496365,-0.4950314656198781],"uv_a":[6.467573353101572,1.570312502953125],"uv_b":[-6.142092641772257,0.004231310195462079]},{"parameter":1.980312529562813,"point":[2.653713862838442,1.546875001969282,-0.49779788487367427],"uv_a":[6.468615722185245,1.54687500196875],"uv_b":[-6.1892974281150135,0.0037138628384418837]},{"parameter":2.0038102660059347,"point":[2.6534033459906636,1.5234375009858294,-0.49945038143594533],"uv_a":[6.469238469495507,1.523437500984375],"uv_b":[-6.236293122069564,0.00340334599066372]},{"parameter":2.0272544390138956,"point":[2.6532998323121433,1.5,-0.49999999992617605],"uv_a":[6.469445610700496,1.5],"uv_b":[-6.283185307179586,0.0032998323121433693]},{"parameter":2.0506986120218564,"point":[2.6534033459906636,1.4765624990141706,-0.49945038143594533],"uv_a":[6.469238469495507,1.476562499015625],"uv_b":[-6.330077492289608,0.00340334599066372]},{"parameter":2.0741963484649784,"point":[2.653713862838442,1.453124998030718,-0.49779788487367427],"uv_a":[6.468615722185245,1.45312499803125],"uv_b":[-6.377073186244159,0.0037138628384418837]},{"parameter":2.0978022222988186,"point":[2.654231310195462,1.4296874970503635,-0.4950314656198781],"uv_a":[6.467573353101572,1.429687497046875],"uv_b":[-6.424277972586916,0.004231310195462079]},{"parameter":2.1215728867115886,"point":[2.654955567065369,1.4062499960762704,-0.49113230074771436],"uv_a":[6.466104516455323,1.4062499960625],"uv_b":[-6.471801701316102,0.004955567065369149]},{"parameter":2.1455682658546635,"point":[2.6558864642954187,1.382812495087757,-0.48607313105492644],"uv_a":[6.464199293831582,1.3828124950781249],"uv_b":[-6.519760928111288,0.005886464295418836]},{"parameter":2.1698529485024536,"point":[2.657023784663185,1.359374994096599,-0.4798172649298883],"uv_a":[6.461844327167008,1.3593749940937498],"uv_b":[-6.568281759729831,0.007023784663184873]},{"parameter":2.1944978882057993,"point":[2.658367263219139,1.3359374931113475,-0.4723171538695391],"uv_a":[6.459022293559571,1.335937493109375],"uv_b":[-6.617503315796581,0.008367263219139165]},{"parameter":2.219582554986654,"point":[2.6599165875751147,1.3124999921429783,-0.46351240231687274],"uv_a":[6.455711171507174,1.312499992125],"uv_b":[-6.667582098587488,0.009916587575114821]},{"parameter":2.2292289551793076,"point":[2.6605578475175835,1.3036124747379754,-0.45981728976936054],"uv_a":[6.454322155547218,1.3036124747185793],"uv_b":[-6.686832520226724,0.010557847517583596]},{"parameter":2.245199737966649,"point":[2.661671398333681,1.2890624911271733,-0.4533269982238437],"uv_a":[6.4518832194913704,1.289062491140625],"uv_b":[-6.718697697846379,0.011671398333680916]},{"parameter":2.2714513992865384,"point":[2.6636312892525402,1.2656249901923697,-0.4416654331671527],"uv_a":[6.447503544943923,1.2656249901562502],"uv_b":[-6.771060476844116,0.013631289252540313]},{"parameter":2.298465894534514,"point":[2.665795808144511,1.2421874891766853,-0.42840717696171626],"uv_a":[6.442528064963776,1.2421874891718752],"uv_b":[-6.824922267930643,0.015795808144511092]},{"parameter":2.3263976559562445,"point":[2.668164456886363,1.218749988230484,-0.41339863443903974],"uv_a":[6.436900537905881,1.2187499881875001],"uv_b":[-6.880591752191097,0.018164456886363034]},{"parameter":2.334096525881456,"point":[2.6688367325081037,1.2124421713379019,-0.40903605611156013],"uv_a":[6.435265695699773,1.2124421713240072],"uv_b":[-6.8959308260780645,0.018836732508103804]},{"parameter":2.3554429466399993,"point":[2.6707366924618046,1.1953124872008485,-0.39644106691982683],"uv_a":[6.430548103168361,1.195312487203125],"uv_b":[-6.938457427971402,0.02073669246180465]},{"parameter":2.3858482256578353,"point":[2.6735119271668495,1.1718749862074442,-0.37727175259540324],"uv_a":[6.423374323095858,1.17187498621875],"uv_b":[-6.99902340399334,0.023511927166849578]},{"parameter":2.4142659159642545,"point":[2.676146462339821,1.1510589049267823,-0.3581062860764056],"uv_a":[6.416209235852327,1.1510589049558613],"uv_b":[-7.055621570203881,0.026146462339820875]},{"parameter":2.4179551881624737,"point":[2.676489529566215,1.148437485202999,-0.3555331182112076],"uv_a":[6.415247777732344,1.148437485234375],"uv_b":[-7.062968159867342,0.026489529566215086]},{"parameter":2.4522359407017382,"point":[2.679668825028625,1.1249999842433287,-0.3307188960032387],"uv_a":[6.405982164951411,1.12499998425],"uv_b":[-7.131247433824937,0.029668825028625]},{"parameter":2.483108765935122,"point":[2.682484382574458,1.1053831442378574,-0.3070464740359601],"uv_a":[6.397152776004882,1.1053831441829938],"uv_b":[-7.192745463946767,0.03248438257445807]},{"parameter":2.4894064551112955,"point":[2.683049096621975,1.101562483208832,-0.3020720860026923],"uv_a":[6.39529857577927,1.101562483265625],"uv_b":[-7.205290184421267,0.03304909662197497]},{"parameter":2.5306143545269717,"point":[2.6866295856806124,1.078124982247845,-0.2683681601029221],"uv_a":[6.38274531690847,1.07812498228125],"uv_b":[-7.28741736962639,0.036629585680612475]},{"parameter":2.545336048638029,"point":[2.687848191674414,1.070432890569811,-0.2558751619620383],"uv_a":[6.378096316157436,1.0704328905583784],"uv_b":[-7.316760765608352,0.037848191674414]},{"parameter":2.5780020414748828,"point":[2.690409492858698,1.0546874813189289,-0.22736921676137894],"uv_a":[6.367495976813366,1.054687481296875],"uv_b":[-7.381903130562026,0.040409492858698215]},{"parameter":2.6033040786122617,"point":[2.6922359418385375,1.043782544775904,-0.20461093197499977],"uv_a":[6.359039856309991,1.043782544835369],"uv_b":[-7.432380547655207,0.04223594183853763]},{"parameter":2.636457958223602,"point":[2.694387978944502,1.0312499802545585,-0.17399258296503345],"uv_a":[6.347671689641234,1.0312499803125],"uv_b":[-7.498560546101639,0.044387978944502304]},{"parameter":2.658422333068843,"point":[2.6956460397094473,1.0240718842044194,-0.15327239998927394],"uv_a":[6.339983396462546,1.02407188420137],"uv_b":[-7.542420693746534,0.04564603970944736]},{"parameter":2.711636646360984,"point":[2.698077246952141,1.0104891926828272,-0.10187820905755025],"uv_a":[6.3209269366151,1.0104891927209265],"uv_b":[-7.648788324227829,0.048077246952141106]},{"parameter":2.7257375186846122,"point":[2.6985641655431207,1.007812479304347,-0.08804228783551021],"uv_a":[6.315799343415534,1.007812479328125],"uv_b":[-7.6769741830212865,0.04856416554312082]},{"parameter":2.7637113664357873,"point":[2.6995286807036782,1.0025514117246113,-0.05044702228975368],"uv_a":[6.301870476767655,1.0025514116897098],"uv_b":[-7.752915623511649,0.04952868070367833]},{"parameter":2.8152262012469973,"point":[2.6999998138937857,1.0000010049131958,0.0010024836771621234],"uv_a":[6.282814016920209,1.000001004851859],"uv_b":[-7.855986602671856,0.04999981389378583]},{"parameter":2.866751718958035,"point":[2.6994904754362534,1.00275878387061,0.05245162560341963],"uv_a":[6.263757557072764,1.0027587838245893],"uv_b":[-7.95907824893286,0.04949047543625351]},{"parameter":2.902711322533601,"point":[2.698564165559826,1.0078124792599703,0.08804228733141027],"uv_a":[6.250571271133383,1.007812479328125],"uv_b":[-8.030989083919604,0.04856416555982612]},{"parameter":2.9188606997463196,"point":[2.6980008502910633,1.0109104497357295,0.10388172037675542],"uv_a":[6.2447010972253185,1.0109104497297228],"uv_b":[-8.063269584592987,0.04800085029106338]},{"parameter":2.972133675220844,"point":[2.6955314793972236,1.0247211804257086,0.1552740918058576],"uv_a":[6.225644637377873,1.0247211804997898],"uv_b":[-8.169751309047495,0.045531479397223684]},{"parameter":2.9919910350975543,"point":[2.6943879789281096,1.0312499802959674,0.17399258320352173],"uv_a":[6.218698924623721,1.0312499803125],"uv_b":[-8.209402722323311,0.04438797892810964]},{"parameter":3.027342086943391,"point":[2.6920832594763313,1.0446844215850304,0.20661007731490855],"uv_a":[6.206588177530428,1.0446844215891913],"uv_b":[-8.279969049775923,0.0420832594763314]},{"parameter":3.050446297900436,"point":[2.6904094928695583,1.0546874812929066,0.22736921664616086],"uv_a":[6.198874637593571,1.054687481296875],"uv_b":[-8.326060137158041,0.04040949286955842]},{"parameter":3.085445119318108,"point":[2.6876574427069433,1.0716280479800027,0.2578710349665264],"uv_a":[6.187531717682981,1.0716280480210147],"uv_b":[-8.395855209100558,0.03765744270694338]},{"parameter":3.09783286674942,"point":[2.686629585655327,1.078124982305163,0.2683681603195926],"uv_a":[6.183625297356484,1.07812498228125],"uv_b":[-8.420545898749737,0.036629585655326924]},{"parameter":3.139040766159197,"point":[2.6830490965935136,1.1015624832696838,0.3020720862093555],"uv_a":[6.171072038485683,1.101562483265625],"uv_b":[-8.502673083930594,0.03304909659351374]},{"parameter":3.147877503993888,"point":[2.682255636269859,1.1069411007860208,0.309038349905685],"uv_a":[6.168475257835536,1.1069411008145305],"uv_b":[-8.520275396993782,0.03225563626985917]}],"residual_tolerance":1.575e-8,"surfaces":[6,16],"uv_tubes":[[{"hi":6.16942808082793,"lo":6.1484659749956965},{"hi":1.1261718592992227,"lo":1.1003906082164023},{"hi":-2.124209214796271,"lo":-2.406411402341082},{"hi":0.037429258814647426,"lo":0.02449520245267678}],[{"hi":6.16942808082793,"lo":6.1484659749956965},{"hi":1.149609360283598,"lo":1.1238281092007771},{"hi":-2.1569719794561633,"lo":-2.4983683491236492},{"hi":0.03602741592695935,"lo":0.02013093860322357}],[{"hi":6.16942808082793,"lo":6.1484659749956965},{"hi":1.173046861267973,"lo":1.1472656101851522},{"hi":-2.3356934500336592,"lo":-2.4009843280911483},{"hi":0.027708985069164527,"lo":0.024660346228047914}],[{"hi":6.150371620980485,"lo":6.12940951514825},{"hi":1.173046861267973,"lo":1.1472656101851522},{"hi":-2.2730948163911444,"lo":-2.527527717583665},{"hi":0.030615551030877874,"lo":0.018776177864919585}],[{"hi":6.150371620980485,"lo":6.12940951514825},{"hi":1.196484362252348,"lo":1.1707031111695272},{"hi":-2.304622606034943,"lo":-2.6074524837142277},{"hi":0.029062396432430138,"lo":0.015186223179612046}],[{"hi":6.150371620980485,"lo":6.12940951514825},{"hi":1.2199218632367232,"lo":1.194140612153902},{"hi":-2.387415930460316,"lo":-2.63467743591581},{"hi":0.02514556844911775,"lo":0.014123378528171582}],[{"hi":6.131315161133038,"lo":6.110353055300805},{"hi":1.2199218632367232,"lo":1.194140612153902},{"hi":-2.5189460843310227,"lo":-2.561012957837497},{"hi":0.019267849677432114,"lo":0.017428861725226952}],[{"hi":6.131315161133038,"lo":6.110353055300805},{"hi":1.2433593642210983,"lo":1.217578113138277},{"hi":-2.4328472398898455,"lo":-2.7111946612525},{"hi":0.02290175438838382,"lo":0.01105851068269681}],[{"hi":6.131315161133038,"lo":6.110353055300805},{"hi":1.2667968652054735,"lo":1.2410156141226518},{"hi":-2.49213211051033,"lo":-2.761441066003101},{"hi":0.020124845947643966,"lo":0.009302251490963087}],[{"hi":6.131315161133038,"lo":6.110353055300805},{"hi":1.2902343661898483,"lo":1.2644531151070268},{"hi":-2.5489919254676408,"lo":-2.81080582131352},{"hi":0.01755107117460586,"lo":0.007751616422179808}],[{"hi":6.131315161133038,"lo":6.110353055300805},{"hi":1.3136718671742234,"lo":1.2878906160914017},{"hi":-2.6219879575435745,"lo":-2.832218721122559},{"hi":0.0145828696949728,"lo":0.007304191265416371}],[{"hi":6.112258701285593,"lo":6.091296595453359},{"hi":1.3136718671742234,"lo":1.2878906160914017},{"hi":-2.729987522899675,"lo":-2.7753347548779006},{"hi":0.01081381271721149,"lo":0.00931843751728012}],[{"hi":6.112258701285593,"lo":6.091296595453359},{"hi":1.3371093681585986,"lo":1.3113281170757765},{"hi":-2.65703829648088,"lo":-2.907432210495206},{"hi":0.013015236308362876,"lo":0.005268614530587357}],[{"hi":6.112258701285593,"lo":6.091296595453359},{"hi":1.3605468691429734,"lo":1.3347656180601515},{"hi":-2.7088315327320975,"lo":-2.954939313125543},{"hi":0.0110542203528885,"lo":0.004336827574911162}],[{"hi":6.112258701285593,"lo":6.091296595453359},{"hi":1.3839843701273484,"lo":1.3582031190445263},{"hi":-2.759454537707235,"lo":-3.002058695859559},{"hi":0.009298425421035539,"lo":0.003611823583701934}],[{"hi":6.112258701285593,"lo":6.091296595453359},{"hi":1.4074218711117237,"lo":1.381640620028901},{"hi":-2.809098578984435,"lo":-3.048894713019921},{"hi":0.007748258778254247,"lo":0.00309377262920707}],[{"hi":6.112258701285593,"lo":6.091296595453359},{"hi":1.4308593720960987,"lo":1.4050781210132761},{"hi":-2.8579288019235642,"lo":-3.0955474456289704},{"hi":0.006404080828265268,"lo":0.002782796479666949}],[{"hi":6.112258701285593,"lo":6.091296595453359},{"hi":1.454296873080474,"lo":1.428515621997651},{"hi":-2.906090415437515,"lo":-3.1421143472107476},{"hi":0.00526620493288199,"lo":0.0026789681484427064}],[{"hi":6.112258701285593,"lo":6.091296595453359},{"hi":1.477734374064849,"lo":1.451953122982026},{"hi":-2.9537133865332663,"lo":-3.1886918564537368},{"hi":0.004334896628529705,"lo":0.002782312212751492}],[{"hi":6.112258701285593,"lo":6.091296595453359},{"hi":1.501171875049224,"lo":1.475390623966401},{"hi":-3.0009160982770595,"lo":-3.235377023798282},{"hi":0.003610373407122225,"lo":0.003092804836973606}],[{"hi":6.112258701285593,"lo":6.091296595453359},{"hi":1.5246093760335993,"lo":1.4988281249507758},{"hi":-3.047808283381304,"lo":-3.2822692089025267},{"hi":0.003610373407122225,"lo":0.003092804836973606}],[{"hi":6.112258701285593,"lo":6.091296595453359},{"hi":1.5480468770179743,"lo":1.5222656259351508},{"hi":-3.0944934507258495,"lo":-3.32947192064632},{"hi":0.004334896628529705,"lo":0.002782312212751492}],[{"hi":6.112258701285593,"lo":6.091296595453359},{"hi":1.5714843780023493,"lo":1.5457031269195258},{"hi":-3.1410709599688387,"lo":-3.3770948917420713},{"hi":0.00526620493288199,"lo":0.0026789681484427064}],[{"hi":6.112258701285593,"lo":6.091296595453359},{"hi":1.5949218789867246,"lo":1.5691406279039006},{"hi":-3.187637861550616,"lo":-3.425256505256022},{"hi":0.006404080828265268,"lo":0.002782796479666949}],[{"hi":6.112258701285593,"lo":6.091296595453359},{"hi":1.6183593799710996,"lo":1.5925781288882757},{"hi":-3.234290594159665,"lo":-3.474086728195151},{"hi":0.007748258778254247,"lo":0.00309377262920707}],[{"hi":6.112258701285593,"lo":6.091296595453359},{"hi":1.6417968809554748,"lo":1.6160156298726505},{"hi":-3.281126611320027,"lo":-3.523730769472351},{"hi":0.009298425421035539,"lo":0.003611823583701934}],[{"hi":6.112258701285593,"lo":6.091296595453359},{"hi":1.6652343819398496,"lo":1.6394531308570255},{"hi":-3.3282459940540434,"lo":-3.5743537744474887},{"hi":0.0110542203528885,"lo":0.004336827574911162}],[{"hi":6.112258701285593,"lo":6.091296595453359},{"hi":1.6886718829242247,"lo":1.6628906318414003},{"hi":-3.37575309668438,"lo":-3.6261470106987064},{"hi":0.013015236308362876,"lo":0.005268614530587357}],[{"hi":6.112258701285593,"lo":6.091296595453359},{"hi":1.7121093839086,"lo":1.686328132825775},{"hi":-3.5078505523016856,"lo":-3.553197784279911},{"hi":0.01081381271721149,"lo":0.00931843751728012}],[{"hi":6.131315161133038,"lo":6.110353055300805},{"hi":1.7121093839086,"lo":1.686328132825775},{"hi":-3.450966586057027,"lo":-3.6611973496360117},{"hi":0.0145828696949728,"lo":0.007304191265416371}],[{"hi":6.131315161133038,"lo":6.110353055300805},{"hi":1.7355468848929747,"lo":1.7097656338101501},{"hi":-3.472379485866066,"lo":-3.7341933817119455},{"hi":0.01755107117460586,"lo":0.007751616422179808}],[{"hi":6.131315161133038,"lo":6.110353055300805},{"hi":1.7589843858773497,"lo":1.733203134794525},{"hi":-3.5217442411764854,"lo":-3.791053196669256},{"hi":0.020124845947643966,"lo":0.009302251490963087}],[{"hi":6.131315161133038,"lo":6.110353055300805},{"hi":1.782421886861725,"lo":1.7566406357788997},{"hi":-3.571990645927086,"lo":-3.8503380672897407},{"hi":0.02290175438838382,"lo":0.01105851068269681}],[{"hi":6.131315161133038,"lo":6.110353055300805},{"hi":1.8058593878461,"lo":1.7800781367632748},{"hi":-3.722172349342089,"lo":-3.7642392228485635},{"hi":0.019267849677432114,"lo":0.017428861725226952}],[{"hi":6.150371620980485,"lo":6.12940951514825},{"hi":1.8058593878461,"lo":1.7800781367632748},{"hi":-3.648507871263776,"lo":-3.89576937671927},{"hi":0.02514556844911775,"lo":0.014123378528171582}],[{"hi":6.150371620980485,"lo":6.12940951514825},{"hi":1.8292968888304753,"lo":1.8035156377476496},{"hi":-3.6757328234653586,"lo":-3.9785627011446434},{"hi":0.029062396432430138,"lo":0.015186223179612046}],[{"hi":6.150371620980485,"lo":6.12940951514825},{"hi":1.8527343898148503,"lo":1.8269531387320246},{"hi":-3.755657589595921,"lo":-4.010090490788442},{"hi":0.030615551030877874,"lo":0.018776177864919585}],[{"hi":6.16942808082793,"lo":6.1484659749956965},{"hi":1.8527343898148503,"lo":1.8269531387320246},{"hi":-3.882200979088438,"lo":-3.947491857145927},{"hi":0.027708985069164527,"lo":0.024660346228047914}],[{"hi":6.16942808082793,"lo":6.1484659749956965},{"hi":1.8761718907992253,"lo":1.8503906397163996},{"hi":-3.784816958055937,"lo":-4.126213327723423},{"hi":0.03602741592695935,"lo":0.02013093860322357}],[{"hi":6.16942808082793,"lo":6.1484659749956965},{"hi":1.8996093917836006,"lo":1.8738281407007744},{"hi":-3.876773904838504,"lo":-4.158976092383315},{"hi":0.037429258814647426,"lo":0.02449520245267678}],[{"hi":6.1884845406753755,"lo":6.167522434843142},{"hi":1.8996093917836006,"lo":1.8738281407007744},{"hi":-4.010890591239015,"lo":-4.098902156554955},{"hi":0.03463601724082288,"lo":0.030668715622550025}],[{"hi":6.1884845406753755,"lo":6.167522434843142},{"hi":1.9230468927679756,"lo":1.8972656416851494},{"hi":-3.8994431600668644,"lo":-4.31007908597115},{"hi":0.043790563778953295,"lo":0.025888118469887367}],[{"hi":6.1884845406753755,"lo":6.167522434843142},{"hi":1.9464843937523504,"lo":1.9207031426695245},{"hi":-4.096443336311079,"lo":-4.219896784556971},{"hi":0.03971315681017629,"lo":0.034573871552094015}],[{"hi":6.207541000522822,"lo":6.186578894690587},{"hi":1.9464843937523504,"lo":1.9207031426695245},{"hi":-4.030925261373579,"lo":-4.3799006210861675},{"hi":0.04591359319478849,"lo":0.0321533423817133}],[{"hi":6.207541000522822,"lo":6.186578894690587},{"hi":1.9699218947367256,"lo":1.944140643653899},{"hi":-4.148128302436899,"lo":-4.378583739347481},{"hi":0.045430792689877375,"lo":0.037061959656012444}],[{"hi":6.226597460370267,"lo":6.205635354538034},{"hi":1.9699218947367256,"lo":1.944140643653899},{"hi":-4.145268909678024,"lo":-4.498100546941084},{"hi":0.04899741783166611,"lo":0.03747382057277493}],[{"hi":6.226597460370267,"lo":6.205635354538034},{"hi":1.9933593957211007,"lo":1.967578144638274},{"hi":-4.277665065484228,"lo":-4.475922131863309},{"hi":0.047818480335451774,"lo":0.04210097798988155}],[{"hi":6.245653920217713,"lo":6.224691814385479},{"hi":1.9933593957211007,"lo":1.967578144638274},{"hi":-4.18365585640266,"lo":-4.716064478675202},{"hi":0.05293959207874277,"lo":0.040592737609544294}],[{"hi":6.264710380065159,"lo":6.243748274232924},{"hi":1.9933593957211007,"lo":1.967578144638274},{"hi":-4.438540028419418,"lo":-4.599942531786336},{"hi":0.04969079609735161,"lo":0.046874219753537893}],[{"hi":6.264710380065159,"lo":6.243748274232924},{"hi":2.0167968967054755,"lo":1.9910156456226489},{"hi":-4.3915598604660815,"lo":-4.7511140353998},{"hi":0.05134309518910829,"lo":0.046711545806971344}],[{"hi":6.283766839912604,"lo":6.262804734080369},{"hi":2.0167968967054755,"lo":1.9910156456226489},{"hi":-4.401109072904305,"lo":-4.916567304209324},{"hi":0.05101849080885046,"lo":0.04847179852118888}],[{"hi":6.30282329976005,"lo":6.281861193927814},{"hi":2.0167968967054755,"lo":1.9910156456226489},{"hi":-4.5042420533669025,"lo":-5.019596949167937},{"hi":0.05094208027400082,"lo":0.048586414323463334}],[{"hi":6.321879759607495,"lo":6.30091765377526},{"hi":2.0167968967054755,"lo":1.9910156456226489},{"hi":-4.661572109866798,"lo":-5.041279312318611},{"hi":0.05145771102479335,"lo":0.0466351352220058}],[{"hi":6.321879759607495,"lo":6.30091765377526},{"hi":1.9933593957211007,"lo":1.967578144638274},{"hi":-4.833024713750971,"lo":-4.973954007718258},{"hi":0.049538002725080243,"lo":0.04710340977018168}],[{"hi":6.340936219454941,"lo":6.319974113622705},{"hi":1.9933593957211007,"lo":1.967578144638274},{"hi":-4.704847029168753,"lo":-5.236685181575229},{"hi":0.052939661437528596,"lo":0.04078362522405987}],[{"hi":6.359992679302386,"lo":6.339030573470151},{"hi":1.9933593957211007,"lo":1.967578144638274},{"hi":-4.936229625322849,"lo":-5.1555303635473235},{"hi":0.048162161239337475,"lo":0.04187185741461219}],[{"hi":6.359992679302386,"lo":6.339030573470151},{"hi":1.9699218947367256,"lo":1.944140643653899},{"hi":-4.935450071364669,"lo":-5.26635006359683},{"hi":0.04869205315643166,"lo":0.03793186762660827}],[{"hi":6.379049139149831,"lo":6.358087033317596},{"hi":1.9699218947367256,"lo":1.944140643653899},{"hi":-5.033035232517605,"lo":-5.285422317983507},{"hi":0.04588883979821645,"lo":0.03675659489901939}],[{"hi":6.379049139149831,"lo":6.358087033317596},{"hi":1.9464843937523504,"lo":1.9207031426695245},{"hi":-5.054182753889798,"lo":-5.379894578658169},{"hi":0.045532095227266645,"lo":0.03272558930584557}],[{"hi":6.398105598997277,"lo":6.3771434931650415},{"hi":1.9464843937523504,"lo":1.9207031426695245},{"hi":-5.190923056786897,"lo":-5.337640036696706},{"hi":0.04028540366201705,"lo":0.034192373693009426}],[{"hi":6.398105598997277,"lo":6.3771434931650415},{"hi":1.9230468927679756,"lo":1.8972656416851494},{"hi":-5.114698874322536,"lo":-5.525334800348151},{"hi":0.04379056379788748,"lo":0.025888118504699964}],[{"hi":6.398105598997277,"lo":6.3771434931650415},{"hi":1.8996093917836006,"lo":1.8738281407007744},{"hi":-5.335990988988904,"lo":-5.398714591361407},{"hi":0.034178524717008774,"lo":0.03135495447942427}],[{"hi":6.417162058844722,"lo":6.396199953012487},{"hi":1.8996093917836006,"lo":1.8738281407007744},{"hi":-5.250629090168746,"lo":-5.558119240777895},{"hi":0.03811549766612421,"lo":0.024037709936958862}],[{"hi":6.417162058844722,"lo":6.396199953012487},{"hi":1.8761718907992253,"lo":1.8503906397163996},{"hi":-5.298564632619046,"lo":-5.63996100240702},{"hi":0.03602741595344483,"lo":0.020130938641395257}],[{"hi":6.417162058844722,"lo":6.396199953012487},{"hi":1.8527343898148503,"lo":1.8269531387320246},{"hi":-5.488709275164908,"lo":-5.525442223482214},{"hi":0.02717566401900351,"lo":0.025460327887032452}],[{"hi":6.436218518692168,"lo":6.415256412859932},{"hi":1.8527343898148503,"lo":1.8269531387320246},{"hi":-5.39755271173421,"lo":-5.680543542786913},{"hi":0.03141553268576347,"lo":0.018242856820906983}],[{"hi":6.436218518692168,"lo":6.415256412859932},{"hi":1.8292968888304753,"lo":1.8035156377476496},{"hi":-5.446215258321955,"lo":-5.749045138431647},{"hi":0.02906239657693943,"lo":0.015186223051714798}],[{"hi":6.436218518692168,"lo":6.415256412859932},{"hi":1.8058593878461,"lo":1.7800781367632748},{"hi":-5.542859982601096,"lo":-5.755492992067783},{"hi":0.024536612369206345,"lo":0.01503681260070211}],[{"hi":6.455274978539613,"lo":6.434312872707378},{"hi":1.8058593878461,"lo":1.7800781367632748},{"hi":-5.639761640507173,"lo":-5.716457009942011},{"hi":0.020181283751585344,"lo":0.016819905642881494}],[{"hi":6.455274978539613,"lo":6.434312872707378},{"hi":1.782421886861725,"lo":1.7566406357788997},{"hi":-5.574439893647168,"lo":-5.852787314949437},{"hi":0.022901754370066918,"lo":0.011058510660807208}],[{"hi":6.455274978539613,"lo":6.434312872707378},{"hi":1.7589843858773497,"lo":1.733203134794525},{"hi":-5.633724764255475,"lo":-5.9030337196881115},{"hi":0.02012484592845265,"lo":0.009302251468598755}],[{"hi":6.455274978539613,"lo":6.434312872707378},{"hi":1.7355468848929747,"lo":1.7097656338101501},{"hi":-5.690584579519583,"lo":-5.952398474508268},{"hi":0.017551071090259107,"lo":0.007751616495962121}],[{"hi":6.455274978539613,"lo":6.434312872707378},{"hi":1.7121093839086,"lo":1.686328132825775},{"hi":-5.783942561273484,"lo":-5.943268449371758},{"hi":0.013898499965875555,"lo":0.008330745885388957}],[{"hi":6.4743314383870585,"lo":6.453369332554823},{"hi":1.7121093839086,"lo":1.686328132825775},{"hi":-5.841037250853977,"lo":-5.9372893590501565},{"hi":0.011840367402521146,"lo":0.008634067690177272}],[{"hi":6.4743314383870585,"lo":6.453369332554823},{"hi":1.6886718829242247,"lo":1.6628906318414003},{"hi":-5.798630950189871,"lo":-6.049024864144405},{"hi":0.013015236287066134,"lo":0.005268614507187852}],[{"hi":6.4743314383870585,"lo":6.453369332554823},{"hi":1.6652343819398496,"lo":1.6394531308570255},{"hi":-5.850424186429091,"lo":-6.096531966762842},{"hi":0.011054220331047748,"lo":0.00433682755127629}],[{"hi":6.4743314383870585,"lo":6.453369332554823},{"hi":1.6417968809554748,"lo":1.6160156298726505},{"hi":-5.901047191392256,"lo":-6.14365134948497},{"hi":0.009298425398716947,"lo":0.003611823559886762}],[{"hi":6.4743314383870585,"lo":6.453369332554823},{"hi":1.6183593799710996,"lo":1.5925781288882757},{"hi":-5.950691232657513,"lo":-6.190487366633442},{"hi":0.007748258755518211,"lo":0.0030937726052697734}],[{"hi":6.4743314383870585,"lo":6.453369332554823},{"hi":1.5949218789867246,"lo":1.5691406279039006},{"hi":-5.999521455584698,"lo":-6.237140099230629},{"hi":0.006404080805183288,"lo":0.00278279645564794}],[{"hi":6.4743314383870585,"lo":6.453369332554823},{"hi":1.5714843780023493,"lo":1.5457031269195258},{"hi":-6.047683069086743,"lo":-6.283707000800527},{"hi":0.00526620490950247,"lo":0.002678968124401493}],[{"hi":6.4743314383870585,"lo":6.453369332554823},{"hi":1.5480468770179743,"lo":1.5222656259351508},{"hi":-6.095306040205912,"lo":-6.330284509978665},{"hi":0.0043348965339982115,"lo":0.002782312295107392}],[{"hi":6.4743314383870585,"lo":6.453369332554823},{"hi":1.5246093760335993,"lo":1.4988281249507758},{"hi":-6.14250875184952,"lo":-6.3769696773996305},{"hi":0.003610373347704421,"lo":0.003092804955102668}],[{"hi":6.4743314383870585,"lo":6.453369332554823},{"hi":1.501171875049224,"lo":1.475390623966401},{"hi":-6.189400936959542,"lo":-6.423861862509653},{"hi":0.003610373347704421,"lo":0.003092804955102668}],[{"hi":6.4743314383870585,"lo":6.453369332554823},{"hi":1.477734374064849,"lo":1.451953122982026},{"hi":-6.236086104380507,"lo":-6.47106457415326},{"hi":0.0043348965339982115,"lo":0.002782312295107392}],[{"hi":6.4743314383870585,"lo":6.453369332554823},{"hi":1.454296873080474,"lo":1.428515621997651},{"hi":-6.282663613558645,"lo":-6.51868754527243},{"hi":0.00526620490950247,"lo":0.002678968124401493}],[{"hi":6.4743314383870585,"lo":6.453369332554823},{"hi":1.4308593720960987,"lo":1.4050781210132761},{"hi":-6.329230515128543,"lo":-6.566849158774475},{"hi":0.006404080805183288,"lo":0.00278279645564794}],[{"hi":6.4743314383870585,"lo":6.453369332554823},{"hi":1.4074218711117237,"lo":1.381640620028901},{"hi":-6.375883247725731,"lo":-6.61567938170166},{"hi":0.007748258755518211,"lo":0.0030937726052697734}],[{"hi":6.4743314383870585,"lo":6.453369332554823},{"hi":1.3839843701273484,"lo":1.3582031190445263},{"hi":-6.422719264874202,"lo":-6.6653234229669165},{"hi":0.009298425398716947,"lo":0.003611823559886762}],[{"hi":6.4743314383870585,"lo":6.453369332554823},{"hi":1.3605468691429734,"lo":1.3347656180601515},{"hi":-6.4698386475963305,"lo":-6.715946427930081},{"hi":0.011054220331047748,"lo":0.00433682755127629}],[{"hi":6.4743314383870585,"lo":6.453369332554823},{"hi":1.3371093681585986,"lo":1.3113281170757765},{"hi":-6.517345750214767,"lo":-6.7677396641693015},{"hi":0.013015236287066134,"lo":0.005268614507187852}],[{"hi":6.4743314383870585,"lo":6.453369332554823},{"hi":1.3136718671742234,"lo":1.2878906160914017},{"hi":-6.629081255309016,"lo":-6.725333363505196},{"hi":0.011840367402521146,"lo":0.008634067690177272}],[{"hi":6.455274978539613,"lo":6.434312872707378},{"hi":1.3136718671742234,"lo":1.2878906160914017},{"hi":-6.623102164987414,"lo":-6.782428053085688},{"hi":0.013898499965875555,"lo":0.008330745885388957}],[{"hi":6.455274978539613,"lo":6.434312872707378},{"hi":1.2902343661898483,"lo":1.2644531151070268},{"hi":-6.613972139850905,"lo":-6.87578603483959},{"hi":0.017551071090259107,"lo":0.007751616495962121}],[{"hi":6.455274978539613,"lo":6.434312872707378},{"hi":1.2667968652054735,"lo":1.2410156141226518},{"hi":-6.663336894671061,"lo":-6.932645850103698},{"hi":0.02012484592845265,"lo":0.009302251468598755}],[{"hi":6.455274978539613,"lo":6.434312872707378},{"hi":1.2433593642210983,"lo":1.217578113138277},{"hi":-6.713583299409735,"lo":-6.991930720712005},{"hi":0.022901754370066918,"lo":0.011058510660807208}],[{"hi":6.455274978539613,"lo":6.434312872707378},{"hi":1.2199218632367232,"lo":1.194140612153902},{"hi":-6.849913604417162,"lo":-6.926608973852},{"hi":0.020181283751585344,"lo":0.016819905642881494}],[{"hi":6.436218518692168,"lo":6.415256412859932},{"hi":1.2199218632367232,"lo":1.194140612153902},{"hi":-6.81087762229139,"lo":-7.023510631758077},{"hi":0.024536612369206345,"lo":0.01503681260070211}],[{"hi":6.436218518692168,"lo":6.415256412859932},{"hi":1.196484362252348,"lo":1.1707031111695272},{"hi":-6.817325475927525,"lo":-7.120155356037217},{"hi":0.02906239657693943,"lo":0.015186223051714798}],[{"hi":6.436218518692168,"lo":6.415256412859932},{"hi":1.173046861267973,"lo":1.1472656101851522},{"hi":-6.885827071572259,"lo":-7.168817902624962},{"hi":0.03141553268576347,"lo":0.018242856820906983}],[{"hi":6.417162058844722,"lo":6.396199953012487},{"hi":1.173046861267973,"lo":1.1472656101851522},{"hi":-7.040928390876958,"lo":-7.077661339194265},{"hi":0.02717566401900351,"lo":0.025460327887032452}],[{"hi":6.417162058844722,"lo":6.396199953012487},{"hi":1.149609360283598,"lo":1.1238281092007771},{"hi":-6.9264096119521525,"lo":-7.267805981740127},{"hi":0.03602741595344483,"lo":0.020130938641395257}],[{"hi":6.417162058844722,"lo":6.396199953012487},{"hi":1.1261718592992227,"lo":1.1003906082164023},{"hi":-7.0082513735812775,"lo":-7.315741524190426},{"hi":0.03811549766612421,"lo":0.024037709936958862}],[{"hi":6.398105598997277,"lo":6.3771434931650415},{"hi":1.1261718592992227,"lo":1.1003906082164023},{"hi":-7.1676560229977655,"lo":-7.230379625370269},{"hi":0.034178524717008774,"lo":0.03135495447942427}],[{"hi":6.398105598997277,"lo":6.3771434931650415},{"hi":1.1027343583148477,"lo":1.0769531072320273},{"hi":-7.041035814011021,"lo":-7.451671740036637},{"hi":0.04379056379788748,"lo":0.025888118504699964}],[{"hi":6.398105598997277,"lo":6.3771434931650415},{"hi":1.0792968573304726,"lo":1.0535156062476523},{"hi":-7.228730577662467,"lo":-7.375447557572276},{"hi":0.04028540366201705,"lo":0.034192373693009426}],[{"hi":6.379049139149831,"lo":6.358087033317596},{"hi":1.0792968573304726,"lo":1.0535156062476523},{"hi":-7.186476035701004,"lo":-7.512187860469375},{"hi":0.045532095227266645,"lo":0.03272558930584557}],[{"hi":6.379049139149831,"lo":6.358087033317596},{"hi":1.0558593563460974,"lo":1.0300781052632775},{"hi":-7.280948296375666,"lo":-7.533335381841567},{"hi":0.04588883979821645,"lo":0.03675659489901939}],[{"hi":6.359992679302386,"lo":6.339030573470151},{"hi":1.0558593563460974,"lo":1.0300781052632775},{"hi":-7.300020550762342,"lo":-7.630920542994503},{"hi":0.04869205315643166,"lo":0.03793186762660827}],[{"hi":6.359992679302386,"lo":6.339030573470151},{"hi":1.0324218553617224,"lo":1.0066406042789025},{"hi":-7.410840250811849,"lo":-7.630140989036324},{"hi":0.048162161239337475,"lo":0.04187185741461219}],[{"hi":6.340936219454941,"lo":6.319974113622705},{"hi":1.0324218553617224,"lo":1.0066406042789025},{"hi":-7.329685432783943,"lo":-7.86152358519042},{"hi":0.052939661437528596,"lo":0.04078362522405987}],[{"hi":6.321879759607495,"lo":6.30091765377526},{"hi":1.0324218553617224,"lo":1.0066406042789025},{"hi":-7.5924166066409144,"lo":-7.733345900608201},{"hi":0.049538002725080243,"lo":0.04710340977018168}],[{"hi":6.321879759607495,"lo":6.30091765377526},{"hi":1.0089843543773471,"lo":0.9832031032945276},{"hi":-7.525091302040561,"lo":-7.9047985044923745},{"hi":0.05145771102479335,"lo":0.0466351352220058}],[{"hi":6.30282329976005,"lo":6.281861193927814},{"hi":1.0089843543773471,"lo":0.9832031032945276},{"hi":-7.546773665191235,"lo":-8.06212856099227},{"hi":0.05094208027400082,"lo":0.048586414323463334}],[{"hi":6.283766839912604,"lo":6.262804734080369},{"hi":1.0089843543773471,"lo":0.9832031032945276},{"hi":-7.649803310149848,"lo":-8.165261541454868},{"hi":0.05101849080885046,"lo":0.04847179852118888}],[{"hi":6.264710380065159,"lo":6.243748274232924},{"hi":1.0089843543773471,"lo":0.9832031032945276},{"hi":-7.815256578959373,"lo":-8.174810753893091},{"hi":0.05134309518910829,"lo":0.046711545806971344}],[{"hi":6.264710380065159,"lo":6.243748274232924},{"hi":1.0324218553617224,"lo":1.0066406042789025},{"hi":-7.966428082572836,"lo":-8.127830585939755},{"hi":0.04969079609735161,"lo":0.046874219753537893}],[{"hi":6.245653920217713,"lo":6.224691814385479},{"hi":1.0324218553617224,"lo":1.0066406042789025},{"hi":-7.850306135683972,"lo":-8.38271475795651},{"hi":0.05293959207874277,"lo":0.040592737609544294}],[{"hi":6.226597460370267,"lo":6.205635354538034},{"hi":1.0324218553617224,"lo":1.0066406042789025},{"hi":-8.090448482495862,"lo":-8.288705548874944},{"hi":0.047818480335451774,"lo":0.04210097798988155}],[{"hi":6.226597460370267,"lo":6.205635354538034},{"hi":1.0558593563460974,"lo":1.0300781052632775},{"hi":-8.068270067418087,"lo":-8.421101704681147},{"hi":0.04899741783166611,"lo":0.03747382057277493}],[{"hi":6.207541000522822,"lo":6.186578894690587},{"hi":1.0558593563460974,"lo":1.0300781052632775},{"hi":-8.187786875011687,"lo":-8.418242311922278},{"hi":0.045430792689877375,"lo":0.037061959656012444}],[{"hi":6.207541000522822,"lo":6.186578894690587},{"hi":1.0792968573304726,"lo":1.0535156062476523},{"hi":-8.186469993273008,"lo":-8.535445352985592},{"hi":0.04591359319478849,"lo":0.0321533423817133}],[{"hi":6.1884845406753755,"lo":6.167522434843142},{"hi":1.0792968573304726,"lo":1.0535156062476523},{"hi":-8.346473829802202,"lo":-8.469927278048093},{"hi":0.03971315681017629,"lo":0.034573871552094015}],[{"hi":6.1884845406753755,"lo":6.167522434843142},{"hi":1.1027343583148477,"lo":1.0769531072320273},{"hi":-8.256291528388022,"lo":-8.666927454292308},{"hi":0.043790563778953295,"lo":0.025888118469887367}],[{"hi":6.1884845406753755,"lo":6.167522434843142},{"hi":1.1261718592992227,"lo":1.1003906082164023},{"hi":-8.467468457804218,"lo":-8.555480023120158},{"hi":0.03463601724082288,"lo":0.030668715622550025}]]},{"anchors":[{"parameter":0.0,"point":[2.990025593501361,1.06381993428954,0.24443189280520244],"uv_a":[6.2016175906938065,1.0638199343388153],"uv_b":[-2.081583143507084,0.3400255935013612]},{"parameter":0.027960601948876673,"point":[2.9879723108865743,1.078124982260299,0.2683681601500001],"uv_a":[6.193609511793907,1.07812498228125],"uv_b":[-2.1373605912358022,0.3379723108865744]},{"parameter":0.06566350641898697,"point":[2.985032342842705,1.0994777312845825,0.2993023758744895],"uv_a":[6.183251596162853,1.0994777313317967],"uv_b":[-2.2125545136462232,0.3350323428427049]},{"parameter":0.06914134111203746,"point":[2.984753332289419,1.1015624833168893,0.30207208636967364],"uv_a":[6.182323686679556,1.101562483265625],"uv_b":[-2.2194877770635526,0.33475333228941917]},{"parameter":0.10627874720988245,"point":[2.9817151124528634,1.1249999842435154,0.33071889600382687],"uv_a":[6.172721158909179,1.12499998425],"uv_b":[-2.2935305269455717,0.33171511245286345]},{"parameter":0.138451119986034,"point":[2.9790322399577196,1.1469658845454735,0.3540719041429702],"uv_a":[6.1648856016319,1.1469658845608737],"uv_b":[-2.3576621455573745,0.3290322399577197]},{"parameter":0.14053223592357528,"point":[2.9788582043878766,1.148437485213058,0.3555331182412742],"uv_a":[6.1643950877238165,1.148437485234375],"uv_b":[-2.3618098009586244,0.3288582043878767]},{"parameter":0.1726109003025741,"point":[2.9761831302065995,1.1718749862655384,0.3772717527632513],"uv_a":[6.157094202032266,1.17187498621875],"uv_b":[-2.425754557084009,0.3261831302065996]},{"parameter":0.20299169788098603,"point":[2.973690380710923,1.1953124872401966,0.39644106703150683],"uv_a":[6.150650620365512,1.195312487203125],"uv_b":[-2.486320532996485,0.32369038071092326]},{"parameter":0.22377451989690716,"point":[2.972027308682751,1.2119959662445097,0.4087220039129997],"uv_a":[6.146519607100946,1.2119959662778652],"uv_b":[-2.527755845914946,0.3220273086827512]},{"parameter":0.23201503912643257,"point":[2.971380414731811,1.2187499882135842,0.4133986343912045],"uv_a":[6.1449458871691025,1.2187499881875001],"uv_b":[-2.5441862084965225,0.3213804147318111]},{"parameter":0.2599273283225378,"point":[2.9692536588896807,1.242187489148606,0.42840717688126084],"uv_a":[6.139893056008326,1.2421874891718752],"uv_b":[-2.5998556927076493,0.3192536588896808]},{"parameter":0.2869249884216469,"point":[2.9673105070407413,1.2656249901667684,0.44166543309173684],"uv_a":[6.135426420474502,1.2656249901562502],"uv_b":[-2.6537174838093325,0.3173105070407414]},{"parameter":0.3131624290936812,"point":[2.9655513201809924,1.2890624911441202,0.4533269982760353],"uv_a":[6.131495248472412,1.289062491140625],"uv_b":[-2.7060802629977676,0.3155513201809925]},{"parameter":0.3380244834888475,"point":[2.9640199117830357,1.3118138222699471,0.46323424153891385],"uv_a":[6.128153612569992,1.3118138222613736],"uv_b":[-2.7557150480637147,0.3140199117830358]},{"parameter":0.3387661663716,"point":[2.963976425838612,1.3124999921298923,0.46351240227393675],"uv_a":[6.128059766113292,1.312499992125],"uv_b":[-2.7571958621254273,0.3139764258386122]},{"parameter":0.3638415140017471,"point":[2.9625861179326485,1.3359374931093746,0.47231715386248857],"uv_a":[6.125088483845136,1.335937493109375],"uv_b":[-2.8072746449644437,0.31258611793264857]},{"parameter":0.38847931536185726,"point":[2.961380656429395,1.3593749940954285,0.4798172649252091],"uv_a":[6.122556360574773,1.3593749940937498],"uv_b":[-2.8564962010346706,0.31138065642939505]},{"parameter":0.41275880271272114,"point":[2.9603602671622977,1.3828124950683494,0.48607313096507004],"uv_a":[6.120443514455005,1.3828124950781249],"uv_b":[-2.905017032578237,0.3103602671622978]},{"parameter":0.4367506572602511,"point":[2.9595251415313575,1.4062499960514447,0.4911323006081817],"uv_a":[6.118734302858896,1.4062499960625],"uv_b":[-2.952976259352182,0.3095251415313576]},{"parameter":0.46051916706439316,"point":[2.9588754363665952,1.4296874970565727,0.49503146566535783],"uv_a":[6.117416661523907,1.429687497046875],"uv_b":[-3.0004999882075496,0.3088754363665953]},{"parameter":0.4841239329795401,"point":[2.9584112739474304,1.4531249980307959,0.49779788487451726],"uv_a":[6.1164816319842075,1.45312499803125],"uv_b":[-3.047704774525534,0.3084112739474305]},{"parameter":0.5076212685256527,"point":[2.958132741516926,1.4765624990160457,0.4994503814760793],"uv_a":[6.115923030013848,1.476562499015625],"uv_b":[-3.094700468487279,0.30813274151692616]},{"parameter":0.5310653968754574,"point":[2.958039891529144,1.5,0.5000000000611257],"uv_a":[6.115737227918569,1.5],"uv_b":[-3.141592653589793,0.30803989152914424]},{"parameter":0.5545095252252621,"point":[2.958132741516926,1.5234375009839543,0.4994503814760793],"uv_a":[6.115923030013848,1.523437500984375],"uv_b":[-3.188484838692307,0.30813274151692616]},{"parameter":0.5780068607713746,"point":[2.9584112739474304,1.5468750019692041,0.49779788487451726],"uv_a":[6.1164816319842075,1.54687500196875],"uv_b":[-3.2354805326540523,0.3084112739474305]},{"parameter":0.6016116266865216,"point":[2.9588754363665952,1.5703125029434273,0.49503146566535783],"uv_a":[6.117416661523907,1.570312502953125],"uv_b":[-3.2826853189720366,0.3088754363665953]},{"parameter":0.6253801364906636,"point":[2.9595251415313575,1.5937500039485553,0.4911323006081817],"uv_a":[6.118734302858896,1.5937500039375],"uv_b":[-3.3302090478274042,0.3095251415313576]},{"parameter":0.6493719910381935,"point":[2.9603602671622977,1.6171875049316506,0.48607313096507004],"uv_a":[6.120443514455005,1.6171875049218751],"uv_b":[-3.3781682746013493,0.3103602671622978]},{"parameter":0.6736514783890574,"point":[2.961380656429395,1.6406250059045715,0.4798172649252091],"uv_a":[6.122556360574773,1.6406250059062502],"uv_b":[-3.4266891061449156,0.31138065642939505]},{"parameter":0.6982892797491675,"point":[2.9625861179326485,1.6640625068906254,0.47231715386248857],"uv_a":[6.125088483845136,1.664062506890625],"uv_b":[-3.4759106622151426,0.31258611793264857]},{"parameter":0.7233646273793146,"point":[2.963976425838612,1.6875000078701077,0.46351240227393675],"uv_a":[6.128059766113292,1.687500007875],"uv_b":[-3.525989445054159,0.3139764258386122]},{"parameter":0.7241063102620672,"point":[2.9640199117830357,1.6881861777300529,0.46323424153891385],"uv_a":[6.128153612569992,1.6881861777386264],"uv_b":[-3.5274702591158715,0.3140199117830358]},{"parameter":0.7489683646572335,"point":[2.9655513201809924,1.7109375088558798,0.4533269982760353],"uv_a":[6.131495248472412,1.710937508859375],"uv_b":[-3.5771050441818186,0.3155513201809925]},{"parameter":0.7752058053292677,"point":[2.9673105070407413,1.7343750098332316,0.44166543309173684],"uv_a":[6.135426420474502,1.7343750098437498],"uv_b":[-3.6294678233702538,0.3173105070407414]},{"parameter":0.8022034654283768,"point":[2.9692536588896807,1.757812510851394,0.42840717688126084],"uv_a":[6.139893056008326,1.7578125108281248],"uv_b":[-3.683329614471937,0.3192536588896808]},{"parameter":0.8301157546244821,"point":[2.971380414731811,1.7812500117864158,0.4133986343912045],"uv_a":[6.1449458871691025,1.7812500118124999],"uv_b":[-3.7389990986830637,0.3213804147318111]},{"parameter":0.8383562738540075,"point":[2.972027308682751,1.7880040337554903,0.4087220039129997],"uv_a":[6.146519607100946,1.7880040337221348],"uv_b":[-3.75542946126464,0.3220273086827512]},{"parameter":0.8591390958699285,"point":[2.973690380710923,1.8046875127598034,0.39644106703150683],"uv_a":[6.150650620365512,1.804687512796875],"uv_b":[-3.7968647741831014,0.32369038071092326]},{"parameter":0.8895198934483405,"point":[2.9761831302065995,1.8281250137344616,0.3772717527632513],"uv_a":[6.157094202032266,1.82812501378125],"uv_b":[-3.857430750095577,0.3261831302065996]},{"parameter":0.9215985578273392,"point":[2.9788582043878766,1.851562514786942,0.3555331182412742],"uv_a":[6.1643950877238165,1.851562514765625],"uv_b":[-3.921375506220962,0.3288582043878767]},{"parameter":0.9236796737648805,"point":[2.9790322399577196,1.8530341154545265,0.3540719041429702],"uv_a":[6.1648856016319,1.8530341154391263],"uv_b":[-3.9255231616222117,0.3290322399577197]},{"parameter":0.9558520465410321,"point":[2.9817151124528634,1.8750000157564846,0.33071889600382687],"uv_a":[6.172721158909179,1.87500001575],"uv_b":[-3.9896547802340145,0.33171511245286345]},{"parameter":0.9929894526388771,"point":[2.984753332289419,1.8984375166831107,0.30207208636967364],"uv_a":[6.182323686679556,1.898437516734375],"uv_b":[-4.063697530116034,0.33475333228941917]},{"parameter":0.9964672873319276,"point":[2.985032342842705,1.9005222687154175,0.2993023758744895],"uv_a":[6.183251596162853,1.9005222686682033],"uv_b":[-4.070630793533363,0.3350323428427049]},{"parameter":1.0341701918020378,"point":[2.9879723108865743,1.921875017739701,0.2683681601500001],"uv_a":[6.193609511793907,1.92187501771875],"uv_b":[-4.1458247159437835,0.3379723108865744]},{"parameter":1.0621307937509141,"point":[2.990025593501361,1.9361800657104595,0.24443189280520253],"uv_a":[6.2016175906938065,1.9361800656611843],"uv_b":[-4.201602163672502,0.3400255935013612]},{"parameter":1.081530484277304,"point":[2.99137146463429,1.945312518754148,0.2273692164378188],"uv_a":[6.207322823072767,1.9453125187031248],"uv_b":[-4.240310477615036,0.34137146463429024]},{"parameter":1.1233060883448023,"point":[2.994010307708874,1.962706951180748,0.18947896277030496],"uv_a":[6.21998358522476,1.9627069511839812],"uv_b":[-4.323719007011324,0.3440103077088743]},{"parameter":1.1399563130081112,"point":[2.9949501800369926,1.968750019662461,0.17399258344294688],"uv_a":[6.225155215538505,1.9687500196874999],"uv_b":[-4.356967891558006,0.34495018003699274]},{"parameter":1.1815666960635112,"point":[2.9969851414200517,1.9815806660152426,0.13446212146289366],"uv_a":[6.238349579755713,1.9815806660036719],"uv_b":[-4.440113025616254,0.34698514142005177]},{"parameter":1.229214087928075,"point":[2.998707814310851,1.9921875207229818,0.08804228752506559],"uv_a":[6.253833663689513,1.9921875206718749],"uv_b":[-4.535381530052305,0.3487078143108513]},{"parameter":1.2379835399870236,"point":[2.998949091222668,1.9936553977252123,0.07939992604383014],"uv_a":[6.256715574286667,1.9936553976847358],"uv_b":[-4.552914019133949,0.34894909122266826]},{"parameter":1.293380309955671,"point":[2.999901494675918,1.99940862801749,0.024310948999184546],"uv_a":[6.275081568817621,1.999408627997067],"uv_b":[-4.663747904226072,0.349901494675918]},{"parameter":1.348478677818362,"point":[2.9998420305338556,1.9990513081448087,-0.030786228130472493],"uv_a":[6.2934475633485745,1.9990513081483483],"uv_b":[-4.774000408416548,0.34984203053385565]},{"parameter":1.403955715116119,"point":[2.998770718853752,1.9925706287723952,-0.08587302104395379],"uv_a":[6.311813557879528,1.992570628843767],"uv_b":[-4.884990754064252,0.3487707188537521]},{"parameter":1.4061594509690132,"point":[2.9987078142710573,1.9921875206055155,-0.08804228885943374],"uv_a":[6.312536951121648,1.9921875206718749],"uv_b":[-4.889396433385479,0.34870781427105735]},{"parameter":1.4605334458072101,"point":[2.9966879209893302,1.9797275224690436,-0.1409308489857392],"uv_a":[6.330179552410482,1.9797275224787612],"uv_b":[-4.998122908279489,0.3466879209893303]},{"parameter":1.4954132906747397,"point":[2.9949501800535847,1.9687500197090473,-0.17399258317463864],"uv_a":[6.341215398725307,1.9687500196874999],"uv_b":[-5.067810068675873,0.3449501800535848]},{"parameter":1.519077735033578,"point":[2.9935943394688804,1.9600076838869414,-0.19594114092896384],"uv_a":[6.348545546941436,1.9600076838350269],"uv_b":[-5.115065608224227,0.3435943394688805]},{"parameter":1.5538428470629704,"point":[2.9913714645937475,1.9453125186461344,-0.22736921691606637],"uv_a":[6.359047791464718,1.9453125187031248],"uv_b":[-5.184467484104458,0.34137146459374756]},{"parameter":1.580688630748231,"point":[2.989491017758296,1.932500341259705,-0.25088534185181033],"uv_a":[6.36691154147239,1.932500341212875],"uv_b":[-5.238033575112214,0.33949101775829593]},{"parameter":1.601203330610856,"point":[2.987972310875444,1.92187501771164,-0.26836816025607485],"uv_a":[6.372761102606741,1.92187501771875],"uv_b":[-5.278953245034719,0.3379723108754442]},{"parameter":1.6423813938726104,"point":[2.9847533323182245,1.8984375167516232,-0.3020720861369931],"uv_a":[6.384046927584258,1.898437516734375],"uv_b":[-5.361080430199728,0.3347533323182246]},{"parameter":1.6470218030402053,"point":[2.9843793399091125,1.8956261424212553,-0.30574491900756773],"uv_a":[6.385277536003343,1.8956261424735315],"uv_b":[-5.370331090604577,0.3343793399091126]},{"parameter":1.679521568305571,"point":[2.9817151124391463,1.8750000157258093,-0.330718896100445],"uv_a":[6.39364945549147,1.87500001575],"uv_b":[-5.435123180720872,0.3317151124391464]},{"parameter":1.7137739258950988,"point":[2.9788582043731306,1.8515625147560555,-0.3555331183335919],"uv_a":[6.401975526676833,1.851562514765625],"uv_b":[-5.503402454722163,0.32885820437313074]},{"parameter":1.72091629919211,"point":[2.978261030091669,1.8464661071564765,-0.3605013684048319],"uv_a":[6.403643530534297,1.8464661071772088],"uv_b":[-5.517637304153507,0.32826103009166907]},{"parameter":1.745855408194644,"point":[2.9761831302425756,1.8281250138047276,-0.37727175256023615],"uv_a":[6.409276412231548,1.82812501378125],"uv_b":[-5.567347210301307,0.3261831302425757]},{"parameter":1.776236205779676,"point":[2.973690380748728,1.8046875128283095,-0.3964410668370696],"uv_a":[6.415719993898301,1.804687512796875],"uv_b":[-5.627913186240673,0.32369038074872813]},{"parameter":1.8052570859497412,"point":[2.971380414771232,1.7812500118523045,-0.41339863420470424],"uv_a":[6.421424727094712,1.7812500118124999],"uv_b":[-5.68577886176755,0.321380414771232]},{"parameter":1.808369739931587,"point":[2.971138152013541,1.778678880365249,-0.4151362205890914],"uv_a":[6.422009525065251,1.7786788803689406],"uv_b":[-5.691985295358635,0.32113815201354123]},{"parameter":1.8331704450667723,"point":[2.9692536588719127,1.75781251082419,-0.4284071769592079],"uv_a":[6.426477558392323,1.7578125108281248],"uv_b":[-5.741448346424442,0.3192536588719128]},{"parameter":1.8601681051630032,"point":[2.967310507022423,1.7343750098077526,-0.44166543316679185],"uv_a":[6.430944193926146,1.7343750098437498],"uv_b":[-5.795310137514503,0.31731050702242314]},{"parameter":1.8864055457423028,"point":[2.965551320193207,1.7109375088711614,-0.4533269982289724],"uv_a":[6.434875365859817,1.710937508859375],"uv_b":[-5.847672916520141,0.3155513201932072]},{"parameter":1.9120090455704917,"point":[2.9639764258193875,1.6875000078487399,-0.4635124023440469],"uv_a":[6.438310848287356,1.687500007875],"uv_b":[-5.89878851580742,0.31397642581938756]},{"parameter":1.9290726021117979,"point":[2.963013108223454,1.6716003485187807,-0.4696310471481647],"uv_a":[6.440375519596205,1.6716003485384285],"uv_b":[-5.932862850106976,0.31301310822345396]},{"parameter":1.9370861248056854,"point":[2.9625861179453747,1.6640625069029968,-0.472317153818279],"uv_a":[6.441282130487092,1.664062506890625],"uv_b":[-5.948867298501852,0.31258611794537483]},{"parameter":1.961723926228562,"point":[2.9613806564094936,1.6406250058879954,-0.47981726499148236],"uv_a":[6.443814253825877,1.6406250059062502],"uv_b":[-5.998088854693556,0.31138065640949364]},{"parameter":1.98600341357655,"point":[2.9603602671421374,1.6171875049176623,-0.48607313102983524],"uv_a":[6.445927099945645,1.6171875049218751],"uv_b":[-6.046609686225586,0.3103602671421375]},{"parameter":2.009995268121205,"point":[2.959525141510987,1.5937500039372514,-0.49113230067171487],"uv_a":[6.447636311541753,1.5937500039375],"uv_b":[-6.094568912988007,0.3095251415109872]},{"parameter":2.033763777858961,"point":[2.958875436413802,1.5703125029630696,-0.4950314655214878],"uv_a":[6.448953952739905,1.570312502953125],"uv_b":[-6.142092641717985,0.308875436413802]},{"parameter":2.0573685438247455,"point":[2.9584112739267834,1.5468750019634778,-0.49779788493640886],"uv_a":[6.449888982416442,1.54687500196875],"uv_b":[-6.1892974281383335,0.30841127392678347]},{"parameter":2.0808658793679835,"point":[2.9581327414962093,1.5234375009810819,-0.49945038153756327],"uv_a":[6.450447584386803,1.523437500984375],"uv_b":[-6.236293122088576,0.3081327414962094]},{"parameter":2.1043100077124057,"point":[2.958039891542615,1.5,-0.5000000000212772],"uv_a":[6.450633386413662,1.5],"uv_b":[-6.283185307179586,0.30803989154261524]},{"parameter":2.127754136056828,"point":[2.9581327414962093,1.4765624990189181,-0.49945038153756327],"uv_a":[6.450447584386803,1.476562499015625],"uv_b":[-6.330077492270597,0.3081327414962094]},{"parameter":2.151251471600066,"point":[2.9584112739267834,1.4531249980365222,-0.49779788493640886],"uv_a":[6.449888982416442,1.45312499803125],"uv_b":[-6.377073186220839,0.30841127392678347]},{"parameter":2.1748562375658507,"point":[2.958875436413802,1.4296874970369304,-0.4950314655214878],"uv_a":[6.448953952739905,1.429687497046875],"uv_b":[-6.424277972641187,0.308875436413802]},{"parameter":2.1986247473036062,"point":[2.959525141510987,1.4062499960627486,-0.49113230067171487],"uv_a":[6.447636311541753,1.4062499960625],"uv_b":[-6.471801701371166,0.3095251415109872]},{"parameter":2.2226166018482614,"point":[2.9603602671421374,1.3828124950823377,-0.48607313102983524],"uv_a":[6.445927099945645,1.3828124950781249],"uv_b":[-6.519760928133587,0.3103602671421375]},{"parameter":2.2468960891962495,"point":[2.9613806564094936,1.3593749941120046,-0.47981726499148236],"uv_a":[6.443814253825877,1.3593749940937498],"uv_b":[-6.5682817596656164,0.31138065640949364]},{"parameter":2.271533890619126,"point":[2.9625861179453747,1.3359374930970032,-0.472317153818279],"uv_a":[6.441282130487092,1.335937493109375],"uv_b":[-6.617503315857321,0.31258611794537483]},{"parameter":2.279547413313013,"point":[2.963013108223454,1.3283996514812193,-0.4696310471481647],"uv_a":[6.440375519596205,1.3283996514615715],"uv_b":[-6.6335077642521965,0.31301310822345396]},{"parameter":2.2966109698543193,"point":[2.9639764258193875,1.3124999921512601,-0.4635124023440469],"uv_a":[6.438310848287356,1.312499992125],"uv_b":[-6.667582098551753,0.31397642581938756]},{"parameter":2.322214469682508,"point":[2.965551320193207,1.2890624911288386,-0.4533269982289724],"uv_a":[6.434875365859817,1.289062491140625],"uv_b":[-6.718697697839032,0.3155513201932072]},{"parameter":2.3484519102618076,"point":[2.967310507022423,1.2656249901922474,-0.44166543316679185],"uv_a":[6.430944193926146,1.2656249901562502],"uv_b":[-6.77106047684467,0.31731050702242314]},{"parameter":2.3754495703580383,"point":[2.9692536588719127,1.24218748917581,-0.4284071769592079],"uv_a":[6.426477558392323,1.2421874891718752],"uv_b":[-6.82492226793473,0.3192536588719128]},{"parameter":2.4002502754932236,"point":[2.971138152013541,1.221321119634751,-0.4151362205890914],"uv_a":[6.422009525065251,1.2213211196310594],"uv_b":[-6.874385319000537,0.32113815201354123]},{"parameter":2.4033629294750694,"point":[2.971380414771232,1.2187499881476955,-0.41339863420470424],"uv_a":[6.421424727094712,1.2187499881875001],"uv_b":[-6.880591752591623,0.321380414771232]},{"parameter":2.4323838096451347,"point":[2.973690380748728,1.1953124871716905,-0.3964410668370696],"uv_a":[6.415719993898301,1.195312487203125],"uv_b":[-6.938457428118499,0.32369038074872813]},{"parameter":2.4627646072301665,"point":[2.9761831302425756,1.1718749861952724,-0.37727175256023615],"uv_a":[6.409276412231548,1.17187498621875],"uv_b":[-6.999023404057866,0.3261831302425757]},{"parameter":2.4877037162327005,"point":[2.978261030091669,1.1535338928435235,-0.3605013684048319],"uv_a":[6.403643530534297,1.1535338928227912],"uv_b":[-7.048733310205665,0.32826103009166907]},{"parameter":2.494846089529712,"point":[2.9788582043731306,1.1484374852439445,-0.3555331183335919],"uv_a":[6.401975526676833,1.148437485234375],"uv_b":[-7.062968159637009,0.32885820437313074]},{"parameter":2.5290984471192397,"point":[2.9817151124391463,1.1249999842741907,-0.330718896100445],"uv_a":[6.39364945549147,1.12499998425],"uv_b":[-7.1312474336383005,0.3317151124391464]},{"parameter":2.5615982123846055,"point":[2.9843793399091125,1.1043738575787447,-0.30574491900756773],"uv_a":[6.385277536003343,1.1043738575264685],"uv_b":[-7.196039523754595,0.3343793399091126]},{"parameter":2.5662386215522,"point":[2.9847533323182245,1.1015624832483768,-0.3020720861369931],"uv_a":[6.384046927584258,1.101562483265625],"uv_b":[-7.205290184159445,0.3347533323182246]},{"parameter":2.6074166848139546,"point":[2.987972310875444,1.07812498228836,-0.26836816025607485],"uv_a":[6.372761102606741,1.07812498228125],"uv_b":[-7.287417369324453,0.3379723108754442]},{"parameter":2.6279313846765793,"point":[2.989491017758296,1.067499658740295,-0.25088534185181033],"uv_a":[6.36691154147239,1.067499658787125],"uv_b":[-7.328337039246959,0.33949101775829593]},{"parameter":2.65477716836184,"point":[2.9913714645937475,1.0546874813538654,-0.22736921691606635],"uv_a":[6.359047791464718,1.054687481296875],"uv_b":[-7.381903130254716,0.34137146459374756]},{"parameter":2.6895422803912323,"point":[2.9935943394688804,1.0399923161130586,-0.19594114092896384],"uv_a":[6.348545546941436,1.0399923161649731],"uv_b":[-7.4513050061349455,0.3435943394688805]},{"parameter":2.7132067247500706,"point":[2.9949501800535847,1.0312499802909525,-0.1739925831746386],"uv_a":[6.341215398725307,1.0312499803125],"uv_b":[-7.498560545683301,0.3449501800535848]},{"parameter":2.7480865696176004,"point":[2.9966879209893302,1.020272477530956,-0.14093084898573915],"uv_a":[6.330179552410482,1.0202724775212384],"uv_b":[-7.568247706079684,0.3466879209893303]},{"parameter":2.802460564455797,"point":[2.9987078142710573,1.0078124793944845,-0.08804228885943374],"uv_a":[6.312536951121648,1.007812479328125],"uv_b":[-7.676974180973693,0.34870781427105735]},{"parameter":2.8046643003086915,"point":[2.998770718853752,1.0074293712276043,-0.08587302104395379],"uv_a":[6.311813557879528,1.0074293711562325],"uv_b":[-7.68137986029492,0.3487707188537521]},{"parameter":2.8601413376064486,"point":[2.9998420305338556,1.0009486918551913,-0.030786228130472493],"uv_a":[6.2934475633485745,1.0009486918516517],"uv_b":[-7.792370205942625,0.34984203053385565]},{"parameter":2.9152397054691397,"point":[2.999901494675918,1.00059137198251,0.024310948999184546],"uv_a":[6.275081568817621,1.000591372002933],"uv_b":[-7.902622710133101,0.349901494675918]},{"parameter":2.970636475437787,"point":[2.998949091222668,1.0063446022747877,0.07939992604383014],"uv_a":[6.256715574286667,1.0063446023152642],"uv_b":[-8.013456595225223,0.34894909122266826]},{"parameter":2.9794059274967357,"point":[2.998707814310851,1.007812479277018,0.08804228752506559],"uv_a":[6.253833663689513,1.007812479328125],"uv_b":[-8.030989084306867,0.3487078143108513]},{"parameter":3.0270533193612996,"point":[2.9969851414200517,1.0184193339847571,0.13446212146289355],"uv_a":[6.238349579755713,1.0184193339963277],"uv_b":[-8.126257588742918,0.34698514142005177]},{"parameter":3.0686637024167,"point":[2.9949501800369926,1.031249980337539,0.17399258344294682],"uv_a":[6.225155215538505,1.0312499803125],"uv_b":[-8.209402722801165,0.34495018003699274]},{"parameter":3.085313927080009,"point":[2.994010307708874,1.037293048819252,0.18947896277030496],"uv_a":[6.21998358522476,1.0372930488160188],"uv_b":[-8.242651607347849,0.3440103077088743]},{"parameter":3.127089531147507,"point":[2.99137146463429,1.054687481245852,0.2273692164378188],"uv_a":[6.207322823072767,1.054687481296875],"uv_b":[-8.326060136744136,0.34137146463429024]},{"parameter":3.146489221673897,"point":[2.990025593501361,1.06381993428954,0.24443189280520244],"uv_a":[6.2016175906938065,1.0638199343388153],"uv_b":[-8.36476845068667,0.3400255935013612]}],"residual_tolerance":1.575e-8,"surfaces":[8,16],"uv_tubes":[[{"hi":6.202535890420376,"lo":6.182333296436283},{"hi":1.0792968573304726,"lo":1.0535156062476523},{"hi":-1.970028248049648,"lo":-2.2489154866932384},{"hi":0.3441321587309347,"lo":0.3338657456570009}],[{"hi":6.202535890420376,"lo":6.182333296436283},{"hi":1.1027343583148477,"lo":1.0769531072320273},{"hi":-1.9869727464149602,"lo":-2.3629423584670652},{"hi":0.3438522469743135,"lo":0.3291524067549658}],[{"hi":6.184169895889422,"lo":6.1639673019053305},{"hi":1.1027343583148477,"lo":1.0769531072320273},{"hi":-2.1986879868115645,"lo":-2.2333543038982113},{"hi":0.3355903639492763,"lo":0.33419531118284773}],[{"hi":6.184169895889422,"lo":6.1639673019053305},{"hi":1.1261718592992227,"lo":1.1003906082164023},{"hi":-2.0714022772995144,"lo":-2.44161602670961},{"hi":0.3408297719625306,"lo":0.325638672779752}],[{"hi":6.184169895889422,"lo":6.1639673019053305},{"hi":1.149609360283598,"lo":1.1238281092007771},{"hi":-2.165267289721966,"lo":-2.48592538278098},{"hi":0.33708085744315097,"lo":0.32366649496743216}],[{"hi":6.165803901358469,"lo":6.145601307374377},{"hi":1.149609360283598,"lo":1.1238281092007771},{"hi":-2.349366834754875,"lo":-2.370105111761124},{"hi":0.3293803110974056,"lo":0.3285101332481908}],[{"hi":6.165803901358469,"lo":6.145601307374377},{"hi":1.173046861267973,"lo":1.1472656101851522},{"hi":-2.233920288707855,"lo":-2.5536440693347786},{"hi":0.3342083527504309,"lo":0.3208329818440454}],[{"hi":6.165803901358469,"lo":6.145601307374377},{"hi":1.196484362252348,"lo":1.1707031111695272},{"hi":-2.3046226052590577,"lo":-2.607452484821436},{"hi":0.3311686291979523,"lo":0.31870488171957057}],[{"hi":6.165803901358469,"lo":6.145601307374377},{"hi":1.2199218632367232,"lo":1.194140612153902},{"hi":-2.4034499071595623,"lo":-2.6106264717518686},{"hi":0.3270165247672674,"lo":0.3187011646264071}],[{"hi":6.147437906827515,"lo":6.127235312843423},{"hi":1.2199218632367232,"lo":1.194140612153902},{"hi":-2.494895120751793,"lo":-2.5770469336596755},{"hi":0.3233210965846314,"lo":0.32008662682993094}],[{"hi":6.147437906827515,"lo":6.127235312843423},{"hi":1.2433593642210983,"lo":1.217578113138277},{"hi":-2.432847240074269,"lo":-2.7111946611299027},{"hi":0.3256339264160717,"lo":0.31500014720542024}],[{"hi":6.147437906827515,"lo":6.127235312843423},{"hi":1.2667968652054735,"lo":1.2410156141226518},{"hi":-2.492132110504283,"lo":-2.761441066012699},{"hi":0.3231399625875597,"lo":0.3134242033428625}],[{"hi":6.147437906827515,"lo":6.127235312843423},{"hi":1.2902343661898483,"lo":1.2644531151070268},{"hi":-2.5489919254324622,"lo":-2.810805821374638},{"hi":0.3208288807602391,"lo":0.3120329464614948}],[{"hi":6.147437906827515,"lo":6.127235312843423},{"hi":1.3136718671742234,"lo":1.2878906160914017},{"hi":-2.6068106928658734,"lo":-2.854984618195609},{"hi":0.318614136976906,"lo":0.3109570949871223}],[{"hi":6.129071912296562,"lo":6.108869318312469},{"hi":1.3136718671742234,"lo":1.2878906160914017},{"hi":-2.7527534199402894,"lo":-2.7601574902488526},{"hi":0.314106883671883,"lo":0.313889453949765}],[{"hi":6.129071912296562,"lo":6.108869318312469},{"hi":1.3371093681585986,"lo":1.3113281170757765},{"hi":-2.6570382964473946,"lo":-2.9074322106424764},{"hi":0.3167570416505394,"lo":0.30980550212072133}],[{"hi":6.129071912296562,"lo":6.108869318312469},{"hi":1.3605468691429734,"lo":1.3347656180601515},{"hi":-2.70883153282399,"lo":-2.9549393131751245},{"hi":0.3149970409391556,"lo":0.308969733422888}],[{"hi":6.129071912296562,"lo":6.108869318312469},{"hi":1.3839843701273484,"lo":1.3582031190445263},{"hi":-2.759454537947538,"lo":-3.0020586956653696},{"hi":0.31342143496358954,"lo":0.3083194886281033}],[{"hi":6.129071912296562,"lo":6.108869318312469},{"hi":1.4074218711117237,"lo":1.381640620028901},{"hi":-2.809098579030347,"lo":-3.048894712900072},{"hi":0.3120305184241783,"lo":0.3078548902694771}],[{"hi":6.129071912296562,"lo":6.108869318312469},{"hi":1.4308593720960987,"lo":1.4050781210132761},{"hi":-2.857928801641447,"lo":-3.095547445918285},{"hi":0.3108245518608821,"lo":0.3075760260370708}],[{"hi":6.129071912296562,"lo":6.108869318312469},{"hi":1.454296873080474,"lo":1.428515621997651},{"hi":-2.906090415571581,"lo":-3.1421143471615025},{"hi":0.3098037612049249,"lo":0.3074829491091009}],[{"hi":6.129071912296562,"lo":6.108869318312469},{"hi":1.477734374064849,"lo":1.451953122982026},{"hi":-2.9537133866020433,"lo":-3.18869185641077},{"hi":0.3089683388084392,"lo":0.30757567665591745}],[{"hi":6.129071912296562,"lo":6.108869318312469},{"hi":1.501171875049224,"lo":1.475390623966401},{"hi":-3.0009160982822514,"lo":-3.235377023794821},{"hi":0.30831844149249,"lo":0.3078541915535804}],[{"hi":6.129071912296562,"lo":6.108869318312469},{"hi":1.5246093760335993,"lo":1.4988281249507758},{"hi":-3.0478082833847653,"lo":-3.282269208897335},{"hi":0.30831844149249,"lo":0.3078541915535804}],[{"hi":6.129071912296562,"lo":6.108869318312469},{"hi":1.5480468770179743,"lo":1.5222656259351508},{"hi":-3.0944934507688164,"lo":-3.329471920577543},{"hi":0.3089683388084392,"lo":0.30757567665591745}],[{"hi":6.129071912296562,"lo":6.108869318312469},{"hi":1.5714843780023493,"lo":1.5457031269195258},{"hi":-3.1410709600180837,"lo":-3.3770948916080052},{"hi":0.3098037612049249,"lo":0.3074829491091009}],[{"hi":6.129071912296562,"lo":6.108869318312469},{"hi":1.5949218789867246,"lo":1.5691406279039006},{"hi":-3.1876378612613014,"lo":-3.4252565055381394},{"hi":0.3108245518608821,"lo":0.3075760260370708}],[{"hi":6.129071912296562,"lo":6.108869318312469},{"hi":1.6183593799710996,"lo":1.5925781288882757},{"hi":-3.234290594279514,"lo":-3.4740867281492394},{"hi":0.3120305184241783,"lo":0.3078548902694771}],[{"hi":6.129071912296562,"lo":6.108869318312469},{"hi":1.6417968809554748,"lo":1.6160156298726505},{"hi":-3.2811266115142166,"lo":-3.5237307692320483},{"hi":0.31342143496358954,"lo":0.3083194886281033}],[{"hi":6.129071912296562,"lo":6.108869318312469},{"hi":1.6652343819398496,"lo":1.6394531308570255},{"hi":-3.3282459940044617,"lo":-3.5743537743555964},{"hi":0.3149970409391556,"lo":0.308969733422888}],[{"hi":6.129071912296562,"lo":6.108869318312469},{"hi":1.6886718829242247,"lo":1.6628906318414003},{"hi":-3.37575309653711,"lo":-3.6261470107321916},{"hi":0.3167570416505394,"lo":0.30980550212072133}],[{"hi":6.129071912296562,"lo":6.108869318312469},{"hi":1.7121093839086,"lo":1.686328132825775},{"hi":-3.5230278169307336,"lo":-3.530431887239297},{"hi":0.314106883671883,"lo":0.313889453949765}],[{"hi":6.147437906827515,"lo":6.127235312843423},{"hi":1.7121093839086,"lo":1.686328132825775},{"hi":-3.4282006889839773,"lo":-3.676374614313713},{"hi":0.318614136976906,"lo":0.3109570949871223}],[{"hi":6.147437906827515,"lo":6.127235312843423},{"hi":1.7355468848929747,"lo":1.7097656338101501},{"hi":-3.4723794858049484,"lo":-3.734193381747124},{"hi":0.3208288807602391,"lo":0.3120329464614948}],[{"hi":6.147437906827515,"lo":6.127235312843423},{"hi":1.7589843858773497,"lo":1.733203134794525},{"hi":-3.5217442411668873,"lo":-3.7910531966753034},{"hi":0.3231399625875597,"lo":0.3134242033428625}],[{"hi":6.147437906827515,"lo":6.127235312843423},{"hi":1.782421886861725,"lo":1.7566406357788997},{"hi":-3.5719906460496835,"lo":-3.850338067105317},{"hi":0.3256339264160717,"lo":0.31500014720542024}],[{"hi":6.147437906827515,"lo":6.127235312843423},{"hi":1.8058593878461,"lo":1.7800781367632748},{"hi":-3.7061383735199107,"lo":-3.788290186427793},{"hi":0.3233210965846314,"lo":0.32008662682993094}],[{"hi":6.165803901358469,"lo":6.145601307374377},{"hi":1.8058593878461,"lo":1.7800781367632748},{"hi":-3.6725588354277177,"lo":-3.879735400020024},{"hi":0.3270165247672674,"lo":0.3187011646264071}],[{"hi":6.165803901358469,"lo":6.145601307374377},{"hi":1.8292968888304753,"lo":1.8035156377476496},{"hi":-3.67573282235815,"lo":-3.9785627019205285},{"hi":0.3311686291979523,"lo":0.31870488171957057}],[{"hi":6.165803901358469,"lo":6.145601307374377},{"hi":1.8527343898148503,"lo":1.8269531387320246},{"hi":-3.7295412378448076,"lo":-4.049265018471731},{"hi":0.3342083527504309,"lo":0.3208329818440454}],[{"hi":6.165803901358469,"lo":6.145601307374377},{"hi":1.8761718907992253,"lo":1.8503906397163996},{"hi":-3.913080195418462,"lo":-3.9338184724247114},{"hi":0.3293803110974056,"lo":0.3285101332481908}],[{"hi":6.184169895889422,"lo":6.1639673019053305},{"hi":1.8761718907992253,"lo":1.8503906397163996},{"hi":-3.797259924398606,"lo":-4.117918017457621},{"hi":0.33708085744315097,"lo":0.32366649496743216}],[{"hi":6.184169895889422,"lo":6.1639673019053305},{"hi":1.8996093917836006,"lo":1.8738281407007744},{"hi":-3.8415692804699755,"lo":-4.211783029880073},{"hi":0.3408297719625306,"lo":0.325638672779752}],[{"hi":6.184169895889422,"lo":6.1639673019053305},{"hi":1.9230468927679756,"lo":1.8972656416851494},{"hi":-4.049831003281376,"lo":-4.084497320368021},{"hi":0.3355903639492763,"lo":0.33419531118284773}],[{"hi":6.202535890420376,"lo":6.182333296436283},{"hi":1.9230468927679756,"lo":1.8972656416851494},{"hi":-3.920242948712522,"lo":-4.296212560764625},{"hi":0.3438522469743135,"lo":0.3291524067549658}],[{"hi":6.202535890420376,"lo":6.182333296436283},{"hi":1.9464843937523504,"lo":1.9207031426695245},{"hi":-4.034269820486347,"lo":-4.313157059129938},{"hi":0.3441321587309347,"lo":0.3338657456570009}],[{"hi":6.2209018849513305,"lo":6.200699290967236},{"hi":1.9464843937523504,"lo":1.9207031426695245},{"hi":-4.124185535787432,"lo":-4.317727105500106},{"hi":0.34406320690014836,"lo":0.3373338512355031}],[{"hi":6.2209018849513305,"lo":6.200699290967236},{"hi":1.9699218947367256,"lo":1.944140643653899},{"hi":-4.073493418822462,"lo":-4.490536065803898},{"hi":0.34928799385804243,"lo":0.3360937784851221}],[{"hi":6.239267879482283,"lo":6.21906528549819},{"hi":1.9699218947367256,"lo":1.944140643653899},{"hi":-4.257221237917959,"lo":-4.423465660651371},{"hi":0.3468299246932296,"lo":0.34213056305263745}],[{"hi":6.239267879482283,"lo":6.21906528549819},{"hi":1.9933593957211007,"lo":1.967578144638274},{"hi":-4.19067762344151,"lo":-4.60640329373275},{"hi":0.35105506418616983,"lo":0.3408802572708747}],[{"hi":6.257633874013237,"lo":6.237431280029143},{"hi":1.9933593957211007,"lo":1.967578144638274},{"hi":-4.249576016744152,"lo":-4.725918538924407},{"hi":0.35215316009245035,"lo":0.3435397956384527}],[{"hi":6.257633874013237,"lo":6.237431280029143},{"hi":2.0167968967054755,"lo":1.9910156456226489},{"hi":-4.500316551889018,"lo":-4.5879789972972365},{"hi":0.3494316450463022,"lo":0.34822526048721736}],[{"hi":6.275999868544191,"lo":6.255797274560097},{"hi":2.0167968967054755,"lo":1.9910156456226489},{"hi":-4.331246248949704,"lo":-4.885415674410317},{"hi":0.35180630158241755,"lo":0.34704428431616874}],[{"hi":6.294365863075145,"lo":6.2741632690910505},{"hi":2.0167968967054755,"lo":1.9910156456226489},{"hi":-4.4432428958451196,"lo":-4.9945054167975},{"hi":0.35002042296004277,"lo":0.3497231022497309}],[{"hi":6.3127318576060985,"lo":6.292529263622004},{"hi":2.0167968967054755,"lo":1.9910156456226489},{"hi":-4.552019717121139,"lo":-5.106971445359661},{"hi":0.35198465389406275,"lo":0.346628095493545}],[{"hi":6.331097852137052,"lo":6.310895258152958},{"hi":2.0167968967054755,"lo":1.9910156456226489},{"hi":-4.876179395421798,"lo":-4.898207792027933},{"hi":0.3488965280191416,"lo":0.34858200510566784}],[{"hi":6.331097852137052,"lo":6.310895258152958},{"hi":1.9933593957211007,"lo":1.967578144638274},{"hi":-4.671943483597459,"lo":-5.21557585806751},{"hi":0.3527476008345114,"lo":0.34264813442587627}],[{"hi":6.349463846668006,"lo":6.329261252683912},{"hi":1.9933593957211007,"lo":1.967578144638274},{"hi":-4.858748587486723,"lo":-5.207184389468639},{"hi":0.35016340286082137,"lo":0.34147469818209375}],[{"hi":6.349463846668006,"lo":6.329261252683912},{"hi":1.9699218947367256,"lo":1.944140643653899},{"hi":-4.973298989579164,"lo":-5.2095766873209355},{"hi":0.34766186122299336,"lo":0.34088265829947195}],[{"hi":6.36782984119896,"lo":6.347627247214866},{"hi":1.9699218947367256,"lo":1.944140643653899},{"hi":-4.976261856463766,"lo":-5.323271235864919},{"hi":0.3480400892191464,"lo":0.33692571484348166}],[{"hi":6.36782984119896,"lo":6.347627247214866},{"hi":1.9464843937523504,"lo":1.9207031426695245},{"hi":-5.077335302088946,"lo":-5.345165757127726},{"hi":0.34513235826465083,"lo":0.33573012408739267}],[{"hi":6.386195835729914,"lo":6.365993241745819},{"hi":1.9464843937523504,"lo":1.9207031426695245},{"hi":-5.156194235267202,"lo":-5.36079258487973},{"hi":0.34252843152399937,"lo":0.3349348971097408}],[{"hi":6.386195835729914,"lo":6.365993241745819},{"hi":1.9230468927679756,"lo":1.8972656416851494},{"hi":-5.114698874704702,"lo":-5.525334800529745},{"hi":0.3444102679898835,"lo":0.3283153752037853}],[{"hi":6.386195835729914,"lo":6.365993241745819},{"hi":1.8996093917836006,"lo":1.8738281407007744},{"hi":-5.342579109390028,"lo":-5.388832411414277},{"hi":0.3355013171364485,"lo":0.3336313550908887}],[{"hi":6.404561830260867,"lo":6.384359236276773},{"hi":1.8996093917836006,"lo":1.8738281407007744},{"hi":-5.240746910371988,"lo":-5.564707360953461},{"hi":0.339707794849045,"lo":0.32638665749921403}],[{"hi":6.404561830260867,"lo":6.384359236276773},{"hi":1.8761718907992253,"lo":1.8503906397163996},{"hi":-5.298564632718289,"lo":-5.639961002724746},{"hi":0.3374289285711778,"lo":0.32314438824109937}],[{"hi":6.404561830260867,"lo":6.384359236276773},{"hi":1.8527343898148503,"lo":1.8269531387320246},{"hi":-5.474932755859475,"lo":-5.546107003016195},{"hi":0.33005255293605407,"lo":0.32706668152874574}],[{"hi":6.422927824791821,"lo":6.402725230807727},{"hi":1.8527343898148503,"lo":1.8269531387320246},{"hi":-5.4182174918579085,"lo":-5.666767022596906},{"hi":0.33241682978985576,"lo":0.32202733054438903}],[{"hi":6.422927824791821,"lo":6.402725230807727},{"hi":1.8292968888304753,"lo":1.8035156377476496},{"hi":-5.4462152584225745,"lo":-5.749045138119405},{"hi":0.3311686292302709,"lo":0.31870488176103295}],[{"hi":6.422927824791821,"lo":6.402725230807727},{"hi":1.8058593878461,"lo":1.7800781367632748},{"hi":-5.51218183518692,"lo":-5.801510212821303},{"hi":0.32831031270372035,"lo":0.3167604828162398}],[{"hi":6.422927824791821,"lo":6.402725230807727},{"hi":1.782421886861725,"lo":1.7566406357788997},{"hi":-5.673365994585379,"lo":-5.704398162540806},{"hi":0.3218649402866136,"lo":0.32065362649815965}],[{"hi":6.441293819322775,"lo":6.421091225338681},{"hi":1.782421886861725,"lo":1.7566406357788997},{"hi":-5.593059193227021,"lo":-5.840374448556056},{"hi":0.32490713829679807,"lo":0.315484672588656}],[{"hi":6.441293819322775,"lo":6.421091225338681},{"hi":1.7589843858773497,"lo":1.733203134794525},{"hi":-5.633724764244321,"lo":-5.903033719694624},{"hi":0.32313996257089217,"lo":0.3134242033234438}],[{"hi":6.441293819322775,"lo":6.421091225338681},{"hi":1.7355468848929747,"lo":1.7097656338101501},{"hi":-5.690584579503226,"lo":-5.952398474531417},{"hi":0.320828880680855,"lo":0.3120329465347753}],[{"hi":6.441293819322775,"lo":6.421091225338681},{"hi":1.7121093839086,"lo":1.686328132825775},{"hi":-5.7454417179455834,"lo":-6.001019714381977},{"hi":0.31870110894084647,"lo":0.3108266370717483}],[{"hi":6.441293819322775,"lo":6.421091225338681},{"hi":1.6886718829242247,"lo":1.6628906318414003},{"hi":-5.830639847208307,"lo":-6.001011518706089},{"hi":0.31590306101125476,"lo":0.31108647303158676}],[{"hi":6.459659813853729,"lo":6.4394572198696345},{"hi":1.6886718829242247,"lo":1.6628906318414003},{"hi":-5.900853953317225,"lo":-5.980876195291603},{"hi":0.3138670887796122,"lo":0.31173213738921657}],[{"hi":6.459659813853729,"lo":6.4394572198696345},{"hi":1.6652343819398496,"lo":1.6394531308570255},{"hi":-5.850424186118443,"lo":-6.096531967076965},{"hi":0.3149970410171372,"lo":0.30896973333773126}],[{"hi":6.459659813853729,"lo":6.4394572198696345},{"hi":1.6417968809554748,"lo":1.6160156298726505},{"hi":-5.901047191629496,"lo":-6.143651349289645},{"hi":0.31342143494420593,"lo":0.3083194886074252}],[{"hi":6.459659813853729,"lo":6.4394572198696345},{"hi":1.6183593799710996,"lo":1.5925781288882757},{"hi":-5.950691232700744,"lo":-6.190487366512849},{"hi":0.3120305184044381,"lo":0.3078548902486866}],[{"hi":6.459659813853729,"lo":6.4394572198696345},{"hi":1.5949218789867246,"lo":1.5691406279039006},{"hi":-5.99952145552805,"lo":-6.237140099177942},{"hi":0.3108245517053576,"lo":0.3075760262194316}],[{"hi":6.459659813853729,"lo":6.4394572198696345},{"hi":1.5714843780023493,"lo":1.5457031269195258},{"hi":-6.047683068877289,"lo":-6.28370700097903},{"hi":0.30980376138783905,"lo":0.3074829489527464}],[{"hi":6.459659813853729,"lo":6.4394572198696345},{"hi":1.5480468770179743,"lo":1.5222656259351508},{"hi":-6.095306040237849,"lo":-6.33028450998906},{"hi":0.3089683387879316,"lo":0.30757567663506125}],[{"hi":6.459659813853729,"lo":6.4394572198696345},{"hi":1.5246093760335993,"lo":1.4988281249507758},{"hi":-6.142508751906554,"lo":-6.376969677361608},{"hi":0.3083184414033977,"lo":0.30785419163542693}],[{"hi":6.459659813853729,"lo":6.4394572198696345},{"hi":1.501171875049224,"lo":1.475390623966401},{"hi":-6.189400936997565,"lo":-6.423861862452618},{"hi":0.3083184414033977,"lo":0.30785419163542693}],[{"hi":6.459659813853729,"lo":6.4394572198696345},{"hi":1.477734374064849,"lo":1.451953122982026},{"hi":-6.236086104370113,"lo":-6.471064574121323},{"hi":0.3089683387879316,"lo":0.30757567663506125}],[{"hi":6.459659813853729,"lo":6.4394572198696345},{"hi":1.454296873080474,"lo":1.428515621997651},{"hi":-6.282663613380143,"lo":-6.518687545481884},{"hi":0.30980376138783905,"lo":0.3074829489527464}],[{"hi":6.459659813853729,"lo":6.4394572198696345},{"hi":1.4308593720960987,"lo":1.4050781210132761},{"hi":-6.32923051518123,"lo":-6.566849158831123},{"hi":0.3108245517053576,"lo":0.3075760262194316}],[{"hi":6.459659813853729,"lo":6.4394572198696345},{"hi":1.4074218711117237,"lo":1.381640620028901},{"hi":-6.375883247846324,"lo":-6.6156793816584285},{"hi":0.3120305184044381,"lo":0.3078548902486866}],[{"hi":6.459659813853729,"lo":6.4394572198696345},{"hi":1.3839843701273484,"lo":1.3582031190445263},{"hi":-6.422719265069527,"lo":-6.665323422729676},{"hi":0.31342143494420593,"lo":0.3083194886074252}],[{"hi":6.459659813853729,"lo":6.4394572198696345},{"hi":1.3605468691429734,"lo":1.3347656180601515},{"hi":-6.469838647282208,"lo":-6.71594642824073},{"hi":0.3149970410171372,"lo":0.30896973333773126}],[{"hi":6.459659813853729,"lo":6.4394572198696345},{"hi":1.3371093681585986,"lo":1.3113281170757765},{"hi":-6.58549441906757,"lo":-6.665516661041948},{"hi":0.3138670887796122,"lo":0.31173213738921657}],[{"hi":6.441293819322775,"lo":6.421091225338681},{"hi":1.3371093681585986,"lo":1.3113281170757765},{"hi":-6.565359095653084,"lo":-6.735730767150866},{"hi":0.31590306101125476,"lo":0.31108647303158676}],[{"hi":6.441293819322775,"lo":6.421091225338681},{"hi":1.3136718671742234,"lo":1.2878906160914017},{"hi":-6.5653508999771955,"lo":-6.820928896413589},{"hi":0.31870110894084647,"lo":0.3108266370717483}],[{"hi":6.441293819322775,"lo":6.421091225338681},{"hi":1.2902343661898483,"lo":1.2644531151070268},{"hi":-6.613972139827755,"lo":-6.875786034855946},{"hi":0.320828880680855,"lo":0.3120329465347753}],[{"hi":6.441293819322775,"lo":6.421091225338681},{"hi":1.2667968652054735,"lo":1.2410156141226518},{"hi":-6.663336894664549,"lo":-6.932645850114851},{"hi":0.32313996257089217,"lo":0.3134242033234438}],[{"hi":6.441293819322775,"lo":6.421091225338681},{"hi":1.2433593642210983,"lo":1.217578113138277},{"hi":-6.725996165803116,"lo":-6.973311421132151},{"hi":0.32490713829679807,"lo":0.315484672588656}],[{"hi":6.422927824791821,"lo":6.402725230807727},{"hi":1.2433593642210983,"lo":1.217578113138277},{"hi":-6.8619724518183665,"lo":-6.8930046197737935},{"hi":0.3218649402866136,"lo":0.32065362649815965}],[{"hi":6.422927824791821,"lo":6.402725230807727},{"hi":1.2199218632367232,"lo":1.194140612153902},{"hi":-6.764860401537869,"lo":-7.054188779172253},{"hi":0.32831031270372035,"lo":0.3167604828162398}],[{"hi":6.422927824791821,"lo":6.402725230807727},{"hi":1.196484362252348,"lo":1.1707031111695272},{"hi":-6.817325476239767,"lo":-7.120155355936598},{"hi":0.3311686292302709,"lo":0.31870488176103295}],[{"hi":6.422927824791821,"lo":6.402725230807727},{"hi":1.173046861267973,"lo":1.1472656101851522},{"hi":-6.899603591762267,"lo":-7.148153122501264},{"hi":0.33241682978985576,"lo":0.32202733054438903}],[{"hi":6.404561830260867,"lo":6.384359236276773},{"hi":1.173046861267973,"lo":1.1472656101851522},{"hi":-7.020263611342977,"lo":-7.091437858499697},{"hi":0.33005255293605407,"lo":0.32706668152874574}],[{"hi":6.404561830260867,"lo":6.384359236276773},{"hi":1.149609360283598,"lo":1.1238281092007771},{"hi":-6.926409611634426,"lo":-7.267805981640883},{"hi":0.3374289285711778,"lo":0.32314438824109937}],[{"hi":6.404561830260867,"lo":6.384359236276773},{"hi":1.1261718592992227,"lo":1.1003906082164023},{"hi":-7.001663253405711,"lo":-7.325623703987184},{"hi":0.339707794849045,"lo":0.32638665749921403}],[{"hi":6.386195835729914,"lo":6.365993241745819},{"hi":1.1261718592992227,"lo":1.1003906082164023},{"hi":-7.177538202944896,"lo":-7.223791504969144},{"hi":0.3355013171364485,"lo":0.3336313550908887}],[{"hi":6.386195835729914,"lo":6.365993241745819},{"hi":1.1027343583148477,"lo":1.0769531072320273},{"hi":-7.041035813829428,"lo":-7.45167173965447},{"hi":0.3444102679898835,"lo":0.3283153752037853}],[{"hi":6.386195835729914,"lo":6.365993241745819},{"hi":1.0792968573304726,"lo":1.0535156062476523},{"hi":-7.205578029479442,"lo":-7.41017637909197},{"hi":0.34252843152399937,"lo":0.3349348971097408}],[{"hi":6.36782984119896,"lo":6.347627247214866},{"hi":1.0792968573304726,"lo":1.0535156062476523},{"hi":-7.221204857231445,"lo":-7.48903531227023},{"hi":0.34513235826465083,"lo":0.33573012408739267}],[{"hi":6.36782984119896,"lo":6.347627247214866},{"hi":1.0558593563460974,"lo":1.0300781052632775},{"hi":-7.243099378494256,"lo":-7.590108757895405},{"hi":0.3480400892191464,"lo":0.33692571484348166}],[{"hi":6.349463846668006,"lo":6.329261252683912},{"hi":1.0558593563460974,"lo":1.0300781052632775},{"hi":-7.356793927038235,"lo":-7.593071624780011},{"hi":0.34766186122299336,"lo":0.34088265829947195}],[{"hi":6.349463846668006,"lo":6.329261252683912},{"hi":1.0324218553617224,"lo":1.0066406042789025},{"hi":-7.359186224890534,"lo":-7.707622026872451},{"hi":0.35016340286082137,"lo":0.34147469818209375}],[{"hi":6.331097852137052,"lo":6.310895258152958},{"hi":1.0324218553617224,"lo":1.0066406042789025},{"hi":-7.350794756291665,"lo":-7.894427130761712},{"hi":0.3527476008345114,"lo":0.34264813442587627}],[{"hi":6.331097852137052,"lo":6.310895258152958},{"hi":1.0089843543773471,"lo":0.9832031032945276},{"hi":-7.668162822331239,"lo":-7.6901912189373745},{"hi":0.3488965280191416,"lo":0.34858200510566784}],[{"hi":6.3127318576060985,"lo":6.292529263622004},{"hi":1.0089843543773471,"lo":0.9832031032945276},{"hi":-7.459399168999512,"lo":-8.014350897238034},{"hi":0.35198465389406275,"lo":0.346628095493545}],[{"hi":6.294365863075145,"lo":6.2741632690910505},{"hi":1.0089843543773471,"lo":0.9832031032945276},{"hi":-7.571865197561673,"lo":-8.123127718514052},{"hi":0.35002042296004277,"lo":0.3497231022497309}],[{"hi":6.275999868544191,"lo":6.255797274560097},{"hi":1.0089843543773471,"lo":0.9832031032945276},{"hi":-7.6809549399488555,"lo":-8.235124365409469},{"hi":0.35180630158241755,"lo":0.34704428431616874}],[{"hi":6.257633874013237,"lo":6.237431280029143},{"hi":1.0089843543773471,"lo":0.9832031032945276},{"hi":-7.978391617061936,"lo":-8.066054062470155},{"hi":0.3494316450463022,"lo":0.34822526048721736}],[{"hi":6.257633874013237,"lo":6.237431280029143},{"hi":1.0324218553617224,"lo":1.0066406042789025},{"hi":-7.840452075434765,"lo":-8.31679459761502},{"hi":0.35215316009245035,"lo":0.3435397956384527}],[{"hi":6.239267879482283,"lo":6.21906528549819},{"hi":1.0324218553617224,"lo":1.0066406042789025},{"hi":-7.959967320626424,"lo":-8.37569299091766},{"hi":0.35105506418616983,"lo":0.3408802572708747}],[{"hi":6.239267879482283,"lo":6.21906528549819},{"hi":1.0558593563460974,"lo":1.0300781052632775},{"hi":-8.142904953707799,"lo":-8.309149376441216},{"hi":0.3468299246932296,"lo":0.34213056305263745}],[{"hi":6.2209018849513305,"lo":6.200699290967236},{"hi":1.0558593563460974,"lo":1.0300781052632775},{"hi":-8.075834548555274,"lo":-8.49287719553671},{"hi":0.34928799385804243,"lo":0.3360937784851221}],[{"hi":6.2209018849513305,"lo":6.200699290967236},{"hi":1.0792968573304726,"lo":1.0535156062476523},{"hi":-8.248643508859068,"lo":-8.442185078571738},{"hi":0.34406320690014836,"lo":0.3373338512355031}]]}],"pcurves":[{"direction":[0.6967067093471652,0.717356090899523],"kind":"Line2","origin":[1.8811081152373468,1.9368614454287116]},{"axis_a":[3.0,0.0],"axis_b":[0.0,-3.0],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[3.0,0.0],"axis_b":[0.0,-3.0],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[3.0,0.0],"axis_b":[0.0,-3.0],"kind":"Conic2","origin":[0.0,0.0]},{"direction":[-0.6967067093471659,0.7173560908995223],"kind":"Line2","origin":[2.0901201280414963,-2.152068272698568]},{"axis_a":[2.7,0.0],"axis_b":[0.0,-2.7],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[2.7,0.0],"axis_b":[0.0,-2.7],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[2.7,0.0],"axis_b":[0.0,-2.7],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[2.7,0.0],"axis_b":[0.0,2.7],"kind":"Conic2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.465765601187591,-1.1]},{"axis_a":[3.0,0.0],"axis_b":[0.0,3.0],"kind":"Conic2","origin":[0.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.598076211353316,-1.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.244994432064365,1.5]},{"axis_a":[3.0,0.0],"axis_b":[0.0,-3.0],"kind":"Conic2","origin":[0.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.7910571473905725,1.1]},{"axis_a":[2.7,0.0],"axis_b":[0.0,-2.7],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[2.7,0.0],"axis_b":[0.0,2.7],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[2.7,0.0],"axis_b":[0.0,2.7],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[2.7,0.0],"axis_b":[0.0,2.7],"kind":"Conic2","origin":[0.0,0.0]},{"direction":[0.6967067093471659,0.7173560908995223],"kind":"Line2","origin":[1.8811081152373468,1.9368614454287116]},{"axis_a":[3.0,0.0],"axis_b":[0.0,3.0],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[3.0,0.0],"axis_b":[0.0,3.0],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[3.0,0.0],"axis_b":[0.0,3.0],"kind":"Conic2","origin":[0.0,0.0]},{"direction":[-0.6967067093471652,0.717356090899523],"kind":"Line2","origin":[2.0901201280414963,-2.1520682726985685]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[5.6941543369633125,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[5.6941543369633125,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[5.6941543369633125,1.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[5.483185307179586,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[5.483185307179586,1.5]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[5.483185307179586,1.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[5.863571923609742,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[5.6941543369633125,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[7.083185307179586,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[7.083185307179586,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[7.083185307179586,1.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[5.863571923609742,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[5.863571923609742,1.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[5.863571923609742,0.0]},{"direction":[-1.0000000000000002,0.0],"kind":"Line2","origin":[0.29999999999999966,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.29999999999999966,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.29999999999999966,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.29999999999999966,1.5]},{"direction":[1.0000000000000002,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,1.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[5.907761699198547,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[5.907761699198547,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[5.907761699198547,1.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[7.083185307179586,1.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[7.083185307179586,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[7.083185307179586,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[5.759586531581287,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[5.907761699198547,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[5.483185307179586,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[5.483185307179586,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[5.483185307179586,1.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[5.759586531581287,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[5.759586531581287,1.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[5.759586531581287,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.29999999999999993,0.0]},{"direction":[-0.0,-1.0],"kind":"Line2","origin":[0.29999999999999993,1.0]},{"direction":[-0.0,-1.0],"kind":"Line2","origin":[0.29999999999999993,1.5]},{"direction":[-0.0,-1.0],"kind":"Line2","origin":[0.29999999999999993,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,1.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.3530817792889511,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.3530817792889511,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.3252915462029815,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.32529154620298195,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-4.440892098500626e-16,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.5]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[5.863571923609742,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[5.6941543369633125,1.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.5]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[5.759586531581287,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[5.907761699198547,1.5]},{"definition":0,"kind":"IntersectionSide","side":"A"},{"definition":0,"kind":"IntersectionSide","side":"B"},{"definition":1,"kind":"IntersectionSide","side":"A"},{"definition":1,"kind":"IntersectionSide","side":"B"}],"surfaces":[{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,1.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,1.5,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Cylinder","radius":2.7},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Cylinder","radius":2.7},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Cylinder","radius":2.7},{"frame":{"origin":[1.8811081152373468,0.0,-1.9368614454287116],"x":[0.6967067093471659,0.0,-0.7173560908995223],"y":[0.0,1.0,0.0],"z":[0.7173560908995223,-0.0,0.6967067093471659]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Cylinder","radius":3.0},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Cylinder","radius":3.0},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Cylinder","radius":3.0},{"frame":{"origin":[2.0901201280414963,0.0,2.1520682726985685],"x":[-0.6967067093471652,0.0,-0.717356090899523],"y":[0.0,1.0,0.0],"z":[0.717356090899523,0.0,-0.6967067093471652]},"kind":"Plane"},{"frame":{"origin":[2.244994432064365,1.0,1.5],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[2.7910571473905725,1.0,1.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Cylinder","radius":2.7},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Cylinder","radius":3.0},{"frame":{"origin":[2.65,1.5,0.0],"x":[0.0,0.0,-1.0],"y":[0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Cylinder","radius":0.5}]},"id":"batch-staged.mixed-curved-openings.forward","quality":{"kind":"Analytic"},"revision":2,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.29999999999999993,"lo":0.0}},"halfedge":0,"id":0,"tolerance":6.3e-8,"twin_halfedge":72},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":5.759586531581287,"lo":5.483185307179586}},"halfedge":1,"id":1,"tolerance":6.3e-8,"twin_halfedge":64},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":5.907761699198547,"lo":5.759586531581287}},"halfedge":2,"id":2,"tolerance":6.3e-8,"twin_halfedge":60},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":7.083185307179586,"lo":5.907761699198547}},"halfedge":3,"id":3,"tolerance":6.3e-8,"twin_halfedge":52},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.2999999999999996,"lo":0.0}},"halfedge":4,"id":4,"tolerance":6.3e-8,"twin_halfedge":44},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":7.083185307179586,"lo":5.863571923609742}},"halfedge":5,"id":5,"tolerance":6.3e-8,"twin_halfedge":36},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":5.863571923609742,"lo":5.6941543369633125}},"halfedge":6,"id":6,"tolerance":6.3e-8,"twin_halfedge":32},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":5.6941543369633125,"lo":5.483185307179586}},"halfedge":7,"id":7,"tolerance":6.3e-8,"twin_halfedge":24},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":5.863571923609742,"lo":5.6941543369633125}},"halfedge":8,"id":8,"tolerance":6.3e-8,"twin_halfedge":34},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3252915462029815,"lo":0.0}},"halfedge":9,"id":9,"tolerance":6.3e-8,"twin_halfedge":84},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":5.907761699198547,"lo":5.759586531581287}},"halfedge":10,"id":10,"tolerance":6.3e-8,"twin_halfedge":62},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":0.3530817792889511,"lo":0.0}},"halfedge":11,"id":11,"tolerance":6.3e-8,"twin_halfedge":80},{"chart_seam":false,"geometry":{"curve":12,"kind":"Curve","range":{"hi":0.3530817792889511,"lo":0.0}},"halfedge":12,"id":12,"tolerance":6.3e-8,"twin_halfedge":82},{"chart_seam":false,"geometry":{"curve":13,"kind":"Curve","range":{"hi":5.907761699198547,"lo":5.759586531581287}},"halfedge":13,"id":13,"tolerance":6.3e-8,"twin_halfedge":92},{"chart_seam":false,"geometry":{"curve":14,"kind":"Curve","range":{"hi":0.3252915462029815,"lo":0.0}},"halfedge":14,"id":14,"tolerance":6.3e-8,"twin_halfedge":86},{"chart_seam":false,"geometry":{"curve":15,"kind":"Curve","range":{"hi":5.863571923609742,"lo":5.6941543369633125}},"halfedge":15,"id":15,"tolerance":6.3e-8,"twin_halfedge":88},{"chart_seam":false,"geometry":{"curve":16,"kind":"Curve","range":{"hi":5.6941543369633125,"lo":5.483185307179586}},"halfedge":16,"id":16,"tolerance":6.3e-8,"twin_halfedge":28},{"chart_seam":false,"geometry":{"curve":17,"kind":"Curve","range":{"hi":5.863571923609742,"lo":5.6941543369633125}},"halfedge":17,"id":17,"tolerance":6.3e-8,"twin_halfedge":90},{"chart_seam":false,"geometry":{"curve":18,"kind":"Curve","range":{"hi":7.083185307179586,"lo":5.863571923609742}},"halfedge":18,"id":18,"tolerance":6.3e-8,"twin_halfedge":40},{"chart_seam":false,"geometry":{"curve":19,"kind":"Curve","range":{"hi":0.2999999999999996,"lo":0.0}},"halfedge":19,"id":19,"tolerance":6.3e-8,"twin_halfedge":48},{"chart_seam":false,"geometry":{"curve":20,"kind":"Curve","range":{"hi":7.083185307179586,"lo":5.907761699198547}},"halfedge":20,"id":20,"tolerance":6.3e-8,"twin_halfedge":56},{"chart_seam":false,"geometry":{"curve":21,"kind":"Curve","range":{"hi":5.907761699198547,"lo":5.759586531581287}},"halfedge":21,"id":21,"tolerance":6.3e-8,"twin_halfedge":94},{"chart_seam":false,"geometry":{"curve":22,"kind":"Curve","range":{"hi":5.759586531581287,"lo":5.483185307179586}},"halfedge":22,"id":22,"tolerance":6.3e-8,"twin_halfedge":68},{"chart_seam":false,"geometry":{"curve":23,"kind":"Curve","range":{"hi":0.29999999999999993,"lo":0.0}},"halfedge":23,"id":23,"tolerance":6.3e-8,"twin_halfedge":76},{"chart_seam":false,"geometry":{"curve":24,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":25,"id":24,"tolerance":6.3e-8,"twin_halfedge":35},{"chart_seam":false,"geometry":{"curve":25,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":26,"id":25,"tolerance":6.3e-8,"twin_halfedge":83},{"chart_seam":false,"geometry":{"curve":26,"kind":"Curve","range":{"hi":1.5,"lo":0.0}},"halfedge":27,"id":26,"tolerance":6.3e-8,"twin_halfedge":91},{"chart_seam":false,"geometry":{"curve":27,"kind":"Curve","range":{"hi":1.5,"lo":0.0}},"halfedge":29,"id":27,"tolerance":6.3e-8,"twin_halfedge":75},{"chart_seam":false,"geometry":{"curve":28,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":30,"id":28,"tolerance":6.3e-8,"twin_halfedge":74},{"chart_seam":false,"geometry":{"curve":29,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":31,"id":29,"tolerance":6.3e-8,"twin_halfedge":73},{"chart_seam":false,"geometry":{"curve":30,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":33,"id":30,"tolerance":6.3e-8,"twin_halfedge":43},{"chart_seam":false,"geometry":{"curve":31,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":37,"id":31,"tolerance":6.3e-8,"twin_halfedge":51},{"chart_seam":false,"geometry":{"curve":32,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":38,"id":32,"tolerance":6.3e-8,"twin_halfedge":50},{"chart_seam":false,"geometry":{"curve":33,"kind":"Curve","range":{"hi":1.5,"lo":0.0}},"halfedge":39,"id":33,"tolerance":6.3e-8,"twin_halfedge":49},{"chart_seam":false,"geometry":{"curve":34,"kind":"Curve","range":{"hi":1.5,"lo":0.0}},"halfedge":41,"id":34,"tolerance":6.3e-8,"twin_halfedge":89},{"chart_seam":false,"geometry":{"curve":35,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":42,"id":35,"tolerance":6.3e-8,"twin_halfedge":85},{"chart_seam":false,"geometry":{"curve":36,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":45,"id":36,"tolerance":6.3e-8,"twin_halfedge":59},{"chart_seam":false,"geometry":{"curve":37,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":46,"id":37,"tolerance":6.3e-8,"twin_halfedge":58},{"chart_seam":false,"geometry":{"curve":38,"kind":"Curve","range":{"hi":1.5,"lo":0.0}},"halfedge":47,"id":38,"tolerance":6.3e-8,"twin_halfedge":57},{"chart_seam":false,"geometry":{"curve":39,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":53,"id":39,"tolerance":6.3e-8,"twin_halfedge":63},{"chart_seam":false,"geometry":{"curve":40,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":54,"id":40,"tolerance":6.3e-8,"twin_halfedge":87},{"chart_seam":false,"geometry":{"curve":41,"kind":"Curve","range":{"hi":1.5,"lo":0.0}},"halfedge":55,"id":41,"tolerance":6.3e-8,"twin_halfedge":95},{"chart_seam":false,"geometry":{"curve":42,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":61,"id":42,"tolerance":6.3e-8,"twin_halfedge":71},{"chart_seam":false,"geometry":{"curve":43,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":65,"id":43,"tolerance":6.3e-8,"twin_halfedge":79},{"chart_seam":false,"geometry":{"curve":44,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":66,"id":44,"tolerance":6.3e-8,"twin_halfedge":78},{"chart_seam":false,"geometry":{"curve":45,"kind":"Curve","range":{"hi":1.5,"lo":0.0}},"halfedge":67,"id":45,"tolerance":6.3e-8,"twin_halfedge":77},{"chart_seam":false,"geometry":{"curve":46,"kind":"Curve","range":{"hi":1.5,"lo":0.0}},"halfedge":69,"id":46,"tolerance":6.3e-8,"twin_halfedge":93},{"chart_seam":false,"geometry":{"curve":47,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":70,"id":47,"tolerance":6.3e-8,"twin_halfedge":81},{"chart_seam":false,"geometry":{"curve":48,"kind":"Curve","range":{"hi":3.147877503993888,"lo":0.0}},"halfedge":96,"id":48,"tolerance":6.3e-8,"twin_halfedge":97},{"chart_seam":false,"geometry":{"curve":49,"kind":"Curve","range":{"hi":3.146489221673897,"lo":0.0}},"halfedge":98,"id":49,"tolerance":6.3e-8,"twin_halfedge":99}],"faces":[{"id":0,"key":"batch-staged.mixed-curved-openings.forward:planar:lower-cap-0","provenance":{"reversed":false,"role":"Preserved","sources":[{"body":"mixed-curved-host","entity":"mixed-curved-host","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":3.000000063,"lo":1.8811080522373467},{"hi":2.1520683356985684,"lo":-2.1520683356985684}]}},{"id":1,"key":"batch-staged.mixed-curved-openings.forward:planar:upper-cap-1","provenance":{"reversed":false,"role":"Preserved","sources":[{"body":"rectangular-opening","entity":"rectangular-opening","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":2.791057210390573,"lo":2.244994369064365},{"hi":-1.0999999369999995,"lo":-1.500000063}]}},{"id":2,"key":"batch-staged.mixed-curved-openings.forward:planar:lower-cap-2","provenance":{"reversed":false,"role":"Preserved","sources":[{"body":"rectangular-opening","entity":"rectangular-opening","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":2.791057210390573,"lo":2.244994369064365},{"hi":1.500000063,"lo":1.0999999369999995}]}},{"id":3,"key":"batch-staged.mixed-curved-openings.forward:planar:upper-cap-3","provenance":{"reversed":false,"role":"Preserved","sources":[{"body":"mixed-curved-host","entity":"mixed-curved-host","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":3.000000063,"lo":1.8811080522373467},{"hi":2.1520683356985684,"lo":-2.1520683356985684}]}},{"id":4,"key":"batch-staged.mixed-curved-openings.forward:planar:vertical-cylinder-4","provenance":{"reversed":false,"role":"Preserved","sources":[{"body":"mixed-curved-host","entity":"mixed-curved-host","face":3,"key":"side-0-1"}]},"sense":"Reverse","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":5.694154360296646,"lo":5.483185283846253},{"hi":3.000000063,"lo":-6.3e-8}]}},{"id":5,"key":"batch-staged.mixed-curved-openings.forward:planar:vertical-cylinder-5","provenance":{"reversed":false,"role":"Preserved","sources":[{"body":"mixed-curved-host","entity":"mixed-curved-host","face":3,"key":"side-0-1"}]},"sense":"Reverse","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":5.863571946943075,"lo":5.694154313629979},{"hi":1.000000063,"lo":-6.3e-8}]}},{"id":6,"key":"batch-staged.mixed-curved-openings.forward:planar:vertical-cylinder-6","provenance":{"reversed":false,"role":"Split","sources":[{"body":"mixed-curved-host","entity":"mixed-curved-host","face":3,"key":"side-0-1"}]},"sense":"Reverse","shell_ref":0,"surface":6,"trim":{"chart":0,"holes":[16],"outer":6,"uv_bounds":[{"hi":7.0831853305129195,"lo":5.863571900276408},{"hi":3.000000063,"lo":-6.3e-8}]}},{"id":7,"key":"batch-staged.mixed-curved-openings.forward:planar:vertical-plane-7","provenance":{"reversed":false,"role":"Preserved","sources":[{"body":"mixed-curved-host","entity":"mixed-curved-host","face":2,"key":"side-0-0"}]},"sense":"Reverse","shell_ref":0,"surface":7,"trim":{"chart":0,"holes":[],"outer":7,"uv_bounds":[{"hi":0.3000000629999996,"lo":-6.3e-8},{"hi":3.000000063,"lo":-6.3e-8}]}},{"id":8,"key":"batch-staged.mixed-curved-openings.forward:planar:vertical-cylinder-8","provenance":{"reversed":false,"role":"Split","sources":[{"body":"mixed-curved-host","entity":"mixed-curved-host","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":8,"trim":{"chart":0,"holes":[18],"outer":8,"uv_bounds":[{"hi":7.083185328179586,"lo":5.907761678198547},{"hi":3.000000063,"lo":-6.3e-8}]}},{"id":9,"key":"batch-staged.mixed-curved-openings.forward:planar:vertical-cylinder-9","provenance":{"reversed":false,"role":"Preserved","sources":[{"body":"mixed-curved-host","entity":"mixed-curved-host","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":9,"trim":{"chart":0,"holes":[],"outer":9,"uv_bounds":[{"hi":5.907761720198547,"lo":5.759586510581287},{"hi":1.000000063,"lo":-6.3e-8}]}},{"id":10,"key":"batch-staged.mixed-curved-openings.forward:planar:vertical-cylinder-10","provenance":{"reversed":false,"role":"Preserved","sources":[{"body":"mixed-curved-host","entity":"mixed-curved-host","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":10,"trim":{"chart":0,"holes":[],"outer":10,"uv_bounds":[{"hi":5.759586552581287,"lo":5.4831852861795864},{"hi":3.000000063,"lo":-6.3e-8}]}},{"id":11,"key":"batch-staged.mixed-curved-openings.forward:planar:vertical-plane-11","provenance":{"reversed":false,"role":"Preserved","sources":[{"body":"mixed-curved-host","entity":"mixed-curved-host","face":4,"key":"side-0-2"}]},"sense":"Reverse","shell_ref":0,"surface":11,"trim":{"chart":0,"holes":[],"outer":11,"uv_bounds":[{"hi":0.30000006299999993,"lo":-6.3e-8},{"hi":3.000000063,"lo":-6.3e-8}]}},{"id":12,"key":"batch-staged.mixed-curved-openings.forward:planar:vertical-plane-12","provenance":{"reversed":false,"role":"Preserved","sources":[{"body":"rectangular-opening","entity":"rectangular-opening","face":1,"key":"top"}]},"sense":"Reverse","shell_ref":0,"surface":12,"trim":{"chart":0,"holes":[],"outer":12,"uv_bounds":[{"hi":0.3530818422889511,"lo":-6.3e-8},{"hi":0.500000063,"lo":-6.3e-8}]}},{"id":13,"key":"batch-staged.mixed-curved-openings.forward:planar:vertical-plane-13","provenance":{"reversed":false,"role":"Preserved","sources":[{"body":"rectangular-opening","entity":"rectangular-opening","face":0,"key":"bottom"}]},"sense":"Reverse","shell_ref":0,"surface":13,"trim":{"chart":0,"holes":[],"outer":13,"uv_bounds":[{"hi":0.32529160920298195,"lo":-6.3e-8},{"hi":0.500000063,"lo":-6.3e-8}]}},{"id":14,"key":"batch-staged.mixed-curved-openings.forward:planar:vertical-cylinder-14","provenance":{"reversed":false,"role":"Preserved","sources":[{"body":"mixed-curved-host","entity":"mixed-curved-host","face":3,"key":"side-0-1"}]},"sense":"Reverse","shell_ref":0,"surface":14,"trim":{"chart":0,"holes":[],"outer":14,"uv_bounds":[{"hi":5.863571946943075,"lo":5.694154313629979},{"hi":3.000000063,"lo":1.499999937}]}},{"id":15,"key":"batch-staged.mixed-curved-openings.forward:planar:vertical-cylinder-15","provenance":{"reversed":false,"role":"Preserved","sources":[{"body":"mixed-curved-host","entity":"mixed-curved-host","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":15,"trim":{"chart":0,"holes":[],"outer":15,"uv_bounds":[{"hi":5.907761720198547,"lo":5.759586510581287},{"hi":3.000000063,"lo":1.499999937}]}},{"id":16,"key":"lateral:through-cut","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"round-opening","entity":"round-opening","face":0,"key":"lateral"}]},"sense":"Reverse","shell_ref":0,"surface":16,"trim":{"chart":0,"holes":[19],"outer":17,"uv_bounds":[{"hi":-2.081576844571777,"lo":-8.52028169592909},{"hi":0.3499989716450176,"lo":0.0033002839911298975}]}}],"halfedges":[{"edge":0,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":7,"to":1,"twin":72,"wire_ref":null},{"edge":1,"face":0,"from":1,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":2,"twin":64,"wire_ref":null},{"edge":2,"face":0,"from":2,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":3,"twin":60,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":4,"prev":2,"to":4,"twin":52,"wire_ref":null},{"edge":4,"face":0,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":0,"next":5,"prev":3,"to":5,"twin":44,"wire_ref":null},{"edge":5,"face":0,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":0,"next":6,"prev":4,"to":6,"twin":36,"wire_ref":null},{"edge":6,"face":0,"from":6,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":0,"next":7,"prev":5,"to":7,"twin":32,"wire_ref":null},{"edge":7,"face":0,"from":7,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":0,"next":0,"prev":6,"to":0,"twin":24,"wire_ref":null},{"edge":8,"face":1,"from":8,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":1,"next":9,"prev":11,"to":9,"twin":34,"wire_ref":null},{"edge":9,"face":1,"from":9,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":1,"next":10,"prev":8,"to":10,"twin":84,"wire_ref":null},{"edge":10,"face":1,"from":10,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":1,"next":11,"prev":9,"to":11,"twin":62,"wire_ref":null},{"edge":11,"face":1,"from":11,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Forward"},"id":11,"loop_ref":1,"next":8,"prev":10,"to":8,"twin":80,"wire_ref":null},{"edge":12,"face":2,"from":12,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":2,"next":13,"prev":15,"to":13,"twin":82,"wire_ref":null},{"edge":13,"face":2,"from":13,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":2,"next":14,"prev":12,"to":14,"twin":92,"wire_ref":null},{"edge":14,"face":2,"from":14,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Forward"},"id":14,"loop_ref":2,"next":15,"prev":13,"to":15,"twin":86,"wire_ref":null},{"edge":15,"face":2,"from":15,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":2,"next":12,"prev":14,"to":12,"twin":88,"wire_ref":null},{"edge":16,"face":3,"from":16,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":3,"next":17,"prev":23,"to":17,"twin":28,"wire_ref":null},{"edge":17,"face":3,"from":17,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":3,"next":18,"prev":16,"to":18,"twin":90,"wire_ref":null},{"edge":18,"face":3,"from":18,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Forward"},"id":18,"loop_ref":3,"next":19,"prev":17,"to":19,"twin":40,"wire_ref":null},{"edge":19,"face":3,"from":19,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Forward"},"id":19,"loop_ref":3,"next":20,"prev":18,"to":20,"twin":48,"wire_ref":null},{"edge":20,"face":3,"from":20,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Reverse"},"id":20,"loop_ref":3,"next":21,"prev":19,"to":21,"twin":56,"wire_ref":null},{"edge":21,"face":3,"from":21,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Reverse"},"id":21,"loop_ref":3,"next":22,"prev":20,"to":22,"twin":94,"wire_ref":null},{"edge":22,"face":3,"from":22,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":3,"next":23,"prev":21,"to":23,"twin":68,"wire_ref":null},{"edge":23,"face":3,"from":23,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Forward"},"id":23,"loop_ref":3,"next":16,"prev":22,"to":16,"twin":76,"wire_ref":null},{"edge":7,"face":4,"from":0,"geometry_use":{"pcurve":24,"periodic_lift":[0,0],"sense":"Forward"},"id":24,"loop_ref":4,"next":25,"prev":31,"to":7,"twin":7,"wire_ref":null},{"edge":24,"face":4,"from":7,"geometry_use":{"pcurve":25,"periodic_lift":[0,0],"sense":"Forward"},"id":25,"loop_ref":4,"next":26,"prev":24,"to":8,"twin":35,"wire_ref":null},{"edge":25,"face":4,"from":8,"geometry_use":{"pcurve":26,"periodic_lift":[0,0],"sense":"Forward"},"id":26,"loop_ref":4,"next":27,"prev":25,"to":12,"twin":83,"wire_ref":null},{"edge":26,"face":4,"from":12,"geometry_use":{"pcurve":27,"periodic_lift":[0,0],"sense":"Forward"},"id":27,"loop_ref":4,"next":28,"prev":26,"to":17,"twin":91,"wire_ref":null},{"edge":16,"face":4,"from":17,"geometry_use":{"pcurve":28,"periodic_lift":[0,0],"sense":"Reverse"},"id":28,"loop_ref":4,"next":29,"prev":27,"to":16,"twin":16,"wire_ref":null},{"edge":27,"face":4,"from":16,"geometry_use":{"pcurve":29,"periodic_lift":[0,0],"sense":"Forward"},"id":29,"loop_ref":4,"next":30,"prev":28,"to":24,"twin":75,"wire_ref":null},{"edge":28,"face":4,"from":24,"geometry_use":{"pcurve":30,"periodic_lift":[0,0],"sense":"Forward"},"id":30,"loop_ref":4,"next":31,"prev":29,"to":25,"twin":74,"wire_ref":null},{"edge":29,"face":4,"from":25,"geometry_use":{"pcurve":31,"periodic_lift":[0,0],"sense":"Forward"},"id":31,"loop_ref":4,"next":24,"prev":30,"to":0,"twin":73,"wire_ref":null},{"edge":6,"face":5,"from":7,"geometry_use":{"pcurve":32,"periodic_lift":[0,0],"sense":"Forward"},"id":32,"loop_ref":5,"next":33,"prev":35,"to":6,"twin":6,"wire_ref":null},{"edge":30,"face":5,"from":6,"geometry_use":{"pcurve":33,"periodic_lift":[0,0],"sense":"Forward"},"id":33,"loop_ref":5,"next":34,"prev":32,"to":9,"twin":43,"wire_ref":null},{"edge":8,"face":5,"from":9,"geometry_use":{"pcurve":34,"periodic_lift":[0,0],"sense":"Reverse"},"id":34,"loop_ref":5,"next":35,"prev":33,"to":8,"twin":8,"wire_ref":null},{"edge":24,"face":5,"from":8,"geometry_use":{"pcurve":35,"periodic_lift":[0,0],"sense":"Reverse"},"id":35,"loop_ref":5,"next":32,"prev":34,"to":7,"twin":25,"wire_ref":null},{"edge":5,"face":6,"from":6,"geometry_use":{"pcurve":36,"periodic_lift":[0,0],"sense":"Forward"},"id":36,"loop_ref":6,"next":37,"prev":43,"to":5,"twin":5,"wire_ref":null},{"edge":31,"face":6,"from":5,"geometry_use":{"pcurve":37,"periodic_lift":[0,0],"sense":"Forward"},"id":37,"loop_ref":6,"next":38,"prev":36,"to":26,"twin":51,"wire_ref":null},{"edge":32,"face":6,"from":26,"geometry_use":{"pcurve":38,"periodic_lift":[0,0],"sense":"Forward"},"id":38,"loop_ref":6,"next":39,"prev":37,"to":27,"twin":50,"wire_ref":null},{"edge":33,"face":6,"from":27,"geometry_use":{"pcurve":39,"periodic_lift":[0,0],"sense":"Forward"},"id":39,"loop_ref":6,"next":40,"prev":38,"to":19,"twin":49,"wire_ref":null},{"edge":18,"face":6,"from":19,"geometry_use":{"pcurve":40,"periodic_lift":[0,0],"sense":"Reverse"},"id":40,"loop_ref":6,"next":41,"prev":39,"to":18,"twin":18,"wire_ref":null},{"edge":34,"face":6,"from":18,"geometry_use":{"pcurve":41,"periodic_lift":[0,0],"sense":"Forward"},"id":41,"loop_ref":6,"next":42,"prev":40,"to":15,"twin":89,"wire_ref":null},{"edge":35,"face":6,"from":15,"geometry_use":{"pcurve":42,"periodic_lift":[0,0],"sense":"Forward"},"id":42,"loop_ref":6,"next":43,"prev":41,"to":9,"twin":85,"wire_ref":null},{"edge":30,"face":6,"from":9,"geometry_use":{"pcurve":43,"periodic_lift":[0,0],"sense":"Reverse"},"id":43,"loop_ref":6,"next":36,"prev":42,"to":6,"twin":33,"wire_ref":null},{"edge":4,"face":7,"from":5,"geometry_use":{"pcurve":44,"periodic_lift":[0,0],"sense":"Reverse"},"id":44,"loop_ref":7,"next":45,"prev":51,"to":4,"twin":4,"wire_ref":null},{"edge":36,"face":7,"from":4,"geometry_use":{"pcurve":45,"periodic_lift":[0,0],"sense":"Forward"},"id":45,"loop_ref":7,"next":46,"prev":44,"to":28,"twin":59,"wire_ref":null},{"edge":37,"face":7,"from":28,"geometry_use":{"pcurve":46,"periodic_lift":[0,0],"sense":"Forward"},"id":46,"loop_ref":7,"next":47,"prev":45,"to":29,"twin":58,"wire_ref":null},{"edge":38,"face":7,"from":29,"geometry_use":{"pcurve":47,"periodic_lift":[0,0],"sense":"Forward"},"id":47,"loop_ref":7,"next":48,"prev":46,"to":20,"twin":57,"wire_ref":null},{"edge":19,"face":7,"from":20,"geometry_use":{"pcurve":48,"periodic_lift":[0,0],"sense":"Reverse"},"id":48,"loop_ref":7,"next":49,"prev":47,"to":19,"twin":19,"wire_ref":null},{"edge":33,"face":7,"from":19,"geometry_use":{"pcurve":49,"periodic_lift":[0,0],"sense":"Reverse"},"id":49,"loop_ref":7,"next":50,"prev":48,"to":27,"twin":39,"wire_ref":null},{"edge":32,"face":7,"from":27,"geometry_use":{"pcurve":50,"periodic_lift":[0,0],"sense":"Reverse"},"id":50,"loop_ref":7,"next":51,"prev":49,"to":26,"twin":38,"wire_ref":null},{"edge":31,"face":7,"from":26,"geometry_use":{"pcurve":51,"periodic_lift":[0,0],"sense":"Reverse"},"id":51,"loop_ref":7,"next":44,"prev":50,"to":5,"twin":37,"wire_ref":null},{"edge":3,"face":8,"from":4,"geometry_use":{"pcurve":52,"periodic_lift":[0,0],"sense":"Reverse"},"id":52,"loop_ref":8,"next":53,"prev":59,"to":3,"twin":3,"wire_ref":null},{"edge":39,"face":8,"from":3,"geometry_use":{"pcurve":53,"periodic_lift":[0,0],"sense":"Forward"},"id":53,"loop_ref":8,"next":54,"prev":52,"to":10,"twin":63,"wire_ref":null},{"edge":40,"face":8,"from":10,"geometry_use":{"pcurve":54,"periodic_lift":[0,0],"sense":"Forward"},"id":54,"loop_ref":8,"next":55,"prev":53,"to":14,"twin":87,"wire_ref":null},{"edge":41,"face":8,"from":14,"geometry_use":{"pcurve":55,"periodic_lift":[0,0],"sense":"Forward"},"id":55,"loop_ref":8,"next":56,"prev":54,"to":21,"twin":95,"wire_ref":null},{"edge":20,"face":8,"from":21,"geometry_use":{"pcurve":56,"periodic_lift":[0,0],"sense":"Forward"},"id":56,"loop_ref":8,"next":57,"prev":55,"to":20,"twin":20,"wire_ref":null},{"edge":38,"face":8,"from":20,"geometry_use":{"pcurve":57,"periodic_lift":[0,0],"sense":"Reverse"},"id":57,"loop_ref":8,"next":58,"prev":56,"to":29,"twin":47,"wire_ref":null},{"edge":37,"face":8,"from":29,"geometry_use":{"pcurve":58,"periodic_lift":[0,0],"sense":"Reverse"},"id":58,"loop_ref":8,"next":59,"prev":57,"to":28,"twin":46,"wire_ref":null},{"edge":36,"face":8,"from":28,"geometry_use":{"pcurve":59,"periodic_lift":[0,0],"sense":"Reverse"},"id":59,"loop_ref":8,"next":52,"prev":58,"to":4,"twin":45,"wire_ref":null},{"edge":2,"face":9,"from":3,"geometry_use":{"pcurve":60,"periodic_lift":[0,0],"sense":"Reverse"},"id":60,"loop_ref":9,"next":61,"prev":63,"to":2,"twin":2,"wire_ref":null},{"edge":42,"face":9,"from":2,"geometry_use":{"pcurve":61,"periodic_lift":[0,0],"sense":"Forward"},"id":61,"loop_ref":9,"next":62,"prev":60,"to":11,"twin":71,"wire_ref":null},{"edge":10,"face":9,"from":11,"geometry_use":{"pcurve":62,"periodic_lift":[0,0],"sense":"Forward"},"id":62,"loop_ref":9,"next":63,"prev":61,"to":10,"twin":10,"wire_ref":null},{"edge":39,"face":9,"from":10,"geometry_use":{"pcurve":63,"periodic_lift":[0,0],"sense":"Reverse"},"id":63,"loop_ref":9,"next":60,"prev":62,"to":3,"twin":53,"wire_ref":null},{"edge":1,"face":10,"from":2,"geometry_use":{"pcurve":64,"periodic_lift":[0,0],"sense":"Reverse"},"id":64,"loop_ref":10,"next":65,"prev":71,"to":1,"twin":1,"wire_ref":null},{"edge":43,"face":10,"from":1,"geometry_use":{"pcurve":65,"periodic_lift":[0,0],"sense":"Forward"},"id":65,"loop_ref":10,"next":66,"prev":64,"to":30,"twin":79,"wire_ref":null},{"edge":44,"face":10,"from":30,"geometry_use":{"pcurve":66,"periodic_lift":[0,0],"sense":"Forward"},"id":66,"loop_ref":10,"next":67,"prev":65,"to":31,"twin":78,"wire_ref":null},{"edge":45,"face":10,"from":31,"geometry_use":{"pcurve":67,"periodic_lift":[0,0],"sense":"Forward"},"id":67,"loop_ref":10,"next":68,"prev":66,"to":23,"twin":77,"wire_ref":null},{"edge":22,"face":10,"from":23,"geometry_use":{"pcurve":68,"periodic_lift":[0,0],"sense":"Forward"},"id":68,"loop_ref":10,"next":69,"prev":67,"to":22,"twin":22,"wire_ref":null},{"edge":46,"face":10,"from":22,"geometry_use":{"pcurve":69,"periodic_lift":[0,0],"sense":"Forward"},"id":69,"loop_ref":10,"next":70,"prev":68,"to":13,"twin":93,"wire_ref":null},{"edge":47,"face":10,"from":13,"geometry_use":{"pcurve":70,"periodic_lift":[0,0],"sense":"Forward"},"id":70,"loop_ref":10,"next":71,"prev":69,"to":11,"twin":81,"wire_ref":null},{"edge":42,"face":10,"from":11,"geometry_use":{"pcurve":71,"periodic_lift":[0,0],"sense":"Reverse"},"id":71,"loop_ref":10,"next":64,"prev":70,"to":2,"twin":61,"wire_ref":null},{"edge":0,"face":11,"from":1,"geometry_use":{"pcurve":72,"periodic_lift":[0,0],"sense":"Reverse"},"id":72,"loop_ref":11,"next":73,"prev":79,"to":0,"twin":0,"wire_ref":null},{"edge":29,"face":11,"from":0,"geometry_use":{"pcurve":73,"periodic_lift":[0,0],"sense":"Reverse"},"id":73,"loop_ref":11,"next":74,"prev":72,"to":25,"twin":31,"wire_ref":null},{"edge":28,"face":11,"from":25,"geometry_use":{"pcurve":74,"periodic_lift":[0,0],"sense":"Reverse"},"id":74,"loop_ref":11,"next":75,"prev":73,"to":24,"twin":30,"wire_ref":null},{"edge":27,"face":11,"from":24,"geometry_use":{"pcurve":75,"periodic_lift":[0,0],"sense":"Reverse"},"id":75,"loop_ref":11,"next":76,"prev":74,"to":16,"twin":29,"wire_ref":null},{"edge":23,"face":11,"from":16,"geometry_use":{"pcurve":76,"periodic_lift":[0,0],"sense":"Reverse"},"id":76,"loop_ref":11,"next":77,"prev":75,"to":23,"twin":23,"wire_ref":null},{"edge":45,"face":11,"from":23,"geometry_use":{"pcurve":77,"periodic_lift":[0,0],"sense":"Reverse"},"id":77,"loop_ref":11,"next":78,"prev":76,"to":31,"twin":67,"wire_ref":null},{"edge":44,"face":11,"from":31,"geometry_use":{"pcurve":78,"periodic_lift":[0,0],"sense":"Reverse"},"id":78,"loop_ref":11,"next":79,"prev":77,"to":30,"twin":66,"wire_ref":null},{"edge":43,"face":11,"from":30,"geometry_use":{"pcurve":79,"periodic_lift":[0,0],"sense":"Reverse"},"id":79,"loop_ref":11,"next":72,"prev":78,"to":1,"twin":65,"wire_ref":null},{"edge":11,"face":12,"from":8,"geometry_use":{"pcurve":80,"periodic_lift":[0,0],"sense":"Reverse"},"id":80,"loop_ref":12,"next":81,"prev":83,"to":11,"twin":11,"wire_ref":null},{"edge":47,"face":12,"from":11,"geometry_use":{"pcurve":81,"periodic_lift":[0,0],"sense":"Reverse"},"id":81,"loop_ref":12,"next":82,"prev":80,"to":13,"twin":70,"wire_ref":null},{"edge":12,"face":12,"from":13,"geometry_use":{"pcurve":82,"periodic_lift":[0,0],"sense":"Reverse"},"id":82,"loop_ref":12,"next":83,"prev":81,"to":12,"twin":12,"wire_ref":null},{"edge":25,"face":12,"from":12,"geometry_use":{"pcurve":83,"periodic_lift":[0,0],"sense":"Reverse"},"id":83,"loop_ref":12,"next":80,"prev":82,"to":8,"twin":26,"wire_ref":null},{"edge":9,"face":13,"from":10,"geometry_use":{"pcurve":84,"periodic_lift":[0,0],"sense":"Reverse"},"id":84,"loop_ref":13,"next":85,"prev":87,"to":9,"twin":9,"wire_ref":null},{"edge":35,"face":13,"from":9,"geometry_use":{"pcurve":85,"periodic_lift":[0,0],"sense":"Reverse"},"id":85,"loop_ref":13,"next":86,"prev":84,"to":15,"twin":42,"wire_ref":null},{"edge":14,"face":13,"from":15,"geometry_use":{"pcurve":86,"periodic_lift":[0,0],"sense":"Reverse"},"id":86,"loop_ref":13,"next":87,"prev":85,"to":14,"twin":14,"wire_ref":null},{"edge":40,"face":13,"from":14,"geometry_use":{"pcurve":87,"periodic_lift":[0,0],"sense":"Reverse"},"id":87,"loop_ref":13,"next":84,"prev":86,"to":10,"twin":54,"wire_ref":null},{"edge":15,"face":14,"from":12,"geometry_use":{"pcurve":88,"periodic_lift":[0,0],"sense":"Forward"},"id":88,"loop_ref":14,"next":89,"prev":91,"to":15,"twin":15,"wire_ref":null},{"edge":34,"face":14,"from":15,"geometry_use":{"pcurve":89,"periodic_lift":[0,0],"sense":"Reverse"},"id":89,"loop_ref":14,"next":90,"prev":88,"to":18,"twin":41,"wire_ref":null},{"edge":17,"face":14,"from":18,"geometry_use":{"pcurve":90,"periodic_lift":[0,0],"sense":"Reverse"},"id":90,"loop_ref":14,"next":91,"prev":89,"to":17,"twin":17,"wire_ref":null},{"edge":26,"face":14,"from":17,"geometry_use":{"pcurve":91,"periodic_lift":[0,0],"sense":"Reverse"},"id":91,"loop_ref":14,"next":88,"prev":90,"to":12,"twin":27,"wire_ref":null},{"edge":13,"face":15,"from":14,"geometry_use":{"pcurve":92,"periodic_lift":[0,0],"sense":"Reverse"},"id":92,"loop_ref":15,"next":93,"prev":95,"to":13,"twin":13,"wire_ref":null},{"edge":46,"face":15,"from":13,"geometry_use":{"pcurve":93,"periodic_lift":[0,0],"sense":"Reverse"},"id":93,"loop_ref":15,"next":94,"prev":92,"to":22,"twin":69,"wire_ref":null},{"edge":21,"face":15,"from":22,"geometry_use":{"pcurve":94,"periodic_lift":[0,0],"sense":"Forward"},"id":94,"loop_ref":15,"next":95,"prev":93,"to":21,"twin":21,"wire_ref":null},{"edge":41,"face":15,"from":21,"geometry_use":{"pcurve":95,"periodic_lift":[0,0],"sense":"Reverse"},"id":95,"loop_ref":15,"next":92,"prev":94,"to":14,"twin":55,"wire_ref":null},{"edge":48,"face":6,"from":32,"geometry_use":{"pcurve":96,"periodic_lift":[0,0],"sense":"Forward"},"id":96,"loop_ref":16,"next":96,"prev":96,"to":32,"twin":97,"wire_ref":null},{"edge":48,"face":16,"from":32,"geometry_use":{"pcurve":97,"periodic_lift":[0,0],"sense":"Reverse"},"id":97,"loop_ref":17,"next":97,"prev":97,"to":32,"twin":96,"wire_ref":null},{"edge":49,"face":8,"from":33,"geometry_use":{"pcurve":98,"periodic_lift":[0,0],"sense":"Forward"},"id":98,"loop_ref":18,"next":98,"prev":98,"to":33,"twin":99,"wire_ref":null},{"edge":49,"face":16,"from":33,"geometry_use":{"pcurve":99,"periodic_lift":[0,0],"sense":"Reverse"},"id":99,"loop_ref":19,"next":99,"prev":99,"to":33,"twin":98,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":8},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":12},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":16},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":24},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":32},{"face_ref":6,"id":6,"is_hole":false,"start_halfedge":36},{"face_ref":7,"id":7,"is_hole":false,"start_halfedge":44},{"face_ref":8,"id":8,"is_hole":false,"start_halfedge":52},{"face_ref":9,"id":9,"is_hole":false,"start_halfedge":60},{"face_ref":10,"id":10,"is_hole":false,"start_halfedge":64},{"face_ref":11,"id":11,"is_hole":false,"start_halfedge":72},{"face_ref":12,"id":12,"is_hole":false,"start_halfedge":80},{"face_ref":13,"id":13,"is_hole":false,"start_halfedge":84},{"face_ref":14,"id":14,"is_hole":false,"start_halfedge":88},{"face_ref":15,"id":15,"is_hole":false,"start_halfedge":92},{"face_ref":6,"id":16,"is_hole":true,"start_halfedge":96},{"face_ref":16,"id":17,"is_hole":false,"start_halfedge":97},{"face_ref":8,"id":18,"is_hole":true,"start_halfedge":98},{"face_ref":16,"id":19,"is_hole":true,"start_halfedge":99}],"shells":[{"faces":[0,11,10,9,8,7,6,5,4,3,15,12,1,13,14,2,16],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[1.8811081152373468,0.0,1.9368614454287116],"tolerance":6.3e-8},{"id":1,"outgoing_halfedge":1,"position":[2.0901201280414963,0.0,2.1520682726985685],"tolerance":6.3e-8},{"id":2,"outgoing_halfedge":2,"position":[2.598076211353316,0.0,1.5],"tolerance":6.3e-8},{"id":3,"outgoing_halfedge":3,"position":[2.791057147390573,0.0,1.0999999999999992],"tolerance":6.3e-8},{"id":4,"outgoing_halfedge":4,"position":[2.0901201280414963,0.0,-2.1520682726985685],"tolerance":6.3e-8},{"id":5,"outgoing_halfedge":5,"position":[1.8811081152373468,0.0,-1.9368614454287116],"tolerance":6.3e-8},{"id":6,"outgoing_halfedge":6,"position":[2.4657656011875906,0.0,1.1000000000000003],"tolerance":6.3e-8},{"id":7,"outgoing_halfedge":7,"position":[2.244994432064365,0.0,1.4999999999999998],"tolerance":6.3e-8},{"id":8,"outgoing_halfedge":8,"position":[2.244994432064365,1.0,1.4999999999999998],"tolerance":6.3e-8},{"id":9,"outgoing_halfedge":9,"position":[2.4657656011875906,1.0,1.1000000000000005],"tolerance":6.3e-8},{"id":10,"outgoing_halfedge":10,"position":[2.7910571473905725,1.0,1.1],"tolerance":6.3e-8},{"id":11,"outgoing_halfedge":11,"position":[2.598076211353316,1.0,1.5],"tolerance":6.3e-8},{"id":12,"outgoing_halfedge":12,"position":[2.244994432064365,1.5,1.5],"tolerance":6.3e-8},{"id":13,"outgoing_halfedge":13,"position":[2.598076211353316,1.5,1.5],"tolerance":6.3e-8},{"id":14,"outgoing_halfedge":14,"position":[2.791057147390573,1.5,1.0999999999999996],"tolerance":6.3e-8},{"id":15,"outgoing_halfedge":15,"position":[2.465765601187591,1.5,1.1],"tolerance":6.3e-8},{"id":16,"outgoing_halfedge":16,"position":[1.8811081152373468,3.0,1.9368614454287116],"tolerance":6.3e-8},{"id":17,"outgoing_halfedge":17,"position":[2.244994432064365,3.0,1.4999999999999998],"tolerance":6.3e-8},{"id":18,"outgoing_halfedge":18,"position":[2.4657656011875906,3.0,1.1000000000000005],"tolerance":6.3e-8},{"id":19,"outgoing_halfedge":19,"position":[1.8811081152373468,3.0,-1.9368614454287116],"tolerance":6.3e-8},{"id":20,"outgoing_halfedge":20,"position":[2.0901201280414963,3.0,-2.152068272698568],"tolerance":6.3e-8},{"id":21,"outgoing_halfedge":21,"position":[2.791057147390573,3.0,1.0999999999999992],"tolerance":6.3e-8},{"id":22,"outgoing_halfedge":22,"position":[2.598076211353316,3.0,1.5],"tolerance":6.3e-8},{"id":23,"outgoing_halfedge":23,"position":[2.0901201280414963,3.0,2.1520682726985685],"tolerance":6.3e-8},{"id":24,"outgoing_halfedge":30,"position":[1.8811081152373468,1.5,1.9368614454287116],"tolerance":6.3e-8},{"id":25,"outgoing_halfedge":31,"position":[1.8811081152373468,1.0,1.9368614454287116],"tolerance":6.3e-8},{"id":26,"outgoing_halfedge":38,"position":[1.8811081152373468,1.0,-1.9368614454287116],"tolerance":6.3e-8},{"id":27,"outgoing_halfedge":39,"position":[1.8811081152373468,1.5,-1.9368614454287116],"tolerance":6.3e-8},{"id":28,"outgoing_halfedge":46,"position":[2.0901201280414963,1.0,-2.152068272698568],"tolerance":6.3e-8},{"id":29,"outgoing_halfedge":47,"position":[2.0901201280414963,1.5,-2.152068272698568],"tolerance":6.3e-8},{"id":30,"outgoing_halfedge":66,"position":[2.0901201280414963,1.0,2.1520682726985685],"tolerance":6.3e-8},{"id":31,"outgoing_halfedge":67,"position":[2.0901201280414963,1.5,2.1520682726985685],"tolerance":6.3e-8},{"id":32,"outgoing_halfedge":96,"position":[2.682255636269859,1.1069411008145305,0.30903834988326967],"tolerance":6.3e-8},{"id":33,"outgoing_halfedge":98,"position":[2.990025593501361,1.0638199343388153,0.244431892777589],"tolerance":6.3e-8}],"wires":[]}}}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/batch-matrix/staged.mixed-curved-openings.reverse.json b/main/opengeometry/tests/fixtures/cases/batch-matrix/staged.mixed-curved-openings.reverse.json
new file mode 100644
index 0000000..ec4e2a3
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/batch-matrix/staged.mixed-curved-openings.reverse.json
@@ -0,0 +1 @@
+{"cutters":[{"accuracy":{"exchange":0.00001,"geometric":6.3e-8,"intersection":1.575e-8,"tessellation":0.01},"geometry":{"curves":[{"frame":{"origin":[2.65,1.5,0.0],"x":[0.0,0.0,-1.0],"y":[0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Circle","radius":0.5},{"frame":{"origin":[3.05,1.5,0.0],"x":[0.0,0.0,-1.0],"y":[0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Circle","radius":0.5},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.65,1.5,-0.5]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0000000000000002],"kind":"Line2","origin":[6.283185307179586,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.4]},{"direction":[0.0,1.0000000000000002],"kind":"Line2","origin":[0.0,0.0]},{"axis_a":[0.5,0.0],"axis_b":[0.0,-0.5],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[0.5,0.0],"axis_b":[0.0,0.5],"kind":"Conic2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[2.65,1.5,0.0],"x":[0.0,0.0,-1.0],"y":[0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Cylinder","radius":0.5},{"frame":{"origin":[2.65,1.5,0.0],"x":[0.0,0.0,-1.0],"y":[-0.0,-1.0,-0.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[3.05,1.5,0.0],"x":[0.0,0.0,-1.0],"y":[0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"}]},"id":"round-opening","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":0,"id":0,"tolerance":6.3e-8,"twin_halfedge":4},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":2,"id":1,"tolerance":6.3e-8,"twin_halfedge":5},{"chart_seam":true,"geometry":{"curve":2,"kind":"Curve","range":{"hi":0.3999999999999999,"lo":0.0}},"halfedge":1,"id":2,"tolerance":6.3e-8,"twin_halfedge":3}],"faces":[{"id":0,"key":"lateral","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"round-opening","entity":"round-opening","face":0,"key":"lateral"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":6.283185307179586,"lo":0.0},{"hi":0.4,"lo":0.0}]}},{"id":1,"key":"lower_cap","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"round-opening","entity":"round-opening","face":1,"key":"lower_cap"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.5,"lo":-0.5},{"hi":0.5,"lo":-0.5}]}},{"id":2,"key":"upper_cap","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"round-opening","entity":"round-opening","face":2,"key":"upper_cap"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.5,"lo":-0.5},{"hi":0.5,"lo":-0.5}]}}],"halfedges":[{"edge":0,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":0,"from":0,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":1,"twin":3,"wire_ref":null},{"edge":1,"face":0,"from":1,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":5,"wire_ref":null},{"edge":2,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":1,"wire_ref":null},{"edge":0,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":4,"prev":4,"to":0,"twin":0,"wire_ref":null},{"edge":1,"face":2,"from":1,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":2,"next":5,"prev":5,"to":1,"twin":2,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":5}],"shells":[{"faces":[0,1,2],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[2.65,1.5,-0.5],"tolerance":6.3e-8},{"id":1,"outgoing_halfedge":2,"position":[3.05,1.5,-0.5],"tolerance":6.3e-8}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":6.3e-8,"intersection":1.575e-8,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.2,1.0,1.1]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.2,1.0,1.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.2,1.0,1.1]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.2,1.0,1.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.2,1.0,1.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.2,1.5,1.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.2,1.5,1.1]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[3.2,1.5,1.1]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.2,1.0,1.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.2,1.0,1.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.2,1.0,1.5]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.2,1.5,1.5]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3999999999999999,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3999999999999999]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.3999999999999999]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3999999999999999,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[2.2,1.0,1.1],"x":[0.0,1.0,0.0],"y":[1.0,0.0,0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[2.2,1.0,1.5],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[2.2,1.0,1.1],"x":[0.0,0.0,1.0],"y":[0.0,1.0,0.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[3.2,1.0,1.1],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[2.2,1.0,1.1],"x":[1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[2.2,1.5,1.1],"x":[0.0,0.0,1.0],"y":[1.0,0.0,0.0],"z":[0.0,1.0,0.0]},"kind":"Plane"}]},"id":"rectangular-opening","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":3,"id":0,"tolerance":6.3e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":0,"id":1,"tolerance":6.3e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":8,"id":2,"tolerance":6.3e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":2,"id":3,"tolerance":6.3e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":15,"id":4,"tolerance":6.3e-8,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1,"id":5,"tolerance":6.3e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":10,"id":6,"tolerance":6.3e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.4,"lo":0.0}},"halfedge":13,"id":7,"tolerance":6.3e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":4,"id":8,"tolerance":6.3e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":7,"id":9,"tolerance":6.3e-8,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":5,"id":10,"tolerance":6.3e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":6,"id":11,"tolerance":6.3e-8,"twin_halfedge":21}],"faces":[{"id":0,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"rectangular-opening","entity":"rectangular-opening","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.500000063,"lo":-6.3e-8},{"hi":1.000000063,"lo":-6.3e-8}]}},{"id":1,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"rectangular-opening","entity":"rectangular-opening","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":1.000000063,"lo":-6.3e-8},{"hi":0.500000063,"lo":-6.3e-8}]}},{"id":2,"key":"left","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"rectangular-opening","entity":"rectangular-opening","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.4000000629999999,"lo":-6.3e-8},{"hi":0.500000063,"lo":-6.3e-8}]}},{"id":3,"key":"right","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"rectangular-opening","entity":"rectangular-opening","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.500000063,"lo":-6.3e-8},{"hi":0.4000000629999999,"lo":-6.3e-8}]}},{"id":4,"key":"front","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"rectangular-opening","entity":"rectangular-opening","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":1.000000063,"lo":-6.3e-8},{"hi":0.4000000629999999,"lo":-6.3e-8}]}},{"id":5,"key":"back","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"rectangular-opening","entity":"rectangular-opening","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.4000000629999999,"lo":-6.3e-8},{"hi":1.000000063,"lo":-6.3e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":2,"twin":11,"wire_ref":null},{"edge":5,"face":0,"from":2,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":3,"twin":23,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":16,"wire_ref":null},{"edge":8,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":18,"wire_ref":null},{"edge":10,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":7,"twin":14,"wire_ref":null},{"edge":11,"face":1,"from":7,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":6,"twin":21,"wire_ref":null},{"edge":9,"face":1,"from":6,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":9,"wire_ref":null},{"edge":2,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":4,"twin":19,"wire_ref":null},{"edge":9,"face":2,"from":4,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":6,"twin":7,"wire_ref":null},{"edge":6,"face":2,"from":6,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":2,"twin":20,"wire_ref":null},{"edge":1,"face":2,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":0,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":3,"twin":2,"wire_ref":null},{"edge":7,"face":3,"from":3,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":7,"twin":22,"wire_ref":null},{"edge":10,"face":3,"from":7,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":17,"wire_ref":null},{"edge":0,"face":4,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":1,"twin":3,"wire_ref":null},{"edge":4,"face":4,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":5,"twin":15,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":4,"twin":4,"wire_ref":null},{"edge":2,"face":4,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":0,"twin":8,"wire_ref":null},{"edge":6,"face":5,"from":2,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":6,"twin":10,"wire_ref":null},{"edge":11,"face":5,"from":6,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":7,"twin":6,"wire_ref":null},{"edge":7,"face":5,"from":7,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":3,"twin":13,"wire_ref":null},{"edge":5,"face":5,"from":3,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":2,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[2.2,1.0,1.1],"tolerance":6.3e-8},{"id":1,"outgoing_halfedge":3,"position":[3.2,1.0,1.1],"tolerance":6.3e-8},{"id":2,"outgoing_halfedge":1,"position":[2.2,1.5,1.1],"tolerance":6.3e-8},{"id":3,"outgoing_halfedge":2,"position":[3.2,1.5,1.1],"tolerance":6.3e-8},{"id":4,"outgoing_halfedge":4,"position":[2.2,1.0,1.5],"tolerance":6.3e-8},{"id":5,"outgoing_halfedge":5,"position":[3.2,1.0,1.5],"tolerance":6.3e-8},{"id":6,"outgoing_halfedge":7,"position":[2.2,1.5,1.5],"tolerance":6.3e-8},{"id":7,"outgoing_halfedge":6,"position":[3.2,1.5,1.5],"tolerance":6.3e-8}],"wires":[]}}],"handlers":["subtract_planar_cutters","subtract_planar_cutters","subtract_vertical_arc_extrusion","generic_two_sided_cutter_band_subtraction"],"host":{"accuracy":{"exchange":0.00001,"geometric":6.3e-8,"intersection":1.575e-8,"tessellation":0.01},"geometry":{"curves":[{"direction":[-0.6967067093471652,0.0,0.717356090899523],"kind":"Line","origin":[2.0901201280414963,0.0,-2.1520682726985685]},{"direction":[-0.6967067093471652,0.0,0.717356090899523],"kind":"Line","origin":[2.0901201280414963,3.0,-2.1520682726985685]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.0901201280414963,0.0,-2.1520682726985685]},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":2.7},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":2.7},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.8811081152373468,0.0,-1.9368614454287116]},{"direction":[0.6967067093471652,0.0,0.717356090899523],"kind":"Line","origin":[1.8811081152373468,0.0,1.9368614454287116]},{"direction":[0.6967067093471652,0.0,0.717356090899523],"kind":"Line","origin":[1.8811081152373468,3.0,1.9368614454287116]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.8811081152373468,0.0,1.9368614454287116]},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":3.0},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":3.0},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.0901201280414963,0.0,2.1520682726985685]}],"intersections":[],"pcurves":[{"direction":[-0.6967067093471652,-0.717356090899523],"kind":"Line2","origin":[2.0901201280414963,2.1520682726985685]},{"axis_a":[2.7,0.0],"axis_b":[0.0,2.7],"kind":"Conic2","origin":[0.0,0.0]},{"direction":[0.6967067093471652,-0.717356090899523],"kind":"Line2","origin":[1.8811081152373468,-1.9368614454287116]},{"axis_a":[3.0,0.0],"axis_b":[0.0,3.0],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[3.0,0.0],"axis_b":[0.0,-3.0],"kind":"Conic2","origin":[0.0,0.0]},{"direction":[0.6967067093471652,0.717356090899523],"kind":"Line2","origin":[1.8811081152373468,1.9368614454287116]},{"axis_a":[2.7,0.0],"axis_b":[0.0,-2.7],"kind":"Conic2","origin":[0.0,0.0]},{"direction":[-0.6967067093471652,0.717356090899523],"kind":"Line2","origin":[2.0901201280414963,-2.1520682726985685]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.29999999999999993,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-0.8,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.8,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.29999999999999993,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.8,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-0.8,0.0]}],"surfaces":[{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[2.0901201280414963,0.0,-2.1520682726985685],"x":[-0.6967067093471652,0.0,0.717356090899523],"y":[0.0,1.0,0.0],"z":[-0.717356090899523,0.0,-0.6967067093471652]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Cylinder","radius":2.7},{"frame":{"origin":[1.8811081152373468,0.0,1.9368614454287116],"x":[0.6967067093471652,0.0,0.717356090899523],"y":[0.0,1.0,-0.0],"z":[-0.717356090899523,0.0,0.6967067093471652]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Cylinder","radius":3.0}]},"id":"mixed-curved-host","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.29999999999999993,"lo":0.0}},"halfedge":7,"id":0,"tolerance":6.3e-8,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.29999999999999993,"lo":0.0}},"halfedge":0,"id":1,"tolerance":6.3e-8,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":11,"id":2,"tolerance":6.3e-8,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.8,"lo":-0.8}},"halfedge":6,"id":3,"tolerance":6.3e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.8,"lo":-0.8}},"halfedge":1,"id":4,"tolerance":6.3e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":9,"id":5,"tolerance":6.3e-8,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.29999999999999993,"lo":0.0}},"halfedge":5,"id":6,"tolerance":6.3e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.29999999999999993,"lo":0.0}},"halfedge":2,"id":7,"tolerance":6.3e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":13,"id":8,"tolerance":6.3e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.8,"lo":-0.8}},"halfedge":4,"id":9,"tolerance":6.3e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.8,"lo":-0.8}},"halfedge":3,"id":10,"tolerance":6.3e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":17,"id":11,"tolerance":6.3e-8,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"mixed-curved-host","entity":"mixed-curved-host","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":3.000000063,"lo":-3.000000063},{"hi":3.000000063,"lo":-3.000000063}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"mixed-curved-host","entity":"mixed-curved-host","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":3.000000063,"lo":-3.000000063},{"hi":3.000000063,"lo":-3.000000063}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"mixed-curved-host","entity":"mixed-curved-host","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.30000006299999993,"lo":-6.3e-8},{"hi":3.000000063,"lo":-6.3e-8}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"mixed-curved-host","entity":"mixed-curved-host","face":3,"key":"side-0-1"}]},"sense":"Reverse","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.8000000233333334,"lo":-0.8000000233333334},{"hi":3.000000063,"lo":-6.3e-8}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"mixed-curved-host","entity":"mixed-curved-host","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.30000006299999993,"lo":-6.3e-8},{"hi":3.000000063,"lo":-6.3e-8}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"mixed-curved-host","entity":"mixed-curved-host","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.800000021,"lo":-0.800000021},{"hi":3.000000063,"lo":-6.3e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Reverse"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Forward"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Reverse"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Forward"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[2.0901201280414963,0.0,-2.1520682726985685],"tolerance":6.3e-8},{"id":1,"outgoing_halfedge":7,"position":[1.8811081152373468,0.0,-1.9368614454287116],"tolerance":6.3e-8},{"id":2,"outgoing_halfedge":6,"position":[1.8811081152373468,0.0,1.9368614454287116],"tolerance":6.3e-8},{"id":3,"outgoing_halfedge":5,"position":[2.0901201280414963,0.0,2.1520682726985685],"tolerance":6.3e-8},{"id":4,"outgoing_halfedge":0,"position":[2.0901201280414963,3.0,-2.1520682726985685],"tolerance":6.3e-8},{"id":5,"outgoing_halfedge":1,"position":[1.8811081152373468,3.0,-1.9368614454287116],"tolerance":6.3e-8},{"id":6,"outgoing_halfedge":2,"position":[1.8811081152373468,3.0,1.9368614454287116],"tolerance":6.3e-8},{"id":7,"outgoing_halfedge":3,"position":[2.0901201280414963,3.0,2.1520682726985685],"tolerance":6.3e-8}],"wires":[]}},"result":{"brep":{"accuracy":{"exchange":0.00001,"geometric":6.3e-8,"intersection":1.575e-8,"tessellation":0.01},"geometry":{"curves":[{"direction":[0.6967067093471652,0.0,0.717356090899523],"kind":"Line","origin":[1.8811081152373468,0.0,1.9368614454287116]},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":3.0},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":3.0},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":3.0},{"direction":[-0.6967067093471659,0.0,0.7173560908995223],"kind":"Line","origin":[2.0901201280414963,0.0,-2.152068272698568]},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":2.7},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":2.7},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":2.7},{"frame":{"origin":[0.0,1.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":2.7},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.465765601187591,1.0,1.1]},{"frame":{"origin":[0.0,1.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":3.0},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[2.598076211353316,1.0,1.5]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.244994432064365,1.5,1.5]},{"frame":{"origin":[0.0,1.5,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":3.0},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[2.7910571473905725,1.5,1.1]},{"frame":{"origin":[0.0,1.5,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":2.7},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":2.7},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":2.7},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":2.7},{"direction":[0.6967067093471659,0.0,-0.7173560908995223],"kind":"Line","origin":[1.8811081152373468,3.0,-1.9368614454287116]},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":3.0},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":3.0},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":3.0},{"direction":[-0.6967067093471652,0.0,-0.717356090899523],"kind":"Line","origin":[2.0901201280414963,3.0,2.1520682726985685]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.244994432064365,0.0,1.4999999999999998]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.244994432064365,1.0,1.4999999999999998]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.244994432064365,1.5,1.4999999999999998]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[1.8811081152373468,3.0,1.9368614454287116]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[1.8811081152373468,1.5,1.9368614454287116]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[1.8811081152373468,1.0,1.9368614454287116]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.4657656011875906,0.0,1.1000000000000005]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.8811081152373468,0.0,-1.9368614454287116]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.8811081152373468,1.0,-1.9368614454287116]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.8811081152373468,1.5,-1.9368614454287116]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.4657656011875906,3.0,1.1000000000000005]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.4657656011875906,1.5,1.1000000000000005]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.0901201280414963,0.0,-2.152068272698568]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.0901201280414963,1.0,-2.152068272698568]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.0901201280414963,1.5,-2.152068272698568]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.791057147390573,0.0,1.0999999999999992]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.791057147390573,1.0,1.0999999999999992]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.791057147390573,1.5,1.0999999999999992]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.598076211353316,0.0,1.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.0901201280414963,0.0,2.1520682726985685]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.0901201280414963,1.0,2.1520682726985685]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.0901201280414963,1.5,2.1520682726985685]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.598076211353316,3.0,1.5]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.598076211353316,1.5,1.5]},{"definition":0,"kind":"Intersection"},{"definition":1,"kind":"Intersection"}],"intersections":[{"anchors":[{"parameter":0.0,"point":[2.682255636269859,1.1069411007860208,0.309038349905685],"uv_a":[6.168475257835536,1.1069411008145305],"uv_b":[-2.2370900898141954,0.03225563626985917]},{"parameter":0.028334801114291642,"point":[2.679668824997465,1.1249999843059526,0.3307188962004861],"uv_a":[6.160388449313543,1.12499998425],"uv_b":[-2.2935305273231577,0.029668824997465038]},{"parameter":0.06261555364766803,"point":[2.676489529532718,1.148437485266038,0.35553311839962887],"uv_a":[6.151122836532611,1.148437485234375],"uv_b":[-2.361809801256655,0.02648952953271788]},{"parameter":0.06917300359337525,"point":[2.6758798017644945,1.1531099403349856,0.3600934413561505],"uv_a":[6.1494187979880905,1.15310994033352],"uv_b":[-2.3748679768681527,0.02587980176449456]},{"parameter":0.09472350578879225,"point":[2.673511927131303,1.1718749862698106,0.37727175277559466],"uv_a":[6.142996291169094,1.17187498621875],"uv_b":[-2.4257545571066568,0.0235119271313029]},{"parameter":0.12512878456108087,"point":[2.670736692480739,1.1953124871700322,0.3964410668323627],"uv_a":[6.135822511238574,1.195312487203125],"uv_b":[-2.4863205326425137,0.020736692480739283]},{"parameter":0.14995049847172123,"point":[2.66853225449655,1.2152819057274709,0.4110177693783217],"uv_a":[6.130362338140644,1.2152819057554232],"uv_b":[-2.5357728337336125,0.01853225449655005]},{"parameter":0.15417322142588208,"point":[2.668164456906109,1.2187499882008486,0.41339863435515534],"uv_a":[6.129470076501057,1.2187499881875001],"uv_b":[-2.5441862084349074,0.018164456906109017]},{"parameter":0.18210498285059248,"point":[2.6657958081649715,1.242187489148561,0.4284071768811314],"uv_a":[6.123842549443157,1.2421874891718752],"uv_b":[-2.5998556927074383,0.015795808164971614]},{"parameter":0.2091194781015368,"point":[2.6636312892736353,1.2656249901660308,0.4416654330895639],"uv_a":[6.118867069463013,1.2656249901562502],"uv_b":[-2.6537174838059925,0.013631289273635439]},{"parameter":0.23537113950850322,"point":[2.66167139832315,1.2890624911389978,0.4533269982602597],"uv_a":[6.1144873948445735,1.289062491140625],"uv_b":[-2.7060802629751683,0.011671398323150228]},{"parameter":0.256443011692048,"point":[2.660215662637239,1.3083039602163389,0.46179284131799114],"uv_a":[6.111305878293199,1.308303960231183],"uv_b":[-2.7481264156909653,0.010215662637238943]},{"parameter":0.2609875710109817,"point":[2.6599165875972526,1.3124999921208964,0.4635124022444197],"uv_a":[6.1106594428997605,1.312499992125],"uv_b":[-2.7571958620866104,0.009916587597252668]},{"parameter":0.28607223779480606,"point":[2.6583672632416975,1.33593749309167,0.47231715379922057],"uv_a":[6.107348320847363,1.335937493109375],"uv_b":[-2.8072746448894756,0.008367263241697565]},{"parameter":0.3107171775011209,"point":[2.657023784686102,1.3593749940794733,0.4798172648614164],"uv_a":[6.104526287239927,1.3593749940937498],"uv_b":[-2.8564962009681647,0.007023784686102097]},{"parameter":0.33500186015188027,"point":[2.6558864643186353,1.3828124950733056,0.4860731309880169],"uv_a":[6.102171320575353,1.3828124950781249],"uv_b":[-2.9050170325986295,0.005886464318635376]},{"parameter":0.3589972392979255,"point":[2.654955567088826,1.4062499960645936,0.4911323006820845],"uv_a":[6.100266097951611,1.4062499960625],"uv_b":[-2.9529762594057267,0.004955567088825941]},{"parameter":0.38276790371366365,"point":[2.654231310219106,1.429687497041538,0.4950314655552374],"uv_a":[6.098797261305364,1.429687497046875],"uv_b":[-3.000499988146808,0.004231310219106277]},{"parameter":0.40637377755047316,"point":[2.6537138628622183,1.4531249980248027,0.49779788480974135],"uv_a":[6.097754892221692,1.45312499803125],"uv_b":[-3.0477047745014545,0.00371386286221842]},{"parameter":0.4298715140080698,"point":[2.6534033459790627,1.4765624990156134,0.4994503814668287],"uv_a":[6.0971321448404385,1.476562499015625],"uv_b":[-3.0947004684855486,0.0034033459790627774]},{"parameter":0.45331568701695135,"point":[2.653299832265033,1.5,0.5000000000511745],"uv_a":[6.096925003564456,1.5],"uv_b":[-3.141592653589793,0.0032998322650330536]},{"parameter":0.4767598600258329,"point":[2.6534033459790627,1.5234375009843866,0.4994503814668287],"uv_a":[6.0971321448404385,1.523437500984375],"uv_b":[-3.1884848386940376,0.0034033459790627774]},{"parameter":0.5002575964834295,"point":[2.6537138628622183,1.5468750019751973,0.49779788480974135],"uv_a":[6.097754892221692,1.54687500196875],"uv_b":[-3.2354805326781317,0.00371386286221842]},{"parameter":0.523863470320239,"point":[2.654231310219106,1.570312502958462,0.4950314655552374],"uv_a":[6.098797261305364,1.570312502953125],"uv_b":[-3.2826853190327783,0.004231310219106277]},{"parameter":0.5476341347359772,"point":[2.654955567088826,1.5937500039354064,0.4911323006820845],"uv_a":[6.100266097951611,1.5937500039375],"uv_b":[-3.3302090477738595,0.004955567088825941]},{"parameter":0.5716295138820224,"point":[2.6558864643186353,1.6171875049266944,0.4860731309880169],"uv_a":[6.102171320575353,1.6171875049218751],"uv_b":[-3.3781682745809567,0.005886464318635376]},{"parameter":0.5959141965327819,"point":[2.657023784686102,1.6406250059205267,0.4798172648614164],"uv_a":[6.104526287239927,1.6406250059062502],"uv_b":[-3.4266891062114215,0.007023784686102097]},{"parameter":0.6205591362390966,"point":[2.6583672632416975,1.66406250690833,0.47231715379922057],"uv_a":[6.107348320847363,1.664062506890625],"uv_b":[-3.4759106622901106,0.008367263241697565]},{"parameter":0.645643803022921,"point":[2.6599165875972526,1.6875000078791036,0.4635124022444197],"uv_a":[6.1106594428997605,1.687500007875],"uv_b":[-3.525989445092976,0.009916587597252668]},{"parameter":0.6501883623418547,"point":[2.660215662637239,1.6916960397836611,0.46179284131799114],"uv_a":[6.111305878293199,1.691696039768817],"uv_b":[-3.535058891488621,0.010215662637238943]},{"parameter":0.6712602345253995,"point":[2.66167139832315,1.7109375088610022,0.4533269982602597],"uv_a":[6.1144873948445735,1.710937508859375],"uv_b":[-3.577105044204418,0.011671398323150228]},{"parameter":0.697511895932366,"point":[2.6636312892736353,1.7343750098339692,0.4416654330895639],"uv_a":[6.118867069463013,1.7343750098437498],"uv_b":[-3.6294678233735937,0.013631289273635439]},{"parameter":0.7245263911833103,"point":[2.6657958081649715,1.757812510851439,0.4284071768811314],"uv_a":[6.123842549443157,1.7578125108281248],"uv_b":[-3.683329614472148,0.015795808164971614]},{"parameter":0.7524581526080207,"point":[2.668164456906109,1.7812500117991514,0.41339863435515534],"uv_a":[6.129470076501057,1.7812500118124999],"uv_b":[-3.738999098744679,0.018164456906109017]},{"parameter":0.7566808755621816,"point":[2.66853225449655,1.7847180942725291,0.4110177693783217],"uv_a":[6.130362338140644,1.7847180942445768],"uv_b":[-3.7474124734459737,0.01853225449655005]},{"parameter":0.7815025894728219,"point":[2.670736692480739,1.8046875128299678,0.3964410668323627],"uv_a":[6.135822511238574,1.804687512796875],"uv_b":[-3.7968647745370725,0.020736692480739283]},{"parameter":0.8119078682451105,"point":[2.673511927131303,1.8281250137301894,0.37727175277559466],"uv_a":[6.142996291169094,1.82812501378125],"uv_b":[-3.8574307500729295,0.0235119271313029]},{"parameter":0.8374583704405275,"point":[2.6758798017644945,1.8468900596650144,0.3600934413561505],"uv_a":[6.1494187979880905,1.84689005966648],"uv_b":[-3.9083173303114336,0.02587980176449456]},{"parameter":0.8440158203862347,"point":[2.676489529532718,1.851562514733962,0.35553311839962887],"uv_a":[6.151122836532611,1.851562514765625],"uv_b":[-3.9213755059229314,0.02648952953271788]},{"parameter":0.878296572919611,"point":[2.679668824997465,1.8750000156940474,0.3307188962004861],"uv_a":[6.160388449313543,1.87500001575],"uv_b":[-3.9896547798564286,0.029668824997465038]},{"parameter":0.9066313740339027,"point":[2.682255636269859,1.8930588992139792,0.309038349905685],"uv_a":[6.168475257835536,1.8930588991854695],"uv_b":[-4.046095217365391,0.03225563626985917]},{"parameter":0.9154681118685938,"point":[2.6830490965935136,1.8984375167303162,0.3020720862093555],"uv_a":[6.171072038485683,1.898437516734375],"uv_b":[-4.063697530428579,0.03304909659351374]},{"parameter":0.9566760112783708,"point":[2.686629585655327,1.921875017694837,0.2683681603195926],"uv_a":[6.183625297356484,1.92187501771875],"uv_b":[-4.145824715609436,0.036629585655326924]},{"parameter":0.9690637587096833,"point":[2.6876574427069433,1.9283719520199973,0.2578710349665264],"uv_a":[6.187531717682981,1.9283719519789853],"uv_b":[-4.170515405258614,0.03765744270694338]},{"parameter":1.004062580127355,"point":[2.6904094928695583,1.9453125187070932,0.22736921664616086],"uv_a":[6.198874637593571,1.9453125187031248],"uv_b":[-4.240310477201132,0.04040949286955842]},{"parameter":1.0271667910844,"point":[2.6920832594763313,1.9553155784149696,0.20661007731490855],"uv_a":[6.206588177530428,1.9553155784108087],"uv_b":[-4.286401564583248,0.0420832594763314]},{"parameter":1.0625178429302367,"point":[2.6943879789281096,1.9687500197040324,0.1739925832035218],"uv_a":[6.218698924623721,1.9687500196874999],"uv_b":[-4.35696789203586,0.04438797892810964]},{"parameter":1.0823752028069469,"point":[2.6955314793972236,1.975278819574291,0.15527409180585766],"uv_a":[6.225644637377873,1.9752788195002098],"uv_b":[-4.396619305311677,0.045531479397223684]},{"parameter":1.1356481782814714,"point":[2.6980008502910633,1.9890895502642703,0.10388172037675547],"uv_a":[6.2447010972253185,1.9890895502702768],"uv_b":[-4.503101029766185,0.04800085029106338]},{"parameter":1.1517975554941897,"point":[2.698564165559826,1.9921875207400295,0.08804228733141027],"uv_a":[6.250571271133383,1.9921875206718749],"uv_b":[-4.535381530439569,0.04856416555982612]},{"parameter":1.1877571590697558,"point":[2.6994904754362534,1.99724121612939,0.05245162560341963],"uv_a":[6.263757557072764,1.9972412161754107],"uv_b":[-4.6072923654263125,0.04949047543625351]},{"parameter":1.2392826767807936,"point":[2.6999998138937857,1.9999989950868042,0.0010024836771621234],"uv_a":[6.282814016920209,1.999998995148141],"uv_b":[-4.710384011687316,0.04999981389378583]},{"parameter":1.2907975115920034,"point":[2.6995286807036782,1.9974485882753887,-0.05044702228975368],"uv_a":[6.301870476767655,1.9974485883102902],"uv_b":[-4.813454990847523,0.04952868070367833]},{"parameter":1.3287713593431787,"point":[2.6985641655431207,1.9921875206956527,-0.08804228783551027],"uv_a":[6.315799343415534,1.9921875206718749],"uv_b":[-4.889396431337886,0.04856416554312082]},{"parameter":1.3428722316668074,"point":[2.698077246952141,1.9895108073171726,-0.10187820905755031],"uv_a":[6.3209269366151,1.989510807279073],"uv_b":[-4.917582290131343,0.048077246952141106]},{"parameter":1.3960865449589484,"point":[2.6956460397094473,1.9759281157955804,-0.153272399989274],"uv_a":[6.339983396462546,1.9759281157986295],"uv_b":[-5.023949920612639,0.04564603970944736]},{"parameter":1.4180509198041897,"point":[2.694387978944502,1.9687500197454413,-0.17399258296503345],"uv_a":[6.347671689641234,1.9687500196874999],"uv_b":[-5.0678100682575336,0.044387978944502304]},{"parameter":1.45120479941553,"point":[2.6922359418385375,1.956217455224096,-0.20461093197499977],"uv_a":[6.359039856309991,1.956217455164631],"uv_b":[-5.133990066703966,0.04223594183853763]},{"parameter":1.4765068365529088,"point":[2.690409492858698,1.945312518681071,-0.227369216761379],"uv_a":[6.367495976813366,1.9453125187031248],"uv_b":[-5.184467483797146,0.040409492858698215]},{"parameter":1.5091728293897624,"point":[2.687848191674414,1.929567109430189,-0.2558751619620383],"uv_a":[6.378096316157436,1.9295671094416216],"uv_b":[-5.24960984875082,0.037848191674414]},{"parameter":1.5238945235008194,"point":[2.6866295856806124,1.921875017752155,-0.2683681601029221],"uv_a":[6.38274531690847,1.92187501771875],"uv_b":[-5.278953244732782,0.036629585680612475]},{"parameter":1.5651024229164958,"point":[2.683049096621975,1.898437516791168,-0.3020720860026923],"uv_a":[6.39529857577927,1.898437516734375],"uv_b":[-5.361080429937905,0.03304909662197497]},{"parameter":1.5714001120926695,"point":[2.682484382574458,1.8946168557621426,-0.3070464740359601],"uv_a":[6.397152776004882,1.8946168558170062],"uv_b":[-5.373625150412406,0.03248438257445807]},{"parameter":1.6022729373260531,"point":[2.679668825028625,1.8750000157566713,-0.3307188960032387],"uv_a":[6.405982164951411,1.87500001575],"uv_b":[-5.4351231805342355,0.029668825028625]},{"parameter":1.636553689865318,"point":[2.676489529566215,1.851562514797001,-0.3555331182112076],"uv_a":[6.415247777732344,1.851562514765625],"uv_b":[-5.50340245449183,0.026489529566215086]},{"parameter":1.6402429620635373,"point":[2.676146462339821,1.8489410950732177,-0.3581062860764056],"uv_a":[6.416209235852327,1.8489410950441387],"uv_b":[-5.5107490441552915,0.026146462339820875]},{"parameter":1.6686606523699568,"point":[2.6735119271668495,1.8281250137925558,-0.37727175259540324],"uv_a":[6.423374323095858,1.82812501378125],"uv_b":[-5.567347210365832,0.023511927166849578]},{"parameter":1.6990659313877927,"point":[2.6707366924618046,1.8046875127991515,-0.39644106691982683],"uv_a":[6.430548103168361,1.804687512796875],"uv_b":[-5.6279131863877705,0.02073669246180465]},{"parameter":1.720412352146336,"point":[2.6688367325081037,1.7875578286620981,-0.40903605611156013],"uv_a":[6.435265695699773,1.7875578286759928],"uv_b":[-5.670439788281108,0.018836732508103804]},{"parameter":1.7281112220715473,"point":[2.668164456886363,1.781250011769516,-0.41339863443903974],"uv_a":[6.436900537905881,1.7812500118124999],"uv_b":[-5.685778862168076,0.018164456886363034]},{"parameter":1.7560429834932776,"point":[2.665795808144511,1.7578125108233147,-0.42840717696171626],"uv_a":[6.442528064963776,1.7578125108281248],"uv_b":[-5.7414483464285295,0.015795808144511092]},{"parameter":1.7830574787412532,"point":[2.6636312892525402,1.7343750098076303,-0.4416654331671527],"uv_a":[6.447503544943923,1.7343750098437498],"uv_b":[-5.795310137515057,0.013631289252540313]},{"parameter":1.8093091400611427,"point":[2.661671398333681,1.7109375088728267,-0.4533269982238437],"uv_a":[6.4518832194913704,1.710937508859375],"uv_b":[-5.847672916512794,0.011671398333680916]},{"parameter":1.8252799228484844,"point":[2.6605578475175835,1.6963875252620246,-0.45981728976936054],"uv_a":[6.454322155547218,1.6963875252814207],"uv_b":[-5.879538094132449,0.010557847517583596]},{"parameter":1.834926323041138,"point":[2.6599165875751147,1.6875000078570217,-0.46351240231687274],"uv_a":[6.455711171507174,1.687500007875],"uv_b":[-5.898788515771685,0.009916587575114821]},{"parameter":1.8600109898219923,"point":[2.658367263219139,1.6640625068886525,-0.4723171538695391],"uv_a":[6.459022293559571,1.664062506890625],"uv_b":[-5.948867298562591,0.008367263219139165]},{"parameter":1.884655929525338,"point":[2.657023784663185,1.640625005903401,-0.4798172649298883],"uv_a":[6.461844327167008,1.6406250059062502],"uv_b":[-5.998088854629342,0.007023784663184873]},{"parameter":1.908940612173128,"point":[2.6558864642954187,1.617187504912243,-0.48607313105492644],"uv_a":[6.464199293831582,1.6171875049218751],"uv_b":[-6.046609686247884,0.005886464295418836]},{"parameter":1.9329359913162028,"point":[2.654955567065369,1.5937500039237296,-0.49113230074771436],"uv_a":[6.466104516455323,1.5937500039375],"uv_b":[-6.09456891304307,0.004955567065369149]},{"parameter":1.956706655728973,"point":[2.654231310195462,1.5703125029496365,-0.4950314656198781],"uv_a":[6.467573353101572,1.570312502953125],"uv_b":[-6.142092641772257,0.004231310195462079]},{"parameter":1.980312529562813,"point":[2.653713862838442,1.546875001969282,-0.49779788487367427],"uv_a":[6.468615722185245,1.54687500196875],"uv_b":[-6.1892974281150135,0.0037138628384418837]},{"parameter":2.0038102660059347,"point":[2.6534033459906636,1.5234375009858294,-0.49945038143594533],"uv_a":[6.469238469495507,1.523437500984375],"uv_b":[-6.236293122069564,0.00340334599066372]},{"parameter":2.0272544390138956,"point":[2.6532998323121433,1.5,-0.49999999992617605],"uv_a":[6.469445610700496,1.5],"uv_b":[-6.283185307179586,0.0032998323121433693]},{"parameter":2.0506986120218564,"point":[2.6534033459906636,1.4765624990141706,-0.49945038143594533],"uv_a":[6.469238469495507,1.476562499015625],"uv_b":[-6.330077492289608,0.00340334599066372]},{"parameter":2.0741963484649784,"point":[2.653713862838442,1.453124998030718,-0.49779788487367427],"uv_a":[6.468615722185245,1.45312499803125],"uv_b":[-6.377073186244159,0.0037138628384418837]},{"parameter":2.0978022222988186,"point":[2.654231310195462,1.4296874970503635,-0.4950314656198781],"uv_a":[6.467573353101572,1.429687497046875],"uv_b":[-6.424277972586916,0.004231310195462079]},{"parameter":2.1215728867115886,"point":[2.654955567065369,1.4062499960762704,-0.49113230074771436],"uv_a":[6.466104516455323,1.4062499960625],"uv_b":[-6.471801701316102,0.004955567065369149]},{"parameter":2.1455682658546635,"point":[2.6558864642954187,1.382812495087757,-0.48607313105492644],"uv_a":[6.464199293831582,1.3828124950781249],"uv_b":[-6.519760928111288,0.005886464295418836]},{"parameter":2.1698529485024536,"point":[2.657023784663185,1.359374994096599,-0.4798172649298883],"uv_a":[6.461844327167008,1.3593749940937498],"uv_b":[-6.568281759729831,0.007023784663184873]},{"parameter":2.1944978882057993,"point":[2.658367263219139,1.3359374931113475,-0.4723171538695391],"uv_a":[6.459022293559571,1.335937493109375],"uv_b":[-6.617503315796581,0.008367263219139165]},{"parameter":2.219582554986654,"point":[2.6599165875751147,1.3124999921429783,-0.46351240231687274],"uv_a":[6.455711171507174,1.312499992125],"uv_b":[-6.667582098587488,0.009916587575114821]},{"parameter":2.2292289551793076,"point":[2.6605578475175835,1.3036124747379754,-0.45981728976936054],"uv_a":[6.454322155547218,1.3036124747185793],"uv_b":[-6.686832520226724,0.010557847517583596]},{"parameter":2.245199737966649,"point":[2.661671398333681,1.2890624911271733,-0.4533269982238437],"uv_a":[6.4518832194913704,1.289062491140625],"uv_b":[-6.718697697846379,0.011671398333680916]},{"parameter":2.2714513992865384,"point":[2.6636312892525402,1.2656249901923697,-0.4416654331671527],"uv_a":[6.447503544943923,1.2656249901562502],"uv_b":[-6.771060476844116,0.013631289252540313]},{"parameter":2.298465894534514,"point":[2.665795808144511,1.2421874891766853,-0.42840717696171626],"uv_a":[6.442528064963776,1.2421874891718752],"uv_b":[-6.824922267930643,0.015795808144511092]},{"parameter":2.3263976559562445,"point":[2.668164456886363,1.218749988230484,-0.41339863443903974],"uv_a":[6.436900537905881,1.2187499881875001],"uv_b":[-6.880591752191097,0.018164456886363034]},{"parameter":2.334096525881456,"point":[2.6688367325081037,1.2124421713379019,-0.40903605611156013],"uv_a":[6.435265695699773,1.2124421713240072],"uv_b":[-6.8959308260780645,0.018836732508103804]},{"parameter":2.3554429466399993,"point":[2.6707366924618046,1.1953124872008485,-0.39644106691982683],"uv_a":[6.430548103168361,1.195312487203125],"uv_b":[-6.938457427971402,0.02073669246180465]},{"parameter":2.3858482256578353,"point":[2.6735119271668495,1.1718749862074442,-0.37727175259540324],"uv_a":[6.423374323095858,1.17187498621875],"uv_b":[-6.99902340399334,0.023511927166849578]},{"parameter":2.4142659159642545,"point":[2.676146462339821,1.1510589049267823,-0.3581062860764056],"uv_a":[6.416209235852327,1.1510589049558613],"uv_b":[-7.055621570203881,0.026146462339820875]},{"parameter":2.4179551881624737,"point":[2.676489529566215,1.148437485202999,-0.3555331182112076],"uv_a":[6.415247777732344,1.148437485234375],"uv_b":[-7.062968159867342,0.026489529566215086]},{"parameter":2.4522359407017382,"point":[2.679668825028625,1.1249999842433287,-0.3307188960032387],"uv_a":[6.405982164951411,1.12499998425],"uv_b":[-7.131247433824937,0.029668825028625]},{"parameter":2.483108765935122,"point":[2.682484382574458,1.1053831442378574,-0.3070464740359601],"uv_a":[6.397152776004882,1.1053831441829938],"uv_b":[-7.192745463946767,0.03248438257445807]},{"parameter":2.4894064551112955,"point":[2.683049096621975,1.101562483208832,-0.3020720860026923],"uv_a":[6.39529857577927,1.101562483265625],"uv_b":[-7.205290184421267,0.03304909662197497]},{"parameter":2.5306143545269717,"point":[2.6866295856806124,1.078124982247845,-0.2683681601029221],"uv_a":[6.38274531690847,1.07812498228125],"uv_b":[-7.28741736962639,0.036629585680612475]},{"parameter":2.545336048638029,"point":[2.687848191674414,1.070432890569811,-0.2558751619620383],"uv_a":[6.378096316157436,1.0704328905583784],"uv_b":[-7.316760765608352,0.037848191674414]},{"parameter":2.5780020414748828,"point":[2.690409492858698,1.0546874813189289,-0.22736921676137894],"uv_a":[6.367495976813366,1.054687481296875],"uv_b":[-7.381903130562026,0.040409492858698215]},{"parameter":2.6033040786122617,"point":[2.6922359418385375,1.043782544775904,-0.20461093197499977],"uv_a":[6.359039856309991,1.043782544835369],"uv_b":[-7.432380547655207,0.04223594183853763]},{"parameter":2.636457958223602,"point":[2.694387978944502,1.0312499802545585,-0.17399258296503345],"uv_a":[6.347671689641234,1.0312499803125],"uv_b":[-7.498560546101639,0.044387978944502304]},{"parameter":2.658422333068843,"point":[2.6956460397094473,1.0240718842044194,-0.15327239998927394],"uv_a":[6.339983396462546,1.02407188420137],"uv_b":[-7.542420693746534,0.04564603970944736]},{"parameter":2.711636646360984,"point":[2.698077246952141,1.0104891926828272,-0.10187820905755025],"uv_a":[6.3209269366151,1.0104891927209265],"uv_b":[-7.648788324227829,0.048077246952141106]},{"parameter":2.7257375186846122,"point":[2.6985641655431207,1.007812479304347,-0.08804228783551021],"uv_a":[6.315799343415534,1.007812479328125],"uv_b":[-7.6769741830212865,0.04856416554312082]},{"parameter":2.7637113664357873,"point":[2.6995286807036782,1.0025514117246113,-0.05044702228975368],"uv_a":[6.301870476767655,1.0025514116897098],"uv_b":[-7.752915623511649,0.04952868070367833]},{"parameter":2.8152262012469973,"point":[2.6999998138937857,1.0000010049131958,0.0010024836771621234],"uv_a":[6.282814016920209,1.000001004851859],"uv_b":[-7.855986602671856,0.04999981389378583]},{"parameter":2.866751718958035,"point":[2.6994904754362534,1.00275878387061,0.05245162560341963],"uv_a":[6.263757557072764,1.0027587838245893],"uv_b":[-7.95907824893286,0.04949047543625351]},{"parameter":2.902711322533601,"point":[2.698564165559826,1.0078124792599703,0.08804228733141027],"uv_a":[6.250571271133383,1.007812479328125],"uv_b":[-8.030989083919604,0.04856416555982612]},{"parameter":2.9188606997463196,"point":[2.6980008502910633,1.0109104497357295,0.10388172037675542],"uv_a":[6.2447010972253185,1.0109104497297228],"uv_b":[-8.063269584592987,0.04800085029106338]},{"parameter":2.972133675220844,"point":[2.6955314793972236,1.0247211804257086,0.1552740918058576],"uv_a":[6.225644637377873,1.0247211804997898],"uv_b":[-8.169751309047495,0.045531479397223684]},{"parameter":2.9919910350975543,"point":[2.6943879789281096,1.0312499802959674,0.17399258320352173],"uv_a":[6.218698924623721,1.0312499803125],"uv_b":[-8.209402722323311,0.04438797892810964]},{"parameter":3.027342086943391,"point":[2.6920832594763313,1.0446844215850304,0.20661007731490855],"uv_a":[6.206588177530428,1.0446844215891913],"uv_b":[-8.279969049775923,0.0420832594763314]},{"parameter":3.050446297900436,"point":[2.6904094928695583,1.0546874812929066,0.22736921664616086],"uv_a":[6.198874637593571,1.054687481296875],"uv_b":[-8.326060137158041,0.04040949286955842]},{"parameter":3.085445119318108,"point":[2.6876574427069433,1.0716280479800027,0.2578710349665264],"uv_a":[6.187531717682981,1.0716280480210147],"uv_b":[-8.395855209100558,0.03765744270694338]},{"parameter":3.09783286674942,"point":[2.686629585655327,1.078124982305163,0.2683681603195926],"uv_a":[6.183625297356484,1.07812498228125],"uv_b":[-8.420545898749737,0.036629585655326924]},{"parameter":3.139040766159197,"point":[2.6830490965935136,1.1015624832696838,0.3020720862093555],"uv_a":[6.171072038485683,1.101562483265625],"uv_b":[-8.502673083930594,0.03304909659351374]},{"parameter":3.147877503993888,"point":[2.682255636269859,1.1069411007860208,0.309038349905685],"uv_a":[6.168475257835536,1.1069411008145305],"uv_b":[-8.520275396993782,0.03225563626985917]}],"residual_tolerance":1.575e-8,"surfaces":[6,16],"uv_tubes":[[{"hi":6.16942808082793,"lo":6.1484659749956965},{"hi":1.1261718592992227,"lo":1.1003906082164023},{"hi":-2.124209214796271,"lo":-2.406411402341082},{"hi":0.037429258814647426,"lo":0.02449520245267678}],[{"hi":6.16942808082793,"lo":6.1484659749956965},{"hi":1.149609360283598,"lo":1.1238281092007771},{"hi":-2.1569719794561633,"lo":-2.4983683491236492},{"hi":0.03602741592695935,"lo":0.02013093860322357}],[{"hi":6.16942808082793,"lo":6.1484659749956965},{"hi":1.173046861267973,"lo":1.1472656101851522},{"hi":-2.3356934500336592,"lo":-2.4009843280911483},{"hi":0.027708985069164527,"lo":0.024660346228047914}],[{"hi":6.150371620980485,"lo":6.12940951514825},{"hi":1.173046861267973,"lo":1.1472656101851522},{"hi":-2.2730948163911444,"lo":-2.527527717583665},{"hi":0.030615551030877874,"lo":0.018776177864919585}],[{"hi":6.150371620980485,"lo":6.12940951514825},{"hi":1.196484362252348,"lo":1.1707031111695272},{"hi":-2.304622606034943,"lo":-2.6074524837142277},{"hi":0.029062396432430138,"lo":0.015186223179612046}],[{"hi":6.150371620980485,"lo":6.12940951514825},{"hi":1.2199218632367232,"lo":1.194140612153902},{"hi":-2.387415930460316,"lo":-2.63467743591581},{"hi":0.02514556844911775,"lo":0.014123378528171582}],[{"hi":6.131315161133038,"lo":6.110353055300805},{"hi":1.2199218632367232,"lo":1.194140612153902},{"hi":-2.5189460843310227,"lo":-2.561012957837497},{"hi":0.019267849677432114,"lo":0.017428861725226952}],[{"hi":6.131315161133038,"lo":6.110353055300805},{"hi":1.2433593642210983,"lo":1.217578113138277},{"hi":-2.4328472398898455,"lo":-2.7111946612525},{"hi":0.02290175438838382,"lo":0.01105851068269681}],[{"hi":6.131315161133038,"lo":6.110353055300805},{"hi":1.2667968652054735,"lo":1.2410156141226518},{"hi":-2.49213211051033,"lo":-2.761441066003101},{"hi":0.020124845947643966,"lo":0.009302251490963087}],[{"hi":6.131315161133038,"lo":6.110353055300805},{"hi":1.2902343661898483,"lo":1.2644531151070268},{"hi":-2.5489919254676408,"lo":-2.81080582131352},{"hi":0.01755107117460586,"lo":0.007751616422179808}],[{"hi":6.131315161133038,"lo":6.110353055300805},{"hi":1.3136718671742234,"lo":1.2878906160914017},{"hi":-2.6219879575435745,"lo":-2.832218721122559},{"hi":0.0145828696949728,"lo":0.007304191265416371}],[{"hi":6.112258701285593,"lo":6.091296595453359},{"hi":1.3136718671742234,"lo":1.2878906160914017},{"hi":-2.729987522899675,"lo":-2.7753347548779006},{"hi":0.01081381271721149,"lo":0.00931843751728012}],[{"hi":6.112258701285593,"lo":6.091296595453359},{"hi":1.3371093681585986,"lo":1.3113281170757765},{"hi":-2.65703829648088,"lo":-2.907432210495206},{"hi":0.013015236308362876,"lo":0.005268614530587357}],[{"hi":6.112258701285593,"lo":6.091296595453359},{"hi":1.3605468691429734,"lo":1.3347656180601515},{"hi":-2.7088315327320975,"lo":-2.954939313125543},{"hi":0.0110542203528885,"lo":0.004336827574911162}],[{"hi":6.112258701285593,"lo":6.091296595453359},{"hi":1.3839843701273484,"lo":1.3582031190445263},{"hi":-2.759454537707235,"lo":-3.002058695859559},{"hi":0.009298425421035539,"lo":0.003611823583701934}],[{"hi":6.112258701285593,"lo":6.091296595453359},{"hi":1.4074218711117237,"lo":1.381640620028901},{"hi":-2.809098578984435,"lo":-3.048894713019921},{"hi":0.007748258778254247,"lo":0.00309377262920707}],[{"hi":6.112258701285593,"lo":6.091296595453359},{"hi":1.4308593720960987,"lo":1.4050781210132761},{"hi":-2.8579288019235642,"lo":-3.0955474456289704},{"hi":0.006404080828265268,"lo":0.002782796479666949}],[{"hi":6.112258701285593,"lo":6.091296595453359},{"hi":1.454296873080474,"lo":1.428515621997651},{"hi":-2.906090415437515,"lo":-3.1421143472107476},{"hi":0.00526620493288199,"lo":0.0026789681484427064}],[{"hi":6.112258701285593,"lo":6.091296595453359},{"hi":1.477734374064849,"lo":1.451953122982026},{"hi":-2.9537133865332663,"lo":-3.1886918564537368},{"hi":0.004334896628529705,"lo":0.002782312212751492}],[{"hi":6.112258701285593,"lo":6.091296595453359},{"hi":1.501171875049224,"lo":1.475390623966401},{"hi":-3.0009160982770595,"lo":-3.235377023798282},{"hi":0.003610373407122225,"lo":0.003092804836973606}],[{"hi":6.112258701285593,"lo":6.091296595453359},{"hi":1.5246093760335993,"lo":1.4988281249507758},{"hi":-3.047808283381304,"lo":-3.2822692089025267},{"hi":0.003610373407122225,"lo":0.003092804836973606}],[{"hi":6.112258701285593,"lo":6.091296595453359},{"hi":1.5480468770179743,"lo":1.5222656259351508},{"hi":-3.0944934507258495,"lo":-3.32947192064632},{"hi":0.004334896628529705,"lo":0.002782312212751492}],[{"hi":6.112258701285593,"lo":6.091296595453359},{"hi":1.5714843780023493,"lo":1.5457031269195258},{"hi":-3.1410709599688387,"lo":-3.3770948917420713},{"hi":0.00526620493288199,"lo":0.0026789681484427064}],[{"hi":6.112258701285593,"lo":6.091296595453359},{"hi":1.5949218789867246,"lo":1.5691406279039006},{"hi":-3.187637861550616,"lo":-3.425256505256022},{"hi":0.006404080828265268,"lo":0.002782796479666949}],[{"hi":6.112258701285593,"lo":6.091296595453359},{"hi":1.6183593799710996,"lo":1.5925781288882757},{"hi":-3.234290594159665,"lo":-3.474086728195151},{"hi":0.007748258778254247,"lo":0.00309377262920707}],[{"hi":6.112258701285593,"lo":6.091296595453359},{"hi":1.6417968809554748,"lo":1.6160156298726505},{"hi":-3.281126611320027,"lo":-3.523730769472351},{"hi":0.009298425421035539,"lo":0.003611823583701934}],[{"hi":6.112258701285593,"lo":6.091296595453359},{"hi":1.6652343819398496,"lo":1.6394531308570255},{"hi":-3.3282459940540434,"lo":-3.5743537744474887},{"hi":0.0110542203528885,"lo":0.004336827574911162}],[{"hi":6.112258701285593,"lo":6.091296595453359},{"hi":1.6886718829242247,"lo":1.6628906318414003},{"hi":-3.37575309668438,"lo":-3.6261470106987064},{"hi":0.013015236308362876,"lo":0.005268614530587357}],[{"hi":6.112258701285593,"lo":6.091296595453359},{"hi":1.7121093839086,"lo":1.686328132825775},{"hi":-3.5078505523016856,"lo":-3.553197784279911},{"hi":0.01081381271721149,"lo":0.00931843751728012}],[{"hi":6.131315161133038,"lo":6.110353055300805},{"hi":1.7121093839086,"lo":1.686328132825775},{"hi":-3.450966586057027,"lo":-3.6611973496360117},{"hi":0.0145828696949728,"lo":0.007304191265416371}],[{"hi":6.131315161133038,"lo":6.110353055300805},{"hi":1.7355468848929747,"lo":1.7097656338101501},{"hi":-3.472379485866066,"lo":-3.7341933817119455},{"hi":0.01755107117460586,"lo":0.007751616422179808}],[{"hi":6.131315161133038,"lo":6.110353055300805},{"hi":1.7589843858773497,"lo":1.733203134794525},{"hi":-3.5217442411764854,"lo":-3.791053196669256},{"hi":0.020124845947643966,"lo":0.009302251490963087}],[{"hi":6.131315161133038,"lo":6.110353055300805},{"hi":1.782421886861725,"lo":1.7566406357788997},{"hi":-3.571990645927086,"lo":-3.8503380672897407},{"hi":0.02290175438838382,"lo":0.01105851068269681}],[{"hi":6.131315161133038,"lo":6.110353055300805},{"hi":1.8058593878461,"lo":1.7800781367632748},{"hi":-3.722172349342089,"lo":-3.7642392228485635},{"hi":0.019267849677432114,"lo":0.017428861725226952}],[{"hi":6.150371620980485,"lo":6.12940951514825},{"hi":1.8058593878461,"lo":1.7800781367632748},{"hi":-3.648507871263776,"lo":-3.89576937671927},{"hi":0.02514556844911775,"lo":0.014123378528171582}],[{"hi":6.150371620980485,"lo":6.12940951514825},{"hi":1.8292968888304753,"lo":1.8035156377476496},{"hi":-3.6757328234653586,"lo":-3.9785627011446434},{"hi":0.029062396432430138,"lo":0.015186223179612046}],[{"hi":6.150371620980485,"lo":6.12940951514825},{"hi":1.8527343898148503,"lo":1.8269531387320246},{"hi":-3.755657589595921,"lo":-4.010090490788442},{"hi":0.030615551030877874,"lo":0.018776177864919585}],[{"hi":6.16942808082793,"lo":6.1484659749956965},{"hi":1.8527343898148503,"lo":1.8269531387320246},{"hi":-3.882200979088438,"lo":-3.947491857145927},{"hi":0.027708985069164527,"lo":0.024660346228047914}],[{"hi":6.16942808082793,"lo":6.1484659749956965},{"hi":1.8761718907992253,"lo":1.8503906397163996},{"hi":-3.784816958055937,"lo":-4.126213327723423},{"hi":0.03602741592695935,"lo":0.02013093860322357}],[{"hi":6.16942808082793,"lo":6.1484659749956965},{"hi":1.8996093917836006,"lo":1.8738281407007744},{"hi":-3.876773904838504,"lo":-4.158976092383315},{"hi":0.037429258814647426,"lo":0.02449520245267678}],[{"hi":6.1884845406753755,"lo":6.167522434843142},{"hi":1.8996093917836006,"lo":1.8738281407007744},{"hi":-4.010890591239015,"lo":-4.098902156554955},{"hi":0.03463601724082288,"lo":0.030668715622550025}],[{"hi":6.1884845406753755,"lo":6.167522434843142},{"hi":1.9230468927679756,"lo":1.8972656416851494},{"hi":-3.8994431600668644,"lo":-4.31007908597115},{"hi":0.043790563778953295,"lo":0.025888118469887367}],[{"hi":6.1884845406753755,"lo":6.167522434843142},{"hi":1.9464843937523504,"lo":1.9207031426695245},{"hi":-4.096443336311079,"lo":-4.219896784556971},{"hi":0.03971315681017629,"lo":0.034573871552094015}],[{"hi":6.207541000522822,"lo":6.186578894690587},{"hi":1.9464843937523504,"lo":1.9207031426695245},{"hi":-4.030925261373579,"lo":-4.3799006210861675},{"hi":0.04591359319478849,"lo":0.0321533423817133}],[{"hi":6.207541000522822,"lo":6.186578894690587},{"hi":1.9699218947367256,"lo":1.944140643653899},{"hi":-4.148128302436899,"lo":-4.378583739347481},{"hi":0.045430792689877375,"lo":0.037061959656012444}],[{"hi":6.226597460370267,"lo":6.205635354538034},{"hi":1.9699218947367256,"lo":1.944140643653899},{"hi":-4.145268909678024,"lo":-4.498100546941084},{"hi":0.04899741783166611,"lo":0.03747382057277493}],[{"hi":6.226597460370267,"lo":6.205635354538034},{"hi":1.9933593957211007,"lo":1.967578144638274},{"hi":-4.277665065484228,"lo":-4.475922131863309},{"hi":0.047818480335451774,"lo":0.04210097798988155}],[{"hi":6.245653920217713,"lo":6.224691814385479},{"hi":1.9933593957211007,"lo":1.967578144638274},{"hi":-4.18365585640266,"lo":-4.716064478675202},{"hi":0.05293959207874277,"lo":0.040592737609544294}],[{"hi":6.264710380065159,"lo":6.243748274232924},{"hi":1.9933593957211007,"lo":1.967578144638274},{"hi":-4.438540028419418,"lo":-4.599942531786336},{"hi":0.04969079609735161,"lo":0.046874219753537893}],[{"hi":6.264710380065159,"lo":6.243748274232924},{"hi":2.0167968967054755,"lo":1.9910156456226489},{"hi":-4.3915598604660815,"lo":-4.7511140353998},{"hi":0.05134309518910829,"lo":0.046711545806971344}],[{"hi":6.283766839912604,"lo":6.262804734080369},{"hi":2.0167968967054755,"lo":1.9910156456226489},{"hi":-4.401109072904305,"lo":-4.916567304209324},{"hi":0.05101849080885046,"lo":0.04847179852118888}],[{"hi":6.30282329976005,"lo":6.281861193927814},{"hi":2.0167968967054755,"lo":1.9910156456226489},{"hi":-4.5042420533669025,"lo":-5.019596949167937},{"hi":0.05094208027400082,"lo":0.048586414323463334}],[{"hi":6.321879759607495,"lo":6.30091765377526},{"hi":2.0167968967054755,"lo":1.9910156456226489},{"hi":-4.661572109866798,"lo":-5.041279312318611},{"hi":0.05145771102479335,"lo":0.0466351352220058}],[{"hi":6.321879759607495,"lo":6.30091765377526},{"hi":1.9933593957211007,"lo":1.967578144638274},{"hi":-4.833024713750971,"lo":-4.973954007718258},{"hi":0.049538002725080243,"lo":0.04710340977018168}],[{"hi":6.340936219454941,"lo":6.319974113622705},{"hi":1.9933593957211007,"lo":1.967578144638274},{"hi":-4.704847029168753,"lo":-5.236685181575229},{"hi":0.052939661437528596,"lo":0.04078362522405987}],[{"hi":6.359992679302386,"lo":6.339030573470151},{"hi":1.9933593957211007,"lo":1.967578144638274},{"hi":-4.936229625322849,"lo":-5.1555303635473235},{"hi":0.048162161239337475,"lo":0.04187185741461219}],[{"hi":6.359992679302386,"lo":6.339030573470151},{"hi":1.9699218947367256,"lo":1.944140643653899},{"hi":-4.935450071364669,"lo":-5.26635006359683},{"hi":0.04869205315643166,"lo":0.03793186762660827}],[{"hi":6.379049139149831,"lo":6.358087033317596},{"hi":1.9699218947367256,"lo":1.944140643653899},{"hi":-5.033035232517605,"lo":-5.285422317983507},{"hi":0.04588883979821645,"lo":0.03675659489901939}],[{"hi":6.379049139149831,"lo":6.358087033317596},{"hi":1.9464843937523504,"lo":1.9207031426695245},{"hi":-5.054182753889798,"lo":-5.379894578658169},{"hi":0.045532095227266645,"lo":0.03272558930584557}],[{"hi":6.398105598997277,"lo":6.3771434931650415},{"hi":1.9464843937523504,"lo":1.9207031426695245},{"hi":-5.190923056786897,"lo":-5.337640036696706},{"hi":0.04028540366201705,"lo":0.034192373693009426}],[{"hi":6.398105598997277,"lo":6.3771434931650415},{"hi":1.9230468927679756,"lo":1.8972656416851494},{"hi":-5.114698874322536,"lo":-5.525334800348151},{"hi":0.04379056379788748,"lo":0.025888118504699964}],[{"hi":6.398105598997277,"lo":6.3771434931650415},{"hi":1.8996093917836006,"lo":1.8738281407007744},{"hi":-5.335990988988904,"lo":-5.398714591361407},{"hi":0.034178524717008774,"lo":0.03135495447942427}],[{"hi":6.417162058844722,"lo":6.396199953012487},{"hi":1.8996093917836006,"lo":1.8738281407007744},{"hi":-5.250629090168746,"lo":-5.558119240777895},{"hi":0.03811549766612421,"lo":0.024037709936958862}],[{"hi":6.417162058844722,"lo":6.396199953012487},{"hi":1.8761718907992253,"lo":1.8503906397163996},{"hi":-5.298564632619046,"lo":-5.63996100240702},{"hi":0.03602741595344483,"lo":0.020130938641395257}],[{"hi":6.417162058844722,"lo":6.396199953012487},{"hi":1.8527343898148503,"lo":1.8269531387320246},{"hi":-5.488709275164908,"lo":-5.525442223482214},{"hi":0.02717566401900351,"lo":0.025460327887032452}],[{"hi":6.436218518692168,"lo":6.415256412859932},{"hi":1.8527343898148503,"lo":1.8269531387320246},{"hi":-5.39755271173421,"lo":-5.680543542786913},{"hi":0.03141553268576347,"lo":0.018242856820906983}],[{"hi":6.436218518692168,"lo":6.415256412859932},{"hi":1.8292968888304753,"lo":1.8035156377476496},{"hi":-5.446215258321955,"lo":-5.749045138431647},{"hi":0.02906239657693943,"lo":0.015186223051714798}],[{"hi":6.436218518692168,"lo":6.415256412859932},{"hi":1.8058593878461,"lo":1.7800781367632748},{"hi":-5.542859982601096,"lo":-5.755492992067783},{"hi":0.024536612369206345,"lo":0.01503681260070211}],[{"hi":6.455274978539613,"lo":6.434312872707378},{"hi":1.8058593878461,"lo":1.7800781367632748},{"hi":-5.639761640507173,"lo":-5.716457009942011},{"hi":0.020181283751585344,"lo":0.016819905642881494}],[{"hi":6.455274978539613,"lo":6.434312872707378},{"hi":1.782421886861725,"lo":1.7566406357788997},{"hi":-5.574439893647168,"lo":-5.852787314949437},{"hi":0.022901754370066918,"lo":0.011058510660807208}],[{"hi":6.455274978539613,"lo":6.434312872707378},{"hi":1.7589843858773497,"lo":1.733203134794525},{"hi":-5.633724764255475,"lo":-5.9030337196881115},{"hi":0.02012484592845265,"lo":0.009302251468598755}],[{"hi":6.455274978539613,"lo":6.434312872707378},{"hi":1.7355468848929747,"lo":1.7097656338101501},{"hi":-5.690584579519583,"lo":-5.952398474508268},{"hi":0.017551071090259107,"lo":0.007751616495962121}],[{"hi":6.455274978539613,"lo":6.434312872707378},{"hi":1.7121093839086,"lo":1.686328132825775},{"hi":-5.783942561273484,"lo":-5.943268449371758},{"hi":0.013898499965875555,"lo":0.008330745885388957}],[{"hi":6.4743314383870585,"lo":6.453369332554823},{"hi":1.7121093839086,"lo":1.686328132825775},{"hi":-5.841037250853977,"lo":-5.9372893590501565},{"hi":0.011840367402521146,"lo":0.008634067690177272}],[{"hi":6.4743314383870585,"lo":6.453369332554823},{"hi":1.6886718829242247,"lo":1.6628906318414003},{"hi":-5.798630950189871,"lo":-6.049024864144405},{"hi":0.013015236287066134,"lo":0.005268614507187852}],[{"hi":6.4743314383870585,"lo":6.453369332554823},{"hi":1.6652343819398496,"lo":1.6394531308570255},{"hi":-5.850424186429091,"lo":-6.096531966762842},{"hi":0.011054220331047748,"lo":0.00433682755127629}],[{"hi":6.4743314383870585,"lo":6.453369332554823},{"hi":1.6417968809554748,"lo":1.6160156298726505},{"hi":-5.901047191392256,"lo":-6.14365134948497},{"hi":0.009298425398716947,"lo":0.003611823559886762}],[{"hi":6.4743314383870585,"lo":6.453369332554823},{"hi":1.6183593799710996,"lo":1.5925781288882757},{"hi":-5.950691232657513,"lo":-6.190487366633442},{"hi":0.007748258755518211,"lo":0.0030937726052697734}],[{"hi":6.4743314383870585,"lo":6.453369332554823},{"hi":1.5949218789867246,"lo":1.5691406279039006},{"hi":-5.999521455584698,"lo":-6.237140099230629},{"hi":0.006404080805183288,"lo":0.00278279645564794}],[{"hi":6.4743314383870585,"lo":6.453369332554823},{"hi":1.5714843780023493,"lo":1.5457031269195258},{"hi":-6.047683069086743,"lo":-6.283707000800527},{"hi":0.00526620490950247,"lo":0.002678968124401493}],[{"hi":6.4743314383870585,"lo":6.453369332554823},{"hi":1.5480468770179743,"lo":1.5222656259351508},{"hi":-6.095306040205912,"lo":-6.330284509978665},{"hi":0.0043348965339982115,"lo":0.002782312295107392}],[{"hi":6.4743314383870585,"lo":6.453369332554823},{"hi":1.5246093760335993,"lo":1.4988281249507758},{"hi":-6.14250875184952,"lo":-6.3769696773996305},{"hi":0.003610373347704421,"lo":0.003092804955102668}],[{"hi":6.4743314383870585,"lo":6.453369332554823},{"hi":1.501171875049224,"lo":1.475390623966401},{"hi":-6.189400936959542,"lo":-6.423861862509653},{"hi":0.003610373347704421,"lo":0.003092804955102668}],[{"hi":6.4743314383870585,"lo":6.453369332554823},{"hi":1.477734374064849,"lo":1.451953122982026},{"hi":-6.236086104380507,"lo":-6.47106457415326},{"hi":0.0043348965339982115,"lo":0.002782312295107392}],[{"hi":6.4743314383870585,"lo":6.453369332554823},{"hi":1.454296873080474,"lo":1.428515621997651},{"hi":-6.282663613558645,"lo":-6.51868754527243},{"hi":0.00526620490950247,"lo":0.002678968124401493}],[{"hi":6.4743314383870585,"lo":6.453369332554823},{"hi":1.4308593720960987,"lo":1.4050781210132761},{"hi":-6.329230515128543,"lo":-6.566849158774475},{"hi":0.006404080805183288,"lo":0.00278279645564794}],[{"hi":6.4743314383870585,"lo":6.453369332554823},{"hi":1.4074218711117237,"lo":1.381640620028901},{"hi":-6.375883247725731,"lo":-6.61567938170166},{"hi":0.007748258755518211,"lo":0.0030937726052697734}],[{"hi":6.4743314383870585,"lo":6.453369332554823},{"hi":1.3839843701273484,"lo":1.3582031190445263},{"hi":-6.422719264874202,"lo":-6.6653234229669165},{"hi":0.009298425398716947,"lo":0.003611823559886762}],[{"hi":6.4743314383870585,"lo":6.453369332554823},{"hi":1.3605468691429734,"lo":1.3347656180601515},{"hi":-6.4698386475963305,"lo":-6.715946427930081},{"hi":0.011054220331047748,"lo":0.00433682755127629}],[{"hi":6.4743314383870585,"lo":6.453369332554823},{"hi":1.3371093681585986,"lo":1.3113281170757765},{"hi":-6.517345750214767,"lo":-6.7677396641693015},{"hi":0.013015236287066134,"lo":0.005268614507187852}],[{"hi":6.4743314383870585,"lo":6.453369332554823},{"hi":1.3136718671742234,"lo":1.2878906160914017},{"hi":-6.629081255309016,"lo":-6.725333363505196},{"hi":0.011840367402521146,"lo":0.008634067690177272}],[{"hi":6.455274978539613,"lo":6.434312872707378},{"hi":1.3136718671742234,"lo":1.2878906160914017},{"hi":-6.623102164987414,"lo":-6.782428053085688},{"hi":0.013898499965875555,"lo":0.008330745885388957}],[{"hi":6.455274978539613,"lo":6.434312872707378},{"hi":1.2902343661898483,"lo":1.2644531151070268},{"hi":-6.613972139850905,"lo":-6.87578603483959},{"hi":0.017551071090259107,"lo":0.007751616495962121}],[{"hi":6.455274978539613,"lo":6.434312872707378},{"hi":1.2667968652054735,"lo":1.2410156141226518},{"hi":-6.663336894671061,"lo":-6.932645850103698},{"hi":0.02012484592845265,"lo":0.009302251468598755}],[{"hi":6.455274978539613,"lo":6.434312872707378},{"hi":1.2433593642210983,"lo":1.217578113138277},{"hi":-6.713583299409735,"lo":-6.991930720712005},{"hi":0.022901754370066918,"lo":0.011058510660807208}],[{"hi":6.455274978539613,"lo":6.434312872707378},{"hi":1.2199218632367232,"lo":1.194140612153902},{"hi":-6.849913604417162,"lo":-6.926608973852},{"hi":0.020181283751585344,"lo":0.016819905642881494}],[{"hi":6.436218518692168,"lo":6.415256412859932},{"hi":1.2199218632367232,"lo":1.194140612153902},{"hi":-6.81087762229139,"lo":-7.023510631758077},{"hi":0.024536612369206345,"lo":0.01503681260070211}],[{"hi":6.436218518692168,"lo":6.415256412859932},{"hi":1.196484362252348,"lo":1.1707031111695272},{"hi":-6.817325475927525,"lo":-7.120155356037217},{"hi":0.02906239657693943,"lo":0.015186223051714798}],[{"hi":6.436218518692168,"lo":6.415256412859932},{"hi":1.173046861267973,"lo":1.1472656101851522},{"hi":-6.885827071572259,"lo":-7.168817902624962},{"hi":0.03141553268576347,"lo":0.018242856820906983}],[{"hi":6.417162058844722,"lo":6.396199953012487},{"hi":1.173046861267973,"lo":1.1472656101851522},{"hi":-7.040928390876958,"lo":-7.077661339194265},{"hi":0.02717566401900351,"lo":0.025460327887032452}],[{"hi":6.417162058844722,"lo":6.396199953012487},{"hi":1.149609360283598,"lo":1.1238281092007771},{"hi":-6.9264096119521525,"lo":-7.267805981740127},{"hi":0.03602741595344483,"lo":0.020130938641395257}],[{"hi":6.417162058844722,"lo":6.396199953012487},{"hi":1.1261718592992227,"lo":1.1003906082164023},{"hi":-7.0082513735812775,"lo":-7.315741524190426},{"hi":0.03811549766612421,"lo":0.024037709936958862}],[{"hi":6.398105598997277,"lo":6.3771434931650415},{"hi":1.1261718592992227,"lo":1.1003906082164023},{"hi":-7.1676560229977655,"lo":-7.230379625370269},{"hi":0.034178524717008774,"lo":0.03135495447942427}],[{"hi":6.398105598997277,"lo":6.3771434931650415},{"hi":1.1027343583148477,"lo":1.0769531072320273},{"hi":-7.041035814011021,"lo":-7.451671740036637},{"hi":0.04379056379788748,"lo":0.025888118504699964}],[{"hi":6.398105598997277,"lo":6.3771434931650415},{"hi":1.0792968573304726,"lo":1.0535156062476523},{"hi":-7.228730577662467,"lo":-7.375447557572276},{"hi":0.04028540366201705,"lo":0.034192373693009426}],[{"hi":6.379049139149831,"lo":6.358087033317596},{"hi":1.0792968573304726,"lo":1.0535156062476523},{"hi":-7.186476035701004,"lo":-7.512187860469375},{"hi":0.045532095227266645,"lo":0.03272558930584557}],[{"hi":6.379049139149831,"lo":6.358087033317596},{"hi":1.0558593563460974,"lo":1.0300781052632775},{"hi":-7.280948296375666,"lo":-7.533335381841567},{"hi":0.04588883979821645,"lo":0.03675659489901939}],[{"hi":6.359992679302386,"lo":6.339030573470151},{"hi":1.0558593563460974,"lo":1.0300781052632775},{"hi":-7.300020550762342,"lo":-7.630920542994503},{"hi":0.04869205315643166,"lo":0.03793186762660827}],[{"hi":6.359992679302386,"lo":6.339030573470151},{"hi":1.0324218553617224,"lo":1.0066406042789025},{"hi":-7.410840250811849,"lo":-7.630140989036324},{"hi":0.048162161239337475,"lo":0.04187185741461219}],[{"hi":6.340936219454941,"lo":6.319974113622705},{"hi":1.0324218553617224,"lo":1.0066406042789025},{"hi":-7.329685432783943,"lo":-7.86152358519042},{"hi":0.052939661437528596,"lo":0.04078362522405987}],[{"hi":6.321879759607495,"lo":6.30091765377526},{"hi":1.0324218553617224,"lo":1.0066406042789025},{"hi":-7.5924166066409144,"lo":-7.733345900608201},{"hi":0.049538002725080243,"lo":0.04710340977018168}],[{"hi":6.321879759607495,"lo":6.30091765377526},{"hi":1.0089843543773471,"lo":0.9832031032945276},{"hi":-7.525091302040561,"lo":-7.9047985044923745},{"hi":0.05145771102479335,"lo":0.0466351352220058}],[{"hi":6.30282329976005,"lo":6.281861193927814},{"hi":1.0089843543773471,"lo":0.9832031032945276},{"hi":-7.546773665191235,"lo":-8.06212856099227},{"hi":0.05094208027400082,"lo":0.048586414323463334}],[{"hi":6.283766839912604,"lo":6.262804734080369},{"hi":1.0089843543773471,"lo":0.9832031032945276},{"hi":-7.649803310149848,"lo":-8.165261541454868},{"hi":0.05101849080885046,"lo":0.04847179852118888}],[{"hi":6.264710380065159,"lo":6.243748274232924},{"hi":1.0089843543773471,"lo":0.9832031032945276},{"hi":-7.815256578959373,"lo":-8.174810753893091},{"hi":0.05134309518910829,"lo":0.046711545806971344}],[{"hi":6.264710380065159,"lo":6.243748274232924},{"hi":1.0324218553617224,"lo":1.0066406042789025},{"hi":-7.966428082572836,"lo":-8.127830585939755},{"hi":0.04969079609735161,"lo":0.046874219753537893}],[{"hi":6.245653920217713,"lo":6.224691814385479},{"hi":1.0324218553617224,"lo":1.0066406042789025},{"hi":-7.850306135683972,"lo":-8.38271475795651},{"hi":0.05293959207874277,"lo":0.040592737609544294}],[{"hi":6.226597460370267,"lo":6.205635354538034},{"hi":1.0324218553617224,"lo":1.0066406042789025},{"hi":-8.090448482495862,"lo":-8.288705548874944},{"hi":0.047818480335451774,"lo":0.04210097798988155}],[{"hi":6.226597460370267,"lo":6.205635354538034},{"hi":1.0558593563460974,"lo":1.0300781052632775},{"hi":-8.068270067418087,"lo":-8.421101704681147},{"hi":0.04899741783166611,"lo":0.03747382057277493}],[{"hi":6.207541000522822,"lo":6.186578894690587},{"hi":1.0558593563460974,"lo":1.0300781052632775},{"hi":-8.187786875011687,"lo":-8.418242311922278},{"hi":0.045430792689877375,"lo":0.037061959656012444}],[{"hi":6.207541000522822,"lo":6.186578894690587},{"hi":1.0792968573304726,"lo":1.0535156062476523},{"hi":-8.186469993273008,"lo":-8.535445352985592},{"hi":0.04591359319478849,"lo":0.0321533423817133}],[{"hi":6.1884845406753755,"lo":6.167522434843142},{"hi":1.0792968573304726,"lo":1.0535156062476523},{"hi":-8.346473829802202,"lo":-8.469927278048093},{"hi":0.03971315681017629,"lo":0.034573871552094015}],[{"hi":6.1884845406753755,"lo":6.167522434843142},{"hi":1.1027343583148477,"lo":1.0769531072320273},{"hi":-8.256291528388022,"lo":-8.666927454292308},{"hi":0.043790563778953295,"lo":0.025888118469887367}],[{"hi":6.1884845406753755,"lo":6.167522434843142},{"hi":1.1261718592992227,"lo":1.1003906082164023},{"hi":-8.467468457804218,"lo":-8.555480023120158},{"hi":0.03463601724082288,"lo":0.030668715622550025}]]},{"anchors":[{"parameter":0.0,"point":[2.990025593501361,1.06381993428954,0.24443189280520244],"uv_a":[6.2016175906938065,1.0638199343388153],"uv_b":[-2.081583143507084,0.3400255935013612]},{"parameter":0.027960601948876673,"point":[2.9879723108865743,1.078124982260299,0.2683681601500001],"uv_a":[6.193609511793907,1.07812498228125],"uv_b":[-2.1373605912358022,0.3379723108865744]},{"parameter":0.06566350641898697,"point":[2.985032342842705,1.0994777312845825,0.2993023758744895],"uv_a":[6.183251596162853,1.0994777313317967],"uv_b":[-2.2125545136462232,0.3350323428427049]},{"parameter":0.06914134111203746,"point":[2.984753332289419,1.1015624833168893,0.30207208636967364],"uv_a":[6.182323686679556,1.101562483265625],"uv_b":[-2.2194877770635526,0.33475333228941917]},{"parameter":0.10627874720988245,"point":[2.9817151124528634,1.1249999842435154,0.33071889600382687],"uv_a":[6.172721158909179,1.12499998425],"uv_b":[-2.2935305269455717,0.33171511245286345]},{"parameter":0.138451119986034,"point":[2.9790322399577196,1.1469658845454735,0.3540719041429702],"uv_a":[6.1648856016319,1.1469658845608737],"uv_b":[-2.3576621455573745,0.3290322399577197]},{"parameter":0.14053223592357528,"point":[2.9788582043878766,1.148437485213058,0.3555331182412742],"uv_a":[6.1643950877238165,1.148437485234375],"uv_b":[-2.3618098009586244,0.3288582043878767]},{"parameter":0.1726109003025741,"point":[2.9761831302065995,1.1718749862655384,0.3772717527632513],"uv_a":[6.157094202032266,1.17187498621875],"uv_b":[-2.425754557084009,0.3261831302065996]},{"parameter":0.20299169788098603,"point":[2.973690380710923,1.1953124872401966,0.39644106703150683],"uv_a":[6.150650620365512,1.195312487203125],"uv_b":[-2.486320532996485,0.32369038071092326]},{"parameter":0.22377451989690716,"point":[2.972027308682751,1.2119959662445097,0.4087220039129997],"uv_a":[6.146519607100946,1.2119959662778652],"uv_b":[-2.527755845914946,0.3220273086827512]},{"parameter":0.23201503912643257,"point":[2.971380414731811,1.2187499882135842,0.4133986343912045],"uv_a":[6.1449458871691025,1.2187499881875001],"uv_b":[-2.5441862084965225,0.3213804147318111]},{"parameter":0.2599273283225378,"point":[2.9692536588896807,1.242187489148606,0.42840717688126084],"uv_a":[6.139893056008326,1.2421874891718752],"uv_b":[-2.5998556927076493,0.3192536588896808]},{"parameter":0.2869249884216469,"point":[2.9673105070407413,1.2656249901667684,0.44166543309173684],"uv_a":[6.135426420474502,1.2656249901562502],"uv_b":[-2.6537174838093325,0.3173105070407414]},{"parameter":0.3131624290936812,"point":[2.9655513201809924,1.2890624911441202,0.4533269982760353],"uv_a":[6.131495248472412,1.289062491140625],"uv_b":[-2.7060802629977676,0.3155513201809925]},{"parameter":0.3380244834888475,"point":[2.9640199117830357,1.3118138222699471,0.46323424153891385],"uv_a":[6.128153612569992,1.3118138222613736],"uv_b":[-2.7557150480637147,0.3140199117830358]},{"parameter":0.3387661663716,"point":[2.963976425838612,1.3124999921298923,0.46351240227393675],"uv_a":[6.128059766113292,1.312499992125],"uv_b":[-2.7571958621254273,0.3139764258386122]},{"parameter":0.3638415140017471,"point":[2.9625861179326485,1.3359374931093746,0.47231715386248857],"uv_a":[6.125088483845136,1.335937493109375],"uv_b":[-2.8072746449644437,0.31258611793264857]},{"parameter":0.38847931536185726,"point":[2.961380656429395,1.3593749940954285,0.4798172649252091],"uv_a":[6.122556360574773,1.3593749940937498],"uv_b":[-2.8564962010346706,0.31138065642939505]},{"parameter":0.41275880271272114,"point":[2.9603602671622977,1.3828124950683494,0.48607313096507004],"uv_a":[6.120443514455005,1.3828124950781249],"uv_b":[-2.905017032578237,0.3103602671622978]},{"parameter":0.4367506572602511,"point":[2.9595251415313575,1.4062499960514447,0.4911323006081817],"uv_a":[6.118734302858896,1.4062499960625],"uv_b":[-2.952976259352182,0.3095251415313576]},{"parameter":0.46051916706439316,"point":[2.9588754363665952,1.4296874970565727,0.49503146566535783],"uv_a":[6.117416661523907,1.429687497046875],"uv_b":[-3.0004999882075496,0.3088754363665953]},{"parameter":0.4841239329795401,"point":[2.9584112739474304,1.4531249980307959,0.49779788487451726],"uv_a":[6.1164816319842075,1.45312499803125],"uv_b":[-3.047704774525534,0.3084112739474305]},{"parameter":0.5076212685256527,"point":[2.958132741516926,1.4765624990160457,0.4994503814760793],"uv_a":[6.115923030013848,1.476562499015625],"uv_b":[-3.094700468487279,0.30813274151692616]},{"parameter":0.5310653968754574,"point":[2.958039891529144,1.5,0.5000000000611257],"uv_a":[6.115737227918569,1.5],"uv_b":[-3.141592653589793,0.30803989152914424]},{"parameter":0.5545095252252621,"point":[2.958132741516926,1.5234375009839543,0.4994503814760793],"uv_a":[6.115923030013848,1.523437500984375],"uv_b":[-3.188484838692307,0.30813274151692616]},{"parameter":0.5780068607713746,"point":[2.9584112739474304,1.5468750019692041,0.49779788487451726],"uv_a":[6.1164816319842075,1.54687500196875],"uv_b":[-3.2354805326540523,0.3084112739474305]},{"parameter":0.6016116266865216,"point":[2.9588754363665952,1.5703125029434273,0.49503146566535783],"uv_a":[6.117416661523907,1.570312502953125],"uv_b":[-3.2826853189720366,0.3088754363665953]},{"parameter":0.6253801364906636,"point":[2.9595251415313575,1.5937500039485553,0.4911323006081817],"uv_a":[6.118734302858896,1.5937500039375],"uv_b":[-3.3302090478274042,0.3095251415313576]},{"parameter":0.6493719910381935,"point":[2.9603602671622977,1.6171875049316506,0.48607313096507004],"uv_a":[6.120443514455005,1.6171875049218751],"uv_b":[-3.3781682746013493,0.3103602671622978]},{"parameter":0.6736514783890574,"point":[2.961380656429395,1.6406250059045715,0.4798172649252091],"uv_a":[6.122556360574773,1.6406250059062502],"uv_b":[-3.4266891061449156,0.31138065642939505]},{"parameter":0.6982892797491675,"point":[2.9625861179326485,1.6640625068906254,0.47231715386248857],"uv_a":[6.125088483845136,1.664062506890625],"uv_b":[-3.4759106622151426,0.31258611793264857]},{"parameter":0.7233646273793146,"point":[2.963976425838612,1.6875000078701077,0.46351240227393675],"uv_a":[6.128059766113292,1.687500007875],"uv_b":[-3.525989445054159,0.3139764258386122]},{"parameter":0.7241063102620672,"point":[2.9640199117830357,1.6881861777300529,0.46323424153891385],"uv_a":[6.128153612569992,1.6881861777386264],"uv_b":[-3.5274702591158715,0.3140199117830358]},{"parameter":0.7489683646572335,"point":[2.9655513201809924,1.7109375088558798,0.4533269982760353],"uv_a":[6.131495248472412,1.710937508859375],"uv_b":[-3.5771050441818186,0.3155513201809925]},{"parameter":0.7752058053292677,"point":[2.9673105070407413,1.7343750098332316,0.44166543309173684],"uv_a":[6.135426420474502,1.7343750098437498],"uv_b":[-3.6294678233702538,0.3173105070407414]},{"parameter":0.8022034654283768,"point":[2.9692536588896807,1.757812510851394,0.42840717688126084],"uv_a":[6.139893056008326,1.7578125108281248],"uv_b":[-3.683329614471937,0.3192536588896808]},{"parameter":0.8301157546244821,"point":[2.971380414731811,1.7812500117864158,0.4133986343912045],"uv_a":[6.1449458871691025,1.7812500118124999],"uv_b":[-3.7389990986830637,0.3213804147318111]},{"parameter":0.8383562738540075,"point":[2.972027308682751,1.7880040337554903,0.4087220039129997],"uv_a":[6.146519607100946,1.7880040337221348],"uv_b":[-3.75542946126464,0.3220273086827512]},{"parameter":0.8591390958699285,"point":[2.973690380710923,1.8046875127598034,0.39644106703150683],"uv_a":[6.150650620365512,1.804687512796875],"uv_b":[-3.7968647741831014,0.32369038071092326]},{"parameter":0.8895198934483405,"point":[2.9761831302065995,1.8281250137344616,0.3772717527632513],"uv_a":[6.157094202032266,1.82812501378125],"uv_b":[-3.857430750095577,0.3261831302065996]},{"parameter":0.9215985578273392,"point":[2.9788582043878766,1.851562514786942,0.3555331182412742],"uv_a":[6.1643950877238165,1.851562514765625],"uv_b":[-3.921375506220962,0.3288582043878767]},{"parameter":0.9236796737648805,"point":[2.9790322399577196,1.8530341154545265,0.3540719041429702],"uv_a":[6.1648856016319,1.8530341154391263],"uv_b":[-3.9255231616222117,0.3290322399577197]},{"parameter":0.9558520465410321,"point":[2.9817151124528634,1.8750000157564846,0.33071889600382687],"uv_a":[6.172721158909179,1.87500001575],"uv_b":[-3.9896547802340145,0.33171511245286345]},{"parameter":0.9929894526388771,"point":[2.984753332289419,1.8984375166831107,0.30207208636967364],"uv_a":[6.182323686679556,1.898437516734375],"uv_b":[-4.063697530116034,0.33475333228941917]},{"parameter":0.9964672873319276,"point":[2.985032342842705,1.9005222687154175,0.2993023758744895],"uv_a":[6.183251596162853,1.9005222686682033],"uv_b":[-4.070630793533363,0.3350323428427049]},{"parameter":1.0341701918020378,"point":[2.9879723108865743,1.921875017739701,0.2683681601500001],"uv_a":[6.193609511793907,1.92187501771875],"uv_b":[-4.1458247159437835,0.3379723108865744]},{"parameter":1.0621307937509141,"point":[2.990025593501361,1.9361800657104595,0.24443189280520253],"uv_a":[6.2016175906938065,1.9361800656611843],"uv_b":[-4.201602163672502,0.3400255935013612]},{"parameter":1.081530484277304,"point":[2.99137146463429,1.945312518754148,0.2273692164378188],"uv_a":[6.207322823072767,1.9453125187031248],"uv_b":[-4.240310477615036,0.34137146463429024]},{"parameter":1.1233060883448023,"point":[2.994010307708874,1.962706951180748,0.18947896277030496],"uv_a":[6.21998358522476,1.9627069511839812],"uv_b":[-4.323719007011324,0.3440103077088743]},{"parameter":1.1399563130081112,"point":[2.9949501800369926,1.968750019662461,0.17399258344294688],"uv_a":[6.225155215538505,1.9687500196874999],"uv_b":[-4.356967891558006,0.34495018003699274]},{"parameter":1.1815666960635112,"point":[2.9969851414200517,1.9815806660152426,0.13446212146289366],"uv_a":[6.238349579755713,1.9815806660036719],"uv_b":[-4.440113025616254,0.34698514142005177]},{"parameter":1.229214087928075,"point":[2.998707814310851,1.9921875207229818,0.08804228752506559],"uv_a":[6.253833663689513,1.9921875206718749],"uv_b":[-4.535381530052305,0.3487078143108513]},{"parameter":1.2379835399870236,"point":[2.998949091222668,1.9936553977252123,0.07939992604383014],"uv_a":[6.256715574286667,1.9936553976847358],"uv_b":[-4.552914019133949,0.34894909122266826]},{"parameter":1.293380309955671,"point":[2.999901494675918,1.99940862801749,0.024310948999184546],"uv_a":[6.275081568817621,1.999408627997067],"uv_b":[-4.663747904226072,0.349901494675918]},{"parameter":1.348478677818362,"point":[2.9998420305338556,1.9990513081448087,-0.030786228130472493],"uv_a":[6.2934475633485745,1.9990513081483483],"uv_b":[-4.774000408416548,0.34984203053385565]},{"parameter":1.403955715116119,"point":[2.998770718853752,1.9925706287723952,-0.08587302104395379],"uv_a":[6.311813557879528,1.992570628843767],"uv_b":[-4.884990754064252,0.3487707188537521]},{"parameter":1.4061594509690132,"point":[2.9987078142710573,1.9921875206055155,-0.08804228885943374],"uv_a":[6.312536951121648,1.9921875206718749],"uv_b":[-4.889396433385479,0.34870781427105735]},{"parameter":1.4605334458072101,"point":[2.9966879209893302,1.9797275224690436,-0.1409308489857392],"uv_a":[6.330179552410482,1.9797275224787612],"uv_b":[-4.998122908279489,0.3466879209893303]},{"parameter":1.4954132906747397,"point":[2.9949501800535847,1.9687500197090473,-0.17399258317463864],"uv_a":[6.341215398725307,1.9687500196874999],"uv_b":[-5.067810068675873,0.3449501800535848]},{"parameter":1.519077735033578,"point":[2.9935943394688804,1.9600076838869414,-0.19594114092896384],"uv_a":[6.348545546941436,1.9600076838350269],"uv_b":[-5.115065608224227,0.3435943394688805]},{"parameter":1.5538428470629704,"point":[2.9913714645937475,1.9453125186461344,-0.22736921691606637],"uv_a":[6.359047791464718,1.9453125187031248],"uv_b":[-5.184467484104458,0.34137146459374756]},{"parameter":1.580688630748231,"point":[2.989491017758296,1.932500341259705,-0.25088534185181033],"uv_a":[6.36691154147239,1.932500341212875],"uv_b":[-5.238033575112214,0.33949101775829593]},{"parameter":1.601203330610856,"point":[2.987972310875444,1.92187501771164,-0.26836816025607485],"uv_a":[6.372761102606741,1.92187501771875],"uv_b":[-5.278953245034719,0.3379723108754442]},{"parameter":1.6423813938726104,"point":[2.9847533323182245,1.8984375167516232,-0.3020720861369931],"uv_a":[6.384046927584258,1.898437516734375],"uv_b":[-5.361080430199728,0.3347533323182246]},{"parameter":1.6470218030402053,"point":[2.9843793399091125,1.8956261424212553,-0.30574491900756773],"uv_a":[6.385277536003343,1.8956261424735315],"uv_b":[-5.370331090604577,0.3343793399091126]},{"parameter":1.679521568305571,"point":[2.9817151124391463,1.8750000157258093,-0.330718896100445],"uv_a":[6.39364945549147,1.87500001575],"uv_b":[-5.435123180720872,0.3317151124391464]},{"parameter":1.7137739258950988,"point":[2.9788582043731306,1.8515625147560555,-0.3555331183335919],"uv_a":[6.401975526676833,1.851562514765625],"uv_b":[-5.503402454722163,0.32885820437313074]},{"parameter":1.72091629919211,"point":[2.978261030091669,1.8464661071564765,-0.3605013684048319],"uv_a":[6.403643530534297,1.8464661071772088],"uv_b":[-5.517637304153507,0.32826103009166907]},{"parameter":1.745855408194644,"point":[2.9761831302425756,1.8281250138047276,-0.37727175256023615],"uv_a":[6.409276412231548,1.82812501378125],"uv_b":[-5.567347210301307,0.3261831302425757]},{"parameter":1.776236205779676,"point":[2.973690380748728,1.8046875128283095,-0.3964410668370696],"uv_a":[6.415719993898301,1.804687512796875],"uv_b":[-5.627913186240673,0.32369038074872813]},{"parameter":1.8052570859497412,"point":[2.971380414771232,1.7812500118523045,-0.41339863420470424],"uv_a":[6.421424727094712,1.7812500118124999],"uv_b":[-5.68577886176755,0.321380414771232]},{"parameter":1.808369739931587,"point":[2.971138152013541,1.778678880365249,-0.4151362205890914],"uv_a":[6.422009525065251,1.7786788803689406],"uv_b":[-5.691985295358635,0.32113815201354123]},{"parameter":1.8331704450667723,"point":[2.9692536588719127,1.75781251082419,-0.4284071769592079],"uv_a":[6.426477558392323,1.7578125108281248],"uv_b":[-5.741448346424442,0.3192536588719128]},{"parameter":1.8601681051630032,"point":[2.967310507022423,1.7343750098077526,-0.44166543316679185],"uv_a":[6.430944193926146,1.7343750098437498],"uv_b":[-5.795310137514503,0.31731050702242314]},{"parameter":1.8864055457423028,"point":[2.965551320193207,1.7109375088711614,-0.4533269982289724],"uv_a":[6.434875365859817,1.710937508859375],"uv_b":[-5.847672916520141,0.3155513201932072]},{"parameter":1.9120090455704917,"point":[2.9639764258193875,1.6875000078487399,-0.4635124023440469],"uv_a":[6.438310848287356,1.687500007875],"uv_b":[-5.89878851580742,0.31397642581938756]},{"parameter":1.9290726021117979,"point":[2.963013108223454,1.6716003485187807,-0.4696310471481647],"uv_a":[6.440375519596205,1.6716003485384285],"uv_b":[-5.932862850106976,0.31301310822345396]},{"parameter":1.9370861248056854,"point":[2.9625861179453747,1.6640625069029968,-0.472317153818279],"uv_a":[6.441282130487092,1.664062506890625],"uv_b":[-5.948867298501852,0.31258611794537483]},{"parameter":1.961723926228562,"point":[2.9613806564094936,1.6406250058879954,-0.47981726499148236],"uv_a":[6.443814253825877,1.6406250059062502],"uv_b":[-5.998088854693556,0.31138065640949364]},{"parameter":1.98600341357655,"point":[2.9603602671421374,1.6171875049176623,-0.48607313102983524],"uv_a":[6.445927099945645,1.6171875049218751],"uv_b":[-6.046609686225586,0.3103602671421375]},{"parameter":2.009995268121205,"point":[2.959525141510987,1.5937500039372514,-0.49113230067171487],"uv_a":[6.447636311541753,1.5937500039375],"uv_b":[-6.094568912988007,0.3095251415109872]},{"parameter":2.033763777858961,"point":[2.958875436413802,1.5703125029630696,-0.4950314655214878],"uv_a":[6.448953952739905,1.570312502953125],"uv_b":[-6.142092641717985,0.308875436413802]},{"parameter":2.0573685438247455,"point":[2.9584112739267834,1.5468750019634778,-0.49779788493640886],"uv_a":[6.449888982416442,1.54687500196875],"uv_b":[-6.1892974281383335,0.30841127392678347]},{"parameter":2.0808658793679835,"point":[2.9581327414962093,1.5234375009810819,-0.49945038153756327],"uv_a":[6.450447584386803,1.523437500984375],"uv_b":[-6.236293122088576,0.3081327414962094]},{"parameter":2.1043100077124057,"point":[2.958039891542615,1.5,-0.5000000000212772],"uv_a":[6.450633386413662,1.5],"uv_b":[-6.283185307179586,0.30803989154261524]},{"parameter":2.127754136056828,"point":[2.9581327414962093,1.4765624990189181,-0.49945038153756327],"uv_a":[6.450447584386803,1.476562499015625],"uv_b":[-6.330077492270597,0.3081327414962094]},{"parameter":2.151251471600066,"point":[2.9584112739267834,1.4531249980365222,-0.49779788493640886],"uv_a":[6.449888982416442,1.45312499803125],"uv_b":[-6.377073186220839,0.30841127392678347]},{"parameter":2.1748562375658507,"point":[2.958875436413802,1.4296874970369304,-0.4950314655214878],"uv_a":[6.448953952739905,1.429687497046875],"uv_b":[-6.424277972641187,0.308875436413802]},{"parameter":2.1986247473036062,"point":[2.959525141510987,1.4062499960627486,-0.49113230067171487],"uv_a":[6.447636311541753,1.4062499960625],"uv_b":[-6.471801701371166,0.3095251415109872]},{"parameter":2.2226166018482614,"point":[2.9603602671421374,1.3828124950823377,-0.48607313102983524],"uv_a":[6.445927099945645,1.3828124950781249],"uv_b":[-6.519760928133587,0.3103602671421375]},{"parameter":2.2468960891962495,"point":[2.9613806564094936,1.3593749941120046,-0.47981726499148236],"uv_a":[6.443814253825877,1.3593749940937498],"uv_b":[-6.5682817596656164,0.31138065640949364]},{"parameter":2.271533890619126,"point":[2.9625861179453747,1.3359374930970032,-0.472317153818279],"uv_a":[6.441282130487092,1.335937493109375],"uv_b":[-6.617503315857321,0.31258611794537483]},{"parameter":2.279547413313013,"point":[2.963013108223454,1.3283996514812193,-0.4696310471481647],"uv_a":[6.440375519596205,1.3283996514615715],"uv_b":[-6.6335077642521965,0.31301310822345396]},{"parameter":2.2966109698543193,"point":[2.9639764258193875,1.3124999921512601,-0.4635124023440469],"uv_a":[6.438310848287356,1.312499992125],"uv_b":[-6.667582098551753,0.31397642581938756]},{"parameter":2.322214469682508,"point":[2.965551320193207,1.2890624911288386,-0.4533269982289724],"uv_a":[6.434875365859817,1.289062491140625],"uv_b":[-6.718697697839032,0.3155513201932072]},{"parameter":2.3484519102618076,"point":[2.967310507022423,1.2656249901922474,-0.44166543316679185],"uv_a":[6.430944193926146,1.2656249901562502],"uv_b":[-6.77106047684467,0.31731050702242314]},{"parameter":2.3754495703580383,"point":[2.9692536588719127,1.24218748917581,-0.4284071769592079],"uv_a":[6.426477558392323,1.2421874891718752],"uv_b":[-6.82492226793473,0.3192536588719128]},{"parameter":2.4002502754932236,"point":[2.971138152013541,1.221321119634751,-0.4151362205890914],"uv_a":[6.422009525065251,1.2213211196310594],"uv_b":[-6.874385319000537,0.32113815201354123]},{"parameter":2.4033629294750694,"point":[2.971380414771232,1.2187499881476955,-0.41339863420470424],"uv_a":[6.421424727094712,1.2187499881875001],"uv_b":[-6.880591752591623,0.321380414771232]},{"parameter":2.4323838096451347,"point":[2.973690380748728,1.1953124871716905,-0.3964410668370696],"uv_a":[6.415719993898301,1.195312487203125],"uv_b":[-6.938457428118499,0.32369038074872813]},{"parameter":2.4627646072301665,"point":[2.9761831302425756,1.1718749861952724,-0.37727175256023615],"uv_a":[6.409276412231548,1.17187498621875],"uv_b":[-6.999023404057866,0.3261831302425757]},{"parameter":2.4877037162327005,"point":[2.978261030091669,1.1535338928435235,-0.3605013684048319],"uv_a":[6.403643530534297,1.1535338928227912],"uv_b":[-7.048733310205665,0.32826103009166907]},{"parameter":2.494846089529712,"point":[2.9788582043731306,1.1484374852439445,-0.3555331183335919],"uv_a":[6.401975526676833,1.148437485234375],"uv_b":[-7.062968159637009,0.32885820437313074]},{"parameter":2.5290984471192397,"point":[2.9817151124391463,1.1249999842741907,-0.330718896100445],"uv_a":[6.39364945549147,1.12499998425],"uv_b":[-7.1312474336383005,0.3317151124391464]},{"parameter":2.5615982123846055,"point":[2.9843793399091125,1.1043738575787447,-0.30574491900756773],"uv_a":[6.385277536003343,1.1043738575264685],"uv_b":[-7.196039523754595,0.3343793399091126]},{"parameter":2.5662386215522,"point":[2.9847533323182245,1.1015624832483768,-0.3020720861369931],"uv_a":[6.384046927584258,1.101562483265625],"uv_b":[-7.205290184159445,0.3347533323182246]},{"parameter":2.6074166848139546,"point":[2.987972310875444,1.07812498228836,-0.26836816025607485],"uv_a":[6.372761102606741,1.07812498228125],"uv_b":[-7.287417369324453,0.3379723108754442]},{"parameter":2.6279313846765793,"point":[2.989491017758296,1.067499658740295,-0.25088534185181033],"uv_a":[6.36691154147239,1.067499658787125],"uv_b":[-7.328337039246959,0.33949101775829593]},{"parameter":2.65477716836184,"point":[2.9913714645937475,1.0546874813538654,-0.22736921691606635],"uv_a":[6.359047791464718,1.054687481296875],"uv_b":[-7.381903130254716,0.34137146459374756]},{"parameter":2.6895422803912323,"point":[2.9935943394688804,1.0399923161130586,-0.19594114092896384],"uv_a":[6.348545546941436,1.0399923161649731],"uv_b":[-7.4513050061349455,0.3435943394688805]},{"parameter":2.7132067247500706,"point":[2.9949501800535847,1.0312499802909525,-0.1739925831746386],"uv_a":[6.341215398725307,1.0312499803125],"uv_b":[-7.498560545683301,0.3449501800535848]},{"parameter":2.7480865696176004,"point":[2.9966879209893302,1.020272477530956,-0.14093084898573915],"uv_a":[6.330179552410482,1.0202724775212384],"uv_b":[-7.568247706079684,0.3466879209893303]},{"parameter":2.802460564455797,"point":[2.9987078142710573,1.0078124793944845,-0.08804228885943374],"uv_a":[6.312536951121648,1.007812479328125],"uv_b":[-7.676974180973693,0.34870781427105735]},{"parameter":2.8046643003086915,"point":[2.998770718853752,1.0074293712276043,-0.08587302104395379],"uv_a":[6.311813557879528,1.0074293711562325],"uv_b":[-7.68137986029492,0.3487707188537521]},{"parameter":2.8601413376064486,"point":[2.9998420305338556,1.0009486918551913,-0.030786228130472493],"uv_a":[6.2934475633485745,1.0009486918516517],"uv_b":[-7.792370205942625,0.34984203053385565]},{"parameter":2.9152397054691397,"point":[2.999901494675918,1.00059137198251,0.024310948999184546],"uv_a":[6.275081568817621,1.000591372002933],"uv_b":[-7.902622710133101,0.349901494675918]},{"parameter":2.970636475437787,"point":[2.998949091222668,1.0063446022747877,0.07939992604383014],"uv_a":[6.256715574286667,1.0063446023152642],"uv_b":[-8.013456595225223,0.34894909122266826]},{"parameter":2.9794059274967357,"point":[2.998707814310851,1.007812479277018,0.08804228752506559],"uv_a":[6.253833663689513,1.007812479328125],"uv_b":[-8.030989084306867,0.3487078143108513]},{"parameter":3.0270533193612996,"point":[2.9969851414200517,1.0184193339847571,0.13446212146289355],"uv_a":[6.238349579755713,1.0184193339963277],"uv_b":[-8.126257588742918,0.34698514142005177]},{"parameter":3.0686637024167,"point":[2.9949501800369926,1.031249980337539,0.17399258344294682],"uv_a":[6.225155215538505,1.0312499803125],"uv_b":[-8.209402722801165,0.34495018003699274]},{"parameter":3.085313927080009,"point":[2.994010307708874,1.037293048819252,0.18947896277030496],"uv_a":[6.21998358522476,1.0372930488160188],"uv_b":[-8.242651607347849,0.3440103077088743]},{"parameter":3.127089531147507,"point":[2.99137146463429,1.054687481245852,0.2273692164378188],"uv_a":[6.207322823072767,1.054687481296875],"uv_b":[-8.326060136744136,0.34137146463429024]},{"parameter":3.146489221673897,"point":[2.990025593501361,1.06381993428954,0.24443189280520244],"uv_a":[6.2016175906938065,1.0638199343388153],"uv_b":[-8.36476845068667,0.3400255935013612]}],"residual_tolerance":1.575e-8,"surfaces":[8,16],"uv_tubes":[[{"hi":6.202535890420376,"lo":6.182333296436283},{"hi":1.0792968573304726,"lo":1.0535156062476523},{"hi":-1.970028248049648,"lo":-2.2489154866932384},{"hi":0.3441321587309347,"lo":0.3338657456570009}],[{"hi":6.202535890420376,"lo":6.182333296436283},{"hi":1.1027343583148477,"lo":1.0769531072320273},{"hi":-1.9869727464149602,"lo":-2.3629423584670652},{"hi":0.3438522469743135,"lo":0.3291524067549658}],[{"hi":6.184169895889422,"lo":6.1639673019053305},{"hi":1.1027343583148477,"lo":1.0769531072320273},{"hi":-2.1986879868115645,"lo":-2.2333543038982113},{"hi":0.3355903639492763,"lo":0.33419531118284773}],[{"hi":6.184169895889422,"lo":6.1639673019053305},{"hi":1.1261718592992227,"lo":1.1003906082164023},{"hi":-2.0714022772995144,"lo":-2.44161602670961},{"hi":0.3408297719625306,"lo":0.325638672779752}],[{"hi":6.184169895889422,"lo":6.1639673019053305},{"hi":1.149609360283598,"lo":1.1238281092007771},{"hi":-2.165267289721966,"lo":-2.48592538278098},{"hi":0.33708085744315097,"lo":0.32366649496743216}],[{"hi":6.165803901358469,"lo":6.145601307374377},{"hi":1.149609360283598,"lo":1.1238281092007771},{"hi":-2.349366834754875,"lo":-2.370105111761124},{"hi":0.3293803110974056,"lo":0.3285101332481908}],[{"hi":6.165803901358469,"lo":6.145601307374377},{"hi":1.173046861267973,"lo":1.1472656101851522},{"hi":-2.233920288707855,"lo":-2.5536440693347786},{"hi":0.3342083527504309,"lo":0.3208329818440454}],[{"hi":6.165803901358469,"lo":6.145601307374377},{"hi":1.196484362252348,"lo":1.1707031111695272},{"hi":-2.3046226052590577,"lo":-2.607452484821436},{"hi":0.3311686291979523,"lo":0.31870488171957057}],[{"hi":6.165803901358469,"lo":6.145601307374377},{"hi":1.2199218632367232,"lo":1.194140612153902},{"hi":-2.4034499071595623,"lo":-2.6106264717518686},{"hi":0.3270165247672674,"lo":0.3187011646264071}],[{"hi":6.147437906827515,"lo":6.127235312843423},{"hi":1.2199218632367232,"lo":1.194140612153902},{"hi":-2.494895120751793,"lo":-2.5770469336596755},{"hi":0.3233210965846314,"lo":0.32008662682993094}],[{"hi":6.147437906827515,"lo":6.127235312843423},{"hi":1.2433593642210983,"lo":1.217578113138277},{"hi":-2.432847240074269,"lo":-2.7111946611299027},{"hi":0.3256339264160717,"lo":0.31500014720542024}],[{"hi":6.147437906827515,"lo":6.127235312843423},{"hi":1.2667968652054735,"lo":1.2410156141226518},{"hi":-2.492132110504283,"lo":-2.761441066012699},{"hi":0.3231399625875597,"lo":0.3134242033428625}],[{"hi":6.147437906827515,"lo":6.127235312843423},{"hi":1.2902343661898483,"lo":1.2644531151070268},{"hi":-2.5489919254324622,"lo":-2.810805821374638},{"hi":0.3208288807602391,"lo":0.3120329464614948}],[{"hi":6.147437906827515,"lo":6.127235312843423},{"hi":1.3136718671742234,"lo":1.2878906160914017},{"hi":-2.6068106928658734,"lo":-2.854984618195609},{"hi":0.318614136976906,"lo":0.3109570949871223}],[{"hi":6.129071912296562,"lo":6.108869318312469},{"hi":1.3136718671742234,"lo":1.2878906160914017},{"hi":-2.7527534199402894,"lo":-2.7601574902488526},{"hi":0.314106883671883,"lo":0.313889453949765}],[{"hi":6.129071912296562,"lo":6.108869318312469},{"hi":1.3371093681585986,"lo":1.3113281170757765},{"hi":-2.6570382964473946,"lo":-2.9074322106424764},{"hi":0.3167570416505394,"lo":0.30980550212072133}],[{"hi":6.129071912296562,"lo":6.108869318312469},{"hi":1.3605468691429734,"lo":1.3347656180601515},{"hi":-2.70883153282399,"lo":-2.9549393131751245},{"hi":0.3149970409391556,"lo":0.308969733422888}],[{"hi":6.129071912296562,"lo":6.108869318312469},{"hi":1.3839843701273484,"lo":1.3582031190445263},{"hi":-2.759454537947538,"lo":-3.0020586956653696},{"hi":0.31342143496358954,"lo":0.3083194886281033}],[{"hi":6.129071912296562,"lo":6.108869318312469},{"hi":1.4074218711117237,"lo":1.381640620028901},{"hi":-2.809098579030347,"lo":-3.048894712900072},{"hi":0.3120305184241783,"lo":0.3078548902694771}],[{"hi":6.129071912296562,"lo":6.108869318312469},{"hi":1.4308593720960987,"lo":1.4050781210132761},{"hi":-2.857928801641447,"lo":-3.095547445918285},{"hi":0.3108245518608821,"lo":0.3075760260370708}],[{"hi":6.129071912296562,"lo":6.108869318312469},{"hi":1.454296873080474,"lo":1.428515621997651},{"hi":-2.906090415571581,"lo":-3.1421143471615025},{"hi":0.3098037612049249,"lo":0.3074829491091009}],[{"hi":6.129071912296562,"lo":6.108869318312469},{"hi":1.477734374064849,"lo":1.451953122982026},{"hi":-2.9537133866020433,"lo":-3.18869185641077},{"hi":0.3089683388084392,"lo":0.30757567665591745}],[{"hi":6.129071912296562,"lo":6.108869318312469},{"hi":1.501171875049224,"lo":1.475390623966401},{"hi":-3.0009160982822514,"lo":-3.235377023794821},{"hi":0.30831844149249,"lo":0.3078541915535804}],[{"hi":6.129071912296562,"lo":6.108869318312469},{"hi":1.5246093760335993,"lo":1.4988281249507758},{"hi":-3.0478082833847653,"lo":-3.282269208897335},{"hi":0.30831844149249,"lo":0.3078541915535804}],[{"hi":6.129071912296562,"lo":6.108869318312469},{"hi":1.5480468770179743,"lo":1.5222656259351508},{"hi":-3.0944934507688164,"lo":-3.329471920577543},{"hi":0.3089683388084392,"lo":0.30757567665591745}],[{"hi":6.129071912296562,"lo":6.108869318312469},{"hi":1.5714843780023493,"lo":1.5457031269195258},{"hi":-3.1410709600180837,"lo":-3.3770948916080052},{"hi":0.3098037612049249,"lo":0.3074829491091009}],[{"hi":6.129071912296562,"lo":6.108869318312469},{"hi":1.5949218789867246,"lo":1.5691406279039006},{"hi":-3.1876378612613014,"lo":-3.4252565055381394},{"hi":0.3108245518608821,"lo":0.3075760260370708}],[{"hi":6.129071912296562,"lo":6.108869318312469},{"hi":1.6183593799710996,"lo":1.5925781288882757},{"hi":-3.234290594279514,"lo":-3.4740867281492394},{"hi":0.3120305184241783,"lo":0.3078548902694771}],[{"hi":6.129071912296562,"lo":6.108869318312469},{"hi":1.6417968809554748,"lo":1.6160156298726505},{"hi":-3.2811266115142166,"lo":-3.5237307692320483},{"hi":0.31342143496358954,"lo":0.3083194886281033}],[{"hi":6.129071912296562,"lo":6.108869318312469},{"hi":1.6652343819398496,"lo":1.6394531308570255},{"hi":-3.3282459940044617,"lo":-3.5743537743555964},{"hi":0.3149970409391556,"lo":0.308969733422888}],[{"hi":6.129071912296562,"lo":6.108869318312469},{"hi":1.6886718829242247,"lo":1.6628906318414003},{"hi":-3.37575309653711,"lo":-3.6261470107321916},{"hi":0.3167570416505394,"lo":0.30980550212072133}],[{"hi":6.129071912296562,"lo":6.108869318312469},{"hi":1.7121093839086,"lo":1.686328132825775},{"hi":-3.5230278169307336,"lo":-3.530431887239297},{"hi":0.314106883671883,"lo":0.313889453949765}],[{"hi":6.147437906827515,"lo":6.127235312843423},{"hi":1.7121093839086,"lo":1.686328132825775},{"hi":-3.4282006889839773,"lo":-3.676374614313713},{"hi":0.318614136976906,"lo":0.3109570949871223}],[{"hi":6.147437906827515,"lo":6.127235312843423},{"hi":1.7355468848929747,"lo":1.7097656338101501},{"hi":-3.4723794858049484,"lo":-3.734193381747124},{"hi":0.3208288807602391,"lo":0.3120329464614948}],[{"hi":6.147437906827515,"lo":6.127235312843423},{"hi":1.7589843858773497,"lo":1.733203134794525},{"hi":-3.5217442411668873,"lo":-3.7910531966753034},{"hi":0.3231399625875597,"lo":0.3134242033428625}],[{"hi":6.147437906827515,"lo":6.127235312843423},{"hi":1.782421886861725,"lo":1.7566406357788997},{"hi":-3.5719906460496835,"lo":-3.850338067105317},{"hi":0.3256339264160717,"lo":0.31500014720542024}],[{"hi":6.147437906827515,"lo":6.127235312843423},{"hi":1.8058593878461,"lo":1.7800781367632748},{"hi":-3.7061383735199107,"lo":-3.788290186427793},{"hi":0.3233210965846314,"lo":0.32008662682993094}],[{"hi":6.165803901358469,"lo":6.145601307374377},{"hi":1.8058593878461,"lo":1.7800781367632748},{"hi":-3.6725588354277177,"lo":-3.879735400020024},{"hi":0.3270165247672674,"lo":0.3187011646264071}],[{"hi":6.165803901358469,"lo":6.145601307374377},{"hi":1.8292968888304753,"lo":1.8035156377476496},{"hi":-3.67573282235815,"lo":-3.9785627019205285},{"hi":0.3311686291979523,"lo":0.31870488171957057}],[{"hi":6.165803901358469,"lo":6.145601307374377},{"hi":1.8527343898148503,"lo":1.8269531387320246},{"hi":-3.7295412378448076,"lo":-4.049265018471731},{"hi":0.3342083527504309,"lo":0.3208329818440454}],[{"hi":6.165803901358469,"lo":6.145601307374377},{"hi":1.8761718907992253,"lo":1.8503906397163996},{"hi":-3.913080195418462,"lo":-3.9338184724247114},{"hi":0.3293803110974056,"lo":0.3285101332481908}],[{"hi":6.184169895889422,"lo":6.1639673019053305},{"hi":1.8761718907992253,"lo":1.8503906397163996},{"hi":-3.797259924398606,"lo":-4.117918017457621},{"hi":0.33708085744315097,"lo":0.32366649496743216}],[{"hi":6.184169895889422,"lo":6.1639673019053305},{"hi":1.8996093917836006,"lo":1.8738281407007744},{"hi":-3.8415692804699755,"lo":-4.211783029880073},{"hi":0.3408297719625306,"lo":0.325638672779752}],[{"hi":6.184169895889422,"lo":6.1639673019053305},{"hi":1.9230468927679756,"lo":1.8972656416851494},{"hi":-4.049831003281376,"lo":-4.084497320368021},{"hi":0.3355903639492763,"lo":0.33419531118284773}],[{"hi":6.202535890420376,"lo":6.182333296436283},{"hi":1.9230468927679756,"lo":1.8972656416851494},{"hi":-3.920242948712522,"lo":-4.296212560764625},{"hi":0.3438522469743135,"lo":0.3291524067549658}],[{"hi":6.202535890420376,"lo":6.182333296436283},{"hi":1.9464843937523504,"lo":1.9207031426695245},{"hi":-4.034269820486347,"lo":-4.313157059129938},{"hi":0.3441321587309347,"lo":0.3338657456570009}],[{"hi":6.2209018849513305,"lo":6.200699290967236},{"hi":1.9464843937523504,"lo":1.9207031426695245},{"hi":-4.124185535787432,"lo":-4.317727105500106},{"hi":0.34406320690014836,"lo":0.3373338512355031}],[{"hi":6.2209018849513305,"lo":6.200699290967236},{"hi":1.9699218947367256,"lo":1.944140643653899},{"hi":-4.073493418822462,"lo":-4.490536065803898},{"hi":0.34928799385804243,"lo":0.3360937784851221}],[{"hi":6.239267879482283,"lo":6.21906528549819},{"hi":1.9699218947367256,"lo":1.944140643653899},{"hi":-4.257221237917959,"lo":-4.423465660651371},{"hi":0.3468299246932296,"lo":0.34213056305263745}],[{"hi":6.239267879482283,"lo":6.21906528549819},{"hi":1.9933593957211007,"lo":1.967578144638274},{"hi":-4.19067762344151,"lo":-4.60640329373275},{"hi":0.35105506418616983,"lo":0.3408802572708747}],[{"hi":6.257633874013237,"lo":6.237431280029143},{"hi":1.9933593957211007,"lo":1.967578144638274},{"hi":-4.249576016744152,"lo":-4.725918538924407},{"hi":0.35215316009245035,"lo":0.3435397956384527}],[{"hi":6.257633874013237,"lo":6.237431280029143},{"hi":2.0167968967054755,"lo":1.9910156456226489},{"hi":-4.500316551889018,"lo":-4.5879789972972365},{"hi":0.3494316450463022,"lo":0.34822526048721736}],[{"hi":6.275999868544191,"lo":6.255797274560097},{"hi":2.0167968967054755,"lo":1.9910156456226489},{"hi":-4.331246248949704,"lo":-4.885415674410317},{"hi":0.35180630158241755,"lo":0.34704428431616874}],[{"hi":6.294365863075145,"lo":6.2741632690910505},{"hi":2.0167968967054755,"lo":1.9910156456226489},{"hi":-4.4432428958451196,"lo":-4.9945054167975},{"hi":0.35002042296004277,"lo":0.3497231022497309}],[{"hi":6.3127318576060985,"lo":6.292529263622004},{"hi":2.0167968967054755,"lo":1.9910156456226489},{"hi":-4.552019717121139,"lo":-5.106971445359661},{"hi":0.35198465389406275,"lo":0.346628095493545}],[{"hi":6.331097852137052,"lo":6.310895258152958},{"hi":2.0167968967054755,"lo":1.9910156456226489},{"hi":-4.876179395421798,"lo":-4.898207792027933},{"hi":0.3488965280191416,"lo":0.34858200510566784}],[{"hi":6.331097852137052,"lo":6.310895258152958},{"hi":1.9933593957211007,"lo":1.967578144638274},{"hi":-4.671943483597459,"lo":-5.21557585806751},{"hi":0.3527476008345114,"lo":0.34264813442587627}],[{"hi":6.349463846668006,"lo":6.329261252683912},{"hi":1.9933593957211007,"lo":1.967578144638274},{"hi":-4.858748587486723,"lo":-5.207184389468639},{"hi":0.35016340286082137,"lo":0.34147469818209375}],[{"hi":6.349463846668006,"lo":6.329261252683912},{"hi":1.9699218947367256,"lo":1.944140643653899},{"hi":-4.973298989579164,"lo":-5.2095766873209355},{"hi":0.34766186122299336,"lo":0.34088265829947195}],[{"hi":6.36782984119896,"lo":6.347627247214866},{"hi":1.9699218947367256,"lo":1.944140643653899},{"hi":-4.976261856463766,"lo":-5.323271235864919},{"hi":0.3480400892191464,"lo":0.33692571484348166}],[{"hi":6.36782984119896,"lo":6.347627247214866},{"hi":1.9464843937523504,"lo":1.9207031426695245},{"hi":-5.077335302088946,"lo":-5.345165757127726},{"hi":0.34513235826465083,"lo":0.33573012408739267}],[{"hi":6.386195835729914,"lo":6.365993241745819},{"hi":1.9464843937523504,"lo":1.9207031426695245},{"hi":-5.156194235267202,"lo":-5.36079258487973},{"hi":0.34252843152399937,"lo":0.3349348971097408}],[{"hi":6.386195835729914,"lo":6.365993241745819},{"hi":1.9230468927679756,"lo":1.8972656416851494},{"hi":-5.114698874704702,"lo":-5.525334800529745},{"hi":0.3444102679898835,"lo":0.3283153752037853}],[{"hi":6.386195835729914,"lo":6.365993241745819},{"hi":1.8996093917836006,"lo":1.8738281407007744},{"hi":-5.342579109390028,"lo":-5.388832411414277},{"hi":0.3355013171364485,"lo":0.3336313550908887}],[{"hi":6.404561830260867,"lo":6.384359236276773},{"hi":1.8996093917836006,"lo":1.8738281407007744},{"hi":-5.240746910371988,"lo":-5.564707360953461},{"hi":0.339707794849045,"lo":0.32638665749921403}],[{"hi":6.404561830260867,"lo":6.384359236276773},{"hi":1.8761718907992253,"lo":1.8503906397163996},{"hi":-5.298564632718289,"lo":-5.639961002724746},{"hi":0.3374289285711778,"lo":0.32314438824109937}],[{"hi":6.404561830260867,"lo":6.384359236276773},{"hi":1.8527343898148503,"lo":1.8269531387320246},{"hi":-5.474932755859475,"lo":-5.546107003016195},{"hi":0.33005255293605407,"lo":0.32706668152874574}],[{"hi":6.422927824791821,"lo":6.402725230807727},{"hi":1.8527343898148503,"lo":1.8269531387320246},{"hi":-5.4182174918579085,"lo":-5.666767022596906},{"hi":0.33241682978985576,"lo":0.32202733054438903}],[{"hi":6.422927824791821,"lo":6.402725230807727},{"hi":1.8292968888304753,"lo":1.8035156377476496},{"hi":-5.4462152584225745,"lo":-5.749045138119405},{"hi":0.3311686292302709,"lo":0.31870488176103295}],[{"hi":6.422927824791821,"lo":6.402725230807727},{"hi":1.8058593878461,"lo":1.7800781367632748},{"hi":-5.51218183518692,"lo":-5.801510212821303},{"hi":0.32831031270372035,"lo":0.3167604828162398}],[{"hi":6.422927824791821,"lo":6.402725230807727},{"hi":1.782421886861725,"lo":1.7566406357788997},{"hi":-5.673365994585379,"lo":-5.704398162540806},{"hi":0.3218649402866136,"lo":0.32065362649815965}],[{"hi":6.441293819322775,"lo":6.421091225338681},{"hi":1.782421886861725,"lo":1.7566406357788997},{"hi":-5.593059193227021,"lo":-5.840374448556056},{"hi":0.32490713829679807,"lo":0.315484672588656}],[{"hi":6.441293819322775,"lo":6.421091225338681},{"hi":1.7589843858773497,"lo":1.733203134794525},{"hi":-5.633724764244321,"lo":-5.903033719694624},{"hi":0.32313996257089217,"lo":0.3134242033234438}],[{"hi":6.441293819322775,"lo":6.421091225338681},{"hi":1.7355468848929747,"lo":1.7097656338101501},{"hi":-5.690584579503226,"lo":-5.952398474531417},{"hi":0.320828880680855,"lo":0.3120329465347753}],[{"hi":6.441293819322775,"lo":6.421091225338681},{"hi":1.7121093839086,"lo":1.686328132825775},{"hi":-5.7454417179455834,"lo":-6.001019714381977},{"hi":0.31870110894084647,"lo":0.3108266370717483}],[{"hi":6.441293819322775,"lo":6.421091225338681},{"hi":1.6886718829242247,"lo":1.6628906318414003},{"hi":-5.830639847208307,"lo":-6.001011518706089},{"hi":0.31590306101125476,"lo":0.31108647303158676}],[{"hi":6.459659813853729,"lo":6.4394572198696345},{"hi":1.6886718829242247,"lo":1.6628906318414003},{"hi":-5.900853953317225,"lo":-5.980876195291603},{"hi":0.3138670887796122,"lo":0.31173213738921657}],[{"hi":6.459659813853729,"lo":6.4394572198696345},{"hi":1.6652343819398496,"lo":1.6394531308570255},{"hi":-5.850424186118443,"lo":-6.096531967076965},{"hi":0.3149970410171372,"lo":0.30896973333773126}],[{"hi":6.459659813853729,"lo":6.4394572198696345},{"hi":1.6417968809554748,"lo":1.6160156298726505},{"hi":-5.901047191629496,"lo":-6.143651349289645},{"hi":0.31342143494420593,"lo":0.3083194886074252}],[{"hi":6.459659813853729,"lo":6.4394572198696345},{"hi":1.6183593799710996,"lo":1.5925781288882757},{"hi":-5.950691232700744,"lo":-6.190487366512849},{"hi":0.3120305184044381,"lo":0.3078548902486866}],[{"hi":6.459659813853729,"lo":6.4394572198696345},{"hi":1.5949218789867246,"lo":1.5691406279039006},{"hi":-5.99952145552805,"lo":-6.237140099177942},{"hi":0.3108245517053576,"lo":0.3075760262194316}],[{"hi":6.459659813853729,"lo":6.4394572198696345},{"hi":1.5714843780023493,"lo":1.5457031269195258},{"hi":-6.047683068877289,"lo":-6.28370700097903},{"hi":0.30980376138783905,"lo":0.3074829489527464}],[{"hi":6.459659813853729,"lo":6.4394572198696345},{"hi":1.5480468770179743,"lo":1.5222656259351508},{"hi":-6.095306040237849,"lo":-6.33028450998906},{"hi":0.3089683387879316,"lo":0.30757567663506125}],[{"hi":6.459659813853729,"lo":6.4394572198696345},{"hi":1.5246093760335993,"lo":1.4988281249507758},{"hi":-6.142508751906554,"lo":-6.376969677361608},{"hi":0.3083184414033977,"lo":0.30785419163542693}],[{"hi":6.459659813853729,"lo":6.4394572198696345},{"hi":1.501171875049224,"lo":1.475390623966401},{"hi":-6.189400936997565,"lo":-6.423861862452618},{"hi":0.3083184414033977,"lo":0.30785419163542693}],[{"hi":6.459659813853729,"lo":6.4394572198696345},{"hi":1.477734374064849,"lo":1.451953122982026},{"hi":-6.236086104370113,"lo":-6.471064574121323},{"hi":0.3089683387879316,"lo":0.30757567663506125}],[{"hi":6.459659813853729,"lo":6.4394572198696345},{"hi":1.454296873080474,"lo":1.428515621997651},{"hi":-6.282663613380143,"lo":-6.518687545481884},{"hi":0.30980376138783905,"lo":0.3074829489527464}],[{"hi":6.459659813853729,"lo":6.4394572198696345},{"hi":1.4308593720960987,"lo":1.4050781210132761},{"hi":-6.32923051518123,"lo":-6.566849158831123},{"hi":0.3108245517053576,"lo":0.3075760262194316}],[{"hi":6.459659813853729,"lo":6.4394572198696345},{"hi":1.4074218711117237,"lo":1.381640620028901},{"hi":-6.375883247846324,"lo":-6.6156793816584285},{"hi":0.3120305184044381,"lo":0.3078548902486866}],[{"hi":6.459659813853729,"lo":6.4394572198696345},{"hi":1.3839843701273484,"lo":1.3582031190445263},{"hi":-6.422719265069527,"lo":-6.665323422729676},{"hi":0.31342143494420593,"lo":0.3083194886074252}],[{"hi":6.459659813853729,"lo":6.4394572198696345},{"hi":1.3605468691429734,"lo":1.3347656180601515},{"hi":-6.469838647282208,"lo":-6.71594642824073},{"hi":0.3149970410171372,"lo":0.30896973333773126}],[{"hi":6.459659813853729,"lo":6.4394572198696345},{"hi":1.3371093681585986,"lo":1.3113281170757765},{"hi":-6.58549441906757,"lo":-6.665516661041948},{"hi":0.3138670887796122,"lo":0.31173213738921657}],[{"hi":6.441293819322775,"lo":6.421091225338681},{"hi":1.3371093681585986,"lo":1.3113281170757765},{"hi":-6.565359095653084,"lo":-6.735730767150866},{"hi":0.31590306101125476,"lo":0.31108647303158676}],[{"hi":6.441293819322775,"lo":6.421091225338681},{"hi":1.3136718671742234,"lo":1.2878906160914017},{"hi":-6.5653508999771955,"lo":-6.820928896413589},{"hi":0.31870110894084647,"lo":0.3108266370717483}],[{"hi":6.441293819322775,"lo":6.421091225338681},{"hi":1.2902343661898483,"lo":1.2644531151070268},{"hi":-6.613972139827755,"lo":-6.875786034855946},{"hi":0.320828880680855,"lo":0.3120329465347753}],[{"hi":6.441293819322775,"lo":6.421091225338681},{"hi":1.2667968652054735,"lo":1.2410156141226518},{"hi":-6.663336894664549,"lo":-6.932645850114851},{"hi":0.32313996257089217,"lo":0.3134242033234438}],[{"hi":6.441293819322775,"lo":6.421091225338681},{"hi":1.2433593642210983,"lo":1.217578113138277},{"hi":-6.725996165803116,"lo":-6.973311421132151},{"hi":0.32490713829679807,"lo":0.315484672588656}],[{"hi":6.422927824791821,"lo":6.402725230807727},{"hi":1.2433593642210983,"lo":1.217578113138277},{"hi":-6.8619724518183665,"lo":-6.8930046197737935},{"hi":0.3218649402866136,"lo":0.32065362649815965}],[{"hi":6.422927824791821,"lo":6.402725230807727},{"hi":1.2199218632367232,"lo":1.194140612153902},{"hi":-6.764860401537869,"lo":-7.054188779172253},{"hi":0.32831031270372035,"lo":0.3167604828162398}],[{"hi":6.422927824791821,"lo":6.402725230807727},{"hi":1.196484362252348,"lo":1.1707031111695272},{"hi":-6.817325476239767,"lo":-7.120155355936598},{"hi":0.3311686292302709,"lo":0.31870488176103295}],[{"hi":6.422927824791821,"lo":6.402725230807727},{"hi":1.173046861267973,"lo":1.1472656101851522},{"hi":-6.899603591762267,"lo":-7.148153122501264},{"hi":0.33241682978985576,"lo":0.32202733054438903}],[{"hi":6.404561830260867,"lo":6.384359236276773},{"hi":1.173046861267973,"lo":1.1472656101851522},{"hi":-7.020263611342977,"lo":-7.091437858499697},{"hi":0.33005255293605407,"lo":0.32706668152874574}],[{"hi":6.404561830260867,"lo":6.384359236276773},{"hi":1.149609360283598,"lo":1.1238281092007771},{"hi":-6.926409611634426,"lo":-7.267805981640883},{"hi":0.3374289285711778,"lo":0.32314438824109937}],[{"hi":6.404561830260867,"lo":6.384359236276773},{"hi":1.1261718592992227,"lo":1.1003906082164023},{"hi":-7.001663253405711,"lo":-7.325623703987184},{"hi":0.339707794849045,"lo":0.32638665749921403}],[{"hi":6.386195835729914,"lo":6.365993241745819},{"hi":1.1261718592992227,"lo":1.1003906082164023},{"hi":-7.177538202944896,"lo":-7.223791504969144},{"hi":0.3355013171364485,"lo":0.3336313550908887}],[{"hi":6.386195835729914,"lo":6.365993241745819},{"hi":1.1027343583148477,"lo":1.0769531072320273},{"hi":-7.041035813829428,"lo":-7.45167173965447},{"hi":0.3444102679898835,"lo":0.3283153752037853}],[{"hi":6.386195835729914,"lo":6.365993241745819},{"hi":1.0792968573304726,"lo":1.0535156062476523},{"hi":-7.205578029479442,"lo":-7.41017637909197},{"hi":0.34252843152399937,"lo":0.3349348971097408}],[{"hi":6.36782984119896,"lo":6.347627247214866},{"hi":1.0792968573304726,"lo":1.0535156062476523},{"hi":-7.221204857231445,"lo":-7.48903531227023},{"hi":0.34513235826465083,"lo":0.33573012408739267}],[{"hi":6.36782984119896,"lo":6.347627247214866},{"hi":1.0558593563460974,"lo":1.0300781052632775},{"hi":-7.243099378494256,"lo":-7.590108757895405},{"hi":0.3480400892191464,"lo":0.33692571484348166}],[{"hi":6.349463846668006,"lo":6.329261252683912},{"hi":1.0558593563460974,"lo":1.0300781052632775},{"hi":-7.356793927038235,"lo":-7.593071624780011},{"hi":0.34766186122299336,"lo":0.34088265829947195}],[{"hi":6.349463846668006,"lo":6.329261252683912},{"hi":1.0324218553617224,"lo":1.0066406042789025},{"hi":-7.359186224890534,"lo":-7.707622026872451},{"hi":0.35016340286082137,"lo":0.34147469818209375}],[{"hi":6.331097852137052,"lo":6.310895258152958},{"hi":1.0324218553617224,"lo":1.0066406042789025},{"hi":-7.350794756291665,"lo":-7.894427130761712},{"hi":0.3527476008345114,"lo":0.34264813442587627}],[{"hi":6.331097852137052,"lo":6.310895258152958},{"hi":1.0089843543773471,"lo":0.9832031032945276},{"hi":-7.668162822331239,"lo":-7.6901912189373745},{"hi":0.3488965280191416,"lo":0.34858200510566784}],[{"hi":6.3127318576060985,"lo":6.292529263622004},{"hi":1.0089843543773471,"lo":0.9832031032945276},{"hi":-7.459399168999512,"lo":-8.014350897238034},{"hi":0.35198465389406275,"lo":0.346628095493545}],[{"hi":6.294365863075145,"lo":6.2741632690910505},{"hi":1.0089843543773471,"lo":0.9832031032945276},{"hi":-7.571865197561673,"lo":-8.123127718514052},{"hi":0.35002042296004277,"lo":0.3497231022497309}],[{"hi":6.275999868544191,"lo":6.255797274560097},{"hi":1.0089843543773471,"lo":0.9832031032945276},{"hi":-7.6809549399488555,"lo":-8.235124365409469},{"hi":0.35180630158241755,"lo":0.34704428431616874}],[{"hi":6.257633874013237,"lo":6.237431280029143},{"hi":1.0089843543773471,"lo":0.9832031032945276},{"hi":-7.978391617061936,"lo":-8.066054062470155},{"hi":0.3494316450463022,"lo":0.34822526048721736}],[{"hi":6.257633874013237,"lo":6.237431280029143},{"hi":1.0324218553617224,"lo":1.0066406042789025},{"hi":-7.840452075434765,"lo":-8.31679459761502},{"hi":0.35215316009245035,"lo":0.3435397956384527}],[{"hi":6.239267879482283,"lo":6.21906528549819},{"hi":1.0324218553617224,"lo":1.0066406042789025},{"hi":-7.959967320626424,"lo":-8.37569299091766},{"hi":0.35105506418616983,"lo":0.3408802572708747}],[{"hi":6.239267879482283,"lo":6.21906528549819},{"hi":1.0558593563460974,"lo":1.0300781052632775},{"hi":-8.142904953707799,"lo":-8.309149376441216},{"hi":0.3468299246932296,"lo":0.34213056305263745}],[{"hi":6.2209018849513305,"lo":6.200699290967236},{"hi":1.0558593563460974,"lo":1.0300781052632775},{"hi":-8.075834548555274,"lo":-8.49287719553671},{"hi":0.34928799385804243,"lo":0.3360937784851221}],[{"hi":6.2209018849513305,"lo":6.200699290967236},{"hi":1.0792968573304726,"lo":1.0535156062476523},{"hi":-8.248643508859068,"lo":-8.442185078571738},{"hi":0.34406320690014836,"lo":0.3373338512355031}]]}],"pcurves":[{"direction":[0.6967067093471652,0.717356090899523],"kind":"Line2","origin":[1.8811081152373468,1.9368614454287116]},{"axis_a":[3.0,0.0],"axis_b":[0.0,-3.0],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[3.0,0.0],"axis_b":[0.0,-3.0],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[3.0,0.0],"axis_b":[0.0,-3.0],"kind":"Conic2","origin":[0.0,0.0]},{"direction":[-0.6967067093471659,0.7173560908995223],"kind":"Line2","origin":[2.0901201280414963,-2.152068272698568]},{"axis_a":[2.7,0.0],"axis_b":[0.0,-2.7],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[2.7,0.0],"axis_b":[0.0,-2.7],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[2.7,0.0],"axis_b":[0.0,-2.7],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[2.7,0.0],"axis_b":[0.0,2.7],"kind":"Conic2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.465765601187591,-1.1]},{"axis_a":[3.0,0.0],"axis_b":[0.0,3.0],"kind":"Conic2","origin":[0.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.598076211353316,-1.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.244994432064365,1.5]},{"axis_a":[3.0,0.0],"axis_b":[0.0,-3.0],"kind":"Conic2","origin":[0.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.7910571473905725,1.1]},{"axis_a":[2.7,0.0],"axis_b":[0.0,-2.7],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[2.7,0.0],"axis_b":[0.0,2.7],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[2.7,0.0],"axis_b":[0.0,2.7],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[2.7,0.0],"axis_b":[0.0,2.7],"kind":"Conic2","origin":[0.0,0.0]},{"direction":[0.6967067093471659,0.7173560908995223],"kind":"Line2","origin":[1.8811081152373468,1.9368614454287116]},{"axis_a":[3.0,0.0],"axis_b":[0.0,3.0],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[3.0,0.0],"axis_b":[0.0,3.0],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[3.0,0.0],"axis_b":[0.0,3.0],"kind":"Conic2","origin":[0.0,0.0]},{"direction":[-0.6967067093471652,0.717356090899523],"kind":"Line2","origin":[2.0901201280414963,-2.1520682726985685]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[5.6941543369633125,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[5.6941543369633125,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[5.6941543369633125,1.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[5.483185307179586,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[5.483185307179586,1.5]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[5.483185307179586,1.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[5.863571923609742,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[5.6941543369633125,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[7.083185307179586,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[7.083185307179586,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[7.083185307179586,1.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[5.863571923609742,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[5.863571923609742,1.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[5.863571923609742,0.0]},{"direction":[-1.0000000000000002,0.0],"kind":"Line2","origin":[0.29999999999999966,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.29999999999999966,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.29999999999999966,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.29999999999999966,1.5]},{"direction":[1.0000000000000002,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,1.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[5.907761699198547,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[5.907761699198547,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[5.907761699198547,1.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[7.083185307179586,1.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[7.083185307179586,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[7.083185307179586,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[5.759586531581287,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[5.907761699198547,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[5.483185307179586,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[5.483185307179586,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[5.483185307179586,1.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[5.759586531581287,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[5.759586531581287,1.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[5.759586531581287,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.29999999999999993,0.0]},{"direction":[-0.0,-1.0],"kind":"Line2","origin":[0.29999999999999993,1.0]},{"direction":[-0.0,-1.0],"kind":"Line2","origin":[0.29999999999999993,1.5]},{"direction":[-0.0,-1.0],"kind":"Line2","origin":[0.29999999999999993,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,1.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.3530817792889511,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.3530817792889511,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.3252915462029815,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.32529154620298195,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-4.440892098500626e-16,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.5]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[5.863571923609742,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[5.6941543369633125,1.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.5]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[5.759586531581287,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[5.907761699198547,1.5]},{"definition":0,"kind":"IntersectionSide","side":"A"},{"definition":0,"kind":"IntersectionSide","side":"B"},{"definition":1,"kind":"IntersectionSide","side":"A"},{"definition":1,"kind":"IntersectionSide","side":"B"}],"surfaces":[{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,1.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,1.5,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Cylinder","radius":2.7},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Cylinder","radius":2.7},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Cylinder","radius":2.7},{"frame":{"origin":[1.8811081152373468,0.0,-1.9368614454287116],"x":[0.6967067093471659,0.0,-0.7173560908995223],"y":[0.0,1.0,0.0],"z":[0.7173560908995223,-0.0,0.6967067093471659]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Cylinder","radius":3.0},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Cylinder","radius":3.0},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Cylinder","radius":3.0},{"frame":{"origin":[2.0901201280414963,0.0,2.1520682726985685],"x":[-0.6967067093471652,0.0,-0.717356090899523],"y":[0.0,1.0,0.0],"z":[0.717356090899523,0.0,-0.6967067093471652]},"kind":"Plane"},{"frame":{"origin":[2.244994432064365,1.0,1.5],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[2.7910571473905725,1.0,1.1],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Cylinder","radius":2.7},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Cylinder","radius":3.0},{"frame":{"origin":[2.65,1.5,0.0],"x":[0.0,0.0,-1.0],"y":[0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Cylinder","radius":0.5}]},"id":"batch-staged.mixed-curved-openings.reverse","quality":{"kind":"Analytic"},"revision":2,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.29999999999999993,"lo":0.0}},"halfedge":0,"id":0,"tolerance":6.3e-8,"twin_halfedge":72},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":5.759586531581287,"lo":5.483185307179586}},"halfedge":1,"id":1,"tolerance":6.3e-8,"twin_halfedge":64},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":5.907761699198547,"lo":5.759586531581287}},"halfedge":2,"id":2,"tolerance":6.3e-8,"twin_halfedge":60},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":7.083185307179586,"lo":5.907761699198547}},"halfedge":3,"id":3,"tolerance":6.3e-8,"twin_halfedge":52},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.2999999999999996,"lo":0.0}},"halfedge":4,"id":4,"tolerance":6.3e-8,"twin_halfedge":44},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":7.083185307179586,"lo":5.863571923609742}},"halfedge":5,"id":5,"tolerance":6.3e-8,"twin_halfedge":36},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":5.863571923609742,"lo":5.6941543369633125}},"halfedge":6,"id":6,"tolerance":6.3e-8,"twin_halfedge":32},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":5.6941543369633125,"lo":5.483185307179586}},"halfedge":7,"id":7,"tolerance":6.3e-8,"twin_halfedge":24},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":5.863571923609742,"lo":5.6941543369633125}},"halfedge":8,"id":8,"tolerance":6.3e-8,"twin_halfedge":34},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.3252915462029815,"lo":0.0}},"halfedge":9,"id":9,"tolerance":6.3e-8,"twin_halfedge":84},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":5.907761699198547,"lo":5.759586531581287}},"halfedge":10,"id":10,"tolerance":6.3e-8,"twin_halfedge":62},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":0.3530817792889511,"lo":0.0}},"halfedge":11,"id":11,"tolerance":6.3e-8,"twin_halfedge":80},{"chart_seam":false,"geometry":{"curve":12,"kind":"Curve","range":{"hi":0.3530817792889511,"lo":0.0}},"halfedge":12,"id":12,"tolerance":6.3e-8,"twin_halfedge":82},{"chart_seam":false,"geometry":{"curve":13,"kind":"Curve","range":{"hi":5.907761699198547,"lo":5.759586531581287}},"halfedge":13,"id":13,"tolerance":6.3e-8,"twin_halfedge":92},{"chart_seam":false,"geometry":{"curve":14,"kind":"Curve","range":{"hi":0.3252915462029815,"lo":0.0}},"halfedge":14,"id":14,"tolerance":6.3e-8,"twin_halfedge":86},{"chart_seam":false,"geometry":{"curve":15,"kind":"Curve","range":{"hi":5.863571923609742,"lo":5.6941543369633125}},"halfedge":15,"id":15,"tolerance":6.3e-8,"twin_halfedge":88},{"chart_seam":false,"geometry":{"curve":16,"kind":"Curve","range":{"hi":5.6941543369633125,"lo":5.483185307179586}},"halfedge":16,"id":16,"tolerance":6.3e-8,"twin_halfedge":28},{"chart_seam":false,"geometry":{"curve":17,"kind":"Curve","range":{"hi":5.863571923609742,"lo":5.6941543369633125}},"halfedge":17,"id":17,"tolerance":6.3e-8,"twin_halfedge":90},{"chart_seam":false,"geometry":{"curve":18,"kind":"Curve","range":{"hi":7.083185307179586,"lo":5.863571923609742}},"halfedge":18,"id":18,"tolerance":6.3e-8,"twin_halfedge":40},{"chart_seam":false,"geometry":{"curve":19,"kind":"Curve","range":{"hi":0.2999999999999996,"lo":0.0}},"halfedge":19,"id":19,"tolerance":6.3e-8,"twin_halfedge":48},{"chart_seam":false,"geometry":{"curve":20,"kind":"Curve","range":{"hi":7.083185307179586,"lo":5.907761699198547}},"halfedge":20,"id":20,"tolerance":6.3e-8,"twin_halfedge":56},{"chart_seam":false,"geometry":{"curve":21,"kind":"Curve","range":{"hi":5.907761699198547,"lo":5.759586531581287}},"halfedge":21,"id":21,"tolerance":6.3e-8,"twin_halfedge":94},{"chart_seam":false,"geometry":{"curve":22,"kind":"Curve","range":{"hi":5.759586531581287,"lo":5.483185307179586}},"halfedge":22,"id":22,"tolerance":6.3e-8,"twin_halfedge":68},{"chart_seam":false,"geometry":{"curve":23,"kind":"Curve","range":{"hi":0.29999999999999993,"lo":0.0}},"halfedge":23,"id":23,"tolerance":6.3e-8,"twin_halfedge":76},{"chart_seam":false,"geometry":{"curve":24,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":25,"id":24,"tolerance":6.3e-8,"twin_halfedge":35},{"chart_seam":false,"geometry":{"curve":25,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":26,"id":25,"tolerance":6.3e-8,"twin_halfedge":83},{"chart_seam":false,"geometry":{"curve":26,"kind":"Curve","range":{"hi":1.5,"lo":0.0}},"halfedge":27,"id":26,"tolerance":6.3e-8,"twin_halfedge":91},{"chart_seam":false,"geometry":{"curve":27,"kind":"Curve","range":{"hi":1.5,"lo":0.0}},"halfedge":29,"id":27,"tolerance":6.3e-8,"twin_halfedge":75},{"chart_seam":false,"geometry":{"curve":28,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":30,"id":28,"tolerance":6.3e-8,"twin_halfedge":74},{"chart_seam":false,"geometry":{"curve":29,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":31,"id":29,"tolerance":6.3e-8,"twin_halfedge":73},{"chart_seam":false,"geometry":{"curve":30,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":33,"id":30,"tolerance":6.3e-8,"twin_halfedge":43},{"chart_seam":false,"geometry":{"curve":31,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":37,"id":31,"tolerance":6.3e-8,"twin_halfedge":51},{"chart_seam":false,"geometry":{"curve":32,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":38,"id":32,"tolerance":6.3e-8,"twin_halfedge":50},{"chart_seam":false,"geometry":{"curve":33,"kind":"Curve","range":{"hi":1.5,"lo":0.0}},"halfedge":39,"id":33,"tolerance":6.3e-8,"twin_halfedge":49},{"chart_seam":false,"geometry":{"curve":34,"kind":"Curve","range":{"hi":1.5,"lo":0.0}},"halfedge":41,"id":34,"tolerance":6.3e-8,"twin_halfedge":89},{"chart_seam":false,"geometry":{"curve":35,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":42,"id":35,"tolerance":6.3e-8,"twin_halfedge":85},{"chart_seam":false,"geometry":{"curve":36,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":45,"id":36,"tolerance":6.3e-8,"twin_halfedge":59},{"chart_seam":false,"geometry":{"curve":37,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":46,"id":37,"tolerance":6.3e-8,"twin_halfedge":58},{"chart_seam":false,"geometry":{"curve":38,"kind":"Curve","range":{"hi":1.5,"lo":0.0}},"halfedge":47,"id":38,"tolerance":6.3e-8,"twin_halfedge":57},{"chart_seam":false,"geometry":{"curve":39,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":53,"id":39,"tolerance":6.3e-8,"twin_halfedge":63},{"chart_seam":false,"geometry":{"curve":40,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":54,"id":40,"tolerance":6.3e-8,"twin_halfedge":87},{"chart_seam":false,"geometry":{"curve":41,"kind":"Curve","range":{"hi":1.5,"lo":0.0}},"halfedge":55,"id":41,"tolerance":6.3e-8,"twin_halfedge":95},{"chart_seam":false,"geometry":{"curve":42,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":61,"id":42,"tolerance":6.3e-8,"twin_halfedge":71},{"chart_seam":false,"geometry":{"curve":43,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":65,"id":43,"tolerance":6.3e-8,"twin_halfedge":79},{"chart_seam":false,"geometry":{"curve":44,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":66,"id":44,"tolerance":6.3e-8,"twin_halfedge":78},{"chart_seam":false,"geometry":{"curve":45,"kind":"Curve","range":{"hi":1.5,"lo":0.0}},"halfedge":67,"id":45,"tolerance":6.3e-8,"twin_halfedge":77},{"chart_seam":false,"geometry":{"curve":46,"kind":"Curve","range":{"hi":1.5,"lo":0.0}},"halfedge":69,"id":46,"tolerance":6.3e-8,"twin_halfedge":93},{"chart_seam":false,"geometry":{"curve":47,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":70,"id":47,"tolerance":6.3e-8,"twin_halfedge":81},{"chart_seam":false,"geometry":{"curve":48,"kind":"Curve","range":{"hi":3.147877503993888,"lo":0.0}},"halfedge":96,"id":48,"tolerance":6.3e-8,"twin_halfedge":97},{"chart_seam":false,"geometry":{"curve":49,"kind":"Curve","range":{"hi":3.146489221673897,"lo":0.0}},"halfedge":98,"id":49,"tolerance":6.3e-8,"twin_halfedge":99}],"faces":[{"id":0,"key":"batch-staged.mixed-curved-openings.reverse:planar:lower-cap-0","provenance":{"reversed":false,"role":"Preserved","sources":[{"body":"mixed-curved-host","entity":"mixed-curved-host","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":3.000000063,"lo":1.8811080522373467},{"hi":2.1520683356985684,"lo":-2.1520683356985684}]}},{"id":1,"key":"batch-staged.mixed-curved-openings.reverse:planar:upper-cap-1","provenance":{"reversed":false,"role":"Preserved","sources":[{"body":"rectangular-opening","entity":"rectangular-opening","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":2.791057210390573,"lo":2.244994369064365},{"hi":-1.0999999369999995,"lo":-1.500000063}]}},{"id":2,"key":"batch-staged.mixed-curved-openings.reverse:planar:lower-cap-2","provenance":{"reversed":false,"role":"Preserved","sources":[{"body":"rectangular-opening","entity":"rectangular-opening","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":2.791057210390573,"lo":2.244994369064365},{"hi":1.500000063,"lo":1.0999999369999995}]}},{"id":3,"key":"batch-staged.mixed-curved-openings.reverse:planar:upper-cap-3","provenance":{"reversed":false,"role":"Preserved","sources":[{"body":"mixed-curved-host","entity":"mixed-curved-host","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":3.000000063,"lo":1.8811080522373467},{"hi":2.1520683356985684,"lo":-2.1520683356985684}]}},{"id":4,"key":"batch-staged.mixed-curved-openings.reverse:planar:vertical-cylinder-4","provenance":{"reversed":false,"role":"Preserved","sources":[{"body":"mixed-curved-host","entity":"mixed-curved-host","face":3,"key":"side-0-1"}]},"sense":"Reverse","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":5.694154360296646,"lo":5.483185283846253},{"hi":3.000000063,"lo":-6.3e-8}]}},{"id":5,"key":"batch-staged.mixed-curved-openings.reverse:planar:vertical-cylinder-5","provenance":{"reversed":false,"role":"Preserved","sources":[{"body":"mixed-curved-host","entity":"mixed-curved-host","face":3,"key":"side-0-1"}]},"sense":"Reverse","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":5.863571946943075,"lo":5.694154313629979},{"hi":1.000000063,"lo":-6.3e-8}]}},{"id":6,"key":"batch-staged.mixed-curved-openings.reverse:planar:vertical-cylinder-6","provenance":{"reversed":false,"role":"Split","sources":[{"body":"mixed-curved-host","entity":"mixed-curved-host","face":3,"key":"side-0-1"}]},"sense":"Reverse","shell_ref":0,"surface":6,"trim":{"chart":0,"holes":[16],"outer":6,"uv_bounds":[{"hi":7.0831853305129195,"lo":5.863571900276408},{"hi":3.000000063,"lo":-6.3e-8}]}},{"id":7,"key":"batch-staged.mixed-curved-openings.reverse:planar:vertical-plane-7","provenance":{"reversed":false,"role":"Preserved","sources":[{"body":"mixed-curved-host","entity":"mixed-curved-host","face":2,"key":"side-0-0"}]},"sense":"Reverse","shell_ref":0,"surface":7,"trim":{"chart":0,"holes":[],"outer":7,"uv_bounds":[{"hi":0.3000000629999996,"lo":-6.3e-8},{"hi":3.000000063,"lo":-6.3e-8}]}},{"id":8,"key":"batch-staged.mixed-curved-openings.reverse:planar:vertical-cylinder-8","provenance":{"reversed":false,"role":"Split","sources":[{"body":"mixed-curved-host","entity":"mixed-curved-host","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":8,"trim":{"chart":0,"holes":[18],"outer":8,"uv_bounds":[{"hi":7.083185328179586,"lo":5.907761678198547},{"hi":3.000000063,"lo":-6.3e-8}]}},{"id":9,"key":"batch-staged.mixed-curved-openings.reverse:planar:vertical-cylinder-9","provenance":{"reversed":false,"role":"Preserved","sources":[{"body":"mixed-curved-host","entity":"mixed-curved-host","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":9,"trim":{"chart":0,"holes":[],"outer":9,"uv_bounds":[{"hi":5.907761720198547,"lo":5.759586510581287},{"hi":1.000000063,"lo":-6.3e-8}]}},{"id":10,"key":"batch-staged.mixed-curved-openings.reverse:planar:vertical-cylinder-10","provenance":{"reversed":false,"role":"Preserved","sources":[{"body":"mixed-curved-host","entity":"mixed-curved-host","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":10,"trim":{"chart":0,"holes":[],"outer":10,"uv_bounds":[{"hi":5.759586552581287,"lo":5.4831852861795864},{"hi":3.000000063,"lo":-6.3e-8}]}},{"id":11,"key":"batch-staged.mixed-curved-openings.reverse:planar:vertical-plane-11","provenance":{"reversed":false,"role":"Preserved","sources":[{"body":"mixed-curved-host","entity":"mixed-curved-host","face":4,"key":"side-0-2"}]},"sense":"Reverse","shell_ref":0,"surface":11,"trim":{"chart":0,"holes":[],"outer":11,"uv_bounds":[{"hi":0.30000006299999993,"lo":-6.3e-8},{"hi":3.000000063,"lo":-6.3e-8}]}},{"id":12,"key":"batch-staged.mixed-curved-openings.reverse:planar:vertical-plane-12","provenance":{"reversed":false,"role":"Preserved","sources":[{"body":"rectangular-opening","entity":"rectangular-opening","face":1,"key":"top"}]},"sense":"Reverse","shell_ref":0,"surface":12,"trim":{"chart":0,"holes":[],"outer":12,"uv_bounds":[{"hi":0.3530818422889511,"lo":-6.3e-8},{"hi":0.500000063,"lo":-6.3e-8}]}},{"id":13,"key":"batch-staged.mixed-curved-openings.reverse:planar:vertical-plane-13","provenance":{"reversed":false,"role":"Preserved","sources":[{"body":"rectangular-opening","entity":"rectangular-opening","face":0,"key":"bottom"}]},"sense":"Reverse","shell_ref":0,"surface":13,"trim":{"chart":0,"holes":[],"outer":13,"uv_bounds":[{"hi":0.32529160920298195,"lo":-6.3e-8},{"hi":0.500000063,"lo":-6.3e-8}]}},{"id":14,"key":"batch-staged.mixed-curved-openings.reverse:planar:vertical-cylinder-14","provenance":{"reversed":false,"role":"Preserved","sources":[{"body":"mixed-curved-host","entity":"mixed-curved-host","face":3,"key":"side-0-1"}]},"sense":"Reverse","shell_ref":0,"surface":14,"trim":{"chart":0,"holes":[],"outer":14,"uv_bounds":[{"hi":5.863571946943075,"lo":5.694154313629979},{"hi":3.000000063,"lo":1.499999937}]}},{"id":15,"key":"batch-staged.mixed-curved-openings.reverse:planar:vertical-cylinder-15","provenance":{"reversed":false,"role":"Preserved","sources":[{"body":"mixed-curved-host","entity":"mixed-curved-host","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":15,"trim":{"chart":0,"holes":[],"outer":15,"uv_bounds":[{"hi":5.907761720198547,"lo":5.759586510581287},{"hi":3.000000063,"lo":1.499999937}]}},{"id":16,"key":"lateral:through-cut","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"round-opening","entity":"round-opening","face":0,"key":"lateral"}]},"sense":"Reverse","shell_ref":0,"surface":16,"trim":{"chart":0,"holes":[19],"outer":17,"uv_bounds":[{"hi":-2.081576844571777,"lo":-8.52028169592909},{"hi":0.3499989716450176,"lo":0.0033002839911298975}]}}],"halfedges":[{"edge":0,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":7,"to":1,"twin":72,"wire_ref":null},{"edge":1,"face":0,"from":1,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":2,"twin":64,"wire_ref":null},{"edge":2,"face":0,"from":2,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":3,"twin":60,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":4,"prev":2,"to":4,"twin":52,"wire_ref":null},{"edge":4,"face":0,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":0,"next":5,"prev":3,"to":5,"twin":44,"wire_ref":null},{"edge":5,"face":0,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":0,"next":6,"prev":4,"to":6,"twin":36,"wire_ref":null},{"edge":6,"face":0,"from":6,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":0,"next":7,"prev":5,"to":7,"twin":32,"wire_ref":null},{"edge":7,"face":0,"from":7,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":0,"next":0,"prev":6,"to":0,"twin":24,"wire_ref":null},{"edge":8,"face":1,"from":8,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":1,"next":9,"prev":11,"to":9,"twin":34,"wire_ref":null},{"edge":9,"face":1,"from":9,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":1,"next":10,"prev":8,"to":10,"twin":84,"wire_ref":null},{"edge":10,"face":1,"from":10,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":1,"next":11,"prev":9,"to":11,"twin":62,"wire_ref":null},{"edge":11,"face":1,"from":11,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Forward"},"id":11,"loop_ref":1,"next":8,"prev":10,"to":8,"twin":80,"wire_ref":null},{"edge":12,"face":2,"from":12,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":2,"next":13,"prev":15,"to":13,"twin":82,"wire_ref":null},{"edge":13,"face":2,"from":13,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":2,"next":14,"prev":12,"to":14,"twin":92,"wire_ref":null},{"edge":14,"face":2,"from":14,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Forward"},"id":14,"loop_ref":2,"next":15,"prev":13,"to":15,"twin":86,"wire_ref":null},{"edge":15,"face":2,"from":15,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":2,"next":12,"prev":14,"to":12,"twin":88,"wire_ref":null},{"edge":16,"face":3,"from":16,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":3,"next":17,"prev":23,"to":17,"twin":28,"wire_ref":null},{"edge":17,"face":3,"from":17,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":3,"next":18,"prev":16,"to":18,"twin":90,"wire_ref":null},{"edge":18,"face":3,"from":18,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Forward"},"id":18,"loop_ref":3,"next":19,"prev":17,"to":19,"twin":40,"wire_ref":null},{"edge":19,"face":3,"from":19,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Forward"},"id":19,"loop_ref":3,"next":20,"prev":18,"to":20,"twin":48,"wire_ref":null},{"edge":20,"face":3,"from":20,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Reverse"},"id":20,"loop_ref":3,"next":21,"prev":19,"to":21,"twin":56,"wire_ref":null},{"edge":21,"face":3,"from":21,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Reverse"},"id":21,"loop_ref":3,"next":22,"prev":20,"to":22,"twin":94,"wire_ref":null},{"edge":22,"face":3,"from":22,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":3,"next":23,"prev":21,"to":23,"twin":68,"wire_ref":null},{"edge":23,"face":3,"from":23,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Forward"},"id":23,"loop_ref":3,"next":16,"prev":22,"to":16,"twin":76,"wire_ref":null},{"edge":7,"face":4,"from":0,"geometry_use":{"pcurve":24,"periodic_lift":[0,0],"sense":"Forward"},"id":24,"loop_ref":4,"next":25,"prev":31,"to":7,"twin":7,"wire_ref":null},{"edge":24,"face":4,"from":7,"geometry_use":{"pcurve":25,"periodic_lift":[0,0],"sense":"Forward"},"id":25,"loop_ref":4,"next":26,"prev":24,"to":8,"twin":35,"wire_ref":null},{"edge":25,"face":4,"from":8,"geometry_use":{"pcurve":26,"periodic_lift":[0,0],"sense":"Forward"},"id":26,"loop_ref":4,"next":27,"prev":25,"to":12,"twin":83,"wire_ref":null},{"edge":26,"face":4,"from":12,"geometry_use":{"pcurve":27,"periodic_lift":[0,0],"sense":"Forward"},"id":27,"loop_ref":4,"next":28,"prev":26,"to":17,"twin":91,"wire_ref":null},{"edge":16,"face":4,"from":17,"geometry_use":{"pcurve":28,"periodic_lift":[0,0],"sense":"Reverse"},"id":28,"loop_ref":4,"next":29,"prev":27,"to":16,"twin":16,"wire_ref":null},{"edge":27,"face":4,"from":16,"geometry_use":{"pcurve":29,"periodic_lift":[0,0],"sense":"Forward"},"id":29,"loop_ref":4,"next":30,"prev":28,"to":24,"twin":75,"wire_ref":null},{"edge":28,"face":4,"from":24,"geometry_use":{"pcurve":30,"periodic_lift":[0,0],"sense":"Forward"},"id":30,"loop_ref":4,"next":31,"prev":29,"to":25,"twin":74,"wire_ref":null},{"edge":29,"face":4,"from":25,"geometry_use":{"pcurve":31,"periodic_lift":[0,0],"sense":"Forward"},"id":31,"loop_ref":4,"next":24,"prev":30,"to":0,"twin":73,"wire_ref":null},{"edge":6,"face":5,"from":7,"geometry_use":{"pcurve":32,"periodic_lift":[0,0],"sense":"Forward"},"id":32,"loop_ref":5,"next":33,"prev":35,"to":6,"twin":6,"wire_ref":null},{"edge":30,"face":5,"from":6,"geometry_use":{"pcurve":33,"periodic_lift":[0,0],"sense":"Forward"},"id":33,"loop_ref":5,"next":34,"prev":32,"to":9,"twin":43,"wire_ref":null},{"edge":8,"face":5,"from":9,"geometry_use":{"pcurve":34,"periodic_lift":[0,0],"sense":"Reverse"},"id":34,"loop_ref":5,"next":35,"prev":33,"to":8,"twin":8,"wire_ref":null},{"edge":24,"face":5,"from":8,"geometry_use":{"pcurve":35,"periodic_lift":[0,0],"sense":"Reverse"},"id":35,"loop_ref":5,"next":32,"prev":34,"to":7,"twin":25,"wire_ref":null},{"edge":5,"face":6,"from":6,"geometry_use":{"pcurve":36,"periodic_lift":[0,0],"sense":"Forward"},"id":36,"loop_ref":6,"next":37,"prev":43,"to":5,"twin":5,"wire_ref":null},{"edge":31,"face":6,"from":5,"geometry_use":{"pcurve":37,"periodic_lift":[0,0],"sense":"Forward"},"id":37,"loop_ref":6,"next":38,"prev":36,"to":26,"twin":51,"wire_ref":null},{"edge":32,"face":6,"from":26,"geometry_use":{"pcurve":38,"periodic_lift":[0,0],"sense":"Forward"},"id":38,"loop_ref":6,"next":39,"prev":37,"to":27,"twin":50,"wire_ref":null},{"edge":33,"face":6,"from":27,"geometry_use":{"pcurve":39,"periodic_lift":[0,0],"sense":"Forward"},"id":39,"loop_ref":6,"next":40,"prev":38,"to":19,"twin":49,"wire_ref":null},{"edge":18,"face":6,"from":19,"geometry_use":{"pcurve":40,"periodic_lift":[0,0],"sense":"Reverse"},"id":40,"loop_ref":6,"next":41,"prev":39,"to":18,"twin":18,"wire_ref":null},{"edge":34,"face":6,"from":18,"geometry_use":{"pcurve":41,"periodic_lift":[0,0],"sense":"Forward"},"id":41,"loop_ref":6,"next":42,"prev":40,"to":15,"twin":89,"wire_ref":null},{"edge":35,"face":6,"from":15,"geometry_use":{"pcurve":42,"periodic_lift":[0,0],"sense":"Forward"},"id":42,"loop_ref":6,"next":43,"prev":41,"to":9,"twin":85,"wire_ref":null},{"edge":30,"face":6,"from":9,"geometry_use":{"pcurve":43,"periodic_lift":[0,0],"sense":"Reverse"},"id":43,"loop_ref":6,"next":36,"prev":42,"to":6,"twin":33,"wire_ref":null},{"edge":4,"face":7,"from":5,"geometry_use":{"pcurve":44,"periodic_lift":[0,0],"sense":"Reverse"},"id":44,"loop_ref":7,"next":45,"prev":51,"to":4,"twin":4,"wire_ref":null},{"edge":36,"face":7,"from":4,"geometry_use":{"pcurve":45,"periodic_lift":[0,0],"sense":"Forward"},"id":45,"loop_ref":7,"next":46,"prev":44,"to":28,"twin":59,"wire_ref":null},{"edge":37,"face":7,"from":28,"geometry_use":{"pcurve":46,"periodic_lift":[0,0],"sense":"Forward"},"id":46,"loop_ref":7,"next":47,"prev":45,"to":29,"twin":58,"wire_ref":null},{"edge":38,"face":7,"from":29,"geometry_use":{"pcurve":47,"periodic_lift":[0,0],"sense":"Forward"},"id":47,"loop_ref":7,"next":48,"prev":46,"to":20,"twin":57,"wire_ref":null},{"edge":19,"face":7,"from":20,"geometry_use":{"pcurve":48,"periodic_lift":[0,0],"sense":"Reverse"},"id":48,"loop_ref":7,"next":49,"prev":47,"to":19,"twin":19,"wire_ref":null},{"edge":33,"face":7,"from":19,"geometry_use":{"pcurve":49,"periodic_lift":[0,0],"sense":"Reverse"},"id":49,"loop_ref":7,"next":50,"prev":48,"to":27,"twin":39,"wire_ref":null},{"edge":32,"face":7,"from":27,"geometry_use":{"pcurve":50,"periodic_lift":[0,0],"sense":"Reverse"},"id":50,"loop_ref":7,"next":51,"prev":49,"to":26,"twin":38,"wire_ref":null},{"edge":31,"face":7,"from":26,"geometry_use":{"pcurve":51,"periodic_lift":[0,0],"sense":"Reverse"},"id":51,"loop_ref":7,"next":44,"prev":50,"to":5,"twin":37,"wire_ref":null},{"edge":3,"face":8,"from":4,"geometry_use":{"pcurve":52,"periodic_lift":[0,0],"sense":"Reverse"},"id":52,"loop_ref":8,"next":53,"prev":59,"to":3,"twin":3,"wire_ref":null},{"edge":39,"face":8,"from":3,"geometry_use":{"pcurve":53,"periodic_lift":[0,0],"sense":"Forward"},"id":53,"loop_ref":8,"next":54,"prev":52,"to":10,"twin":63,"wire_ref":null},{"edge":40,"face":8,"from":10,"geometry_use":{"pcurve":54,"periodic_lift":[0,0],"sense":"Forward"},"id":54,"loop_ref":8,"next":55,"prev":53,"to":14,"twin":87,"wire_ref":null},{"edge":41,"face":8,"from":14,"geometry_use":{"pcurve":55,"periodic_lift":[0,0],"sense":"Forward"},"id":55,"loop_ref":8,"next":56,"prev":54,"to":21,"twin":95,"wire_ref":null},{"edge":20,"face":8,"from":21,"geometry_use":{"pcurve":56,"periodic_lift":[0,0],"sense":"Forward"},"id":56,"loop_ref":8,"next":57,"prev":55,"to":20,"twin":20,"wire_ref":null},{"edge":38,"face":8,"from":20,"geometry_use":{"pcurve":57,"periodic_lift":[0,0],"sense":"Reverse"},"id":57,"loop_ref":8,"next":58,"prev":56,"to":29,"twin":47,"wire_ref":null},{"edge":37,"face":8,"from":29,"geometry_use":{"pcurve":58,"periodic_lift":[0,0],"sense":"Reverse"},"id":58,"loop_ref":8,"next":59,"prev":57,"to":28,"twin":46,"wire_ref":null},{"edge":36,"face":8,"from":28,"geometry_use":{"pcurve":59,"periodic_lift":[0,0],"sense":"Reverse"},"id":59,"loop_ref":8,"next":52,"prev":58,"to":4,"twin":45,"wire_ref":null},{"edge":2,"face":9,"from":3,"geometry_use":{"pcurve":60,"periodic_lift":[0,0],"sense":"Reverse"},"id":60,"loop_ref":9,"next":61,"prev":63,"to":2,"twin":2,"wire_ref":null},{"edge":42,"face":9,"from":2,"geometry_use":{"pcurve":61,"periodic_lift":[0,0],"sense":"Forward"},"id":61,"loop_ref":9,"next":62,"prev":60,"to":11,"twin":71,"wire_ref":null},{"edge":10,"face":9,"from":11,"geometry_use":{"pcurve":62,"periodic_lift":[0,0],"sense":"Forward"},"id":62,"loop_ref":9,"next":63,"prev":61,"to":10,"twin":10,"wire_ref":null},{"edge":39,"face":9,"from":10,"geometry_use":{"pcurve":63,"periodic_lift":[0,0],"sense":"Reverse"},"id":63,"loop_ref":9,"next":60,"prev":62,"to":3,"twin":53,"wire_ref":null},{"edge":1,"face":10,"from":2,"geometry_use":{"pcurve":64,"periodic_lift":[0,0],"sense":"Reverse"},"id":64,"loop_ref":10,"next":65,"prev":71,"to":1,"twin":1,"wire_ref":null},{"edge":43,"face":10,"from":1,"geometry_use":{"pcurve":65,"periodic_lift":[0,0],"sense":"Forward"},"id":65,"loop_ref":10,"next":66,"prev":64,"to":30,"twin":79,"wire_ref":null},{"edge":44,"face":10,"from":30,"geometry_use":{"pcurve":66,"periodic_lift":[0,0],"sense":"Forward"},"id":66,"loop_ref":10,"next":67,"prev":65,"to":31,"twin":78,"wire_ref":null},{"edge":45,"face":10,"from":31,"geometry_use":{"pcurve":67,"periodic_lift":[0,0],"sense":"Forward"},"id":67,"loop_ref":10,"next":68,"prev":66,"to":23,"twin":77,"wire_ref":null},{"edge":22,"face":10,"from":23,"geometry_use":{"pcurve":68,"periodic_lift":[0,0],"sense":"Forward"},"id":68,"loop_ref":10,"next":69,"prev":67,"to":22,"twin":22,"wire_ref":null},{"edge":46,"face":10,"from":22,"geometry_use":{"pcurve":69,"periodic_lift":[0,0],"sense":"Forward"},"id":69,"loop_ref":10,"next":70,"prev":68,"to":13,"twin":93,"wire_ref":null},{"edge":47,"face":10,"from":13,"geometry_use":{"pcurve":70,"periodic_lift":[0,0],"sense":"Forward"},"id":70,"loop_ref":10,"next":71,"prev":69,"to":11,"twin":81,"wire_ref":null},{"edge":42,"face":10,"from":11,"geometry_use":{"pcurve":71,"periodic_lift":[0,0],"sense":"Reverse"},"id":71,"loop_ref":10,"next":64,"prev":70,"to":2,"twin":61,"wire_ref":null},{"edge":0,"face":11,"from":1,"geometry_use":{"pcurve":72,"periodic_lift":[0,0],"sense":"Reverse"},"id":72,"loop_ref":11,"next":73,"prev":79,"to":0,"twin":0,"wire_ref":null},{"edge":29,"face":11,"from":0,"geometry_use":{"pcurve":73,"periodic_lift":[0,0],"sense":"Reverse"},"id":73,"loop_ref":11,"next":74,"prev":72,"to":25,"twin":31,"wire_ref":null},{"edge":28,"face":11,"from":25,"geometry_use":{"pcurve":74,"periodic_lift":[0,0],"sense":"Reverse"},"id":74,"loop_ref":11,"next":75,"prev":73,"to":24,"twin":30,"wire_ref":null},{"edge":27,"face":11,"from":24,"geometry_use":{"pcurve":75,"periodic_lift":[0,0],"sense":"Reverse"},"id":75,"loop_ref":11,"next":76,"prev":74,"to":16,"twin":29,"wire_ref":null},{"edge":23,"face":11,"from":16,"geometry_use":{"pcurve":76,"periodic_lift":[0,0],"sense":"Reverse"},"id":76,"loop_ref":11,"next":77,"prev":75,"to":23,"twin":23,"wire_ref":null},{"edge":45,"face":11,"from":23,"geometry_use":{"pcurve":77,"periodic_lift":[0,0],"sense":"Reverse"},"id":77,"loop_ref":11,"next":78,"prev":76,"to":31,"twin":67,"wire_ref":null},{"edge":44,"face":11,"from":31,"geometry_use":{"pcurve":78,"periodic_lift":[0,0],"sense":"Reverse"},"id":78,"loop_ref":11,"next":79,"prev":77,"to":30,"twin":66,"wire_ref":null},{"edge":43,"face":11,"from":30,"geometry_use":{"pcurve":79,"periodic_lift":[0,0],"sense":"Reverse"},"id":79,"loop_ref":11,"next":72,"prev":78,"to":1,"twin":65,"wire_ref":null},{"edge":11,"face":12,"from":8,"geometry_use":{"pcurve":80,"periodic_lift":[0,0],"sense":"Reverse"},"id":80,"loop_ref":12,"next":81,"prev":83,"to":11,"twin":11,"wire_ref":null},{"edge":47,"face":12,"from":11,"geometry_use":{"pcurve":81,"periodic_lift":[0,0],"sense":"Reverse"},"id":81,"loop_ref":12,"next":82,"prev":80,"to":13,"twin":70,"wire_ref":null},{"edge":12,"face":12,"from":13,"geometry_use":{"pcurve":82,"periodic_lift":[0,0],"sense":"Reverse"},"id":82,"loop_ref":12,"next":83,"prev":81,"to":12,"twin":12,"wire_ref":null},{"edge":25,"face":12,"from":12,"geometry_use":{"pcurve":83,"periodic_lift":[0,0],"sense":"Reverse"},"id":83,"loop_ref":12,"next":80,"prev":82,"to":8,"twin":26,"wire_ref":null},{"edge":9,"face":13,"from":10,"geometry_use":{"pcurve":84,"periodic_lift":[0,0],"sense":"Reverse"},"id":84,"loop_ref":13,"next":85,"prev":87,"to":9,"twin":9,"wire_ref":null},{"edge":35,"face":13,"from":9,"geometry_use":{"pcurve":85,"periodic_lift":[0,0],"sense":"Reverse"},"id":85,"loop_ref":13,"next":86,"prev":84,"to":15,"twin":42,"wire_ref":null},{"edge":14,"face":13,"from":15,"geometry_use":{"pcurve":86,"periodic_lift":[0,0],"sense":"Reverse"},"id":86,"loop_ref":13,"next":87,"prev":85,"to":14,"twin":14,"wire_ref":null},{"edge":40,"face":13,"from":14,"geometry_use":{"pcurve":87,"periodic_lift":[0,0],"sense":"Reverse"},"id":87,"loop_ref":13,"next":84,"prev":86,"to":10,"twin":54,"wire_ref":null},{"edge":15,"face":14,"from":12,"geometry_use":{"pcurve":88,"periodic_lift":[0,0],"sense":"Forward"},"id":88,"loop_ref":14,"next":89,"prev":91,"to":15,"twin":15,"wire_ref":null},{"edge":34,"face":14,"from":15,"geometry_use":{"pcurve":89,"periodic_lift":[0,0],"sense":"Reverse"},"id":89,"loop_ref":14,"next":90,"prev":88,"to":18,"twin":41,"wire_ref":null},{"edge":17,"face":14,"from":18,"geometry_use":{"pcurve":90,"periodic_lift":[0,0],"sense":"Reverse"},"id":90,"loop_ref":14,"next":91,"prev":89,"to":17,"twin":17,"wire_ref":null},{"edge":26,"face":14,"from":17,"geometry_use":{"pcurve":91,"periodic_lift":[0,0],"sense":"Reverse"},"id":91,"loop_ref":14,"next":88,"prev":90,"to":12,"twin":27,"wire_ref":null},{"edge":13,"face":15,"from":14,"geometry_use":{"pcurve":92,"periodic_lift":[0,0],"sense":"Reverse"},"id":92,"loop_ref":15,"next":93,"prev":95,"to":13,"twin":13,"wire_ref":null},{"edge":46,"face":15,"from":13,"geometry_use":{"pcurve":93,"periodic_lift":[0,0],"sense":"Reverse"},"id":93,"loop_ref":15,"next":94,"prev":92,"to":22,"twin":69,"wire_ref":null},{"edge":21,"face":15,"from":22,"geometry_use":{"pcurve":94,"periodic_lift":[0,0],"sense":"Forward"},"id":94,"loop_ref":15,"next":95,"prev":93,"to":21,"twin":21,"wire_ref":null},{"edge":41,"face":15,"from":21,"geometry_use":{"pcurve":95,"periodic_lift":[0,0],"sense":"Reverse"},"id":95,"loop_ref":15,"next":92,"prev":94,"to":14,"twin":55,"wire_ref":null},{"edge":48,"face":6,"from":32,"geometry_use":{"pcurve":96,"periodic_lift":[0,0],"sense":"Forward"},"id":96,"loop_ref":16,"next":96,"prev":96,"to":32,"twin":97,"wire_ref":null},{"edge":48,"face":16,"from":32,"geometry_use":{"pcurve":97,"periodic_lift":[0,0],"sense":"Reverse"},"id":97,"loop_ref":17,"next":97,"prev":97,"to":32,"twin":96,"wire_ref":null},{"edge":49,"face":8,"from":33,"geometry_use":{"pcurve":98,"periodic_lift":[0,0],"sense":"Forward"},"id":98,"loop_ref":18,"next":98,"prev":98,"to":33,"twin":99,"wire_ref":null},{"edge":49,"face":16,"from":33,"geometry_use":{"pcurve":99,"periodic_lift":[0,0],"sense":"Reverse"},"id":99,"loop_ref":19,"next":99,"prev":99,"to":33,"twin":98,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":8},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":12},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":16},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":24},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":32},{"face_ref":6,"id":6,"is_hole":false,"start_halfedge":36},{"face_ref":7,"id":7,"is_hole":false,"start_halfedge":44},{"face_ref":8,"id":8,"is_hole":false,"start_halfedge":52},{"face_ref":9,"id":9,"is_hole":false,"start_halfedge":60},{"face_ref":10,"id":10,"is_hole":false,"start_halfedge":64},{"face_ref":11,"id":11,"is_hole":false,"start_halfedge":72},{"face_ref":12,"id":12,"is_hole":false,"start_halfedge":80},{"face_ref":13,"id":13,"is_hole":false,"start_halfedge":84},{"face_ref":14,"id":14,"is_hole":false,"start_halfedge":88},{"face_ref":15,"id":15,"is_hole":false,"start_halfedge":92},{"face_ref":6,"id":16,"is_hole":true,"start_halfedge":96},{"face_ref":16,"id":17,"is_hole":false,"start_halfedge":97},{"face_ref":8,"id":18,"is_hole":true,"start_halfedge":98},{"face_ref":16,"id":19,"is_hole":true,"start_halfedge":99}],"shells":[{"faces":[0,11,10,9,8,7,6,5,4,3,15,12,1,13,14,2,16],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[1.8811081152373468,0.0,1.9368614454287116],"tolerance":6.3e-8},{"id":1,"outgoing_halfedge":1,"position":[2.0901201280414963,0.0,2.1520682726985685],"tolerance":6.3e-8},{"id":2,"outgoing_halfedge":2,"position":[2.598076211353316,0.0,1.5],"tolerance":6.3e-8},{"id":3,"outgoing_halfedge":3,"position":[2.791057147390573,0.0,1.0999999999999992],"tolerance":6.3e-8},{"id":4,"outgoing_halfedge":4,"position":[2.0901201280414963,0.0,-2.1520682726985685],"tolerance":6.3e-8},{"id":5,"outgoing_halfedge":5,"position":[1.8811081152373468,0.0,-1.9368614454287116],"tolerance":6.3e-8},{"id":6,"outgoing_halfedge":6,"position":[2.4657656011875906,0.0,1.1000000000000003],"tolerance":6.3e-8},{"id":7,"outgoing_halfedge":7,"position":[2.244994432064365,0.0,1.4999999999999998],"tolerance":6.3e-8},{"id":8,"outgoing_halfedge":8,"position":[2.244994432064365,1.0,1.4999999999999998],"tolerance":6.3e-8},{"id":9,"outgoing_halfedge":9,"position":[2.4657656011875906,1.0,1.1000000000000005],"tolerance":6.3e-8},{"id":10,"outgoing_halfedge":10,"position":[2.7910571473905725,1.0,1.1],"tolerance":6.3e-8},{"id":11,"outgoing_halfedge":11,"position":[2.598076211353316,1.0,1.5],"tolerance":6.3e-8},{"id":12,"outgoing_halfedge":12,"position":[2.244994432064365,1.5,1.5],"tolerance":6.3e-8},{"id":13,"outgoing_halfedge":13,"position":[2.598076211353316,1.5,1.5],"tolerance":6.3e-8},{"id":14,"outgoing_halfedge":14,"position":[2.791057147390573,1.5,1.0999999999999996],"tolerance":6.3e-8},{"id":15,"outgoing_halfedge":15,"position":[2.465765601187591,1.5,1.1],"tolerance":6.3e-8},{"id":16,"outgoing_halfedge":16,"position":[1.8811081152373468,3.0,1.9368614454287116],"tolerance":6.3e-8},{"id":17,"outgoing_halfedge":17,"position":[2.244994432064365,3.0,1.4999999999999998],"tolerance":6.3e-8},{"id":18,"outgoing_halfedge":18,"position":[2.4657656011875906,3.0,1.1000000000000005],"tolerance":6.3e-8},{"id":19,"outgoing_halfedge":19,"position":[1.8811081152373468,3.0,-1.9368614454287116],"tolerance":6.3e-8},{"id":20,"outgoing_halfedge":20,"position":[2.0901201280414963,3.0,-2.152068272698568],"tolerance":6.3e-8},{"id":21,"outgoing_halfedge":21,"position":[2.791057147390573,3.0,1.0999999999999992],"tolerance":6.3e-8},{"id":22,"outgoing_halfedge":22,"position":[2.598076211353316,3.0,1.5],"tolerance":6.3e-8},{"id":23,"outgoing_halfedge":23,"position":[2.0901201280414963,3.0,2.1520682726985685],"tolerance":6.3e-8},{"id":24,"outgoing_halfedge":30,"position":[1.8811081152373468,1.5,1.9368614454287116],"tolerance":6.3e-8},{"id":25,"outgoing_halfedge":31,"position":[1.8811081152373468,1.0,1.9368614454287116],"tolerance":6.3e-8},{"id":26,"outgoing_halfedge":38,"position":[1.8811081152373468,1.0,-1.9368614454287116],"tolerance":6.3e-8},{"id":27,"outgoing_halfedge":39,"position":[1.8811081152373468,1.5,-1.9368614454287116],"tolerance":6.3e-8},{"id":28,"outgoing_halfedge":46,"position":[2.0901201280414963,1.0,-2.152068272698568],"tolerance":6.3e-8},{"id":29,"outgoing_halfedge":47,"position":[2.0901201280414963,1.5,-2.152068272698568],"tolerance":6.3e-8},{"id":30,"outgoing_halfedge":66,"position":[2.0901201280414963,1.0,2.1520682726985685],"tolerance":6.3e-8},{"id":31,"outgoing_halfedge":67,"position":[2.0901201280414963,1.5,2.1520682726985685],"tolerance":6.3e-8},{"id":32,"outgoing_halfedge":96,"position":[2.682255636269859,1.1069411008145305,0.30903834988326967],"tolerance":6.3e-8},{"id":33,"outgoing_halfedge":98,"position":[2.990025593501361,1.0638199343388153,0.244431892777589],"tolerance":6.3e-8}],"wires":[]}}}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/batch-matrix/vertical-arc.arc-host.json b/main/opengeometry/tests/fixtures/cases/batch-matrix/vertical-arc.arc-host.json
new file mode 100644
index 0000000..65a406e
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/batch-matrix/vertical-arc.arc-host.json
@@ -0,0 +1 @@
+{"cutters":[{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.1,0.9,0.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.1,0.9,0.5]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.1,0.9,0.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.1,0.9,0.5]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.1,0.9,0.5]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.1,1.25,0.5]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.1,1.25,0.5]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.1,1.25,0.5]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.1,0.9,2.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.1,0.9,2.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.1,0.9,2.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.1,1.25,2.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.35,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.35]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.35]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.35,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[1.1,0.9,0.5],"x":[0.0,1.0,0.0],"y":[1.0,0.0,0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[1.1,0.9,2.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[1.1,0.9,0.5],"x":[0.0,0.0,1.0],"y":[0.0,1.0,0.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[2.1,0.9,0.5],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[1.1,0.9,0.5],"x":[1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[1.1,1.25,0.5],"x":[0.0,0.0,1.0],"y":[1.0,0.0,0.0],"z":[0.0,1.0,0.0]},"kind":"Plane"}]},"id":"opening","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":3,"id":0,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.35,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":1.5,"lo":0.0}},"halfedge":8,"id":2,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.35,"lo":0.0}},"halfedge":2,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":1.5,"lo":0.0}},"halfedge":15,"id":4,"tolerance":1e-9,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1,"id":5,"tolerance":1e-9,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":1.5,"lo":0.0}},"halfedge":10,"id":6,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":1.5,"lo":0.0}},"halfedge":13,"id":7,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":4,"id":8,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.35,"lo":0.0}},"halfedge":7,"id":9,"tolerance":1e-9,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.35,"lo":0.0}},"halfedge":5,"id":10,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":6,"id":11,"tolerance":1e-9,"twin_halfedge":21}],"faces":[{"id":0,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"opening","entity":"opening","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.350000001,"lo":-1e-9},{"hi":1.000000001,"lo":-1e-9}]}},{"id":1,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"opening","entity":"opening","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":1.000000001,"lo":-1e-9},{"hi":0.350000001,"lo":-1e-9}]}},{"id":2,"key":"left","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"opening","entity":"opening","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":1.500000001,"lo":-1e-9},{"hi":0.350000001,"lo":-1e-9}]}},{"id":3,"key":"right","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"opening","entity":"opening","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.350000001,"lo":-1e-9},{"hi":1.500000001,"lo":-1e-9}]}},{"id":4,"key":"front","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"opening","entity":"opening","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":1.000000001,"lo":-1e-9},{"hi":1.500000001,"lo":-1e-9}]}},{"id":5,"key":"back","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"opening","entity":"opening","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":1.500000001,"lo":-1e-9},{"hi":1.000000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":2,"twin":11,"wire_ref":null},{"edge":5,"face":0,"from":2,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":3,"twin":23,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":16,"wire_ref":null},{"edge":8,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":18,"wire_ref":null},{"edge":10,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":7,"twin":14,"wire_ref":null},{"edge":11,"face":1,"from":7,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":6,"twin":21,"wire_ref":null},{"edge":9,"face":1,"from":6,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":9,"wire_ref":null},{"edge":2,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":4,"twin":19,"wire_ref":null},{"edge":9,"face":2,"from":4,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":6,"twin":7,"wire_ref":null},{"edge":6,"face":2,"from":6,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":2,"twin":20,"wire_ref":null},{"edge":1,"face":2,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":0,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":3,"twin":2,"wire_ref":null},{"edge":7,"face":3,"from":3,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":7,"twin":22,"wire_ref":null},{"edge":10,"face":3,"from":7,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":17,"wire_ref":null},{"edge":0,"face":4,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":1,"twin":3,"wire_ref":null},{"edge":4,"face":4,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":5,"twin":15,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":4,"twin":4,"wire_ref":null},{"edge":2,"face":4,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":0,"twin":8,"wire_ref":null},{"edge":6,"face":5,"from":2,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":6,"twin":10,"wire_ref":null},{"edge":11,"face":5,"from":6,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":7,"twin":6,"wire_ref":null},{"edge":7,"face":5,"from":7,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":3,"twin":13,"wire_ref":null},{"edge":5,"face":5,"from":3,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":2,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[1.1,0.9,0.5],"tolerance":1e-9},{"id":1,"outgoing_halfedge":3,"position":[2.1,0.9,0.5],"tolerance":1e-9},{"id":2,"outgoing_halfedge":1,"position":[1.1,1.25,0.5],"tolerance":1e-9},{"id":3,"outgoing_halfedge":2,"position":[2.1,1.25,0.5],"tolerance":1e-9},{"id":4,"outgoing_halfedge":4,"position":[1.1,0.9,2.0],"tolerance":1e-9},{"id":5,"outgoing_halfedge":5,"position":[2.1,0.9,2.0],"tolerance":1e-9},{"id":6,"outgoing_halfedge":7,"position":[1.1,1.25,2.0],"tolerance":1e-9},{"id":7,"outgoing_halfedge":6,"position":[2.1,1.25,2.0],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.6,1.3,0.8]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.6,1.3,0.8]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.6,1.3,0.8]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.05,1.3,0.8]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.05,1.3,0.8]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.6,2.1,0.8]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.6,2.1,0.8]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.05,2.1,0.8]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.6,1.3,2.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.6,1.3,2.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.05,1.3,2.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.6,2.1,2.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.8,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.45000000000000007]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.45000000000000007,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.8]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.2,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.8]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.8,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.2]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.45000000000000007,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.2]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.2,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.45000000000000007]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.6,1.3,0.8],"x":[0.0,1.0,0.0],"y":[1.0,0.0,0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.6,1.3,2.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.6,1.3,0.8],"x":[0.0,0.0,1.0],"y":[0.0,1.0,0.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[1.05,1.3,0.8],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.6,1.3,0.8],"x":[1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.6,2.1,0.8],"x":[0.0,0.0,1.0],"y":[1.0,0.0,0.0],"z":[0.0,1.0,0.0]},"kind":"Plane"}]},"id":"second-opening","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.45,"lo":0.0}},"halfedge":3,"id":0,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.8,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":1.2,"lo":0.0}},"halfedge":8,"id":2,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.8,"lo":0.0}},"halfedge":2,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":1.2,"lo":0.0}},"halfedge":15,"id":4,"tolerance":1e-9,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":0.45,"lo":0.0}},"halfedge":1,"id":5,"tolerance":1e-9,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":1.2,"lo":0.0}},"halfedge":10,"id":6,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":1.2,"lo":0.0}},"halfedge":13,"id":7,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":0.45,"lo":0.0}},"halfedge":4,"id":8,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.8,"lo":0.0}},"halfedge":7,"id":9,"tolerance":1e-9,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.8,"lo":0.0}},"halfedge":5,"id":10,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":0.45,"lo":0.0}},"halfedge":6,"id":11,"tolerance":1e-9,"twin_halfedge":21}],"faces":[{"id":0,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"second-opening","entity":"second-opening","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.800000001,"lo":-1e-9},{"hi":0.4500000010000001,"lo":-1e-9}]}},{"id":1,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"second-opening","entity":"second-opening","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.4500000010000001,"lo":-1e-9},{"hi":0.800000001,"lo":-1e-9}]}},{"id":2,"key":"left","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"second-opening","entity":"second-opening","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":1.200000001,"lo":-1e-9},{"hi":0.800000001,"lo":-1e-9}]}},{"id":3,"key":"right","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"second-opening","entity":"second-opening","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.800000001,"lo":-1e-9},{"hi":1.200000001,"lo":-1e-9}]}},{"id":4,"key":"front","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"second-opening","entity":"second-opening","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.4500000010000001,"lo":-1e-9},{"hi":1.200000001,"lo":-1e-9}]}},{"id":5,"key":"back","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"second-opening","entity":"second-opening","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":1.200000001,"lo":-1e-9},{"hi":0.4500000010000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":2,"twin":11,"wire_ref":null},{"edge":5,"face":0,"from":2,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":3,"twin":23,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":16,"wire_ref":null},{"edge":8,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":18,"wire_ref":null},{"edge":10,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":7,"twin":14,"wire_ref":null},{"edge":11,"face":1,"from":7,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":6,"twin":21,"wire_ref":null},{"edge":9,"face":1,"from":6,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":9,"wire_ref":null},{"edge":2,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":4,"twin":19,"wire_ref":null},{"edge":9,"face":2,"from":4,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":6,"twin":7,"wire_ref":null},{"edge":6,"face":2,"from":6,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":2,"twin":20,"wire_ref":null},{"edge":1,"face":2,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":0,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":3,"twin":2,"wire_ref":null},{"edge":7,"face":3,"from":3,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":7,"twin":22,"wire_ref":null},{"edge":10,"face":3,"from":7,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":17,"wire_ref":null},{"edge":0,"face":4,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":1,"twin":3,"wire_ref":null},{"edge":4,"face":4,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":5,"twin":15,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":4,"twin":4,"wire_ref":null},{"edge":2,"face":4,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":0,"twin":8,"wire_ref":null},{"edge":6,"face":5,"from":2,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":6,"twin":10,"wire_ref":null},{"edge":11,"face":5,"from":6,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":7,"twin":6,"wire_ref":null},{"edge":7,"face":5,"from":7,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":3,"twin":13,"wire_ref":null},{"edge":5,"face":5,"from":3,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":2,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[0.6,1.3,0.8],"tolerance":1e-9},{"id":1,"outgoing_halfedge":3,"position":[1.05,1.3,0.8],"tolerance":1e-9},{"id":2,"outgoing_halfedge":1,"position":[0.6,2.1,0.8],"tolerance":1e-9},{"id":3,"outgoing_halfedge":2,"position":[1.05,2.1,0.8],"tolerance":1e-9},{"id":4,"outgoing_halfedge":4,"position":[0.6,1.3,2.0],"tolerance":1e-9},{"id":5,"outgoing_halfedge":5,"position":[1.05,1.3,2.0],"tolerance":1e-9},{"id":6,"outgoing_halfedge":7,"position":[0.6,2.1,2.0],"tolerance":1e-9},{"id":7,"outgoing_halfedge":6,"position":[1.05,2.1,2.0],"tolerance":1e-9}],"wires":[]}}],"handlers":["subtract_planar_cutters","subtract_vertical_arc_extrusion_batch"],"host":{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Circle","radius":2.0},{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Circle","radius":2.0},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.0,0.0,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.0,2.0,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.0,2.0,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.0,2.0,0.0]},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Circle","radius":1.5},{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Circle","radius":1.5},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[9.184850993605148e-17,1.5,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.5,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.5,0.0,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.5,0.0,0.0]}],"intersections":[],"pcurves":[{"axis_a":[2.0,0.0],"axis_b":[0.0,2.0],"kind":"Conic2","origin":[0.0,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.0,2.0]},{"axis_a":[1.5,0.0],"axis_b":[0.0,1.5],"kind":"Conic2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.5,0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[1.5,-0.0]},{"axis_a":[1.5,-0.0],"axis_b":[0.0,-1.5],"kind":"Conic2","origin":[0.0,-0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,-2.0]},{"axis_a":[2.0,-0.0],"axis_b":[0.0,-2.0],"kind":"Conic2","origin":[0.0,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.5707963267948966,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.5707963267948966,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Cylinder","radius":2.0},{"frame":{"origin":[0.0,2.0,0.0],"x":[1.8369701987210297e-16,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,-1.8369701987210297e-16,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Cylinder","radius":1.5},{"frame":{"origin":[1.5,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"}]},"id":"arc-host","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":1.5707963267948966,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":1.5707963267948966,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":1.5707963267948966,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":1.5707963267948966,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"arc-host","entity":"arc-host","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":2.000000001,"lo":-2.000000001},{"hi":2.000000001,"lo":-2.000000001}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"arc-host","entity":"arc-host","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":2.000000001,"lo":-2.000000001},{"hi":2.000000001,"lo":-2.000000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"arc-host","entity":"arc-host","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":1.5707963272948966,"lo":-5e-10},{"hi":3.000000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"arc-host","entity":"arc-host","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.500000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"arc-host","entity":"arc-host","face":4,"key":"side-0-2"}]},"sense":"Reverse","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":1.5707963274615633,"lo":-6.666666666666667e-10},{"hi":3.000000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"arc-host","entity":"arc-host","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.500000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Reverse"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Forward"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[2.0,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[0.0,2.0,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[9.184850993605148e-17,1.5,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[1.5,0.0,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[2.0,0.0,3.0],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[0.0,2.0,3.0],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[9.184850993605148e-17,1.5,3.0],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[1.5,0.0,3.0],"tolerance":1e-9}],"wires":[]}},"result":{"brep":{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Circle","radius":1.5},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Circle","radius":1.5},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Circle","radius":1.5},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Circle","radius":1.5},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Circle","radius":1.5},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.5,0.0,0.0]},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Circle","radius":2.0},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Circle","radius":2.0},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Circle","radius":2.0},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Circle","radius":2.0},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Circle","radius":2.0},{"direction":[1.8369701987210297e-16,-1.0,0.0],"kind":"Line","origin":[0.0,2.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.1,1.019803902718557,0.5]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.1,1.25,0.5]},{"frame":{"origin":[0.0,0.0,0.5],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Circle","radius":2.0},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[1.786057109949175,0.9,0.5]},{"frame":{"origin":[0.0,0.0,0.5],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Circle","radius":1.5},{"frame":{"origin":[0.0,0.0,0.8],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Circle","radius":2.0},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[1.05,1.70220445305492,0.8]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[1.05,1.3,0.8]},{"frame":{"origin":[0.0,0.0,0.8],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Circle","radius":1.5},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.6,1.374772708486752,0.8]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.6,1.9078784028338913,2.0]},{"frame":{"origin":[0.0,0.0,2.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Circle","radius":1.5},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.748331477354788,1.3,2.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.05,1.3,2.0]},{"frame":{"origin":[0.0,0.0,2.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Circle","radius":2.0},{"frame":{"origin":[0.0,0.0,2.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Circle","radius":1.5},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.1999999999999997,0.9,2.0]},{"frame":{"origin":[0.0,0.0,2.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Circle","radius":2.0},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[1.5612494995995996,1.25,2.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[1.1,1.25,2.0]},{"direction":[-1.8369701987210297e-16,1.0,0.0],"kind":"Line","origin":[9.184850993605148e-17,1.5,3.0]},{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Circle","radius":2.0},{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Circle","radius":2.0},{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Circle","radius":2.0},{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Circle","radius":2.0},{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Circle","radius":2.0},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[2.0,0.0,3.0]},{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Circle","radius":1.5},{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Circle","radius":1.5},{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Circle","radius":1.5},{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Circle","radius":1.5},{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Circle","radius":1.5},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.0,2.0,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.0,2.0,0.5]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.0,2.0,0.8]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.0,2.0,2.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[9.184850993605148e-17,1.5,3.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[9.184850993605148e-17,1.5,2.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[9.184850993605148e-17,1.5,0.8]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[9.184850993605148e-17,1.5,0.5]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.5999999999999999,1.9078784028338913,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.5999999999999999,1.9078784028338913,0.5]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.5999999999999999,1.9078784028338913,0.8]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.5999999999999999,1.9078784028338913,2.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.05,1.7022044530549203,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.05,1.7022044530549203,0.5]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.5612494995995996,1.2499999999999998,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.5612494995995996,1.2499999999999998,0.5]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.5612494995995996,1.2499999999999998,0.8]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.5612494995995996,1.2499999999999998,2.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[1.05,1.7022044530549203,3.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[1.05,1.7022044530549203,2.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.7860571099491753,0.8999999999999998,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.0,1.1102230246251565e-16,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.0,1.1102230246251565e-16,0.5]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.0,1.1102230246251565e-16,0.8]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.0,1.1102230246251565e-16,2.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[1.786057109949175,0.8999999999999999,3.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[1.786057109949175,0.8999999999999999,2.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[1.786057109949175,0.8999999999999999,0.8]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.5,0.0,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.5,0.0,0.5]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.5,0.0,0.8]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.5,0.0,2.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.2000000000000002,0.8999999999999998,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.2000000000000002,0.8999999999999998,0.5]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.2000000000000002,0.8999999999999998,0.8]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.2000000000000002,0.8999999999999998,2.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.1,1.0198039027185568,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.7483314773547882,1.3,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.7483314773547882,1.3,0.5]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.7483314773547882,1.3,0.8]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.7483314773547882,1.3,2.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[1.1,1.0198039027185568,3.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[1.1,1.0198039027185568,2.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[1.1,1.0198039027185568,0.8]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.5999999999999999,1.374772708486752,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.5999999999999999,1.374772708486752,0.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.5999999999999999,1.374772708486752,3.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.5999999999999999,1.374772708486752,2.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.1,1.25,0.5]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.1,1.25,0.8]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.05,1.3,0.8]}],"intersections":[],"pcurves":[{"axis_a":[1.5,-0.0],"axis_b":[0.0,-1.5],"kind":"Conic2","origin":[0.0,-0.0]},{"axis_a":[1.5,-0.0],"axis_b":[0.0,-1.5],"kind":"Conic2","origin":[0.0,-0.0]},{"axis_a":[1.5,-0.0],"axis_b":[0.0,-1.5],"kind":"Conic2","origin":[0.0,-0.0]},{"axis_a":[1.5,-0.0],"axis_b":[0.0,-1.5],"kind":"Conic2","origin":[0.0,-0.0]},{"axis_a":[1.5,-0.0],"axis_b":[0.0,-1.5],"kind":"Conic2","origin":[0.0,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[1.5,-0.0]},{"axis_a":[2.0,-0.0],"axis_b":[0.0,-2.0],"kind":"Conic2","origin":[0.0,-0.0]},{"axis_a":[2.0,-0.0],"axis_b":[0.0,-2.0],"kind":"Conic2","origin":[0.0,-0.0]},{"axis_a":[2.0,-0.0],"axis_b":[0.0,-2.0],"kind":"Conic2","origin":[0.0,-0.0]},{"axis_a":[2.0,-0.0],"axis_b":[0.0,-2.0],"kind":"Conic2","origin":[0.0,-0.0]},{"axis_a":[2.0,-0.0],"axis_b":[0.0,-2.0],"kind":"Conic2","origin":[0.0,-0.0]},{"direction":[1.8369701987210297e-16,1.0],"kind":"Line2","origin":[0.0,-2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.1,1.019803902718557]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.1,1.25]},{"axis_a":[2.0,0.0],"axis_b":[0.0,2.0],"kind":"Conic2","origin":[0.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[1.786057109949175,0.9]},{"axis_a":[1.5,0.0],"axis_b":[0.0,1.5],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[2.0,0.0],"axis_b":[0.0,2.0],"kind":"Conic2","origin":[0.0,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[1.05,1.70220445305492]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[1.05,1.3]},{"axis_a":[1.5,0.0],"axis_b":[0.0,1.5],"kind":"Conic2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.6,1.374772708486752]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.6,-1.9078784028338913]},{"axis_a":[1.5,-0.0],"axis_b":[0.0,-1.5],"kind":"Conic2","origin":[0.0,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[0.748331477354788,-1.3]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[1.05,-1.3]},{"axis_a":[2.0,-0.0],"axis_b":[0.0,-2.0],"kind":"Conic2","origin":[0.0,-0.0]},{"axis_a":[1.5,-0.0],"axis_b":[0.0,-1.5],"kind":"Conic2","origin":[0.0,-0.0]},{"direction":[1.0,-0.0],"kind":"Line2","origin":[1.1999999999999997,-0.9]},{"axis_a":[2.0,-0.0],"axis_b":[0.0,-2.0],"kind":"Conic2","origin":[0.0,-0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[1.5612494995995996,-1.25]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.1,-1.25]},{"direction":[-1.8369701987210297e-16,1.0],"kind":"Line2","origin":[9.184850993605148e-17,1.5]},{"axis_a":[2.0,0.0],"axis_b":[0.0,2.0],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[2.0,0.0],"axis_b":[0.0,2.0],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[2.0,0.0],"axis_b":[0.0,2.0],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[2.0,0.0],"axis_b":[0.0,2.0],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[2.0,0.0],"axis_b":[0.0,2.0],"kind":"Conic2","origin":[0.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.0]},{"axis_a":[1.5,0.0],"axis_b":[0.0,1.5],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[1.5,0.0],"axis_b":[0.0,1.5],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[1.5,0.0],"axis_b":[0.0,1.5],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[1.5,0.0],"axis_b":[0.0,1.5],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[1.5,0.0],"axis_b":[0.0,1.5],"kind":"Conic2","origin":[0.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.8]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.0,0.8]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.266103672779499,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.266103672779499,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.266103672779499,0.8]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.266103672779499,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.5707963267948963,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.5707963267948963,0.8]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.5707963267948963,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.5707963267948963,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0180812136981137,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0180812136981137,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.8]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.2661036727794994,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.2661036727794994,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.6751315329370315,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.6751315329370315,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.6751315329370315,0.8]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.6751315329370315,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[1.0180812136981134,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[1.0180812136981134,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0180812136981134,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0180812136981134,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.46676533904729633,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.6751315329370317,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[5.551115123125783e-17,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[5.551115123125783e-17,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[5.551115123125783e-17,0.8]},{"direction":[0.0,1.0],"kind":"Line2","origin":[5.551115123125783e-17,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.46676533904729633,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.46676533904729633,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.46676533904729633,0.8]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.46676533904729633,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.8]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.8]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.6435011087932843,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.6435011087932843,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.6435011087932843,0.8]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.6435011087932843,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.8]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.7475843496690207,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.6435011087932843,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.048481504988848,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.048481504988848,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.048481504988848,0.8]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.048481504988848,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.7475843496690207,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.7475843496690207,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.7475843496690207,0.8]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.7475843496690207,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.1592794807274087,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.1592794807274087,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.8]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.048481504988848,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.048481504988848,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[1.5707963267948966,0.5]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[1.5707963267948966,0.8]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[1.5707963267948966,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[1.5707963267948966,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[1.1592794807274087,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[1.1592794807274087,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.1592794807274087,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.1592794807274087,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.4612494995995995,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4612494995995995,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4612494995995995,0.30000000000000004]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.23019609728144297,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.2301960972814432,0.30000000000000004]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.2301960972814432,1.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.5860571099491754,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.5860571099491754,0.30000000000000004]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.5860571099491754,1.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.440892098500626e-16,0.30000000000000004]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.440892098500626e-16,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.5331056943471393,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.5331056943471393,1.2]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.2]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.30166852264521204,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.30166852264521204,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.2]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.220446049250313e-16,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.40220445305492003,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.40220445305492025,1.2]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.2]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[1.0180812136981137,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.2661036727794994,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.46676533904729633,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.6751315329370317,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.7475843496690207,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.6435011087932843,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[1.1592794807274087,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.048481504988848,2.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.5],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.8],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,2.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,2.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[9.184850993605148e-17,1.5,0.0],"x":[-1.8369701987210297e-16,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,1.8369701987210297e-16,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Cylinder","radius":2.0},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Cylinder","radius":2.0},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Cylinder","radius":2.0},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Cylinder","radius":2.0},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Cylinder","radius":2.0},{"frame":{"origin":[2.0,0.0,0.0],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Cylinder","radius":1.5},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Cylinder","radius":1.5},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Cylinder","radius":1.5},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Cylinder","radius":1.5},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Cylinder","radius":1.5},{"frame":{"origin":[1.5612494995995996,1.25,0.5],"x":[-1.0,0.0,0.0],"y":[0.0,0.0,1.0],"z":[0.0,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[1.1,1.25,0.5],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[1.1999999999999997,0.9,0.5],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.6,1.9078784028338913,0.8],"x":[0.0,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.748331477354788,1.3,0.8],"x":[1.0,0.0,0.0],"y":[-0.0,0.0,1.0],"z":[0.0,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[1.05,1.3,0.8],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Cylinder","radius":2.0},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Cylinder","radius":2.0},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Cylinder","radius":1.5},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Cylinder","radius":1.5}]},"id":"batch-vertical-arc.arc-host","quality":{"kind":"Analytic"},"revision":1,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":1.5707963267948966,"lo":1.1592794807274087}},"halfedge":0,"id":0,"tolerance":1e-9,"twin_halfedge":134},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":1.1592794807274085,"lo":1.0484815049888478}},"halfedge":1,"id":1,"tolerance":1e-9,"twin_halfedge":128},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":1.048481504988848,"lo":0.7475843496690207}},"halfedge":2,"id":2,"tolerance":1e-9,"twin_halfedge":118},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.7475843496690207,"lo":0.6435011087932843}},"halfedge":3,"id":3,"tolerance":1e-9,"twin_halfedge":114},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.6435011087932843,"lo":0.0}},"halfedge":4,"id":4,"tolerance":1e-9,"twin_halfedge":104},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":5,"id":5,"tolerance":1e-9,"twin_halfedge":94},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.46676533904729633,"lo":5.551115123125783e-17}},"halfedge":6,"id":6,"tolerance":1e-9,"twin_halfedge":84},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.6751315329370315,"lo":0.4667653390472962}},"halfedge":7,"id":7,"tolerance":1e-9,"twin_halfedge":80},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":1.0180812136981134,"lo":0.6751315329370315}},"halfedge":8,"id":8,"tolerance":1e-9,"twin_halfedge":70},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":1.2661036727794992,"lo":1.0180812136981134}},"halfedge":9,"id":9,"tolerance":1e-9,"twin_halfedge":64},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":1.5707963267948966,"lo":1.2661036727794992}},"halfedge":10,"id":10,"tolerance":1e-9,"twin_halfedge":54},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":11,"id":11,"tolerance":1e-9,"twin_halfedge":44},{"chart_seam":false,"geometry":{"curve":12,"kind":"Curve","range":{"hi":0.23019609728144297,"lo":0.0}},"halfedge":12,"id":12,"tolerance":1e-9,"twin_halfedge":150},{"chart_seam":false,"geometry":{"curve":13,"kind":"Curve","range":{"hi":0.4612494995995995,"lo":0.0}},"halfedge":13,"id":13,"tolerance":1e-9,"twin_halfedge":144},{"chart_seam":false,"geometry":{"curve":14,"kind":"Curve","range":{"hi":0.6751315329370317,"lo":0.46676533904729633}},"halfedge":14,"id":14,"tolerance":1e-9,"twin_halfedge":82},{"chart_seam":false,"geometry":{"curve":15,"kind":"Curve","range":{"hi":0.5860571099491754,"lo":0.0}},"halfedge":15,"id":15,"tolerance":1e-9,"twin_halfedge":156},{"chart_seam":false,"geometry":{"curve":16,"kind":"Curve","range":{"hi":0.7475843496690207,"lo":0.6435011087932844}},"halfedge":16,"id":16,"tolerance":1e-9,"twin_halfedge":116},{"chart_seam":false,"geometry":{"curve":17,"kind":"Curve","range":{"hi":1.2661036727794994,"lo":1.0180812136981137}},"halfedge":17,"id":17,"tolerance":1e-9,"twin_halfedge":67},{"chart_seam":false,"geometry":{"curve":18,"kind":"Curve","range":{"hi":0.40220445305492003,"lo":0.0}},"halfedge":18,"id":18,"tolerance":1e-9,"twin_halfedge":170},{"chart_seam":false,"geometry":{"curve":19,"kind":"Curve","range":{"hi":0.30166852264521204,"lo":0.0}},"halfedge":19,"id":19,"tolerance":1e-9,"twin_halfedge":166},{"chart_seam":false,"geometry":{"curve":20,"kind":"Curve","range":{"hi":1.1592794807274085,"lo":1.048481504988848}},"halfedge":20,"id":20,"tolerance":1e-9,"twin_halfedge":131},{"chart_seam":false,"geometry":{"curve":21,"kind":"Curve","range":{"hi":0.5331056943471393,"lo":0.0}},"halfedge":21,"id":21,"tolerance":1e-9,"twin_halfedge":162},{"chart_seam":false,"geometry":{"curve":22,"kind":"Curve","range":{"hi":0.5331056943471393,"lo":0.0}},"halfedge":22,"id":22,"tolerance":1e-9,"twin_halfedge":164},{"chart_seam":false,"geometry":{"curve":23,"kind":"Curve","range":{"hi":1.1592794807274085,"lo":1.048481504988848}},"halfedge":23,"id":23,"tolerance":1e-9,"twin_halfedge":186},{"chart_seam":false,"geometry":{"curve":24,"kind":"Curve","range":{"hi":0.30166852264521204,"lo":0.0}},"halfedge":24,"id":24,"tolerance":1e-9,"twin_halfedge":168},{"chart_seam":false,"geometry":{"curve":25,"kind":"Curve","range":{"hi":0.40220445305492003,"lo":0.0}},"halfedge":25,"id":25,"tolerance":1e-9,"twin_halfedge":172},{"chart_seam":false,"geometry":{"curve":26,"kind":"Curve","range":{"hi":1.2661036727794992,"lo":1.0180812136981134}},"halfedge":26,"id":26,"tolerance":1e-9,"twin_halfedge":174},{"chart_seam":false,"geometry":{"curve":27,"kind":"Curve","range":{"hi":0.7475843496690205,"lo":0.6435011087932843}},"halfedge":27,"id":27,"tolerance":1e-9,"twin_halfedge":182},{"chart_seam":false,"geometry":{"curve":28,"kind":"Curve","range":{"hi":0.5860571099491754,"lo":0.0}},"halfedge":28,"id":28,"tolerance":1e-9,"twin_halfedge":159},{"chart_seam":false,"geometry":{"curve":29,"kind":"Curve","range":{"hi":0.6751315329370315,"lo":0.4667653390472962}},"halfedge":29,"id":29,"tolerance":1e-9,"twin_halfedge":178},{"chart_seam":false,"geometry":{"curve":30,"kind":"Curve","range":{"hi":0.4612494995995995,"lo":0.0}},"halfedge":30,"id":30,"tolerance":1e-9,"twin_halfedge":147},{"chart_seam":false,"geometry":{"curve":31,"kind":"Curve","range":{"hi":0.23019609728144297,"lo":0.0}},"halfedge":31,"id":31,"tolerance":1e-9,"twin_halfedge":153},{"chart_seam":false,"geometry":{"curve":32,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":32,"id":32,"tolerance":1e-9,"twin_halfedge":49},{"chart_seam":false,"geometry":{"curve":33,"kind":"Curve","range":{"hi":1.5707963267948963,"lo":1.266103672779499}},"halfedge":33,"id":33,"tolerance":1e-9,"twin_halfedge":59},{"chart_seam":false,"geometry":{"curve":34,"kind":"Curve","range":{"hi":1.2661036727794994,"lo":1.0180812136981137}},"halfedge":34,"id":34,"tolerance":1e-9,"twin_halfedge":176},{"chart_seam":false,"geometry":{"curve":35,"kind":"Curve","range":{"hi":1.0180812136981134,"lo":0.6751315329370315}},"halfedge":35,"id":35,"tolerance":1e-9,"twin_halfedge":75},{"chart_seam":false,"geometry":{"curve":36,"kind":"Curve","range":{"hi":0.6751315329370317,"lo":0.46676533904729633}},"halfedge":36,"id":36,"tolerance":1e-9,"twin_halfedge":180},{"chart_seam":false,"geometry":{"curve":37,"kind":"Curve","range":{"hi":0.46676533904729633,"lo":5.551115123125783e-17}},"halfedge":37,"id":37,"tolerance":1e-9,"twin_halfedge":89},{"chart_seam":false,"geometry":{"curve":38,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":38,"id":38,"tolerance":1e-9,"twin_halfedge":99},{"chart_seam":false,"geometry":{"curve":39,"kind":"Curve","range":{"hi":0.6435011087932843,"lo":0.0}},"halfedge":39,"id":39,"tolerance":1e-9,"twin_halfedge":109},{"chart_seam":false,"geometry":{"curve":40,"kind":"Curve","range":{"hi":0.7475843496690207,"lo":0.6435011087932843}},"halfedge":40,"id":40,"tolerance":1e-9,"twin_halfedge":184},{"chart_seam":false,"geometry":{"curve":41,"kind":"Curve","range":{"hi":1.048481504988848,"lo":0.7475843496690207}},"halfedge":41,"id":41,"tolerance":1e-9,"twin_halfedge":123},{"chart_seam":false,"geometry":{"curve":42,"kind":"Curve","range":{"hi":1.1592794807274087,"lo":1.048481504988848}},"halfedge":42,"id":42,"tolerance":1e-9,"twin_halfedge":188},{"chart_seam":false,"geometry":{"curve":43,"kind":"Curve","range":{"hi":1.5707963267948966,"lo":1.1592794807274087}},"halfedge":43,"id":43,"tolerance":1e-9,"twin_halfedge":139},{"chart_seam":false,"geometry":{"curve":44,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":45,"id":44,"tolerance":1e-9,"twin_halfedge":63},{"chart_seam":false,"geometry":{"curve":45,"kind":"Curve","range":{"hi":0.30000000000000004,"lo":0.0}},"halfedge":46,"id":45,"tolerance":1e-9,"twin_halfedge":62},{"chart_seam":false,"geometry":{"curve":46,"kind":"Curve","range":{"hi":1.2,"lo":0.0}},"halfedge":47,"id":46,"tolerance":1e-9,"twin_halfedge":61},{"chart_seam":false,"geometry":{"curve":47,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":48,"id":47,"tolerance":1e-9,"twin_halfedge":60},{"chart_seam":false,"geometry":{"curve":48,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":50,"id":48,"tolerance":1e-9,"twin_halfedge":138},{"chart_seam":false,"geometry":{"curve":49,"kind":"Curve","range":{"hi":1.2,"lo":0.0}},"halfedge":51,"id":49,"tolerance":1e-9,"twin_halfedge":137},{"chart_seam":false,"geometry":{"curve":50,"kind":"Curve","range":{"hi":0.30000000000000004,"lo":0.0}},"halfedge":52,"id":50,"tolerance":1e-9,"twin_halfedge":136},{"chart_seam":false,"geometry":{"curve":51,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":53,"id":51,"tolerance":1e-9,"twin_halfedge":135},{"chart_seam":false,"geometry":{"curve":52,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":55,"id":52,"tolerance":1e-9,"twin_halfedge":69},{"chart_seam":false,"geometry":{"curve":53,"kind":"Curve","range":{"hi":0.30000000000000004,"lo":0.0}},"halfedge":56,"id":53,"tolerance":1e-9,"twin_halfedge":68},{"chart_seam":false,"geometry":{"curve":54,"kind":"Curve","range":{"hi":1.2,"lo":0.0}},"halfedge":57,"id":54,"tolerance":1e-9,"twin_halfedge":165},{"chart_seam":false,"geometry":{"curve":55,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":58,"id":55,"tolerance":1e-9,"twin_halfedge":177},{"chart_seam":false,"geometry":{"curve":56,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":65,"id":56,"tolerance":1e-9,"twin_halfedge":79},{"chart_seam":false,"geometry":{"curve":57,"kind":"Curve","range":{"hi":0.30000000000000004,"lo":0.0}},"halfedge":66,"id":57,"tolerance":1e-9,"twin_halfedge":78},{"chart_seam":false,"geometry":{"curve":58,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":71,"id":58,"tolerance":1e-9,"twin_halfedge":83},{"chart_seam":false,"geometry":{"curve":59,"kind":"Curve","range":{"hi":0.30000000000000004,"lo":0.0}},"halfedge":72,"id":59,"tolerance":1e-9,"twin_halfedge":149},{"chart_seam":false,"geometry":{"curve":60,"kind":"Curve","range":{"hi":1.2,"lo":0.0}},"halfedge":73,"id":60,"tolerance":1e-9,"twin_halfedge":148},{"chart_seam":false,"geometry":{"curve":61,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":74,"id":61,"tolerance":1e-9,"twin_halfedge":181},{"chart_seam":false,"geometry":{"curve":62,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":76,"id":62,"tolerance":1e-9,"twin_halfedge":175},{"chart_seam":false,"geometry":{"curve":63,"kind":"Curve","range":{"hi":1.2,"lo":0.0}},"halfedge":77,"id":63,"tolerance":1e-9,"twin_halfedge":171},{"chart_seam":false,"geometry":{"curve":64,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":81,"id":64,"tolerance":1e-9,"twin_halfedge":93},{"chart_seam":false,"geometry":{"curve":65,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":85,"id":65,"tolerance":1e-9,"twin_halfedge":103},{"chart_seam":false,"geometry":{"curve":66,"kind":"Curve","range":{"hi":0.30000000000000004,"lo":0.0}},"halfedge":86,"id":66,"tolerance":1e-9,"twin_halfedge":102},{"chart_seam":false,"geometry":{"curve":67,"kind":"Curve","range":{"hi":1.2,"lo":0.0}},"halfedge":87,"id":67,"tolerance":1e-9,"twin_halfedge":101},{"chart_seam":false,"geometry":{"curve":68,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":88,"id":68,"tolerance":1e-9,"twin_halfedge":100},{"chart_seam":false,"geometry":{"curve":69,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":90,"id":69,"tolerance":1e-9,"twin_halfedge":179},{"chart_seam":false,"geometry":{"curve":70,"kind":"Curve","range":{"hi":1.2,"lo":0.0}},"halfedge":91,"id":70,"tolerance":1e-9,"twin_halfedge":158},{"chart_seam":false,"geometry":{"curve":71,"kind":"Curve","range":{"hi":0.30000000000000004,"lo":0.0}},"halfedge":92,"id":71,"tolerance":1e-9,"twin_halfedge":157},{"chart_seam":false,"geometry":{"curve":72,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":95,"id":72,"tolerance":1e-9,"twin_halfedge":113},{"chart_seam":false,"geometry":{"curve":73,"kind":"Curve","range":{"hi":0.30000000000000004,"lo":0.0}},"halfedge":96,"id":73,"tolerance":1e-9,"twin_halfedge":112},{"chart_seam":false,"geometry":{"curve":74,"kind":"Curve","range":{"hi":1.2,"lo":0.0}},"halfedge":97,"id":74,"tolerance":1e-9,"twin_halfedge":111},{"chart_seam":false,"geometry":{"curve":75,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":98,"id":75,"tolerance":1e-9,"twin_halfedge":110},{"chart_seam":false,"geometry":{"curve":76,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":105,"id":76,"tolerance":1e-9,"twin_halfedge":117},{"chart_seam":false,"geometry":{"curve":77,"kind":"Curve","range":{"hi":0.30000000000000004,"lo":0.0}},"halfedge":106,"id":77,"tolerance":1e-9,"twin_halfedge":161},{"chart_seam":false,"geometry":{"curve":78,"kind":"Curve","range":{"hi":1.2,"lo":0.0}},"halfedge":107,"id":78,"tolerance":1e-9,"twin_halfedge":160},{"chart_seam":false,"geometry":{"curve":79,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":108,"id":79,"tolerance":1e-9,"twin_halfedge":185},{"chart_seam":false,"geometry":{"curve":80,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":115,"id":80,"tolerance":1e-9,"twin_halfedge":127},{"chart_seam":false,"geometry":{"curve":81,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":119,"id":81,"tolerance":1e-9,"twin_halfedge":133},{"chart_seam":false,"geometry":{"curve":82,"kind":"Curve","range":{"hi":0.30000000000000004,"lo":0.0}},"halfedge":120,"id":82,"tolerance":1e-9,"twin_halfedge":132},{"chart_seam":false,"geometry":{"curve":83,"kind":"Curve","range":{"hi":1.2,"lo":0.0}},"halfedge":121,"id":83,"tolerance":1e-9,"twin_halfedge":169},{"chart_seam":false,"geometry":{"curve":84,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":122,"id":84,"tolerance":1e-9,"twin_halfedge":189},{"chart_seam":false,"geometry":{"curve":85,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":124,"id":85,"tolerance":1e-9,"twin_halfedge":183},{"chart_seam":false,"geometry":{"curve":86,"kind":"Curve","range":{"hi":1.2,"lo":0.0}},"halfedge":125,"id":86,"tolerance":1e-9,"twin_halfedge":152},{"chart_seam":false,"geometry":{"curve":87,"kind":"Curve","range":{"hi":0.30000000000000004,"lo":0.0}},"halfedge":126,"id":87,"tolerance":1e-9,"twin_halfedge":151},{"chart_seam":false,"geometry":{"curve":88,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":129,"id":88,"tolerance":1e-9,"twin_halfedge":143},{"chart_seam":false,"geometry":{"curve":89,"kind":"Curve","range":{"hi":0.30000000000000004,"lo":0.0}},"halfedge":130,"id":89,"tolerance":1e-9,"twin_halfedge":142},{"chart_seam":false,"geometry":{"curve":90,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":140,"id":90,"tolerance":1e-9,"twin_halfedge":187},{"chart_seam":false,"geometry":{"curve":91,"kind":"Curve","range":{"hi":1.2,"lo":0.0}},"halfedge":141,"id":91,"tolerance":1e-9,"twin_halfedge":163},{"chart_seam":false,"geometry":{"curve":92,"kind":"Curve","range":{"hi":0.30000000000000004,"lo":0.0}},"halfedge":145,"id":92,"tolerance":1e-9,"twin_halfedge":155},{"chart_seam":false,"geometry":{"curve":93,"kind":"Curve","range":{"hi":1.2,"lo":0.0}},"halfedge":146,"id":93,"tolerance":1e-9,"twin_halfedge":154},{"chart_seam":false,"geometry":{"curve":94,"kind":"Curve","range":{"hi":1.2,"lo":0.0}},"halfedge":167,"id":94,"tolerance":1e-9,"twin_halfedge":173}],"faces":[{"id":0,"key":"lower-cap-0","provenance":{"reversed":false,"role":"Split","sources":[{"body":"arc-host","entity":"arc-host","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":2.000000001,"lo":-1e-9},{"hi":1e-9,"lo":-2.000000001}]}},{"id":1,"key":"upper-cap-1","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"opening","entity":"opening","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":1.7860571109491754,"lo":1.099999999},{"hi":1.250000001,"lo":0.8999999989999998}]}},{"id":2,"key":"upper-cap-2","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"second-opening","entity":"second-opening","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":1.0500000010000001,"lo":0.5999999989999999},{"hi":1.9078784038338914,"lo":1.299999999}]}},{"id":3,"key":"lower-cap-3","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"second-opening","entity":"second-opening","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":1.0500000010000001,"lo":0.5999999989999999},{"hi":-1.299999999,"lo":-1.9078784038338914}]}},{"id":4,"key":"lower-cap-4","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"opening","entity":"opening","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":1.7860571109491754,"lo":1.099999999},{"hi":-0.8999999989999998,"lo":-1.250000001}]}},{"id":5,"key":"upper-cap-5","provenance":{"reversed":false,"role":"Split","sources":[{"body":"arc-host","entity":"arc-host","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":2.000000001,"lo":-1e-9},{"hi":2.000000001,"lo":-1e-9}]}},{"id":6,"key":"vertical-plane-6","provenance":{"reversed":false,"role":"Split","sources":[{"body":"arc-host","entity":"arc-host","face":3,"key":"side-0-1"}]},"sense":"Reverse","shell_ref":0,"surface":6,"trim":{"chart":0,"holes":[],"outer":6,"uv_bounds":[{"hi":0.500000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":7,"key":"vertical-cylinder-7","provenance":{"reversed":false,"role":"Split","sources":[{"body":"arc-host","entity":"arc-host","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":7,"trim":{"chart":0,"holes":[],"outer":7,"uv_bounds":[{"hi":1.5707963272948964,"lo":1.266103672279499},{"hi":3.000000001,"lo":-1e-9}]}},{"id":8,"key":"vertical-cylinder-8","provenance":{"reversed":false,"role":"Split","sources":[{"body":"arc-host","entity":"arc-host","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":8,"trim":{"chart":0,"holes":[],"outer":8,"uv_bounds":[{"hi":1.2661036732794995,"lo":1.0180812131981136},{"hi":0.800000001,"lo":-1e-9}]}},{"id":9,"key":"vertical-cylinder-9","provenance":{"reversed":false,"role":"Split","sources":[{"body":"arc-host","entity":"arc-host","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":9,"trim":{"chart":0,"holes":[],"outer":9,"uv_bounds":[{"hi":1.0180812141981135,"lo":0.6751315324370315},{"hi":3.000000001,"lo":-1e-9}]}},{"id":10,"key":"vertical-cylinder-10","provenance":{"reversed":false,"role":"Split","sources":[{"body":"arc-host","entity":"arc-host","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":10,"trim":{"chart":0,"holes":[],"outer":10,"uv_bounds":[{"hi":0.6751315334370317,"lo":0.46676533854729635},{"hi":0.500000001,"lo":-1e-9}]}},{"id":11,"key":"vertical-cylinder-11","provenance":{"reversed":false,"role":"Split","sources":[{"body":"arc-host","entity":"arc-host","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":11,"trim":{"chart":0,"holes":[],"outer":11,"uv_bounds":[{"hi":0.4667653395472963,"lo":-4.999999444888488e-10},{"hi":3.000000001,"lo":-1e-9}]}},{"id":12,"key":"vertical-plane-12","provenance":{"reversed":false,"role":"Split","sources":[{"body":"arc-host","entity":"arc-host","face":5,"key":"side-0-3"}]},"sense":"Reverse","shell_ref":0,"surface":12,"trim":{"chart":0,"holes":[],"outer":12,"uv_bounds":[{"hi":0.500000001,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":13,"key":"vertical-cylinder-13","provenance":{"reversed":false,"role":"Split","sources":[{"body":"arc-host","entity":"arc-host","face":4,"key":"side-0-2"}]},"sense":"Reverse","shell_ref":0,"surface":13,"trim":{"chart":0,"holes":[],"outer":13,"uv_bounds":[{"hi":0.643501109459951,"lo":-6.666666666666667e-10},{"hi":3.000000001,"lo":-1e-9}]}},{"id":14,"key":"vertical-cylinder-14","provenance":{"reversed":false,"role":"Split","sources":[{"body":"arc-host","entity":"arc-host","face":4,"key":"side-0-2"}]},"sense":"Reverse","shell_ref":0,"surface":14,"trim":{"chart":0,"holes":[],"outer":14,"uv_bounds":[{"hi":0.7475843503356874,"lo":0.6435011081266175},{"hi":0.500000001,"lo":-1e-9}]}},{"id":15,"key":"vertical-cylinder-15","provenance":{"reversed":false,"role":"Split","sources":[{"body":"arc-host","entity":"arc-host","face":4,"key":"side-0-2"}]},"sense":"Reverse","shell_ref":0,"surface":15,"trim":{"chart":0,"holes":[],"outer":15,"uv_bounds":[{"hi":1.0484815056555148,"lo":0.7475843490023539},{"hi":3.000000001,"lo":-1e-9}]}},{"id":16,"key":"vertical-cylinder-16","provenance":{"reversed":false,"role":"Split","sources":[{"body":"arc-host","entity":"arc-host","face":4,"key":"side-0-2"}]},"sense":"Reverse","shell_ref":0,"surface":16,"trim":{"chart":0,"holes":[],"outer":16,"uv_bounds":[{"hi":1.1592794813940754,"lo":1.0484815043221813},{"hi":0.800000001,"lo":-1e-9}]}},{"id":17,"key":"vertical-cylinder-17","provenance":{"reversed":false,"role":"Split","sources":[{"body":"arc-host","entity":"arc-host","face":4,"key":"side-0-2"}]},"sense":"Reverse","shell_ref":0,"surface":17,"trim":{"chart":0,"holes":[],"outer":17,"uv_bounds":[{"hi":1.5707963274615633,"lo":1.159279480060742},{"hi":3.000000001,"lo":-1e-9}]}},{"id":18,"key":"vertical-plane-18","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"opening","entity":"opening","face":5,"key":"back"}]},"sense":"Reverse","shell_ref":0,"surface":18,"trim":{"chart":0,"holes":[],"outer":18,"uv_bounds":[{"hi":0.4612495005995995,"lo":-1e-9},{"hi":1.500000001,"lo":-1e-9}]}},{"id":19,"key":"vertical-plane-19","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"opening","entity":"opening","face":2,"key":"left"}]},"sense":"Reverse","shell_ref":0,"surface":19,"trim":{"chart":0,"holes":[],"outer":19,"uv_bounds":[{"hi":0.2301960982814432,"lo":-1e-9},{"hi":1.500000001,"lo":-1e-9}]}},{"id":20,"key":"vertical-plane-20","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"opening","entity":"opening","face":4,"key":"front"}]},"sense":"Reverse","shell_ref":0,"surface":20,"trim":{"chart":0,"holes":[],"outer":20,"uv_bounds":[{"hi":0.5860571109491753,"lo":-1e-9},{"hi":1.500000001,"lo":-1e-9}]}},{"id":21,"key":"vertical-plane-21","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"second-opening","entity":"second-opening","face":2,"key":"left"}]},"sense":"Reverse","shell_ref":0,"surface":21,"trim":{"chart":0,"holes":[],"outer":21,"uv_bounds":[{"hi":0.5331056953471393,"lo":-1e-9},{"hi":1.200000001,"lo":-1e-9}]}},{"id":22,"key":"vertical-plane-22","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"second-opening","entity":"second-opening","face":4,"key":"front"}]},"sense":"Reverse","shell_ref":0,"surface":22,"trim":{"chart":0,"holes":[],"outer":22,"uv_bounds":[{"hi":0.30166852364521207,"lo":-1e-9},{"hi":1.200000001,"lo":-1e-9}]}},{"id":23,"key":"vertical-plane-23","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"second-opening","entity":"second-opening","face":3,"key":"right"}]},"sense":"Reverse","shell_ref":0,"surface":23,"trim":{"chart":0,"holes":[],"outer":23,"uv_bounds":[{"hi":0.40220445405492006,"lo":-1e-9},{"hi":1.200000001,"lo":-1e-9}]}},{"id":24,"key":"vertical-cylinder-24","provenance":{"reversed":false,"role":"Split","sources":[{"body":"arc-host","entity":"arc-host","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":24,"trim":{"chart":0,"holes":[],"outer":24,"uv_bounds":[{"hi":1.2661036732794995,"lo":1.0180812131981136},{"hi":3.000000001,"lo":1.999999999}]}},{"id":25,"key":"vertical-cylinder-25","provenance":{"reversed":false,"role":"Split","sources":[{"body":"arc-host","entity":"arc-host","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":25,"trim":{"chart":0,"holes":[],"outer":25,"uv_bounds":[{"hi":0.6751315334370317,"lo":0.46676533854729635},{"hi":3.000000001,"lo":1.999999999}]}},{"id":26,"key":"vertical-cylinder-26","provenance":{"reversed":false,"role":"Split","sources":[{"body":"arc-host","entity":"arc-host","face":4,"key":"side-0-2"}]},"sense":"Reverse","shell_ref":0,"surface":26,"trim":{"chart":0,"holes":[],"outer":26,"uv_bounds":[{"hi":0.7475843503356874,"lo":0.6435011081266175},{"hi":3.000000001,"lo":1.999999999}]}},{"id":27,"key":"vertical-cylinder-27","provenance":{"reversed":false,"role":"Split","sources":[{"body":"arc-host","entity":"arc-host","face":4,"key":"side-0-2"}]},"sense":"Reverse","shell_ref":0,"surface":27,"trim":{"chart":0,"holes":[],"outer":27,"uv_bounds":[{"hi":1.1592794813940754,"lo":1.0484815043221813},{"hi":3.000000001,"lo":1.999999999}]}}],"halfedges":[{"edge":0,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Reverse"},"id":0,"loop_ref":0,"next":1,"prev":11,"to":1,"twin":134,"wire_ref":null},{"edge":1,"face":0,"from":1,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Reverse"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":2,"twin":128,"wire_ref":null},{"edge":2,"face":0,"from":2,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":3,"twin":118,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":4,"prev":2,"to":4,"twin":114,"wire_ref":null},{"edge":4,"face":0,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":0,"next":5,"prev":3,"to":5,"twin":104,"wire_ref":null},{"edge":5,"face":0,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":0,"next":6,"prev":4,"to":6,"twin":94,"wire_ref":null},{"edge":6,"face":0,"from":6,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Forward"},"id":6,"loop_ref":0,"next":7,"prev":5,"to":7,"twin":84,"wire_ref":null},{"edge":7,"face":0,"from":7,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Forward"},"id":7,"loop_ref":0,"next":8,"prev":6,"to":8,"twin":80,"wire_ref":null},{"edge":8,"face":0,"from":8,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":0,"next":9,"prev":7,"to":9,"twin":70,"wire_ref":null},{"edge":9,"face":0,"from":9,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":0,"next":10,"prev":8,"to":10,"twin":64,"wire_ref":null},{"edge":10,"face":0,"from":10,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Forward"},"id":10,"loop_ref":0,"next":11,"prev":9,"to":11,"twin":54,"wire_ref":null},{"edge":11,"face":0,"from":11,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Forward"},"id":11,"loop_ref":0,"next":0,"prev":10,"to":0,"twin":44,"wire_ref":null},{"edge":12,"face":1,"from":12,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":1,"next":13,"prev":16,"to":13,"twin":150,"wire_ref":null},{"edge":13,"face":1,"from":13,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":1,"next":14,"prev":12,"to":14,"twin":144,"wire_ref":null},{"edge":14,"face":1,"from":14,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":1,"next":15,"prev":13,"to":15,"twin":82,"wire_ref":null},{"edge":15,"face":1,"from":15,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Forward"},"id":15,"loop_ref":1,"next":16,"prev":14,"to":16,"twin":156,"wire_ref":null},{"edge":16,"face":1,"from":16,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":1,"next":12,"prev":15,"to":12,"twin":116,"wire_ref":null},{"edge":17,"face":2,"from":17,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Reverse"},"id":17,"loop_ref":2,"next":18,"prev":21,"to":18,"twin":67,"wire_ref":null},{"edge":18,"face":2,"from":18,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Forward"},"id":18,"loop_ref":2,"next":19,"prev":17,"to":19,"twin":170,"wire_ref":null},{"edge":19,"face":2,"from":19,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Forward"},"id":19,"loop_ref":2,"next":20,"prev":18,"to":20,"twin":166,"wire_ref":null},{"edge":20,"face":2,"from":20,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":2,"next":21,"prev":19,"to":21,"twin":131,"wire_ref":null},{"edge":21,"face":2,"from":21,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":2,"next":17,"prev":20,"to":17,"twin":162,"wire_ref":null},{"edge":22,"face":3,"from":22,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Forward"},"id":22,"loop_ref":3,"next":23,"prev":26,"to":23,"twin":164,"wire_ref":null},{"edge":23,"face":3,"from":23,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":3,"next":24,"prev":22,"to":24,"twin":186,"wire_ref":null},{"edge":24,"face":3,"from":24,"geometry_use":{"pcurve":24,"periodic_lift":[0,0],"sense":"Forward"},"id":24,"loop_ref":3,"next":25,"prev":23,"to":25,"twin":168,"wire_ref":null},{"edge":25,"face":3,"from":25,"geometry_use":{"pcurve":25,"periodic_lift":[0,0],"sense":"Forward"},"id":25,"loop_ref":3,"next":26,"prev":24,"to":26,"twin":172,"wire_ref":null},{"edge":26,"face":3,"from":26,"geometry_use":{"pcurve":26,"periodic_lift":[0,0],"sense":"Forward"},"id":26,"loop_ref":3,"next":22,"prev":25,"to":22,"twin":174,"wire_ref":null},{"edge":27,"face":4,"from":27,"geometry_use":{"pcurve":27,"periodic_lift":[0,0],"sense":"Reverse"},"id":27,"loop_ref":4,"next":28,"prev":31,"to":28,"twin":182,"wire_ref":null},{"edge":28,"face":4,"from":28,"geometry_use":{"pcurve":28,"periodic_lift":[0,0],"sense":"Forward"},"id":28,"loop_ref":4,"next":29,"prev":27,"to":29,"twin":159,"wire_ref":null},{"edge":29,"face":4,"from":29,"geometry_use":{"pcurve":29,"periodic_lift":[0,0],"sense":"Forward"},"id":29,"loop_ref":4,"next":30,"prev":28,"to":30,"twin":178,"wire_ref":null},{"edge":30,"face":4,"from":30,"geometry_use":{"pcurve":30,"periodic_lift":[0,0],"sense":"Forward"},"id":30,"loop_ref":4,"next":31,"prev":29,"to":31,"twin":147,"wire_ref":null},{"edge":31,"face":4,"from":31,"geometry_use":{"pcurve":31,"periodic_lift":[0,0],"sense":"Forward"},"id":31,"loop_ref":4,"next":27,"prev":30,"to":27,"twin":153,"wire_ref":null},{"edge":32,"face":5,"from":32,"geometry_use":{"pcurve":32,"periodic_lift":[0,0],"sense":"Forward"},"id":32,"loop_ref":5,"next":33,"prev":43,"to":33,"twin":49,"wire_ref":null},{"edge":33,"face":5,"from":33,"geometry_use":{"pcurve":33,"periodic_lift":[0,0],"sense":"Reverse"},"id":33,"loop_ref":5,"next":34,"prev":32,"to":34,"twin":59,"wire_ref":null},{"edge":34,"face":5,"from":34,"geometry_use":{"pcurve":34,"periodic_lift":[0,0],"sense":"Reverse"},"id":34,"loop_ref":5,"next":35,"prev":33,"to":35,"twin":176,"wire_ref":null},{"edge":35,"face":5,"from":35,"geometry_use":{"pcurve":35,"periodic_lift":[0,0],"sense":"Reverse"},"id":35,"loop_ref":5,"next":36,"prev":34,"to":36,"twin":75,"wire_ref":null},{"edge":36,"face":5,"from":36,"geometry_use":{"pcurve":36,"periodic_lift":[0,0],"sense":"Reverse"},"id":36,"loop_ref":5,"next":37,"prev":35,"to":37,"twin":180,"wire_ref":null},{"edge":37,"face":5,"from":37,"geometry_use":{"pcurve":37,"periodic_lift":[0,0],"sense":"Reverse"},"id":37,"loop_ref":5,"next":38,"prev":36,"to":38,"twin":89,"wire_ref":null},{"edge":38,"face":5,"from":38,"geometry_use":{"pcurve":38,"periodic_lift":[0,0],"sense":"Forward"},"id":38,"loop_ref":5,"next":39,"prev":37,"to":39,"twin":99,"wire_ref":null},{"edge":39,"face":5,"from":39,"geometry_use":{"pcurve":39,"periodic_lift":[0,0],"sense":"Forward"},"id":39,"loop_ref":5,"next":40,"prev":38,"to":40,"twin":109,"wire_ref":null},{"edge":40,"face":5,"from":40,"geometry_use":{"pcurve":40,"periodic_lift":[0,0],"sense":"Forward"},"id":40,"loop_ref":5,"next":41,"prev":39,"to":41,"twin":184,"wire_ref":null},{"edge":41,"face":5,"from":41,"geometry_use":{"pcurve":41,"periodic_lift":[0,0],"sense":"Forward"},"id":41,"loop_ref":5,"next":42,"prev":40,"to":42,"twin":123,"wire_ref":null},{"edge":42,"face":5,"from":42,"geometry_use":{"pcurve":42,"periodic_lift":[0,0],"sense":"Forward"},"id":42,"loop_ref":5,"next":43,"prev":41,"to":43,"twin":188,"wire_ref":null},{"edge":43,"face":5,"from":43,"geometry_use":{"pcurve":43,"periodic_lift":[0,0],"sense":"Forward"},"id":43,"loop_ref":5,"next":32,"prev":42,"to":32,"twin":139,"wire_ref":null},{"edge":11,"face":6,"from":0,"geometry_use":{"pcurve":44,"periodic_lift":[0,0],"sense":"Reverse"},"id":44,"loop_ref":6,"next":45,"prev":53,"to":11,"twin":11,"wire_ref":null},{"edge":44,"face":6,"from":11,"geometry_use":{"pcurve":45,"periodic_lift":[0,0],"sense":"Forward"},"id":45,"loop_ref":6,"next":46,"prev":44,"to":44,"twin":63,"wire_ref":null},{"edge":45,"face":6,"from":44,"geometry_use":{"pcurve":46,"periodic_lift":[0,0],"sense":"Forward"},"id":46,"loop_ref":6,"next":47,"prev":45,"to":45,"twin":62,"wire_ref":null},{"edge":46,"face":6,"from":45,"geometry_use":{"pcurve":47,"periodic_lift":[0,0],"sense":"Forward"},"id":47,"loop_ref":6,"next":48,"prev":46,"to":46,"twin":61,"wire_ref":null},{"edge":47,"face":6,"from":46,"geometry_use":{"pcurve":48,"periodic_lift":[0,0],"sense":"Forward"},"id":48,"loop_ref":6,"next":49,"prev":47,"to":33,"twin":60,"wire_ref":null},{"edge":32,"face":6,"from":33,"geometry_use":{"pcurve":49,"periodic_lift":[0,0],"sense":"Reverse"},"id":49,"loop_ref":6,"next":50,"prev":48,"to":32,"twin":32,"wire_ref":null},{"edge":48,"face":6,"from":32,"geometry_use":{"pcurve":50,"periodic_lift":[0,0],"sense":"Forward"},"id":50,"loop_ref":6,"next":51,"prev":49,"to":47,"twin":138,"wire_ref":null},{"edge":49,"face":6,"from":47,"geometry_use":{"pcurve":51,"periodic_lift":[0,0],"sense":"Forward"},"id":51,"loop_ref":6,"next":52,"prev":50,"to":48,"twin":137,"wire_ref":null},{"edge":50,"face":6,"from":48,"geometry_use":{"pcurve":52,"periodic_lift":[0,0],"sense":"Forward"},"id":52,"loop_ref":6,"next":53,"prev":51,"to":49,"twin":136,"wire_ref":null},{"edge":51,"face":6,"from":49,"geometry_use":{"pcurve":53,"periodic_lift":[0,0],"sense":"Forward"},"id":53,"loop_ref":6,"next":44,"prev":52,"to":0,"twin":135,"wire_ref":null},{"edge":10,"face":7,"from":11,"geometry_use":{"pcurve":54,"periodic_lift":[0,0],"sense":"Reverse"},"id":54,"loop_ref":7,"next":55,"prev":63,"to":10,"twin":10,"wire_ref":null},{"edge":52,"face":7,"from":10,"geometry_use":{"pcurve":55,"periodic_lift":[0,0],"sense":"Forward"},"id":55,"loop_ref":7,"next":56,"prev":54,"to":50,"twin":69,"wire_ref":null},{"edge":53,"face":7,"from":50,"geometry_use":{"pcurve":56,"periodic_lift":[0,0],"sense":"Forward"},"id":56,"loop_ref":7,"next":57,"prev":55,"to":17,"twin":68,"wire_ref":null},{"edge":54,"face":7,"from":17,"geometry_use":{"pcurve":57,"periodic_lift":[0,0],"sense":"Forward"},"id":57,"loop_ref":7,"next":58,"prev":56,"to":22,"twin":165,"wire_ref":null},{"edge":55,"face":7,"from":22,"geometry_use":{"pcurve":58,"periodic_lift":[0,0],"sense":"Forward"},"id":58,"loop_ref":7,"next":59,"prev":57,"to":34,"twin":177,"wire_ref":null},{"edge":33,"face":7,"from":34,"geometry_use":{"pcurve":59,"periodic_lift":[0,0],"sense":"Forward"},"id":59,"loop_ref":7,"next":60,"prev":58,"to":33,"twin":33,"wire_ref":null},{"edge":47,"face":7,"from":33,"geometry_use":{"pcurve":60,"periodic_lift":[0,0],"sense":"Reverse"},"id":60,"loop_ref":7,"next":61,"prev":59,"to":46,"twin":48,"wire_ref":null},{"edge":46,"face":7,"from":46,"geometry_use":{"pcurve":61,"periodic_lift":[0,0],"sense":"Reverse"},"id":61,"loop_ref":7,"next":62,"prev":60,"to":45,"twin":47,"wire_ref":null},{"edge":45,"face":7,"from":45,"geometry_use":{"pcurve":62,"periodic_lift":[0,0],"sense":"Reverse"},"id":62,"loop_ref":7,"next":63,"prev":61,"to":44,"twin":46,"wire_ref":null},{"edge":44,"face":7,"from":44,"geometry_use":{"pcurve":63,"periodic_lift":[0,0],"sense":"Reverse"},"id":63,"loop_ref":7,"next":54,"prev":62,"to":11,"twin":45,"wire_ref":null},{"edge":9,"face":8,"from":10,"geometry_use":{"pcurve":64,"periodic_lift":[0,0],"sense":"Reverse"},"id":64,"loop_ref":8,"next":65,"prev":69,"to":9,"twin":9,"wire_ref":null},{"edge":56,"face":8,"from":9,"geometry_use":{"pcurve":65,"periodic_lift":[0,0],"sense":"Forward"},"id":65,"loop_ref":8,"next":66,"prev":64,"to":51,"twin":79,"wire_ref":null},{"edge":57,"face":8,"from":51,"geometry_use":{"pcurve":66,"periodic_lift":[0,0],"sense":"Forward"},"id":66,"loop_ref":8,"next":67,"prev":65,"to":18,"twin":78,"wire_ref":null},{"edge":17,"face":8,"from":18,"geometry_use":{"pcurve":67,"periodic_lift":[0,0],"sense":"Forward"},"id":67,"loop_ref":8,"next":68,"prev":66,"to":17,"twin":17,"wire_ref":null},{"edge":53,"face":8,"from":17,"geometry_use":{"pcurve":68,"periodic_lift":[0,0],"sense":"Reverse"},"id":68,"loop_ref":8,"next":69,"prev":67,"to":50,"twin":56,"wire_ref":null},{"edge":52,"face":8,"from":50,"geometry_use":{"pcurve":69,"periodic_lift":[0,0],"sense":"Reverse"},"id":69,"loop_ref":8,"next":64,"prev":68,"to":10,"twin":55,"wire_ref":null},{"edge":8,"face":9,"from":9,"geometry_use":{"pcurve":70,"periodic_lift":[0,0],"sense":"Reverse"},"id":70,"loop_ref":9,"next":71,"prev":79,"to":8,"twin":8,"wire_ref":null},{"edge":58,"face":9,"from":8,"geometry_use":{"pcurve":71,"periodic_lift":[0,0],"sense":"Forward"},"id":71,"loop_ref":9,"next":72,"prev":70,"to":14,"twin":83,"wire_ref":null},{"edge":59,"face":9,"from":14,"geometry_use":{"pcurve":72,"periodic_lift":[0,0],"sense":"Forward"},"id":72,"loop_ref":9,"next":73,"prev":71,"to":52,"twin":149,"wire_ref":null},{"edge":60,"face":9,"from":52,"geometry_use":{"pcurve":73,"periodic_lift":[0,0],"sense":"Forward"},"id":73,"loop_ref":9,"next":74,"prev":72,"to":30,"twin":148,"wire_ref":null},{"edge":61,"face":9,"from":30,"geometry_use":{"pcurve":74,"periodic_lift":[0,0],"sense":"Forward"},"id":74,"loop_ref":9,"next":75,"prev":73,"to":36,"twin":181,"wire_ref":null},{"edge":35,"face":9,"from":36,"geometry_use":{"pcurve":75,"periodic_lift":[0,0],"sense":"Forward"},"id":75,"loop_ref":9,"next":76,"prev":74,"to":35,"twin":35,"wire_ref":null},{"edge":62,"face":9,"from":35,"geometry_use":{"pcurve":76,"periodic_lift":[0,0],"sense":"Forward"},"id":76,"loop_ref":9,"next":77,"prev":75,"to":26,"twin":175,"wire_ref":null},{"edge":63,"face":9,"from":26,"geometry_use":{"pcurve":77,"periodic_lift":[0,0],"sense":"Forward"},"id":77,"loop_ref":9,"next":78,"prev":76,"to":18,"twin":171,"wire_ref":null},{"edge":57,"face":9,"from":18,"geometry_use":{"pcurve":78,"periodic_lift":[0,0],"sense":"Reverse"},"id":78,"loop_ref":9,"next":79,"prev":77,"to":51,"twin":66,"wire_ref":null},{"edge":56,"face":9,"from":51,"geometry_use":{"pcurve":79,"periodic_lift":[0,0],"sense":"Reverse"},"id":79,"loop_ref":9,"next":70,"prev":78,"to":9,"twin":65,"wire_ref":null},{"edge":7,"face":10,"from":8,"geometry_use":{"pcurve":80,"periodic_lift":[0,0],"sense":"Reverse"},"id":80,"loop_ref":10,"next":81,"prev":83,"to":7,"twin":7,"wire_ref":null},{"edge":64,"face":10,"from":7,"geometry_use":{"pcurve":81,"periodic_lift":[0,0],"sense":"Forward"},"id":81,"loop_ref":10,"next":82,"prev":80,"to":15,"twin":93,"wire_ref":null},{"edge":14,"face":10,"from":15,"geometry_use":{"pcurve":82,"periodic_lift":[0,0],"sense":"Forward"},"id":82,"loop_ref":10,"next":83,"prev":81,"to":14,"twin":14,"wire_ref":null},{"edge":58,"face":10,"from":14,"geometry_use":{"pcurve":83,"periodic_lift":[0,0],"sense":"Reverse"},"id":83,"loop_ref":10,"next":80,"prev":82,"to":8,"twin":71,"wire_ref":null},{"edge":6,"face":11,"from":7,"geometry_use":{"pcurve":84,"periodic_lift":[0,0],"sense":"Reverse"},"id":84,"loop_ref":11,"next":85,"prev":93,"to":6,"twin":6,"wire_ref":null},{"edge":65,"face":11,"from":6,"geometry_use":{"pcurve":85,"periodic_lift":[0,0],"sense":"Forward"},"id":85,"loop_ref":11,"next":86,"prev":84,"to":53,"twin":103,"wire_ref":null},{"edge":66,"face":11,"from":53,"geometry_use":{"pcurve":86,"periodic_lift":[0,0],"sense":"Forward"},"id":86,"loop_ref":11,"next":87,"prev":85,"to":54,"twin":102,"wire_ref":null},{"edge":67,"face":11,"from":54,"geometry_use":{"pcurve":87,"periodic_lift":[0,0],"sense":"Forward"},"id":87,"loop_ref":11,"next":88,"prev":86,"to":55,"twin":101,"wire_ref":null},{"edge":68,"face":11,"from":55,"geometry_use":{"pcurve":88,"periodic_lift":[0,0],"sense":"Forward"},"id":88,"loop_ref":11,"next":89,"prev":87,"to":38,"twin":100,"wire_ref":null},{"edge":37,"face":11,"from":38,"geometry_use":{"pcurve":89,"periodic_lift":[0,0],"sense":"Forward"},"id":89,"loop_ref":11,"next":90,"prev":88,"to":37,"twin":37,"wire_ref":null},{"edge":69,"face":11,"from":37,"geometry_use":{"pcurve":90,"periodic_lift":[0,0],"sense":"Forward"},"id":90,"loop_ref":11,"next":91,"prev":89,"to":29,"twin":179,"wire_ref":null},{"edge":70,"face":11,"from":29,"geometry_use":{"pcurve":91,"periodic_lift":[0,0],"sense":"Forward"},"id":91,"loop_ref":11,"next":92,"prev":90,"to":56,"twin":158,"wire_ref":null},{"edge":71,"face":11,"from":56,"geometry_use":{"pcurve":92,"periodic_lift":[0,0],"sense":"Forward"},"id":92,"loop_ref":11,"next":93,"prev":91,"to":15,"twin":157,"wire_ref":null},{"edge":64,"face":11,"from":15,"geometry_use":{"pcurve":93,"periodic_lift":[0,0],"sense":"Reverse"},"id":93,"loop_ref":11,"next":84,"prev":92,"to":7,"twin":81,"wire_ref":null},{"edge":5,"face":12,"from":6,"geometry_use":{"pcurve":94,"periodic_lift":[0,0],"sense":"Reverse"},"id":94,"loop_ref":12,"next":95,"prev":103,"to":5,"twin":5,"wire_ref":null},{"edge":72,"face":12,"from":5,"geometry_use":{"pcurve":95,"periodic_lift":[0,0],"sense":"Forward"},"id":95,"loop_ref":12,"next":96,"prev":94,"to":57,"twin":113,"wire_ref":null},{"edge":73,"face":12,"from":57,"geometry_use":{"pcurve":96,"periodic_lift":[0,0],"sense":"Forward"},"id":96,"loop_ref":12,"next":97,"prev":95,"to":58,"twin":112,"wire_ref":null},{"edge":74,"face":12,"from":58,"geometry_use":{"pcurve":97,"periodic_lift":[0,0],"sense":"Forward"},"id":97,"loop_ref":12,"next":98,"prev":96,"to":59,"twin":111,"wire_ref":null},{"edge":75,"face":12,"from":59,"geometry_use":{"pcurve":98,"periodic_lift":[0,0],"sense":"Forward"},"id":98,"loop_ref":12,"next":99,"prev":97,"to":39,"twin":110,"wire_ref":null},{"edge":38,"face":12,"from":39,"geometry_use":{"pcurve":99,"periodic_lift":[0,0],"sense":"Reverse"},"id":99,"loop_ref":12,"next":100,"prev":98,"to":38,"twin":38,"wire_ref":null},{"edge":68,"face":12,"from":38,"geometry_use":{"pcurve":100,"periodic_lift":[0,0],"sense":"Reverse"},"id":100,"loop_ref":12,"next":101,"prev":99,"to":55,"twin":88,"wire_ref":null},{"edge":67,"face":12,"from":55,"geometry_use":{"pcurve":101,"periodic_lift":[0,0],"sense":"Reverse"},"id":101,"loop_ref":12,"next":102,"prev":100,"to":54,"twin":87,"wire_ref":null},{"edge":66,"face":12,"from":54,"geometry_use":{"pcurve":102,"periodic_lift":[0,0],"sense":"Reverse"},"id":102,"loop_ref":12,"next":103,"prev":101,"to":53,"twin":86,"wire_ref":null},{"edge":65,"face":12,"from":53,"geometry_use":{"pcurve":103,"periodic_lift":[0,0],"sense":"Reverse"},"id":103,"loop_ref":12,"next":94,"prev":102,"to":6,"twin":85,"wire_ref":null},{"edge":4,"face":13,"from":5,"geometry_use":{"pcurve":104,"periodic_lift":[0,0],"sense":"Forward"},"id":104,"loop_ref":13,"next":105,"prev":113,"to":4,"twin":4,"wire_ref":null},{"edge":76,"face":13,"from":4,"geometry_use":{"pcurve":105,"periodic_lift":[0,0],"sense":"Forward"},"id":105,"loop_ref":13,"next":106,"prev":104,"to":16,"twin":117,"wire_ref":null},{"edge":77,"face":13,"from":16,"geometry_use":{"pcurve":106,"periodic_lift":[0,0],"sense":"Forward"},"id":106,"loop_ref":13,"next":107,"prev":105,"to":60,"twin":161,"wire_ref":null},{"edge":78,"face":13,"from":60,"geometry_use":{"pcurve":107,"periodic_lift":[0,0],"sense":"Forward"},"id":107,"loop_ref":13,"next":108,"prev":106,"to":28,"twin":160,"wire_ref":null},{"edge":79,"face":13,"from":28,"geometry_use":{"pcurve":108,"periodic_lift":[0,0],"sense":"Forward"},"id":108,"loop_ref":13,"next":109,"prev":107,"to":40,"twin":185,"wire_ref":null},{"edge":39,"face":13,"from":40,"geometry_use":{"pcurve":109,"periodic_lift":[0,0],"sense":"Reverse"},"id":109,"loop_ref":13,"next":110,"prev":108,"to":39,"twin":39,"wire_ref":null},{"edge":75,"face":13,"from":39,"geometry_use":{"pcurve":110,"periodic_lift":[0,0],"sense":"Reverse"},"id":110,"loop_ref":13,"next":111,"prev":109,"to":59,"twin":98,"wire_ref":null},{"edge":74,"face":13,"from":59,"geometry_use":{"pcurve":111,"periodic_lift":[0,0],"sense":"Reverse"},"id":111,"loop_ref":13,"next":112,"prev":110,"to":58,"twin":97,"wire_ref":null},{"edge":73,"face":13,"from":58,"geometry_use":{"pcurve":112,"periodic_lift":[0,0],"sense":"Reverse"},"id":112,"loop_ref":13,"next":113,"prev":111,"to":57,"twin":96,"wire_ref":null},{"edge":72,"face":13,"from":57,"geometry_use":{"pcurve":113,"periodic_lift":[0,0],"sense":"Reverse"},"id":113,"loop_ref":13,"next":104,"prev":112,"to":5,"twin":95,"wire_ref":null},{"edge":3,"face":14,"from":4,"geometry_use":{"pcurve":114,"periodic_lift":[0,0],"sense":"Forward"},"id":114,"loop_ref":14,"next":115,"prev":117,"to":3,"twin":3,"wire_ref":null},{"edge":80,"face":14,"from":3,"geometry_use":{"pcurve":115,"periodic_lift":[0,0],"sense":"Forward"},"id":115,"loop_ref":14,"next":116,"prev":114,"to":12,"twin":127,"wire_ref":null},{"edge":16,"face":14,"from":12,"geometry_use":{"pcurve":116,"periodic_lift":[0,0],"sense":"Reverse"},"id":116,"loop_ref":14,"next":117,"prev":115,"to":16,"twin":16,"wire_ref":null},{"edge":76,"face":14,"from":16,"geometry_use":{"pcurve":117,"periodic_lift":[0,0],"sense":"Reverse"},"id":117,"loop_ref":14,"next":114,"prev":116,"to":4,"twin":105,"wire_ref":null},{"edge":2,"face":15,"from":3,"geometry_use":{"pcurve":118,"periodic_lift":[0,0],"sense":"Forward"},"id":118,"loop_ref":15,"next":119,"prev":127,"to":2,"twin":2,"wire_ref":null},{"edge":81,"face":15,"from":2,"geometry_use":{"pcurve":119,"periodic_lift":[0,0],"sense":"Forward"},"id":119,"loop_ref":15,"next":120,"prev":118,"to":61,"twin":133,"wire_ref":null},{"edge":82,"face":15,"from":61,"geometry_use":{"pcurve":120,"periodic_lift":[0,0],"sense":"Forward"},"id":120,"loop_ref":15,"next":121,"prev":119,"to":20,"twin":132,"wire_ref":null},{"edge":83,"face":15,"from":20,"geometry_use":{"pcurve":121,"periodic_lift":[0,0],"sense":"Forward"},"id":121,"loop_ref":15,"next":122,"prev":120,"to":24,"twin":169,"wire_ref":null},{"edge":84,"face":15,"from":24,"geometry_use":{"pcurve":122,"periodic_lift":[0,0],"sense":"Forward"},"id":122,"loop_ref":15,"next":123,"prev":121,"to":42,"twin":189,"wire_ref":null},{"edge":41,"face":15,"from":42,"geometry_use":{"pcurve":123,"periodic_lift":[0,0],"sense":"Reverse"},"id":123,"loop_ref":15,"next":124,"prev":122,"to":41,"twin":41,"wire_ref":null},{"edge":85,"face":15,"from":41,"geometry_use":{"pcurve":124,"periodic_lift":[0,0],"sense":"Forward"},"id":124,"loop_ref":15,"next":125,"prev":123,"to":27,"twin":183,"wire_ref":null},{"edge":86,"face":15,"from":27,"geometry_use":{"pcurve":125,"periodic_lift":[0,0],"sense":"Forward"},"id":125,"loop_ref":15,"next":126,"prev":124,"to":62,"twin":152,"wire_ref":null},{"edge":87,"face":15,"from":62,"geometry_use":{"pcurve":126,"periodic_lift":[0,0],"sense":"Forward"},"id":126,"loop_ref":15,"next":127,"prev":125,"to":12,"twin":151,"wire_ref":null},{"edge":80,"face":15,"from":12,"geometry_use":{"pcurve":127,"periodic_lift":[0,0],"sense":"Reverse"},"id":127,"loop_ref":15,"next":118,"prev":126,"to":3,"twin":115,"wire_ref":null},{"edge":1,"face":16,"from":2,"geometry_use":{"pcurve":128,"periodic_lift":[0,0],"sense":"Forward"},"id":128,"loop_ref":16,"next":129,"prev":133,"to":1,"twin":1,"wire_ref":null},{"edge":88,"face":16,"from":1,"geometry_use":{"pcurve":129,"periodic_lift":[0,0],"sense":"Forward"},"id":129,"loop_ref":16,"next":130,"prev":128,"to":63,"twin":143,"wire_ref":null},{"edge":89,"face":16,"from":63,"geometry_use":{"pcurve":130,"periodic_lift":[0,0],"sense":"Forward"},"id":130,"loop_ref":16,"next":131,"prev":129,"to":21,"twin":142,"wire_ref":null},{"edge":20,"face":16,"from":21,"geometry_use":{"pcurve":131,"periodic_lift":[0,0],"sense":"Reverse"},"id":131,"loop_ref":16,"next":132,"prev":130,"to":20,"twin":20,"wire_ref":null},{"edge":82,"face":16,"from":20,"geometry_use":{"pcurve":132,"periodic_lift":[0,0],"sense":"Reverse"},"id":132,"loop_ref":16,"next":133,"prev":131,"to":61,"twin":120,"wire_ref":null},{"edge":81,"face":16,"from":61,"geometry_use":{"pcurve":133,"periodic_lift":[0,0],"sense":"Reverse"},"id":133,"loop_ref":16,"next":128,"prev":132,"to":2,"twin":119,"wire_ref":null},{"edge":0,"face":17,"from":1,"geometry_use":{"pcurve":134,"periodic_lift":[0,0],"sense":"Forward"},"id":134,"loop_ref":17,"next":135,"prev":143,"to":0,"twin":0,"wire_ref":null},{"edge":51,"face":17,"from":0,"geometry_use":{"pcurve":135,"periodic_lift":[0,0],"sense":"Reverse"},"id":135,"loop_ref":17,"next":136,"prev":134,"to":49,"twin":53,"wire_ref":null},{"edge":50,"face":17,"from":49,"geometry_use":{"pcurve":136,"periodic_lift":[0,0],"sense":"Reverse"},"id":136,"loop_ref":17,"next":137,"prev":135,"to":48,"twin":52,"wire_ref":null},{"edge":49,"face":17,"from":48,"geometry_use":{"pcurve":137,"periodic_lift":[0,0],"sense":"Reverse"},"id":137,"loop_ref":17,"next":138,"prev":136,"to":47,"twin":51,"wire_ref":null},{"edge":48,"face":17,"from":47,"geometry_use":{"pcurve":138,"periodic_lift":[0,0],"sense":"Reverse"},"id":138,"loop_ref":17,"next":139,"prev":137,"to":32,"twin":50,"wire_ref":null},{"edge":43,"face":17,"from":32,"geometry_use":{"pcurve":139,"periodic_lift":[0,0],"sense":"Reverse"},"id":139,"loop_ref":17,"next":140,"prev":138,"to":43,"twin":43,"wire_ref":null},{"edge":90,"face":17,"from":43,"geometry_use":{"pcurve":140,"periodic_lift":[0,0],"sense":"Forward"},"id":140,"loop_ref":17,"next":141,"prev":139,"to":23,"twin":187,"wire_ref":null},{"edge":91,"face":17,"from":23,"geometry_use":{"pcurve":141,"periodic_lift":[0,0],"sense":"Forward"},"id":141,"loop_ref":17,"next":142,"prev":140,"to":21,"twin":163,"wire_ref":null},{"edge":89,"face":17,"from":21,"geometry_use":{"pcurve":142,"periodic_lift":[0,0],"sense":"Reverse"},"id":142,"loop_ref":17,"next":143,"prev":141,"to":63,"twin":130,"wire_ref":null},{"edge":88,"face":17,"from":63,"geometry_use":{"pcurve":143,"periodic_lift":[0,0],"sense":"Reverse"},"id":143,"loop_ref":17,"next":134,"prev":142,"to":1,"twin":129,"wire_ref":null},{"edge":13,"face":18,"from":14,"geometry_use":{"pcurve":144,"periodic_lift":[0,0],"sense":"Reverse"},"id":144,"loop_ref":18,"next":145,"prev":149,"to":13,"twin":13,"wire_ref":null},{"edge":92,"face":18,"from":13,"geometry_use":{"pcurve":145,"periodic_lift":[0,0],"sense":"Forward"},"id":145,"loop_ref":18,"next":146,"prev":144,"to":64,"twin":155,"wire_ref":null},{"edge":93,"face":18,"from":64,"geometry_use":{"pcurve":146,"periodic_lift":[0,0],"sense":"Forward"},"id":146,"loop_ref":18,"next":147,"prev":145,"to":31,"twin":154,"wire_ref":null},{"edge":30,"face":18,"from":31,"geometry_use":{"pcurve":147,"periodic_lift":[0,0],"sense":"Reverse"},"id":147,"loop_ref":18,"next":148,"prev":146,"to":30,"twin":30,"wire_ref":null},{"edge":60,"face":18,"from":30,"geometry_use":{"pcurve":148,"periodic_lift":[0,0],"sense":"Reverse"},"id":148,"loop_ref":18,"next":149,"prev":147,"to":52,"twin":73,"wire_ref":null},{"edge":59,"face":18,"from":52,"geometry_use":{"pcurve":149,"periodic_lift":[0,0],"sense":"Reverse"},"id":149,"loop_ref":18,"next":144,"prev":148,"to":14,"twin":72,"wire_ref":null},{"edge":12,"face":19,"from":13,"geometry_use":{"pcurve":150,"periodic_lift":[0,0],"sense":"Reverse"},"id":150,"loop_ref":19,"next":151,"prev":155,"to":12,"twin":12,"wire_ref":null},{"edge":87,"face":19,"from":12,"geometry_use":{"pcurve":151,"periodic_lift":[0,0],"sense":"Reverse"},"id":151,"loop_ref":19,"next":152,"prev":150,"to":62,"twin":126,"wire_ref":null},{"edge":86,"face":19,"from":62,"geometry_use":{"pcurve":152,"periodic_lift":[0,0],"sense":"Reverse"},"id":152,"loop_ref":19,"next":153,"prev":151,"to":27,"twin":125,"wire_ref":null},{"edge":31,"face":19,"from":27,"geometry_use":{"pcurve":153,"periodic_lift":[0,0],"sense":"Reverse"},"id":153,"loop_ref":19,"next":154,"prev":152,"to":31,"twin":31,"wire_ref":null},{"edge":93,"face":19,"from":31,"geometry_use":{"pcurve":154,"periodic_lift":[0,0],"sense":"Reverse"},"id":154,"loop_ref":19,"next":155,"prev":153,"to":64,"twin":146,"wire_ref":null},{"edge":92,"face":19,"from":64,"geometry_use":{"pcurve":155,"periodic_lift":[0,0],"sense":"Reverse"},"id":155,"loop_ref":19,"next":150,"prev":154,"to":13,"twin":145,"wire_ref":null},{"edge":15,"face":20,"from":16,"geometry_use":{"pcurve":156,"periodic_lift":[0,0],"sense":"Reverse"},"id":156,"loop_ref":20,"next":157,"prev":161,"to":15,"twin":15,"wire_ref":null},{"edge":71,"face":20,"from":15,"geometry_use":{"pcurve":157,"periodic_lift":[0,0],"sense":"Reverse"},"id":157,"loop_ref":20,"next":158,"prev":156,"to":56,"twin":92,"wire_ref":null},{"edge":70,"face":20,"from":56,"geometry_use":{"pcurve":158,"periodic_lift":[0,0],"sense":"Reverse"},"id":158,"loop_ref":20,"next":159,"prev":157,"to":29,"twin":91,"wire_ref":null},{"edge":28,"face":20,"from":29,"geometry_use":{"pcurve":159,"periodic_lift":[0,0],"sense":"Reverse"},"id":159,"loop_ref":20,"next":160,"prev":158,"to":28,"twin":28,"wire_ref":null},{"edge":78,"face":20,"from":28,"geometry_use":{"pcurve":160,"periodic_lift":[0,0],"sense":"Reverse"},"id":160,"loop_ref":20,"next":161,"prev":159,"to":60,"twin":107,"wire_ref":null},{"edge":77,"face":20,"from":60,"geometry_use":{"pcurve":161,"periodic_lift":[0,0],"sense":"Reverse"},"id":161,"loop_ref":20,"next":156,"prev":160,"to":16,"twin":106,"wire_ref":null},{"edge":21,"face":21,"from":17,"geometry_use":{"pcurve":162,"periodic_lift":[0,0],"sense":"Reverse"},"id":162,"loop_ref":21,"next":163,"prev":165,"to":21,"twin":21,"wire_ref":null},{"edge":91,"face":21,"from":21,"geometry_use":{"pcurve":163,"periodic_lift":[0,0],"sense":"Reverse"},"id":163,"loop_ref":21,"next":164,"prev":162,"to":23,"twin":141,"wire_ref":null},{"edge":22,"face":21,"from":23,"geometry_use":{"pcurve":164,"periodic_lift":[0,0],"sense":"Reverse"},"id":164,"loop_ref":21,"next":165,"prev":163,"to":22,"twin":22,"wire_ref":null},{"edge":54,"face":21,"from":22,"geometry_use":{"pcurve":165,"periodic_lift":[0,0],"sense":"Reverse"},"id":165,"loop_ref":21,"next":162,"prev":164,"to":17,"twin":57,"wire_ref":null},{"edge":19,"face":22,"from":20,"geometry_use":{"pcurve":166,"periodic_lift":[0,0],"sense":"Reverse"},"id":166,"loop_ref":22,"next":167,"prev":169,"to":19,"twin":19,"wire_ref":null},{"edge":94,"face":22,"from":19,"geometry_use":{"pcurve":167,"periodic_lift":[0,0],"sense":"Forward"},"id":167,"loop_ref":22,"next":168,"prev":166,"to":25,"twin":173,"wire_ref":null},{"edge":24,"face":22,"from":25,"geometry_use":{"pcurve":168,"periodic_lift":[0,0],"sense":"Reverse"},"id":168,"loop_ref":22,"next":169,"prev":167,"to":24,"twin":24,"wire_ref":null},{"edge":83,"face":22,"from":24,"geometry_use":{"pcurve":169,"periodic_lift":[0,0],"sense":"Reverse"},"id":169,"loop_ref":22,"next":166,"prev":168,"to":20,"twin":121,"wire_ref":null},{"edge":18,"face":23,"from":19,"geometry_use":{"pcurve":170,"periodic_lift":[0,0],"sense":"Reverse"},"id":170,"loop_ref":23,"next":171,"prev":173,"to":18,"twin":18,"wire_ref":null},{"edge":63,"face":23,"from":18,"geometry_use":{"pcurve":171,"periodic_lift":[0,0],"sense":"Reverse"},"id":171,"loop_ref":23,"next":172,"prev":170,"to":26,"twin":77,"wire_ref":null},{"edge":25,"face":23,"from":26,"geometry_use":{"pcurve":172,"periodic_lift":[0,0],"sense":"Reverse"},"id":172,"loop_ref":23,"next":173,"prev":171,"to":25,"twin":25,"wire_ref":null},{"edge":94,"face":23,"from":25,"geometry_use":{"pcurve":173,"periodic_lift":[0,0],"sense":"Reverse"},"id":173,"loop_ref":23,"next":170,"prev":172,"to":19,"twin":167,"wire_ref":null},{"edge":26,"face":24,"from":22,"geometry_use":{"pcurve":174,"periodic_lift":[0,0],"sense":"Reverse"},"id":174,"loop_ref":24,"next":175,"prev":177,"to":26,"twin":26,"wire_ref":null},{"edge":62,"face":24,"from":26,"geometry_use":{"pcurve":175,"periodic_lift":[0,0],"sense":"Reverse"},"id":175,"loop_ref":24,"next":176,"prev":174,"to":35,"twin":76,"wire_ref":null},{"edge":34,"face":24,"from":35,"geometry_use":{"pcurve":176,"periodic_lift":[0,0],"sense":"Forward"},"id":176,"loop_ref":24,"next":177,"prev":175,"to":34,"twin":34,"wire_ref":null},{"edge":55,"face":24,"from":34,"geometry_use":{"pcurve":177,"periodic_lift":[0,0],"sense":"Reverse"},"id":177,"loop_ref":24,"next":174,"prev":176,"to":22,"twin":58,"wire_ref":null},{"edge":29,"face":25,"from":30,"geometry_use":{"pcurve":178,"periodic_lift":[0,0],"sense":"Reverse"},"id":178,"loop_ref":25,"next":179,"prev":181,"to":29,"twin":29,"wire_ref":null},{"edge":69,"face":25,"from":29,"geometry_use":{"pcurve":179,"periodic_lift":[0,0],"sense":"Reverse"},"id":179,"loop_ref":25,"next":180,"prev":178,"to":37,"twin":90,"wire_ref":null},{"edge":36,"face":25,"from":37,"geometry_use":{"pcurve":180,"periodic_lift":[0,0],"sense":"Forward"},"id":180,"loop_ref":25,"next":181,"prev":179,"to":36,"twin":36,"wire_ref":null},{"edge":61,"face":25,"from":36,"geometry_use":{"pcurve":181,"periodic_lift":[0,0],"sense":"Reverse"},"id":181,"loop_ref":25,"next":178,"prev":180,"to":30,"twin":74,"wire_ref":null},{"edge":27,"face":26,"from":28,"geometry_use":{"pcurve":182,"periodic_lift":[0,0],"sense":"Forward"},"id":182,"loop_ref":26,"next":183,"prev":185,"to":27,"twin":27,"wire_ref":null},{"edge":85,"face":26,"from":27,"geometry_use":{"pcurve":183,"periodic_lift":[0,0],"sense":"Reverse"},"id":183,"loop_ref":26,"next":184,"prev":182,"to":41,"twin":124,"wire_ref":null},{"edge":40,"face":26,"from":41,"geometry_use":{"pcurve":184,"periodic_lift":[0,0],"sense":"Reverse"},"id":184,"loop_ref":26,"next":185,"prev":183,"to":40,"twin":40,"wire_ref":null},{"edge":79,"face":26,"from":40,"geometry_use":{"pcurve":185,"periodic_lift":[0,0],"sense":"Reverse"},"id":185,"loop_ref":26,"next":182,"prev":184,"to":28,"twin":108,"wire_ref":null},{"edge":23,"face":27,"from":24,"geometry_use":{"pcurve":186,"periodic_lift":[0,0],"sense":"Forward"},"id":186,"loop_ref":27,"next":187,"prev":189,"to":23,"twin":23,"wire_ref":null},{"edge":90,"face":27,"from":23,"geometry_use":{"pcurve":187,"periodic_lift":[0,0],"sense":"Reverse"},"id":187,"loop_ref":27,"next":188,"prev":186,"to":43,"twin":140,"wire_ref":null},{"edge":42,"face":27,"from":43,"geometry_use":{"pcurve":188,"periodic_lift":[0,0],"sense":"Reverse"},"id":188,"loop_ref":27,"next":189,"prev":187,"to":42,"twin":42,"wire_ref":null},{"edge":84,"face":27,"from":42,"geometry_use":{"pcurve":189,"periodic_lift":[0,0],"sense":"Reverse"},"id":189,"loop_ref":27,"next":186,"prev":188,"to":24,"twin":122,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":12},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":17},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":22},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":27},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":32},{"face_ref":6,"id":6,"is_hole":false,"start_halfedge":44},{"face_ref":7,"id":7,"is_hole":false,"start_halfedge":54},{"face_ref":8,"id":8,"is_hole":false,"start_halfedge":64},{"face_ref":9,"id":9,"is_hole":false,"start_halfedge":70},{"face_ref":10,"id":10,"is_hole":false,"start_halfedge":80},{"face_ref":11,"id":11,"is_hole":false,"start_halfedge":84},{"face_ref":12,"id":12,"is_hole":false,"start_halfedge":94},{"face_ref":13,"id":13,"is_hole":false,"start_halfedge":104},{"face_ref":14,"id":14,"is_hole":false,"start_halfedge":114},{"face_ref":15,"id":15,"is_hole":false,"start_halfedge":118},{"face_ref":16,"id":16,"is_hole":false,"start_halfedge":128},{"face_ref":17,"id":17,"is_hole":false,"start_halfedge":134},{"face_ref":18,"id":18,"is_hole":false,"start_halfedge":144},{"face_ref":19,"id":19,"is_hole":false,"start_halfedge":150},{"face_ref":20,"id":20,"is_hole":false,"start_halfedge":156},{"face_ref":21,"id":21,"is_hole":false,"start_halfedge":162},{"face_ref":22,"id":22,"is_hole":false,"start_halfedge":166},{"face_ref":23,"id":23,"is_hole":false,"start_halfedge":170},{"face_ref":24,"id":24,"is_hole":false,"start_halfedge":174},{"face_ref":25,"id":25,"is_hole":false,"start_halfedge":178},{"face_ref":26,"id":26,"is_hole":false,"start_halfedge":182},{"face_ref":27,"id":27,"is_hole":false,"start_halfedge":186}],"shells":[{"faces":[0,17,16,15,14,13,12,11,10,9,8,7,6,5,27,21,2,22,26,19,1,20,25,18,24,23,3,4],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[9.184850993605148e-17,1.5,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":1,"position":[0.5999999999999999,1.374772708486752,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":2,"position":[0.7483314773547882,1.3,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":3,"position":[1.1,1.0198039027185568,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":4,"position":[1.2000000000000002,0.8999999999999998,0.0],"tolerance":1e-9},{"id":5,"outgoing_halfedge":5,"position":[1.5,0.0,0.0],"tolerance":1e-9},{"id":6,"outgoing_halfedge":6,"position":[2.0,0.0,0.0],"tolerance":1e-9},{"id":7,"outgoing_halfedge":7,"position":[1.786057109949175,0.8999999999999999,0.0],"tolerance":1e-9},{"id":8,"outgoing_halfedge":8,"position":[1.5612494995995996,1.2499999999999998,0.0],"tolerance":1e-9},{"id":9,"outgoing_halfedge":9,"position":[1.05,1.7022044530549203,0.0],"tolerance":1e-9},{"id":10,"outgoing_halfedge":10,"position":[0.5999999999999999,1.9078784028338913,0.0],"tolerance":1e-9},{"id":11,"outgoing_halfedge":11,"position":[1.2246467991473532e-16,2.0,0.0],"tolerance":1e-9},{"id":12,"outgoing_halfedge":12,"position":[1.1,1.019803902718557,0.5],"tolerance":1e-9},{"id":13,"outgoing_halfedge":13,"position":[1.1,1.25,0.5],"tolerance":1e-9},{"id":14,"outgoing_halfedge":14,"position":[1.5612494995995996,1.25,0.5],"tolerance":1e-9},{"id":15,"outgoing_halfedge":15,"position":[1.7860571099491753,0.8999999999999998,0.5],"tolerance":1e-9},{"id":16,"outgoing_halfedge":16,"position":[1.1999999999999997,0.9,0.5],"tolerance":1e-9},{"id":17,"outgoing_halfedge":17,"position":[0.5999999999999999,1.9078784028338913,0.8],"tolerance":1e-9},{"id":18,"outgoing_halfedge":18,"position":[1.05,1.7022044530549203,0.8],"tolerance":1e-9},{"id":19,"outgoing_halfedge":19,"position":[1.05,1.3,0.8],"tolerance":1e-9},{"id":20,"outgoing_halfedge":20,"position":[0.748331477354788,1.3,0.8],"tolerance":1e-9},{"id":21,"outgoing_halfedge":21,"position":[0.6000000000000001,1.374772708486752,0.8],"tolerance":1e-9},{"id":22,"outgoing_halfedge":22,"position":[0.6,1.9078784028338913,2.0],"tolerance":1e-9},{"id":23,"outgoing_halfedge":23,"position":[0.6,1.374772708486752,2.0],"tolerance":1e-9},{"id":24,"outgoing_halfedge":24,"position":[0.7483314773547882,1.3,2.0],"tolerance":1e-9},{"id":25,"outgoing_halfedge":25,"position":[1.05,1.3,2.0],"tolerance":1e-9},{"id":26,"outgoing_halfedge":26,"position":[1.05,1.70220445305492,2.0],"tolerance":1e-9},{"id":27,"outgoing_halfedge":27,"position":[1.1,1.0198039027185568,2.0],"tolerance":1e-9},{"id":28,"outgoing_halfedge":28,"position":[1.2000000000000002,0.8999999999999999,2.0],"tolerance":1e-9},{"id":29,"outgoing_halfedge":29,"position":[1.786057109949175,0.9,2.0],"tolerance":1e-9},{"id":30,"outgoing_halfedge":30,"position":[1.5612494995995996,1.2499999999999998,2.0],"tolerance":1e-9},{"id":31,"outgoing_halfedge":31,"position":[1.1,1.25,2.0],"tolerance":1e-9},{"id":32,"outgoing_halfedge":32,"position":[9.184850993605148e-17,1.5,3.0],"tolerance":1e-9},{"id":33,"outgoing_halfedge":33,"position":[0.0,2.0,3.0],"tolerance":1e-9},{"id":34,"outgoing_halfedge":34,"position":[0.5999999999999999,1.9078784028338913,3.0],"tolerance":1e-9},{"id":35,"outgoing_halfedge":35,"position":[1.05,1.7022044530549203,3.0],"tolerance":1e-9},{"id":36,"outgoing_halfedge":36,"position":[1.5612494995995996,1.2499999999999998,3.0],"tolerance":1e-9},{"id":37,"outgoing_halfedge":37,"position":[1.7860571099491753,0.8999999999999998,3.0],"tolerance":1e-9},{"id":38,"outgoing_halfedge":38,"position":[2.0,1.1102230246251565e-16,3.0],"tolerance":1e-9},{"id":39,"outgoing_halfedge":39,"position":[1.5,0.0,3.0],"tolerance":1e-9},{"id":40,"outgoing_halfedge":40,"position":[1.2000000000000002,0.8999999999999998,3.0],"tolerance":1e-9},{"id":41,"outgoing_halfedge":41,"position":[1.1,1.0198039027185568,3.0],"tolerance":1e-9},{"id":42,"outgoing_halfedge":42,"position":[0.7483314773547882,1.3,3.0],"tolerance":1e-9},{"id":43,"outgoing_halfedge":43,"position":[0.5999999999999999,1.374772708486752,3.0],"tolerance":1e-9},{"id":44,"outgoing_halfedge":46,"position":[0.0,2.0,0.5],"tolerance":1e-9},{"id":45,"outgoing_halfedge":47,"position":[0.0,2.0,0.8],"tolerance":1e-9},{"id":46,"outgoing_halfedge":48,"position":[0.0,2.0,2.0],"tolerance":1e-9},{"id":47,"outgoing_halfedge":51,"position":[9.184850993605148e-17,1.5,2.0],"tolerance":1e-9},{"id":48,"outgoing_halfedge":52,"position":[9.184850993605148e-17,1.5,0.8],"tolerance":1e-9},{"id":49,"outgoing_halfedge":53,"position":[9.184850993605148e-17,1.5,0.5],"tolerance":1e-9},{"id":50,"outgoing_halfedge":56,"position":[0.5999999999999999,1.9078784028338913,0.5],"tolerance":1e-9},{"id":51,"outgoing_halfedge":66,"position":[1.05,1.7022044530549203,0.5],"tolerance":1e-9},{"id":52,"outgoing_halfedge":73,"position":[1.5612494995995996,1.2499999999999998,0.8],"tolerance":1e-9},{"id":53,"outgoing_halfedge":86,"position":[2.0,1.1102230246251565e-16,0.5],"tolerance":1e-9},{"id":54,"outgoing_halfedge":87,"position":[2.0,1.1102230246251565e-16,0.8],"tolerance":1e-9},{"id":55,"outgoing_halfedge":88,"position":[2.0,1.1102230246251565e-16,2.0],"tolerance":1e-9},{"id":56,"outgoing_halfedge":92,"position":[1.786057109949175,0.8999999999999999,0.8],"tolerance":1e-9},{"id":57,"outgoing_halfedge":96,"position":[1.5,0.0,0.5],"tolerance":1e-9},{"id":58,"outgoing_halfedge":97,"position":[1.5,0.0,0.8],"tolerance":1e-9},{"id":59,"outgoing_halfedge":98,"position":[1.5,0.0,2.0],"tolerance":1e-9},{"id":60,"outgoing_halfedge":107,"position":[1.2000000000000002,0.8999999999999998,0.8],"tolerance":1e-9},{"id":61,"outgoing_halfedge":120,"position":[0.7483314773547882,1.3,0.5],"tolerance":1e-9},{"id":62,"outgoing_halfedge":126,"position":[1.1,1.0198039027185568,0.8],"tolerance":1e-9},{"id":63,"outgoing_halfedge":130,"position":[0.5999999999999999,1.374772708486752,0.5],"tolerance":1e-9},{"id":64,"outgoing_halfedge":146,"position":[1.1,1.25,0.8],"tolerance":1e-9}],"wires":[]}}}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/batch-matrix/vertical-arc.wide-opening.json b/main/opengeometry/tests/fixtures/cases/batch-matrix/vertical-arc.wide-opening.json
new file mode 100644
index 0000000..208c5dd
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/batch-matrix/vertical-arc.wide-opening.json
@@ -0,0 +1 @@
+{"cutters":[{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[0.5646424733950354,-0.8253356149096783,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.5646424733950354,-0.8253356149096783,0.0],"kind":"Line","origin":[0.0,0.0,2.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.3778406937858983,0.9258706227758774,0.0],"kind":"Line","origin":[1.5336147919652325,-2.2416785257946072,0.0]},{"direction":[0.3778406937858983,0.9258706227758774,0.0],"kind":"Line","origin":[1.5336147919652325,-2.2416785257946072,2.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.5336147919652325,-2.2416785257946072,0.0]},{"direction":[-0.9808786552620674,-0.19462030636929495,0.0],"kind":"Line","origin":[2.664146049424873,0.5286045501857572,0.0]},{"direction":[-0.9808786552620674,-0.19462030636929495,0.0],"kind":"Line","origin":[2.664146049424873,0.5286045501857572,2.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.664146049424873,0.5286045501857572,0.0]}],"intersections":[],"pcurves":[{"direction":[0.5646424733950354,-0.8253356149096783],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.3778406937858983,0.9258706227758774],"kind":"Line2","origin":[1.5336147919652325,-2.2416785257946072]},{"direction":[-0.9808786552620674,-0.19462030636929495],"kind":"Line2","origin":[2.664146049424873,0.5286045501857572]},{"direction":[-0.9808786552620674,0.19462030636929495],"kind":"Line2","origin":[2.664146049424873,-0.5286045501857572]},{"direction":[0.3778406937858983,-0.9258706227758774],"kind":"Line2","origin":[1.5336147919652325,2.2416785257946072]},{"direction":[0.5646424733950354,0.8253356149096783],"kind":"Line2","origin":[0.0,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.716081173886975,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.992084431488608,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.7160811738869746,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.5646424733950354,-0.8253356149096783,0.0],"y":[0.0,0.0,1.0],"z":[-0.8253356149096783,-0.5646424733950354,0.0]},"kind":"Plane"},{"frame":{"origin":[1.5336147919652325,-2.2416785257946072,0.0],"x":[0.3778406937858983,0.9258706227758774,0.0],"y":[-0.0,0.0,1.0],"z":[0.9258706227758774,-0.3778406937858983,0.0]},"kind":"Plane"},{"frame":{"origin":[2.664146049424873,0.5286045501857572,0.0],"x":[-0.9808786552620675,-0.194620306369295,0.0],"y":[0.0,0.0,1.0],"z":[-0.19462030636929498,0.9808786552620675,0.0]},"kind":"Plane"}]},"id":"sector-0","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":2.7160811738869746,"lo":0.0}},"halfedge":5,"id":0,"tolerance":1e-9,"twin_halfedge":6},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":2.7160811738869746,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":9,"id":2,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":2.9920844314886077,"lo":0.0}},"halfedge":4,"id":3,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":2.9920844314886077,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":7,"id":5,"tolerance":1e-9,"twin_halfedge":13},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":2.7160811738869746,"lo":0.0}},"halfedge":3,"id":6,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":2.7160811738869746,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":11,"id":8,"tolerance":1e-9,"twin_halfedge":17}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"sector-0","entity":"sector-0","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":2.6641460504248733,"lo":-1e-9},{"hi":0.5286045511857572,"lo":-2.2416785267946073}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"sector-0","entity":"sector-0","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":2.6641460504248733,"lo":-1e-9},{"hi":2.2416785267946073,"lo":-0.5286045511857572}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"sector-0","entity":"sector-0","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":2.7160811748869746,"lo":-1e-9},{"hi":2.000000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"sector-0","entity":"sector-0","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":2.992084432488608,"lo":-1e-9},{"hi":2.000000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"sector-0","entity":"sector-0","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":2.7160811748869746,"lo":-1e-9},{"hi":2.000000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":3,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":2,"to":4,"twin":8,"wire_ref":null},{"edge":4,"face":0,"from":4,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":5,"twin":12,"wire_ref":null},{"edge":7,"face":0,"from":5,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":0,"prev":1,"to":3,"twin":16,"wire_ref":null},{"edge":6,"face":1,"from":0,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":1,"next":4,"prev":5,"to":2,"twin":14,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":3,"to":1,"twin":10,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":3,"prev":4,"to":0,"twin":6,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Forward"},"id":6,"loop_ref":2,"next":7,"prev":9,"to":1,"twin":5,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Forward"},"id":7,"loop_ref":2,"next":8,"prev":6,"to":4,"twin":13,"wire_ref":null},{"edge":1,"face":2,"from":4,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Reverse"},"id":8,"loop_ref":2,"next":9,"prev":7,"to":3,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":3,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Reverse"},"id":9,"loop_ref":2,"next":6,"prev":8,"to":0,"twin":15,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Forward"},"id":10,"loop_ref":3,"next":11,"prev":13,"to":2,"twin":4,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Forward"},"id":11,"loop_ref":3,"next":12,"prev":10,"to":5,"twin":17,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Reverse"},"id":12,"loop_ref":3,"next":13,"prev":11,"to":4,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":4,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Reverse"},"id":13,"loop_ref":3,"next":10,"prev":12,"to":1,"twin":7,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Forward"},"id":14,"loop_ref":4,"next":15,"prev":17,"to":0,"twin":3,"wire_ref":null},{"edge":2,"face":4,"from":0,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Forward"},"id":15,"loop_ref":4,"next":16,"prev":14,"to":3,"twin":9,"wire_ref":null},{"edge":7,"face":4,"from":3,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Reverse"},"id":16,"loop_ref":4,"next":17,"prev":15,"to":5,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Reverse"},"id":17,"loop_ref":4,"next":14,"prev":16,"to":2,"twin":11,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":3},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":6},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":10},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":14}],"shells":[{"faces":[0,1,2,3,4],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":3,"position":[0.0,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":5,"position":[1.5336147919652325,-2.2416785257946072,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":4,"position":[2.664146049424873,0.5286045501857572,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":0,"position":[0.0,0.0,2.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":1,"position":[1.5336147919652325,-2.2416785257946072,2.0],"tolerance":1e-9},{"id":5,"outgoing_halfedge":2,"position":[2.664146049424873,0.5286045501857572,2.0],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[0.9808786552620674,0.19462030636929495,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.9808786552620674,0.19462030636929495,0.0],"kind":"Line","origin":[0.0,0.0,2.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[-0.7027130767735538,0.7114733527908446,0.0],"kind":"Line","origin":[2.664146049424873,0.5286045501857572,0.0]},{"direction":[-0.7027130767735538,0.7114733527908446,0.0],"kind":"Line","origin":[2.664146049424873,0.5286045501857572,2.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[2.664146049424873,0.5286045501857572,0.0]},{"direction":[-0.20675714629088357,-0.9783922947660872,0.0],"kind":"Line","origin":[0.561569192607264,2.657392892490245,0.0]},{"direction":[-0.20675714629088357,-0.9783922947660872,0.0],"kind":"Line","origin":[0.561569192607264,2.657392892490245,2.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.561569192607264,2.657392892490245,0.0]}],"intersections":[],"pcurves":[{"direction":[0.9808786552620674,0.19462030636929495],"kind":"Line2","origin":[0.0,0.0]},{"direction":[-0.7027130767735538,0.7114733527908446],"kind":"Line2","origin":[2.664146049424873,0.5286045501857572]},{"direction":[-0.20675714629088357,-0.9783922947660872],"kind":"Line2","origin":[0.561569192607264,2.657392892490245]},{"direction":[-0.20675714629088357,0.9783922947660872],"kind":"Line2","origin":[0.561569192607264,-2.657392892490245]},{"direction":[-0.7027130767735538,-0.7114733527908446],"kind":"Line2","origin":[2.664146049424873,-0.5286045501857572]},{"direction":[0.9808786552620674,-0.19462030636929495],"kind":"Line2","origin":[0.0,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.7160811738869746,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.992084431488608,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.716081173886974,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.9808786552620675,0.194620306369295,0.0],"y":[-0.0,0.0,1.0],"z":[0.19462030636929498,-0.9808786552620675,0.0]},"kind":"Plane"},{"frame":{"origin":[2.664146049424873,0.5286045501857572,0.0],"x":[-0.7027130767735538,0.7114733527908446,0.0],"y":[0.0,0.0,1.0],"z":[0.7114733527908446,0.7027130767735538,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.561569192607264,2.657392892490245,0.0],"x":[-0.20675714629088357,-0.9783922947660872,0.0],"y":[0.0,0.0,1.0],"z":[-0.9783922947660872,0.20675714629088357,0.0]},"kind":"Plane"}]},"id":"sector-1","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":2.7160811738869746,"lo":0.0}},"halfedge":5,"id":0,"tolerance":1e-9,"twin_halfedge":6},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":2.7160811738869746,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":9,"id":2,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":2.992084431488608,"lo":0.0}},"halfedge":4,"id":3,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":2.992084431488608,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":7,"id":5,"tolerance":1e-9,"twin_halfedge":13},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":2.7160811738869746,"lo":0.0}},"halfedge":3,"id":6,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":2.7160811738869746,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":11,"id":8,"tolerance":1e-9,"twin_halfedge":17}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"sector-1","entity":"sector-1","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":2.6641460504248733,"lo":-1e-9},{"hi":2.657392893490245,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"sector-1","entity":"sector-1","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":2.6641460504248733,"lo":-1e-9},{"hi":1e-9,"lo":-2.657392893490245}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"sector-1","entity":"sector-1","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":2.7160811748869746,"lo":-1e-9},{"hi":2.000000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"sector-1","entity":"sector-1","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":2.9920844324886082,"lo":-1e-9},{"hi":2.000000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"sector-1","entity":"sector-1","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":2.7160811748869746,"lo":-1e-9},{"hi":2.000000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":3,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":2,"to":4,"twin":8,"wire_ref":null},{"edge":4,"face":0,"from":4,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":5,"twin":12,"wire_ref":null},{"edge":7,"face":0,"from":5,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":0,"prev":1,"to":3,"twin":16,"wire_ref":null},{"edge":6,"face":1,"from":0,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":1,"next":4,"prev":5,"to":2,"twin":14,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":3,"to":1,"twin":10,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":3,"prev":4,"to":0,"twin":6,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Forward"},"id":6,"loop_ref":2,"next":7,"prev":9,"to":1,"twin":5,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Forward"},"id":7,"loop_ref":2,"next":8,"prev":6,"to":4,"twin":13,"wire_ref":null},{"edge":1,"face":2,"from":4,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Reverse"},"id":8,"loop_ref":2,"next":9,"prev":7,"to":3,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":3,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Reverse"},"id":9,"loop_ref":2,"next":6,"prev":8,"to":0,"twin":15,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Forward"},"id":10,"loop_ref":3,"next":11,"prev":13,"to":2,"twin":4,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Forward"},"id":11,"loop_ref":3,"next":12,"prev":10,"to":5,"twin":17,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Reverse"},"id":12,"loop_ref":3,"next":13,"prev":11,"to":4,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":4,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Reverse"},"id":13,"loop_ref":3,"next":10,"prev":12,"to":1,"twin":7,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Forward"},"id":14,"loop_ref":4,"next":15,"prev":17,"to":0,"twin":3,"wire_ref":null},{"edge":2,"face":4,"from":0,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Forward"},"id":15,"loop_ref":4,"next":16,"prev":14,"to":3,"twin":9,"wire_ref":null},{"edge":7,"face":4,"from":3,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Reverse"},"id":16,"loop_ref":4,"next":17,"prev":15,"to":5,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Reverse"},"id":17,"loop_ref":4,"next":14,"prev":16,"to":2,"twin":11,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":3},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":6},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":10},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":14}],"shells":[{"faces":[0,1,2,3,4],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":3,"position":[0.0,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":5,"position":[2.664146049424873,0.5286045501857572,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":4,"position":[0.561569192607264,2.657392892490245,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":0,"position":[0.0,0.0,2.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":1,"position":[2.664146049424873,0.5286045501857572,2.0],"tolerance":1e-9},{"id":5,"outgoing_halfedge":2,"position":[0.561569192607264,2.657392892490245,2.0],"tolerance":1e-9}],"wires":[]}},{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[0.20675714629088357,0.9783922947660872,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.20675714629088357,0.9783922947660872,0.0],"kind":"Line","origin":[0.0,0.0,2.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[-0.9304805104068569,-0.3663413978149277,0.0],"kind":"Line","origin":[0.561569192607264,2.657392892490245,0.0]},{"direction":[-0.9304805104068569,-0.3663413978149277,0.0],"kind":"Line","origin":[0.561569192607264,2.657392892490245,2.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.561569192607264,2.657392892490245,0.0]},{"direction":[0.8182771110644104,-0.5748239465332692,0.0],"kind":"Line","origin":[-2.222507056384666,1.5612684994784252,0.0]},{"direction":[0.8182771110644104,-0.5748239465332692,0.0],"kind":"Line","origin":[-2.222507056384666,1.5612684994784252,2.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[-2.222507056384666,1.5612684994784252,0.0]}],"intersections":[],"pcurves":[{"direction":[0.20675714629088357,0.9783922947660872],"kind":"Line2","origin":[0.0,0.0]},{"direction":[-0.9304805104068569,-0.3663413978149277],"kind":"Line2","origin":[0.561569192607264,2.657392892490245]},{"direction":[0.8182771110644104,-0.5748239465332692],"kind":"Line2","origin":[-2.222507056384666,1.5612684994784252]},{"direction":[0.8182771110644104,0.5748239465332692],"kind":"Line2","origin":[-2.222507056384666,-1.5612684994784252]},{"direction":[-0.9304805104068569,0.3663413978149277],"kind":"Line2","origin":[0.561569192607264,-2.657392892490245]},{"direction":[0.20675714629088357,-0.9783922947660872],"kind":"Line2","origin":[0.0,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.716081173886974,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.992084431488608,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.716081173886975,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,2.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.20675714629088357,0.9783922947660872,0.0],"y":[-0.0,0.0,1.0],"z":[0.9783922947660872,-0.20675714629088357,0.0]},"kind":"Plane"},{"frame":{"origin":[0.561569192607264,2.657392892490245,0.0],"x":[-0.930480510406857,-0.36634139781492775,0.0],"y":[0.0,0.0,1.0],"z":[-0.36634139781492775,0.930480510406857,0.0]},"kind":"Plane"},{"frame":{"origin":[-2.222507056384666,1.5612684994784252,0.0],"x":[0.8182771110644104,-0.5748239465332692,0.0],"y":[0.0,0.0,1.0],"z":[-0.5748239465332692,-0.8182771110644104,0.0]},"kind":"Plane"}]},"id":"sector-2","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":2.7160811738869746,"lo":0.0}},"halfedge":5,"id":0,"tolerance":1e-9,"twin_halfedge":6},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":2.7160811738869746,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":9,"id":2,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":2.9920844314886077,"lo":0.0}},"halfedge":4,"id":3,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":2.9920844314886077,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":7,"id":5,"tolerance":1e-9,"twin_halfedge":13},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":2.7160811738869746,"lo":0.0}},"halfedge":3,"id":6,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":2.7160811738869746,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":11,"id":8,"tolerance":1e-9,"twin_halfedge":17}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"sector-2","entity":"sector-2","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.561569193607264,"lo":-2.222507057384666},{"hi":2.657392893490245,"lo":-1e-9}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"sector-2","entity":"sector-2","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.561569193607264,"lo":-2.222507057384666},{"hi":1e-9,"lo":-2.657392893490245}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"sector-2","entity":"sector-2","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":2.7160811748869746,"lo":-1e-9},{"hi":2.000000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"sector-2","entity":"sector-2","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":2.992084432488608,"lo":-1e-9},{"hi":2.000000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"sector-2","entity":"sector-2","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":2.7160811748869746,"lo":-1e-9},{"hi":2.000000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":3,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":2,"to":4,"twin":8,"wire_ref":null},{"edge":4,"face":0,"from":4,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":5,"twin":12,"wire_ref":null},{"edge":7,"face":0,"from":5,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":0,"prev":1,"to":3,"twin":16,"wire_ref":null},{"edge":6,"face":1,"from":0,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":1,"next":4,"prev":5,"to":2,"twin":14,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":3,"to":1,"twin":10,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":3,"prev":4,"to":0,"twin":6,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Forward"},"id":6,"loop_ref":2,"next":7,"prev":9,"to":1,"twin":5,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Forward"},"id":7,"loop_ref":2,"next":8,"prev":6,"to":4,"twin":13,"wire_ref":null},{"edge":1,"face":2,"from":4,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Reverse"},"id":8,"loop_ref":2,"next":9,"prev":7,"to":3,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":3,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Reverse"},"id":9,"loop_ref":2,"next":6,"prev":8,"to":0,"twin":15,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Forward"},"id":10,"loop_ref":3,"next":11,"prev":13,"to":2,"twin":4,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Forward"},"id":11,"loop_ref":3,"next":12,"prev":10,"to":5,"twin":17,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Reverse"},"id":12,"loop_ref":3,"next":13,"prev":11,"to":4,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":4,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Reverse"},"id":13,"loop_ref":3,"next":10,"prev":12,"to":1,"twin":7,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Forward"},"id":14,"loop_ref":4,"next":15,"prev":17,"to":0,"twin":3,"wire_ref":null},{"edge":2,"face":4,"from":0,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Forward"},"id":15,"loop_ref":4,"next":16,"prev":14,"to":3,"twin":9,"wire_ref":null},{"edge":7,"face":4,"from":3,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Reverse"},"id":16,"loop_ref":4,"next":17,"prev":15,"to":5,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Reverse"},"id":17,"loop_ref":4,"next":14,"prev":16,"to":2,"twin":11,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":3},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":6},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":10},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":14}],"shells":[{"faces":[0,1,2,3,4],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":3,"position":[0.0,0.0,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":5,"position":[0.561569192607264,2.657392892490245,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":4,"position":[-2.222507056384666,1.5612684994784252,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":0,"position":[0.0,0.0,2.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":1,"position":[0.561569192607264,2.657392892490245,2.0],"tolerance":1e-9},{"id":5,"outgoing_halfedge":2,"position":[-2.222507056384666,1.5612684994784252,2.0],"tolerance":1e-9}],"wires":[]}}],"handlers":["subtract_planar_cutters","subtract_vertical_arc_extrusion_batch"],"host":{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Circle","radius":2.1},{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Circle","radius":2.1},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.285879139104721e-16,-2.1,0.0]},{"direction":[1.0,-1.2246467991473544e-16,0.0],"kind":"Line","origin":[-2.1,2.571758278209442e-16,0.0]},{"direction":[1.0,-1.2246467991473544e-16,0.0],"kind":"Line","origin":[-2.1,2.571758278209442e-16,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[-2.1,2.571758278209442e-16,0.0]},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Circle","radius":1.9},{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Circle","radius":1.9},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[-1.9,2.326828918379971e-16,0.0]},{"direction":[6.123233995736772e-17,-1.0,0.0],"kind":"Line","origin":[1.1634144591899854e-16,-1.9,0.0]},{"direction":[6.123233995736772e-17,-1.0,0.0],"kind":"Line","origin":[1.1634144591899854e-16,-1.9,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.1634144591899854e-16,-1.9,0.0]}],"intersections":[],"pcurves":[{"axis_a":[2.1,0.0],"axis_b":[0.0,2.1],"kind":"Conic2","origin":[0.0,0.0]},{"direction":[1.0,-1.2246467991473544e-16],"kind":"Line2","origin":[-2.1,2.571758278209442e-16]},{"axis_a":[1.9,0.0],"axis_b":[0.0,1.9],"kind":"Conic2","origin":[0.0,0.0]},{"direction":[6.123233995736772e-17,-1.0],"kind":"Line2","origin":[1.1634144591899854e-16,-1.9]},{"direction":[6.123233995736772e-17,1.0],"kind":"Line2","origin":[1.1634144591899854e-16,1.9]},{"axis_a":[1.9,-0.0],"axis_b":[0.0,-1.9],"kind":"Conic2","origin":[0.0,-0.0]},{"direction":[1.0,1.2246467991473544e-16],"kind":"Line2","origin":[-2.1,-2.571758278209442e-16]},{"axis_a":[2.1,-0.0],"axis_b":[0.0,-2.1],"kind":"Conic2","origin":[0.0,-0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.141592653589793,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-1.5707963267948966,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.20000000000000018,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-1.5707963267948966,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.141592653589793,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.20000000000000018,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Cylinder","radius":2.1},{"frame":{"origin":[-2.1,2.571758278209442e-16,0.0],"x":[1.0,-1.2246467991473544e-16,0.0],"y":[0.0,0.0,1.0],"z":[-1.2246467991473544e-16,-1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Cylinder","radius":1.9},{"frame":{"origin":[1.1634144591899854e-16,-1.9,0.0],"x":[6.123233995736772e-17,-1.0,0.0],"y":[0.0,0.0,1.0],"z":[-1.0,-6.123233995736772e-17,0.0]},"kind":"Plane"}]},"id":"wide-arc","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":3.141592653589793,"lo":-1.5707963267948966}},"halfedge":7,"id":0,"tolerance":1e-9,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":3.141592653589793,"lo":-1.5707963267948966}},"halfedge":0,"id":1,"tolerance":1e-9,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-9,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.20000000000000018,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-9,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.20000000000000018,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-9,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-9,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":3.141592653589793,"lo":-1.5707963267948966}},"halfedge":5,"id":6,"tolerance":1e-9,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":3.141592653589793,"lo":-1.5707963267948966}},"halfedge":2,"id":7,"tolerance":1e-9,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-9,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.20000000000000018,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.20000000000000018,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-9,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-9,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"wide-arc","entity":"wide-arc","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":2.100000001,"lo":-2.100000001},{"hi":2.100000001,"lo":-2.100000001}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"wide-arc","entity":"wide-arc","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":2.100000001,"lo":-2.100000001},{"hi":2.100000001,"lo":-2.100000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"wide-arc","entity":"wide-arc","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":3.1415926540659838,"lo":-1.570796327271087},{"hi":3.000000001,"lo":-1e-9}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"wide-arc","entity":"wide-arc","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.20000000100000018,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"wide-arc","entity":"wide-arc","face":4,"key":"side-0-2"}]},"sense":"Reverse","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":3.141592654116109,"lo":-1.5707963273212124},{"hi":3.000000001,"lo":-1e-9}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"wide-arc","entity":"wide-arc","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.20000000100000018,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Reverse"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Forward"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[1.285879139104721e-16,-2.1,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":7,"position":[-2.1,2.571758278209442e-16,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":6,"position":[-1.9,2.326828918379971e-16,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":5,"position":[1.1634144591899854e-16,-1.9,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":0,"position":[1.285879139104721e-16,-2.1,3.0],"tolerance":1e-9},{"id":5,"outgoing_halfedge":1,"position":[-2.1,2.571758278209442e-16,3.0],"tolerance":1e-9},{"id":6,"outgoing_halfedge":2,"position":[-1.9,2.326828918379971e-16,3.0],"tolerance":1e-9},{"id":7,"outgoing_halfedge":3,"position":[1.1634144591899854e-16,-1.9,3.0],"tolerance":1e-9}],"wires":[]}},"result":{"brep":{"accuracy":{"exchange":0.00001,"geometric":1e-9,"intersection":1e-10,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,-1.2246467991473544e-16,0.0],"kind":"Line","origin":[-2.1,2.571758278209442e-16,0.0]},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Circle","radius":1.9},{"direction":[-0.8182771110644103,0.5748239465332692,0.0],"kind":"Line","origin":[-1.5547265110223796,1.0921654984132112,0.0]},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Circle","radius":2.1},{"direction":[6.123233995736766e-17,-1.0,0.0],"kind":"Line","origin":[1.1634144591899857e-16,-1.9000000000000001,0.0]},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Circle","radius":2.1},{"direction":[-0.5646424733950348,0.8253356149096787,0.0],"kind":"Line","origin":[1.1857491941295741,-1.7332047913103246,0.0]},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Circle","radius":1.9},{"direction":[0.8182771110644099,-0.5748239465332697,0.0],"kind":"Line","origin":[-1.7183819332352617,1.207130287719865,2.0]},{"frame":{"origin":[0.0,0.0,2.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Circle","radius":1.9},{"direction":[0.5646424733950345,-0.8253356149096789,0.0],"kind":"Line","origin":[1.0728206994505671,-1.5681376683283887,2.0]},{"frame":{"origin":[0.0,0.0,2.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Circle","radius":2.1},{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Circle","radius":2.1},{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Circle","radius":2.1},{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Circle","radius":2.1},{"direction":[-6.123233995736766e-17,1.0,0.0],"kind":"Line","origin":[1.285879139104721e-16,-2.1,3.0]},{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Circle","radius":1.9},{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Circle","radius":1.9},{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Circle","radius":1.9},{"direction":[-1.0,1.2246467991473544e-16,0.0],"kind":"Line","origin":[-1.9,2.326828918379971e-16,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[-1.718381933235262,1.2071302877198653,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[-1.718381933235262,1.2071302877198653,2.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-2.1,2.571758278209442e-16,3.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-2.1,2.571758278209442e-16,2.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[-1.5547265110223796,1.0921654984132112,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[-1.9,2.326828918379971e-16,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[-1.9,2.326828918379971e-16,2.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-1.5547265110223796,1.0921654984132114,3.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.0728206994505671,-1.5681376683283887,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.0728206994505671,-1.5681376683283887,2.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[1.1634144591899854e-16,-1.9,3.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[1.1634144591899854e-16,-1.9,2.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.1857491941295741,-1.7332047913103246,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.285879139104721e-16,-2.1,0.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[1.285879139104721e-16,-2.1,2.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[1.185749194129574,-1.7332047913103248,3.0]}],"intersections":[],"pcurves":[{"direction":[1.0,1.2246467991473544e-16],"kind":"Line2","origin":[-2.1,-2.571758278209442e-16]},{"axis_a":[1.9,-0.0],"axis_b":[0.0,-1.9],"kind":"Conic2","origin":[0.0,-0.0]},{"direction":[-0.8182771110644103,-0.5748239465332692],"kind":"Line2","origin":[-1.5547265110223796,-1.0921654984132112]},{"axis_a":[2.1,-0.0],"axis_b":[0.0,-2.1],"kind":"Conic2","origin":[0.0,-0.0]},{"direction":[6.123233995736766e-17,1.0],"kind":"Line2","origin":[1.1634144591899857e-16,1.9000000000000001]},{"axis_a":[2.1,-0.0],"axis_b":[0.0,-2.1],"kind":"Conic2","origin":[0.0,-0.0]},{"direction":[-0.5646424733950348,-0.8253356149096787],"kind":"Line2","origin":[1.1857491941295741,1.7332047913103246]},{"axis_a":[1.9,-0.0],"axis_b":[0.0,-1.9],"kind":"Conic2","origin":[0.0,-0.0]},{"direction":[0.8182771110644099,0.5748239465332697],"kind":"Line2","origin":[-1.7183819332352617,-1.207130287719865]},{"axis_a":[1.9,-0.0],"axis_b":[0.0,-1.9],"kind":"Conic2","origin":[0.0,-0.0]},{"direction":[0.5646424733950345,0.8253356149096789],"kind":"Line2","origin":[1.0728206994505671,1.5681376683283887]},{"axis_a":[2.1,-0.0],"axis_b":[0.0,-2.1],"kind":"Conic2","origin":[0.0,-0.0]},{"axis_a":[2.1,0.0],"axis_b":[0.0,2.1],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[2.1,0.0],"axis_b":[0.0,2.1],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[2.1,0.0],"axis_b":[0.0,2.1],"kind":"Conic2","origin":[0.0,0.0]},{"direction":[-6.123233995736766e-17,1.0],"kind":"Line2","origin":[1.285879139104721e-16,-2.1]},{"axis_a":[1.9,0.0],"axis_b":[0.0,1.9],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[1.9,0.0],"axis_b":[0.0,1.9],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[1.9,0.0],"axis_b":[0.0,1.9],"kind":"Conic2","origin":[0.0,0.0]},{"direction":[-1.0,1.2246467991473544e-16],"kind":"Line2","origin":[-1.9,2.326828918379971e-16]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.529203673205103,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.529203673205103,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[3.141592653589793,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[3.141592653589793,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.20000000000000007,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.20000000000000007,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-3.0933057395492006e-16,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.141592653589793,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.141592653589793,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[2.529203673205103,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.529203673205103,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.20000000000000018,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.20000000000000018,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.20000000000000018,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[5.312388980384689,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[5.312388980384689,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[4.71238898038469,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[4.71238898038469,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.2000000000000001,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.2000000000000001,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.71238898038469,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.71238898038469,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[5.312388980384689,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[5.312388980384689,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.19999999999999996,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.20000000000000018,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.20000000000000018,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[5.312388980384689,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[8.81238898038469,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[8.81238898038469,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[5.312388980384689,2.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,2.0],"x":[1.0,0.0,0.0],"y":[-0.0,-1.0,-0.0],"z":[-0.0,-0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,3.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Cylinder","radius":2.1},{"frame":{"origin":[-1.7183819332352617,1.207130287719865,0.0],"x":[0.8182771110644104,-0.5748239465332693,0.0],"y":[0.0,0.0,1.0],"z":[-0.5748239465332693,-0.8182771110644104,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Cylinder","radius":1.9},{"frame":{"origin":[-1.9,2.326828918379971e-16,0.0],"x":[-1.0,1.2246467991473544e-16,0.0],"y":[0.0,0.0,1.0],"z":[1.2246467991473544e-16,1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Cylinder","radius":1.9},{"frame":{"origin":[1.0728206994505671,-1.5681376683283887,0.0],"x":[0.5646424733950348,-0.8253356149096787,0.0],"y":[0.0,0.0,1.0],"z":[-0.8253356149096787,-0.5646424733950348,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Cylinder","radius":2.1},{"frame":{"origin":[1.285879139104721e-16,-2.1,0.0],"x":[-6.123233995736766e-17,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,6.123233995736766e-17,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Cylinder","radius":2.1},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Cylinder","radius":1.9}]},"id":"batch-vertical-arc.wide-opening","quality":{"kind":"Analytic"},"revision":1,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.20000000000000018,"lo":0.0}},"halfedge":0,"id":0,"tolerance":1e-9,"twin_halfedge":36},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":3.141592653589793,"lo":2.529203673205103}},"halfedge":1,"id":1,"tolerance":1e-9,"twin_halfedge":30},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":0.20000000000000007,"lo":0.0}},"halfedge":2,"id":2,"tolerance":1e-9,"twin_halfedge":26},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":3.141592653589793,"lo":2.529203673205103}},"halfedge":3,"id":3,"tolerance":1e-9,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.19999999999999996,"lo":0.0}},"halfedge":4,"id":4,"tolerance":1e-9,"twin_halfedge":58},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":5.312388980384689,"lo":4.71238898038469}},"halfedge":5,"id":5,"tolerance":1e-9,"twin_halfedge":52},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.2000000000000001,"lo":0.0}},"halfedge":6,"id":6,"tolerance":1e-9,"twin_halfedge":48},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":5.312388980384689,"lo":4.71238898038469}},"halfedge":7,"id":7,"tolerance":1e-9,"twin_halfedge":42},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":0.19999999999999987,"lo":0.0}},"halfedge":8,"id":8,"tolerance":1e-9,"twin_halfedge":28},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":8.81238898038469,"lo":5.31238898038469}},"halfedge":9,"id":9,"tolerance":1e-9,"twin_halfedge":68},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.1999999999999998,"lo":0.0}},"halfedge":10,"id":10,"tolerance":1e-9,"twin_halfedge":50},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":8.81238898038469,"lo":5.312388980384689}},"halfedge":11,"id":11,"tolerance":1e-9,"twin_halfedge":64},{"chart_seam":false,"geometry":{"curve":12,"kind":"Curve","range":{"hi":3.141592653589793,"lo":2.529203673205103}},"halfedge":12,"id":12,"tolerance":1e-9,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":13,"kind":"Curve","range":{"hi":8.81238898038469,"lo":5.312388980384689}},"halfedge":13,"id":13,"tolerance":1e-9,"twin_halfedge":66},{"chart_seam":false,"geometry":{"curve":14,"kind":"Curve","range":{"hi":5.312388980384689,"lo":4.71238898038469}},"halfedge":14,"id":14,"tolerance":1e-9,"twin_halfedge":55},{"chart_seam":false,"geometry":{"curve":15,"kind":"Curve","range":{"hi":0.19999999999999996,"lo":0.0}},"halfedge":15,"id":15,"tolerance":1e-9,"twin_halfedge":61},{"chart_seam":false,"geometry":{"curve":16,"kind":"Curve","range":{"hi":5.312388980384689,"lo":4.71238898038469}},"halfedge":16,"id":16,"tolerance":1e-9,"twin_halfedge":45},{"chart_seam":false,"geometry":{"curve":17,"kind":"Curve","range":{"hi":8.81238898038469,"lo":5.312388980384689}},"halfedge":17,"id":17,"tolerance":1e-9,"twin_halfedge":70},{"chart_seam":false,"geometry":{"curve":18,"kind":"Curve","range":{"hi":3.141592653589793,"lo":2.529203673205103}},"halfedge":18,"id":18,"tolerance":1e-9,"twin_halfedge":33},{"chart_seam":false,"geometry":{"curve":19,"kind":"Curve","range":{"hi":0.20000000000000018,"lo":0.0}},"halfedge":19,"id":19,"tolerance":1e-9,"twin_halfedge":39},{"chart_seam":false,"geometry":{"curve":20,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":21,"id":20,"tolerance":1e-9,"twin_halfedge":29},{"chart_seam":false,"geometry":{"curve":21,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":22,"id":21,"tolerance":1e-9,"twin_halfedge":67},{"chart_seam":false,"geometry":{"curve":22,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":24,"id":22,"tolerance":1e-9,"twin_halfedge":38},{"chart_seam":false,"geometry":{"curve":23,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":25,"id":23,"tolerance":1e-9,"twin_halfedge":37},{"chart_seam":false,"geometry":{"curve":24,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":27,"id":24,"tolerance":1e-9,"twin_halfedge":35},{"chart_seam":false,"geometry":{"curve":25,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":31,"id":25,"tolerance":1e-9,"twin_halfedge":41},{"chart_seam":false,"geometry":{"curve":26,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":32,"id":26,"tolerance":1e-9,"twin_halfedge":40},{"chart_seam":false,"geometry":{"curve":27,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":34,"id":27,"tolerance":1e-9,"twin_halfedge":69},{"chart_seam":false,"geometry":{"curve":28,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":43,"id":28,"tolerance":1e-9,"twin_halfedge":51},{"chart_seam":false,"geometry":{"curve":29,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":44,"id":29,"tolerance":1e-9,"twin_halfedge":71},{"chart_seam":false,"geometry":{"curve":30,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":46,"id":30,"tolerance":1e-9,"twin_halfedge":60},{"chart_seam":false,"geometry":{"curve":31,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":47,"id":31,"tolerance":1e-9,"twin_halfedge":59},{"chart_seam":false,"geometry":{"curve":32,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":49,"id":32,"tolerance":1e-9,"twin_halfedge":57},{"chart_seam":false,"geometry":{"curve":33,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":53,"id":33,"tolerance":1e-9,"twin_halfedge":63},{"chart_seam":false,"geometry":{"curve":34,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":54,"id":34,"tolerance":1e-9,"twin_halfedge":62},{"chart_seam":false,"geometry":{"curve":35,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":56,"id":35,"tolerance":1e-9,"twin_halfedge":65}],"faces":[{"id":0,"key":"lower-cap-0","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wide-arc","entity":"wide-arc","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":-1.5547265100223795,"lo":-2.100000001},{"hi":9.999997673171082e-10,"lo":-1.2071302887198654}]}},{"id":1,"key":"lower-cap-1","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wide-arc","entity":"wide-arc","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":1.1857491951295742,"lo":-9.999998836585542e-10},{"hi":2.100000001,"lo":1.5681376673283887}]}},{"id":2,"key":"lower-cap-2","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"sector-0","entity":"sector-0","face":0,"key":"top"},{"body":"sector-1","entity":"sector-1","face":0,"key":"top"},{"body":"sector-2","entity":"sector-2","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":2.100000001,"lo":-1.718381934235262},{"hi":1.7332047923103255,"lo":-2.100000001}]}},{"id":3,"key":"upper-cap-3","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wide-arc","entity":"wide-arc","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":2.100000001,"lo":-2.100000001},{"hi":2.100000001,"lo":-2.100000001}]}},{"id":4,"key":"vertical-cylinder-4","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wide-arc","entity":"wide-arc","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":3.1415926540659838,"lo":2.5292036727289124},{"hi":3.000000001,"lo":-1e-9}]}},{"id":5,"key":"vertical-plane-5","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"sector-2","entity":"sector-2","face":4,"key":"side-0-2"}]},"sense":"Reverse","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.20000000100000007,"lo":-1e-9},{"hi":2.000000001,"lo":-1e-9}]}},{"id":6,"key":"vertical-cylinder-6","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wide-arc","entity":"wide-arc","face":4,"key":"side-0-2"}]},"sense":"Reverse","shell_ref":0,"surface":6,"trim":{"chart":0,"holes":[],"outer":6,"uv_bounds":[{"hi":3.141592654116109,"lo":2.529203672678787},{"hi":3.000000001,"lo":-1e-9}]}},{"id":7,"key":"vertical-plane-7","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wide-arc","entity":"wide-arc","face":3,"key":"side-0-1"}]},"sense":"Reverse","shell_ref":0,"surface":7,"trim":{"chart":0,"holes":[],"outer":7,"uv_bounds":[{"hi":0.20000000100000018,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":8,"key":"vertical-cylinder-8","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wide-arc","entity":"wide-arc","face":4,"key":"side-0-2"}]},"sense":"Reverse","shell_ref":0,"surface":8,"trim":{"chart":0,"holes":[],"outer":8,"uv_bounds":[{"hi":5.312388980911005,"lo":4.712388979858374},{"hi":3.000000001,"lo":-1e-9}]}},{"id":9,"key":"vertical-plane-9","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"sector-0","entity":"sector-0","face":2,"key":"side-0-0"}]},"sense":"Reverse","shell_ref":0,"surface":9,"trim":{"chart":0,"holes":[],"outer":9,"uv_bounds":[{"hi":0.2000000010000001,"lo":-1e-9},{"hi":2.000000001,"lo":-1e-9}]}},{"id":10,"key":"vertical-cylinder-10","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wide-arc","entity":"wide-arc","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":10,"trim":{"chart":0,"holes":[],"outer":10,"uv_bounds":[{"hi":5.31238898086088,"lo":4.712388979908499},{"hi":3.000000001,"lo":-1e-9}]}},{"id":11,"key":"vertical-plane-11","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wide-arc","entity":"wide-arc","face":5,"key":"side-0-3"}]},"sense":"Reverse","shell_ref":0,"surface":11,"trim":{"chart":0,"holes":[],"outer":11,"uv_bounds":[{"hi":0.20000000099999996,"lo":-1e-9},{"hi":3.000000001,"lo":-1e-9}]}},{"id":12,"key":"vertical-cylinder-12","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wide-arc","entity":"wide-arc","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":12,"trim":{"chart":0,"holes":[],"outer":12,"uv_bounds":[{"hi":8.812388980860879,"lo":5.312388979908499},{"hi":3.000000001,"lo":1.999999999}]}},{"id":13,"key":"vertical-cylinder-13","provenance":{"reversed":false,"role":"Split","sources":[{"body":"wide-arc","entity":"wide-arc","face":4,"key":"side-0-2"}]},"sense":"Reverse","shell_ref":0,"surface":13,"trim":{"chart":0,"holes":[],"outer":13,"uv_bounds":[{"hi":8.812388980911004,"lo":5.312388979858373},{"hi":3.000000001,"lo":1.999999999}]}}],"halfedges":[{"edge":0,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":1,"twin":36,"wire_ref":null},{"edge":1,"face":0,"from":1,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Reverse"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":2,"twin":30,"wire_ref":null},{"edge":2,"face":0,"from":2,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":3,"twin":26,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":20,"wire_ref":null},{"edge":4,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":58,"wire_ref":null},{"edge":5,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":6,"twin":52,"wire_ref":null},{"edge":6,"face":1,"from":6,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Forward"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":7,"twin":48,"wire_ref":null},{"edge":7,"face":1,"from":7,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":42,"wire_ref":null},{"edge":8,"face":2,"from":8,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":9,"twin":28,"wire_ref":null},{"edge":9,"face":2,"from":9,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Reverse"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":10,"twin":68,"wire_ref":null},{"edge":10,"face":2,"from":10,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Forward"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":11,"twin":50,"wire_ref":null},{"edge":11,"face":2,"from":11,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Forward"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":8,"twin":64,"wire_ref":null},{"edge":12,"face":3,"from":12,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Reverse"},"id":12,"loop_ref":3,"next":13,"prev":19,"to":13,"twin":23,"wire_ref":null},{"edge":13,"face":3,"from":13,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Reverse"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":14,"twin":66,"wire_ref":null},{"edge":14,"face":3,"from":14,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":15,"twin":55,"wire_ref":null},{"edge":15,"face":3,"from":15,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Forward"},"id":15,"loop_ref":3,"next":16,"prev":14,"to":16,"twin":61,"wire_ref":null},{"edge":16,"face":3,"from":16,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":3,"next":17,"prev":15,"to":17,"twin":45,"wire_ref":null},{"edge":17,"face":3,"from":17,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":3,"next":18,"prev":16,"to":18,"twin":70,"wire_ref":null},{"edge":18,"face":3,"from":18,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Forward"},"id":18,"loop_ref":3,"next":19,"prev":17,"to":19,"twin":33,"wire_ref":null},{"edge":19,"face":3,"from":19,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Forward"},"id":19,"loop_ref":3,"next":12,"prev":18,"to":12,"twin":39,"wire_ref":null},{"edge":3,"face":4,"from":0,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Reverse"},"id":20,"loop_ref":4,"next":21,"prev":25,"to":3,"twin":3,"wire_ref":null},{"edge":20,"face":4,"from":3,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":4,"next":22,"prev":20,"to":8,"twin":29,"wire_ref":null},{"edge":21,"face":4,"from":8,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Forward"},"id":22,"loop_ref":4,"next":23,"prev":21,"to":13,"twin":67,"wire_ref":null},{"edge":12,"face":4,"from":13,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Forward"},"id":23,"loop_ref":4,"next":24,"prev":22,"to":12,"twin":12,"wire_ref":null},{"edge":22,"face":4,"from":12,"geometry_use":{"pcurve":24,"periodic_lift":[0,0],"sense":"Forward"},"id":24,"loop_ref":4,"next":25,"prev":23,"to":20,"twin":38,"wire_ref":null},{"edge":23,"face":4,"from":20,"geometry_use":{"pcurve":25,"periodic_lift":[0,0],"sense":"Forward"},"id":25,"loop_ref":4,"next":20,"prev":24,"to":0,"twin":37,"wire_ref":null},{"edge":2,"face":5,"from":3,"geometry_use":{"pcurve":26,"periodic_lift":[0,0],"sense":"Reverse"},"id":26,"loop_ref":5,"next":27,"prev":29,"to":2,"twin":2,"wire_ref":null},{"edge":24,"face":5,"from":2,"geometry_use":{"pcurve":27,"periodic_lift":[0,0],"sense":"Forward"},"id":27,"loop_ref":5,"next":28,"prev":26,"to":9,"twin":35,"wire_ref":null},{"edge":8,"face":5,"from":9,"geometry_use":{"pcurve":28,"periodic_lift":[0,0],"sense":"Reverse"},"id":28,"loop_ref":5,"next":29,"prev":27,"to":8,"twin":8,"wire_ref":null},{"edge":20,"face":5,"from":8,"geometry_use":{"pcurve":29,"periodic_lift":[0,0],"sense":"Reverse"},"id":29,"loop_ref":5,"next":26,"prev":28,"to":3,"twin":21,"wire_ref":null},{"edge":1,"face":6,"from":2,"geometry_use":{"pcurve":30,"periodic_lift":[0,0],"sense":"Forward"},"id":30,"loop_ref":6,"next":31,"prev":35,"to":1,"twin":1,"wire_ref":null},{"edge":25,"face":6,"from":1,"geometry_use":{"pcurve":31,"periodic_lift":[0,0],"sense":"Forward"},"id":31,"loop_ref":6,"next":32,"prev":30,"to":21,"twin":41,"wire_ref":null},{"edge":26,"face":6,"from":21,"geometry_use":{"pcurve":32,"periodic_lift":[0,0],"sense":"Forward"},"id":32,"loop_ref":6,"next":33,"prev":31,"to":19,"twin":40,"wire_ref":null},{"edge":18,"face":6,"from":19,"geometry_use":{"pcurve":33,"periodic_lift":[0,0],"sense":"Reverse"},"id":33,"loop_ref":6,"next":34,"prev":32,"to":18,"twin":18,"wire_ref":null},{"edge":27,"face":6,"from":18,"geometry_use":{"pcurve":34,"periodic_lift":[0,0],"sense":"Forward"},"id":34,"loop_ref":6,"next":35,"prev":33,"to":9,"twin":69,"wire_ref":null},{"edge":24,"face":6,"from":9,"geometry_use":{"pcurve":35,"periodic_lift":[0,0],"sense":"Reverse"},"id":35,"loop_ref":6,"next":30,"prev":34,"to":2,"twin":27,"wire_ref":null},{"edge":0,"face":7,"from":1,"geometry_use":{"pcurve":36,"periodic_lift":[0,0],"sense":"Reverse"},"id":36,"loop_ref":7,"next":37,"prev":41,"to":0,"twin":0,"wire_ref":null},{"edge":23,"face":7,"from":0,"geometry_use":{"pcurve":37,"periodic_lift":[0,0],"sense":"Reverse"},"id":37,"loop_ref":7,"next":38,"prev":36,"to":20,"twin":25,"wire_ref":null},{"edge":22,"face":7,"from":20,"geometry_use":{"pcurve":38,"periodic_lift":[0,0],"sense":"Reverse"},"id":38,"loop_ref":7,"next":39,"prev":37,"to":12,"twin":24,"wire_ref":null},{"edge":19,"face":7,"from":12,"geometry_use":{"pcurve":39,"periodic_lift":[0,0],"sense":"Reverse"},"id":39,"loop_ref":7,"next":40,"prev":38,"to":19,"twin":19,"wire_ref":null},{"edge":26,"face":7,"from":19,"geometry_use":{"pcurve":40,"periodic_lift":[0,0],"sense":"Reverse"},"id":40,"loop_ref":7,"next":41,"prev":39,"to":21,"twin":32,"wire_ref":null},{"edge":25,"face":7,"from":21,"geometry_use":{"pcurve":41,"periodic_lift":[0,0],"sense":"Reverse"},"id":41,"loop_ref":7,"next":36,"prev":40,"to":1,"twin":31,"wire_ref":null},{"edge":7,"face":8,"from":4,"geometry_use":{"pcurve":42,"periodic_lift":[0,0],"sense":"Forward"},"id":42,"loop_ref":8,"next":43,"prev":47,"to":7,"twin":7,"wire_ref":null},{"edge":28,"face":8,"from":7,"geometry_use":{"pcurve":43,"periodic_lift":[0,0],"sense":"Forward"},"id":43,"loop_ref":8,"next":44,"prev":42,"to":10,"twin":51,"wire_ref":null},{"edge":29,"face":8,"from":10,"geometry_use":{"pcurve":44,"periodic_lift":[0,0],"sense":"Forward"},"id":44,"loop_ref":8,"next":45,"prev":43,"to":17,"twin":71,"wire_ref":null},{"edge":16,"face":8,"from":17,"geometry_use":{"pcurve":45,"periodic_lift":[0,0],"sense":"Reverse"},"id":45,"loop_ref":8,"next":46,"prev":44,"to":16,"twin":16,"wire_ref":null},{"edge":30,"face":8,"from":16,"geometry_use":{"pcurve":46,"periodic_lift":[0,0],"sense":"Forward"},"id":46,"loop_ref":8,"next":47,"prev":45,"to":22,"twin":60,"wire_ref":null},{"edge":31,"face":8,"from":22,"geometry_use":{"pcurve":47,"periodic_lift":[0,0],"sense":"Forward"},"id":47,"loop_ref":8,"next":42,"prev":46,"to":4,"twin":59,"wire_ref":null},{"edge":6,"face":9,"from":7,"geometry_use":{"pcurve":48,"periodic_lift":[0,0],"sense":"Reverse"},"id":48,"loop_ref":9,"next":49,"prev":51,"to":6,"twin":6,"wire_ref":null},{"edge":32,"face":9,"from":6,"geometry_use":{"pcurve":49,"periodic_lift":[0,0],"sense":"Forward"},"id":49,"loop_ref":9,"next":50,"prev":48,"to":11,"twin":57,"wire_ref":null},{"edge":10,"face":9,"from":11,"geometry_use":{"pcurve":50,"periodic_lift":[0,0],"sense":"Reverse"},"id":50,"loop_ref":9,"next":51,"prev":49,"to":10,"twin":10,"wire_ref":null},{"edge":28,"face":9,"from":10,"geometry_use":{"pcurve":51,"periodic_lift":[0,0],"sense":"Reverse"},"id":51,"loop_ref":9,"next":48,"prev":50,"to":7,"twin":43,"wire_ref":null},{"edge":5,"face":10,"from":6,"geometry_use":{"pcurve":52,"periodic_lift":[0,0],"sense":"Reverse"},"id":52,"loop_ref":10,"next":53,"prev":57,"to":5,"twin":5,"wire_ref":null},{"edge":33,"face":10,"from":5,"geometry_use":{"pcurve":53,"periodic_lift":[0,0],"sense":"Forward"},"id":53,"loop_ref":10,"next":54,"prev":52,"to":23,"twin":63,"wire_ref":null},{"edge":34,"face":10,"from":23,"geometry_use":{"pcurve":54,"periodic_lift":[0,0],"sense":"Forward"},"id":54,"loop_ref":10,"next":55,"prev":53,"to":15,"twin":62,"wire_ref":null},{"edge":14,"face":10,"from":15,"geometry_use":{"pcurve":55,"periodic_lift":[0,0],"sense":"Forward"},"id":55,"loop_ref":10,"next":56,"prev":54,"to":14,"twin":14,"wire_ref":null},{"edge":35,"face":10,"from":14,"geometry_use":{"pcurve":56,"periodic_lift":[0,0],"sense":"Forward"},"id":56,"loop_ref":10,"next":57,"prev":55,"to":11,"twin":65,"wire_ref":null},{"edge":32,"face":10,"from":11,"geometry_use":{"pcurve":57,"periodic_lift":[0,0],"sense":"Reverse"},"id":57,"loop_ref":10,"next":52,"prev":56,"to":6,"twin":49,"wire_ref":null},{"edge":4,"face":11,"from":5,"geometry_use":{"pcurve":58,"periodic_lift":[0,0],"sense":"Reverse"},"id":58,"loop_ref":11,"next":59,"prev":63,"to":4,"twin":4,"wire_ref":null},{"edge":31,"face":11,"from":4,"geometry_use":{"pcurve":59,"periodic_lift":[0,0],"sense":"Reverse"},"id":59,"loop_ref":11,"next":60,"prev":58,"to":22,"twin":47,"wire_ref":null},{"edge":30,"face":11,"from":22,"geometry_use":{"pcurve":60,"periodic_lift":[0,0],"sense":"Reverse"},"id":60,"loop_ref":11,"next":61,"prev":59,"to":16,"twin":46,"wire_ref":null},{"edge":15,"face":11,"from":16,"geometry_use":{"pcurve":61,"periodic_lift":[0,0],"sense":"Reverse"},"id":61,"loop_ref":11,"next":62,"prev":60,"to":15,"twin":15,"wire_ref":null},{"edge":34,"face":11,"from":15,"geometry_use":{"pcurve":62,"periodic_lift":[0,0],"sense":"Reverse"},"id":62,"loop_ref":11,"next":63,"prev":61,"to":23,"twin":54,"wire_ref":null},{"edge":33,"face":11,"from":23,"geometry_use":{"pcurve":63,"periodic_lift":[0,0],"sense":"Reverse"},"id":63,"loop_ref":11,"next":58,"prev":62,"to":5,"twin":53,"wire_ref":null},{"edge":11,"face":12,"from":8,"geometry_use":{"pcurve":64,"periodic_lift":[0,0],"sense":"Reverse"},"id":64,"loop_ref":12,"next":65,"prev":67,"to":11,"twin":11,"wire_ref":null},{"edge":35,"face":12,"from":11,"geometry_use":{"pcurve":65,"periodic_lift":[0,0],"sense":"Reverse"},"id":65,"loop_ref":12,"next":66,"prev":64,"to":14,"twin":56,"wire_ref":null},{"edge":13,"face":12,"from":14,"geometry_use":{"pcurve":66,"periodic_lift":[0,0],"sense":"Forward"},"id":66,"loop_ref":12,"next":67,"prev":65,"to":13,"twin":13,"wire_ref":null},{"edge":21,"face":12,"from":13,"geometry_use":{"pcurve":67,"periodic_lift":[0,0],"sense":"Reverse"},"id":67,"loop_ref":12,"next":64,"prev":66,"to":8,"twin":22,"wire_ref":null},{"edge":9,"face":13,"from":10,"geometry_use":{"pcurve":68,"periodic_lift":[0,0],"sense":"Forward"},"id":68,"loop_ref":13,"next":69,"prev":71,"to":9,"twin":9,"wire_ref":null},{"edge":27,"face":13,"from":9,"geometry_use":{"pcurve":69,"periodic_lift":[0,0],"sense":"Reverse"},"id":69,"loop_ref":13,"next":70,"prev":68,"to":18,"twin":34,"wire_ref":null},{"edge":17,"face":13,"from":18,"geometry_use":{"pcurve":70,"periodic_lift":[0,0],"sense":"Reverse"},"id":70,"loop_ref":13,"next":71,"prev":69,"to":17,"twin":17,"wire_ref":null},{"edge":29,"face":13,"from":17,"geometry_use":{"pcurve":71,"periodic_lift":[0,0],"sense":"Reverse"},"id":71,"loop_ref":13,"next":68,"prev":70,"to":10,"twin":44,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":20},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":26},{"face_ref":6,"id":6,"is_hole":false,"start_halfedge":30},{"face_ref":7,"id":7,"is_hole":false,"start_halfedge":36},{"face_ref":8,"id":8,"is_hole":false,"start_halfedge":42},{"face_ref":9,"id":9,"is_hole":false,"start_halfedge":48},{"face_ref":10,"id":10,"is_hole":false,"start_halfedge":52},{"face_ref":11,"id":11,"is_hole":false,"start_halfedge":58},{"face_ref":12,"id":12,"is_hole":false,"start_halfedge":64},{"face_ref":13,"id":13,"is_hole":false,"start_halfedge":68}],"shells":[{"faces":[0,7,6,5,4,3,13,2,12,10,11,8,9,1],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[-2.1,2.571758278209442e-16,0.0],"tolerance":1e-9},{"id":1,"outgoing_halfedge":1,"position":[-1.9,2.326828918379971e-16,0.0],"tolerance":1e-9},{"id":2,"outgoing_halfedge":2,"position":[-1.5547265110223796,1.0921654984132114,0.0],"tolerance":1e-9},{"id":3,"outgoing_halfedge":3,"position":[-1.7183819332352617,1.207130287719865,0.0],"tolerance":1e-9},{"id":4,"outgoing_halfedge":4,"position":[1.1634144591899857e-16,-1.9000000000000001,0.0],"tolerance":1e-9},{"id":5,"outgoing_halfedge":5,"position":[1.285879139104721e-16,-2.1,0.0],"tolerance":1e-9},{"id":6,"outgoing_halfedge":6,"position":[1.185749194129574,-1.7332047913103248,0.0],"tolerance":1e-9},{"id":7,"outgoing_halfedge":7,"position":[1.0728206994505671,-1.5681376683283887,0.0],"tolerance":1e-9},{"id":8,"outgoing_halfedge":8,"position":[-1.7183819332352617,1.207130287719865,2.0],"tolerance":1e-9},{"id":9,"outgoing_halfedge":9,"position":[-1.5547265110223798,1.0921654984132112,2.0],"tolerance":1e-9},{"id":10,"outgoing_halfedge":10,"position":[1.0728206994505667,-1.568137668328389,2.0],"tolerance":1e-9},{"id":11,"outgoing_halfedge":11,"position":[1.185749194129574,-1.7332047913103243,2.0],"tolerance":1e-9},{"id":12,"outgoing_halfedge":12,"position":[-2.1,2.571758278209442e-16,3.0],"tolerance":1e-9},{"id":13,"outgoing_halfedge":13,"position":[-1.718381933235262,1.2071302877198653,3.0],"tolerance":1e-9},{"id":14,"outgoing_halfedge":14,"position":[1.185749194129573,-1.7332047913103255,3.0],"tolerance":1e-9},{"id":15,"outgoing_halfedge":15,"position":[1.285879139104721e-16,-2.1,3.0],"tolerance":1e-9},{"id":16,"outgoing_halfedge":16,"position":[1.1634144591899857e-16,-1.9000000000000001,3.0],"tolerance":1e-9},{"id":17,"outgoing_halfedge":17,"position":[1.0728206994505667,-1.568137668328389,3.0],"tolerance":1e-9},{"id":18,"outgoing_halfedge":18,"position":[-1.5547265110223796,1.0921654984132114,3.0],"tolerance":1e-9},{"id":19,"outgoing_halfedge":19,"position":[-1.9,2.326828918379971e-16,3.0],"tolerance":1e-9},{"id":20,"outgoing_halfedge":25,"position":[-2.1,2.571758278209442e-16,2.0],"tolerance":1e-9},{"id":21,"outgoing_halfedge":32,"position":[-1.9,2.326828918379971e-16,2.0],"tolerance":1e-9},{"id":22,"outgoing_halfedge":47,"position":[1.1634144591899854e-16,-1.9,2.0],"tolerance":1e-9},{"id":23,"outgoing_halfedge":54,"position":[1.285879139104721e-16,-2.1,2.0],"tolerance":1e-9}],"wires":[]}}}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/boolean-matrix/annular-first.json b/main/opengeometry/tests/fixtures/cases/boolean-matrix/annular-first.json
new file mode 100644
index 0000000..7e17a07
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/boolean-matrix/annular-first.json
@@ -0,0 +1 @@
+{"a":{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":1.0},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":1.0},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":0.3},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":0.3},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.3,0.0,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.283185307179586,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.283185307179586,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"axis_a":[1.0,0.0],"axis_b":[0.0,-1.0],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[0.3,0.0],"axis_b":[0.0,-0.3],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[1.0,0.0],"axis_b":[0.0,1.0],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[0.3,0.0],"axis_b":[0.0,0.3],"kind":"Conic2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Cylinder","radius":1.0},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Cylinder","radius":0.3},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"}]},"id":"matrix-annular-host","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":0,"id":0,"tolerance":1e-8,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":2,"id":1,"tolerance":1e-8,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":4,"id":2,"tolerance":1e-8,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":true,"geometry":{"curve":4,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-8,"twin_halfedge":3},{"chart_seam":true,"geometry":{"curve":5,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":5,"id":5,"tolerance":1e-8,"twin_halfedge":7}],"faces":[{"id":0,"key":"outer","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-annular-host","entity":"matrix-annular-host","face":0,"key":"outer"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":6.283185307179586,"lo":0.0},{"hi":3.0,"lo":0.0}]}},{"id":1,"key":"inner","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-annular-host","entity":"matrix-annular-host","face":1,"key":"inner"}]},"sense":"Reverse","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":6.283185307179586,"lo":0.0},{"hi":3.0,"lo":0.0}]}},{"id":2,"key":"lower_cap","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-annular-host","entity":"matrix-annular-host","face":2,"key":"lower_cap"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[3],"outer":2,"uv_bounds":[{"hi":1.0,"lo":-1.0},{"hi":1.0,"lo":-1.0}]}},{"id":3,"key":"upper_cap","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-annular-host","entity":"matrix-annular-host","face":3,"key":"upper_cap"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[5],"outer":4,"uv_bounds":[{"hi":1.0,"lo":-1.0},{"hi":1.0,"lo":-1.0}]}}],"halfedges":[{"edge":0,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":0,"twin":8,"wire_ref":null},{"edge":4,"face":0,"from":0,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":1,"twin":3,"wire_ref":null},{"edge":1,"face":0,"from":1,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":1,"wire_ref":null},{"edge":2,"face":1,"from":2,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":2,"twin":9,"wire_ref":null},{"edge":5,"face":1,"from":2,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":3,"twin":7,"wire_ref":null},{"edge":3,"face":1,"from":3,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":3,"twin":11,"wire_ref":null},{"edge":5,"face":1,"from":3,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":2,"twin":5,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Reverse"},"id":8,"loop_ref":2,"next":8,"prev":8,"to":0,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":2,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Reverse"},"id":9,"loop_ref":3,"next":9,"prev":9,"to":2,"twin":4,"wire_ref":null},{"edge":1,"face":3,"from":1,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Forward"},"id":10,"loop_ref":4,"next":10,"prev":10,"to":1,"twin":2,"wire_ref":null},{"edge":3,"face":3,"from":3,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Forward"},"id":11,"loop_ref":5,"next":11,"prev":11,"to":3,"twin":6,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":2,"id":3,"is_hole":true,"start_halfedge":9},{"face_ref":3,"id":4,"is_hole":false,"start_halfedge":10},{"face_ref":3,"id":5,"is_hole":true,"start_halfedge":11}],"shells":[{"faces":[0,1,2,3],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[1.0,0.0,0.0],"tolerance":1e-8},{"id":1,"outgoing_halfedge":2,"position":[1.0,3.0,0.0],"tolerance":1e-8},{"id":2,"outgoing_halfedge":4,"position":[0.3,0.0,0.0],"tolerance":1e-8},{"id":3,"outgoing_halfedge":6,"position":[0.3,3.0,0.0],"tolerance":1e-8}],"wires":[]}},"b":{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-0.4,0.0,0.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-0.4,0.0,0.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-0.4,0.0,0.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.4,0.0,0.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.4,0.0,0.5]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-0.4,0.0,-0.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-0.4,0.0,-0.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.4,0.0,-0.5]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-0.4,3.0,0.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-0.4,3.0,0.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.4,3.0,0.5]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-0.4,3.0,-0.5]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.8]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.8,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.8,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.8]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[-0.4,0.0,0.5],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-0.4,3.0,0.5],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-0.4,0.0,0.5],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.4,0.0,0.5],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-0.4,0.0,0.5],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[-0.4,0.0,-0.5],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"}]},"id":"matrix-wall-cutter","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.8,"lo":0.0}},"halfedge":3,"id":0,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":8,"id":2,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":2,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":15,"id":4,"tolerance":1e-8,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":0.8,"lo":0.0}},"halfedge":1,"id":5,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":10,"id":6,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":13,"id":7,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":0.8,"lo":0.0}},"halfedge":4,"id":8,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":7,"id":9,"tolerance":1e-8,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":5,"id":10,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":0.8,"lo":0.0}},"halfedge":6,"id":11,"tolerance":1e-8,"twin_halfedge":21}],"faces":[{"id":0,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-wall-cutter","entity":"matrix-wall-cutter","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":1.00000001,"lo":-1e-8},{"hi":0.8000000100000001,"lo":-1e-8}]}},{"id":1,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-wall-cutter","entity":"matrix-wall-cutter","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.8000000100000001,"lo":-1e-8},{"hi":1.00000001,"lo":-1e-8}]}},{"id":2,"key":"left","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-wall-cutter","entity":"matrix-wall-cutter","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":3.00000001,"lo":-1e-8},{"hi":1.00000001,"lo":-1e-8}]}},{"id":3,"key":"right","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-wall-cutter","entity":"matrix-wall-cutter","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":1.00000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}},{"id":4,"key":"front","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-wall-cutter","entity":"matrix-wall-cutter","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.8000000100000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}},{"id":5,"key":"back","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-wall-cutter","entity":"matrix-wall-cutter","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":3.00000001,"lo":-1e-8},{"hi":0.8000000100000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":2,"twin":11,"wire_ref":null},{"edge":5,"face":0,"from":2,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":3,"twin":23,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":16,"wire_ref":null},{"edge":8,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":18,"wire_ref":null},{"edge":10,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":7,"twin":14,"wire_ref":null},{"edge":11,"face":1,"from":7,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":6,"twin":21,"wire_ref":null},{"edge":9,"face":1,"from":6,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":9,"wire_ref":null},{"edge":2,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":4,"twin":19,"wire_ref":null},{"edge":9,"face":2,"from":4,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":6,"twin":7,"wire_ref":null},{"edge":6,"face":2,"from":6,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":2,"twin":20,"wire_ref":null},{"edge":1,"face":2,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":0,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":3,"twin":2,"wire_ref":null},{"edge":7,"face":3,"from":3,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":7,"twin":22,"wire_ref":null},{"edge":10,"face":3,"from":7,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":17,"wire_ref":null},{"edge":0,"face":4,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":1,"twin":3,"wire_ref":null},{"edge":4,"face":4,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":5,"twin":15,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":4,"twin":4,"wire_ref":null},{"edge":2,"face":4,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":0,"twin":8,"wire_ref":null},{"edge":6,"face":5,"from":2,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":6,"twin":10,"wire_ref":null},{"edge":11,"face":5,"from":6,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":7,"twin":6,"wire_ref":null},{"edge":7,"face":5,"from":7,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":3,"twin":13,"wire_ref":null},{"edge":5,"face":5,"from":3,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":2,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[-0.4,0.0,0.5],"tolerance":1e-8},{"id":1,"outgoing_halfedge":3,"position":[0.4,0.0,0.5],"tolerance":1e-8},{"id":2,"outgoing_halfedge":1,"position":[-0.4,0.0,-0.5],"tolerance":1e-8},{"id":3,"outgoing_halfedge":2,"position":[0.4,0.0,-0.5],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[-0.4,3.0,0.5],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[0.4,3.0,0.5],"tolerance":1e-8},{"id":6,"outgoing_halfedge":7,"position":[-0.4,3.0,-0.5],"tolerance":1e-8},{"id":7,"outgoing_halfedge":6,"position":[0.4,3.0,-0.5],"tolerance":1e-8}],"wires":[]}},"handlers":["subtract_vertical_arc_extrusion"],"operation":"subtraction","result":{"brep":{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":1.0},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":1.0},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-0.4,0.0,0.5]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-0.4,0.0,-0.5]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.4,0.0,-0.5]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[0.4,0.0,0.5]},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":1.0},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":1.0},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-0.4,3.0,0.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.4,3.0,0.5]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[0.4,3.0,-0.5]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[-0.4,3.0,-0.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.0,0.0,0.0]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-1.0,3.0,-1.2246467991473532e-16]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.4,0.0,0.5]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-0.4,3.0,0.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.4,0.0,-0.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-0.4,0.0,-0.5]}],"intersections":[],"pcurves":[{"axis_a":[1.0,0.0],"axis_b":[0.0,-1.0],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[1.0,0.0],"axis_b":[0.0,-1.0],"kind":"Conic2","origin":[0.0,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[-0.4,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-0.4,-0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,-0.5]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.4,0.5]},{"axis_a":[1.0,0.0],"axis_b":[0.0,1.0],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[1.0,0.0],"axis_b":[0.0,1.0],"kind":"Conic2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-0.4,-0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,-0.5]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.4,0.5]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[-0.4,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[3.141592653589793,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[3.141592653589793,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.283185307179586,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.8,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.8,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.8,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.8,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[1.0,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Cylinder","radius":1.0},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Cylinder","radius":1.0},{"frame":{"origin":[-0.4,0.0,0.5],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.4,0.0,0.5],"x":[0.0,0.0,-1.0],"y":[0.0,1.0,0.0],"z":[1.0,-0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.4,0.0,-0.5],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[-0.4,0.0,-0.5],"x":[0.0,0.0,1.0],"y":[0.0,1.0,-0.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"matrix-annular-first","quality":{"kind":"Analytic"},"revision":1,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":6.283185307179586,"lo":3.141592653589793}},"halfedge":0,"id":0,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":3.141592653589793,"lo":0.0}},"halfedge":1,"id":1,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":2,"id":2,"tolerance":1e-8,"twin_halfedge":32},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.8,"lo":0.0}},"halfedge":3,"id":3,"tolerance":1e-8,"twin_halfedge":28},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":4,"id":4,"tolerance":1e-8,"twin_halfedge":24},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":0.8,"lo":0.0}},"halfedge":5,"id":5,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":3.141592653589793,"lo":0.0}},"halfedge":6,"id":6,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":6.283185307179586,"lo":3.141592653589793}},"halfedge":7,"id":7,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":0.8,"lo":0.0}},"halfedge":8,"id":8,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":9,"id":9,"tolerance":1e-8,"twin_halfedge":26},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.8,"lo":0.0}},"halfedge":10,"id":10,"tolerance":1e-8,"twin_halfedge":30},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":11,"id":11,"tolerance":1e-8,"twin_halfedge":34},{"chart_seam":false,"geometry":{"curve":12,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":13,"id":12,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":13,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":15,"id":13,"tolerance":1e-8,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":14,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":21,"id":14,"tolerance":1e-8,"twin_halfedge":27},{"chart_seam":false,"geometry":{"curve":15,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":23,"id":15,"tolerance":1e-8,"twin_halfedge":33},{"chart_seam":false,"geometry":{"curve":16,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":25,"id":16,"tolerance":1e-8,"twin_halfedge":31},{"chart_seam":false,"geometry":{"curve":17,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":29,"id":17,"tolerance":1e-8,"twin_halfedge":35}],"faces":[{"id":0,"key":"lower-cap-0","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-annular-host","entity":"matrix-annular-host","face":2,"key":"lower_cap"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[1],"outer":0,"uv_bounds":[{"hi":1.00000001,"lo":-1.00000001},{"hi":1.00000001,"lo":-1.00000001}]}},{"id":1,"key":"upper-cap-1","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-annular-host","entity":"matrix-annular-host","face":3,"key":"upper_cap"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[3],"outer":2,"uv_bounds":[{"hi":1.00000001,"lo":-1.00000001},{"hi":1.00000001,"lo":-1.00000001}]}},{"id":2,"key":"vertical-cylinder-2","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-annular-host","entity":"matrix-annular-host","face":0,"key":"outer"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":3.141592663589793,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}},{"id":3,"key":"vertical-cylinder-3","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-annular-host","entity":"matrix-annular-host","face":0,"key":"outer"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":6.283185317179586,"lo":3.141592643589793},{"hi":3.00000001,"lo":-1e-8}]}},{"id":4,"key":"vertical-plane-4","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"matrix-wall-cutter","entity":"matrix-wall-cutter","face":4,"key":"front"}]},"sense":"Reverse","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":6,"uv_bounds":[{"hi":0.8000000100000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}},{"id":5,"key":"vertical-plane-5","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"matrix-wall-cutter","entity":"matrix-wall-cutter","face":3,"key":"right"}]},"sense":"Reverse","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":7,"uv_bounds":[{"hi":1.00000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}},{"id":6,"key":"vertical-plane-6","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"matrix-wall-cutter","entity":"matrix-wall-cutter","face":5,"key":"back"}]},"sense":"Reverse","shell_ref":0,"surface":6,"trim":{"chart":0,"holes":[],"outer":8,"uv_bounds":[{"hi":0.8000000100000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}},{"id":7,"key":"vertical-plane-7","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"matrix-wall-cutter","entity":"matrix-wall-cutter","face":2,"key":"left"}]},"sense":"Reverse","shell_ref":0,"surface":7,"trim":{"chart":0,"holes":[],"outer":9,"uv_bounds":[{"hi":1.00000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}}],"halfedges":[{"edge":0,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":1,"to":1,"twin":16,"wire_ref":null},{"edge":1,"face":0,"from":1,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":0,"prev":0,"to":0,"twin":12,"wire_ref":null},{"edge":2,"face":0,"from":2,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":1,"next":3,"prev":5,"to":3,"twin":32,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":1,"next":4,"prev":2,"to":4,"twin":28,"wire_ref":null},{"edge":4,"face":0,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":3,"to":5,"twin":24,"wire_ref":null},{"edge":5,"face":0,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":2,"prev":4,"to":2,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":6,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":2,"next":7,"prev":7,"to":7,"twin":14,"wire_ref":null},{"edge":7,"face":1,"from":7,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":2,"next":6,"prev":6,"to":6,"twin":18,"wire_ref":null},{"edge":8,"face":1,"from":8,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":3,"next":9,"prev":11,"to":9,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":9,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":3,"next":10,"prev":8,"to":10,"twin":26,"wire_ref":null},{"edge":10,"face":1,"from":10,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Forward"},"id":10,"loop_ref":3,"next":11,"prev":9,"to":11,"twin":30,"wire_ref":null},{"edge":11,"face":1,"from":11,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Forward"},"id":11,"loop_ref":3,"next":8,"prev":10,"to":8,"twin":34,"wire_ref":null},{"edge":1,"face":2,"from":0,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Reverse"},"id":12,"loop_ref":4,"next":13,"prev":15,"to":1,"twin":1,"wire_ref":null},{"edge":12,"face":2,"from":1,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":4,"next":14,"prev":12,"to":7,"twin":19,"wire_ref":null},{"edge":6,"face":2,"from":7,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Forward"},"id":14,"loop_ref":4,"next":15,"prev":13,"to":6,"twin":6,"wire_ref":null},{"edge":13,"face":2,"from":6,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Forward"},"id":15,"loop_ref":4,"next":12,"prev":14,"to":0,"twin":17,"wire_ref":null},{"edge":0,"face":3,"from":1,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Reverse"},"id":16,"loop_ref":5,"next":17,"prev":19,"to":0,"twin":0,"wire_ref":null},{"edge":13,"face":3,"from":0,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Reverse"},"id":17,"loop_ref":5,"next":18,"prev":16,"to":6,"twin":15,"wire_ref":null},{"edge":7,"face":3,"from":6,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Forward"},"id":18,"loop_ref":5,"next":19,"prev":17,"to":7,"twin":7,"wire_ref":null},{"edge":12,"face":3,"from":7,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":5,"next":16,"prev":18,"to":1,"twin":13,"wire_ref":null},{"edge":5,"face":4,"from":2,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Reverse"},"id":20,"loop_ref":6,"next":21,"prev":23,"to":5,"twin":5,"wire_ref":null},{"edge":14,"face":4,"from":5,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":6,"next":22,"prev":20,"to":9,"twin":27,"wire_ref":null},{"edge":8,"face":4,"from":9,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":6,"next":23,"prev":21,"to":8,"twin":8,"wire_ref":null},{"edge":15,"face":4,"from":8,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Forward"},"id":23,"loop_ref":6,"next":20,"prev":22,"to":2,"twin":33,"wire_ref":null},{"edge":4,"face":5,"from":5,"geometry_use":{"pcurve":24,"periodic_lift":[0,0],"sense":"Reverse"},"id":24,"loop_ref":7,"next":25,"prev":27,"to":4,"twin":4,"wire_ref":null},{"edge":16,"face":5,"from":4,"geometry_use":{"pcurve":25,"periodic_lift":[0,0],"sense":"Forward"},"id":25,"loop_ref":7,"next":26,"prev":24,"to":10,"twin":31,"wire_ref":null},{"edge":9,"face":5,"from":10,"geometry_use":{"pcurve":26,"periodic_lift":[0,0],"sense":"Reverse"},"id":26,"loop_ref":7,"next":27,"prev":25,"to":9,"twin":9,"wire_ref":null},{"edge":14,"face":5,"from":9,"geometry_use":{"pcurve":27,"periodic_lift":[0,0],"sense":"Reverse"},"id":27,"loop_ref":7,"next":24,"prev":26,"to":5,"twin":21,"wire_ref":null},{"edge":3,"face":6,"from":4,"geometry_use":{"pcurve":28,"periodic_lift":[0,0],"sense":"Reverse"},"id":28,"loop_ref":8,"next":29,"prev":31,"to":3,"twin":3,"wire_ref":null},{"edge":17,"face":6,"from":3,"geometry_use":{"pcurve":29,"periodic_lift":[0,0],"sense":"Forward"},"id":29,"loop_ref":8,"next":30,"prev":28,"to":11,"twin":35,"wire_ref":null},{"edge":10,"face":6,"from":11,"geometry_use":{"pcurve":30,"periodic_lift":[0,0],"sense":"Reverse"},"id":30,"loop_ref":8,"next":31,"prev":29,"to":10,"twin":10,"wire_ref":null},{"edge":16,"face":6,"from":10,"geometry_use":{"pcurve":31,"periodic_lift":[0,0],"sense":"Reverse"},"id":31,"loop_ref":8,"next":28,"prev":30,"to":4,"twin":25,"wire_ref":null},{"edge":2,"face":7,"from":3,"geometry_use":{"pcurve":32,"periodic_lift":[0,0],"sense":"Reverse"},"id":32,"loop_ref":9,"next":33,"prev":35,"to":2,"twin":2,"wire_ref":null},{"edge":15,"face":7,"from":2,"geometry_use":{"pcurve":33,"periodic_lift":[0,0],"sense":"Reverse"},"id":33,"loop_ref":9,"next":34,"prev":32,"to":8,"twin":23,"wire_ref":null},{"edge":11,"face":7,"from":8,"geometry_use":{"pcurve":34,"periodic_lift":[0,0],"sense":"Reverse"},"id":34,"loop_ref":9,"next":35,"prev":33,"to":11,"twin":11,"wire_ref":null},{"edge":17,"face":7,"from":11,"geometry_use":{"pcurve":35,"periodic_lift":[0,0],"sense":"Reverse"},"id":35,"loop_ref":9,"next":32,"prev":34,"to":3,"twin":29,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":0,"id":1,"is_hole":true,"start_halfedge":2},{"face_ref":1,"id":2,"is_hole":false,"start_halfedge":6},{"face_ref":1,"id":3,"is_hole":true,"start_halfedge":8},{"face_ref":2,"id":4,"is_hole":false,"start_halfedge":12},{"face_ref":3,"id":5,"is_hole":false,"start_halfedge":16},{"face_ref":4,"id":6,"is_hole":false,"start_halfedge":20},{"face_ref":5,"id":7,"is_hole":false,"start_halfedge":24},{"face_ref":6,"id":8,"is_hole":false,"start_halfedge":28},{"face_ref":7,"id":9,"is_hole":false,"start_halfedge":32}],"shells":[{"faces":[0,3,2,7,6,5,4,1],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[-1.0,0.0,-1.2246467991473532e-16],"tolerance":1e-8},{"id":1,"outgoing_halfedge":1,"position":[1.0,0.0,2.4492935982947064e-16],"tolerance":1e-8},{"id":2,"outgoing_halfedge":2,"position":[-0.4,0.0,0.5],"tolerance":1e-8},{"id":3,"outgoing_halfedge":3,"position":[-0.4,0.0,-0.5],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[0.4,0.0,-0.5],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[0.4,0.0,0.5],"tolerance":1e-8},{"id":6,"outgoing_halfedge":6,"position":[-1.0,3.0,-1.2246467991473532e-16],"tolerance":1e-8},{"id":7,"outgoing_halfedge":7,"position":[1.0,3.0,0.0],"tolerance":1e-8},{"id":8,"outgoing_halfedge":8,"position":[-0.4,3.0,0.5],"tolerance":1e-8},{"id":9,"outgoing_halfedge":9,"position":[0.4,3.0,0.5],"tolerance":1e-8},{"id":10,"outgoing_halfedge":10,"position":[0.4,3.0,-0.5],"tolerance":1e-8},{"id":11,"outgoing_halfedge":11,"position":[-0.4,3.0,-0.5],"tolerance":1e-8}],"wires":[]}}}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/boolean-matrix/box-intersection.json b/main/opengeometry/tests/fixtures/cases/boolean-matrix/box-intersection.json
new file mode 100644
index 0000000..9915538
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/boolean-matrix/box-intersection.json
@@ -0,0 +1 @@
+{"a":{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,-3.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.0,-3.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,0.0,-3.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,3.0,0.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,3.0,0.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.0,3.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,3.0,-3.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[3.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,-3.0],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"}]},"id":"matrix-box-host","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":3,"id":0,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":8,"id":2,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":2,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":15,"id":4,"tolerance":1e-8,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":1,"id":5,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":10,"id":6,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":13,"id":7,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":4,"id":8,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":7,"id":9,"tolerance":1e-8,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":5,"id":10,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":6,"id":11,"tolerance":1e-8,"twin_halfedge":21}],"faces":[{"id":0,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":3.00000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}},{"id":1,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":3.00000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}},{"id":2,"key":"left","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":3.00000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}},{"id":3,"key":"right","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":3.00000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}},{"id":4,"key":"front","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":3.00000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}},{"id":5,"key":"back","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":3.00000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":2,"twin":11,"wire_ref":null},{"edge":5,"face":0,"from":2,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":3,"twin":23,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":16,"wire_ref":null},{"edge":8,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":18,"wire_ref":null},{"edge":10,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":7,"twin":14,"wire_ref":null},{"edge":11,"face":1,"from":7,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":6,"twin":21,"wire_ref":null},{"edge":9,"face":1,"from":6,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":9,"wire_ref":null},{"edge":2,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":4,"twin":19,"wire_ref":null},{"edge":9,"face":2,"from":4,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":6,"twin":7,"wire_ref":null},{"edge":6,"face":2,"from":6,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":2,"twin":20,"wire_ref":null},{"edge":1,"face":2,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":0,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":3,"twin":2,"wire_ref":null},{"edge":7,"face":3,"from":3,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":7,"twin":22,"wire_ref":null},{"edge":10,"face":3,"from":7,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":17,"wire_ref":null},{"edge":0,"face":4,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":1,"twin":3,"wire_ref":null},{"edge":4,"face":4,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":5,"twin":15,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":4,"twin":4,"wire_ref":null},{"edge":2,"face":4,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":0,"twin":8,"wire_ref":null},{"edge":6,"face":5,"from":2,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":6,"twin":10,"wire_ref":null},{"edge":11,"face":5,"from":6,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":7,"twin":6,"wire_ref":null},{"edge":7,"face":5,"from":7,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":3,"twin":13,"wire_ref":null},{"edge":5,"face":5,"from":3,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":2,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[0.0,0.0,0.0],"tolerance":1e-8},{"id":1,"outgoing_halfedge":3,"position":[3.0,0.0,0.0],"tolerance":1e-8},{"id":2,"outgoing_halfedge":1,"position":[0.0,0.0,-3.0],"tolerance":1e-8},{"id":3,"outgoing_halfedge":2,"position":[3.0,0.0,-3.0],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[0.0,3.0,0.0],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[3.0,3.0,0.0],"tolerance":1e-8},{"id":6,"outgoing_halfedge":7,"position":[0.0,3.0,-3.0],"tolerance":1e-8},{"id":7,"outgoing_halfedge":6,"position":[3.0,3.0,-3.0],"tolerance":1e-8}],"wires":[]}},"b":{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.0,0.5,-0.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[1.0,0.5,-0.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.0,0.5,-0.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.0,0.5,-0.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,0.5,-0.5]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.0,0.5,-2.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.0,0.5,-2.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,0.5,-2.5]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.0,2.5,-0.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[1.0,2.5,-0.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.0,2.5,-0.5]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.0,2.5,-2.5]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[1.0,0.5,-0.5],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[1.0,2.5,-0.5],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[1.0,0.5,-0.5],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[3.0,0.5,-0.5],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[1.0,0.5,-0.5],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[1.0,0.5,-2.5],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"}]},"id":"matrix-box-cutter","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":3,"id":0,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":8,"id":2,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":2,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":15,"id":4,"tolerance":1e-8,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1,"id":5,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":10,"id":6,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":13,"id":7,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":4,"id":8,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":7,"id":9,"tolerance":1e-8,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":5,"id":10,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":6,"id":11,"tolerance":1e-8,"twin_halfedge":21}],"faces":[{"id":0,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-box-cutter","entity":"matrix-box-cutter","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":1,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-box-cutter","entity":"matrix-box-cutter","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":2,"key":"left","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-box-cutter","entity":"matrix-box-cutter","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":3,"key":"right","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-box-cutter","entity":"matrix-box-cutter","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":4,"key":"front","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-box-cutter","entity":"matrix-box-cutter","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":5,"key":"back","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-box-cutter","entity":"matrix-box-cutter","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":2,"twin":11,"wire_ref":null},{"edge":5,"face":0,"from":2,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":3,"twin":23,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":16,"wire_ref":null},{"edge":8,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":18,"wire_ref":null},{"edge":10,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":7,"twin":14,"wire_ref":null},{"edge":11,"face":1,"from":7,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":6,"twin":21,"wire_ref":null},{"edge":9,"face":1,"from":6,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":9,"wire_ref":null},{"edge":2,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":4,"twin":19,"wire_ref":null},{"edge":9,"face":2,"from":4,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":6,"twin":7,"wire_ref":null},{"edge":6,"face":2,"from":6,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":2,"twin":20,"wire_ref":null},{"edge":1,"face":2,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":0,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":3,"twin":2,"wire_ref":null},{"edge":7,"face":3,"from":3,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":7,"twin":22,"wire_ref":null},{"edge":10,"face":3,"from":7,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":17,"wire_ref":null},{"edge":0,"face":4,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":1,"twin":3,"wire_ref":null},{"edge":4,"face":4,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":5,"twin":15,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":4,"twin":4,"wire_ref":null},{"edge":2,"face":4,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":0,"twin":8,"wire_ref":null},{"edge":6,"face":5,"from":2,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":6,"twin":10,"wire_ref":null},{"edge":11,"face":5,"from":6,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":7,"twin":6,"wire_ref":null},{"edge":7,"face":5,"from":7,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":3,"twin":13,"wire_ref":null},{"edge":5,"face":5,"from":3,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":2,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[1.0,0.5,-0.5],"tolerance":1e-8},{"id":1,"outgoing_halfedge":3,"position":[3.0,0.5,-0.5],"tolerance":1e-8},{"id":2,"outgoing_halfedge":1,"position":[1.0,0.5,-2.5],"tolerance":1e-8},{"id":3,"outgoing_halfedge":2,"position":[3.0,0.5,-2.5],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[1.0,2.5,-0.5],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[3.0,2.5,-0.5],"tolerance":1e-8},{"id":6,"outgoing_halfedge":7,"position":[1.0,2.5,-2.5],"tolerance":1e-8},{"id":7,"outgoing_halfedge":6,"position":[3.0,2.5,-2.5],"tolerance":1e-8}],"wires":[]}},"handlers":["boolean_boxes"],"operation":"intersection","result":{"brep":{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[1.0,2.5,-0.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.0,0.5,-2.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[1.0,0.5,-0.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.0,0.5,-0.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.0,0.5,-0.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,0.5,-2.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.0,2.5,-0.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,0.5,-0.5]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.0,2.5,-0.5]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.0,0.5,-0.5]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.0,2.5,-2.5]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.0,0.5,-2.5]}],"intersections":[],"pcurves":[{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.5,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.5,2.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[1.0,0.5,-0.5],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[3.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[1.0,0.5,-0.5],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[1.0,0.5,-2.5],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[1.0,0.5,-0.5],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[1.0,2.5,-0.5],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"}]},"id":"matrix-box-intersection","quality":{"kind":"Analytic"},"revision":1,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":0,"id":0,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1,"id":1,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":2,"id":2,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":3,"id":3,"tolerance":1e-8,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":4,"id":4,"tolerance":1e-8,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":5,"id":5,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":6,"id":6,"tolerance":1e-8,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":7,"id":7,"tolerance":1e-8,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":9,"id":8,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":11,"id":9,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":13,"id":10,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":15,"id":11,"tolerance":1e-8,"twin_halfedge":16}],"faces":[{"id":0,"key":"left-0","provenance":{"reversed":false,"role":"Preserved","sources":[{"body":"matrix-box-cutter","entity":"matrix-box-cutter","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":1,"key":"right-1","provenance":{"reversed":false,"role":"Coincident","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":3,"key":"right"},{"body":"matrix-box-cutter","entity":"matrix-box-cutter","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":2.50000001,"lo":0.49999999},{"hi":2.50000001,"lo":0.49999999}]}},{"id":2,"key":"front-2","provenance":{"reversed":false,"role":"Preserved","sources":[{"body":"matrix-box-cutter","entity":"matrix-box-cutter","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":3,"key":"back-3","provenance":{"reversed":false,"role":"Preserved","sources":[{"body":"matrix-box-cutter","entity":"matrix-box-cutter","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":4,"key":"bottom-4","provenance":{"reversed":false,"role":"Preserved","sources":[{"body":"matrix-box-cutter","entity":"matrix-box-cutter","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":5,"key":"top-5","provenance":{"reversed":false,"role":"Preserved","sources":[{"body":"matrix-box-cutter","entity":"matrix-box-cutter","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}}],"halfedges":[{"edge":0,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":1,"twin":23,"wire_ref":null},{"edge":1,"face":0,"from":1,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Reverse"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":2,"twin":12,"wire_ref":null},{"edge":2,"face":0,"from":2,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":3,"twin":19,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":10,"wire_ref":null},{"edge":4,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":17,"wire_ref":null},{"edge":5,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":6,"twin":14,"wire_ref":null},{"edge":6,"face":1,"from":6,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":7,"twin":21,"wire_ref":null},{"edge":7,"face":1,"from":7,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":8,"wire_ref":null},{"edge":7,"face":2,"from":4,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":7,"twin":7,"wire_ref":null},{"edge":8,"face":2,"from":7,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Reverse"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":0,"twin":20,"wire_ref":null},{"edge":3,"face":2,"from":0,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":3,"twin":3,"wire_ref":null},{"edge":9,"face":2,"from":3,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Forward"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":4,"twin":18,"wire_ref":null},{"edge":1,"face":3,"from":2,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":1,"twin":1,"wire_ref":null},{"edge":10,"face":3,"from":1,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":22,"wire_ref":null},{"edge":5,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":11,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":2,"twin":16,"wire_ref":null},{"edge":11,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":5,"twin":15,"wire_ref":null},{"edge":4,"face":4,"from":5,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Reverse"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":4,"twin":4,"wire_ref":null},{"edge":9,"face":4,"from":4,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":3,"twin":11,"wire_ref":null},{"edge":2,"face":4,"from":3,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Forward"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":2,"wire_ref":null},{"edge":8,"face":5,"from":0,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":7,"twin":9,"wire_ref":null},{"edge":6,"face":5,"from":7,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":6,"twin":6,"wire_ref":null},{"edge":10,"face":5,"from":6,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":1,"twin":13,"wire_ref":null},{"edge":0,"face":5,"from":1,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":0,"twin":0,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,5,3,4,2,1],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[1.0,2.5,-0.5],"tolerance":1e-8},{"id":1,"outgoing_halfedge":1,"position":[1.0,2.5,-2.5],"tolerance":1e-8},{"id":2,"outgoing_halfedge":2,"position":[1.0,0.5,-2.5],"tolerance":1e-8},{"id":3,"outgoing_halfedge":3,"position":[1.0,0.5,-0.5],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[3.0,0.5,-0.5],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[3.0,0.5,-2.5],"tolerance":1e-8},{"id":6,"outgoing_halfedge":6,"position":[3.0,2.5,-2.5],"tolerance":1e-8},{"id":7,"outgoing_halfedge":7,"position":[3.0,2.5,-0.5],"tolerance":1e-8}],"wires":[]}}}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/boolean-matrix/box-round.json b/main/opengeometry/tests/fixtures/cases/boolean-matrix/box-round.json
new file mode 100644
index 0000000..f9c60dc
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/boolean-matrix/box-round.json
@@ -0,0 +1 @@
+{"a":{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,-3.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.0,-3.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,0.0,-3.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,3.0,0.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,3.0,0.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.0,3.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,3.0,-3.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[3.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,-3.0],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"}]},"id":"matrix-box-host","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":3,"id":0,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":8,"id":2,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":2,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":15,"id":4,"tolerance":1e-8,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":1,"id":5,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":10,"id":6,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":13,"id":7,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":4,"id":8,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":7,"id":9,"tolerance":1e-8,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":5,"id":10,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":6,"id":11,"tolerance":1e-8,"twin_halfedge":21}],"faces":[{"id":0,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":3.00000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}},{"id":1,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":3.00000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}},{"id":2,"key":"left","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":3.00000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}},{"id":3,"key":"right","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":3.00000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}},{"id":4,"key":"front","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":3.00000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}},{"id":5,"key":"back","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":3.00000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":2,"twin":11,"wire_ref":null},{"edge":5,"face":0,"from":2,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":3,"twin":23,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":16,"wire_ref":null},{"edge":8,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":18,"wire_ref":null},{"edge":10,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":7,"twin":14,"wire_ref":null},{"edge":11,"face":1,"from":7,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":6,"twin":21,"wire_ref":null},{"edge":9,"face":1,"from":6,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":9,"wire_ref":null},{"edge":2,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":4,"twin":19,"wire_ref":null},{"edge":9,"face":2,"from":4,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":6,"twin":7,"wire_ref":null},{"edge":6,"face":2,"from":6,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":2,"twin":20,"wire_ref":null},{"edge":1,"face":2,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":0,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":3,"twin":2,"wire_ref":null},{"edge":7,"face":3,"from":3,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":7,"twin":22,"wire_ref":null},{"edge":10,"face":3,"from":7,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":17,"wire_ref":null},{"edge":0,"face":4,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":1,"twin":3,"wire_ref":null},{"edge":4,"face":4,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":5,"twin":15,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":4,"twin":4,"wire_ref":null},{"edge":2,"face":4,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":0,"twin":8,"wire_ref":null},{"edge":6,"face":5,"from":2,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":6,"twin":10,"wire_ref":null},{"edge":11,"face":5,"from":6,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":7,"twin":6,"wire_ref":null},{"edge":7,"face":5,"from":7,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":3,"twin":13,"wire_ref":null},{"edge":5,"face":5,"from":3,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":2,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[0.0,0.0,0.0],"tolerance":1e-8},{"id":1,"outgoing_halfedge":3,"position":[3.0,0.0,0.0],"tolerance":1e-8},{"id":2,"outgoing_halfedge":1,"position":[0.0,0.0,-3.0],"tolerance":1e-8},{"id":3,"outgoing_halfedge":2,"position":[3.0,0.0,-3.0],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[0.0,3.0,0.0],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[3.0,3.0,0.0],"tolerance":1e-8},{"id":6,"outgoing_halfedge":7,"position":[0.0,3.0,-3.0],"tolerance":1e-8},{"id":7,"outgoing_halfedge":6,"position":[3.0,3.0,-3.0],"tolerance":1e-8}],"wires":[]}},"b":{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"frame":{"origin":[1.5,-1.0,-1.5],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":0.4},{"frame":{"origin":[1.5,4.0,-1.5],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":0.4},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.9,-1.0,-1.5]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.283185307179586,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,5.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"axis_a":[0.4,0.0],"axis_b":[0.0,-0.4],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[0.4,0.0],"axis_b":[0.0,0.4],"kind":"Conic2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[1.5,-1.0,-1.5],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Cylinder","radius":0.4},{"frame":{"origin":[1.5,-1.0,-1.5],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[1.5,4.0,-1.5],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"}]},"id":"matrix-box-round-cutter","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":0,"id":0,"tolerance":1e-8,"twin_halfedge":4},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":2,"id":1,"tolerance":1e-8,"twin_halfedge":5},{"chart_seam":true,"geometry":{"curve":2,"kind":"Curve","range":{"hi":5.0,"lo":0.0}},"halfedge":1,"id":2,"tolerance":1e-8,"twin_halfedge":3}],"faces":[{"id":0,"key":"lateral","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-box-round-cutter","entity":"matrix-box-round-cutter","face":0,"key":"lateral"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":6.283185307179586,"lo":0.0},{"hi":5.0,"lo":0.0}]}},{"id":1,"key":"lower_cap","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-box-round-cutter","entity":"matrix-box-round-cutter","face":1,"key":"lower_cap"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.4,"lo":-0.4},{"hi":0.4,"lo":-0.4}]}},{"id":2,"key":"upper_cap","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-box-round-cutter","entity":"matrix-box-round-cutter","face":2,"key":"upper_cap"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.4,"lo":-0.4},{"hi":0.4,"lo":-0.4}]}}],"halfedges":[{"edge":0,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":0,"from":0,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":1,"twin":3,"wire_ref":null},{"edge":1,"face":0,"from":1,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":5,"wire_ref":null},{"edge":2,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":1,"wire_ref":null},{"edge":0,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":4,"prev":4,"to":0,"twin":0,"wire_ref":null},{"edge":1,"face":2,"from":1,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":2,"next":5,"prev":5,"to":1,"twin":2,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":5}],"shells":[{"faces":[0,1,2],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[1.9,-1.0,-1.5],"tolerance":1e-8},{"id":1,"outgoing_halfedge":2,"position":[1.9,4.0,-1.5],"tolerance":1e-8}],"wires":[]}},"handlers":["cylinder_box_boolean"],"operation":"subtraction","result":{"brep":{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,-3.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.0,-3.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,0.0,-3.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,3.0,0.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,3.0,0.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.0,3.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,3.0,-3.0]},{"frame":{"origin":[1.5,0.0,-1.5],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":0.4},{"frame":{"origin":[1.5,3.0,-1.5],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":0.4},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.9,0.0,-1.5]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"axis_a":[0.0,0.4],"axis_b":[0.4,0.0],"kind":"Conic2","origin":[1.5,1.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"axis_a":[0.4,0.0],"axis_b":[0.0,0.4],"kind":"Conic2","origin":[1.5,1.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.283185307179586,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[3.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,-3.0],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[1.5,0.0,-1.5],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Cylinder","radius":0.4}]},"id":"matrix-box-round","quality":{"kind":"Analytic"},"revision":1,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":3,"id":0,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":13},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":10,"id":2,"tolerance":1e-8,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":2,"id":3,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":17,"id":4,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":1,"id":5,"tolerance":1e-8,"twin_halfedge":25},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":12,"id":6,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":15,"id":7,"tolerance":1e-8,"twin_halfedge":24},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":5,"id":8,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":8,"id":9,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":6,"id":10,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":7,"id":11,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":12,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":4,"id":12,"tolerance":1e-8,"twin_halfedge":26},{"chart_seam":false,"geometry":{"curve":13,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":9,"id":13,"tolerance":1e-8,"twin_halfedge":28},{"chart_seam":true,"geometry":{"curve":14,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":27,"id":14,"tolerance":1e-8,"twin_halfedge":29}],"faces":[{"id":0,"key":"bottom","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[1],"outer":0,"uv_bounds":[{"hi":3.00000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}},{"id":1,"key":"top","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[3],"outer":2,"uv_bounds":[{"hi":3.00000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}},{"id":2,"key":"left","provenance":{"reversed":false,"role":"Preserved","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":3.00000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}},{"id":3,"key":"right","provenance":{"reversed":false,"role":"Preserved","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":3.00000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}},{"id":4,"key":"front","provenance":{"reversed":false,"role":"Preserved","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":6,"uv_bounds":[{"hi":3.00000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}},{"id":5,"key":"back","provenance":{"reversed":false,"role":"Preserved","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":7,"uv_bounds":[{"hi":3.00000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}},{"id":6,"key":"cutter:tunnel","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"matrix-box-round-cutter","entity":"matrix-box-round-cutter","face":0,"key":"lateral"}]},"sense":"Reverse","shell_ref":0,"surface":6,"trim":{"chart":0,"holes":[],"outer":8,"uv_bounds":[{"hi":6.283185307179586,"lo":0.0},{"hi":3.0,"lo":0.0}]}}],"halfedges":[{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":2,"twin":13,"wire_ref":null},{"edge":5,"face":0,"from":2,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":3,"twin":25,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":14,"wire_ref":null},{"edge":0,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":18,"wire_ref":null},{"edge":12,"face":0,"from":8,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":4,"prev":4,"to":8,"twin":26,"wire_ref":null},{"edge":8,"face":1,"from":4,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":2,"next":6,"prev":8,"to":5,"twin":20,"wire_ref":null},{"edge":10,"face":1,"from":5,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Forward"},"id":6,"loop_ref":2,"next":7,"prev":5,"to":7,"twin":16,"wire_ref":null},{"edge":11,"face":1,"from":7,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":2,"next":8,"prev":6,"to":6,"twin":23,"wire_ref":null},{"edge":9,"face":1,"from":6,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Reverse"},"id":8,"loop_ref":2,"next":5,"prev":7,"to":4,"twin":11,"wire_ref":null},{"edge":13,"face":1,"from":9,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Reverse"},"id":9,"loop_ref":3,"next":9,"prev":9,"to":9,"twin":28,"wire_ref":null},{"edge":2,"face":2,"from":0,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Forward"},"id":10,"loop_ref":4,"next":11,"prev":13,"to":4,"twin":21,"wire_ref":null},{"edge":9,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Forward"},"id":11,"loop_ref":4,"next":12,"prev":10,"to":6,"twin":8,"wire_ref":null},{"edge":6,"face":2,"from":6,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Reverse"},"id":12,"loop_ref":4,"next":13,"prev":11,"to":2,"twin":22,"wire_ref":null},{"edge":1,"face":2,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Reverse"},"id":13,"loop_ref":4,"next":10,"prev":12,"to":0,"twin":0,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Forward"},"id":14,"loop_ref":5,"next":15,"prev":17,"to":3,"twin":2,"wire_ref":null},{"edge":7,"face":3,"from":3,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Forward"},"id":15,"loop_ref":5,"next":16,"prev":14,"to":7,"twin":24,"wire_ref":null},{"edge":10,"face":3,"from":7,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Reverse"},"id":16,"loop_ref":5,"next":17,"prev":15,"to":5,"twin":6,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Reverse"},"id":17,"loop_ref":5,"next":14,"prev":16,"to":1,"twin":19,"wire_ref":null},{"edge":0,"face":4,"from":0,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Forward"},"id":18,"loop_ref":6,"next":19,"prev":21,"to":1,"twin":3,"wire_ref":null},{"edge":4,"face":4,"from":1,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Forward"},"id":19,"loop_ref":6,"next":20,"prev":18,"to":5,"twin":17,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Reverse"},"id":20,"loop_ref":6,"next":21,"prev":19,"to":4,"twin":5,"wire_ref":null},{"edge":2,"face":4,"from":4,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Reverse"},"id":21,"loop_ref":6,"next":18,"prev":20,"to":0,"twin":10,"wire_ref":null},{"edge":6,"face":5,"from":2,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Forward"},"id":22,"loop_ref":7,"next":23,"prev":25,"to":6,"twin":12,"wire_ref":null},{"edge":11,"face":5,"from":6,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Forward"},"id":23,"loop_ref":7,"next":24,"prev":22,"to":7,"twin":7,"wire_ref":null},{"edge":7,"face":5,"from":7,"geometry_use":{"pcurve":24,"periodic_lift":[0,0],"sense":"Reverse"},"id":24,"loop_ref":7,"next":25,"prev":23,"to":3,"twin":15,"wire_ref":null},{"edge":5,"face":5,"from":3,"geometry_use":{"pcurve":25,"periodic_lift":[0,0],"sense":"Reverse"},"id":25,"loop_ref":7,"next":22,"prev":24,"to":2,"twin":1,"wire_ref":null},{"edge":12,"face":6,"from":8,"geometry_use":{"pcurve":26,"periodic_lift":[0,0],"sense":"Reverse"},"id":26,"loop_ref":8,"next":29,"prev":27,"to":8,"twin":4,"wire_ref":null},{"edge":14,"face":6,"from":9,"geometry_use":{"pcurve":27,"periodic_lift":[0,0],"sense":"Reverse"},"id":27,"loop_ref":8,"next":26,"prev":28,"to":8,"twin":29,"wire_ref":null},{"edge":13,"face":6,"from":9,"geometry_use":{"pcurve":28,"periodic_lift":[0,0],"sense":"Forward"},"id":28,"loop_ref":8,"next":27,"prev":29,"to":9,"twin":9,"wire_ref":null},{"edge":14,"face":6,"from":8,"geometry_use":{"pcurve":29,"periodic_lift":[0,0],"sense":"Forward"},"id":29,"loop_ref":8,"next":28,"prev":26,"to":9,"twin":27,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":0,"id":1,"is_hole":true,"start_halfedge":4},{"face_ref":1,"id":2,"is_hole":false,"start_halfedge":5},{"face_ref":1,"id":3,"is_hole":true,"start_halfedge":9},{"face_ref":2,"id":4,"is_hole":false,"start_halfedge":10},{"face_ref":3,"id":5,"is_hole":false,"start_halfedge":14},{"face_ref":4,"id":6,"is_hole":false,"start_halfedge":18},{"face_ref":5,"id":7,"is_hole":false,"start_halfedge":22},{"face_ref":6,"id":8,"is_hole":false,"start_halfedge":26}],"shells":[{"faces":[0,1,2,3,4,5,6],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[0.0,0.0,0.0],"tolerance":1e-8},{"id":1,"outgoing_halfedge":3,"position":[3.0,0.0,0.0],"tolerance":1e-8},{"id":2,"outgoing_halfedge":1,"position":[0.0,0.0,-3.0],"tolerance":1e-8},{"id":3,"outgoing_halfedge":2,"position":[3.0,0.0,-3.0],"tolerance":1e-8},{"id":4,"outgoing_halfedge":5,"position":[0.0,3.0,0.0],"tolerance":1e-8},{"id":5,"outgoing_halfedge":6,"position":[3.0,3.0,0.0],"tolerance":1e-8},{"id":6,"outgoing_halfedge":8,"position":[0.0,3.0,-3.0],"tolerance":1e-8},{"id":7,"outgoing_halfedge":7,"position":[3.0,3.0,-3.0],"tolerance":1e-8},{"id":8,"outgoing_halfedge":4,"position":[1.9,0.0,-1.5],"tolerance":1e-8},{"id":9,"outgoing_halfedge":9,"position":[1.9,3.0,-1.5],"tolerance":1e-8}],"wires":[]}}}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/boolean-matrix/box-subtract.json b/main/opengeometry/tests/fixtures/cases/boolean-matrix/box-subtract.json
new file mode 100644
index 0000000..7721510
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/boolean-matrix/box-subtract.json
@@ -0,0 +1 @@
+{"a":{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,-3.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.0,-3.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,0.0,-3.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,3.0,0.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,3.0,0.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.0,3.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,3.0,-3.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[3.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,-3.0],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"}]},"id":"matrix-box-host","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":3,"id":0,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":8,"id":2,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":2,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":15,"id":4,"tolerance":1e-8,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":1,"id":5,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":10,"id":6,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":13,"id":7,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":4,"id":8,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":7,"id":9,"tolerance":1e-8,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":5,"id":10,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":6,"id":11,"tolerance":1e-8,"twin_halfedge":21}],"faces":[{"id":0,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":3.00000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}},{"id":1,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":3.00000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}},{"id":2,"key":"left","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":3.00000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}},{"id":3,"key":"right","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":3.00000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}},{"id":4,"key":"front","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":3.00000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}},{"id":5,"key":"back","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":3.00000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":2,"twin":11,"wire_ref":null},{"edge":5,"face":0,"from":2,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":3,"twin":23,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":16,"wire_ref":null},{"edge":8,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":18,"wire_ref":null},{"edge":10,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":7,"twin":14,"wire_ref":null},{"edge":11,"face":1,"from":7,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":6,"twin":21,"wire_ref":null},{"edge":9,"face":1,"from":6,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":9,"wire_ref":null},{"edge":2,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":4,"twin":19,"wire_ref":null},{"edge":9,"face":2,"from":4,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":6,"twin":7,"wire_ref":null},{"edge":6,"face":2,"from":6,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":2,"twin":20,"wire_ref":null},{"edge":1,"face":2,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":0,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":3,"twin":2,"wire_ref":null},{"edge":7,"face":3,"from":3,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":7,"twin":22,"wire_ref":null},{"edge":10,"face":3,"from":7,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":17,"wire_ref":null},{"edge":0,"face":4,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":1,"twin":3,"wire_ref":null},{"edge":4,"face":4,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":5,"twin":15,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":4,"twin":4,"wire_ref":null},{"edge":2,"face":4,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":0,"twin":8,"wire_ref":null},{"edge":6,"face":5,"from":2,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":6,"twin":10,"wire_ref":null},{"edge":11,"face":5,"from":6,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":7,"twin":6,"wire_ref":null},{"edge":7,"face":5,"from":7,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":3,"twin":13,"wire_ref":null},{"edge":5,"face":5,"from":3,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":2,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[0.0,0.0,0.0],"tolerance":1e-8},{"id":1,"outgoing_halfedge":3,"position":[3.0,0.0,0.0],"tolerance":1e-8},{"id":2,"outgoing_halfedge":1,"position":[0.0,0.0,-3.0],"tolerance":1e-8},{"id":3,"outgoing_halfedge":2,"position":[3.0,0.0,-3.0],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[0.0,3.0,0.0],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[3.0,3.0,0.0],"tolerance":1e-8},{"id":6,"outgoing_halfedge":7,"position":[0.0,3.0,-3.0],"tolerance":1e-8},{"id":7,"outgoing_halfedge":6,"position":[3.0,3.0,-3.0],"tolerance":1e-8}],"wires":[]}},"b":{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.0,0.5,-0.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[1.0,0.5,-0.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.0,0.5,-0.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.0,0.5,-0.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,0.5,-0.5]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.0,0.5,-2.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.0,0.5,-2.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,0.5,-2.5]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.0,2.5,-0.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[1.0,2.5,-0.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.0,2.5,-0.5]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.0,2.5,-2.5]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[1.0,0.5,-0.5],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[1.0,2.5,-0.5],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[1.0,0.5,-0.5],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[3.0,0.5,-0.5],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[1.0,0.5,-0.5],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[1.0,0.5,-2.5],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"}]},"id":"matrix-box-cutter","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":3,"id":0,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":8,"id":2,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":2,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":15,"id":4,"tolerance":1e-8,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1,"id":5,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":10,"id":6,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":13,"id":7,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":4,"id":8,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":7,"id":9,"tolerance":1e-8,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":5,"id":10,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":6,"id":11,"tolerance":1e-8,"twin_halfedge":21}],"faces":[{"id":0,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-box-cutter","entity":"matrix-box-cutter","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":1,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-box-cutter","entity":"matrix-box-cutter","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":2,"key":"left","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-box-cutter","entity":"matrix-box-cutter","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":3,"key":"right","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-box-cutter","entity":"matrix-box-cutter","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":4,"key":"front","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-box-cutter","entity":"matrix-box-cutter","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":5,"key":"back","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-box-cutter","entity":"matrix-box-cutter","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":2,"twin":11,"wire_ref":null},{"edge":5,"face":0,"from":2,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":3,"twin":23,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":16,"wire_ref":null},{"edge":8,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":18,"wire_ref":null},{"edge":10,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":7,"twin":14,"wire_ref":null},{"edge":11,"face":1,"from":7,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":6,"twin":21,"wire_ref":null},{"edge":9,"face":1,"from":6,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":9,"wire_ref":null},{"edge":2,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":4,"twin":19,"wire_ref":null},{"edge":9,"face":2,"from":4,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":6,"twin":7,"wire_ref":null},{"edge":6,"face":2,"from":6,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":2,"twin":20,"wire_ref":null},{"edge":1,"face":2,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":0,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":3,"twin":2,"wire_ref":null},{"edge":7,"face":3,"from":3,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":7,"twin":22,"wire_ref":null},{"edge":10,"face":3,"from":7,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":17,"wire_ref":null},{"edge":0,"face":4,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":1,"twin":3,"wire_ref":null},{"edge":4,"face":4,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":5,"twin":15,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":4,"twin":4,"wire_ref":null},{"edge":2,"face":4,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":0,"twin":8,"wire_ref":null},{"edge":6,"face":5,"from":2,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":6,"twin":10,"wire_ref":null},{"edge":11,"face":5,"from":6,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":7,"twin":6,"wire_ref":null},{"edge":7,"face":5,"from":7,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":3,"twin":13,"wire_ref":null},{"edge":5,"face":5,"from":3,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":2,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[1.0,0.5,-0.5],"tolerance":1e-8},{"id":1,"outgoing_halfedge":3,"position":[3.0,0.5,-0.5],"tolerance":1e-8},{"id":2,"outgoing_halfedge":1,"position":[1.0,0.5,-2.5],"tolerance":1e-8},{"id":3,"outgoing_halfedge":2,"position":[3.0,0.5,-2.5],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[1.0,2.5,-0.5],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[3.0,2.5,-0.5],"tolerance":1e-8},{"id":6,"outgoing_halfedge":7,"position":[1.0,2.5,-2.5],"tolerance":1e-8},{"id":7,"outgoing_halfedge":6,"position":[3.0,2.5,-2.5],"tolerance":1e-8}],"wires":[]}},"handlers":["boolean_boxes"],"operation":"subtraction","result":{"brep":{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,0.5,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.0,-0.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.5,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,-0.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[1.0,0.0,0.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,2.5,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.5,-0.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.5,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.0,0.5,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,2.5,0.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,3.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,2.5,-0.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,2.5,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.0,2.5,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,3.0,0.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[1.0,3.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,3.0,-0.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,0.5,-0.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.0,-2.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,0.0,-0.5]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,-2.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[1.0,0.0,-0.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,2.5,-0.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.5,-2.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[1.0,0.5,-0.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.0,0.5,-2.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[1.0,2.5,-0.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.0,0.5,-0.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,3.0,-0.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,2.5,-2.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[1.0,3.0,-0.5]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,3.0,-2.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,0.5,-2.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.0,-3.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,0.0,-2.5]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.5,-3.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.0,0.0,-3.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,-3.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[1.0,0.0,-2.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,2.5,-2.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.5,-3.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,2.5,-3.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.0,0.5,-3.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,3.0,-2.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,2.5,-3.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,3.0,-3.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.0,2.5,-3.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[1.0,3.0,-2.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,0.0,-0.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.0,0.5,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.0,0.5,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.0,0.0,-0.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,0.5,-0.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.0,2.5,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,0.5,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.0,2.5,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.0,2.5,-0.5]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.0,0.5,-0.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,2.5,-0.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.0,3.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,2.5,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.0,3.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.0,3.0,-0.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.0,0.0,-0.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,0.0,-2.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.0,0.5,-0.5]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.0,0.0,-2.5]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.0,0.5,-2.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.0,2.5,-0.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,2.5,-2.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.0,3.0,-0.5]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.0,2.5,-2.5]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.0,3.0,-2.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.0,0.0,-2.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,0.0,-3.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.0,0.5,-2.5]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.0,0.5,-3.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.0,0.0,-3.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,0.5,-3.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.0,2.5,-2.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,0.5,-2.5]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.0,2.5,-3.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,2.5,-3.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.0,3.0,-2.5]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.0,3.0,-3.0]}],"intersections":[],"pcurves":[{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.5,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.5,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.5,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,2.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,2.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.5,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.5,2.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.5,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.5,2.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.5,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,2.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,2.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.5,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.5,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,2.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.5,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,2.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.5,2.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.5,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,2.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.5,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,2.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.5,2.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.5,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.5,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,2.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,2.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,1.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,1.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.0,2.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,2.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,2.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,2.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,2.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.0,2.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.5,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,1.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.5,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,1.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.5,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.5,2.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,2.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.5,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,2.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.0,2.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.5,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.5,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,1.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,1.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.5,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,1.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.5,1.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.5,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.5,2.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.5,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,1.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.5,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,1.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.5,2.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,2.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.5,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,2.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.5,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,1.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.5,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,1.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.0,2.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,2.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,2.5]}],"surfaces":[{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[1.0,0.5,-0.5],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,-3.0],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,-3.0],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,-3.0],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[3.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[3.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[1.0,0.5,-0.5],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[3.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[3.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[1.0,0.5,-0.5],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[3.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[1.0,2.5,-0.5],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[3.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,-3.0],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[3.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[1.0,0.5,-2.5],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,-3.0],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[3.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,-3.0],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"}]},"id":"matrix-box-subtract","quality":{"kind":"Analytic"},"revision":1,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":0,"id":0,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1,"id":1,"tolerance":1e-8,"twin_halfedge":35},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":2,"id":2,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":3,"id":3,"tolerance":1e-8,"twin_halfedge":6},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":4,"id":4,"tolerance":1e-8,"twin_halfedge":94},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":5,"id":5,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":7,"id":6,"tolerance":1e-8,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":8,"id":7,"tolerance":1e-8,"twin_halfedge":38},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":9,"id":8,"tolerance":1e-8,"twin_halfedge":99},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":12,"id":9,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":13,"id":10,"tolerance":1e-8,"twin_halfedge":43},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":15,"id":11,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":12,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":16,"id":12,"tolerance":1e-8,"twin_halfedge":106},{"chart_seam":false,"geometry":{"curve":13,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":17,"id":13,"tolerance":1e-8,"twin_halfedge":27},{"chart_seam":false,"geometry":{"curve":14,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":20,"id":14,"tolerance":1e-8,"twin_halfedge":31},{"chart_seam":false,"geometry":{"curve":15,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":21,"id":15,"tolerance":1e-8,"twin_halfedge":51},{"chart_seam":false,"geometry":{"curve":16,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":23,"id":16,"tolerance":1e-8,"twin_halfedge":26},{"chart_seam":false,"geometry":{"curve":17,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":24,"id":17,"tolerance":1e-8,"twin_halfedge":118},{"chart_seam":false,"geometry":{"curve":18,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":25,"id":18,"tolerance":1e-8,"twin_halfedge":28},{"chart_seam":false,"geometry":{"curve":19,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":29,"id":19,"tolerance":1e-8,"twin_halfedge":123},{"chart_seam":false,"geometry":{"curve":20,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":30,"id":20,"tolerance":1e-8,"twin_halfedge":52},{"chart_seam":false,"geometry":{"curve":21,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":32,"id":21,"tolerance":1e-8,"twin_halfedge":42},{"chart_seam":false,"geometry":{"curve":22,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":33,"id":22,"tolerance":1e-8,"twin_halfedge":59},{"chart_seam":false,"geometry":{"curve":23,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":34,"id":23,"tolerance":1e-8,"twin_halfedge":39},{"chart_seam":false,"geometry":{"curve":24,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":36,"id":24,"tolerance":1e-8,"twin_halfedge":66},{"chart_seam":false,"geometry":{"curve":25,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":37,"id":25,"tolerance":1e-8,"twin_halfedge":131},{"chart_seam":false,"geometry":{"curve":26,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":40,"id":26,"tolerance":1e-8,"twin_halfedge":50},{"chart_seam":false,"geometry":{"curve":27,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":41,"id":27,"tolerance":1e-8,"twin_halfedge":71},{"chart_seam":false,"geometry":{"curve":28,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":44,"id":28,"tolerance":1e-8,"twin_halfedge":135},{"chart_seam":false,"geometry":{"curve":29,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":45,"id":29,"tolerance":1e-8,"twin_halfedge":166},{"chart_seam":false,"geometry":{"curve":30,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":46,"id":30,"tolerance":1e-8,"twin_halfedge":143},{"chart_seam":false,"geometry":{"curve":31,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":47,"id":31,"tolerance":1e-8,"twin_halfedge":108},{"chart_seam":false,"geometry":{"curve":32,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":48,"id":32,"tolerance":1e-8,"twin_halfedge":55},{"chart_seam":false,"geometry":{"curve":33,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":49,"id":33,"tolerance":1e-8,"twin_halfedge":79},{"chart_seam":false,"geometry":{"curve":34,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":53,"id":34,"tolerance":1e-8,"twin_halfedge":147},{"chart_seam":false,"geometry":{"curve":35,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":54,"id":35,"tolerance":1e-8,"twin_halfedge":84},{"chart_seam":false,"geometry":{"curve":36,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":56,"id":36,"tolerance":1e-8,"twin_halfedge":70},{"chart_seam":false,"geometry":{"curve":37,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":57,"id":37,"tolerance":1e-8,"twin_halfedge":60},{"chart_seam":false,"geometry":{"curve":38,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":58,"id":38,"tolerance":1e-8,"twin_halfedge":67},{"chart_seam":false,"geometry":{"curve":39,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":61,"id":39,"tolerance":1e-8,"twin_halfedge":75},{"chart_seam":false,"geometry":{"curve":40,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":62,"id":40,"tolerance":1e-8,"twin_halfedge":152},{"chart_seam":false,"geometry":{"curve":41,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":63,"id":41,"tolerance":1e-8,"twin_halfedge":64},{"chart_seam":false,"geometry":{"curve":42,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":65,"id":42,"tolerance":1e-8,"twin_halfedge":159},{"chart_seam":false,"geometry":{"curve":43,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":68,"id":43,"tolerance":1e-8,"twin_halfedge":78},{"chart_seam":false,"geometry":{"curve":44,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":69,"id":44,"tolerance":1e-8,"twin_halfedge":72},{"chart_seam":false,"geometry":{"curve":45,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":73,"id":45,"tolerance":1e-8,"twin_halfedge":83},{"chart_seam":false,"geometry":{"curve":46,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":74,"id":46,"tolerance":1e-8,"twin_halfedge":168},{"chart_seam":false,"geometry":{"curve":47,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":76,"id":47,"tolerance":1e-8,"twin_halfedge":87},{"chart_seam":false,"geometry":{"curve":48,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":77,"id":48,"tolerance":1e-8,"twin_halfedge":80},{"chart_seam":false,"geometry":{"curve":49,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":81,"id":49,"tolerance":1e-8,"twin_halfedge":86},{"chart_seam":false,"geometry":{"curve":50,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":82,"id":50,"tolerance":1e-8,"twin_halfedge":176},{"chart_seam":false,"geometry":{"curve":51,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":85,"id":51,"tolerance":1e-8,"twin_halfedge":183},{"chart_seam":false,"geometry":{"curve":52,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":88,"id":52,"tolerance":1e-8,"twin_halfedge":97},{"chart_seam":false,"geometry":{"curve":53,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":89,"id":53,"tolerance":1e-8,"twin_halfedge":127},{"chart_seam":false,"geometry":{"curve":54,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":90,"id":54,"tolerance":1e-8,"twin_halfedge":100},{"chart_seam":false,"geometry":{"curve":55,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":91,"id":55,"tolerance":1e-8,"twin_halfedge":92},{"chart_seam":false,"geometry":{"curve":56,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":93,"id":56,"tolerance":1e-8,"twin_halfedge":107},{"chart_seam":false,"geometry":{"curve":57,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":95,"id":57,"tolerance":1e-8,"twin_halfedge":98},{"chart_seam":false,"geometry":{"curve":58,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":96,"id":58,"tolerance":1e-8,"twin_halfedge":130},{"chart_seam":false,"geometry":{"curve":59,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":101,"id":59,"tolerance":1e-8,"twin_halfedge":110},{"chart_seam":false,"geometry":{"curve":60,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":102,"id":60,"tolerance":1e-8,"twin_halfedge":112},{"chart_seam":false,"geometry":{"curve":61,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":103,"id":61,"tolerance":1e-8,"twin_halfedge":104},{"chart_seam":false,"geometry":{"curve":62,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":105,"id":62,"tolerance":1e-8,"twin_halfedge":119},{"chart_seam":false,"geometry":{"curve":63,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":109,"id":63,"tolerance":1e-8,"twin_halfedge":142},{"chart_seam":false,"geometry":{"curve":64,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":111,"id":64,"tolerance":1e-8,"twin_halfedge":132},{"chart_seam":false,"geometry":{"curve":65,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":113,"id":65,"tolerance":1e-8,"twin_halfedge":139},{"chart_seam":false,"geometry":{"curve":66,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":114,"id":66,"tolerance":1e-8,"twin_halfedge":121},{"chart_seam":false,"geometry":{"curve":67,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":115,"id":67,"tolerance":1e-8,"twin_halfedge":116},{"chart_seam":false,"geometry":{"curve":68,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":117,"id":68,"tolerance":1e-8,"twin_halfedge":120},{"chart_seam":false,"geometry":{"curve":69,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":122,"id":69,"tolerance":1e-8,"twin_halfedge":144},{"chart_seam":false,"geometry":{"curve":70,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":124,"id":70,"tolerance":1e-8,"twin_halfedge":129},{"chart_seam":false,"geometry":{"curve":71,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":125,"id":71,"tolerance":1e-8,"twin_halfedge":151},{"chart_seam":false,"geometry":{"curve":72,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":126,"id":72,"tolerance":1e-8,"twin_halfedge":133},{"chart_seam":false,"geometry":{"curve":73,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":128,"id":73,"tolerance":1e-8,"twin_halfedge":158},{"chart_seam":false,"geometry":{"curve":74,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":134,"id":74,"tolerance":1e-8,"twin_halfedge":167},{"chart_seam":false,"geometry":{"curve":75,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":136,"id":75,"tolerance":1e-8,"twin_halfedge":141},{"chart_seam":false,"geometry":{"curve":76,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":137,"id":76,"tolerance":1e-8,"twin_halfedge":175},{"chart_seam":false,"geometry":{"curve":77,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":138,"id":77,"tolerance":1e-8,"twin_halfedge":145},{"chart_seam":false,"geometry":{"curve":78,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":140,"id":78,"tolerance":1e-8,"twin_halfedge":165},{"chart_seam":false,"geometry":{"curve":79,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":146,"id":79,"tolerance":1e-8,"twin_halfedge":180},{"chart_seam":false,"geometry":{"curve":80,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":148,"id":80,"tolerance":1e-8,"twin_halfedge":157},{"chart_seam":false,"geometry":{"curve":81,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":149,"id":81,"tolerance":1e-8,"twin_halfedge":154},{"chart_seam":false,"geometry":{"curve":82,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":150,"id":82,"tolerance":1e-8,"twin_halfedge":160},{"chart_seam":false,"geometry":{"curve":83,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":153,"id":83,"tolerance":1e-8,"twin_halfedge":171},{"chart_seam":false,"geometry":{"curve":84,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":155,"id":84,"tolerance":1e-8,"twin_halfedge":156},{"chart_seam":false,"geometry":{"curve":85,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":161,"id":85,"tolerance":1e-8,"twin_halfedge":170},{"chart_seam":false,"geometry":{"curve":86,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":162,"id":86,"tolerance":1e-8,"twin_halfedge":172},{"chart_seam":false,"geometry":{"curve":87,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":163,"id":87,"tolerance":1e-8,"twin_halfedge":164},{"chart_seam":false,"geometry":{"curve":88,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":169,"id":88,"tolerance":1e-8,"twin_halfedge":179},{"chart_seam":false,"geometry":{"curve":89,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":173,"id":89,"tolerance":1e-8,"twin_halfedge":178},{"chart_seam":false,"geometry":{"curve":90,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":174,"id":90,"tolerance":1e-8,"twin_halfedge":181},{"chart_seam":false,"geometry":{"curve":91,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":177,"id":91,"tolerance":1e-8,"twin_halfedge":182}],"faces":[{"id":0,"key":"left-0","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}},{"id":1,"key":"front-1","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":1.00000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}},{"id":2,"key":"bottom-2","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":1.00000001,"lo":-1e-8}]}},{"id":3,"key":"left-3","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":2.50000001,"lo":0.49999999},{"hi":0.50000001,"lo":-1e-8}]}},{"id":4,"key":"front-4","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":1.00000001,"lo":-1e-8},{"hi":2.50000001,"lo":0.49999999}]}},{"id":5,"key":"left-5","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":3.00000001,"lo":2.49999999},{"hi":0.50000001,"lo":-1e-8}]}},{"id":6,"key":"front-6","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":6,"trim":{"chart":0,"holes":[],"outer":6,"uv_bounds":[{"hi":1.00000001,"lo":-1e-8},{"hi":3.00000001,"lo":2.49999999}]}},{"id":7,"key":"top-7","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":7,"trim":{"chart":0,"holes":[],"outer":7,"uv_bounds":[{"hi":1.00000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}},{"id":8,"key":"left-8","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":8,"trim":{"chart":0,"holes":[],"outer":8,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":2.50000001,"lo":0.49999999}]}},{"id":9,"key":"bottom-9","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":9,"trim":{"chart":0,"holes":[],"outer":9,"uv_bounds":[{"hi":2.50000001,"lo":0.49999999},{"hi":1.00000001,"lo":-1e-8}]}},{"id":10,"key":"left-10","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":10,"trim":{"chart":0,"holes":[],"outer":10,"uv_bounds":[{"hi":2.50000001,"lo":0.49999999},{"hi":2.50000001,"lo":0.49999999}]}},{"id":11,"key":"left-11","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"matrix-box-cutter","entity":"matrix-box-cutter","face":2,"key":"left"}]},"sense":"Reverse","shell_ref":0,"surface":11,"trim":{"chart":0,"holes":[],"outer":11,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":12,"key":"left-12","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":12,"trim":{"chart":0,"holes":[],"outer":12,"uv_bounds":[{"hi":3.00000001,"lo":2.49999999},{"hi":2.50000001,"lo":0.49999999}]}},{"id":13,"key":"top-13","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":13,"trim":{"chart":0,"holes":[],"outer":13,"uv_bounds":[{"hi":1.00000001,"lo":-1e-8},{"hi":2.50000001,"lo":0.49999999}]}},{"id":14,"key":"left-14","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":14,"trim":{"chart":0,"holes":[],"outer":14,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":3.00000001,"lo":2.49999999}]}},{"id":15,"key":"back-15","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":15,"trim":{"chart":0,"holes":[],"outer":15,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":1.00000001,"lo":-1e-8}]}},{"id":16,"key":"bottom-16","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":16,"trim":{"chart":0,"holes":[],"outer":16,"uv_bounds":[{"hi":3.00000001,"lo":2.49999999},{"hi":1.00000001,"lo":-1e-8}]}},{"id":17,"key":"left-17","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":17,"trim":{"chart":0,"holes":[],"outer":17,"uv_bounds":[{"hi":2.50000001,"lo":0.49999999},{"hi":3.00000001,"lo":2.49999999}]}},{"id":18,"key":"back-18","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":18,"trim":{"chart":0,"holes":[],"outer":18,"uv_bounds":[{"hi":2.50000001,"lo":0.49999999},{"hi":1.00000001,"lo":-1e-8}]}},{"id":19,"key":"left-19","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":19,"trim":{"chart":0,"holes":[],"outer":19,"uv_bounds":[{"hi":3.00000001,"lo":2.49999999},{"hi":3.00000001,"lo":2.49999999}]}},{"id":20,"key":"back-20","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":20,"trim":{"chart":0,"holes":[],"outer":20,"uv_bounds":[{"hi":3.00000001,"lo":2.49999999},{"hi":1.00000001,"lo":-1e-8}]}},{"id":21,"key":"top-21","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":21,"trim":{"chart":0,"holes":[],"outer":21,"uv_bounds":[{"hi":1.00000001,"lo":-1e-8},{"hi":3.00000001,"lo":2.49999999}]}},{"id":22,"key":"right-22","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":22,"trim":{"chart":0,"holes":[],"outer":22,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}},{"id":23,"key":"front-23","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":23,"trim":{"chart":0,"holes":[],"outer":23,"uv_bounds":[{"hi":3.00000001,"lo":0.99999999},{"hi":0.50000001,"lo":-1e-8}]}},{"id":24,"key":"bottom-24","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":24,"trim":{"chart":0,"holes":[],"outer":24,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":3.00000001,"lo":0.99999999}]}},{"id":25,"key":"right-25","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":25,"trim":{"chart":0,"holes":[],"outer":25,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":2.50000001,"lo":0.49999999}]}},{"id":26,"key":"front-26","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":26,"trim":{"chart":0,"holes":[],"outer":26,"uv_bounds":[{"hi":3.00000001,"lo":0.99999999},{"hi":2.50000001,"lo":0.49999999}]}},{"id":27,"key":"front-27","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"matrix-box-cutter","entity":"matrix-box-cutter","face":4,"key":"front"}]},"sense":"Reverse","shell_ref":0,"surface":27,"trim":{"chart":0,"holes":[],"outer":27,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":28,"key":"right-28","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":28,"trim":{"chart":0,"holes":[],"outer":28,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":3.00000001,"lo":2.49999999}]}},{"id":29,"key":"front-29","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":29,"trim":{"chart":0,"holes":[],"outer":29,"uv_bounds":[{"hi":3.00000001,"lo":0.99999999},{"hi":3.00000001,"lo":2.49999999}]}},{"id":30,"key":"top-30","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":30,"trim":{"chart":0,"holes":[],"outer":30,"uv_bounds":[{"hi":3.00000001,"lo":0.99999999},{"hi":0.50000001,"lo":-1e-8}]}},{"id":31,"key":"right-31","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":31,"trim":{"chart":0,"holes":[],"outer":31,"uv_bounds":[{"hi":2.50000001,"lo":0.49999999},{"hi":0.50000001,"lo":-1e-8}]}},{"id":32,"key":"bottom-32","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":32,"trim":{"chart":0,"holes":[],"outer":32,"uv_bounds":[{"hi":2.50000001,"lo":0.49999999},{"hi":3.00000001,"lo":0.99999999}]}},{"id":33,"key":"bottom-33","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"matrix-box-cutter","entity":"matrix-box-cutter","face":0,"key":"bottom"}]},"sense":"Reverse","shell_ref":0,"surface":33,"trim":{"chart":0,"holes":[],"outer":33,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":34,"key":"right-34","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":34,"trim":{"chart":0,"holes":[],"outer":34,"uv_bounds":[{"hi":2.50000001,"lo":0.49999999},{"hi":3.00000001,"lo":2.49999999}]}},{"id":35,"key":"top-35","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"matrix-box-cutter","entity":"matrix-box-cutter","face":1,"key":"top"}]},"sense":"Reverse","shell_ref":0,"surface":35,"trim":{"chart":0,"holes":[],"outer":35,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":36,"key":"top-36","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":36,"trim":{"chart":0,"holes":[],"outer":36,"uv_bounds":[{"hi":3.00000001,"lo":0.99999999},{"hi":2.50000001,"lo":0.49999999}]}},{"id":37,"key":"right-37","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":37,"trim":{"chart":0,"holes":[],"outer":37,"uv_bounds":[{"hi":3.00000001,"lo":2.49999999},{"hi":0.50000001,"lo":-1e-8}]}},{"id":38,"key":"back-38","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":38,"trim":{"chart":0,"holes":[],"outer":38,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":3.00000001,"lo":0.99999999}]}},{"id":39,"key":"bottom-39","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":39,"trim":{"chart":0,"holes":[],"outer":39,"uv_bounds":[{"hi":3.00000001,"lo":2.49999999},{"hi":3.00000001,"lo":0.99999999}]}},{"id":40,"key":"right-40","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":40,"trim":{"chart":0,"holes":[],"outer":40,"uv_bounds":[{"hi":3.00000001,"lo":2.49999999},{"hi":2.50000001,"lo":0.49999999}]}},{"id":41,"key":"back-41","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"matrix-box-cutter","entity":"matrix-box-cutter","face":5,"key":"back"}]},"sense":"Reverse","shell_ref":0,"surface":41,"trim":{"chart":0,"holes":[],"outer":41,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":42,"key":"back-42","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":42,"trim":{"chart":0,"holes":[],"outer":42,"uv_bounds":[{"hi":2.50000001,"lo":0.49999999},{"hi":3.00000001,"lo":0.99999999}]}},{"id":43,"key":"right-43","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":43,"trim":{"chart":0,"holes":[],"outer":43,"uv_bounds":[{"hi":3.00000001,"lo":2.49999999},{"hi":3.00000001,"lo":2.49999999}]}},{"id":44,"key":"back-44","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":44,"trim":{"chart":0,"holes":[],"outer":44,"uv_bounds":[{"hi":3.00000001,"lo":2.49999999},{"hi":3.00000001,"lo":0.99999999}]}},{"id":45,"key":"top-45","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":45,"trim":{"chart":0,"holes":[],"outer":45,"uv_bounds":[{"hi":3.00000001,"lo":0.99999999},{"hi":3.00000001,"lo":2.49999999}]}}],"halfedges":[{"edge":0,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":1,"twin":14,"wire_ref":null},{"edge":1,"face":0,"from":1,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Reverse"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":2,"twin":35,"wire_ref":null},{"edge":2,"face":0,"from":2,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":3,"twin":11,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":6,"wire_ref":null},{"edge":4,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":94,"wire_ref":null},{"edge":5,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":0,"twin":19,"wire_ref":null},{"edge":3,"face":1,"from":0,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":3,"twin":3,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Forward"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":10,"wire_ref":null},{"edge":7,"face":2,"from":2,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":6,"twin":38,"wire_ref":null},{"edge":8,"face":2,"from":6,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Reverse"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":4,"twin":99,"wire_ref":null},{"edge":6,"face":2,"from":4,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":3,"twin":7,"wire_ref":null},{"edge":2,"face":2,"from":3,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Forward"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":2,"twin":2,"wire_ref":null},{"edge":9,"face":3,"from":7,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":8,"twin":22,"wire_ref":null},{"edge":10,"face":3,"from":8,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Reverse"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":1,"twin":43,"wire_ref":null},{"edge":0,"face":3,"from":1,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":0,"twin":0,"wire_ref":null},{"edge":11,"face":3,"from":0,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Forward"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":7,"twin":18,"wire_ref":null},{"edge":12,"face":4,"from":5,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":9,"twin":106,"wire_ref":null},{"edge":13,"face":4,"from":9,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Reverse"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":27,"wire_ref":null},{"edge":11,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":0,"twin":15,"wire_ref":null},{"edge":5,"face":4,"from":0,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Forward"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":5,"twin":5,"wire_ref":null},{"edge":14,"face":5,"from":10,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":11,"twin":31,"wire_ref":null},{"edge":15,"face":5,"from":11,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Reverse"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":8,"twin":51,"wire_ref":null},{"edge":9,"face":5,"from":8,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":12,"wire_ref":null},{"edge":16,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Forward"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":10,"twin":26,"wire_ref":null},{"edge":17,"face":6,"from":9,"geometry_use":{"pcurve":24,"periodic_lift":[0,0],"sense":"Forward"},"id":24,"loop_ref":6,"next":25,"prev":27,"to":12,"twin":118,"wire_ref":null},{"edge":18,"face":6,"from":12,"geometry_use":{"pcurve":25,"periodic_lift":[0,0],"sense":"Reverse"},"id":25,"loop_ref":6,"next":26,"prev":24,"to":10,"twin":28,"wire_ref":null},{"edge":16,"face":6,"from":10,"geometry_use":{"pcurve":26,"periodic_lift":[0,0],"sense":"Reverse"},"id":26,"loop_ref":6,"next":27,"prev":25,"to":7,"twin":23,"wire_ref":null},{"edge":13,"face":6,"from":7,"geometry_use":{"pcurve":27,"periodic_lift":[0,0],"sense":"Forward"},"id":27,"loop_ref":6,"next":24,"prev":26,"to":9,"twin":17,"wire_ref":null},{"edge":18,"face":7,"from":10,"geometry_use":{"pcurve":28,"periodic_lift":[0,0],"sense":"Forward"},"id":28,"loop_ref":7,"next":29,"prev":31,"to":12,"twin":25,"wire_ref":null},{"edge":19,"face":7,"from":12,"geometry_use":{"pcurve":29,"periodic_lift":[0,0],"sense":"Forward"},"id":29,"loop_ref":7,"next":30,"prev":28,"to":13,"twin":123,"wire_ref":null},{"edge":20,"face":7,"from":13,"geometry_use":{"pcurve":30,"periodic_lift":[0,0],"sense":"Reverse"},"id":30,"loop_ref":7,"next":31,"prev":29,"to":11,"twin":52,"wire_ref":null},{"edge":14,"face":7,"from":11,"geometry_use":{"pcurve":31,"periodic_lift":[0,0],"sense":"Reverse"},"id":31,"loop_ref":7,"next":28,"prev":30,"to":10,"twin":20,"wire_ref":null},{"edge":21,"face":8,"from":1,"geometry_use":{"pcurve":32,"periodic_lift":[0,0],"sense":"Forward"},"id":32,"loop_ref":8,"next":33,"prev":35,"to":14,"twin":42,"wire_ref":null},{"edge":22,"face":8,"from":14,"geometry_use":{"pcurve":33,"periodic_lift":[0,0],"sense":"Reverse"},"id":33,"loop_ref":8,"next":34,"prev":32,"to":15,"twin":59,"wire_ref":null},{"edge":23,"face":8,"from":15,"geometry_use":{"pcurve":34,"periodic_lift":[0,0],"sense":"Reverse"},"id":34,"loop_ref":8,"next":35,"prev":33,"to":2,"twin":39,"wire_ref":null},{"edge":1,"face":8,"from":2,"geometry_use":{"pcurve":35,"periodic_lift":[0,0],"sense":"Forward"},"id":35,"loop_ref":8,"next":32,"prev":34,"to":1,"twin":1,"wire_ref":null},{"edge":24,"face":9,"from":15,"geometry_use":{"pcurve":36,"periodic_lift":[0,0],"sense":"Forward"},"id":36,"loop_ref":9,"next":37,"prev":39,"to":16,"twin":66,"wire_ref":null},{"edge":25,"face":9,"from":16,"geometry_use":{"pcurve":37,"periodic_lift":[0,0],"sense":"Reverse"},"id":37,"loop_ref":9,"next":38,"prev":36,"to":6,"twin":131,"wire_ref":null},{"edge":7,"face":9,"from":6,"geometry_use":{"pcurve":38,"periodic_lift":[0,0],"sense":"Reverse"},"id":38,"loop_ref":9,"next":39,"prev":37,"to":2,"twin":8,"wire_ref":null},{"edge":23,"face":9,"from":2,"geometry_use":{"pcurve":39,"periodic_lift":[0,0],"sense":"Forward"},"id":39,"loop_ref":9,"next":36,"prev":38,"to":15,"twin":34,"wire_ref":null},{"edge":26,"face":10,"from":8,"geometry_use":{"pcurve":40,"periodic_lift":[0,0],"sense":"Forward"},"id":40,"loop_ref":10,"next":41,"prev":43,"to":17,"twin":50,"wire_ref":null},{"edge":27,"face":10,"from":17,"geometry_use":{"pcurve":41,"periodic_lift":[0,0],"sense":"Reverse"},"id":41,"loop_ref":10,"next":42,"prev":40,"to":14,"twin":71,"wire_ref":null},{"edge":21,"face":10,"from":14,"geometry_use":{"pcurve":42,"periodic_lift":[0,0],"sense":"Reverse"},"id":42,"loop_ref":10,"next":43,"prev":41,"to":1,"twin":32,"wire_ref":null},{"edge":10,"face":10,"from":1,"geometry_use":{"pcurve":43,"periodic_lift":[0,0],"sense":"Forward"},"id":43,"loop_ref":10,"next":40,"prev":42,"to":8,"twin":13,"wire_ref":null},{"edge":28,"face":11,"from":18,"geometry_use":{"pcurve":44,"periodic_lift":[0,0],"sense":"Forward"},"id":44,"loop_ref":11,"next":45,"prev":47,"to":19,"twin":135,"wire_ref":null},{"edge":29,"face":11,"from":19,"geometry_use":{"pcurve":45,"periodic_lift":[0,0],"sense":"Forward"},"id":45,"loop_ref":11,"next":46,"prev":44,"to":20,"twin":166,"wire_ref":null},{"edge":30,"face":11,"from":20,"geometry_use":{"pcurve":46,"periodic_lift":[0,0],"sense":"Reverse"},"id":46,"loop_ref":11,"next":47,"prev":45,"to":21,"twin":143,"wire_ref":null},{"edge":31,"face":11,"from":21,"geometry_use":{"pcurve":47,"periodic_lift":[0,0],"sense":"Reverse"},"id":47,"loop_ref":11,"next":44,"prev":46,"to":18,"twin":108,"wire_ref":null},{"edge":32,"face":12,"from":11,"geometry_use":{"pcurve":48,"periodic_lift":[0,0],"sense":"Forward"},"id":48,"loop_ref":12,"next":49,"prev":51,"to":22,"twin":55,"wire_ref":null},{"edge":33,"face":12,"from":22,"geometry_use":{"pcurve":49,"periodic_lift":[0,0],"sense":"Reverse"},"id":49,"loop_ref":12,"next":50,"prev":48,"to":17,"twin":79,"wire_ref":null},{"edge":26,"face":12,"from":17,"geometry_use":{"pcurve":50,"periodic_lift":[0,0],"sense":"Reverse"},"id":50,"loop_ref":12,"next":51,"prev":49,"to":8,"twin":40,"wire_ref":null},{"edge":15,"face":12,"from":8,"geometry_use":{"pcurve":51,"periodic_lift":[0,0],"sense":"Forward"},"id":51,"loop_ref":12,"next":48,"prev":50,"to":11,"twin":21,"wire_ref":null},{"edge":20,"face":13,"from":11,"geometry_use":{"pcurve":52,"periodic_lift":[0,0],"sense":"Forward"},"id":52,"loop_ref":13,"next":53,"prev":55,"to":13,"twin":30,"wire_ref":null},{"edge":34,"face":13,"from":13,"geometry_use":{"pcurve":53,"periodic_lift":[0,0],"sense":"Forward"},"id":53,"loop_ref":13,"next":54,"prev":52,"to":23,"twin":147,"wire_ref":null},{"edge":35,"face":13,"from":23,"geometry_use":{"pcurve":54,"periodic_lift":[0,0],"sense":"Reverse"},"id":54,"loop_ref":13,"next":55,"prev":53,"to":22,"twin":84,"wire_ref":null},{"edge":32,"face":13,"from":22,"geometry_use":{"pcurve":55,"periodic_lift":[0,0],"sense":"Reverse"},"id":55,"loop_ref":13,"next":52,"prev":54,"to":11,"twin":48,"wire_ref":null},{"edge":36,"face":14,"from":14,"geometry_use":{"pcurve":56,"periodic_lift":[0,0],"sense":"Forward"},"id":56,"loop_ref":14,"next":57,"prev":59,"to":24,"twin":70,"wire_ref":null},{"edge":37,"face":14,"from":24,"geometry_use":{"pcurve":57,"periodic_lift":[0,0],"sense":"Reverse"},"id":57,"loop_ref":14,"next":58,"prev":56,"to":25,"twin":60,"wire_ref":null},{"edge":38,"face":14,"from":25,"geometry_use":{"pcurve":58,"periodic_lift":[0,0],"sense":"Reverse"},"id":58,"loop_ref":14,"next":59,"prev":57,"to":15,"twin":67,"wire_ref":null},{"edge":22,"face":14,"from":15,"geometry_use":{"pcurve":59,"periodic_lift":[0,0],"sense":"Forward"},"id":59,"loop_ref":14,"next":56,"prev":58,"to":14,"twin":33,"wire_ref":null},{"edge":37,"face":15,"from":25,"geometry_use":{"pcurve":60,"periodic_lift":[0,0],"sense":"Forward"},"id":60,"loop_ref":15,"next":61,"prev":63,"to":24,"twin":57,"wire_ref":null},{"edge":39,"face":15,"from":24,"geometry_use":{"pcurve":61,"periodic_lift":[0,0],"sense":"Forward"},"id":61,"loop_ref":15,"next":62,"prev":60,"to":26,"twin":75,"wire_ref":null},{"edge":40,"face":15,"from":26,"geometry_use":{"pcurve":62,"periodic_lift":[0,0],"sense":"Reverse"},"id":62,"loop_ref":15,"next":63,"prev":61,"to":27,"twin":152,"wire_ref":null},{"edge":41,"face":15,"from":27,"geometry_use":{"pcurve":63,"periodic_lift":[0,0],"sense":"Reverse"},"id":63,"loop_ref":15,"next":60,"prev":62,"to":25,"twin":64,"wire_ref":null},{"edge":41,"face":16,"from":25,"geometry_use":{"pcurve":64,"periodic_lift":[0,0],"sense":"Forward"},"id":64,"loop_ref":16,"next":65,"prev":67,"to":27,"twin":63,"wire_ref":null},{"edge":42,"face":16,"from":27,"geometry_use":{"pcurve":65,"periodic_lift":[0,0],"sense":"Reverse"},"id":65,"loop_ref":16,"next":66,"prev":64,"to":16,"twin":159,"wire_ref":null},{"edge":24,"face":16,"from":16,"geometry_use":{"pcurve":66,"periodic_lift":[0,0],"sense":"Reverse"},"id":66,"loop_ref":16,"next":67,"prev":65,"to":15,"twin":36,"wire_ref":null},{"edge":38,"face":16,"from":15,"geometry_use":{"pcurve":67,"periodic_lift":[0,0],"sense":"Forward"},"id":67,"loop_ref":16,"next":64,"prev":66,"to":25,"twin":58,"wire_ref":null},{"edge":43,"face":17,"from":17,"geometry_use":{"pcurve":68,"periodic_lift":[0,0],"sense":"Forward"},"id":68,"loop_ref":17,"next":69,"prev":71,"to":28,"twin":78,"wire_ref":null},{"edge":44,"face":17,"from":28,"geometry_use":{"pcurve":69,"periodic_lift":[0,0],"sense":"Reverse"},"id":69,"loop_ref":17,"next":70,"prev":68,"to":24,"twin":72,"wire_ref":null},{"edge":36,"face":17,"from":24,"geometry_use":{"pcurve":70,"periodic_lift":[0,0],"sense":"Reverse"},"id":70,"loop_ref":17,"next":71,"prev":69,"to":14,"twin":56,"wire_ref":null},{"edge":27,"face":17,"from":14,"geometry_use":{"pcurve":71,"periodic_lift":[0,0],"sense":"Forward"},"id":71,"loop_ref":17,"next":68,"prev":70,"to":17,"twin":41,"wire_ref":null},{"edge":44,"face":18,"from":24,"geometry_use":{"pcurve":72,"periodic_lift":[0,0],"sense":"Forward"},"id":72,"loop_ref":18,"next":73,"prev":75,"to":28,"twin":69,"wire_ref":null},{"edge":45,"face":18,"from":28,"geometry_use":{"pcurve":73,"periodic_lift":[0,0],"sense":"Forward"},"id":73,"loop_ref":18,"next":74,"prev":72,"to":29,"twin":83,"wire_ref":null},{"edge":46,"face":18,"from":29,"geometry_use":{"pcurve":74,"periodic_lift":[0,0],"sense":"Reverse"},"id":74,"loop_ref":18,"next":75,"prev":73,"to":26,"twin":168,"wire_ref":null},{"edge":39,"face":18,"from":26,"geometry_use":{"pcurve":75,"periodic_lift":[0,0],"sense":"Reverse"},"id":75,"loop_ref":18,"next":72,"prev":74,"to":24,"twin":61,"wire_ref":null},{"edge":47,"face":19,"from":22,"geometry_use":{"pcurve":76,"periodic_lift":[0,0],"sense":"Forward"},"id":76,"loop_ref":19,"next":77,"prev":79,"to":30,"twin":87,"wire_ref":null},{"edge":48,"face":19,"from":30,"geometry_use":{"pcurve":77,"periodic_lift":[0,0],"sense":"Reverse"},"id":77,"loop_ref":19,"next":78,"prev":76,"to":28,"twin":80,"wire_ref":null},{"edge":43,"face":19,"from":28,"geometry_use":{"pcurve":78,"periodic_lift":[0,0],"sense":"Reverse"},"id":78,"loop_ref":19,"next":79,"prev":77,"to":17,"twin":68,"wire_ref":null},{"edge":33,"face":19,"from":17,"geometry_use":{"pcurve":79,"periodic_lift":[0,0],"sense":"Forward"},"id":79,"loop_ref":19,"next":76,"prev":78,"to":22,"twin":49,"wire_ref":null},{"edge":48,"face":20,"from":28,"geometry_use":{"pcurve":80,"periodic_lift":[0,0],"sense":"Forward"},"id":80,"loop_ref":20,"next":81,"prev":83,"to":30,"twin":77,"wire_ref":null},{"edge":49,"face":20,"from":30,"geometry_use":{"pcurve":81,"periodic_lift":[0,0],"sense":"Forward"},"id":81,"loop_ref":20,"next":82,"prev":80,"to":31,"twin":86,"wire_ref":null},{"edge":50,"face":20,"from":31,"geometry_use":{"pcurve":82,"periodic_lift":[0,0],"sense":"Reverse"},"id":82,"loop_ref":20,"next":83,"prev":81,"to":29,"twin":176,"wire_ref":null},{"edge":45,"face":20,"from":29,"geometry_use":{"pcurve":83,"periodic_lift":[0,0],"sense":"Reverse"},"id":83,"loop_ref":20,"next":80,"prev":82,"to":28,"twin":73,"wire_ref":null},{"edge":35,"face":21,"from":22,"geometry_use":{"pcurve":84,"periodic_lift":[0,0],"sense":"Forward"},"id":84,"loop_ref":21,"next":85,"prev":87,"to":23,"twin":54,"wire_ref":null},{"edge":51,"face":21,"from":23,"geometry_use":{"pcurve":85,"periodic_lift":[0,0],"sense":"Forward"},"id":85,"loop_ref":21,"next":86,"prev":84,"to":31,"twin":183,"wire_ref":null},{"edge":49,"face":21,"from":31,"geometry_use":{"pcurve":86,"periodic_lift":[0,0],"sense":"Reverse"},"id":86,"loop_ref":21,"next":87,"prev":85,"to":30,"twin":81,"wire_ref":null},{"edge":47,"face":21,"from":30,"geometry_use":{"pcurve":87,"periodic_lift":[0,0],"sense":"Reverse"},"id":87,"loop_ref":21,"next":84,"prev":86,"to":22,"twin":76,"wire_ref":null},{"edge":52,"face":22,"from":32,"geometry_use":{"pcurve":88,"periodic_lift":[0,0],"sense":"Forward"},"id":88,"loop_ref":22,"next":89,"prev":91,"to":33,"twin":97,"wire_ref":null},{"edge":53,"face":22,"from":33,"geometry_use":{"pcurve":89,"periodic_lift":[0,0],"sense":"Forward"},"id":89,"loop_ref":22,"next":90,"prev":88,"to":34,"twin":127,"wire_ref":null},{"edge":54,"face":22,"from":34,"geometry_use":{"pcurve":90,"periodic_lift":[0,0],"sense":"Reverse"},"id":90,"loop_ref":22,"next":91,"prev":89,"to":35,"twin":100,"wire_ref":null},{"edge":55,"face":22,"from":35,"geometry_use":{"pcurve":91,"periodic_lift":[0,0],"sense":"Reverse"},"id":91,"loop_ref":22,"next":88,"prev":90,"to":32,"twin":92,"wire_ref":null},{"edge":55,"face":23,"from":32,"geometry_use":{"pcurve":92,"periodic_lift":[0,0],"sense":"Forward"},"id":92,"loop_ref":23,"next":93,"prev":95,"to":35,"twin":91,"wire_ref":null},{"edge":56,"face":23,"from":35,"geometry_use":{"pcurve":93,"periodic_lift":[0,0],"sense":"Reverse"},"id":93,"loop_ref":23,"next":94,"prev":92,"to":5,"twin":107,"wire_ref":null},{"edge":4,"face":23,"from":5,"geometry_use":{"pcurve":94,"periodic_lift":[0,0],"sense":"Reverse"},"id":94,"loop_ref":23,"next":95,"prev":93,"to":4,"twin":4,"wire_ref":null},{"edge":57,"face":23,"from":4,"geometry_use":{"pcurve":95,"periodic_lift":[0,0],"sense":"Forward"},"id":95,"loop_ref":23,"next":92,"prev":94,"to":32,"twin":98,"wire_ref":null},{"edge":58,"face":24,"from":6,"geometry_use":{"pcurve":96,"periodic_lift":[0,0],"sense":"Forward"},"id":96,"loop_ref":24,"next":97,"prev":99,"to":33,"twin":130,"wire_ref":null},{"edge":52,"face":24,"from":33,"geometry_use":{"pcurve":97,"periodic_lift":[0,0],"sense":"Reverse"},"id":97,"loop_ref":24,"next":98,"prev":96,"to":32,"twin":88,"wire_ref":null},{"edge":57,"face":24,"from":32,"geometry_use":{"pcurve":98,"periodic_lift":[0,0],"sense":"Reverse"},"id":98,"loop_ref":24,"next":99,"prev":97,"to":4,"twin":95,"wire_ref":null},{"edge":8,"face":24,"from":4,"geometry_use":{"pcurve":99,"periodic_lift":[0,0],"sense":"Forward"},"id":99,"loop_ref":24,"next":96,"prev":98,"to":6,"twin":9,"wire_ref":null},{"edge":54,"face":25,"from":35,"geometry_use":{"pcurve":100,"periodic_lift":[0,0],"sense":"Forward"},"id":100,"loop_ref":25,"next":101,"prev":103,"to":34,"twin":90,"wire_ref":null},{"edge":59,"face":25,"from":34,"geometry_use":{"pcurve":101,"periodic_lift":[0,0],"sense":"Forward"},"id":101,"loop_ref":25,"next":102,"prev":100,"to":36,"twin":110,"wire_ref":null},{"edge":60,"face":25,"from":36,"geometry_use":{"pcurve":102,"periodic_lift":[0,0],"sense":"Reverse"},"id":102,"loop_ref":25,"next":103,"prev":101,"to":37,"twin":112,"wire_ref":null},{"edge":61,"face":25,"from":37,"geometry_use":{"pcurve":103,"periodic_lift":[0,0],"sense":"Reverse"},"id":103,"loop_ref":25,"next":100,"prev":102,"to":35,"twin":104,"wire_ref":null},{"edge":61,"face":26,"from":35,"geometry_use":{"pcurve":104,"periodic_lift":[0,0],"sense":"Forward"},"id":104,"loop_ref":26,"next":105,"prev":107,"to":37,"twin":103,"wire_ref":null},{"edge":62,"face":26,"from":37,"geometry_use":{"pcurve":105,"periodic_lift":[0,0],"sense":"Reverse"},"id":105,"loop_ref":26,"next":106,"prev":104,"to":9,"twin":119,"wire_ref":null},{"edge":12,"face":26,"from":9,"geometry_use":{"pcurve":106,"periodic_lift":[0,0],"sense":"Reverse"},"id":106,"loop_ref":26,"next":107,"prev":105,"to":5,"twin":16,"wire_ref":null},{"edge":56,"face":26,"from":5,"geometry_use":{"pcurve":107,"periodic_lift":[0,0],"sense":"Forward"},"id":107,"loop_ref":26,"next":104,"prev":106,"to":35,"twin":93,"wire_ref":null},{"edge":31,"face":27,"from":18,"geometry_use":{"pcurve":108,"periodic_lift":[0,0],"sense":"Forward"},"id":108,"loop_ref":27,"next":109,"prev":111,"to":21,"twin":47,"wire_ref":null},{"edge":63,"face":27,"from":21,"geometry_use":{"pcurve":109,"periodic_lift":[0,0],"sense":"Forward"},"id":109,"loop_ref":27,"next":110,"prev":108,"to":36,"twin":142,"wire_ref":null},{"edge":59,"face":27,"from":36,"geometry_use":{"pcurve":110,"periodic_lift":[0,0],"sense":"Reverse"},"id":110,"loop_ref":27,"next":111,"prev":109,"to":34,"twin":101,"wire_ref":null},{"edge":64,"face":27,"from":34,"geometry_use":{"pcurve":111,"periodic_lift":[0,0],"sense":"Reverse"},"id":111,"loop_ref":27,"next":108,"prev":110,"to":18,"twin":132,"wire_ref":null},{"edge":60,"face":28,"from":37,"geometry_use":{"pcurve":112,"periodic_lift":[0,0],"sense":"Forward"},"id":112,"loop_ref":28,"next":113,"prev":115,"to":36,"twin":102,"wire_ref":null},{"edge":65,"face":28,"from":36,"geometry_use":{"pcurve":113,"periodic_lift":[0,0],"sense":"Forward"},"id":113,"loop_ref":28,"next":114,"prev":112,"to":38,"twin":139,"wire_ref":null},{"edge":66,"face":28,"from":38,"geometry_use":{"pcurve":114,"periodic_lift":[0,0],"sense":"Reverse"},"id":114,"loop_ref":28,"next":115,"prev":113,"to":39,"twin":121,"wire_ref":null},{"edge":67,"face":28,"from":39,"geometry_use":{"pcurve":115,"periodic_lift":[0,0],"sense":"Reverse"},"id":115,"loop_ref":28,"next":112,"prev":114,"to":37,"twin":116,"wire_ref":null},{"edge":67,"face":29,"from":37,"geometry_use":{"pcurve":116,"periodic_lift":[0,0],"sense":"Forward"},"id":116,"loop_ref":29,"next":117,"prev":119,"to":39,"twin":115,"wire_ref":null},{"edge":68,"face":29,"from":39,"geometry_use":{"pcurve":117,"periodic_lift":[0,0],"sense":"Reverse"},"id":117,"loop_ref":29,"next":118,"prev":116,"to":12,"twin":120,"wire_ref":null},{"edge":17,"face":29,"from":12,"geometry_use":{"pcurve":118,"periodic_lift":[0,0],"sense":"Reverse"},"id":118,"loop_ref":29,"next":119,"prev":117,"to":9,"twin":24,"wire_ref":null},{"edge":62,"face":29,"from":9,"geometry_use":{"pcurve":119,"periodic_lift":[0,0],"sense":"Forward"},"id":119,"loop_ref":29,"next":116,"prev":118,"to":37,"twin":105,"wire_ref":null},{"edge":68,"face":30,"from":12,"geometry_use":{"pcurve":120,"periodic_lift":[0,0],"sense":"Forward"},"id":120,"loop_ref":30,"next":121,"prev":123,"to":39,"twin":117,"wire_ref":null},{"edge":66,"face":30,"from":39,"geometry_use":{"pcurve":121,"periodic_lift":[0,0],"sense":"Forward"},"id":121,"loop_ref":30,"next":122,"prev":120,"to":38,"twin":114,"wire_ref":null},{"edge":69,"face":30,"from":38,"geometry_use":{"pcurve":122,"periodic_lift":[0,0],"sense":"Reverse"},"id":122,"loop_ref":30,"next":123,"prev":121,"to":13,"twin":144,"wire_ref":null},{"edge":19,"face":30,"from":13,"geometry_use":{"pcurve":123,"periodic_lift":[0,0],"sense":"Reverse"},"id":123,"loop_ref":30,"next":120,"prev":122,"to":12,"twin":29,"wire_ref":null},{"edge":70,"face":31,"from":33,"geometry_use":{"pcurve":124,"periodic_lift":[0,0],"sense":"Forward"},"id":124,"loop_ref":31,"next":125,"prev":127,"to":40,"twin":129,"wire_ref":null},{"edge":71,"face":31,"from":40,"geometry_use":{"pcurve":125,"periodic_lift":[0,0],"sense":"Forward"},"id":125,"loop_ref":31,"next":126,"prev":124,"to":41,"twin":151,"wire_ref":null},{"edge":72,"face":31,"from":41,"geometry_use":{"pcurve":126,"periodic_lift":[0,0],"sense":"Reverse"},"id":126,"loop_ref":31,"next":127,"prev":125,"to":34,"twin":133,"wire_ref":null},{"edge":53,"face":31,"from":34,"geometry_use":{"pcurve":127,"periodic_lift":[0,0],"sense":"Reverse"},"id":127,"loop_ref":31,"next":124,"prev":126,"to":33,"twin":89,"wire_ref":null},{"edge":73,"face":32,"from":16,"geometry_use":{"pcurve":128,"periodic_lift":[0,0],"sense":"Forward"},"id":128,"loop_ref":32,"next":129,"prev":131,"to":40,"twin":158,"wire_ref":null},{"edge":70,"face":32,"from":40,"geometry_use":{"pcurve":129,"periodic_lift":[0,0],"sense":"Reverse"},"id":129,"loop_ref":32,"next":130,"prev":128,"to":33,"twin":124,"wire_ref":null},{"edge":58,"face":32,"from":33,"geometry_use":{"pcurve":130,"periodic_lift":[0,0],"sense":"Reverse"},"id":130,"loop_ref":32,"next":131,"prev":129,"to":6,"twin":96,"wire_ref":null},{"edge":25,"face":32,"from":6,"geometry_use":{"pcurve":131,"periodic_lift":[0,0],"sense":"Forward"},"id":131,"loop_ref":32,"next":128,"prev":130,"to":16,"twin":37,"wire_ref":null},{"edge":64,"face":33,"from":18,"geometry_use":{"pcurve":132,"periodic_lift":[0,0],"sense":"Forward"},"id":132,"loop_ref":33,"next":133,"prev":135,"to":34,"twin":111,"wire_ref":null},{"edge":72,"face":33,"from":34,"geometry_use":{"pcurve":133,"periodic_lift":[0,0],"sense":"Forward"},"id":133,"loop_ref":33,"next":134,"prev":132,"to":41,"twin":126,"wire_ref":null},{"edge":74,"face":33,"from":41,"geometry_use":{"pcurve":134,"periodic_lift":[0,0],"sense":"Reverse"},"id":134,"loop_ref":33,"next":135,"prev":133,"to":19,"twin":167,"wire_ref":null},{"edge":28,"face":33,"from":19,"geometry_use":{"pcurve":135,"periodic_lift":[0,0],"sense":"Reverse"},"id":135,"loop_ref":33,"next":132,"prev":134,"to":18,"twin":44,"wire_ref":null},{"edge":75,"face":34,"from":36,"geometry_use":{"pcurve":136,"periodic_lift":[0,0],"sense":"Forward"},"id":136,"loop_ref":34,"next":137,"prev":139,"to":42,"twin":141,"wire_ref":null},{"edge":76,"face":34,"from":42,"geometry_use":{"pcurve":137,"periodic_lift":[0,0],"sense":"Forward"},"id":137,"loop_ref":34,"next":138,"prev":136,"to":43,"twin":175,"wire_ref":null},{"edge":77,"face":34,"from":43,"geometry_use":{"pcurve":138,"periodic_lift":[0,0],"sense":"Reverse"},"id":138,"loop_ref":34,"next":139,"prev":137,"to":38,"twin":145,"wire_ref":null},{"edge":65,"face":34,"from":38,"geometry_use":{"pcurve":139,"periodic_lift":[0,0],"sense":"Reverse"},"id":139,"loop_ref":34,"next":136,"prev":138,"to":36,"twin":113,"wire_ref":null},{"edge":78,"face":35,"from":20,"geometry_use":{"pcurve":140,"periodic_lift":[0,0],"sense":"Forward"},"id":140,"loop_ref":35,"next":141,"prev":143,"to":42,"twin":165,"wire_ref":null},{"edge":75,"face":35,"from":42,"geometry_use":{"pcurve":141,"periodic_lift":[0,0],"sense":"Reverse"},"id":141,"loop_ref":35,"next":142,"prev":140,"to":36,"twin":136,"wire_ref":null},{"edge":63,"face":35,"from":36,"geometry_use":{"pcurve":142,"periodic_lift":[0,0],"sense":"Reverse"},"id":142,"loop_ref":35,"next":143,"prev":141,"to":21,"twin":109,"wire_ref":null},{"edge":30,"face":35,"from":21,"geometry_use":{"pcurve":143,"periodic_lift":[0,0],"sense":"Forward"},"id":143,"loop_ref":35,"next":140,"prev":142,"to":20,"twin":46,"wire_ref":null},{"edge":69,"face":36,"from":13,"geometry_use":{"pcurve":144,"periodic_lift":[0,0],"sense":"Forward"},"id":144,"loop_ref":36,"next":145,"prev":147,"to":38,"twin":122,"wire_ref":null},{"edge":77,"face":36,"from":38,"geometry_use":{"pcurve":145,"periodic_lift":[0,0],"sense":"Forward"},"id":145,"loop_ref":36,"next":146,"prev":144,"to":43,"twin":138,"wire_ref":null},{"edge":79,"face":36,"from":43,"geometry_use":{"pcurve":146,"periodic_lift":[0,0],"sense":"Reverse"},"id":146,"loop_ref":36,"next":147,"prev":145,"to":23,"twin":180,"wire_ref":null},{"edge":34,"face":36,"from":23,"geometry_use":{"pcurve":147,"periodic_lift":[0,0],"sense":"Reverse"},"id":147,"loop_ref":36,"next":144,"prev":146,"to":13,"twin":53,"wire_ref":null},{"edge":80,"face":37,"from":40,"geometry_use":{"pcurve":148,"periodic_lift":[0,0],"sense":"Forward"},"id":148,"loop_ref":37,"next":149,"prev":151,"to":44,"twin":157,"wire_ref":null},{"edge":81,"face":37,"from":44,"geometry_use":{"pcurve":149,"periodic_lift":[0,0],"sense":"Forward"},"id":149,"loop_ref":37,"next":150,"prev":148,"to":45,"twin":154,"wire_ref":null},{"edge":82,"face":37,"from":45,"geometry_use":{"pcurve":150,"periodic_lift":[0,0],"sense":"Reverse"},"id":150,"loop_ref":37,"next":151,"prev":149,"to":41,"twin":160,"wire_ref":null},{"edge":71,"face":37,"from":41,"geometry_use":{"pcurve":151,"periodic_lift":[0,0],"sense":"Reverse"},"id":151,"loop_ref":37,"next":148,"prev":150,"to":40,"twin":125,"wire_ref":null},{"edge":40,"face":38,"from":27,"geometry_use":{"pcurve":152,"periodic_lift":[0,0],"sense":"Forward"},"id":152,"loop_ref":38,"next":153,"prev":155,"to":26,"twin":62,"wire_ref":null},{"edge":83,"face":38,"from":26,"geometry_use":{"pcurve":153,"periodic_lift":[0,0],"sense":"Forward"},"id":153,"loop_ref":38,"next":154,"prev":152,"to":45,"twin":171,"wire_ref":null},{"edge":81,"face":38,"from":45,"geometry_use":{"pcurve":154,"periodic_lift":[0,0],"sense":"Reverse"},"id":154,"loop_ref":38,"next":155,"prev":153,"to":44,"twin":149,"wire_ref":null},{"edge":84,"face":38,"from":44,"geometry_use":{"pcurve":155,"periodic_lift":[0,0],"sense":"Reverse"},"id":155,"loop_ref":38,"next":152,"prev":154,"to":27,"twin":156,"wire_ref":null},{"edge":84,"face":39,"from":27,"geometry_use":{"pcurve":156,"periodic_lift":[0,0],"sense":"Forward"},"id":156,"loop_ref":39,"next":157,"prev":159,"to":44,"twin":155,"wire_ref":null},{"edge":80,"face":39,"from":44,"geometry_use":{"pcurve":157,"periodic_lift":[0,0],"sense":"Reverse"},"id":157,"loop_ref":39,"next":158,"prev":156,"to":40,"twin":148,"wire_ref":null},{"edge":73,"face":39,"from":40,"geometry_use":{"pcurve":158,"periodic_lift":[0,0],"sense":"Reverse"},"id":158,"loop_ref":39,"next":159,"prev":157,"to":16,"twin":128,"wire_ref":null},{"edge":42,"face":39,"from":16,"geometry_use":{"pcurve":159,"periodic_lift":[0,0],"sense":"Forward"},"id":159,"loop_ref":39,"next":156,"prev":158,"to":27,"twin":65,"wire_ref":null},{"edge":82,"face":40,"from":41,"geometry_use":{"pcurve":160,"periodic_lift":[0,0],"sense":"Forward"},"id":160,"loop_ref":40,"next":161,"prev":163,"to":45,"twin":150,"wire_ref":null},{"edge":85,"face":40,"from":45,"geometry_use":{"pcurve":161,"periodic_lift":[0,0],"sense":"Forward"},"id":161,"loop_ref":40,"next":162,"prev":160,"to":46,"twin":170,"wire_ref":null},{"edge":86,"face":40,"from":46,"geometry_use":{"pcurve":162,"periodic_lift":[0,0],"sense":"Reverse"},"id":162,"loop_ref":40,"next":163,"prev":161,"to":42,"twin":172,"wire_ref":null},{"edge":87,"face":40,"from":42,"geometry_use":{"pcurve":163,"periodic_lift":[0,0],"sense":"Reverse"},"id":163,"loop_ref":40,"next":160,"prev":162,"to":41,"twin":164,"wire_ref":null},{"edge":87,"face":41,"from":41,"geometry_use":{"pcurve":164,"periodic_lift":[0,0],"sense":"Forward"},"id":164,"loop_ref":41,"next":165,"prev":167,"to":42,"twin":163,"wire_ref":null},{"edge":78,"face":41,"from":42,"geometry_use":{"pcurve":165,"periodic_lift":[0,0],"sense":"Reverse"},"id":165,"loop_ref":41,"next":166,"prev":164,"to":20,"twin":140,"wire_ref":null},{"edge":29,"face":41,"from":20,"geometry_use":{"pcurve":166,"periodic_lift":[0,0],"sense":"Reverse"},"id":166,"loop_ref":41,"next":167,"prev":165,"to":19,"twin":45,"wire_ref":null},{"edge":74,"face":41,"from":19,"geometry_use":{"pcurve":167,"periodic_lift":[0,0],"sense":"Forward"},"id":167,"loop_ref":41,"next":164,"prev":166,"to":41,"twin":134,"wire_ref":null},{"edge":46,"face":42,"from":26,"geometry_use":{"pcurve":168,"periodic_lift":[0,0],"sense":"Forward"},"id":168,"loop_ref":42,"next":169,"prev":171,"to":29,"twin":74,"wire_ref":null},{"edge":88,"face":42,"from":29,"geometry_use":{"pcurve":169,"periodic_lift":[0,0],"sense":"Forward"},"id":169,"loop_ref":42,"next":170,"prev":168,"to":46,"twin":179,"wire_ref":null},{"edge":85,"face":42,"from":46,"geometry_use":{"pcurve":170,"periodic_lift":[0,0],"sense":"Reverse"},"id":170,"loop_ref":42,"next":171,"prev":169,"to":45,"twin":161,"wire_ref":null},{"edge":83,"face":42,"from":45,"geometry_use":{"pcurve":171,"periodic_lift":[0,0],"sense":"Reverse"},"id":171,"loop_ref":42,"next":168,"prev":170,"to":26,"twin":153,"wire_ref":null},{"edge":86,"face":43,"from":42,"geometry_use":{"pcurve":172,"periodic_lift":[0,0],"sense":"Forward"},"id":172,"loop_ref":43,"next":173,"prev":175,"to":46,"twin":162,"wire_ref":null},{"edge":89,"face":43,"from":46,"geometry_use":{"pcurve":173,"periodic_lift":[0,0],"sense":"Forward"},"id":173,"loop_ref":43,"next":174,"prev":172,"to":47,"twin":178,"wire_ref":null},{"edge":90,"face":43,"from":47,"geometry_use":{"pcurve":174,"periodic_lift":[0,0],"sense":"Reverse"},"id":174,"loop_ref":43,"next":175,"prev":173,"to":43,"twin":181,"wire_ref":null},{"edge":76,"face":43,"from":43,"geometry_use":{"pcurve":175,"periodic_lift":[0,0],"sense":"Reverse"},"id":175,"loop_ref":43,"next":172,"prev":174,"to":42,"twin":137,"wire_ref":null},{"edge":50,"face":44,"from":29,"geometry_use":{"pcurve":176,"periodic_lift":[0,0],"sense":"Forward"},"id":176,"loop_ref":44,"next":177,"prev":179,"to":31,"twin":82,"wire_ref":null},{"edge":91,"face":44,"from":31,"geometry_use":{"pcurve":177,"periodic_lift":[0,0],"sense":"Forward"},"id":177,"loop_ref":44,"next":178,"prev":176,"to":47,"twin":182,"wire_ref":null},{"edge":89,"face":44,"from":47,"geometry_use":{"pcurve":178,"periodic_lift":[0,0],"sense":"Reverse"},"id":178,"loop_ref":44,"next":179,"prev":177,"to":46,"twin":173,"wire_ref":null},{"edge":88,"face":44,"from":46,"geometry_use":{"pcurve":179,"periodic_lift":[0,0],"sense":"Reverse"},"id":179,"loop_ref":44,"next":176,"prev":178,"to":29,"twin":169,"wire_ref":null},{"edge":79,"face":45,"from":23,"geometry_use":{"pcurve":180,"periodic_lift":[0,0],"sense":"Forward"},"id":180,"loop_ref":45,"next":181,"prev":183,"to":43,"twin":146,"wire_ref":null},{"edge":90,"face":45,"from":43,"geometry_use":{"pcurve":181,"periodic_lift":[0,0],"sense":"Forward"},"id":181,"loop_ref":45,"next":182,"prev":180,"to":47,"twin":174,"wire_ref":null},{"edge":91,"face":45,"from":47,"geometry_use":{"pcurve":182,"periodic_lift":[0,0],"sense":"Reverse"},"id":182,"loop_ref":45,"next":183,"prev":181,"to":31,"twin":177,"wire_ref":null},{"edge":51,"face":45,"from":31,"geometry_use":{"pcurve":183,"periodic_lift":[0,0],"sense":"Reverse"},"id":183,"loop_ref":45,"next":180,"prev":182,"to":23,"twin":85,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20},{"face_ref":6,"id":6,"is_hole":false,"start_halfedge":24},{"face_ref":7,"id":7,"is_hole":false,"start_halfedge":28},{"face_ref":8,"id":8,"is_hole":false,"start_halfedge":32},{"face_ref":9,"id":9,"is_hole":false,"start_halfedge":36},{"face_ref":10,"id":10,"is_hole":false,"start_halfedge":40},{"face_ref":11,"id":11,"is_hole":false,"start_halfedge":44},{"face_ref":12,"id":12,"is_hole":false,"start_halfedge":48},{"face_ref":13,"id":13,"is_hole":false,"start_halfedge":52},{"face_ref":14,"id":14,"is_hole":false,"start_halfedge":56},{"face_ref":15,"id":15,"is_hole":false,"start_halfedge":60},{"face_ref":16,"id":16,"is_hole":false,"start_halfedge":64},{"face_ref":17,"id":17,"is_hole":false,"start_halfedge":68},{"face_ref":18,"id":18,"is_hole":false,"start_halfedge":72},{"face_ref":19,"id":19,"is_hole":false,"start_halfedge":76},{"face_ref":20,"id":20,"is_hole":false,"start_halfedge":80},{"face_ref":21,"id":21,"is_hole":false,"start_halfedge":84},{"face_ref":22,"id":22,"is_hole":false,"start_halfedge":88},{"face_ref":23,"id":23,"is_hole":false,"start_halfedge":92},{"face_ref":24,"id":24,"is_hole":false,"start_halfedge":96},{"face_ref":25,"id":25,"is_hole":false,"start_halfedge":100},{"face_ref":26,"id":26,"is_hole":false,"start_halfedge":104},{"face_ref":27,"id":27,"is_hole":false,"start_halfedge":108},{"face_ref":28,"id":28,"is_hole":false,"start_halfedge":112},{"face_ref":29,"id":29,"is_hole":false,"start_halfedge":116},{"face_ref":30,"id":30,"is_hole":false,"start_halfedge":120},{"face_ref":31,"id":31,"is_hole":false,"start_halfedge":124},{"face_ref":32,"id":32,"is_hole":false,"start_halfedge":128},{"face_ref":33,"id":33,"is_hole":false,"start_halfedge":132},{"face_ref":34,"id":34,"is_hole":false,"start_halfedge":136},{"face_ref":35,"id":35,"is_hole":false,"start_halfedge":140},{"face_ref":36,"id":36,"is_hole":false,"start_halfedge":144},{"face_ref":37,"id":37,"is_hole":false,"start_halfedge":148},{"face_ref":38,"id":38,"is_hole":false,"start_halfedge":152},{"face_ref":39,"id":39,"is_hole":false,"start_halfedge":156},{"face_ref":40,"id":40,"is_hole":false,"start_halfedge":160},{"face_ref":41,"id":41,"is_hole":false,"start_halfedge":164},{"face_ref":42,"id":42,"is_hole":false,"start_halfedge":168},{"face_ref":43,"id":43,"is_hole":false,"start_halfedge":172},{"face_ref":44,"id":44,"is_hole":false,"start_halfedge":176},{"face_ref":45,"id":45,"is_hole":false,"start_halfedge":180}],"shells":[{"faces":[0,3,8,2,1,5,10,4,14,9,24,23,7,12,6,17,26,15,16,32,22,30,13,19,29,18,25,38,39,31,28,36,21,20,42,27,37,33,34,45,44,40,11,35,41,43],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[0.0,0.5,0.0],"tolerance":1e-8},{"id":1,"outgoing_halfedge":1,"position":[0.0,0.5,-0.5],"tolerance":1e-8},{"id":2,"outgoing_halfedge":2,"position":[0.0,0.0,-0.5],"tolerance":1e-8},{"id":3,"outgoing_halfedge":3,"position":[0.0,0.0,0.0],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[1.0,0.0,0.0],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[1.0,0.5,0.0],"tolerance":1e-8},{"id":6,"outgoing_halfedge":9,"position":[1.0,0.0,-0.5],"tolerance":1e-8},{"id":7,"outgoing_halfedge":12,"position":[0.0,2.5,0.0],"tolerance":1e-8},{"id":8,"outgoing_halfedge":13,"position":[0.0,2.5,-0.5],"tolerance":1e-8},{"id":9,"outgoing_halfedge":17,"position":[1.0,2.5,0.0],"tolerance":1e-8},{"id":10,"outgoing_halfedge":20,"position":[0.0,3.0,0.0],"tolerance":1e-8},{"id":11,"outgoing_halfedge":21,"position":[0.0,3.0,-0.5],"tolerance":1e-8},{"id":12,"outgoing_halfedge":25,"position":[1.0,3.0,0.0],"tolerance":1e-8},{"id":13,"outgoing_halfedge":30,"position":[1.0,3.0,-0.5],"tolerance":1e-8},{"id":14,"outgoing_halfedge":33,"position":[0.0,0.5,-2.5],"tolerance":1e-8},{"id":15,"outgoing_halfedge":34,"position":[0.0,0.0,-2.5],"tolerance":1e-8},{"id":16,"outgoing_halfedge":37,"position":[1.0,0.0,-2.5],"tolerance":1e-8},{"id":17,"outgoing_halfedge":41,"position":[0.0,2.5,-2.5],"tolerance":1e-8},{"id":18,"outgoing_halfedge":44,"position":[1.0,0.5,-0.5],"tolerance":1e-8},{"id":19,"outgoing_halfedge":45,"position":[1.0,0.5,-2.5],"tolerance":1e-8},{"id":20,"outgoing_halfedge":46,"position":[1.0,2.5,-2.5],"tolerance":1e-8},{"id":21,"outgoing_halfedge":47,"position":[1.0,2.5,-0.5],"tolerance":1e-8},{"id":22,"outgoing_halfedge":49,"position":[0.0,3.0,-2.5],"tolerance":1e-8},{"id":23,"outgoing_halfedge":54,"position":[1.0,3.0,-2.5],"tolerance":1e-8},{"id":24,"outgoing_halfedge":57,"position":[0.0,0.5,-3.0],"tolerance":1e-8},{"id":25,"outgoing_halfedge":58,"position":[0.0,0.0,-3.0],"tolerance":1e-8},{"id":26,"outgoing_halfedge":62,"position":[1.0,0.5,-3.0],"tolerance":1e-8},{"id":27,"outgoing_halfedge":63,"position":[1.0,0.0,-3.0],"tolerance":1e-8},{"id":28,"outgoing_halfedge":69,"position":[0.0,2.5,-3.0],"tolerance":1e-8},{"id":29,"outgoing_halfedge":74,"position":[1.0,2.5,-3.0],"tolerance":1e-8},{"id":30,"outgoing_halfedge":77,"position":[0.0,3.0,-3.0],"tolerance":1e-8},{"id":31,"outgoing_halfedge":82,"position":[1.0,3.0,-3.0],"tolerance":1e-8},{"id":32,"outgoing_halfedge":88,"position":[3.0,0.0,0.0],"tolerance":1e-8},{"id":33,"outgoing_halfedge":89,"position":[3.0,0.0,-0.5],"tolerance":1e-8},{"id":34,"outgoing_halfedge":90,"position":[3.0,0.5,-0.5],"tolerance":1e-8},{"id":35,"outgoing_halfedge":91,"position":[3.0,0.5,0.0],"tolerance":1e-8},{"id":36,"outgoing_halfedge":102,"position":[3.0,2.5,-0.5],"tolerance":1e-8},{"id":37,"outgoing_halfedge":103,"position":[3.0,2.5,0.0],"tolerance":1e-8},{"id":38,"outgoing_halfedge":114,"position":[3.0,3.0,-0.5],"tolerance":1e-8},{"id":39,"outgoing_halfedge":115,"position":[3.0,3.0,0.0],"tolerance":1e-8},{"id":40,"outgoing_halfedge":125,"position":[3.0,0.0,-2.5],"tolerance":1e-8},{"id":41,"outgoing_halfedge":126,"position":[3.0,0.5,-2.5],"tolerance":1e-8},{"id":42,"outgoing_halfedge":137,"position":[3.0,2.5,-2.5],"tolerance":1e-8},{"id":43,"outgoing_halfedge":138,"position":[3.0,3.0,-2.5],"tolerance":1e-8},{"id":44,"outgoing_halfedge":149,"position":[3.0,0.0,-3.0],"tolerance":1e-8},{"id":45,"outgoing_halfedge":150,"position":[3.0,0.5,-3.0],"tolerance":1e-8},{"id":46,"outgoing_halfedge":162,"position":[3.0,2.5,-3.0],"tolerance":1e-8},{"id":47,"outgoing_halfedge":174,"position":[3.0,3.0,-3.0],"tolerance":1e-8}],"wires":[]}}}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/boolean-matrix/box-union.json b/main/opengeometry/tests/fixtures/cases/boolean-matrix/box-union.json
new file mode 100644
index 0000000..8f9a9ab
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/boolean-matrix/box-union.json
@@ -0,0 +1 @@
+{"a":{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,-3.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.0,-3.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,0.0,-3.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,3.0,0.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,3.0,0.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.0,3.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,3.0,-3.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[3.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,-3.0],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"}]},"id":"matrix-box-host","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":3,"id":0,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":8,"id":2,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":2,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":15,"id":4,"tolerance":1e-8,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":1,"id":5,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":10,"id":6,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":13,"id":7,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":4,"id":8,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":7,"id":9,"tolerance":1e-8,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":5,"id":10,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":6,"id":11,"tolerance":1e-8,"twin_halfedge":21}],"faces":[{"id":0,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":3.00000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}},{"id":1,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":3.00000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}},{"id":2,"key":"left","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":3.00000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}},{"id":3,"key":"right","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":3.00000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}},{"id":4,"key":"front","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":3.00000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}},{"id":5,"key":"back","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":3.00000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":2,"twin":11,"wire_ref":null},{"edge":5,"face":0,"from":2,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":3,"twin":23,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":16,"wire_ref":null},{"edge":8,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":18,"wire_ref":null},{"edge":10,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":7,"twin":14,"wire_ref":null},{"edge":11,"face":1,"from":7,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":6,"twin":21,"wire_ref":null},{"edge":9,"face":1,"from":6,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":9,"wire_ref":null},{"edge":2,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":4,"twin":19,"wire_ref":null},{"edge":9,"face":2,"from":4,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":6,"twin":7,"wire_ref":null},{"edge":6,"face":2,"from":6,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":2,"twin":20,"wire_ref":null},{"edge":1,"face":2,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":0,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":3,"twin":2,"wire_ref":null},{"edge":7,"face":3,"from":3,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":7,"twin":22,"wire_ref":null},{"edge":10,"face":3,"from":7,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":17,"wire_ref":null},{"edge":0,"face":4,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":1,"twin":3,"wire_ref":null},{"edge":4,"face":4,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":5,"twin":15,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":4,"twin":4,"wire_ref":null},{"edge":2,"face":4,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":0,"twin":8,"wire_ref":null},{"edge":6,"face":5,"from":2,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":6,"twin":10,"wire_ref":null},{"edge":11,"face":5,"from":6,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":7,"twin":6,"wire_ref":null},{"edge":7,"face":5,"from":7,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":3,"twin":13,"wire_ref":null},{"edge":5,"face":5,"from":3,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":2,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[0.0,0.0,0.0],"tolerance":1e-8},{"id":1,"outgoing_halfedge":3,"position":[3.0,0.0,0.0],"tolerance":1e-8},{"id":2,"outgoing_halfedge":1,"position":[0.0,0.0,-3.0],"tolerance":1e-8},{"id":3,"outgoing_halfedge":2,"position":[3.0,0.0,-3.0],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[0.0,3.0,0.0],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[3.0,3.0,0.0],"tolerance":1e-8},{"id":6,"outgoing_halfedge":7,"position":[0.0,3.0,-3.0],"tolerance":1e-8},{"id":7,"outgoing_halfedge":6,"position":[3.0,3.0,-3.0],"tolerance":1e-8}],"wires":[]}},"b":{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.0,0.5,-0.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[1.0,0.5,-0.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.0,0.5,-0.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.0,0.5,-0.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,0.5,-0.5]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.0,0.5,-2.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.0,0.5,-2.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,0.5,-2.5]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.0,2.5,-0.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[1.0,2.5,-0.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.0,2.5,-0.5]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.0,2.5,-2.5]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[1.0,0.5,-0.5],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[1.0,2.5,-0.5],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[1.0,0.5,-0.5],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[3.0,0.5,-0.5],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[1.0,0.5,-0.5],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[1.0,0.5,-2.5],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"}]},"id":"matrix-box-cutter","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":3,"id":0,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":8,"id":2,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":2,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":15,"id":4,"tolerance":1e-8,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1,"id":5,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":10,"id":6,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":13,"id":7,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":4,"id":8,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":7,"id":9,"tolerance":1e-8,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":5,"id":10,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":6,"id":11,"tolerance":1e-8,"twin_halfedge":21}],"faces":[{"id":0,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-box-cutter","entity":"matrix-box-cutter","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":1,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-box-cutter","entity":"matrix-box-cutter","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":2,"key":"left","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-box-cutter","entity":"matrix-box-cutter","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":3,"key":"right","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-box-cutter","entity":"matrix-box-cutter","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":4,"key":"front","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-box-cutter","entity":"matrix-box-cutter","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":5,"key":"back","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-box-cutter","entity":"matrix-box-cutter","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":2,"twin":11,"wire_ref":null},{"edge":5,"face":0,"from":2,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":3,"twin":23,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":16,"wire_ref":null},{"edge":8,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":18,"wire_ref":null},{"edge":10,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":7,"twin":14,"wire_ref":null},{"edge":11,"face":1,"from":7,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":6,"twin":21,"wire_ref":null},{"edge":9,"face":1,"from":6,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":9,"wire_ref":null},{"edge":2,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":4,"twin":19,"wire_ref":null},{"edge":9,"face":2,"from":4,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":6,"twin":7,"wire_ref":null},{"edge":6,"face":2,"from":6,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":2,"twin":20,"wire_ref":null},{"edge":1,"face":2,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":0,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":3,"twin":2,"wire_ref":null},{"edge":7,"face":3,"from":3,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":7,"twin":22,"wire_ref":null},{"edge":10,"face":3,"from":7,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":17,"wire_ref":null},{"edge":0,"face":4,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":1,"twin":3,"wire_ref":null},{"edge":4,"face":4,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":5,"twin":15,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":4,"twin":4,"wire_ref":null},{"edge":2,"face":4,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":0,"twin":8,"wire_ref":null},{"edge":6,"face":5,"from":2,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":6,"twin":10,"wire_ref":null},{"edge":11,"face":5,"from":6,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":7,"twin":6,"wire_ref":null},{"edge":7,"face":5,"from":7,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":3,"twin":13,"wire_ref":null},{"edge":5,"face":5,"from":3,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":2,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[1.0,0.5,-0.5],"tolerance":1e-8},{"id":1,"outgoing_halfedge":3,"position":[3.0,0.5,-0.5],"tolerance":1e-8},{"id":2,"outgoing_halfedge":1,"position":[1.0,0.5,-2.5],"tolerance":1e-8},{"id":3,"outgoing_halfedge":2,"position":[3.0,0.5,-2.5],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[1.0,2.5,-0.5],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[3.0,2.5,-0.5],"tolerance":1e-8},{"id":6,"outgoing_halfedge":7,"position":[1.0,2.5,-2.5],"tolerance":1e-8},{"id":7,"outgoing_halfedge":6,"position":[3.0,2.5,-2.5],"tolerance":1e-8}],"wires":[]}},"handlers":["boolean_boxes"],"operation":"union","result":{"brep":{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,0.5,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.0,-0.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.5,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,-0.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[1.0,0.0,0.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,2.5,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.5,-0.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.5,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.0,0.5,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,2.5,0.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,3.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,2.5,-0.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,2.5,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.0,2.5,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,3.0,0.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[1.0,3.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,3.0,-0.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,0.5,-0.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.0,-2.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,0.0,-0.5]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,-2.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[1.0,0.0,-0.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,2.5,-0.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.5,-2.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,3.0,-0.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,2.5,-2.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[1.0,3.0,-0.5]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,3.0,-2.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,0.5,-2.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.0,-3.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,0.0,-2.5]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.5,-3.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.0,0.0,-3.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,-3.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[1.0,0.0,-2.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,2.5,-2.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.5,-3.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,2.5,-3.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.0,0.5,-3.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,3.0,-2.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,2.5,-3.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,3.0,-3.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.0,2.5,-3.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[1.0,3.0,-2.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,0.0,-0.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.0,0.5,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.0,0.5,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.0,0.0,-0.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,0.5,-0.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.0,2.5,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,0.5,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.0,2.5,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,2.5,-0.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.0,3.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,2.5,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.0,3.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.0,3.0,-0.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.0,0.0,-0.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,0.0,-2.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.0,0.5,-0.5]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.0,0.0,-2.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,0.5,-2.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.0,2.5,-0.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,2.5,-2.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.0,3.0,-0.5]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.0,3.0,-2.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.0,0.0,-2.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,0.0,-3.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.0,0.5,-2.5]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.0,0.5,-3.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.0,0.0,-3.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,0.5,-3.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.0,2.5,-2.5]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.0,2.5,-3.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,2.5,-3.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.0,3.0,-2.5]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.0,3.0,-3.0]}],"intersections":[],"pcurves":[{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.5,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.5,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.5,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,2.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,2.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.5,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.5,2.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.5,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.5,2.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.5,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,2.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,2.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.5,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.5,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,2.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.5,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,2.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.5,2.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.5,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,2.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.5,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,2.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.5,2.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.5,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.5,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,2.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,2.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,1.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,1.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.0,2.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.0,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,2.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,2.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,2.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,2.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.0,2.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.5,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,1.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.5,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,1.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.5,1.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.5,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.5,2.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.5,2.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,2.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.5,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,2.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.0,2.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.5,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.5,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,1.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,1.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.5,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,1.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.5,1.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.5,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.5,2.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.5,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,1.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.5,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,1.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.5,2.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,2.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.5,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,2.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.5,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,1.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.5,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,1.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.0,2.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,2.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,2.5]}],"surfaces":[{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,-3.0],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,-3.0],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,-3.0],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[3.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[3.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[3.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[3.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[3.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[3.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[3.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,-3.0],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[3.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,-3.0],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[3.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,-3.0],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"}]},"id":"matrix-box-union","quality":{"kind":"Analytic"},"revision":1,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":0,"id":0,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1,"id":1,"tolerance":1e-8,"twin_halfedge":35},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":2,"id":2,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":3,"id":3,"tolerance":1e-8,"twin_halfedge":6},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":4,"id":4,"tolerance":1e-8,"twin_halfedge":90},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":5,"id":5,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":7,"id":6,"tolerance":1e-8,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":8,"id":7,"tolerance":1e-8,"twin_halfedge":38},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":9,"id":8,"tolerance":1e-8,"twin_halfedge":95},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":12,"id":9,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":13,"id":10,"tolerance":1e-8,"twin_halfedge":43},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":15,"id":11,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":12,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":16,"id":12,"tolerance":1e-8,"twin_halfedge":102},{"chart_seam":false,"geometry":{"curve":13,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":17,"id":13,"tolerance":1e-8,"twin_halfedge":27},{"chart_seam":false,"geometry":{"curve":14,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":20,"id":14,"tolerance":1e-8,"twin_halfedge":31},{"chart_seam":false,"geometry":{"curve":15,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":21,"id":15,"tolerance":1e-8,"twin_halfedge":47},{"chart_seam":false,"geometry":{"curve":16,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":23,"id":16,"tolerance":1e-8,"twin_halfedge":26},{"chart_seam":false,"geometry":{"curve":17,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":24,"id":17,"tolerance":1e-8,"twin_halfedge":110},{"chart_seam":false,"geometry":{"curve":18,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":25,"id":18,"tolerance":1e-8,"twin_halfedge":28},{"chart_seam":false,"geometry":{"curve":19,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":29,"id":19,"tolerance":1e-8,"twin_halfedge":115},{"chart_seam":false,"geometry":{"curve":20,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":30,"id":20,"tolerance":1e-8,"twin_halfedge":48},{"chart_seam":false,"geometry":{"curve":21,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":32,"id":21,"tolerance":1e-8,"twin_halfedge":42},{"chart_seam":false,"geometry":{"curve":22,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":33,"id":22,"tolerance":1e-8,"twin_halfedge":55},{"chart_seam":false,"geometry":{"curve":23,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":34,"id":23,"tolerance":1e-8,"twin_halfedge":39},{"chart_seam":false,"geometry":{"curve":24,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":36,"id":24,"tolerance":1e-8,"twin_halfedge":62},{"chart_seam":false,"geometry":{"curve":25,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":37,"id":25,"tolerance":1e-8,"twin_halfedge":123},{"chart_seam":false,"geometry":{"curve":26,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":40,"id":26,"tolerance":1e-8,"twin_halfedge":46},{"chart_seam":false,"geometry":{"curve":27,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":41,"id":27,"tolerance":1e-8,"twin_halfedge":67},{"chart_seam":false,"geometry":{"curve":28,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":44,"id":28,"tolerance":1e-8,"twin_halfedge":51},{"chart_seam":false,"geometry":{"curve":29,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":45,"id":29,"tolerance":1e-8,"twin_halfedge":75},{"chart_seam":false,"geometry":{"curve":30,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":49,"id":30,"tolerance":1e-8,"twin_halfedge":135},{"chart_seam":false,"geometry":{"curve":31,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":50,"id":31,"tolerance":1e-8,"twin_halfedge":80},{"chart_seam":false,"geometry":{"curve":32,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":52,"id":32,"tolerance":1e-8,"twin_halfedge":66},{"chart_seam":false,"geometry":{"curve":33,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":53,"id":33,"tolerance":1e-8,"twin_halfedge":56},{"chart_seam":false,"geometry":{"curve":34,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":54,"id":34,"tolerance":1e-8,"twin_halfedge":63},{"chart_seam":false,"geometry":{"curve":35,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":57,"id":35,"tolerance":1e-8,"twin_halfedge":71},{"chart_seam":false,"geometry":{"curve":36,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":58,"id":36,"tolerance":1e-8,"twin_halfedge":140},{"chart_seam":false,"geometry":{"curve":37,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":59,"id":37,"tolerance":1e-8,"twin_halfedge":60},{"chart_seam":false,"geometry":{"curve":38,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":61,"id":38,"tolerance":1e-8,"twin_halfedge":147},{"chart_seam":false,"geometry":{"curve":39,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":64,"id":39,"tolerance":1e-8,"twin_halfedge":74},{"chart_seam":false,"geometry":{"curve":40,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":65,"id":40,"tolerance":1e-8,"twin_halfedge":68},{"chart_seam":false,"geometry":{"curve":41,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":69,"id":41,"tolerance":1e-8,"twin_halfedge":79},{"chart_seam":false,"geometry":{"curve":42,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":70,"id":42,"tolerance":1e-8,"twin_halfedge":152},{"chart_seam":false,"geometry":{"curve":43,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":72,"id":43,"tolerance":1e-8,"twin_halfedge":83},{"chart_seam":false,"geometry":{"curve":44,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":73,"id":44,"tolerance":1e-8,"twin_halfedge":76},{"chart_seam":false,"geometry":{"curve":45,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":77,"id":45,"tolerance":1e-8,"twin_halfedge":82},{"chart_seam":false,"geometry":{"curve":46,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":78,"id":46,"tolerance":1e-8,"twin_halfedge":160},{"chart_seam":false,"geometry":{"curve":47,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":81,"id":47,"tolerance":1e-8,"twin_halfedge":167},{"chart_seam":false,"geometry":{"curve":48,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":84,"id":48,"tolerance":1e-8,"twin_halfedge":93},{"chart_seam":false,"geometry":{"curve":49,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":85,"id":49,"tolerance":1e-8,"twin_halfedge":119},{"chart_seam":false,"geometry":{"curve":50,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":86,"id":50,"tolerance":1e-8,"twin_halfedge":96},{"chart_seam":false,"geometry":{"curve":51,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":87,"id":51,"tolerance":1e-8,"twin_halfedge":88},{"chart_seam":false,"geometry":{"curve":52,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":89,"id":52,"tolerance":1e-8,"twin_halfedge":103},{"chart_seam":false,"geometry":{"curve":53,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":91,"id":53,"tolerance":1e-8,"twin_halfedge":94},{"chart_seam":false,"geometry":{"curve":54,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":92,"id":54,"tolerance":1e-8,"twin_halfedge":122},{"chart_seam":false,"geometry":{"curve":55,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":97,"id":55,"tolerance":1e-8,"twin_halfedge":127},{"chart_seam":false,"geometry":{"curve":56,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":98,"id":56,"tolerance":1e-8,"twin_halfedge":104},{"chart_seam":false,"geometry":{"curve":57,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":99,"id":57,"tolerance":1e-8,"twin_halfedge":100},{"chart_seam":false,"geometry":{"curve":58,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":101,"id":58,"tolerance":1e-8,"twin_halfedge":111},{"chart_seam":false,"geometry":{"curve":59,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":105,"id":59,"tolerance":1e-8,"twin_halfedge":131},{"chart_seam":false,"geometry":{"curve":60,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":106,"id":60,"tolerance":1e-8,"twin_halfedge":113},{"chart_seam":false,"geometry":{"curve":61,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":107,"id":61,"tolerance":1e-8,"twin_halfedge":108},{"chart_seam":false,"geometry":{"curve":62,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":109,"id":62,"tolerance":1e-8,"twin_halfedge":112},{"chart_seam":false,"geometry":{"curve":63,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":114,"id":63,"tolerance":1e-8,"twin_halfedge":132},{"chart_seam":false,"geometry":{"curve":64,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":116,"id":64,"tolerance":1e-8,"twin_halfedge":121},{"chart_seam":false,"geometry":{"curve":65,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":117,"id":65,"tolerance":1e-8,"twin_halfedge":139},{"chart_seam":false,"geometry":{"curve":66,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":118,"id":66,"tolerance":1e-8,"twin_halfedge":124},{"chart_seam":false,"geometry":{"curve":67,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":120,"id":67,"tolerance":1e-8,"twin_halfedge":146},{"chart_seam":false,"geometry":{"curve":68,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":125,"id":68,"tolerance":1e-8,"twin_halfedge":151},{"chart_seam":false,"geometry":{"curve":69,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":126,"id":69,"tolerance":1e-8,"twin_halfedge":128},{"chart_seam":false,"geometry":{"curve":70,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":129,"id":70,"tolerance":1e-8,"twin_halfedge":159},{"chart_seam":false,"geometry":{"curve":71,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":130,"id":71,"tolerance":1e-8,"twin_halfedge":133},{"chart_seam":false,"geometry":{"curve":72,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":134,"id":72,"tolerance":1e-8,"twin_halfedge":164},{"chart_seam":false,"geometry":{"curve":73,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":136,"id":73,"tolerance":1e-8,"twin_halfedge":145},{"chart_seam":false,"geometry":{"curve":74,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":137,"id":74,"tolerance":1e-8,"twin_halfedge":142},{"chart_seam":false,"geometry":{"curve":75,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":138,"id":75,"tolerance":1e-8,"twin_halfedge":148},{"chart_seam":false,"geometry":{"curve":76,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":141,"id":76,"tolerance":1e-8,"twin_halfedge":155},{"chart_seam":false,"geometry":{"curve":77,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":143,"id":77,"tolerance":1e-8,"twin_halfedge":144},{"chart_seam":false,"geometry":{"curve":78,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":149,"id":78,"tolerance":1e-8,"twin_halfedge":154},{"chart_seam":false,"geometry":{"curve":79,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":150,"id":79,"tolerance":1e-8,"twin_halfedge":156},{"chart_seam":false,"geometry":{"curve":80,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":153,"id":80,"tolerance":1e-8,"twin_halfedge":163},{"chart_seam":false,"geometry":{"curve":81,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":157,"id":81,"tolerance":1e-8,"twin_halfedge":162},{"chart_seam":false,"geometry":{"curve":82,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":158,"id":82,"tolerance":1e-8,"twin_halfedge":165},{"chart_seam":false,"geometry":{"curve":83,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":161,"id":83,"tolerance":1e-8,"twin_halfedge":166}],"faces":[{"id":0,"key":"left-0","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}},{"id":1,"key":"front-1","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":1.00000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}},{"id":2,"key":"bottom-2","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":1.00000001,"lo":-1e-8}]}},{"id":3,"key":"left-3","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":2.50000001,"lo":0.49999999},{"hi":0.50000001,"lo":-1e-8}]}},{"id":4,"key":"front-4","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":1.00000001,"lo":-1e-8},{"hi":2.50000001,"lo":0.49999999}]}},{"id":5,"key":"left-5","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":3.00000001,"lo":2.49999999},{"hi":0.50000001,"lo":-1e-8}]}},{"id":6,"key":"front-6","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":6,"trim":{"chart":0,"holes":[],"outer":6,"uv_bounds":[{"hi":1.00000001,"lo":-1e-8},{"hi":3.00000001,"lo":2.49999999}]}},{"id":7,"key":"top-7","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":7,"trim":{"chart":0,"holes":[],"outer":7,"uv_bounds":[{"hi":1.00000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}},{"id":8,"key":"left-8","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":8,"trim":{"chart":0,"holes":[],"outer":8,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":2.50000001,"lo":0.49999999}]}},{"id":9,"key":"bottom-9","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":9,"trim":{"chart":0,"holes":[],"outer":9,"uv_bounds":[{"hi":2.50000001,"lo":0.49999999},{"hi":1.00000001,"lo":-1e-8}]}},{"id":10,"key":"left-10","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":10,"trim":{"chart":0,"holes":[],"outer":10,"uv_bounds":[{"hi":2.50000001,"lo":0.49999999},{"hi":2.50000001,"lo":0.49999999}]}},{"id":11,"key":"left-11","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":11,"trim":{"chart":0,"holes":[],"outer":11,"uv_bounds":[{"hi":3.00000001,"lo":2.49999999},{"hi":2.50000001,"lo":0.49999999}]}},{"id":12,"key":"top-12","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":12,"trim":{"chart":0,"holes":[],"outer":12,"uv_bounds":[{"hi":1.00000001,"lo":-1e-8},{"hi":2.50000001,"lo":0.49999999}]}},{"id":13,"key":"left-13","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":13,"trim":{"chart":0,"holes":[],"outer":13,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":3.00000001,"lo":2.49999999}]}},{"id":14,"key":"back-14","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":14,"trim":{"chart":0,"holes":[],"outer":14,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":1.00000001,"lo":-1e-8}]}},{"id":15,"key":"bottom-15","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":15,"trim":{"chart":0,"holes":[],"outer":15,"uv_bounds":[{"hi":3.00000001,"lo":2.49999999},{"hi":1.00000001,"lo":-1e-8}]}},{"id":16,"key":"left-16","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":16,"trim":{"chart":0,"holes":[],"outer":16,"uv_bounds":[{"hi":2.50000001,"lo":0.49999999},{"hi":3.00000001,"lo":2.49999999}]}},{"id":17,"key":"back-17","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":17,"trim":{"chart":0,"holes":[],"outer":17,"uv_bounds":[{"hi":2.50000001,"lo":0.49999999},{"hi":1.00000001,"lo":-1e-8}]}},{"id":18,"key":"left-18","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":18,"trim":{"chart":0,"holes":[],"outer":18,"uv_bounds":[{"hi":3.00000001,"lo":2.49999999},{"hi":3.00000001,"lo":2.49999999}]}},{"id":19,"key":"back-19","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":19,"trim":{"chart":0,"holes":[],"outer":19,"uv_bounds":[{"hi":3.00000001,"lo":2.49999999},{"hi":1.00000001,"lo":-1e-8}]}},{"id":20,"key":"top-20","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":20,"trim":{"chart":0,"holes":[],"outer":20,"uv_bounds":[{"hi":1.00000001,"lo":-1e-8},{"hi":3.00000001,"lo":2.49999999}]}},{"id":21,"key":"right-21","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":21,"trim":{"chart":0,"holes":[],"outer":21,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}},{"id":22,"key":"front-22","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":22,"trim":{"chart":0,"holes":[],"outer":22,"uv_bounds":[{"hi":3.00000001,"lo":0.99999999},{"hi":0.50000001,"lo":-1e-8}]}},{"id":23,"key":"bottom-23","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":23,"trim":{"chart":0,"holes":[],"outer":23,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":3.00000001,"lo":0.99999999}]}},{"id":24,"key":"right-24","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":24,"trim":{"chart":0,"holes":[],"outer":24,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":2.50000001,"lo":0.49999999}]}},{"id":25,"key":"front-25","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":25,"trim":{"chart":0,"holes":[],"outer":25,"uv_bounds":[{"hi":3.00000001,"lo":0.99999999},{"hi":2.50000001,"lo":0.49999999}]}},{"id":26,"key":"right-26","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":26,"trim":{"chart":0,"holes":[],"outer":26,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":3.00000001,"lo":2.49999999}]}},{"id":27,"key":"front-27","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":27,"trim":{"chart":0,"holes":[],"outer":27,"uv_bounds":[{"hi":3.00000001,"lo":0.99999999},{"hi":3.00000001,"lo":2.49999999}]}},{"id":28,"key":"top-28","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":28,"trim":{"chart":0,"holes":[],"outer":28,"uv_bounds":[{"hi":3.00000001,"lo":0.99999999},{"hi":0.50000001,"lo":-1e-8}]}},{"id":29,"key":"right-29","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":29,"trim":{"chart":0,"holes":[],"outer":29,"uv_bounds":[{"hi":2.50000001,"lo":0.49999999},{"hi":0.50000001,"lo":-1e-8}]}},{"id":30,"key":"bottom-30","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":30,"trim":{"chart":0,"holes":[],"outer":30,"uv_bounds":[{"hi":2.50000001,"lo":0.49999999},{"hi":3.00000001,"lo":0.99999999}]}},{"id":31,"key":"right-31","provenance":{"reversed":false,"role":"Coincident","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":3,"key":"right"},{"body":"matrix-box-cutter","entity":"matrix-box-cutter","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":31,"trim":{"chart":0,"holes":[],"outer":31,"uv_bounds":[{"hi":2.50000001,"lo":0.49999999},{"hi":2.50000001,"lo":0.49999999}]}},{"id":32,"key":"right-32","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":32,"trim":{"chart":0,"holes":[],"outer":32,"uv_bounds":[{"hi":2.50000001,"lo":0.49999999},{"hi":3.00000001,"lo":2.49999999}]}},{"id":33,"key":"top-33","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":33,"trim":{"chart":0,"holes":[],"outer":33,"uv_bounds":[{"hi":3.00000001,"lo":0.99999999},{"hi":2.50000001,"lo":0.49999999}]}},{"id":34,"key":"right-34","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":34,"trim":{"chart":0,"holes":[],"outer":34,"uv_bounds":[{"hi":3.00000001,"lo":2.49999999},{"hi":0.50000001,"lo":-1e-8}]}},{"id":35,"key":"back-35","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":35,"trim":{"chart":0,"holes":[],"outer":35,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":3.00000001,"lo":0.99999999}]}},{"id":36,"key":"bottom-36","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":36,"trim":{"chart":0,"holes":[],"outer":36,"uv_bounds":[{"hi":3.00000001,"lo":2.49999999},{"hi":3.00000001,"lo":0.99999999}]}},{"id":37,"key":"right-37","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":37,"trim":{"chart":0,"holes":[],"outer":37,"uv_bounds":[{"hi":3.00000001,"lo":2.49999999},{"hi":2.50000001,"lo":0.49999999}]}},{"id":38,"key":"back-38","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":38,"trim":{"chart":0,"holes":[],"outer":38,"uv_bounds":[{"hi":2.50000001,"lo":0.49999999},{"hi":3.00000001,"lo":0.99999999}]}},{"id":39,"key":"right-39","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":39,"trim":{"chart":0,"holes":[],"outer":39,"uv_bounds":[{"hi":3.00000001,"lo":2.49999999},{"hi":3.00000001,"lo":2.49999999}]}},{"id":40,"key":"back-40","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":40,"trim":{"chart":0,"holes":[],"outer":40,"uv_bounds":[{"hi":3.00000001,"lo":2.49999999},{"hi":3.00000001,"lo":0.99999999}]}},{"id":41,"key":"top-41","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":41,"trim":{"chart":0,"holes":[],"outer":41,"uv_bounds":[{"hi":3.00000001,"lo":0.99999999},{"hi":3.00000001,"lo":2.49999999}]}}],"halfedges":[{"edge":0,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":1,"twin":14,"wire_ref":null},{"edge":1,"face":0,"from":1,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Reverse"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":2,"twin":35,"wire_ref":null},{"edge":2,"face":0,"from":2,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":3,"twin":11,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":6,"wire_ref":null},{"edge":4,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":90,"wire_ref":null},{"edge":5,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":0,"twin":19,"wire_ref":null},{"edge":3,"face":1,"from":0,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":3,"twin":3,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Forward"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":10,"wire_ref":null},{"edge":7,"face":2,"from":2,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":6,"twin":38,"wire_ref":null},{"edge":8,"face":2,"from":6,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Reverse"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":4,"twin":95,"wire_ref":null},{"edge":6,"face":2,"from":4,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":3,"twin":7,"wire_ref":null},{"edge":2,"face":2,"from":3,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Forward"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":2,"twin":2,"wire_ref":null},{"edge":9,"face":3,"from":7,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":8,"twin":22,"wire_ref":null},{"edge":10,"face":3,"from":8,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Reverse"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":1,"twin":43,"wire_ref":null},{"edge":0,"face":3,"from":1,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":0,"twin":0,"wire_ref":null},{"edge":11,"face":3,"from":0,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Forward"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":7,"twin":18,"wire_ref":null},{"edge":12,"face":4,"from":5,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":9,"twin":102,"wire_ref":null},{"edge":13,"face":4,"from":9,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Reverse"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":27,"wire_ref":null},{"edge":11,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":0,"twin":15,"wire_ref":null},{"edge":5,"face":4,"from":0,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Forward"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":5,"twin":5,"wire_ref":null},{"edge":14,"face":5,"from":10,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":11,"twin":31,"wire_ref":null},{"edge":15,"face":5,"from":11,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Reverse"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":8,"twin":47,"wire_ref":null},{"edge":9,"face":5,"from":8,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":12,"wire_ref":null},{"edge":16,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Forward"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":10,"twin":26,"wire_ref":null},{"edge":17,"face":6,"from":9,"geometry_use":{"pcurve":24,"periodic_lift":[0,0],"sense":"Forward"},"id":24,"loop_ref":6,"next":25,"prev":27,"to":12,"twin":110,"wire_ref":null},{"edge":18,"face":6,"from":12,"geometry_use":{"pcurve":25,"periodic_lift":[0,0],"sense":"Reverse"},"id":25,"loop_ref":6,"next":26,"prev":24,"to":10,"twin":28,"wire_ref":null},{"edge":16,"face":6,"from":10,"geometry_use":{"pcurve":26,"periodic_lift":[0,0],"sense":"Reverse"},"id":26,"loop_ref":6,"next":27,"prev":25,"to":7,"twin":23,"wire_ref":null},{"edge":13,"face":6,"from":7,"geometry_use":{"pcurve":27,"periodic_lift":[0,0],"sense":"Forward"},"id":27,"loop_ref":6,"next":24,"prev":26,"to":9,"twin":17,"wire_ref":null},{"edge":18,"face":7,"from":10,"geometry_use":{"pcurve":28,"periodic_lift":[0,0],"sense":"Forward"},"id":28,"loop_ref":7,"next":29,"prev":31,"to":12,"twin":25,"wire_ref":null},{"edge":19,"face":7,"from":12,"geometry_use":{"pcurve":29,"periodic_lift":[0,0],"sense":"Forward"},"id":29,"loop_ref":7,"next":30,"prev":28,"to":13,"twin":115,"wire_ref":null},{"edge":20,"face":7,"from":13,"geometry_use":{"pcurve":30,"periodic_lift":[0,0],"sense":"Reverse"},"id":30,"loop_ref":7,"next":31,"prev":29,"to":11,"twin":48,"wire_ref":null},{"edge":14,"face":7,"from":11,"geometry_use":{"pcurve":31,"periodic_lift":[0,0],"sense":"Reverse"},"id":31,"loop_ref":7,"next":28,"prev":30,"to":10,"twin":20,"wire_ref":null},{"edge":21,"face":8,"from":1,"geometry_use":{"pcurve":32,"periodic_lift":[0,0],"sense":"Forward"},"id":32,"loop_ref":8,"next":33,"prev":35,"to":14,"twin":42,"wire_ref":null},{"edge":22,"face":8,"from":14,"geometry_use":{"pcurve":33,"periodic_lift":[0,0],"sense":"Reverse"},"id":33,"loop_ref":8,"next":34,"prev":32,"to":15,"twin":55,"wire_ref":null},{"edge":23,"face":8,"from":15,"geometry_use":{"pcurve":34,"periodic_lift":[0,0],"sense":"Reverse"},"id":34,"loop_ref":8,"next":35,"prev":33,"to":2,"twin":39,"wire_ref":null},{"edge":1,"face":8,"from":2,"geometry_use":{"pcurve":35,"periodic_lift":[0,0],"sense":"Forward"},"id":35,"loop_ref":8,"next":32,"prev":34,"to":1,"twin":1,"wire_ref":null},{"edge":24,"face":9,"from":15,"geometry_use":{"pcurve":36,"periodic_lift":[0,0],"sense":"Forward"},"id":36,"loop_ref":9,"next":37,"prev":39,"to":16,"twin":62,"wire_ref":null},{"edge":25,"face":9,"from":16,"geometry_use":{"pcurve":37,"periodic_lift":[0,0],"sense":"Reverse"},"id":37,"loop_ref":9,"next":38,"prev":36,"to":6,"twin":123,"wire_ref":null},{"edge":7,"face":9,"from":6,"geometry_use":{"pcurve":38,"periodic_lift":[0,0],"sense":"Reverse"},"id":38,"loop_ref":9,"next":39,"prev":37,"to":2,"twin":8,"wire_ref":null},{"edge":23,"face":9,"from":2,"geometry_use":{"pcurve":39,"periodic_lift":[0,0],"sense":"Forward"},"id":39,"loop_ref":9,"next":36,"prev":38,"to":15,"twin":34,"wire_ref":null},{"edge":26,"face":10,"from":8,"geometry_use":{"pcurve":40,"periodic_lift":[0,0],"sense":"Forward"},"id":40,"loop_ref":10,"next":41,"prev":43,"to":17,"twin":46,"wire_ref":null},{"edge":27,"face":10,"from":17,"geometry_use":{"pcurve":41,"periodic_lift":[0,0],"sense":"Reverse"},"id":41,"loop_ref":10,"next":42,"prev":40,"to":14,"twin":67,"wire_ref":null},{"edge":21,"face":10,"from":14,"geometry_use":{"pcurve":42,"periodic_lift":[0,0],"sense":"Reverse"},"id":42,"loop_ref":10,"next":43,"prev":41,"to":1,"twin":32,"wire_ref":null},{"edge":10,"face":10,"from":1,"geometry_use":{"pcurve":43,"periodic_lift":[0,0],"sense":"Forward"},"id":43,"loop_ref":10,"next":40,"prev":42,"to":8,"twin":13,"wire_ref":null},{"edge":28,"face":11,"from":11,"geometry_use":{"pcurve":44,"periodic_lift":[0,0],"sense":"Forward"},"id":44,"loop_ref":11,"next":45,"prev":47,"to":18,"twin":51,"wire_ref":null},{"edge":29,"face":11,"from":18,"geometry_use":{"pcurve":45,"periodic_lift":[0,0],"sense":"Reverse"},"id":45,"loop_ref":11,"next":46,"prev":44,"to":17,"twin":75,"wire_ref":null},{"edge":26,"face":11,"from":17,"geometry_use":{"pcurve":46,"periodic_lift":[0,0],"sense":"Reverse"},"id":46,"loop_ref":11,"next":47,"prev":45,"to":8,"twin":40,"wire_ref":null},{"edge":15,"face":11,"from":8,"geometry_use":{"pcurve":47,"periodic_lift":[0,0],"sense":"Forward"},"id":47,"loop_ref":11,"next":44,"prev":46,"to":11,"twin":21,"wire_ref":null},{"edge":20,"face":12,"from":11,"geometry_use":{"pcurve":48,"periodic_lift":[0,0],"sense":"Forward"},"id":48,"loop_ref":12,"next":49,"prev":51,"to":13,"twin":30,"wire_ref":null},{"edge":30,"face":12,"from":13,"geometry_use":{"pcurve":49,"periodic_lift":[0,0],"sense":"Forward"},"id":49,"loop_ref":12,"next":50,"prev":48,"to":19,"twin":135,"wire_ref":null},{"edge":31,"face":12,"from":19,"geometry_use":{"pcurve":50,"periodic_lift":[0,0],"sense":"Reverse"},"id":50,"loop_ref":12,"next":51,"prev":49,"to":18,"twin":80,"wire_ref":null},{"edge":28,"face":12,"from":18,"geometry_use":{"pcurve":51,"periodic_lift":[0,0],"sense":"Reverse"},"id":51,"loop_ref":12,"next":48,"prev":50,"to":11,"twin":44,"wire_ref":null},{"edge":32,"face":13,"from":14,"geometry_use":{"pcurve":52,"periodic_lift":[0,0],"sense":"Forward"},"id":52,"loop_ref":13,"next":53,"prev":55,"to":20,"twin":66,"wire_ref":null},{"edge":33,"face":13,"from":20,"geometry_use":{"pcurve":53,"periodic_lift":[0,0],"sense":"Reverse"},"id":53,"loop_ref":13,"next":54,"prev":52,"to":21,"twin":56,"wire_ref":null},{"edge":34,"face":13,"from":21,"geometry_use":{"pcurve":54,"periodic_lift":[0,0],"sense":"Reverse"},"id":54,"loop_ref":13,"next":55,"prev":53,"to":15,"twin":63,"wire_ref":null},{"edge":22,"face":13,"from":15,"geometry_use":{"pcurve":55,"periodic_lift":[0,0],"sense":"Forward"},"id":55,"loop_ref":13,"next":52,"prev":54,"to":14,"twin":33,"wire_ref":null},{"edge":33,"face":14,"from":21,"geometry_use":{"pcurve":56,"periodic_lift":[0,0],"sense":"Forward"},"id":56,"loop_ref":14,"next":57,"prev":59,"to":20,"twin":53,"wire_ref":null},{"edge":35,"face":14,"from":20,"geometry_use":{"pcurve":57,"periodic_lift":[0,0],"sense":"Forward"},"id":57,"loop_ref":14,"next":58,"prev":56,"to":22,"twin":71,"wire_ref":null},{"edge":36,"face":14,"from":22,"geometry_use":{"pcurve":58,"periodic_lift":[0,0],"sense":"Reverse"},"id":58,"loop_ref":14,"next":59,"prev":57,"to":23,"twin":140,"wire_ref":null},{"edge":37,"face":14,"from":23,"geometry_use":{"pcurve":59,"periodic_lift":[0,0],"sense":"Reverse"},"id":59,"loop_ref":14,"next":56,"prev":58,"to":21,"twin":60,"wire_ref":null},{"edge":37,"face":15,"from":21,"geometry_use":{"pcurve":60,"periodic_lift":[0,0],"sense":"Forward"},"id":60,"loop_ref":15,"next":61,"prev":63,"to":23,"twin":59,"wire_ref":null},{"edge":38,"face":15,"from":23,"geometry_use":{"pcurve":61,"periodic_lift":[0,0],"sense":"Reverse"},"id":61,"loop_ref":15,"next":62,"prev":60,"to":16,"twin":147,"wire_ref":null},{"edge":24,"face":15,"from":16,"geometry_use":{"pcurve":62,"periodic_lift":[0,0],"sense":"Reverse"},"id":62,"loop_ref":15,"next":63,"prev":61,"to":15,"twin":36,"wire_ref":null},{"edge":34,"face":15,"from":15,"geometry_use":{"pcurve":63,"periodic_lift":[0,0],"sense":"Forward"},"id":63,"loop_ref":15,"next":60,"prev":62,"to":21,"twin":54,"wire_ref":null},{"edge":39,"face":16,"from":17,"geometry_use":{"pcurve":64,"periodic_lift":[0,0],"sense":"Forward"},"id":64,"loop_ref":16,"next":65,"prev":67,"to":24,"twin":74,"wire_ref":null},{"edge":40,"face":16,"from":24,"geometry_use":{"pcurve":65,"periodic_lift":[0,0],"sense":"Reverse"},"id":65,"loop_ref":16,"next":66,"prev":64,"to":20,"twin":68,"wire_ref":null},{"edge":32,"face":16,"from":20,"geometry_use":{"pcurve":66,"periodic_lift":[0,0],"sense":"Reverse"},"id":66,"loop_ref":16,"next":67,"prev":65,"to":14,"twin":52,"wire_ref":null},{"edge":27,"face":16,"from":14,"geometry_use":{"pcurve":67,"periodic_lift":[0,0],"sense":"Forward"},"id":67,"loop_ref":16,"next":64,"prev":66,"to":17,"twin":41,"wire_ref":null},{"edge":40,"face":17,"from":20,"geometry_use":{"pcurve":68,"periodic_lift":[0,0],"sense":"Forward"},"id":68,"loop_ref":17,"next":69,"prev":71,"to":24,"twin":65,"wire_ref":null},{"edge":41,"face":17,"from":24,"geometry_use":{"pcurve":69,"periodic_lift":[0,0],"sense":"Forward"},"id":69,"loop_ref":17,"next":70,"prev":68,"to":25,"twin":79,"wire_ref":null},{"edge":42,"face":17,"from":25,"geometry_use":{"pcurve":70,"periodic_lift":[0,0],"sense":"Reverse"},"id":70,"loop_ref":17,"next":71,"prev":69,"to":22,"twin":152,"wire_ref":null},{"edge":35,"face":17,"from":22,"geometry_use":{"pcurve":71,"periodic_lift":[0,0],"sense":"Reverse"},"id":71,"loop_ref":17,"next":68,"prev":70,"to":20,"twin":57,"wire_ref":null},{"edge":43,"face":18,"from":18,"geometry_use":{"pcurve":72,"periodic_lift":[0,0],"sense":"Forward"},"id":72,"loop_ref":18,"next":73,"prev":75,"to":26,"twin":83,"wire_ref":null},{"edge":44,"face":18,"from":26,"geometry_use":{"pcurve":73,"periodic_lift":[0,0],"sense":"Reverse"},"id":73,"loop_ref":18,"next":74,"prev":72,"to":24,"twin":76,"wire_ref":null},{"edge":39,"face":18,"from":24,"geometry_use":{"pcurve":74,"periodic_lift":[0,0],"sense":"Reverse"},"id":74,"loop_ref":18,"next":75,"prev":73,"to":17,"twin":64,"wire_ref":null},{"edge":29,"face":18,"from":17,"geometry_use":{"pcurve":75,"periodic_lift":[0,0],"sense":"Forward"},"id":75,"loop_ref":18,"next":72,"prev":74,"to":18,"twin":45,"wire_ref":null},{"edge":44,"face":19,"from":24,"geometry_use":{"pcurve":76,"periodic_lift":[0,0],"sense":"Forward"},"id":76,"loop_ref":19,"next":77,"prev":79,"to":26,"twin":73,"wire_ref":null},{"edge":45,"face":19,"from":26,"geometry_use":{"pcurve":77,"periodic_lift":[0,0],"sense":"Forward"},"id":77,"loop_ref":19,"next":78,"prev":76,"to":27,"twin":82,"wire_ref":null},{"edge":46,"face":19,"from":27,"geometry_use":{"pcurve":78,"periodic_lift":[0,0],"sense":"Reverse"},"id":78,"loop_ref":19,"next":79,"prev":77,"to":25,"twin":160,"wire_ref":null},{"edge":41,"face":19,"from":25,"geometry_use":{"pcurve":79,"periodic_lift":[0,0],"sense":"Reverse"},"id":79,"loop_ref":19,"next":76,"prev":78,"to":24,"twin":69,"wire_ref":null},{"edge":31,"face":20,"from":18,"geometry_use":{"pcurve":80,"periodic_lift":[0,0],"sense":"Forward"},"id":80,"loop_ref":20,"next":81,"prev":83,"to":19,"twin":50,"wire_ref":null},{"edge":47,"face":20,"from":19,"geometry_use":{"pcurve":81,"periodic_lift":[0,0],"sense":"Forward"},"id":81,"loop_ref":20,"next":82,"prev":80,"to":27,"twin":167,"wire_ref":null},{"edge":45,"face":20,"from":27,"geometry_use":{"pcurve":82,"periodic_lift":[0,0],"sense":"Reverse"},"id":82,"loop_ref":20,"next":83,"prev":81,"to":26,"twin":77,"wire_ref":null},{"edge":43,"face":20,"from":26,"geometry_use":{"pcurve":83,"periodic_lift":[0,0],"sense":"Reverse"},"id":83,"loop_ref":20,"next":80,"prev":82,"to":18,"twin":72,"wire_ref":null},{"edge":48,"face":21,"from":28,"geometry_use":{"pcurve":84,"periodic_lift":[0,0],"sense":"Forward"},"id":84,"loop_ref":21,"next":85,"prev":87,"to":29,"twin":93,"wire_ref":null},{"edge":49,"face":21,"from":29,"geometry_use":{"pcurve":85,"periodic_lift":[0,0],"sense":"Forward"},"id":85,"loop_ref":21,"next":86,"prev":84,"to":30,"twin":119,"wire_ref":null},{"edge":50,"face":21,"from":30,"geometry_use":{"pcurve":86,"periodic_lift":[0,0],"sense":"Reverse"},"id":86,"loop_ref":21,"next":87,"prev":85,"to":31,"twin":96,"wire_ref":null},{"edge":51,"face":21,"from":31,"geometry_use":{"pcurve":87,"periodic_lift":[0,0],"sense":"Reverse"},"id":87,"loop_ref":21,"next":84,"prev":86,"to":28,"twin":88,"wire_ref":null},{"edge":51,"face":22,"from":28,"geometry_use":{"pcurve":88,"periodic_lift":[0,0],"sense":"Forward"},"id":88,"loop_ref":22,"next":89,"prev":91,"to":31,"twin":87,"wire_ref":null},{"edge":52,"face":22,"from":31,"geometry_use":{"pcurve":89,"periodic_lift":[0,0],"sense":"Reverse"},"id":89,"loop_ref":22,"next":90,"prev":88,"to":5,"twin":103,"wire_ref":null},{"edge":4,"face":22,"from":5,"geometry_use":{"pcurve":90,"periodic_lift":[0,0],"sense":"Reverse"},"id":90,"loop_ref":22,"next":91,"prev":89,"to":4,"twin":4,"wire_ref":null},{"edge":53,"face":22,"from":4,"geometry_use":{"pcurve":91,"periodic_lift":[0,0],"sense":"Forward"},"id":91,"loop_ref":22,"next":88,"prev":90,"to":28,"twin":94,"wire_ref":null},{"edge":54,"face":23,"from":6,"geometry_use":{"pcurve":92,"periodic_lift":[0,0],"sense":"Forward"},"id":92,"loop_ref":23,"next":93,"prev":95,"to":29,"twin":122,"wire_ref":null},{"edge":48,"face":23,"from":29,"geometry_use":{"pcurve":93,"periodic_lift":[0,0],"sense":"Reverse"},"id":93,"loop_ref":23,"next":94,"prev":92,"to":28,"twin":84,"wire_ref":null},{"edge":53,"face":23,"from":28,"geometry_use":{"pcurve":94,"periodic_lift":[0,0],"sense":"Reverse"},"id":94,"loop_ref":23,"next":95,"prev":93,"to":4,"twin":91,"wire_ref":null},{"edge":8,"face":23,"from":4,"geometry_use":{"pcurve":95,"periodic_lift":[0,0],"sense":"Forward"},"id":95,"loop_ref":23,"next":92,"prev":94,"to":6,"twin":9,"wire_ref":null},{"edge":50,"face":24,"from":31,"geometry_use":{"pcurve":96,"periodic_lift":[0,0],"sense":"Forward"},"id":96,"loop_ref":24,"next":97,"prev":99,"to":30,"twin":86,"wire_ref":null},{"edge":55,"face":24,"from":30,"geometry_use":{"pcurve":97,"periodic_lift":[0,0],"sense":"Forward"},"id":97,"loop_ref":24,"next":98,"prev":96,"to":32,"twin":127,"wire_ref":null},{"edge":56,"face":24,"from":32,"geometry_use":{"pcurve":98,"periodic_lift":[0,0],"sense":"Reverse"},"id":98,"loop_ref":24,"next":99,"prev":97,"to":33,"twin":104,"wire_ref":null},{"edge":57,"face":24,"from":33,"geometry_use":{"pcurve":99,"periodic_lift":[0,0],"sense":"Reverse"},"id":99,"loop_ref":24,"next":96,"prev":98,"to":31,"twin":100,"wire_ref":null},{"edge":57,"face":25,"from":31,"geometry_use":{"pcurve":100,"periodic_lift":[0,0],"sense":"Forward"},"id":100,"loop_ref":25,"next":101,"prev":103,"to":33,"twin":99,"wire_ref":null},{"edge":58,"face":25,"from":33,"geometry_use":{"pcurve":101,"periodic_lift":[0,0],"sense":"Reverse"},"id":101,"loop_ref":25,"next":102,"prev":100,"to":9,"twin":111,"wire_ref":null},{"edge":12,"face":25,"from":9,"geometry_use":{"pcurve":102,"periodic_lift":[0,0],"sense":"Reverse"},"id":102,"loop_ref":25,"next":103,"prev":101,"to":5,"twin":16,"wire_ref":null},{"edge":52,"face":25,"from":5,"geometry_use":{"pcurve":103,"periodic_lift":[0,0],"sense":"Forward"},"id":103,"loop_ref":25,"next":100,"prev":102,"to":31,"twin":89,"wire_ref":null},{"edge":56,"face":26,"from":33,"geometry_use":{"pcurve":104,"periodic_lift":[0,0],"sense":"Forward"},"id":104,"loop_ref":26,"next":105,"prev":107,"to":32,"twin":98,"wire_ref":null},{"edge":59,"face":26,"from":32,"geometry_use":{"pcurve":105,"periodic_lift":[0,0],"sense":"Forward"},"id":105,"loop_ref":26,"next":106,"prev":104,"to":34,"twin":131,"wire_ref":null},{"edge":60,"face":26,"from":34,"geometry_use":{"pcurve":106,"periodic_lift":[0,0],"sense":"Reverse"},"id":106,"loop_ref":26,"next":107,"prev":105,"to":35,"twin":113,"wire_ref":null},{"edge":61,"face":26,"from":35,"geometry_use":{"pcurve":107,"periodic_lift":[0,0],"sense":"Reverse"},"id":107,"loop_ref":26,"next":104,"prev":106,"to":33,"twin":108,"wire_ref":null},{"edge":61,"face":27,"from":33,"geometry_use":{"pcurve":108,"periodic_lift":[0,0],"sense":"Forward"},"id":108,"loop_ref":27,"next":109,"prev":111,"to":35,"twin":107,"wire_ref":null},{"edge":62,"face":27,"from":35,"geometry_use":{"pcurve":109,"periodic_lift":[0,0],"sense":"Reverse"},"id":109,"loop_ref":27,"next":110,"prev":108,"to":12,"twin":112,"wire_ref":null},{"edge":17,"face":27,"from":12,"geometry_use":{"pcurve":110,"periodic_lift":[0,0],"sense":"Reverse"},"id":110,"loop_ref":27,"next":111,"prev":109,"to":9,"twin":24,"wire_ref":null},{"edge":58,"face":27,"from":9,"geometry_use":{"pcurve":111,"periodic_lift":[0,0],"sense":"Forward"},"id":111,"loop_ref":27,"next":108,"prev":110,"to":33,"twin":101,"wire_ref":null},{"edge":62,"face":28,"from":12,"geometry_use":{"pcurve":112,"periodic_lift":[0,0],"sense":"Forward"},"id":112,"loop_ref":28,"next":113,"prev":115,"to":35,"twin":109,"wire_ref":null},{"edge":60,"face":28,"from":35,"geometry_use":{"pcurve":113,"periodic_lift":[0,0],"sense":"Forward"},"id":113,"loop_ref":28,"next":114,"prev":112,"to":34,"twin":106,"wire_ref":null},{"edge":63,"face":28,"from":34,"geometry_use":{"pcurve":114,"periodic_lift":[0,0],"sense":"Reverse"},"id":114,"loop_ref":28,"next":115,"prev":113,"to":13,"twin":132,"wire_ref":null},{"edge":19,"face":28,"from":13,"geometry_use":{"pcurve":115,"periodic_lift":[0,0],"sense":"Reverse"},"id":115,"loop_ref":28,"next":112,"prev":114,"to":12,"twin":29,"wire_ref":null},{"edge":64,"face":29,"from":29,"geometry_use":{"pcurve":116,"periodic_lift":[0,0],"sense":"Forward"},"id":116,"loop_ref":29,"next":117,"prev":119,"to":36,"twin":121,"wire_ref":null},{"edge":65,"face":29,"from":36,"geometry_use":{"pcurve":117,"periodic_lift":[0,0],"sense":"Forward"},"id":117,"loop_ref":29,"next":118,"prev":116,"to":37,"twin":139,"wire_ref":null},{"edge":66,"face":29,"from":37,"geometry_use":{"pcurve":118,"periodic_lift":[0,0],"sense":"Reverse"},"id":118,"loop_ref":29,"next":119,"prev":117,"to":30,"twin":124,"wire_ref":null},{"edge":49,"face":29,"from":30,"geometry_use":{"pcurve":119,"periodic_lift":[0,0],"sense":"Reverse"},"id":119,"loop_ref":29,"next":116,"prev":118,"to":29,"twin":85,"wire_ref":null},{"edge":67,"face":30,"from":16,"geometry_use":{"pcurve":120,"periodic_lift":[0,0],"sense":"Forward"},"id":120,"loop_ref":30,"next":121,"prev":123,"to":36,"twin":146,"wire_ref":null},{"edge":64,"face":30,"from":36,"geometry_use":{"pcurve":121,"periodic_lift":[0,0],"sense":"Reverse"},"id":121,"loop_ref":30,"next":122,"prev":120,"to":29,"twin":116,"wire_ref":null},{"edge":54,"face":30,"from":29,"geometry_use":{"pcurve":122,"periodic_lift":[0,0],"sense":"Reverse"},"id":122,"loop_ref":30,"next":123,"prev":121,"to":6,"twin":92,"wire_ref":null},{"edge":25,"face":30,"from":6,"geometry_use":{"pcurve":123,"periodic_lift":[0,0],"sense":"Forward"},"id":123,"loop_ref":30,"next":120,"prev":122,"to":16,"twin":37,"wire_ref":null},{"edge":66,"face":31,"from":30,"geometry_use":{"pcurve":124,"periodic_lift":[0,0],"sense":"Forward"},"id":124,"loop_ref":31,"next":125,"prev":127,"to":37,"twin":118,"wire_ref":null},{"edge":68,"face":31,"from":37,"geometry_use":{"pcurve":125,"periodic_lift":[0,0],"sense":"Forward"},"id":125,"loop_ref":31,"next":126,"prev":124,"to":38,"twin":151,"wire_ref":null},{"edge":69,"face":31,"from":38,"geometry_use":{"pcurve":126,"periodic_lift":[0,0],"sense":"Reverse"},"id":126,"loop_ref":31,"next":127,"prev":125,"to":32,"twin":128,"wire_ref":null},{"edge":55,"face":31,"from":32,"geometry_use":{"pcurve":127,"periodic_lift":[0,0],"sense":"Reverse"},"id":127,"loop_ref":31,"next":124,"prev":126,"to":30,"twin":97,"wire_ref":null},{"edge":69,"face":32,"from":32,"geometry_use":{"pcurve":128,"periodic_lift":[0,0],"sense":"Forward"},"id":128,"loop_ref":32,"next":129,"prev":131,"to":38,"twin":126,"wire_ref":null},{"edge":70,"face":32,"from":38,"geometry_use":{"pcurve":129,"periodic_lift":[0,0],"sense":"Forward"},"id":129,"loop_ref":32,"next":130,"prev":128,"to":39,"twin":159,"wire_ref":null},{"edge":71,"face":32,"from":39,"geometry_use":{"pcurve":130,"periodic_lift":[0,0],"sense":"Reverse"},"id":130,"loop_ref":32,"next":131,"prev":129,"to":34,"twin":133,"wire_ref":null},{"edge":59,"face":32,"from":34,"geometry_use":{"pcurve":131,"periodic_lift":[0,0],"sense":"Reverse"},"id":131,"loop_ref":32,"next":128,"prev":130,"to":32,"twin":105,"wire_ref":null},{"edge":63,"face":33,"from":13,"geometry_use":{"pcurve":132,"periodic_lift":[0,0],"sense":"Forward"},"id":132,"loop_ref":33,"next":133,"prev":135,"to":34,"twin":114,"wire_ref":null},{"edge":71,"face":33,"from":34,"geometry_use":{"pcurve":133,"periodic_lift":[0,0],"sense":"Forward"},"id":133,"loop_ref":33,"next":134,"prev":132,"to":39,"twin":130,"wire_ref":null},{"edge":72,"face":33,"from":39,"geometry_use":{"pcurve":134,"periodic_lift":[0,0],"sense":"Reverse"},"id":134,"loop_ref":33,"next":135,"prev":133,"to":19,"twin":164,"wire_ref":null},{"edge":30,"face":33,"from":19,"geometry_use":{"pcurve":135,"periodic_lift":[0,0],"sense":"Reverse"},"id":135,"loop_ref":33,"next":132,"prev":134,"to":13,"twin":49,"wire_ref":null},{"edge":73,"face":34,"from":36,"geometry_use":{"pcurve":136,"periodic_lift":[0,0],"sense":"Forward"},"id":136,"loop_ref":34,"next":137,"prev":139,"to":40,"twin":145,"wire_ref":null},{"edge":74,"face":34,"from":40,"geometry_use":{"pcurve":137,"periodic_lift":[0,0],"sense":"Forward"},"id":137,"loop_ref":34,"next":138,"prev":136,"to":41,"twin":142,"wire_ref":null},{"edge":75,"face":34,"from":41,"geometry_use":{"pcurve":138,"periodic_lift":[0,0],"sense":"Reverse"},"id":138,"loop_ref":34,"next":139,"prev":137,"to":37,"twin":148,"wire_ref":null},{"edge":65,"face":34,"from":37,"geometry_use":{"pcurve":139,"periodic_lift":[0,0],"sense":"Reverse"},"id":139,"loop_ref":34,"next":136,"prev":138,"to":36,"twin":117,"wire_ref":null},{"edge":36,"face":35,"from":23,"geometry_use":{"pcurve":140,"periodic_lift":[0,0],"sense":"Forward"},"id":140,"loop_ref":35,"next":141,"prev":143,"to":22,"twin":58,"wire_ref":null},{"edge":76,"face":35,"from":22,"geometry_use":{"pcurve":141,"periodic_lift":[0,0],"sense":"Forward"},"id":141,"loop_ref":35,"next":142,"prev":140,"to":41,"twin":155,"wire_ref":null},{"edge":74,"face":35,"from":41,"geometry_use":{"pcurve":142,"periodic_lift":[0,0],"sense":"Reverse"},"id":142,"loop_ref":35,"next":143,"prev":141,"to":40,"twin":137,"wire_ref":null},{"edge":77,"face":35,"from":40,"geometry_use":{"pcurve":143,"periodic_lift":[0,0],"sense":"Reverse"},"id":143,"loop_ref":35,"next":140,"prev":142,"to":23,"twin":144,"wire_ref":null},{"edge":77,"face":36,"from":23,"geometry_use":{"pcurve":144,"periodic_lift":[0,0],"sense":"Forward"},"id":144,"loop_ref":36,"next":145,"prev":147,"to":40,"twin":143,"wire_ref":null},{"edge":73,"face":36,"from":40,"geometry_use":{"pcurve":145,"periodic_lift":[0,0],"sense":"Reverse"},"id":145,"loop_ref":36,"next":146,"prev":144,"to":36,"twin":136,"wire_ref":null},{"edge":67,"face":36,"from":36,"geometry_use":{"pcurve":146,"periodic_lift":[0,0],"sense":"Reverse"},"id":146,"loop_ref":36,"next":147,"prev":145,"to":16,"twin":120,"wire_ref":null},{"edge":38,"face":36,"from":16,"geometry_use":{"pcurve":147,"periodic_lift":[0,0],"sense":"Forward"},"id":147,"loop_ref":36,"next":144,"prev":146,"to":23,"twin":61,"wire_ref":null},{"edge":75,"face":37,"from":37,"geometry_use":{"pcurve":148,"periodic_lift":[0,0],"sense":"Forward"},"id":148,"loop_ref":37,"next":149,"prev":151,"to":41,"twin":138,"wire_ref":null},{"edge":78,"face":37,"from":41,"geometry_use":{"pcurve":149,"periodic_lift":[0,0],"sense":"Forward"},"id":149,"loop_ref":37,"next":150,"prev":148,"to":42,"twin":154,"wire_ref":null},{"edge":79,"face":37,"from":42,"geometry_use":{"pcurve":150,"periodic_lift":[0,0],"sense":"Reverse"},"id":150,"loop_ref":37,"next":151,"prev":149,"to":38,"twin":156,"wire_ref":null},{"edge":68,"face":37,"from":38,"geometry_use":{"pcurve":151,"periodic_lift":[0,0],"sense":"Reverse"},"id":151,"loop_ref":37,"next":148,"prev":150,"to":37,"twin":125,"wire_ref":null},{"edge":42,"face":38,"from":22,"geometry_use":{"pcurve":152,"periodic_lift":[0,0],"sense":"Forward"},"id":152,"loop_ref":38,"next":153,"prev":155,"to":25,"twin":70,"wire_ref":null},{"edge":80,"face":38,"from":25,"geometry_use":{"pcurve":153,"periodic_lift":[0,0],"sense":"Forward"},"id":153,"loop_ref":38,"next":154,"prev":152,"to":42,"twin":163,"wire_ref":null},{"edge":78,"face":38,"from":42,"geometry_use":{"pcurve":154,"periodic_lift":[0,0],"sense":"Reverse"},"id":154,"loop_ref":38,"next":155,"prev":153,"to":41,"twin":149,"wire_ref":null},{"edge":76,"face":38,"from":41,"geometry_use":{"pcurve":155,"periodic_lift":[0,0],"sense":"Reverse"},"id":155,"loop_ref":38,"next":152,"prev":154,"to":22,"twin":141,"wire_ref":null},{"edge":79,"face":39,"from":38,"geometry_use":{"pcurve":156,"periodic_lift":[0,0],"sense":"Forward"},"id":156,"loop_ref":39,"next":157,"prev":159,"to":42,"twin":150,"wire_ref":null},{"edge":81,"face":39,"from":42,"geometry_use":{"pcurve":157,"periodic_lift":[0,0],"sense":"Forward"},"id":157,"loop_ref":39,"next":158,"prev":156,"to":43,"twin":162,"wire_ref":null},{"edge":82,"face":39,"from":43,"geometry_use":{"pcurve":158,"periodic_lift":[0,0],"sense":"Reverse"},"id":158,"loop_ref":39,"next":159,"prev":157,"to":39,"twin":165,"wire_ref":null},{"edge":70,"face":39,"from":39,"geometry_use":{"pcurve":159,"periodic_lift":[0,0],"sense":"Reverse"},"id":159,"loop_ref":39,"next":156,"prev":158,"to":38,"twin":129,"wire_ref":null},{"edge":46,"face":40,"from":25,"geometry_use":{"pcurve":160,"periodic_lift":[0,0],"sense":"Forward"},"id":160,"loop_ref":40,"next":161,"prev":163,"to":27,"twin":78,"wire_ref":null},{"edge":83,"face":40,"from":27,"geometry_use":{"pcurve":161,"periodic_lift":[0,0],"sense":"Forward"},"id":161,"loop_ref":40,"next":162,"prev":160,"to":43,"twin":166,"wire_ref":null},{"edge":81,"face":40,"from":43,"geometry_use":{"pcurve":162,"periodic_lift":[0,0],"sense":"Reverse"},"id":162,"loop_ref":40,"next":163,"prev":161,"to":42,"twin":157,"wire_ref":null},{"edge":80,"face":40,"from":42,"geometry_use":{"pcurve":163,"periodic_lift":[0,0],"sense":"Reverse"},"id":163,"loop_ref":40,"next":160,"prev":162,"to":25,"twin":153,"wire_ref":null},{"edge":72,"face":41,"from":19,"geometry_use":{"pcurve":164,"periodic_lift":[0,0],"sense":"Forward"},"id":164,"loop_ref":41,"next":165,"prev":167,"to":39,"twin":134,"wire_ref":null},{"edge":82,"face":41,"from":39,"geometry_use":{"pcurve":165,"periodic_lift":[0,0],"sense":"Forward"},"id":165,"loop_ref":41,"next":166,"prev":164,"to":43,"twin":158,"wire_ref":null},{"edge":83,"face":41,"from":43,"geometry_use":{"pcurve":166,"periodic_lift":[0,0],"sense":"Reverse"},"id":166,"loop_ref":41,"next":167,"prev":165,"to":27,"twin":161,"wire_ref":null},{"edge":47,"face":41,"from":27,"geometry_use":{"pcurve":167,"periodic_lift":[0,0],"sense":"Reverse"},"id":167,"loop_ref":41,"next":164,"prev":166,"to":19,"twin":81,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20},{"face_ref":6,"id":6,"is_hole":false,"start_halfedge":24},{"face_ref":7,"id":7,"is_hole":false,"start_halfedge":28},{"face_ref":8,"id":8,"is_hole":false,"start_halfedge":32},{"face_ref":9,"id":9,"is_hole":false,"start_halfedge":36},{"face_ref":10,"id":10,"is_hole":false,"start_halfedge":40},{"face_ref":11,"id":11,"is_hole":false,"start_halfedge":44},{"face_ref":12,"id":12,"is_hole":false,"start_halfedge":48},{"face_ref":13,"id":13,"is_hole":false,"start_halfedge":52},{"face_ref":14,"id":14,"is_hole":false,"start_halfedge":56},{"face_ref":15,"id":15,"is_hole":false,"start_halfedge":60},{"face_ref":16,"id":16,"is_hole":false,"start_halfedge":64},{"face_ref":17,"id":17,"is_hole":false,"start_halfedge":68},{"face_ref":18,"id":18,"is_hole":false,"start_halfedge":72},{"face_ref":19,"id":19,"is_hole":false,"start_halfedge":76},{"face_ref":20,"id":20,"is_hole":false,"start_halfedge":80},{"face_ref":21,"id":21,"is_hole":false,"start_halfedge":84},{"face_ref":22,"id":22,"is_hole":false,"start_halfedge":88},{"face_ref":23,"id":23,"is_hole":false,"start_halfedge":92},{"face_ref":24,"id":24,"is_hole":false,"start_halfedge":96},{"face_ref":25,"id":25,"is_hole":false,"start_halfedge":100},{"face_ref":26,"id":26,"is_hole":false,"start_halfedge":104},{"face_ref":27,"id":27,"is_hole":false,"start_halfedge":108},{"face_ref":28,"id":28,"is_hole":false,"start_halfedge":112},{"face_ref":29,"id":29,"is_hole":false,"start_halfedge":116},{"face_ref":30,"id":30,"is_hole":false,"start_halfedge":120},{"face_ref":31,"id":31,"is_hole":false,"start_halfedge":124},{"face_ref":32,"id":32,"is_hole":false,"start_halfedge":128},{"face_ref":33,"id":33,"is_hole":false,"start_halfedge":132},{"face_ref":34,"id":34,"is_hole":false,"start_halfedge":136},{"face_ref":35,"id":35,"is_hole":false,"start_halfedge":140},{"face_ref":36,"id":36,"is_hole":false,"start_halfedge":144},{"face_ref":37,"id":37,"is_hole":false,"start_halfedge":148},{"face_ref":38,"id":38,"is_hole":false,"start_halfedge":152},{"face_ref":39,"id":39,"is_hole":false,"start_halfedge":156},{"face_ref":40,"id":40,"is_hole":false,"start_halfedge":160},{"face_ref":41,"id":41,"is_hole":false,"start_halfedge":164}],"shells":[{"faces":[0,3,8,2,1,5,10,4,13,9,23,22,7,11,6,16,25,14,15,30,21,28,12,18,27,17,24,35,36,29,26,33,20,19,38,31,34,32,41,40,37,39],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[0.0,0.5,0.0],"tolerance":1e-8},{"id":1,"outgoing_halfedge":1,"position":[0.0,0.5,-0.5],"tolerance":1e-8},{"id":2,"outgoing_halfedge":2,"position":[0.0,0.0,-0.5],"tolerance":1e-8},{"id":3,"outgoing_halfedge":3,"position":[0.0,0.0,0.0],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[1.0,0.0,0.0],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[1.0,0.5,0.0],"tolerance":1e-8},{"id":6,"outgoing_halfedge":9,"position":[1.0,0.0,-0.5],"tolerance":1e-8},{"id":7,"outgoing_halfedge":12,"position":[0.0,2.5,0.0],"tolerance":1e-8},{"id":8,"outgoing_halfedge":13,"position":[0.0,2.5,-0.5],"tolerance":1e-8},{"id":9,"outgoing_halfedge":17,"position":[1.0,2.5,0.0],"tolerance":1e-8},{"id":10,"outgoing_halfedge":20,"position":[0.0,3.0,0.0],"tolerance":1e-8},{"id":11,"outgoing_halfedge":21,"position":[0.0,3.0,-0.5],"tolerance":1e-8},{"id":12,"outgoing_halfedge":25,"position":[1.0,3.0,0.0],"tolerance":1e-8},{"id":13,"outgoing_halfedge":30,"position":[1.0,3.0,-0.5],"tolerance":1e-8},{"id":14,"outgoing_halfedge":33,"position":[0.0,0.5,-2.5],"tolerance":1e-8},{"id":15,"outgoing_halfedge":34,"position":[0.0,0.0,-2.5],"tolerance":1e-8},{"id":16,"outgoing_halfedge":37,"position":[1.0,0.0,-2.5],"tolerance":1e-8},{"id":17,"outgoing_halfedge":41,"position":[0.0,2.5,-2.5],"tolerance":1e-8},{"id":18,"outgoing_halfedge":45,"position":[0.0,3.0,-2.5],"tolerance":1e-8},{"id":19,"outgoing_halfedge":50,"position":[1.0,3.0,-2.5],"tolerance":1e-8},{"id":20,"outgoing_halfedge":53,"position":[0.0,0.5,-3.0],"tolerance":1e-8},{"id":21,"outgoing_halfedge":54,"position":[0.0,0.0,-3.0],"tolerance":1e-8},{"id":22,"outgoing_halfedge":58,"position":[1.0,0.5,-3.0],"tolerance":1e-8},{"id":23,"outgoing_halfedge":59,"position":[1.0,0.0,-3.0],"tolerance":1e-8},{"id":24,"outgoing_halfedge":65,"position":[0.0,2.5,-3.0],"tolerance":1e-8},{"id":25,"outgoing_halfedge":70,"position":[1.0,2.5,-3.0],"tolerance":1e-8},{"id":26,"outgoing_halfedge":73,"position":[0.0,3.0,-3.0],"tolerance":1e-8},{"id":27,"outgoing_halfedge":78,"position":[1.0,3.0,-3.0],"tolerance":1e-8},{"id":28,"outgoing_halfedge":84,"position":[3.0,0.0,0.0],"tolerance":1e-8},{"id":29,"outgoing_halfedge":85,"position":[3.0,0.0,-0.5],"tolerance":1e-8},{"id":30,"outgoing_halfedge":86,"position":[3.0,0.5,-0.5],"tolerance":1e-8},{"id":31,"outgoing_halfedge":87,"position":[3.0,0.5,0.0],"tolerance":1e-8},{"id":32,"outgoing_halfedge":98,"position":[3.0,2.5,-0.5],"tolerance":1e-8},{"id":33,"outgoing_halfedge":99,"position":[3.0,2.5,0.0],"tolerance":1e-8},{"id":34,"outgoing_halfedge":106,"position":[3.0,3.0,-0.5],"tolerance":1e-8},{"id":35,"outgoing_halfedge":107,"position":[3.0,3.0,0.0],"tolerance":1e-8},{"id":36,"outgoing_halfedge":117,"position":[3.0,0.0,-2.5],"tolerance":1e-8},{"id":37,"outgoing_halfedge":118,"position":[3.0,0.5,-2.5],"tolerance":1e-8},{"id":38,"outgoing_halfedge":126,"position":[3.0,2.5,-2.5],"tolerance":1e-8},{"id":39,"outgoing_halfedge":130,"position":[3.0,3.0,-2.5],"tolerance":1e-8},{"id":40,"outgoing_halfedge":137,"position":[3.0,0.0,-3.0],"tolerance":1e-8},{"id":41,"outgoing_halfedge":138,"position":[3.0,0.5,-3.0],"tolerance":1e-8},{"id":42,"outgoing_halfedge":150,"position":[3.0,2.5,-3.0],"tolerance":1e-8},{"id":43,"outgoing_halfedge":158,"position":[3.0,3.0,-3.0],"tolerance":1e-8}],"wires":[]}}}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/boolean-matrix/cone-contained.json b/main/opengeometry/tests/fixtures/cases/boolean-matrix/cone-contained.json
new file mode 100644
index 0000000..3af03ed
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/boolean-matrix/cone-contained.json
@@ -0,0 +1 @@
+{"a":{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Circle","radius":1.0},{"direction":[0.31622776601683794,-0.9486832980505138,0.0],"kind":"Line","origin":[0.0,3.0,0.0]}],"intersections":[],"pcurves":[{"direction":[6.283185307179586,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,0.9486832980505138],"kind":"Line2","origin":[6.283185307179586,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,0.9486832980505138],"kind":"Line2","origin":[0.0,0.0]},{"axis_a":[1.0,0.0],"axis_b":[0.0,1.0],"kind":"Conic2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Cone","semi_angle":0.3217505543966422},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"}]},"id":"matrix-cone-host","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":true,"geometry":{"kind":"Collapsed","vertex":0},"halfedge":0,"id":0,"tolerance":1e-8,"twin_halfedge":null},{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":2,"id":1,"tolerance":1e-8,"twin_halfedge":4},{"chart_seam":true,"geometry":{"curve":1,"kind":"Curve","range":{"hi":3.1622776601683795,"lo":0.0}},"halfedge":1,"id":2,"tolerance":1e-8,"twin_halfedge":3}],"faces":[{"id":0,"key":"lateral","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-cone-host","entity":"matrix-cone-host","face":0,"key":"lateral"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":6.283185307179586,"lo":0.0},{"hi":3.0,"lo":0.0}]}},{"id":1,"key":"upper_cap","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-cone-host","entity":"matrix-cone-host","face":1,"key":"upper_cap"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":1.0,"lo":-1.0},{"hi":1.0,"lo":-1.0}]}}],"halfedges":[{"edge":0,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":0,"twin":null,"wire_ref":null},{"edge":2,"face":0,"from":0,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":1,"twin":3,"wire_ref":null},{"edge":1,"face":0,"from":1,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":4,"wire_ref":null},{"edge":2,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":1,"wire_ref":null},{"edge":1,"face":1,"from":1,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":4,"prev":4,"to":1,"twin":2,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4}],"shells":[{"faces":[0,1],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[0.0,3.0,0.0],"tolerance":1e-8},{"id":1,"outgoing_halfedge":2,"position":[1.0,0.0,0.0],"tolerance":1e-8}],"wires":[]}},"b":{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"frame":{"origin":[0.0,0.5,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Circle","radius":0.2},{"direction":[0.19611613513818402,-0.9805806756909201,0.0],"kind":"Line","origin":[0.0,1.5,0.0]}],"intersections":[],"pcurves":[{"direction":[6.283185307179586,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,0.9805806756909201],"kind":"Line2","origin":[6.283185307179586,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.0]},{"direction":[0.0,0.9805806756909201],"kind":"Line2","origin":[0.0,0.0]},{"axis_a":[0.2,0.0],"axis_b":[0.0,0.2],"kind":"Conic2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,1.5,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Cone","semi_angle":0.19739555984988078},{"frame":{"origin":[0.0,0.5,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"}]},"id":"matrix-cone-inner","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":true,"geometry":{"kind":"Collapsed","vertex":0},"halfedge":0,"id":0,"tolerance":1e-8,"twin_halfedge":null},{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":2,"id":1,"tolerance":1e-8,"twin_halfedge":4},{"chart_seam":true,"geometry":{"curve":1,"kind":"Curve","range":{"hi":1.019803902718557,"lo":0.0}},"halfedge":1,"id":2,"tolerance":1e-8,"twin_halfedge":3}],"faces":[{"id":0,"key":"lateral","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-cone-inner","entity":"matrix-cone-inner","face":0,"key":"lateral"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":6.283185307179586,"lo":0.0},{"hi":1.0,"lo":0.0}]}},{"id":1,"key":"upper_cap","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-cone-inner","entity":"matrix-cone-inner","face":1,"key":"upper_cap"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.2,"lo":-0.2},{"hi":0.2,"lo":-0.2}]}}],"halfedges":[{"edge":0,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":0,"twin":null,"wire_ref":null},{"edge":2,"face":0,"from":0,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":1,"twin":3,"wire_ref":null},{"edge":1,"face":0,"from":1,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":4,"wire_ref":null},{"edge":2,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":1,"wire_ref":null},{"edge":1,"face":1,"from":1,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":4,"prev":4,"to":1,"twin":2,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4}],"shells":[{"faces":[0,1],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[0.0,1.5,0.0],"tolerance":1e-8},{"id":1,"outgoing_halfedge":2,"position":[0.2,0.5,0.0],"tolerance":1e-8}],"wires":[]}},"handlers":["conic_containment_boolean"],"operation":"subtraction","result":{"brep":{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Circle","radius":1.0},{"direction":[0.31622776601683794,-0.9486832980505138,0.0],"kind":"Line","origin":[0.0,3.0,0.0]},{"frame":{"origin":[0.0,0.5,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Circle","radius":0.2},{"direction":[0.19611613513818402,-0.9805806756909201,0.0],"kind":"Line","origin":[0.0,1.5,0.0]}],"intersections":[],"pcurves":[{"direction":[6.283185307179586,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,0.9486832980505138],"kind":"Line2","origin":[6.283185307179586,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,0.9486832980505138],"kind":"Line2","origin":[0.0,0.0]},{"axis_a":[1.0,0.0],"axis_b":[0.0,1.0],"kind":"Conic2","origin":[0.0,0.0]},{"direction":[6.283185307179586,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,0.9805806756909201],"kind":"Line2","origin":[6.283185307179586,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.0]},{"direction":[0.0,0.9805806756909201],"kind":"Line2","origin":[0.0,0.0]},{"axis_a":[0.2,0.0],"axis_b":[0.0,0.2],"kind":"Conic2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Cone","semi_angle":0.3217505543966422},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,1.5,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Cone","semi_angle":0.19739555984988078},{"frame":{"origin":[0.0,0.5,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"}]},"id":"matrix-cone-contained","quality":{"kind":"Analytic"},"revision":1,"schema_version":2,"solids":[{"cavity_shells":[1],"outer_shell":0}],"topology":{"edges":[{"chart_seam":true,"geometry":{"kind":"Collapsed","vertex":0},"halfedge":0,"id":0,"tolerance":1e-8,"twin_halfedge":null},{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":2,"id":1,"tolerance":1e-8,"twin_halfedge":4},{"chart_seam":true,"geometry":{"curve":1,"kind":"Curve","range":{"hi":3.1622776601683795,"lo":0.0}},"halfedge":1,"id":2,"tolerance":1e-8,"twin_halfedge":3},{"chart_seam":true,"geometry":{"kind":"Collapsed","vertex":2},"halfedge":5,"id":3,"tolerance":1e-8,"twin_halfedge":null},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":7,"id":4,"tolerance":1e-8,"twin_halfedge":9},{"chart_seam":true,"geometry":{"curve":3,"kind":"Curve","range":{"hi":1.019803902718557,"lo":0.0}},"halfedge":6,"id":5,"tolerance":1e-8,"twin_halfedge":8}],"faces":[{"id":0,"key":"matrix-cone-host:lateral","provenance":{"reversed":false,"role":"Preserved","sources":[{"body":"matrix-cone-host","entity":"matrix-cone-host","face":0,"key":"lateral"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":6.283185307179586,"lo":0.0},{"hi":3.0,"lo":0.0}]}},{"id":1,"key":"matrix-cone-host:upper_cap","provenance":{"reversed":false,"role":"Preserved","sources":[{"body":"matrix-cone-host","entity":"matrix-cone-host","face":1,"key":"upper_cap"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":1.0,"lo":-1.0},{"hi":1.0,"lo":-1.0}]}},{"id":2,"key":"matrix-cone-inner:lateral","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"matrix-cone-inner","entity":"matrix-cone-inner","face":0,"key":"lateral"}]},"sense":"Reverse","shell_ref":1,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":6.283185307179586,"lo":0.0},{"hi":1.0,"lo":0.0}]}},{"id":3,"key":"matrix-cone-inner:upper_cap","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"matrix-cone-inner","entity":"matrix-cone-inner","face":1,"key":"upper_cap"}]},"sense":"Reverse","shell_ref":1,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.2,"lo":-0.2},{"hi":0.2,"lo":-0.2}]}}],"halfedges":[{"edge":0,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":0,"twin":null,"wire_ref":null},{"edge":2,"face":0,"from":0,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":1,"twin":3,"wire_ref":null},{"edge":1,"face":0,"from":1,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":4,"wire_ref":null},{"edge":2,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":1,"wire_ref":null},{"edge":1,"face":1,"from":1,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":4,"prev":4,"to":1,"twin":2,"wire_ref":null},{"edge":3,"face":2,"from":2,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":2,"next":8,"prev":6,"to":2,"twin":null,"wire_ref":null},{"edge":5,"face":2,"from":3,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":2,"next":5,"prev":7,"to":2,"twin":8,"wire_ref":null},{"edge":4,"face":2,"from":3,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Forward"},"id":7,"loop_ref":2,"next":6,"prev":8,"to":3,"twin":9,"wire_ref":null},{"edge":5,"face":2,"from":2,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":7,"prev":5,"to":3,"twin":6,"wire_ref":null},{"edge":4,"face":3,"from":3,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Reverse"},"id":9,"loop_ref":3,"next":9,"prev":9,"to":3,"twin":7,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":5},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":9}],"shells":[{"faces":[0,1],"id":0,"is_closed":true},{"faces":[2,3],"id":1,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[0.0,3.0,0.0],"tolerance":1e-8},{"id":1,"outgoing_halfedge":2,"position":[1.0,0.0,0.0],"tolerance":1e-8},{"id":2,"outgoing_halfedge":5,"position":[0.0,1.5,0.0],"tolerance":1e-8},{"id":3,"outgoing_halfedge":6,"position":[0.2,0.5,0.0],"tolerance":1e-8}],"wires":[]}}}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/boolean-matrix/cylinder-coaxial.json b/main/opengeometry/tests/fixtures/cases/boolean-matrix/cylinder-coaxial.json
new file mode 100644
index 0000000..b2f1c0e
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/boolean-matrix/cylinder-coaxial.json
@@ -0,0 +1 @@
+{"a":{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":1.0},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":1.0},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.0,0.0,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.283185307179586,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"axis_a":[1.0,0.0],"axis_b":[0.0,-1.0],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[1.0,0.0],"axis_b":[0.0,1.0],"kind":"Conic2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Cylinder","radius":1.0},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"}]},"id":"matrix-cylinder-host","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":0,"id":0,"tolerance":1e-8,"twin_halfedge":4},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":2,"id":1,"tolerance":1e-8,"twin_halfedge":5},{"chart_seam":true,"geometry":{"curve":2,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":1,"id":2,"tolerance":1e-8,"twin_halfedge":3}],"faces":[{"id":0,"key":"lateral","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-cylinder-host","entity":"matrix-cylinder-host","face":0,"key":"lateral"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":6.283185307179586,"lo":0.0},{"hi":3.0,"lo":0.0}]}},{"id":1,"key":"lower_cap","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-cylinder-host","entity":"matrix-cylinder-host","face":1,"key":"lower_cap"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":1.0,"lo":-1.0},{"hi":1.0,"lo":-1.0}]}},{"id":2,"key":"upper_cap","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-cylinder-host","entity":"matrix-cylinder-host","face":2,"key":"upper_cap"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":1.0,"lo":-1.0},{"hi":1.0,"lo":-1.0}]}}],"halfedges":[{"edge":0,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":0,"from":0,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":1,"twin":3,"wire_ref":null},{"edge":1,"face":0,"from":1,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":5,"wire_ref":null},{"edge":2,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":1,"wire_ref":null},{"edge":0,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":4,"prev":4,"to":0,"twin":0,"wire_ref":null},{"edge":1,"face":2,"from":1,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":2,"next":5,"prev":5,"to":1,"twin":2,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":5}],"shells":[{"faces":[0,1,2],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[1.0,0.0,0.0],"tolerance":1e-8},{"id":1,"outgoing_halfedge":2,"position":[1.0,3.0,0.0],"tolerance":1e-8}],"wires":[]}},"b":{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":0.4},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":0.4},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.4,0.0,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.283185307179586,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"axis_a":[0.4,0.0],"axis_b":[0.0,-0.4],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[0.4,0.0],"axis_b":[0.0,0.4],"kind":"Conic2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Cylinder","radius":0.4},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"}]},"id":"matrix-cylinder-inner","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":0,"id":0,"tolerance":1e-8,"twin_halfedge":4},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":2,"id":1,"tolerance":1e-8,"twin_halfedge":5},{"chart_seam":true,"geometry":{"curve":2,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":1,"id":2,"tolerance":1e-8,"twin_halfedge":3}],"faces":[{"id":0,"key":"lateral","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-cylinder-inner","entity":"matrix-cylinder-inner","face":0,"key":"lateral"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":6.283185307179586,"lo":0.0},{"hi":3.0,"lo":0.0}]}},{"id":1,"key":"lower_cap","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-cylinder-inner","entity":"matrix-cylinder-inner","face":1,"key":"lower_cap"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.4,"lo":-0.4},{"hi":0.4,"lo":-0.4}]}},{"id":2,"key":"upper_cap","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-cylinder-inner","entity":"matrix-cylinder-inner","face":2,"key":"upper_cap"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.4,"lo":-0.4},{"hi":0.4,"lo":-0.4}]}}],"halfedges":[{"edge":0,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":0,"from":0,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":1,"twin":3,"wire_ref":null},{"edge":1,"face":0,"from":1,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":5,"wire_ref":null},{"edge":2,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":1,"wire_ref":null},{"edge":0,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":4,"prev":4,"to":0,"twin":0,"wire_ref":null},{"edge":1,"face":2,"from":1,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":2,"next":5,"prev":5,"to":1,"twin":2,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":5}],"shells":[{"faces":[0,1,2],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[0.4,0.0,0.0],"tolerance":1e-8},{"id":1,"outgoing_halfedge":2,"position":[0.4,3.0,0.0],"tolerance":1e-8}],"wires":[]}},"handlers":["boolean_cylinders"],"operation":"subtraction","result":{"brep":{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":1.0},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":1.0},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":0.4},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":0.4},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.4,0.0,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.283185307179586,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.283185307179586,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"axis_a":[1.0,0.0],"axis_b":[0.0,-1.0],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[0.4,0.0],"axis_b":[0.0,-0.4],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[1.0,0.0],"axis_b":[0.0,1.0],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[0.4,0.0],"axis_b":[0.0,0.4],"kind":"Conic2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Cylinder","radius":1.0},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Cylinder","radius":0.4},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"}]},"id":"matrix-cylinder-coaxial","quality":{"kind":"Analytic"},"revision":1,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":0,"id":0,"tolerance":1e-8,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":2,"id":1,"tolerance":1e-8,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":4,"id":2,"tolerance":1e-8,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":true,"geometry":{"curve":4,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-8,"twin_halfedge":3},{"chart_seam":true,"geometry":{"curve":5,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":5,"id":5,"tolerance":1e-8,"twin_halfedge":7}],"faces":[{"id":0,"key":"matrix-cylinder-coaxial:annular:outer","provenance":{"reversed":false,"role":"Preserved","sources":[{"body":"matrix-cylinder-host","entity":"matrix-cylinder-host","face":0,"key":"lateral"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":6.283185307179586,"lo":0.0},{"hi":3.0,"lo":0.0}]}},{"id":1,"key":"matrix-cylinder-coaxial:annular:inner","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"matrix-cylinder-inner","entity":"matrix-cylinder-inner","face":0,"key":"lateral"}]},"sense":"Reverse","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":6.283185307179586,"lo":0.0},{"hi":3.0,"lo":0.0}]}},{"id":2,"key":"matrix-cylinder-coaxial:annular:lower_cap","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-cylinder-host","entity":"matrix-cylinder-host","face":1,"key":"lower_cap"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[3],"outer":2,"uv_bounds":[{"hi":1.0,"lo":-1.0},{"hi":1.0,"lo":-1.0}]}},{"id":3,"key":"matrix-cylinder-coaxial:annular:upper_cap","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-cylinder-host","entity":"matrix-cylinder-host","face":2,"key":"upper_cap"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[5],"outer":4,"uv_bounds":[{"hi":1.0,"lo":-1.0},{"hi":1.0,"lo":-1.0}]}}],"halfedges":[{"edge":0,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":0,"twin":8,"wire_ref":null},{"edge":4,"face":0,"from":0,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":1,"twin":3,"wire_ref":null},{"edge":1,"face":0,"from":1,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":1,"wire_ref":null},{"edge":2,"face":1,"from":2,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":2,"twin":9,"wire_ref":null},{"edge":5,"face":1,"from":2,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":3,"twin":7,"wire_ref":null},{"edge":3,"face":1,"from":3,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":3,"twin":11,"wire_ref":null},{"edge":5,"face":1,"from":3,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":2,"twin":5,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Reverse"},"id":8,"loop_ref":2,"next":8,"prev":8,"to":0,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":2,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Reverse"},"id":9,"loop_ref":3,"next":9,"prev":9,"to":2,"twin":4,"wire_ref":null},{"edge":1,"face":3,"from":1,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Forward"},"id":10,"loop_ref":4,"next":10,"prev":10,"to":1,"twin":2,"wire_ref":null},{"edge":3,"face":3,"from":3,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Forward"},"id":11,"loop_ref":5,"next":11,"prev":11,"to":3,"twin":6,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":2,"id":3,"is_hole":true,"start_halfedge":9},{"face_ref":3,"id":4,"is_hole":false,"start_halfedge":10},{"face_ref":3,"id":5,"is_hole":true,"start_halfedge":11}],"shells":[{"faces":[0,1,2,3],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[1.0,0.0,0.0],"tolerance":1e-8},{"id":1,"outgoing_halfedge":2,"position":[1.0,3.0,0.0],"tolerance":1e-8},{"id":2,"outgoing_halfedge":4,"position":[0.4,0.0,0.0],"tolerance":1e-8},{"id":3,"outgoing_halfedge":6,"position":[0.4,3.0,0.0],"tolerance":1e-8}],"wires":[]}}}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/boolean-matrix/cylinder-cross.json b/main/opengeometry/tests/fixtures/cases/boolean-matrix/cylinder-cross.json
new file mode 100644
index 0000000..5a4d7fa
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/boolean-matrix/cylinder-cross.json
@@ -0,0 +1 @@
+{"a":{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":1.0},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":1.0},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.0,0.0,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.283185307179586,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"axis_a":[1.0,0.0],"axis_b":[0.0,-1.0],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[1.0,0.0],"axis_b":[0.0,1.0],"kind":"Conic2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Cylinder","radius":1.0},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"}]},"id":"matrix-cylinder-host","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":0,"id":0,"tolerance":1e-8,"twin_halfedge":4},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":2,"id":1,"tolerance":1e-8,"twin_halfedge":5},{"chart_seam":true,"geometry":{"curve":2,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":1,"id":2,"tolerance":1e-8,"twin_halfedge":3}],"faces":[{"id":0,"key":"lateral","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-cylinder-host","entity":"matrix-cylinder-host","face":0,"key":"lateral"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":6.283185307179586,"lo":0.0},{"hi":3.0,"lo":0.0}]}},{"id":1,"key":"lower_cap","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-cylinder-host","entity":"matrix-cylinder-host","face":1,"key":"lower_cap"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":1.0,"lo":-1.0},{"hi":1.0,"lo":-1.0}]}},{"id":2,"key":"upper_cap","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-cylinder-host","entity":"matrix-cylinder-host","face":2,"key":"upper_cap"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":1.0,"lo":-1.0},{"hi":1.0,"lo":-1.0}]}}],"halfedges":[{"edge":0,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":0,"from":0,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":1,"twin":3,"wire_ref":null},{"edge":1,"face":0,"from":1,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":5,"wire_ref":null},{"edge":2,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":1,"wire_ref":null},{"edge":0,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":4,"prev":4,"to":0,"twin":0,"wire_ref":null},{"edge":1,"face":2,"from":1,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":2,"next":5,"prev":5,"to":1,"twin":2,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":5}],"shells":[{"faces":[0,1,2],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[1.0,0.0,0.0],"tolerance":1e-8},{"id":1,"outgoing_halfedge":2,"position":[1.0,3.0,0.0],"tolerance":1e-8}],"wires":[]}},"b":{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"frame":{"origin":[-2.0,1.5,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Circle","radius":0.35},{"frame":{"origin":[2.0,1.5,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Circle","radius":0.35},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-2.0,1.85,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.283185307179586,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,4.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"axis_a":[0.35,0.0],"axis_b":[0.0,-0.35],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[0.35,0.0],"axis_b":[0.0,0.35],"kind":"Conic2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[-2.0,1.5,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Cylinder","radius":0.35},{"frame":{"origin":[-2.0,1.5,0.0],"x":[0.0,1.0,0.0],"y":[-0.0,-0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[2.0,1.5,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Plane"}]},"id":"matrix-cylinder-cross","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":0,"id":0,"tolerance":1e-8,"twin_halfedge":4},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":2,"id":1,"tolerance":1e-8,"twin_halfedge":5},{"chart_seam":true,"geometry":{"curve":2,"kind":"Curve","range":{"hi":4.0,"lo":0.0}},"halfedge":1,"id":2,"tolerance":1e-8,"twin_halfedge":3}],"faces":[{"id":0,"key":"lateral","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-cylinder-cross","entity":"matrix-cylinder-cross","face":0,"key":"lateral"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":6.283185307179586,"lo":0.0},{"hi":4.0,"lo":0.0}]}},{"id":1,"key":"lower_cap","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-cylinder-cross","entity":"matrix-cylinder-cross","face":1,"key":"lower_cap"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.35,"lo":-0.35},{"hi":0.35,"lo":-0.35}]}},{"id":2,"key":"upper_cap","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-cylinder-cross","entity":"matrix-cylinder-cross","face":2,"key":"upper_cap"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.35,"lo":-0.35},{"hi":0.35,"lo":-0.35}]}}],"halfedges":[{"edge":0,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":0,"from":0,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":1,"twin":3,"wire_ref":null},{"edge":1,"face":0,"from":1,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":5,"wire_ref":null},{"edge":2,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":1,"wire_ref":null},{"edge":0,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":4,"prev":4,"to":0,"twin":0,"wire_ref":null},{"edge":1,"face":2,"from":1,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":2,"next":5,"prev":5,"to":1,"twin":2,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":5}],"shells":[{"faces":[0,1,2],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[-2.0,1.85,0.0],"tolerance":1e-8},{"id":1,"outgoing_halfedge":2,"position":[2.0,1.85,0.0],"tolerance":1e-8}],"wires":[]}},"handlers":["boolean_cylinders"],"operation":"subtraction","result":{"brep":{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"frame":{"origin":[0.0,0.0,0.0],"x":[-3.8285686989269494e-16,0.0,-1.0],"y":[-1.0,-0.0,3.8285686989269494e-16],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":1.0},{"frame":{"origin":[0.0,3.0,0.0],"x":[-3.8285686989269494e-16,0.0,-1.0],"y":[-1.0,-0.0,3.8285686989269494e-16],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":1.0},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-3.8285686989269494e-16,0.0,-1.0]},{"definition":0,"kind":"Intersection"},{"definition":1,"kind":"Intersection"},{"frame":{"origin":[-0.9569403357322088,1.5,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Circle","radius":0.35},{"direction":[1.0,3.0842315809709978e-12,2.1675364304853405e-13],"kind":"Line","origin":[-0.9569403357322088,1.1508614485586484,-0.024541228523336397]}],"intersections":[{"anchors":[{"parameter":0.0,"point":[0.9996988186962041,1.1508614485616657,-0.024541228523124386],"uv_a":[4.736932672990859,1.150861448564683],"uv_b":[3.211768032612946,2.999698818696204]},{"parameter":0.024558190104960534,"point":[1.0,1.1499999999970896,2.143131898507868e-17],"uv_a":[4.71238898038469,1.1499999999941792],"uv_b":[3.141592653589793,3.0]},{"parameter":0.04911638020992118,"point":[0.9996988186962041,1.1508614485616657,0.024541228523124542],"uv_a":[4.687845287778519,1.150861448564683],"uv_b":[3.07141727456664,2.999698818696204]},{"parameter":0.07379627394027383,"point":[0.9987954562051725,1.1534565491339372,0.04906767432701331],"uv_a":[4.663301595172349,1.1534565491310786],"uv_b":[3.000935957765032,2.9987954562051726]},{"parameter":0.09872393435240052,"point":[0.9972904566786901,1.157818388887034,0.0735645635992434],"uv_a":[4.638757902566178,1.1578183888850617],"uv_b":[2.9298290153999136,2.99729045667869]},{"parameter":0.12403473760749835,"point":[0.995184726672197,1.1640049997369677,0.0980171403295086],"uv_a":[4.614214209960009,1.1640049997367896],"uv_b":[2.8577475311166456,2.995184726672197]},{"parameter":0.14921866244604126,"point":[0.9925552960028878,1.1718750000010847,0.12179484544315389],"uv_a":[4.590290989827579,1.171875],"uv_b":[2.7861714518817577,2.992555296002888]},{"parameter":0.14988012977841397,"point":[0.9924795345987101,1.172104244311274,0.12241067519858889],"uv_a":[4.589670517353838,1.172104244309594],"uv_b":[2.78429398209447,2.99247953459871]},{"parameter":0.17643452712788407,"point":[0.9891765099647811,1.182241966485856,0.14673047445705703],"uv_a":[4.565126824747669,1.1822419664895278],"uv_b":[2.708995709797488,2.989176509964781]},{"parameter":0.20391119692860835,"point":[0.9852776423889411,1.194595297040236,0.17096188876118545],"uv_a":[4.540583132141498,1.1945952970418148],"uv_b":[2.631265732563743,2.985277642388941]},{"parameter":0.23258138838563674,"point":[0.9807852804032304,1.20941478659058,0.19509032201822168],"uv_a":[4.5160394395353265,1.2094147865936975],"uv_b":[2.5503406587258515,2.9807852804032304]},{"parameter":0.24900315329041633,"point":[0.9780601016817911,1.2187499999989695,0.20832291640269104],"uv_a":[4.50252903873862,1.21875],"uv_b":[2.5040677714515702,2.978060101681791]},{"parameter":0.2628175307928904,"point":[0.9757021300385285,1.22706292563281,0.21910124015532842],"uv_a":[4.491495746929157,1.2270629256308894],"uv_b":[2.46517489373359,2.9757021300385285]},{"parameter":0.2951337011890277,"point":[0.9700312531945436,1.2480860619690073,0.24298017990319415],"uv_a":[4.466952054322986,1.2480860619689338],"uv_b":[2.374244387292552,2.9700312531945436]},{"parameter":0.3199255532655499,"point":[0.9656249999997297,1.2656250000002496,0.25993914552329],"uv_a":[4.449429798827856,1.265625],"uv_b":[2.3045241281462254,2.9656249999997297]},{"parameter":0.3303743745597719,"point":[0.9637760657954395,1.2733630546545385,0.2667127574780769],"uv_a":[4.442408361716815,1.2733630546572385],"uv_b":[2.275140401081142,2.9637760657954395]},{"parameter":0.3699919873848242,"point":[0.9569403357322086,1.3044627755307163,0.29028467725314433],"uv_a":[4.417864669110646,1.304462775529828],"uv_b":[2.1635870564670467,2.9569403357322086]},{"parameter":0.3797287548133279,"point":[0.955330440216331,1.3124999999984968,0.2955397604341453],"uv_a":[4.412368512379372,1.3125],"uv_b":[2.1361497570424026,2.955330440216331]},{"parameter":0.41718019299945497,"point":[0.9495281805930365,1.3447461248599197,0.3136817403948525],"uv_a":[4.393320976504475,1.3447461248579202],"uv_b":[2.030388348874558,2.9495281805930365]},{"parameter":0.43348334630504237,"point":[0.9472462143608684,1.359375000001149,0.32050680082850824],"uv_a":[4.386124516034441,1.359375],"uv_b":[1.984262377205745,2.9472462143608684]},{"parameter":0.48239215925865175,"point":[0.9415440651830204,1.4051041271316915,0.3368898533878881],"uv_a":[4.368777283898305,1.4051041271304712],"uv_b":[1.8453642451252028,2.9415440651830203]},{"parameter":0.4835875810143991,"point":[0.9414292657975234,1.4062499999999878,0.33721052400535423],"uv_a":[4.368436683630938,1.40625],"uv_b":[1.841964538488531,2.9414292657975234]},{"parameter":0.5315711904729243,"point":[0.9379217801206198,1.453125000000035,0.34684684570453755],"uv_a":[4.358181827549307,1.453125],"uv_b":[1.7051285412163706,2.93792178012062]},{"parameter":0.578566741106693,"point":[0.9367496997605852,1.5,0.34999999999889553],"uv_a":[4.354817876741537,1.5],"uv_b":[1.5707963267948966,2.9367496997605853]},{"parameter":0.6255622917404617,"point":[0.9379217801206198,1.546874999999965,0.34684684570453755],"uv_a":[4.358181827549307,1.546875],"uv_b":[1.4364641123734225,2.93792178012062]},{"parameter":0.6735459011989872,"point":[0.9414292657975234,1.5937500000000124,0.33721052400535423],"uv_a":[4.368436683630938,1.59375],"uv_b":[1.299628115101262,2.9414292657975234]},{"parameter":0.6747413229547343,"point":[0.9415440651830204,1.5948958728683085,0.3368898533878881],"uv_a":[4.368777283898305,1.5948958728695288],"uv_b":[1.2962284084645903,2.9415440651830203]},{"parameter":0.7236501359083437,"point":[0.9472462143608684,1.640624999998851,0.32050680082850824],"uv_a":[4.386124516034441,1.640625],"uv_b":[1.157330276384048,2.9472462143608684]},{"parameter":0.7399532892139311,"point":[0.9495281805930365,1.6552538751400803,0.3136817403948525],"uv_a":[4.393320976504475,1.6552538751420798],"uv_b":[1.111204304715236,2.9495281805930365]},{"parameter":0.7774047274000582,"point":[0.955330440216331,1.6875000000015032,0.2955397604341453],"uv_a":[4.412368512379372,1.6875],"uv_b":[1.0054428965473905,2.955330440216331]},{"parameter":0.7871414948285617,"point":[0.9569403357322086,1.6955372244692835,0.29028467725314433],"uv_a":[4.417864669110646,1.695537224470172],"uv_b":[0.9780055971227464,2.9569403357322086]},{"parameter":0.8267591076536142,"point":[0.9637760657954395,1.7266369453454615,0.2667127574780769],"uv_a":[4.442408361716815,1.7266369453427615],"uv_b":[0.8664522525086511,2.9637760657954395]},{"parameter":0.837207928947836,"point":[0.9656249999997297,1.7343749999997502,0.25993914552329],"uv_a":[4.449429798827856,1.734375],"uv_b":[0.8370685254435681,2.9656249999997297]},{"parameter":0.8619997810243584,"point":[0.9700312531945436,1.7519139380309927,0.24298017990319415],"uv_a":[4.466952054322986,1.7519139380310662],"uv_b":[0.7673482662972413,2.9700312531945436]},{"parameter":0.8943159514204957,"point":[0.9757021300385285,1.77293707436719,0.21910124015532842],"uv_a":[4.491495746929157,1.7729370743691106],"uv_b":[0.6764177598562036,2.9757021300385285]},{"parameter":0.9081303289229697,"point":[0.9780601016817911,1.7812500000010305,0.20832291640269104],"uv_a":[4.50252903873862,1.78125],"uv_b":[0.6375248821382229,2.978060101681791]},{"parameter":0.9245520938277493,"point":[0.9807852804032304,1.79058521340942,0.19509032201822168],"uv_a":[4.5160394395353265,1.7905852134063025],"uv_b":[0.5912519948639421,2.9807852804032304]},{"parameter":0.9532222852847777,"point":[0.9852776423889411,1.805404702959764,0.17096188876118548],"uv_a":[4.540583132141498,1.8054047029581852],"uv_b":[0.5103269210260502,2.985277642388941]},{"parameter":0.980698955085502,"point":[0.9891765099647811,1.817758033514144,0.14673047445705703],"uv_a":[4.565126824747669,1.8177580335104722],"uv_b":[0.43259694379230496,2.989176509964781]},{"parameter":1.007253352434972,"point":[0.9924795345987101,1.827895755688726,0.12241067519858889],"uv_a":[4.589670517353838,1.827895755690406],"uv_b":[0.35729867149532346,2.99247953459871]},{"parameter":1.0079148197673446,"point":[0.9925552960028878,1.8281249999989153,0.12179484544315389],"uv_a":[4.590290989827579,1.828125],"uv_b":[0.3554212017080358,2.992555296002888]},{"parameter":1.0330987446058875,"point":[0.995184726672197,1.8359950002630323,0.09801714032950859],"uv_a":[4.614214209960009,1.8359950002632104],"uv_b":[0.2838451224731475,2.995184726672197]},{"parameter":1.0584095478609854,"point":[0.9972904566786901,1.842181611112966,0.07356456359924338],"uv_a":[4.638757902566178,1.8421816111149383],"uv_b":[0.21176363818987998,2.99729045667869]},{"parameter":1.083337208273112,"point":[0.9987954562051725,1.8465434508660628,0.049067674327013325],"uv_a":[4.663301595172349,1.8465434508689214],"uv_b":[0.14065669582476126,2.9987954562051726]},{"parameter":1.1080171020034648,"point":[0.9996988186962041,1.8491385514383343,0.024541228523124542],"uv_a":[4.687845287778519,1.849138551435317],"uv_b":[0.07017537902315318,2.999698818696204]},{"parameter":1.1325752921084253,"point":[1.0,1.8500000000029104,2.4492935982743395e-16],"uv_a":[4.71238898038469,1.8500000000058208],"uv_b":[8.881784197001252e-16,3.0]},{"parameter":1.157133482213386,"point":[0.9996988186962041,1.8491385514383343,-0.024541228523124382],"uv_a":[4.736932672990859,1.849138551435317],"uv_b":[-0.07017537902315318,2.999698818696204]},{"parameter":1.1818133759437388,"point":[0.9987954562051725,1.8465434508660628,-0.049067674327013255],"uv_a":[4.76147636559703,1.8465434508689214],"uv_b":[-0.14065669582476126,2.9987954562051726]},{"parameter":1.2067410363558655,"point":[0.9972904566786901,1.842181611112966,-0.0735645635992434],"uv_a":[4.7860200582032,1.8421816111149383],"uv_b":[-0.21176363818987998,2.99729045667869]},{"parameter":1.2320518396109634,"point":[0.995184726672197,1.8359950002630323,-0.0980171403295087],"uv_a":[4.81056375080937,1.8359950002632104],"uv_b":[-0.2838451224731475,2.995184726672197]},{"parameter":1.2572357644495067,"point":[0.9925552960028878,1.828124999998915,-0.12179484544315419],"uv_a":[4.8344869709418,1.828125],"uv_b":[-0.3554212017080367,2.992555296002888]},{"parameter":1.257897231781879,"point":[0.9924795345987101,1.827895755688726,-0.12241067519858903],"uv_a":[4.8351074434155406,1.827895755690406],"uv_b":[-0.35729867149532346,2.99247953459871]},{"parameter":1.2844516291313492,"point":[0.9891765099647811,1.817758033514144,-0.14673047445705725],"uv_a":[4.859651136021711,1.8177580335104722],"uv_b":[-0.43259694379230584,2.989176509964781]},{"parameter":1.3119282989320729,"point":[0.9852776423889411,1.805404702959764,-0.170961888761185],"uv_a":[4.884194828627881,1.8054047029581852],"uv_b":[-0.5103269210260493,2.985277642388941]},{"parameter":1.3405984903891013,"point":[0.9807852804032304,1.79058521340942,-0.1950903220182213],"uv_a":[4.908738521234051,1.7905852134063025],"uv_b":[-0.5912519948639403,2.9807852804032304]},{"parameter":1.357020255293882,"point":[0.9780601016817907,1.7812500000010303,-0.20832291640269177],"uv_a":[4.92224892203076,1.78125],"uv_b":[-0.6375248821382247,2.9780601016817907]},{"parameter":1.3708346327963548,"point":[0.9757021300385285,1.7729370743671902,-0.21910124015532814],"uv_a":[4.933282213840221,1.7729370743691106],"uv_b":[-0.6764177598562027,2.9757021300385285]},{"parameter":1.4031508031924915,"point":[0.9700312531945441,1.751913938030993,-0.24298017990319326],"uv_a":[4.957825906446391,1.7519139380310662],"uv_b":[-0.7673482662972386,2.970031253194544]},{"parameter":1.4279426552690144,"point":[0.9656249999997297,1.7343749999997504,-0.25993914552328967],"uv_a":[4.975348161941523,1.734375],"uv_b":[-0.8370685254435672,2.9656249999997297]},{"parameter":1.438391476563236,"point":[0.96377606579544,1.7266369453454617,-0.2667127574780761],"uv_a":[4.9823695990525625,1.7266369453427615],"uv_b":[-0.8664522525086493,2.96377606579544]},{"parameter":1.4780090893882885,"point":[0.9569403357322087,1.695537224469284,-0.29028467725314366],"uv_a":[5.006913291658732,1.695537224470172],"uv_b":[-0.9780055971227446,2.9569403357322086]},{"parameter":1.4877458568167925,"point":[0.955330440216331,1.6875000000015032,-0.295539760434145],"uv_a":[5.012409448390007,1.6875],"uv_b":[-1.0054428965473896,2.955330440216331]},{"parameter":1.5251972950029193,"point":[0.9495281805930366,1.6552538751400805,-0.313681740394852],"uv_a":[5.031456984264903,1.6552538751420798],"uv_b":[-1.1112043047152351,2.9495281805930365]},{"parameter":1.5415004483085073,"point":[0.9472462143608684,1.640624999998851,-0.3205068008285083],"uv_a":[5.038653444734939,1.640625],"uv_b":[-1.157330276384048,2.9472462143608684]},{"parameter":1.5904092612621166,"point":[0.9415440651830207,1.5948958728683085,-0.3368898533878877],"uv_a":[5.056000676871073,1.5948958728695288],"uv_b":[-1.2962284084645894,2.9415440651830207]},{"parameter":1.5916046830178638,"point":[0.9414292657975237,1.5937500000000124,-0.33721052400535406],"uv_a":[5.056341277138441,1.59375],"uv_b":[-1.299628115101262,2.941429265797524]},{"parameter":1.6395882924763898,"point":[0.937921780120619,1.5468749999999647,-0.3468468457045383],"uv_a":[5.066596133220074,1.546875],"uv_b":[-1.4364641123734234,2.937921780120619]},{"parameter":1.6865838431101583,"point":[0.9367496997605852,1.5,-0.3499999999988954],"uv_a":[5.069960084027841,1.5],"uv_b":[-1.5707963267948966,2.9367496997605853]},{"parameter":1.7335793937439268,"point":[0.937921780120619,1.4531250000000353,-0.3468468457045383],"uv_a":[5.066596133220074,1.453125],"uv_b":[-1.7051285412163697,2.937921780120619]},{"parameter":1.7815630032024528,"point":[0.9414292657975237,1.4062499999999876,-0.33721052400535406],"uv_a":[5.056341277138441,1.40625],"uv_b":[-1.841964538488531,2.941429265797524]},{"parameter":1.7827584249582,"point":[0.9415440651830207,1.4051041271316915,-0.3368898533878877],"uv_a":[5.056000676871073,1.4051041271304712],"uv_b":[-1.8453642451252037,2.9415440651830207]},{"parameter":1.8316672379118093,"point":[0.9472462143608684,1.359375000001149,-0.3205068008285083],"uv_a":[5.038653444734939,1.359375],"uv_b":[-1.984262377205745,2.9472462143608684]},{"parameter":1.8479703912173973,"point":[0.9495281805930366,1.3447461248599195,-0.313681740394852],"uv_a":[5.031456984264903,1.3447461248579202],"uv_b":[-2.030388348874558,2.9495281805930365]},{"parameter":1.885421829403524,"point":[0.955330440216331,1.3124999999984968,-0.295539760434145],"uv_a":[5.012409448390007,1.3125],"uv_b":[-2.1361497570424035,2.955330440216331]},{"parameter":1.8951585968320281,"point":[0.9569403357322087,1.304462775530716,-0.2902846772531437],"uv_a":[5.006913291658732,1.304462775529828],"uv_b":[-2.1635870564670476,2.9569403357322086]},{"parameter":1.9347762096570806,"point":[0.96377606579544,1.2733630546545383,-0.26671275747807616],"uv_a":[4.9823695990525625,1.2733630546572385],"uv_b":[-2.275140401081144,2.96377606579544]},{"parameter":1.9452250309513022,"point":[0.9656249999997297,1.2656250000002496,-0.25993914552328967],"uv_a":[4.975348161941523,1.265625],"uv_b":[-2.3045241281462268,2.9656249999997297]},{"parameter":1.970016883027825,"point":[0.9700312531945441,1.248086061969007,-0.2429801799031933],"uv_a":[4.957825906446391,1.2480860619689338],"uv_b":[-2.3742443872925545,2.970031253194544]},{"parameter":2.002333053423962,"point":[0.9757021300385285,1.2270629256328098,-0.21910124015532811],"uv_a":[4.933282213840221,1.2270629256308894],"uv_b":[-2.4651748937335913,2.9757021300385285]},{"parameter":2.0161474309264347,"point":[0.9780601016817907,1.2187499999989697,-0.2083229164026918],"uv_a":[4.92224892203076,1.21875],"uv_b":[-2.5040677714515684,2.9780601016817907]},{"parameter":2.0325691958312153,"point":[0.9807852804032304,1.20941478659058,-0.19509032201822127],"uv_a":[4.908738521234051,1.2094147865936975],"uv_b":[-2.550340658725853,2.9807852804032304]},{"parameter":2.0612393872882437,"point":[0.9852776423889411,1.194595297040236,-0.170961888761185],"uv_a":[4.884194828627881,1.1945952970418148],"uv_b":[-2.631265732563744,2.985277642388941]},{"parameter":2.0887160570889676,"point":[0.9891765099647811,1.182241966485856,-0.14673047445705723],"uv_a":[4.859651136021711,1.1822419664895278],"uv_b":[-2.708995709797488,2.989176509964781]},{"parameter":2.1152704544384378,"point":[0.9924795345987101,1.172104244311274,-0.12241067519858906],"uv_a":[4.8351074434155406,1.172104244309594],"uv_b":[-2.7842939820944697,2.99247953459871]},{"parameter":2.11593192177081,"point":[0.9925552960028878,1.171875000001085,-0.1217948454431542],"uv_a":[4.8344869709418,1.171875],"uv_b":[-2.7861714518817564,2.992555296002888]},{"parameter":2.1411158466093534,"point":[0.995184726672197,1.1640049997369677,-0.09801714032950865],"uv_a":[4.81056375080937,1.1640049997367896],"uv_b":[-2.8577475311166456,2.995184726672197]},{"parameter":2.166426649864451,"point":[0.9972904566786901,1.157818388887034,-0.0735645635992434],"uv_a":[4.7860200582032,1.1578183888850617],"uv_b":[-2.929829015399914,2.99729045667869]},{"parameter":2.191354310276578,"point":[0.9987954562051725,1.1534565491339372,-0.04906767432701327],"uv_a":[4.76147636559703,1.1534565491310786],"uv_b":[-3.000935957765032,2.9987954562051726]},{"parameter":2.2160342040069305,"point":[0.9996988186962041,1.1508614485616657,-0.024541228523124386],"uv_a":[4.736932672990859,1.150861448564683],"uv_b":[-3.07141727456664,2.999698818696204]}],"residual_tolerance":1e-9,"surfaces":[0,3],"uv_tubes":[[{"hi":4.738159857621167,"lo":4.71116179575438},{"hi":1.174218750000004,"lo":1.122656249999996},{"hi":3.3521187906592513,"lo":3.0012418955434876},{"hi":3.0006023626075917,"lo":2.9990964560886124}],[{"hi":4.713616165014997,"lo":4.68661810314821},{"hi":1.174218750000004,"lo":1.122656249999996},{"hi":3.2819434116360995,"lo":2.9310665165203336},{"hi":3.0006023626075917,"lo":2.9990964560886124}],[{"hi":4.689072472408827,"lo":4.66207441054204},{"hi":1.174218750000004,"lo":1.122656249999996},{"hi":3.212379908169856,"lo":2.8599733241618157},{"hi":3.001505543678267,"lo":2.9969887312231096}],[{"hi":4.664528779802657,"lo":4.63753071793587},{"hi":1.174218750000004,"lo":1.122656249999996},{"hi":3.1431498424952684,"lo":2.787615130669677},{"hi":3.001805455258138,"lo":2.9942804576257247}],[{"hi":4.639985087196487,"lo":4.6129870253297},{"hi":1.174218750000004,"lo":1.122656249999996},{"hi":3.0739919839664496,"lo":2.7135845625501096},{"hi":3.0015019166916757,"lo":2.9909732666592115}],[{"hi":4.615441394590317,"lo":4.588443332723529},{"hi":1.174218750000004,"lo":1.122656249999996},{"hi":3.0008996895864213,"lo":2.643019293411982},{"hi":3.000443588010816,"lo":2.987296434664269}],[{"hi":4.615441394590317,"lo":4.588443332723529},{"hi":1.2210937500000043,"lo":1.1695312499999957},{"hi":2.789926391456333,"lo":2.780539042519895},{"hi":2.9927068188112433,"lo":2.9923280117903546}],[{"hi":4.590897701984147,"lo":4.563899640117358},{"hi":1.2210937500000043,"lo":1.1695312499999957},{"hi":2.934890526688434,"lo":2.5583991652035243},{"hi":2.999085583866568,"lo":2.982570460696923}],[{"hi":4.566354009377977,"lo":4.539355947511187},{"hi":1.2210937500000043,"lo":1.1695312499999957},{"hi":2.8644556642649786,"lo":2.4758057780962526},{"hi":2.996974245116461,"lo":2.977479907237261}],[{"hi":4.541810316771806,"lo":4.514812254905017},{"hi":1.2210937500000043,"lo":1.1695312499999957},{"hi":2.793115880239526,"lo":2.3884905110500685},{"hi":2.9942623663603625,"lo":2.971800556431809}],[{"hi":4.517266624165636,"lo":4.490268562298847},{"hi":1.2210937500000043,"lo":1.1695312499999957},{"hi":2.642886433274414,"lo":2.4115219969030077},{"hi":2.986235637846109,"lo":2.9726097442389126}],[{"hi":4.517266624165636,"lo":4.490268562298847},{"hi":1.2679687500000045,"lo":1.2164062499999955},{"hi":2.5818535268875307,"lo":2.3873891382976296},{"hi":2.9827760449683165,"lo":2.970986186752003}],[{"hi":4.492722931559466,"lo":4.465724869692676},{"hi":1.2679687500000045,"lo":1.2164062499999955},{"hi":2.6470359066156663,"lo":2.1923833744104755},{"hi":2.987043883726498,"lo":2.958689499506574}],[{"hi":4.468179238953295,"lo":4.441181177086506},{"hi":1.2679687500000045,"lo":1.2164062499999955},{"hi":2.5136849055852046,"lo":2.165083609853573},{"hi":2.9788437595841715,"lo":2.956812493610102}],[{"hi":4.468179238953295,"lo":4.441181177086506},{"hi":1.3148437500000048,"lo":1.2632812499999952},{"hi":2.3632915822763922,"lo":2.216372946950975},{"hi":2.96932286840831,"lo":2.960078197386859}],[{"hi":4.443635546347124,"lo":4.4166374844803356},{"hi":1.3148437500000048,"lo":1.2632812499999952},{"hi":2.4982470903093326,"lo":1.9404803672388562},{"hi":2.9774475259219013,"lo":2.943268875605747}],[{"hi":4.419091853740954,"lo":4.392093791874165},{"hi":1.3148437500000048,"lo":1.2632812499999952},{"hi":2.218461655316335,"lo":2.0812751581931144},{"hi":2.960160126763964,"lo":2.9521106491845757}],[{"hi":4.419091853740954,"lo":4.392093791874165},{"hi":1.3617187500000048,"lo":1.3101562499999952},{"hi":2.347672573378092,"lo":1.8188655325388687},{"hi":2.96693495946292,"lo":2.9379236613464474}],[{"hi":4.394548161134784,"lo":4.367550099267995},{"hi":1.3617187500000048,"lo":1.3101562499999952},{"hi":2.122640292212184,"lo":1.8920104338681192},{"hi":2.9540921130573725,"lo":2.9426822818965324}],[{"hi":4.394548161134784,"lo":4.367550099267995},{"hi":1.408593750000005,"lo":1.357031249999995},{"hi":2.2620586413668295,"lo":1.5675679809641183},{"hi":2.9586505127165648,"lo":2.930139766827324}],[{"hi":4.370004468528615,"lo":4.343006406661825},{"hi":1.408593750000005,"lo":1.357031249999995},{"hi":1.8521636583985464,"lo":1.8351651252151875},{"hi":2.941773663954014,"lo":2.9411996670265297}],[{"hi":4.370004468528615,"lo":4.343006406661825},{"hi":1.4554687500000052,"lo":1.4039062499999948},{"hi":2.115636533032852,"lo":1.4314565466720497},{"hi":2.9484442371513304,"lo":2.930906808766813}],[{"hi":4.370004468528615,"lo":4.343006406661825},{"hi":1.5023437500000054,"lo":1.4507812499999946},{"hi":1.9737929700593186,"lo":1.3021318979519485},{"hi":2.940265940840689,"lo":2.934405539040516}],[{"hi":4.370004468528615,"lo":4.343006406661825},{"hi":1.5492187500000054,"lo":1.4976562499999946},{"hi":1.8394607556378446,"lo":1.1677996835304745},{"hi":2.940265940840689,"lo":2.934405539040516}],[{"hi":4.370004468528615,"lo":4.343006406661825},{"hi":1.5960937500000056,"lo":1.5445312499999944},{"hi":1.7101361069177434,"lo":1.0259561205569412},{"hi":2.9484442371513304,"lo":2.930906808766813}],[{"hi":4.370004468528615,"lo":4.343006406661825},{"hi":1.6429687500000059,"lo":1.5914062499999941},{"hi":1.3064275283746056,"lo":1.2894289951912468},{"hi":2.941773663954014,"lo":2.9411996670265297}],[{"hi":4.394548161134784,"lo":4.367550099267995},{"hi":1.6429687500000059,"lo":1.5914062499999941},{"hi":1.5740246726256748,"lo":0.8795340122229636},{"hi":2.9586505127165648,"lo":2.930139766827324}],[{"hi":4.394548161134784,"lo":4.367550099267995},{"hi":1.689843750000006,"lo":1.638281249999994},{"hi":1.2495822197216722,"lo":1.018952361377612},{"hi":2.9540921130573725,"lo":2.9426822818965324}],[{"hi":4.419091853740954,"lo":4.392093791874165},{"hi":1.689843750000006,"lo":1.638281249999994},{"hi":1.322727121050927,"lo":0.7939200802116995},{"hi":2.96693495946292,"lo":2.9379236613464474}],[{"hi":4.419091853740954,"lo":4.392093791874165},{"hi":1.736718750000006,"lo":1.685156249999994},{"hi":1.0603174953966787,"lo":0.9231309982734581},{"hi":2.960160126763964,"lo":2.9521106491845757}],[{"hi":4.443635546347124,"lo":4.4166374844803356},{"hi":1.736718750000006,"lo":1.685156249999994},{"hi":1.201112286350937,"lo":0.6433455632804606},{"hi":2.9774475259219013,"lo":2.943268875605747}],[{"hi":4.468179238953295,"lo":4.441181177086506},{"hi":1.736718750000006,"lo":1.685156249999994},{"hi":0.925219706638817,"lo":0.7783010713134022},{"hi":2.96932286840831,"lo":2.960078197386859}],[{"hi":4.468179238953295,"lo":4.441181177086506},{"hi":1.7835937500000063,"lo":1.7320312499999937},{"hi":0.9765090437362218,"lo":0.6279077480045876},{"hi":2.9788437595841715,"lo":2.956812493610102}],[{"hi":4.492722931559466,"lo":4.465724869692676},{"hi":1.7835937500000063,"lo":1.7320312499999937},{"hi":0.9492092791793167,"lo":0.4945567469741281},{"hi":2.987043883726498,"lo":2.958689499506574}],[{"hi":4.517266624165636,"lo":4.490268562298847},{"hi":1.7835937500000063,"lo":1.7320312499999937},{"hi":0.7542035152921649,"lo":0.5597391267022616},{"hi":2.9827760449683165,"lo":2.970986186752003}],[{"hi":4.517266624165636,"lo":4.490268562298847},{"hi":1.8304687500000065,"lo":1.7789062499999935},{"hi":0.7300706566867845,"lo":0.4987062203153805},{"hi":2.986235637846109,"lo":2.9726097442389126}],[{"hi":4.541810316771806,"lo":4.514812254905017},{"hi":1.8304687500000065,"lo":1.7789062499999935},{"hi":0.753102142539726,"lo":0.3484767733502663},{"hi":2.9942623663603625,"lo":2.971800556431809}],[{"hi":4.566354009377977,"lo":4.539355947511187},{"hi":1.8304687500000065,"lo":1.7789062499999935},{"hi":0.6657868754935405,"lo":0.27713698932481456},{"hi":2.996974245116461,"lo":2.977479907237261}],[{"hi":4.590897701984147,"lo":4.563899640117358},{"hi":1.8304687500000065,"lo":1.7789062499999935},{"hi":0.5831934883862679,"lo":0.20670212690136047},{"hi":2.999085583866568,"lo":2.982570460696923}],[{"hi":4.615441394590317,"lo":4.588443332723529},{"hi":1.8304687500000065,"lo":1.7789062499999935},{"hi":0.36105361106989875,"lo":0.3516662621334605},{"hi":2.9927068188112433,"lo":2.9923280117903546}],[{"hi":4.615441394590317,"lo":4.588443332723529},{"hi":1.8773437500000068,"lo":1.8257812499999932},{"hi":0.4985733601778124,"lo":0.14069296400337095},{"hi":3.000443588010816,"lo":2.987296434664269}],[{"hi":4.639985087196487,"lo":4.6129870253297},{"hi":1.8773437500000068,"lo":1.8257812499999932},{"hi":0.4280080910396826,"lo":0.06760066962334488},{"hi":3.0015019166916757,"lo":2.9909732666592115}],[{"hi":4.664528779802657,"lo":4.63753071793587},{"hi":1.8773437500000068,"lo":1.8257812499999932},{"hi":0.3539775229201174,"lo":-0.0015571889054761812},{"hi":3.001805455258138,"lo":2.9942804576257247}],[{"hi":4.689072472408827,"lo":4.66207441054204},{"hi":1.8773437500000068,"lo":1.8257812499999932},{"hi":0.2816193294279774,"lo":-0.07078725458006296},{"hi":3.001505543678267,"lo":2.9969887312231096}],[{"hi":4.713616165014997,"lo":4.68661810314821},{"hi":1.8773437500000068,"lo":1.8257812499999932},{"hi":0.21052613706945777,"lo":-0.1403507580463037},{"hi":3.0006023626075917,"lo":2.9990964560886124}],[{"hi":4.738159857621167,"lo":4.71116179575438},{"hi":1.8773437500000068,"lo":1.8257812499999932},{"hi":0.14035075804630903,"lo":-0.21052613706946133},{"hi":3.0006023626075917,"lo":2.9990964560886124}],[{"hi":4.762703550227338,"lo":4.7357054883605505},{"hi":1.8773437500000068,"lo":1.8257812499999932},{"hi":0.07078725458006296,"lo":-0.2816193294279774},{"hi":3.001505543678267,"lo":2.9969887312231096}],[{"hi":4.787247242833509,"lo":4.760249180966721},{"hi":1.8773437500000068,"lo":1.8257812499999932},{"hi":0.0015571889054761812,"lo":-0.3539775229201174},{"hi":3.001805455258138,"lo":2.9942804576257247}],[{"hi":4.811790935439679,"lo":4.784792873572891},{"hi":1.8773437500000068,"lo":1.8257812499999932},{"hi":-0.06760066962334488,"lo":-0.4280080910396826},{"hi":3.0015019166916757,"lo":2.9909732666592115}],[{"hi":4.836334628045849,"lo":4.809336566179061},{"hi":1.8773437500000068,"lo":1.8257812499999932},{"hi":-0.14069296400336917,"lo":-0.49857336017781506},{"hi":3.000443588010816,"lo":2.987296434664269}],[{"hi":4.836334628045849,"lo":4.809336566179061},{"hi":1.8304687500000065,"lo":1.7789062499999935},{"hi":-0.3516662621334632,"lo":-0.361053611069897},{"hi":2.9927068188112433,"lo":2.9923280117903546}],[{"hi":4.860878320652019,"lo":4.833880258785231},{"hi":1.8304687500000065,"lo":1.7789062499999935},{"hi":-0.2067021269013587,"lo":-0.5831934883862706},{"hi":2.999085583866568,"lo":2.982570460696923}],[{"hi":4.885422013258189,"lo":4.858423951391401},{"hi":1.8304687500000065,"lo":1.7789062499999935},{"hi":-0.277136989324819,"lo":-0.6657868754935361},{"hi":2.996974245116461,"lo":2.977479907237261}],[{"hi":4.90996570586436,"lo":4.8829676439975715},{"hi":1.8304687500000065,"lo":1.7789062499999935},{"hi":-0.34847677335026717,"lo":-0.7531021425397224},{"hi":2.9942623663603625,"lo":2.971800556431809}],[{"hi":4.934509398470531,"lo":4.907511336603742},{"hi":1.8304687500000065,"lo":1.7789062499999935},{"hi":-0.4987062203153716,"lo":-0.7300706566867934},{"hi":2.98623563784611,"lo":2.9726097442389112}],[{"hi":4.934509398470531,"lo":4.907511336603742},{"hi":1.7835937500000063,"lo":1.7320312499999937},{"hi":-0.5597391267022687,"lo":-0.7542035152921587},{"hi":2.982776044968315,"lo":2.970986186752004}],[{"hi":4.959053091076701,"lo":4.932055029209912},{"hi":1.7835937500000063,"lo":1.7320312499999937},{"hi":-0.49455674697413077,"lo":-0.9492092791793105},{"hi":2.987043883726497,"lo":2.9586894995065753}],[{"hi":4.983596783682871,"lo":4.956598721816082},{"hi":1.7835937500000063,"lo":1.7320312499999937},{"hi":-0.6279077480045814,"lo":-0.9765090437362245},{"hi":2.978843759584173,"lo":2.956812493610101}],[{"hi":4.983596783682871,"lo":4.956598721816082},{"hi":1.736718750000006,"lo":1.685156249999994},{"hi":-0.7783010713134031,"lo":-0.9252197066388135},{"hi":2.9693228684083093,"lo":2.9600781973868604}],[{"hi":5.008140476289041,"lo":4.981142414422252},{"hi":1.736718750000006,"lo":1.685156249999994},{"hi":-0.6433455632804588,"lo":-1.2011122863509351},{"hi":2.9774475259219026,"lo":2.943268875605746}],[{"hi":5.032684168895212,"lo":5.005686107028422},{"hi":1.736718750000006,"lo":1.685156249999994},{"hi":-0.9231309982734546,"lo":-1.0603174953966796},{"hi":2.960160126763964,"lo":2.9521106491845757}],[{"hi":5.032684168895212,"lo":5.005686107028422},{"hi":1.689843750000006,"lo":1.638281249999994},{"hi":-0.7939200802116986,"lo":-1.3227271210509262},{"hi":2.96693495946292,"lo":2.9379236613464474}],[{"hi":5.057227861501382,"lo":5.030229799634593},{"hi":1.689843750000006,"lo":1.638281249999994},{"hi":-1.0189523613776093,"lo":-1.249582219721674},{"hi":2.9540921130573725,"lo":2.9426822818965324}],[{"hi":5.057227861501382,"lo":5.030229799634593},{"hi":1.6429687500000059,"lo":1.5914062499999941},{"hi":-0.8795340122229653,"lo":-1.5740246726256721},{"hi":2.958650512716564,"lo":2.9301397668273252}],[{"hi":5.0817715541075525,"lo":5.054773492240763},{"hi":1.6429687500000059,"lo":1.5914062499999941},{"hi":-1.289428995191244,"lo":-1.3064275283746074},{"hi":2.9417736639540144,"lo":2.94119966702653}],[{"hi":5.0817715541075525,"lo":5.054773492240763},{"hi":1.5960937500000056,"lo":1.5445312499999944},{"hi":-1.0259561205569394,"lo":-1.710136106917746},{"hi":2.9484442371513335,"lo":2.9309068087668093}],[{"hi":5.0817715541075525,"lo":5.054773492240763},{"hi":1.5492187500000054,"lo":1.4976562499999946},{"hi":-1.1677996835304771,"lo":-1.8394607556378428},{"hi":2.9402659408406864,"lo":2.934405539040518}],[{"hi":5.0817715541075525,"lo":5.054773492240763},{"hi":1.5023437500000054,"lo":1.4507812499999946},{"hi":-1.3021318979519503,"lo":-1.973792970059316},{"hi":2.9402659408406864,"lo":2.934405539040518}],[{"hi":5.0817715541075525,"lo":5.054773492240763},{"hi":1.4554687500000052,"lo":1.4039062499999948},{"hi":-1.431456546672047,"lo":-2.1156365330328537},{"hi":2.9484442371513335,"lo":2.9309068087668093}],[{"hi":5.0817715541075525,"lo":5.054773492240763},{"hi":1.408593750000005,"lo":1.357031249999995},{"hi":-1.8351651252151857,"lo":-1.852163658398549},{"hi":2.9417736639540144,"lo":2.94119966702653}],[{"hi":5.057227861501382,"lo":5.030229799634593},{"hi":1.408593750000005,"lo":1.357031249999995},{"hi":-1.567567980964121,"lo":-2.2620586413668278},{"hi":2.958650512716564,"lo":2.9301397668273252}],[{"hi":5.057227861501382,"lo":5.030229799634593},{"hi":1.3617187500000048,"lo":1.3101562499999952},{"hi":-1.8920104338681192,"lo":-2.122640292212184},{"hi":2.9540921130573725,"lo":2.9426822818965324}],[{"hi":5.032684168895212,"lo":5.005686107028422},{"hi":1.3617187500000048,"lo":1.3101562499999952},{"hi":-1.818865532538867,"lo":-2.3476725733780945},{"hi":2.96693495946292,"lo":2.9379236613464474}],[{"hi":5.032684168895212,"lo":5.005686107028422},{"hi":1.3148437500000048,"lo":1.2632812499999952},{"hi":-2.0812751581931153,"lo":-2.218461655316336},{"hi":2.960160126763964,"lo":2.9521106491845757}],[{"hi":5.008140476289041,"lo":4.981142414422252},{"hi":1.3148437500000048,"lo":1.2632812499999952},{"hi":-1.9404803672388553,"lo":-2.498247090309336},{"hi":2.9774475259219026,"lo":2.943268875605746}],[{"hi":4.983596783682871,"lo":4.956598721816082},{"hi":1.3148437500000048,"lo":1.2632812499999952},{"hi":-2.216372946950978,"lo":-2.3632915822763927},{"hi":2.9693228684083093,"lo":2.9600781973868604}],[{"hi":4.983596783682871,"lo":4.956598721816082},{"hi":1.2679687500000045,"lo":1.2164062499999955},{"hi":-2.1650836098535713,"lo":-2.51368490558521},{"hi":2.978843759584173,"lo":2.956812493610101}],[{"hi":4.959053091076701,"lo":4.932055029209912},{"hi":1.2679687500000045,"lo":1.2164062499999955},{"hi":-2.192383374410481,"lo":-2.647035906615665},{"hi":2.987043883726497,"lo":2.9586894995065753}],[{"hi":4.934509398470531,"lo":4.907511336603742},{"hi":1.2679687500000045,"lo":1.2164062499999955},{"hi":-2.387389138297637,"lo":-2.5818535268875227},{"hi":2.982776044968315,"lo":2.970986186752004}],[{"hi":4.934509398470531,"lo":4.907511336603742},{"hi":1.2210937500000043,"lo":1.1695312499999957},{"hi":-2.4115219969029997,"lo":-2.6428864332744215},{"hi":2.98623563784611,"lo":2.9726097442389112}],[{"hi":4.90996570586436,"lo":4.8829676439975715},{"hi":1.2210937500000043,"lo":1.1695312499999957},{"hi":-2.3884905110500707,"lo":-2.793115880239526},{"hi":2.9942623663603625,"lo":2.971800556431809}],[{"hi":4.885422013258189,"lo":4.858423951391401},{"hi":1.2210937500000043,"lo":1.1695312499999957},{"hi":-2.4758057780962552,"lo":-2.8644556642649768},{"hi":2.996974245116461,"lo":2.977479907237261}],[{"hi":4.860878320652019,"lo":4.833880258785231},{"hi":1.2210937500000043,"lo":1.1695312499999957},{"hi":-2.558399165203525,"lo":-2.9348905266884326},{"hi":2.999085583866568,"lo":2.982570460696923}],[{"hi":4.836334628045849,"lo":4.809336566179061},{"hi":1.2210937500000043,"lo":1.1695312499999957},{"hi":-2.780539042519896,"lo":-2.78992639145633},{"hi":2.9927068188112433,"lo":2.9923280117903546}],[{"hi":4.836334628045849,"lo":4.809336566179061},{"hi":1.174218750000004,"lo":1.122656249999996},{"hi":-2.643019293411978,"lo":-3.000899689586424},{"hi":3.000443588010816,"lo":2.987296434664269}],[{"hi":4.811790935439679,"lo":4.784792873572891},{"hi":1.174218750000004,"lo":1.122656249999996},{"hi":-2.7135845625501087,"lo":-3.073991983966451},{"hi":3.0015019166916757,"lo":2.9909732666592115}],[{"hi":4.787247242833509,"lo":4.760249180966721},{"hi":1.174218750000004,"lo":1.122656249999996},{"hi":-2.7876151306696784,"lo":-3.1431498424952675},{"hi":3.001805455258138,"lo":2.9942804576257247}],[{"hi":4.762703550227338,"lo":4.7357054883605505},{"hi":1.174218750000004,"lo":1.122656249999996},{"hi":-2.8599733241618157,"lo":-3.212379908169856},{"hi":3.001505543678267,"lo":2.9969887312231096}]]},{"anchors":[{"parameter":0.0,"point":[-0.9569403357322088,1.304462775530716,-0.2902846772531438],"uv_a":[1.2762720155208531,1.304462775529828],"uv_b":[-2.163587056467048,1.0430596642677912]},{"parameter":0.009736767428503688,"point":[-0.9553304402163312,1.3124999999984965,-0.2955397604341447],"uv_a":[1.270775858789579,1.3125],"uv_b":[-2.136149757042404,1.0446695597836688]},{"parameter":0.04718820561463079,"point":[-0.9495281805930367,1.3447461248599195,-0.31368174039485197],"uv_a":[1.251728322914683,1.3447461248579202],"uv_b":[-2.0303883488745584,1.0504718194069633]},{"parameter":0.06349135892021843,"point":[-0.9472462143608684,1.3593750000011489,-0.32050680082850813],"uv_a":[1.244531862444647,1.359375],"uv_b":[-1.984262377205745,1.0527537856391316]},{"parameter":0.11240017187382786,"point":[-0.9415440651830207,1.4051041271316915,-0.33688985338788763],"uv_a":[1.2271846303085128,1.4051041271304712],"uv_b":[-1.8453642451252037,1.0584559348169793]},{"parameter":0.113595593629575,"point":[-0.9414292657975238,1.4062499999999876,-0.3372105240053538],"uv_a":[1.226844030041145,1.40625],"uv_b":[-1.841964538488532,1.0585707342024762]},{"parameter":0.16157920308810098,"point":[-0.937921780120619,1.4531250000000353,-0.3468468457045384],"uv_a":[1.216589173959512,1.453125],"uv_b":[-1.70512854121637,1.062078219879381]},{"parameter":0.20857475372186934,"point":[-0.9367496997605853,1.5,-0.34999999999889503],"uv_a":[1.213225223151745,1.5],"uv_b":[-1.5707963267948966,1.0632503002394147]},{"parameter":0.2555703043556377,"point":[-0.937921780120619,1.5468749999999647,-0.3468468457045384],"uv_a":[1.216589173959512,1.546875],"uv_b":[-1.4364641123734232,1.062078219879381]},{"parameter":0.3035539138141637,"point":[-0.9414292657975238,1.5937500000000124,-0.3372105240053538],"uv_a":[1.226844030041145,1.59375],"uv_b":[-1.2996281151012614,1.0585707342024762]},{"parameter":0.30474933556991085,"point":[-0.9415440651830207,1.5948958728683085,-0.33688985338788763],"uv_a":[1.2271846303085128,1.5948958728695288],"uv_b":[-1.2962284084645894,1.0584559348169793]},{"parameter":0.35365814852352007,"point":[-0.9472462143608684,1.640624999998851,-0.3205068008285082],"uv_a":[1.244531862444647,1.640625],"uv_b":[-1.1573302763840483,1.0527537856391316]},{"parameter":0.3699613018291079,"point":[-0.9495281805930367,1.6552538751400805,-0.31368174039485197],"uv_a":[1.251728322914683,1.6552538751420798],"uv_b":[-1.1112043047152347,1.0504718194069633]},{"parameter":0.40741274001523503,"point":[-0.9553304402163312,1.6875000000015035,-0.29553976043414465],"uv_a":[1.270775858789579,1.6875],"uv_b":[-1.0054428965473892,1.0446695597836688]},{"parameter":0.41714950744373874,"point":[-0.9569403357322088,1.695537224469284,-0.2902846772531437],"uv_a":[1.2762720155208531,1.695537224470172],"uv_b":[-0.978005597122745,1.0430596642677912]},{"parameter":0.45676712026879107,"point":[-0.96377606579544,1.7266369453454617,-0.2667127574780762],"uv_a":[1.3008157081270233,1.7266369453427615],"uv_b":[-0.8664522525086491,1.03622393420456]},{"parameter":0.4672159415630129,"point":[-0.96562499999973,1.7343749999997504,-0.25993914552328934],"uv_a":[1.307837145238063,1.734375],"uv_b":[-0.8370685254435661,1.03437500000027]},{"parameter":0.49200779363953534,"point":[-0.9700312531945441,1.751913938030993,-0.24298017990319343],"uv_a":[1.3253594007331935,1.7519139380310662],"uv_b":[-0.7673482662972395,1.029968746805456]},{"parameter":0.524323964035672,"point":[-0.9757021300385285,1.7729370743671902,-0.21910124015532834],"uv_a":[1.3499030933393636,1.7729370743691106],"uv_b":[-0.676417759856203,1.0242978699614715]},{"parameter":0.5381383415381447,"point":[-0.9780601016817907,1.7812500000010303,-0.20832291640269235],"uv_a":[1.360936385148825,1.78125],"uv_b":[-0.6375248821382267,1.0219398983182093]},{"parameter":0.5545601064429255,"point":[-0.9807852804032304,1.79058521340942,-0.1950903220182216],"uv_a":[1.3744467859455338,1.7905852134063025],"uv_b":[-0.5912519948639414,1.0192147195967696]},{"parameter":0.583230297899954,"point":[-0.9852776423889411,1.805404702959764,-0.17096188876118537],"uv_a":[1.398990478551704,1.8054047029581852],"uv_b":[-0.51032692102605,1.014722357611059]},{"parameter":0.6107069677006774,"point":[-0.9891765099647809,1.817758033514144,-0.14673047445705772],"uv_a":[1.4235341711578742,1.8177580335104722],"uv_b":[-0.43259694379230695,1.010823490035219]},{"parameter":0.6372613650501475,"point":[-0.9924795345987101,1.827895755688726,-0.12241067519858959],"uv_a":[1.4480778637640443,1.827895755690406],"uv_b":[-0.357298671495325,1.00752046540129]},{"parameter":0.6379228323825193,"point":[-0.9925552960028876,1.828124999998915,-0.12179484544315543],"uv_a":[1.448698336237784,1.828125],"uv_b":[-0.3554212017080398,1.0074447039971124]},{"parameter":0.6631067572210635,"point":[-0.9951847266721967,1.8359950002630323,-0.09801714032950891],"uv_a":[1.472621556370215,1.8359950002632104],"uv_b":[-0.28384512247314847,1.0048152733278033]},{"parameter":0.6884175604761618,"point":[-0.9972904566786902,1.842181611112966,-0.07356456359924327],"uv_a":[1.4971652489763856,1.8421816111149383],"uv_b":[-0.2117636381898792,1.0027095433213098]},{"parameter":0.7133452208882884,"point":[-0.9987954562051724,1.8465434508660628,-0.0490676743270132],"uv_a":[1.5217089415825558,1.8465434508689214],"uv_b":[-0.14065669582476112,1.0012045437948276]},{"parameter":0.7380251146186411,"point":[-0.9996988186962041,1.8491385514383343,-0.02454122852312442],"uv_a":[1.546252634188726,1.849138551435317],"uv_b":[-0.07017537902315295,1.0003011813037959]},{"parameter":0.7625833047236015,"point":[-1.0,1.8500000000029104,-1.2246467991371698e-16],"uv_a":[1.5707963267948961,1.8500000000058208],"uv_b":[-3.4989908546485324e-16,1.0]},{"parameter":0.7871414948285619,"point":[-0.9996988186962041,1.8491385514383343,0.024541228523124174],"uv_a":[1.5953400194010663,1.849138551435317],"uv_b":[0.07017537902315224,1.0003011813037959]},{"parameter":0.8118213885589145,"point":[-0.9987954562051724,1.8465434508660628,0.049067674327012964],"uv_a":[1.6198837120072365,1.8465434508689214],"uv_b":[0.14065669582476042,1.0012045437948276]},{"parameter":0.8367490489710412,"point":[-0.9972904566786902,1.842181611112966,0.07356456359924303],"uv_a":[1.6444274046134066,1.8421816111149383],"uv_b":[0.21176363818987856,1.0027095433213098]},{"parameter":0.8620598522261395,"point":[-0.9951847266721969,1.8359950002630323,0.09801714032950867],"uv_a":[1.6689710972195773,1.8359950002632104],"uv_b":[0.2838451224731478,1.004815273327803]},{"parameter":0.8872437770646836,"point":[-0.9925552960028876,1.828124999998915,0.12179484544315519],"uv_a":[1.6928943173520081,1.828125],"uv_b":[0.35542120170803915,1.0074447039971124]},{"parameter":0.8879052443970554,"point":[-0.9924795345987101,1.827895755688726,0.12241067519858935],"uv_a":[1.6935147898257479,1.827895755690406],"uv_b":[0.35729867149532435,1.00752046540129]},{"parameter":0.9144596417465256,"point":[-0.9891765099647809,1.817758033514144,0.1467304744570575],"uv_a":[1.718058482431918,1.8177580335104722],"uv_b":[0.43259694379230634,1.010823490035219]},{"parameter":0.9419363115472492,"point":[-0.9852776423889411,1.805404702959764,0.17096188876118518],"uv_a":[1.7426021750380882,1.8054047029581852],"uv_b":[0.5103269210260495,1.014722357611059]},{"parameter":0.9706065030042776,"point":[-0.9807852804032304,1.79058521340942,0.19509032201822138],"uv_a":[1.7671458676442584,1.7905852134063025],"uv_b":[0.5912519948639408,1.0192147195967696]},{"parameter":0.9870282679090586,"point":[-0.9780601016817907,1.7812500000010303,0.20832291640269218],"uv_a":[1.7806562684409672,1.78125],"uv_b":[0.6375248821382261,1.0219398983182093]},{"parameter":1.0008426454115313,"point":[-0.9757021300385285,1.7729370743671902,0.21910124015532814],"uv_a":[1.7916895602504286,1.7729370743691106],"uv_b":[0.6764177598562024,1.0242978699614715]},{"parameter":1.033158815807668,"point":[-0.9700312531945441,1.751913938030993,0.24298017990319326],"uv_a":[1.8162332528565988,1.7519139380310662],"uv_b":[0.767348266297239,1.029968746805456]},{"parameter":1.0579506678841906,"point":[-0.96562499999973,1.7343749999997504,0.2599391455232891],"uv_a":[1.8337555083517292,1.734375],"uv_b":[0.8370685254435657,1.03437500000027]},{"parameter":1.0683994891784125,"point":[-0.96377606579544,1.7266369453454617,0.2667127574780761],"uv_a":[1.840776945462769,1.7266369453427615],"uv_b":[0.8664522525086488,1.03622393420456]},{"parameter":1.1080171020034648,"point":[-0.956940335732209,1.695537224469284,0.29028467725314355],"uv_a":[1.865320638068939,1.695537224470172],"uv_b":[0.9780055971227446,1.043059664267791]},{"parameter":1.1177538694319684,"point":[-0.9553304402163314,1.6875000000015037,0.29553976043414454],"uv_a":[1.8708167948002132,1.6875],"uv_b":[1.0054428965473887,1.0446695597836686]},{"parameter":1.1552053076180957,"point":[-0.9495281805930369,1.6552538751400805,0.3136817403948518],"uv_a":[1.8898643306751093,1.6552538751420798],"uv_b":[1.1112043047152345,1.050471819406963]},{"parameter":1.1715084609236834,"point":[-0.9472462143608684,1.6406249999988511,0.320506800828508],"uv_a":[1.8970607911451451,1.640625],"uv_b":[1.157330276384048,1.0527537856391316]},{"parameter":1.220417273877293,"point":[-0.9415440651830209,1.5948958728683085,0.3368898533878875],"uv_a":[1.9144080232812795,1.5948958728695288],"uv_b":[1.2962284084645894,1.058455934816979]},{"parameter":1.22161269563304,"point":[-0.9414292657975238,1.5937500000000124,0.3372105240053536],"uv_a":[1.9147486235486473,1.59375],"uv_b":[1.2996281151012612,1.0585707342024762]},{"parameter":1.269596305091566,"point":[-0.937921780120619,1.5468749999999647,0.3468468457045383],"uv_a":[1.9250034796302802,1.546875],"uv_b":[1.4364641123734232,1.062078219879381]},{"parameter":1.3165918557253344,"point":[-0.9367496997605855,1.5,0.3499999999988949],"uv_a":[1.9283674304380471,1.5],"uv_b":[1.5707963267948966,1.0632503002394145]},{"parameter":1.3635874063591027,"point":[-0.937921780120619,1.4531250000000353,0.3468468457045383],"uv_a":[1.9250034796302802,1.453125],"uv_b":[1.7051285412163701,1.062078219879381]},{"parameter":1.4115710158176287,"point":[-0.9414292657975238,1.4062499999999876,0.3372105240053537],"uv_a":[1.9147486235486473,1.40625],"uv_b":[1.841964538488532,1.0585707342024762]},{"parameter":1.412766437573376,"point":[-0.9415440651830209,1.4051041271316915,0.33688985338788746],"uv_a":[1.9144080232812795,1.4051041271304712],"uv_b":[1.845364245125204,1.058455934816979]},{"parameter":1.4616752505269854,"point":[-0.9472462143608684,1.3593750000011489,0.320506800828508],"uv_a":[1.8970607911451451,1.359375],"uv_b":[1.9842623772057453,1.0527537856391316]},{"parameter":1.4779784038325732,"point":[-0.9495281805930369,1.3447461248599195,0.3136817403948518],"uv_a":[1.8898643306751093,1.3447461248579202],"uv_b":[2.030388348874559,1.050471819406963]},{"parameter":1.5154298420187002,"point":[-0.9553304402163314,1.3124999999984965,0.29553976043414454],"uv_a":[1.8708167948002132,1.3125],"uv_b":[2.1361497570424044,1.0446695597836686]},{"parameter":1.525166609447204,"point":[-0.956940335732209,1.304462775530716,0.29028467725314355],"uv_a":[1.865320638068939,1.304462775529828],"uv_b":[2.1635870564670485,1.043059664267791]},{"parameter":1.5647842222722566,"point":[-0.96377606579544,1.273363054654538,0.2667127574780761],"uv_a":[1.840776945462769,1.2733630546572385],"uv_b":[2.2751404010811447,1.03622393420456]},{"parameter":1.5752330435664783,"point":[-0.96562499999973,1.2656250000002496,0.2599391455232891],"uv_a":[1.8337555083517292,1.265625],"uv_b":[2.3045241281462276,1.03437500000027]},{"parameter":1.6000248956430008,"point":[-0.9700312531945441,1.248086061969007,0.2429801799031932],"uv_a":[1.8162332528565988,1.2480860619689338],"uv_b":[2.3742443872925545,1.029968746805456]},{"parameter":1.6323410660391375,"point":[-0.9757021300385285,1.2270629256328098,0.21910124015532811],"uv_a":[1.7916895602504286,1.2270629256308894],"uv_b":[2.465174893733591,1.0242978699614715]},{"parameter":1.6461554435416101,"point":[-0.9780601016817907,1.2187499999989697,0.20832291640269218],"uv_a":[1.7806562684409672,1.21875],"uv_b":[2.504067771451567,1.0219398983182093]},{"parameter":1.662577208446391,"point":[-0.9807852804032304,1.20941478659058,0.1950903220182214],"uv_a":[1.7671458676442584,1.2094147865936975],"uv_b":[2.5503406587258524,1.0192147195967696]},{"parameter":1.6912473999034194,"point":[-0.9852776423889411,1.194595297040236,0.17096188876118518],"uv_a":[1.7426021750380882,1.1945952970418148],"uv_b":[2.631265732563744,1.014722357611059]},{"parameter":1.718724069704143,"point":[-0.9891765099647809,1.182241966485856,0.1467304744570575],"uv_a":[1.718058482431918,1.1822419664895278],"uv_b":[2.708995709797487,1.010823490035219]},{"parameter":1.7452784670536132,"point":[-0.9924795345987101,1.172104244311274,0.12241067519858936],"uv_a":[1.6935147898257479,1.172104244309594],"uv_b":[2.7842939820944688,1.00752046540129]},{"parameter":1.7459399343859852,"point":[-0.9925552960028876,1.171875000001085,0.12179484544315518],"uv_a":[1.6928943173520081,1.171875],"uv_b":[2.786171451881754,1.0074447039971124]},{"parameter":1.7711238592245293,"point":[-0.9951847266721969,1.1640049997369677,0.09801714032950865],"uv_a":[1.6689710972195773,1.1640049997367896],"uv_b":[2.8577475311166456,1.004815273327803]},{"parameter":1.7964346624796275,"point":[-0.9972904566786902,1.157818388887034,0.07356456359924307],"uv_a":[1.6444274046134066,1.1578183888850617],"uv_b":[2.9298290153999145,1.0027095433213098]},{"parameter":1.8213623228917541,"point":[-0.9987954562051724,1.1534565491339372,0.04906767432701298],"uv_a":[1.6198837120072365,1.1534565491310786],"uv_b":[3.0009359577650327,1.0012045437948276]},{"parameter":1.8460422166221069,"point":[-0.9996988186962041,1.1508614485616657,0.024541228523124205],"uv_a":[1.5953400194010663,1.150861448564683],"uv_b":[3.071417274566641,1.0003011813037959]},{"parameter":1.8706004067270674,"point":[-1.0,1.1499999999970896,-1.603792706662073e-16],"uv_a":[1.5707963267948961,1.1499999999941792],"uv_b":[3.1415926535897936,1.0]},{"parameter":1.8951585968320277,"point":[-0.9996988186962041,1.1508614485616657,-0.024541228523124403],"uv_a":[1.546252634188726,1.150861448564683],"uv_b":[3.211768032612946,1.0003011813037959]},{"parameter":1.9198384905623804,"point":[-0.9987954562051724,1.1534565491339372,-0.04906767432701317],"uv_a":[1.5217089415825558,1.1534565491310786],"uv_b":[3.282249349414554,1.0012045437948276]},{"parameter":1.9447661509745071,"point":[-0.9972904566786902,1.157818388887034,-0.07356456359924327],"uv_a":[1.4971652489763856,1.1578183888850617],"uv_b":[3.353356291779672,1.0027095433213098]},{"parameter":1.9700769542296055,"point":[-0.9951847266721967,1.1640049997369677,-0.09801714032950892],"uv_a":[1.472621556370215,1.1640049997367896],"uv_b":[3.4254377760629415,1.0048152733278033]},{"parameter":1.9952608790681496,"point":[-0.9925552960028876,1.171875000001085,-0.12179484544315544],"uv_a":[1.448698336237784,1.171875],"uv_b":[3.497013855297833,1.0074447039971124]},{"parameter":1.9959223464005214,"point":[-0.9924795345987101,1.172104244311274,-0.12241067519858956],"uv_a":[1.4480778637640443,1.172104244309594],"uv_b":[3.498891325085118,1.00752046540129]},{"parameter":2.0224767437499915,"point":[-0.9891765099647809,1.182241966485856,-0.1467304744570577],"uv_a":[1.4235341711578742,1.1822419664895278],"uv_b":[3.5741895973821,1.010823490035219]},{"parameter":2.049953413550715,"point":[-0.9852776423889411,1.194595297040236,-0.17096188876118534],"uv_a":[1.398990478551704,1.1945952970418148],"uv_b":[3.651919574615843,1.014722357611059]},{"parameter":2.0786236050077433,"point":[-0.9807852804032304,1.20941478659058,-0.19509032201822157],"uv_a":[1.3744467859455338,1.2094147865936975],"uv_b":[3.7328446484537343,1.0192147195967696]},{"parameter":2.0950453699125244,"point":[-0.9780601016817907,1.2187499999989697,-0.20832291640269235],"uv_a":[1.360936385148825,1.21875],"uv_b":[3.7791175357280196,1.0219398983182093]},{"parameter":2.1088597474149973,"point":[-0.9757021300385285,1.22706292563281,-0.21910124015532836],"uv_a":[1.3499030933393636,1.2270629256308894],"uv_b":[3.8180104134459962,1.0242978699614715]},{"parameter":2.141175917811134,"point":[-0.9700312531945441,1.248086061969007,-0.24298017990319343],"uv_a":[1.3253594007331935,1.2480860619689338],"uv_b":[3.9089409198870326,1.029968746805456]},{"parameter":2.165967769887656,"point":[-0.96562499999973,1.2656250000002496,-0.2599391455232893],"uv_a":[1.307837145238063,1.265625],"uv_b":[3.978661179033359,1.03437500000027]},{"parameter":2.176416591181878,"point":[-0.96377606579544,1.2733630546545383,-0.2667127574780762],"uv_a":[1.3008157081270233,1.2733630546572385],"uv_b":[4.008044906098442,1.03622393420456]},{"parameter":2.21603420400693,"point":[-0.9569403357322088,1.304462775530716,-0.2902846772531438],"uv_a":[1.2762720155208531,1.304462775529828],"uv_b":[4.119598250712539,1.0430596642677912]}],"residual_tolerance":1e-9,"surfaces":[0,3],"uv_tubes":[[{"hi":1.2774992001511718,"lo":1.2505011382843643},{"hi":1.3148437500000048,"lo":1.2632812499999952},{"hi":-2.0812751581931157,"lo":-2.2184616553163363},{"hi":1.0478893508154241,"lo":1.0398398732360359}],[{"hi":1.2774992001511718,"lo":1.2505011382843643},{"hi":1.3617187500000048,"lo":1.3101562499999952},{"hi":-1.8188655325388674,"lo":-2.347672573378095},{"hi":1.0620763386535523,"lo":1.0330650405370798}],[{"hi":1.2529555075450016,"lo":1.225957445678194},{"hi":1.3617187500000048,"lo":1.3101562499999952},{"hi":-1.8920104338681183,"lo":-2.122640292212185},{"hi":1.057317718103468,"lo":1.0459078869426268}],[{"hi":1.2529555075450016,"lo":1.225957445678194},{"hi":1.408593750000005,"lo":1.357031249999995},{"hi":-1.567567980964121,"lo":-2.2620586413668278},{"hi":1.0698602331726748,"lo":1.0413494872834361}],[{"hi":1.228411814938831,"lo":1.2014137530720244},{"hi":1.408593750000005,"lo":1.357031249999995},{"hi":-1.8351651252151884,"lo":-1.8521636583985472},{"hi":1.0588003329734699,"lo":1.0582263360459856}],[{"hi":1.228411814938831,"lo":1.2014137530720244},{"hi":1.4554687500000052,"lo":1.4039062499999948},{"hi":-1.431456546672046,"lo":-2.115636533032856},{"hi":1.0690931912331907,"lo":1.0515557628486665}],[{"hi":1.228411814938831,"lo":1.2014137530720244},{"hi":1.5023437500000054,"lo":1.4507812499999946},{"hi":-1.3021318979519498,"lo":-1.9737929700593166},{"hi":1.065594460959482,"lo":1.0597340591593136}],[{"hi":1.228411814938831,"lo":1.2014137530720244},{"hi":1.5492187500000054,"lo":1.4976562499999946},{"hi":-1.1677996835304765,"lo":-1.8394607556378433},{"hi":1.065594460959482,"lo":1.0597340591593136}],[{"hi":1.228411814938831,"lo":1.2014137530720244},{"hi":1.5960937500000056,"lo":1.5445312499999944},{"hi":-1.0259561205569379,"lo":-1.7101361069177468},{"hi":1.0690931912331907,"lo":1.0515557628486665}],[{"hi":1.228411814938831,"lo":1.2014137530720244},{"hi":1.6429687500000059,"lo":1.5914062499999941},{"hi":-1.2894289951912454,"lo":-1.3064275283746054},{"hi":1.0588003329734699,"lo":1.0582263360459856}],[{"hi":1.2529555075450016,"lo":1.225957445678194},{"hi":1.6429687500000059,"lo":1.5914062499999941},{"hi":-0.879534012222966,"lo":-1.5740246726256717},{"hi":1.0698602331726748,"lo":1.0413494872834361}],[{"hi":1.2529555075450016,"lo":1.225957445678194},{"hi":1.689843750000006,"lo":1.638281249999994},{"hi":-1.0189523613776075,"lo":-1.2495822197216755},{"hi":1.057317718103468,"lo":1.0459078869426268}],[{"hi":1.2774992001511718,"lo":1.2505011382843643},{"hi":1.689843750000006,"lo":1.638281249999994},{"hi":-0.7939200802116981,"lo":-1.3227271210509257},{"hi":1.0620763386535523,"lo":1.0330650405370798}],[{"hi":1.2774992001511718,"lo":1.2505011382843643},{"hi":1.736718750000006,"lo":1.685156249999994},{"hi":-0.9231309982734568,"lo":-1.0603174953966774},{"hi":1.0478893508154241,"lo":1.0398398732360359}],[{"hi":1.302042892757342,"lo":1.2750448308905344},{"hi":1.736718750000006,"lo":1.685156249999994},{"hi":-0.6433455632804572,"lo":-1.201112286350937},{"hi":1.0567311243942534,"lo":1.0225524740780978}],[{"hi":1.3265865853635121,"lo":1.2995885234967046},{"hi":1.736718750000006,"lo":1.685156249999994},{"hi":-0.7783010713134002,"lo":-0.925219706638815},{"hi":1.03992180261314,"lo":1.03067713159169}],[{"hi":1.3265865853635121,"lo":1.2995885234967046},{"hi":1.7835937500000063,"lo":1.7320312499999937},{"hi":-0.6279077480045863,"lo":-0.9765090437362194},{"hi":1.0431875063898983,"lo":1.0211562404158276}],[{"hi":1.3511302779696823,"lo":1.3241322161028748},{"hi":1.7835937500000063,"lo":1.7320312499999937},{"hi":-0.49455674697413,"lo":-0.9492092791793125},{"hi":1.0413105004934247,"lo":1.0129561162735028}],[{"hi":1.375673970575853,"lo":1.3486759087090445},{"hi":1.7835937500000063,"lo":1.7320312499999937},{"hi":-0.559739126702274,"lo":-0.7542035152921557},{"hi":1.029013813247996,"lo":1.0172239550316848}],[{"hi":1.375673970575853,"lo":1.3486759087090445},{"hi":1.8304687500000065,"lo":1.7789062499999935},{"hi":-0.49870622031537093,"lo":-0.7300706566867972},{"hi":1.0273902557610888,"lo":1.01376436215389}],[{"hi":1.4002176631820231,"lo":1.3732196013152147},{"hi":1.8304687500000065,"lo":1.7789062499999935},{"hi":-0.3484767733502673,"lo":-0.7531021425397242},{"hi":1.028199443568191,"lo":1.0057376336396375}],[{"hi":1.4247613557881933,"lo":1.3977632939213849},{"hi":1.8304687500000065,"lo":1.7789062499999935},{"hi":-0.2771369893248208,"lo":-0.6657868754935362},{"hi":1.0225200927627385,"lo":1.0030257548835395}],[{"hi":1.4493050483943635,"lo":1.422306986527555},{"hi":1.8304687500000065,"lo":1.7789062499999935},{"hi":-0.20670212690136114,"lo":-0.5831934883862708},{"hi":1.0174295393030774,"lo":1.0009144161334316}],[{"hi":1.473848741000534,"lo":1.4468506791337252},{"hi":1.8304687500000065,"lo":1.7789062499999935},{"hi":-0.3516662621334694,"lo":-0.3610536110698954},{"hi":1.007671988209645,"lo":1.0072931811887573}],[{"hi":1.473848741000534,"lo":1.4468506791337252},{"hi":1.8773437500000068,"lo":1.8257812499999932},{"hi":-0.14069296400336578,"lo":-0.4985733601778225},{"hi":1.0127035653357306,"lo":0.9995564119891851}],[{"hi":1.4983924336067052,"lo":1.4713943717398954},{"hi":1.8773437500000068,"lo":1.8257812499999932},{"hi":-0.06760066962334066,"lo":-0.428008091039687},{"hi":1.0090267333407903,"lo":0.9984980833083228}],[{"hi":1.5229361262128753,"lo":1.495938064346066},{"hi":1.8773437500000068,"lo":1.8257812499999932},{"hi":0.0015571889054750432,"lo":-0.35397752292011536},{"hi":1.0057195423742742,"lo":0.9981945447418632}],[{"hi":1.5474798188190455,"lo":1.5204817569522362},{"hi":1.8773437500000068,"lo":1.8257812499999932},{"hi":0.0707872545800634,"lo":-0.28161932942797746},{"hi":1.003011268776891,"lo":0.9984944563217324}],[{"hi":1.5720235114252157,"lo":1.5450254495584064},{"hi":1.8773437500000068,"lo":1.8257812499999932},{"hi":0.14035075804630484,"lo":-0.21052613706945816},{"hi":1.0009035439113876,"lo":0.9993976373924083}],[{"hi":1.5965672040313859,"lo":1.5695691421645765},{"hi":1.8773437500000068,"lo":1.8257812499999932},{"hi":0.21052613706945741,"lo":-0.14035075804630553},{"hi":1.0009035439113876,"lo":0.9993976373924083}],[{"hi":1.6211108966375565,"lo":1.5941128347707463},{"hi":1.8773437500000068,"lo":1.8257812499999932},{"hi":0.2816193294279768,"lo":-0.07078725458006413},{"hi":1.003011268776891,"lo":0.9984944563217324}],[{"hi":1.6456545892437267,"lo":1.6186565273769165},{"hi":1.8773437500000068,"lo":1.8257812499999932},{"hi":0.35397752292011486,"lo":-0.001557188905475848},{"hi":1.0057195423742742,"lo":0.9981945447418632}],[{"hi":1.6701982818498973,"lo":1.6432002199830866},{"hi":1.8773437500000068,"lo":1.8257812499999932},{"hi":0.4280080910396863,"lo":0.06760066962334008},{"hi":1.0090267333407896,"lo":0.9984980833083232}],[{"hi":1.694741974456068,"lo":1.6677439125892572},{"hi":1.8773437500000068,"lo":1.8257812499999932},{"hi":0.49857336017782183,"lo":0.14069296400336512},{"hi":1.012703565335731,"lo":0.9995564119891844}],[{"hi":1.694741974456068,"lo":1.6677439125892572},{"hi":1.8304687500000065,"lo":1.7789062499999935},{"hi":0.36105361106989475,"lo":0.35166626213346874},{"hi":1.007671988209645,"lo":1.0072931811887573}],[{"hi":1.719285667062238,"lo":1.6922876051954279},{"hi":1.8304687500000065,"lo":1.7789062499999935},{"hi":0.5831934883862704,"lo":0.20670212690136036},{"hi":1.0174295393030774,"lo":1.0009144161334316}],[{"hi":1.7438293596684087,"lo":1.7168312978015976},{"hi":1.8304687500000065,"lo":1.7789062499999935},{"hi":0.6657868754935358,"lo":0.27713698932482006},{"hi":1.0225200927627385,"lo":1.0030257548835395}],[{"hi":1.7683730522745789,"lo":1.7413749904077678},{"hi":1.8304687500000065,"lo":1.7789062499999935},{"hi":0.7531021425397233,"lo":0.34847677335026694},{"hi":1.028199443568191,"lo":1.0057376336396375}],[{"hi":1.792916744880749,"lo":1.765918683013938},{"hi":1.8304687500000065,"lo":1.7789062499999935},{"hi":0.7300706566867968,"lo":0.49870622031537004},{"hi":1.0273902557610888,"lo":1.01376436215389}],[{"hi":1.792916744880749,"lo":1.765918683013938},{"hi":1.7835937500000063,"lo":1.7320312499999937},{"hi":0.7542035152921551,"lo":0.5597391267022734},{"hi":1.029013813247996,"lo":1.0172239550316848}],[{"hi":1.8174604374869192,"lo":1.7904623756201081},{"hi":1.7835937500000063,"lo":1.7320312499999937},{"hi":0.949209279179312,"lo":0.49455674697412944},{"hi":1.0413105004934247,"lo":1.0129561162735028}],[{"hi":1.8420041300930894,"lo":1.8150060682262783},{"hi":1.7835937500000063,"lo":1.7320312499999937},{"hi":0.9765090437362192,"lo":0.6279077480045855},{"hi":1.0431875063898983,"lo":1.0211562404158276}],[{"hi":1.8420041300930894,"lo":1.8150060682262783},{"hi":1.736718750000006,"lo":1.685156249999994},{"hi":0.9252197066388149,"lo":0.7783010713133995},{"hi":1.03992180261314,"lo":1.03067713159169}],[{"hi":1.86654782269926,"lo":1.839549760832448},{"hi":1.736718750000006,"lo":1.685156249999994},{"hi":1.2011122863509363,"lo":0.6433455632804571},{"hi":1.0567311243942528,"lo":1.0225524740780982}],[{"hi":1.8910915153054302,"lo":1.8640934534386182},{"hi":1.736718750000006,"lo":1.685156249999994},{"hi":1.060317495396677,"lo":0.9231309982734563},{"hi":1.047889350815424,"lo":1.0398398732360357}],[{"hi":1.8910915153054302,"lo":1.8640934534386182},{"hi":1.689843750000006,"lo":1.638281249999994},{"hi":1.322727121050926,"lo":0.7939200802116972},{"hi":1.062076338653552,"lo":1.0330650405370796}],[{"hi":1.9156352079116004,"lo":1.8886371460447884},{"hi":1.689843750000006,"lo":1.638281249999994},{"hi":1.2495822197216753,"lo":1.0189523613776073},{"hi":1.0573177181034685,"lo":1.0459078869426262}],[{"hi":1.9156352079116004,"lo":1.8886371460447884},{"hi":1.6429687500000059,"lo":1.5914062499999941},{"hi":1.5740246726256721,"lo":0.8795340122229653},{"hi":1.069860233172674,"lo":1.0413494872834366}],[{"hi":1.9401789005177705,"lo":1.9131808386509586},{"hi":1.6429687500000059,"lo":1.5914062499999941},{"hi":1.3064275283746047,"lo":1.2894289951912459},{"hi":1.0588003329734703,"lo":1.058226336045985}],[{"hi":1.9401789005177705,"lo":1.9131808386509586},{"hi":1.5960937500000056,"lo":1.5445312499999944},{"hi":1.7101361069177472,"lo":1.0259561205569372},{"hi":1.0690931912331907,"lo":1.0515557628486665}],[{"hi":1.9401789005177705,"lo":1.9131808386509586},{"hi":1.5492187500000054,"lo":1.4976562499999946},{"hi":1.8394607556378433,"lo":1.1677996835304765},{"hi":1.0655944609594814,"lo":1.059734059159314}],[{"hi":1.9401789005177705,"lo":1.9131808386509586},{"hi":1.5023437500000054,"lo":1.4507812499999946},{"hi":1.9737929700593173,"lo":1.3021318979519494},{"hi":1.0655944609594814,"lo":1.059734059159314}],[{"hi":1.9401789005177705,"lo":1.9131808386509586},{"hi":1.4554687500000052,"lo":1.4039062499999948},{"hi":2.1156365330328555,"lo":1.4314565466720466},{"hi":1.0690931912331907,"lo":1.0515557628486665}],[{"hi":1.9401789005177705,"lo":1.9131808386509586},{"hi":1.408593750000005,"lo":1.357031249999995},{"hi":1.852163658398548,"lo":1.835165125215188},{"hi":1.0588003329734703,"lo":1.058226336045985}],[{"hi":1.9156352079116004,"lo":1.8886371460447884},{"hi":1.408593750000005,"lo":1.357031249999995},{"hi":2.2620586413668278,"lo":1.5675679809641212},{"hi":1.069860233172674,"lo":1.0413494872834366}],[{"hi":1.9156352079116004,"lo":1.8886371460447884},{"hi":1.3617187500000048,"lo":1.3101562499999952},{"hi":2.122640292212186,"lo":1.892010433868118},{"hi":1.0573177181034685,"lo":1.0459078869426262}],[{"hi":1.8910915153054302,"lo":1.8640934534386182},{"hi":1.3617187500000048,"lo":1.3101562499999952},{"hi":2.3476725733780954,"lo":1.8188655325388678},{"hi":1.062076338653552,"lo":1.0330650405370796}],[{"hi":1.8910915153054302,"lo":1.8640934534386182},{"hi":1.3148437500000048,"lo":1.2632812499999952},{"hi":2.2184616553163368,"lo":2.081275158193116},{"hi":1.047889350815424,"lo":1.0398398732360357}],[{"hi":1.86654782269926,"lo":1.839549760832448},{"hi":1.3148437500000048,"lo":1.2632812499999952},{"hi":2.498247090309337,"lo":1.9404803672388562},{"hi":1.0567311243942528,"lo":1.0225524740780982}],[{"hi":1.8420041300930894,"lo":1.8150060682262783},{"hi":1.3148437500000048,"lo":1.2632812499999952},{"hi":2.3632915822763936,"lo":2.2163729469509788},{"hi":1.03992180261314,"lo":1.03067713159169}],[{"hi":1.8420041300930894,"lo":1.8150060682262783},{"hi":1.2679687500000045,"lo":1.2164062499999955},{"hi":2.513684905585208,"lo":2.165083609853574},{"hi":1.0431875063898983,"lo":1.0211562404158276}],[{"hi":1.8174604374869192,"lo":1.7904623756201081},{"hi":1.2679687500000045,"lo":1.2164062499999955},{"hi":2.6470359066156637,"lo":2.1923833744104817},{"hi":1.0413105004934247,"lo":1.0129561162735028}],[{"hi":1.792916744880749,"lo":1.765918683013938},{"hi":1.2679687500000045,"lo":1.2164062499999955},{"hi":2.5818535268875196,"lo":2.3873891382976384},{"hi":1.029013813247996,"lo":1.0172239550316848}],[{"hi":1.792916744880749,"lo":1.765918683013938},{"hi":1.2210937500000043,"lo":1.1695312499999957},{"hi":2.642886433274423,"lo":2.4115219969029966},{"hi":1.0273902557610888,"lo":1.01376436215389}],[{"hi":1.7683730522745789,"lo":1.7413749904077678},{"hi":1.2210937500000043,"lo":1.1695312499999957},{"hi":2.793115880239527,"lo":2.3884905110500694},{"hi":1.028199443568191,"lo":1.0057376336396375}],[{"hi":1.7438293596684087,"lo":1.7168312978015976},{"hi":1.2210937500000043,"lo":1.1695312499999957},{"hi":2.864455664264973,"lo":2.475805778096258},{"hi":1.0225200927627385,"lo":1.0030257548835395}],[{"hi":1.719285667062238,"lo":1.6922876051954279},{"hi":1.2210937500000043,"lo":1.1695312499999957},{"hi":2.9348905266884326,"lo":2.558399165203523},{"hi":1.0174295393030774,"lo":1.0009144161334316}],[{"hi":1.694741974456068,"lo":1.6677439125892572},{"hi":1.2210937500000043,"lo":1.1695312499999957},{"hi":2.789926391456325,"lo":2.780539042519898},{"hi":1.007671988209645,"lo":1.0072931811887573}],[{"hi":1.694741974456068,"lo":1.6677439125892572},{"hi":1.174218750000004,"lo":1.122656249999996},{"hi":3.0008996895864284,"lo":2.6430192934119714},{"hi":1.012703565335731,"lo":0.9995564119891844}],[{"hi":1.6701982818498973,"lo":1.6432002199830866},{"hi":1.174218750000004,"lo":1.122656249999996},{"hi":3.0739919839664522,"lo":2.713584562550108},{"hi":1.0090267333407896,"lo":0.9984980833083232}],[{"hi":1.6456545892437267,"lo":1.6186565273769165},{"hi":1.174218750000004,"lo":1.122656249999996},{"hi":3.1431498424952693,"lo":2.787615130669678},{"hi":1.0057195423742742,"lo":0.9981945447418632}],[{"hi":1.6211108966375565,"lo":1.5941128347707463},{"hi":1.174218750000004,"lo":1.122656249999996},{"hi":3.212379908169857,"lo":2.8599733241618166},{"hi":1.003011268776891,"lo":0.9984944563217324}],[{"hi":1.5965672040313859,"lo":1.5695691421645765},{"hi":1.174218750000004,"lo":1.122656249999996},{"hi":3.281943411636099,"lo":2.9310665165203353},{"hi":1.0009035439113876,"lo":0.9993976373924083}],[{"hi":1.5720235114252157,"lo":1.5450254495584064},{"hi":1.174218750000004,"lo":1.122656249999996},{"hi":3.3521187906592504,"lo":3.001241895543489},{"hi":1.0009035439113876,"lo":0.9993976373924083}],[{"hi":1.5474798188190455,"lo":1.5204817569522362},{"hi":1.174218750000004,"lo":1.122656249999996},{"hi":3.42321198301777,"lo":3.0708053990097297},{"hi":1.003011268776891,"lo":0.9984944563217324}],[{"hi":1.5229361262128753,"lo":1.495938064346066},{"hi":1.174218750000004,"lo":1.122656249999996},{"hi":3.4955701765099088,"lo":3.1400354646843174},{"hi":1.0057195423742742,"lo":0.9981945447418632}],[{"hi":1.4983924336067052,"lo":1.4713943717398954},{"hi":1.174218750000004,"lo":1.122656249999996},{"hi":3.56960074462948,"lo":3.2091933232131336},{"hi":1.0090267333407903,"lo":0.9984980833083228}],[{"hi":1.473848741000534,"lo":1.4468506791337252},{"hi":1.174218750000004,"lo":1.122656249999996},{"hi":3.6401660137676157,"lo":3.2822856175931587},{"hi":1.0127035653357306,"lo":0.9995564119891851}],[{"hi":1.473848741000534,"lo":1.4468506791337252},{"hi":1.2210937500000043,"lo":1.1695312499999957},{"hi":3.502646264659688,"lo":3.493258915723263},{"hi":1.007671988209645,"lo":1.0072931811887573}],[{"hi":1.4493050483943635,"lo":1.422306986527555},{"hi":1.2210937500000043,"lo":1.1695312499999957},{"hi":3.7247861419760637,"lo":3.348294780491154},{"hi":1.0174295393030774,"lo":1.0009144161334316}],[{"hi":1.4247613557881933,"lo":1.3977632939213849},{"hi":1.2210937500000043,"lo":1.1695312499999957},{"hi":3.8073795290833288,"lo":3.418729642914614},{"hi":1.0225200927627385,"lo":1.0030257548835395}],[{"hi":1.4002176631820231,"lo":1.3732196013152147},{"hi":1.2210937500000043,"lo":1.1695312499999957},{"hi":3.8946947961295173,"lo":3.49006942694006},{"hi":1.028199443568191,"lo":1.0057376336396375}],[{"hi":1.375673970575853,"lo":1.3486759087090445},{"hi":1.2210937500000043,"lo":1.1695312499999957},{"hi":3.87166331027659,"lo":3.640298873905164},{"hi":1.0273902557610888,"lo":1.01376436215389}],[{"hi":1.375673970575853,"lo":1.3486759087090445},{"hi":1.2679687500000045,"lo":1.2164062499999955},{"hi":3.8957961688819496,"lo":3.701331780292066},{"hi":1.029013813247996,"lo":1.0172239550316848}],[{"hi":1.3511302779696823,"lo":1.3241322161028748},{"hi":1.2679687500000045,"lo":1.2164062499999955},{"hi":4.090801932769105,"lo":3.6361494005639234},{"hi":1.0413105004934247,"lo":1.0129561162735028}],[{"hi":1.3265865853635121,"lo":1.2995885234967046},{"hi":1.2679687500000045,"lo":1.2164062499999955},{"hi":4.118101697326011,"lo":3.76950040159438},{"hi":1.0431875063898983,"lo":1.0211562404158276}],[{"hi":1.3265865853635121,"lo":1.2995885234967046},{"hi":1.3148437500000048,"lo":1.2632812499999952},{"hi":4.066812360228609,"lo":3.919893724903192},{"hi":1.03992180261314,"lo":1.03067713159169}],[{"hi":1.302042892757342,"lo":1.2750448308905344},{"hi":1.3148437500000048,"lo":1.2632812499999952},{"hi":4.342704939940731,"lo":3.78493821687025},{"hi":1.0567311243942534,"lo":1.0225524740780978}]]}],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.283185307179586,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"definition":1,"kind":"IntersectionSide","side":"A"},{"definition":0,"kind":"IntersectionSide","side":"A"},{"axis_a":[1.0,0.0],"axis_b":[0.0,-1.0],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[1.0,0.0],"axis_b":[0.0,1.0],"kind":"Conic2","origin":[0.0,0.0]},{"definition":1,"kind":"IntersectionSide","side":"B"},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.0430596642677912]},{"direction":[0.0,0.9999999999999999],"kind":"Line2","origin":[3.211768032612946,1.0430596642677912]},{"definition":0,"kind":"IntersectionSide","side":"B"},{"direction":[0.0,0.9999999999999999],"kind":"Line2","origin":[-3.07141727456664,1.0430596642677912]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-6.283185307179586,1.0430596642677912]}],"surfaces":[{"frame":{"origin":[0.0,0.0,0.0],"x":[-3.8285686989269494e-16,0.0,-1.0],"y":[-1.0,-0.0,3.8285686989269494e-16],"z":[0.0,1.0,0.0]},"kind":"Cylinder","radius":1.0},{"frame":{"origin":[0.0,0.0,0.0],"x":[-3.8285686989269494e-16,0.0,-1.0],"y":[1.0,0.0,-3.8285686989269494e-16],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[-3.8285686989269494e-16,0.0,-1.0],"y":[-1.0,-0.0,3.8285686989269494e-16],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-2.0,1.5,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,1.0],"z":[1.0,0.0,0.0]},"kind":"Cylinder","radius":0.35}]},"id":"matrix-cylinder-cross","quality":{"kind":"Analytic"},"revision":1,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":0,"id":0,"tolerance":1e-8,"twin_halfedge":6},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":2,"id":1,"tolerance":1e-8,"twin_halfedge":7},{"chart_seam":true,"geometry":{"curve":2,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":1,"id":2,"tolerance":1e-8,"twin_halfedge":3},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":2.2160342040069305,"lo":0.0}},"halfedge":5,"id":3,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":2.21603420400693,"lo":0.0}},"halfedge":4,"id":4,"tolerance":1e-8,"twin_halfedge":8},{"chart_seam":true,"geometry":{"curve":5,"kind":"Curve","range":{"hi":4.119598250712539,"lo":3.211768032612946}},"halfedge":9,"id":5,"tolerance":1e-8,"twin_halfedge":13},{"chart_seam":true,"geometry":{"curve":6,"kind":"Curve","range":{"hi":1.9566391544284132,"lo":0.0}},"halfedge":10,"id":6,"tolerance":1e-8,"twin_halfedge":12}],"faces":[{"id":0,"key":"host:lateral","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-cylinder-host","entity":"matrix-cylinder-host","face":0,"key":"lateral"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[1,2],"outer":0,"uv_bounds":[{"hi":6.283185307179586,"lo":0.0},{"hi":3.0,"lo":0.0}]}},{"id":1,"key":"host:lower_cap","provenance":{"reversed":false,"role":"Preserved","sources":[{"body":"matrix-cylinder-host","entity":"matrix-cylinder-host","face":1,"key":"lower_cap"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":1.0,"lo":-1.0},{"hi":1.0,"lo":-1.0}]}},{"id":2,"key":"host:upper_cap","provenance":{"reversed":false,"role":"Preserved","sources":[{"body":"matrix-cylinder-host","entity":"matrix-cylinder-host","face":2,"key":"upper_cap"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":1.0,"lo":-1.0},{"hi":1.0,"lo":-1.0}]}},{"id":3,"key":"cutter:tunnel","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"matrix-cylinder-cross","entity":"matrix-cylinder-cross","face":0,"key":"lateral"}]},"sense":"Reverse","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":4.119598250712539,"lo":-3.07141727456664},{"hi":3.0,"lo":1.0}]}}],"halfedges":[{"edge":0,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":0,"twin":6,"wire_ref":null},{"edge":2,"face":0,"from":0,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":1,"twin":3,"wire_ref":null},{"edge":1,"face":0,"from":1,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":7,"wire_ref":null},{"edge":2,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":1,"wire_ref":null},{"edge":4,"face":0,"from":3,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":4,"prev":4,"to":3,"twin":8,"wire_ref":null},{"edge":3,"face":0,"from":2,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":2,"next":5,"prev":5,"to":2,"twin":11,"wire_ref":null},{"edge":0,"face":1,"from":0,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":3,"next":6,"prev":6,"to":0,"twin":0,"wire_ref":null},{"edge":1,"face":2,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Forward"},"id":7,"loop_ref":4,"next":7,"prev":7,"to":1,"twin":2,"wire_ref":null},{"edge":4,"face":3,"from":3,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Reverse"},"id":8,"loop_ref":5,"next":13,"prev":9,"to":3,"twin":4,"wire_ref":null},{"edge":5,"face":3,"from":4,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":5,"next":8,"prev":10,"to":3,"twin":13,"wire_ref":null},{"edge":6,"face":3,"from":2,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":5,"next":9,"prev":11,"to":4,"twin":12,"wire_ref":null},{"edge":3,"face":3,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":5,"next":10,"prev":12,"to":2,"twin":5,"wire_ref":null},{"edge":6,"face":3,"from":4,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":5,"next":11,"prev":13,"to":2,"twin":10,"wire_ref":null},{"edge":5,"face":3,"from":3,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Reverse"},"id":13,"loop_ref":5,"next":12,"prev":8,"to":4,"twin":9,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":0,"id":1,"is_hole":true,"start_halfedge":4},{"face_ref":0,"id":2,"is_hole":true,"start_halfedge":5},{"face_ref":1,"id":3,"is_hole":false,"start_halfedge":6},{"face_ref":2,"id":4,"is_hole":false,"start_halfedge":7},{"face_ref":3,"id":5,"is_hole":false,"start_halfedge":8}],"shells":[{"faces":[0,1,2,3],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[-3.8285686989269494e-16,0.0,-1.0],"tolerance":1e-8},{"id":1,"outgoing_halfedge":2,"position":[-3.8285686989269494e-16,3.0,-1.0],"tolerance":1e-8},{"id":2,"outgoing_halfedge":5,"position":[0.9996988186962042,1.150861448564683,-0.024541228522912288],"tolerance":1e-8},{"id":3,"outgoing_halfedge":4,"position":[-0.9569403357322088,1.304462775529828,-0.2902846772544624],"tolerance":1e-8},{"id":4,"outgoing_halfedge":9,"position":[-0.9569403357322088,1.1508614485586484,-0.024541228523336397],"tolerance":1e-8}],"wires":[]}}}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/boolean-matrix/cylinder-empty.json b/main/opengeometry/tests/fixtures/cases/boolean-matrix/cylinder-empty.json
new file mode 100644
index 0000000..a432b7b
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/boolean-matrix/cylinder-empty.json
@@ -0,0 +1 @@
+{"a":{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":0.4},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":0.4},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.4,0.0,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.283185307179586,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"axis_a":[0.4,0.0],"axis_b":[0.0,-0.4],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[0.4,0.0],"axis_b":[0.0,0.4],"kind":"Conic2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Cylinder","radius":0.4},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"}]},"id":"matrix-cylinder-inner","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":0,"id":0,"tolerance":1e-8,"twin_halfedge":4},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":2,"id":1,"tolerance":1e-8,"twin_halfedge":5},{"chart_seam":true,"geometry":{"curve":2,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":1,"id":2,"tolerance":1e-8,"twin_halfedge":3}],"faces":[{"id":0,"key":"lateral","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-cylinder-inner","entity":"matrix-cylinder-inner","face":0,"key":"lateral"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":6.283185307179586,"lo":0.0},{"hi":3.0,"lo":0.0}]}},{"id":1,"key":"lower_cap","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-cylinder-inner","entity":"matrix-cylinder-inner","face":1,"key":"lower_cap"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.4,"lo":-0.4},{"hi":0.4,"lo":-0.4}]}},{"id":2,"key":"upper_cap","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-cylinder-inner","entity":"matrix-cylinder-inner","face":2,"key":"upper_cap"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.4,"lo":-0.4},{"hi":0.4,"lo":-0.4}]}}],"halfedges":[{"edge":0,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":0,"from":0,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":1,"twin":3,"wire_ref":null},{"edge":1,"face":0,"from":1,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":5,"wire_ref":null},{"edge":2,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":1,"wire_ref":null},{"edge":0,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":4,"prev":4,"to":0,"twin":0,"wire_ref":null},{"edge":1,"face":2,"from":1,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":2,"next":5,"prev":5,"to":1,"twin":2,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":5}],"shells":[{"faces":[0,1,2],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[0.4,0.0,0.0],"tolerance":1e-8},{"id":1,"outgoing_halfedge":2,"position":[0.4,3.0,0.0],"tolerance":1e-8}],"wires":[]}},"b":{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":1.0},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":1.0},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.0,0.0,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.283185307179586,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"axis_a":[1.0,0.0],"axis_b":[0.0,-1.0],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[1.0,0.0],"axis_b":[0.0,1.0],"kind":"Conic2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Cylinder","radius":1.0},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"}]},"id":"matrix-cylinder-host","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":0,"id":0,"tolerance":1e-8,"twin_halfedge":4},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":2,"id":1,"tolerance":1e-8,"twin_halfedge":5},{"chart_seam":true,"geometry":{"curve":2,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":1,"id":2,"tolerance":1e-8,"twin_halfedge":3}],"faces":[{"id":0,"key":"lateral","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-cylinder-host","entity":"matrix-cylinder-host","face":0,"key":"lateral"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":6.283185307179586,"lo":0.0},{"hi":3.0,"lo":0.0}]}},{"id":1,"key":"lower_cap","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-cylinder-host","entity":"matrix-cylinder-host","face":1,"key":"lower_cap"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":1.0,"lo":-1.0},{"hi":1.0,"lo":-1.0}]}},{"id":2,"key":"upper_cap","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-cylinder-host","entity":"matrix-cylinder-host","face":2,"key":"upper_cap"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":1.0,"lo":-1.0},{"hi":1.0,"lo":-1.0}]}}],"halfedges":[{"edge":0,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":0,"from":0,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":1,"twin":3,"wire_ref":null},{"edge":1,"face":0,"from":1,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":5,"wire_ref":null},{"edge":2,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":1,"wire_ref":null},{"edge":0,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":4,"prev":4,"to":0,"twin":0,"wire_ref":null},{"edge":1,"face":2,"from":1,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":2,"next":5,"prev":5,"to":1,"twin":2,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":5}],"shells":[{"faces":[0,1,2],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[1.0,0.0,0.0],"tolerance":1e-8},{"id":1,"outgoing_halfedge":2,"position":[1.0,3.0,0.0],"tolerance":1e-8}],"wires":[]}},"handlers":["boolean_cylinders"],"operation":"subtraction","result":{"brep":{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[],"intersections":[],"pcurves":[],"surfaces":[]},"id":"matrix-cylinder-empty","quality":{"kind":"Analytic"},"revision":1,"schema_version":2,"solids":[],"topology":{"edges":[],"faces":[],"halfedges":[],"loops":[],"shells":[],"vertices":[],"wires":[]}}}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/boolean-matrix/cylinder-offset.json b/main/opengeometry/tests/fixtures/cases/boolean-matrix/cylinder-offset.json
new file mode 100644
index 0000000..52910c8
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/boolean-matrix/cylinder-offset.json
@@ -0,0 +1 @@
+{"a":{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":1.0},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":1.0},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.0,0.0,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.283185307179586,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"axis_a":[1.0,0.0],"axis_b":[0.0,-1.0],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[1.0,0.0],"axis_b":[0.0,1.0],"kind":"Conic2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Cylinder","radius":1.0},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"}]},"id":"matrix-cylinder-host","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":0,"id":0,"tolerance":1e-8,"twin_halfedge":4},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":2,"id":1,"tolerance":1e-8,"twin_halfedge":5},{"chart_seam":true,"geometry":{"curve":2,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":1,"id":2,"tolerance":1e-8,"twin_halfedge":3}],"faces":[{"id":0,"key":"lateral","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-cylinder-host","entity":"matrix-cylinder-host","face":0,"key":"lateral"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":6.283185307179586,"lo":0.0},{"hi":3.0,"lo":0.0}]}},{"id":1,"key":"lower_cap","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-cylinder-host","entity":"matrix-cylinder-host","face":1,"key":"lower_cap"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":1.0,"lo":-1.0},{"hi":1.0,"lo":-1.0}]}},{"id":2,"key":"upper_cap","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-cylinder-host","entity":"matrix-cylinder-host","face":2,"key":"upper_cap"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":1.0,"lo":-1.0},{"hi":1.0,"lo":-1.0}]}}],"halfedges":[{"edge":0,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":0,"from":0,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":1,"twin":3,"wire_ref":null},{"edge":1,"face":0,"from":1,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":5,"wire_ref":null},{"edge":2,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":1,"wire_ref":null},{"edge":0,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":4,"prev":4,"to":0,"twin":0,"wire_ref":null},{"edge":1,"face":2,"from":1,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":2,"next":5,"prev":5,"to":1,"twin":2,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":5}],"shells":[{"faces":[0,1,2],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[1.0,0.0,0.0],"tolerance":1e-8},{"id":1,"outgoing_halfedge":2,"position":[1.0,3.0,0.0],"tolerance":1e-8}],"wires":[]}},"b":{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"frame":{"origin":[0.35,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":0.4},{"frame":{"origin":[0.35,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":0.4},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.75,0.0,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.283185307179586,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"axis_a":[0.4,0.0],"axis_b":[0.0,-0.4],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[0.4,0.0],"axis_b":[0.0,0.4],"kind":"Conic2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.35,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Cylinder","radius":0.4},{"frame":{"origin":[0.35,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.35,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"}]},"id":"matrix-cylinder-offset","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":0,"id":0,"tolerance":1e-8,"twin_halfedge":4},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":2,"id":1,"tolerance":1e-8,"twin_halfedge":5},{"chart_seam":true,"geometry":{"curve":2,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":1,"id":2,"tolerance":1e-8,"twin_halfedge":3}],"faces":[{"id":0,"key":"lateral","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-cylinder-offset","entity":"matrix-cylinder-offset","face":0,"key":"lateral"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":6.283185307179586,"lo":0.0},{"hi":3.0,"lo":0.0}]}},{"id":1,"key":"lower_cap","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-cylinder-offset","entity":"matrix-cylinder-offset","face":1,"key":"lower_cap"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.4,"lo":-0.4},{"hi":0.4,"lo":-0.4}]}},{"id":2,"key":"upper_cap","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-cylinder-offset","entity":"matrix-cylinder-offset","face":2,"key":"upper_cap"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.4,"lo":-0.4},{"hi":0.4,"lo":-0.4}]}}],"halfedges":[{"edge":0,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":0,"from":0,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":1,"twin":3,"wire_ref":null},{"edge":1,"face":0,"from":1,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":5,"wire_ref":null},{"edge":2,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":1,"wire_ref":null},{"edge":0,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":4,"prev":4,"to":0,"twin":0,"wire_ref":null},{"edge":1,"face":2,"from":1,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":2,"next":5,"prev":5,"to":1,"twin":2,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":5}],"shells":[{"faces":[0,1,2],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[0.75,0.0,0.0],"tolerance":1e-8},{"id":1,"outgoing_halfedge":2,"position":[0.75,3.0,0.0],"tolerance":1e-8}],"wires":[]}},"handlers":["boolean_cylinders"],"operation":"subtraction","result":{"brep":{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":1.0},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":1.0},{"frame":{"origin":[0.35,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":0.4},{"frame":{"origin":[0.35,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":0.4},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.75,0.0,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.283185307179586,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.283185307179586,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"axis_a":[1.0,0.0],"axis_b":[0.0,-1.0],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[0.4,0.0],"axis_b":[0.0,-0.4],"kind":"Conic2","origin":[0.35,0.0]},{"axis_a":[1.0,0.0],"axis_b":[0.0,1.0],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[0.4,0.0],"axis_b":[0.0,0.4],"kind":"Conic2","origin":[0.35,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Cylinder","radius":1.0},{"frame":{"origin":[0.35,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Cylinder","radius":0.4},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"}]},"id":"matrix-cylinder-offset","quality":{"kind":"Analytic"},"revision":1,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":0,"id":0,"tolerance":1e-8,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":2,"id":1,"tolerance":1e-8,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":4,"id":2,"tolerance":1e-8,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":true,"geometry":{"curve":4,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-8,"twin_halfedge":3},{"chart_seam":true,"geometry":{"curve":5,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":5,"id":5,"tolerance":1e-8,"twin_halfedge":7}],"faces":[{"id":0,"key":"outer","provenance":{"reversed":false,"role":"Preserved","sources":[{"body":"matrix-cylinder-host","entity":"matrix-cylinder-host","face":0,"key":"lateral"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":6.283185307179586,"lo":0.0},{"hi":3.0,"lo":0.0}]}},{"id":1,"key":"inner","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"matrix-cylinder-offset","entity":"matrix-cylinder-offset","face":0,"key":"lateral"}]},"sense":"Reverse","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":6.283185307179586,"lo":0.0},{"hi":3.0,"lo":0.0}]}},{"id":2,"key":"lower_cap","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-cylinder-host","entity":"matrix-cylinder-host","face":1,"key":"lower_cap"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[3],"outer":2,"uv_bounds":[{"hi":1.0,"lo":-1.0},{"hi":1.0,"lo":-1.0}]}},{"id":3,"key":"upper_cap","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-cylinder-host","entity":"matrix-cylinder-host","face":2,"key":"upper_cap"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[5],"outer":4,"uv_bounds":[{"hi":1.0,"lo":-1.0},{"hi":1.0,"lo":-1.0}]}}],"halfedges":[{"edge":0,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":0,"twin":8,"wire_ref":null},{"edge":4,"face":0,"from":0,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":1,"twin":3,"wire_ref":null},{"edge":1,"face":0,"from":1,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":1,"wire_ref":null},{"edge":2,"face":1,"from":2,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":2,"twin":9,"wire_ref":null},{"edge":5,"face":1,"from":2,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":3,"twin":7,"wire_ref":null},{"edge":3,"face":1,"from":3,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":3,"twin":11,"wire_ref":null},{"edge":5,"face":1,"from":3,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":2,"twin":5,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Reverse"},"id":8,"loop_ref":2,"next":8,"prev":8,"to":0,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":2,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Reverse"},"id":9,"loop_ref":3,"next":9,"prev":9,"to":2,"twin":4,"wire_ref":null},{"edge":1,"face":3,"from":1,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Forward"},"id":10,"loop_ref":4,"next":10,"prev":10,"to":1,"twin":2,"wire_ref":null},{"edge":3,"face":3,"from":3,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Forward"},"id":11,"loop_ref":5,"next":11,"prev":11,"to":3,"twin":6,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":2,"id":3,"is_hole":true,"start_halfedge":9},{"face_ref":3,"id":4,"is_hole":false,"start_halfedge":10},{"face_ref":3,"id":5,"is_hole":true,"start_halfedge":11}],"shells":[{"faces":[0,1,2,3],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[1.0,0.0,0.0],"tolerance":1e-8},{"id":1,"outgoing_halfedge":2,"position":[1.0,3.0,0.0],"tolerance":1e-8},{"id":2,"outgoing_halfedge":4,"position":[0.75,0.0,0.0],"tolerance":1e-8},{"id":3,"outgoing_halfedge":6,"position":[0.75,3.0,0.0],"tolerance":1e-8}],"wires":[]}}}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/boolean-matrix/cylinder-sliced.json b/main/opengeometry/tests/fixtures/cases/boolean-matrix/cylinder-sliced.json
new file mode 100644
index 0000000..802ff49
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/boolean-matrix/cylinder-sliced.json
@@ -0,0 +1 @@
+{"a":{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":1.0},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":1.0},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.0,0.0,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.283185307179586,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"axis_a":[1.0,0.0],"axis_b":[0.0,-1.0],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[1.0,0.0],"axis_b":[0.0,1.0],"kind":"Conic2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Cylinder","radius":1.0},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"}]},"id":"matrix-cylinder-host","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":0,"id":0,"tolerance":1e-8,"twin_halfedge":4},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":2,"id":1,"tolerance":1e-8,"twin_halfedge":5},{"chart_seam":true,"geometry":{"curve":2,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":1,"id":2,"tolerance":1e-8,"twin_halfedge":3}],"faces":[{"id":0,"key":"lateral","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-cylinder-host","entity":"matrix-cylinder-host","face":0,"key":"lateral"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":6.283185307179586,"lo":0.0},{"hi":3.0,"lo":0.0}]}},{"id":1,"key":"lower_cap","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-cylinder-host","entity":"matrix-cylinder-host","face":1,"key":"lower_cap"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":1.0,"lo":-1.0},{"hi":1.0,"lo":-1.0}]}},{"id":2,"key":"upper_cap","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-cylinder-host","entity":"matrix-cylinder-host","face":2,"key":"upper_cap"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":1.0,"lo":-1.0},{"hi":1.0,"lo":-1.0}]}}],"halfedges":[{"edge":0,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":0,"from":0,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":1,"twin":3,"wire_ref":null},{"edge":1,"face":0,"from":1,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":5,"wire_ref":null},{"edge":2,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":1,"wire_ref":null},{"edge":0,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":4,"prev":4,"to":0,"twin":0,"wire_ref":null},{"edge":1,"face":2,"from":1,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":2,"next":5,"prev":5,"to":1,"twin":2,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":5}],"shells":[{"faces":[0,1,2],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[1.0,0.0,0.0],"tolerance":1e-8},{"id":1,"outgoing_halfedge":2,"position":[1.0,3.0,0.0],"tolerance":1e-8}],"wires":[]}},"b":{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"frame":{"origin":[0.0,0.5,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":0.4},{"frame":{"origin":[0.0,3.5,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":0.4},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.4,0.5,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.283185307179586,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"axis_a":[0.4,0.0],"axis_b":[0.0,-0.4],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[0.4,0.0],"axis_b":[0.0,0.4],"kind":"Conic2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.5,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Cylinder","radius":0.4},{"frame":{"origin":[0.0,0.5,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.5,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"}]},"id":"matrix-cylinder-shifted","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":0,"id":0,"tolerance":1e-8,"twin_halfedge":4},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":2,"id":1,"tolerance":1e-8,"twin_halfedge":5},{"chart_seam":true,"geometry":{"curve":2,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":1,"id":2,"tolerance":1e-8,"twin_halfedge":3}],"faces":[{"id":0,"key":"lateral","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-cylinder-shifted","entity":"matrix-cylinder-shifted","face":0,"key":"lateral"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":6.283185307179586,"lo":0.0},{"hi":3.0,"lo":0.0}]}},{"id":1,"key":"lower_cap","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-cylinder-shifted","entity":"matrix-cylinder-shifted","face":1,"key":"lower_cap"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.4,"lo":-0.4},{"hi":0.4,"lo":-0.4}]}},{"id":2,"key":"upper_cap","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-cylinder-shifted","entity":"matrix-cylinder-shifted","face":2,"key":"upper_cap"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.4,"lo":-0.4},{"hi":0.4,"lo":-0.4}]}}],"halfedges":[{"edge":0,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":0,"from":0,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":1,"twin":3,"wire_ref":null},{"edge":1,"face":0,"from":1,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":5,"wire_ref":null},{"edge":2,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":1,"wire_ref":null},{"edge":0,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":4,"prev":4,"to":0,"twin":0,"wire_ref":null},{"edge":1,"face":2,"from":1,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":2,"next":5,"prev":5,"to":1,"twin":2,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":5}],"shells":[{"faces":[0,1,2],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[0.4,0.5,0.0],"tolerance":1e-8},{"id":1,"outgoing_halfedge":2,"position":[0.4,3.5,0.0],"tolerance":1e-8}],"wires":[]}},"handlers":[],"operation":"subtraction","result":{"error":{"CoverageGap":{"families":["generic analytic solid","intersecting analytic solid"]}}}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/boolean-matrix/planar-extrusions.json b/main/opengeometry/tests/fixtures/cases/boolean-matrix/planar-extrusions.json
new file mode 100644
index 0000000..8dcff46
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/boolean-matrix/planar-extrusions.json
@@ -0,0 +1 @@
+{"a":{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-2.0,0.0,0.25]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-2.0,3.0,0.25]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-2.0,0.0,0.25]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[2.0,0.0,0.25]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[2.0,3.0,0.25]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.0,0.0,0.25]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[2.0,0.0,-0.25]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[2.0,3.0,-0.25]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.0,0.0,-0.25]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[-2.0,0.0,-0.25]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[-2.0,3.0,-0.25]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-2.0,0.0,-0.25]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[-2.0,-0.25]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,-0.25]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.25]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[-2.0,0.25]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-2.0,-0.25]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,-0.25]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[2.0,0.25]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-2.0,0.25]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-2.0,0.0,0.25],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[2.0,0.0,0.25],"x":[0.0,0.0,-1.0],"y":[0.0,1.0,0.0],"z":[1.0,-0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[2.0,0.0,-0.25],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[-2.0,0.0,-0.25],"x":[0.0,0.0,1.0],"y":[0.0,1.0,-0.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"matrix-wall","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":4.0,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-8,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":4.0,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-8,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-8,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":4.0,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":4.0,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-8,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-wall","entity":"matrix-wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":2.00000001,"lo":-2.00000001},{"hi":0.25000001,"lo":-0.25000001}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-wall","entity":"matrix-wall","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":2.00000001,"lo":-2.00000001},{"hi":0.25000001,"lo":-0.25000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-wall","entity":"matrix-wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":4.00000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-wall","entity":"matrix-wall","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-wall","entity":"matrix-wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":4.00000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-wall","entity":"matrix-wall","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[-2.0,0.0,0.25],"tolerance":1e-8},{"id":1,"outgoing_halfedge":7,"position":[2.0,0.0,0.25],"tolerance":1e-8},{"id":2,"outgoing_halfedge":6,"position":[2.0,0.0,-0.25],"tolerance":1e-8},{"id":3,"outgoing_halfedge":5,"position":[-2.0,0.0,-0.25],"tolerance":1e-8},{"id":4,"outgoing_halfedge":0,"position":[-2.0,3.0,0.25],"tolerance":1e-8},{"id":5,"outgoing_halfedge":1,"position":[2.0,3.0,0.25],"tolerance":1e-8},{"id":6,"outgoing_halfedge":2,"position":[2.0,3.0,-0.25],"tolerance":1e-8},{"id":7,"outgoing_halfedge":3,"position":[-2.0,3.0,-0.25],"tolerance":1e-8}],"wires":[]}},"b":{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-0.4,0.0,0.5]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-0.4,3.0,0.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-0.4,0.0,0.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.4,0.0,0.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.4,3.0,0.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.4,0.0,0.5]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[0.4,0.0,-0.5]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[0.4,3.0,-0.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.4,0.0,-0.5]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[-0.4,0.0,-0.5]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[-0.4,3.0,-0.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-0.4,0.0,-0.5]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[-0.4,-0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.4,-0.5]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.4,0.5]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[-0.4,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-0.4,-0.5]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.4,-0.5]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.4,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-0.4,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.8,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.8,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-0.4,0.0,0.5],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.4,0.0,0.5],"x":[0.0,0.0,-1.0],"y":[0.0,1.0,0.0],"z":[1.0,-0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.4,0.0,-0.5],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[-0.4,0.0,-0.5],"x":[0.0,0.0,1.0],"y":[0.0,1.0,-0.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"matrix-profile-cutter","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.8,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-8,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.8,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-8,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-8,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":0.8,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":0.8,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-8,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-profile-cutter","entity":"matrix-profile-cutter","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.40000001,"lo":-0.40000001},{"hi":0.50000001,"lo":-0.50000001}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-profile-cutter","entity":"matrix-profile-cutter","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.40000001,"lo":-0.40000001},{"hi":0.50000001,"lo":-0.50000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-profile-cutter","entity":"matrix-profile-cutter","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.8000000100000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-profile-cutter","entity":"matrix-profile-cutter","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":1.00000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-profile-cutter","entity":"matrix-profile-cutter","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.8000000100000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-profile-cutter","entity":"matrix-profile-cutter","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":1.00000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[-0.4,0.0,0.5],"tolerance":1e-8},{"id":1,"outgoing_halfedge":7,"position":[0.4,0.0,0.5],"tolerance":1e-8},{"id":2,"outgoing_halfedge":6,"position":[0.4,0.0,-0.5],"tolerance":1e-8},{"id":3,"outgoing_halfedge":5,"position":[-0.4,0.0,-0.5],"tolerance":1e-8},{"id":4,"outgoing_halfedge":0,"position":[-0.4,3.0,0.5],"tolerance":1e-8},{"id":5,"outgoing_halfedge":1,"position":[0.4,3.0,0.5],"tolerance":1e-8},{"id":6,"outgoing_halfedge":2,"position":[0.4,3.0,-0.5],"tolerance":1e-8},{"id":7,"outgoing_halfedge":3,"position":[-0.4,3.0,-0.5],"tolerance":1e-8}],"wires":[]}},"handlers":["boolean_planar_extrusions"],"operation":"subtraction","result":{"brep":{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-2.0,0.0,0.25]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-2.0,3.0,0.25]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-2.0,0.0,0.25]},{"direction":[2.220446049250313e-16,0.0,-1.0],"kind":"Line","origin":[-0.4,0.0,0.25]},{"direction":[2.220446049250313e-16,0.0,-1.0],"kind":"Line","origin":[-0.4,3.0,0.25]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-0.4,0.0,0.25]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[-0.3999999999999999,0.0,-0.25]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[-0.3999999999999999,3.0,-0.25]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-0.3999999999999999,0.0,-0.25]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[-2.0,0.0,-0.25]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[-2.0,3.0,-0.25]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-2.0,0.0,-0.25]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.3999999999999999,0.0,0.25]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.3999999999999999,3.0,0.25]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.3999999999999999,0.0,0.25]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[2.0,0.0,0.25]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[2.0,3.0,0.25]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.0,0.0,0.25]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[2.0,0.0,-0.25]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[2.0,3.0,-0.25]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.0,0.0,-0.25]},{"direction":[-2.220446049250313e-16,0.0,1.0],"kind":"Line","origin":[0.4,0.0,-0.25]},{"direction":[-2.220446049250313e-16,0.0,1.0],"kind":"Line","origin":[0.4,3.0,-0.25]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.4,0.0,-0.25]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[-2.0,-0.25]},{"direction":[2.220446049250313e-16,1.0],"kind":"Line2","origin":[-0.4,-0.25]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[-0.3999999999999999,0.25]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[-2.0,0.25]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-2.0,-0.25]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[-0.3999999999999999,-0.25]},{"direction":[2.220446049250313e-16,-1.0],"kind":"Line2","origin":[-0.4,0.25]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-2.0,0.25]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.6,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.6,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.3999999999999999,-0.25]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,-0.25]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.25]},{"direction":[-2.220446049250313e-16,-1.0],"kind":"Line2","origin":[0.4,0.25]},{"direction":[-2.220446049250313e-16,1.0],"kind":"Line2","origin":[0.4,-0.25]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,-0.25]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[2.0,0.25]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.3999999999999999,0.25]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.6,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.6,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-2.0,0.0,0.25],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[-0.4,0.0,0.25],"x":[2.220446049250313e-16,0.0,-1.0],"y":[0.0,1.0,0.0],"z":[1.0,-0.0,2.220446049250313e-16]},"kind":"Plane"},{"frame":{"origin":[-0.3999999999999999,0.0,-0.25],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[-2.0,0.0,-0.25],"x":[0.0,0.0,1.0],"y":[0.0,1.0,-0.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.3999999999999999,0.0,0.25],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[2.0,0.0,0.25],"x":[0.0,0.0,-1.0],"y":[0.0,1.0,0.0],"z":[1.0,-0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[2.0,0.0,-0.25],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.4,0.0,-0.25],"x":[-2.220446049250313e-16,0.0,1.0],"y":[0.0,1.0,0.0],"z":[-1.0,0.0,-2.220446049250313e-16]},"kind":"Plane"}]},"id":"matrix-planar-extrusions","quality":{"kind":"Analytic"},"revision":1,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0},{"cavity_shells":[],"outer_shell":1}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":1.6,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-8,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":1.6,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-8,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-8,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":1.6,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":1.6,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":12,"kind":"Curve","range":{"hi":1.6,"lo":0.0}},"halfedge":31,"id":12,"tolerance":1e-8,"twin_halfedge":32},{"chart_seam":false,"geometry":{"curve":13,"kind":"Curve","range":{"hi":1.6,"lo":0.0}},"halfedge":24,"id":13,"tolerance":1e-8,"twin_halfedge":34},{"chart_seam":false,"geometry":{"curve":14,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":35,"id":14,"tolerance":1e-8,"twin_halfedge":45},{"chart_seam":false,"geometry":{"curve":15,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":30,"id":15,"tolerance":1e-8,"twin_halfedge":36},{"chart_seam":false,"geometry":{"curve":16,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":25,"id":16,"tolerance":1e-8,"twin_halfedge":38},{"chart_seam":false,"geometry":{"curve":17,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":33,"id":17,"tolerance":1e-8,"twin_halfedge":39},{"chart_seam":false,"geometry":{"curve":18,"kind":"Curve","range":{"hi":1.6,"lo":0.0}},"halfedge":29,"id":18,"tolerance":1e-8,"twin_halfedge":40},{"chart_seam":false,"geometry":{"curve":19,"kind":"Curve","range":{"hi":1.6,"lo":0.0}},"halfedge":26,"id":19,"tolerance":1e-8,"twin_halfedge":42},{"chart_seam":false,"geometry":{"curve":20,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":37,"id":20,"tolerance":1e-8,"twin_halfedge":43},{"chart_seam":false,"geometry":{"curve":21,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":28,"id":21,"tolerance":1e-8,"twin_halfedge":44},{"chart_seam":false,"geometry":{"curve":22,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":27,"id":22,"tolerance":1e-8,"twin_halfedge":46},{"chart_seam":false,"geometry":{"curve":23,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":41,"id":23,"tolerance":1e-8,"twin_halfedge":47}],"faces":[{"id":0,"key":"matrix-planar-extrusions:region-0:top","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-wall","entity":"matrix-wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":-0.3999999899999999,"lo":-2.00000001},{"hi":0.25000001,"lo":-0.25000001}]}},{"id":1,"key":"matrix-planar-extrusions:region-0:bottom","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-wall","entity":"matrix-wall","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":-0.3999999899999999,"lo":-2.00000001},{"hi":0.25000001,"lo":-0.25000001}]}},{"id":2,"key":"matrix-planar-extrusions:region-0:side-0-0","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-wall","entity":"matrix-wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":1.60000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}},{"id":3,"key":"matrix-planar-extrusions:region-0:side-0-1","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"matrix-profile-cutter","entity":"matrix-profile-cutter","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}},{"id":4,"key":"matrix-planar-extrusions:region-0:side-0-2","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-wall","entity":"matrix-wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":1.60000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}},{"id":5,"key":"matrix-planar-extrusions:region-0:side-0-3","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-wall","entity":"matrix-wall","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}},{"id":6,"key":"matrix-planar-extrusions:region-1:top","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-wall","entity":"matrix-wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":1,"surface":6,"trim":{"chart":0,"holes":[],"outer":6,"uv_bounds":[{"hi":2.00000001,"lo":0.3999999899999999},{"hi":0.25000001,"lo":-0.25000001}]}},{"id":7,"key":"matrix-planar-extrusions:region-1:bottom","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-wall","entity":"matrix-wall","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":1,"surface":7,"trim":{"chart":0,"holes":[],"outer":7,"uv_bounds":[{"hi":2.00000001,"lo":0.3999999899999999},{"hi":0.25000001,"lo":-0.25000001}]}},{"id":8,"key":"matrix-planar-extrusions:region-1:side-0-0","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-wall","entity":"matrix-wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":1,"surface":8,"trim":{"chart":0,"holes":[],"outer":8,"uv_bounds":[{"hi":1.60000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}},{"id":9,"key":"matrix-planar-extrusions:region-1:side-0-1","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-wall","entity":"matrix-wall","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":1,"surface":9,"trim":{"chart":0,"holes":[],"outer":9,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}},{"id":10,"key":"matrix-planar-extrusions:region-1:side-0-2","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-wall","entity":"matrix-wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":1,"surface":10,"trim":{"chart":0,"holes":[],"outer":10,"uv_bounds":[{"hi":1.60000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}},{"id":11,"key":"matrix-planar-extrusions:region-1:side-0-3","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"matrix-profile-cutter","entity":"matrix-profile-cutter","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":1,"surface":11,"trim":{"chart":0,"holes":[],"outer":11,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null},{"edge":13,"face":6,"from":12,"geometry_use":{"pcurve":24,"periodic_lift":[0,0],"sense":"Forward"},"id":24,"loop_ref":6,"next":25,"prev":27,"to":13,"twin":34,"wire_ref":null},{"edge":16,"face":6,"from":13,"geometry_use":{"pcurve":25,"periodic_lift":[0,0],"sense":"Forward"},"id":25,"loop_ref":6,"next":26,"prev":24,"to":14,"twin":38,"wire_ref":null},{"edge":19,"face":6,"from":14,"geometry_use":{"pcurve":26,"periodic_lift":[0,0],"sense":"Forward"},"id":26,"loop_ref":6,"next":27,"prev":25,"to":15,"twin":42,"wire_ref":null},{"edge":22,"face":6,"from":15,"geometry_use":{"pcurve":27,"periodic_lift":[0,0],"sense":"Forward"},"id":27,"loop_ref":6,"next":24,"prev":26,"to":12,"twin":46,"wire_ref":null},{"edge":21,"face":7,"from":8,"geometry_use":{"pcurve":28,"periodic_lift":[0,0],"sense":"Reverse"},"id":28,"loop_ref":7,"next":29,"prev":31,"to":11,"twin":44,"wire_ref":null},{"edge":18,"face":7,"from":11,"geometry_use":{"pcurve":29,"periodic_lift":[0,0],"sense":"Reverse"},"id":29,"loop_ref":7,"next":30,"prev":28,"to":10,"twin":40,"wire_ref":null},{"edge":15,"face":7,"from":10,"geometry_use":{"pcurve":30,"periodic_lift":[0,0],"sense":"Reverse"},"id":30,"loop_ref":7,"next":31,"prev":29,"to":9,"twin":36,"wire_ref":null},{"edge":12,"face":7,"from":9,"geometry_use":{"pcurve":31,"periodic_lift":[0,0],"sense":"Reverse"},"id":31,"loop_ref":7,"next":28,"prev":30,"to":8,"twin":32,"wire_ref":null},{"edge":12,"face":8,"from":8,"geometry_use":{"pcurve":32,"periodic_lift":[0,0],"sense":"Forward"},"id":32,"loop_ref":8,"next":33,"prev":35,"to":9,"twin":31,"wire_ref":null},{"edge":17,"face":8,"from":9,"geometry_use":{"pcurve":33,"periodic_lift":[0,0],"sense":"Forward"},"id":33,"loop_ref":8,"next":34,"prev":32,"to":13,"twin":39,"wire_ref":null},{"edge":13,"face":8,"from":13,"geometry_use":{"pcurve":34,"periodic_lift":[0,0],"sense":"Reverse"},"id":34,"loop_ref":8,"next":35,"prev":33,"to":12,"twin":24,"wire_ref":null},{"edge":14,"face":8,"from":12,"geometry_use":{"pcurve":35,"periodic_lift":[0,0],"sense":"Reverse"},"id":35,"loop_ref":8,"next":32,"prev":34,"to":8,"twin":45,"wire_ref":null},{"edge":15,"face":9,"from":9,"geometry_use":{"pcurve":36,"periodic_lift":[0,0],"sense":"Forward"},"id":36,"loop_ref":9,"next":37,"prev":39,"to":10,"twin":30,"wire_ref":null},{"edge":20,"face":9,"from":10,"geometry_use":{"pcurve":37,"periodic_lift":[0,0],"sense":"Forward"},"id":37,"loop_ref":9,"next":38,"prev":36,"to":14,"twin":43,"wire_ref":null},{"edge":16,"face":9,"from":14,"geometry_use":{"pcurve":38,"periodic_lift":[0,0],"sense":"Reverse"},"id":38,"loop_ref":9,"next":39,"prev":37,"to":13,"twin":25,"wire_ref":null},{"edge":17,"face":9,"from":13,"geometry_use":{"pcurve":39,"periodic_lift":[0,0],"sense":"Reverse"},"id":39,"loop_ref":9,"next":36,"prev":38,"to":9,"twin":33,"wire_ref":null},{"edge":18,"face":10,"from":10,"geometry_use":{"pcurve":40,"periodic_lift":[0,0],"sense":"Forward"},"id":40,"loop_ref":10,"next":41,"prev":43,"to":11,"twin":29,"wire_ref":null},{"edge":23,"face":10,"from":11,"geometry_use":{"pcurve":41,"periodic_lift":[0,0],"sense":"Forward"},"id":41,"loop_ref":10,"next":42,"prev":40,"to":15,"twin":47,"wire_ref":null},{"edge":19,"face":10,"from":15,"geometry_use":{"pcurve":42,"periodic_lift":[0,0],"sense":"Reverse"},"id":42,"loop_ref":10,"next":43,"prev":41,"to":14,"twin":26,"wire_ref":null},{"edge":20,"face":10,"from":14,"geometry_use":{"pcurve":43,"periodic_lift":[0,0],"sense":"Reverse"},"id":43,"loop_ref":10,"next":40,"prev":42,"to":10,"twin":37,"wire_ref":null},{"edge":21,"face":11,"from":11,"geometry_use":{"pcurve":44,"periodic_lift":[0,0],"sense":"Forward"},"id":44,"loop_ref":11,"next":45,"prev":47,"to":8,"twin":28,"wire_ref":null},{"edge":14,"face":11,"from":8,"geometry_use":{"pcurve":45,"periodic_lift":[0,0],"sense":"Forward"},"id":45,"loop_ref":11,"next":46,"prev":44,"to":12,"twin":35,"wire_ref":null},{"edge":22,"face":11,"from":12,"geometry_use":{"pcurve":46,"periodic_lift":[0,0],"sense":"Reverse"},"id":46,"loop_ref":11,"next":47,"prev":45,"to":15,"twin":27,"wire_ref":null},{"edge":23,"face":11,"from":15,"geometry_use":{"pcurve":47,"periodic_lift":[0,0],"sense":"Reverse"},"id":47,"loop_ref":11,"next":44,"prev":46,"to":11,"twin":41,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20},{"face_ref":6,"id":6,"is_hole":false,"start_halfedge":24},{"face_ref":7,"id":7,"is_hole":false,"start_halfedge":28},{"face_ref":8,"id":8,"is_hole":false,"start_halfedge":32},{"face_ref":9,"id":9,"is_hole":false,"start_halfedge":36},{"face_ref":10,"id":10,"is_hole":false,"start_halfedge":40},{"face_ref":11,"id":11,"is_hole":false,"start_halfedge":44}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true},{"faces":[6,7,8,9,10,11],"id":1,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[-2.0,0.0,0.25],"tolerance":1e-8},{"id":1,"outgoing_halfedge":7,"position":[-0.4,0.0,0.25],"tolerance":1e-8},{"id":2,"outgoing_halfedge":6,"position":[-0.3999999999999999,0.0,-0.25],"tolerance":1e-8},{"id":3,"outgoing_halfedge":5,"position":[-2.0,0.0,-0.25],"tolerance":1e-8},{"id":4,"outgoing_halfedge":0,"position":[-2.0,3.0,0.25],"tolerance":1e-8},{"id":5,"outgoing_halfedge":1,"position":[-0.4,3.0,0.25],"tolerance":1e-8},{"id":6,"outgoing_halfedge":2,"position":[-0.3999999999999999,3.0,-0.25],"tolerance":1e-8},{"id":7,"outgoing_halfedge":3,"position":[-2.0,3.0,-0.25],"tolerance":1e-8},{"id":8,"outgoing_halfedge":28,"position":[0.3999999999999999,0.0,0.25],"tolerance":1e-8},{"id":9,"outgoing_halfedge":31,"position":[2.0,0.0,0.25],"tolerance":1e-8},{"id":10,"outgoing_halfedge":30,"position":[2.0,0.0,-0.25],"tolerance":1e-8},{"id":11,"outgoing_halfedge":29,"position":[0.4,0.0,-0.25],"tolerance":1e-8},{"id":12,"outgoing_halfedge":24,"position":[0.3999999999999999,3.0,0.25],"tolerance":1e-8},{"id":13,"outgoing_halfedge":25,"position":[2.0,3.0,0.25],"tolerance":1e-8},{"id":14,"outgoing_halfedge":26,"position":[2.0,3.0,-0.25],"tolerance":1e-8},{"id":15,"outgoing_halfedge":27,"position":[0.4,3.0,-0.25],"tolerance":1e-8}],"wires":[]}}}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/boolean-matrix/rotated-box-intersection.json b/main/opengeometry/tests/fixtures/cases/boolean-matrix/rotated-box-intersection.json
new file mode 100644
index 0000000..6947f53
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/boolean-matrix/rotated-box-intersection.json
@@ -0,0 +1 @@
+{"a":{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,-3.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.0,-3.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,0.0,-3.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,3.0,0.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,3.0,0.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.0,3.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,3.0,-3.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[3.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,-3.0],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"}]},"id":"matrix-box-host","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":3,"id":0,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":8,"id":2,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":2,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":15,"id":4,"tolerance":1e-8,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":1,"id":5,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":10,"id":6,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":13,"id":7,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":4,"id":8,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":7,"id":9,"tolerance":1e-8,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":5,"id":10,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":6,"id":11,"tolerance":1e-8,"twin_halfedge":21}],"faces":[{"id":0,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":3.00000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}},{"id":1,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":3.00000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}},{"id":2,"key":"left","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":3.00000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}},{"id":3,"key":"right","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":3.00000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}},{"id":4,"key":"front","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":3.00000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}},{"id":5,"key":"back","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":3.00000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":2,"twin":11,"wire_ref":null},{"edge":5,"face":0,"from":2,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":3,"twin":23,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":16,"wire_ref":null},{"edge":8,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":18,"wire_ref":null},{"edge":10,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":7,"twin":14,"wire_ref":null},{"edge":11,"face":1,"from":7,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":6,"twin":21,"wire_ref":null},{"edge":9,"face":1,"from":6,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":9,"wire_ref":null},{"edge":2,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":4,"twin":19,"wire_ref":null},{"edge":9,"face":2,"from":4,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":6,"twin":7,"wire_ref":null},{"edge":6,"face":2,"from":6,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":2,"twin":20,"wire_ref":null},{"edge":1,"face":2,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":0,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":3,"twin":2,"wire_ref":null},{"edge":7,"face":3,"from":3,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":7,"twin":22,"wire_ref":null},{"edge":10,"face":3,"from":7,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":17,"wire_ref":null},{"edge":0,"face":4,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":1,"twin":3,"wire_ref":null},{"edge":4,"face":4,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":5,"twin":15,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":4,"twin":4,"wire_ref":null},{"edge":2,"face":4,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":0,"twin":8,"wire_ref":null},{"edge":6,"face":5,"from":2,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":6,"twin":10,"wire_ref":null},{"edge":11,"face":5,"from":6,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":7,"twin":6,"wire_ref":null},{"edge":7,"face":5,"from":7,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":3,"twin":13,"wire_ref":null},{"edge":5,"face":5,"from":3,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":2,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[0.0,0.0,0.0],"tolerance":1e-8},{"id":1,"outgoing_halfedge":3,"position":[3.0,0.0,0.0],"tolerance":1e-8},{"id":2,"outgoing_halfedge":1,"position":[0.0,0.0,-3.0],"tolerance":1e-8},{"id":3,"outgoing_halfedge":2,"position":[3.0,0.0,-3.0],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[0.0,3.0,0.0],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[3.0,3.0,0.0],"tolerance":1e-8},{"id":6,"outgoing_halfedge":7,"position":[0.0,3.0,-3.0],"tolerance":1e-8},{"id":7,"outgoing_halfedge":6,"position":[3.0,3.0,-3.0],"tolerance":1e-8}],"wires":[]}},"b":{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[0.8660254037844387,0.0,0.5000000000000001],"kind":"Line","origin":[1.0,0.5,-0.5]},{"direction":[0.5000000000000001,0.0,-0.8660254037844387],"kind":"Line","origin":[1.0,0.5,-0.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.0,0.5,-0.5]},{"direction":[0.5000000000000001,0.0,-0.8660254037844387],"kind":"Line","origin":[2.7320508075688776,0.5,0.5000000000000002]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.7320508075688776,0.5,0.5000000000000002]},{"direction":[0.8660254037844387,0.0,0.5000000000000001],"kind":"Line","origin":[2.0,0.5,-2.2320508075688776]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.0,0.5,-2.2320508075688776]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.7320508075688776,0.5,-1.2320508075688772]},{"direction":[0.8660254037844387,0.0,0.5000000000000001],"kind":"Line","origin":[1.0,2.5,-0.5]},{"direction":[0.5000000000000001,0.0,-0.8660254037844387],"kind":"Line","origin":[1.0,2.5,-0.5]},{"direction":[0.5000000000000001,0.0,-0.8660254037844387],"kind":"Line","origin":[2.7320508075688776,2.5,0.5000000000000002]},{"direction":[0.8660254037844387,0.0,0.5000000000000001],"kind":"Line","origin":[2.0,2.5,-2.2320508075688776]}],"intersections":[],"pcurves":[{"direction":[1.0,1.5165928555043604e-16],"kind":"Line2","origin":[0.0,0.0]},{"direction":[-1.5165928555043604e-16,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,1.5165928555043604e-16],"kind":"Line2","origin":[-1.9229626863835643e-16,2.0000000000000004]},{"direction":[-1.5165928555043604e-16,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,-1.487416814333745e-17],"kind":"Line2","origin":[0.0,0.0]},{"direction":[4.0636983087920364e-17,1.0000000000000002],"kind":"Line2","origin":[2.0000000000000004,8.127396617584078e-17]},{"direction":[1.0,-1.487416814333745e-17],"kind":"Line2","origin":[-2.220446049250313e-16,2.0000000000000004]},{"direction":[4.0636983087920364e-17,1.0000000000000002],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0000000000000002],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0000000000000004]},{"direction":[0.0,1.0000000000000002],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0000000000000002,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0000000000000002,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0000000000000004,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0000000000000002],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.000000000000001]},{"direction":[0.0,1.0000000000000002],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[1.0,0.5,-0.5],"x":[0.4999999999999999,0.0,-0.8660254037844386],"y":[0.8660254037844387,-0.0,0.49999999999999994],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[1.0,2.5,-0.5],"x":[0.8660254037844386,0.0,0.5],"y":[0.5000000000000001,0.0,-0.8660254037844387],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[1.0,0.5,-0.5],"x":[0.0,1.0,0.0],"y":[0.5000000000000001,0.0,-0.8660254037844387],"z":[-0.8660254037844387,-0.0,-0.5000000000000001]},"kind":"Plane"},{"frame":{"origin":[2.7320508075688776,0.5,0.5000000000000002],"x":[0.5000000000000001,0.0,-0.8660254037844386],"y":[-0.0,1.0,0.0],"z":[0.8660254037844387,0.0,0.5000000000000001]},"kind":"Plane"},{"frame":{"origin":[1.0,0.5,-0.5],"x":[0.8660254037844386,0.0,0.5],"y":[-0.0,1.0,0.0],"z":[-0.5000000000000001,-0.0,0.8660254037844387]},"kind":"Plane"},{"frame":{"origin":[2.0,0.5,-2.2320508075688776],"x":[0.0,1.0,0.0],"y":[0.8660254037844387,-0.0,0.5000000000000001],"z":[0.5000000000000001,0.0,-0.8660254037844387]},"kind":"Plane"}]},"id":"matrix-rotated-cutter","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":3,"id":0,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":8,"id":2,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":2,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":15,"id":4,"tolerance":1e-8,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1,"id":5,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":10,"id":6,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":13,"id":7,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":4,"id":8,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":7,"id":9,"tolerance":1e-8,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":5,"id":10,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":6,"id":11,"tolerance":1e-8,"twin_halfedge":21}],"faces":[{"id":0,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-rotated-cutter","entity":"matrix-rotated-cutter","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":2.00000001,"lo":-1.0000000192296269e-8},{"hi":2.0000000100000004,"lo":-1e-8}]}},{"id":1,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-rotated-cutter","entity":"matrix-rotated-cutter","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":2.0000000100000004,"lo":-1.0000000222044605e-8},{"hi":2.0000000100000004,"lo":-1e-8}]}},{"id":2,"key":"left","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-rotated-cutter","entity":"matrix-rotated-cutter","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.0000000100000004,"lo":-1e-8}]}},{"id":3,"key":"right","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-rotated-cutter","entity":"matrix-rotated-cutter","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":4,"key":"front","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-rotated-cutter","entity":"matrix-rotated-cutter","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":2.0000000100000004,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":5,"key":"back","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-rotated-cutter","entity":"matrix-rotated-cutter","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.000000010000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":2,"twin":11,"wire_ref":null},{"edge":5,"face":0,"from":2,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":3,"twin":23,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":16,"wire_ref":null},{"edge":8,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":18,"wire_ref":null},{"edge":10,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":7,"twin":14,"wire_ref":null},{"edge":11,"face":1,"from":7,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":6,"twin":21,"wire_ref":null},{"edge":9,"face":1,"from":6,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":9,"wire_ref":null},{"edge":2,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":4,"twin":19,"wire_ref":null},{"edge":9,"face":2,"from":4,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":6,"twin":7,"wire_ref":null},{"edge":6,"face":2,"from":6,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":2,"twin":20,"wire_ref":null},{"edge":1,"face":2,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":0,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":3,"twin":2,"wire_ref":null},{"edge":7,"face":3,"from":3,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":7,"twin":22,"wire_ref":null},{"edge":10,"face":3,"from":7,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":17,"wire_ref":null},{"edge":0,"face":4,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":1,"twin":3,"wire_ref":null},{"edge":4,"face":4,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":5,"twin":15,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":4,"twin":4,"wire_ref":null},{"edge":2,"face":4,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":0,"twin":8,"wire_ref":null},{"edge":6,"face":5,"from":2,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":6,"twin":10,"wire_ref":null},{"edge":11,"face":5,"from":6,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":7,"twin":6,"wire_ref":null},{"edge":7,"face":5,"from":7,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":3,"twin":13,"wire_ref":null},{"edge":5,"face":5,"from":3,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":2,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[1.0,0.5,-0.5],"tolerance":1e-8},{"id":1,"outgoing_halfedge":3,"position":[2.7320508075688776,0.5,0.5000000000000002],"tolerance":1e-8},{"id":2,"outgoing_halfedge":1,"position":[2.0,0.5,-2.2320508075688776],"tolerance":1e-8},{"id":3,"outgoing_halfedge":2,"position":[3.7320508075688776,0.5,-1.2320508075688772],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[1.0,2.5,-0.5],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[2.7320508075688776,2.5,0.5000000000000002],"tolerance":1e-8},{"id":6,"outgoing_halfedge":7,"position":[2.0,2.5,-2.2320508075688776],"tolerance":1e-8},{"id":7,"outgoing_halfedge":6,"position":[3.7320508075688776,2.5,-1.2320508075688772],"tolerance":1e-8}],"wires":[]}},"handlers":[],"operation":"intersection","result":{"error":{"CoverageGap":{"families":["generic analytic solid","intersecting analytic solid"]}}}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/boolean-matrix/rotated-box-union.json b/main/opengeometry/tests/fixtures/cases/boolean-matrix/rotated-box-union.json
new file mode 100644
index 0000000..ffd4e10
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/boolean-matrix/rotated-box-union.json
@@ -0,0 +1 @@
+{"a":{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,-3.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.0,-3.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,0.0,-3.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,3.0,0.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,3.0,0.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.0,3.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,3.0,-3.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[3.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,-3.0],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"}]},"id":"matrix-box-host","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":3,"id":0,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":8,"id":2,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":2,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":15,"id":4,"tolerance":1e-8,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":1,"id":5,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":10,"id":6,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":13,"id":7,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":4,"id":8,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":7,"id":9,"tolerance":1e-8,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":5,"id":10,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":6,"id":11,"tolerance":1e-8,"twin_halfedge":21}],"faces":[{"id":0,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":3.00000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}},{"id":1,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":3.00000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}},{"id":2,"key":"left","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":3.00000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}},{"id":3,"key":"right","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":3.00000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}},{"id":4,"key":"front","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":3.00000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}},{"id":5,"key":"back","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-box-host","entity":"matrix-box-host","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":3.00000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":2,"twin":11,"wire_ref":null},{"edge":5,"face":0,"from":2,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":3,"twin":23,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":16,"wire_ref":null},{"edge":8,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":18,"wire_ref":null},{"edge":10,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":7,"twin":14,"wire_ref":null},{"edge":11,"face":1,"from":7,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":6,"twin":21,"wire_ref":null},{"edge":9,"face":1,"from":6,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":9,"wire_ref":null},{"edge":2,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":4,"twin":19,"wire_ref":null},{"edge":9,"face":2,"from":4,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":6,"twin":7,"wire_ref":null},{"edge":6,"face":2,"from":6,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":2,"twin":20,"wire_ref":null},{"edge":1,"face":2,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":0,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":3,"twin":2,"wire_ref":null},{"edge":7,"face":3,"from":3,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":7,"twin":22,"wire_ref":null},{"edge":10,"face":3,"from":7,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":17,"wire_ref":null},{"edge":0,"face":4,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":1,"twin":3,"wire_ref":null},{"edge":4,"face":4,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":5,"twin":15,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":4,"twin":4,"wire_ref":null},{"edge":2,"face":4,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":0,"twin":8,"wire_ref":null},{"edge":6,"face":5,"from":2,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":6,"twin":10,"wire_ref":null},{"edge":11,"face":5,"from":6,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":7,"twin":6,"wire_ref":null},{"edge":7,"face":5,"from":7,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":3,"twin":13,"wire_ref":null},{"edge":5,"face":5,"from":3,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":2,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[0.0,0.0,0.0],"tolerance":1e-8},{"id":1,"outgoing_halfedge":3,"position":[3.0,0.0,0.0],"tolerance":1e-8},{"id":2,"outgoing_halfedge":1,"position":[0.0,0.0,-3.0],"tolerance":1e-8},{"id":3,"outgoing_halfedge":2,"position":[3.0,0.0,-3.0],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[0.0,3.0,0.0],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[3.0,3.0,0.0],"tolerance":1e-8},{"id":6,"outgoing_halfedge":7,"position":[0.0,3.0,-3.0],"tolerance":1e-8},{"id":7,"outgoing_halfedge":6,"position":[3.0,3.0,-3.0],"tolerance":1e-8}],"wires":[]}},"b":{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[0.8660254037844387,0.0,0.5000000000000001],"kind":"Line","origin":[1.0,0.5,-0.5]},{"direction":[0.5000000000000001,0.0,-0.8660254037844387],"kind":"Line","origin":[1.0,0.5,-0.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.0,0.5,-0.5]},{"direction":[0.5000000000000001,0.0,-0.8660254037844387],"kind":"Line","origin":[2.7320508075688776,0.5,0.5000000000000002]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.7320508075688776,0.5,0.5000000000000002]},{"direction":[0.8660254037844387,0.0,0.5000000000000001],"kind":"Line","origin":[2.0,0.5,-2.2320508075688776]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.0,0.5,-2.2320508075688776]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.7320508075688776,0.5,-1.2320508075688772]},{"direction":[0.8660254037844387,0.0,0.5000000000000001],"kind":"Line","origin":[1.0,2.5,-0.5]},{"direction":[0.5000000000000001,0.0,-0.8660254037844387],"kind":"Line","origin":[1.0,2.5,-0.5]},{"direction":[0.5000000000000001,0.0,-0.8660254037844387],"kind":"Line","origin":[2.7320508075688776,2.5,0.5000000000000002]},{"direction":[0.8660254037844387,0.0,0.5000000000000001],"kind":"Line","origin":[2.0,2.5,-2.2320508075688776]}],"intersections":[],"pcurves":[{"direction":[1.0,1.5165928555043604e-16],"kind":"Line2","origin":[0.0,0.0]},{"direction":[-1.5165928555043604e-16,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,1.5165928555043604e-16],"kind":"Line2","origin":[-1.9229626863835643e-16,2.0000000000000004]},{"direction":[-1.5165928555043604e-16,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,-1.487416814333745e-17],"kind":"Line2","origin":[0.0,0.0]},{"direction":[4.0636983087920364e-17,1.0000000000000002],"kind":"Line2","origin":[2.0000000000000004,8.127396617584078e-17]},{"direction":[1.0,-1.487416814333745e-17],"kind":"Line2","origin":[-2.220446049250313e-16,2.0000000000000004]},{"direction":[4.0636983087920364e-17,1.0000000000000002],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0000000000000002],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0000000000000004]},{"direction":[0.0,1.0000000000000002],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0000000000000002,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0000000000000002,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0000000000000004,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0000000000000002],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.000000000000001]},{"direction":[0.0,1.0000000000000002],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[1.0,0.5,-0.5],"x":[0.4999999999999999,0.0,-0.8660254037844386],"y":[0.8660254037844387,-0.0,0.49999999999999994],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[1.0,2.5,-0.5],"x":[0.8660254037844386,0.0,0.5],"y":[0.5000000000000001,0.0,-0.8660254037844387],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[1.0,0.5,-0.5],"x":[0.0,1.0,0.0],"y":[0.5000000000000001,0.0,-0.8660254037844387],"z":[-0.8660254037844387,-0.0,-0.5000000000000001]},"kind":"Plane"},{"frame":{"origin":[2.7320508075688776,0.5,0.5000000000000002],"x":[0.5000000000000001,0.0,-0.8660254037844386],"y":[-0.0,1.0,0.0],"z":[0.8660254037844387,0.0,0.5000000000000001]},"kind":"Plane"},{"frame":{"origin":[1.0,0.5,-0.5],"x":[0.8660254037844386,0.0,0.5],"y":[-0.0,1.0,0.0],"z":[-0.5000000000000001,-0.0,0.8660254037844387]},"kind":"Plane"},{"frame":{"origin":[2.0,0.5,-2.2320508075688776],"x":[0.0,1.0,0.0],"y":[0.8660254037844387,-0.0,0.5000000000000001],"z":[0.5000000000000001,0.0,-0.8660254037844387]},"kind":"Plane"}]},"id":"matrix-rotated-cutter","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":3,"id":0,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":8,"id":2,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":2,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":15,"id":4,"tolerance":1e-8,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1,"id":5,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":10,"id":6,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":13,"id":7,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":4,"id":8,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":7,"id":9,"tolerance":1e-8,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":5,"id":10,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":6,"id":11,"tolerance":1e-8,"twin_halfedge":21}],"faces":[{"id":0,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-rotated-cutter","entity":"matrix-rotated-cutter","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":2.00000001,"lo":-1.0000000192296269e-8},{"hi":2.0000000100000004,"lo":-1e-8}]}},{"id":1,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-rotated-cutter","entity":"matrix-rotated-cutter","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":2.0000000100000004,"lo":-1.0000000222044605e-8},{"hi":2.0000000100000004,"lo":-1e-8}]}},{"id":2,"key":"left","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-rotated-cutter","entity":"matrix-rotated-cutter","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.0000000100000004,"lo":-1e-8}]}},{"id":3,"key":"right","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-rotated-cutter","entity":"matrix-rotated-cutter","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":4,"key":"front","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-rotated-cutter","entity":"matrix-rotated-cutter","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":2.0000000100000004,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":5,"key":"back","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-rotated-cutter","entity":"matrix-rotated-cutter","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.000000010000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":2,"twin":11,"wire_ref":null},{"edge":5,"face":0,"from":2,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":3,"twin":23,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":16,"wire_ref":null},{"edge":8,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":18,"wire_ref":null},{"edge":10,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":7,"twin":14,"wire_ref":null},{"edge":11,"face":1,"from":7,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":6,"twin":21,"wire_ref":null},{"edge":9,"face":1,"from":6,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":9,"wire_ref":null},{"edge":2,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":4,"twin":19,"wire_ref":null},{"edge":9,"face":2,"from":4,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":6,"twin":7,"wire_ref":null},{"edge":6,"face":2,"from":6,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":2,"twin":20,"wire_ref":null},{"edge":1,"face":2,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":0,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":3,"twin":2,"wire_ref":null},{"edge":7,"face":3,"from":3,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":7,"twin":22,"wire_ref":null},{"edge":10,"face":3,"from":7,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":17,"wire_ref":null},{"edge":0,"face":4,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":1,"twin":3,"wire_ref":null},{"edge":4,"face":4,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":5,"twin":15,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":4,"twin":4,"wire_ref":null},{"edge":2,"face":4,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":0,"twin":8,"wire_ref":null},{"edge":6,"face":5,"from":2,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":6,"twin":10,"wire_ref":null},{"edge":11,"face":5,"from":6,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":7,"twin":6,"wire_ref":null},{"edge":7,"face":5,"from":7,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":3,"twin":13,"wire_ref":null},{"edge":5,"face":5,"from":3,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":2,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[1.0,0.5,-0.5],"tolerance":1e-8},{"id":1,"outgoing_halfedge":3,"position":[2.7320508075688776,0.5,0.5000000000000002],"tolerance":1e-8},{"id":2,"outgoing_halfedge":1,"position":[2.0,0.5,-2.2320508075688776],"tolerance":1e-8},{"id":3,"outgoing_halfedge":2,"position":[3.7320508075688776,0.5,-1.2320508075688772],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[1.0,2.5,-0.5],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[2.7320508075688776,2.5,0.5000000000000002],"tolerance":1e-8},{"id":6,"outgoing_halfedge":7,"position":[2.0,2.5,-2.2320508075688776],"tolerance":1e-8},{"id":7,"outgoing_halfedge":6,"position":[3.7320508075688776,2.5,-1.2320508075688772],"tolerance":1e-8}],"wires":[]}},"handlers":[],"operation":"union","result":{"error":{"CoverageGap":{"families":["generic analytic solid","intersecting analytic solid"]}}}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/boolean-matrix/sphere-contained.json b/main/opengeometry/tests/fixtures/cases/boolean-matrix/sphere-contained.json
new file mode 100644
index 0000000..c6ac940
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/boolean-matrix/sphere-contained.json
@@ -0,0 +1 @@
+{"a":{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Circle","radius":2.0}],"intersections":[],"pcurves":[{"direction":[6.283185307179586,0.0],"kind":"Line2","origin":[0.0,-1.5707963267948966]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.283185307179586,0.0]},{"direction":[-6.283185307179586,0.0],"kind":"Line2","origin":[6.283185307179586,1.5707963267948966]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Sphere","radius":2.0}]},"id":"matrix-sphere-host","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":true,"geometry":{"kind":"Collapsed","vertex":0},"halfedge":0,"id":0,"tolerance":1e-8,"twin_halfedge":null},{"chart_seam":true,"geometry":{"kind":"Collapsed","vertex":1},"halfedge":2,"id":1,"tolerance":1e-8,"twin_halfedge":null},{"chart_seam":true,"geometry":{"curve":0,"kind":"Curve","range":{"hi":1.5707963267948966,"lo":-1.5707963267948966}},"halfedge":1,"id":2,"tolerance":1e-8,"twin_halfedge":3}],"faces":[{"id":0,"key":"skin","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-sphere-host","entity":"matrix-sphere-host","face":0,"key":"skin"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":6.283185307179586,"lo":0.0},{"hi":1.5707963267948966,"lo":-1.5707963267948966}]}}],"halfedges":[{"edge":0,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":0,"twin":null,"wire_ref":null},{"edge":2,"face":0,"from":0,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":1,"twin":3,"wire_ref":null},{"edge":1,"face":0,"from":1,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":null,"wire_ref":null},{"edge":2,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0}],"shells":[{"faces":[0],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[0.0,-2.0,0.0],"tolerance":1e-8},{"id":1,"outgoing_halfedge":2,"position":[0.0,2.0,0.0],"tolerance":1e-8}],"wires":[]}},"b":{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Circle","radius":0.5}],"intersections":[],"pcurves":[{"direction":[6.283185307179586,0.0],"kind":"Line2","origin":[0.0,-1.5707963267948966]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.283185307179586,0.0]},{"direction":[-6.283185307179586,0.0],"kind":"Line2","origin":[6.283185307179586,1.5707963267948966]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Sphere","radius":0.5}]},"id":"matrix-sphere-inner","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":true,"geometry":{"kind":"Collapsed","vertex":0},"halfedge":0,"id":0,"tolerance":1e-8,"twin_halfedge":null},{"chart_seam":true,"geometry":{"kind":"Collapsed","vertex":1},"halfedge":2,"id":1,"tolerance":1e-8,"twin_halfedge":null},{"chart_seam":true,"geometry":{"curve":0,"kind":"Curve","range":{"hi":1.5707963267948966,"lo":-1.5707963267948966}},"halfedge":1,"id":2,"tolerance":1e-8,"twin_halfedge":3}],"faces":[{"id":0,"key":"skin","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-sphere-inner","entity":"matrix-sphere-inner","face":0,"key":"skin"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":6.283185307179586,"lo":0.0},{"hi":1.5707963267948966,"lo":-1.5707963267948966}]}}],"halfedges":[{"edge":0,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":0,"twin":null,"wire_ref":null},{"edge":2,"face":0,"from":0,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":1,"twin":3,"wire_ref":null},{"edge":1,"face":0,"from":1,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":null,"wire_ref":null},{"edge":2,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0}],"shells":[{"faces":[0],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[0.0,-0.5,0.0],"tolerance":1e-8},{"id":1,"outgoing_halfedge":2,"position":[0.0,0.5,0.0],"tolerance":1e-8}],"wires":[]}},"handlers":["boolean_spheres"],"operation":"subtraction","result":{"brep":{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Circle","radius":2.0},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Circle","radius":0.5}],"intersections":[],"pcurves":[{"direction":[6.283185307179586,0.0],"kind":"Line2","origin":[0.0,-1.5707963267948966]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.283185307179586,0.0]},{"direction":[-6.283185307179586,0.0],"kind":"Line2","origin":[6.283185307179586,1.5707963267948966]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[6.283185307179586,0.0],"kind":"Line2","origin":[0.0,-1.5707963267948966]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.283185307179586,0.0]},{"direction":[-6.283185307179586,0.0],"kind":"Line2","origin":[6.283185307179586,1.5707963267948966]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Sphere","radius":2.0},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Sphere","radius":0.5}]},"id":"matrix-sphere-contained","quality":{"kind":"Analytic"},"revision":1,"schema_version":2,"solids":[{"cavity_shells":[1],"outer_shell":0}],"topology":{"edges":[{"chart_seam":true,"geometry":{"kind":"Collapsed","vertex":0},"halfedge":0,"id":0,"tolerance":1e-8,"twin_halfedge":null},{"chart_seam":true,"geometry":{"kind":"Collapsed","vertex":1},"halfedge":2,"id":1,"tolerance":1e-8,"twin_halfedge":null},{"chart_seam":true,"geometry":{"curve":0,"kind":"Curve","range":{"hi":1.5707963267948966,"lo":-1.5707963267948966}},"halfedge":1,"id":2,"tolerance":1e-8,"twin_halfedge":3},{"chart_seam":true,"geometry":{"kind":"Collapsed","vertex":2},"halfedge":4,"id":3,"tolerance":1e-8,"twin_halfedge":null},{"chart_seam":true,"geometry":{"kind":"Collapsed","vertex":3},"halfedge":6,"id":4,"tolerance":1e-8,"twin_halfedge":null},{"chart_seam":true,"geometry":{"curve":1,"kind":"Curve","range":{"hi":1.5707963267948966,"lo":-1.5707963267948966}},"halfedge":5,"id":5,"tolerance":1e-8,"twin_halfedge":7}],"faces":[{"id":0,"key":"0:skin","provenance":{"reversed":false,"role":"Preserved","sources":[{"body":"matrix-sphere-host","entity":"matrix-sphere-host","face":0,"key":"skin"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":6.283185307179586,"lo":0.0},{"hi":1.5707963267948966,"lo":-1.5707963267948966}]}},{"id":1,"key":"1:skin","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"matrix-sphere-inner","entity":"matrix-sphere-inner","face":0,"key":"skin"}]},"sense":"Reverse","shell_ref":1,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":6.283185307179586,"lo":0.0},{"hi":1.5707963267948966,"lo":-1.5707963267948966}]}}],"halfedges":[{"edge":0,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":0,"twin":null,"wire_ref":null},{"edge":2,"face":0,"from":0,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":1,"twin":3,"wire_ref":null},{"edge":1,"face":0,"from":1,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":null,"wire_ref":null},{"edge":2,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":1,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":7,"prev":5,"to":2,"twin":null,"wire_ref":null},{"edge":5,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":4,"prev":6,"to":2,"twin":7,"wire_ref":null},{"edge":4,"face":1,"from":3,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":null,"wire_ref":null},{"edge":5,"face":1,"from":2,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Forward"},"id":7,"loop_ref":1,"next":6,"prev":4,"to":3,"twin":5,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4}],"shells":[{"faces":[0],"id":0,"is_closed":true},{"faces":[1],"id":1,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[0.0,-2.0,0.0],"tolerance":1e-8},{"id":1,"outgoing_halfedge":2,"position":[0.0,2.0,0.0],"tolerance":1e-8},{"id":2,"outgoing_halfedge":4,"position":[0.0,-0.5,0.0],"tolerance":1e-8},{"id":3,"outgoing_halfedge":5,"position":[0.0,0.5,0.0],"tolerance":1e-8}],"wires":[]}}}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/boolean-matrix/torus-contained.json b/main/opengeometry/tests/fixtures/cases/boolean-matrix/torus-contained.json
new file mode 100644
index 0000000..277ef7c
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/boolean-matrix/torus-contained.json
@@ -0,0 +1 @@
+{"a":{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":2.6},{"frame":{"origin":[2.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Circle","radius":0.6}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.283185307179586,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,6.283185307179586]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Torus","major_radius":2.0,"minor_radius":0.6}]},"id":"matrix-torus-host","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":true,"geometry":{"curve":0,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":0,"id":0,"tolerance":1e-8,"twin_halfedge":2},{"chart_seam":true,"geometry":{"curve":1,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":1,"id":1,"tolerance":1e-8,"twin_halfedge":3}],"faces":[{"id":0,"key":"skin","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-torus-host","entity":"matrix-torus-host","face":0,"key":"skin"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":6.283185307179586,"lo":0.0},{"hi":6.283185307179586,"lo":0.0}]}}],"halfedges":[{"edge":0,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":0,"twin":2,"wire_ref":null},{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":0,"twin":3,"wire_ref":null},{"edge":0,"face":0,"from":0,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":0,"twin":0,"wire_ref":null},{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0}],"shells":[{"faces":[0],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[2.6,0.0,0.0],"tolerance":1e-8}],"wires":[]}},"b":{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":2.2},{"frame":{"origin":[2.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Circle","radius":0.2}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.283185307179586,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,6.283185307179586]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Torus","major_radius":2.0,"minor_radius":0.2}]},"id":"matrix-torus-inner","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":true,"geometry":{"curve":0,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":0,"id":0,"tolerance":1e-8,"twin_halfedge":2},{"chart_seam":true,"geometry":{"curve":1,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":1,"id":1,"tolerance":1e-8,"twin_halfedge":3}],"faces":[{"id":0,"key":"skin","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-torus-inner","entity":"matrix-torus-inner","face":0,"key":"skin"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":6.283185307179586,"lo":0.0},{"hi":6.283185307179586,"lo":0.0}]}}],"halfedges":[{"edge":0,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":0,"twin":2,"wire_ref":null},{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":0,"twin":3,"wire_ref":null},{"edge":0,"face":0,"from":0,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":0,"twin":0,"wire_ref":null},{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0}],"shells":[{"faces":[0],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[2.2,0.0,0.0],"tolerance":1e-8}],"wires":[]}},"handlers":["torus_containment_boolean"],"operation":"subtraction","result":{"brep":{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":2.6},{"frame":{"origin":[2.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Circle","radius":0.6},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":2.2},{"frame":{"origin":[2.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Circle","radius":0.2}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.283185307179586,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,6.283185307179586]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.283185307179586,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,6.283185307179586]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Torus","major_radius":2.0,"minor_radius":0.6},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Torus","major_radius":2.0,"minor_radius":0.2}]},"id":"matrix-torus-contained","quality":{"kind":"Analytic"},"revision":1,"schema_version":2,"solids":[{"cavity_shells":[1],"outer_shell":0}],"topology":{"edges":[{"chart_seam":true,"geometry":{"curve":0,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":0,"id":0,"tolerance":1e-8,"twin_halfedge":2},{"chart_seam":true,"geometry":{"curve":1,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":1,"id":1,"tolerance":1e-8,"twin_halfedge":3},{"chart_seam":true,"geometry":{"curve":2,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":4,"id":2,"tolerance":1e-8,"twin_halfedge":6},{"chart_seam":true,"geometry":{"curve":3,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":5,"id":3,"tolerance":1e-8,"twin_halfedge":7}],"faces":[{"id":0,"key":"matrix-torus-host:skin","provenance":{"reversed":false,"role":"Preserved","sources":[{"body":"matrix-torus-host","entity":"matrix-torus-host","face":0,"key":"skin"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":6.283185307179586,"lo":0.0},{"hi":6.283185307179586,"lo":0.0}]}},{"id":1,"key":"matrix-torus-inner:skin","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"matrix-torus-inner","entity":"matrix-torus-inner","face":0,"key":"skin"}]},"sense":"Reverse","shell_ref":1,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":6.283185307179586,"lo":0.0},{"hi":6.283185307179586,"lo":0.0}]}}],"halfedges":[{"edge":0,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":0,"twin":2,"wire_ref":null},{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":0,"twin":3,"wire_ref":null},{"edge":0,"face":0,"from":0,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":0,"twin":0,"wire_ref":null},{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":1,"wire_ref":null},{"edge":2,"face":1,"from":1,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":6,"wire_ref":null},{"edge":3,"face":1,"from":1,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":4,"prev":6,"to":1,"twin":7,"wire_ref":null},{"edge":2,"face":1,"from":1,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Forward"},"id":6,"loop_ref":1,"next":5,"prev":7,"to":1,"twin":4,"wire_ref":null},{"edge":3,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Forward"},"id":7,"loop_ref":1,"next":6,"prev":4,"to":1,"twin":5,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4}],"shells":[{"faces":[0],"id":0,"is_closed":true},{"faces":[1],"id":1,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[2.6,0.0,0.0],"tolerance":1e-8},{"id":1,"outgoing_halfedge":4,"position":[2.2,0.0,0.0],"tolerance":1e-8}],"wires":[]}}}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/boolean-matrix/wall-rectilinear.json b/main/opengeometry/tests/fixtures/cases/boolean-matrix/wall-rectilinear.json
new file mode 100644
index 0000000..2a8b3ee
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/boolean-matrix/wall-rectilinear.json
@@ -0,0 +1 @@
+{"a":{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-2.0,0.0,0.25]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-2.0,3.0,0.25]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-2.0,0.0,0.25]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[2.0,0.0,0.25]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[2.0,3.0,0.25]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.0,0.0,0.25]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[2.0,0.0,-0.25]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[2.0,3.0,-0.25]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.0,0.0,-0.25]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[-2.0,0.0,-0.25]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[-2.0,3.0,-0.25]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-2.0,0.0,-0.25]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[-2.0,-0.25]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,-0.25]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.25]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[-2.0,0.25]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-2.0,-0.25]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,-0.25]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[2.0,0.25]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-2.0,0.25]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-2.0,0.0,0.25],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[2.0,0.0,0.25],"x":[0.0,0.0,-1.0],"y":[0.0,1.0,0.0],"z":[1.0,-0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[2.0,0.0,-0.25],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[-2.0,0.0,-0.25],"x":[0.0,0.0,1.0],"y":[0.0,1.0,-0.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"matrix-wall","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":4.0,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-8,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":4.0,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-8,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-8,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":4.0,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":4.0,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-8,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-wall","entity":"matrix-wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":2.00000001,"lo":-2.00000001},{"hi":0.25000001,"lo":-0.25000001}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-wall","entity":"matrix-wall","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":2.00000001,"lo":-2.00000001},{"hi":0.25000001,"lo":-0.25000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-wall","entity":"matrix-wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":4.00000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-wall","entity":"matrix-wall","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-wall","entity":"matrix-wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":4.00000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-wall","entity":"matrix-wall","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[-2.0,0.0,0.25],"tolerance":1e-8},{"id":1,"outgoing_halfedge":7,"position":[2.0,0.0,0.25],"tolerance":1e-8},{"id":2,"outgoing_halfedge":6,"position":[2.0,0.0,-0.25],"tolerance":1e-8},{"id":3,"outgoing_halfedge":5,"position":[-2.0,0.0,-0.25],"tolerance":1e-8},{"id":4,"outgoing_halfedge":0,"position":[-2.0,3.0,0.25],"tolerance":1e-8},{"id":5,"outgoing_halfedge":1,"position":[2.0,3.0,0.25],"tolerance":1e-8},{"id":6,"outgoing_halfedge":2,"position":[2.0,3.0,-0.25],"tolerance":1e-8},{"id":7,"outgoing_halfedge":3,"position":[-2.0,3.0,-0.25],"tolerance":1e-8}],"wires":[]}},"b":{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-0.4,0.0,0.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-0.4,0.0,0.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-0.4,0.0,0.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.4,0.0,0.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.4,0.0,0.5]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-0.4,0.0,-0.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-0.4,0.0,-0.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.4,0.0,-0.5]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-0.4,3.0,0.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-0.4,3.0,0.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.4,3.0,0.5]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-0.4,3.0,-0.5]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.8]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.8,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.8,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.8]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[-0.4,0.0,0.5],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-0.4,3.0,0.5],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-0.4,0.0,0.5],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.4,0.0,0.5],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-0.4,0.0,0.5],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[-0.4,0.0,-0.5],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"}]},"id":"matrix-wall-cutter","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.8,"lo":0.0}},"halfedge":3,"id":0,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":8,"id":2,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":2,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":15,"id":4,"tolerance":1e-8,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":0.8,"lo":0.0}},"halfedge":1,"id":5,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":10,"id":6,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":13,"id":7,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":0.8,"lo":0.0}},"halfedge":4,"id":8,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":7,"id":9,"tolerance":1e-8,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":5,"id":10,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":0.8,"lo":0.0}},"halfedge":6,"id":11,"tolerance":1e-8,"twin_halfedge":21}],"faces":[{"id":0,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-wall-cutter","entity":"matrix-wall-cutter","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":1.00000001,"lo":-1e-8},{"hi":0.8000000100000001,"lo":-1e-8}]}},{"id":1,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-wall-cutter","entity":"matrix-wall-cutter","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.8000000100000001,"lo":-1e-8},{"hi":1.00000001,"lo":-1e-8}]}},{"id":2,"key":"left","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-wall-cutter","entity":"matrix-wall-cutter","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":3.00000001,"lo":-1e-8},{"hi":1.00000001,"lo":-1e-8}]}},{"id":3,"key":"right","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-wall-cutter","entity":"matrix-wall-cutter","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":1.00000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}},{"id":4,"key":"front","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-wall-cutter","entity":"matrix-wall-cutter","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":0.8000000100000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}},{"id":5,"key":"back","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-wall-cutter","entity":"matrix-wall-cutter","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":3.00000001,"lo":-1e-8},{"hi":0.8000000100000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":2,"twin":11,"wire_ref":null},{"edge":5,"face":0,"from":2,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":3,"twin":23,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":16,"wire_ref":null},{"edge":8,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":18,"wire_ref":null},{"edge":10,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":7,"twin":14,"wire_ref":null},{"edge":11,"face":1,"from":7,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":6,"twin":21,"wire_ref":null},{"edge":9,"face":1,"from":6,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":9,"wire_ref":null},{"edge":2,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":4,"twin":19,"wire_ref":null},{"edge":9,"face":2,"from":4,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":6,"twin":7,"wire_ref":null},{"edge":6,"face":2,"from":6,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":2,"twin":20,"wire_ref":null},{"edge":1,"face":2,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":0,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":3,"twin":2,"wire_ref":null},{"edge":7,"face":3,"from":3,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":7,"twin":22,"wire_ref":null},{"edge":10,"face":3,"from":7,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":17,"wire_ref":null},{"edge":0,"face":4,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":1,"twin":3,"wire_ref":null},{"edge":4,"face":4,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":5,"twin":15,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":4,"twin":4,"wire_ref":null},{"edge":2,"face":4,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":0,"twin":8,"wire_ref":null},{"edge":6,"face":5,"from":2,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":6,"twin":10,"wire_ref":null},{"edge":11,"face":5,"from":6,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":7,"twin":6,"wire_ref":null},{"edge":7,"face":5,"from":7,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":3,"twin":13,"wire_ref":null},{"edge":5,"face":5,"from":3,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":2,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[-0.4,0.0,0.5],"tolerance":1e-8},{"id":1,"outgoing_halfedge":3,"position":[0.4,0.0,0.5],"tolerance":1e-8},{"id":2,"outgoing_halfedge":1,"position":[-0.4,0.0,-0.5],"tolerance":1e-8},{"id":3,"outgoing_halfedge":2,"position":[0.4,0.0,-0.5],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[-0.4,3.0,0.5],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[0.4,3.0,0.5],"tolerance":1e-8},{"id":6,"outgoing_halfedge":7,"position":[-0.4,3.0,-0.5],"tolerance":1e-8},{"id":7,"outgoing_halfedge":6,"position":[0.4,3.0,-0.5],"tolerance":1e-8}],"wires":[]}},"handlers":["boolean_rectilinear"],"operation":"subtraction","result":{"brep":{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-2.0,0.0,0.25]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-0.3999999999999999,3.0,0.25]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-2.0,3.0,0.25]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-2.0,3.0,0.25]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-2.0,3.0,-0.25]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-0.3999999999999999,3.0,-0.25]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-2.0,0.0,-0.25]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[-2.0,3.0,-0.25]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-2.0,0.0,0.25]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-2.0,3.0,0.25]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-0.3999999999999999,0.0,0.25]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-0.3999999999999999,3.0,0.25]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.3999999999999999,0.0,0.25]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.0,3.0,0.25]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.3999999999999999,3.0,0.25]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.3999999999999999,3.0,0.25]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.3999999999999999,3.0,-0.25]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[2.0,3.0,-0.25]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.3999999999999999,0.0,-0.25]},{"direction":[0.0,-1.0,0.0],"kind":"Line","origin":[0.3999999999999999,3.0,-0.25]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.3999999999999999,0.0,0.25]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.3999999999999999,3.0,0.25]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[2.0,0.0,0.25]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[2.0,3.0,0.25]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[1.6,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[4.0,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[2.4,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[4.0,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[4.0,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.5,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.5,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[3.0,0.25]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.25]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[3.0,0.75]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.25]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-0.3999999999999999,-0.25]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-2.0,0.25]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-2.0,-0.25]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-2.0,-0.25]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[-2.0,0.25]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-2.0,-0.25]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[-0.3999999999999999,0.25]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-2.0,0.25]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.4,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[4.0,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.4,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[2.4,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[1.6,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[1.6,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[1.6,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.75,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.25,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.25,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.25,3.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.5,3.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,-0.25]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.3999999999999999,0.25]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.3999999999999999,-0.25]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.3999999999999999,-0.25]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.3999999999999999,0.25]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.3999999999999999,-0.25]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[2.0,0.25]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.3999999999999999,0.25]}],"surfaces":[{"frame":{"origin":[-2.0,0.0,0.25],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[2.0,0.0,-0.25],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[-2.0,0.0,-0.25],"x":[0.0,0.0,1.0],"y":[0.0,1.0,-0.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-0.4,0.0,0.5],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-2.0,0.0,0.25],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[2.0,0.0,-0.25],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.4,0.0,0.5],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[2.0,0.0,0.25],"x":[0.0,0.0,-1.0],"y":[0.0,1.0,0.0],"z":[1.0,-0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"}]},"id":"matrix-wall-rectilinear","quality":{"kind":"Analytic"},"revision":1,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0},{"cavity_shells":[],"outer_shell":1}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":1.6,"lo":0.0}},"halfedge":0,"id":0,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":1,"id":1,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":1.6,"lo":0.0}},"halfedge":2,"id":2,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":3,"id":3,"tolerance":1e-8,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":1.6,"lo":0.0}},"halfedge":4,"id":4,"tolerance":1e-8,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":5,"id":5,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":1.6,"lo":0.0}},"halfedge":6,"id":6,"tolerance":1e-8,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":7,"id":7,"tolerance":1e-8,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":9,"id":8,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":11,"id":9,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":13,"id":10,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":15,"id":11,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":12,"kind":"Curve","range":{"hi":1.6,"lo":0.0}},"halfedge":24,"id":12,"tolerance":1e-8,"twin_halfedge":47},{"chart_seam":false,"geometry":{"curve":13,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":25,"id":13,"tolerance":1e-8,"twin_halfedge":36},{"chart_seam":false,"geometry":{"curve":14,"kind":"Curve","range":{"hi":1.6,"lo":0.0}},"halfedge":26,"id":14,"tolerance":1e-8,"twin_halfedge":43},{"chart_seam":false,"geometry":{"curve":15,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":27,"id":15,"tolerance":1e-8,"twin_halfedge":34},{"chart_seam":false,"geometry":{"curve":16,"kind":"Curve","range":{"hi":1.6,"lo":0.0}},"halfedge":28,"id":16,"tolerance":1e-8,"twin_halfedge":41},{"chart_seam":false,"geometry":{"curve":17,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":29,"id":17,"tolerance":1e-8,"twin_halfedge":38},{"chart_seam":false,"geometry":{"curve":18,"kind":"Curve","range":{"hi":1.6,"lo":0.0}},"halfedge":30,"id":18,"tolerance":1e-8,"twin_halfedge":45},{"chart_seam":false,"geometry":{"curve":19,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":31,"id":19,"tolerance":1e-8,"twin_halfedge":32},{"chart_seam":false,"geometry":{"curve":20,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":33,"id":20,"tolerance":1e-8,"twin_halfedge":44},{"chart_seam":false,"geometry":{"curve":21,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":35,"id":21,"tolerance":1e-8,"twin_halfedge":42},{"chart_seam":false,"geometry":{"curve":22,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":37,"id":22,"tolerance":1e-8,"twin_halfedge":46},{"chart_seam":false,"geometry":{"curve":23,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":39,"id":23,"tolerance":1e-8,"twin_halfedge":40}],"faces":[{"id":0,"key":"side-0-0-0","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-wall","entity":"matrix-wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":1.60000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}},{"id":1,"key":"side-0-2-1","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-wall","entity":"matrix-wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":4.00000001,"lo":2.39999999},{"hi":3.00000001,"lo":-1e-8}]}},{"id":2,"key":"side-0-3-2","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-wall","entity":"matrix-wall","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}},{"id":3,"key":"left-3","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"matrix-wall-cutter","entity":"matrix-wall-cutter","face":2,"key":"left"}]},"sense":"Reverse","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":3.00000001,"lo":-1e-8},{"hi":0.75000001,"lo":0.24999999}]}},{"id":4,"key":"top-4","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-wall","entity":"matrix-wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":-0.3999999899999999,"lo":-2.00000001},{"hi":0.25000001,"lo":-0.25000001}]}},{"id":5,"key":"bottom-5","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-wall","entity":"matrix-wall","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":-0.3999999899999999,"lo":-2.00000001},{"hi":0.25000001,"lo":-0.25000001}]}},{"id":6,"key":"side-0-0-6","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-wall","entity":"matrix-wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":1,"surface":6,"trim":{"chart":0,"holes":[],"outer":6,"uv_bounds":[{"hi":4.00000001,"lo":2.39999999},{"hi":3.00000001,"lo":-1e-8}]}},{"id":7,"key":"side-0-2-7","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-wall","entity":"matrix-wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":1,"surface":7,"trim":{"chart":0,"holes":[],"outer":7,"uv_bounds":[{"hi":1.60000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}},{"id":8,"key":"right-8","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"matrix-wall-cutter","entity":"matrix-wall-cutter","face":3,"key":"right"}]},"sense":"Reverse","shell_ref":1,"surface":8,"trim":{"chart":0,"holes":[],"outer":8,"uv_bounds":[{"hi":0.75000001,"lo":0.24999999},{"hi":3.00000001,"lo":-1e-8}]}},{"id":9,"key":"side-0-1-9","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-wall","entity":"matrix-wall","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":1,"surface":9,"trim":{"chart":0,"holes":[],"outer":9,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}},{"id":10,"key":"top-10","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-wall","entity":"matrix-wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":1,"surface":10,"trim":{"chart":0,"holes":[],"outer":10,"uv_bounds":[{"hi":2.00000001,"lo":0.3999999899999999},{"hi":0.25000001,"lo":-0.25000001}]}},{"id":11,"key":"bottom-11","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-wall","entity":"matrix-wall","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":1,"surface":11,"trim":{"chart":0,"holes":[],"outer":11,"uv_bounds":[{"hi":2.00000001,"lo":0.3999999899999999},{"hi":0.25000001,"lo":-0.25000001}]}}],"halfedges":[{"edge":0,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":1,"twin":23,"wire_ref":null},{"edge":1,"face":0,"from":1,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Reverse"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":2,"twin":12,"wire_ref":null},{"edge":2,"face":0,"from":2,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":3,"twin":19,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":10,"wire_ref":null},{"edge":4,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":17,"wire_ref":null},{"edge":5,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":6,"twin":14,"wire_ref":null},{"edge":6,"face":1,"from":6,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":7,"twin":21,"wire_ref":null},{"edge":7,"face":1,"from":7,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":8,"wire_ref":null},{"edge":7,"face":2,"from":4,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":7,"twin":7,"wire_ref":null},{"edge":8,"face":2,"from":7,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Reverse"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":0,"twin":20,"wire_ref":null},{"edge":3,"face":2,"from":0,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":3,"twin":3,"wire_ref":null},{"edge":9,"face":2,"from":3,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Forward"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":4,"twin":18,"wire_ref":null},{"edge":1,"face":3,"from":2,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":1,"twin":1,"wire_ref":null},{"edge":10,"face":3,"from":1,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":22,"wire_ref":null},{"edge":5,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":11,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":2,"twin":16,"wire_ref":null},{"edge":11,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":5,"twin":15,"wire_ref":null},{"edge":4,"face":4,"from":5,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Reverse"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":4,"twin":4,"wire_ref":null},{"edge":9,"face":4,"from":4,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":3,"twin":11,"wire_ref":null},{"edge":2,"face":4,"from":3,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Forward"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":2,"wire_ref":null},{"edge":8,"face":5,"from":0,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":7,"twin":9,"wire_ref":null},{"edge":6,"face":5,"from":7,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":6,"twin":6,"wire_ref":null},{"edge":10,"face":5,"from":6,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":1,"twin":13,"wire_ref":null},{"edge":0,"face":5,"from":1,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":0,"twin":0,"wire_ref":null},{"edge":12,"face":6,"from":8,"geometry_use":{"pcurve":24,"periodic_lift":[0,0],"sense":"Forward"},"id":24,"loop_ref":6,"next":25,"prev":27,"to":9,"twin":47,"wire_ref":null},{"edge":13,"face":6,"from":9,"geometry_use":{"pcurve":25,"periodic_lift":[0,0],"sense":"Reverse"},"id":25,"loop_ref":6,"next":26,"prev":24,"to":10,"twin":36,"wire_ref":null},{"edge":14,"face":6,"from":10,"geometry_use":{"pcurve":26,"periodic_lift":[0,0],"sense":"Reverse"},"id":26,"loop_ref":6,"next":27,"prev":25,"to":11,"twin":43,"wire_ref":null},{"edge":15,"face":6,"from":11,"geometry_use":{"pcurve":27,"periodic_lift":[0,0],"sense":"Forward"},"id":27,"loop_ref":6,"next":24,"prev":26,"to":8,"twin":34,"wire_ref":null},{"edge":16,"face":7,"from":12,"geometry_use":{"pcurve":28,"periodic_lift":[0,0],"sense":"Forward"},"id":28,"loop_ref":7,"next":29,"prev":31,"to":13,"twin":41,"wire_ref":null},{"edge":17,"face":7,"from":13,"geometry_use":{"pcurve":29,"periodic_lift":[0,0],"sense":"Forward"},"id":29,"loop_ref":7,"next":30,"prev":28,"to":14,"twin":38,"wire_ref":null},{"edge":18,"face":7,"from":14,"geometry_use":{"pcurve":30,"periodic_lift":[0,0],"sense":"Reverse"},"id":30,"loop_ref":7,"next":31,"prev":29,"to":15,"twin":45,"wire_ref":null},{"edge":19,"face":7,"from":15,"geometry_use":{"pcurve":31,"periodic_lift":[0,0],"sense":"Reverse"},"id":31,"loop_ref":7,"next":28,"prev":30,"to":12,"twin":32,"wire_ref":null},{"edge":19,"face":8,"from":12,"geometry_use":{"pcurve":32,"periodic_lift":[0,0],"sense":"Forward"},"id":32,"loop_ref":8,"next":33,"prev":35,"to":15,"twin":31,"wire_ref":null},{"edge":20,"face":8,"from":15,"geometry_use":{"pcurve":33,"periodic_lift":[0,0],"sense":"Reverse"},"id":33,"loop_ref":8,"next":34,"prev":32,"to":8,"twin":44,"wire_ref":null},{"edge":15,"face":8,"from":8,"geometry_use":{"pcurve":34,"periodic_lift":[0,0],"sense":"Reverse"},"id":34,"loop_ref":8,"next":35,"prev":33,"to":11,"twin":27,"wire_ref":null},{"edge":21,"face":8,"from":11,"geometry_use":{"pcurve":35,"periodic_lift":[0,0],"sense":"Forward"},"id":35,"loop_ref":8,"next":32,"prev":34,"to":12,"twin":42,"wire_ref":null},{"edge":13,"face":9,"from":10,"geometry_use":{"pcurve":36,"periodic_lift":[0,0],"sense":"Forward"},"id":36,"loop_ref":9,"next":37,"prev":39,"to":9,"twin":25,"wire_ref":null},{"edge":22,"face":9,"from":9,"geometry_use":{"pcurve":37,"periodic_lift":[0,0],"sense":"Forward"},"id":37,"loop_ref":9,"next":38,"prev":36,"to":14,"twin":46,"wire_ref":null},{"edge":17,"face":9,"from":14,"geometry_use":{"pcurve":38,"periodic_lift":[0,0],"sense":"Reverse"},"id":38,"loop_ref":9,"next":39,"prev":37,"to":13,"twin":29,"wire_ref":null},{"edge":23,"face":9,"from":13,"geometry_use":{"pcurve":39,"periodic_lift":[0,0],"sense":"Reverse"},"id":39,"loop_ref":9,"next":36,"prev":38,"to":10,"twin":40,"wire_ref":null},{"edge":23,"face":10,"from":10,"geometry_use":{"pcurve":40,"periodic_lift":[0,0],"sense":"Forward"},"id":40,"loop_ref":10,"next":41,"prev":43,"to":13,"twin":39,"wire_ref":null},{"edge":16,"face":10,"from":13,"geometry_use":{"pcurve":41,"periodic_lift":[0,0],"sense":"Reverse"},"id":41,"loop_ref":10,"next":42,"prev":40,"to":12,"twin":28,"wire_ref":null},{"edge":21,"face":10,"from":12,"geometry_use":{"pcurve":42,"periodic_lift":[0,0],"sense":"Reverse"},"id":42,"loop_ref":10,"next":43,"prev":41,"to":11,"twin":35,"wire_ref":null},{"edge":14,"face":10,"from":11,"geometry_use":{"pcurve":43,"periodic_lift":[0,0],"sense":"Forward"},"id":43,"loop_ref":10,"next":40,"prev":42,"to":10,"twin":26,"wire_ref":null},{"edge":20,"face":11,"from":8,"geometry_use":{"pcurve":44,"periodic_lift":[0,0],"sense":"Forward"},"id":44,"loop_ref":11,"next":45,"prev":47,"to":15,"twin":33,"wire_ref":null},{"edge":18,"face":11,"from":15,"geometry_use":{"pcurve":45,"periodic_lift":[0,0],"sense":"Forward"},"id":45,"loop_ref":11,"next":46,"prev":44,"to":14,"twin":30,"wire_ref":null},{"edge":22,"face":11,"from":14,"geometry_use":{"pcurve":46,"periodic_lift":[0,0],"sense":"Reverse"},"id":46,"loop_ref":11,"next":47,"prev":45,"to":9,"twin":37,"wire_ref":null},{"edge":12,"face":11,"from":9,"geometry_use":{"pcurve":47,"periodic_lift":[0,0],"sense":"Reverse"},"id":47,"loop_ref":11,"next":44,"prev":46,"to":8,"twin":24,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20},{"face_ref":6,"id":6,"is_hole":false,"start_halfedge":24},{"face_ref":7,"id":7,"is_hole":false,"start_halfedge":28},{"face_ref":8,"id":8,"is_hole":false,"start_halfedge":32},{"face_ref":9,"id":9,"is_hole":false,"start_halfedge":36},{"face_ref":10,"id":10,"is_hole":false,"start_halfedge":40},{"face_ref":11,"id":11,"is_hole":false,"start_halfedge":44}],"shells":[{"faces":[0,5,3,4,2,1],"id":0,"is_closed":true},{"faces":[6,11,9,10,8,7],"id":1,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[-2.0,0.0,0.25],"tolerance":1e-8},{"id":1,"outgoing_halfedge":1,"position":[-0.3999999999999999,0.0,0.25],"tolerance":1e-8},{"id":2,"outgoing_halfedge":2,"position":[-0.3999999999999999,3.0,0.25],"tolerance":1e-8},{"id":3,"outgoing_halfedge":3,"position":[-2.0,3.0,0.25],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[-2.0,3.0,-0.25],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[-0.3999999999999999,3.0,-0.25],"tolerance":1e-8},{"id":6,"outgoing_halfedge":6,"position":[-0.3999999999999999,0.0,-0.25],"tolerance":1e-8},{"id":7,"outgoing_halfedge":7,"position":[-2.0,0.0,-0.25],"tolerance":1e-8},{"id":8,"outgoing_halfedge":24,"position":[0.3999999999999999,0.0,0.25],"tolerance":1e-8},{"id":9,"outgoing_halfedge":25,"position":[2.0,0.0,0.25],"tolerance":1e-8},{"id":10,"outgoing_halfedge":26,"position":[2.0,3.0,0.25],"tolerance":1e-8},{"id":11,"outgoing_halfedge":27,"position":[0.3999999999999999,3.0,0.25],"tolerance":1e-8},{"id":12,"outgoing_halfedge":28,"position":[0.3999999999999999,3.0,-0.25],"tolerance":1e-8},{"id":13,"outgoing_halfedge":29,"position":[2.0,3.0,-0.25],"tolerance":1e-8},{"id":14,"outgoing_halfedge":30,"position":[2.0,0.0,-0.25],"tolerance":1e-8},{"id":15,"outgoing_halfedge":31,"position":[0.3999999999999999,0.0,-0.25],"tolerance":1e-8}],"wires":[]}}}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/boolean-matrix/wall-round.json b/main/opengeometry/tests/fixtures/cases/boolean-matrix/wall-round.json
new file mode 100644
index 0000000..d8d3624
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/boolean-matrix/wall-round.json
@@ -0,0 +1 @@
+{"a":{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-2.0,0.0,0.25]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-2.0,3.0,0.25]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-2.0,0.0,0.25]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[2.0,0.0,0.25]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[2.0,3.0,0.25]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.0,0.0,0.25]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[2.0,0.0,-0.25]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[2.0,3.0,-0.25]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.0,0.0,-0.25]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[-2.0,0.0,-0.25]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[-2.0,3.0,-0.25]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-2.0,0.0,-0.25]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[-2.0,-0.25]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,-0.25]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.25]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[-2.0,0.25]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-2.0,-0.25]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,-0.25]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[2.0,0.25]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-2.0,0.25]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-2.0,0.0,0.25],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[2.0,0.0,0.25],"x":[0.0,0.0,-1.0],"y":[0.0,1.0,0.0],"z":[1.0,-0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[2.0,0.0,-0.25],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[-2.0,0.0,-0.25],"x":[0.0,0.0,1.0],"y":[0.0,1.0,-0.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"matrix-wall","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":4.0,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-8,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":4.0,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-8,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-8,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":4.0,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":4.0,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-8,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-wall","entity":"matrix-wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":2.00000001,"lo":-2.00000001},{"hi":0.25000001,"lo":-0.25000001}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-wall","entity":"matrix-wall","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":2.00000001,"lo":-2.00000001},{"hi":0.25000001,"lo":-0.25000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-wall","entity":"matrix-wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":4.00000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-wall","entity":"matrix-wall","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-wall","entity":"matrix-wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":4.00000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-wall","entity":"matrix-wall","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[-2.0,0.0,0.25],"tolerance":1e-8},{"id":1,"outgoing_halfedge":7,"position":[2.0,0.0,0.25],"tolerance":1e-8},{"id":2,"outgoing_halfedge":6,"position":[2.0,0.0,-0.25],"tolerance":1e-8},{"id":3,"outgoing_halfedge":5,"position":[-2.0,0.0,-0.25],"tolerance":1e-8},{"id":4,"outgoing_halfedge":0,"position":[-2.0,3.0,0.25],"tolerance":1e-8},{"id":5,"outgoing_halfedge":1,"position":[2.0,3.0,0.25],"tolerance":1e-8},{"id":6,"outgoing_halfedge":2,"position":[2.0,3.0,-0.25],"tolerance":1e-8},{"id":7,"outgoing_halfedge":3,"position":[-2.0,3.0,-0.25],"tolerance":1e-8}],"wires":[]}},"b":{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"frame":{"origin":[0.0,1.5,1.0],"x":[1.0,0.0,0.0],"y":[0.0,-1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Circle","radius":0.5},{"frame":{"origin":[0.0,1.5,-1.0],"x":[1.0,0.0,0.0],"y":[0.0,-1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Circle","radius":0.5},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.5,1.5,1.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.283185307179586,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"axis_a":[0.5,0.0],"axis_b":[0.0,-0.5],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[0.5,0.0],"axis_b":[0.0,0.5],"kind":"Conic2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,1.5,1.0],"x":[1.0,0.0,0.0],"y":[0.0,-1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Cylinder","radius":0.5},{"frame":{"origin":[0.0,1.5,1.0],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,-0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,1.5,-1.0],"x":[1.0,0.0,0.0],"y":[0.0,-1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"}]},"id":"matrix-round-cutter","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":0,"id":0,"tolerance":1e-8,"twin_halfedge":4},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":2,"id":1,"tolerance":1e-8,"twin_halfedge":5},{"chart_seam":true,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1,"id":2,"tolerance":1e-8,"twin_halfedge":3}],"faces":[{"id":0,"key":"lateral","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-round-cutter","entity":"matrix-round-cutter","face":0,"key":"lateral"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":6.283185307179586,"lo":0.0},{"hi":2.0,"lo":0.0}]}},{"id":1,"key":"lower_cap","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-round-cutter","entity":"matrix-round-cutter","face":1,"key":"lower_cap"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.5,"lo":-0.5},{"hi":0.5,"lo":-0.5}]}},{"id":2,"key":"upper_cap","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"matrix-round-cutter","entity":"matrix-round-cutter","face":2,"key":"upper_cap"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.5,"lo":-0.5},{"hi":0.5,"lo":-0.5}]}}],"halfedges":[{"edge":0,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":0,"from":0,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":1,"twin":3,"wire_ref":null},{"edge":1,"face":0,"from":1,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":5,"wire_ref":null},{"edge":2,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":1,"wire_ref":null},{"edge":0,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":4,"prev":4,"to":0,"twin":0,"wire_ref":null},{"edge":1,"face":2,"from":1,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":2,"next":5,"prev":5,"to":1,"twin":2,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":5}],"shells":[{"faces":[0,1,2],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[0.5,1.5,1.0],"tolerance":1e-8},{"id":1,"outgoing_halfedge":2,"position":[0.5,1.5,-1.0],"tolerance":1e-8}],"wires":[]}},"handlers":["generic_two_sided_cutter_band_subtraction"],"operation":"subtraction","result":{"brep":{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-2.0,0.0,0.25]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-2.0,3.0,0.25]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-2.0,0.0,0.25]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[2.0,0.0,0.25]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[2.0,3.0,0.25]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.0,0.0,0.25]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[2.0,0.0,-0.25]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[2.0,3.0,-0.25]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.0,0.0,-0.25]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[-2.0,0.0,-0.25]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[-2.0,3.0,-0.25]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-2.0,0.0,-0.25]},{"frame":{"origin":[0.0,1.5,0.25],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Circle","radius":0.5},{"frame":{"origin":[0.0,1.5,-0.25],"x":[1.0,0.0,0.0],"y":[0.0,-1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Circle","radius":0.5}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[-2.0,-0.25]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,-0.25]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,0.25]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[-2.0,0.25]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-2.0,-0.25]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,-0.25]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[2.0,0.25]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-2.0,0.25]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"axis_a":[0.5,0.0],"axis_b":[0.0,0.5],"kind":"Conic2","origin":[2.0,1.5]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.0,0.75]},{"axis_a":[-0.5,0.0],"axis_b":[0.0,-0.5],"kind":"Conic2","origin":[2.0,1.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.25]}],"surfaces":[{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-2.0,0.0,0.25],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[2.0,0.0,0.25],"x":[0.0,0.0,-1.0],"y":[0.0,1.0,0.0],"z":[1.0,-0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[2.0,0.0,-0.25],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[-2.0,0.0,-0.25],"x":[0.0,0.0,1.0],"y":[0.0,1.0,-0.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,1.5,1.0],"x":[1.0,0.0,0.0],"y":[0.0,-1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Cylinder","radius":0.5}]},"id":"matrix-wall-round","quality":{"kind":"Analytic"},"revision":1,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":4.0,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-8,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":4.0,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-8,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-8,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":4.0,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":4.0,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":12,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":24,"id":12,"tolerance":1e-8,"twin_halfedge":25},{"chart_seam":false,"geometry":{"curve":13,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":26,"id":13,"tolerance":1e-8,"twin_halfedge":27}],"faces":[{"id":0,"key":"matrix-wall:top","provenance":{"reversed":false,"role":"Preserved","sources":[{"body":"matrix-wall","entity":"matrix-wall","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":2.00000001,"lo":-2.00000001},{"hi":0.25000001,"lo":-0.25000001}]}},{"id":1,"key":"matrix-wall:bottom","provenance":{"reversed":false,"role":"Preserved","sources":[{"body":"matrix-wall","entity":"matrix-wall","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":2.00000001,"lo":-2.00000001},{"hi":0.25000001,"lo":-0.25000001}]}},{"id":2,"key":"matrix-wall:side-0-0","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-wall","entity":"matrix-wall","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[6],"outer":2,"uv_bounds":[{"hi":4.00000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}},{"id":3,"key":"matrix-wall:side-0-1","provenance":{"reversed":false,"role":"Preserved","sources":[{"body":"matrix-wall","entity":"matrix-wall","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}},{"id":4,"key":"matrix-wall:side-0-2","provenance":{"reversed":false,"role":"Split","sources":[{"body":"matrix-wall","entity":"matrix-wall","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[8],"outer":4,"uv_bounds":[{"hi":4.00000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}},{"id":5,"key":"matrix-wall:side-0-3","provenance":{"reversed":false,"role":"Preserved","sources":[{"body":"matrix-wall","entity":"matrix-wall","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}},{"id":6,"key":"lateral:through-cut","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"matrix-round-cutter","entity":"matrix-round-cutter","face":0,"key":"lateral"}]},"sense":"Reverse","shell_ref":0,"surface":6,"trim":{"chart":0,"holes":[9],"outer":7,"uv_bounds":[{"hi":6.2831915913648935,"lo":-6.2831915913648935},{"hi":1.250000001000001,"lo":0.749999998999999}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null},{"edge":12,"face":2,"from":8,"geometry_use":{"pcurve":24,"periodic_lift":[0,0],"sense":"Forward"},"id":24,"loop_ref":6,"next":24,"prev":24,"to":8,"twin":25,"wire_ref":null},{"edge":12,"face":6,"from":8,"geometry_use":{"pcurve":25,"periodic_lift":[0,0],"sense":"Reverse"},"id":25,"loop_ref":7,"next":25,"prev":25,"to":8,"twin":24,"wire_ref":null},{"edge":13,"face":4,"from":9,"geometry_use":{"pcurve":26,"periodic_lift":[0,0],"sense":"Forward"},"id":26,"loop_ref":8,"next":26,"prev":26,"to":9,"twin":27,"wire_ref":null},{"edge":13,"face":6,"from":9,"geometry_use":{"pcurve":27,"periodic_lift":[0,0],"sense":"Reverse"},"id":27,"loop_ref":9,"next":27,"prev":27,"to":9,"twin":26,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20},{"face_ref":2,"id":6,"is_hole":true,"start_halfedge":24},{"face_ref":6,"id":7,"is_hole":false,"start_halfedge":25},{"face_ref":4,"id":8,"is_hole":true,"start_halfedge":26},{"face_ref":6,"id":9,"is_hole":true,"start_halfedge":27}],"shells":[{"faces":[0,1,2,3,4,5,6],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[-2.0,0.0,0.25],"tolerance":1e-8},{"id":1,"outgoing_halfedge":7,"position":[2.0,0.0,0.25],"tolerance":1e-8},{"id":2,"outgoing_halfedge":6,"position":[2.0,0.0,-0.25],"tolerance":1e-8},{"id":3,"outgoing_halfedge":5,"position":[-2.0,0.0,-0.25],"tolerance":1e-8},{"id":4,"outgoing_halfedge":0,"position":[-2.0,3.0,0.25],"tolerance":1e-8},{"id":5,"outgoing_halfedge":1,"position":[2.0,3.0,0.25],"tolerance":1e-8},{"id":6,"outgoing_halfedge":2,"position":[2.0,3.0,-0.25],"tolerance":1e-8},{"id":7,"outgoing_halfedge":3,"position":[-2.0,3.0,-0.25],"tolerance":1e-8},{"id":8,"outgoing_halfedge":24,"position":[0.5,1.5,0.25],"tolerance":1e-8},{"id":9,"outgoing_halfedge":26,"position":[0.5,1.5,-0.25],"tolerance":1e-8}],"wires":[]}}}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/box-cavity.brep.json b/main/opengeometry/tests/fixtures/cases/box-cavity.brep.json
new file mode 100644
index 0000000..839908a
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/box-cavity.brep.json
@@ -0,0 +1 @@
+{"schema_version":2,"id":"box-cavity","revision":1,"geometry":{"surfaces":[{"kind":"Plane","frame":{"origin":[0.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]}},{"kind":"Plane","frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]}},{"kind":"Plane","frame":{"origin":[0.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]}},{"kind":"Plane","frame":{"origin":[0.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]}},{"kind":"Plane","frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]}},{"kind":"Plane","frame":{"origin":[0.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]}},{"kind":"Plane","frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]}},{"kind":"Plane","frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]}},{"kind":"Plane","frame":{"origin":[0.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]}},{"kind":"Plane","frame":{"origin":[0.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]}},{"kind":"Plane","frame":{"origin":[0.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]}},{"kind":"Plane","frame":{"origin":[1.0,1.0,-1.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]}},{"kind":"Plane","frame":{"origin":[0.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]}},{"kind":"Plane","frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]}},{"kind":"Plane","frame":{"origin":[0.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]}},{"kind":"Plane","frame":{"origin":[0.0,0.0,-3.0],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]}},{"kind":"Plane","frame":{"origin":[0.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]}},{"kind":"Plane","frame":{"origin":[0.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]}},{"kind":"Plane","frame":{"origin":[0.0,0.0,-3.0],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]}},{"kind":"Plane","frame":{"origin":[0.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]}},{"kind":"Plane","frame":{"origin":[0.0,0.0,-3.0],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]}},{"kind":"Plane","frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]}},{"kind":"Plane","frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]}},{"kind":"Plane","frame":{"origin":[0.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]}},{"kind":"Plane","frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]}},{"kind":"Plane","frame":{"origin":[1.0,1.0,-1.0],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]}},{"kind":"Plane","frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]}},{"kind":"Plane","frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]}},{"kind":"Plane","frame":{"origin":[0.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]}},{"kind":"Plane","frame":{"origin":[1.0,1.0,-1.0],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]}},{"kind":"Plane","frame":{"origin":[1.0,2.0,-1.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]}},{"kind":"Plane","frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]}},{"kind":"Plane","frame":{"origin":[0.0,0.0,-3.0],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]}},{"kind":"Plane","frame":{"origin":[0.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]}},{"kind":"Plane","frame":{"origin":[1.0,1.0,-2.0],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]}},{"kind":"Plane","frame":{"origin":[0.0,0.0,-3.0],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]}},{"kind":"Plane","frame":{"origin":[0.0,0.0,-3.0],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]}},{"kind":"Plane","frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]}},{"kind":"Plane","frame":{"origin":[3.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]}},{"kind":"Plane","frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]}},{"kind":"Plane","frame":{"origin":[0.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]}},{"kind":"Plane","frame":{"origin":[3.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]}},{"kind":"Plane","frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]}},{"kind":"Plane","frame":{"origin":[3.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]}},{"kind":"Plane","frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]}},{"kind":"Plane","frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]}},{"kind":"Plane","frame":{"origin":[3.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]}},{"kind":"Plane","frame":{"origin":[0.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]}},{"kind":"Plane","frame":{"origin":[2.0,1.0,-1.0],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]}},{"kind":"Plane","frame":{"origin":[3.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]}},{"kind":"Plane","frame":{"origin":[3.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]}},{"kind":"Plane","frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]}},{"kind":"Plane","frame":{"origin":[3.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]}},{"kind":"Plane","frame":{"origin":[0.0,0.0,-3.0],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]}},{"kind":"Plane","frame":{"origin":[0.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]}},{"kind":"Plane","frame":{"origin":[3.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]}},{"kind":"Plane","frame":{"origin":[0.0,0.0,-3.0],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]}},{"kind":"Plane","frame":{"origin":[3.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]}},{"kind":"Plane","frame":{"origin":[0.0,0.0,-3.0],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]}},{"kind":"Plane","frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]}}],"curves":[{"kind":"Line","origin":[0.0,1.0,0.0],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[0.0,0.0,-1.0],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[0.0,0.0,0.0],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[0.0,0.0,0.0],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[1.0,0.0,0.0],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[0.0,1.0,0.0],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[0.0,0.0,0.0],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[0.0,0.0,-1.0],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[1.0,0.0,0.0],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[0.0,2.0,0.0],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[0.0,1.0,-1.0],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[0.0,1.0,0.0],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[1.0,1.0,0.0],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[0.0,2.0,0.0],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[0.0,3.0,0.0],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[0.0,2.0,-1.0],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[0.0,2.0,0.0],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[1.0,2.0,0.0],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[0.0,3.0,0.0],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[1.0,3.0,0.0],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[0.0,3.0,-1.0],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[0.0,1.0,-1.0],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[0.0,0.0,-2.0],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[0.0,0.0,-1.0],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[0.0,0.0,-2.0],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[1.0,0.0,-1.0],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[0.0,2.0,-1.0],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[0.0,1.0,-2.0],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[1.0,1.0,-1.0],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[1.0,1.0,-2.0],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[1.0,2.0,-1.0],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[1.0,1.0,-1.0],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[0.0,3.0,-1.0],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[0.0,2.0,-2.0],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[1.0,3.0,-1.0],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[0.0,3.0,-2.0],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[0.0,1.0,-2.0],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[0.0,0.0,-3.0],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[0.0,0.0,-2.0],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[0.0,1.0,-3.0],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[1.0,0.0,-3.0],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[0.0,0.0,-3.0],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[1.0,0.0,-2.0],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[0.0,2.0,-2.0],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[0.0,1.0,-3.0],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[0.0,2.0,-3.0],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[1.0,1.0,-3.0],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[0.0,3.0,-2.0],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[0.0,2.0,-3.0],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[0.0,3.0,-3.0],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[1.0,2.0,-3.0],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[1.0,3.0,-2.0],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[2.0,0.0,0.0],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[1.0,1.0,0.0],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[1.0,0.0,0.0],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[1.0,0.0,-1.0],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[2.0,0.0,0.0],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[2.0,1.0,0.0],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[1.0,2.0,0.0],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[1.0,2.0,-1.0],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[2.0,1.0,-1.0],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[1.0,1.0,-1.0],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[2.0,2.0,0.0],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[1.0,3.0,0.0],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[2.0,3.0,0.0],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[1.0,3.0,-1.0],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[1.0,0.0,-2.0],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[2.0,0.0,-1.0],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[2.0,1.0,-1.0],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[1.0,1.0,-2.0],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[1.0,2.0,-2.0],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[2.0,2.0,-1.0],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[2.0,3.0,-1.0],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[1.0,3.0,-2.0],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[1.0,1.0,-3.0],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[2.0,0.0,-3.0],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[1.0,0.0,-3.0],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[2.0,0.0,-2.0],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[2.0,1.0,-2.0],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[1.0,2.0,-3.0],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[2.0,1.0,-3.0],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[1.0,3.0,-3.0],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[2.0,2.0,-3.0],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[2.0,3.0,-2.0],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[3.0,0.0,0.0],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[3.0,0.0,-1.0],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[3.0,1.0,0.0],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[3.0,0.0,0.0],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[2.0,1.0,0.0],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[2.0,0.0,0.0],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[2.0,0.0,-1.0],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[3.0,1.0,-1.0],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[3.0,2.0,0.0],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[3.0,1.0,0.0],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[2.0,2.0,0.0],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[3.0,2.0,-1.0],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[3.0,3.0,0.0],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[3.0,2.0,0.0],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[2.0,3.0,0.0],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[2.0,3.0,-1.0],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[3.0,0.0,-1.0],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[3.0,0.0,-2.0],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[3.0,1.0,-1.0],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[2.0,0.0,-2.0],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[3.0,1.0,-2.0],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[3.0,2.0,-1.0],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[3.0,2.0,-2.0],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[3.0,3.0,-1.0],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[2.0,3.0,-2.0],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[3.0,0.0,-2.0],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[3.0,0.0,-3.0],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[3.0,1.0,-2.0],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[2.0,1.0,-3.0],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[2.0,0.0,-3.0],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[3.0,1.0,-3.0],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[3.0,2.0,-2.0],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[2.0,2.0,-3.0],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[3.0,2.0,-3.0],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[3.0,3.0,-2.0],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[2.0,3.0,-3.0],"direction":[1.0,0.0,0.0]}],"pcurves":[{"kind":"Line2","origin":[1.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,1.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[1.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,1.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[1.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,1.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[2.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[1.0,1.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[1.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[1.0,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[1.0,1.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,2.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,1.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,1.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[3.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[2.0,1.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[2.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[2.0,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[1.0,2.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,3.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,2.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,2.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[1.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,1.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[1.0,1.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,2.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,1.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,1.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[2.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[1.0,1.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[1.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[1.0,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[2.0,1.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[1.0,2.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[1.0,1.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[1.0,1.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,1.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[1.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[3.0,1.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[2.0,2.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[2.0,1.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[2.0,1.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,1.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[1.0,1.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,2.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,1.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[1.0,2.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,3.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,2.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,2.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[1.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,1.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[3.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[2.0,1.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[2.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[2.0,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[2.0,2.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[1.0,3.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[1.0,2.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[1.0,2.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[1.0,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[2.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[1.0,1.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[1.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[3.0,2.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[2.0,3.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[2.0,2.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[2.0,2.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[2.0,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[3.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[2.0,1.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[2.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,2.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[1.0,2.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,3.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,2.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[2.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[1.0,1.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[1.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[1.0,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[1.0,1.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,2.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,1.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,1.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[2.0,1.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[1.0,2.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[1.0,1.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[1.0,1.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,1.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[1.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[2.0,2.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[1.0,3.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[1.0,2.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[1.0,2.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[1.0,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[2.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[1.0,1.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[1.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[2.0,1.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[1.0,2.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[1.0,1.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[1.0,1.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,1.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[1.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,1.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[1.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[1.0,1.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[2.0,1.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[1.0,2.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[1.0,1.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,1.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[1.0,1.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,2.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,1.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[3.0,1.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[2.0,2.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[2.0,1.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[2.0,1.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,1.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[1.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[1.0,1.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[2.0,1.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[1.0,2.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[1.0,1.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[2.0,1.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[3.0,1.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[2.0,2.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[2.0,1.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[1.0,2.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[2.0,2.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[1.0,3.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[1.0,2.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[1.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,1.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[3.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[2.0,1.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[2.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[2.0,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[1.0,2.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,3.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,2.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,2.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,1.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[1.0,1.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,2.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,1.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[3.0,1.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[2.0,2.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[2.0,1.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[2.0,1.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,2.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[1.0,2.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,3.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,2.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[3.0,2.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[2.0,3.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[2.0,2.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[2.0,2.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[2.0,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[3.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[2.0,1.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[2.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[1.0,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[2.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[1.0,1.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[1.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[2.0,2.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[1.0,3.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[1.0,2.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[1.0,2.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,1.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[1.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[1.0,1.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[2.0,1.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[1.0,2.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[1.0,1.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[1.0,2.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[2.0,2.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[1.0,3.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[1.0,2.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[2.0,1.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[3.0,1.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[2.0,2.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[2.0,1.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[2.0,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[3.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[2.0,1.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[2.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,2.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[1.0,2.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,3.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,2.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[3.0,2.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[2.0,3.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[2.0,2.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[2.0,2.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[2.0,1.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[3.0,1.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[2.0,2.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[2.0,1.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[1.0,2.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[2.0,2.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[1.0,3.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[1.0,2.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[2.0,2.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[3.0,2.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[2.0,3.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[2.0,2.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[2.0,2.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[3.0,2.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[2.0,3.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[2.0,2.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[2.0,2.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[3.0,2.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[2.0,3.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[2.0,2.0],"direction":[0.0,1.0]}],"intersections":[]},"topology":{"vertices":[{"id":0,"position":[0.0,1.0,0.0],"outgoing_halfedge":0,"tolerance":1e-8},{"id":1,"position":[0.0,1.0,-1.0],"outgoing_halfedge":1,"tolerance":1e-8},{"id":2,"position":[0.0,0.0,-1.0],"outgoing_halfedge":2,"tolerance":1e-8},{"id":3,"position":[0.0,0.0,0.0],"outgoing_halfedge":3,"tolerance":1e-8},{"id":4,"position":[1.0,0.0,0.0],"outgoing_halfedge":4,"tolerance":1e-8},{"id":5,"position":[1.0,1.0,0.0],"outgoing_halfedge":5,"tolerance":1e-8},{"id":6,"position":[1.0,0.0,-1.0],"outgoing_halfedge":9,"tolerance":1e-8},{"id":7,"position":[0.0,2.0,0.0],"outgoing_halfedge":12,"tolerance":1e-8},{"id":8,"position":[0.0,2.0,-1.0],"outgoing_halfedge":13,"tolerance":1e-8},{"id":9,"position":[1.0,2.0,0.0],"outgoing_halfedge":17,"tolerance":1e-8},{"id":10,"position":[0.0,3.0,0.0],"outgoing_halfedge":20,"tolerance":1e-8},{"id":11,"position":[0.0,3.0,-1.0],"outgoing_halfedge":21,"tolerance":1e-8},{"id":12,"position":[1.0,3.0,0.0],"outgoing_halfedge":25,"tolerance":1e-8},{"id":13,"position":[1.0,3.0,-1.0],"outgoing_halfedge":30,"tolerance":1e-8},{"id":14,"position":[0.0,1.0,-2.0],"outgoing_halfedge":33,"tolerance":1e-8},{"id":15,"position":[0.0,0.0,-2.0],"outgoing_halfedge":34,"tolerance":1e-8},{"id":16,"position":[1.0,0.0,-2.0],"outgoing_halfedge":37,"tolerance":1e-8},{"id":17,"position":[0.0,2.0,-2.0],"outgoing_halfedge":41,"tolerance":1e-8},{"id":18,"position":[1.0,1.0,-1.0],"outgoing_halfedge":44,"tolerance":1e-8},{"id":19,"position":[1.0,1.0,-2.0],"outgoing_halfedge":45,"tolerance":1e-8},{"id":20,"position":[1.0,2.0,-2.0],"outgoing_halfedge":46,"tolerance":1e-8},{"id":21,"position":[1.0,2.0,-1.0],"outgoing_halfedge":47,"tolerance":1e-8},{"id":22,"position":[0.0,3.0,-2.0],"outgoing_halfedge":49,"tolerance":1e-8},{"id":23,"position":[1.0,3.0,-2.0],"outgoing_halfedge":54,"tolerance":1e-8},{"id":24,"position":[0.0,1.0,-3.0],"outgoing_halfedge":57,"tolerance":1e-8},{"id":25,"position":[0.0,0.0,-3.0],"outgoing_halfedge":58,"tolerance":1e-8},{"id":26,"position":[1.0,1.0,-3.0],"outgoing_halfedge":62,"tolerance":1e-8},{"id":27,"position":[1.0,0.0,-3.0],"outgoing_halfedge":63,"tolerance":1e-8},{"id":28,"position":[0.0,2.0,-3.0],"outgoing_halfedge":69,"tolerance":1e-8},{"id":29,"position":[1.0,2.0,-3.0],"outgoing_halfedge":74,"tolerance":1e-8},{"id":30,"position":[0.0,3.0,-3.0],"outgoing_halfedge":77,"tolerance":1e-8},{"id":31,"position":[1.0,3.0,-3.0],"outgoing_halfedge":82,"tolerance":1e-8},{"id":32,"position":[2.0,0.0,0.0],"outgoing_halfedge":88,"tolerance":1e-8},{"id":33,"position":[2.0,1.0,0.0],"outgoing_halfedge":89,"tolerance":1e-8},{"id":34,"position":[2.0,0.0,-1.0],"outgoing_halfedge":93,"tolerance":1e-8},{"id":35,"position":[2.0,2.0,0.0],"outgoing_halfedge":97,"tolerance":1e-8},{"id":36,"position":[2.0,2.0,-1.0],"outgoing_halfedge":102,"tolerance":1e-8},{"id":37,"position":[2.0,1.0,-1.0],"outgoing_halfedge":103,"tolerance":1e-8},{"id":38,"position":[2.0,3.0,0.0],"outgoing_halfedge":105,"tolerance":1e-8},{"id":39,"position":[2.0,3.0,-1.0],"outgoing_halfedge":110,"tolerance":1e-8},{"id":40,"position":[2.0,0.0,-2.0],"outgoing_halfedge":113,"tolerance":1e-8},{"id":41,"position":[2.0,1.0,-2.0],"outgoing_halfedge":118,"tolerance":1e-8},{"id":42,"position":[2.0,2.0,-2.0],"outgoing_halfedge":121,"tolerance":1e-8},{"id":43,"position":[2.0,3.0,-2.0],"outgoing_halfedge":126,"tolerance":1e-8},{"id":44,"position":[2.0,1.0,-3.0],"outgoing_halfedge":130,"tolerance":1e-8},{"id":45,"position":[2.0,0.0,-3.0],"outgoing_halfedge":131,"tolerance":1e-8},{"id":46,"position":[2.0,2.0,-3.0],"outgoing_halfedge":142,"tolerance":1e-8},{"id":47,"position":[2.0,3.0,-3.0],"outgoing_halfedge":146,"tolerance":1e-8},{"id":48,"position":[3.0,0.0,0.0],"outgoing_halfedge":152,"tolerance":1e-8},{"id":49,"position":[3.0,0.0,-1.0],"outgoing_halfedge":153,"tolerance":1e-8},{"id":50,"position":[3.0,1.0,-1.0],"outgoing_halfedge":154,"tolerance":1e-8},{"id":51,"position":[3.0,1.0,0.0],"outgoing_halfedge":155,"tolerance":1e-8},{"id":52,"position":[3.0,2.0,-1.0],"outgoing_halfedge":166,"tolerance":1e-8},{"id":53,"position":[3.0,2.0,0.0],"outgoing_halfedge":167,"tolerance":1e-8},{"id":54,"position":[3.0,3.0,-1.0],"outgoing_halfedge":174,"tolerance":1e-8},{"id":55,"position":[3.0,3.0,0.0],"outgoing_halfedge":175,"tolerance":1e-8},{"id":56,"position":[3.0,0.0,-2.0],"outgoing_halfedge":185,"tolerance":1e-8},{"id":57,"position":[3.0,1.0,-2.0],"outgoing_halfedge":186,"tolerance":1e-8},{"id":58,"position":[3.0,2.0,-2.0],"outgoing_halfedge":198,"tolerance":1e-8},{"id":59,"position":[3.0,3.0,-2.0],"outgoing_halfedge":202,"tolerance":1e-8},{"id":60,"position":[3.0,0.0,-3.0],"outgoing_halfedge":209,"tolerance":1e-8},{"id":61,"position":[3.0,1.0,-3.0],"outgoing_halfedge":210,"tolerance":1e-8},{"id":62,"position":[3.0,2.0,-3.0],"outgoing_halfedge":222,"tolerance":1e-8},{"id":63,"position":[3.0,3.0,-3.0],"outgoing_halfedge":230,"tolerance":1e-8}],"edges":[{"id":0,"geometry":{"kind":"Curve","curve":0,"range":{"lo":0.0,"hi":1.0}},"halfedge":0,"twin_halfedge":14,"tolerance":1e-8,"chart_seam":false},{"id":1,"geometry":{"kind":"Curve","curve":1,"range":{"lo":0.0,"hi":1.0}},"halfedge":1,"twin_halfedge":35,"tolerance":1e-8,"chart_seam":false},{"id":2,"geometry":{"kind":"Curve","curve":2,"range":{"lo":0.0,"hi":1.0}},"halfedge":2,"twin_halfedge":11,"tolerance":1e-8,"chart_seam":false},{"id":3,"geometry":{"kind":"Curve","curve":3,"range":{"lo":0.0,"hi":1.0}},"halfedge":3,"twin_halfedge":6,"tolerance":1e-8,"chart_seam":false},{"id":4,"geometry":{"kind":"Curve","curve":4,"range":{"lo":0.0,"hi":1.0}},"halfedge":4,"twin_halfedge":90,"tolerance":1e-8,"chart_seam":false},{"id":5,"geometry":{"kind":"Curve","curve":5,"range":{"lo":0.0,"hi":1.0}},"halfedge":5,"twin_halfedge":19,"tolerance":1e-8,"chart_seam":false},{"id":6,"geometry":{"kind":"Curve","curve":6,"range":{"lo":0.0,"hi":1.0}},"halfedge":7,"twin_halfedge":10,"tolerance":1e-8,"chart_seam":false},{"id":7,"geometry":{"kind":"Curve","curve":7,"range":{"lo":0.0,"hi":1.0}},"halfedge":8,"twin_halfedge":38,"tolerance":1e-8,"chart_seam":false},{"id":8,"geometry":{"kind":"Curve","curve":8,"range":{"lo":0.0,"hi":1.0}},"halfedge":9,"twin_halfedge":95,"tolerance":1e-8,"chart_seam":false},{"id":9,"geometry":{"kind":"Curve","curve":9,"range":{"lo":0.0,"hi":1.0}},"halfedge":12,"twin_halfedge":22,"tolerance":1e-8,"chart_seam":false},{"id":10,"geometry":{"kind":"Curve","curve":10,"range":{"lo":0.0,"hi":1.0}},"halfedge":13,"twin_halfedge":43,"tolerance":1e-8,"chart_seam":false},{"id":11,"geometry":{"kind":"Curve","curve":11,"range":{"lo":0.0,"hi":1.0}},"halfedge":15,"twin_halfedge":18,"tolerance":1e-8,"chart_seam":false},{"id":12,"geometry":{"kind":"Curve","curve":12,"range":{"lo":0.0,"hi":1.0}},"halfedge":16,"twin_halfedge":98,"tolerance":1e-8,"chart_seam":false},{"id":13,"geometry":{"kind":"Curve","curve":13,"range":{"lo":0.0,"hi":1.0}},"halfedge":17,"twin_halfedge":27,"tolerance":1e-8,"chart_seam":false},{"id":14,"geometry":{"kind":"Curve","curve":14,"range":{"lo":0.0,"hi":1.0}},"halfedge":20,"twin_halfedge":31,"tolerance":1e-8,"chart_seam":false},{"id":15,"geometry":{"kind":"Curve","curve":15,"range":{"lo":0.0,"hi":1.0}},"halfedge":21,"twin_halfedge":51,"tolerance":1e-8,"chart_seam":false},{"id":16,"geometry":{"kind":"Curve","curve":16,"range":{"lo":0.0,"hi":1.0}},"halfedge":23,"twin_halfedge":26,"tolerance":1e-8,"chart_seam":false},{"id":17,"geometry":{"kind":"Curve","curve":17,"range":{"lo":0.0,"hi":1.0}},"halfedge":24,"twin_halfedge":106,"tolerance":1e-8,"chart_seam":false},{"id":18,"geometry":{"kind":"Curve","curve":18,"range":{"lo":0.0,"hi":1.0}},"halfedge":25,"twin_halfedge":28,"tolerance":1e-8,"chart_seam":false},{"id":19,"geometry":{"kind":"Curve","curve":19,"range":{"lo":0.0,"hi":1.0}},"halfedge":29,"twin_halfedge":111,"tolerance":1e-8,"chart_seam":false},{"id":20,"geometry":{"kind":"Curve","curve":20,"range":{"lo":0.0,"hi":1.0}},"halfedge":30,"twin_halfedge":52,"tolerance":1e-8,"chart_seam":false},{"id":21,"geometry":{"kind":"Curve","curve":21,"range":{"lo":0.0,"hi":1.0}},"halfedge":32,"twin_halfedge":42,"tolerance":1e-8,"chart_seam":false},{"id":22,"geometry":{"kind":"Curve","curve":22,"range":{"lo":0.0,"hi":1.0}},"halfedge":33,"twin_halfedge":59,"tolerance":1e-8,"chart_seam":false},{"id":23,"geometry":{"kind":"Curve","curve":23,"range":{"lo":0.0,"hi":1.0}},"halfedge":34,"twin_halfedge":39,"tolerance":1e-8,"chart_seam":false},{"id":24,"geometry":{"kind":"Curve","curve":24,"range":{"lo":0.0,"hi":1.0}},"halfedge":36,"twin_halfedge":66,"tolerance":1e-8,"chart_seam":false},{"id":25,"geometry":{"kind":"Curve","curve":25,"range":{"lo":0.0,"hi":1.0}},"halfedge":37,"twin_halfedge":115,"tolerance":1e-8,"chart_seam":false},{"id":26,"geometry":{"kind":"Curve","curve":26,"range":{"lo":0.0,"hi":1.0}},"halfedge":40,"twin_halfedge":50,"tolerance":1e-8,"chart_seam":false},{"id":27,"geometry":{"kind":"Curve","curve":27,"range":{"lo":0.0,"hi":1.0}},"halfedge":41,"twin_halfedge":71,"tolerance":1e-8,"chart_seam":false},{"id":28,"geometry":{"kind":"Curve","curve":28,"range":{"lo":0.0,"hi":1.0}},"halfedge":44,"twin_halfedge":119,"tolerance":1e-8,"chart_seam":false},{"id":29,"geometry":{"kind":"Curve","curve":29,"range":{"lo":0.0,"hi":1.0}},"halfedge":45,"twin_halfedge":138,"tolerance":1e-8,"chart_seam":false},{"id":30,"geometry":{"kind":"Curve","curve":30,"range":{"lo":0.0,"hi":1.0}},"halfedge":46,"twin_halfedge":123,"tolerance":1e-8,"chart_seam":false},{"id":31,"geometry":{"kind":"Curve","curve":31,"range":{"lo":0.0,"hi":1.0}},"halfedge":47,"twin_halfedge":100,"tolerance":1e-8,"chart_seam":false},{"id":32,"geometry":{"kind":"Curve","curve":32,"range":{"lo":0.0,"hi":1.0}},"halfedge":48,"twin_halfedge":55,"tolerance":1e-8,"chart_seam":false},{"id":33,"geometry":{"kind":"Curve","curve":33,"range":{"lo":0.0,"hi":1.0}},"halfedge":49,"twin_halfedge":79,"tolerance":1e-8,"chart_seam":false},{"id":34,"geometry":{"kind":"Curve","curve":34,"range":{"lo":0.0,"hi":1.0}},"halfedge":53,"twin_halfedge":127,"tolerance":1e-8,"chart_seam":false},{"id":35,"geometry":{"kind":"Curve","curve":35,"range":{"lo":0.0,"hi":1.0}},"halfedge":54,"twin_halfedge":84,"tolerance":1e-8,"chart_seam":false},{"id":36,"geometry":{"kind":"Curve","curve":36,"range":{"lo":0.0,"hi":1.0}},"halfedge":56,"twin_halfedge":70,"tolerance":1e-8,"chart_seam":false},{"id":37,"geometry":{"kind":"Curve","curve":37,"range":{"lo":0.0,"hi":1.0}},"halfedge":57,"twin_halfedge":60,"tolerance":1e-8,"chart_seam":false},{"id":38,"geometry":{"kind":"Curve","curve":38,"range":{"lo":0.0,"hi":1.0}},"halfedge":58,"twin_halfedge":67,"tolerance":1e-8,"chart_seam":false},{"id":39,"geometry":{"kind":"Curve","curve":39,"range":{"lo":0.0,"hi":1.0}},"halfedge":61,"twin_halfedge":75,"tolerance":1e-8,"chart_seam":false},{"id":40,"geometry":{"kind":"Curve","curve":40,"range":{"lo":0.0,"hi":1.0}},"halfedge":62,"twin_halfedge":128,"tolerance":1e-8,"chart_seam":false},{"id":41,"geometry":{"kind":"Curve","curve":41,"range":{"lo":0.0,"hi":1.0}},"halfedge":63,"twin_halfedge":64,"tolerance":1e-8,"chart_seam":false},{"id":42,"geometry":{"kind":"Curve","curve":42,"range":{"lo":0.0,"hi":1.0}},"halfedge":65,"twin_halfedge":135,"tolerance":1e-8,"chart_seam":false},{"id":43,"geometry":{"kind":"Curve","curve":43,"range":{"lo":0.0,"hi":1.0}},"halfedge":68,"twin_halfedge":78,"tolerance":1e-8,"chart_seam":false},{"id":44,"geometry":{"kind":"Curve","curve":44,"range":{"lo":0.0,"hi":1.0}},"halfedge":69,"twin_halfedge":72,"tolerance":1e-8,"chart_seam":false},{"id":45,"geometry":{"kind":"Curve","curve":45,"range":{"lo":0.0,"hi":1.0}},"halfedge":73,"twin_halfedge":83,"tolerance":1e-8,"chart_seam":false},{"id":46,"geometry":{"kind":"Curve","curve":46,"range":{"lo":0.0,"hi":1.0}},"halfedge":74,"twin_halfedge":140,"tolerance":1e-8,"chart_seam":false},{"id":47,"geometry":{"kind":"Curve","curve":47,"range":{"lo":0.0,"hi":1.0}},"halfedge":76,"twin_halfedge":87,"tolerance":1e-8,"chart_seam":false},{"id":48,"geometry":{"kind":"Curve","curve":48,"range":{"lo":0.0,"hi":1.0}},"halfedge":77,"twin_halfedge":80,"tolerance":1e-8,"chart_seam":false},{"id":49,"geometry":{"kind":"Curve","curve":49,"range":{"lo":0.0,"hi":1.0}},"halfedge":81,"twin_halfedge":86,"tolerance":1e-8,"chart_seam":false},{"id":50,"geometry":{"kind":"Curve","curve":50,"range":{"lo":0.0,"hi":1.0}},"halfedge":82,"twin_halfedge":144,"tolerance":1e-8,"chart_seam":false},{"id":51,"geometry":{"kind":"Curve","curve":51,"range":{"lo":0.0,"hi":1.0}},"halfedge":85,"twin_halfedge":151,"tolerance":1e-8,"chart_seam":false},{"id":52,"geometry":{"kind":"Curve","curve":52,"range":{"lo":0.0,"hi":1.0}},"halfedge":88,"twin_halfedge":158,"tolerance":1e-8,"chart_seam":false},{"id":53,"geometry":{"kind":"Curve","curve":53,"range":{"lo":0.0,"hi":1.0}},"halfedge":89,"twin_halfedge":99,"tolerance":1e-8,"chart_seam":false},{"id":54,"geometry":{"kind":"Curve","curve":54,"range":{"lo":0.0,"hi":1.0}},"halfedge":91,"twin_halfedge":94,"tolerance":1e-8,"chart_seam":false},{"id":55,"geometry":{"kind":"Curve","curve":55,"range":{"lo":0.0,"hi":1.0}},"halfedge":92,"twin_halfedge":114,"tolerance":1e-8,"chart_seam":false},{"id":56,"geometry":{"kind":"Curve","curve":56,"range":{"lo":0.0,"hi":1.0}},"halfedge":93,"twin_halfedge":163,"tolerance":1e-8,"chart_seam":false},{"id":57,"geometry":{"kind":"Curve","curve":57,"range":{"lo":0.0,"hi":1.0}},"halfedge":96,"twin_halfedge":170,"tolerance":1e-8,"chart_seam":false},{"id":58,"geometry":{"kind":"Curve","curve":58,"range":{"lo":0.0,"hi":1.0}},"halfedge":97,"twin_halfedge":107,"tolerance":1e-8,"chart_seam":false},{"id":59,"geometry":{"kind":"Curve","curve":59,"range":{"lo":0.0,"hi":1.0}},"halfedge":101,"twin_halfedge":122,"tolerance":1e-8,"chart_seam":false},{"id":60,"geometry":{"kind":"Curve","curve":60,"range":{"lo":0.0,"hi":1.0}},"halfedge":102,"twin_halfedge":195,"tolerance":1e-8,"chart_seam":false},{"id":61,"geometry":{"kind":"Curve","curve":61,"range":{"lo":0.0,"hi":1.0}},"halfedge":103,"twin_halfedge":116,"tolerance":1e-8,"chart_seam":false},{"id":62,"geometry":{"kind":"Curve","curve":62,"range":{"lo":0.0,"hi":1.0}},"halfedge":104,"twin_halfedge":178,"tolerance":1e-8,"chart_seam":false},{"id":63,"geometry":{"kind":"Curve","curve":63,"range":{"lo":0.0,"hi":1.0}},"halfedge":105,"twin_halfedge":108,"tolerance":1e-8,"chart_seam":false},{"id":64,"geometry":{"kind":"Curve","curve":64,"range":{"lo":0.0,"hi":1.0}},"halfedge":109,"twin_halfedge":183,"tolerance":1e-8,"chart_seam":false},{"id":65,"geometry":{"kind":"Curve","curve":65,"range":{"lo":0.0,"hi":1.0}},"halfedge":110,"twin_halfedge":124,"tolerance":1e-8,"chart_seam":false},{"id":66,"geometry":{"kind":"Curve","curve":66,"range":{"lo":0.0,"hi":1.0}},"halfedge":112,"twin_halfedge":134,"tolerance":1e-8,"chart_seam":false},{"id":67,"geometry":{"kind":"Curve","curve":67,"range":{"lo":0.0,"hi":1.0}},"halfedge":113,"twin_halfedge":191,"tolerance":1e-8,"chart_seam":false},{"id":68,"geometry":{"kind":"Curve","curve":68,"range":{"lo":0.0,"hi":1.0}},"halfedge":117,"twin_halfedge":194,"tolerance":1e-8,"chart_seam":false},{"id":69,"geometry":{"kind":"Curve","curve":69,"range":{"lo":0.0,"hi":1.0}},"halfedge":118,"twin_halfedge":139,"tolerance":1e-8,"chart_seam":false},{"id":70,"geometry":{"kind":"Curve","curve":70,"range":{"lo":0.0,"hi":1.0}},"halfedge":120,"twin_halfedge":137,"tolerance":1e-8,"chart_seam":false},{"id":71,"geometry":{"kind":"Curve","curve":71,"range":{"lo":0.0,"hi":1.0}},"halfedge":121,"twin_halfedge":192,"tolerance":1e-8,"chart_seam":false},{"id":72,"geometry":{"kind":"Curve","curve":72,"range":{"lo":0.0,"hi":1.0}},"halfedge":125,"twin_halfedge":207,"tolerance":1e-8,"chart_seam":false},{"id":73,"geometry":{"kind":"Curve","curve":73,"range":{"lo":0.0,"hi":1.0}},"halfedge":126,"twin_halfedge":148,"tolerance":1e-8,"chart_seam":false},{"id":74,"geometry":{"kind":"Curve","curve":74,"range":{"lo":0.0,"hi":1.0}},"halfedge":129,"twin_halfedge":143,"tolerance":1e-8,"chart_seam":false},{"id":75,"geometry":{"kind":"Curve","curve":75,"range":{"lo":0.0,"hi":1.0}},"halfedge":130,"twin_halfedge":212,"tolerance":1e-8,"chart_seam":false},{"id":76,"geometry":{"kind":"Curve","curve":76,"range":{"lo":0.0,"hi":1.0}},"halfedge":131,"twin_halfedge":132,"tolerance":1e-8,"chart_seam":false},{"id":77,"geometry":{"kind":"Curve","curve":77,"range":{"lo":0.0,"hi":1.0}},"halfedge":133,"twin_halfedge":219,"tolerance":1e-8,"chart_seam":false},{"id":78,"geometry":{"kind":"Curve","curve":78,"range":{"lo":0.0,"hi":1.0}},"halfedge":136,"twin_halfedge":193,"tolerance":1e-8,"chart_seam":false},{"id":79,"geometry":{"kind":"Curve","curve":79,"range":{"lo":0.0,"hi":1.0}},"halfedge":141,"twin_halfedge":147,"tolerance":1e-8,"chart_seam":false},{"id":80,"geometry":{"kind":"Curve","curve":80,"range":{"lo":0.0,"hi":1.0}},"halfedge":142,"twin_halfedge":224,"tolerance":1e-8,"chart_seam":false},{"id":81,"geometry":{"kind":"Curve","curve":81,"range":{"lo":0.0,"hi":1.0}},"halfedge":145,"twin_halfedge":150,"tolerance":1e-8,"chart_seam":false},{"id":82,"geometry":{"kind":"Curve","curve":82,"range":{"lo":0.0,"hi":1.0}},"halfedge":146,"twin_halfedge":232,"tolerance":1e-8,"chart_seam":false},{"id":83,"geometry":{"kind":"Curve","curve":83,"range":{"lo":0.0,"hi":1.0}},"halfedge":149,"twin_halfedge":239,"tolerance":1e-8,"chart_seam":false},{"id":84,"geometry":{"kind":"Curve","curve":84,"range":{"lo":0.0,"hi":1.0}},"halfedge":152,"twin_halfedge":161,"tolerance":1e-8,"chart_seam":false},{"id":85,"geometry":{"kind":"Curve","curve":85,"range":{"lo":0.0,"hi":1.0}},"halfedge":153,"twin_halfedge":187,"tolerance":1e-8,"chart_seam":false},{"id":86,"geometry":{"kind":"Curve","curve":86,"range":{"lo":0.0,"hi":1.0}},"halfedge":154,"twin_halfedge":164,"tolerance":1e-8,"chart_seam":false},{"id":87,"geometry":{"kind":"Curve","curve":87,"range":{"lo":0.0,"hi":1.0}},"halfedge":155,"twin_halfedge":156,"tolerance":1e-8,"chart_seam":false},{"id":88,"geometry":{"kind":"Curve","curve":88,"range":{"lo":0.0,"hi":1.0}},"halfedge":157,"twin_halfedge":171,"tolerance":1e-8,"chart_seam":false},{"id":89,"geometry":{"kind":"Curve","curve":89,"range":{"lo":0.0,"hi":1.0}},"halfedge":159,"twin_halfedge":162,"tolerance":1e-8,"chart_seam":false},{"id":90,"geometry":{"kind":"Curve","curve":90,"range":{"lo":0.0,"hi":1.0}},"halfedge":160,"twin_halfedge":190,"tolerance":1e-8,"chart_seam":false},{"id":91,"geometry":{"kind":"Curve","curve":91,"range":{"lo":0.0,"hi":1.0}},"halfedge":165,"twin_halfedge":199,"tolerance":1e-8,"chart_seam":false},{"id":92,"geometry":{"kind":"Curve","curve":92,"range":{"lo":0.0,"hi":1.0}},"halfedge":166,"twin_halfedge":172,"tolerance":1e-8,"chart_seam":false},{"id":93,"geometry":{"kind":"Curve","curve":93,"range":{"lo":0.0,"hi":1.0}},"halfedge":167,"twin_halfedge":168,"tolerance":1e-8,"chart_seam":false},{"id":94,"geometry":{"kind":"Curve","curve":94,"range":{"lo":0.0,"hi":1.0}},"halfedge":169,"twin_halfedge":179,"tolerance":1e-8,"chart_seam":false},{"id":95,"geometry":{"kind":"Curve","curve":95,"range":{"lo":0.0,"hi":1.0}},"halfedge":173,"twin_halfedge":203,"tolerance":1e-8,"chart_seam":false},{"id":96,"geometry":{"kind":"Curve","curve":96,"range":{"lo":0.0,"hi":1.0}},"halfedge":174,"twin_halfedge":181,"tolerance":1e-8,"chart_seam":false},{"id":97,"geometry":{"kind":"Curve","curve":97,"range":{"lo":0.0,"hi":1.0}},"halfedge":175,"twin_halfedge":176,"tolerance":1e-8,"chart_seam":false},{"id":98,"geometry":{"kind":"Curve","curve":98,"range":{"lo":0.0,"hi":1.0}},"halfedge":177,"twin_halfedge":180,"tolerance":1e-8,"chart_seam":false},{"id":99,"geometry":{"kind":"Curve","curve":99,"range":{"lo":0.0,"hi":1.0}},"halfedge":182,"twin_halfedge":204,"tolerance":1e-8,"chart_seam":false},{"id":100,"geometry":{"kind":"Curve","curve":100,"range":{"lo":0.0,"hi":1.0}},"halfedge":184,"twin_halfedge":189,"tolerance":1e-8,"chart_seam":false},{"id":101,"geometry":{"kind":"Curve","curve":101,"range":{"lo":0.0,"hi":1.0}},"halfedge":185,"twin_halfedge":211,"tolerance":1e-8,"chart_seam":false},{"id":102,"geometry":{"kind":"Curve","curve":102,"range":{"lo":0.0,"hi":1.0}},"halfedge":186,"twin_halfedge":196,"tolerance":1e-8,"chart_seam":false},{"id":103,"geometry":{"kind":"Curve","curve":103,"range":{"lo":0.0,"hi":1.0}},"halfedge":188,"twin_halfedge":218,"tolerance":1e-8,"chart_seam":false},{"id":104,"geometry":{"kind":"Curve","curve":104,"range":{"lo":0.0,"hi":1.0}},"halfedge":197,"twin_halfedge":223,"tolerance":1e-8,"chart_seam":false},{"id":105,"geometry":{"kind":"Curve","curve":105,"range":{"lo":0.0,"hi":1.0}},"halfedge":198,"twin_halfedge":200,"tolerance":1e-8,"chart_seam":false},{"id":106,"geometry":{"kind":"Curve","curve":106,"range":{"lo":0.0,"hi":1.0}},"halfedge":201,"twin_halfedge":231,"tolerance":1e-8,"chart_seam":false},{"id":107,"geometry":{"kind":"Curve","curve":107,"range":{"lo":0.0,"hi":1.0}},"halfedge":202,"twin_halfedge":205,"tolerance":1e-8,"chart_seam":false},{"id":108,"geometry":{"kind":"Curve","curve":108,"range":{"lo":0.0,"hi":1.0}},"halfedge":206,"twin_halfedge":236,"tolerance":1e-8,"chart_seam":false},{"id":109,"geometry":{"kind":"Curve","curve":109,"range":{"lo":0.0,"hi":1.0}},"halfedge":208,"twin_halfedge":217,"tolerance":1e-8,"chart_seam":false},{"id":110,"geometry":{"kind":"Curve","curve":110,"range":{"lo":0.0,"hi":1.0}},"halfedge":209,"twin_halfedge":214,"tolerance":1e-8,"chart_seam":false},{"id":111,"geometry":{"kind":"Curve","curve":111,"range":{"lo":0.0,"hi":1.0}},"halfedge":210,"twin_halfedge":220,"tolerance":1e-8,"chart_seam":false},{"id":112,"geometry":{"kind":"Curve","curve":112,"range":{"lo":0.0,"hi":1.0}},"halfedge":213,"twin_halfedge":227,"tolerance":1e-8,"chart_seam":false},{"id":113,"geometry":{"kind":"Curve","curve":113,"range":{"lo":0.0,"hi":1.0}},"halfedge":215,"twin_halfedge":216,"tolerance":1e-8,"chart_seam":false},{"id":114,"geometry":{"kind":"Curve","curve":114,"range":{"lo":0.0,"hi":1.0}},"halfedge":221,"twin_halfedge":226,"tolerance":1e-8,"chart_seam":false},{"id":115,"geometry":{"kind":"Curve","curve":115,"range":{"lo":0.0,"hi":1.0}},"halfedge":222,"twin_halfedge":228,"tolerance":1e-8,"chart_seam":false},{"id":116,"geometry":{"kind":"Curve","curve":116,"range":{"lo":0.0,"hi":1.0}},"halfedge":225,"twin_halfedge":235,"tolerance":1e-8,"chart_seam":false},{"id":117,"geometry":{"kind":"Curve","curve":117,"range":{"lo":0.0,"hi":1.0}},"halfedge":229,"twin_halfedge":234,"tolerance":1e-8,"chart_seam":false},{"id":118,"geometry":{"kind":"Curve","curve":118,"range":{"lo":0.0,"hi":1.0}},"halfedge":230,"twin_halfedge":237,"tolerance":1e-8,"chart_seam":false},{"id":119,"geometry":{"kind":"Curve","curve":119,"range":{"lo":0.0,"hi":1.0}},"halfedge":233,"twin_halfedge":238,"tolerance":1e-8,"chart_seam":false}],"halfedges":[{"id":0,"from":0,"to":1,"twin":14,"next":1,"prev":3,"edge":0,"face":0,"loop_ref":0,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":0,"periodic_lift":[0,0]}},{"id":1,"from":1,"to":2,"twin":35,"next":2,"prev":0,"edge":1,"face":0,"loop_ref":0,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":1,"periodic_lift":[0,0]}},{"id":2,"from":2,"to":3,"twin":11,"next":3,"prev":1,"edge":2,"face":0,"loop_ref":0,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":2,"periodic_lift":[0,0]}},{"id":3,"from":3,"to":0,"twin":6,"next":0,"prev":2,"edge":3,"face":0,"loop_ref":0,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":3,"periodic_lift":[0,0]}},{"id":4,"from":4,"to":5,"twin":90,"next":5,"prev":7,"edge":4,"face":1,"loop_ref":1,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":4,"periodic_lift":[0,0]}},{"id":5,"from":5,"to":0,"twin":19,"next":6,"prev":4,"edge":5,"face":1,"loop_ref":1,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":5,"periodic_lift":[0,0]}},{"id":6,"from":0,"to":3,"twin":3,"next":7,"prev":5,"edge":3,"face":1,"loop_ref":1,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":6,"periodic_lift":[0,0]}},{"id":7,"from":3,"to":4,"twin":10,"next":4,"prev":6,"edge":6,"face":1,"loop_ref":1,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":7,"periodic_lift":[0,0]}},{"id":8,"from":2,"to":6,"twin":38,"next":9,"prev":11,"edge":7,"face":2,"loop_ref":2,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":8,"periodic_lift":[0,0]}},{"id":9,"from":6,"to":4,"twin":95,"next":10,"prev":8,"edge":8,"face":2,"loop_ref":2,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":9,"periodic_lift":[0,0]}},{"id":10,"from":4,"to":3,"twin":7,"next":11,"prev":9,"edge":6,"face":2,"loop_ref":2,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":10,"periodic_lift":[0,0]}},{"id":11,"from":3,"to":2,"twin":2,"next":8,"prev":10,"edge":2,"face":2,"loop_ref":2,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":11,"periodic_lift":[0,0]}},{"id":12,"from":7,"to":8,"twin":22,"next":13,"prev":15,"edge":9,"face":3,"loop_ref":3,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":12,"periodic_lift":[0,0]}},{"id":13,"from":8,"to":1,"twin":43,"next":14,"prev":12,"edge":10,"face":3,"loop_ref":3,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":13,"periodic_lift":[0,0]}},{"id":14,"from":1,"to":0,"twin":0,"next":15,"prev":13,"edge":0,"face":3,"loop_ref":3,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":14,"periodic_lift":[0,0]}},{"id":15,"from":0,"to":7,"twin":18,"next":12,"prev":14,"edge":11,"face":3,"loop_ref":3,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":15,"periodic_lift":[0,0]}},{"id":16,"from":5,"to":9,"twin":98,"next":17,"prev":19,"edge":12,"face":4,"loop_ref":4,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":16,"periodic_lift":[0,0]}},{"id":17,"from":9,"to":7,"twin":27,"next":18,"prev":16,"edge":13,"face":4,"loop_ref":4,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":17,"periodic_lift":[0,0]}},{"id":18,"from":7,"to":0,"twin":15,"next":19,"prev":17,"edge":11,"face":4,"loop_ref":4,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":18,"periodic_lift":[0,0]}},{"id":19,"from":0,"to":5,"twin":5,"next":16,"prev":18,"edge":5,"face":4,"loop_ref":4,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":19,"periodic_lift":[0,0]}},{"id":20,"from":10,"to":11,"twin":31,"next":21,"prev":23,"edge":14,"face":5,"loop_ref":5,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":20,"periodic_lift":[0,0]}},{"id":21,"from":11,"to":8,"twin":51,"next":22,"prev":20,"edge":15,"face":5,"loop_ref":5,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":21,"periodic_lift":[0,0]}},{"id":22,"from":8,"to":7,"twin":12,"next":23,"prev":21,"edge":9,"face":5,"loop_ref":5,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":22,"periodic_lift":[0,0]}},{"id":23,"from":7,"to":10,"twin":26,"next":20,"prev":22,"edge":16,"face":5,"loop_ref":5,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":23,"periodic_lift":[0,0]}},{"id":24,"from":9,"to":12,"twin":106,"next":25,"prev":27,"edge":17,"face":6,"loop_ref":6,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":24,"periodic_lift":[0,0]}},{"id":25,"from":12,"to":10,"twin":28,"next":26,"prev":24,"edge":18,"face":6,"loop_ref":6,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":25,"periodic_lift":[0,0]}},{"id":26,"from":10,"to":7,"twin":23,"next":27,"prev":25,"edge":16,"face":6,"loop_ref":6,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":26,"periodic_lift":[0,0]}},{"id":27,"from":7,"to":9,"twin":17,"next":24,"prev":26,"edge":13,"face":6,"loop_ref":6,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":27,"periodic_lift":[0,0]}},{"id":28,"from":10,"to":12,"twin":25,"next":29,"prev":31,"edge":18,"face":7,"loop_ref":7,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":28,"periodic_lift":[0,0]}},{"id":29,"from":12,"to":13,"twin":111,"next":30,"prev":28,"edge":19,"face":7,"loop_ref":7,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":29,"periodic_lift":[0,0]}},{"id":30,"from":13,"to":11,"twin":52,"next":31,"prev":29,"edge":20,"face":7,"loop_ref":7,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":30,"periodic_lift":[0,0]}},{"id":31,"from":11,"to":10,"twin":20,"next":28,"prev":30,"edge":14,"face":7,"loop_ref":7,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":31,"periodic_lift":[0,0]}},{"id":32,"from":1,"to":14,"twin":42,"next":33,"prev":35,"edge":21,"face":8,"loop_ref":8,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":32,"periodic_lift":[0,0]}},{"id":33,"from":14,"to":15,"twin":59,"next":34,"prev":32,"edge":22,"face":8,"loop_ref":8,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":33,"periodic_lift":[0,0]}},{"id":34,"from":15,"to":2,"twin":39,"next":35,"prev":33,"edge":23,"face":8,"loop_ref":8,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":34,"periodic_lift":[0,0]}},{"id":35,"from":2,"to":1,"twin":1,"next":32,"prev":34,"edge":1,"face":8,"loop_ref":8,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":35,"periodic_lift":[0,0]}},{"id":36,"from":15,"to":16,"twin":66,"next":37,"prev":39,"edge":24,"face":9,"loop_ref":9,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":36,"periodic_lift":[0,0]}},{"id":37,"from":16,"to":6,"twin":115,"next":38,"prev":36,"edge":25,"face":9,"loop_ref":9,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":37,"periodic_lift":[0,0]}},{"id":38,"from":6,"to":2,"twin":8,"next":39,"prev":37,"edge":7,"face":9,"loop_ref":9,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":38,"periodic_lift":[0,0]}},{"id":39,"from":2,"to":15,"twin":34,"next":36,"prev":38,"edge":23,"face":9,"loop_ref":9,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":39,"periodic_lift":[0,0]}},{"id":40,"from":8,"to":17,"twin":50,"next":41,"prev":43,"edge":26,"face":10,"loop_ref":10,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":40,"periodic_lift":[0,0]}},{"id":41,"from":17,"to":14,"twin":71,"next":42,"prev":40,"edge":27,"face":10,"loop_ref":10,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":41,"periodic_lift":[0,0]}},{"id":42,"from":14,"to":1,"twin":32,"next":43,"prev":41,"edge":21,"face":10,"loop_ref":10,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":42,"periodic_lift":[0,0]}},{"id":43,"from":1,"to":8,"twin":13,"next":40,"prev":42,"edge":10,"face":10,"loop_ref":10,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":43,"periodic_lift":[0,0]}},{"id":44,"from":18,"to":19,"twin":119,"next":45,"prev":47,"edge":28,"face":11,"loop_ref":11,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":44,"periodic_lift":[0,0]}},{"id":45,"from":19,"to":20,"twin":138,"next":46,"prev":44,"edge":29,"face":11,"loop_ref":11,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":45,"periodic_lift":[0,0]}},{"id":46,"from":20,"to":21,"twin":123,"next":47,"prev":45,"edge":30,"face":11,"loop_ref":11,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":46,"periodic_lift":[0,0]}},{"id":47,"from":21,"to":18,"twin":100,"next":44,"prev":46,"edge":31,"face":11,"loop_ref":11,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":47,"periodic_lift":[0,0]}},{"id":48,"from":11,"to":22,"twin":55,"next":49,"prev":51,"edge":32,"face":12,"loop_ref":12,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":48,"periodic_lift":[0,0]}},{"id":49,"from":22,"to":17,"twin":79,"next":50,"prev":48,"edge":33,"face":12,"loop_ref":12,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":49,"periodic_lift":[0,0]}},{"id":50,"from":17,"to":8,"twin":40,"next":51,"prev":49,"edge":26,"face":12,"loop_ref":12,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":50,"periodic_lift":[0,0]}},{"id":51,"from":8,"to":11,"twin":21,"next":48,"prev":50,"edge":15,"face":12,"loop_ref":12,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":51,"periodic_lift":[0,0]}},{"id":52,"from":11,"to":13,"twin":30,"next":53,"prev":55,"edge":20,"face":13,"loop_ref":13,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":52,"periodic_lift":[0,0]}},{"id":53,"from":13,"to":23,"twin":127,"next":54,"prev":52,"edge":34,"face":13,"loop_ref":13,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":53,"periodic_lift":[0,0]}},{"id":54,"from":23,"to":22,"twin":84,"next":55,"prev":53,"edge":35,"face":13,"loop_ref":13,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":54,"periodic_lift":[0,0]}},{"id":55,"from":22,"to":11,"twin":48,"next":52,"prev":54,"edge":32,"face":13,"loop_ref":13,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":55,"periodic_lift":[0,0]}},{"id":56,"from":14,"to":24,"twin":70,"next":57,"prev":59,"edge":36,"face":14,"loop_ref":14,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":56,"periodic_lift":[0,0]}},{"id":57,"from":24,"to":25,"twin":60,"next":58,"prev":56,"edge":37,"face":14,"loop_ref":14,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":57,"periodic_lift":[0,0]}},{"id":58,"from":25,"to":15,"twin":67,"next":59,"prev":57,"edge":38,"face":14,"loop_ref":14,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":58,"periodic_lift":[0,0]}},{"id":59,"from":15,"to":14,"twin":33,"next":56,"prev":58,"edge":22,"face":14,"loop_ref":14,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":59,"periodic_lift":[0,0]}},{"id":60,"from":25,"to":24,"twin":57,"next":61,"prev":63,"edge":37,"face":15,"loop_ref":15,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":60,"periodic_lift":[0,0]}},{"id":61,"from":24,"to":26,"twin":75,"next":62,"prev":60,"edge":39,"face":15,"loop_ref":15,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":61,"periodic_lift":[0,0]}},{"id":62,"from":26,"to":27,"twin":128,"next":63,"prev":61,"edge":40,"face":15,"loop_ref":15,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":62,"periodic_lift":[0,0]}},{"id":63,"from":27,"to":25,"twin":64,"next":60,"prev":62,"edge":41,"face":15,"loop_ref":15,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":63,"periodic_lift":[0,0]}},{"id":64,"from":25,"to":27,"twin":63,"next":65,"prev":67,"edge":41,"face":16,"loop_ref":16,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":64,"periodic_lift":[0,0]}},{"id":65,"from":27,"to":16,"twin":135,"next":66,"prev":64,"edge":42,"face":16,"loop_ref":16,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":65,"periodic_lift":[0,0]}},{"id":66,"from":16,"to":15,"twin":36,"next":67,"prev":65,"edge":24,"face":16,"loop_ref":16,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":66,"periodic_lift":[0,0]}},{"id":67,"from":15,"to":25,"twin":58,"next":64,"prev":66,"edge":38,"face":16,"loop_ref":16,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":67,"periodic_lift":[0,0]}},{"id":68,"from":17,"to":28,"twin":78,"next":69,"prev":71,"edge":43,"face":17,"loop_ref":17,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":68,"periodic_lift":[0,0]}},{"id":69,"from":28,"to":24,"twin":72,"next":70,"prev":68,"edge":44,"face":17,"loop_ref":17,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":69,"periodic_lift":[0,0]}},{"id":70,"from":24,"to":14,"twin":56,"next":71,"prev":69,"edge":36,"face":17,"loop_ref":17,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":70,"periodic_lift":[0,0]}},{"id":71,"from":14,"to":17,"twin":41,"next":68,"prev":70,"edge":27,"face":17,"loop_ref":17,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":71,"periodic_lift":[0,0]}},{"id":72,"from":24,"to":28,"twin":69,"next":73,"prev":75,"edge":44,"face":18,"loop_ref":18,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":72,"periodic_lift":[0,0]}},{"id":73,"from":28,"to":29,"twin":83,"next":74,"prev":72,"edge":45,"face":18,"loop_ref":18,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":73,"periodic_lift":[0,0]}},{"id":74,"from":29,"to":26,"twin":140,"next":75,"prev":73,"edge":46,"face":18,"loop_ref":18,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":74,"periodic_lift":[0,0]}},{"id":75,"from":26,"to":24,"twin":61,"next":72,"prev":74,"edge":39,"face":18,"loop_ref":18,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":75,"periodic_lift":[0,0]}},{"id":76,"from":22,"to":30,"twin":87,"next":77,"prev":79,"edge":47,"face":19,"loop_ref":19,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":76,"periodic_lift":[0,0]}},{"id":77,"from":30,"to":28,"twin":80,"next":78,"prev":76,"edge":48,"face":19,"loop_ref":19,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":77,"periodic_lift":[0,0]}},{"id":78,"from":28,"to":17,"twin":68,"next":79,"prev":77,"edge":43,"face":19,"loop_ref":19,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":78,"periodic_lift":[0,0]}},{"id":79,"from":17,"to":22,"twin":49,"next":76,"prev":78,"edge":33,"face":19,"loop_ref":19,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":79,"periodic_lift":[0,0]}},{"id":80,"from":28,"to":30,"twin":77,"next":81,"prev":83,"edge":48,"face":20,"loop_ref":20,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":80,"periodic_lift":[0,0]}},{"id":81,"from":30,"to":31,"twin":86,"next":82,"prev":80,"edge":49,"face":20,"loop_ref":20,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":81,"periodic_lift":[0,0]}},{"id":82,"from":31,"to":29,"twin":144,"next":83,"prev":81,"edge":50,"face":20,"loop_ref":20,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":82,"periodic_lift":[0,0]}},{"id":83,"from":29,"to":28,"twin":73,"next":80,"prev":82,"edge":45,"face":20,"loop_ref":20,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":83,"periodic_lift":[0,0]}},{"id":84,"from":22,"to":23,"twin":54,"next":85,"prev":87,"edge":35,"face":21,"loop_ref":21,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":84,"periodic_lift":[0,0]}},{"id":85,"from":23,"to":31,"twin":151,"next":86,"prev":84,"edge":51,"face":21,"loop_ref":21,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":85,"periodic_lift":[0,0]}},{"id":86,"from":31,"to":30,"twin":81,"next":87,"prev":85,"edge":49,"face":21,"loop_ref":21,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":86,"periodic_lift":[0,0]}},{"id":87,"from":30,"to":22,"twin":76,"next":84,"prev":86,"edge":47,"face":21,"loop_ref":21,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":87,"periodic_lift":[0,0]}},{"id":88,"from":32,"to":33,"twin":158,"next":89,"prev":91,"edge":52,"face":22,"loop_ref":22,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":88,"periodic_lift":[0,0]}},{"id":89,"from":33,"to":5,"twin":99,"next":90,"prev":88,"edge":53,"face":22,"loop_ref":22,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":89,"periodic_lift":[0,0]}},{"id":90,"from":5,"to":4,"twin":4,"next":91,"prev":89,"edge":4,"face":22,"loop_ref":22,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":90,"periodic_lift":[0,0]}},{"id":91,"from":4,"to":32,"twin":94,"next":88,"prev":90,"edge":54,"face":22,"loop_ref":22,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":91,"periodic_lift":[0,0]}},{"id":92,"from":6,"to":34,"twin":114,"next":93,"prev":95,"edge":55,"face":23,"loop_ref":23,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":92,"periodic_lift":[0,0]}},{"id":93,"from":34,"to":32,"twin":163,"next":94,"prev":92,"edge":56,"face":23,"loop_ref":23,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":93,"periodic_lift":[0,0]}},{"id":94,"from":32,"to":4,"twin":91,"next":95,"prev":93,"edge":54,"face":23,"loop_ref":23,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":94,"periodic_lift":[0,0]}},{"id":95,"from":4,"to":6,"twin":9,"next":92,"prev":94,"edge":8,"face":23,"loop_ref":23,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":95,"periodic_lift":[0,0]}},{"id":96,"from":33,"to":35,"twin":170,"next":97,"prev":99,"edge":57,"face":24,"loop_ref":24,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":96,"periodic_lift":[0,0]}},{"id":97,"from":35,"to":9,"twin":107,"next":98,"prev":96,"edge":58,"face":24,"loop_ref":24,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":97,"periodic_lift":[0,0]}},{"id":98,"from":9,"to":5,"twin":16,"next":99,"prev":97,"edge":12,"face":24,"loop_ref":24,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":98,"periodic_lift":[0,0]}},{"id":99,"from":5,"to":33,"twin":89,"next":96,"prev":98,"edge":53,"face":24,"loop_ref":24,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":99,"periodic_lift":[0,0]}},{"id":100,"from":18,"to":21,"twin":47,"next":101,"prev":103,"edge":31,"face":25,"loop_ref":25,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":100,"periodic_lift":[0,0]}},{"id":101,"from":21,"to":36,"twin":122,"next":102,"prev":100,"edge":59,"face":25,"loop_ref":25,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":101,"periodic_lift":[0,0]}},{"id":102,"from":36,"to":37,"twin":195,"next":103,"prev":101,"edge":60,"face":25,"loop_ref":25,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":102,"periodic_lift":[0,0]}},{"id":103,"from":37,"to":18,"twin":116,"next":100,"prev":102,"edge":61,"face":25,"loop_ref":25,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":103,"periodic_lift":[0,0]}},{"id":104,"from":35,"to":38,"twin":178,"next":105,"prev":107,"edge":62,"face":26,"loop_ref":26,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":104,"periodic_lift":[0,0]}},{"id":105,"from":38,"to":12,"twin":108,"next":106,"prev":104,"edge":63,"face":26,"loop_ref":26,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":105,"periodic_lift":[0,0]}},{"id":106,"from":12,"to":9,"twin":24,"next":107,"prev":105,"edge":17,"face":26,"loop_ref":26,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":106,"periodic_lift":[0,0]}},{"id":107,"from":9,"to":35,"twin":97,"next":104,"prev":106,"edge":58,"face":26,"loop_ref":26,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":107,"periodic_lift":[0,0]}},{"id":108,"from":12,"to":38,"twin":105,"next":109,"prev":111,"edge":63,"face":27,"loop_ref":27,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":108,"periodic_lift":[0,0]}},{"id":109,"from":38,"to":39,"twin":183,"next":110,"prev":108,"edge":64,"face":27,"loop_ref":27,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":109,"periodic_lift":[0,0]}},{"id":110,"from":39,"to":13,"twin":124,"next":111,"prev":109,"edge":65,"face":27,"loop_ref":27,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":110,"periodic_lift":[0,0]}},{"id":111,"from":13,"to":12,"twin":29,"next":108,"prev":110,"edge":19,"face":27,"loop_ref":27,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":111,"periodic_lift":[0,0]}},{"id":112,"from":16,"to":40,"twin":134,"next":113,"prev":115,"edge":66,"face":28,"loop_ref":28,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":112,"periodic_lift":[0,0]}},{"id":113,"from":40,"to":34,"twin":191,"next":114,"prev":112,"edge":67,"face":28,"loop_ref":28,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":113,"periodic_lift":[0,0]}},{"id":114,"from":34,"to":6,"twin":92,"next":115,"prev":113,"edge":55,"face":28,"loop_ref":28,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":114,"periodic_lift":[0,0]}},{"id":115,"from":6,"to":16,"twin":37,"next":112,"prev":114,"edge":25,"face":28,"loop_ref":28,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":115,"periodic_lift":[0,0]}},{"id":116,"from":18,"to":37,"twin":103,"next":117,"prev":119,"edge":61,"face":29,"loop_ref":29,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":116,"periodic_lift":[0,0]}},{"id":117,"from":37,"to":41,"twin":194,"next":118,"prev":116,"edge":68,"face":29,"loop_ref":29,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":117,"periodic_lift":[0,0]}},{"id":118,"from":41,"to":19,"twin":139,"next":119,"prev":117,"edge":69,"face":29,"loop_ref":29,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":118,"periodic_lift":[0,0]}},{"id":119,"from":19,"to":18,"twin":44,"next":116,"prev":118,"edge":28,"face":29,"loop_ref":29,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":119,"periodic_lift":[0,0]}},{"id":120,"from":20,"to":42,"twin":137,"next":121,"prev":123,"edge":70,"face":30,"loop_ref":30,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":120,"periodic_lift":[0,0]}},{"id":121,"from":42,"to":36,"twin":192,"next":122,"prev":120,"edge":71,"face":30,"loop_ref":30,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":121,"periodic_lift":[0,0]}},{"id":122,"from":36,"to":21,"twin":101,"next":123,"prev":121,"edge":59,"face":30,"loop_ref":30,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":122,"periodic_lift":[0,0]}},{"id":123,"from":21,"to":20,"twin":46,"next":120,"prev":122,"edge":30,"face":30,"loop_ref":30,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":123,"periodic_lift":[0,0]}},{"id":124,"from":13,"to":39,"twin":110,"next":125,"prev":127,"edge":65,"face":31,"loop_ref":31,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":124,"periodic_lift":[0,0]}},{"id":125,"from":39,"to":43,"twin":207,"next":126,"prev":124,"edge":72,"face":31,"loop_ref":31,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":125,"periodic_lift":[0,0]}},{"id":126,"from":43,"to":23,"twin":148,"next":127,"prev":125,"edge":73,"face":31,"loop_ref":31,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":126,"periodic_lift":[0,0]}},{"id":127,"from":23,"to":13,"twin":53,"next":124,"prev":126,"edge":34,"face":31,"loop_ref":31,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":127,"periodic_lift":[0,0]}},{"id":128,"from":27,"to":26,"twin":62,"next":129,"prev":131,"edge":40,"face":32,"loop_ref":32,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":128,"periodic_lift":[0,0]}},{"id":129,"from":26,"to":44,"twin":143,"next":130,"prev":128,"edge":74,"face":32,"loop_ref":32,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":129,"periodic_lift":[0,0]}},{"id":130,"from":44,"to":45,"twin":212,"next":131,"prev":129,"edge":75,"face":32,"loop_ref":32,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":130,"periodic_lift":[0,0]}},{"id":131,"from":45,"to":27,"twin":132,"next":128,"prev":130,"edge":76,"face":32,"loop_ref":32,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":131,"periodic_lift":[0,0]}},{"id":132,"from":27,"to":45,"twin":131,"next":133,"prev":135,"edge":76,"face":33,"loop_ref":33,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":132,"periodic_lift":[0,0]}},{"id":133,"from":45,"to":40,"twin":219,"next":134,"prev":132,"edge":77,"face":33,"loop_ref":33,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":133,"periodic_lift":[0,0]}},{"id":134,"from":40,"to":16,"twin":112,"next":135,"prev":133,"edge":66,"face":33,"loop_ref":33,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":134,"periodic_lift":[0,0]}},{"id":135,"from":16,"to":27,"twin":65,"next":132,"prev":134,"edge":42,"face":33,"loop_ref":33,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":135,"periodic_lift":[0,0]}},{"id":136,"from":41,"to":42,"twin":193,"next":137,"prev":139,"edge":78,"face":34,"loop_ref":34,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":136,"periodic_lift":[0,0]}},{"id":137,"from":42,"to":20,"twin":120,"next":138,"prev":136,"edge":70,"face":34,"loop_ref":34,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":137,"periodic_lift":[0,0]}},{"id":138,"from":20,"to":19,"twin":45,"next":139,"prev":137,"edge":29,"face":34,"loop_ref":34,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":138,"periodic_lift":[0,0]}},{"id":139,"from":19,"to":41,"twin":118,"next":136,"prev":138,"edge":69,"face":34,"loop_ref":34,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":139,"periodic_lift":[0,0]}},{"id":140,"from":26,"to":29,"twin":74,"next":141,"prev":143,"edge":46,"face":35,"loop_ref":35,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":140,"periodic_lift":[0,0]}},{"id":141,"from":29,"to":46,"twin":147,"next":142,"prev":140,"edge":79,"face":35,"loop_ref":35,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":141,"periodic_lift":[0,0]}},{"id":142,"from":46,"to":44,"twin":224,"next":143,"prev":141,"edge":80,"face":35,"loop_ref":35,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":142,"periodic_lift":[0,0]}},{"id":143,"from":44,"to":26,"twin":129,"next":140,"prev":142,"edge":74,"face":35,"loop_ref":35,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":143,"periodic_lift":[0,0]}},{"id":144,"from":29,"to":31,"twin":82,"next":145,"prev":147,"edge":50,"face":36,"loop_ref":36,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":144,"periodic_lift":[0,0]}},{"id":145,"from":31,"to":47,"twin":150,"next":146,"prev":144,"edge":81,"face":36,"loop_ref":36,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":145,"periodic_lift":[0,0]}},{"id":146,"from":47,"to":46,"twin":232,"next":147,"prev":145,"edge":82,"face":36,"loop_ref":36,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":146,"periodic_lift":[0,0]}},{"id":147,"from":46,"to":29,"twin":141,"next":144,"prev":146,"edge":79,"face":36,"loop_ref":36,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":147,"periodic_lift":[0,0]}},{"id":148,"from":23,"to":43,"twin":126,"next":149,"prev":151,"edge":73,"face":37,"loop_ref":37,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":148,"periodic_lift":[0,0]}},{"id":149,"from":43,"to":47,"twin":239,"next":150,"prev":148,"edge":83,"face":37,"loop_ref":37,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":149,"periodic_lift":[0,0]}},{"id":150,"from":47,"to":31,"twin":145,"next":151,"prev":149,"edge":81,"face":37,"loop_ref":37,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":150,"periodic_lift":[0,0]}},{"id":151,"from":31,"to":23,"twin":85,"next":148,"prev":150,"edge":51,"face":37,"loop_ref":37,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":151,"periodic_lift":[0,0]}},{"id":152,"from":48,"to":49,"twin":161,"next":153,"prev":155,"edge":84,"face":38,"loop_ref":38,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":152,"periodic_lift":[0,0]}},{"id":153,"from":49,"to":50,"twin":187,"next":154,"prev":152,"edge":85,"face":38,"loop_ref":38,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":153,"periodic_lift":[0,0]}},{"id":154,"from":50,"to":51,"twin":164,"next":155,"prev":153,"edge":86,"face":38,"loop_ref":38,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":154,"periodic_lift":[0,0]}},{"id":155,"from":51,"to":48,"twin":156,"next":152,"prev":154,"edge":87,"face":38,"loop_ref":38,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":155,"periodic_lift":[0,0]}},{"id":156,"from":48,"to":51,"twin":155,"next":157,"prev":159,"edge":87,"face":39,"loop_ref":39,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":156,"periodic_lift":[0,0]}},{"id":157,"from":51,"to":33,"twin":171,"next":158,"prev":156,"edge":88,"face":39,"loop_ref":39,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":157,"periodic_lift":[0,0]}},{"id":158,"from":33,"to":32,"twin":88,"next":159,"prev":157,"edge":52,"face":39,"loop_ref":39,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":158,"periodic_lift":[0,0]}},{"id":159,"from":32,"to":48,"twin":162,"next":156,"prev":158,"edge":89,"face":39,"loop_ref":39,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":159,"periodic_lift":[0,0]}},{"id":160,"from":34,"to":49,"twin":190,"next":161,"prev":163,"edge":90,"face":40,"loop_ref":40,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":160,"periodic_lift":[0,0]}},{"id":161,"from":49,"to":48,"twin":152,"next":162,"prev":160,"edge":84,"face":40,"loop_ref":40,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":161,"periodic_lift":[0,0]}},{"id":162,"from":48,"to":32,"twin":159,"next":163,"prev":161,"edge":89,"face":40,"loop_ref":40,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":162,"periodic_lift":[0,0]}},{"id":163,"from":32,"to":34,"twin":93,"next":160,"prev":162,"edge":56,"face":40,"loop_ref":40,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":163,"periodic_lift":[0,0]}},{"id":164,"from":51,"to":50,"twin":154,"next":165,"prev":167,"edge":86,"face":41,"loop_ref":41,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":164,"periodic_lift":[0,0]}},{"id":165,"from":50,"to":52,"twin":199,"next":166,"prev":164,"edge":91,"face":41,"loop_ref":41,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":165,"periodic_lift":[0,0]}},{"id":166,"from":52,"to":53,"twin":172,"next":167,"prev":165,"edge":92,"face":41,"loop_ref":41,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":166,"periodic_lift":[0,0]}},{"id":167,"from":53,"to":51,"twin":168,"next":164,"prev":166,"edge":93,"face":41,"loop_ref":41,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":167,"periodic_lift":[0,0]}},{"id":168,"from":51,"to":53,"twin":167,"next":169,"prev":171,"edge":93,"face":42,"loop_ref":42,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":168,"periodic_lift":[0,0]}},{"id":169,"from":53,"to":35,"twin":179,"next":170,"prev":168,"edge":94,"face":42,"loop_ref":42,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":169,"periodic_lift":[0,0]}},{"id":170,"from":35,"to":33,"twin":96,"next":171,"prev":169,"edge":57,"face":42,"loop_ref":42,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":170,"periodic_lift":[0,0]}},{"id":171,"from":33,"to":51,"twin":157,"next":168,"prev":170,"edge":88,"face":42,"loop_ref":42,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":171,"periodic_lift":[0,0]}},{"id":172,"from":53,"to":52,"twin":166,"next":173,"prev":175,"edge":92,"face":43,"loop_ref":43,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":172,"periodic_lift":[0,0]}},{"id":173,"from":52,"to":54,"twin":203,"next":174,"prev":172,"edge":95,"face":43,"loop_ref":43,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":173,"periodic_lift":[0,0]}},{"id":174,"from":54,"to":55,"twin":181,"next":175,"prev":173,"edge":96,"face":43,"loop_ref":43,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":174,"periodic_lift":[0,0]}},{"id":175,"from":55,"to":53,"twin":176,"next":172,"prev":174,"edge":97,"face":43,"loop_ref":43,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":175,"periodic_lift":[0,0]}},{"id":176,"from":53,"to":55,"twin":175,"next":177,"prev":179,"edge":97,"face":44,"loop_ref":44,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":176,"periodic_lift":[0,0]}},{"id":177,"from":55,"to":38,"twin":180,"next":178,"prev":176,"edge":98,"face":44,"loop_ref":44,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":177,"periodic_lift":[0,0]}},{"id":178,"from":38,"to":35,"twin":104,"next":179,"prev":177,"edge":62,"face":44,"loop_ref":44,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":178,"periodic_lift":[0,0]}},{"id":179,"from":35,"to":53,"twin":169,"next":176,"prev":178,"edge":94,"face":44,"loop_ref":44,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":179,"periodic_lift":[0,0]}},{"id":180,"from":38,"to":55,"twin":177,"next":181,"prev":183,"edge":98,"face":45,"loop_ref":45,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":180,"periodic_lift":[0,0]}},{"id":181,"from":55,"to":54,"twin":174,"next":182,"prev":180,"edge":96,"face":45,"loop_ref":45,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":181,"periodic_lift":[0,0]}},{"id":182,"from":54,"to":39,"twin":204,"next":183,"prev":181,"edge":99,"face":45,"loop_ref":45,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":182,"periodic_lift":[0,0]}},{"id":183,"from":39,"to":38,"twin":109,"next":180,"prev":182,"edge":64,"face":45,"loop_ref":45,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":183,"periodic_lift":[0,0]}},{"id":184,"from":49,"to":56,"twin":189,"next":185,"prev":187,"edge":100,"face":46,"loop_ref":46,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":184,"periodic_lift":[0,0]}},{"id":185,"from":56,"to":57,"twin":211,"next":186,"prev":184,"edge":101,"face":46,"loop_ref":46,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":185,"periodic_lift":[0,0]}},{"id":186,"from":57,"to":50,"twin":196,"next":187,"prev":185,"edge":102,"face":46,"loop_ref":46,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":186,"periodic_lift":[0,0]}},{"id":187,"from":50,"to":49,"twin":153,"next":184,"prev":186,"edge":85,"face":46,"loop_ref":46,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":187,"periodic_lift":[0,0]}},{"id":188,"from":40,"to":56,"twin":218,"next":189,"prev":191,"edge":103,"face":47,"loop_ref":47,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":188,"periodic_lift":[0,0]}},{"id":189,"from":56,"to":49,"twin":184,"next":190,"prev":188,"edge":100,"face":47,"loop_ref":47,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":189,"periodic_lift":[0,0]}},{"id":190,"from":49,"to":34,"twin":160,"next":191,"prev":189,"edge":90,"face":47,"loop_ref":47,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":190,"periodic_lift":[0,0]}},{"id":191,"from":34,"to":40,"twin":113,"next":188,"prev":190,"edge":67,"face":47,"loop_ref":47,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":191,"periodic_lift":[0,0]}},{"id":192,"from":36,"to":42,"twin":121,"next":193,"prev":195,"edge":71,"face":48,"loop_ref":48,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":192,"periodic_lift":[0,0]}},{"id":193,"from":42,"to":41,"twin":136,"next":194,"prev":192,"edge":78,"face":48,"loop_ref":48,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":193,"periodic_lift":[0,0]}},{"id":194,"from":41,"to":37,"twin":117,"next":195,"prev":193,"edge":68,"face":48,"loop_ref":48,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":194,"periodic_lift":[0,0]}},{"id":195,"from":37,"to":36,"twin":102,"next":192,"prev":194,"edge":60,"face":48,"loop_ref":48,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":195,"periodic_lift":[0,0]}},{"id":196,"from":50,"to":57,"twin":186,"next":197,"prev":199,"edge":102,"face":49,"loop_ref":49,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":196,"periodic_lift":[0,0]}},{"id":197,"from":57,"to":58,"twin":223,"next":198,"prev":196,"edge":104,"face":49,"loop_ref":49,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":197,"periodic_lift":[0,0]}},{"id":198,"from":58,"to":52,"twin":200,"next":199,"prev":197,"edge":105,"face":49,"loop_ref":49,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":198,"periodic_lift":[0,0]}},{"id":199,"from":52,"to":50,"twin":165,"next":196,"prev":198,"edge":91,"face":49,"loop_ref":49,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":199,"periodic_lift":[0,0]}},{"id":200,"from":52,"to":58,"twin":198,"next":201,"prev":203,"edge":105,"face":50,"loop_ref":50,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":200,"periodic_lift":[0,0]}},{"id":201,"from":58,"to":59,"twin":231,"next":202,"prev":200,"edge":106,"face":50,"loop_ref":50,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":201,"periodic_lift":[0,0]}},{"id":202,"from":59,"to":54,"twin":205,"next":203,"prev":201,"edge":107,"face":50,"loop_ref":50,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":202,"periodic_lift":[0,0]}},{"id":203,"from":54,"to":52,"twin":173,"next":200,"prev":202,"edge":95,"face":50,"loop_ref":50,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":203,"periodic_lift":[0,0]}},{"id":204,"from":39,"to":54,"twin":182,"next":205,"prev":207,"edge":99,"face":51,"loop_ref":51,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":204,"periodic_lift":[0,0]}},{"id":205,"from":54,"to":59,"twin":202,"next":206,"prev":204,"edge":107,"face":51,"loop_ref":51,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":205,"periodic_lift":[0,0]}},{"id":206,"from":59,"to":43,"twin":236,"next":207,"prev":205,"edge":108,"face":51,"loop_ref":51,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":206,"periodic_lift":[0,0]}},{"id":207,"from":43,"to":39,"twin":125,"next":204,"prev":206,"edge":72,"face":51,"loop_ref":51,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":207,"periodic_lift":[0,0]}},{"id":208,"from":56,"to":60,"twin":217,"next":209,"prev":211,"edge":109,"face":52,"loop_ref":52,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":208,"periodic_lift":[0,0]}},{"id":209,"from":60,"to":61,"twin":214,"next":210,"prev":208,"edge":110,"face":52,"loop_ref":52,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":209,"periodic_lift":[0,0]}},{"id":210,"from":61,"to":57,"twin":220,"next":211,"prev":209,"edge":111,"face":52,"loop_ref":52,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":210,"periodic_lift":[0,0]}},{"id":211,"from":57,"to":56,"twin":185,"next":208,"prev":210,"edge":101,"face":52,"loop_ref":52,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":211,"periodic_lift":[0,0]}},{"id":212,"from":45,"to":44,"twin":130,"next":213,"prev":215,"edge":75,"face":53,"loop_ref":53,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":212,"periodic_lift":[0,0]}},{"id":213,"from":44,"to":61,"twin":227,"next":214,"prev":212,"edge":112,"face":53,"loop_ref":53,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":213,"periodic_lift":[0,0]}},{"id":214,"from":61,"to":60,"twin":209,"next":215,"prev":213,"edge":110,"face":53,"loop_ref":53,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":214,"periodic_lift":[0,0]}},{"id":215,"from":60,"to":45,"twin":216,"next":212,"prev":214,"edge":113,"face":53,"loop_ref":53,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":215,"periodic_lift":[0,0]}},{"id":216,"from":45,"to":60,"twin":215,"next":217,"prev":219,"edge":113,"face":54,"loop_ref":54,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":216,"periodic_lift":[0,0]}},{"id":217,"from":60,"to":56,"twin":208,"next":218,"prev":216,"edge":109,"face":54,"loop_ref":54,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":217,"periodic_lift":[0,0]}},{"id":218,"from":56,"to":40,"twin":188,"next":219,"prev":217,"edge":103,"face":54,"loop_ref":54,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":218,"periodic_lift":[0,0]}},{"id":219,"from":40,"to":45,"twin":133,"next":216,"prev":218,"edge":77,"face":54,"loop_ref":54,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":219,"periodic_lift":[0,0]}},{"id":220,"from":57,"to":61,"twin":210,"next":221,"prev":223,"edge":111,"face":55,"loop_ref":55,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":220,"periodic_lift":[0,0]}},{"id":221,"from":61,"to":62,"twin":226,"next":222,"prev":220,"edge":114,"face":55,"loop_ref":55,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":221,"periodic_lift":[0,0]}},{"id":222,"from":62,"to":58,"twin":228,"next":223,"prev":221,"edge":115,"face":55,"loop_ref":55,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":222,"periodic_lift":[0,0]}},{"id":223,"from":58,"to":57,"twin":197,"next":220,"prev":222,"edge":104,"face":55,"loop_ref":55,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":223,"periodic_lift":[0,0]}},{"id":224,"from":44,"to":46,"twin":142,"next":225,"prev":227,"edge":80,"face":56,"loop_ref":56,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":224,"periodic_lift":[0,0]}},{"id":225,"from":46,"to":62,"twin":235,"next":226,"prev":224,"edge":116,"face":56,"loop_ref":56,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":225,"periodic_lift":[0,0]}},{"id":226,"from":62,"to":61,"twin":221,"next":227,"prev":225,"edge":114,"face":56,"loop_ref":56,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":226,"periodic_lift":[0,0]}},{"id":227,"from":61,"to":44,"twin":213,"next":224,"prev":226,"edge":112,"face":56,"loop_ref":56,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":227,"periodic_lift":[0,0]}},{"id":228,"from":58,"to":62,"twin":222,"next":229,"prev":231,"edge":115,"face":57,"loop_ref":57,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":228,"periodic_lift":[0,0]}},{"id":229,"from":62,"to":63,"twin":234,"next":230,"prev":228,"edge":117,"face":57,"loop_ref":57,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":229,"periodic_lift":[0,0]}},{"id":230,"from":63,"to":59,"twin":237,"next":231,"prev":229,"edge":118,"face":57,"loop_ref":57,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":230,"periodic_lift":[0,0]}},{"id":231,"from":59,"to":58,"twin":201,"next":228,"prev":230,"edge":106,"face":57,"loop_ref":57,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":231,"periodic_lift":[0,0]}},{"id":232,"from":46,"to":47,"twin":146,"next":233,"prev":235,"edge":82,"face":58,"loop_ref":58,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":232,"periodic_lift":[0,0]}},{"id":233,"from":47,"to":63,"twin":238,"next":234,"prev":232,"edge":119,"face":58,"loop_ref":58,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":233,"periodic_lift":[0,0]}},{"id":234,"from":63,"to":62,"twin":229,"next":235,"prev":233,"edge":117,"face":58,"loop_ref":58,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":234,"periodic_lift":[0,0]}},{"id":235,"from":62,"to":46,"twin":225,"next":232,"prev":234,"edge":116,"face":58,"loop_ref":58,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":235,"periodic_lift":[0,0]}},{"id":236,"from":43,"to":59,"twin":206,"next":237,"prev":239,"edge":108,"face":59,"loop_ref":59,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":236,"periodic_lift":[0,0]}},{"id":237,"from":59,"to":63,"twin":230,"next":238,"prev":236,"edge":118,"face":59,"loop_ref":59,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":237,"periodic_lift":[0,0]}},{"id":238,"from":63,"to":47,"twin":233,"next":239,"prev":237,"edge":119,"face":59,"loop_ref":59,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":238,"periodic_lift":[0,0]}},{"id":239,"from":47,"to":43,"twin":149,"next":236,"prev":238,"edge":83,"face":59,"loop_ref":59,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":239,"periodic_lift":[0,0]}}],"loops":[{"id":0,"start_halfedge":0,"face_ref":0,"is_hole":false},{"id":1,"start_halfedge":4,"face_ref":1,"is_hole":false},{"id":2,"start_halfedge":8,"face_ref":2,"is_hole":false},{"id":3,"start_halfedge":12,"face_ref":3,"is_hole":false},{"id":4,"start_halfedge":16,"face_ref":4,"is_hole":false},{"id":5,"start_halfedge":20,"face_ref":5,"is_hole":false},{"id":6,"start_halfedge":24,"face_ref":6,"is_hole":false},{"id":7,"start_halfedge":28,"face_ref":7,"is_hole":false},{"id":8,"start_halfedge":32,"face_ref":8,"is_hole":false},{"id":9,"start_halfedge":36,"face_ref":9,"is_hole":false},{"id":10,"start_halfedge":40,"face_ref":10,"is_hole":false},{"id":11,"start_halfedge":44,"face_ref":11,"is_hole":false},{"id":12,"start_halfedge":48,"face_ref":12,"is_hole":false},{"id":13,"start_halfedge":52,"face_ref":13,"is_hole":false},{"id":14,"start_halfedge":56,"face_ref":14,"is_hole":false},{"id":15,"start_halfedge":60,"face_ref":15,"is_hole":false},{"id":16,"start_halfedge":64,"face_ref":16,"is_hole":false},{"id":17,"start_halfedge":68,"face_ref":17,"is_hole":false},{"id":18,"start_halfedge":72,"face_ref":18,"is_hole":false},{"id":19,"start_halfedge":76,"face_ref":19,"is_hole":false},{"id":20,"start_halfedge":80,"face_ref":20,"is_hole":false},{"id":21,"start_halfedge":84,"face_ref":21,"is_hole":false},{"id":22,"start_halfedge":88,"face_ref":22,"is_hole":false},{"id":23,"start_halfedge":92,"face_ref":23,"is_hole":false},{"id":24,"start_halfedge":96,"face_ref":24,"is_hole":false},{"id":25,"start_halfedge":100,"face_ref":25,"is_hole":false},{"id":26,"start_halfedge":104,"face_ref":26,"is_hole":false},{"id":27,"start_halfedge":108,"face_ref":27,"is_hole":false},{"id":28,"start_halfedge":112,"face_ref":28,"is_hole":false},{"id":29,"start_halfedge":116,"face_ref":29,"is_hole":false},{"id":30,"start_halfedge":120,"face_ref":30,"is_hole":false},{"id":31,"start_halfedge":124,"face_ref":31,"is_hole":false},{"id":32,"start_halfedge":128,"face_ref":32,"is_hole":false},{"id":33,"start_halfedge":132,"face_ref":33,"is_hole":false},{"id":34,"start_halfedge":136,"face_ref":34,"is_hole":false},{"id":35,"start_halfedge":140,"face_ref":35,"is_hole":false},{"id":36,"start_halfedge":144,"face_ref":36,"is_hole":false},{"id":37,"start_halfedge":148,"face_ref":37,"is_hole":false},{"id":38,"start_halfedge":152,"face_ref":38,"is_hole":false},{"id":39,"start_halfedge":156,"face_ref":39,"is_hole":false},{"id":40,"start_halfedge":160,"face_ref":40,"is_hole":false},{"id":41,"start_halfedge":164,"face_ref":41,"is_hole":false},{"id":42,"start_halfedge":168,"face_ref":42,"is_hole":false},{"id":43,"start_halfedge":172,"face_ref":43,"is_hole":false},{"id":44,"start_halfedge":176,"face_ref":44,"is_hole":false},{"id":45,"start_halfedge":180,"face_ref":45,"is_hole":false},{"id":46,"start_halfedge":184,"face_ref":46,"is_hole":false},{"id":47,"start_halfedge":188,"face_ref":47,"is_hole":false},{"id":48,"start_halfedge":192,"face_ref":48,"is_hole":false},{"id":49,"start_halfedge":196,"face_ref":49,"is_hole":false},{"id":50,"start_halfedge":200,"face_ref":50,"is_hole":false},{"id":51,"start_halfedge":204,"face_ref":51,"is_hole":false},{"id":52,"start_halfedge":208,"face_ref":52,"is_hole":false},{"id":53,"start_halfedge":212,"face_ref":53,"is_hole":false},{"id":54,"start_halfedge":216,"face_ref":54,"is_hole":false},{"id":55,"start_halfedge":220,"face_ref":55,"is_hole":false},{"id":56,"start_halfedge":224,"face_ref":56,"is_hole":false},{"id":57,"start_halfedge":228,"face_ref":57,"is_hole":false},{"id":58,"start_halfedge":232,"face_ref":58,"is_hole":false},{"id":59,"start_halfedge":236,"face_ref":59,"is_hole":false}],"faces":[{"id":0,"key":"left-0","surface":0,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":1.00000001},{"lo":-1e-8,"hi":1.00000001}],"outer":0,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"left","face":2}],"role":"Split","reversed":false}},{"id":1,"key":"front-1","surface":1,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":1.00000001},{"lo":-1e-8,"hi":1.00000001}],"outer":1,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"front","face":4}],"role":"Split","reversed":false}},{"id":2,"key":"bottom-2","surface":2,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":1.00000001},{"lo":-1e-8,"hi":1.00000001}],"outer":2,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"bottom","face":0}],"role":"Split","reversed":false}},{"id":3,"key":"left-3","surface":3,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":0.99999999,"hi":2.00000001},{"lo":-1e-8,"hi":1.00000001}],"outer":3,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"left","face":2}],"role":"Split","reversed":false}},{"id":4,"key":"front-4","surface":4,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":1.00000001},{"lo":0.99999999,"hi":2.00000001}],"outer":4,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"front","face":4}],"role":"Split","reversed":false}},{"id":5,"key":"left-5","surface":5,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":1.99999999,"hi":3.00000001},{"lo":-1e-8,"hi":1.00000001}],"outer":5,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"left","face":2}],"role":"Split","reversed":false}},{"id":6,"key":"front-6","surface":6,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":1.00000001},{"lo":1.99999999,"hi":3.00000001}],"outer":6,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"front","face":4}],"role":"Split","reversed":false}},{"id":7,"key":"top-7","surface":7,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":1.00000001},{"lo":-1e-8,"hi":1.00000001}],"outer":7,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"top","face":1}],"role":"Split","reversed":false}},{"id":8,"key":"left-8","surface":8,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":1.00000001},{"lo":0.99999999,"hi":2.00000001}],"outer":8,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"left","face":2}],"role":"Split","reversed":false}},{"id":9,"key":"bottom-9","surface":9,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":0.99999999,"hi":2.00000001},{"lo":-1e-8,"hi":1.00000001}],"outer":9,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"bottom","face":0}],"role":"Split","reversed":false}},{"id":10,"key":"left-10","surface":10,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":0.99999999,"hi":2.00000001},{"lo":0.99999999,"hi":2.00000001}],"outer":10,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"left","face":2}],"role":"Split","reversed":false}},{"id":11,"key":"left-11","surface":11,"sense":"Reverse","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":1.00000001},{"lo":-1e-8,"hi":1.00000001}],"outer":11,"holes":[]},"shell_ref":1,"provenance":{"sources":[{"entity":"box-inner","body":"box-inner","key":"left","face":2}],"role":"Cut","reversed":true}},{"id":12,"key":"left-12","surface":12,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":1.99999999,"hi":3.00000001},{"lo":0.99999999,"hi":2.00000001}],"outer":12,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"left","face":2}],"role":"Split","reversed":false}},{"id":13,"key":"top-13","surface":13,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":1.00000001},{"lo":0.99999999,"hi":2.00000001}],"outer":13,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"top","face":1}],"role":"Split","reversed":false}},{"id":14,"key":"left-14","surface":14,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":1.00000001},{"lo":1.99999999,"hi":3.00000001}],"outer":14,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"left","face":2}],"role":"Split","reversed":false}},{"id":15,"key":"back-15","surface":15,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":1.00000001},{"lo":-1e-8,"hi":1.00000001}],"outer":15,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"back","face":5}],"role":"Split","reversed":false}},{"id":16,"key":"bottom-16","surface":16,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":1.99999999,"hi":3.00000001},{"lo":-1e-8,"hi":1.00000001}],"outer":16,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"bottom","face":0}],"role":"Split","reversed":false}},{"id":17,"key":"left-17","surface":17,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":0.99999999,"hi":2.00000001},{"lo":1.99999999,"hi":3.00000001}],"outer":17,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"left","face":2}],"role":"Split","reversed":false}},{"id":18,"key":"back-18","surface":18,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":0.99999999,"hi":2.00000001},{"lo":-1e-8,"hi":1.00000001}],"outer":18,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"back","face":5}],"role":"Split","reversed":false}},{"id":19,"key":"left-19","surface":19,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":1.99999999,"hi":3.00000001},{"lo":1.99999999,"hi":3.00000001}],"outer":19,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"left","face":2}],"role":"Split","reversed":false}},{"id":20,"key":"back-20","surface":20,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":1.99999999,"hi":3.00000001},{"lo":-1e-8,"hi":1.00000001}],"outer":20,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"back","face":5}],"role":"Split","reversed":false}},{"id":21,"key":"top-21","surface":21,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":1.00000001},{"lo":1.99999999,"hi":3.00000001}],"outer":21,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"top","face":1}],"role":"Split","reversed":false}},{"id":22,"key":"front-22","surface":22,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":0.99999999,"hi":2.00000001},{"lo":-1e-8,"hi":1.00000001}],"outer":22,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"front","face":4}],"role":"Split","reversed":false}},{"id":23,"key":"bottom-23","surface":23,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":1.00000001},{"lo":0.99999999,"hi":2.00000001}],"outer":23,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"bottom","face":0}],"role":"Split","reversed":false}},{"id":24,"key":"front-24","surface":24,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":0.99999999,"hi":2.00000001},{"lo":0.99999999,"hi":2.00000001}],"outer":24,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"front","face":4}],"role":"Split","reversed":false}},{"id":25,"key":"front-25","surface":25,"sense":"Reverse","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":1.00000001},{"lo":-1e-8,"hi":1.00000001}],"outer":25,"holes":[]},"shell_ref":1,"provenance":{"sources":[{"entity":"box-inner","body":"box-inner","key":"front","face":4}],"role":"Cut","reversed":true}},{"id":26,"key":"front-26","surface":26,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":0.99999999,"hi":2.00000001},{"lo":1.99999999,"hi":3.00000001}],"outer":26,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"front","face":4}],"role":"Split","reversed":false}},{"id":27,"key":"top-27","surface":27,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":0.99999999,"hi":2.00000001},{"lo":-1e-8,"hi":1.00000001}],"outer":27,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"top","face":1}],"role":"Split","reversed":false}},{"id":28,"key":"bottom-28","surface":28,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":0.99999999,"hi":2.00000001},{"lo":0.99999999,"hi":2.00000001}],"outer":28,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"bottom","face":0}],"role":"Split","reversed":false}},{"id":29,"key":"bottom-29","surface":29,"sense":"Reverse","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":1.00000001},{"lo":-1e-8,"hi":1.00000001}],"outer":29,"holes":[]},"shell_ref":1,"provenance":{"sources":[{"entity":"box-inner","body":"box-inner","key":"bottom","face":0}],"role":"Cut","reversed":true}},{"id":30,"key":"top-30","surface":30,"sense":"Reverse","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":1.00000001},{"lo":-1e-8,"hi":1.00000001}],"outer":30,"holes":[]},"shell_ref":1,"provenance":{"sources":[{"entity":"box-inner","body":"box-inner","key":"top","face":1}],"role":"Cut","reversed":true}},{"id":31,"key":"top-31","surface":31,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":0.99999999,"hi":2.00000001},{"lo":0.99999999,"hi":2.00000001}],"outer":31,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"top","face":1}],"role":"Split","reversed":false}},{"id":32,"key":"back-32","surface":32,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":1.00000001},{"lo":0.99999999,"hi":2.00000001}],"outer":32,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"back","face":5}],"role":"Split","reversed":false}},{"id":33,"key":"bottom-33","surface":33,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":1.99999999,"hi":3.00000001},{"lo":0.99999999,"hi":2.00000001}],"outer":33,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"bottom","face":0}],"role":"Split","reversed":false}},{"id":34,"key":"back-34","surface":34,"sense":"Reverse","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":1.00000001},{"lo":-1e-8,"hi":1.00000001}],"outer":34,"holes":[]},"shell_ref":1,"provenance":{"sources":[{"entity":"box-inner","body":"box-inner","key":"back","face":5}],"role":"Cut","reversed":true}},{"id":35,"key":"back-35","surface":35,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":0.99999999,"hi":2.00000001},{"lo":0.99999999,"hi":2.00000001}],"outer":35,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"back","face":5}],"role":"Split","reversed":false}},{"id":36,"key":"back-36","surface":36,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":1.99999999,"hi":3.00000001},{"lo":0.99999999,"hi":2.00000001}],"outer":36,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"back","face":5}],"role":"Split","reversed":false}},{"id":37,"key":"top-37","surface":37,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":0.99999999,"hi":2.00000001},{"lo":1.99999999,"hi":3.00000001}],"outer":37,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"top","face":1}],"role":"Split","reversed":false}},{"id":38,"key":"right-38","surface":38,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":1.00000001},{"lo":-1e-8,"hi":1.00000001}],"outer":38,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"right","face":3}],"role":"Split","reversed":false}},{"id":39,"key":"front-39","surface":39,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":1.99999999,"hi":3.00000001},{"lo":-1e-8,"hi":1.00000001}],"outer":39,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"front","face":4}],"role":"Split","reversed":false}},{"id":40,"key":"bottom-40","surface":40,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":1.00000001},{"lo":1.99999999,"hi":3.00000001}],"outer":40,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"bottom","face":0}],"role":"Split","reversed":false}},{"id":41,"key":"right-41","surface":41,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":1.00000001},{"lo":0.99999999,"hi":2.00000001}],"outer":41,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"right","face":3}],"role":"Split","reversed":false}},{"id":42,"key":"front-42","surface":42,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":1.99999999,"hi":3.00000001},{"lo":0.99999999,"hi":2.00000001}],"outer":42,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"front","face":4}],"role":"Split","reversed":false}},{"id":43,"key":"right-43","surface":43,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":1.00000001},{"lo":1.99999999,"hi":3.00000001}],"outer":43,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"right","face":3}],"role":"Split","reversed":false}},{"id":44,"key":"front-44","surface":44,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":1.99999999,"hi":3.00000001},{"lo":1.99999999,"hi":3.00000001}],"outer":44,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"front","face":4}],"role":"Split","reversed":false}},{"id":45,"key":"top-45","surface":45,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":1.99999999,"hi":3.00000001},{"lo":-1e-8,"hi":1.00000001}],"outer":45,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"top","face":1}],"role":"Split","reversed":false}},{"id":46,"key":"right-46","surface":46,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":0.99999999,"hi":2.00000001},{"lo":-1e-8,"hi":1.00000001}],"outer":46,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"right","face":3}],"role":"Split","reversed":false}},{"id":47,"key":"bottom-47","surface":47,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":0.99999999,"hi":2.00000001},{"lo":1.99999999,"hi":3.00000001}],"outer":47,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"bottom","face":0}],"role":"Split","reversed":false}},{"id":48,"key":"right-48","surface":48,"sense":"Reverse","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":1.00000001},{"lo":-1e-8,"hi":1.00000001}],"outer":48,"holes":[]},"shell_ref":1,"provenance":{"sources":[{"entity":"box-inner","body":"box-inner","key":"right","face":3}],"role":"Cut","reversed":true}},{"id":49,"key":"right-49","surface":49,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":0.99999999,"hi":2.00000001},{"lo":0.99999999,"hi":2.00000001}],"outer":49,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"right","face":3}],"role":"Split","reversed":false}},{"id":50,"key":"right-50","surface":50,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":0.99999999,"hi":2.00000001},{"lo":1.99999999,"hi":3.00000001}],"outer":50,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"right","face":3}],"role":"Split","reversed":false}},{"id":51,"key":"top-51","surface":51,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":1.99999999,"hi":3.00000001},{"lo":0.99999999,"hi":2.00000001}],"outer":51,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"top","face":1}],"role":"Split","reversed":false}},{"id":52,"key":"right-52","surface":52,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":1.99999999,"hi":3.00000001},{"lo":-1e-8,"hi":1.00000001}],"outer":52,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"right","face":3}],"role":"Split","reversed":false}},{"id":53,"key":"back-53","surface":53,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":1.00000001},{"lo":1.99999999,"hi":3.00000001}],"outer":53,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"back","face":5}],"role":"Split","reversed":false}},{"id":54,"key":"bottom-54","surface":54,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":1.99999999,"hi":3.00000001},{"lo":1.99999999,"hi":3.00000001}],"outer":54,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"bottom","face":0}],"role":"Split","reversed":false}},{"id":55,"key":"right-55","surface":55,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":1.99999999,"hi":3.00000001},{"lo":0.99999999,"hi":2.00000001}],"outer":55,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"right","face":3}],"role":"Split","reversed":false}},{"id":56,"key":"back-56","surface":56,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":0.99999999,"hi":2.00000001},{"lo":1.99999999,"hi":3.00000001}],"outer":56,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"back","face":5}],"role":"Split","reversed":false}},{"id":57,"key":"right-57","surface":57,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":1.99999999,"hi":3.00000001},{"lo":1.99999999,"hi":3.00000001}],"outer":57,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"right","face":3}],"role":"Split","reversed":false}},{"id":58,"key":"back-58","surface":58,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":1.99999999,"hi":3.00000001},{"lo":1.99999999,"hi":3.00000001}],"outer":58,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"back","face":5}],"role":"Split","reversed":false}},{"id":59,"key":"top-59","surface":59,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":1.99999999,"hi":3.00000001},{"lo":1.99999999,"hi":3.00000001}],"outer":59,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"top","face":1}],"role":"Split","reversed":false}}],"wires":[],"shells":[{"id":0,"faces":[0,3,8,2,1,5,10,4,14,9,23,22,7,12,6,17,24,15,16,28,40,39,27,13,19,26,18,42,32,33,47,38,45,31,21,20,44,35,41,53,54,46,43,51,37,36,56,49,52,50,59,58,55,57],"is_closed":true},{"id":1,"faces":[11,29,34,30,25,48],"is_closed":true}]},"solids":[{"outer_shell":0,"cavity_shells":[1]}],"accuracy":{"geometric":1e-8,"intersection":1e-9,"tessellation":0.01,"exchange":1e-6},"quality":{"kind":"Analytic"}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/box-cavity.handlers.json b/main/opengeometry/tests/fixtures/cases/box-cavity.handlers.json
new file mode 100644
index 0000000..4b8564a
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/box-cavity.handlers.json
@@ -0,0 +1 @@
+["boolean_boxes"]
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/box-cavity.step.m b/main/opengeometry/tests/fixtures/cases/box-cavity.step.m
new file mode 100644
index 0000000..f227c2e
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/box-cavity.step.m
@@ -0,0 +1,3037 @@
+ISO-10303-21;
+HEADER;
+FILE_DESCRIPTION(('OpenGeometry authoritative analytic BRep v2'),'2;1');
+FILE_NAME('box-cavity','1970-01-01T00:00:00',('OpenGeometry'),('OpenGeometry'),'OpenGeometry','OpenGeometry','');
+FILE_SCHEMA(('AUTOMOTIVE_DESIGN'));
+ENDSEC;
+DATA;
+#1=(GEOMETRIC_REPRESENTATION_CONTEXT(2) REPRESENTATION_CONTEXT('',''));
+#2=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#3=DIRECTION('',(-1.00000000000000000E0,-0.00000000000000000E0,-0.00000000000000000E0));
+#4=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#5=AXIS2_PLACEMENT_3D('',#2,#3,#4);
+#6=PLANE('',#5);
+#7=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#8=DIRECTION('',(-0.00000000000000000E0,-0.00000000000000000E0,1.00000000000000000E0));
+#9=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#10=AXIS2_PLACEMENT_3D('',#7,#8,#9);
+#11=PLANE('',#10);
+#12=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#13=DIRECTION('',(-0.00000000000000000E0,-1.00000000000000000E0,-0.00000000000000000E0));
+#14=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#15=AXIS2_PLACEMENT_3D('',#12,#13,#14);
+#16=PLANE('',#15);
+#17=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#18=DIRECTION('',(-1.00000000000000000E0,-0.00000000000000000E0,-0.00000000000000000E0));
+#19=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#20=AXIS2_PLACEMENT_3D('',#17,#18,#19);
+#21=PLANE('',#20);
+#22=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#23=DIRECTION('',(-0.00000000000000000E0,-0.00000000000000000E0,1.00000000000000000E0));
+#24=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#25=AXIS2_PLACEMENT_3D('',#22,#23,#24);
+#26=PLANE('',#25);
+#27=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#28=DIRECTION('',(-1.00000000000000000E0,-0.00000000000000000E0,-0.00000000000000000E0));
+#29=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#30=AXIS2_PLACEMENT_3D('',#27,#28,#29);
+#31=PLANE('',#30);
+#32=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#33=DIRECTION('',(-0.00000000000000000E0,-0.00000000000000000E0,1.00000000000000000E0));
+#34=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#35=AXIS2_PLACEMENT_3D('',#32,#33,#34);
+#36=PLANE('',#35);
+#37=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E0,0.00000000000000000E0));
+#38=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#39=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#40=AXIS2_PLACEMENT_3D('',#37,#38,#39);
+#41=PLANE('',#40);
+#42=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#43=DIRECTION('',(-1.00000000000000000E0,-0.00000000000000000E0,-0.00000000000000000E0));
+#44=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#45=AXIS2_PLACEMENT_3D('',#42,#43,#44);
+#46=PLANE('',#45);
+#47=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#48=DIRECTION('',(-0.00000000000000000E0,-1.00000000000000000E0,-0.00000000000000000E0));
+#49=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#50=AXIS2_PLACEMENT_3D('',#47,#48,#49);
+#51=PLANE('',#50);
+#52=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#53=DIRECTION('',(-1.00000000000000000E0,-0.00000000000000000E0,-0.00000000000000000E0));
+#54=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#55=AXIS2_PLACEMENT_3D('',#52,#53,#54);
+#56=PLANE('',#55);
+#57=CARTESIAN_POINT('',(1.00000000000000000E0,1.00000000000000000E0,-1.00000000000000000E0));
+#58=DIRECTION('',(-1.00000000000000000E0,-0.00000000000000000E0,-0.00000000000000000E0));
+#59=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#60=AXIS2_PLACEMENT_3D('',#57,#58,#59);
+#61=PLANE('',#60);
+#62=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#63=DIRECTION('',(-1.00000000000000000E0,-0.00000000000000000E0,-0.00000000000000000E0));
+#64=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#65=AXIS2_PLACEMENT_3D('',#62,#63,#64);
+#66=PLANE('',#65);
+#67=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E0,0.00000000000000000E0));
+#68=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#69=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#70=AXIS2_PLACEMENT_3D('',#67,#68,#69);
+#71=PLANE('',#70);
+#72=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#73=DIRECTION('',(-1.00000000000000000E0,-0.00000000000000000E0,-0.00000000000000000E0));
+#74=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#75=AXIS2_PLACEMENT_3D('',#72,#73,#74);
+#76=PLANE('',#75);
+#77=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-3.00000000000000000E0));
+#78=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#79=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#80=AXIS2_PLACEMENT_3D('',#77,#78,#79);
+#81=PLANE('',#80);
+#82=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#83=DIRECTION('',(-0.00000000000000000E0,-1.00000000000000000E0,-0.00000000000000000E0));
+#84=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#85=AXIS2_PLACEMENT_3D('',#82,#83,#84);
+#86=PLANE('',#85);
+#87=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#88=DIRECTION('',(-1.00000000000000000E0,-0.00000000000000000E0,-0.00000000000000000E0));
+#89=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#90=AXIS2_PLACEMENT_3D('',#87,#88,#89);
+#91=PLANE('',#90);
+#92=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-3.00000000000000000E0));
+#93=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#94=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#95=AXIS2_PLACEMENT_3D('',#92,#93,#94);
+#96=PLANE('',#95);
+#97=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#98=DIRECTION('',(-1.00000000000000000E0,-0.00000000000000000E0,-0.00000000000000000E0));
+#99=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#100=AXIS2_PLACEMENT_3D('',#97,#98,#99);
+#101=PLANE('',#100);
+#102=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-3.00000000000000000E0));
+#103=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#104=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#105=AXIS2_PLACEMENT_3D('',#102,#103,#104);
+#106=PLANE('',#105);
+#107=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E0,0.00000000000000000E0));
+#108=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#109=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#110=AXIS2_PLACEMENT_3D('',#107,#108,#109);
+#111=PLANE('',#110);
+#112=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#113=DIRECTION('',(-0.00000000000000000E0,-0.00000000000000000E0,1.00000000000000000E0));
+#114=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#115=AXIS2_PLACEMENT_3D('',#112,#113,#114);
+#116=PLANE('',#115);
+#117=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#118=DIRECTION('',(-0.00000000000000000E0,-1.00000000000000000E0,-0.00000000000000000E0));
+#119=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#120=AXIS2_PLACEMENT_3D('',#117,#118,#119);
+#121=PLANE('',#120);
+#122=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#123=DIRECTION('',(-0.00000000000000000E0,-0.00000000000000000E0,1.00000000000000000E0));
+#124=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#125=AXIS2_PLACEMENT_3D('',#122,#123,#124);
+#126=PLANE('',#125);
+#127=CARTESIAN_POINT('',(1.00000000000000000E0,1.00000000000000000E0,-1.00000000000000000E0));
+#128=DIRECTION('',(-0.00000000000000000E0,-0.00000000000000000E0,1.00000000000000000E0));
+#129=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#130=AXIS2_PLACEMENT_3D('',#127,#128,#129);
+#131=PLANE('',#130);
+#132=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#133=DIRECTION('',(-0.00000000000000000E0,-0.00000000000000000E0,1.00000000000000000E0));
+#134=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#135=AXIS2_PLACEMENT_3D('',#132,#133,#134);
+#136=PLANE('',#135);
+#137=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E0,0.00000000000000000E0));
+#138=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#139=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#140=AXIS2_PLACEMENT_3D('',#137,#138,#139);
+#141=PLANE('',#140);
+#142=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#143=DIRECTION('',(-0.00000000000000000E0,-1.00000000000000000E0,-0.00000000000000000E0));
+#144=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#145=AXIS2_PLACEMENT_3D('',#142,#143,#144);
+#146=PLANE('',#145);
+#147=CARTESIAN_POINT('',(1.00000000000000000E0,1.00000000000000000E0,-1.00000000000000000E0));
+#148=DIRECTION('',(-0.00000000000000000E0,-1.00000000000000000E0,-0.00000000000000000E0));
+#149=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#150=AXIS2_PLACEMENT_3D('',#147,#148,#149);
+#151=PLANE('',#150);
+#152=CARTESIAN_POINT('',(1.00000000000000000E0,2.00000000000000000E0,-1.00000000000000000E0));
+#153=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#154=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#155=AXIS2_PLACEMENT_3D('',#152,#153,#154);
+#156=PLANE('',#155);
+#157=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E0,0.00000000000000000E0));
+#158=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#159=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#160=AXIS2_PLACEMENT_3D('',#157,#158,#159);
+#161=PLANE('',#160);
+#162=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-3.00000000000000000E0));
+#163=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#164=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#165=AXIS2_PLACEMENT_3D('',#162,#163,#164);
+#166=PLANE('',#165);
+#167=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#168=DIRECTION('',(-0.00000000000000000E0,-1.00000000000000000E0,-0.00000000000000000E0));
+#169=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#170=AXIS2_PLACEMENT_3D('',#167,#168,#169);
+#171=PLANE('',#170);
+#172=CARTESIAN_POINT('',(1.00000000000000000E0,1.00000000000000000E0,-2.00000000000000000E0));
+#173=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#174=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#175=AXIS2_PLACEMENT_3D('',#172,#173,#174);
+#176=PLANE('',#175);
+#177=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-3.00000000000000000E0));
+#178=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#179=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#180=AXIS2_PLACEMENT_3D('',#177,#178,#179);
+#181=PLANE('',#180);
+#182=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-3.00000000000000000E0));
+#183=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#184=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#185=AXIS2_PLACEMENT_3D('',#182,#183,#184);
+#186=PLANE('',#185);
+#187=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E0,0.00000000000000000E0));
+#188=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#189=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#190=AXIS2_PLACEMENT_3D('',#187,#188,#189);
+#191=PLANE('',#190);
+#192=CARTESIAN_POINT('',(3.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#193=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#194=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#195=AXIS2_PLACEMENT_3D('',#192,#193,#194);
+#196=PLANE('',#195);
+#197=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#198=DIRECTION('',(-0.00000000000000000E0,-0.00000000000000000E0,1.00000000000000000E0));
+#199=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#200=AXIS2_PLACEMENT_3D('',#197,#198,#199);
+#201=PLANE('',#200);
+#202=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#203=DIRECTION('',(-0.00000000000000000E0,-1.00000000000000000E0,-0.00000000000000000E0));
+#204=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#205=AXIS2_PLACEMENT_3D('',#202,#203,#204);
+#206=PLANE('',#205);
+#207=CARTESIAN_POINT('',(3.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#208=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#209=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#210=AXIS2_PLACEMENT_3D('',#207,#208,#209);
+#211=PLANE('',#210);
+#212=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#213=DIRECTION('',(-0.00000000000000000E0,-0.00000000000000000E0,1.00000000000000000E0));
+#214=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#215=AXIS2_PLACEMENT_3D('',#212,#213,#214);
+#216=PLANE('',#215);
+#217=CARTESIAN_POINT('',(3.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#218=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#219=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#220=AXIS2_PLACEMENT_3D('',#217,#218,#219);
+#221=PLANE('',#220);
+#222=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#223=DIRECTION('',(-0.00000000000000000E0,-0.00000000000000000E0,1.00000000000000000E0));
+#224=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#225=AXIS2_PLACEMENT_3D('',#222,#223,#224);
+#226=PLANE('',#225);
+#227=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E0,0.00000000000000000E0));
+#228=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#229=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#230=AXIS2_PLACEMENT_3D('',#227,#228,#229);
+#231=PLANE('',#230);
+#232=CARTESIAN_POINT('',(3.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#233=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#234=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#235=AXIS2_PLACEMENT_3D('',#232,#233,#234);
+#236=PLANE('',#235);
+#237=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#238=DIRECTION('',(-0.00000000000000000E0,-1.00000000000000000E0,-0.00000000000000000E0));
+#239=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#240=AXIS2_PLACEMENT_3D('',#237,#238,#239);
+#241=PLANE('',#240);
+#242=CARTESIAN_POINT('',(2.00000000000000000E0,1.00000000000000000E0,-1.00000000000000000E0));
+#243=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#244=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#245=AXIS2_PLACEMENT_3D('',#242,#243,#244);
+#246=PLANE('',#245);
+#247=CARTESIAN_POINT('',(3.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#248=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#249=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#250=AXIS2_PLACEMENT_3D('',#247,#248,#249);
+#251=PLANE('',#250);
+#252=CARTESIAN_POINT('',(3.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#253=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#254=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#255=AXIS2_PLACEMENT_3D('',#252,#253,#254);
+#256=PLANE('',#255);
+#257=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E0,0.00000000000000000E0));
+#258=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#259=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#260=AXIS2_PLACEMENT_3D('',#257,#258,#259);
+#261=PLANE('',#260);
+#262=CARTESIAN_POINT('',(3.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#263=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#264=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#265=AXIS2_PLACEMENT_3D('',#262,#263,#264);
+#266=PLANE('',#265);
+#267=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-3.00000000000000000E0));
+#268=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#269=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#270=AXIS2_PLACEMENT_3D('',#267,#268,#269);
+#271=PLANE('',#270);
+#272=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#273=DIRECTION('',(-0.00000000000000000E0,-1.00000000000000000E0,-0.00000000000000000E0));
+#274=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#275=AXIS2_PLACEMENT_3D('',#272,#273,#274);
+#276=PLANE('',#275);
+#277=CARTESIAN_POINT('',(3.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#278=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#279=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#280=AXIS2_PLACEMENT_3D('',#277,#278,#279);
+#281=PLANE('',#280);
+#282=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-3.00000000000000000E0));
+#283=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#284=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#285=AXIS2_PLACEMENT_3D('',#282,#283,#284);
+#286=PLANE('',#285);
+#287=CARTESIAN_POINT('',(3.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#288=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#289=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#290=AXIS2_PLACEMENT_3D('',#287,#288,#289);
+#291=PLANE('',#290);
+#292=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-3.00000000000000000E0));
+#293=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#294=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#295=AXIS2_PLACEMENT_3D('',#292,#293,#294);
+#296=PLANE('',#295);
+#297=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E0,0.00000000000000000E0));
+#298=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#299=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#300=AXIS2_PLACEMENT_3D('',#297,#298,#299);
+#301=PLANE('',#300);
+#302=CARTESIAN_POINT('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#303=VERTEX_POINT('',#302);
+#304=CARTESIAN_POINT('',(0.00000000000000000E0,1.00000000000000000E0,-1.00000000000000000E0));
+#305=VERTEX_POINT('',#304);
+#306=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#307=VERTEX_POINT('',#306);
+#308=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#309=VERTEX_POINT('',#308);
+#310=CARTESIAN_POINT('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#311=VERTEX_POINT('',#310);
+#312=CARTESIAN_POINT('',(1.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#313=VERTEX_POINT('',#312);
+#314=CARTESIAN_POINT('',(1.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#315=VERTEX_POINT('',#314);
+#316=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E0,0.00000000000000000E0));
+#317=VERTEX_POINT('',#316);
+#318=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E0,-1.00000000000000000E0));
+#319=VERTEX_POINT('',#318);
+#320=CARTESIAN_POINT('',(1.00000000000000000E0,2.00000000000000000E0,0.00000000000000000E0));
+#321=VERTEX_POINT('',#320);
+#322=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E0,0.00000000000000000E0));
+#323=VERTEX_POINT('',#322);
+#324=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E0,-1.00000000000000000E0));
+#325=VERTEX_POINT('',#324);
+#326=CARTESIAN_POINT('',(1.00000000000000000E0,3.00000000000000000E0,0.00000000000000000E0));
+#327=VERTEX_POINT('',#326);
+#328=CARTESIAN_POINT('',(1.00000000000000000E0,3.00000000000000000E0,-1.00000000000000000E0));
+#329=VERTEX_POINT('',#328);
+#330=CARTESIAN_POINT('',(0.00000000000000000E0,1.00000000000000000E0,-2.00000000000000000E0));
+#331=VERTEX_POINT('',#330);
+#332=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-2.00000000000000000E0));
+#333=VERTEX_POINT('',#332);
+#334=CARTESIAN_POINT('',(1.00000000000000000E0,0.00000000000000000E0,-2.00000000000000000E0));
+#335=VERTEX_POINT('',#334);
+#336=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E0,-2.00000000000000000E0));
+#337=VERTEX_POINT('',#336);
+#338=CARTESIAN_POINT('',(1.00000000000000000E0,1.00000000000000000E0,-1.00000000000000000E0));
+#339=VERTEX_POINT('',#338);
+#340=CARTESIAN_POINT('',(1.00000000000000000E0,1.00000000000000000E0,-2.00000000000000000E0));
+#341=VERTEX_POINT('',#340);
+#342=CARTESIAN_POINT('',(1.00000000000000000E0,2.00000000000000000E0,-2.00000000000000000E0));
+#343=VERTEX_POINT('',#342);
+#344=CARTESIAN_POINT('',(1.00000000000000000E0,2.00000000000000000E0,-1.00000000000000000E0));
+#345=VERTEX_POINT('',#344);
+#346=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E0,-2.00000000000000000E0));
+#347=VERTEX_POINT('',#346);
+#348=CARTESIAN_POINT('',(1.00000000000000000E0,3.00000000000000000E0,-2.00000000000000000E0));
+#349=VERTEX_POINT('',#348);
+#350=CARTESIAN_POINT('',(0.00000000000000000E0,1.00000000000000000E0,-3.00000000000000000E0));
+#351=VERTEX_POINT('',#350);
+#352=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-3.00000000000000000E0));
+#353=VERTEX_POINT('',#352);
+#354=CARTESIAN_POINT('',(1.00000000000000000E0,1.00000000000000000E0,-3.00000000000000000E0));
+#355=VERTEX_POINT('',#354);
+#356=CARTESIAN_POINT('',(1.00000000000000000E0,0.00000000000000000E0,-3.00000000000000000E0));
+#357=VERTEX_POINT('',#356);
+#358=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E0,-3.00000000000000000E0));
+#359=VERTEX_POINT('',#358);
+#360=CARTESIAN_POINT('',(1.00000000000000000E0,2.00000000000000000E0,-3.00000000000000000E0));
+#361=VERTEX_POINT('',#360);
+#362=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E0,-3.00000000000000000E0));
+#363=VERTEX_POINT('',#362);
+#364=CARTESIAN_POINT('',(1.00000000000000000E0,3.00000000000000000E0,-3.00000000000000000E0));
+#365=VERTEX_POINT('',#364);
+#366=CARTESIAN_POINT('',(2.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#367=VERTEX_POINT('',#366);
+#368=CARTESIAN_POINT('',(2.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#369=VERTEX_POINT('',#368);
+#370=CARTESIAN_POINT('',(2.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#371=VERTEX_POINT('',#370);
+#372=CARTESIAN_POINT('',(2.00000000000000000E0,2.00000000000000000E0,0.00000000000000000E0));
+#373=VERTEX_POINT('',#372);
+#374=CARTESIAN_POINT('',(2.00000000000000000E0,2.00000000000000000E0,-1.00000000000000000E0));
+#375=VERTEX_POINT('',#374);
+#376=CARTESIAN_POINT('',(2.00000000000000000E0,1.00000000000000000E0,-1.00000000000000000E0));
+#377=VERTEX_POINT('',#376);
+#378=CARTESIAN_POINT('',(2.00000000000000000E0,3.00000000000000000E0,0.00000000000000000E0));
+#379=VERTEX_POINT('',#378);
+#380=CARTESIAN_POINT('',(2.00000000000000000E0,3.00000000000000000E0,-1.00000000000000000E0));
+#381=VERTEX_POINT('',#380);
+#382=CARTESIAN_POINT('',(2.00000000000000000E0,0.00000000000000000E0,-2.00000000000000000E0));
+#383=VERTEX_POINT('',#382);
+#384=CARTESIAN_POINT('',(2.00000000000000000E0,1.00000000000000000E0,-2.00000000000000000E0));
+#385=VERTEX_POINT('',#384);
+#386=CARTESIAN_POINT('',(2.00000000000000000E0,2.00000000000000000E0,-2.00000000000000000E0));
+#387=VERTEX_POINT('',#386);
+#388=CARTESIAN_POINT('',(2.00000000000000000E0,3.00000000000000000E0,-2.00000000000000000E0));
+#389=VERTEX_POINT('',#388);
+#390=CARTESIAN_POINT('',(2.00000000000000000E0,1.00000000000000000E0,-3.00000000000000000E0));
+#391=VERTEX_POINT('',#390);
+#392=CARTESIAN_POINT('',(2.00000000000000000E0,0.00000000000000000E0,-3.00000000000000000E0));
+#393=VERTEX_POINT('',#392);
+#394=CARTESIAN_POINT('',(2.00000000000000000E0,2.00000000000000000E0,-3.00000000000000000E0));
+#395=VERTEX_POINT('',#394);
+#396=CARTESIAN_POINT('',(2.00000000000000000E0,3.00000000000000000E0,-3.00000000000000000E0));
+#397=VERTEX_POINT('',#396);
+#398=CARTESIAN_POINT('',(3.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#399=VERTEX_POINT('',#398);
+#400=CARTESIAN_POINT('',(3.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#401=VERTEX_POINT('',#400);
+#402=CARTESIAN_POINT('',(3.00000000000000000E0,1.00000000000000000E0,-1.00000000000000000E0));
+#403=VERTEX_POINT('',#402);
+#404=CARTESIAN_POINT('',(3.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#405=VERTEX_POINT('',#404);
+#406=CARTESIAN_POINT('',(3.00000000000000000E0,2.00000000000000000E0,-1.00000000000000000E0));
+#407=VERTEX_POINT('',#406);
+#408=CARTESIAN_POINT('',(3.00000000000000000E0,2.00000000000000000E0,0.00000000000000000E0));
+#409=VERTEX_POINT('',#408);
+#410=CARTESIAN_POINT('',(3.00000000000000000E0,3.00000000000000000E0,-1.00000000000000000E0));
+#411=VERTEX_POINT('',#410);
+#412=CARTESIAN_POINT('',(3.00000000000000000E0,3.00000000000000000E0,0.00000000000000000E0));
+#413=VERTEX_POINT('',#412);
+#414=CARTESIAN_POINT('',(3.00000000000000000E0,0.00000000000000000E0,-2.00000000000000000E0));
+#415=VERTEX_POINT('',#414);
+#416=CARTESIAN_POINT('',(3.00000000000000000E0,1.00000000000000000E0,-2.00000000000000000E0));
+#417=VERTEX_POINT('',#416);
+#418=CARTESIAN_POINT('',(3.00000000000000000E0,2.00000000000000000E0,-2.00000000000000000E0));
+#419=VERTEX_POINT('',#418);
+#420=CARTESIAN_POINT('',(3.00000000000000000E0,3.00000000000000000E0,-2.00000000000000000E0));
+#421=VERTEX_POINT('',#420);
+#422=CARTESIAN_POINT('',(3.00000000000000000E0,0.00000000000000000E0,-3.00000000000000000E0));
+#423=VERTEX_POINT('',#422);
+#424=CARTESIAN_POINT('',(3.00000000000000000E0,1.00000000000000000E0,-3.00000000000000000E0));
+#425=VERTEX_POINT('',#424);
+#426=CARTESIAN_POINT('',(3.00000000000000000E0,2.00000000000000000E0,-3.00000000000000000E0));
+#427=VERTEX_POINT('',#426);
+#428=CARTESIAN_POINT('',(3.00000000000000000E0,3.00000000000000000E0,-3.00000000000000000E0));
+#429=VERTEX_POINT('',#428);
+#430=CARTESIAN_POINT('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#431=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#432=VECTOR('',#431,1.00000000000000000E0);
+#433=LINE('',#430,#432);
+#434=CARTESIAN_POINT('',(1.00000000000000000E0,0.00000000000000000E0));
+#435=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#436=VECTOR('',#435,1.00000000000000000E0);
+#437=LINE('',#434,#436);
+#438=DEFINITIONAL_REPRESENTATION('',(#437),#1);
+#439=PCURVE('',#6,#438);
+#440=CARTESIAN_POINT('',(1.00000000000000000E0,0.00000000000000000E0));
+#441=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#442=VECTOR('',#441,1.00000000000000000E0);
+#443=LINE('',#440,#442);
+#444=DEFINITIONAL_REPRESENTATION('',(#443),#1);
+#445=PCURVE('',#21,#444);
+#446=SURFACE_CURVE('',#433,(#439,#445),.CURVE_3D.);
+#447=EDGE_CURVE('',#303,#305,#446,.T.);
+#448=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#449=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#450=VECTOR('',#449,1.00000000000000000E0);
+#451=LINE('',#448,#450);
+#452=CARTESIAN_POINT('',(0.00000000000000000E0,1.00000000000000000E0));
+#453=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#454=VECTOR('',#453,1.00000000000000000E0);
+#455=LINE('',#452,#454);
+#456=DEFINITIONAL_REPRESENTATION('',(#455),#1);
+#457=PCURVE('',#6,#456);
+#458=CARTESIAN_POINT('',(0.00000000000000000E0,1.00000000000000000E0));
+#459=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#460=VECTOR('',#459,1.00000000000000000E0);
+#461=LINE('',#458,#460);
+#462=DEFINITIONAL_REPRESENTATION('',(#461),#1);
+#463=PCURVE('',#46,#462);
+#464=SURFACE_CURVE('',#451,(#457,#463),.CURVE_3D.);
+#465=EDGE_CURVE('',#307,#305,#464,.T.);
+#466=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#467=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#468=VECTOR('',#467,1.00000000000000000E0);
+#469=LINE('',#466,#468);
+#470=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#471=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#472=VECTOR('',#471,1.00000000000000000E0);
+#473=LINE('',#470,#472);
+#474=DEFINITIONAL_REPRESENTATION('',(#473),#1);
+#475=PCURVE('',#6,#474);
+#476=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#477=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#478=VECTOR('',#477,1.00000000000000000E0);
+#479=LINE('',#476,#478);
+#480=DEFINITIONAL_REPRESENTATION('',(#479),#1);
+#481=PCURVE('',#16,#480);
+#482=SURFACE_CURVE('',#469,(#475,#481),.CURVE_3D.);
+#483=EDGE_CURVE('',#309,#307,#482,.T.);
+#484=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#485=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#486=VECTOR('',#485,1.00000000000000000E0);
+#487=LINE('',#484,#486);
+#488=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#489=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#490=VECTOR('',#489,1.00000000000000000E0);
+#491=LINE('',#488,#490);
+#492=DEFINITIONAL_REPRESENTATION('',(#491),#1);
+#493=PCURVE('',#6,#492);
+#494=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#495=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#496=VECTOR('',#495,1.00000000000000000E0);
+#497=LINE('',#494,#496);
+#498=DEFINITIONAL_REPRESENTATION('',(#497),#1);
+#499=PCURVE('',#11,#498);
+#500=SURFACE_CURVE('',#487,(#493,#499),.CURVE_3D.);
+#501=EDGE_CURVE('',#309,#303,#500,.T.);
+#502=CARTESIAN_POINT('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#503=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#504=VECTOR('',#503,1.00000000000000000E0);
+#505=LINE('',#502,#504);
+#506=CARTESIAN_POINT('',(1.00000000000000000E0,0.00000000000000000E0));
+#507=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#508=VECTOR('',#507,1.00000000000000000E0);
+#509=LINE('',#506,#508);
+#510=DEFINITIONAL_REPRESENTATION('',(#509),#1);
+#511=PCURVE('',#11,#510);
+#512=CARTESIAN_POINT('',(1.00000000000000000E0,0.00000000000000000E0));
+#513=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#514=VECTOR('',#513,1.00000000000000000E0);
+#515=LINE('',#512,#514);
+#516=DEFINITIONAL_REPRESENTATION('',(#515),#1);
+#517=PCURVE('',#116,#516);
+#518=SURFACE_CURVE('',#505,(#511,#517),.CURVE_3D.);
+#519=EDGE_CURVE('',#311,#313,#518,.T.);
+#520=CARTESIAN_POINT('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#521=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#522=VECTOR('',#521,1.00000000000000000E0);
+#523=LINE('',#520,#522);
+#524=CARTESIAN_POINT('',(0.00000000000000000E0,1.00000000000000000E0));
+#525=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#526=VECTOR('',#525,1.00000000000000000E0);
+#527=LINE('',#524,#526);
+#528=DEFINITIONAL_REPRESENTATION('',(#527),#1);
+#529=PCURVE('',#11,#528);
+#530=CARTESIAN_POINT('',(0.00000000000000000E0,1.00000000000000000E0));
+#531=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#532=VECTOR('',#531,1.00000000000000000E0);
+#533=LINE('',#530,#532);
+#534=DEFINITIONAL_REPRESENTATION('',(#533),#1);
+#535=PCURVE('',#26,#534);
+#536=SURFACE_CURVE('',#523,(#529,#535),.CURVE_3D.);
+#537=EDGE_CURVE('',#303,#313,#536,.T.);
+#538=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#539=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#540=VECTOR('',#539,1.00000000000000000E0);
+#541=LINE('',#538,#540);
+#542=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#543=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#544=VECTOR('',#543,1.00000000000000000E0);
+#545=LINE('',#542,#544);
+#546=DEFINITIONAL_REPRESENTATION('',(#545),#1);
+#547=PCURVE('',#11,#546);
+#548=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#549=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#550=VECTOR('',#549,1.00000000000000000E0);
+#551=LINE('',#548,#550);
+#552=DEFINITIONAL_REPRESENTATION('',(#551),#1);
+#553=PCURVE('',#16,#552);
+#554=SURFACE_CURVE('',#541,(#547,#553),.CURVE_3D.);
+#555=EDGE_CURVE('',#309,#311,#554,.T.);
+#556=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#557=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#558=VECTOR('',#557,1.00000000000000000E0);
+#559=LINE('',#556,#558);
+#560=CARTESIAN_POINT('',(1.00000000000000000E0,0.00000000000000000E0));
+#561=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#562=VECTOR('',#561,1.00000000000000000E0);
+#563=LINE('',#560,#562);
+#564=DEFINITIONAL_REPRESENTATION('',(#563),#1);
+#565=PCURVE('',#16,#564);
+#566=CARTESIAN_POINT('',(1.00000000000000000E0,0.00000000000000000E0));
+#567=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#568=VECTOR('',#567,1.00000000000000000E0);
+#569=LINE('',#566,#568);
+#570=DEFINITIONAL_REPRESENTATION('',(#569),#1);
+#571=PCURVE('',#51,#570);
+#572=SURFACE_CURVE('',#559,(#565,#571),.CURVE_3D.);
+#573=EDGE_CURVE('',#307,#315,#572,.T.);
+#574=CARTESIAN_POINT('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#575=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#576=VECTOR('',#575,1.00000000000000000E0);
+#577=LINE('',#574,#576);
+#578=CARTESIAN_POINT('',(0.00000000000000000E0,1.00000000000000000E0));
+#579=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#580=VECTOR('',#579,1.00000000000000000E0);
+#581=LINE('',#578,#580);
+#582=DEFINITIONAL_REPRESENTATION('',(#581),#1);
+#583=PCURVE('',#16,#582);
+#584=CARTESIAN_POINT('',(0.00000000000000000E0,1.00000000000000000E0));
+#585=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#586=VECTOR('',#585,1.00000000000000000E0);
+#587=LINE('',#584,#586);
+#588=DEFINITIONAL_REPRESENTATION('',(#587),#1);
+#589=PCURVE('',#121,#588);
+#590=SURFACE_CURVE('',#577,(#583,#589),.CURVE_3D.);
+#591=EDGE_CURVE('',#311,#315,#590,.T.);
+#592=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E0,0.00000000000000000E0));
+#593=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#594=VECTOR('',#593,1.00000000000000000E0);
+#595=LINE('',#592,#594);
+#596=CARTESIAN_POINT('',(2.00000000000000000E0,0.00000000000000000E0));
+#597=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#598=VECTOR('',#597,1.00000000000000000E0);
+#599=LINE('',#596,#598);
+#600=DEFINITIONAL_REPRESENTATION('',(#599),#1);
+#601=PCURVE('',#21,#600);
+#602=CARTESIAN_POINT('',(2.00000000000000000E0,0.00000000000000000E0));
+#603=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#604=VECTOR('',#603,1.00000000000000000E0);
+#605=LINE('',#602,#604);
+#606=DEFINITIONAL_REPRESENTATION('',(#605),#1);
+#607=PCURVE('',#31,#606);
+#608=SURFACE_CURVE('',#595,(#601,#607),.CURVE_3D.);
+#609=EDGE_CURVE('',#317,#319,#608,.T.);
+#610=CARTESIAN_POINT('',(0.00000000000000000E0,1.00000000000000000E0,-1.00000000000000000E0));
+#611=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#612=VECTOR('',#611,1.00000000000000000E0);
+#613=LINE('',#610,#612);
+#614=CARTESIAN_POINT('',(1.00000000000000000E0,1.00000000000000000E0));
+#615=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#616=VECTOR('',#615,1.00000000000000000E0);
+#617=LINE('',#614,#616);
+#618=DEFINITIONAL_REPRESENTATION('',(#617),#1);
+#619=PCURVE('',#21,#618);
+#620=CARTESIAN_POINT('',(1.00000000000000000E0,1.00000000000000000E0));
+#621=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#622=VECTOR('',#621,1.00000000000000000E0);
+#623=LINE('',#620,#622);
+#624=DEFINITIONAL_REPRESENTATION('',(#623),#1);
+#625=PCURVE('',#56,#624);
+#626=SURFACE_CURVE('',#613,(#619,#625),.CURVE_3D.);
+#627=EDGE_CURVE('',#305,#319,#626,.T.);
+#628=CARTESIAN_POINT('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#629=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#630=VECTOR('',#629,1.00000000000000000E0);
+#631=LINE('',#628,#630);
+#632=CARTESIAN_POINT('',(1.00000000000000000E0,0.00000000000000000E0));
+#633=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#634=VECTOR('',#633,1.00000000000000000E0);
+#635=LINE('',#632,#634);
+#636=DEFINITIONAL_REPRESENTATION('',(#635),#1);
+#637=PCURVE('',#21,#636);
+#638=CARTESIAN_POINT('',(0.00000000000000000E0,1.00000000000000000E0));
+#639=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#640=VECTOR('',#639,1.00000000000000000E0);
+#641=LINE('',#638,#640);
+#642=DEFINITIONAL_REPRESENTATION('',(#641),#1);
+#643=PCURVE('',#26,#642);
+#644=SURFACE_CURVE('',#631,(#637,#643),.CURVE_3D.);
+#645=EDGE_CURVE('',#303,#317,#644,.T.);
+#646=CARTESIAN_POINT('',(1.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#647=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#648=VECTOR('',#647,1.00000000000000000E0);
+#649=LINE('',#646,#648);
+#650=CARTESIAN_POINT('',(1.00000000000000000E0,1.00000000000000000E0));
+#651=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#652=VECTOR('',#651,1.00000000000000000E0);
+#653=LINE('',#650,#652);
+#654=DEFINITIONAL_REPRESENTATION('',(#653),#1);
+#655=PCURVE('',#26,#654);
+#656=CARTESIAN_POINT('',(1.00000000000000000E0,1.00000000000000000E0));
+#657=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#658=VECTOR('',#657,1.00000000000000000E0);
+#659=LINE('',#656,#658);
+#660=DEFINITIONAL_REPRESENTATION('',(#659),#1);
+#661=PCURVE('',#126,#660);
+#662=SURFACE_CURVE('',#649,(#655,#661),.CURVE_3D.);
+#663=EDGE_CURVE('',#313,#321,#662,.T.);
+#664=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E0,0.00000000000000000E0));
+#665=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#666=VECTOR('',#665,1.00000000000000000E0);
+#667=LINE('',#664,#666);
+#668=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E0));
+#669=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#670=VECTOR('',#669,1.00000000000000000E0);
+#671=LINE('',#668,#670);
+#672=DEFINITIONAL_REPRESENTATION('',(#671),#1);
+#673=PCURVE('',#26,#672);
+#674=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E0));
+#675=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#676=VECTOR('',#675,1.00000000000000000E0);
+#677=LINE('',#674,#676);
+#678=DEFINITIONAL_REPRESENTATION('',(#677),#1);
+#679=PCURVE('',#36,#678);
+#680=SURFACE_CURVE('',#667,(#673,#679),.CURVE_3D.);
+#681=EDGE_CURVE('',#317,#321,#680,.T.);
+#682=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E0,0.00000000000000000E0));
+#683=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#684=VECTOR('',#683,1.00000000000000000E0);
+#685=LINE('',#682,#684);
+#686=CARTESIAN_POINT('',(3.00000000000000000E0,0.00000000000000000E0));
+#687=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#688=VECTOR('',#687,1.00000000000000000E0);
+#689=LINE('',#686,#688);
+#690=DEFINITIONAL_REPRESENTATION('',(#689),#1);
+#691=PCURVE('',#31,#690);
+#692=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#693=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#694=VECTOR('',#693,1.00000000000000000E0);
+#695=LINE('',#692,#694);
+#696=DEFINITIONAL_REPRESENTATION('',(#695),#1);
+#697=PCURVE('',#41,#696);
+#698=SURFACE_CURVE('',#685,(#691,#697),.CURVE_3D.);
+#699=EDGE_CURVE('',#323,#325,#698,.T.);
+#700=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E0,-1.00000000000000000E0));
+#701=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#702=VECTOR('',#701,1.00000000000000000E0);
+#703=LINE('',#700,#702);
+#704=CARTESIAN_POINT('',(2.00000000000000000E0,1.00000000000000000E0));
+#705=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#706=VECTOR('',#705,1.00000000000000000E0);
+#707=LINE('',#704,#706);
+#708=DEFINITIONAL_REPRESENTATION('',(#707),#1);
+#709=PCURVE('',#31,#708);
+#710=CARTESIAN_POINT('',(2.00000000000000000E0,1.00000000000000000E0));
+#711=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#712=VECTOR('',#711,1.00000000000000000E0);
+#713=LINE('',#710,#712);
+#714=DEFINITIONAL_REPRESENTATION('',(#713),#1);
+#715=PCURVE('',#66,#714);
+#716=SURFACE_CURVE('',#703,(#709,#715),.CURVE_3D.);
+#717=EDGE_CURVE('',#319,#325,#716,.T.);
+#718=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E0,0.00000000000000000E0));
+#719=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#720=VECTOR('',#719,1.00000000000000000E0);
+#721=LINE('',#718,#720);
+#722=CARTESIAN_POINT('',(2.00000000000000000E0,0.00000000000000000E0));
+#723=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#724=VECTOR('',#723,1.00000000000000000E0);
+#725=LINE('',#722,#724);
+#726=DEFINITIONAL_REPRESENTATION('',(#725),#1);
+#727=PCURVE('',#31,#726);
+#728=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E0));
+#729=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#730=VECTOR('',#729,1.00000000000000000E0);
+#731=LINE('',#728,#730);
+#732=DEFINITIONAL_REPRESENTATION('',(#731),#1);
+#733=PCURVE('',#36,#732);
+#734=SURFACE_CURVE('',#721,(#727,#733),.CURVE_3D.);
+#735=EDGE_CURVE('',#317,#323,#734,.T.);
+#736=CARTESIAN_POINT('',(1.00000000000000000E0,2.00000000000000000E0,0.00000000000000000E0));
+#737=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#738=VECTOR('',#737,1.00000000000000000E0);
+#739=LINE('',#736,#738);
+#740=CARTESIAN_POINT('',(1.00000000000000000E0,2.00000000000000000E0));
+#741=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#742=VECTOR('',#741,1.00000000000000000E0);
+#743=LINE('',#740,#742);
+#744=DEFINITIONAL_REPRESENTATION('',(#743),#1);
+#745=PCURVE('',#36,#744);
+#746=CARTESIAN_POINT('',(1.00000000000000000E0,2.00000000000000000E0));
+#747=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#748=VECTOR('',#747,1.00000000000000000E0);
+#749=LINE('',#746,#748);
+#750=DEFINITIONAL_REPRESENTATION('',(#749),#1);
+#751=PCURVE('',#136,#750);
+#752=SURFACE_CURVE('',#739,(#745,#751),.CURVE_3D.);
+#753=EDGE_CURVE('',#321,#327,#752,.T.);
+#754=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E0,0.00000000000000000E0));
+#755=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#756=VECTOR('',#755,1.00000000000000000E0);
+#757=LINE('',#754,#756);
+#758=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E0));
+#759=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#760=VECTOR('',#759,1.00000000000000000E0);
+#761=LINE('',#758,#760);
+#762=DEFINITIONAL_REPRESENTATION('',(#761),#1);
+#763=PCURVE('',#36,#762);
+#764=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#765=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#766=VECTOR('',#765,1.00000000000000000E0);
+#767=LINE('',#764,#766);
+#768=DEFINITIONAL_REPRESENTATION('',(#767),#1);
+#769=PCURVE('',#41,#768);
+#770=SURFACE_CURVE('',#757,(#763,#769),.CURVE_3D.);
+#771=EDGE_CURVE('',#323,#327,#770,.T.);
+#772=CARTESIAN_POINT('',(1.00000000000000000E0,3.00000000000000000E0,0.00000000000000000E0));
+#773=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#774=VECTOR('',#773,1.00000000000000000E0);
+#775=LINE('',#772,#774);
+#776=CARTESIAN_POINT('',(1.00000000000000000E0,0.00000000000000000E0));
+#777=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#778=VECTOR('',#777,1.00000000000000000E0);
+#779=LINE('',#776,#778);
+#780=DEFINITIONAL_REPRESENTATION('',(#779),#1);
+#781=PCURVE('',#41,#780);
+#782=CARTESIAN_POINT('',(1.00000000000000000E0,0.00000000000000000E0));
+#783=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#784=VECTOR('',#783,1.00000000000000000E0);
+#785=LINE('',#782,#784);
+#786=DEFINITIONAL_REPRESENTATION('',(#785),#1);
+#787=PCURVE('',#141,#786);
+#788=SURFACE_CURVE('',#775,(#781,#787),.CURVE_3D.);
+#789=EDGE_CURVE('',#327,#329,#788,.T.);
+#790=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E0,-1.00000000000000000E0));
+#791=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#792=VECTOR('',#791,1.00000000000000000E0);
+#793=LINE('',#790,#792);
+#794=CARTESIAN_POINT('',(0.00000000000000000E0,1.00000000000000000E0));
+#795=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#796=VECTOR('',#795,1.00000000000000000E0);
+#797=LINE('',#794,#796);
+#798=DEFINITIONAL_REPRESENTATION('',(#797),#1);
+#799=PCURVE('',#41,#798);
+#800=CARTESIAN_POINT('',(0.00000000000000000E0,1.00000000000000000E0));
+#801=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#802=VECTOR('',#801,1.00000000000000000E0);
+#803=LINE('',#800,#802);
+#804=DEFINITIONAL_REPRESENTATION('',(#803),#1);
+#805=PCURVE('',#71,#804);
+#806=SURFACE_CURVE('',#793,(#799,#805),.CURVE_3D.);
+#807=EDGE_CURVE('',#325,#329,#806,.T.);
+#808=CARTESIAN_POINT('',(0.00000000000000000E0,1.00000000000000000E0,-1.00000000000000000E0));
+#809=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#810=VECTOR('',#809,1.00000000000000000E0);
+#811=LINE('',#808,#810);
+#812=CARTESIAN_POINT('',(1.00000000000000000E0,1.00000000000000000E0));
+#813=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#814=VECTOR('',#813,1.00000000000000000E0);
+#815=LINE('',#812,#814);
+#816=DEFINITIONAL_REPRESENTATION('',(#815),#1);
+#817=PCURVE('',#46,#816);
+#818=CARTESIAN_POINT('',(1.00000000000000000E0,1.00000000000000000E0));
+#819=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#820=VECTOR('',#819,1.00000000000000000E0);
+#821=LINE('',#818,#820);
+#822=DEFINITIONAL_REPRESENTATION('',(#821),#1);
+#823=PCURVE('',#56,#822);
+#824=SURFACE_CURVE('',#811,(#817,#823),.CURVE_3D.);
+#825=EDGE_CURVE('',#305,#331,#824,.T.);
+#826=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-2.00000000000000000E0));
+#827=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#828=VECTOR('',#827,1.00000000000000000E0);
+#829=LINE('',#826,#828);
+#830=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E0));
+#831=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#832=VECTOR('',#831,1.00000000000000000E0);
+#833=LINE('',#830,#832);
+#834=DEFINITIONAL_REPRESENTATION('',(#833),#1);
+#835=PCURVE('',#46,#834);
+#836=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E0));
+#837=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#838=VECTOR('',#837,1.00000000000000000E0);
+#839=LINE('',#836,#838);
+#840=DEFINITIONAL_REPRESENTATION('',(#839),#1);
+#841=PCURVE('',#76,#840);
+#842=SURFACE_CURVE('',#829,(#835,#841),.CURVE_3D.);
+#843=EDGE_CURVE('',#333,#331,#842,.T.);
+#844=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#845=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#846=VECTOR('',#845,1.00000000000000000E0);
+#847=LINE('',#844,#846);
+#848=CARTESIAN_POINT('',(0.00000000000000000E0,1.00000000000000000E0));
+#849=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#850=VECTOR('',#849,1.00000000000000000E0);
+#851=LINE('',#848,#850);
+#852=DEFINITIONAL_REPRESENTATION('',(#851),#1);
+#853=PCURVE('',#46,#852);
+#854=CARTESIAN_POINT('',(1.00000000000000000E0,0.00000000000000000E0));
+#855=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#856=VECTOR('',#855,1.00000000000000000E0);
+#857=LINE('',#854,#856);
+#858=DEFINITIONAL_REPRESENTATION('',(#857),#1);
+#859=PCURVE('',#51,#858);
+#860=SURFACE_CURVE('',#847,(#853,#859),.CURVE_3D.);
+#861=EDGE_CURVE('',#307,#333,#860,.T.);
+#862=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-2.00000000000000000E0));
+#863=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#864=VECTOR('',#863,1.00000000000000000E0);
+#865=LINE('',#862,#864);
+#866=CARTESIAN_POINT('',(2.00000000000000000E0,0.00000000000000000E0));
+#867=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#868=VECTOR('',#867,1.00000000000000000E0);
+#869=LINE('',#866,#868);
+#870=DEFINITIONAL_REPRESENTATION('',(#869),#1);
+#871=PCURVE('',#51,#870);
+#872=CARTESIAN_POINT('',(2.00000000000000000E0,0.00000000000000000E0));
+#873=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#874=VECTOR('',#873,1.00000000000000000E0);
+#875=LINE('',#872,#874);
+#876=DEFINITIONAL_REPRESENTATION('',(#875),#1);
+#877=PCURVE('',#86,#876);
+#878=SURFACE_CURVE('',#865,(#871,#877),.CURVE_3D.);
+#879=EDGE_CURVE('',#333,#335,#878,.T.);
+#880=CARTESIAN_POINT('',(1.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#881=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#882=VECTOR('',#881,1.00000000000000000E0);
+#883=LINE('',#880,#882);
+#884=CARTESIAN_POINT('',(1.00000000000000000E0,1.00000000000000000E0));
+#885=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#886=VECTOR('',#885,1.00000000000000000E0);
+#887=LINE('',#884,#886);
+#888=DEFINITIONAL_REPRESENTATION('',(#887),#1);
+#889=PCURVE('',#51,#888);
+#890=CARTESIAN_POINT('',(1.00000000000000000E0,1.00000000000000000E0));
+#891=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#892=VECTOR('',#891,1.00000000000000000E0);
+#893=LINE('',#890,#892);
+#894=DEFINITIONAL_REPRESENTATION('',(#893),#1);
+#895=PCURVE('',#146,#894);
+#896=SURFACE_CURVE('',#883,(#889,#895),.CURVE_3D.);
+#897=EDGE_CURVE('',#315,#335,#896,.T.);
+#898=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E0,-1.00000000000000000E0));
+#899=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#900=VECTOR('',#899,1.00000000000000000E0);
+#901=LINE('',#898,#900);
+#902=CARTESIAN_POINT('',(2.00000000000000000E0,1.00000000000000000E0));
+#903=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#904=VECTOR('',#903,1.00000000000000000E0);
+#905=LINE('',#902,#904);
+#906=DEFINITIONAL_REPRESENTATION('',(#905),#1);
+#907=PCURVE('',#56,#906);
+#908=CARTESIAN_POINT('',(2.00000000000000000E0,1.00000000000000000E0));
+#909=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#910=VECTOR('',#909,1.00000000000000000E0);
+#911=LINE('',#908,#910);
+#912=DEFINITIONAL_REPRESENTATION('',(#911),#1);
+#913=PCURVE('',#66,#912);
+#914=SURFACE_CURVE('',#901,(#907,#913),.CURVE_3D.);
+#915=EDGE_CURVE('',#319,#337,#914,.T.);
+#916=CARTESIAN_POINT('',(0.00000000000000000E0,1.00000000000000000E0,-2.00000000000000000E0));
+#917=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#918=VECTOR('',#917,1.00000000000000000E0);
+#919=LINE('',#916,#918);
+#920=CARTESIAN_POINT('',(1.00000000000000000E0,2.00000000000000000E0));
+#921=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#922=VECTOR('',#921,1.00000000000000000E0);
+#923=LINE('',#920,#922);
+#924=DEFINITIONAL_REPRESENTATION('',(#923),#1);
+#925=PCURVE('',#56,#924);
+#926=CARTESIAN_POINT('',(1.00000000000000000E0,2.00000000000000000E0));
+#927=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#928=VECTOR('',#927,1.00000000000000000E0);
+#929=LINE('',#926,#928);
+#930=DEFINITIONAL_REPRESENTATION('',(#929),#1);
+#931=PCURVE('',#91,#930);
+#932=SURFACE_CURVE('',#919,(#925,#931),.CURVE_3D.);
+#933=EDGE_CURVE('',#331,#337,#932,.T.);
+#934=CARTESIAN_POINT('',(1.00000000000000000E0,1.00000000000000000E0,-1.00000000000000000E0));
+#935=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#936=VECTOR('',#935,1.00000000000000000E0);
+#937=LINE('',#934,#936);
+#938=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#939=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#940=VECTOR('',#939,1.00000000000000000E0);
+#941=LINE('',#938,#940);
+#942=DEFINITIONAL_REPRESENTATION('',(#941),#1);
+#943=PCURVE('',#61,#942);
+#944=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#945=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#946=VECTOR('',#945,1.00000000000000000E0);
+#947=LINE('',#944,#946);
+#948=DEFINITIONAL_REPRESENTATION('',(#947),#1);
+#949=PCURVE('',#151,#948);
+#950=SURFACE_CURVE('',#937,(#943,#949),.CURVE_3D.);
+#951=EDGE_CURVE('',#339,#341,#950,.T.);
+#952=CARTESIAN_POINT('',(1.00000000000000000E0,1.00000000000000000E0,-2.00000000000000000E0));
+#953=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#954=VECTOR('',#953,1.00000000000000000E0);
+#955=LINE('',#952,#954);
+#956=CARTESIAN_POINT('',(0.00000000000000000E0,1.00000000000000000E0));
+#957=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#958=VECTOR('',#957,1.00000000000000000E0);
+#959=LINE('',#956,#958);
+#960=DEFINITIONAL_REPRESENTATION('',(#959),#1);
+#961=PCURVE('',#61,#960);
+#962=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#963=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#964=VECTOR('',#963,1.00000000000000000E0);
+#965=LINE('',#962,#964);
+#966=DEFINITIONAL_REPRESENTATION('',(#965),#1);
+#967=PCURVE('',#176,#966);
+#968=SURFACE_CURVE('',#955,(#961,#967),.CURVE_3D.);
+#969=EDGE_CURVE('',#341,#343,#968,.T.);
+#970=CARTESIAN_POINT('',(1.00000000000000000E0,2.00000000000000000E0,-1.00000000000000000E0));
+#971=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#972=VECTOR('',#971,1.00000000000000000E0);
+#973=LINE('',#970,#972);
+#974=CARTESIAN_POINT('',(1.00000000000000000E0,0.00000000000000000E0));
+#975=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#976=VECTOR('',#975,1.00000000000000000E0);
+#977=LINE('',#974,#976);
+#978=DEFINITIONAL_REPRESENTATION('',(#977),#1);
+#979=PCURVE('',#61,#978);
+#980=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#981=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#982=VECTOR('',#981,1.00000000000000000E0);
+#983=LINE('',#980,#982);
+#984=DEFINITIONAL_REPRESENTATION('',(#983),#1);
+#985=PCURVE('',#156,#984);
+#986=SURFACE_CURVE('',#973,(#979,#985),.CURVE_3D.);
+#987=EDGE_CURVE('',#345,#343,#986,.T.);
+#988=CARTESIAN_POINT('',(1.00000000000000000E0,1.00000000000000000E0,-1.00000000000000000E0));
+#989=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#990=VECTOR('',#989,1.00000000000000000E0);
+#991=LINE('',#988,#990);
+#992=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#993=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#994=VECTOR('',#993,1.00000000000000000E0);
+#995=LINE('',#992,#994);
+#996=DEFINITIONAL_REPRESENTATION('',(#995),#1);
+#997=PCURVE('',#61,#996);
+#998=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#999=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1000=VECTOR('',#999,1.00000000000000000E0);
+#1001=LINE('',#998,#1000);
+#1002=DEFINITIONAL_REPRESENTATION('',(#1001),#1);
+#1003=PCURVE('',#131,#1002);
+#1004=SURFACE_CURVE('',#991,(#997,#1003),.CURVE_3D.);
+#1005=EDGE_CURVE('',#339,#345,#1004,.T.);
+#1006=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E0,-1.00000000000000000E0));
+#1007=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#1008=VECTOR('',#1007,1.00000000000000000E0);
+#1009=LINE('',#1006,#1008);
+#1010=CARTESIAN_POINT('',(3.00000000000000000E0,1.00000000000000000E0));
+#1011=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1012=VECTOR('',#1011,1.00000000000000000E0);
+#1013=LINE('',#1010,#1012);
+#1014=DEFINITIONAL_REPRESENTATION('',(#1013),#1);
+#1015=PCURVE('',#66,#1014);
+#1016=CARTESIAN_POINT('',(0.00000000000000000E0,1.00000000000000000E0));
+#1017=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1018=VECTOR('',#1017,1.00000000000000000E0);
+#1019=LINE('',#1016,#1018);
+#1020=DEFINITIONAL_REPRESENTATION('',(#1019),#1);
+#1021=PCURVE('',#71,#1020);
+#1022=SURFACE_CURVE('',#1009,(#1015,#1021),.CURVE_3D.);
+#1023=EDGE_CURVE('',#325,#347,#1022,.T.);
+#1024=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E0,-2.00000000000000000E0));
+#1025=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#1026=VECTOR('',#1025,1.00000000000000000E0);
+#1027=LINE('',#1024,#1026);
+#1028=CARTESIAN_POINT('',(2.00000000000000000E0,2.00000000000000000E0));
+#1029=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1030=VECTOR('',#1029,1.00000000000000000E0);
+#1031=LINE('',#1028,#1030);
+#1032=DEFINITIONAL_REPRESENTATION('',(#1031),#1);
+#1033=PCURVE('',#66,#1032);
+#1034=CARTESIAN_POINT('',(2.00000000000000000E0,2.00000000000000000E0));
+#1035=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1036=VECTOR('',#1035,1.00000000000000000E0);
+#1037=LINE('',#1034,#1036);
+#1038=DEFINITIONAL_REPRESENTATION('',(#1037),#1);
+#1039=PCURVE('',#101,#1038);
+#1040=SURFACE_CURVE('',#1027,(#1033,#1039),.CURVE_3D.);
+#1041=EDGE_CURVE('',#337,#347,#1040,.T.);
+#1042=CARTESIAN_POINT('',(1.00000000000000000E0,3.00000000000000000E0,-1.00000000000000000E0));
+#1043=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#1044=VECTOR('',#1043,1.00000000000000000E0);
+#1045=LINE('',#1042,#1044);
+#1046=CARTESIAN_POINT('',(1.00000000000000000E0,1.00000000000000000E0));
+#1047=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1048=VECTOR('',#1047,1.00000000000000000E0);
+#1049=LINE('',#1046,#1048);
+#1050=DEFINITIONAL_REPRESENTATION('',(#1049),#1);
+#1051=PCURVE('',#71,#1050);
+#1052=CARTESIAN_POINT('',(1.00000000000000000E0,1.00000000000000000E0));
+#1053=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1054=VECTOR('',#1053,1.00000000000000000E0);
+#1055=LINE('',#1052,#1054);
+#1056=DEFINITIONAL_REPRESENTATION('',(#1055),#1);
+#1057=PCURVE('',#161,#1056);
+#1058=SURFACE_CURVE('',#1045,(#1051,#1057),.CURVE_3D.);
+#1059=EDGE_CURVE('',#329,#349,#1058,.T.);
+#1060=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E0,-2.00000000000000000E0));
+#1061=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1062=VECTOR('',#1061,1.00000000000000000E0);
+#1063=LINE('',#1060,#1062);
+#1064=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E0));
+#1065=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1066=VECTOR('',#1065,1.00000000000000000E0);
+#1067=LINE('',#1064,#1066);
+#1068=DEFINITIONAL_REPRESENTATION('',(#1067),#1);
+#1069=PCURVE('',#71,#1068);
+#1070=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E0));
+#1071=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1072=VECTOR('',#1071,1.00000000000000000E0);
+#1073=LINE('',#1070,#1072);
+#1074=DEFINITIONAL_REPRESENTATION('',(#1073),#1);
+#1075=PCURVE('',#111,#1074);
+#1076=SURFACE_CURVE('',#1063,(#1069,#1075),.CURVE_3D.);
+#1077=EDGE_CURVE('',#347,#349,#1076,.T.);
+#1078=CARTESIAN_POINT('',(0.00000000000000000E0,1.00000000000000000E0,-2.00000000000000000E0));
+#1079=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#1080=VECTOR('',#1079,1.00000000000000000E0);
+#1081=LINE('',#1078,#1080);
+#1082=CARTESIAN_POINT('',(1.00000000000000000E0,2.00000000000000000E0));
+#1083=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1084=VECTOR('',#1083,1.00000000000000000E0);
+#1085=LINE('',#1082,#1084);
+#1086=DEFINITIONAL_REPRESENTATION('',(#1085),#1);
+#1087=PCURVE('',#76,#1086);
+#1088=CARTESIAN_POINT('',(1.00000000000000000E0,2.00000000000000000E0));
+#1089=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1090=VECTOR('',#1089,1.00000000000000000E0);
+#1091=LINE('',#1088,#1090);
+#1092=DEFINITIONAL_REPRESENTATION('',(#1091),#1);
+#1093=PCURVE('',#91,#1092);
+#1094=SURFACE_CURVE('',#1081,(#1087,#1093),.CURVE_3D.);
+#1095=EDGE_CURVE('',#331,#351,#1094,.T.);
+#1096=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-3.00000000000000000E0));
+#1097=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#1098=VECTOR('',#1097,1.00000000000000000E0);
+#1099=LINE('',#1096,#1098);
+#1100=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E0));
+#1101=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1102=VECTOR('',#1101,1.00000000000000000E0);
+#1103=LINE('',#1100,#1102);
+#1104=DEFINITIONAL_REPRESENTATION('',(#1103),#1);
+#1105=PCURVE('',#76,#1104);
+#1106=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#1107=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1108=VECTOR('',#1107,1.00000000000000000E0);
+#1109=LINE('',#1106,#1108);
+#1110=DEFINITIONAL_REPRESENTATION('',(#1109),#1);
+#1111=PCURVE('',#81,#1110);
+#1112=SURFACE_CURVE('',#1099,(#1105,#1111),.CURVE_3D.);
+#1113=EDGE_CURVE('',#353,#351,#1112,.T.);
+#1114=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-2.00000000000000000E0));
+#1115=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#1116=VECTOR('',#1115,1.00000000000000000E0);
+#1117=LINE('',#1114,#1116);
+#1118=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E0));
+#1119=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1120=VECTOR('',#1119,1.00000000000000000E0);
+#1121=LINE('',#1118,#1120);
+#1122=DEFINITIONAL_REPRESENTATION('',(#1121),#1);
+#1123=PCURVE('',#76,#1122);
+#1124=CARTESIAN_POINT('',(2.00000000000000000E0,0.00000000000000000E0));
+#1125=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1126=VECTOR('',#1125,1.00000000000000000E0);
+#1127=LINE('',#1124,#1126);
+#1128=DEFINITIONAL_REPRESENTATION('',(#1127),#1);
+#1129=PCURVE('',#86,#1128);
+#1130=SURFACE_CURVE('',#1117,(#1123,#1129),.CURVE_3D.);
+#1131=EDGE_CURVE('',#333,#353,#1130,.T.);
+#1132=CARTESIAN_POINT('',(0.00000000000000000E0,1.00000000000000000E0,-3.00000000000000000E0));
+#1133=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1134=VECTOR('',#1133,1.00000000000000000E0);
+#1135=LINE('',#1132,#1134);
+#1136=CARTESIAN_POINT('',(1.00000000000000000E0,0.00000000000000000E0));
+#1137=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1138=VECTOR('',#1137,1.00000000000000000E0);
+#1139=LINE('',#1136,#1138);
+#1140=DEFINITIONAL_REPRESENTATION('',(#1139),#1);
+#1141=PCURVE('',#81,#1140);
+#1142=CARTESIAN_POINT('',(1.00000000000000000E0,0.00000000000000000E0));
+#1143=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1144=VECTOR('',#1143,1.00000000000000000E0);
+#1145=LINE('',#1142,#1144);
+#1146=DEFINITIONAL_REPRESENTATION('',(#1145),#1);
+#1147=PCURVE('',#96,#1146);
+#1148=SURFACE_CURVE('',#1135,(#1141,#1147),.CURVE_3D.);
+#1149=EDGE_CURVE('',#351,#355,#1148,.T.);
+#1150=CARTESIAN_POINT('',(1.00000000000000000E0,0.00000000000000000E0,-3.00000000000000000E0));
+#1151=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#1152=VECTOR('',#1151,1.00000000000000000E0);
+#1153=LINE('',#1150,#1152);
+#1154=CARTESIAN_POINT('',(0.00000000000000000E0,1.00000000000000000E0));
+#1155=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1156=VECTOR('',#1155,1.00000000000000000E0);
+#1157=LINE('',#1154,#1156);
+#1158=DEFINITIONAL_REPRESENTATION('',(#1157),#1);
+#1159=PCURVE('',#81,#1158);
+#1160=CARTESIAN_POINT('',(0.00000000000000000E0,1.00000000000000000E0));
+#1161=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1162=VECTOR('',#1161,1.00000000000000000E0);
+#1163=LINE('',#1160,#1162);
+#1164=DEFINITIONAL_REPRESENTATION('',(#1163),#1);
+#1165=PCURVE('',#166,#1164);
+#1166=SURFACE_CURVE('',#1153,(#1159,#1165),.CURVE_3D.);
+#1167=EDGE_CURVE('',#357,#355,#1166,.T.);
+#1168=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-3.00000000000000000E0));
+#1169=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1170=VECTOR('',#1169,1.00000000000000000E0);
+#1171=LINE('',#1168,#1170);
+#1172=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#1173=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1174=VECTOR('',#1173,1.00000000000000000E0);
+#1175=LINE('',#1172,#1174);
+#1176=DEFINITIONAL_REPRESENTATION('',(#1175),#1);
+#1177=PCURVE('',#81,#1176);
+#1178=CARTESIAN_POINT('',(3.00000000000000000E0,0.00000000000000000E0));
+#1179=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1180=VECTOR('',#1179,1.00000000000000000E0);
+#1181=LINE('',#1178,#1180);
+#1182=DEFINITIONAL_REPRESENTATION('',(#1181),#1);
+#1183=PCURVE('',#86,#1182);
+#1184=SURFACE_CURVE('',#1171,(#1177,#1183),.CURVE_3D.);
+#1185=EDGE_CURVE('',#353,#357,#1184,.T.);
+#1186=CARTESIAN_POINT('',(1.00000000000000000E0,0.00000000000000000E0,-2.00000000000000000E0));
+#1187=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#1188=VECTOR('',#1187,1.00000000000000000E0);
+#1189=LINE('',#1186,#1188);
+#1190=CARTESIAN_POINT('',(2.00000000000000000E0,1.00000000000000000E0));
+#1191=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1192=VECTOR('',#1191,1.00000000000000000E0);
+#1193=LINE('',#1190,#1192);
+#1194=DEFINITIONAL_REPRESENTATION('',(#1193),#1);
+#1195=PCURVE('',#86,#1194);
+#1196=CARTESIAN_POINT('',(2.00000000000000000E0,1.00000000000000000E0));
+#1197=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1198=VECTOR('',#1197,1.00000000000000000E0);
+#1199=LINE('',#1196,#1198);
+#1200=DEFINITIONAL_REPRESENTATION('',(#1199),#1);
+#1201=PCURVE('',#171,#1200);
+#1202=SURFACE_CURVE('',#1189,(#1195,#1201),.CURVE_3D.);
+#1203=EDGE_CURVE('',#335,#357,#1202,.T.);
+#1204=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E0,-2.00000000000000000E0));
+#1205=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#1206=VECTOR('',#1205,1.00000000000000000E0);
+#1207=LINE('',#1204,#1206);
+#1208=CARTESIAN_POINT('',(2.00000000000000000E0,2.00000000000000000E0));
+#1209=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1210=VECTOR('',#1209,1.00000000000000000E0);
+#1211=LINE('',#1208,#1210);
+#1212=DEFINITIONAL_REPRESENTATION('',(#1211),#1);
+#1213=PCURVE('',#91,#1212);
+#1214=CARTESIAN_POINT('',(2.00000000000000000E0,2.00000000000000000E0));
+#1215=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1216=VECTOR('',#1215,1.00000000000000000E0);
+#1217=LINE('',#1214,#1216);
+#1218=DEFINITIONAL_REPRESENTATION('',(#1217),#1);
+#1219=PCURVE('',#101,#1218);
+#1220=SURFACE_CURVE('',#1207,(#1213,#1219),.CURVE_3D.);
+#1221=EDGE_CURVE('',#337,#359,#1220,.T.);
+#1222=CARTESIAN_POINT('',(0.00000000000000000E0,1.00000000000000000E0,-3.00000000000000000E0));
+#1223=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#1224=VECTOR('',#1223,1.00000000000000000E0);
+#1225=LINE('',#1222,#1224);
+#1226=CARTESIAN_POINT('',(1.00000000000000000E0,3.00000000000000000E0));
+#1227=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1228=VECTOR('',#1227,1.00000000000000000E0);
+#1229=LINE('',#1226,#1228);
+#1230=DEFINITIONAL_REPRESENTATION('',(#1229),#1);
+#1231=PCURVE('',#91,#1230);
+#1232=CARTESIAN_POINT('',(1.00000000000000000E0,0.00000000000000000E0));
+#1233=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1234=VECTOR('',#1233,1.00000000000000000E0);
+#1235=LINE('',#1232,#1234);
+#1236=DEFINITIONAL_REPRESENTATION('',(#1235),#1);
+#1237=PCURVE('',#96,#1236);
+#1238=SURFACE_CURVE('',#1225,(#1231,#1237),.CURVE_3D.);
+#1239=EDGE_CURVE('',#351,#359,#1238,.T.);
+#1240=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E0,-3.00000000000000000E0));
+#1241=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1242=VECTOR('',#1241,1.00000000000000000E0);
+#1243=LINE('',#1240,#1242);
+#1244=CARTESIAN_POINT('',(2.00000000000000000E0,0.00000000000000000E0));
+#1245=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1246=VECTOR('',#1245,1.00000000000000000E0);
+#1247=LINE('',#1244,#1246);
+#1248=DEFINITIONAL_REPRESENTATION('',(#1247),#1);
+#1249=PCURVE('',#96,#1248);
+#1250=CARTESIAN_POINT('',(2.00000000000000000E0,0.00000000000000000E0));
+#1251=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1252=VECTOR('',#1251,1.00000000000000000E0);
+#1253=LINE('',#1250,#1252);
+#1254=DEFINITIONAL_REPRESENTATION('',(#1253),#1);
+#1255=PCURVE('',#106,#1254);
+#1256=SURFACE_CURVE('',#1243,(#1249,#1255),.CURVE_3D.);
+#1257=EDGE_CURVE('',#359,#361,#1256,.T.);
+#1258=CARTESIAN_POINT('',(1.00000000000000000E0,1.00000000000000000E0,-3.00000000000000000E0));
+#1259=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#1260=VECTOR('',#1259,1.00000000000000000E0);
+#1261=LINE('',#1258,#1260);
+#1262=CARTESIAN_POINT('',(1.00000000000000000E0,1.00000000000000000E0));
+#1263=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1264=VECTOR('',#1263,1.00000000000000000E0);
+#1265=LINE('',#1262,#1264);
+#1266=DEFINITIONAL_REPRESENTATION('',(#1265),#1);
+#1267=PCURVE('',#96,#1266);
+#1268=CARTESIAN_POINT('',(1.00000000000000000E0,1.00000000000000000E0));
+#1269=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1270=VECTOR('',#1269,1.00000000000000000E0);
+#1271=LINE('',#1268,#1270);
+#1272=DEFINITIONAL_REPRESENTATION('',(#1271),#1);
+#1273=PCURVE('',#181,#1272);
+#1274=SURFACE_CURVE('',#1261,(#1267,#1273),.CURVE_3D.);
+#1275=EDGE_CURVE('',#355,#361,#1274,.T.);
+#1276=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E0,-2.00000000000000000E0));
+#1277=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#1278=VECTOR('',#1277,1.00000000000000000E0);
+#1279=LINE('',#1276,#1278);
+#1280=CARTESIAN_POINT('',(3.00000000000000000E0,2.00000000000000000E0));
+#1281=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1282=VECTOR('',#1281,1.00000000000000000E0);
+#1283=LINE('',#1280,#1282);
+#1284=DEFINITIONAL_REPRESENTATION('',(#1283),#1);
+#1285=PCURVE('',#101,#1284);
+#1286=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E0));
+#1287=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1288=VECTOR('',#1287,1.00000000000000000E0);
+#1289=LINE('',#1286,#1288);
+#1290=DEFINITIONAL_REPRESENTATION('',(#1289),#1);
+#1291=PCURVE('',#111,#1290);
+#1292=SURFACE_CURVE('',#1279,(#1285,#1291),.CURVE_3D.);
+#1293=EDGE_CURVE('',#347,#363,#1292,.T.);
+#1294=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E0,-3.00000000000000000E0));
+#1295=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#1296=VECTOR('',#1295,1.00000000000000000E0);
+#1297=LINE('',#1294,#1296);
+#1298=CARTESIAN_POINT('',(2.00000000000000000E0,3.00000000000000000E0));
+#1299=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1300=VECTOR('',#1299,1.00000000000000000E0);
+#1301=LINE('',#1298,#1300);
+#1302=DEFINITIONAL_REPRESENTATION('',(#1301),#1);
+#1303=PCURVE('',#101,#1302);
+#1304=CARTESIAN_POINT('',(2.00000000000000000E0,0.00000000000000000E0));
+#1305=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1306=VECTOR('',#1305,1.00000000000000000E0);
+#1307=LINE('',#1304,#1306);
+#1308=DEFINITIONAL_REPRESENTATION('',(#1307),#1);
+#1309=PCURVE('',#106,#1308);
+#1310=SURFACE_CURVE('',#1297,(#1303,#1309),.CURVE_3D.);
+#1311=EDGE_CURVE('',#359,#363,#1310,.T.);
+#1312=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E0,-3.00000000000000000E0));
+#1313=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1314=VECTOR('',#1313,1.00000000000000000E0);
+#1315=LINE('',#1312,#1314);
+#1316=CARTESIAN_POINT('',(3.00000000000000000E0,0.00000000000000000E0));
+#1317=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1318=VECTOR('',#1317,1.00000000000000000E0);
+#1319=LINE('',#1316,#1318);
+#1320=DEFINITIONAL_REPRESENTATION('',(#1319),#1);
+#1321=PCURVE('',#106,#1320);
+#1322=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E0));
+#1323=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1324=VECTOR('',#1323,1.00000000000000000E0);
+#1325=LINE('',#1322,#1324);
+#1326=DEFINITIONAL_REPRESENTATION('',(#1325),#1);
+#1327=PCURVE('',#111,#1326);
+#1328=SURFACE_CURVE('',#1315,(#1321,#1327),.CURVE_3D.);
+#1329=EDGE_CURVE('',#363,#365,#1328,.T.);
+#1330=CARTESIAN_POINT('',(1.00000000000000000E0,2.00000000000000000E0,-3.00000000000000000E0));
+#1331=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#1332=VECTOR('',#1331,1.00000000000000000E0);
+#1333=LINE('',#1330,#1332);
+#1334=CARTESIAN_POINT('',(2.00000000000000000E0,1.00000000000000000E0));
+#1335=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1336=VECTOR('',#1335,1.00000000000000000E0);
+#1337=LINE('',#1334,#1336);
+#1338=DEFINITIONAL_REPRESENTATION('',(#1337),#1);
+#1339=PCURVE('',#106,#1338);
+#1340=CARTESIAN_POINT('',(2.00000000000000000E0,1.00000000000000000E0));
+#1341=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1342=VECTOR('',#1341,1.00000000000000000E0);
+#1343=LINE('',#1340,#1342);
+#1344=DEFINITIONAL_REPRESENTATION('',(#1343),#1);
+#1345=PCURVE('',#186,#1344);
+#1346=SURFACE_CURVE('',#1333,(#1339,#1345),.CURVE_3D.);
+#1347=EDGE_CURVE('',#361,#365,#1346,.T.);
+#1348=CARTESIAN_POINT('',(1.00000000000000000E0,3.00000000000000000E0,-2.00000000000000000E0));
+#1349=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#1350=VECTOR('',#1349,1.00000000000000000E0);
+#1351=LINE('',#1348,#1350);
+#1352=CARTESIAN_POINT('',(1.00000000000000000E0,2.00000000000000000E0));
+#1353=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1354=VECTOR('',#1353,1.00000000000000000E0);
+#1355=LINE('',#1352,#1354);
+#1356=DEFINITIONAL_REPRESENTATION('',(#1355),#1);
+#1357=PCURVE('',#111,#1356);
+#1358=CARTESIAN_POINT('',(1.00000000000000000E0,2.00000000000000000E0));
+#1359=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1360=VECTOR('',#1359,1.00000000000000000E0);
+#1361=LINE('',#1358,#1360);
+#1362=DEFINITIONAL_REPRESENTATION('',(#1361),#1);
+#1363=PCURVE('',#191,#1362);
+#1364=SURFACE_CURVE('',#1351,(#1357,#1363),.CURVE_3D.);
+#1365=EDGE_CURVE('',#349,#365,#1364,.T.);
+#1366=CARTESIAN_POINT('',(2.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1367=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#1368=VECTOR('',#1367,1.00000000000000000E0);
+#1369=LINE('',#1366,#1368);
+#1370=CARTESIAN_POINT('',(2.00000000000000000E0,0.00000000000000000E0));
+#1371=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1372=VECTOR('',#1371,1.00000000000000000E0);
+#1373=LINE('',#1370,#1372);
+#1374=DEFINITIONAL_REPRESENTATION('',(#1373),#1);
+#1375=PCURVE('',#116,#1374);
+#1376=CARTESIAN_POINT('',(2.00000000000000000E0,0.00000000000000000E0));
+#1377=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1378=VECTOR('',#1377,1.00000000000000000E0);
+#1379=LINE('',#1376,#1378);
+#1380=DEFINITIONAL_REPRESENTATION('',(#1379),#1);
+#1381=PCURVE('',#201,#1380);
+#1382=SURFACE_CURVE('',#1369,(#1375,#1381),.CURVE_3D.);
+#1383=EDGE_CURVE('',#367,#369,#1382,.T.);
+#1384=CARTESIAN_POINT('',(1.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#1385=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1386=VECTOR('',#1385,1.00000000000000000E0);
+#1387=LINE('',#1384,#1386);
+#1388=CARTESIAN_POINT('',(1.00000000000000000E0,1.00000000000000000E0));
+#1389=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1390=VECTOR('',#1389,1.00000000000000000E0);
+#1391=LINE('',#1388,#1390);
+#1392=DEFINITIONAL_REPRESENTATION('',(#1391),#1);
+#1393=PCURVE('',#116,#1392);
+#1394=CARTESIAN_POINT('',(1.00000000000000000E0,1.00000000000000000E0));
+#1395=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1396=VECTOR('',#1395,1.00000000000000000E0);
+#1397=LINE('',#1394,#1396);
+#1398=DEFINITIONAL_REPRESENTATION('',(#1397),#1);
+#1399=PCURVE('',#126,#1398);
+#1400=SURFACE_CURVE('',#1387,(#1393,#1399),.CURVE_3D.);
+#1401=EDGE_CURVE('',#313,#369,#1400,.T.);
+#1402=CARTESIAN_POINT('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1403=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1404=VECTOR('',#1403,1.00000000000000000E0);
+#1405=LINE('',#1402,#1404);
+#1406=CARTESIAN_POINT('',(1.00000000000000000E0,0.00000000000000000E0));
+#1407=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1408=VECTOR('',#1407,1.00000000000000000E0);
+#1409=LINE('',#1406,#1408);
+#1410=DEFINITIONAL_REPRESENTATION('',(#1409),#1);
+#1411=PCURVE('',#116,#1410);
+#1412=CARTESIAN_POINT('',(0.00000000000000000E0,1.00000000000000000E0));
+#1413=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1414=VECTOR('',#1413,1.00000000000000000E0);
+#1415=LINE('',#1412,#1414);
+#1416=DEFINITIONAL_REPRESENTATION('',(#1415),#1);
+#1417=PCURVE('',#121,#1416);
+#1418=SURFACE_CURVE('',#1405,(#1411,#1417),.CURVE_3D.);
+#1419=EDGE_CURVE('',#311,#367,#1418,.T.);
+#1420=CARTESIAN_POINT('',(1.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#1421=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1422=VECTOR('',#1421,1.00000000000000000E0);
+#1423=LINE('',#1420,#1422);
+#1424=CARTESIAN_POINT('',(1.00000000000000000E0,1.00000000000000000E0));
+#1425=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1426=VECTOR('',#1425,1.00000000000000000E0);
+#1427=LINE('',#1424,#1426);
+#1428=DEFINITIONAL_REPRESENTATION('',(#1427),#1);
+#1429=PCURVE('',#121,#1428);
+#1430=CARTESIAN_POINT('',(1.00000000000000000E0,1.00000000000000000E0));
+#1431=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1432=VECTOR('',#1431,1.00000000000000000E0);
+#1433=LINE('',#1430,#1432);
+#1434=DEFINITIONAL_REPRESENTATION('',(#1433),#1);
+#1435=PCURVE('',#146,#1434);
+#1436=SURFACE_CURVE('',#1423,(#1429,#1435),.CURVE_3D.);
+#1437=EDGE_CURVE('',#315,#371,#1436,.T.);
+#1438=CARTESIAN_POINT('',(2.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1439=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#1440=VECTOR('',#1439,1.00000000000000000E0);
+#1441=LINE('',#1438,#1440);
+#1442=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E0));
+#1443=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1444=VECTOR('',#1443,1.00000000000000000E0);
+#1445=LINE('',#1442,#1444);
+#1446=DEFINITIONAL_REPRESENTATION('',(#1445),#1);
+#1447=PCURVE('',#121,#1446);
+#1448=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E0));
+#1449=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1450=VECTOR('',#1449,1.00000000000000000E0);
+#1451=LINE('',#1448,#1450);
+#1452=DEFINITIONAL_REPRESENTATION('',(#1451),#1);
+#1453=PCURVE('',#206,#1452);
+#1454=SURFACE_CURVE('',#1441,(#1447,#1453),.CURVE_3D.);
+#1455=EDGE_CURVE('',#367,#371,#1454,.T.);
+#1456=CARTESIAN_POINT('',(2.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#1457=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#1458=VECTOR('',#1457,1.00000000000000000E0);
+#1459=LINE('',#1456,#1458);
+#1460=CARTESIAN_POINT('',(2.00000000000000000E0,1.00000000000000000E0));
+#1461=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1462=VECTOR('',#1461,1.00000000000000000E0);
+#1463=LINE('',#1460,#1462);
+#1464=DEFINITIONAL_REPRESENTATION('',(#1463),#1);
+#1465=PCURVE('',#126,#1464);
+#1466=CARTESIAN_POINT('',(2.00000000000000000E0,1.00000000000000000E0));
+#1467=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1468=VECTOR('',#1467,1.00000000000000000E0);
+#1469=LINE('',#1466,#1468);
+#1470=DEFINITIONAL_REPRESENTATION('',(#1469),#1);
+#1471=PCURVE('',#216,#1470);
+#1472=SURFACE_CURVE('',#1459,(#1465,#1471),.CURVE_3D.);
+#1473=EDGE_CURVE('',#369,#373,#1472,.T.);
+#1474=CARTESIAN_POINT('',(1.00000000000000000E0,2.00000000000000000E0,0.00000000000000000E0));
+#1475=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1476=VECTOR('',#1475,1.00000000000000000E0);
+#1477=LINE('',#1474,#1476);
+#1478=CARTESIAN_POINT('',(1.00000000000000000E0,2.00000000000000000E0));
+#1479=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1480=VECTOR('',#1479,1.00000000000000000E0);
+#1481=LINE('',#1478,#1480);
+#1482=DEFINITIONAL_REPRESENTATION('',(#1481),#1);
+#1483=PCURVE('',#126,#1482);
+#1484=CARTESIAN_POINT('',(1.00000000000000000E0,2.00000000000000000E0));
+#1485=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1486=VECTOR('',#1485,1.00000000000000000E0);
+#1487=LINE('',#1484,#1486);
+#1488=DEFINITIONAL_REPRESENTATION('',(#1487),#1);
+#1489=PCURVE('',#136,#1488);
+#1490=SURFACE_CURVE('',#1477,(#1483,#1489),.CURVE_3D.);
+#1491=EDGE_CURVE('',#321,#373,#1490,.T.);
+#1492=CARTESIAN_POINT('',(1.00000000000000000E0,2.00000000000000000E0,-1.00000000000000000E0));
+#1493=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1494=VECTOR('',#1493,1.00000000000000000E0);
+#1495=LINE('',#1492,#1494);
+#1496=CARTESIAN_POINT('',(0.00000000000000000E0,1.00000000000000000E0));
+#1497=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1498=VECTOR('',#1497,1.00000000000000000E0);
+#1499=LINE('',#1496,#1498);
+#1500=DEFINITIONAL_REPRESENTATION('',(#1499),#1);
+#1501=PCURVE('',#131,#1500);
+#1502=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#1503=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1504=VECTOR('',#1503,1.00000000000000000E0);
+#1505=LINE('',#1502,#1504);
+#1506=DEFINITIONAL_REPRESENTATION('',(#1505),#1);
+#1507=PCURVE('',#156,#1506);
+#1508=SURFACE_CURVE('',#1495,(#1501,#1507),.CURVE_3D.);
+#1509=EDGE_CURVE('',#345,#375,#1508,.T.);
+#1510=CARTESIAN_POINT('',(2.00000000000000000E0,1.00000000000000000E0,-1.00000000000000000E0));
+#1511=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#1512=VECTOR('',#1511,1.00000000000000000E0);
+#1513=LINE('',#1510,#1512);
+#1514=CARTESIAN_POINT('',(1.00000000000000000E0,0.00000000000000000E0));
+#1515=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1516=VECTOR('',#1515,1.00000000000000000E0);
+#1517=LINE('',#1514,#1516);
+#1518=DEFINITIONAL_REPRESENTATION('',(#1517),#1);
+#1519=PCURVE('',#131,#1518);
+#1520=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#1521=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1522=VECTOR('',#1521,1.00000000000000000E0);
+#1523=LINE('',#1520,#1522);
+#1524=DEFINITIONAL_REPRESENTATION('',(#1523),#1);
+#1525=PCURVE('',#246,#1524);
+#1526=SURFACE_CURVE('',#1513,(#1519,#1525),.CURVE_3D.);
+#1527=EDGE_CURVE('',#377,#375,#1526,.T.);
+#1528=CARTESIAN_POINT('',(1.00000000000000000E0,1.00000000000000000E0,-1.00000000000000000E0));
+#1529=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1530=VECTOR('',#1529,1.00000000000000000E0);
+#1531=LINE('',#1528,#1530);
+#1532=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#1533=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1534=VECTOR('',#1533,1.00000000000000000E0);
+#1535=LINE('',#1532,#1534);
+#1536=DEFINITIONAL_REPRESENTATION('',(#1535),#1);
+#1537=PCURVE('',#131,#1536);
+#1538=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#1539=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1540=VECTOR('',#1539,1.00000000000000000E0);
+#1541=LINE('',#1538,#1540);
+#1542=DEFINITIONAL_REPRESENTATION('',(#1541),#1);
+#1543=PCURVE('',#151,#1542);
+#1544=SURFACE_CURVE('',#1531,(#1537,#1543),.CURVE_3D.);
+#1545=EDGE_CURVE('',#339,#377,#1544,.T.);
+#1546=CARTESIAN_POINT('',(2.00000000000000000E0,2.00000000000000000E0,0.00000000000000000E0));
+#1547=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#1548=VECTOR('',#1547,1.00000000000000000E0);
+#1549=LINE('',#1546,#1548);
+#1550=CARTESIAN_POINT('',(2.00000000000000000E0,2.00000000000000000E0));
+#1551=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1552=VECTOR('',#1551,1.00000000000000000E0);
+#1553=LINE('',#1550,#1552);
+#1554=DEFINITIONAL_REPRESENTATION('',(#1553),#1);
+#1555=PCURVE('',#136,#1554);
+#1556=CARTESIAN_POINT('',(2.00000000000000000E0,2.00000000000000000E0));
+#1557=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1558=VECTOR('',#1557,1.00000000000000000E0);
+#1559=LINE('',#1556,#1558);
+#1560=DEFINITIONAL_REPRESENTATION('',(#1559),#1);
+#1561=PCURVE('',#226,#1560);
+#1562=SURFACE_CURVE('',#1549,(#1555,#1561),.CURVE_3D.);
+#1563=EDGE_CURVE('',#373,#379,#1562,.T.);
+#1564=CARTESIAN_POINT('',(1.00000000000000000E0,3.00000000000000000E0,0.00000000000000000E0));
+#1565=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1566=VECTOR('',#1565,1.00000000000000000E0);
+#1567=LINE('',#1564,#1566);
+#1568=CARTESIAN_POINT('',(1.00000000000000000E0,3.00000000000000000E0));
+#1569=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1570=VECTOR('',#1569,1.00000000000000000E0);
+#1571=LINE('',#1568,#1570);
+#1572=DEFINITIONAL_REPRESENTATION('',(#1571),#1);
+#1573=PCURVE('',#136,#1572);
+#1574=CARTESIAN_POINT('',(1.00000000000000000E0,0.00000000000000000E0));
+#1575=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1576=VECTOR('',#1575,1.00000000000000000E0);
+#1577=LINE('',#1574,#1576);
+#1578=DEFINITIONAL_REPRESENTATION('',(#1577),#1);
+#1579=PCURVE('',#141,#1578);
+#1580=SURFACE_CURVE('',#1567,(#1573,#1579),.CURVE_3D.);
+#1581=EDGE_CURVE('',#327,#379,#1580,.T.);
+#1582=CARTESIAN_POINT('',(2.00000000000000000E0,3.00000000000000000E0,0.00000000000000000E0));
+#1583=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#1584=VECTOR('',#1583,1.00000000000000000E0);
+#1585=LINE('',#1582,#1584);
+#1586=CARTESIAN_POINT('',(2.00000000000000000E0,0.00000000000000000E0));
+#1587=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1588=VECTOR('',#1587,1.00000000000000000E0);
+#1589=LINE('',#1586,#1588);
+#1590=DEFINITIONAL_REPRESENTATION('',(#1589),#1);
+#1591=PCURVE('',#141,#1590);
+#1592=CARTESIAN_POINT('',(2.00000000000000000E0,0.00000000000000000E0));
+#1593=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1594=VECTOR('',#1593,1.00000000000000000E0);
+#1595=LINE('',#1592,#1594);
+#1596=DEFINITIONAL_REPRESENTATION('',(#1595),#1);
+#1597=PCURVE('',#231,#1596);
+#1598=SURFACE_CURVE('',#1585,(#1591,#1597),.CURVE_3D.);
+#1599=EDGE_CURVE('',#379,#381,#1598,.T.);
+#1600=CARTESIAN_POINT('',(1.00000000000000000E0,3.00000000000000000E0,-1.00000000000000000E0));
+#1601=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1602=VECTOR('',#1601,1.00000000000000000E0);
+#1603=LINE('',#1600,#1602);
+#1604=CARTESIAN_POINT('',(1.00000000000000000E0,1.00000000000000000E0));
+#1605=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1606=VECTOR('',#1605,1.00000000000000000E0);
+#1607=LINE('',#1604,#1606);
+#1608=DEFINITIONAL_REPRESENTATION('',(#1607),#1);
+#1609=PCURVE('',#141,#1608);
+#1610=CARTESIAN_POINT('',(1.00000000000000000E0,1.00000000000000000E0));
+#1611=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1612=VECTOR('',#1611,1.00000000000000000E0);
+#1613=LINE('',#1610,#1612);
+#1614=DEFINITIONAL_REPRESENTATION('',(#1613),#1);
+#1615=PCURVE('',#161,#1614);
+#1616=SURFACE_CURVE('',#1603,(#1609,#1615),.CURVE_3D.);
+#1617=EDGE_CURVE('',#329,#381,#1616,.T.);
+#1618=CARTESIAN_POINT('',(1.00000000000000000E0,0.00000000000000000E0,-2.00000000000000000E0));
+#1619=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1620=VECTOR('',#1619,1.00000000000000000E0);
+#1621=LINE('',#1618,#1620);
+#1622=CARTESIAN_POINT('',(2.00000000000000000E0,1.00000000000000000E0));
+#1623=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1624=VECTOR('',#1623,1.00000000000000000E0);
+#1625=LINE('',#1622,#1624);
+#1626=DEFINITIONAL_REPRESENTATION('',(#1625),#1);
+#1627=PCURVE('',#146,#1626);
+#1628=CARTESIAN_POINT('',(2.00000000000000000E0,1.00000000000000000E0));
+#1629=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1630=VECTOR('',#1629,1.00000000000000000E0);
+#1631=LINE('',#1628,#1630);
+#1632=DEFINITIONAL_REPRESENTATION('',(#1631),#1);
+#1633=PCURVE('',#171,#1632);
+#1634=SURFACE_CURVE('',#1621,(#1627,#1633),.CURVE_3D.);
+#1635=EDGE_CURVE('',#335,#383,#1634,.T.);
+#1636=CARTESIAN_POINT('',(2.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#1637=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#1638=VECTOR('',#1637,1.00000000000000000E0);
+#1639=LINE('',#1636,#1638);
+#1640=CARTESIAN_POINT('',(1.00000000000000000E0,2.00000000000000000E0));
+#1641=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1642=VECTOR('',#1641,1.00000000000000000E0);
+#1643=LINE('',#1640,#1642);
+#1644=DEFINITIONAL_REPRESENTATION('',(#1643),#1);
+#1645=PCURVE('',#146,#1644);
+#1646=CARTESIAN_POINT('',(1.00000000000000000E0,2.00000000000000000E0));
+#1647=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1648=VECTOR('',#1647,1.00000000000000000E0);
+#1649=LINE('',#1646,#1648);
+#1650=DEFINITIONAL_REPRESENTATION('',(#1649),#1);
+#1651=PCURVE('',#241,#1650);
+#1652=SURFACE_CURVE('',#1639,(#1645,#1651),.CURVE_3D.);
+#1653=EDGE_CURVE('',#371,#383,#1652,.T.);
+#1654=CARTESIAN_POINT('',(2.00000000000000000E0,1.00000000000000000E0,-1.00000000000000000E0));
+#1655=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#1656=VECTOR('',#1655,1.00000000000000000E0);
+#1657=LINE('',#1654,#1656);
+#1658=CARTESIAN_POINT('',(0.00000000000000000E0,1.00000000000000000E0));
+#1659=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1660=VECTOR('',#1659,1.00000000000000000E0);
+#1661=LINE('',#1658,#1660);
+#1662=DEFINITIONAL_REPRESENTATION('',(#1661),#1);
+#1663=PCURVE('',#151,#1662);
+#1664=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#1665=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1666=VECTOR('',#1665,1.00000000000000000E0);
+#1667=LINE('',#1664,#1666);
+#1668=DEFINITIONAL_REPRESENTATION('',(#1667),#1);
+#1669=PCURVE('',#246,#1668);
+#1670=SURFACE_CURVE('',#1657,(#1663,#1669),.CURVE_3D.);
+#1671=EDGE_CURVE('',#377,#385,#1670,.T.);
+#1672=CARTESIAN_POINT('',(1.00000000000000000E0,1.00000000000000000E0,-2.00000000000000000E0));
+#1673=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1674=VECTOR('',#1673,1.00000000000000000E0);
+#1675=LINE('',#1672,#1674);
+#1676=CARTESIAN_POINT('',(1.00000000000000000E0,0.00000000000000000E0));
+#1677=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1678=VECTOR('',#1677,1.00000000000000000E0);
+#1679=LINE('',#1676,#1678);
+#1680=DEFINITIONAL_REPRESENTATION('',(#1679),#1);
+#1681=PCURVE('',#151,#1680);
+#1682=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#1683=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1684=VECTOR('',#1683,1.00000000000000000E0);
+#1685=LINE('',#1682,#1684);
+#1686=DEFINITIONAL_REPRESENTATION('',(#1685),#1);
+#1687=PCURVE('',#176,#1686);
+#1688=SURFACE_CURVE('',#1675,(#1681,#1687),.CURVE_3D.);
+#1689=EDGE_CURVE('',#341,#385,#1688,.T.);
+#1690=CARTESIAN_POINT('',(1.00000000000000000E0,2.00000000000000000E0,-2.00000000000000000E0));
+#1691=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1692=VECTOR('',#1691,1.00000000000000000E0);
+#1693=LINE('',#1690,#1692);
+#1694=CARTESIAN_POINT('',(0.00000000000000000E0,1.00000000000000000E0));
+#1695=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1696=VECTOR('',#1695,1.00000000000000000E0);
+#1697=LINE('',#1694,#1696);
+#1698=DEFINITIONAL_REPRESENTATION('',(#1697),#1);
+#1699=PCURVE('',#156,#1698);
+#1700=CARTESIAN_POINT('',(1.00000000000000000E0,0.00000000000000000E0));
+#1701=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1702=VECTOR('',#1701,1.00000000000000000E0);
+#1703=LINE('',#1700,#1702);
+#1704=DEFINITIONAL_REPRESENTATION('',(#1703),#1);
+#1705=PCURVE('',#176,#1704);
+#1706=SURFACE_CURVE('',#1693,(#1699,#1705),.CURVE_3D.);
+#1707=EDGE_CURVE('',#343,#387,#1706,.T.);
+#1708=CARTESIAN_POINT('',(2.00000000000000000E0,2.00000000000000000E0,-1.00000000000000000E0));
+#1709=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#1710=VECTOR('',#1709,1.00000000000000000E0);
+#1711=LINE('',#1708,#1710);
+#1712=CARTESIAN_POINT('',(1.00000000000000000E0,0.00000000000000000E0));
+#1713=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1714=VECTOR('',#1713,1.00000000000000000E0);
+#1715=LINE('',#1712,#1714);
+#1716=DEFINITIONAL_REPRESENTATION('',(#1715),#1);
+#1717=PCURVE('',#156,#1716);
+#1718=CARTESIAN_POINT('',(0.00000000000000000E0,1.00000000000000000E0));
+#1719=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1720=VECTOR('',#1719,1.00000000000000000E0);
+#1721=LINE('',#1718,#1720);
+#1722=DEFINITIONAL_REPRESENTATION('',(#1721),#1);
+#1723=PCURVE('',#246,#1722);
+#1724=SURFACE_CURVE('',#1711,(#1717,#1723),.CURVE_3D.);
+#1725=EDGE_CURVE('',#375,#387,#1724,.T.);
+#1726=CARTESIAN_POINT('',(2.00000000000000000E0,3.00000000000000000E0,-1.00000000000000000E0));
+#1727=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#1728=VECTOR('',#1727,1.00000000000000000E0);
+#1729=LINE('',#1726,#1728);
+#1730=CARTESIAN_POINT('',(2.00000000000000000E0,1.00000000000000000E0));
+#1731=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1732=VECTOR('',#1731,1.00000000000000000E0);
+#1733=LINE('',#1730,#1732);
+#1734=DEFINITIONAL_REPRESENTATION('',(#1733),#1);
+#1735=PCURVE('',#161,#1734);
+#1736=CARTESIAN_POINT('',(2.00000000000000000E0,1.00000000000000000E0));
+#1737=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1738=VECTOR('',#1737,1.00000000000000000E0);
+#1739=LINE('',#1736,#1738);
+#1740=DEFINITIONAL_REPRESENTATION('',(#1739),#1);
+#1741=PCURVE('',#261,#1740);
+#1742=SURFACE_CURVE('',#1729,(#1735,#1741),.CURVE_3D.);
+#1743=EDGE_CURVE('',#381,#389,#1742,.T.);
+#1744=CARTESIAN_POINT('',(1.00000000000000000E0,3.00000000000000000E0,-2.00000000000000000E0));
+#1745=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1746=VECTOR('',#1745,1.00000000000000000E0);
+#1747=LINE('',#1744,#1746);
+#1748=CARTESIAN_POINT('',(1.00000000000000000E0,2.00000000000000000E0));
+#1749=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1750=VECTOR('',#1749,1.00000000000000000E0);
+#1751=LINE('',#1748,#1750);
+#1752=DEFINITIONAL_REPRESENTATION('',(#1751),#1);
+#1753=PCURVE('',#161,#1752);
+#1754=CARTESIAN_POINT('',(1.00000000000000000E0,2.00000000000000000E0));
+#1755=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1756=VECTOR('',#1755,1.00000000000000000E0);
+#1757=LINE('',#1754,#1756);
+#1758=DEFINITIONAL_REPRESENTATION('',(#1757),#1);
+#1759=PCURVE('',#191,#1758);
+#1760=SURFACE_CURVE('',#1747,(#1753,#1759),.CURVE_3D.);
+#1761=EDGE_CURVE('',#349,#389,#1760,.T.);
+#1762=CARTESIAN_POINT('',(1.00000000000000000E0,1.00000000000000000E0,-3.00000000000000000E0));
+#1763=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1764=VECTOR('',#1763,1.00000000000000000E0);
+#1765=LINE('',#1762,#1764);
+#1766=CARTESIAN_POINT('',(1.00000000000000000E0,1.00000000000000000E0));
+#1767=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1768=VECTOR('',#1767,1.00000000000000000E0);
+#1769=LINE('',#1766,#1768);
+#1770=DEFINITIONAL_REPRESENTATION('',(#1769),#1);
+#1771=PCURVE('',#166,#1770);
+#1772=CARTESIAN_POINT('',(1.00000000000000000E0,1.00000000000000000E0));
+#1773=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1774=VECTOR('',#1773,1.00000000000000000E0);
+#1775=LINE('',#1772,#1774);
+#1776=DEFINITIONAL_REPRESENTATION('',(#1775),#1);
+#1777=PCURVE('',#181,#1776);
+#1778=SURFACE_CURVE('',#1765,(#1771,#1777),.CURVE_3D.);
+#1779=EDGE_CURVE('',#355,#391,#1778,.T.);
+#1780=CARTESIAN_POINT('',(2.00000000000000000E0,0.00000000000000000E0,-3.00000000000000000E0));
+#1781=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#1782=VECTOR('',#1781,1.00000000000000000E0);
+#1783=LINE('',#1780,#1782);
+#1784=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E0));
+#1785=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1786=VECTOR('',#1785,1.00000000000000000E0);
+#1787=LINE('',#1784,#1786);
+#1788=DEFINITIONAL_REPRESENTATION('',(#1787),#1);
+#1789=PCURVE('',#166,#1788);
+#1790=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E0));
+#1791=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1792=VECTOR('',#1791,1.00000000000000000E0);
+#1793=LINE('',#1790,#1792);
+#1794=DEFINITIONAL_REPRESENTATION('',(#1793),#1);
+#1795=PCURVE('',#271,#1794);
+#1796=SURFACE_CURVE('',#1783,(#1789,#1795),.CURVE_3D.);
+#1797=EDGE_CURVE('',#393,#391,#1796,.T.);
+#1798=CARTESIAN_POINT('',(1.00000000000000000E0,0.00000000000000000E0,-3.00000000000000000E0));
+#1799=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1800=VECTOR('',#1799,1.00000000000000000E0);
+#1801=LINE('',#1798,#1800);
+#1802=CARTESIAN_POINT('',(0.00000000000000000E0,1.00000000000000000E0));
+#1803=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1804=VECTOR('',#1803,1.00000000000000000E0);
+#1805=LINE('',#1802,#1804);
+#1806=DEFINITIONAL_REPRESENTATION('',(#1805),#1);
+#1807=PCURVE('',#166,#1806);
+#1808=CARTESIAN_POINT('',(3.00000000000000000E0,1.00000000000000000E0));
+#1809=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1810=VECTOR('',#1809,1.00000000000000000E0);
+#1811=LINE('',#1808,#1810);
+#1812=DEFINITIONAL_REPRESENTATION('',(#1811),#1);
+#1813=PCURVE('',#171,#1812);
+#1814=SURFACE_CURVE('',#1801,(#1807,#1813),.CURVE_3D.);
+#1815=EDGE_CURVE('',#357,#393,#1814,.T.);
+#1816=CARTESIAN_POINT('',(2.00000000000000000E0,0.00000000000000000E0,-2.00000000000000000E0));
+#1817=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#1818=VECTOR('',#1817,1.00000000000000000E0);
+#1819=LINE('',#1816,#1818);
+#1820=CARTESIAN_POINT('',(2.00000000000000000E0,2.00000000000000000E0));
+#1821=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1822=VECTOR('',#1821,1.00000000000000000E0);
+#1823=LINE('',#1820,#1822);
+#1824=DEFINITIONAL_REPRESENTATION('',(#1823),#1);
+#1825=PCURVE('',#171,#1824);
+#1826=CARTESIAN_POINT('',(2.00000000000000000E0,2.00000000000000000E0));
+#1827=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1828=VECTOR('',#1827,1.00000000000000000E0);
+#1829=LINE('',#1826,#1828);
+#1830=DEFINITIONAL_REPRESENTATION('',(#1829),#1);
+#1831=PCURVE('',#276,#1830);
+#1832=SURFACE_CURVE('',#1819,(#1825,#1831),.CURVE_3D.);
+#1833=EDGE_CURVE('',#383,#393,#1832,.T.);
+#1834=CARTESIAN_POINT('',(2.00000000000000000E0,1.00000000000000000E0,-2.00000000000000000E0));
+#1835=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#1836=VECTOR('',#1835,1.00000000000000000E0);
+#1837=LINE('',#1834,#1836);
+#1838=CARTESIAN_POINT('',(0.00000000000000000E0,1.00000000000000000E0));
+#1839=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1840=VECTOR('',#1839,1.00000000000000000E0);
+#1841=LINE('',#1838,#1840);
+#1842=DEFINITIONAL_REPRESENTATION('',(#1841),#1);
+#1843=PCURVE('',#176,#1842);
+#1844=CARTESIAN_POINT('',(1.00000000000000000E0,0.00000000000000000E0));
+#1845=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1846=VECTOR('',#1845,1.00000000000000000E0);
+#1847=LINE('',#1844,#1846);
+#1848=DEFINITIONAL_REPRESENTATION('',(#1847),#1);
+#1849=PCURVE('',#246,#1848);
+#1850=SURFACE_CURVE('',#1837,(#1843,#1849),.CURVE_3D.);
+#1851=EDGE_CURVE('',#385,#387,#1850,.T.);
+#1852=CARTESIAN_POINT('',(1.00000000000000000E0,2.00000000000000000E0,-3.00000000000000000E0));
+#1853=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1854=VECTOR('',#1853,1.00000000000000000E0);
+#1855=LINE('',#1852,#1854);
+#1856=CARTESIAN_POINT('',(2.00000000000000000E0,1.00000000000000000E0));
+#1857=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1858=VECTOR('',#1857,1.00000000000000000E0);
+#1859=LINE('',#1856,#1858);
+#1860=DEFINITIONAL_REPRESENTATION('',(#1859),#1);
+#1861=PCURVE('',#181,#1860);
+#1862=CARTESIAN_POINT('',(2.00000000000000000E0,1.00000000000000000E0));
+#1863=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1864=VECTOR('',#1863,1.00000000000000000E0);
+#1865=LINE('',#1862,#1864);
+#1866=DEFINITIONAL_REPRESENTATION('',(#1865),#1);
+#1867=PCURVE('',#186,#1866);
+#1868=SURFACE_CURVE('',#1855,(#1861,#1867),.CURVE_3D.);
+#1869=EDGE_CURVE('',#361,#395,#1868,.T.);
+#1870=CARTESIAN_POINT('',(2.00000000000000000E0,1.00000000000000000E0,-3.00000000000000000E0));
+#1871=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#1872=VECTOR('',#1871,1.00000000000000000E0);
+#1873=LINE('',#1870,#1872);
+#1874=CARTESIAN_POINT('',(1.00000000000000000E0,2.00000000000000000E0));
+#1875=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1876=VECTOR('',#1875,1.00000000000000000E0);
+#1877=LINE('',#1874,#1876);
+#1878=DEFINITIONAL_REPRESENTATION('',(#1877),#1);
+#1879=PCURVE('',#181,#1878);
+#1880=CARTESIAN_POINT('',(1.00000000000000000E0,2.00000000000000000E0));
+#1881=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1882=VECTOR('',#1881,1.00000000000000000E0);
+#1883=LINE('',#1880,#1882);
+#1884=DEFINITIONAL_REPRESENTATION('',(#1883),#1);
+#1885=PCURVE('',#286,#1884);
+#1886=SURFACE_CURVE('',#1873,(#1879,#1885),.CURVE_3D.);
+#1887=EDGE_CURVE('',#391,#395,#1886,.T.);
+#1888=CARTESIAN_POINT('',(1.00000000000000000E0,3.00000000000000000E0,-3.00000000000000000E0));
+#1889=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1890=VECTOR('',#1889,1.00000000000000000E0);
+#1891=LINE('',#1888,#1890);
+#1892=CARTESIAN_POINT('',(3.00000000000000000E0,1.00000000000000000E0));
+#1893=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1894=VECTOR('',#1893,1.00000000000000000E0);
+#1895=LINE('',#1892,#1894);
+#1896=DEFINITIONAL_REPRESENTATION('',(#1895),#1);
+#1897=PCURVE('',#186,#1896);
+#1898=CARTESIAN_POINT('',(1.00000000000000000E0,3.00000000000000000E0));
+#1899=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1900=VECTOR('',#1899,1.00000000000000000E0);
+#1901=LINE('',#1898,#1900);
+#1902=DEFINITIONAL_REPRESENTATION('',(#1901),#1);
+#1903=PCURVE('',#191,#1902);
+#1904=SURFACE_CURVE('',#1891,(#1897,#1903),.CURVE_3D.);
+#1905=EDGE_CURVE('',#365,#397,#1904,.T.);
+#1906=CARTESIAN_POINT('',(2.00000000000000000E0,2.00000000000000000E0,-3.00000000000000000E0));
+#1907=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#1908=VECTOR('',#1907,1.00000000000000000E0);
+#1909=LINE('',#1906,#1908);
+#1910=CARTESIAN_POINT('',(2.00000000000000000E0,2.00000000000000000E0));
+#1911=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1912=VECTOR('',#1911,1.00000000000000000E0);
+#1913=LINE('',#1910,#1912);
+#1914=DEFINITIONAL_REPRESENTATION('',(#1913),#1);
+#1915=PCURVE('',#186,#1914);
+#1916=CARTESIAN_POINT('',(2.00000000000000000E0,2.00000000000000000E0));
+#1917=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1918=VECTOR('',#1917,1.00000000000000000E0);
+#1919=LINE('',#1916,#1918);
+#1920=DEFINITIONAL_REPRESENTATION('',(#1919),#1);
+#1921=PCURVE('',#296,#1920);
+#1922=SURFACE_CURVE('',#1909,(#1915,#1921),.CURVE_3D.);
+#1923=EDGE_CURVE('',#395,#397,#1922,.T.);
+#1924=CARTESIAN_POINT('',(2.00000000000000000E0,3.00000000000000000E0,-2.00000000000000000E0));
+#1925=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#1926=VECTOR('',#1925,1.00000000000000000E0);
+#1927=LINE('',#1924,#1926);
+#1928=CARTESIAN_POINT('',(2.00000000000000000E0,2.00000000000000000E0));
+#1929=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1930=VECTOR('',#1929,1.00000000000000000E0);
+#1931=LINE('',#1928,#1930);
+#1932=DEFINITIONAL_REPRESENTATION('',(#1931),#1);
+#1933=PCURVE('',#191,#1932);
+#1934=CARTESIAN_POINT('',(2.00000000000000000E0,2.00000000000000000E0));
+#1935=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1936=VECTOR('',#1935,1.00000000000000000E0);
+#1937=LINE('',#1934,#1936);
+#1938=DEFINITIONAL_REPRESENTATION('',(#1937),#1);
+#1939=PCURVE('',#301,#1938);
+#1940=SURFACE_CURVE('',#1927,(#1933,#1939),.CURVE_3D.);
+#1941=EDGE_CURVE('',#389,#397,#1940,.T.);
+#1942=CARTESIAN_POINT('',(3.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1943=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#1944=VECTOR('',#1943,1.00000000000000000E0);
+#1945=LINE('',#1942,#1944);
+#1946=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#1947=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1948=VECTOR('',#1947,1.00000000000000000E0);
+#1949=LINE('',#1946,#1948);
+#1950=DEFINITIONAL_REPRESENTATION('',(#1949),#1);
+#1951=PCURVE('',#196,#1950);
+#1952=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E0));
+#1953=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1954=VECTOR('',#1953,1.00000000000000000E0);
+#1955=LINE('',#1952,#1954);
+#1956=DEFINITIONAL_REPRESENTATION('',(#1955),#1);
+#1957=PCURVE('',#206,#1956);
+#1958=SURFACE_CURVE('',#1945,(#1951,#1957),.CURVE_3D.);
+#1959=EDGE_CURVE('',#399,#401,#1958,.T.);
+#1960=CARTESIAN_POINT('',(3.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#1961=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#1962=VECTOR('',#1961,1.00000000000000000E0);
+#1963=LINE('',#1960,#1962);
+#1964=CARTESIAN_POINT('',(1.00000000000000000E0,0.00000000000000000E0));
+#1965=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1966=VECTOR('',#1965,1.00000000000000000E0);
+#1967=LINE('',#1964,#1966);
+#1968=DEFINITIONAL_REPRESENTATION('',(#1967),#1);
+#1969=PCURVE('',#196,#1968);
+#1970=CARTESIAN_POINT('',(1.00000000000000000E0,0.00000000000000000E0));
+#1971=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1972=VECTOR('',#1971,1.00000000000000000E0);
+#1973=LINE('',#1970,#1972);
+#1974=DEFINITIONAL_REPRESENTATION('',(#1973),#1);
+#1975=PCURVE('',#236,#1974);
+#1976=SURFACE_CURVE('',#1963,(#1969,#1975),.CURVE_3D.);
+#1977=EDGE_CURVE('',#401,#403,#1976,.T.);
+#1978=CARTESIAN_POINT('',(3.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#1979=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#1980=VECTOR('',#1979,1.00000000000000000E0);
+#1981=LINE('',#1978,#1980);
+#1982=CARTESIAN_POINT('',(0.00000000000000000E0,1.00000000000000000E0));
+#1983=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1984=VECTOR('',#1983,1.00000000000000000E0);
+#1985=LINE('',#1982,#1984);
+#1986=DEFINITIONAL_REPRESENTATION('',(#1985),#1);
+#1987=PCURVE('',#196,#1986);
+#1988=CARTESIAN_POINT('',(0.00000000000000000E0,1.00000000000000000E0));
+#1989=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1990=VECTOR('',#1989,1.00000000000000000E0);
+#1991=LINE('',#1988,#1990);
+#1992=DEFINITIONAL_REPRESENTATION('',(#1991),#1);
+#1993=PCURVE('',#211,#1992);
+#1994=SURFACE_CURVE('',#1981,(#1987,#1993),.CURVE_3D.);
+#1995=EDGE_CURVE('',#405,#403,#1994,.T.);
+#1996=CARTESIAN_POINT('',(3.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1997=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#1998=VECTOR('',#1997,1.00000000000000000E0);
+#1999=LINE('',#1996,#1998);
+#2000=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#2001=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#2002=VECTOR('',#2001,1.00000000000000000E0);
+#2003=LINE('',#2000,#2002);
+#2004=DEFINITIONAL_REPRESENTATION('',(#2003),#1);
+#2005=PCURVE('',#196,#2004);
+#2006=CARTESIAN_POINT('',(3.00000000000000000E0,0.00000000000000000E0));
+#2007=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#2008=VECTOR('',#2007,1.00000000000000000E0);
+#2009=LINE('',#2006,#2008);
+#2010=DEFINITIONAL_REPRESENTATION('',(#2009),#1);
+#2011=PCURVE('',#201,#2010);
+#2012=SURFACE_CURVE('',#1999,(#2005,#2011),.CURVE_3D.);
+#2013=EDGE_CURVE('',#399,#405,#2012,.T.);
+#2014=CARTESIAN_POINT('',(2.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#2015=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#2016=VECTOR('',#2015,1.00000000000000000E0);
+#2017=LINE('',#2014,#2016);
+#2018=CARTESIAN_POINT('',(2.00000000000000000E0,1.00000000000000000E0));
+#2019=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#2020=VECTOR('',#2019,1.00000000000000000E0);
+#2021=LINE('',#2018,#2020);
+#2022=DEFINITIONAL_REPRESENTATION('',(#2021),#1);
+#2023=PCURVE('',#201,#2022);
+#2024=CARTESIAN_POINT('',(2.00000000000000000E0,1.00000000000000000E0));
+#2025=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#2026=VECTOR('',#2025,1.00000000000000000E0);
+#2027=LINE('',#2024,#2026);
+#2028=DEFINITIONAL_REPRESENTATION('',(#2027),#1);
+#2029=PCURVE('',#216,#2028);
+#2030=SURFACE_CURVE('',#2017,(#2023,#2029),.CURVE_3D.);
+#2031=EDGE_CURVE('',#369,#405,#2030,.T.);
+#2032=CARTESIAN_POINT('',(2.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#2033=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#2034=VECTOR('',#2033,1.00000000000000000E0);
+#2035=LINE('',#2032,#2034);
+#2036=CARTESIAN_POINT('',(2.00000000000000000E0,0.00000000000000000E0));
+#2037=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#2038=VECTOR('',#2037,1.00000000000000000E0);
+#2039=LINE('',#2036,#2038);
+#2040=DEFINITIONAL_REPRESENTATION('',(#2039),#1);
+#2041=PCURVE('',#201,#2040);
+#2042=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E0));
+#2043=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#2044=VECTOR('',#2043,1.00000000000000000E0);
+#2045=LINE('',#2042,#2044);
+#2046=DEFINITIONAL_REPRESENTATION('',(#2045),#1);
+#2047=PCURVE('',#206,#2046);
+#2048=SURFACE_CURVE('',#2035,(#2041,#2047),.CURVE_3D.);
+#2049=EDGE_CURVE('',#367,#399,#2048,.T.);
+#2050=CARTESIAN_POINT('',(2.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#2051=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#2052=VECTOR('',#2051,1.00000000000000000E0);
+#2053=LINE('',#2050,#2052);
+#2054=CARTESIAN_POINT('',(1.00000000000000000E0,2.00000000000000000E0));
+#2055=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#2056=VECTOR('',#2055,1.00000000000000000E0);
+#2057=LINE('',#2054,#2056);
+#2058=DEFINITIONAL_REPRESENTATION('',(#2057),#1);
+#2059=PCURVE('',#206,#2058);
+#2060=CARTESIAN_POINT('',(1.00000000000000000E0,2.00000000000000000E0));
+#2061=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#2062=VECTOR('',#2061,1.00000000000000000E0);
+#2063=LINE('',#2060,#2062);
+#2064=DEFINITIONAL_REPRESENTATION('',(#2063),#1);
+#2065=PCURVE('',#241,#2064);
+#2066=SURFACE_CURVE('',#2053,(#2059,#2065),.CURVE_3D.);
+#2067=EDGE_CURVE('',#371,#401,#2066,.T.);
+#2068=CARTESIAN_POINT('',(3.00000000000000000E0,1.00000000000000000E0,-1.00000000000000000E0));
+#2069=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#2070=VECTOR('',#2069,1.00000000000000000E0);
+#2071=LINE('',#2068,#2070);
+#2072=CARTESIAN_POINT('',(1.00000000000000000E0,1.00000000000000000E0));
+#2073=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#2074=VECTOR('',#2073,1.00000000000000000E0);
+#2075=LINE('',#2072,#2074);
+#2076=DEFINITIONAL_REPRESENTATION('',(#2075),#1);
+#2077=PCURVE('',#211,#2076);
+#2078=CARTESIAN_POINT('',(1.00000000000000000E0,1.00000000000000000E0));
+#2079=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#2080=VECTOR('',#2079,1.00000000000000000E0);
+#2081=LINE('',#2078,#2080);
+#2082=DEFINITIONAL_REPRESENTATION('',(#2081),#1);
+#2083=PCURVE('',#251,#2082);
+#2084=SURFACE_CURVE('',#2071,(#2077,#2083),.CURVE_3D.);
+#2085=EDGE_CURVE('',#403,#407,#2084,.T.);
+#2086=CARTESIAN_POINT('',(3.00000000000000000E0,2.00000000000000000E0,0.00000000000000000E0));
+#2087=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#2088=VECTOR('',#2087,1.00000000000000000E0);
+#2089=LINE('',#2086,#2088);
+#2090=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E0));
+#2091=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#2092=VECTOR('',#2091,1.00000000000000000E0);
+#2093=LINE('',#2090,#2092);
+#2094=DEFINITIONAL_REPRESENTATION('',(#2093),#1);
+#2095=PCURVE('',#211,#2094);
+#2096=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E0));
+#2097=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#2098=VECTOR('',#2097,1.00000000000000000E0);
+#2099=LINE('',#2096,#2098);
+#2100=DEFINITIONAL_REPRESENTATION('',(#2099),#1);
+#2101=PCURVE('',#221,#2100);
+#2102=SURFACE_CURVE('',#2089,(#2095,#2101),.CURVE_3D.);
+#2103=EDGE_CURVE('',#409,#407,#2102,.T.);
+#2104=CARTESIAN_POINT('',(3.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#2105=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#2106=VECTOR('',#2105,1.00000000000000000E0);
+#2107=LINE('',#2104,#2106);
+#2108=CARTESIAN_POINT('',(0.00000000000000000E0,1.00000000000000000E0));
+#2109=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#2110=VECTOR('',#2109,1.00000000000000000E0);
+#2111=LINE('',#2108,#2110);
+#2112=DEFINITIONAL_REPRESENTATION('',(#2111),#1);
+#2113=PCURVE('',#211,#2112);
+#2114=CARTESIAN_POINT('',(3.00000000000000000E0,1.00000000000000000E0));
+#2115=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#2116=VECTOR('',#2115,1.00000000000000000E0);
+#2117=LINE('',#2114,#2116);
+#2118=DEFINITIONAL_REPRESENTATION('',(#2117),#1);
+#2119=PCURVE('',#216,#2118);
+#2120=SURFACE_CURVE('',#2107,(#2113,#2119),.CURVE_3D.);
+#2121=EDGE_CURVE('',#405,#409,#2120,.T.);
+#2122=CARTESIAN_POINT('',(2.00000000000000000E0,2.00000000000000000E0,0.00000000000000000E0));
+#2123=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#2124=VECTOR('',#2123,1.00000000000000000E0);
+#2125=LINE('',#2122,#2124);
+#2126=CARTESIAN_POINT('',(2.00000000000000000E0,2.00000000000000000E0));
+#2127=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#2128=VECTOR('',#2127,1.00000000000000000E0);
+#2129=LINE('',#2126,#2128);
+#2130=DEFINITIONAL_REPRESENTATION('',(#2129),#1);
+#2131=PCURVE('',#216,#2130);
+#2132=CARTESIAN_POINT('',(2.00000000000000000E0,2.00000000000000000E0));
+#2133=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#2134=VECTOR('',#2133,1.00000000000000000E0);
+#2135=LINE('',#2132,#2134);
+#2136=DEFINITIONAL_REPRESENTATION('',(#2135),#1);
+#2137=PCURVE('',#226,#2136);
+#2138=SURFACE_CURVE('',#2125,(#2131,#2137),.CURVE_3D.);
+#2139=EDGE_CURVE('',#373,#409,#2138,.T.);
+#2140=CARTESIAN_POINT('',(3.00000000000000000E0,2.00000000000000000E0,-1.00000000000000000E0));
+#2141=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#2142=VECTOR('',#2141,1.00000000000000000E0);
+#2143=LINE('',#2140,#2142);
+#2144=CARTESIAN_POINT('',(1.00000000000000000E0,2.00000000000000000E0));
+#2145=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#2146=VECTOR('',#2145,1.00000000000000000E0);
+#2147=LINE('',#2144,#2146);
+#2148=DEFINITIONAL_REPRESENTATION('',(#2147),#1);
+#2149=PCURVE('',#221,#2148);
+#2150=CARTESIAN_POINT('',(1.00000000000000000E0,2.00000000000000000E0));
+#2151=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#2152=VECTOR('',#2151,1.00000000000000000E0);
+#2153=LINE('',#2150,#2152);
+#2154=DEFINITIONAL_REPRESENTATION('',(#2153),#1);
+#2155=PCURVE('',#256,#2154);
+#2156=SURFACE_CURVE('',#2143,(#2149,#2155),.CURVE_3D.);
+#2157=EDGE_CURVE('',#407,#411,#2156,.T.);
+#2158=CARTESIAN_POINT('',(3.00000000000000000E0,3.00000000000000000E0,0.00000000000000000E0));
+#2159=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#2160=VECTOR('',#2159,1.00000000000000000E0);
+#2161=LINE('',#2158,#2160);
+#2162=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E0));
+#2163=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#2164=VECTOR('',#2163,1.00000000000000000E0);
+#2165=LINE('',#2162,#2164);
+#2166=DEFINITIONAL_REPRESENTATION('',(#2165),#1);
+#2167=PCURVE('',#221,#2166);
+#2168=CARTESIAN_POINT('',(3.00000000000000000E0,0.00000000000000000E0));
+#2169=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#2170=VECTOR('',#2169,1.00000000000000000E0);
+#2171=LINE('',#2168,#2170);
+#2172=DEFINITIONAL_REPRESENTATION('',(#2171),#1);
+#2173=PCURVE('',#231,#2172);
+#2174=SURFACE_CURVE('',#2161,(#2167,#2173),.CURVE_3D.);
+#2175=EDGE_CURVE('',#413,#411,#2174,.T.);
+#2176=CARTESIAN_POINT('',(3.00000000000000000E0,2.00000000000000000E0,0.00000000000000000E0));
+#2177=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#2178=VECTOR('',#2177,1.00000000000000000E0);
+#2179=LINE('',#2176,#2178);
+#2180=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E0));
+#2181=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#2182=VECTOR('',#2181,1.00000000000000000E0);
+#2183=LINE('',#2180,#2182);
+#2184=DEFINITIONAL_REPRESENTATION('',(#2183),#1);
+#2185=PCURVE('',#221,#2184);
+#2186=CARTESIAN_POINT('',(3.00000000000000000E0,2.00000000000000000E0));
+#2187=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#2188=VECTOR('',#2187,1.00000000000000000E0);
+#2189=LINE('',#2186,#2188);
+#2190=DEFINITIONAL_REPRESENTATION('',(#2189),#1);
+#2191=PCURVE('',#226,#2190);
+#2192=SURFACE_CURVE('',#2179,(#2185,#2191),.CURVE_3D.);
+#2193=EDGE_CURVE('',#409,#413,#2192,.T.);
+#2194=CARTESIAN_POINT('',(2.00000000000000000E0,3.00000000000000000E0,0.00000000000000000E0));
+#2195=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#2196=VECTOR('',#2195,1.00000000000000000E0);
+#2197=LINE('',#2194,#2196);
+#2198=CARTESIAN_POINT('',(2.00000000000000000E0,3.00000000000000000E0));
+#2199=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#2200=VECTOR('',#2199,1.00000000000000000E0);
+#2201=LINE('',#2198,#2200);
+#2202=DEFINITIONAL_REPRESENTATION('',(#2201),#1);
+#2203=PCURVE('',#226,#2202);
+#2204=CARTESIAN_POINT('',(2.00000000000000000E0,0.00000000000000000E0));
+#2205=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#2206=VECTOR('',#2205,1.00000000000000000E0);
+#2207=LINE('',#2204,#2206);
+#2208=DEFINITIONAL_REPRESENTATION('',(#2207),#1);
+#2209=PCURVE('',#231,#2208);
+#2210=SURFACE_CURVE('',#2197,(#2203,#2209),.CURVE_3D.);
+#2211=EDGE_CURVE('',#379,#413,#2210,.T.);
+#2212=CARTESIAN_POINT('',(2.00000000000000000E0,3.00000000000000000E0,-1.00000000000000000E0));
+#2213=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#2214=VECTOR('',#2213,1.00000000000000000E0);
+#2215=LINE('',#2212,#2214);
+#2216=CARTESIAN_POINT('',(2.00000000000000000E0,1.00000000000000000E0));
+#2217=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#2218=VECTOR('',#2217,1.00000000000000000E0);
+#2219=LINE('',#2216,#2218);
+#2220=DEFINITIONAL_REPRESENTATION('',(#2219),#1);
+#2221=PCURVE('',#231,#2220);
+#2222=CARTESIAN_POINT('',(2.00000000000000000E0,1.00000000000000000E0));
+#2223=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#2224=VECTOR('',#2223,1.00000000000000000E0);
+#2225=LINE('',#2222,#2224);
+#2226=DEFINITIONAL_REPRESENTATION('',(#2225),#1);
+#2227=PCURVE('',#261,#2226);
+#2228=SURFACE_CURVE('',#2215,(#2221,#2227),.CURVE_3D.);
+#2229=EDGE_CURVE('',#381,#411,#2228,.T.);
+#2230=CARTESIAN_POINT('',(3.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#2231=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#2232=VECTOR('',#2231,1.00000000000000000E0);
+#2233=LINE('',#2230,#2232);
+#2234=CARTESIAN_POINT('',(1.00000000000000000E0,0.00000000000000000E0));
+#2235=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#2236=VECTOR('',#2235,1.00000000000000000E0);
+#2237=LINE('',#2234,#2236);
+#2238=DEFINITIONAL_REPRESENTATION('',(#2237),#1);
+#2239=PCURVE('',#236,#2238);
+#2240=CARTESIAN_POINT('',(1.00000000000000000E0,3.00000000000000000E0));
+#2241=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#2242=VECTOR('',#2241,1.00000000000000000E0);
+#2243=LINE('',#2240,#2242);
+#2244=DEFINITIONAL_REPRESENTATION('',(#2243),#1);
+#2245=PCURVE('',#241,#2244);
+#2246=SURFACE_CURVE('',#2233,(#2239,#2245),.CURVE_3D.);
+#2247=EDGE_CURVE('',#401,#415,#2246,.T.);
+#2248=CARTESIAN_POINT('',(3.00000000000000000E0,0.00000000000000000E0,-2.00000000000000000E0));
+#2249=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#2250=VECTOR('',#2249,1.00000000000000000E0);
+#2251=LINE('',#2248,#2250);
+#2252=CARTESIAN_POINT('',(2.00000000000000000E0,0.00000000000000000E0));
+#2253=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#2254=VECTOR('',#2253,1.00000000000000000E0);
+#2255=LINE('',#2252,#2254);
+#2256=DEFINITIONAL_REPRESENTATION('',(#2255),#1);
+#2257=PCURVE('',#236,#2256);
+#2258=CARTESIAN_POINT('',(2.00000000000000000E0,0.00000000000000000E0));
+#2259=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#2260=VECTOR('',#2259,1.00000000000000000E0);
+#2261=LINE('',#2258,#2260);
+#2262=DEFINITIONAL_REPRESENTATION('',(#2261),#1);
+#2263=PCURVE('',#266,#2262);
+#2264=SURFACE_CURVE('',#2251,(#2257,#2263),.CURVE_3D.);
+#2265=EDGE_CURVE('',#415,#417,#2264,.T.);
+#2266=CARTESIAN_POINT('',(3.00000000000000000E0,1.00000000000000000E0,-1.00000000000000000E0));
+#2267=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#2268=VECTOR('',#2267,1.00000000000000000E0);
+#2269=LINE('',#2266,#2268);
+#2270=CARTESIAN_POINT('',(1.00000000000000000E0,1.00000000000000000E0));
+#2271=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#2272=VECTOR('',#2271,1.00000000000000000E0);
+#2273=LINE('',#2270,#2272);
+#2274=DEFINITIONAL_REPRESENTATION('',(#2273),#1);
+#2275=PCURVE('',#236,#2274);
+#2276=CARTESIAN_POINT('',(1.00000000000000000E0,1.00000000000000000E0));
+#2277=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#2278=VECTOR('',#2277,1.00000000000000000E0);
+#2279=LINE('',#2276,#2278);
+#2280=DEFINITIONAL_REPRESENTATION('',(#2279),#1);
+#2281=PCURVE('',#251,#2280);
+#2282=SURFACE_CURVE('',#2269,(#2275,#2281),.CURVE_3D.);
+#2283=EDGE_CURVE('',#403,#417,#2282,.T.);
+#2284=CARTESIAN_POINT('',(2.00000000000000000E0,0.00000000000000000E0,-2.00000000000000000E0));
+#2285=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#2286=VECTOR('',#2285,1.00000000000000000E0);
+#2287=LINE('',#2284,#2286);
+#2288=CARTESIAN_POINT('',(2.00000000000000000E0,2.00000000000000000E0));
+#2289=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#2290=VECTOR('',#2289,1.00000000000000000E0);
+#2291=LINE('',#2288,#2290);
+#2292=DEFINITIONAL_REPRESENTATION('',(#2291),#1);
+#2293=PCURVE('',#241,#2292);
+#2294=CARTESIAN_POINT('',(2.00000000000000000E0,2.00000000000000000E0));
+#2295=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#2296=VECTOR('',#2295,1.00000000000000000E0);
+#2297=LINE('',#2294,#2296);
+#2298=DEFINITIONAL_REPRESENTATION('',(#2297),#1);
+#2299=PCURVE('',#276,#2298);
+#2300=SURFACE_CURVE('',#2287,(#2293,#2299),.CURVE_3D.);
+#2301=EDGE_CURVE('',#383,#415,#2300,.T.);
+#2302=CARTESIAN_POINT('',(3.00000000000000000E0,1.00000000000000000E0,-2.00000000000000000E0));
+#2303=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#2304=VECTOR('',#2303,1.00000000000000000E0);
+#2305=LINE('',#2302,#2304);
+#2306=CARTESIAN_POINT('',(2.00000000000000000E0,1.00000000000000000E0));
+#2307=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#2308=VECTOR('',#2307,1.00000000000000000E0);
+#2309=LINE('',#2306,#2308);
+#2310=DEFINITIONAL_REPRESENTATION('',(#2309),#1);
+#2311=PCURVE('',#251,#2310);
+#2312=CARTESIAN_POINT('',(2.00000000000000000E0,1.00000000000000000E0));
+#2313=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#2314=VECTOR('',#2313,1.00000000000000000E0);
+#2315=LINE('',#2312,#2314);
+#2316=DEFINITIONAL_REPRESENTATION('',(#2315),#1);
+#2317=PCURVE('',#281,#2316);
+#2318=SURFACE_CURVE('',#2305,(#2311,#2317),.CURVE_3D.);
+#2319=EDGE_CURVE('',#417,#419,#2318,.T.);
+#2320=CARTESIAN_POINT('',(3.00000000000000000E0,2.00000000000000000E0,-1.00000000000000000E0));
+#2321=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#2322=VECTOR('',#2321,1.00000000000000000E0);
+#2323=LINE('',#2320,#2322);
+#2324=CARTESIAN_POINT('',(1.00000000000000000E0,2.00000000000000000E0));
+#2325=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#2326=VECTOR('',#2325,1.00000000000000000E0);
+#2327=LINE('',#2324,#2326);
+#2328=DEFINITIONAL_REPRESENTATION('',(#2327),#1);
+#2329=PCURVE('',#251,#2328);
+#2330=CARTESIAN_POINT('',(1.00000000000000000E0,2.00000000000000000E0));
+#2331=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#2332=VECTOR('',#2331,1.00000000000000000E0);
+#2333=LINE('',#2330,#2332);
+#2334=DEFINITIONAL_REPRESENTATION('',(#2333),#1);
+#2335=PCURVE('',#256,#2334);
+#2336=SURFACE_CURVE('',#2323,(#2329,#2335),.CURVE_3D.);
+#2337=EDGE_CURVE('',#407,#419,#2336,.T.);
+#2338=CARTESIAN_POINT('',(3.00000000000000000E0,2.00000000000000000E0,-2.00000000000000000E0));
+#2339=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#2340=VECTOR('',#2339,1.00000000000000000E0);
+#2341=LINE('',#2338,#2340);
+#2342=CARTESIAN_POINT('',(2.00000000000000000E0,2.00000000000000000E0));
+#2343=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#2344=VECTOR('',#2343,1.00000000000000000E0);
+#2345=LINE('',#2342,#2344);
+#2346=DEFINITIONAL_REPRESENTATION('',(#2345),#1);
+#2347=PCURVE('',#256,#2346);
+#2348=CARTESIAN_POINT('',(2.00000000000000000E0,2.00000000000000000E0));
+#2349=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#2350=VECTOR('',#2349,1.00000000000000000E0);
+#2351=LINE('',#2348,#2350);
+#2352=DEFINITIONAL_REPRESENTATION('',(#2351),#1);
+#2353=PCURVE('',#291,#2352);
+#2354=SURFACE_CURVE('',#2341,(#2347,#2353),.CURVE_3D.);
+#2355=EDGE_CURVE('',#419,#421,#2354,.T.);
+#2356=CARTESIAN_POINT('',(3.00000000000000000E0,3.00000000000000000E0,-1.00000000000000000E0));
+#2357=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#2358=VECTOR('',#2357,1.00000000000000000E0);
+#2359=LINE('',#2356,#2358);
+#2360=CARTESIAN_POINT('',(1.00000000000000000E0,3.00000000000000000E0));
+#2361=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#2362=VECTOR('',#2361,1.00000000000000000E0);
+#2363=LINE('',#2360,#2362);
+#2364=DEFINITIONAL_REPRESENTATION('',(#2363),#1);
+#2365=PCURVE('',#256,#2364);
+#2366=CARTESIAN_POINT('',(3.00000000000000000E0,1.00000000000000000E0));
+#2367=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#2368=VECTOR('',#2367,1.00000000000000000E0);
+#2369=LINE('',#2366,#2368);
+#2370=DEFINITIONAL_REPRESENTATION('',(#2369),#1);
+#2371=PCURVE('',#261,#2370);
+#2372=SURFACE_CURVE('',#2359,(#2365,#2371),.CURVE_3D.);
+#2373=EDGE_CURVE('',#411,#421,#2372,.T.);
+#2374=CARTESIAN_POINT('',(2.00000000000000000E0,3.00000000000000000E0,-2.00000000000000000E0));
+#2375=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#2376=VECTOR('',#2375,1.00000000000000000E0);
+#2377=LINE('',#2374,#2376);
+#2378=CARTESIAN_POINT('',(2.00000000000000000E0,2.00000000000000000E0));
+#2379=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#2380=VECTOR('',#2379,1.00000000000000000E0);
+#2381=LINE('',#2378,#2380);
+#2382=DEFINITIONAL_REPRESENTATION('',(#2381),#1);
+#2383=PCURVE('',#261,#2382);
+#2384=CARTESIAN_POINT('',(2.00000000000000000E0,2.00000000000000000E0));
+#2385=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#2386=VECTOR('',#2385,1.00000000000000000E0);
+#2387=LINE('',#2384,#2386);
+#2388=DEFINITIONAL_REPRESENTATION('',(#2387),#1);
+#2389=PCURVE('',#301,#2388);
+#2390=SURFACE_CURVE('',#2377,(#2383,#2389),.CURVE_3D.);
+#2391=EDGE_CURVE('',#389,#421,#2390,.T.);
+#2392=CARTESIAN_POINT('',(3.00000000000000000E0,0.00000000000000000E0,-2.00000000000000000E0));
+#2393=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#2394=VECTOR('',#2393,1.00000000000000000E0);
+#2395=LINE('',#2392,#2394);
+#2396=CARTESIAN_POINT('',(2.00000000000000000E0,0.00000000000000000E0));
+#2397=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#2398=VECTOR('',#2397,1.00000000000000000E0);
+#2399=LINE('',#2396,#2398);
+#2400=DEFINITIONAL_REPRESENTATION('',(#2399),#1);
+#2401=PCURVE('',#266,#2400);
+#2402=CARTESIAN_POINT('',(2.00000000000000000E0,3.00000000000000000E0));
+#2403=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#2404=VECTOR('',#2403,1.00000000000000000E0);
+#2405=LINE('',#2402,#2404);
+#2406=DEFINITIONAL_REPRESENTATION('',(#2405),#1);
+#2407=PCURVE('',#276,#2406);
+#2408=SURFACE_CURVE('',#2395,(#2401,#2407),.CURVE_3D.);
+#2409=EDGE_CURVE('',#415,#423,#2408,.T.);
+#2410=CARTESIAN_POINT('',(3.00000000000000000E0,0.00000000000000000E0,-3.00000000000000000E0));
+#2411=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#2412=VECTOR('',#2411,1.00000000000000000E0);
+#2413=LINE('',#2410,#2412);
+#2414=CARTESIAN_POINT('',(3.00000000000000000E0,0.00000000000000000E0));
+#2415=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#2416=VECTOR('',#2415,1.00000000000000000E0);
+#2417=LINE('',#2414,#2416);
+#2418=DEFINITIONAL_REPRESENTATION('',(#2417),#1);
+#2419=PCURVE('',#266,#2418);
+#2420=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E0));
+#2421=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#2422=VECTOR('',#2421,1.00000000000000000E0);
+#2423=LINE('',#2420,#2422);
+#2424=DEFINITIONAL_REPRESENTATION('',(#2423),#1);
+#2425=PCURVE('',#271,#2424);
+#2426=SURFACE_CURVE('',#2413,(#2419,#2425),.CURVE_3D.);
+#2427=EDGE_CURVE('',#423,#425,#2426,.T.);
+#2428=CARTESIAN_POINT('',(3.00000000000000000E0,1.00000000000000000E0,-2.00000000000000000E0));
+#2429=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#2430=VECTOR('',#2429,1.00000000000000000E0);
+#2431=LINE('',#2428,#2430);
+#2432=CARTESIAN_POINT('',(2.00000000000000000E0,1.00000000000000000E0));
+#2433=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#2434=VECTOR('',#2433,1.00000000000000000E0);
+#2435=LINE('',#2432,#2434);
+#2436=DEFINITIONAL_REPRESENTATION('',(#2435),#1);
+#2437=PCURVE('',#266,#2436);
+#2438=CARTESIAN_POINT('',(2.00000000000000000E0,1.00000000000000000E0));
+#2439=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#2440=VECTOR('',#2439,1.00000000000000000E0);
+#2441=LINE('',#2438,#2440);
+#2442=DEFINITIONAL_REPRESENTATION('',(#2441),#1);
+#2443=PCURVE('',#281,#2442);
+#2444=SURFACE_CURVE('',#2431,(#2437,#2443),.CURVE_3D.);
+#2445=EDGE_CURVE('',#417,#425,#2444,.T.);
+#2446=CARTESIAN_POINT('',(2.00000000000000000E0,1.00000000000000000E0,-3.00000000000000000E0));
+#2447=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#2448=VECTOR('',#2447,1.00000000000000000E0);
+#2449=LINE('',#2446,#2448);
+#2450=CARTESIAN_POINT('',(1.00000000000000000E0,2.00000000000000000E0));
+#2451=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#2452=VECTOR('',#2451,1.00000000000000000E0);
+#2453=LINE('',#2450,#2452);
+#2454=DEFINITIONAL_REPRESENTATION('',(#2453),#1);
+#2455=PCURVE('',#271,#2454);
+#2456=CARTESIAN_POINT('',(1.00000000000000000E0,2.00000000000000000E0));
+#2457=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#2458=VECTOR('',#2457,1.00000000000000000E0);
+#2459=LINE('',#2456,#2458);
+#2460=DEFINITIONAL_REPRESENTATION('',(#2459),#1);
+#2461=PCURVE('',#286,#2460);
+#2462=SURFACE_CURVE('',#2449,(#2455,#2461),.CURVE_3D.);
+#2463=EDGE_CURVE('',#391,#425,#2462,.T.);
+#2464=CARTESIAN_POINT('',(2.00000000000000000E0,0.00000000000000000E0,-3.00000000000000000E0));
+#2465=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#2466=VECTOR('',#2465,1.00000000000000000E0);
+#2467=LINE('',#2464,#2466);
+#2468=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E0));
+#2469=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#2470=VECTOR('',#2469,1.00000000000000000E0);
+#2471=LINE('',#2468,#2470);
+#2472=DEFINITIONAL_REPRESENTATION('',(#2471),#1);
+#2473=PCURVE('',#271,#2472);
+#2474=CARTESIAN_POINT('',(3.00000000000000000E0,2.00000000000000000E0));
+#2475=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#2476=VECTOR('',#2475,1.00000000000000000E0);
+#2477=LINE('',#2474,#2476);
+#2478=DEFINITIONAL_REPRESENTATION('',(#2477),#1);
+#2479=PCURVE('',#276,#2478);
+#2480=SURFACE_CURVE('',#2467,(#2473,#2479),.CURVE_3D.);
+#2481=EDGE_CURVE('',#393,#423,#2480,.T.);
+#2482=CARTESIAN_POINT('',(3.00000000000000000E0,1.00000000000000000E0,-3.00000000000000000E0));
+#2483=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#2484=VECTOR('',#2483,1.00000000000000000E0);
+#2485=LINE('',#2482,#2484);
+#2486=CARTESIAN_POINT('',(3.00000000000000000E0,1.00000000000000000E0));
+#2487=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#2488=VECTOR('',#2487,1.00000000000000000E0);
+#2489=LINE('',#2486,#2488);
+#2490=DEFINITIONAL_REPRESENTATION('',(#2489),#1);
+#2491=PCURVE('',#281,#2490);
+#2492=CARTESIAN_POINT('',(1.00000000000000000E0,3.00000000000000000E0));
+#2493=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#2494=VECTOR('',#2493,1.00000000000000000E0);
+#2495=LINE('',#2492,#2494);
+#2496=DEFINITIONAL_REPRESENTATION('',(#2495),#1);
+#2497=PCURVE('',#286,#2496);
+#2498=SURFACE_CURVE('',#2485,(#2491,#2497),.CURVE_3D.);
+#2499=EDGE_CURVE('',#425,#427,#2498,.T.);
+#2500=CARTESIAN_POINT('',(3.00000000000000000E0,2.00000000000000000E0,-2.00000000000000000E0));
+#2501=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#2502=VECTOR('',#2501,1.00000000000000000E0);
+#2503=LINE('',#2500,#2502);
+#2504=CARTESIAN_POINT('',(2.00000000000000000E0,2.00000000000000000E0));
+#2505=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#2506=VECTOR('',#2505,1.00000000000000000E0);
+#2507=LINE('',#2504,#2506);
+#2508=DEFINITIONAL_REPRESENTATION('',(#2507),#1);
+#2509=PCURVE('',#281,#2508);
+#2510=CARTESIAN_POINT('',(2.00000000000000000E0,2.00000000000000000E0));
+#2511=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#2512=VECTOR('',#2511,1.00000000000000000E0);
+#2513=LINE('',#2510,#2512);
+#2514=DEFINITIONAL_REPRESENTATION('',(#2513),#1);
+#2515=PCURVE('',#291,#2514);
+#2516=SURFACE_CURVE('',#2503,(#2509,#2515),.CURVE_3D.);
+#2517=EDGE_CURVE('',#419,#427,#2516,.T.);
+#2518=CARTESIAN_POINT('',(2.00000000000000000E0,2.00000000000000000E0,-3.00000000000000000E0));
+#2519=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#2520=VECTOR('',#2519,1.00000000000000000E0);
+#2521=LINE('',#2518,#2520);
+#2522=CARTESIAN_POINT('',(2.00000000000000000E0,2.00000000000000000E0));
+#2523=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#2524=VECTOR('',#2523,1.00000000000000000E0);
+#2525=LINE('',#2522,#2524);
+#2526=DEFINITIONAL_REPRESENTATION('',(#2525),#1);
+#2527=PCURVE('',#286,#2526);
+#2528=CARTESIAN_POINT('',(2.00000000000000000E0,2.00000000000000000E0));
+#2529=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#2530=VECTOR('',#2529,1.00000000000000000E0);
+#2531=LINE('',#2528,#2530);
+#2532=DEFINITIONAL_REPRESENTATION('',(#2531),#1);
+#2533=PCURVE('',#296,#2532);
+#2534=SURFACE_CURVE('',#2521,(#2527,#2533),.CURVE_3D.);
+#2535=EDGE_CURVE('',#395,#427,#2534,.T.);
+#2536=CARTESIAN_POINT('',(3.00000000000000000E0,2.00000000000000000E0,-3.00000000000000000E0));
+#2537=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#2538=VECTOR('',#2537,1.00000000000000000E0);
+#2539=LINE('',#2536,#2538);
+#2540=CARTESIAN_POINT('',(3.00000000000000000E0,2.00000000000000000E0));
+#2541=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#2542=VECTOR('',#2541,1.00000000000000000E0);
+#2543=LINE('',#2540,#2542);
+#2544=DEFINITIONAL_REPRESENTATION('',(#2543),#1);
+#2545=PCURVE('',#291,#2544);
+#2546=CARTESIAN_POINT('',(2.00000000000000000E0,3.00000000000000000E0));
+#2547=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#2548=VECTOR('',#2547,1.00000000000000000E0);
+#2549=LINE('',#2546,#2548);
+#2550=DEFINITIONAL_REPRESENTATION('',(#2549),#1);
+#2551=PCURVE('',#296,#2550);
+#2552=SURFACE_CURVE('',#2539,(#2545,#2551),.CURVE_3D.);
+#2553=EDGE_CURVE('',#427,#429,#2552,.T.);
+#2554=CARTESIAN_POINT('',(3.00000000000000000E0,3.00000000000000000E0,-2.00000000000000000E0));
+#2555=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#2556=VECTOR('',#2555,1.00000000000000000E0);
+#2557=LINE('',#2554,#2556);
+#2558=CARTESIAN_POINT('',(2.00000000000000000E0,3.00000000000000000E0));
+#2559=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#2560=VECTOR('',#2559,1.00000000000000000E0);
+#2561=LINE('',#2558,#2560);
+#2562=DEFINITIONAL_REPRESENTATION('',(#2561),#1);
+#2563=PCURVE('',#291,#2562);
+#2564=CARTESIAN_POINT('',(3.00000000000000000E0,2.00000000000000000E0));
+#2565=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#2566=VECTOR('',#2565,1.00000000000000000E0);
+#2567=LINE('',#2564,#2566);
+#2568=DEFINITIONAL_REPRESENTATION('',(#2567),#1);
+#2569=PCURVE('',#301,#2568);
+#2570=SURFACE_CURVE('',#2557,(#2563,#2569),.CURVE_3D.);
+#2571=EDGE_CURVE('',#421,#429,#2570,.T.);
+#2572=CARTESIAN_POINT('',(2.00000000000000000E0,3.00000000000000000E0,-3.00000000000000000E0));
+#2573=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#2574=VECTOR('',#2573,1.00000000000000000E0);
+#2575=LINE('',#2572,#2574);
+#2576=CARTESIAN_POINT('',(3.00000000000000000E0,2.00000000000000000E0));
+#2577=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#2578=VECTOR('',#2577,1.00000000000000000E0);
+#2579=LINE('',#2576,#2578);
+#2580=DEFINITIONAL_REPRESENTATION('',(#2579),#1);
+#2581=PCURVE('',#296,#2580);
+#2582=CARTESIAN_POINT('',(2.00000000000000000E0,3.00000000000000000E0));
+#2583=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#2584=VECTOR('',#2583,1.00000000000000000E0);
+#2585=LINE('',#2582,#2584);
+#2586=DEFINITIONAL_REPRESENTATION('',(#2585),#1);
+#2587=PCURVE('',#301,#2586);
+#2588=SURFACE_CURVE('',#2575,(#2581,#2587),.CURVE_3D.);
+#2589=EDGE_CURVE('',#397,#429,#2588,.T.);
+#2590=ORIENTED_EDGE('',*,*,#447,.T.);
+#2591=ORIENTED_EDGE('',*,*,#465,.F.);
+#2592=ORIENTED_EDGE('',*,*,#483,.F.);
+#2593=ORIENTED_EDGE('',*,*,#501,.T.);
+#2594=EDGE_LOOP('',(#2590,#2591,#2592,#2593));
+#2595=FACE_OUTER_BOUND('',#2594,.T.);
+#2596=ADVANCED_FACE('left-0',(#2595),#6,.T.);
+#2597=ORIENTED_EDGE('',*,*,#519,.T.);
+#2598=ORIENTED_EDGE('',*,*,#537,.F.);
+#2599=ORIENTED_EDGE('',*,*,#501,.F.);
+#2600=ORIENTED_EDGE('',*,*,#555,.T.);
+#2601=EDGE_LOOP('',(#2597,#2598,#2599,#2600));
+#2602=FACE_OUTER_BOUND('',#2601,.T.);
+#2603=ADVANCED_FACE('front-1',(#2602),#11,.T.);
+#2604=ORIENTED_EDGE('',*,*,#573,.T.);
+#2605=ORIENTED_EDGE('',*,*,#591,.F.);
+#2606=ORIENTED_EDGE('',*,*,#555,.F.);
+#2607=ORIENTED_EDGE('',*,*,#483,.T.);
+#2608=EDGE_LOOP('',(#2604,#2605,#2606,#2607));
+#2609=FACE_OUTER_BOUND('',#2608,.T.);
+#2610=ADVANCED_FACE('bottom-2',(#2609),#16,.T.);
+#2611=ORIENTED_EDGE('',*,*,#609,.T.);
+#2612=ORIENTED_EDGE('',*,*,#627,.F.);
+#2613=ORIENTED_EDGE('',*,*,#447,.F.);
+#2614=ORIENTED_EDGE('',*,*,#645,.T.);
+#2615=EDGE_LOOP('',(#2611,#2612,#2613,#2614));
+#2616=FACE_OUTER_BOUND('',#2615,.T.);
+#2617=ADVANCED_FACE('left-3',(#2616),#21,.T.);
+#2618=ORIENTED_EDGE('',*,*,#663,.T.);
+#2619=ORIENTED_EDGE('',*,*,#681,.F.);
+#2620=ORIENTED_EDGE('',*,*,#645,.F.);
+#2621=ORIENTED_EDGE('',*,*,#537,.T.);
+#2622=EDGE_LOOP('',(#2618,#2619,#2620,#2621));
+#2623=FACE_OUTER_BOUND('',#2622,.T.);
+#2624=ADVANCED_FACE('front-4',(#2623),#26,.T.);
+#2625=ORIENTED_EDGE('',*,*,#699,.T.);
+#2626=ORIENTED_EDGE('',*,*,#717,.F.);
+#2627=ORIENTED_EDGE('',*,*,#609,.F.);
+#2628=ORIENTED_EDGE('',*,*,#735,.T.);
+#2629=EDGE_LOOP('',(#2625,#2626,#2627,#2628));
+#2630=FACE_OUTER_BOUND('',#2629,.T.);
+#2631=ADVANCED_FACE('left-5',(#2630),#31,.T.);
+#2632=ORIENTED_EDGE('',*,*,#753,.T.);
+#2633=ORIENTED_EDGE('',*,*,#771,.F.);
+#2634=ORIENTED_EDGE('',*,*,#735,.F.);
+#2635=ORIENTED_EDGE('',*,*,#681,.T.);
+#2636=EDGE_LOOP('',(#2632,#2633,#2634,#2635));
+#2637=FACE_OUTER_BOUND('',#2636,.T.);
+#2638=ADVANCED_FACE('front-6',(#2637),#36,.T.);
+#2639=ORIENTED_EDGE('',*,*,#771,.T.);
+#2640=ORIENTED_EDGE('',*,*,#789,.T.);
+#2641=ORIENTED_EDGE('',*,*,#807,.F.);
+#2642=ORIENTED_EDGE('',*,*,#699,.F.);
+#2643=EDGE_LOOP('',(#2639,#2640,#2641,#2642));
+#2644=FACE_OUTER_BOUND('',#2643,.T.);
+#2645=ADVANCED_FACE('top-7',(#2644),#41,.T.);
+#2646=ORIENTED_EDGE('',*,*,#825,.T.);
+#2647=ORIENTED_EDGE('',*,*,#843,.F.);
+#2648=ORIENTED_EDGE('',*,*,#861,.F.);
+#2649=ORIENTED_EDGE('',*,*,#465,.T.);
+#2650=EDGE_LOOP('',(#2646,#2647,#2648,#2649));
+#2651=FACE_OUTER_BOUND('',#2650,.T.);
+#2652=ADVANCED_FACE('left-8',(#2651),#46,.T.);
+#2653=ORIENTED_EDGE('',*,*,#879,.T.);
+#2654=ORIENTED_EDGE('',*,*,#897,.F.);
+#2655=ORIENTED_EDGE('',*,*,#573,.F.);
+#2656=ORIENTED_EDGE('',*,*,#861,.T.);
+#2657=EDGE_LOOP('',(#2653,#2654,#2655,#2656));
+#2658=FACE_OUTER_BOUND('',#2657,.T.);
+#2659=ADVANCED_FACE('bottom-9',(#2658),#51,.T.);
+#2660=ORIENTED_EDGE('',*,*,#915,.T.);
+#2661=ORIENTED_EDGE('',*,*,#933,.F.);
+#2662=ORIENTED_EDGE('',*,*,#825,.F.);
+#2663=ORIENTED_EDGE('',*,*,#627,.T.);
+#2664=EDGE_LOOP('',(#2660,#2661,#2662,#2663));
+#2665=FACE_OUTER_BOUND('',#2664,.T.);
+#2666=ADVANCED_FACE('left-10',(#2665),#56,.T.);
+#2667=ORIENTED_EDGE('',*,*,#951,.T.);
+#2668=ORIENTED_EDGE('',*,*,#969,.T.);
+#2669=ORIENTED_EDGE('',*,*,#987,.F.);
+#2670=ORIENTED_EDGE('',*,*,#1005,.F.);
+#2671=EDGE_LOOP('',(#2667,#2668,#2669,#2670));
+#2672=FACE_OUTER_BOUND('',#2671,.T.);
+#2673=ADVANCED_FACE('left-11',(#2672),#61,.F.);
+#2674=ORIENTED_EDGE('',*,*,#1023,.T.);
+#2675=ORIENTED_EDGE('',*,*,#1041,.F.);
+#2676=ORIENTED_EDGE('',*,*,#915,.F.);
+#2677=ORIENTED_EDGE('',*,*,#717,.T.);
+#2678=EDGE_LOOP('',(#2674,#2675,#2676,#2677));
+#2679=FACE_OUTER_BOUND('',#2678,.T.);
+#2680=ADVANCED_FACE('left-12',(#2679),#66,.T.);
+#2681=ORIENTED_EDGE('',*,*,#807,.T.);
+#2682=ORIENTED_EDGE('',*,*,#1059,.T.);
+#2683=ORIENTED_EDGE('',*,*,#1077,.F.);
+#2684=ORIENTED_EDGE('',*,*,#1023,.F.);
+#2685=EDGE_LOOP('',(#2681,#2682,#2683,#2684));
+#2686=FACE_OUTER_BOUND('',#2685,.T.);
+#2687=ADVANCED_FACE('top-13',(#2686),#71,.T.);
+#2688=ORIENTED_EDGE('',*,*,#1095,.T.);
+#2689=ORIENTED_EDGE('',*,*,#1113,.F.);
+#2690=ORIENTED_EDGE('',*,*,#1131,.F.);
+#2691=ORIENTED_EDGE('',*,*,#843,.T.);
+#2692=EDGE_LOOP('',(#2688,#2689,#2690,#2691));
+#2693=FACE_OUTER_BOUND('',#2692,.T.);
+#2694=ADVANCED_FACE('left-14',(#2693),#76,.T.);
+#2695=ORIENTED_EDGE('',*,*,#1113,.T.);
+#2696=ORIENTED_EDGE('',*,*,#1149,.T.);
+#2697=ORIENTED_EDGE('',*,*,#1167,.F.);
+#2698=ORIENTED_EDGE('',*,*,#1185,.F.);
+#2699=EDGE_LOOP('',(#2695,#2696,#2697,#2698));
+#2700=FACE_OUTER_BOUND('',#2699,.T.);
+#2701=ADVANCED_FACE('back-15',(#2700),#81,.T.);
+#2702=ORIENTED_EDGE('',*,*,#1185,.T.);
+#2703=ORIENTED_EDGE('',*,*,#1203,.F.);
+#2704=ORIENTED_EDGE('',*,*,#879,.F.);
+#2705=ORIENTED_EDGE('',*,*,#1131,.T.);
+#2706=EDGE_LOOP('',(#2702,#2703,#2704,#2705));
+#2707=FACE_OUTER_BOUND('',#2706,.T.);
+#2708=ADVANCED_FACE('bottom-16',(#2707),#86,.T.);
+#2709=ORIENTED_EDGE('',*,*,#1221,.T.);
+#2710=ORIENTED_EDGE('',*,*,#1239,.F.);
+#2711=ORIENTED_EDGE('',*,*,#1095,.F.);
+#2712=ORIENTED_EDGE('',*,*,#933,.T.);
+#2713=EDGE_LOOP('',(#2709,#2710,#2711,#2712));
+#2714=FACE_OUTER_BOUND('',#2713,.T.);
+#2715=ADVANCED_FACE('left-17',(#2714),#91,.T.);
+#2716=ORIENTED_EDGE('',*,*,#1239,.T.);
+#2717=ORIENTED_EDGE('',*,*,#1257,.T.);
+#2718=ORIENTED_EDGE('',*,*,#1275,.F.);
+#2719=ORIENTED_EDGE('',*,*,#1149,.F.);
+#2720=EDGE_LOOP('',(#2716,#2717,#2718,#2719));
+#2721=FACE_OUTER_BOUND('',#2720,.T.);
+#2722=ADVANCED_FACE('back-18',(#2721),#96,.T.);
+#2723=ORIENTED_EDGE('',*,*,#1293,.T.);
+#2724=ORIENTED_EDGE('',*,*,#1311,.F.);
+#2725=ORIENTED_EDGE('',*,*,#1221,.F.);
+#2726=ORIENTED_EDGE('',*,*,#1041,.T.);
+#2727=EDGE_LOOP('',(#2723,#2724,#2725,#2726));
+#2728=FACE_OUTER_BOUND('',#2727,.T.);
+#2729=ADVANCED_FACE('left-19',(#2728),#101,.T.);
+#2730=ORIENTED_EDGE('',*,*,#1311,.T.);
+#2731=ORIENTED_EDGE('',*,*,#1329,.T.);
+#2732=ORIENTED_EDGE('',*,*,#1347,.F.);
+#2733=ORIENTED_EDGE('',*,*,#1257,.F.);
+#2734=EDGE_LOOP('',(#2730,#2731,#2732,#2733));
+#2735=FACE_OUTER_BOUND('',#2734,.T.);
+#2736=ADVANCED_FACE('back-20',(#2735),#106,.T.);
+#2737=ORIENTED_EDGE('',*,*,#1077,.T.);
+#2738=ORIENTED_EDGE('',*,*,#1365,.T.);
+#2739=ORIENTED_EDGE('',*,*,#1329,.F.);
+#2740=ORIENTED_EDGE('',*,*,#1293,.F.);
+#2741=EDGE_LOOP('',(#2737,#2738,#2739,#2740));
+#2742=FACE_OUTER_BOUND('',#2741,.T.);
+#2743=ADVANCED_FACE('top-21',(#2742),#111,.T.);
+#2744=ORIENTED_EDGE('',*,*,#1383,.T.);
+#2745=ORIENTED_EDGE('',*,*,#1401,.F.);
+#2746=ORIENTED_EDGE('',*,*,#519,.F.);
+#2747=ORIENTED_EDGE('',*,*,#1419,.T.);
+#2748=EDGE_LOOP('',(#2744,#2745,#2746,#2747));
+#2749=FACE_OUTER_BOUND('',#2748,.T.);
+#2750=ADVANCED_FACE('front-22',(#2749),#116,.T.);
+#2751=ORIENTED_EDGE('',*,*,#1437,.T.);
+#2752=ORIENTED_EDGE('',*,*,#1455,.F.);
+#2753=ORIENTED_EDGE('',*,*,#1419,.F.);
+#2754=ORIENTED_EDGE('',*,*,#591,.T.);
+#2755=EDGE_LOOP('',(#2751,#2752,#2753,#2754));
+#2756=FACE_OUTER_BOUND('',#2755,.T.);
+#2757=ADVANCED_FACE('bottom-23',(#2756),#121,.T.);
+#2758=ORIENTED_EDGE('',*,*,#1473,.T.);
+#2759=ORIENTED_EDGE('',*,*,#1491,.F.);
+#2760=ORIENTED_EDGE('',*,*,#663,.F.);
+#2761=ORIENTED_EDGE('',*,*,#1401,.T.);
+#2762=EDGE_LOOP('',(#2758,#2759,#2760,#2761));
+#2763=FACE_OUTER_BOUND('',#2762,.T.);
+#2764=ADVANCED_FACE('front-24',(#2763),#126,.T.);
+#2765=ORIENTED_EDGE('',*,*,#1005,.T.);
+#2766=ORIENTED_EDGE('',*,*,#1509,.T.);
+#2767=ORIENTED_EDGE('',*,*,#1527,.F.);
+#2768=ORIENTED_EDGE('',*,*,#1545,.F.);
+#2769=EDGE_LOOP('',(#2765,#2766,#2767,#2768));
+#2770=FACE_OUTER_BOUND('',#2769,.T.);
+#2771=ADVANCED_FACE('front-25',(#2770),#131,.F.);
+#2772=ORIENTED_EDGE('',*,*,#1563,.T.);
+#2773=ORIENTED_EDGE('',*,*,#1581,.F.);
+#2774=ORIENTED_EDGE('',*,*,#753,.F.);
+#2775=ORIENTED_EDGE('',*,*,#1491,.T.);
+#2776=EDGE_LOOP('',(#2772,#2773,#2774,#2775));
+#2777=FACE_OUTER_BOUND('',#2776,.T.);
+#2778=ADVANCED_FACE('front-26',(#2777),#136,.T.);
+#2779=ORIENTED_EDGE('',*,*,#1581,.T.);
+#2780=ORIENTED_EDGE('',*,*,#1599,.T.);
+#2781=ORIENTED_EDGE('',*,*,#1617,.F.);
+#2782=ORIENTED_EDGE('',*,*,#789,.F.);
+#2783=EDGE_LOOP('',(#2779,#2780,#2781,#2782));
+#2784=FACE_OUTER_BOUND('',#2783,.T.);
+#2785=ADVANCED_FACE('top-27',(#2784),#141,.T.);
+#2786=ORIENTED_EDGE('',*,*,#1635,.T.);
+#2787=ORIENTED_EDGE('',*,*,#1653,.F.);
+#2788=ORIENTED_EDGE('',*,*,#1437,.F.);
+#2789=ORIENTED_EDGE('',*,*,#897,.T.);
+#2790=EDGE_LOOP('',(#2786,#2787,#2788,#2789));
+#2791=FACE_OUTER_BOUND('',#2790,.T.);
+#2792=ADVANCED_FACE('bottom-28',(#2791),#146,.T.);
+#2793=ORIENTED_EDGE('',*,*,#1545,.T.);
+#2794=ORIENTED_EDGE('',*,*,#1671,.T.);
+#2795=ORIENTED_EDGE('',*,*,#1689,.F.);
+#2796=ORIENTED_EDGE('',*,*,#951,.F.);
+#2797=EDGE_LOOP('',(#2793,#2794,#2795,#2796));
+#2798=FACE_OUTER_BOUND('',#2797,.T.);
+#2799=ADVANCED_FACE('bottom-29',(#2798),#151,.F.);
+#2800=ORIENTED_EDGE('',*,*,#1707,.T.);
+#2801=ORIENTED_EDGE('',*,*,#1725,.F.);
+#2802=ORIENTED_EDGE('',*,*,#1509,.F.);
+#2803=ORIENTED_EDGE('',*,*,#987,.T.);
+#2804=EDGE_LOOP('',(#2800,#2801,#2802,#2803));
+#2805=FACE_OUTER_BOUND('',#2804,.T.);
+#2806=ADVANCED_FACE('top-30',(#2805),#156,.F.);
+#2807=ORIENTED_EDGE('',*,*,#1617,.T.);
+#2808=ORIENTED_EDGE('',*,*,#1743,.T.);
+#2809=ORIENTED_EDGE('',*,*,#1761,.F.);
+#2810=ORIENTED_EDGE('',*,*,#1059,.F.);
+#2811=EDGE_LOOP('',(#2807,#2808,#2809,#2810));
+#2812=FACE_OUTER_BOUND('',#2811,.T.);
+#2813=ADVANCED_FACE('top-31',(#2812),#161,.T.);
+#2814=ORIENTED_EDGE('',*,*,#1167,.T.);
+#2815=ORIENTED_EDGE('',*,*,#1779,.T.);
+#2816=ORIENTED_EDGE('',*,*,#1797,.F.);
+#2817=ORIENTED_EDGE('',*,*,#1815,.F.);
+#2818=EDGE_LOOP('',(#2814,#2815,#2816,#2817));
+#2819=FACE_OUTER_BOUND('',#2818,.T.);
+#2820=ADVANCED_FACE('back-32',(#2819),#166,.T.);
+#2821=ORIENTED_EDGE('',*,*,#1815,.T.);
+#2822=ORIENTED_EDGE('',*,*,#1833,.F.);
+#2823=ORIENTED_EDGE('',*,*,#1635,.F.);
+#2824=ORIENTED_EDGE('',*,*,#1203,.T.);
+#2825=EDGE_LOOP('',(#2821,#2822,#2823,#2824));
+#2826=FACE_OUTER_BOUND('',#2825,.T.);
+#2827=ADVANCED_FACE('bottom-33',(#2826),#171,.T.);
+#2828=ORIENTED_EDGE('',*,*,#1851,.T.);
+#2829=ORIENTED_EDGE('',*,*,#1707,.F.);
+#2830=ORIENTED_EDGE('',*,*,#969,.F.);
+#2831=ORIENTED_EDGE('',*,*,#1689,.T.);
+#2832=EDGE_LOOP('',(#2828,#2829,#2830,#2831));
+#2833=FACE_OUTER_BOUND('',#2832,.T.);
+#2834=ADVANCED_FACE('back-34',(#2833),#176,.F.);
+#2835=ORIENTED_EDGE('',*,*,#1275,.T.);
+#2836=ORIENTED_EDGE('',*,*,#1869,.T.);
+#2837=ORIENTED_EDGE('',*,*,#1887,.F.);
+#2838=ORIENTED_EDGE('',*,*,#1779,.F.);
+#2839=EDGE_LOOP('',(#2835,#2836,#2837,#2838));
+#2840=FACE_OUTER_BOUND('',#2839,.T.);
+#2841=ADVANCED_FACE('back-35',(#2840),#181,.T.);
+#2842=ORIENTED_EDGE('',*,*,#1347,.T.);
+#2843=ORIENTED_EDGE('',*,*,#1905,.T.);
+#2844=ORIENTED_EDGE('',*,*,#1923,.F.);
+#2845=ORIENTED_EDGE('',*,*,#1869,.F.);
+#2846=EDGE_LOOP('',(#2842,#2843,#2844,#2845));
+#2847=FACE_OUTER_BOUND('',#2846,.T.);
+#2848=ADVANCED_FACE('back-36',(#2847),#186,.T.);
+#2849=ORIENTED_EDGE('',*,*,#1761,.T.);
+#2850=ORIENTED_EDGE('',*,*,#1941,.T.);
+#2851=ORIENTED_EDGE('',*,*,#1905,.F.);
+#2852=ORIENTED_EDGE('',*,*,#1365,.F.);
+#2853=EDGE_LOOP('',(#2849,#2850,#2851,#2852));
+#2854=FACE_OUTER_BOUND('',#2853,.T.);
+#2855=ADVANCED_FACE('top-37',(#2854),#191,.T.);
+#2856=ORIENTED_EDGE('',*,*,#1959,.T.);
+#2857=ORIENTED_EDGE('',*,*,#1977,.T.);
+#2858=ORIENTED_EDGE('',*,*,#1995,.F.);
+#2859=ORIENTED_EDGE('',*,*,#2013,.F.);
+#2860=EDGE_LOOP('',(#2856,#2857,#2858,#2859));
+#2861=FACE_OUTER_BOUND('',#2860,.T.);
+#2862=ADVANCED_FACE('right-38',(#2861),#196,.T.);
+#2863=ORIENTED_EDGE('',*,*,#2013,.T.);
+#2864=ORIENTED_EDGE('',*,*,#2031,.F.);
+#2865=ORIENTED_EDGE('',*,*,#1383,.F.);
+#2866=ORIENTED_EDGE('',*,*,#2049,.T.);
+#2867=EDGE_LOOP('',(#2863,#2864,#2865,#2866));
+#2868=FACE_OUTER_BOUND('',#2867,.T.);
+#2869=ADVANCED_FACE('front-39',(#2868),#201,.T.);
+#2870=ORIENTED_EDGE('',*,*,#2067,.T.);
+#2871=ORIENTED_EDGE('',*,*,#1959,.F.);
+#2872=ORIENTED_EDGE('',*,*,#2049,.F.);
+#2873=ORIENTED_EDGE('',*,*,#1455,.T.);
+#2874=EDGE_LOOP('',(#2870,#2871,#2872,#2873));
+#2875=FACE_OUTER_BOUND('',#2874,.T.);
+#2876=ADVANCED_FACE('bottom-40',(#2875),#206,.T.);
+#2877=ORIENTED_EDGE('',*,*,#1995,.T.);
+#2878=ORIENTED_EDGE('',*,*,#2085,.T.);
+#2879=ORIENTED_EDGE('',*,*,#2103,.F.);
+#2880=ORIENTED_EDGE('',*,*,#2121,.F.);
+#2881=EDGE_LOOP('',(#2877,#2878,#2879,#2880));
+#2882=FACE_OUTER_BOUND('',#2881,.T.);
+#2883=ADVANCED_FACE('right-41',(#2882),#211,.T.);
+#2884=ORIENTED_EDGE('',*,*,#2121,.T.);
+#2885=ORIENTED_EDGE('',*,*,#2139,.F.);
+#2886=ORIENTED_EDGE('',*,*,#1473,.F.);
+#2887=ORIENTED_EDGE('',*,*,#2031,.T.);
+#2888=EDGE_LOOP('',(#2884,#2885,#2886,#2887));
+#2889=FACE_OUTER_BOUND('',#2888,.T.);
+#2890=ADVANCED_FACE('front-42',(#2889),#216,.T.);
+#2891=ORIENTED_EDGE('',*,*,#2103,.T.);
+#2892=ORIENTED_EDGE('',*,*,#2157,.T.);
+#2893=ORIENTED_EDGE('',*,*,#2175,.F.);
+#2894=ORIENTED_EDGE('',*,*,#2193,.F.);
+#2895=EDGE_LOOP('',(#2891,#2892,#2893,#2894));
+#2896=FACE_OUTER_BOUND('',#2895,.T.);
+#2897=ADVANCED_FACE('right-43',(#2896),#221,.T.);
+#2898=ORIENTED_EDGE('',*,*,#2193,.T.);
+#2899=ORIENTED_EDGE('',*,*,#2211,.F.);
+#2900=ORIENTED_EDGE('',*,*,#1563,.F.);
+#2901=ORIENTED_EDGE('',*,*,#2139,.T.);
+#2902=EDGE_LOOP('',(#2898,#2899,#2900,#2901));
+#2903=FACE_OUTER_BOUND('',#2902,.T.);
+#2904=ADVANCED_FACE('front-44',(#2903),#226,.T.);
+#2905=ORIENTED_EDGE('',*,*,#2211,.T.);
+#2906=ORIENTED_EDGE('',*,*,#2175,.T.);
+#2907=ORIENTED_EDGE('',*,*,#2229,.F.);
+#2908=ORIENTED_EDGE('',*,*,#1599,.F.);
+#2909=EDGE_LOOP('',(#2905,#2906,#2907,#2908));
+#2910=FACE_OUTER_BOUND('',#2909,.T.);
+#2911=ADVANCED_FACE('top-45',(#2910),#231,.T.);
+#2912=ORIENTED_EDGE('',*,*,#2247,.T.);
+#2913=ORIENTED_EDGE('',*,*,#2265,.T.);
+#2914=ORIENTED_EDGE('',*,*,#2283,.F.);
+#2915=ORIENTED_EDGE('',*,*,#1977,.F.);
+#2916=EDGE_LOOP('',(#2912,#2913,#2914,#2915));
+#2917=FACE_OUTER_BOUND('',#2916,.T.);
+#2918=ADVANCED_FACE('right-46',(#2917),#236,.T.);
+#2919=ORIENTED_EDGE('',*,*,#2301,.T.);
+#2920=ORIENTED_EDGE('',*,*,#2247,.F.);
+#2921=ORIENTED_EDGE('',*,*,#2067,.F.);
+#2922=ORIENTED_EDGE('',*,*,#1653,.T.);
+#2923=EDGE_LOOP('',(#2919,#2920,#2921,#2922));
+#2924=FACE_OUTER_BOUND('',#2923,.T.);
+#2925=ADVANCED_FACE('bottom-47',(#2924),#241,.T.);
+#2926=ORIENTED_EDGE('',*,*,#1725,.T.);
+#2927=ORIENTED_EDGE('',*,*,#1851,.F.);
+#2928=ORIENTED_EDGE('',*,*,#1671,.F.);
+#2929=ORIENTED_EDGE('',*,*,#1527,.T.);
+#2930=EDGE_LOOP('',(#2926,#2927,#2928,#2929));
+#2931=FACE_OUTER_BOUND('',#2930,.T.);
+#2932=ADVANCED_FACE('right-48',(#2931),#246,.F.);
+#2933=ORIENTED_EDGE('',*,*,#2283,.T.);
+#2934=ORIENTED_EDGE('',*,*,#2319,.T.);
+#2935=ORIENTED_EDGE('',*,*,#2337,.F.);
+#2936=ORIENTED_EDGE('',*,*,#2085,.F.);
+#2937=EDGE_LOOP('',(#2933,#2934,#2935,#2936));
+#2938=FACE_OUTER_BOUND('',#2937,.T.);
+#2939=ADVANCED_FACE('right-49',(#2938),#251,.T.);
+#2940=ORIENTED_EDGE('',*,*,#2337,.T.);
+#2941=ORIENTED_EDGE('',*,*,#2355,.T.);
+#2942=ORIENTED_EDGE('',*,*,#2373,.F.);
+#2943=ORIENTED_EDGE('',*,*,#2157,.F.);
+#2944=EDGE_LOOP('',(#2940,#2941,#2942,#2943));
+#2945=FACE_OUTER_BOUND('',#2944,.T.);
+#2946=ADVANCED_FACE('right-50',(#2945),#256,.T.);
+#2947=ORIENTED_EDGE('',*,*,#2229,.T.);
+#2948=ORIENTED_EDGE('',*,*,#2373,.T.);
+#2949=ORIENTED_EDGE('',*,*,#2391,.F.);
+#2950=ORIENTED_EDGE('',*,*,#1743,.F.);
+#2951=EDGE_LOOP('',(#2947,#2948,#2949,#2950));
+#2952=FACE_OUTER_BOUND('',#2951,.T.);
+#2953=ADVANCED_FACE('top-51',(#2952),#261,.T.);
+#2954=ORIENTED_EDGE('',*,*,#2409,.T.);
+#2955=ORIENTED_EDGE('',*,*,#2427,.T.);
+#2956=ORIENTED_EDGE('',*,*,#2445,.F.);
+#2957=ORIENTED_EDGE('',*,*,#2265,.F.);
+#2958=EDGE_LOOP('',(#2954,#2955,#2956,#2957));
+#2959=FACE_OUTER_BOUND('',#2958,.T.);
+#2960=ADVANCED_FACE('right-52',(#2959),#266,.T.);
+#2961=ORIENTED_EDGE('',*,*,#1797,.T.);
+#2962=ORIENTED_EDGE('',*,*,#2463,.T.);
+#2963=ORIENTED_EDGE('',*,*,#2427,.F.);
+#2964=ORIENTED_EDGE('',*,*,#2481,.F.);
+#2965=EDGE_LOOP('',(#2961,#2962,#2963,#2964));
+#2966=FACE_OUTER_BOUND('',#2965,.T.);
+#2967=ADVANCED_FACE('back-53',(#2966),#271,.T.);
+#2968=ORIENTED_EDGE('',*,*,#2481,.T.);
+#2969=ORIENTED_EDGE('',*,*,#2409,.F.);
+#2970=ORIENTED_EDGE('',*,*,#2301,.F.);
+#2971=ORIENTED_EDGE('',*,*,#1833,.T.);
+#2972=EDGE_LOOP('',(#2968,#2969,#2970,#2971));
+#2973=FACE_OUTER_BOUND('',#2972,.T.);
+#2974=ADVANCED_FACE('bottom-54',(#2973),#276,.T.);
+#2975=ORIENTED_EDGE('',*,*,#2445,.T.);
+#2976=ORIENTED_EDGE('',*,*,#2499,.T.);
+#2977=ORIENTED_EDGE('',*,*,#2517,.F.);
+#2978=ORIENTED_EDGE('',*,*,#2319,.F.);
+#2979=EDGE_LOOP('',(#2975,#2976,#2977,#2978));
+#2980=FACE_OUTER_BOUND('',#2979,.T.);
+#2981=ADVANCED_FACE('right-55',(#2980),#281,.T.);
+#2982=ORIENTED_EDGE('',*,*,#1887,.T.);
+#2983=ORIENTED_EDGE('',*,*,#2535,.T.);
+#2984=ORIENTED_EDGE('',*,*,#2499,.F.);
+#2985=ORIENTED_EDGE('',*,*,#2463,.F.);
+#2986=EDGE_LOOP('',(#2982,#2983,#2984,#2985));
+#2987=FACE_OUTER_BOUND('',#2986,.T.);
+#2988=ADVANCED_FACE('back-56',(#2987),#286,.T.);
+#2989=ORIENTED_EDGE('',*,*,#2517,.T.);
+#2990=ORIENTED_EDGE('',*,*,#2553,.T.);
+#2991=ORIENTED_EDGE('',*,*,#2571,.F.);
+#2992=ORIENTED_EDGE('',*,*,#2355,.F.);
+#2993=EDGE_LOOP('',(#2989,#2990,#2991,#2992));
+#2994=FACE_OUTER_BOUND('',#2993,.T.);
+#2995=ADVANCED_FACE('right-57',(#2994),#291,.T.);
+#2996=ORIENTED_EDGE('',*,*,#1923,.T.);
+#2997=ORIENTED_EDGE('',*,*,#2589,.T.);
+#2998=ORIENTED_EDGE('',*,*,#2553,.F.);
+#2999=ORIENTED_EDGE('',*,*,#2535,.F.);
+#3000=EDGE_LOOP('',(#2996,#2997,#2998,#2999));
+#3001=FACE_OUTER_BOUND('',#3000,.T.);
+#3002=ADVANCED_FACE('back-58',(#3001),#296,.T.);
+#3003=ORIENTED_EDGE('',*,*,#2391,.T.);
+#3004=ORIENTED_EDGE('',*,*,#2571,.T.);
+#3005=ORIENTED_EDGE('',*,*,#2589,.F.);
+#3006=ORIENTED_EDGE('',*,*,#1941,.F.);
+#3007=EDGE_LOOP('',(#3003,#3004,#3005,#3006));
+#3008=FACE_OUTER_BOUND('',#3007,.T.);
+#3009=ADVANCED_FACE('top-59',(#3008),#301,.T.);
+#3010=CLOSED_SHELL('',(#2596,#2617,#2652,#2610,#2603,#2631,#2666,#2624,#2694,#2659,#2757,#2750,#2645,#2680,#2638,#2715,#2764,#2701,#2708,#2792,#2876,#2869,#2785,#2687,#2729,#2778,#2722,#2890,#2820,#2827,#2925,#2862,#2911,#2813,#2743,#2736,#2904,#2841,#2883,#2967,#2974,#2918,#2897,#2953,#2855,#2848,#2988,#2939,#2960,#2946,#3009,#3002,#2981,#2995));
+#3011=CLOSED_SHELL('',(#2673,#2799,#2834,#2806,#2771,#2932));
+#3012=ORIENTED_CLOSED_SHELL('',*,#3011,.T.);
+#3013=BREP_WITH_VOIDS('box-cavity-0',#3010,(#3012));
+#3014=(LENGTH_UNIT() NAMED_UNIT(*) SI_UNIT($,.METRE.));
+#3015=(NAMED_UNIT(*) PLANE_ANGLE_UNIT() SI_UNIT($,.RADIAN.));
+#3016=(NAMED_UNIT(*) SI_UNIT($,.STERADIAN.) SOLID_ANGLE_UNIT());
+#3017=UNCERTAINTY_MEASURE_WITH_UNIT(LENGTH_MEASURE(1.00000426325642881E-8),#3014,'distance_accuracy_value','exchange error bound');
+#3018=(GEOMETRIC_REPRESENTATION_CONTEXT(3) GLOBAL_UNCERTAINTY_ASSIGNED_CONTEXT((#3017)) GLOBAL_UNIT_ASSIGNED_CONTEXT((#3014,#3015,#3016)) REPRESENTATION_CONTEXT('',''));
+#3019=ADVANCED_BREP_SHAPE_REPRESENTATION('',(#3013),#3018);
+#3020=APPLICATION_CONTEXT('automotive design');
+#3021=APPLICATION_PROTOCOL_DEFINITION('international standard','automotive_design',2000,#3020);
+#3022=PRODUCT_CONTEXT('',#3020,'mechanical');
+#3023=PRODUCT('box-cavity','box-cavity','',(#3022));
+#3024=PRODUCT_DEFINITION_FORMATION_WITH_SPECIFIED_SOURCE('1','',#3023,.NOT_KNOWN.);
+#3025=PRODUCT_DEFINITION_CONTEXT('part definition',#3020,'design');
+#3026=PRODUCT_DEFINITION('','',#3024,#3025);
+#3027=PRODUCT_DEFINITION_SHAPE('','',#3026);
+#3028=SHAPE_DEFINITION_REPRESENTATION(#3027,#3019);
+ENDSEC;
+END-ISO-10303-21;
diff --git a/main/opengeometry/tests/fixtures/cases/box-cavity.step.m.report.json b/main/opengeometry/tests/fixtures/cases/box-cavity.step.m.report.json
new file mode 100644
index 0000000..0c3a55e
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/box-cavity.step.m.report.json
@@ -0,0 +1 @@
+{"cavity_shells":1,"collapsed_chart_uses":0,"edges":120,"exchange_error_bound":1.0000042632564288e-8,"faces":60,"geometric_tolerance":1e-8,"length_unit":"metre","quality":{"kind":"Analytic"},"revision":"1","schema_version":2,"solids":1,"validation_level":"v2 structure, sampled residuals and Part-21 references; external schema/import validation pending"}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/box-cavity.step.mm b/main/opengeometry/tests/fixtures/cases/box-cavity.step.mm
new file mode 100644
index 0000000..231a04c
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/box-cavity.step.mm
@@ -0,0 +1,3037 @@
+ISO-10303-21;
+HEADER;
+FILE_DESCRIPTION(('OpenGeometry authoritative analytic BRep v2'),'2;1');
+FILE_NAME('box-cavity','1970-01-01T00:00:00',('OpenGeometry'),('OpenGeometry'),'OpenGeometry','OpenGeometry','');
+FILE_SCHEMA(('AUTOMOTIVE_DESIGN'));
+ENDSEC;
+DATA;
+#1=(GEOMETRIC_REPRESENTATION_CONTEXT(2) REPRESENTATION_CONTEXT('',''));
+#2=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#3=DIRECTION('',(-1.00000000000000000E0,-0.00000000000000000E0,-0.00000000000000000E0));
+#4=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#5=AXIS2_PLACEMENT_3D('',#2,#3,#4);
+#6=PLANE('',#5);
+#7=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#8=DIRECTION('',(-0.00000000000000000E0,-0.00000000000000000E0,1.00000000000000000E0));
+#9=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#10=AXIS2_PLACEMENT_3D('',#7,#8,#9);
+#11=PLANE('',#10);
+#12=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#13=DIRECTION('',(-0.00000000000000000E0,-1.00000000000000000E0,-0.00000000000000000E0));
+#14=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#15=AXIS2_PLACEMENT_3D('',#12,#13,#14);
+#16=PLANE('',#15);
+#17=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#18=DIRECTION('',(-1.00000000000000000E0,-0.00000000000000000E0,-0.00000000000000000E0));
+#19=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#20=AXIS2_PLACEMENT_3D('',#17,#18,#19);
+#21=PLANE('',#20);
+#22=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#23=DIRECTION('',(-0.00000000000000000E0,-0.00000000000000000E0,1.00000000000000000E0));
+#24=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#25=AXIS2_PLACEMENT_3D('',#22,#23,#24);
+#26=PLANE('',#25);
+#27=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#28=DIRECTION('',(-1.00000000000000000E0,-0.00000000000000000E0,-0.00000000000000000E0));
+#29=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#30=AXIS2_PLACEMENT_3D('',#27,#28,#29);
+#31=PLANE('',#30);
+#32=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#33=DIRECTION('',(-0.00000000000000000E0,-0.00000000000000000E0,1.00000000000000000E0));
+#34=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#35=AXIS2_PLACEMENT_3D('',#32,#33,#34);
+#36=PLANE('',#35);
+#37=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E3,0.00000000000000000E0));
+#38=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#39=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#40=AXIS2_PLACEMENT_3D('',#37,#38,#39);
+#41=PLANE('',#40);
+#42=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#43=DIRECTION('',(-1.00000000000000000E0,-0.00000000000000000E0,-0.00000000000000000E0));
+#44=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#45=AXIS2_PLACEMENT_3D('',#42,#43,#44);
+#46=PLANE('',#45);
+#47=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#48=DIRECTION('',(-0.00000000000000000E0,-1.00000000000000000E0,-0.00000000000000000E0));
+#49=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#50=AXIS2_PLACEMENT_3D('',#47,#48,#49);
+#51=PLANE('',#50);
+#52=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#53=DIRECTION('',(-1.00000000000000000E0,-0.00000000000000000E0,-0.00000000000000000E0));
+#54=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#55=AXIS2_PLACEMENT_3D('',#52,#53,#54);
+#56=PLANE('',#55);
+#57=CARTESIAN_POINT('',(1.00000000000000000E3,1.00000000000000000E3,-1.00000000000000000E3));
+#58=DIRECTION('',(-1.00000000000000000E0,-0.00000000000000000E0,-0.00000000000000000E0));
+#59=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#60=AXIS2_PLACEMENT_3D('',#57,#58,#59);
+#61=PLANE('',#60);
+#62=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#63=DIRECTION('',(-1.00000000000000000E0,-0.00000000000000000E0,-0.00000000000000000E0));
+#64=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#65=AXIS2_PLACEMENT_3D('',#62,#63,#64);
+#66=PLANE('',#65);
+#67=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E3,0.00000000000000000E0));
+#68=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#69=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#70=AXIS2_PLACEMENT_3D('',#67,#68,#69);
+#71=PLANE('',#70);
+#72=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#73=DIRECTION('',(-1.00000000000000000E0,-0.00000000000000000E0,-0.00000000000000000E0));
+#74=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#75=AXIS2_PLACEMENT_3D('',#72,#73,#74);
+#76=PLANE('',#75);
+#77=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-3.00000000000000000E3));
+#78=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#79=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#80=AXIS2_PLACEMENT_3D('',#77,#78,#79);
+#81=PLANE('',#80);
+#82=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#83=DIRECTION('',(-0.00000000000000000E0,-1.00000000000000000E0,-0.00000000000000000E0));
+#84=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#85=AXIS2_PLACEMENT_3D('',#82,#83,#84);
+#86=PLANE('',#85);
+#87=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#88=DIRECTION('',(-1.00000000000000000E0,-0.00000000000000000E0,-0.00000000000000000E0));
+#89=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#90=AXIS2_PLACEMENT_3D('',#87,#88,#89);
+#91=PLANE('',#90);
+#92=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-3.00000000000000000E3));
+#93=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#94=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#95=AXIS2_PLACEMENT_3D('',#92,#93,#94);
+#96=PLANE('',#95);
+#97=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#98=DIRECTION('',(-1.00000000000000000E0,-0.00000000000000000E0,-0.00000000000000000E0));
+#99=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#100=AXIS2_PLACEMENT_3D('',#97,#98,#99);
+#101=PLANE('',#100);
+#102=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-3.00000000000000000E3));
+#103=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#104=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#105=AXIS2_PLACEMENT_3D('',#102,#103,#104);
+#106=PLANE('',#105);
+#107=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E3,0.00000000000000000E0));
+#108=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#109=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#110=AXIS2_PLACEMENT_3D('',#107,#108,#109);
+#111=PLANE('',#110);
+#112=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#113=DIRECTION('',(-0.00000000000000000E0,-0.00000000000000000E0,1.00000000000000000E0));
+#114=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#115=AXIS2_PLACEMENT_3D('',#112,#113,#114);
+#116=PLANE('',#115);
+#117=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#118=DIRECTION('',(-0.00000000000000000E0,-1.00000000000000000E0,-0.00000000000000000E0));
+#119=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#120=AXIS2_PLACEMENT_3D('',#117,#118,#119);
+#121=PLANE('',#120);
+#122=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#123=DIRECTION('',(-0.00000000000000000E0,-0.00000000000000000E0,1.00000000000000000E0));
+#124=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#125=AXIS2_PLACEMENT_3D('',#122,#123,#124);
+#126=PLANE('',#125);
+#127=CARTESIAN_POINT('',(1.00000000000000000E3,1.00000000000000000E3,-1.00000000000000000E3));
+#128=DIRECTION('',(-0.00000000000000000E0,-0.00000000000000000E0,1.00000000000000000E0));
+#129=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#130=AXIS2_PLACEMENT_3D('',#127,#128,#129);
+#131=PLANE('',#130);
+#132=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#133=DIRECTION('',(-0.00000000000000000E0,-0.00000000000000000E0,1.00000000000000000E0));
+#134=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#135=AXIS2_PLACEMENT_3D('',#132,#133,#134);
+#136=PLANE('',#135);
+#137=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E3,0.00000000000000000E0));
+#138=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#139=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#140=AXIS2_PLACEMENT_3D('',#137,#138,#139);
+#141=PLANE('',#140);
+#142=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#143=DIRECTION('',(-0.00000000000000000E0,-1.00000000000000000E0,-0.00000000000000000E0));
+#144=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#145=AXIS2_PLACEMENT_3D('',#142,#143,#144);
+#146=PLANE('',#145);
+#147=CARTESIAN_POINT('',(1.00000000000000000E3,1.00000000000000000E3,-1.00000000000000000E3));
+#148=DIRECTION('',(-0.00000000000000000E0,-1.00000000000000000E0,-0.00000000000000000E0));
+#149=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#150=AXIS2_PLACEMENT_3D('',#147,#148,#149);
+#151=PLANE('',#150);
+#152=CARTESIAN_POINT('',(1.00000000000000000E3,2.00000000000000000E3,-1.00000000000000000E3));
+#153=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#154=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#155=AXIS2_PLACEMENT_3D('',#152,#153,#154);
+#156=PLANE('',#155);
+#157=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E3,0.00000000000000000E0));
+#158=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#159=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#160=AXIS2_PLACEMENT_3D('',#157,#158,#159);
+#161=PLANE('',#160);
+#162=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-3.00000000000000000E3));
+#163=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#164=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#165=AXIS2_PLACEMENT_3D('',#162,#163,#164);
+#166=PLANE('',#165);
+#167=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#168=DIRECTION('',(-0.00000000000000000E0,-1.00000000000000000E0,-0.00000000000000000E0));
+#169=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#170=AXIS2_PLACEMENT_3D('',#167,#168,#169);
+#171=PLANE('',#170);
+#172=CARTESIAN_POINT('',(1.00000000000000000E3,1.00000000000000000E3,-2.00000000000000000E3));
+#173=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#174=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#175=AXIS2_PLACEMENT_3D('',#172,#173,#174);
+#176=PLANE('',#175);
+#177=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-3.00000000000000000E3));
+#178=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#179=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#180=AXIS2_PLACEMENT_3D('',#177,#178,#179);
+#181=PLANE('',#180);
+#182=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-3.00000000000000000E3));
+#183=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#184=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#185=AXIS2_PLACEMENT_3D('',#182,#183,#184);
+#186=PLANE('',#185);
+#187=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E3,0.00000000000000000E0));
+#188=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#189=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#190=AXIS2_PLACEMENT_3D('',#187,#188,#189);
+#191=PLANE('',#190);
+#192=CARTESIAN_POINT('',(3.00000000000000000E3,0.00000000000000000E0,0.00000000000000000E0));
+#193=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#194=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#195=AXIS2_PLACEMENT_3D('',#192,#193,#194);
+#196=PLANE('',#195);
+#197=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#198=DIRECTION('',(-0.00000000000000000E0,-0.00000000000000000E0,1.00000000000000000E0));
+#199=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#200=AXIS2_PLACEMENT_3D('',#197,#198,#199);
+#201=PLANE('',#200);
+#202=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#203=DIRECTION('',(-0.00000000000000000E0,-1.00000000000000000E0,-0.00000000000000000E0));
+#204=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#205=AXIS2_PLACEMENT_3D('',#202,#203,#204);
+#206=PLANE('',#205);
+#207=CARTESIAN_POINT('',(3.00000000000000000E3,0.00000000000000000E0,0.00000000000000000E0));
+#208=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#209=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#210=AXIS2_PLACEMENT_3D('',#207,#208,#209);
+#211=PLANE('',#210);
+#212=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#213=DIRECTION('',(-0.00000000000000000E0,-0.00000000000000000E0,1.00000000000000000E0));
+#214=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#215=AXIS2_PLACEMENT_3D('',#212,#213,#214);
+#216=PLANE('',#215);
+#217=CARTESIAN_POINT('',(3.00000000000000000E3,0.00000000000000000E0,0.00000000000000000E0));
+#218=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#219=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#220=AXIS2_PLACEMENT_3D('',#217,#218,#219);
+#221=PLANE('',#220);
+#222=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#223=DIRECTION('',(-0.00000000000000000E0,-0.00000000000000000E0,1.00000000000000000E0));
+#224=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#225=AXIS2_PLACEMENT_3D('',#222,#223,#224);
+#226=PLANE('',#225);
+#227=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E3,0.00000000000000000E0));
+#228=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#229=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#230=AXIS2_PLACEMENT_3D('',#227,#228,#229);
+#231=PLANE('',#230);
+#232=CARTESIAN_POINT('',(3.00000000000000000E3,0.00000000000000000E0,0.00000000000000000E0));
+#233=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#234=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#235=AXIS2_PLACEMENT_3D('',#232,#233,#234);
+#236=PLANE('',#235);
+#237=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#238=DIRECTION('',(-0.00000000000000000E0,-1.00000000000000000E0,-0.00000000000000000E0));
+#239=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#240=AXIS2_PLACEMENT_3D('',#237,#238,#239);
+#241=PLANE('',#240);
+#242=CARTESIAN_POINT('',(2.00000000000000000E3,1.00000000000000000E3,-1.00000000000000000E3));
+#243=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#244=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#245=AXIS2_PLACEMENT_3D('',#242,#243,#244);
+#246=PLANE('',#245);
+#247=CARTESIAN_POINT('',(3.00000000000000000E3,0.00000000000000000E0,0.00000000000000000E0));
+#248=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#249=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#250=AXIS2_PLACEMENT_3D('',#247,#248,#249);
+#251=PLANE('',#250);
+#252=CARTESIAN_POINT('',(3.00000000000000000E3,0.00000000000000000E0,0.00000000000000000E0));
+#253=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#254=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#255=AXIS2_PLACEMENT_3D('',#252,#253,#254);
+#256=PLANE('',#255);
+#257=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E3,0.00000000000000000E0));
+#258=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#259=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#260=AXIS2_PLACEMENT_3D('',#257,#258,#259);
+#261=PLANE('',#260);
+#262=CARTESIAN_POINT('',(3.00000000000000000E3,0.00000000000000000E0,0.00000000000000000E0));
+#263=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#264=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#265=AXIS2_PLACEMENT_3D('',#262,#263,#264);
+#266=PLANE('',#265);
+#267=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-3.00000000000000000E3));
+#268=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#269=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#270=AXIS2_PLACEMENT_3D('',#267,#268,#269);
+#271=PLANE('',#270);
+#272=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#273=DIRECTION('',(-0.00000000000000000E0,-1.00000000000000000E0,-0.00000000000000000E0));
+#274=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#275=AXIS2_PLACEMENT_3D('',#272,#273,#274);
+#276=PLANE('',#275);
+#277=CARTESIAN_POINT('',(3.00000000000000000E3,0.00000000000000000E0,0.00000000000000000E0));
+#278=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#279=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#280=AXIS2_PLACEMENT_3D('',#277,#278,#279);
+#281=PLANE('',#280);
+#282=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-3.00000000000000000E3));
+#283=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#284=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#285=AXIS2_PLACEMENT_3D('',#282,#283,#284);
+#286=PLANE('',#285);
+#287=CARTESIAN_POINT('',(3.00000000000000000E3,0.00000000000000000E0,0.00000000000000000E0));
+#288=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#289=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#290=AXIS2_PLACEMENT_3D('',#287,#288,#289);
+#291=PLANE('',#290);
+#292=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-3.00000000000000000E3));
+#293=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#294=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#295=AXIS2_PLACEMENT_3D('',#292,#293,#294);
+#296=PLANE('',#295);
+#297=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E3,0.00000000000000000E0));
+#298=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#299=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#300=AXIS2_PLACEMENT_3D('',#297,#298,#299);
+#301=PLANE('',#300);
+#302=CARTESIAN_POINT('',(0.00000000000000000E0,1.00000000000000000E3,0.00000000000000000E0));
+#303=VERTEX_POINT('',#302);
+#304=CARTESIAN_POINT('',(0.00000000000000000E0,1.00000000000000000E3,-1.00000000000000000E3));
+#305=VERTEX_POINT('',#304);
+#306=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E3));
+#307=VERTEX_POINT('',#306);
+#308=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#309=VERTEX_POINT('',#308);
+#310=CARTESIAN_POINT('',(1.00000000000000000E3,0.00000000000000000E0,0.00000000000000000E0));
+#311=VERTEX_POINT('',#310);
+#312=CARTESIAN_POINT('',(1.00000000000000000E3,1.00000000000000000E3,0.00000000000000000E0));
+#313=VERTEX_POINT('',#312);
+#314=CARTESIAN_POINT('',(1.00000000000000000E3,0.00000000000000000E0,-1.00000000000000000E3));
+#315=VERTEX_POINT('',#314);
+#316=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E3,0.00000000000000000E0));
+#317=VERTEX_POINT('',#316);
+#318=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E3,-1.00000000000000000E3));
+#319=VERTEX_POINT('',#318);
+#320=CARTESIAN_POINT('',(1.00000000000000000E3,2.00000000000000000E3,0.00000000000000000E0));
+#321=VERTEX_POINT('',#320);
+#322=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E3,0.00000000000000000E0));
+#323=VERTEX_POINT('',#322);
+#324=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E3,-1.00000000000000000E3));
+#325=VERTEX_POINT('',#324);
+#326=CARTESIAN_POINT('',(1.00000000000000000E3,3.00000000000000000E3,0.00000000000000000E0));
+#327=VERTEX_POINT('',#326);
+#328=CARTESIAN_POINT('',(1.00000000000000000E3,3.00000000000000000E3,-1.00000000000000000E3));
+#329=VERTEX_POINT('',#328);
+#330=CARTESIAN_POINT('',(0.00000000000000000E0,1.00000000000000000E3,-2.00000000000000000E3));
+#331=VERTEX_POINT('',#330);
+#332=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-2.00000000000000000E3));
+#333=VERTEX_POINT('',#332);
+#334=CARTESIAN_POINT('',(1.00000000000000000E3,0.00000000000000000E0,-2.00000000000000000E3));
+#335=VERTEX_POINT('',#334);
+#336=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E3,-2.00000000000000000E3));
+#337=VERTEX_POINT('',#336);
+#338=CARTESIAN_POINT('',(1.00000000000000000E3,1.00000000000000000E3,-1.00000000000000000E3));
+#339=VERTEX_POINT('',#338);
+#340=CARTESIAN_POINT('',(1.00000000000000000E3,1.00000000000000000E3,-2.00000000000000000E3));
+#341=VERTEX_POINT('',#340);
+#342=CARTESIAN_POINT('',(1.00000000000000000E3,2.00000000000000000E3,-2.00000000000000000E3));
+#343=VERTEX_POINT('',#342);
+#344=CARTESIAN_POINT('',(1.00000000000000000E3,2.00000000000000000E3,-1.00000000000000000E3));
+#345=VERTEX_POINT('',#344);
+#346=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E3,-2.00000000000000000E3));
+#347=VERTEX_POINT('',#346);
+#348=CARTESIAN_POINT('',(1.00000000000000000E3,3.00000000000000000E3,-2.00000000000000000E3));
+#349=VERTEX_POINT('',#348);
+#350=CARTESIAN_POINT('',(0.00000000000000000E0,1.00000000000000000E3,-3.00000000000000000E3));
+#351=VERTEX_POINT('',#350);
+#352=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-3.00000000000000000E3));
+#353=VERTEX_POINT('',#352);
+#354=CARTESIAN_POINT('',(1.00000000000000000E3,1.00000000000000000E3,-3.00000000000000000E3));
+#355=VERTEX_POINT('',#354);
+#356=CARTESIAN_POINT('',(1.00000000000000000E3,0.00000000000000000E0,-3.00000000000000000E3));
+#357=VERTEX_POINT('',#356);
+#358=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E3,-3.00000000000000000E3));
+#359=VERTEX_POINT('',#358);
+#360=CARTESIAN_POINT('',(1.00000000000000000E3,2.00000000000000000E3,-3.00000000000000000E3));
+#361=VERTEX_POINT('',#360);
+#362=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E3,-3.00000000000000000E3));
+#363=VERTEX_POINT('',#362);
+#364=CARTESIAN_POINT('',(1.00000000000000000E3,3.00000000000000000E3,-3.00000000000000000E3));
+#365=VERTEX_POINT('',#364);
+#366=CARTESIAN_POINT('',(2.00000000000000000E3,0.00000000000000000E0,0.00000000000000000E0));
+#367=VERTEX_POINT('',#366);
+#368=CARTESIAN_POINT('',(2.00000000000000000E3,1.00000000000000000E3,0.00000000000000000E0));
+#369=VERTEX_POINT('',#368);
+#370=CARTESIAN_POINT('',(2.00000000000000000E3,0.00000000000000000E0,-1.00000000000000000E3));
+#371=VERTEX_POINT('',#370);
+#372=CARTESIAN_POINT('',(2.00000000000000000E3,2.00000000000000000E3,0.00000000000000000E0));
+#373=VERTEX_POINT('',#372);
+#374=CARTESIAN_POINT('',(2.00000000000000000E3,2.00000000000000000E3,-1.00000000000000000E3));
+#375=VERTEX_POINT('',#374);
+#376=CARTESIAN_POINT('',(2.00000000000000000E3,1.00000000000000000E3,-1.00000000000000000E3));
+#377=VERTEX_POINT('',#376);
+#378=CARTESIAN_POINT('',(2.00000000000000000E3,3.00000000000000000E3,0.00000000000000000E0));
+#379=VERTEX_POINT('',#378);
+#380=CARTESIAN_POINT('',(2.00000000000000000E3,3.00000000000000000E3,-1.00000000000000000E3));
+#381=VERTEX_POINT('',#380);
+#382=CARTESIAN_POINT('',(2.00000000000000000E3,0.00000000000000000E0,-2.00000000000000000E3));
+#383=VERTEX_POINT('',#382);
+#384=CARTESIAN_POINT('',(2.00000000000000000E3,1.00000000000000000E3,-2.00000000000000000E3));
+#385=VERTEX_POINT('',#384);
+#386=CARTESIAN_POINT('',(2.00000000000000000E3,2.00000000000000000E3,-2.00000000000000000E3));
+#387=VERTEX_POINT('',#386);
+#388=CARTESIAN_POINT('',(2.00000000000000000E3,3.00000000000000000E3,-2.00000000000000000E3));
+#389=VERTEX_POINT('',#388);
+#390=CARTESIAN_POINT('',(2.00000000000000000E3,1.00000000000000000E3,-3.00000000000000000E3));
+#391=VERTEX_POINT('',#390);
+#392=CARTESIAN_POINT('',(2.00000000000000000E3,0.00000000000000000E0,-3.00000000000000000E3));
+#393=VERTEX_POINT('',#392);
+#394=CARTESIAN_POINT('',(2.00000000000000000E3,2.00000000000000000E3,-3.00000000000000000E3));
+#395=VERTEX_POINT('',#394);
+#396=CARTESIAN_POINT('',(2.00000000000000000E3,3.00000000000000000E3,-3.00000000000000000E3));
+#397=VERTEX_POINT('',#396);
+#398=CARTESIAN_POINT('',(3.00000000000000000E3,0.00000000000000000E0,0.00000000000000000E0));
+#399=VERTEX_POINT('',#398);
+#400=CARTESIAN_POINT('',(3.00000000000000000E3,0.00000000000000000E0,-1.00000000000000000E3));
+#401=VERTEX_POINT('',#400);
+#402=CARTESIAN_POINT('',(3.00000000000000000E3,1.00000000000000000E3,-1.00000000000000000E3));
+#403=VERTEX_POINT('',#402);
+#404=CARTESIAN_POINT('',(3.00000000000000000E3,1.00000000000000000E3,0.00000000000000000E0));
+#405=VERTEX_POINT('',#404);
+#406=CARTESIAN_POINT('',(3.00000000000000000E3,2.00000000000000000E3,-1.00000000000000000E3));
+#407=VERTEX_POINT('',#406);
+#408=CARTESIAN_POINT('',(3.00000000000000000E3,2.00000000000000000E3,0.00000000000000000E0));
+#409=VERTEX_POINT('',#408);
+#410=CARTESIAN_POINT('',(3.00000000000000000E3,3.00000000000000000E3,-1.00000000000000000E3));
+#411=VERTEX_POINT('',#410);
+#412=CARTESIAN_POINT('',(3.00000000000000000E3,3.00000000000000000E3,0.00000000000000000E0));
+#413=VERTEX_POINT('',#412);
+#414=CARTESIAN_POINT('',(3.00000000000000000E3,0.00000000000000000E0,-2.00000000000000000E3));
+#415=VERTEX_POINT('',#414);
+#416=CARTESIAN_POINT('',(3.00000000000000000E3,1.00000000000000000E3,-2.00000000000000000E3));
+#417=VERTEX_POINT('',#416);
+#418=CARTESIAN_POINT('',(3.00000000000000000E3,2.00000000000000000E3,-2.00000000000000000E3));
+#419=VERTEX_POINT('',#418);
+#420=CARTESIAN_POINT('',(3.00000000000000000E3,3.00000000000000000E3,-2.00000000000000000E3));
+#421=VERTEX_POINT('',#420);
+#422=CARTESIAN_POINT('',(3.00000000000000000E3,0.00000000000000000E0,-3.00000000000000000E3));
+#423=VERTEX_POINT('',#422);
+#424=CARTESIAN_POINT('',(3.00000000000000000E3,1.00000000000000000E3,-3.00000000000000000E3));
+#425=VERTEX_POINT('',#424);
+#426=CARTESIAN_POINT('',(3.00000000000000000E3,2.00000000000000000E3,-3.00000000000000000E3));
+#427=VERTEX_POINT('',#426);
+#428=CARTESIAN_POINT('',(3.00000000000000000E3,3.00000000000000000E3,-3.00000000000000000E3));
+#429=VERTEX_POINT('',#428);
+#430=CARTESIAN_POINT('',(0.00000000000000000E0,1.00000000000000000E3,0.00000000000000000E0));
+#431=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#432=VECTOR('',#431,1.00000000000000000E3);
+#433=LINE('',#430,#432);
+#434=CARTESIAN_POINT('',(1.00000000000000000E3,0.00000000000000000E0));
+#435=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#436=VECTOR('',#435,1.00000000000000000E3);
+#437=LINE('',#434,#436);
+#438=DEFINITIONAL_REPRESENTATION('',(#437),#1);
+#439=PCURVE('',#6,#438);
+#440=CARTESIAN_POINT('',(1.00000000000000000E3,0.00000000000000000E0));
+#441=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#442=VECTOR('',#441,1.00000000000000000E3);
+#443=LINE('',#440,#442);
+#444=DEFINITIONAL_REPRESENTATION('',(#443),#1);
+#445=PCURVE('',#21,#444);
+#446=SURFACE_CURVE('',#433,(#439,#445),.CURVE_3D.);
+#447=EDGE_CURVE('',#303,#305,#446,.T.);
+#448=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E3));
+#449=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#450=VECTOR('',#449,1.00000000000000000E3);
+#451=LINE('',#448,#450);
+#452=CARTESIAN_POINT('',(0.00000000000000000E0,1.00000000000000000E3));
+#453=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#454=VECTOR('',#453,1.00000000000000000E3);
+#455=LINE('',#452,#454);
+#456=DEFINITIONAL_REPRESENTATION('',(#455),#1);
+#457=PCURVE('',#6,#456);
+#458=CARTESIAN_POINT('',(0.00000000000000000E0,1.00000000000000000E3));
+#459=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#460=VECTOR('',#459,1.00000000000000000E3);
+#461=LINE('',#458,#460);
+#462=DEFINITIONAL_REPRESENTATION('',(#461),#1);
+#463=PCURVE('',#46,#462);
+#464=SURFACE_CURVE('',#451,(#457,#463),.CURVE_3D.);
+#465=EDGE_CURVE('',#307,#305,#464,.T.);
+#466=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#467=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#468=VECTOR('',#467,1.00000000000000000E3);
+#469=LINE('',#466,#468);
+#470=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#471=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#472=VECTOR('',#471,1.00000000000000000E3);
+#473=LINE('',#470,#472);
+#474=DEFINITIONAL_REPRESENTATION('',(#473),#1);
+#475=PCURVE('',#6,#474);
+#476=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#477=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#478=VECTOR('',#477,1.00000000000000000E3);
+#479=LINE('',#476,#478);
+#480=DEFINITIONAL_REPRESENTATION('',(#479),#1);
+#481=PCURVE('',#16,#480);
+#482=SURFACE_CURVE('',#469,(#475,#481),.CURVE_3D.);
+#483=EDGE_CURVE('',#309,#307,#482,.T.);
+#484=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#485=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#486=VECTOR('',#485,1.00000000000000000E3);
+#487=LINE('',#484,#486);
+#488=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#489=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#490=VECTOR('',#489,1.00000000000000000E3);
+#491=LINE('',#488,#490);
+#492=DEFINITIONAL_REPRESENTATION('',(#491),#1);
+#493=PCURVE('',#6,#492);
+#494=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#495=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#496=VECTOR('',#495,1.00000000000000000E3);
+#497=LINE('',#494,#496);
+#498=DEFINITIONAL_REPRESENTATION('',(#497),#1);
+#499=PCURVE('',#11,#498);
+#500=SURFACE_CURVE('',#487,(#493,#499),.CURVE_3D.);
+#501=EDGE_CURVE('',#309,#303,#500,.T.);
+#502=CARTESIAN_POINT('',(1.00000000000000000E3,0.00000000000000000E0,0.00000000000000000E0));
+#503=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#504=VECTOR('',#503,1.00000000000000000E3);
+#505=LINE('',#502,#504);
+#506=CARTESIAN_POINT('',(1.00000000000000000E3,0.00000000000000000E0));
+#507=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#508=VECTOR('',#507,1.00000000000000000E3);
+#509=LINE('',#506,#508);
+#510=DEFINITIONAL_REPRESENTATION('',(#509),#1);
+#511=PCURVE('',#11,#510);
+#512=CARTESIAN_POINT('',(1.00000000000000000E3,0.00000000000000000E0));
+#513=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#514=VECTOR('',#513,1.00000000000000000E3);
+#515=LINE('',#512,#514);
+#516=DEFINITIONAL_REPRESENTATION('',(#515),#1);
+#517=PCURVE('',#116,#516);
+#518=SURFACE_CURVE('',#505,(#511,#517),.CURVE_3D.);
+#519=EDGE_CURVE('',#311,#313,#518,.T.);
+#520=CARTESIAN_POINT('',(0.00000000000000000E0,1.00000000000000000E3,0.00000000000000000E0));
+#521=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#522=VECTOR('',#521,1.00000000000000000E3);
+#523=LINE('',#520,#522);
+#524=CARTESIAN_POINT('',(0.00000000000000000E0,1.00000000000000000E3));
+#525=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#526=VECTOR('',#525,1.00000000000000000E3);
+#527=LINE('',#524,#526);
+#528=DEFINITIONAL_REPRESENTATION('',(#527),#1);
+#529=PCURVE('',#11,#528);
+#530=CARTESIAN_POINT('',(0.00000000000000000E0,1.00000000000000000E3));
+#531=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#532=VECTOR('',#531,1.00000000000000000E3);
+#533=LINE('',#530,#532);
+#534=DEFINITIONAL_REPRESENTATION('',(#533),#1);
+#535=PCURVE('',#26,#534);
+#536=SURFACE_CURVE('',#523,(#529,#535),.CURVE_3D.);
+#537=EDGE_CURVE('',#303,#313,#536,.T.);
+#538=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#539=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#540=VECTOR('',#539,1.00000000000000000E3);
+#541=LINE('',#538,#540);
+#542=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#543=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#544=VECTOR('',#543,1.00000000000000000E3);
+#545=LINE('',#542,#544);
+#546=DEFINITIONAL_REPRESENTATION('',(#545),#1);
+#547=PCURVE('',#11,#546);
+#548=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#549=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#550=VECTOR('',#549,1.00000000000000000E3);
+#551=LINE('',#548,#550);
+#552=DEFINITIONAL_REPRESENTATION('',(#551),#1);
+#553=PCURVE('',#16,#552);
+#554=SURFACE_CURVE('',#541,(#547,#553),.CURVE_3D.);
+#555=EDGE_CURVE('',#309,#311,#554,.T.);
+#556=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E3));
+#557=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#558=VECTOR('',#557,1.00000000000000000E3);
+#559=LINE('',#556,#558);
+#560=CARTESIAN_POINT('',(1.00000000000000000E3,0.00000000000000000E0));
+#561=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#562=VECTOR('',#561,1.00000000000000000E3);
+#563=LINE('',#560,#562);
+#564=DEFINITIONAL_REPRESENTATION('',(#563),#1);
+#565=PCURVE('',#16,#564);
+#566=CARTESIAN_POINT('',(1.00000000000000000E3,0.00000000000000000E0));
+#567=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#568=VECTOR('',#567,1.00000000000000000E3);
+#569=LINE('',#566,#568);
+#570=DEFINITIONAL_REPRESENTATION('',(#569),#1);
+#571=PCURVE('',#51,#570);
+#572=SURFACE_CURVE('',#559,(#565,#571),.CURVE_3D.);
+#573=EDGE_CURVE('',#307,#315,#572,.T.);
+#574=CARTESIAN_POINT('',(1.00000000000000000E3,0.00000000000000000E0,0.00000000000000000E0));
+#575=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#576=VECTOR('',#575,1.00000000000000000E3);
+#577=LINE('',#574,#576);
+#578=CARTESIAN_POINT('',(0.00000000000000000E0,1.00000000000000000E3));
+#579=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#580=VECTOR('',#579,1.00000000000000000E3);
+#581=LINE('',#578,#580);
+#582=DEFINITIONAL_REPRESENTATION('',(#581),#1);
+#583=PCURVE('',#16,#582);
+#584=CARTESIAN_POINT('',(0.00000000000000000E0,1.00000000000000000E3));
+#585=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#586=VECTOR('',#585,1.00000000000000000E3);
+#587=LINE('',#584,#586);
+#588=DEFINITIONAL_REPRESENTATION('',(#587),#1);
+#589=PCURVE('',#121,#588);
+#590=SURFACE_CURVE('',#577,(#583,#589),.CURVE_3D.);
+#591=EDGE_CURVE('',#311,#315,#590,.T.);
+#592=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E3,0.00000000000000000E0));
+#593=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#594=VECTOR('',#593,1.00000000000000000E3);
+#595=LINE('',#592,#594);
+#596=CARTESIAN_POINT('',(2.00000000000000000E3,0.00000000000000000E0));
+#597=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#598=VECTOR('',#597,1.00000000000000000E3);
+#599=LINE('',#596,#598);
+#600=DEFINITIONAL_REPRESENTATION('',(#599),#1);
+#601=PCURVE('',#21,#600);
+#602=CARTESIAN_POINT('',(2.00000000000000000E3,0.00000000000000000E0));
+#603=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#604=VECTOR('',#603,1.00000000000000000E3);
+#605=LINE('',#602,#604);
+#606=DEFINITIONAL_REPRESENTATION('',(#605),#1);
+#607=PCURVE('',#31,#606);
+#608=SURFACE_CURVE('',#595,(#601,#607),.CURVE_3D.);
+#609=EDGE_CURVE('',#317,#319,#608,.T.);
+#610=CARTESIAN_POINT('',(0.00000000000000000E0,1.00000000000000000E3,-1.00000000000000000E3));
+#611=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#612=VECTOR('',#611,1.00000000000000000E3);
+#613=LINE('',#610,#612);
+#614=CARTESIAN_POINT('',(1.00000000000000000E3,1.00000000000000000E3));
+#615=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#616=VECTOR('',#615,1.00000000000000000E3);
+#617=LINE('',#614,#616);
+#618=DEFINITIONAL_REPRESENTATION('',(#617),#1);
+#619=PCURVE('',#21,#618);
+#620=CARTESIAN_POINT('',(1.00000000000000000E3,1.00000000000000000E3));
+#621=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#622=VECTOR('',#621,1.00000000000000000E3);
+#623=LINE('',#620,#622);
+#624=DEFINITIONAL_REPRESENTATION('',(#623),#1);
+#625=PCURVE('',#56,#624);
+#626=SURFACE_CURVE('',#613,(#619,#625),.CURVE_3D.);
+#627=EDGE_CURVE('',#305,#319,#626,.T.);
+#628=CARTESIAN_POINT('',(0.00000000000000000E0,1.00000000000000000E3,0.00000000000000000E0));
+#629=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#630=VECTOR('',#629,1.00000000000000000E3);
+#631=LINE('',#628,#630);
+#632=CARTESIAN_POINT('',(1.00000000000000000E3,0.00000000000000000E0));
+#633=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#634=VECTOR('',#633,1.00000000000000000E3);
+#635=LINE('',#632,#634);
+#636=DEFINITIONAL_REPRESENTATION('',(#635),#1);
+#637=PCURVE('',#21,#636);
+#638=CARTESIAN_POINT('',(0.00000000000000000E0,1.00000000000000000E3));
+#639=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#640=VECTOR('',#639,1.00000000000000000E3);
+#641=LINE('',#638,#640);
+#642=DEFINITIONAL_REPRESENTATION('',(#641),#1);
+#643=PCURVE('',#26,#642);
+#644=SURFACE_CURVE('',#631,(#637,#643),.CURVE_3D.);
+#645=EDGE_CURVE('',#303,#317,#644,.T.);
+#646=CARTESIAN_POINT('',(1.00000000000000000E3,1.00000000000000000E3,0.00000000000000000E0));
+#647=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#648=VECTOR('',#647,1.00000000000000000E3);
+#649=LINE('',#646,#648);
+#650=CARTESIAN_POINT('',(1.00000000000000000E3,1.00000000000000000E3));
+#651=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#652=VECTOR('',#651,1.00000000000000000E3);
+#653=LINE('',#650,#652);
+#654=DEFINITIONAL_REPRESENTATION('',(#653),#1);
+#655=PCURVE('',#26,#654);
+#656=CARTESIAN_POINT('',(1.00000000000000000E3,1.00000000000000000E3));
+#657=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#658=VECTOR('',#657,1.00000000000000000E3);
+#659=LINE('',#656,#658);
+#660=DEFINITIONAL_REPRESENTATION('',(#659),#1);
+#661=PCURVE('',#126,#660);
+#662=SURFACE_CURVE('',#649,(#655,#661),.CURVE_3D.);
+#663=EDGE_CURVE('',#313,#321,#662,.T.);
+#664=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E3,0.00000000000000000E0));
+#665=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#666=VECTOR('',#665,1.00000000000000000E3);
+#667=LINE('',#664,#666);
+#668=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E3));
+#669=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#670=VECTOR('',#669,1.00000000000000000E3);
+#671=LINE('',#668,#670);
+#672=DEFINITIONAL_REPRESENTATION('',(#671),#1);
+#673=PCURVE('',#26,#672);
+#674=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E3));
+#675=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#676=VECTOR('',#675,1.00000000000000000E3);
+#677=LINE('',#674,#676);
+#678=DEFINITIONAL_REPRESENTATION('',(#677),#1);
+#679=PCURVE('',#36,#678);
+#680=SURFACE_CURVE('',#667,(#673,#679),.CURVE_3D.);
+#681=EDGE_CURVE('',#317,#321,#680,.T.);
+#682=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E3,0.00000000000000000E0));
+#683=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#684=VECTOR('',#683,1.00000000000000000E3);
+#685=LINE('',#682,#684);
+#686=CARTESIAN_POINT('',(3.00000000000000000E3,0.00000000000000000E0));
+#687=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#688=VECTOR('',#687,1.00000000000000000E3);
+#689=LINE('',#686,#688);
+#690=DEFINITIONAL_REPRESENTATION('',(#689),#1);
+#691=PCURVE('',#31,#690);
+#692=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#693=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#694=VECTOR('',#693,1.00000000000000000E3);
+#695=LINE('',#692,#694);
+#696=DEFINITIONAL_REPRESENTATION('',(#695),#1);
+#697=PCURVE('',#41,#696);
+#698=SURFACE_CURVE('',#685,(#691,#697),.CURVE_3D.);
+#699=EDGE_CURVE('',#323,#325,#698,.T.);
+#700=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E3,-1.00000000000000000E3));
+#701=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#702=VECTOR('',#701,1.00000000000000000E3);
+#703=LINE('',#700,#702);
+#704=CARTESIAN_POINT('',(2.00000000000000000E3,1.00000000000000000E3));
+#705=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#706=VECTOR('',#705,1.00000000000000000E3);
+#707=LINE('',#704,#706);
+#708=DEFINITIONAL_REPRESENTATION('',(#707),#1);
+#709=PCURVE('',#31,#708);
+#710=CARTESIAN_POINT('',(2.00000000000000000E3,1.00000000000000000E3));
+#711=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#712=VECTOR('',#711,1.00000000000000000E3);
+#713=LINE('',#710,#712);
+#714=DEFINITIONAL_REPRESENTATION('',(#713),#1);
+#715=PCURVE('',#66,#714);
+#716=SURFACE_CURVE('',#703,(#709,#715),.CURVE_3D.);
+#717=EDGE_CURVE('',#319,#325,#716,.T.);
+#718=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E3,0.00000000000000000E0));
+#719=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#720=VECTOR('',#719,1.00000000000000000E3);
+#721=LINE('',#718,#720);
+#722=CARTESIAN_POINT('',(2.00000000000000000E3,0.00000000000000000E0));
+#723=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#724=VECTOR('',#723,1.00000000000000000E3);
+#725=LINE('',#722,#724);
+#726=DEFINITIONAL_REPRESENTATION('',(#725),#1);
+#727=PCURVE('',#31,#726);
+#728=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E3));
+#729=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#730=VECTOR('',#729,1.00000000000000000E3);
+#731=LINE('',#728,#730);
+#732=DEFINITIONAL_REPRESENTATION('',(#731),#1);
+#733=PCURVE('',#36,#732);
+#734=SURFACE_CURVE('',#721,(#727,#733),.CURVE_3D.);
+#735=EDGE_CURVE('',#317,#323,#734,.T.);
+#736=CARTESIAN_POINT('',(1.00000000000000000E3,2.00000000000000000E3,0.00000000000000000E0));
+#737=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#738=VECTOR('',#737,1.00000000000000000E3);
+#739=LINE('',#736,#738);
+#740=CARTESIAN_POINT('',(1.00000000000000000E3,2.00000000000000000E3));
+#741=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#742=VECTOR('',#741,1.00000000000000000E3);
+#743=LINE('',#740,#742);
+#744=DEFINITIONAL_REPRESENTATION('',(#743),#1);
+#745=PCURVE('',#36,#744);
+#746=CARTESIAN_POINT('',(1.00000000000000000E3,2.00000000000000000E3));
+#747=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#748=VECTOR('',#747,1.00000000000000000E3);
+#749=LINE('',#746,#748);
+#750=DEFINITIONAL_REPRESENTATION('',(#749),#1);
+#751=PCURVE('',#136,#750);
+#752=SURFACE_CURVE('',#739,(#745,#751),.CURVE_3D.);
+#753=EDGE_CURVE('',#321,#327,#752,.T.);
+#754=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E3,0.00000000000000000E0));
+#755=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#756=VECTOR('',#755,1.00000000000000000E3);
+#757=LINE('',#754,#756);
+#758=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E3));
+#759=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#760=VECTOR('',#759,1.00000000000000000E3);
+#761=LINE('',#758,#760);
+#762=DEFINITIONAL_REPRESENTATION('',(#761),#1);
+#763=PCURVE('',#36,#762);
+#764=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#765=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#766=VECTOR('',#765,1.00000000000000000E3);
+#767=LINE('',#764,#766);
+#768=DEFINITIONAL_REPRESENTATION('',(#767),#1);
+#769=PCURVE('',#41,#768);
+#770=SURFACE_CURVE('',#757,(#763,#769),.CURVE_3D.);
+#771=EDGE_CURVE('',#323,#327,#770,.T.);
+#772=CARTESIAN_POINT('',(1.00000000000000000E3,3.00000000000000000E3,0.00000000000000000E0));
+#773=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#774=VECTOR('',#773,1.00000000000000000E3);
+#775=LINE('',#772,#774);
+#776=CARTESIAN_POINT('',(1.00000000000000000E3,0.00000000000000000E0));
+#777=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#778=VECTOR('',#777,1.00000000000000000E3);
+#779=LINE('',#776,#778);
+#780=DEFINITIONAL_REPRESENTATION('',(#779),#1);
+#781=PCURVE('',#41,#780);
+#782=CARTESIAN_POINT('',(1.00000000000000000E3,0.00000000000000000E0));
+#783=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#784=VECTOR('',#783,1.00000000000000000E3);
+#785=LINE('',#782,#784);
+#786=DEFINITIONAL_REPRESENTATION('',(#785),#1);
+#787=PCURVE('',#141,#786);
+#788=SURFACE_CURVE('',#775,(#781,#787),.CURVE_3D.);
+#789=EDGE_CURVE('',#327,#329,#788,.T.);
+#790=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E3,-1.00000000000000000E3));
+#791=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#792=VECTOR('',#791,1.00000000000000000E3);
+#793=LINE('',#790,#792);
+#794=CARTESIAN_POINT('',(0.00000000000000000E0,1.00000000000000000E3));
+#795=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#796=VECTOR('',#795,1.00000000000000000E3);
+#797=LINE('',#794,#796);
+#798=DEFINITIONAL_REPRESENTATION('',(#797),#1);
+#799=PCURVE('',#41,#798);
+#800=CARTESIAN_POINT('',(0.00000000000000000E0,1.00000000000000000E3));
+#801=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#802=VECTOR('',#801,1.00000000000000000E3);
+#803=LINE('',#800,#802);
+#804=DEFINITIONAL_REPRESENTATION('',(#803),#1);
+#805=PCURVE('',#71,#804);
+#806=SURFACE_CURVE('',#793,(#799,#805),.CURVE_3D.);
+#807=EDGE_CURVE('',#325,#329,#806,.T.);
+#808=CARTESIAN_POINT('',(0.00000000000000000E0,1.00000000000000000E3,-1.00000000000000000E3));
+#809=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#810=VECTOR('',#809,1.00000000000000000E3);
+#811=LINE('',#808,#810);
+#812=CARTESIAN_POINT('',(1.00000000000000000E3,1.00000000000000000E3));
+#813=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#814=VECTOR('',#813,1.00000000000000000E3);
+#815=LINE('',#812,#814);
+#816=DEFINITIONAL_REPRESENTATION('',(#815),#1);
+#817=PCURVE('',#46,#816);
+#818=CARTESIAN_POINT('',(1.00000000000000000E3,1.00000000000000000E3));
+#819=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#820=VECTOR('',#819,1.00000000000000000E3);
+#821=LINE('',#818,#820);
+#822=DEFINITIONAL_REPRESENTATION('',(#821),#1);
+#823=PCURVE('',#56,#822);
+#824=SURFACE_CURVE('',#811,(#817,#823),.CURVE_3D.);
+#825=EDGE_CURVE('',#305,#331,#824,.T.);
+#826=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-2.00000000000000000E3));
+#827=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#828=VECTOR('',#827,1.00000000000000000E3);
+#829=LINE('',#826,#828);
+#830=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E3));
+#831=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#832=VECTOR('',#831,1.00000000000000000E3);
+#833=LINE('',#830,#832);
+#834=DEFINITIONAL_REPRESENTATION('',(#833),#1);
+#835=PCURVE('',#46,#834);
+#836=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E3));
+#837=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#838=VECTOR('',#837,1.00000000000000000E3);
+#839=LINE('',#836,#838);
+#840=DEFINITIONAL_REPRESENTATION('',(#839),#1);
+#841=PCURVE('',#76,#840);
+#842=SURFACE_CURVE('',#829,(#835,#841),.CURVE_3D.);
+#843=EDGE_CURVE('',#333,#331,#842,.T.);
+#844=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E3));
+#845=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#846=VECTOR('',#845,1.00000000000000000E3);
+#847=LINE('',#844,#846);
+#848=CARTESIAN_POINT('',(0.00000000000000000E0,1.00000000000000000E3));
+#849=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#850=VECTOR('',#849,1.00000000000000000E3);
+#851=LINE('',#848,#850);
+#852=DEFINITIONAL_REPRESENTATION('',(#851),#1);
+#853=PCURVE('',#46,#852);
+#854=CARTESIAN_POINT('',(1.00000000000000000E3,0.00000000000000000E0));
+#855=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#856=VECTOR('',#855,1.00000000000000000E3);
+#857=LINE('',#854,#856);
+#858=DEFINITIONAL_REPRESENTATION('',(#857),#1);
+#859=PCURVE('',#51,#858);
+#860=SURFACE_CURVE('',#847,(#853,#859),.CURVE_3D.);
+#861=EDGE_CURVE('',#307,#333,#860,.T.);
+#862=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-2.00000000000000000E3));
+#863=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#864=VECTOR('',#863,1.00000000000000000E3);
+#865=LINE('',#862,#864);
+#866=CARTESIAN_POINT('',(2.00000000000000000E3,0.00000000000000000E0));
+#867=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#868=VECTOR('',#867,1.00000000000000000E3);
+#869=LINE('',#866,#868);
+#870=DEFINITIONAL_REPRESENTATION('',(#869),#1);
+#871=PCURVE('',#51,#870);
+#872=CARTESIAN_POINT('',(2.00000000000000000E3,0.00000000000000000E0));
+#873=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#874=VECTOR('',#873,1.00000000000000000E3);
+#875=LINE('',#872,#874);
+#876=DEFINITIONAL_REPRESENTATION('',(#875),#1);
+#877=PCURVE('',#86,#876);
+#878=SURFACE_CURVE('',#865,(#871,#877),.CURVE_3D.);
+#879=EDGE_CURVE('',#333,#335,#878,.T.);
+#880=CARTESIAN_POINT('',(1.00000000000000000E3,0.00000000000000000E0,-1.00000000000000000E3));
+#881=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#882=VECTOR('',#881,1.00000000000000000E3);
+#883=LINE('',#880,#882);
+#884=CARTESIAN_POINT('',(1.00000000000000000E3,1.00000000000000000E3));
+#885=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#886=VECTOR('',#885,1.00000000000000000E3);
+#887=LINE('',#884,#886);
+#888=DEFINITIONAL_REPRESENTATION('',(#887),#1);
+#889=PCURVE('',#51,#888);
+#890=CARTESIAN_POINT('',(1.00000000000000000E3,1.00000000000000000E3));
+#891=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#892=VECTOR('',#891,1.00000000000000000E3);
+#893=LINE('',#890,#892);
+#894=DEFINITIONAL_REPRESENTATION('',(#893),#1);
+#895=PCURVE('',#146,#894);
+#896=SURFACE_CURVE('',#883,(#889,#895),.CURVE_3D.);
+#897=EDGE_CURVE('',#315,#335,#896,.T.);
+#898=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E3,-1.00000000000000000E3));
+#899=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#900=VECTOR('',#899,1.00000000000000000E3);
+#901=LINE('',#898,#900);
+#902=CARTESIAN_POINT('',(2.00000000000000000E3,1.00000000000000000E3));
+#903=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#904=VECTOR('',#903,1.00000000000000000E3);
+#905=LINE('',#902,#904);
+#906=DEFINITIONAL_REPRESENTATION('',(#905),#1);
+#907=PCURVE('',#56,#906);
+#908=CARTESIAN_POINT('',(2.00000000000000000E3,1.00000000000000000E3));
+#909=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#910=VECTOR('',#909,1.00000000000000000E3);
+#911=LINE('',#908,#910);
+#912=DEFINITIONAL_REPRESENTATION('',(#911),#1);
+#913=PCURVE('',#66,#912);
+#914=SURFACE_CURVE('',#901,(#907,#913),.CURVE_3D.);
+#915=EDGE_CURVE('',#319,#337,#914,.T.);
+#916=CARTESIAN_POINT('',(0.00000000000000000E0,1.00000000000000000E3,-2.00000000000000000E3));
+#917=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#918=VECTOR('',#917,1.00000000000000000E3);
+#919=LINE('',#916,#918);
+#920=CARTESIAN_POINT('',(1.00000000000000000E3,2.00000000000000000E3));
+#921=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#922=VECTOR('',#921,1.00000000000000000E3);
+#923=LINE('',#920,#922);
+#924=DEFINITIONAL_REPRESENTATION('',(#923),#1);
+#925=PCURVE('',#56,#924);
+#926=CARTESIAN_POINT('',(1.00000000000000000E3,2.00000000000000000E3));
+#927=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#928=VECTOR('',#927,1.00000000000000000E3);
+#929=LINE('',#926,#928);
+#930=DEFINITIONAL_REPRESENTATION('',(#929),#1);
+#931=PCURVE('',#91,#930);
+#932=SURFACE_CURVE('',#919,(#925,#931),.CURVE_3D.);
+#933=EDGE_CURVE('',#331,#337,#932,.T.);
+#934=CARTESIAN_POINT('',(1.00000000000000000E3,1.00000000000000000E3,-1.00000000000000000E3));
+#935=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#936=VECTOR('',#935,1.00000000000000000E3);
+#937=LINE('',#934,#936);
+#938=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#939=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#940=VECTOR('',#939,1.00000000000000000E3);
+#941=LINE('',#938,#940);
+#942=DEFINITIONAL_REPRESENTATION('',(#941),#1);
+#943=PCURVE('',#61,#942);
+#944=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#945=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#946=VECTOR('',#945,1.00000000000000000E3);
+#947=LINE('',#944,#946);
+#948=DEFINITIONAL_REPRESENTATION('',(#947),#1);
+#949=PCURVE('',#151,#948);
+#950=SURFACE_CURVE('',#937,(#943,#949),.CURVE_3D.);
+#951=EDGE_CURVE('',#339,#341,#950,.T.);
+#952=CARTESIAN_POINT('',(1.00000000000000000E3,1.00000000000000000E3,-2.00000000000000000E3));
+#953=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#954=VECTOR('',#953,1.00000000000000000E3);
+#955=LINE('',#952,#954);
+#956=CARTESIAN_POINT('',(0.00000000000000000E0,1.00000000000000000E3));
+#957=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#958=VECTOR('',#957,1.00000000000000000E3);
+#959=LINE('',#956,#958);
+#960=DEFINITIONAL_REPRESENTATION('',(#959),#1);
+#961=PCURVE('',#61,#960);
+#962=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#963=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#964=VECTOR('',#963,1.00000000000000000E3);
+#965=LINE('',#962,#964);
+#966=DEFINITIONAL_REPRESENTATION('',(#965),#1);
+#967=PCURVE('',#176,#966);
+#968=SURFACE_CURVE('',#955,(#961,#967),.CURVE_3D.);
+#969=EDGE_CURVE('',#341,#343,#968,.T.);
+#970=CARTESIAN_POINT('',(1.00000000000000000E3,2.00000000000000000E3,-1.00000000000000000E3));
+#971=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#972=VECTOR('',#971,1.00000000000000000E3);
+#973=LINE('',#970,#972);
+#974=CARTESIAN_POINT('',(1.00000000000000000E3,0.00000000000000000E0));
+#975=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#976=VECTOR('',#975,1.00000000000000000E3);
+#977=LINE('',#974,#976);
+#978=DEFINITIONAL_REPRESENTATION('',(#977),#1);
+#979=PCURVE('',#61,#978);
+#980=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#981=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#982=VECTOR('',#981,1.00000000000000000E3);
+#983=LINE('',#980,#982);
+#984=DEFINITIONAL_REPRESENTATION('',(#983),#1);
+#985=PCURVE('',#156,#984);
+#986=SURFACE_CURVE('',#973,(#979,#985),.CURVE_3D.);
+#987=EDGE_CURVE('',#345,#343,#986,.T.);
+#988=CARTESIAN_POINT('',(1.00000000000000000E3,1.00000000000000000E3,-1.00000000000000000E3));
+#989=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#990=VECTOR('',#989,1.00000000000000000E3);
+#991=LINE('',#988,#990);
+#992=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#993=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#994=VECTOR('',#993,1.00000000000000000E3);
+#995=LINE('',#992,#994);
+#996=DEFINITIONAL_REPRESENTATION('',(#995),#1);
+#997=PCURVE('',#61,#996);
+#998=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#999=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1000=VECTOR('',#999,1.00000000000000000E3);
+#1001=LINE('',#998,#1000);
+#1002=DEFINITIONAL_REPRESENTATION('',(#1001),#1);
+#1003=PCURVE('',#131,#1002);
+#1004=SURFACE_CURVE('',#991,(#997,#1003),.CURVE_3D.);
+#1005=EDGE_CURVE('',#339,#345,#1004,.T.);
+#1006=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E3,-1.00000000000000000E3));
+#1007=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#1008=VECTOR('',#1007,1.00000000000000000E3);
+#1009=LINE('',#1006,#1008);
+#1010=CARTESIAN_POINT('',(3.00000000000000000E3,1.00000000000000000E3));
+#1011=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1012=VECTOR('',#1011,1.00000000000000000E3);
+#1013=LINE('',#1010,#1012);
+#1014=DEFINITIONAL_REPRESENTATION('',(#1013),#1);
+#1015=PCURVE('',#66,#1014);
+#1016=CARTESIAN_POINT('',(0.00000000000000000E0,1.00000000000000000E3));
+#1017=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1018=VECTOR('',#1017,1.00000000000000000E3);
+#1019=LINE('',#1016,#1018);
+#1020=DEFINITIONAL_REPRESENTATION('',(#1019),#1);
+#1021=PCURVE('',#71,#1020);
+#1022=SURFACE_CURVE('',#1009,(#1015,#1021),.CURVE_3D.);
+#1023=EDGE_CURVE('',#325,#347,#1022,.T.);
+#1024=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E3,-2.00000000000000000E3));
+#1025=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#1026=VECTOR('',#1025,1.00000000000000000E3);
+#1027=LINE('',#1024,#1026);
+#1028=CARTESIAN_POINT('',(2.00000000000000000E3,2.00000000000000000E3));
+#1029=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1030=VECTOR('',#1029,1.00000000000000000E3);
+#1031=LINE('',#1028,#1030);
+#1032=DEFINITIONAL_REPRESENTATION('',(#1031),#1);
+#1033=PCURVE('',#66,#1032);
+#1034=CARTESIAN_POINT('',(2.00000000000000000E3,2.00000000000000000E3));
+#1035=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1036=VECTOR('',#1035,1.00000000000000000E3);
+#1037=LINE('',#1034,#1036);
+#1038=DEFINITIONAL_REPRESENTATION('',(#1037),#1);
+#1039=PCURVE('',#101,#1038);
+#1040=SURFACE_CURVE('',#1027,(#1033,#1039),.CURVE_3D.);
+#1041=EDGE_CURVE('',#337,#347,#1040,.T.);
+#1042=CARTESIAN_POINT('',(1.00000000000000000E3,3.00000000000000000E3,-1.00000000000000000E3));
+#1043=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#1044=VECTOR('',#1043,1.00000000000000000E3);
+#1045=LINE('',#1042,#1044);
+#1046=CARTESIAN_POINT('',(1.00000000000000000E3,1.00000000000000000E3));
+#1047=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1048=VECTOR('',#1047,1.00000000000000000E3);
+#1049=LINE('',#1046,#1048);
+#1050=DEFINITIONAL_REPRESENTATION('',(#1049),#1);
+#1051=PCURVE('',#71,#1050);
+#1052=CARTESIAN_POINT('',(1.00000000000000000E3,1.00000000000000000E3));
+#1053=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1054=VECTOR('',#1053,1.00000000000000000E3);
+#1055=LINE('',#1052,#1054);
+#1056=DEFINITIONAL_REPRESENTATION('',(#1055),#1);
+#1057=PCURVE('',#161,#1056);
+#1058=SURFACE_CURVE('',#1045,(#1051,#1057),.CURVE_3D.);
+#1059=EDGE_CURVE('',#329,#349,#1058,.T.);
+#1060=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E3,-2.00000000000000000E3));
+#1061=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1062=VECTOR('',#1061,1.00000000000000000E3);
+#1063=LINE('',#1060,#1062);
+#1064=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E3));
+#1065=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1066=VECTOR('',#1065,1.00000000000000000E3);
+#1067=LINE('',#1064,#1066);
+#1068=DEFINITIONAL_REPRESENTATION('',(#1067),#1);
+#1069=PCURVE('',#71,#1068);
+#1070=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E3));
+#1071=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1072=VECTOR('',#1071,1.00000000000000000E3);
+#1073=LINE('',#1070,#1072);
+#1074=DEFINITIONAL_REPRESENTATION('',(#1073),#1);
+#1075=PCURVE('',#111,#1074);
+#1076=SURFACE_CURVE('',#1063,(#1069,#1075),.CURVE_3D.);
+#1077=EDGE_CURVE('',#347,#349,#1076,.T.);
+#1078=CARTESIAN_POINT('',(0.00000000000000000E0,1.00000000000000000E3,-2.00000000000000000E3));
+#1079=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#1080=VECTOR('',#1079,1.00000000000000000E3);
+#1081=LINE('',#1078,#1080);
+#1082=CARTESIAN_POINT('',(1.00000000000000000E3,2.00000000000000000E3));
+#1083=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1084=VECTOR('',#1083,1.00000000000000000E3);
+#1085=LINE('',#1082,#1084);
+#1086=DEFINITIONAL_REPRESENTATION('',(#1085),#1);
+#1087=PCURVE('',#76,#1086);
+#1088=CARTESIAN_POINT('',(1.00000000000000000E3,2.00000000000000000E3));
+#1089=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1090=VECTOR('',#1089,1.00000000000000000E3);
+#1091=LINE('',#1088,#1090);
+#1092=DEFINITIONAL_REPRESENTATION('',(#1091),#1);
+#1093=PCURVE('',#91,#1092);
+#1094=SURFACE_CURVE('',#1081,(#1087,#1093),.CURVE_3D.);
+#1095=EDGE_CURVE('',#331,#351,#1094,.T.);
+#1096=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-3.00000000000000000E3));
+#1097=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#1098=VECTOR('',#1097,1.00000000000000000E3);
+#1099=LINE('',#1096,#1098);
+#1100=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E3));
+#1101=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1102=VECTOR('',#1101,1.00000000000000000E3);
+#1103=LINE('',#1100,#1102);
+#1104=DEFINITIONAL_REPRESENTATION('',(#1103),#1);
+#1105=PCURVE('',#76,#1104);
+#1106=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#1107=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1108=VECTOR('',#1107,1.00000000000000000E3);
+#1109=LINE('',#1106,#1108);
+#1110=DEFINITIONAL_REPRESENTATION('',(#1109),#1);
+#1111=PCURVE('',#81,#1110);
+#1112=SURFACE_CURVE('',#1099,(#1105,#1111),.CURVE_3D.);
+#1113=EDGE_CURVE('',#353,#351,#1112,.T.);
+#1114=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-2.00000000000000000E3));
+#1115=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#1116=VECTOR('',#1115,1.00000000000000000E3);
+#1117=LINE('',#1114,#1116);
+#1118=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E3));
+#1119=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1120=VECTOR('',#1119,1.00000000000000000E3);
+#1121=LINE('',#1118,#1120);
+#1122=DEFINITIONAL_REPRESENTATION('',(#1121),#1);
+#1123=PCURVE('',#76,#1122);
+#1124=CARTESIAN_POINT('',(2.00000000000000000E3,0.00000000000000000E0));
+#1125=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1126=VECTOR('',#1125,1.00000000000000000E3);
+#1127=LINE('',#1124,#1126);
+#1128=DEFINITIONAL_REPRESENTATION('',(#1127),#1);
+#1129=PCURVE('',#86,#1128);
+#1130=SURFACE_CURVE('',#1117,(#1123,#1129),.CURVE_3D.);
+#1131=EDGE_CURVE('',#333,#353,#1130,.T.);
+#1132=CARTESIAN_POINT('',(0.00000000000000000E0,1.00000000000000000E3,-3.00000000000000000E3));
+#1133=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1134=VECTOR('',#1133,1.00000000000000000E3);
+#1135=LINE('',#1132,#1134);
+#1136=CARTESIAN_POINT('',(1.00000000000000000E3,0.00000000000000000E0));
+#1137=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1138=VECTOR('',#1137,1.00000000000000000E3);
+#1139=LINE('',#1136,#1138);
+#1140=DEFINITIONAL_REPRESENTATION('',(#1139),#1);
+#1141=PCURVE('',#81,#1140);
+#1142=CARTESIAN_POINT('',(1.00000000000000000E3,0.00000000000000000E0));
+#1143=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1144=VECTOR('',#1143,1.00000000000000000E3);
+#1145=LINE('',#1142,#1144);
+#1146=DEFINITIONAL_REPRESENTATION('',(#1145),#1);
+#1147=PCURVE('',#96,#1146);
+#1148=SURFACE_CURVE('',#1135,(#1141,#1147),.CURVE_3D.);
+#1149=EDGE_CURVE('',#351,#355,#1148,.T.);
+#1150=CARTESIAN_POINT('',(1.00000000000000000E3,0.00000000000000000E0,-3.00000000000000000E3));
+#1151=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#1152=VECTOR('',#1151,1.00000000000000000E3);
+#1153=LINE('',#1150,#1152);
+#1154=CARTESIAN_POINT('',(0.00000000000000000E0,1.00000000000000000E3));
+#1155=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1156=VECTOR('',#1155,1.00000000000000000E3);
+#1157=LINE('',#1154,#1156);
+#1158=DEFINITIONAL_REPRESENTATION('',(#1157),#1);
+#1159=PCURVE('',#81,#1158);
+#1160=CARTESIAN_POINT('',(0.00000000000000000E0,1.00000000000000000E3));
+#1161=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1162=VECTOR('',#1161,1.00000000000000000E3);
+#1163=LINE('',#1160,#1162);
+#1164=DEFINITIONAL_REPRESENTATION('',(#1163),#1);
+#1165=PCURVE('',#166,#1164);
+#1166=SURFACE_CURVE('',#1153,(#1159,#1165),.CURVE_3D.);
+#1167=EDGE_CURVE('',#357,#355,#1166,.T.);
+#1168=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-3.00000000000000000E3));
+#1169=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1170=VECTOR('',#1169,1.00000000000000000E3);
+#1171=LINE('',#1168,#1170);
+#1172=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#1173=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1174=VECTOR('',#1173,1.00000000000000000E3);
+#1175=LINE('',#1172,#1174);
+#1176=DEFINITIONAL_REPRESENTATION('',(#1175),#1);
+#1177=PCURVE('',#81,#1176);
+#1178=CARTESIAN_POINT('',(3.00000000000000000E3,0.00000000000000000E0));
+#1179=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1180=VECTOR('',#1179,1.00000000000000000E3);
+#1181=LINE('',#1178,#1180);
+#1182=DEFINITIONAL_REPRESENTATION('',(#1181),#1);
+#1183=PCURVE('',#86,#1182);
+#1184=SURFACE_CURVE('',#1171,(#1177,#1183),.CURVE_3D.);
+#1185=EDGE_CURVE('',#353,#357,#1184,.T.);
+#1186=CARTESIAN_POINT('',(1.00000000000000000E3,0.00000000000000000E0,-2.00000000000000000E3));
+#1187=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#1188=VECTOR('',#1187,1.00000000000000000E3);
+#1189=LINE('',#1186,#1188);
+#1190=CARTESIAN_POINT('',(2.00000000000000000E3,1.00000000000000000E3));
+#1191=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1192=VECTOR('',#1191,1.00000000000000000E3);
+#1193=LINE('',#1190,#1192);
+#1194=DEFINITIONAL_REPRESENTATION('',(#1193),#1);
+#1195=PCURVE('',#86,#1194);
+#1196=CARTESIAN_POINT('',(2.00000000000000000E3,1.00000000000000000E3));
+#1197=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1198=VECTOR('',#1197,1.00000000000000000E3);
+#1199=LINE('',#1196,#1198);
+#1200=DEFINITIONAL_REPRESENTATION('',(#1199),#1);
+#1201=PCURVE('',#171,#1200);
+#1202=SURFACE_CURVE('',#1189,(#1195,#1201),.CURVE_3D.);
+#1203=EDGE_CURVE('',#335,#357,#1202,.T.);
+#1204=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E3,-2.00000000000000000E3));
+#1205=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#1206=VECTOR('',#1205,1.00000000000000000E3);
+#1207=LINE('',#1204,#1206);
+#1208=CARTESIAN_POINT('',(2.00000000000000000E3,2.00000000000000000E3));
+#1209=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1210=VECTOR('',#1209,1.00000000000000000E3);
+#1211=LINE('',#1208,#1210);
+#1212=DEFINITIONAL_REPRESENTATION('',(#1211),#1);
+#1213=PCURVE('',#91,#1212);
+#1214=CARTESIAN_POINT('',(2.00000000000000000E3,2.00000000000000000E3));
+#1215=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1216=VECTOR('',#1215,1.00000000000000000E3);
+#1217=LINE('',#1214,#1216);
+#1218=DEFINITIONAL_REPRESENTATION('',(#1217),#1);
+#1219=PCURVE('',#101,#1218);
+#1220=SURFACE_CURVE('',#1207,(#1213,#1219),.CURVE_3D.);
+#1221=EDGE_CURVE('',#337,#359,#1220,.T.);
+#1222=CARTESIAN_POINT('',(0.00000000000000000E0,1.00000000000000000E3,-3.00000000000000000E3));
+#1223=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#1224=VECTOR('',#1223,1.00000000000000000E3);
+#1225=LINE('',#1222,#1224);
+#1226=CARTESIAN_POINT('',(1.00000000000000000E3,3.00000000000000000E3));
+#1227=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1228=VECTOR('',#1227,1.00000000000000000E3);
+#1229=LINE('',#1226,#1228);
+#1230=DEFINITIONAL_REPRESENTATION('',(#1229),#1);
+#1231=PCURVE('',#91,#1230);
+#1232=CARTESIAN_POINT('',(1.00000000000000000E3,0.00000000000000000E0));
+#1233=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1234=VECTOR('',#1233,1.00000000000000000E3);
+#1235=LINE('',#1232,#1234);
+#1236=DEFINITIONAL_REPRESENTATION('',(#1235),#1);
+#1237=PCURVE('',#96,#1236);
+#1238=SURFACE_CURVE('',#1225,(#1231,#1237),.CURVE_3D.);
+#1239=EDGE_CURVE('',#351,#359,#1238,.T.);
+#1240=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E3,-3.00000000000000000E3));
+#1241=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1242=VECTOR('',#1241,1.00000000000000000E3);
+#1243=LINE('',#1240,#1242);
+#1244=CARTESIAN_POINT('',(2.00000000000000000E3,0.00000000000000000E0));
+#1245=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1246=VECTOR('',#1245,1.00000000000000000E3);
+#1247=LINE('',#1244,#1246);
+#1248=DEFINITIONAL_REPRESENTATION('',(#1247),#1);
+#1249=PCURVE('',#96,#1248);
+#1250=CARTESIAN_POINT('',(2.00000000000000000E3,0.00000000000000000E0));
+#1251=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1252=VECTOR('',#1251,1.00000000000000000E3);
+#1253=LINE('',#1250,#1252);
+#1254=DEFINITIONAL_REPRESENTATION('',(#1253),#1);
+#1255=PCURVE('',#106,#1254);
+#1256=SURFACE_CURVE('',#1243,(#1249,#1255),.CURVE_3D.);
+#1257=EDGE_CURVE('',#359,#361,#1256,.T.);
+#1258=CARTESIAN_POINT('',(1.00000000000000000E3,1.00000000000000000E3,-3.00000000000000000E3));
+#1259=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#1260=VECTOR('',#1259,1.00000000000000000E3);
+#1261=LINE('',#1258,#1260);
+#1262=CARTESIAN_POINT('',(1.00000000000000000E3,1.00000000000000000E3));
+#1263=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1264=VECTOR('',#1263,1.00000000000000000E3);
+#1265=LINE('',#1262,#1264);
+#1266=DEFINITIONAL_REPRESENTATION('',(#1265),#1);
+#1267=PCURVE('',#96,#1266);
+#1268=CARTESIAN_POINT('',(1.00000000000000000E3,1.00000000000000000E3));
+#1269=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1270=VECTOR('',#1269,1.00000000000000000E3);
+#1271=LINE('',#1268,#1270);
+#1272=DEFINITIONAL_REPRESENTATION('',(#1271),#1);
+#1273=PCURVE('',#181,#1272);
+#1274=SURFACE_CURVE('',#1261,(#1267,#1273),.CURVE_3D.);
+#1275=EDGE_CURVE('',#355,#361,#1274,.T.);
+#1276=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E3,-2.00000000000000000E3));
+#1277=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#1278=VECTOR('',#1277,1.00000000000000000E3);
+#1279=LINE('',#1276,#1278);
+#1280=CARTESIAN_POINT('',(3.00000000000000000E3,2.00000000000000000E3));
+#1281=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1282=VECTOR('',#1281,1.00000000000000000E3);
+#1283=LINE('',#1280,#1282);
+#1284=DEFINITIONAL_REPRESENTATION('',(#1283),#1);
+#1285=PCURVE('',#101,#1284);
+#1286=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E3));
+#1287=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1288=VECTOR('',#1287,1.00000000000000000E3);
+#1289=LINE('',#1286,#1288);
+#1290=DEFINITIONAL_REPRESENTATION('',(#1289),#1);
+#1291=PCURVE('',#111,#1290);
+#1292=SURFACE_CURVE('',#1279,(#1285,#1291),.CURVE_3D.);
+#1293=EDGE_CURVE('',#347,#363,#1292,.T.);
+#1294=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E3,-3.00000000000000000E3));
+#1295=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#1296=VECTOR('',#1295,1.00000000000000000E3);
+#1297=LINE('',#1294,#1296);
+#1298=CARTESIAN_POINT('',(2.00000000000000000E3,3.00000000000000000E3));
+#1299=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1300=VECTOR('',#1299,1.00000000000000000E3);
+#1301=LINE('',#1298,#1300);
+#1302=DEFINITIONAL_REPRESENTATION('',(#1301),#1);
+#1303=PCURVE('',#101,#1302);
+#1304=CARTESIAN_POINT('',(2.00000000000000000E3,0.00000000000000000E0));
+#1305=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1306=VECTOR('',#1305,1.00000000000000000E3);
+#1307=LINE('',#1304,#1306);
+#1308=DEFINITIONAL_REPRESENTATION('',(#1307),#1);
+#1309=PCURVE('',#106,#1308);
+#1310=SURFACE_CURVE('',#1297,(#1303,#1309),.CURVE_3D.);
+#1311=EDGE_CURVE('',#359,#363,#1310,.T.);
+#1312=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E3,-3.00000000000000000E3));
+#1313=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1314=VECTOR('',#1313,1.00000000000000000E3);
+#1315=LINE('',#1312,#1314);
+#1316=CARTESIAN_POINT('',(3.00000000000000000E3,0.00000000000000000E0));
+#1317=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1318=VECTOR('',#1317,1.00000000000000000E3);
+#1319=LINE('',#1316,#1318);
+#1320=DEFINITIONAL_REPRESENTATION('',(#1319),#1);
+#1321=PCURVE('',#106,#1320);
+#1322=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E3));
+#1323=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1324=VECTOR('',#1323,1.00000000000000000E3);
+#1325=LINE('',#1322,#1324);
+#1326=DEFINITIONAL_REPRESENTATION('',(#1325),#1);
+#1327=PCURVE('',#111,#1326);
+#1328=SURFACE_CURVE('',#1315,(#1321,#1327),.CURVE_3D.);
+#1329=EDGE_CURVE('',#363,#365,#1328,.T.);
+#1330=CARTESIAN_POINT('',(1.00000000000000000E3,2.00000000000000000E3,-3.00000000000000000E3));
+#1331=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#1332=VECTOR('',#1331,1.00000000000000000E3);
+#1333=LINE('',#1330,#1332);
+#1334=CARTESIAN_POINT('',(2.00000000000000000E3,1.00000000000000000E3));
+#1335=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1336=VECTOR('',#1335,1.00000000000000000E3);
+#1337=LINE('',#1334,#1336);
+#1338=DEFINITIONAL_REPRESENTATION('',(#1337),#1);
+#1339=PCURVE('',#106,#1338);
+#1340=CARTESIAN_POINT('',(2.00000000000000000E3,1.00000000000000000E3));
+#1341=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1342=VECTOR('',#1341,1.00000000000000000E3);
+#1343=LINE('',#1340,#1342);
+#1344=DEFINITIONAL_REPRESENTATION('',(#1343),#1);
+#1345=PCURVE('',#186,#1344);
+#1346=SURFACE_CURVE('',#1333,(#1339,#1345),.CURVE_3D.);
+#1347=EDGE_CURVE('',#361,#365,#1346,.T.);
+#1348=CARTESIAN_POINT('',(1.00000000000000000E3,3.00000000000000000E3,-2.00000000000000000E3));
+#1349=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#1350=VECTOR('',#1349,1.00000000000000000E3);
+#1351=LINE('',#1348,#1350);
+#1352=CARTESIAN_POINT('',(1.00000000000000000E3,2.00000000000000000E3));
+#1353=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1354=VECTOR('',#1353,1.00000000000000000E3);
+#1355=LINE('',#1352,#1354);
+#1356=DEFINITIONAL_REPRESENTATION('',(#1355),#1);
+#1357=PCURVE('',#111,#1356);
+#1358=CARTESIAN_POINT('',(1.00000000000000000E3,2.00000000000000000E3));
+#1359=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1360=VECTOR('',#1359,1.00000000000000000E3);
+#1361=LINE('',#1358,#1360);
+#1362=DEFINITIONAL_REPRESENTATION('',(#1361),#1);
+#1363=PCURVE('',#191,#1362);
+#1364=SURFACE_CURVE('',#1351,(#1357,#1363),.CURVE_3D.);
+#1365=EDGE_CURVE('',#349,#365,#1364,.T.);
+#1366=CARTESIAN_POINT('',(2.00000000000000000E3,0.00000000000000000E0,0.00000000000000000E0));
+#1367=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#1368=VECTOR('',#1367,1.00000000000000000E3);
+#1369=LINE('',#1366,#1368);
+#1370=CARTESIAN_POINT('',(2.00000000000000000E3,0.00000000000000000E0));
+#1371=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1372=VECTOR('',#1371,1.00000000000000000E3);
+#1373=LINE('',#1370,#1372);
+#1374=DEFINITIONAL_REPRESENTATION('',(#1373),#1);
+#1375=PCURVE('',#116,#1374);
+#1376=CARTESIAN_POINT('',(2.00000000000000000E3,0.00000000000000000E0));
+#1377=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1378=VECTOR('',#1377,1.00000000000000000E3);
+#1379=LINE('',#1376,#1378);
+#1380=DEFINITIONAL_REPRESENTATION('',(#1379),#1);
+#1381=PCURVE('',#201,#1380);
+#1382=SURFACE_CURVE('',#1369,(#1375,#1381),.CURVE_3D.);
+#1383=EDGE_CURVE('',#367,#369,#1382,.T.);
+#1384=CARTESIAN_POINT('',(1.00000000000000000E3,1.00000000000000000E3,0.00000000000000000E0));
+#1385=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1386=VECTOR('',#1385,1.00000000000000000E3);
+#1387=LINE('',#1384,#1386);
+#1388=CARTESIAN_POINT('',(1.00000000000000000E3,1.00000000000000000E3));
+#1389=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1390=VECTOR('',#1389,1.00000000000000000E3);
+#1391=LINE('',#1388,#1390);
+#1392=DEFINITIONAL_REPRESENTATION('',(#1391),#1);
+#1393=PCURVE('',#116,#1392);
+#1394=CARTESIAN_POINT('',(1.00000000000000000E3,1.00000000000000000E3));
+#1395=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1396=VECTOR('',#1395,1.00000000000000000E3);
+#1397=LINE('',#1394,#1396);
+#1398=DEFINITIONAL_REPRESENTATION('',(#1397),#1);
+#1399=PCURVE('',#126,#1398);
+#1400=SURFACE_CURVE('',#1387,(#1393,#1399),.CURVE_3D.);
+#1401=EDGE_CURVE('',#313,#369,#1400,.T.);
+#1402=CARTESIAN_POINT('',(1.00000000000000000E3,0.00000000000000000E0,0.00000000000000000E0));
+#1403=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1404=VECTOR('',#1403,1.00000000000000000E3);
+#1405=LINE('',#1402,#1404);
+#1406=CARTESIAN_POINT('',(1.00000000000000000E3,0.00000000000000000E0));
+#1407=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1408=VECTOR('',#1407,1.00000000000000000E3);
+#1409=LINE('',#1406,#1408);
+#1410=DEFINITIONAL_REPRESENTATION('',(#1409),#1);
+#1411=PCURVE('',#116,#1410);
+#1412=CARTESIAN_POINT('',(0.00000000000000000E0,1.00000000000000000E3));
+#1413=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1414=VECTOR('',#1413,1.00000000000000000E3);
+#1415=LINE('',#1412,#1414);
+#1416=DEFINITIONAL_REPRESENTATION('',(#1415),#1);
+#1417=PCURVE('',#121,#1416);
+#1418=SURFACE_CURVE('',#1405,(#1411,#1417),.CURVE_3D.);
+#1419=EDGE_CURVE('',#311,#367,#1418,.T.);
+#1420=CARTESIAN_POINT('',(1.00000000000000000E3,0.00000000000000000E0,-1.00000000000000000E3));
+#1421=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1422=VECTOR('',#1421,1.00000000000000000E3);
+#1423=LINE('',#1420,#1422);
+#1424=CARTESIAN_POINT('',(1.00000000000000000E3,1.00000000000000000E3));
+#1425=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1426=VECTOR('',#1425,1.00000000000000000E3);
+#1427=LINE('',#1424,#1426);
+#1428=DEFINITIONAL_REPRESENTATION('',(#1427),#1);
+#1429=PCURVE('',#121,#1428);
+#1430=CARTESIAN_POINT('',(1.00000000000000000E3,1.00000000000000000E3));
+#1431=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1432=VECTOR('',#1431,1.00000000000000000E3);
+#1433=LINE('',#1430,#1432);
+#1434=DEFINITIONAL_REPRESENTATION('',(#1433),#1);
+#1435=PCURVE('',#146,#1434);
+#1436=SURFACE_CURVE('',#1423,(#1429,#1435),.CURVE_3D.);
+#1437=EDGE_CURVE('',#315,#371,#1436,.T.);
+#1438=CARTESIAN_POINT('',(2.00000000000000000E3,0.00000000000000000E0,0.00000000000000000E0));
+#1439=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#1440=VECTOR('',#1439,1.00000000000000000E3);
+#1441=LINE('',#1438,#1440);
+#1442=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E3));
+#1443=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1444=VECTOR('',#1443,1.00000000000000000E3);
+#1445=LINE('',#1442,#1444);
+#1446=DEFINITIONAL_REPRESENTATION('',(#1445),#1);
+#1447=PCURVE('',#121,#1446);
+#1448=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E3));
+#1449=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1450=VECTOR('',#1449,1.00000000000000000E3);
+#1451=LINE('',#1448,#1450);
+#1452=DEFINITIONAL_REPRESENTATION('',(#1451),#1);
+#1453=PCURVE('',#206,#1452);
+#1454=SURFACE_CURVE('',#1441,(#1447,#1453),.CURVE_3D.);
+#1455=EDGE_CURVE('',#367,#371,#1454,.T.);
+#1456=CARTESIAN_POINT('',(2.00000000000000000E3,1.00000000000000000E3,0.00000000000000000E0));
+#1457=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#1458=VECTOR('',#1457,1.00000000000000000E3);
+#1459=LINE('',#1456,#1458);
+#1460=CARTESIAN_POINT('',(2.00000000000000000E3,1.00000000000000000E3));
+#1461=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1462=VECTOR('',#1461,1.00000000000000000E3);
+#1463=LINE('',#1460,#1462);
+#1464=DEFINITIONAL_REPRESENTATION('',(#1463),#1);
+#1465=PCURVE('',#126,#1464);
+#1466=CARTESIAN_POINT('',(2.00000000000000000E3,1.00000000000000000E3));
+#1467=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1468=VECTOR('',#1467,1.00000000000000000E3);
+#1469=LINE('',#1466,#1468);
+#1470=DEFINITIONAL_REPRESENTATION('',(#1469),#1);
+#1471=PCURVE('',#216,#1470);
+#1472=SURFACE_CURVE('',#1459,(#1465,#1471),.CURVE_3D.);
+#1473=EDGE_CURVE('',#369,#373,#1472,.T.);
+#1474=CARTESIAN_POINT('',(1.00000000000000000E3,2.00000000000000000E3,0.00000000000000000E0));
+#1475=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1476=VECTOR('',#1475,1.00000000000000000E3);
+#1477=LINE('',#1474,#1476);
+#1478=CARTESIAN_POINT('',(1.00000000000000000E3,2.00000000000000000E3));
+#1479=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1480=VECTOR('',#1479,1.00000000000000000E3);
+#1481=LINE('',#1478,#1480);
+#1482=DEFINITIONAL_REPRESENTATION('',(#1481),#1);
+#1483=PCURVE('',#126,#1482);
+#1484=CARTESIAN_POINT('',(1.00000000000000000E3,2.00000000000000000E3));
+#1485=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1486=VECTOR('',#1485,1.00000000000000000E3);
+#1487=LINE('',#1484,#1486);
+#1488=DEFINITIONAL_REPRESENTATION('',(#1487),#1);
+#1489=PCURVE('',#136,#1488);
+#1490=SURFACE_CURVE('',#1477,(#1483,#1489),.CURVE_3D.);
+#1491=EDGE_CURVE('',#321,#373,#1490,.T.);
+#1492=CARTESIAN_POINT('',(1.00000000000000000E3,2.00000000000000000E3,-1.00000000000000000E3));
+#1493=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1494=VECTOR('',#1493,1.00000000000000000E3);
+#1495=LINE('',#1492,#1494);
+#1496=CARTESIAN_POINT('',(0.00000000000000000E0,1.00000000000000000E3));
+#1497=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1498=VECTOR('',#1497,1.00000000000000000E3);
+#1499=LINE('',#1496,#1498);
+#1500=DEFINITIONAL_REPRESENTATION('',(#1499),#1);
+#1501=PCURVE('',#131,#1500);
+#1502=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#1503=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1504=VECTOR('',#1503,1.00000000000000000E3);
+#1505=LINE('',#1502,#1504);
+#1506=DEFINITIONAL_REPRESENTATION('',(#1505),#1);
+#1507=PCURVE('',#156,#1506);
+#1508=SURFACE_CURVE('',#1495,(#1501,#1507),.CURVE_3D.);
+#1509=EDGE_CURVE('',#345,#375,#1508,.T.);
+#1510=CARTESIAN_POINT('',(2.00000000000000000E3,1.00000000000000000E3,-1.00000000000000000E3));
+#1511=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#1512=VECTOR('',#1511,1.00000000000000000E3);
+#1513=LINE('',#1510,#1512);
+#1514=CARTESIAN_POINT('',(1.00000000000000000E3,0.00000000000000000E0));
+#1515=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1516=VECTOR('',#1515,1.00000000000000000E3);
+#1517=LINE('',#1514,#1516);
+#1518=DEFINITIONAL_REPRESENTATION('',(#1517),#1);
+#1519=PCURVE('',#131,#1518);
+#1520=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#1521=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1522=VECTOR('',#1521,1.00000000000000000E3);
+#1523=LINE('',#1520,#1522);
+#1524=DEFINITIONAL_REPRESENTATION('',(#1523),#1);
+#1525=PCURVE('',#246,#1524);
+#1526=SURFACE_CURVE('',#1513,(#1519,#1525),.CURVE_3D.);
+#1527=EDGE_CURVE('',#377,#375,#1526,.T.);
+#1528=CARTESIAN_POINT('',(1.00000000000000000E3,1.00000000000000000E3,-1.00000000000000000E3));
+#1529=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1530=VECTOR('',#1529,1.00000000000000000E3);
+#1531=LINE('',#1528,#1530);
+#1532=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#1533=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1534=VECTOR('',#1533,1.00000000000000000E3);
+#1535=LINE('',#1532,#1534);
+#1536=DEFINITIONAL_REPRESENTATION('',(#1535),#1);
+#1537=PCURVE('',#131,#1536);
+#1538=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#1539=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1540=VECTOR('',#1539,1.00000000000000000E3);
+#1541=LINE('',#1538,#1540);
+#1542=DEFINITIONAL_REPRESENTATION('',(#1541),#1);
+#1543=PCURVE('',#151,#1542);
+#1544=SURFACE_CURVE('',#1531,(#1537,#1543),.CURVE_3D.);
+#1545=EDGE_CURVE('',#339,#377,#1544,.T.);
+#1546=CARTESIAN_POINT('',(2.00000000000000000E3,2.00000000000000000E3,0.00000000000000000E0));
+#1547=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#1548=VECTOR('',#1547,1.00000000000000000E3);
+#1549=LINE('',#1546,#1548);
+#1550=CARTESIAN_POINT('',(2.00000000000000000E3,2.00000000000000000E3));
+#1551=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1552=VECTOR('',#1551,1.00000000000000000E3);
+#1553=LINE('',#1550,#1552);
+#1554=DEFINITIONAL_REPRESENTATION('',(#1553),#1);
+#1555=PCURVE('',#136,#1554);
+#1556=CARTESIAN_POINT('',(2.00000000000000000E3,2.00000000000000000E3));
+#1557=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1558=VECTOR('',#1557,1.00000000000000000E3);
+#1559=LINE('',#1556,#1558);
+#1560=DEFINITIONAL_REPRESENTATION('',(#1559),#1);
+#1561=PCURVE('',#226,#1560);
+#1562=SURFACE_CURVE('',#1549,(#1555,#1561),.CURVE_3D.);
+#1563=EDGE_CURVE('',#373,#379,#1562,.T.);
+#1564=CARTESIAN_POINT('',(1.00000000000000000E3,3.00000000000000000E3,0.00000000000000000E0));
+#1565=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1566=VECTOR('',#1565,1.00000000000000000E3);
+#1567=LINE('',#1564,#1566);
+#1568=CARTESIAN_POINT('',(1.00000000000000000E3,3.00000000000000000E3));
+#1569=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1570=VECTOR('',#1569,1.00000000000000000E3);
+#1571=LINE('',#1568,#1570);
+#1572=DEFINITIONAL_REPRESENTATION('',(#1571),#1);
+#1573=PCURVE('',#136,#1572);
+#1574=CARTESIAN_POINT('',(1.00000000000000000E3,0.00000000000000000E0));
+#1575=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1576=VECTOR('',#1575,1.00000000000000000E3);
+#1577=LINE('',#1574,#1576);
+#1578=DEFINITIONAL_REPRESENTATION('',(#1577),#1);
+#1579=PCURVE('',#141,#1578);
+#1580=SURFACE_CURVE('',#1567,(#1573,#1579),.CURVE_3D.);
+#1581=EDGE_CURVE('',#327,#379,#1580,.T.);
+#1582=CARTESIAN_POINT('',(2.00000000000000000E3,3.00000000000000000E3,0.00000000000000000E0));
+#1583=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#1584=VECTOR('',#1583,1.00000000000000000E3);
+#1585=LINE('',#1582,#1584);
+#1586=CARTESIAN_POINT('',(2.00000000000000000E3,0.00000000000000000E0));
+#1587=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1588=VECTOR('',#1587,1.00000000000000000E3);
+#1589=LINE('',#1586,#1588);
+#1590=DEFINITIONAL_REPRESENTATION('',(#1589),#1);
+#1591=PCURVE('',#141,#1590);
+#1592=CARTESIAN_POINT('',(2.00000000000000000E3,0.00000000000000000E0));
+#1593=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1594=VECTOR('',#1593,1.00000000000000000E3);
+#1595=LINE('',#1592,#1594);
+#1596=DEFINITIONAL_REPRESENTATION('',(#1595),#1);
+#1597=PCURVE('',#231,#1596);
+#1598=SURFACE_CURVE('',#1585,(#1591,#1597),.CURVE_3D.);
+#1599=EDGE_CURVE('',#379,#381,#1598,.T.);
+#1600=CARTESIAN_POINT('',(1.00000000000000000E3,3.00000000000000000E3,-1.00000000000000000E3));
+#1601=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1602=VECTOR('',#1601,1.00000000000000000E3);
+#1603=LINE('',#1600,#1602);
+#1604=CARTESIAN_POINT('',(1.00000000000000000E3,1.00000000000000000E3));
+#1605=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1606=VECTOR('',#1605,1.00000000000000000E3);
+#1607=LINE('',#1604,#1606);
+#1608=DEFINITIONAL_REPRESENTATION('',(#1607),#1);
+#1609=PCURVE('',#141,#1608);
+#1610=CARTESIAN_POINT('',(1.00000000000000000E3,1.00000000000000000E3));
+#1611=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1612=VECTOR('',#1611,1.00000000000000000E3);
+#1613=LINE('',#1610,#1612);
+#1614=DEFINITIONAL_REPRESENTATION('',(#1613),#1);
+#1615=PCURVE('',#161,#1614);
+#1616=SURFACE_CURVE('',#1603,(#1609,#1615),.CURVE_3D.);
+#1617=EDGE_CURVE('',#329,#381,#1616,.T.);
+#1618=CARTESIAN_POINT('',(1.00000000000000000E3,0.00000000000000000E0,-2.00000000000000000E3));
+#1619=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1620=VECTOR('',#1619,1.00000000000000000E3);
+#1621=LINE('',#1618,#1620);
+#1622=CARTESIAN_POINT('',(2.00000000000000000E3,1.00000000000000000E3));
+#1623=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1624=VECTOR('',#1623,1.00000000000000000E3);
+#1625=LINE('',#1622,#1624);
+#1626=DEFINITIONAL_REPRESENTATION('',(#1625),#1);
+#1627=PCURVE('',#146,#1626);
+#1628=CARTESIAN_POINT('',(2.00000000000000000E3,1.00000000000000000E3));
+#1629=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1630=VECTOR('',#1629,1.00000000000000000E3);
+#1631=LINE('',#1628,#1630);
+#1632=DEFINITIONAL_REPRESENTATION('',(#1631),#1);
+#1633=PCURVE('',#171,#1632);
+#1634=SURFACE_CURVE('',#1621,(#1627,#1633),.CURVE_3D.);
+#1635=EDGE_CURVE('',#335,#383,#1634,.T.);
+#1636=CARTESIAN_POINT('',(2.00000000000000000E3,0.00000000000000000E0,-1.00000000000000000E3));
+#1637=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#1638=VECTOR('',#1637,1.00000000000000000E3);
+#1639=LINE('',#1636,#1638);
+#1640=CARTESIAN_POINT('',(1.00000000000000000E3,2.00000000000000000E3));
+#1641=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1642=VECTOR('',#1641,1.00000000000000000E3);
+#1643=LINE('',#1640,#1642);
+#1644=DEFINITIONAL_REPRESENTATION('',(#1643),#1);
+#1645=PCURVE('',#146,#1644);
+#1646=CARTESIAN_POINT('',(1.00000000000000000E3,2.00000000000000000E3));
+#1647=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1648=VECTOR('',#1647,1.00000000000000000E3);
+#1649=LINE('',#1646,#1648);
+#1650=DEFINITIONAL_REPRESENTATION('',(#1649),#1);
+#1651=PCURVE('',#241,#1650);
+#1652=SURFACE_CURVE('',#1639,(#1645,#1651),.CURVE_3D.);
+#1653=EDGE_CURVE('',#371,#383,#1652,.T.);
+#1654=CARTESIAN_POINT('',(2.00000000000000000E3,1.00000000000000000E3,-1.00000000000000000E3));
+#1655=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#1656=VECTOR('',#1655,1.00000000000000000E3);
+#1657=LINE('',#1654,#1656);
+#1658=CARTESIAN_POINT('',(0.00000000000000000E0,1.00000000000000000E3));
+#1659=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1660=VECTOR('',#1659,1.00000000000000000E3);
+#1661=LINE('',#1658,#1660);
+#1662=DEFINITIONAL_REPRESENTATION('',(#1661),#1);
+#1663=PCURVE('',#151,#1662);
+#1664=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#1665=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1666=VECTOR('',#1665,1.00000000000000000E3);
+#1667=LINE('',#1664,#1666);
+#1668=DEFINITIONAL_REPRESENTATION('',(#1667),#1);
+#1669=PCURVE('',#246,#1668);
+#1670=SURFACE_CURVE('',#1657,(#1663,#1669),.CURVE_3D.);
+#1671=EDGE_CURVE('',#377,#385,#1670,.T.);
+#1672=CARTESIAN_POINT('',(1.00000000000000000E3,1.00000000000000000E3,-2.00000000000000000E3));
+#1673=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1674=VECTOR('',#1673,1.00000000000000000E3);
+#1675=LINE('',#1672,#1674);
+#1676=CARTESIAN_POINT('',(1.00000000000000000E3,0.00000000000000000E0));
+#1677=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1678=VECTOR('',#1677,1.00000000000000000E3);
+#1679=LINE('',#1676,#1678);
+#1680=DEFINITIONAL_REPRESENTATION('',(#1679),#1);
+#1681=PCURVE('',#151,#1680);
+#1682=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#1683=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1684=VECTOR('',#1683,1.00000000000000000E3);
+#1685=LINE('',#1682,#1684);
+#1686=DEFINITIONAL_REPRESENTATION('',(#1685),#1);
+#1687=PCURVE('',#176,#1686);
+#1688=SURFACE_CURVE('',#1675,(#1681,#1687),.CURVE_3D.);
+#1689=EDGE_CURVE('',#341,#385,#1688,.T.);
+#1690=CARTESIAN_POINT('',(1.00000000000000000E3,2.00000000000000000E3,-2.00000000000000000E3));
+#1691=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1692=VECTOR('',#1691,1.00000000000000000E3);
+#1693=LINE('',#1690,#1692);
+#1694=CARTESIAN_POINT('',(0.00000000000000000E0,1.00000000000000000E3));
+#1695=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1696=VECTOR('',#1695,1.00000000000000000E3);
+#1697=LINE('',#1694,#1696);
+#1698=DEFINITIONAL_REPRESENTATION('',(#1697),#1);
+#1699=PCURVE('',#156,#1698);
+#1700=CARTESIAN_POINT('',(1.00000000000000000E3,0.00000000000000000E0));
+#1701=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1702=VECTOR('',#1701,1.00000000000000000E3);
+#1703=LINE('',#1700,#1702);
+#1704=DEFINITIONAL_REPRESENTATION('',(#1703),#1);
+#1705=PCURVE('',#176,#1704);
+#1706=SURFACE_CURVE('',#1693,(#1699,#1705),.CURVE_3D.);
+#1707=EDGE_CURVE('',#343,#387,#1706,.T.);
+#1708=CARTESIAN_POINT('',(2.00000000000000000E3,2.00000000000000000E3,-1.00000000000000000E3));
+#1709=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#1710=VECTOR('',#1709,1.00000000000000000E3);
+#1711=LINE('',#1708,#1710);
+#1712=CARTESIAN_POINT('',(1.00000000000000000E3,0.00000000000000000E0));
+#1713=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1714=VECTOR('',#1713,1.00000000000000000E3);
+#1715=LINE('',#1712,#1714);
+#1716=DEFINITIONAL_REPRESENTATION('',(#1715),#1);
+#1717=PCURVE('',#156,#1716);
+#1718=CARTESIAN_POINT('',(0.00000000000000000E0,1.00000000000000000E3));
+#1719=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1720=VECTOR('',#1719,1.00000000000000000E3);
+#1721=LINE('',#1718,#1720);
+#1722=DEFINITIONAL_REPRESENTATION('',(#1721),#1);
+#1723=PCURVE('',#246,#1722);
+#1724=SURFACE_CURVE('',#1711,(#1717,#1723),.CURVE_3D.);
+#1725=EDGE_CURVE('',#375,#387,#1724,.T.);
+#1726=CARTESIAN_POINT('',(2.00000000000000000E3,3.00000000000000000E3,-1.00000000000000000E3));
+#1727=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#1728=VECTOR('',#1727,1.00000000000000000E3);
+#1729=LINE('',#1726,#1728);
+#1730=CARTESIAN_POINT('',(2.00000000000000000E3,1.00000000000000000E3));
+#1731=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1732=VECTOR('',#1731,1.00000000000000000E3);
+#1733=LINE('',#1730,#1732);
+#1734=DEFINITIONAL_REPRESENTATION('',(#1733),#1);
+#1735=PCURVE('',#161,#1734);
+#1736=CARTESIAN_POINT('',(2.00000000000000000E3,1.00000000000000000E3));
+#1737=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1738=VECTOR('',#1737,1.00000000000000000E3);
+#1739=LINE('',#1736,#1738);
+#1740=DEFINITIONAL_REPRESENTATION('',(#1739),#1);
+#1741=PCURVE('',#261,#1740);
+#1742=SURFACE_CURVE('',#1729,(#1735,#1741),.CURVE_3D.);
+#1743=EDGE_CURVE('',#381,#389,#1742,.T.);
+#1744=CARTESIAN_POINT('',(1.00000000000000000E3,3.00000000000000000E3,-2.00000000000000000E3));
+#1745=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1746=VECTOR('',#1745,1.00000000000000000E3);
+#1747=LINE('',#1744,#1746);
+#1748=CARTESIAN_POINT('',(1.00000000000000000E3,2.00000000000000000E3));
+#1749=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1750=VECTOR('',#1749,1.00000000000000000E3);
+#1751=LINE('',#1748,#1750);
+#1752=DEFINITIONAL_REPRESENTATION('',(#1751),#1);
+#1753=PCURVE('',#161,#1752);
+#1754=CARTESIAN_POINT('',(1.00000000000000000E3,2.00000000000000000E3));
+#1755=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1756=VECTOR('',#1755,1.00000000000000000E3);
+#1757=LINE('',#1754,#1756);
+#1758=DEFINITIONAL_REPRESENTATION('',(#1757),#1);
+#1759=PCURVE('',#191,#1758);
+#1760=SURFACE_CURVE('',#1747,(#1753,#1759),.CURVE_3D.);
+#1761=EDGE_CURVE('',#349,#389,#1760,.T.);
+#1762=CARTESIAN_POINT('',(1.00000000000000000E3,1.00000000000000000E3,-3.00000000000000000E3));
+#1763=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1764=VECTOR('',#1763,1.00000000000000000E3);
+#1765=LINE('',#1762,#1764);
+#1766=CARTESIAN_POINT('',(1.00000000000000000E3,1.00000000000000000E3));
+#1767=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1768=VECTOR('',#1767,1.00000000000000000E3);
+#1769=LINE('',#1766,#1768);
+#1770=DEFINITIONAL_REPRESENTATION('',(#1769),#1);
+#1771=PCURVE('',#166,#1770);
+#1772=CARTESIAN_POINT('',(1.00000000000000000E3,1.00000000000000000E3));
+#1773=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1774=VECTOR('',#1773,1.00000000000000000E3);
+#1775=LINE('',#1772,#1774);
+#1776=DEFINITIONAL_REPRESENTATION('',(#1775),#1);
+#1777=PCURVE('',#181,#1776);
+#1778=SURFACE_CURVE('',#1765,(#1771,#1777),.CURVE_3D.);
+#1779=EDGE_CURVE('',#355,#391,#1778,.T.);
+#1780=CARTESIAN_POINT('',(2.00000000000000000E3,0.00000000000000000E0,-3.00000000000000000E3));
+#1781=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#1782=VECTOR('',#1781,1.00000000000000000E3);
+#1783=LINE('',#1780,#1782);
+#1784=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E3));
+#1785=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1786=VECTOR('',#1785,1.00000000000000000E3);
+#1787=LINE('',#1784,#1786);
+#1788=DEFINITIONAL_REPRESENTATION('',(#1787),#1);
+#1789=PCURVE('',#166,#1788);
+#1790=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E3));
+#1791=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1792=VECTOR('',#1791,1.00000000000000000E3);
+#1793=LINE('',#1790,#1792);
+#1794=DEFINITIONAL_REPRESENTATION('',(#1793),#1);
+#1795=PCURVE('',#271,#1794);
+#1796=SURFACE_CURVE('',#1783,(#1789,#1795),.CURVE_3D.);
+#1797=EDGE_CURVE('',#393,#391,#1796,.T.);
+#1798=CARTESIAN_POINT('',(1.00000000000000000E3,0.00000000000000000E0,-3.00000000000000000E3));
+#1799=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1800=VECTOR('',#1799,1.00000000000000000E3);
+#1801=LINE('',#1798,#1800);
+#1802=CARTESIAN_POINT('',(0.00000000000000000E0,1.00000000000000000E3));
+#1803=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1804=VECTOR('',#1803,1.00000000000000000E3);
+#1805=LINE('',#1802,#1804);
+#1806=DEFINITIONAL_REPRESENTATION('',(#1805),#1);
+#1807=PCURVE('',#166,#1806);
+#1808=CARTESIAN_POINT('',(3.00000000000000000E3,1.00000000000000000E3));
+#1809=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1810=VECTOR('',#1809,1.00000000000000000E3);
+#1811=LINE('',#1808,#1810);
+#1812=DEFINITIONAL_REPRESENTATION('',(#1811),#1);
+#1813=PCURVE('',#171,#1812);
+#1814=SURFACE_CURVE('',#1801,(#1807,#1813),.CURVE_3D.);
+#1815=EDGE_CURVE('',#357,#393,#1814,.T.);
+#1816=CARTESIAN_POINT('',(2.00000000000000000E3,0.00000000000000000E0,-2.00000000000000000E3));
+#1817=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#1818=VECTOR('',#1817,1.00000000000000000E3);
+#1819=LINE('',#1816,#1818);
+#1820=CARTESIAN_POINT('',(2.00000000000000000E3,2.00000000000000000E3));
+#1821=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1822=VECTOR('',#1821,1.00000000000000000E3);
+#1823=LINE('',#1820,#1822);
+#1824=DEFINITIONAL_REPRESENTATION('',(#1823),#1);
+#1825=PCURVE('',#171,#1824);
+#1826=CARTESIAN_POINT('',(2.00000000000000000E3,2.00000000000000000E3));
+#1827=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1828=VECTOR('',#1827,1.00000000000000000E3);
+#1829=LINE('',#1826,#1828);
+#1830=DEFINITIONAL_REPRESENTATION('',(#1829),#1);
+#1831=PCURVE('',#276,#1830);
+#1832=SURFACE_CURVE('',#1819,(#1825,#1831),.CURVE_3D.);
+#1833=EDGE_CURVE('',#383,#393,#1832,.T.);
+#1834=CARTESIAN_POINT('',(2.00000000000000000E3,1.00000000000000000E3,-2.00000000000000000E3));
+#1835=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#1836=VECTOR('',#1835,1.00000000000000000E3);
+#1837=LINE('',#1834,#1836);
+#1838=CARTESIAN_POINT('',(0.00000000000000000E0,1.00000000000000000E3));
+#1839=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1840=VECTOR('',#1839,1.00000000000000000E3);
+#1841=LINE('',#1838,#1840);
+#1842=DEFINITIONAL_REPRESENTATION('',(#1841),#1);
+#1843=PCURVE('',#176,#1842);
+#1844=CARTESIAN_POINT('',(1.00000000000000000E3,0.00000000000000000E0));
+#1845=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1846=VECTOR('',#1845,1.00000000000000000E3);
+#1847=LINE('',#1844,#1846);
+#1848=DEFINITIONAL_REPRESENTATION('',(#1847),#1);
+#1849=PCURVE('',#246,#1848);
+#1850=SURFACE_CURVE('',#1837,(#1843,#1849),.CURVE_3D.);
+#1851=EDGE_CURVE('',#385,#387,#1850,.T.);
+#1852=CARTESIAN_POINT('',(1.00000000000000000E3,2.00000000000000000E3,-3.00000000000000000E3));
+#1853=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1854=VECTOR('',#1853,1.00000000000000000E3);
+#1855=LINE('',#1852,#1854);
+#1856=CARTESIAN_POINT('',(2.00000000000000000E3,1.00000000000000000E3));
+#1857=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1858=VECTOR('',#1857,1.00000000000000000E3);
+#1859=LINE('',#1856,#1858);
+#1860=DEFINITIONAL_REPRESENTATION('',(#1859),#1);
+#1861=PCURVE('',#181,#1860);
+#1862=CARTESIAN_POINT('',(2.00000000000000000E3,1.00000000000000000E3));
+#1863=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1864=VECTOR('',#1863,1.00000000000000000E3);
+#1865=LINE('',#1862,#1864);
+#1866=DEFINITIONAL_REPRESENTATION('',(#1865),#1);
+#1867=PCURVE('',#186,#1866);
+#1868=SURFACE_CURVE('',#1855,(#1861,#1867),.CURVE_3D.);
+#1869=EDGE_CURVE('',#361,#395,#1868,.T.);
+#1870=CARTESIAN_POINT('',(2.00000000000000000E3,1.00000000000000000E3,-3.00000000000000000E3));
+#1871=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#1872=VECTOR('',#1871,1.00000000000000000E3);
+#1873=LINE('',#1870,#1872);
+#1874=CARTESIAN_POINT('',(1.00000000000000000E3,2.00000000000000000E3));
+#1875=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1876=VECTOR('',#1875,1.00000000000000000E3);
+#1877=LINE('',#1874,#1876);
+#1878=DEFINITIONAL_REPRESENTATION('',(#1877),#1);
+#1879=PCURVE('',#181,#1878);
+#1880=CARTESIAN_POINT('',(1.00000000000000000E3,2.00000000000000000E3));
+#1881=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1882=VECTOR('',#1881,1.00000000000000000E3);
+#1883=LINE('',#1880,#1882);
+#1884=DEFINITIONAL_REPRESENTATION('',(#1883),#1);
+#1885=PCURVE('',#286,#1884);
+#1886=SURFACE_CURVE('',#1873,(#1879,#1885),.CURVE_3D.);
+#1887=EDGE_CURVE('',#391,#395,#1886,.T.);
+#1888=CARTESIAN_POINT('',(1.00000000000000000E3,3.00000000000000000E3,-3.00000000000000000E3));
+#1889=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1890=VECTOR('',#1889,1.00000000000000000E3);
+#1891=LINE('',#1888,#1890);
+#1892=CARTESIAN_POINT('',(3.00000000000000000E3,1.00000000000000000E3));
+#1893=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1894=VECTOR('',#1893,1.00000000000000000E3);
+#1895=LINE('',#1892,#1894);
+#1896=DEFINITIONAL_REPRESENTATION('',(#1895),#1);
+#1897=PCURVE('',#186,#1896);
+#1898=CARTESIAN_POINT('',(1.00000000000000000E3,3.00000000000000000E3));
+#1899=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1900=VECTOR('',#1899,1.00000000000000000E3);
+#1901=LINE('',#1898,#1900);
+#1902=DEFINITIONAL_REPRESENTATION('',(#1901),#1);
+#1903=PCURVE('',#191,#1902);
+#1904=SURFACE_CURVE('',#1891,(#1897,#1903),.CURVE_3D.);
+#1905=EDGE_CURVE('',#365,#397,#1904,.T.);
+#1906=CARTESIAN_POINT('',(2.00000000000000000E3,2.00000000000000000E3,-3.00000000000000000E3));
+#1907=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#1908=VECTOR('',#1907,1.00000000000000000E3);
+#1909=LINE('',#1906,#1908);
+#1910=CARTESIAN_POINT('',(2.00000000000000000E3,2.00000000000000000E3));
+#1911=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1912=VECTOR('',#1911,1.00000000000000000E3);
+#1913=LINE('',#1910,#1912);
+#1914=DEFINITIONAL_REPRESENTATION('',(#1913),#1);
+#1915=PCURVE('',#186,#1914);
+#1916=CARTESIAN_POINT('',(2.00000000000000000E3,2.00000000000000000E3));
+#1917=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1918=VECTOR('',#1917,1.00000000000000000E3);
+#1919=LINE('',#1916,#1918);
+#1920=DEFINITIONAL_REPRESENTATION('',(#1919),#1);
+#1921=PCURVE('',#296,#1920);
+#1922=SURFACE_CURVE('',#1909,(#1915,#1921),.CURVE_3D.);
+#1923=EDGE_CURVE('',#395,#397,#1922,.T.);
+#1924=CARTESIAN_POINT('',(2.00000000000000000E3,3.00000000000000000E3,-2.00000000000000000E3));
+#1925=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#1926=VECTOR('',#1925,1.00000000000000000E3);
+#1927=LINE('',#1924,#1926);
+#1928=CARTESIAN_POINT('',(2.00000000000000000E3,2.00000000000000000E3));
+#1929=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1930=VECTOR('',#1929,1.00000000000000000E3);
+#1931=LINE('',#1928,#1930);
+#1932=DEFINITIONAL_REPRESENTATION('',(#1931),#1);
+#1933=PCURVE('',#191,#1932);
+#1934=CARTESIAN_POINT('',(2.00000000000000000E3,2.00000000000000000E3));
+#1935=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1936=VECTOR('',#1935,1.00000000000000000E3);
+#1937=LINE('',#1934,#1936);
+#1938=DEFINITIONAL_REPRESENTATION('',(#1937),#1);
+#1939=PCURVE('',#301,#1938);
+#1940=SURFACE_CURVE('',#1927,(#1933,#1939),.CURVE_3D.);
+#1941=EDGE_CURVE('',#389,#397,#1940,.T.);
+#1942=CARTESIAN_POINT('',(3.00000000000000000E3,0.00000000000000000E0,0.00000000000000000E0));
+#1943=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#1944=VECTOR('',#1943,1.00000000000000000E3);
+#1945=LINE('',#1942,#1944);
+#1946=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#1947=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1948=VECTOR('',#1947,1.00000000000000000E3);
+#1949=LINE('',#1946,#1948);
+#1950=DEFINITIONAL_REPRESENTATION('',(#1949),#1);
+#1951=PCURVE('',#196,#1950);
+#1952=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E3));
+#1953=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1954=VECTOR('',#1953,1.00000000000000000E3);
+#1955=LINE('',#1952,#1954);
+#1956=DEFINITIONAL_REPRESENTATION('',(#1955),#1);
+#1957=PCURVE('',#206,#1956);
+#1958=SURFACE_CURVE('',#1945,(#1951,#1957),.CURVE_3D.);
+#1959=EDGE_CURVE('',#399,#401,#1958,.T.);
+#1960=CARTESIAN_POINT('',(3.00000000000000000E3,0.00000000000000000E0,-1.00000000000000000E3));
+#1961=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#1962=VECTOR('',#1961,1.00000000000000000E3);
+#1963=LINE('',#1960,#1962);
+#1964=CARTESIAN_POINT('',(1.00000000000000000E3,0.00000000000000000E0));
+#1965=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1966=VECTOR('',#1965,1.00000000000000000E3);
+#1967=LINE('',#1964,#1966);
+#1968=DEFINITIONAL_REPRESENTATION('',(#1967),#1);
+#1969=PCURVE('',#196,#1968);
+#1970=CARTESIAN_POINT('',(1.00000000000000000E3,0.00000000000000000E0));
+#1971=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1972=VECTOR('',#1971,1.00000000000000000E3);
+#1973=LINE('',#1970,#1972);
+#1974=DEFINITIONAL_REPRESENTATION('',(#1973),#1);
+#1975=PCURVE('',#236,#1974);
+#1976=SURFACE_CURVE('',#1963,(#1969,#1975),.CURVE_3D.);
+#1977=EDGE_CURVE('',#401,#403,#1976,.T.);
+#1978=CARTESIAN_POINT('',(3.00000000000000000E3,1.00000000000000000E3,0.00000000000000000E0));
+#1979=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#1980=VECTOR('',#1979,1.00000000000000000E3);
+#1981=LINE('',#1978,#1980);
+#1982=CARTESIAN_POINT('',(0.00000000000000000E0,1.00000000000000000E3));
+#1983=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1984=VECTOR('',#1983,1.00000000000000000E3);
+#1985=LINE('',#1982,#1984);
+#1986=DEFINITIONAL_REPRESENTATION('',(#1985),#1);
+#1987=PCURVE('',#196,#1986);
+#1988=CARTESIAN_POINT('',(0.00000000000000000E0,1.00000000000000000E3));
+#1989=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1990=VECTOR('',#1989,1.00000000000000000E3);
+#1991=LINE('',#1988,#1990);
+#1992=DEFINITIONAL_REPRESENTATION('',(#1991),#1);
+#1993=PCURVE('',#211,#1992);
+#1994=SURFACE_CURVE('',#1981,(#1987,#1993),.CURVE_3D.);
+#1995=EDGE_CURVE('',#405,#403,#1994,.T.);
+#1996=CARTESIAN_POINT('',(3.00000000000000000E3,0.00000000000000000E0,0.00000000000000000E0));
+#1997=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#1998=VECTOR('',#1997,1.00000000000000000E3);
+#1999=LINE('',#1996,#1998);
+#2000=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#2001=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#2002=VECTOR('',#2001,1.00000000000000000E3);
+#2003=LINE('',#2000,#2002);
+#2004=DEFINITIONAL_REPRESENTATION('',(#2003),#1);
+#2005=PCURVE('',#196,#2004);
+#2006=CARTESIAN_POINT('',(3.00000000000000000E3,0.00000000000000000E0));
+#2007=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#2008=VECTOR('',#2007,1.00000000000000000E3);
+#2009=LINE('',#2006,#2008);
+#2010=DEFINITIONAL_REPRESENTATION('',(#2009),#1);
+#2011=PCURVE('',#201,#2010);
+#2012=SURFACE_CURVE('',#1999,(#2005,#2011),.CURVE_3D.);
+#2013=EDGE_CURVE('',#399,#405,#2012,.T.);
+#2014=CARTESIAN_POINT('',(2.00000000000000000E3,1.00000000000000000E3,0.00000000000000000E0));
+#2015=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#2016=VECTOR('',#2015,1.00000000000000000E3);
+#2017=LINE('',#2014,#2016);
+#2018=CARTESIAN_POINT('',(2.00000000000000000E3,1.00000000000000000E3));
+#2019=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#2020=VECTOR('',#2019,1.00000000000000000E3);
+#2021=LINE('',#2018,#2020);
+#2022=DEFINITIONAL_REPRESENTATION('',(#2021),#1);
+#2023=PCURVE('',#201,#2022);
+#2024=CARTESIAN_POINT('',(2.00000000000000000E3,1.00000000000000000E3));
+#2025=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#2026=VECTOR('',#2025,1.00000000000000000E3);
+#2027=LINE('',#2024,#2026);
+#2028=DEFINITIONAL_REPRESENTATION('',(#2027),#1);
+#2029=PCURVE('',#216,#2028);
+#2030=SURFACE_CURVE('',#2017,(#2023,#2029),.CURVE_3D.);
+#2031=EDGE_CURVE('',#369,#405,#2030,.T.);
+#2032=CARTESIAN_POINT('',(2.00000000000000000E3,0.00000000000000000E0,0.00000000000000000E0));
+#2033=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#2034=VECTOR('',#2033,1.00000000000000000E3);
+#2035=LINE('',#2032,#2034);
+#2036=CARTESIAN_POINT('',(2.00000000000000000E3,0.00000000000000000E0));
+#2037=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#2038=VECTOR('',#2037,1.00000000000000000E3);
+#2039=LINE('',#2036,#2038);
+#2040=DEFINITIONAL_REPRESENTATION('',(#2039),#1);
+#2041=PCURVE('',#201,#2040);
+#2042=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E3));
+#2043=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#2044=VECTOR('',#2043,1.00000000000000000E3);
+#2045=LINE('',#2042,#2044);
+#2046=DEFINITIONAL_REPRESENTATION('',(#2045),#1);
+#2047=PCURVE('',#206,#2046);
+#2048=SURFACE_CURVE('',#2035,(#2041,#2047),.CURVE_3D.);
+#2049=EDGE_CURVE('',#367,#399,#2048,.T.);
+#2050=CARTESIAN_POINT('',(2.00000000000000000E3,0.00000000000000000E0,-1.00000000000000000E3));
+#2051=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#2052=VECTOR('',#2051,1.00000000000000000E3);
+#2053=LINE('',#2050,#2052);
+#2054=CARTESIAN_POINT('',(1.00000000000000000E3,2.00000000000000000E3));
+#2055=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#2056=VECTOR('',#2055,1.00000000000000000E3);
+#2057=LINE('',#2054,#2056);
+#2058=DEFINITIONAL_REPRESENTATION('',(#2057),#1);
+#2059=PCURVE('',#206,#2058);
+#2060=CARTESIAN_POINT('',(1.00000000000000000E3,2.00000000000000000E3));
+#2061=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#2062=VECTOR('',#2061,1.00000000000000000E3);
+#2063=LINE('',#2060,#2062);
+#2064=DEFINITIONAL_REPRESENTATION('',(#2063),#1);
+#2065=PCURVE('',#241,#2064);
+#2066=SURFACE_CURVE('',#2053,(#2059,#2065),.CURVE_3D.);
+#2067=EDGE_CURVE('',#371,#401,#2066,.T.);
+#2068=CARTESIAN_POINT('',(3.00000000000000000E3,1.00000000000000000E3,-1.00000000000000000E3));
+#2069=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#2070=VECTOR('',#2069,1.00000000000000000E3);
+#2071=LINE('',#2068,#2070);
+#2072=CARTESIAN_POINT('',(1.00000000000000000E3,1.00000000000000000E3));
+#2073=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#2074=VECTOR('',#2073,1.00000000000000000E3);
+#2075=LINE('',#2072,#2074);
+#2076=DEFINITIONAL_REPRESENTATION('',(#2075),#1);
+#2077=PCURVE('',#211,#2076);
+#2078=CARTESIAN_POINT('',(1.00000000000000000E3,1.00000000000000000E3));
+#2079=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#2080=VECTOR('',#2079,1.00000000000000000E3);
+#2081=LINE('',#2078,#2080);
+#2082=DEFINITIONAL_REPRESENTATION('',(#2081),#1);
+#2083=PCURVE('',#251,#2082);
+#2084=SURFACE_CURVE('',#2071,(#2077,#2083),.CURVE_3D.);
+#2085=EDGE_CURVE('',#403,#407,#2084,.T.);
+#2086=CARTESIAN_POINT('',(3.00000000000000000E3,2.00000000000000000E3,0.00000000000000000E0));
+#2087=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#2088=VECTOR('',#2087,1.00000000000000000E3);
+#2089=LINE('',#2086,#2088);
+#2090=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E3));
+#2091=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#2092=VECTOR('',#2091,1.00000000000000000E3);
+#2093=LINE('',#2090,#2092);
+#2094=DEFINITIONAL_REPRESENTATION('',(#2093),#1);
+#2095=PCURVE('',#211,#2094);
+#2096=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E3));
+#2097=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#2098=VECTOR('',#2097,1.00000000000000000E3);
+#2099=LINE('',#2096,#2098);
+#2100=DEFINITIONAL_REPRESENTATION('',(#2099),#1);
+#2101=PCURVE('',#221,#2100);
+#2102=SURFACE_CURVE('',#2089,(#2095,#2101),.CURVE_3D.);
+#2103=EDGE_CURVE('',#409,#407,#2102,.T.);
+#2104=CARTESIAN_POINT('',(3.00000000000000000E3,1.00000000000000000E3,0.00000000000000000E0));
+#2105=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#2106=VECTOR('',#2105,1.00000000000000000E3);
+#2107=LINE('',#2104,#2106);
+#2108=CARTESIAN_POINT('',(0.00000000000000000E0,1.00000000000000000E3));
+#2109=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#2110=VECTOR('',#2109,1.00000000000000000E3);
+#2111=LINE('',#2108,#2110);
+#2112=DEFINITIONAL_REPRESENTATION('',(#2111),#1);
+#2113=PCURVE('',#211,#2112);
+#2114=CARTESIAN_POINT('',(3.00000000000000000E3,1.00000000000000000E3));
+#2115=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#2116=VECTOR('',#2115,1.00000000000000000E3);
+#2117=LINE('',#2114,#2116);
+#2118=DEFINITIONAL_REPRESENTATION('',(#2117),#1);
+#2119=PCURVE('',#216,#2118);
+#2120=SURFACE_CURVE('',#2107,(#2113,#2119),.CURVE_3D.);
+#2121=EDGE_CURVE('',#405,#409,#2120,.T.);
+#2122=CARTESIAN_POINT('',(2.00000000000000000E3,2.00000000000000000E3,0.00000000000000000E0));
+#2123=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#2124=VECTOR('',#2123,1.00000000000000000E3);
+#2125=LINE('',#2122,#2124);
+#2126=CARTESIAN_POINT('',(2.00000000000000000E3,2.00000000000000000E3));
+#2127=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#2128=VECTOR('',#2127,1.00000000000000000E3);
+#2129=LINE('',#2126,#2128);
+#2130=DEFINITIONAL_REPRESENTATION('',(#2129),#1);
+#2131=PCURVE('',#216,#2130);
+#2132=CARTESIAN_POINT('',(2.00000000000000000E3,2.00000000000000000E3));
+#2133=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#2134=VECTOR('',#2133,1.00000000000000000E3);
+#2135=LINE('',#2132,#2134);
+#2136=DEFINITIONAL_REPRESENTATION('',(#2135),#1);
+#2137=PCURVE('',#226,#2136);
+#2138=SURFACE_CURVE('',#2125,(#2131,#2137),.CURVE_3D.);
+#2139=EDGE_CURVE('',#373,#409,#2138,.T.);
+#2140=CARTESIAN_POINT('',(3.00000000000000000E3,2.00000000000000000E3,-1.00000000000000000E3));
+#2141=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#2142=VECTOR('',#2141,1.00000000000000000E3);
+#2143=LINE('',#2140,#2142);
+#2144=CARTESIAN_POINT('',(1.00000000000000000E3,2.00000000000000000E3));
+#2145=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#2146=VECTOR('',#2145,1.00000000000000000E3);
+#2147=LINE('',#2144,#2146);
+#2148=DEFINITIONAL_REPRESENTATION('',(#2147),#1);
+#2149=PCURVE('',#221,#2148);
+#2150=CARTESIAN_POINT('',(1.00000000000000000E3,2.00000000000000000E3));
+#2151=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#2152=VECTOR('',#2151,1.00000000000000000E3);
+#2153=LINE('',#2150,#2152);
+#2154=DEFINITIONAL_REPRESENTATION('',(#2153),#1);
+#2155=PCURVE('',#256,#2154);
+#2156=SURFACE_CURVE('',#2143,(#2149,#2155),.CURVE_3D.);
+#2157=EDGE_CURVE('',#407,#411,#2156,.T.);
+#2158=CARTESIAN_POINT('',(3.00000000000000000E3,3.00000000000000000E3,0.00000000000000000E0));
+#2159=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#2160=VECTOR('',#2159,1.00000000000000000E3);
+#2161=LINE('',#2158,#2160);
+#2162=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E3));
+#2163=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#2164=VECTOR('',#2163,1.00000000000000000E3);
+#2165=LINE('',#2162,#2164);
+#2166=DEFINITIONAL_REPRESENTATION('',(#2165),#1);
+#2167=PCURVE('',#221,#2166);
+#2168=CARTESIAN_POINT('',(3.00000000000000000E3,0.00000000000000000E0));
+#2169=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#2170=VECTOR('',#2169,1.00000000000000000E3);
+#2171=LINE('',#2168,#2170);
+#2172=DEFINITIONAL_REPRESENTATION('',(#2171),#1);
+#2173=PCURVE('',#231,#2172);
+#2174=SURFACE_CURVE('',#2161,(#2167,#2173),.CURVE_3D.);
+#2175=EDGE_CURVE('',#413,#411,#2174,.T.);
+#2176=CARTESIAN_POINT('',(3.00000000000000000E3,2.00000000000000000E3,0.00000000000000000E0));
+#2177=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#2178=VECTOR('',#2177,1.00000000000000000E3);
+#2179=LINE('',#2176,#2178);
+#2180=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E3));
+#2181=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#2182=VECTOR('',#2181,1.00000000000000000E3);
+#2183=LINE('',#2180,#2182);
+#2184=DEFINITIONAL_REPRESENTATION('',(#2183),#1);
+#2185=PCURVE('',#221,#2184);
+#2186=CARTESIAN_POINT('',(3.00000000000000000E3,2.00000000000000000E3));
+#2187=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#2188=VECTOR('',#2187,1.00000000000000000E3);
+#2189=LINE('',#2186,#2188);
+#2190=DEFINITIONAL_REPRESENTATION('',(#2189),#1);
+#2191=PCURVE('',#226,#2190);
+#2192=SURFACE_CURVE('',#2179,(#2185,#2191),.CURVE_3D.);
+#2193=EDGE_CURVE('',#409,#413,#2192,.T.);
+#2194=CARTESIAN_POINT('',(2.00000000000000000E3,3.00000000000000000E3,0.00000000000000000E0));
+#2195=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#2196=VECTOR('',#2195,1.00000000000000000E3);
+#2197=LINE('',#2194,#2196);
+#2198=CARTESIAN_POINT('',(2.00000000000000000E3,3.00000000000000000E3));
+#2199=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#2200=VECTOR('',#2199,1.00000000000000000E3);
+#2201=LINE('',#2198,#2200);
+#2202=DEFINITIONAL_REPRESENTATION('',(#2201),#1);
+#2203=PCURVE('',#226,#2202);
+#2204=CARTESIAN_POINT('',(2.00000000000000000E3,0.00000000000000000E0));
+#2205=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#2206=VECTOR('',#2205,1.00000000000000000E3);
+#2207=LINE('',#2204,#2206);
+#2208=DEFINITIONAL_REPRESENTATION('',(#2207),#1);
+#2209=PCURVE('',#231,#2208);
+#2210=SURFACE_CURVE('',#2197,(#2203,#2209),.CURVE_3D.);
+#2211=EDGE_CURVE('',#379,#413,#2210,.T.);
+#2212=CARTESIAN_POINT('',(2.00000000000000000E3,3.00000000000000000E3,-1.00000000000000000E3));
+#2213=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#2214=VECTOR('',#2213,1.00000000000000000E3);
+#2215=LINE('',#2212,#2214);
+#2216=CARTESIAN_POINT('',(2.00000000000000000E3,1.00000000000000000E3));
+#2217=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#2218=VECTOR('',#2217,1.00000000000000000E3);
+#2219=LINE('',#2216,#2218);
+#2220=DEFINITIONAL_REPRESENTATION('',(#2219),#1);
+#2221=PCURVE('',#231,#2220);
+#2222=CARTESIAN_POINT('',(2.00000000000000000E3,1.00000000000000000E3));
+#2223=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#2224=VECTOR('',#2223,1.00000000000000000E3);
+#2225=LINE('',#2222,#2224);
+#2226=DEFINITIONAL_REPRESENTATION('',(#2225),#1);
+#2227=PCURVE('',#261,#2226);
+#2228=SURFACE_CURVE('',#2215,(#2221,#2227),.CURVE_3D.);
+#2229=EDGE_CURVE('',#381,#411,#2228,.T.);
+#2230=CARTESIAN_POINT('',(3.00000000000000000E3,0.00000000000000000E0,-1.00000000000000000E3));
+#2231=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#2232=VECTOR('',#2231,1.00000000000000000E3);
+#2233=LINE('',#2230,#2232);
+#2234=CARTESIAN_POINT('',(1.00000000000000000E3,0.00000000000000000E0));
+#2235=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#2236=VECTOR('',#2235,1.00000000000000000E3);
+#2237=LINE('',#2234,#2236);
+#2238=DEFINITIONAL_REPRESENTATION('',(#2237),#1);
+#2239=PCURVE('',#236,#2238);
+#2240=CARTESIAN_POINT('',(1.00000000000000000E3,3.00000000000000000E3));
+#2241=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#2242=VECTOR('',#2241,1.00000000000000000E3);
+#2243=LINE('',#2240,#2242);
+#2244=DEFINITIONAL_REPRESENTATION('',(#2243),#1);
+#2245=PCURVE('',#241,#2244);
+#2246=SURFACE_CURVE('',#2233,(#2239,#2245),.CURVE_3D.);
+#2247=EDGE_CURVE('',#401,#415,#2246,.T.);
+#2248=CARTESIAN_POINT('',(3.00000000000000000E3,0.00000000000000000E0,-2.00000000000000000E3));
+#2249=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#2250=VECTOR('',#2249,1.00000000000000000E3);
+#2251=LINE('',#2248,#2250);
+#2252=CARTESIAN_POINT('',(2.00000000000000000E3,0.00000000000000000E0));
+#2253=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#2254=VECTOR('',#2253,1.00000000000000000E3);
+#2255=LINE('',#2252,#2254);
+#2256=DEFINITIONAL_REPRESENTATION('',(#2255),#1);
+#2257=PCURVE('',#236,#2256);
+#2258=CARTESIAN_POINT('',(2.00000000000000000E3,0.00000000000000000E0));
+#2259=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#2260=VECTOR('',#2259,1.00000000000000000E3);
+#2261=LINE('',#2258,#2260);
+#2262=DEFINITIONAL_REPRESENTATION('',(#2261),#1);
+#2263=PCURVE('',#266,#2262);
+#2264=SURFACE_CURVE('',#2251,(#2257,#2263),.CURVE_3D.);
+#2265=EDGE_CURVE('',#415,#417,#2264,.T.);
+#2266=CARTESIAN_POINT('',(3.00000000000000000E3,1.00000000000000000E3,-1.00000000000000000E3));
+#2267=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#2268=VECTOR('',#2267,1.00000000000000000E3);
+#2269=LINE('',#2266,#2268);
+#2270=CARTESIAN_POINT('',(1.00000000000000000E3,1.00000000000000000E3));
+#2271=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#2272=VECTOR('',#2271,1.00000000000000000E3);
+#2273=LINE('',#2270,#2272);
+#2274=DEFINITIONAL_REPRESENTATION('',(#2273),#1);
+#2275=PCURVE('',#236,#2274);
+#2276=CARTESIAN_POINT('',(1.00000000000000000E3,1.00000000000000000E3));
+#2277=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#2278=VECTOR('',#2277,1.00000000000000000E3);
+#2279=LINE('',#2276,#2278);
+#2280=DEFINITIONAL_REPRESENTATION('',(#2279),#1);
+#2281=PCURVE('',#251,#2280);
+#2282=SURFACE_CURVE('',#2269,(#2275,#2281),.CURVE_3D.);
+#2283=EDGE_CURVE('',#403,#417,#2282,.T.);
+#2284=CARTESIAN_POINT('',(2.00000000000000000E3,0.00000000000000000E0,-2.00000000000000000E3));
+#2285=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#2286=VECTOR('',#2285,1.00000000000000000E3);
+#2287=LINE('',#2284,#2286);
+#2288=CARTESIAN_POINT('',(2.00000000000000000E3,2.00000000000000000E3));
+#2289=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#2290=VECTOR('',#2289,1.00000000000000000E3);
+#2291=LINE('',#2288,#2290);
+#2292=DEFINITIONAL_REPRESENTATION('',(#2291),#1);
+#2293=PCURVE('',#241,#2292);
+#2294=CARTESIAN_POINT('',(2.00000000000000000E3,2.00000000000000000E3));
+#2295=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#2296=VECTOR('',#2295,1.00000000000000000E3);
+#2297=LINE('',#2294,#2296);
+#2298=DEFINITIONAL_REPRESENTATION('',(#2297),#1);
+#2299=PCURVE('',#276,#2298);
+#2300=SURFACE_CURVE('',#2287,(#2293,#2299),.CURVE_3D.);
+#2301=EDGE_CURVE('',#383,#415,#2300,.T.);
+#2302=CARTESIAN_POINT('',(3.00000000000000000E3,1.00000000000000000E3,-2.00000000000000000E3));
+#2303=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#2304=VECTOR('',#2303,1.00000000000000000E3);
+#2305=LINE('',#2302,#2304);
+#2306=CARTESIAN_POINT('',(2.00000000000000000E3,1.00000000000000000E3));
+#2307=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#2308=VECTOR('',#2307,1.00000000000000000E3);
+#2309=LINE('',#2306,#2308);
+#2310=DEFINITIONAL_REPRESENTATION('',(#2309),#1);
+#2311=PCURVE('',#251,#2310);
+#2312=CARTESIAN_POINT('',(2.00000000000000000E3,1.00000000000000000E3));
+#2313=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#2314=VECTOR('',#2313,1.00000000000000000E3);
+#2315=LINE('',#2312,#2314);
+#2316=DEFINITIONAL_REPRESENTATION('',(#2315),#1);
+#2317=PCURVE('',#281,#2316);
+#2318=SURFACE_CURVE('',#2305,(#2311,#2317),.CURVE_3D.);
+#2319=EDGE_CURVE('',#417,#419,#2318,.T.);
+#2320=CARTESIAN_POINT('',(3.00000000000000000E3,2.00000000000000000E3,-1.00000000000000000E3));
+#2321=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#2322=VECTOR('',#2321,1.00000000000000000E3);
+#2323=LINE('',#2320,#2322);
+#2324=CARTESIAN_POINT('',(1.00000000000000000E3,2.00000000000000000E3));
+#2325=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#2326=VECTOR('',#2325,1.00000000000000000E3);
+#2327=LINE('',#2324,#2326);
+#2328=DEFINITIONAL_REPRESENTATION('',(#2327),#1);
+#2329=PCURVE('',#251,#2328);
+#2330=CARTESIAN_POINT('',(1.00000000000000000E3,2.00000000000000000E3));
+#2331=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#2332=VECTOR('',#2331,1.00000000000000000E3);
+#2333=LINE('',#2330,#2332);
+#2334=DEFINITIONAL_REPRESENTATION('',(#2333),#1);
+#2335=PCURVE('',#256,#2334);
+#2336=SURFACE_CURVE('',#2323,(#2329,#2335),.CURVE_3D.);
+#2337=EDGE_CURVE('',#407,#419,#2336,.T.);
+#2338=CARTESIAN_POINT('',(3.00000000000000000E3,2.00000000000000000E3,-2.00000000000000000E3));
+#2339=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#2340=VECTOR('',#2339,1.00000000000000000E3);
+#2341=LINE('',#2338,#2340);
+#2342=CARTESIAN_POINT('',(2.00000000000000000E3,2.00000000000000000E3));
+#2343=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#2344=VECTOR('',#2343,1.00000000000000000E3);
+#2345=LINE('',#2342,#2344);
+#2346=DEFINITIONAL_REPRESENTATION('',(#2345),#1);
+#2347=PCURVE('',#256,#2346);
+#2348=CARTESIAN_POINT('',(2.00000000000000000E3,2.00000000000000000E3));
+#2349=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#2350=VECTOR('',#2349,1.00000000000000000E3);
+#2351=LINE('',#2348,#2350);
+#2352=DEFINITIONAL_REPRESENTATION('',(#2351),#1);
+#2353=PCURVE('',#291,#2352);
+#2354=SURFACE_CURVE('',#2341,(#2347,#2353),.CURVE_3D.);
+#2355=EDGE_CURVE('',#419,#421,#2354,.T.);
+#2356=CARTESIAN_POINT('',(3.00000000000000000E3,3.00000000000000000E3,-1.00000000000000000E3));
+#2357=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#2358=VECTOR('',#2357,1.00000000000000000E3);
+#2359=LINE('',#2356,#2358);
+#2360=CARTESIAN_POINT('',(1.00000000000000000E3,3.00000000000000000E3));
+#2361=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#2362=VECTOR('',#2361,1.00000000000000000E3);
+#2363=LINE('',#2360,#2362);
+#2364=DEFINITIONAL_REPRESENTATION('',(#2363),#1);
+#2365=PCURVE('',#256,#2364);
+#2366=CARTESIAN_POINT('',(3.00000000000000000E3,1.00000000000000000E3));
+#2367=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#2368=VECTOR('',#2367,1.00000000000000000E3);
+#2369=LINE('',#2366,#2368);
+#2370=DEFINITIONAL_REPRESENTATION('',(#2369),#1);
+#2371=PCURVE('',#261,#2370);
+#2372=SURFACE_CURVE('',#2359,(#2365,#2371),.CURVE_3D.);
+#2373=EDGE_CURVE('',#411,#421,#2372,.T.);
+#2374=CARTESIAN_POINT('',(2.00000000000000000E3,3.00000000000000000E3,-2.00000000000000000E3));
+#2375=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#2376=VECTOR('',#2375,1.00000000000000000E3);
+#2377=LINE('',#2374,#2376);
+#2378=CARTESIAN_POINT('',(2.00000000000000000E3,2.00000000000000000E3));
+#2379=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#2380=VECTOR('',#2379,1.00000000000000000E3);
+#2381=LINE('',#2378,#2380);
+#2382=DEFINITIONAL_REPRESENTATION('',(#2381),#1);
+#2383=PCURVE('',#261,#2382);
+#2384=CARTESIAN_POINT('',(2.00000000000000000E3,2.00000000000000000E3));
+#2385=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#2386=VECTOR('',#2385,1.00000000000000000E3);
+#2387=LINE('',#2384,#2386);
+#2388=DEFINITIONAL_REPRESENTATION('',(#2387),#1);
+#2389=PCURVE('',#301,#2388);
+#2390=SURFACE_CURVE('',#2377,(#2383,#2389),.CURVE_3D.);
+#2391=EDGE_CURVE('',#389,#421,#2390,.T.);
+#2392=CARTESIAN_POINT('',(3.00000000000000000E3,0.00000000000000000E0,-2.00000000000000000E3));
+#2393=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#2394=VECTOR('',#2393,1.00000000000000000E3);
+#2395=LINE('',#2392,#2394);
+#2396=CARTESIAN_POINT('',(2.00000000000000000E3,0.00000000000000000E0));
+#2397=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#2398=VECTOR('',#2397,1.00000000000000000E3);
+#2399=LINE('',#2396,#2398);
+#2400=DEFINITIONAL_REPRESENTATION('',(#2399),#1);
+#2401=PCURVE('',#266,#2400);
+#2402=CARTESIAN_POINT('',(2.00000000000000000E3,3.00000000000000000E3));
+#2403=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#2404=VECTOR('',#2403,1.00000000000000000E3);
+#2405=LINE('',#2402,#2404);
+#2406=DEFINITIONAL_REPRESENTATION('',(#2405),#1);
+#2407=PCURVE('',#276,#2406);
+#2408=SURFACE_CURVE('',#2395,(#2401,#2407),.CURVE_3D.);
+#2409=EDGE_CURVE('',#415,#423,#2408,.T.);
+#2410=CARTESIAN_POINT('',(3.00000000000000000E3,0.00000000000000000E0,-3.00000000000000000E3));
+#2411=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#2412=VECTOR('',#2411,1.00000000000000000E3);
+#2413=LINE('',#2410,#2412);
+#2414=CARTESIAN_POINT('',(3.00000000000000000E3,0.00000000000000000E0));
+#2415=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#2416=VECTOR('',#2415,1.00000000000000000E3);
+#2417=LINE('',#2414,#2416);
+#2418=DEFINITIONAL_REPRESENTATION('',(#2417),#1);
+#2419=PCURVE('',#266,#2418);
+#2420=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E3));
+#2421=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#2422=VECTOR('',#2421,1.00000000000000000E3);
+#2423=LINE('',#2420,#2422);
+#2424=DEFINITIONAL_REPRESENTATION('',(#2423),#1);
+#2425=PCURVE('',#271,#2424);
+#2426=SURFACE_CURVE('',#2413,(#2419,#2425),.CURVE_3D.);
+#2427=EDGE_CURVE('',#423,#425,#2426,.T.);
+#2428=CARTESIAN_POINT('',(3.00000000000000000E3,1.00000000000000000E3,-2.00000000000000000E3));
+#2429=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#2430=VECTOR('',#2429,1.00000000000000000E3);
+#2431=LINE('',#2428,#2430);
+#2432=CARTESIAN_POINT('',(2.00000000000000000E3,1.00000000000000000E3));
+#2433=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#2434=VECTOR('',#2433,1.00000000000000000E3);
+#2435=LINE('',#2432,#2434);
+#2436=DEFINITIONAL_REPRESENTATION('',(#2435),#1);
+#2437=PCURVE('',#266,#2436);
+#2438=CARTESIAN_POINT('',(2.00000000000000000E3,1.00000000000000000E3));
+#2439=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#2440=VECTOR('',#2439,1.00000000000000000E3);
+#2441=LINE('',#2438,#2440);
+#2442=DEFINITIONAL_REPRESENTATION('',(#2441),#1);
+#2443=PCURVE('',#281,#2442);
+#2444=SURFACE_CURVE('',#2431,(#2437,#2443),.CURVE_3D.);
+#2445=EDGE_CURVE('',#417,#425,#2444,.T.);
+#2446=CARTESIAN_POINT('',(2.00000000000000000E3,1.00000000000000000E3,-3.00000000000000000E3));
+#2447=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#2448=VECTOR('',#2447,1.00000000000000000E3);
+#2449=LINE('',#2446,#2448);
+#2450=CARTESIAN_POINT('',(1.00000000000000000E3,2.00000000000000000E3));
+#2451=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#2452=VECTOR('',#2451,1.00000000000000000E3);
+#2453=LINE('',#2450,#2452);
+#2454=DEFINITIONAL_REPRESENTATION('',(#2453),#1);
+#2455=PCURVE('',#271,#2454);
+#2456=CARTESIAN_POINT('',(1.00000000000000000E3,2.00000000000000000E3));
+#2457=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#2458=VECTOR('',#2457,1.00000000000000000E3);
+#2459=LINE('',#2456,#2458);
+#2460=DEFINITIONAL_REPRESENTATION('',(#2459),#1);
+#2461=PCURVE('',#286,#2460);
+#2462=SURFACE_CURVE('',#2449,(#2455,#2461),.CURVE_3D.);
+#2463=EDGE_CURVE('',#391,#425,#2462,.T.);
+#2464=CARTESIAN_POINT('',(2.00000000000000000E3,0.00000000000000000E0,-3.00000000000000000E3));
+#2465=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#2466=VECTOR('',#2465,1.00000000000000000E3);
+#2467=LINE('',#2464,#2466);
+#2468=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E3));
+#2469=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#2470=VECTOR('',#2469,1.00000000000000000E3);
+#2471=LINE('',#2468,#2470);
+#2472=DEFINITIONAL_REPRESENTATION('',(#2471),#1);
+#2473=PCURVE('',#271,#2472);
+#2474=CARTESIAN_POINT('',(3.00000000000000000E3,2.00000000000000000E3));
+#2475=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#2476=VECTOR('',#2475,1.00000000000000000E3);
+#2477=LINE('',#2474,#2476);
+#2478=DEFINITIONAL_REPRESENTATION('',(#2477),#1);
+#2479=PCURVE('',#276,#2478);
+#2480=SURFACE_CURVE('',#2467,(#2473,#2479),.CURVE_3D.);
+#2481=EDGE_CURVE('',#393,#423,#2480,.T.);
+#2482=CARTESIAN_POINT('',(3.00000000000000000E3,1.00000000000000000E3,-3.00000000000000000E3));
+#2483=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#2484=VECTOR('',#2483,1.00000000000000000E3);
+#2485=LINE('',#2482,#2484);
+#2486=CARTESIAN_POINT('',(3.00000000000000000E3,1.00000000000000000E3));
+#2487=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#2488=VECTOR('',#2487,1.00000000000000000E3);
+#2489=LINE('',#2486,#2488);
+#2490=DEFINITIONAL_REPRESENTATION('',(#2489),#1);
+#2491=PCURVE('',#281,#2490);
+#2492=CARTESIAN_POINT('',(1.00000000000000000E3,3.00000000000000000E3));
+#2493=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#2494=VECTOR('',#2493,1.00000000000000000E3);
+#2495=LINE('',#2492,#2494);
+#2496=DEFINITIONAL_REPRESENTATION('',(#2495),#1);
+#2497=PCURVE('',#286,#2496);
+#2498=SURFACE_CURVE('',#2485,(#2491,#2497),.CURVE_3D.);
+#2499=EDGE_CURVE('',#425,#427,#2498,.T.);
+#2500=CARTESIAN_POINT('',(3.00000000000000000E3,2.00000000000000000E3,-2.00000000000000000E3));
+#2501=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#2502=VECTOR('',#2501,1.00000000000000000E3);
+#2503=LINE('',#2500,#2502);
+#2504=CARTESIAN_POINT('',(2.00000000000000000E3,2.00000000000000000E3));
+#2505=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#2506=VECTOR('',#2505,1.00000000000000000E3);
+#2507=LINE('',#2504,#2506);
+#2508=DEFINITIONAL_REPRESENTATION('',(#2507),#1);
+#2509=PCURVE('',#281,#2508);
+#2510=CARTESIAN_POINT('',(2.00000000000000000E3,2.00000000000000000E3));
+#2511=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#2512=VECTOR('',#2511,1.00000000000000000E3);
+#2513=LINE('',#2510,#2512);
+#2514=DEFINITIONAL_REPRESENTATION('',(#2513),#1);
+#2515=PCURVE('',#291,#2514);
+#2516=SURFACE_CURVE('',#2503,(#2509,#2515),.CURVE_3D.);
+#2517=EDGE_CURVE('',#419,#427,#2516,.T.);
+#2518=CARTESIAN_POINT('',(2.00000000000000000E3,2.00000000000000000E3,-3.00000000000000000E3));
+#2519=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#2520=VECTOR('',#2519,1.00000000000000000E3);
+#2521=LINE('',#2518,#2520);
+#2522=CARTESIAN_POINT('',(2.00000000000000000E3,2.00000000000000000E3));
+#2523=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#2524=VECTOR('',#2523,1.00000000000000000E3);
+#2525=LINE('',#2522,#2524);
+#2526=DEFINITIONAL_REPRESENTATION('',(#2525),#1);
+#2527=PCURVE('',#286,#2526);
+#2528=CARTESIAN_POINT('',(2.00000000000000000E3,2.00000000000000000E3));
+#2529=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#2530=VECTOR('',#2529,1.00000000000000000E3);
+#2531=LINE('',#2528,#2530);
+#2532=DEFINITIONAL_REPRESENTATION('',(#2531),#1);
+#2533=PCURVE('',#296,#2532);
+#2534=SURFACE_CURVE('',#2521,(#2527,#2533),.CURVE_3D.);
+#2535=EDGE_CURVE('',#395,#427,#2534,.T.);
+#2536=CARTESIAN_POINT('',(3.00000000000000000E3,2.00000000000000000E3,-3.00000000000000000E3));
+#2537=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#2538=VECTOR('',#2537,1.00000000000000000E3);
+#2539=LINE('',#2536,#2538);
+#2540=CARTESIAN_POINT('',(3.00000000000000000E3,2.00000000000000000E3));
+#2541=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#2542=VECTOR('',#2541,1.00000000000000000E3);
+#2543=LINE('',#2540,#2542);
+#2544=DEFINITIONAL_REPRESENTATION('',(#2543),#1);
+#2545=PCURVE('',#291,#2544);
+#2546=CARTESIAN_POINT('',(2.00000000000000000E3,3.00000000000000000E3));
+#2547=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#2548=VECTOR('',#2547,1.00000000000000000E3);
+#2549=LINE('',#2546,#2548);
+#2550=DEFINITIONAL_REPRESENTATION('',(#2549),#1);
+#2551=PCURVE('',#296,#2550);
+#2552=SURFACE_CURVE('',#2539,(#2545,#2551),.CURVE_3D.);
+#2553=EDGE_CURVE('',#427,#429,#2552,.T.);
+#2554=CARTESIAN_POINT('',(3.00000000000000000E3,3.00000000000000000E3,-2.00000000000000000E3));
+#2555=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#2556=VECTOR('',#2555,1.00000000000000000E3);
+#2557=LINE('',#2554,#2556);
+#2558=CARTESIAN_POINT('',(2.00000000000000000E3,3.00000000000000000E3));
+#2559=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#2560=VECTOR('',#2559,1.00000000000000000E3);
+#2561=LINE('',#2558,#2560);
+#2562=DEFINITIONAL_REPRESENTATION('',(#2561),#1);
+#2563=PCURVE('',#291,#2562);
+#2564=CARTESIAN_POINT('',(3.00000000000000000E3,2.00000000000000000E3));
+#2565=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#2566=VECTOR('',#2565,1.00000000000000000E3);
+#2567=LINE('',#2564,#2566);
+#2568=DEFINITIONAL_REPRESENTATION('',(#2567),#1);
+#2569=PCURVE('',#301,#2568);
+#2570=SURFACE_CURVE('',#2557,(#2563,#2569),.CURVE_3D.);
+#2571=EDGE_CURVE('',#421,#429,#2570,.T.);
+#2572=CARTESIAN_POINT('',(2.00000000000000000E3,3.00000000000000000E3,-3.00000000000000000E3));
+#2573=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#2574=VECTOR('',#2573,1.00000000000000000E3);
+#2575=LINE('',#2572,#2574);
+#2576=CARTESIAN_POINT('',(3.00000000000000000E3,2.00000000000000000E3));
+#2577=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#2578=VECTOR('',#2577,1.00000000000000000E3);
+#2579=LINE('',#2576,#2578);
+#2580=DEFINITIONAL_REPRESENTATION('',(#2579),#1);
+#2581=PCURVE('',#296,#2580);
+#2582=CARTESIAN_POINT('',(2.00000000000000000E3,3.00000000000000000E3));
+#2583=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#2584=VECTOR('',#2583,1.00000000000000000E3);
+#2585=LINE('',#2582,#2584);
+#2586=DEFINITIONAL_REPRESENTATION('',(#2585),#1);
+#2587=PCURVE('',#301,#2586);
+#2588=SURFACE_CURVE('',#2575,(#2581,#2587),.CURVE_3D.);
+#2589=EDGE_CURVE('',#397,#429,#2588,.T.);
+#2590=ORIENTED_EDGE('',*,*,#447,.T.);
+#2591=ORIENTED_EDGE('',*,*,#465,.F.);
+#2592=ORIENTED_EDGE('',*,*,#483,.F.);
+#2593=ORIENTED_EDGE('',*,*,#501,.T.);
+#2594=EDGE_LOOP('',(#2590,#2591,#2592,#2593));
+#2595=FACE_OUTER_BOUND('',#2594,.T.);
+#2596=ADVANCED_FACE('left-0',(#2595),#6,.T.);
+#2597=ORIENTED_EDGE('',*,*,#519,.T.);
+#2598=ORIENTED_EDGE('',*,*,#537,.F.);
+#2599=ORIENTED_EDGE('',*,*,#501,.F.);
+#2600=ORIENTED_EDGE('',*,*,#555,.T.);
+#2601=EDGE_LOOP('',(#2597,#2598,#2599,#2600));
+#2602=FACE_OUTER_BOUND('',#2601,.T.);
+#2603=ADVANCED_FACE('front-1',(#2602),#11,.T.);
+#2604=ORIENTED_EDGE('',*,*,#573,.T.);
+#2605=ORIENTED_EDGE('',*,*,#591,.F.);
+#2606=ORIENTED_EDGE('',*,*,#555,.F.);
+#2607=ORIENTED_EDGE('',*,*,#483,.T.);
+#2608=EDGE_LOOP('',(#2604,#2605,#2606,#2607));
+#2609=FACE_OUTER_BOUND('',#2608,.T.);
+#2610=ADVANCED_FACE('bottom-2',(#2609),#16,.T.);
+#2611=ORIENTED_EDGE('',*,*,#609,.T.);
+#2612=ORIENTED_EDGE('',*,*,#627,.F.);
+#2613=ORIENTED_EDGE('',*,*,#447,.F.);
+#2614=ORIENTED_EDGE('',*,*,#645,.T.);
+#2615=EDGE_LOOP('',(#2611,#2612,#2613,#2614));
+#2616=FACE_OUTER_BOUND('',#2615,.T.);
+#2617=ADVANCED_FACE('left-3',(#2616),#21,.T.);
+#2618=ORIENTED_EDGE('',*,*,#663,.T.);
+#2619=ORIENTED_EDGE('',*,*,#681,.F.);
+#2620=ORIENTED_EDGE('',*,*,#645,.F.);
+#2621=ORIENTED_EDGE('',*,*,#537,.T.);
+#2622=EDGE_LOOP('',(#2618,#2619,#2620,#2621));
+#2623=FACE_OUTER_BOUND('',#2622,.T.);
+#2624=ADVANCED_FACE('front-4',(#2623),#26,.T.);
+#2625=ORIENTED_EDGE('',*,*,#699,.T.);
+#2626=ORIENTED_EDGE('',*,*,#717,.F.);
+#2627=ORIENTED_EDGE('',*,*,#609,.F.);
+#2628=ORIENTED_EDGE('',*,*,#735,.T.);
+#2629=EDGE_LOOP('',(#2625,#2626,#2627,#2628));
+#2630=FACE_OUTER_BOUND('',#2629,.T.);
+#2631=ADVANCED_FACE('left-5',(#2630),#31,.T.);
+#2632=ORIENTED_EDGE('',*,*,#753,.T.);
+#2633=ORIENTED_EDGE('',*,*,#771,.F.);
+#2634=ORIENTED_EDGE('',*,*,#735,.F.);
+#2635=ORIENTED_EDGE('',*,*,#681,.T.);
+#2636=EDGE_LOOP('',(#2632,#2633,#2634,#2635));
+#2637=FACE_OUTER_BOUND('',#2636,.T.);
+#2638=ADVANCED_FACE('front-6',(#2637),#36,.T.);
+#2639=ORIENTED_EDGE('',*,*,#771,.T.);
+#2640=ORIENTED_EDGE('',*,*,#789,.T.);
+#2641=ORIENTED_EDGE('',*,*,#807,.F.);
+#2642=ORIENTED_EDGE('',*,*,#699,.F.);
+#2643=EDGE_LOOP('',(#2639,#2640,#2641,#2642));
+#2644=FACE_OUTER_BOUND('',#2643,.T.);
+#2645=ADVANCED_FACE('top-7',(#2644),#41,.T.);
+#2646=ORIENTED_EDGE('',*,*,#825,.T.);
+#2647=ORIENTED_EDGE('',*,*,#843,.F.);
+#2648=ORIENTED_EDGE('',*,*,#861,.F.);
+#2649=ORIENTED_EDGE('',*,*,#465,.T.);
+#2650=EDGE_LOOP('',(#2646,#2647,#2648,#2649));
+#2651=FACE_OUTER_BOUND('',#2650,.T.);
+#2652=ADVANCED_FACE('left-8',(#2651),#46,.T.);
+#2653=ORIENTED_EDGE('',*,*,#879,.T.);
+#2654=ORIENTED_EDGE('',*,*,#897,.F.);
+#2655=ORIENTED_EDGE('',*,*,#573,.F.);
+#2656=ORIENTED_EDGE('',*,*,#861,.T.);
+#2657=EDGE_LOOP('',(#2653,#2654,#2655,#2656));
+#2658=FACE_OUTER_BOUND('',#2657,.T.);
+#2659=ADVANCED_FACE('bottom-9',(#2658),#51,.T.);
+#2660=ORIENTED_EDGE('',*,*,#915,.T.);
+#2661=ORIENTED_EDGE('',*,*,#933,.F.);
+#2662=ORIENTED_EDGE('',*,*,#825,.F.);
+#2663=ORIENTED_EDGE('',*,*,#627,.T.);
+#2664=EDGE_LOOP('',(#2660,#2661,#2662,#2663));
+#2665=FACE_OUTER_BOUND('',#2664,.T.);
+#2666=ADVANCED_FACE('left-10',(#2665),#56,.T.);
+#2667=ORIENTED_EDGE('',*,*,#951,.T.);
+#2668=ORIENTED_EDGE('',*,*,#969,.T.);
+#2669=ORIENTED_EDGE('',*,*,#987,.F.);
+#2670=ORIENTED_EDGE('',*,*,#1005,.F.);
+#2671=EDGE_LOOP('',(#2667,#2668,#2669,#2670));
+#2672=FACE_OUTER_BOUND('',#2671,.T.);
+#2673=ADVANCED_FACE('left-11',(#2672),#61,.F.);
+#2674=ORIENTED_EDGE('',*,*,#1023,.T.);
+#2675=ORIENTED_EDGE('',*,*,#1041,.F.);
+#2676=ORIENTED_EDGE('',*,*,#915,.F.);
+#2677=ORIENTED_EDGE('',*,*,#717,.T.);
+#2678=EDGE_LOOP('',(#2674,#2675,#2676,#2677));
+#2679=FACE_OUTER_BOUND('',#2678,.T.);
+#2680=ADVANCED_FACE('left-12',(#2679),#66,.T.);
+#2681=ORIENTED_EDGE('',*,*,#807,.T.);
+#2682=ORIENTED_EDGE('',*,*,#1059,.T.);
+#2683=ORIENTED_EDGE('',*,*,#1077,.F.);
+#2684=ORIENTED_EDGE('',*,*,#1023,.F.);
+#2685=EDGE_LOOP('',(#2681,#2682,#2683,#2684));
+#2686=FACE_OUTER_BOUND('',#2685,.T.);
+#2687=ADVANCED_FACE('top-13',(#2686),#71,.T.);
+#2688=ORIENTED_EDGE('',*,*,#1095,.T.);
+#2689=ORIENTED_EDGE('',*,*,#1113,.F.);
+#2690=ORIENTED_EDGE('',*,*,#1131,.F.);
+#2691=ORIENTED_EDGE('',*,*,#843,.T.);
+#2692=EDGE_LOOP('',(#2688,#2689,#2690,#2691));
+#2693=FACE_OUTER_BOUND('',#2692,.T.);
+#2694=ADVANCED_FACE('left-14',(#2693),#76,.T.);
+#2695=ORIENTED_EDGE('',*,*,#1113,.T.);
+#2696=ORIENTED_EDGE('',*,*,#1149,.T.);
+#2697=ORIENTED_EDGE('',*,*,#1167,.F.);
+#2698=ORIENTED_EDGE('',*,*,#1185,.F.);
+#2699=EDGE_LOOP('',(#2695,#2696,#2697,#2698));
+#2700=FACE_OUTER_BOUND('',#2699,.T.);
+#2701=ADVANCED_FACE('back-15',(#2700),#81,.T.);
+#2702=ORIENTED_EDGE('',*,*,#1185,.T.);
+#2703=ORIENTED_EDGE('',*,*,#1203,.F.);
+#2704=ORIENTED_EDGE('',*,*,#879,.F.);
+#2705=ORIENTED_EDGE('',*,*,#1131,.T.);
+#2706=EDGE_LOOP('',(#2702,#2703,#2704,#2705));
+#2707=FACE_OUTER_BOUND('',#2706,.T.);
+#2708=ADVANCED_FACE('bottom-16',(#2707),#86,.T.);
+#2709=ORIENTED_EDGE('',*,*,#1221,.T.);
+#2710=ORIENTED_EDGE('',*,*,#1239,.F.);
+#2711=ORIENTED_EDGE('',*,*,#1095,.F.);
+#2712=ORIENTED_EDGE('',*,*,#933,.T.);
+#2713=EDGE_LOOP('',(#2709,#2710,#2711,#2712));
+#2714=FACE_OUTER_BOUND('',#2713,.T.);
+#2715=ADVANCED_FACE('left-17',(#2714),#91,.T.);
+#2716=ORIENTED_EDGE('',*,*,#1239,.T.);
+#2717=ORIENTED_EDGE('',*,*,#1257,.T.);
+#2718=ORIENTED_EDGE('',*,*,#1275,.F.);
+#2719=ORIENTED_EDGE('',*,*,#1149,.F.);
+#2720=EDGE_LOOP('',(#2716,#2717,#2718,#2719));
+#2721=FACE_OUTER_BOUND('',#2720,.T.);
+#2722=ADVANCED_FACE('back-18',(#2721),#96,.T.);
+#2723=ORIENTED_EDGE('',*,*,#1293,.T.);
+#2724=ORIENTED_EDGE('',*,*,#1311,.F.);
+#2725=ORIENTED_EDGE('',*,*,#1221,.F.);
+#2726=ORIENTED_EDGE('',*,*,#1041,.T.);
+#2727=EDGE_LOOP('',(#2723,#2724,#2725,#2726));
+#2728=FACE_OUTER_BOUND('',#2727,.T.);
+#2729=ADVANCED_FACE('left-19',(#2728),#101,.T.);
+#2730=ORIENTED_EDGE('',*,*,#1311,.T.);
+#2731=ORIENTED_EDGE('',*,*,#1329,.T.);
+#2732=ORIENTED_EDGE('',*,*,#1347,.F.);
+#2733=ORIENTED_EDGE('',*,*,#1257,.F.);
+#2734=EDGE_LOOP('',(#2730,#2731,#2732,#2733));
+#2735=FACE_OUTER_BOUND('',#2734,.T.);
+#2736=ADVANCED_FACE('back-20',(#2735),#106,.T.);
+#2737=ORIENTED_EDGE('',*,*,#1077,.T.);
+#2738=ORIENTED_EDGE('',*,*,#1365,.T.);
+#2739=ORIENTED_EDGE('',*,*,#1329,.F.);
+#2740=ORIENTED_EDGE('',*,*,#1293,.F.);
+#2741=EDGE_LOOP('',(#2737,#2738,#2739,#2740));
+#2742=FACE_OUTER_BOUND('',#2741,.T.);
+#2743=ADVANCED_FACE('top-21',(#2742),#111,.T.);
+#2744=ORIENTED_EDGE('',*,*,#1383,.T.);
+#2745=ORIENTED_EDGE('',*,*,#1401,.F.);
+#2746=ORIENTED_EDGE('',*,*,#519,.F.);
+#2747=ORIENTED_EDGE('',*,*,#1419,.T.);
+#2748=EDGE_LOOP('',(#2744,#2745,#2746,#2747));
+#2749=FACE_OUTER_BOUND('',#2748,.T.);
+#2750=ADVANCED_FACE('front-22',(#2749),#116,.T.);
+#2751=ORIENTED_EDGE('',*,*,#1437,.T.);
+#2752=ORIENTED_EDGE('',*,*,#1455,.F.);
+#2753=ORIENTED_EDGE('',*,*,#1419,.F.);
+#2754=ORIENTED_EDGE('',*,*,#591,.T.);
+#2755=EDGE_LOOP('',(#2751,#2752,#2753,#2754));
+#2756=FACE_OUTER_BOUND('',#2755,.T.);
+#2757=ADVANCED_FACE('bottom-23',(#2756),#121,.T.);
+#2758=ORIENTED_EDGE('',*,*,#1473,.T.);
+#2759=ORIENTED_EDGE('',*,*,#1491,.F.);
+#2760=ORIENTED_EDGE('',*,*,#663,.F.);
+#2761=ORIENTED_EDGE('',*,*,#1401,.T.);
+#2762=EDGE_LOOP('',(#2758,#2759,#2760,#2761));
+#2763=FACE_OUTER_BOUND('',#2762,.T.);
+#2764=ADVANCED_FACE('front-24',(#2763),#126,.T.);
+#2765=ORIENTED_EDGE('',*,*,#1005,.T.);
+#2766=ORIENTED_EDGE('',*,*,#1509,.T.);
+#2767=ORIENTED_EDGE('',*,*,#1527,.F.);
+#2768=ORIENTED_EDGE('',*,*,#1545,.F.);
+#2769=EDGE_LOOP('',(#2765,#2766,#2767,#2768));
+#2770=FACE_OUTER_BOUND('',#2769,.T.);
+#2771=ADVANCED_FACE('front-25',(#2770),#131,.F.);
+#2772=ORIENTED_EDGE('',*,*,#1563,.T.);
+#2773=ORIENTED_EDGE('',*,*,#1581,.F.);
+#2774=ORIENTED_EDGE('',*,*,#753,.F.);
+#2775=ORIENTED_EDGE('',*,*,#1491,.T.);
+#2776=EDGE_LOOP('',(#2772,#2773,#2774,#2775));
+#2777=FACE_OUTER_BOUND('',#2776,.T.);
+#2778=ADVANCED_FACE('front-26',(#2777),#136,.T.);
+#2779=ORIENTED_EDGE('',*,*,#1581,.T.);
+#2780=ORIENTED_EDGE('',*,*,#1599,.T.);
+#2781=ORIENTED_EDGE('',*,*,#1617,.F.);
+#2782=ORIENTED_EDGE('',*,*,#789,.F.);
+#2783=EDGE_LOOP('',(#2779,#2780,#2781,#2782));
+#2784=FACE_OUTER_BOUND('',#2783,.T.);
+#2785=ADVANCED_FACE('top-27',(#2784),#141,.T.);
+#2786=ORIENTED_EDGE('',*,*,#1635,.T.);
+#2787=ORIENTED_EDGE('',*,*,#1653,.F.);
+#2788=ORIENTED_EDGE('',*,*,#1437,.F.);
+#2789=ORIENTED_EDGE('',*,*,#897,.T.);
+#2790=EDGE_LOOP('',(#2786,#2787,#2788,#2789));
+#2791=FACE_OUTER_BOUND('',#2790,.T.);
+#2792=ADVANCED_FACE('bottom-28',(#2791),#146,.T.);
+#2793=ORIENTED_EDGE('',*,*,#1545,.T.);
+#2794=ORIENTED_EDGE('',*,*,#1671,.T.);
+#2795=ORIENTED_EDGE('',*,*,#1689,.F.);
+#2796=ORIENTED_EDGE('',*,*,#951,.F.);
+#2797=EDGE_LOOP('',(#2793,#2794,#2795,#2796));
+#2798=FACE_OUTER_BOUND('',#2797,.T.);
+#2799=ADVANCED_FACE('bottom-29',(#2798),#151,.F.);
+#2800=ORIENTED_EDGE('',*,*,#1707,.T.);
+#2801=ORIENTED_EDGE('',*,*,#1725,.F.);
+#2802=ORIENTED_EDGE('',*,*,#1509,.F.);
+#2803=ORIENTED_EDGE('',*,*,#987,.T.);
+#2804=EDGE_LOOP('',(#2800,#2801,#2802,#2803));
+#2805=FACE_OUTER_BOUND('',#2804,.T.);
+#2806=ADVANCED_FACE('top-30',(#2805),#156,.F.);
+#2807=ORIENTED_EDGE('',*,*,#1617,.T.);
+#2808=ORIENTED_EDGE('',*,*,#1743,.T.);
+#2809=ORIENTED_EDGE('',*,*,#1761,.F.);
+#2810=ORIENTED_EDGE('',*,*,#1059,.F.);
+#2811=EDGE_LOOP('',(#2807,#2808,#2809,#2810));
+#2812=FACE_OUTER_BOUND('',#2811,.T.);
+#2813=ADVANCED_FACE('top-31',(#2812),#161,.T.);
+#2814=ORIENTED_EDGE('',*,*,#1167,.T.);
+#2815=ORIENTED_EDGE('',*,*,#1779,.T.);
+#2816=ORIENTED_EDGE('',*,*,#1797,.F.);
+#2817=ORIENTED_EDGE('',*,*,#1815,.F.);
+#2818=EDGE_LOOP('',(#2814,#2815,#2816,#2817));
+#2819=FACE_OUTER_BOUND('',#2818,.T.);
+#2820=ADVANCED_FACE('back-32',(#2819),#166,.T.);
+#2821=ORIENTED_EDGE('',*,*,#1815,.T.);
+#2822=ORIENTED_EDGE('',*,*,#1833,.F.);
+#2823=ORIENTED_EDGE('',*,*,#1635,.F.);
+#2824=ORIENTED_EDGE('',*,*,#1203,.T.);
+#2825=EDGE_LOOP('',(#2821,#2822,#2823,#2824));
+#2826=FACE_OUTER_BOUND('',#2825,.T.);
+#2827=ADVANCED_FACE('bottom-33',(#2826),#171,.T.);
+#2828=ORIENTED_EDGE('',*,*,#1851,.T.);
+#2829=ORIENTED_EDGE('',*,*,#1707,.F.);
+#2830=ORIENTED_EDGE('',*,*,#969,.F.);
+#2831=ORIENTED_EDGE('',*,*,#1689,.T.);
+#2832=EDGE_LOOP('',(#2828,#2829,#2830,#2831));
+#2833=FACE_OUTER_BOUND('',#2832,.T.);
+#2834=ADVANCED_FACE('back-34',(#2833),#176,.F.);
+#2835=ORIENTED_EDGE('',*,*,#1275,.T.);
+#2836=ORIENTED_EDGE('',*,*,#1869,.T.);
+#2837=ORIENTED_EDGE('',*,*,#1887,.F.);
+#2838=ORIENTED_EDGE('',*,*,#1779,.F.);
+#2839=EDGE_LOOP('',(#2835,#2836,#2837,#2838));
+#2840=FACE_OUTER_BOUND('',#2839,.T.);
+#2841=ADVANCED_FACE('back-35',(#2840),#181,.T.);
+#2842=ORIENTED_EDGE('',*,*,#1347,.T.);
+#2843=ORIENTED_EDGE('',*,*,#1905,.T.);
+#2844=ORIENTED_EDGE('',*,*,#1923,.F.);
+#2845=ORIENTED_EDGE('',*,*,#1869,.F.);
+#2846=EDGE_LOOP('',(#2842,#2843,#2844,#2845));
+#2847=FACE_OUTER_BOUND('',#2846,.T.);
+#2848=ADVANCED_FACE('back-36',(#2847),#186,.T.);
+#2849=ORIENTED_EDGE('',*,*,#1761,.T.);
+#2850=ORIENTED_EDGE('',*,*,#1941,.T.);
+#2851=ORIENTED_EDGE('',*,*,#1905,.F.);
+#2852=ORIENTED_EDGE('',*,*,#1365,.F.);
+#2853=EDGE_LOOP('',(#2849,#2850,#2851,#2852));
+#2854=FACE_OUTER_BOUND('',#2853,.T.);
+#2855=ADVANCED_FACE('top-37',(#2854),#191,.T.);
+#2856=ORIENTED_EDGE('',*,*,#1959,.T.);
+#2857=ORIENTED_EDGE('',*,*,#1977,.T.);
+#2858=ORIENTED_EDGE('',*,*,#1995,.F.);
+#2859=ORIENTED_EDGE('',*,*,#2013,.F.);
+#2860=EDGE_LOOP('',(#2856,#2857,#2858,#2859));
+#2861=FACE_OUTER_BOUND('',#2860,.T.);
+#2862=ADVANCED_FACE('right-38',(#2861),#196,.T.);
+#2863=ORIENTED_EDGE('',*,*,#2013,.T.);
+#2864=ORIENTED_EDGE('',*,*,#2031,.F.);
+#2865=ORIENTED_EDGE('',*,*,#1383,.F.);
+#2866=ORIENTED_EDGE('',*,*,#2049,.T.);
+#2867=EDGE_LOOP('',(#2863,#2864,#2865,#2866));
+#2868=FACE_OUTER_BOUND('',#2867,.T.);
+#2869=ADVANCED_FACE('front-39',(#2868),#201,.T.);
+#2870=ORIENTED_EDGE('',*,*,#2067,.T.);
+#2871=ORIENTED_EDGE('',*,*,#1959,.F.);
+#2872=ORIENTED_EDGE('',*,*,#2049,.F.);
+#2873=ORIENTED_EDGE('',*,*,#1455,.T.);
+#2874=EDGE_LOOP('',(#2870,#2871,#2872,#2873));
+#2875=FACE_OUTER_BOUND('',#2874,.T.);
+#2876=ADVANCED_FACE('bottom-40',(#2875),#206,.T.);
+#2877=ORIENTED_EDGE('',*,*,#1995,.T.);
+#2878=ORIENTED_EDGE('',*,*,#2085,.T.);
+#2879=ORIENTED_EDGE('',*,*,#2103,.F.);
+#2880=ORIENTED_EDGE('',*,*,#2121,.F.);
+#2881=EDGE_LOOP('',(#2877,#2878,#2879,#2880));
+#2882=FACE_OUTER_BOUND('',#2881,.T.);
+#2883=ADVANCED_FACE('right-41',(#2882),#211,.T.);
+#2884=ORIENTED_EDGE('',*,*,#2121,.T.);
+#2885=ORIENTED_EDGE('',*,*,#2139,.F.);
+#2886=ORIENTED_EDGE('',*,*,#1473,.F.);
+#2887=ORIENTED_EDGE('',*,*,#2031,.T.);
+#2888=EDGE_LOOP('',(#2884,#2885,#2886,#2887));
+#2889=FACE_OUTER_BOUND('',#2888,.T.);
+#2890=ADVANCED_FACE('front-42',(#2889),#216,.T.);
+#2891=ORIENTED_EDGE('',*,*,#2103,.T.);
+#2892=ORIENTED_EDGE('',*,*,#2157,.T.);
+#2893=ORIENTED_EDGE('',*,*,#2175,.F.);
+#2894=ORIENTED_EDGE('',*,*,#2193,.F.);
+#2895=EDGE_LOOP('',(#2891,#2892,#2893,#2894));
+#2896=FACE_OUTER_BOUND('',#2895,.T.);
+#2897=ADVANCED_FACE('right-43',(#2896),#221,.T.);
+#2898=ORIENTED_EDGE('',*,*,#2193,.T.);
+#2899=ORIENTED_EDGE('',*,*,#2211,.F.);
+#2900=ORIENTED_EDGE('',*,*,#1563,.F.);
+#2901=ORIENTED_EDGE('',*,*,#2139,.T.);
+#2902=EDGE_LOOP('',(#2898,#2899,#2900,#2901));
+#2903=FACE_OUTER_BOUND('',#2902,.T.);
+#2904=ADVANCED_FACE('front-44',(#2903),#226,.T.);
+#2905=ORIENTED_EDGE('',*,*,#2211,.T.);
+#2906=ORIENTED_EDGE('',*,*,#2175,.T.);
+#2907=ORIENTED_EDGE('',*,*,#2229,.F.);
+#2908=ORIENTED_EDGE('',*,*,#1599,.F.);
+#2909=EDGE_LOOP('',(#2905,#2906,#2907,#2908));
+#2910=FACE_OUTER_BOUND('',#2909,.T.);
+#2911=ADVANCED_FACE('top-45',(#2910),#231,.T.);
+#2912=ORIENTED_EDGE('',*,*,#2247,.T.);
+#2913=ORIENTED_EDGE('',*,*,#2265,.T.);
+#2914=ORIENTED_EDGE('',*,*,#2283,.F.);
+#2915=ORIENTED_EDGE('',*,*,#1977,.F.);
+#2916=EDGE_LOOP('',(#2912,#2913,#2914,#2915));
+#2917=FACE_OUTER_BOUND('',#2916,.T.);
+#2918=ADVANCED_FACE('right-46',(#2917),#236,.T.);
+#2919=ORIENTED_EDGE('',*,*,#2301,.T.);
+#2920=ORIENTED_EDGE('',*,*,#2247,.F.);
+#2921=ORIENTED_EDGE('',*,*,#2067,.F.);
+#2922=ORIENTED_EDGE('',*,*,#1653,.T.);
+#2923=EDGE_LOOP('',(#2919,#2920,#2921,#2922));
+#2924=FACE_OUTER_BOUND('',#2923,.T.);
+#2925=ADVANCED_FACE('bottom-47',(#2924),#241,.T.);
+#2926=ORIENTED_EDGE('',*,*,#1725,.T.);
+#2927=ORIENTED_EDGE('',*,*,#1851,.F.);
+#2928=ORIENTED_EDGE('',*,*,#1671,.F.);
+#2929=ORIENTED_EDGE('',*,*,#1527,.T.);
+#2930=EDGE_LOOP('',(#2926,#2927,#2928,#2929));
+#2931=FACE_OUTER_BOUND('',#2930,.T.);
+#2932=ADVANCED_FACE('right-48',(#2931),#246,.F.);
+#2933=ORIENTED_EDGE('',*,*,#2283,.T.);
+#2934=ORIENTED_EDGE('',*,*,#2319,.T.);
+#2935=ORIENTED_EDGE('',*,*,#2337,.F.);
+#2936=ORIENTED_EDGE('',*,*,#2085,.F.);
+#2937=EDGE_LOOP('',(#2933,#2934,#2935,#2936));
+#2938=FACE_OUTER_BOUND('',#2937,.T.);
+#2939=ADVANCED_FACE('right-49',(#2938),#251,.T.);
+#2940=ORIENTED_EDGE('',*,*,#2337,.T.);
+#2941=ORIENTED_EDGE('',*,*,#2355,.T.);
+#2942=ORIENTED_EDGE('',*,*,#2373,.F.);
+#2943=ORIENTED_EDGE('',*,*,#2157,.F.);
+#2944=EDGE_LOOP('',(#2940,#2941,#2942,#2943));
+#2945=FACE_OUTER_BOUND('',#2944,.T.);
+#2946=ADVANCED_FACE('right-50',(#2945),#256,.T.);
+#2947=ORIENTED_EDGE('',*,*,#2229,.T.);
+#2948=ORIENTED_EDGE('',*,*,#2373,.T.);
+#2949=ORIENTED_EDGE('',*,*,#2391,.F.);
+#2950=ORIENTED_EDGE('',*,*,#1743,.F.);
+#2951=EDGE_LOOP('',(#2947,#2948,#2949,#2950));
+#2952=FACE_OUTER_BOUND('',#2951,.T.);
+#2953=ADVANCED_FACE('top-51',(#2952),#261,.T.);
+#2954=ORIENTED_EDGE('',*,*,#2409,.T.);
+#2955=ORIENTED_EDGE('',*,*,#2427,.T.);
+#2956=ORIENTED_EDGE('',*,*,#2445,.F.);
+#2957=ORIENTED_EDGE('',*,*,#2265,.F.);
+#2958=EDGE_LOOP('',(#2954,#2955,#2956,#2957));
+#2959=FACE_OUTER_BOUND('',#2958,.T.);
+#2960=ADVANCED_FACE('right-52',(#2959),#266,.T.);
+#2961=ORIENTED_EDGE('',*,*,#1797,.T.);
+#2962=ORIENTED_EDGE('',*,*,#2463,.T.);
+#2963=ORIENTED_EDGE('',*,*,#2427,.F.);
+#2964=ORIENTED_EDGE('',*,*,#2481,.F.);
+#2965=EDGE_LOOP('',(#2961,#2962,#2963,#2964));
+#2966=FACE_OUTER_BOUND('',#2965,.T.);
+#2967=ADVANCED_FACE('back-53',(#2966),#271,.T.);
+#2968=ORIENTED_EDGE('',*,*,#2481,.T.);
+#2969=ORIENTED_EDGE('',*,*,#2409,.F.);
+#2970=ORIENTED_EDGE('',*,*,#2301,.F.);
+#2971=ORIENTED_EDGE('',*,*,#1833,.T.);
+#2972=EDGE_LOOP('',(#2968,#2969,#2970,#2971));
+#2973=FACE_OUTER_BOUND('',#2972,.T.);
+#2974=ADVANCED_FACE('bottom-54',(#2973),#276,.T.);
+#2975=ORIENTED_EDGE('',*,*,#2445,.T.);
+#2976=ORIENTED_EDGE('',*,*,#2499,.T.);
+#2977=ORIENTED_EDGE('',*,*,#2517,.F.);
+#2978=ORIENTED_EDGE('',*,*,#2319,.F.);
+#2979=EDGE_LOOP('',(#2975,#2976,#2977,#2978));
+#2980=FACE_OUTER_BOUND('',#2979,.T.);
+#2981=ADVANCED_FACE('right-55',(#2980),#281,.T.);
+#2982=ORIENTED_EDGE('',*,*,#1887,.T.);
+#2983=ORIENTED_EDGE('',*,*,#2535,.T.);
+#2984=ORIENTED_EDGE('',*,*,#2499,.F.);
+#2985=ORIENTED_EDGE('',*,*,#2463,.F.);
+#2986=EDGE_LOOP('',(#2982,#2983,#2984,#2985));
+#2987=FACE_OUTER_BOUND('',#2986,.T.);
+#2988=ADVANCED_FACE('back-56',(#2987),#286,.T.);
+#2989=ORIENTED_EDGE('',*,*,#2517,.T.);
+#2990=ORIENTED_EDGE('',*,*,#2553,.T.);
+#2991=ORIENTED_EDGE('',*,*,#2571,.F.);
+#2992=ORIENTED_EDGE('',*,*,#2355,.F.);
+#2993=EDGE_LOOP('',(#2989,#2990,#2991,#2992));
+#2994=FACE_OUTER_BOUND('',#2993,.T.);
+#2995=ADVANCED_FACE('right-57',(#2994),#291,.T.);
+#2996=ORIENTED_EDGE('',*,*,#1923,.T.);
+#2997=ORIENTED_EDGE('',*,*,#2589,.T.);
+#2998=ORIENTED_EDGE('',*,*,#2553,.F.);
+#2999=ORIENTED_EDGE('',*,*,#2535,.F.);
+#3000=EDGE_LOOP('',(#2996,#2997,#2998,#2999));
+#3001=FACE_OUTER_BOUND('',#3000,.T.);
+#3002=ADVANCED_FACE('back-58',(#3001),#296,.T.);
+#3003=ORIENTED_EDGE('',*,*,#2391,.T.);
+#3004=ORIENTED_EDGE('',*,*,#2571,.T.);
+#3005=ORIENTED_EDGE('',*,*,#2589,.F.);
+#3006=ORIENTED_EDGE('',*,*,#1941,.F.);
+#3007=EDGE_LOOP('',(#3003,#3004,#3005,#3006));
+#3008=FACE_OUTER_BOUND('',#3007,.T.);
+#3009=ADVANCED_FACE('top-59',(#3008),#301,.T.);
+#3010=CLOSED_SHELL('',(#2596,#2617,#2652,#2610,#2603,#2631,#2666,#2624,#2694,#2659,#2757,#2750,#2645,#2680,#2638,#2715,#2764,#2701,#2708,#2792,#2876,#2869,#2785,#2687,#2729,#2778,#2722,#2890,#2820,#2827,#2925,#2862,#2911,#2813,#2743,#2736,#2904,#2841,#2883,#2967,#2974,#2918,#2897,#2953,#2855,#2848,#2988,#2939,#2960,#2946,#3009,#3002,#2981,#2995));
+#3011=CLOSED_SHELL('',(#2673,#2799,#2834,#2806,#2771,#2932));
+#3012=ORIENTED_CLOSED_SHELL('',*,#3011,.T.);
+#3013=BREP_WITH_VOIDS('box-cavity-0',#3010,(#3012));
+#3014=(LENGTH_UNIT() NAMED_UNIT(*) SI_UNIT(.MILLI.,.METRE.));
+#3015=(NAMED_UNIT(*) PLANE_ANGLE_UNIT() SI_UNIT($,.RADIAN.));
+#3016=(NAMED_UNIT(*) SI_UNIT($,.STERADIAN.) SOLID_ANGLE_UNIT());
+#3017=UNCERTAINTY_MEASURE_WITH_UNIT(LENGTH_MEASURE(1.00000426325642887E-5),#3014,'distance_accuracy_value','exchange error bound');
+#3018=(GEOMETRIC_REPRESENTATION_CONTEXT(3) GLOBAL_UNCERTAINTY_ASSIGNED_CONTEXT((#3017)) GLOBAL_UNIT_ASSIGNED_CONTEXT((#3014,#3015,#3016)) REPRESENTATION_CONTEXT('',''));
+#3019=ADVANCED_BREP_SHAPE_REPRESENTATION('',(#3013),#3018);
+#3020=APPLICATION_CONTEXT('automotive design');
+#3021=APPLICATION_PROTOCOL_DEFINITION('international standard','automotive_design',2000,#3020);
+#3022=PRODUCT_CONTEXT('',#3020,'mechanical');
+#3023=PRODUCT('box-cavity','box-cavity','',(#3022));
+#3024=PRODUCT_DEFINITION_FORMATION_WITH_SPECIFIED_SOURCE('1','',#3023,.NOT_KNOWN.);
+#3025=PRODUCT_DEFINITION_CONTEXT('part definition',#3020,'design');
+#3026=PRODUCT_DEFINITION('','',#3024,#3025);
+#3027=PRODUCT_DEFINITION_SHAPE('','',#3026);
+#3028=SHAPE_DEFINITION_REPRESENTATION(#3027,#3019);
+ENDSEC;
+END-ISO-10303-21;
diff --git a/main/opengeometry/tests/fixtures/cases/box-cavity.step.mm.report.json b/main/opengeometry/tests/fixtures/cases/box-cavity.step.mm.report.json
new file mode 100644
index 0000000..1a57271
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/box-cavity.step.mm.report.json
@@ -0,0 +1 @@
+{"cavity_shells":1,"collapsed_chart_uses":0,"edges":120,"exchange_error_bound":0.000010000042632564289,"faces":60,"geometric_tolerance":0.00001,"length_unit":"millimetre","quality":{"kind":"Analytic"},"revision":"1","schema_version":2,"solids":1,"validation_level":"v2 structure, sampled residuals and Part-21 references; external schema/import validation pending"}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/box-cut.brep.json b/main/opengeometry/tests/fixtures/cases/box-cut.brep.json
new file mode 100644
index 0000000..3d4fbe9
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/box-cut.brep.json
@@ -0,0 +1 @@
+{"schema_version":2,"id":"box-cut","revision":1,"geometry":{"surfaces":[{"kind":"Plane","frame":{"origin":[0.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]}},{"kind":"Plane","frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]}},{"kind":"Plane","frame":{"origin":[0.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]}},{"kind":"Plane","frame":{"origin":[0.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]}},{"kind":"Plane","frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]}},{"kind":"Plane","frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]}},{"kind":"Plane","frame":{"origin":[0.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]}},{"kind":"Plane","frame":{"origin":[0.0,0.0,-3.0],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]}},{"kind":"Plane","frame":{"origin":[0.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]}},{"kind":"Plane","frame":{"origin":[0.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]}},{"kind":"Plane","frame":{"origin":[1.5,0.5,-0.5],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]}},{"kind":"Plane","frame":{"origin":[0.0,0.0,-3.0],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]}},{"kind":"Plane","frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]}},{"kind":"Plane","frame":{"origin":[3.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]}},{"kind":"Plane","frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]}},{"kind":"Plane","frame":{"origin":[0.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]}},{"kind":"Plane","frame":{"origin":[3.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]}},{"kind":"Plane","frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]}},{"kind":"Plane","frame":{"origin":[1.5,0.5,-0.5],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]}},{"kind":"Plane","frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]}},{"kind":"Plane","frame":{"origin":[3.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]}},{"kind":"Plane","frame":{"origin":[0.0,0.0,-3.0],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]}},{"kind":"Plane","frame":{"origin":[0.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]}},{"kind":"Plane","frame":{"origin":[1.5,0.5,-0.5],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]}}],"curves":[{"kind":"Line","origin":[0.0,0.5,0.0],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[0.0,0.0,-0.5],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[0.0,0.0,0.0],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[0.0,0.0,0.0],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[1.5,0.0,0.0],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[0.0,0.5,0.0],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[0.0,0.0,0.0],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[0.0,0.0,-0.5],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[1.5,0.0,0.0],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[0.0,3.0,0.0],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[0.0,0.5,-0.5],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[0.0,0.5,0.0],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[1.5,0.5,0.0],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[0.0,3.0,0.0],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[1.5,3.0,0.0],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[0.0,3.0,-0.5],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[0.0,0.5,-0.5],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[0.0,0.0,-3.0],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[0.0,0.0,-0.5],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[0.0,0.5,-3.0],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[1.5,0.0,-3.0],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[0.0,0.0,-3.0],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[1.5,0.0,-0.5],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[0.0,3.0,-0.5],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[0.0,0.5,-3.0],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[1.5,0.5,-0.5],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[1.5,0.5,-3.0],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[1.5,3.0,-0.5],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[1.5,0.5,-0.5],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[0.0,3.0,-3.0],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[3.0,0.0,0.0],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[3.0,0.0,-0.5],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[3.0,0.5,0.0],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[3.0,0.0,0.0],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[1.5,0.5,0.0],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[1.5,0.0,0.0],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[1.5,0.0,-0.5],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[3.0,0.5,-0.5],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[3.0,3.0,0.0],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[3.0,0.5,0.0],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[1.5,3.0,0.0],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[1.5,3.0,-0.5],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[1.5,0.5,-0.5],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[3.0,0.0,-0.5],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[3.0,0.0,-3.0],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[3.0,0.5,-0.5],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[1.5,0.5,-3.0],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[1.5,0.0,-3.0],"direction":[1.0,0.0,0.0]}],"pcurves":[{"kind":"Line2","origin":[0.5,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,0.5],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[1.5,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,0.5],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.5,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,1.5],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[3.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.5,0.5],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.5,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.5,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[1.5,0.5],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,3.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,0.5],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,0.5],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[1.5,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,0.5],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.5,0.5],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,3.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,0.5],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,0.5],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.5,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,1.5],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[3.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.5,1.5],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.5,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.5,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[3.0,0.5],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.5,3.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.5,0.5],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.5,0.5],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,2.5],"direction":[1.0,0.0]},{"kind":"Line2","origin":[2.5,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.5,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[3.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.5,1.5],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.5,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,0.5],"direction":[1.0,0.0]},{"kind":"Line2","origin":[1.5,0.5],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,3.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,0.5],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.5,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,0.5],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[3.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[1.5,0.5],"direction":[1.0,0.0]},{"kind":"Line2","origin":[1.5,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[1.5,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.5,1.5],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,3.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,1.5],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,1.5],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,0.5],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.5,0.5],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,3.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,0.5],"direction":[0.0,1.0]},{"kind":"Line2","origin":[3.0,0.5],"direction":[0.0,1.0]},{"kind":"Line2","origin":[1.5,3.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[1.5,0.5],"direction":[0.0,1.0]},{"kind":"Line2","origin":[1.5,0.5],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,2.5],"direction":[1.0,0.0]},{"kind":"Line2","origin":[1.5,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[1.5,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[3.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[1.5,0.5],"direction":[1.0,0.0]},{"kind":"Line2","origin":[1.5,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.5,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[3.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.5,0.5],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.5,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,1.5],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.5,1.5],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,3.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,1.5],"direction":[0.0,1.0]},{"kind":"Line2","origin":[3.0,1.5],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.5,3.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.5,1.5],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.5,1.5],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,1.5],"direction":[1.0,0.0]},{"kind":"Line2","origin":[2.5,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[1.0,0.0]}],"intersections":[]},"topology":{"vertices":[{"id":0,"position":[0.0,0.5,0.0],"outgoing_halfedge":0,"tolerance":1e-8},{"id":1,"position":[0.0,0.5,-0.5],"outgoing_halfedge":1,"tolerance":1e-8},{"id":2,"position":[0.0,0.0,-0.5],"outgoing_halfedge":2,"tolerance":1e-8},{"id":3,"position":[0.0,0.0,0.0],"outgoing_halfedge":3,"tolerance":1e-8},{"id":4,"position":[1.5,0.0,0.0],"outgoing_halfedge":4,"tolerance":1e-8},{"id":5,"position":[1.5,0.5,0.0],"outgoing_halfedge":5,"tolerance":1e-8},{"id":6,"position":[1.5,0.0,-0.5],"outgoing_halfedge":9,"tolerance":1e-8},{"id":7,"position":[0.0,3.0,0.0],"outgoing_halfedge":12,"tolerance":1e-8},{"id":8,"position":[0.0,3.0,-0.5],"outgoing_halfedge":13,"tolerance":1e-8},{"id":9,"position":[1.5,3.0,0.0],"outgoing_halfedge":17,"tolerance":1e-8},{"id":10,"position":[1.5,3.0,-0.5],"outgoing_halfedge":22,"tolerance":1e-8},{"id":11,"position":[0.0,0.5,-3.0],"outgoing_halfedge":25,"tolerance":1e-8},{"id":12,"position":[0.0,0.0,-3.0],"outgoing_halfedge":26,"tolerance":1e-8},{"id":13,"position":[1.5,0.5,-3.0],"outgoing_halfedge":30,"tolerance":1e-8},{"id":14,"position":[1.5,0.0,-3.0],"outgoing_halfedge":31,"tolerance":1e-8},{"id":15,"position":[0.0,3.0,-3.0],"outgoing_halfedge":37,"tolerance":1e-8},{"id":16,"position":[1.5,0.5,-0.5],"outgoing_halfedge":40,"tolerance":1e-8},{"id":17,"position":[1.5,3.0,-3.0],"outgoing_halfedge":42,"tolerance":1e-8},{"id":18,"position":[3.0,0.0,0.0],"outgoing_halfedge":52,"tolerance":1e-8},{"id":19,"position":[3.0,0.0,-0.5],"outgoing_halfedge":53,"tolerance":1e-8},{"id":20,"position":[3.0,0.5,-0.5],"outgoing_halfedge":54,"tolerance":1e-8},{"id":21,"position":[3.0,0.5,0.0],"outgoing_halfedge":55,"tolerance":1e-8},{"id":22,"position":[3.0,3.0,-0.5],"outgoing_halfedge":66,"tolerance":1e-8},{"id":23,"position":[3.0,3.0,0.0],"outgoing_halfedge":67,"tolerance":1e-8},{"id":24,"position":[3.0,0.0,-3.0],"outgoing_halfedge":81,"tolerance":1e-8},{"id":25,"position":[3.0,0.5,-3.0],"outgoing_halfedge":82,"tolerance":1e-8}],"edges":[{"id":0,"geometry":{"kind":"Curve","curve":0,"range":{"lo":0.0,"hi":0.5}},"halfedge":0,"twin_halfedge":14,"tolerance":1e-8,"chart_seam":false},{"id":1,"geometry":{"kind":"Curve","curve":1,"range":{"lo":0.0,"hi":0.5}},"halfedge":1,"twin_halfedge":27,"tolerance":1e-8,"chart_seam":false},{"id":2,"geometry":{"kind":"Curve","curve":2,"range":{"lo":0.0,"hi":0.5}},"halfedge":2,"twin_halfedge":11,"tolerance":1e-8,"chart_seam":false},{"id":3,"geometry":{"kind":"Curve","curve":3,"range":{"lo":0.0,"hi":0.5}},"halfedge":3,"twin_halfedge":6,"tolerance":1e-8,"chart_seam":false},{"id":4,"geometry":{"kind":"Curve","curve":4,"range":{"lo":0.0,"hi":0.5}},"halfedge":4,"twin_halfedge":58,"tolerance":1e-8,"chart_seam":false},{"id":5,"geometry":{"kind":"Curve","curve":5,"range":{"lo":0.0,"hi":1.5}},"halfedge":5,"twin_halfedge":19,"tolerance":1e-8,"chart_seam":false},{"id":6,"geometry":{"kind":"Curve","curve":6,"range":{"lo":0.0,"hi":1.5}},"halfedge":7,"twin_halfedge":10,"tolerance":1e-8,"chart_seam":false},{"id":7,"geometry":{"kind":"Curve","curve":7,"range":{"lo":0.0,"hi":1.5}},"halfedge":8,"twin_halfedge":34,"tolerance":1e-8,"chart_seam":false},{"id":8,"geometry":{"kind":"Curve","curve":8,"range":{"lo":0.0,"hi":0.5}},"halfedge":9,"twin_halfedge":63,"tolerance":1e-8,"chart_seam":false},{"id":9,"geometry":{"kind":"Curve","curve":9,"range":{"lo":0.0,"hi":0.5}},"halfedge":12,"twin_halfedge":23,"tolerance":1e-8,"chart_seam":false},{"id":10,"geometry":{"kind":"Curve","curve":10,"range":{"lo":0.0,"hi":2.5}},"halfedge":13,"twin_halfedge":39,"tolerance":1e-8,"chart_seam":false},{"id":11,"geometry":{"kind":"Curve","curve":11,"range":{"lo":0.0,"hi":2.5}},"halfedge":15,"twin_halfedge":18,"tolerance":1e-8,"chart_seam":false},{"id":12,"geometry":{"kind":"Curve","curve":12,"range":{"lo":0.0,"hi":2.5}},"halfedge":16,"twin_halfedge":70,"tolerance":1e-8,"chart_seam":false},{"id":13,"geometry":{"kind":"Curve","curve":13,"range":{"lo":0.0,"hi":1.5}},"halfedge":17,"twin_halfedge":20,"tolerance":1e-8,"chart_seam":false},{"id":14,"geometry":{"kind":"Curve","curve":14,"range":{"lo":0.0,"hi":0.5}},"halfedge":21,"twin_halfedge":79,"tolerance":1e-8,"chart_seam":false},{"id":15,"geometry":{"kind":"Curve","curve":15,"range":{"lo":0.0,"hi":1.5}},"halfedge":22,"twin_halfedge":48,"tolerance":1e-8,"chart_seam":false},{"id":16,"geometry":{"kind":"Curve","curve":16,"range":{"lo":0.0,"hi":2.5}},"halfedge":24,"twin_halfedge":38,"tolerance":1e-8,"chart_seam":false},{"id":17,"geometry":{"kind":"Curve","curve":17,"range":{"lo":0.0,"hi":0.5}},"halfedge":25,"twin_halfedge":28,"tolerance":1e-8,"chart_seam":false},{"id":18,"geometry":{"kind":"Curve","curve":18,"range":{"lo":0.0,"hi":2.5}},"halfedge":26,"twin_halfedge":35,"tolerance":1e-8,"chart_seam":false},{"id":19,"geometry":{"kind":"Curve","curve":19,"range":{"lo":0.0,"hi":1.5}},"halfedge":29,"twin_halfedge":47,"tolerance":1e-8,"chart_seam":false},{"id":20,"geometry":{"kind":"Curve","curve":20,"range":{"lo":0.0,"hi":0.5}},"halfedge":30,"twin_halfedge":84,"tolerance":1e-8,"chart_seam":false},{"id":21,"geometry":{"kind":"Curve","curve":21,"range":{"lo":0.0,"hi":1.5}},"halfedge":31,"twin_halfedge":32,"tolerance":1e-8,"chart_seam":false},{"id":22,"geometry":{"kind":"Curve","curve":22,"range":{"lo":0.0,"hi":2.5}},"halfedge":33,"twin_halfedge":91,"tolerance":1e-8,"chart_seam":false},{"id":23,"geometry":{"kind":"Curve","curve":23,"range":{"lo":0.0,"hi":2.5}},"halfedge":36,"twin_halfedge":51,"tolerance":1e-8,"chart_seam":false},{"id":24,"geometry":{"kind":"Curve","curve":24,"range":{"lo":0.0,"hi":2.5}},"halfedge":37,"twin_halfedge":44,"tolerance":1e-8,"chart_seam":false},{"id":25,"geometry":{"kind":"Curve","curve":25,"range":{"lo":0.0,"hi":2.5}},"halfedge":40,"twin_halfedge":95,"tolerance":1e-8,"chart_seam":false},{"id":26,"geometry":{"kind":"Curve","curve":26,"range":{"lo":0.0,"hi":2.5}},"halfedge":41,"twin_halfedge":46,"tolerance":1e-8,"chart_seam":false},{"id":27,"geometry":{"kind":"Curve","curve":27,"range":{"lo":0.0,"hi":2.5}},"halfedge":42,"twin_halfedge":49,"tolerance":1e-8,"chart_seam":false},{"id":28,"geometry":{"kind":"Curve","curve":28,"range":{"lo":0.0,"hi":2.5}},"halfedge":43,"twin_halfedge":72,"tolerance":1e-8,"chart_seam":false},{"id":29,"geometry":{"kind":"Curve","curve":29,"range":{"lo":0.0,"hi":1.5}},"halfedge":45,"twin_halfedge":50,"tolerance":1e-8,"chart_seam":false},{"id":30,"geometry":{"kind":"Curve","curve":30,"range":{"lo":0.0,"hi":0.5}},"halfedge":52,"twin_halfedge":61,"tolerance":1e-8,"chart_seam":false},{"id":31,"geometry":{"kind":"Curve","curve":31,"range":{"lo":0.0,"hi":0.5}},"halfedge":53,"twin_halfedge":83,"tolerance":1e-8,"chart_seam":false},{"id":32,"geometry":{"kind":"Curve","curve":32,"range":{"lo":0.0,"hi":0.5}},"halfedge":54,"twin_halfedge":64,"tolerance":1e-8,"chart_seam":false},{"id":33,"geometry":{"kind":"Curve","curve":33,"range":{"lo":0.0,"hi":0.5}},"halfedge":55,"twin_halfedge":56,"tolerance":1e-8,"chart_seam":false},{"id":34,"geometry":{"kind":"Curve","curve":34,"range":{"lo":0.0,"hi":1.5}},"halfedge":57,"twin_halfedge":71,"tolerance":1e-8,"chart_seam":false},{"id":35,"geometry":{"kind":"Curve","curve":35,"range":{"lo":0.0,"hi":1.5}},"halfedge":59,"twin_halfedge":62,"tolerance":1e-8,"chart_seam":false},{"id":36,"geometry":{"kind":"Curve","curve":36,"range":{"lo":0.0,"hi":1.5}},"halfedge":60,"twin_halfedge":90,"tolerance":1e-8,"chart_seam":false},{"id":37,"geometry":{"kind":"Curve","curve":37,"range":{"lo":0.0,"hi":2.5}},"halfedge":65,"twin_halfedge":74,"tolerance":1e-8,"chart_seam":false},{"id":38,"geometry":{"kind":"Curve","curve":38,"range":{"lo":0.0,"hi":0.5}},"halfedge":66,"twin_halfedge":77,"tolerance":1e-8,"chart_seam":false},{"id":39,"geometry":{"kind":"Curve","curve":39,"range":{"lo":0.0,"hi":2.5}},"halfedge":67,"twin_halfedge":68,"tolerance":1e-8,"chart_seam":false},{"id":40,"geometry":{"kind":"Curve","curve":40,"range":{"lo":0.0,"hi":1.5}},"halfedge":69,"twin_halfedge":76,"tolerance":1e-8,"chart_seam":false},{"id":41,"geometry":{"kind":"Curve","curve":41,"range":{"lo":0.0,"hi":1.5}},"halfedge":73,"twin_halfedge":78,"tolerance":1e-8,"chart_seam":false},{"id":42,"geometry":{"kind":"Curve","curve":42,"range":{"lo":0.0,"hi":1.5}},"halfedge":75,"twin_halfedge":92,"tolerance":1e-8,"chart_seam":false},{"id":43,"geometry":{"kind":"Curve","curve":43,"range":{"lo":0.0,"hi":2.5}},"halfedge":80,"twin_halfedge":89,"tolerance":1e-8,"chart_seam":false},{"id":44,"geometry":{"kind":"Curve","curve":44,"range":{"lo":0.0,"hi":0.5}},"halfedge":81,"twin_halfedge":86,"tolerance":1e-8,"chart_seam":false},{"id":45,"geometry":{"kind":"Curve","curve":45,"range":{"lo":0.0,"hi":2.5}},"halfedge":82,"twin_halfedge":93,"tolerance":1e-8,"chart_seam":false},{"id":46,"geometry":{"kind":"Curve","curve":46,"range":{"lo":0.0,"hi":1.5}},"halfedge":85,"twin_halfedge":94,"tolerance":1e-8,"chart_seam":false},{"id":47,"geometry":{"kind":"Curve","curve":47,"range":{"lo":0.0,"hi":1.5}},"halfedge":87,"twin_halfedge":88,"tolerance":1e-8,"chart_seam":false}],"halfedges":[{"id":0,"from":0,"to":1,"twin":14,"next":1,"prev":3,"edge":0,"face":0,"loop_ref":0,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":0,"periodic_lift":[0,0]}},{"id":1,"from":1,"to":2,"twin":27,"next":2,"prev":0,"edge":1,"face":0,"loop_ref":0,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":1,"periodic_lift":[0,0]}},{"id":2,"from":2,"to":3,"twin":11,"next":3,"prev":1,"edge":2,"face":0,"loop_ref":0,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":2,"periodic_lift":[0,0]}},{"id":3,"from":3,"to":0,"twin":6,"next":0,"prev":2,"edge":3,"face":0,"loop_ref":0,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":3,"periodic_lift":[0,0]}},{"id":4,"from":4,"to":5,"twin":58,"next":5,"prev":7,"edge":4,"face":1,"loop_ref":1,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":4,"periodic_lift":[0,0]}},{"id":5,"from":5,"to":0,"twin":19,"next":6,"prev":4,"edge":5,"face":1,"loop_ref":1,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":5,"periodic_lift":[0,0]}},{"id":6,"from":0,"to":3,"twin":3,"next":7,"prev":5,"edge":3,"face":1,"loop_ref":1,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":6,"periodic_lift":[0,0]}},{"id":7,"from":3,"to":4,"twin":10,"next":4,"prev":6,"edge":6,"face":1,"loop_ref":1,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":7,"periodic_lift":[0,0]}},{"id":8,"from":2,"to":6,"twin":34,"next":9,"prev":11,"edge":7,"face":2,"loop_ref":2,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":8,"periodic_lift":[0,0]}},{"id":9,"from":6,"to":4,"twin":63,"next":10,"prev":8,"edge":8,"face":2,"loop_ref":2,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":9,"periodic_lift":[0,0]}},{"id":10,"from":4,"to":3,"twin":7,"next":11,"prev":9,"edge":6,"face":2,"loop_ref":2,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":10,"periodic_lift":[0,0]}},{"id":11,"from":3,"to":2,"twin":2,"next":8,"prev":10,"edge":2,"face":2,"loop_ref":2,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":11,"periodic_lift":[0,0]}},{"id":12,"from":7,"to":8,"twin":23,"next":13,"prev":15,"edge":9,"face":3,"loop_ref":3,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":12,"periodic_lift":[0,0]}},{"id":13,"from":8,"to":1,"twin":39,"next":14,"prev":12,"edge":10,"face":3,"loop_ref":3,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":13,"periodic_lift":[0,0]}},{"id":14,"from":1,"to":0,"twin":0,"next":15,"prev":13,"edge":0,"face":3,"loop_ref":3,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":14,"periodic_lift":[0,0]}},{"id":15,"from":0,"to":7,"twin":18,"next":12,"prev":14,"edge":11,"face":3,"loop_ref":3,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":15,"periodic_lift":[0,0]}},{"id":16,"from":5,"to":9,"twin":70,"next":17,"prev":19,"edge":12,"face":4,"loop_ref":4,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":16,"periodic_lift":[0,0]}},{"id":17,"from":9,"to":7,"twin":20,"next":18,"prev":16,"edge":13,"face":4,"loop_ref":4,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":17,"periodic_lift":[0,0]}},{"id":18,"from":7,"to":0,"twin":15,"next":19,"prev":17,"edge":11,"face":4,"loop_ref":4,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":18,"periodic_lift":[0,0]}},{"id":19,"from":0,"to":5,"twin":5,"next":16,"prev":18,"edge":5,"face":4,"loop_ref":4,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":19,"periodic_lift":[0,0]}},{"id":20,"from":7,"to":9,"twin":17,"next":21,"prev":23,"edge":13,"face":5,"loop_ref":5,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":20,"periodic_lift":[0,0]}},{"id":21,"from":9,"to":10,"twin":79,"next":22,"prev":20,"edge":14,"face":5,"loop_ref":5,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":21,"periodic_lift":[0,0]}},{"id":22,"from":10,"to":8,"twin":48,"next":23,"prev":21,"edge":15,"face":5,"loop_ref":5,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":22,"periodic_lift":[0,0]}},{"id":23,"from":8,"to":7,"twin":12,"next":20,"prev":22,"edge":9,"face":5,"loop_ref":5,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":23,"periodic_lift":[0,0]}},{"id":24,"from":1,"to":11,"twin":38,"next":25,"prev":27,"edge":16,"face":6,"loop_ref":6,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":24,"periodic_lift":[0,0]}},{"id":25,"from":11,"to":12,"twin":28,"next":26,"prev":24,"edge":17,"face":6,"loop_ref":6,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":25,"periodic_lift":[0,0]}},{"id":26,"from":12,"to":2,"twin":35,"next":27,"prev":25,"edge":18,"face":6,"loop_ref":6,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":26,"periodic_lift":[0,0]}},{"id":27,"from":2,"to":1,"twin":1,"next":24,"prev":26,"edge":1,"face":6,"loop_ref":6,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":27,"periodic_lift":[0,0]}},{"id":28,"from":12,"to":11,"twin":25,"next":29,"prev":31,"edge":17,"face":7,"loop_ref":7,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":28,"periodic_lift":[0,0]}},{"id":29,"from":11,"to":13,"twin":47,"next":30,"prev":28,"edge":19,"face":7,"loop_ref":7,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":29,"periodic_lift":[0,0]}},{"id":30,"from":13,"to":14,"twin":84,"next":31,"prev":29,"edge":20,"face":7,"loop_ref":7,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":30,"periodic_lift":[0,0]}},{"id":31,"from":14,"to":12,"twin":32,"next":28,"prev":30,"edge":21,"face":7,"loop_ref":7,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":31,"periodic_lift":[0,0]}},{"id":32,"from":12,"to":14,"twin":31,"next":33,"prev":35,"edge":21,"face":8,"loop_ref":8,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":32,"periodic_lift":[0,0]}},{"id":33,"from":14,"to":6,"twin":91,"next":34,"prev":32,"edge":22,"face":8,"loop_ref":8,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":33,"periodic_lift":[0,0]}},{"id":34,"from":6,"to":2,"twin":8,"next":35,"prev":33,"edge":7,"face":8,"loop_ref":8,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":34,"periodic_lift":[0,0]}},{"id":35,"from":2,"to":12,"twin":26,"next":32,"prev":34,"edge":18,"face":8,"loop_ref":8,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":35,"periodic_lift":[0,0]}},{"id":36,"from":8,"to":15,"twin":51,"next":37,"prev":39,"edge":23,"face":9,"loop_ref":9,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":36,"periodic_lift":[0,0]}},{"id":37,"from":15,"to":11,"twin":44,"next":38,"prev":36,"edge":24,"face":9,"loop_ref":9,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":37,"periodic_lift":[0,0]}},{"id":38,"from":11,"to":1,"twin":24,"next":39,"prev":37,"edge":16,"face":9,"loop_ref":9,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":38,"periodic_lift":[0,0]}},{"id":39,"from":1,"to":8,"twin":13,"next":36,"prev":38,"edge":10,"face":9,"loop_ref":9,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":39,"periodic_lift":[0,0]}},{"id":40,"from":16,"to":13,"twin":95,"next":41,"prev":43,"edge":25,"face":10,"loop_ref":10,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":40,"periodic_lift":[0,0]}},{"id":41,"from":13,"to":17,"twin":46,"next":42,"prev":40,"edge":26,"face":10,"loop_ref":10,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":41,"periodic_lift":[0,0]}},{"id":42,"from":17,"to":10,"twin":49,"next":43,"prev":41,"edge":27,"face":10,"loop_ref":10,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":42,"periodic_lift":[0,0]}},{"id":43,"from":10,"to":16,"twin":72,"next":40,"prev":42,"edge":28,"face":10,"loop_ref":10,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":43,"periodic_lift":[0,0]}},{"id":44,"from":11,"to":15,"twin":37,"next":45,"prev":47,"edge":24,"face":11,"loop_ref":11,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":44,"periodic_lift":[0,0]}},{"id":45,"from":15,"to":17,"twin":50,"next":46,"prev":44,"edge":29,"face":11,"loop_ref":11,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":45,"periodic_lift":[0,0]}},{"id":46,"from":17,"to":13,"twin":41,"next":47,"prev":45,"edge":26,"face":11,"loop_ref":11,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":46,"periodic_lift":[0,0]}},{"id":47,"from":13,"to":11,"twin":29,"next":44,"prev":46,"edge":19,"face":11,"loop_ref":11,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":47,"periodic_lift":[0,0]}},{"id":48,"from":8,"to":10,"twin":22,"next":49,"prev":51,"edge":15,"face":12,"loop_ref":12,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":48,"periodic_lift":[0,0]}},{"id":49,"from":10,"to":17,"twin":42,"next":50,"prev":48,"edge":27,"face":12,"loop_ref":12,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":49,"periodic_lift":[0,0]}},{"id":50,"from":17,"to":15,"twin":45,"next":51,"prev":49,"edge":29,"face":12,"loop_ref":12,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":50,"periodic_lift":[0,0]}},{"id":51,"from":15,"to":8,"twin":36,"next":48,"prev":50,"edge":23,"face":12,"loop_ref":12,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":51,"periodic_lift":[0,0]}},{"id":52,"from":18,"to":19,"twin":61,"next":53,"prev":55,"edge":30,"face":13,"loop_ref":13,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":52,"periodic_lift":[0,0]}},{"id":53,"from":19,"to":20,"twin":83,"next":54,"prev":52,"edge":31,"face":13,"loop_ref":13,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":53,"periodic_lift":[0,0]}},{"id":54,"from":20,"to":21,"twin":64,"next":55,"prev":53,"edge":32,"face":13,"loop_ref":13,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":54,"periodic_lift":[0,0]}},{"id":55,"from":21,"to":18,"twin":56,"next":52,"prev":54,"edge":33,"face":13,"loop_ref":13,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":55,"periodic_lift":[0,0]}},{"id":56,"from":18,"to":21,"twin":55,"next":57,"prev":59,"edge":33,"face":14,"loop_ref":14,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":56,"periodic_lift":[0,0]}},{"id":57,"from":21,"to":5,"twin":71,"next":58,"prev":56,"edge":34,"face":14,"loop_ref":14,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":57,"periodic_lift":[0,0]}},{"id":58,"from":5,"to":4,"twin":4,"next":59,"prev":57,"edge":4,"face":14,"loop_ref":14,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":58,"periodic_lift":[0,0]}},{"id":59,"from":4,"to":18,"twin":62,"next":56,"prev":58,"edge":35,"face":14,"loop_ref":14,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":59,"periodic_lift":[0,0]}},{"id":60,"from":6,"to":19,"twin":90,"next":61,"prev":63,"edge":36,"face":15,"loop_ref":15,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":60,"periodic_lift":[0,0]}},{"id":61,"from":19,"to":18,"twin":52,"next":62,"prev":60,"edge":30,"face":15,"loop_ref":15,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":61,"periodic_lift":[0,0]}},{"id":62,"from":18,"to":4,"twin":59,"next":63,"prev":61,"edge":35,"face":15,"loop_ref":15,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":62,"periodic_lift":[0,0]}},{"id":63,"from":4,"to":6,"twin":9,"next":60,"prev":62,"edge":8,"face":15,"loop_ref":15,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":63,"periodic_lift":[0,0]}},{"id":64,"from":21,"to":20,"twin":54,"next":65,"prev":67,"edge":32,"face":16,"loop_ref":16,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":64,"periodic_lift":[0,0]}},{"id":65,"from":20,"to":22,"twin":74,"next":66,"prev":64,"edge":37,"face":16,"loop_ref":16,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":65,"periodic_lift":[0,0]}},{"id":66,"from":22,"to":23,"twin":77,"next":67,"prev":65,"edge":38,"face":16,"loop_ref":16,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":66,"periodic_lift":[0,0]}},{"id":67,"from":23,"to":21,"twin":68,"next":64,"prev":66,"edge":39,"face":16,"loop_ref":16,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":67,"periodic_lift":[0,0]}},{"id":68,"from":21,"to":23,"twin":67,"next":69,"prev":71,"edge":39,"face":17,"loop_ref":17,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":68,"periodic_lift":[0,0]}},{"id":69,"from":23,"to":9,"twin":76,"next":70,"prev":68,"edge":40,"face":17,"loop_ref":17,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":69,"periodic_lift":[0,0]}},{"id":70,"from":9,"to":5,"twin":16,"next":71,"prev":69,"edge":12,"face":17,"loop_ref":17,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":70,"periodic_lift":[0,0]}},{"id":71,"from":5,"to":21,"twin":57,"next":68,"prev":70,"edge":34,"face":17,"loop_ref":17,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":71,"periodic_lift":[0,0]}},{"id":72,"from":16,"to":10,"twin":43,"next":73,"prev":75,"edge":28,"face":18,"loop_ref":18,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":72,"periodic_lift":[0,0]}},{"id":73,"from":10,"to":22,"twin":78,"next":74,"prev":72,"edge":41,"face":18,"loop_ref":18,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":73,"periodic_lift":[0,0]}},{"id":74,"from":22,"to":20,"twin":65,"next":75,"prev":73,"edge":37,"face":18,"loop_ref":18,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":74,"periodic_lift":[0,0]}},{"id":75,"from":20,"to":16,"twin":92,"next":72,"prev":74,"edge":42,"face":18,"loop_ref":18,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":75,"periodic_lift":[0,0]}},{"id":76,"from":9,"to":23,"twin":69,"next":77,"prev":79,"edge":40,"face":19,"loop_ref":19,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":76,"periodic_lift":[0,0]}},{"id":77,"from":23,"to":22,"twin":66,"next":78,"prev":76,"edge":38,"face":19,"loop_ref":19,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":77,"periodic_lift":[0,0]}},{"id":78,"from":22,"to":10,"twin":73,"next":79,"prev":77,"edge":41,"face":19,"loop_ref":19,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":78,"periodic_lift":[0,0]}},{"id":79,"from":10,"to":9,"twin":21,"next":76,"prev":78,"edge":14,"face":19,"loop_ref":19,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":79,"periodic_lift":[0,0]}},{"id":80,"from":19,"to":24,"twin":89,"next":81,"prev":83,"edge":43,"face":20,"loop_ref":20,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":80,"periodic_lift":[0,0]}},{"id":81,"from":24,"to":25,"twin":86,"next":82,"prev":80,"edge":44,"face":20,"loop_ref":20,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":81,"periodic_lift":[0,0]}},{"id":82,"from":25,"to":20,"twin":93,"next":83,"prev":81,"edge":45,"face":20,"loop_ref":20,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":82,"periodic_lift":[0,0]}},{"id":83,"from":20,"to":19,"twin":53,"next":80,"prev":82,"edge":31,"face":20,"loop_ref":20,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":83,"periodic_lift":[0,0]}},{"id":84,"from":14,"to":13,"twin":30,"next":85,"prev":87,"edge":20,"face":21,"loop_ref":21,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":84,"periodic_lift":[0,0]}},{"id":85,"from":13,"to":25,"twin":94,"next":86,"prev":84,"edge":46,"face":21,"loop_ref":21,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":85,"periodic_lift":[0,0]}},{"id":86,"from":25,"to":24,"twin":81,"next":87,"prev":85,"edge":44,"face":21,"loop_ref":21,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":86,"periodic_lift":[0,0]}},{"id":87,"from":24,"to":14,"twin":88,"next":84,"prev":86,"edge":47,"face":21,"loop_ref":21,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":87,"periodic_lift":[0,0]}},{"id":88,"from":14,"to":24,"twin":87,"next":89,"prev":91,"edge":47,"face":22,"loop_ref":22,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":88,"periodic_lift":[0,0]}},{"id":89,"from":24,"to":19,"twin":80,"next":90,"prev":88,"edge":43,"face":22,"loop_ref":22,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":89,"periodic_lift":[0,0]}},{"id":90,"from":19,"to":6,"twin":60,"next":91,"prev":89,"edge":36,"face":22,"loop_ref":22,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":90,"periodic_lift":[0,0]}},{"id":91,"from":6,"to":14,"twin":33,"next":88,"prev":90,"edge":22,"face":22,"loop_ref":22,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":91,"periodic_lift":[0,0]}},{"id":92,"from":16,"to":20,"twin":75,"next":93,"prev":95,"edge":42,"face":23,"loop_ref":23,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":92,"periodic_lift":[0,0]}},{"id":93,"from":20,"to":25,"twin":82,"next":94,"prev":92,"edge":45,"face":23,"loop_ref":23,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":93,"periodic_lift":[0,0]}},{"id":94,"from":25,"to":13,"twin":85,"next":95,"prev":93,"edge":46,"face":23,"loop_ref":23,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":94,"periodic_lift":[0,0]}},{"id":95,"from":13,"to":16,"twin":40,"next":92,"prev":94,"edge":25,"face":23,"loop_ref":23,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":95,"periodic_lift":[0,0]}}],"loops":[{"id":0,"start_halfedge":0,"face_ref":0,"is_hole":false},{"id":1,"start_halfedge":4,"face_ref":1,"is_hole":false},{"id":2,"start_halfedge":8,"face_ref":2,"is_hole":false},{"id":3,"start_halfedge":12,"face_ref":3,"is_hole":false},{"id":4,"start_halfedge":16,"face_ref":4,"is_hole":false},{"id":5,"start_halfedge":20,"face_ref":5,"is_hole":false},{"id":6,"start_halfedge":24,"face_ref":6,"is_hole":false},{"id":7,"start_halfedge":28,"face_ref":7,"is_hole":false},{"id":8,"start_halfedge":32,"face_ref":8,"is_hole":false},{"id":9,"start_halfedge":36,"face_ref":9,"is_hole":false},{"id":10,"start_halfedge":40,"face_ref":10,"is_hole":false},{"id":11,"start_halfedge":44,"face_ref":11,"is_hole":false},{"id":12,"start_halfedge":48,"face_ref":12,"is_hole":false},{"id":13,"start_halfedge":52,"face_ref":13,"is_hole":false},{"id":14,"start_halfedge":56,"face_ref":14,"is_hole":false},{"id":15,"start_halfedge":60,"face_ref":15,"is_hole":false},{"id":16,"start_halfedge":64,"face_ref":16,"is_hole":false},{"id":17,"start_halfedge":68,"face_ref":17,"is_hole":false},{"id":18,"start_halfedge":72,"face_ref":18,"is_hole":false},{"id":19,"start_halfedge":76,"face_ref":19,"is_hole":false},{"id":20,"start_halfedge":80,"face_ref":20,"is_hole":false},{"id":21,"start_halfedge":84,"face_ref":21,"is_hole":false},{"id":22,"start_halfedge":88,"face_ref":22,"is_hole":false},{"id":23,"start_halfedge":92,"face_ref":23,"is_hole":false}],"faces":[{"id":0,"key":"left-0","surface":0,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":0.50000001},{"lo":-1e-8,"hi":0.50000001}],"outer":0,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"left","face":2}],"role":"Split","reversed":false}},{"id":1,"key":"front-1","surface":1,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":1.50000001},{"lo":-1e-8,"hi":0.50000001}],"outer":1,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"front","face":4}],"role":"Split","reversed":false}},{"id":2,"key":"bottom-2","surface":2,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":0.50000001},{"lo":-1e-8,"hi":1.50000001}],"outer":2,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"bottom","face":0}],"role":"Split","reversed":false}},{"id":3,"key":"left-3","surface":3,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":0.49999999,"hi":3.00000001},{"lo":-1e-8,"hi":0.50000001}],"outer":3,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"left","face":2}],"role":"Split","reversed":false}},{"id":4,"key":"front-4","surface":4,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":1.50000001},{"lo":0.49999999,"hi":3.00000001}],"outer":4,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"front","face":4}],"role":"Split","reversed":false}},{"id":5,"key":"top-5","surface":5,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":1.50000001},{"lo":-1e-8,"hi":0.50000001}],"outer":5,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"top","face":1}],"role":"Split","reversed":false}},{"id":6,"key":"left-6","surface":6,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":0.50000001},{"lo":0.49999999,"hi":3.00000001}],"outer":6,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"left","face":2}],"role":"Split","reversed":false}},{"id":7,"key":"back-7","surface":7,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":0.50000001},{"lo":-1e-8,"hi":1.50000001}],"outer":7,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"back","face":5}],"role":"Split","reversed":false}},{"id":8,"key":"bottom-8","surface":8,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":0.49999999,"hi":3.00000001},{"lo":-1e-8,"hi":1.50000001}],"outer":8,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"bottom","face":0}],"role":"Split","reversed":false}},{"id":9,"key":"left-9","surface":9,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":0.49999999,"hi":3.00000001},{"lo":0.49999999,"hi":3.00000001}],"outer":9,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"left","face":2}],"role":"Split","reversed":false}},{"id":10,"key":"left-10","surface":10,"sense":"Reverse","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":2.50000001},{"lo":-1e-8,"hi":2.50000001}],"outer":10,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-cutter","body":"box-cutter","key":"left","face":2}],"role":"Cut","reversed":true}},{"id":11,"key":"back-11","surface":11,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":0.49999999,"hi":3.00000001},{"lo":-1e-8,"hi":1.50000001}],"outer":11,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"back","face":5}],"role":"Split","reversed":false}},{"id":12,"key":"top-12","surface":12,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":1.50000001},{"lo":0.49999999,"hi":3.00000001}],"outer":12,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"top","face":1}],"role":"Split","reversed":false}},{"id":13,"key":"right-13","surface":13,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":0.50000001},{"lo":-1e-8,"hi":0.50000001}],"outer":13,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"right","face":3}],"role":"Split","reversed":false}},{"id":14,"key":"front-14","surface":14,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":1.49999999,"hi":3.00000001},{"lo":-1e-8,"hi":0.50000001}],"outer":14,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"front","face":4}],"role":"Split","reversed":false}},{"id":15,"key":"bottom-15","surface":15,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":0.50000001},{"lo":1.49999999,"hi":3.00000001}],"outer":15,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"bottom","face":0}],"role":"Split","reversed":false}},{"id":16,"key":"right-16","surface":16,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":0.50000001},{"lo":0.49999999,"hi":3.00000001}],"outer":16,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"right","face":3}],"role":"Split","reversed":false}},{"id":17,"key":"front-17","surface":17,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":1.49999999,"hi":3.00000001},{"lo":0.49999999,"hi":3.00000001}],"outer":17,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"front","face":4}],"role":"Split","reversed":false}},{"id":18,"key":"front-18","surface":18,"sense":"Reverse","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":1.50000001},{"lo":-1e-8,"hi":2.50000001}],"outer":18,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-cutter","body":"box-cutter","key":"front","face":4}],"role":"Cut","reversed":true}},{"id":19,"key":"top-19","surface":19,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":1.49999999,"hi":3.00000001},{"lo":-1e-8,"hi":0.50000001}],"outer":19,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"top","face":1}],"role":"Split","reversed":false}},{"id":20,"key":"right-20","surface":20,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":0.49999999,"hi":3.00000001},{"lo":-1e-8,"hi":0.50000001}],"outer":20,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"right","face":3}],"role":"Split","reversed":false}},{"id":21,"key":"back-21","surface":21,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":0.50000001},{"lo":1.49999999,"hi":3.00000001}],"outer":21,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"back","face":5}],"role":"Split","reversed":false}},{"id":22,"key":"bottom-22","surface":22,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":0.49999999,"hi":3.00000001},{"lo":1.49999999,"hi":3.00000001}],"outer":22,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"bottom","face":0}],"role":"Split","reversed":false}},{"id":23,"key":"bottom-23","surface":23,"sense":"Reverse","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":2.50000001},{"lo":-1e-8,"hi":1.50000001}],"outer":23,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-cutter","body":"box-cutter","key":"bottom","face":0}],"role":"Cut","reversed":true}}],"wires":[],"shells":[{"id":0,"faces":[0,3,6,2,1,5,9,4,7,8,15,14,19,12,11,17,21,22,13,16,18,10,23,20],"is_closed":true}]},"solids":[{"outer_shell":0,"cavity_shells":[]}],"accuracy":{"geometric":1e-8,"intersection":1e-9,"tessellation":0.01,"exchange":1e-6},"quality":{"kind":"Analytic"}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/box-cut.handlers.json b/main/opengeometry/tests/fixtures/cases/box-cut.handlers.json
new file mode 100644
index 0000000..4b8564a
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/box-cut.handlers.json
@@ -0,0 +1 @@
+["boolean_boxes"]
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/box-cut.step.m b/main/opengeometry/tests/fixtures/cases/box-cut.step.m
new file mode 100644
index 0000000..e758de4
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/box-cut.step.m
@@ -0,0 +1,1231 @@
+ISO-10303-21;
+HEADER;
+FILE_DESCRIPTION(('OpenGeometry authoritative analytic BRep v2'),'2;1');
+FILE_NAME('box-cut','1970-01-01T00:00:00',('OpenGeometry'),('OpenGeometry'),'OpenGeometry','OpenGeometry','');
+FILE_SCHEMA(('AUTOMOTIVE_DESIGN'));
+ENDSEC;
+DATA;
+#1=(GEOMETRIC_REPRESENTATION_CONTEXT(2) REPRESENTATION_CONTEXT('',''));
+#2=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#3=DIRECTION('',(-1.00000000000000000E0,-0.00000000000000000E0,-0.00000000000000000E0));
+#4=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#5=AXIS2_PLACEMENT_3D('',#2,#3,#4);
+#6=PLANE('',#5);
+#7=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#8=DIRECTION('',(-0.00000000000000000E0,-0.00000000000000000E0,1.00000000000000000E0));
+#9=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#10=AXIS2_PLACEMENT_3D('',#7,#8,#9);
+#11=PLANE('',#10);
+#12=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#13=DIRECTION('',(-0.00000000000000000E0,-1.00000000000000000E0,-0.00000000000000000E0));
+#14=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#15=AXIS2_PLACEMENT_3D('',#12,#13,#14);
+#16=PLANE('',#15);
+#17=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#18=DIRECTION('',(-1.00000000000000000E0,-0.00000000000000000E0,-0.00000000000000000E0));
+#19=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#20=AXIS2_PLACEMENT_3D('',#17,#18,#19);
+#21=PLANE('',#20);
+#22=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#23=DIRECTION('',(-0.00000000000000000E0,-0.00000000000000000E0,1.00000000000000000E0));
+#24=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#25=AXIS2_PLACEMENT_3D('',#22,#23,#24);
+#26=PLANE('',#25);
+#27=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E0,0.00000000000000000E0));
+#28=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#29=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#30=AXIS2_PLACEMENT_3D('',#27,#28,#29);
+#31=PLANE('',#30);
+#32=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#33=DIRECTION('',(-1.00000000000000000E0,-0.00000000000000000E0,-0.00000000000000000E0));
+#34=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#35=AXIS2_PLACEMENT_3D('',#32,#33,#34);
+#36=PLANE('',#35);
+#37=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-3.00000000000000000E0));
+#38=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#39=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#40=AXIS2_PLACEMENT_3D('',#37,#38,#39);
+#41=PLANE('',#40);
+#42=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#43=DIRECTION('',(-0.00000000000000000E0,-1.00000000000000000E0,-0.00000000000000000E0));
+#44=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#45=AXIS2_PLACEMENT_3D('',#42,#43,#44);
+#46=PLANE('',#45);
+#47=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#48=DIRECTION('',(-1.00000000000000000E0,-0.00000000000000000E0,-0.00000000000000000E0));
+#49=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#50=AXIS2_PLACEMENT_3D('',#47,#48,#49);
+#51=PLANE('',#50);
+#52=CARTESIAN_POINT('',(1.50000000000000000E0,5.00000000000000000E-1,-5.00000000000000000E-1));
+#53=DIRECTION('',(-1.00000000000000000E0,-0.00000000000000000E0,-0.00000000000000000E0));
+#54=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#55=AXIS2_PLACEMENT_3D('',#52,#53,#54);
+#56=PLANE('',#55);
+#57=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-3.00000000000000000E0));
+#58=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#59=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#60=AXIS2_PLACEMENT_3D('',#57,#58,#59);
+#61=PLANE('',#60);
+#62=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E0,0.00000000000000000E0));
+#63=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#64=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#65=AXIS2_PLACEMENT_3D('',#62,#63,#64);
+#66=PLANE('',#65);
+#67=CARTESIAN_POINT('',(3.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#68=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#69=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#70=AXIS2_PLACEMENT_3D('',#67,#68,#69);
+#71=PLANE('',#70);
+#72=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#73=DIRECTION('',(-0.00000000000000000E0,-0.00000000000000000E0,1.00000000000000000E0));
+#74=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#75=AXIS2_PLACEMENT_3D('',#72,#73,#74);
+#76=PLANE('',#75);
+#77=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#78=DIRECTION('',(-0.00000000000000000E0,-1.00000000000000000E0,-0.00000000000000000E0));
+#79=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#80=AXIS2_PLACEMENT_3D('',#77,#78,#79);
+#81=PLANE('',#80);
+#82=CARTESIAN_POINT('',(3.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#83=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#84=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#85=AXIS2_PLACEMENT_3D('',#82,#83,#84);
+#86=PLANE('',#85);
+#87=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#88=DIRECTION('',(-0.00000000000000000E0,-0.00000000000000000E0,1.00000000000000000E0));
+#89=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#90=AXIS2_PLACEMENT_3D('',#87,#88,#89);
+#91=PLANE('',#90);
+#92=CARTESIAN_POINT('',(1.50000000000000000E0,5.00000000000000000E-1,-5.00000000000000000E-1));
+#93=DIRECTION('',(-0.00000000000000000E0,-0.00000000000000000E0,1.00000000000000000E0));
+#94=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#95=AXIS2_PLACEMENT_3D('',#92,#93,#94);
+#96=PLANE('',#95);
+#97=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E0,0.00000000000000000E0));
+#98=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#99=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#100=AXIS2_PLACEMENT_3D('',#97,#98,#99);
+#101=PLANE('',#100);
+#102=CARTESIAN_POINT('',(3.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#103=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#104=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#105=AXIS2_PLACEMENT_3D('',#102,#103,#104);
+#106=PLANE('',#105);
+#107=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-3.00000000000000000E0));
+#108=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#109=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#110=AXIS2_PLACEMENT_3D('',#107,#108,#109);
+#111=PLANE('',#110);
+#112=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#113=DIRECTION('',(-0.00000000000000000E0,-1.00000000000000000E0,-0.00000000000000000E0));
+#114=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#115=AXIS2_PLACEMENT_3D('',#112,#113,#114);
+#116=PLANE('',#115);
+#117=CARTESIAN_POINT('',(1.50000000000000000E0,5.00000000000000000E-1,-5.00000000000000000E-1));
+#118=DIRECTION('',(-0.00000000000000000E0,-1.00000000000000000E0,-0.00000000000000000E0));
+#119=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#120=AXIS2_PLACEMENT_3D('',#117,#118,#119);
+#121=PLANE('',#120);
+#122=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E-1,0.00000000000000000E0));
+#123=VERTEX_POINT('',#122);
+#124=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E-1,-5.00000000000000000E-1));
+#125=VERTEX_POINT('',#124);
+#126=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-5.00000000000000000E-1));
+#127=VERTEX_POINT('',#126);
+#128=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#129=VERTEX_POINT('',#128);
+#130=CARTESIAN_POINT('',(1.50000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#131=VERTEX_POINT('',#130);
+#132=CARTESIAN_POINT('',(1.50000000000000000E0,5.00000000000000000E-1,0.00000000000000000E0));
+#133=VERTEX_POINT('',#132);
+#134=CARTESIAN_POINT('',(1.50000000000000000E0,0.00000000000000000E0,-5.00000000000000000E-1));
+#135=VERTEX_POINT('',#134);
+#136=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E0,0.00000000000000000E0));
+#137=VERTEX_POINT('',#136);
+#138=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E0,-5.00000000000000000E-1));
+#139=VERTEX_POINT('',#138);
+#140=CARTESIAN_POINT('',(1.50000000000000000E0,3.00000000000000000E0,0.00000000000000000E0));
+#141=VERTEX_POINT('',#140);
+#142=CARTESIAN_POINT('',(1.50000000000000000E0,3.00000000000000000E0,-5.00000000000000000E-1));
+#143=VERTEX_POINT('',#142);
+#144=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E-1,-3.00000000000000000E0));
+#145=VERTEX_POINT('',#144);
+#146=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-3.00000000000000000E0));
+#147=VERTEX_POINT('',#146);
+#148=CARTESIAN_POINT('',(1.50000000000000000E0,5.00000000000000000E-1,-3.00000000000000000E0));
+#149=VERTEX_POINT('',#148);
+#150=CARTESIAN_POINT('',(1.50000000000000000E0,0.00000000000000000E0,-3.00000000000000000E0));
+#151=VERTEX_POINT('',#150);
+#152=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E0,-3.00000000000000000E0));
+#153=VERTEX_POINT('',#152);
+#154=CARTESIAN_POINT('',(1.50000000000000000E0,5.00000000000000000E-1,-5.00000000000000000E-1));
+#155=VERTEX_POINT('',#154);
+#156=CARTESIAN_POINT('',(1.50000000000000000E0,3.00000000000000000E0,-3.00000000000000000E0));
+#157=VERTEX_POINT('',#156);
+#158=CARTESIAN_POINT('',(3.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#159=VERTEX_POINT('',#158);
+#160=CARTESIAN_POINT('',(3.00000000000000000E0,0.00000000000000000E0,-5.00000000000000000E-1));
+#161=VERTEX_POINT('',#160);
+#162=CARTESIAN_POINT('',(3.00000000000000000E0,5.00000000000000000E-1,-5.00000000000000000E-1));
+#163=VERTEX_POINT('',#162);
+#164=CARTESIAN_POINT('',(3.00000000000000000E0,5.00000000000000000E-1,0.00000000000000000E0));
+#165=VERTEX_POINT('',#164);
+#166=CARTESIAN_POINT('',(3.00000000000000000E0,3.00000000000000000E0,-5.00000000000000000E-1));
+#167=VERTEX_POINT('',#166);
+#168=CARTESIAN_POINT('',(3.00000000000000000E0,3.00000000000000000E0,0.00000000000000000E0));
+#169=VERTEX_POINT('',#168);
+#170=CARTESIAN_POINT('',(3.00000000000000000E0,0.00000000000000000E0,-3.00000000000000000E0));
+#171=VERTEX_POINT('',#170);
+#172=CARTESIAN_POINT('',(3.00000000000000000E0,5.00000000000000000E-1,-3.00000000000000000E0));
+#173=VERTEX_POINT('',#172);
+#174=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E-1,0.00000000000000000E0));
+#175=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#176=VECTOR('',#175,1.00000000000000000E0);
+#177=LINE('',#174,#176);
+#178=CARTESIAN_POINT('',(5.00000000000000000E-1,0.00000000000000000E0));
+#179=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#180=VECTOR('',#179,1.00000000000000000E0);
+#181=LINE('',#178,#180);
+#182=DEFINITIONAL_REPRESENTATION('',(#181),#1);
+#183=PCURVE('',#6,#182);
+#184=CARTESIAN_POINT('',(5.00000000000000000E-1,0.00000000000000000E0));
+#185=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#186=VECTOR('',#185,1.00000000000000000E0);
+#187=LINE('',#184,#186);
+#188=DEFINITIONAL_REPRESENTATION('',(#187),#1);
+#189=PCURVE('',#21,#188);
+#190=SURFACE_CURVE('',#177,(#183,#189),.CURVE_3D.);
+#191=EDGE_CURVE('',#123,#125,#190,.T.);
+#192=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-5.00000000000000000E-1));
+#193=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#194=VECTOR('',#193,1.00000000000000000E0);
+#195=LINE('',#192,#194);
+#196=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E-1));
+#197=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#198=VECTOR('',#197,1.00000000000000000E0);
+#199=LINE('',#196,#198);
+#200=DEFINITIONAL_REPRESENTATION('',(#199),#1);
+#201=PCURVE('',#6,#200);
+#202=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E-1));
+#203=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#204=VECTOR('',#203,1.00000000000000000E0);
+#205=LINE('',#202,#204);
+#206=DEFINITIONAL_REPRESENTATION('',(#205),#1);
+#207=PCURVE('',#36,#206);
+#208=SURFACE_CURVE('',#195,(#201,#207),.CURVE_3D.);
+#209=EDGE_CURVE('',#127,#125,#208,.T.);
+#210=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#211=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#212=VECTOR('',#211,1.00000000000000000E0);
+#213=LINE('',#210,#212);
+#214=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#215=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#216=VECTOR('',#215,1.00000000000000000E0);
+#217=LINE('',#214,#216);
+#218=DEFINITIONAL_REPRESENTATION('',(#217),#1);
+#219=PCURVE('',#6,#218);
+#220=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#221=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#222=VECTOR('',#221,1.00000000000000000E0);
+#223=LINE('',#220,#222);
+#224=DEFINITIONAL_REPRESENTATION('',(#223),#1);
+#225=PCURVE('',#16,#224);
+#226=SURFACE_CURVE('',#213,(#219,#225),.CURVE_3D.);
+#227=EDGE_CURVE('',#129,#127,#226,.T.);
+#228=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#229=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#230=VECTOR('',#229,1.00000000000000000E0);
+#231=LINE('',#228,#230);
+#232=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#233=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#234=VECTOR('',#233,1.00000000000000000E0);
+#235=LINE('',#232,#234);
+#236=DEFINITIONAL_REPRESENTATION('',(#235),#1);
+#237=PCURVE('',#6,#236);
+#238=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#239=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#240=VECTOR('',#239,1.00000000000000000E0);
+#241=LINE('',#238,#240);
+#242=DEFINITIONAL_REPRESENTATION('',(#241),#1);
+#243=PCURVE('',#11,#242);
+#244=SURFACE_CURVE('',#231,(#237,#243),.CURVE_3D.);
+#245=EDGE_CURVE('',#129,#123,#244,.T.);
+#246=CARTESIAN_POINT('',(1.50000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#247=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#248=VECTOR('',#247,1.00000000000000000E0);
+#249=LINE('',#246,#248);
+#250=CARTESIAN_POINT('',(1.50000000000000000E0,0.00000000000000000E0));
+#251=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#252=VECTOR('',#251,1.00000000000000000E0);
+#253=LINE('',#250,#252);
+#254=DEFINITIONAL_REPRESENTATION('',(#253),#1);
+#255=PCURVE('',#11,#254);
+#256=CARTESIAN_POINT('',(1.50000000000000000E0,0.00000000000000000E0));
+#257=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#258=VECTOR('',#257,1.00000000000000000E0);
+#259=LINE('',#256,#258);
+#260=DEFINITIONAL_REPRESENTATION('',(#259),#1);
+#261=PCURVE('',#76,#260);
+#262=SURFACE_CURVE('',#249,(#255,#261),.CURVE_3D.);
+#263=EDGE_CURVE('',#131,#133,#262,.T.);
+#264=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E-1,0.00000000000000000E0));
+#265=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#266=VECTOR('',#265,1.00000000000000000E0);
+#267=LINE('',#264,#266);
+#268=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E-1));
+#269=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#270=VECTOR('',#269,1.00000000000000000E0);
+#271=LINE('',#268,#270);
+#272=DEFINITIONAL_REPRESENTATION('',(#271),#1);
+#273=PCURVE('',#11,#272);
+#274=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E-1));
+#275=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#276=VECTOR('',#275,1.00000000000000000E0);
+#277=LINE('',#274,#276);
+#278=DEFINITIONAL_REPRESENTATION('',(#277),#1);
+#279=PCURVE('',#26,#278);
+#280=SURFACE_CURVE('',#267,(#273,#279),.CURVE_3D.);
+#281=EDGE_CURVE('',#123,#133,#280,.T.);
+#282=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#283=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#284=VECTOR('',#283,1.00000000000000000E0);
+#285=LINE('',#282,#284);
+#286=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#287=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#288=VECTOR('',#287,1.00000000000000000E0);
+#289=LINE('',#286,#288);
+#290=DEFINITIONAL_REPRESENTATION('',(#289),#1);
+#291=PCURVE('',#11,#290);
+#292=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#293=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#294=VECTOR('',#293,1.00000000000000000E0);
+#295=LINE('',#292,#294);
+#296=DEFINITIONAL_REPRESENTATION('',(#295),#1);
+#297=PCURVE('',#16,#296);
+#298=SURFACE_CURVE('',#285,(#291,#297),.CURVE_3D.);
+#299=EDGE_CURVE('',#129,#131,#298,.T.);
+#300=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-5.00000000000000000E-1));
+#301=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#302=VECTOR('',#301,1.00000000000000000E0);
+#303=LINE('',#300,#302);
+#304=CARTESIAN_POINT('',(5.00000000000000000E-1,0.00000000000000000E0));
+#305=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#306=VECTOR('',#305,1.00000000000000000E0);
+#307=LINE('',#304,#306);
+#308=DEFINITIONAL_REPRESENTATION('',(#307),#1);
+#309=PCURVE('',#16,#308);
+#310=CARTESIAN_POINT('',(5.00000000000000000E-1,0.00000000000000000E0));
+#311=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#312=VECTOR('',#311,1.00000000000000000E0);
+#313=LINE('',#310,#312);
+#314=DEFINITIONAL_REPRESENTATION('',(#313),#1);
+#315=PCURVE('',#46,#314);
+#316=SURFACE_CURVE('',#303,(#309,#315),.CURVE_3D.);
+#317=EDGE_CURVE('',#127,#135,#316,.T.);
+#318=CARTESIAN_POINT('',(1.50000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#319=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#320=VECTOR('',#319,1.00000000000000000E0);
+#321=LINE('',#318,#320);
+#322=CARTESIAN_POINT('',(0.00000000000000000E0,1.50000000000000000E0));
+#323=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#324=VECTOR('',#323,1.00000000000000000E0);
+#325=LINE('',#322,#324);
+#326=DEFINITIONAL_REPRESENTATION('',(#325),#1);
+#327=PCURVE('',#16,#326);
+#328=CARTESIAN_POINT('',(0.00000000000000000E0,1.50000000000000000E0));
+#329=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#330=VECTOR('',#329,1.00000000000000000E0);
+#331=LINE('',#328,#330);
+#332=DEFINITIONAL_REPRESENTATION('',(#331),#1);
+#333=PCURVE('',#81,#332);
+#334=SURFACE_CURVE('',#321,(#327,#333),.CURVE_3D.);
+#335=EDGE_CURVE('',#131,#135,#334,.T.);
+#336=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E0,0.00000000000000000E0));
+#337=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#338=VECTOR('',#337,1.00000000000000000E0);
+#339=LINE('',#336,#338);
+#340=CARTESIAN_POINT('',(3.00000000000000000E0,0.00000000000000000E0));
+#341=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#342=VECTOR('',#341,1.00000000000000000E0);
+#343=LINE('',#340,#342);
+#344=DEFINITIONAL_REPRESENTATION('',(#343),#1);
+#345=PCURVE('',#21,#344);
+#346=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#347=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#348=VECTOR('',#347,1.00000000000000000E0);
+#349=LINE('',#346,#348);
+#350=DEFINITIONAL_REPRESENTATION('',(#349),#1);
+#351=PCURVE('',#31,#350);
+#352=SURFACE_CURVE('',#339,(#345,#351),.CURVE_3D.);
+#353=EDGE_CURVE('',#137,#139,#352,.T.);
+#354=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E-1,-5.00000000000000000E-1));
+#355=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#356=VECTOR('',#355,1.00000000000000000E0);
+#357=LINE('',#354,#356);
+#358=CARTESIAN_POINT('',(5.00000000000000000E-1,5.00000000000000000E-1));
+#359=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#360=VECTOR('',#359,1.00000000000000000E0);
+#361=LINE('',#358,#360);
+#362=DEFINITIONAL_REPRESENTATION('',(#361),#1);
+#363=PCURVE('',#21,#362);
+#364=CARTESIAN_POINT('',(5.00000000000000000E-1,5.00000000000000000E-1));
+#365=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#366=VECTOR('',#365,1.00000000000000000E0);
+#367=LINE('',#364,#366);
+#368=DEFINITIONAL_REPRESENTATION('',(#367),#1);
+#369=PCURVE('',#51,#368);
+#370=SURFACE_CURVE('',#357,(#363,#369),.CURVE_3D.);
+#371=EDGE_CURVE('',#125,#139,#370,.T.);
+#372=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E-1,0.00000000000000000E0));
+#373=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#374=VECTOR('',#373,1.00000000000000000E0);
+#375=LINE('',#372,#374);
+#376=CARTESIAN_POINT('',(5.00000000000000000E-1,0.00000000000000000E0));
+#377=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#378=VECTOR('',#377,1.00000000000000000E0);
+#379=LINE('',#376,#378);
+#380=DEFINITIONAL_REPRESENTATION('',(#379),#1);
+#381=PCURVE('',#21,#380);
+#382=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E-1));
+#383=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#384=VECTOR('',#383,1.00000000000000000E0);
+#385=LINE('',#382,#384);
+#386=DEFINITIONAL_REPRESENTATION('',(#385),#1);
+#387=PCURVE('',#26,#386);
+#388=SURFACE_CURVE('',#375,(#381,#387),.CURVE_3D.);
+#389=EDGE_CURVE('',#123,#137,#388,.T.);
+#390=CARTESIAN_POINT('',(1.50000000000000000E0,5.00000000000000000E-1,0.00000000000000000E0));
+#391=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#392=VECTOR('',#391,1.00000000000000000E0);
+#393=LINE('',#390,#392);
+#394=CARTESIAN_POINT('',(1.50000000000000000E0,5.00000000000000000E-1));
+#395=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#396=VECTOR('',#395,1.00000000000000000E0);
+#397=LINE('',#394,#396);
+#398=DEFINITIONAL_REPRESENTATION('',(#397),#1);
+#399=PCURVE('',#26,#398);
+#400=CARTESIAN_POINT('',(1.50000000000000000E0,5.00000000000000000E-1));
+#401=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#402=VECTOR('',#401,1.00000000000000000E0);
+#403=LINE('',#400,#402);
+#404=DEFINITIONAL_REPRESENTATION('',(#403),#1);
+#405=PCURVE('',#91,#404);
+#406=SURFACE_CURVE('',#393,(#399,#405),.CURVE_3D.);
+#407=EDGE_CURVE('',#133,#141,#406,.T.);
+#408=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E0,0.00000000000000000E0));
+#409=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#410=VECTOR('',#409,1.00000000000000000E0);
+#411=LINE('',#408,#410);
+#412=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E0));
+#413=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#414=VECTOR('',#413,1.00000000000000000E0);
+#415=LINE('',#412,#414);
+#416=DEFINITIONAL_REPRESENTATION('',(#415),#1);
+#417=PCURVE('',#26,#416);
+#418=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#419=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#420=VECTOR('',#419,1.00000000000000000E0);
+#421=LINE('',#418,#420);
+#422=DEFINITIONAL_REPRESENTATION('',(#421),#1);
+#423=PCURVE('',#31,#422);
+#424=SURFACE_CURVE('',#411,(#417,#423),.CURVE_3D.);
+#425=EDGE_CURVE('',#137,#141,#424,.T.);
+#426=CARTESIAN_POINT('',(1.50000000000000000E0,3.00000000000000000E0,0.00000000000000000E0));
+#427=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#428=VECTOR('',#427,1.00000000000000000E0);
+#429=LINE('',#426,#428);
+#430=CARTESIAN_POINT('',(1.50000000000000000E0,0.00000000000000000E0));
+#431=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#432=VECTOR('',#431,1.00000000000000000E0);
+#433=LINE('',#430,#432);
+#434=DEFINITIONAL_REPRESENTATION('',(#433),#1);
+#435=PCURVE('',#31,#434);
+#436=CARTESIAN_POINT('',(1.50000000000000000E0,0.00000000000000000E0));
+#437=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#438=VECTOR('',#437,1.00000000000000000E0);
+#439=LINE('',#436,#438);
+#440=DEFINITIONAL_REPRESENTATION('',(#439),#1);
+#441=PCURVE('',#101,#440);
+#442=SURFACE_CURVE('',#429,(#435,#441),.CURVE_3D.);
+#443=EDGE_CURVE('',#141,#143,#442,.T.);
+#444=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E0,-5.00000000000000000E-1));
+#445=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#446=VECTOR('',#445,1.00000000000000000E0);
+#447=LINE('',#444,#446);
+#448=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E-1));
+#449=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#450=VECTOR('',#449,1.00000000000000000E0);
+#451=LINE('',#448,#450);
+#452=DEFINITIONAL_REPRESENTATION('',(#451),#1);
+#453=PCURVE('',#31,#452);
+#454=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E-1));
+#455=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#456=VECTOR('',#455,1.00000000000000000E0);
+#457=LINE('',#454,#456);
+#458=DEFINITIONAL_REPRESENTATION('',(#457),#1);
+#459=PCURVE('',#66,#458);
+#460=SURFACE_CURVE('',#447,(#453,#459),.CURVE_3D.);
+#461=EDGE_CURVE('',#139,#143,#460,.T.);
+#462=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E-1,-5.00000000000000000E-1));
+#463=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#464=VECTOR('',#463,1.00000000000000000E0);
+#465=LINE('',#462,#464);
+#466=CARTESIAN_POINT('',(5.00000000000000000E-1,5.00000000000000000E-1));
+#467=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#468=VECTOR('',#467,1.00000000000000000E0);
+#469=LINE('',#466,#468);
+#470=DEFINITIONAL_REPRESENTATION('',(#469),#1);
+#471=PCURVE('',#36,#470);
+#472=CARTESIAN_POINT('',(5.00000000000000000E-1,5.00000000000000000E-1));
+#473=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#474=VECTOR('',#473,1.00000000000000000E0);
+#475=LINE('',#472,#474);
+#476=DEFINITIONAL_REPRESENTATION('',(#475),#1);
+#477=PCURVE('',#51,#476);
+#478=SURFACE_CURVE('',#465,(#471,#477),.CURVE_3D.);
+#479=EDGE_CURVE('',#125,#145,#478,.T.);
+#480=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-3.00000000000000000E0));
+#481=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#482=VECTOR('',#481,1.00000000000000000E0);
+#483=LINE('',#480,#482);
+#484=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E0));
+#485=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#486=VECTOR('',#485,1.00000000000000000E0);
+#487=LINE('',#484,#486);
+#488=DEFINITIONAL_REPRESENTATION('',(#487),#1);
+#489=PCURVE('',#36,#488);
+#490=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#491=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#492=VECTOR('',#491,1.00000000000000000E0);
+#493=LINE('',#490,#492);
+#494=DEFINITIONAL_REPRESENTATION('',(#493),#1);
+#495=PCURVE('',#41,#494);
+#496=SURFACE_CURVE('',#483,(#489,#495),.CURVE_3D.);
+#497=EDGE_CURVE('',#147,#145,#496,.T.);
+#498=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-5.00000000000000000E-1));
+#499=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#500=VECTOR('',#499,1.00000000000000000E0);
+#501=LINE('',#498,#500);
+#502=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E-1));
+#503=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#504=VECTOR('',#503,1.00000000000000000E0);
+#505=LINE('',#502,#504);
+#506=DEFINITIONAL_REPRESENTATION('',(#505),#1);
+#507=PCURVE('',#36,#506);
+#508=CARTESIAN_POINT('',(5.00000000000000000E-1,0.00000000000000000E0));
+#509=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#510=VECTOR('',#509,1.00000000000000000E0);
+#511=LINE('',#508,#510);
+#512=DEFINITIONAL_REPRESENTATION('',(#511),#1);
+#513=PCURVE('',#46,#512);
+#514=SURFACE_CURVE('',#501,(#507,#513),.CURVE_3D.);
+#515=EDGE_CURVE('',#127,#147,#514,.T.);
+#516=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E-1,-3.00000000000000000E0));
+#517=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#518=VECTOR('',#517,1.00000000000000000E0);
+#519=LINE('',#516,#518);
+#520=CARTESIAN_POINT('',(5.00000000000000000E-1,0.00000000000000000E0));
+#521=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#522=VECTOR('',#521,1.00000000000000000E0);
+#523=LINE('',#520,#522);
+#524=DEFINITIONAL_REPRESENTATION('',(#523),#1);
+#525=PCURVE('',#41,#524);
+#526=CARTESIAN_POINT('',(5.00000000000000000E-1,0.00000000000000000E0));
+#527=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#528=VECTOR('',#527,1.00000000000000000E0);
+#529=LINE('',#526,#528);
+#530=DEFINITIONAL_REPRESENTATION('',(#529),#1);
+#531=PCURVE('',#61,#530);
+#532=SURFACE_CURVE('',#519,(#525,#531),.CURVE_3D.);
+#533=EDGE_CURVE('',#145,#149,#532,.T.);
+#534=CARTESIAN_POINT('',(1.50000000000000000E0,0.00000000000000000E0,-3.00000000000000000E0));
+#535=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#536=VECTOR('',#535,1.00000000000000000E0);
+#537=LINE('',#534,#536);
+#538=CARTESIAN_POINT('',(0.00000000000000000E0,1.50000000000000000E0));
+#539=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#540=VECTOR('',#539,1.00000000000000000E0);
+#541=LINE('',#538,#540);
+#542=DEFINITIONAL_REPRESENTATION('',(#541),#1);
+#543=PCURVE('',#41,#542);
+#544=CARTESIAN_POINT('',(0.00000000000000000E0,1.50000000000000000E0));
+#545=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#546=VECTOR('',#545,1.00000000000000000E0);
+#547=LINE('',#544,#546);
+#548=DEFINITIONAL_REPRESENTATION('',(#547),#1);
+#549=PCURVE('',#111,#548);
+#550=SURFACE_CURVE('',#537,(#543,#549),.CURVE_3D.);
+#551=EDGE_CURVE('',#151,#149,#550,.T.);
+#552=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-3.00000000000000000E0));
+#553=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#554=VECTOR('',#553,1.00000000000000000E0);
+#555=LINE('',#552,#554);
+#556=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#557=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#558=VECTOR('',#557,1.00000000000000000E0);
+#559=LINE('',#556,#558);
+#560=DEFINITIONAL_REPRESENTATION('',(#559),#1);
+#561=PCURVE('',#41,#560);
+#562=CARTESIAN_POINT('',(3.00000000000000000E0,0.00000000000000000E0));
+#563=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#564=VECTOR('',#563,1.00000000000000000E0);
+#565=LINE('',#562,#564);
+#566=DEFINITIONAL_REPRESENTATION('',(#565),#1);
+#567=PCURVE('',#46,#566);
+#568=SURFACE_CURVE('',#555,(#561,#567),.CURVE_3D.);
+#569=EDGE_CURVE('',#147,#151,#568,.T.);
+#570=CARTESIAN_POINT('',(1.50000000000000000E0,0.00000000000000000E0,-5.00000000000000000E-1));
+#571=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#572=VECTOR('',#571,1.00000000000000000E0);
+#573=LINE('',#570,#572);
+#574=CARTESIAN_POINT('',(5.00000000000000000E-1,1.50000000000000000E0));
+#575=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#576=VECTOR('',#575,1.00000000000000000E0);
+#577=LINE('',#574,#576);
+#578=DEFINITIONAL_REPRESENTATION('',(#577),#1);
+#579=PCURVE('',#46,#578);
+#580=CARTESIAN_POINT('',(5.00000000000000000E-1,1.50000000000000000E0));
+#581=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#582=VECTOR('',#581,1.00000000000000000E0);
+#583=LINE('',#580,#582);
+#584=DEFINITIONAL_REPRESENTATION('',(#583),#1);
+#585=PCURVE('',#116,#584);
+#586=SURFACE_CURVE('',#573,(#579,#585),.CURVE_3D.);
+#587=EDGE_CURVE('',#135,#151,#586,.T.);
+#588=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E0,-5.00000000000000000E-1));
+#589=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#590=VECTOR('',#589,1.00000000000000000E0);
+#591=LINE('',#588,#590);
+#592=CARTESIAN_POINT('',(3.00000000000000000E0,5.00000000000000000E-1));
+#593=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#594=VECTOR('',#593,1.00000000000000000E0);
+#595=LINE('',#592,#594);
+#596=DEFINITIONAL_REPRESENTATION('',(#595),#1);
+#597=PCURVE('',#51,#596);
+#598=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E-1));
+#599=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#600=VECTOR('',#599,1.00000000000000000E0);
+#601=LINE('',#598,#600);
+#602=DEFINITIONAL_REPRESENTATION('',(#601),#1);
+#603=PCURVE('',#66,#602);
+#604=SURFACE_CURVE('',#591,(#597,#603),.CURVE_3D.);
+#605=EDGE_CURVE('',#139,#153,#604,.T.);
+#606=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E-1,-3.00000000000000000E0));
+#607=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#608=VECTOR('',#607,1.00000000000000000E0);
+#609=LINE('',#606,#608);
+#610=CARTESIAN_POINT('',(5.00000000000000000E-1,3.00000000000000000E0));
+#611=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#612=VECTOR('',#611,1.00000000000000000E0);
+#613=LINE('',#610,#612);
+#614=DEFINITIONAL_REPRESENTATION('',(#613),#1);
+#615=PCURVE('',#51,#614);
+#616=CARTESIAN_POINT('',(5.00000000000000000E-1,0.00000000000000000E0));
+#617=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#618=VECTOR('',#617,1.00000000000000000E0);
+#619=LINE('',#616,#618);
+#620=DEFINITIONAL_REPRESENTATION('',(#619),#1);
+#621=PCURVE('',#61,#620);
+#622=SURFACE_CURVE('',#609,(#615,#621),.CURVE_3D.);
+#623=EDGE_CURVE('',#145,#153,#622,.T.);
+#624=CARTESIAN_POINT('',(1.50000000000000000E0,5.00000000000000000E-1,-5.00000000000000000E-1));
+#625=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#626=VECTOR('',#625,1.00000000000000000E0);
+#627=LINE('',#624,#626);
+#628=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#629=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#630=VECTOR('',#629,1.00000000000000000E0);
+#631=LINE('',#628,#630);
+#632=DEFINITIONAL_REPRESENTATION('',(#631),#1);
+#633=PCURVE('',#56,#632);
+#634=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#635=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#636=VECTOR('',#635,1.00000000000000000E0);
+#637=LINE('',#634,#636);
+#638=DEFINITIONAL_REPRESENTATION('',(#637),#1);
+#639=PCURVE('',#121,#638);
+#640=SURFACE_CURVE('',#627,(#633,#639),.CURVE_3D.);
+#641=EDGE_CURVE('',#155,#149,#640,.T.);
+#642=CARTESIAN_POINT('',(1.50000000000000000E0,5.00000000000000000E-1,-3.00000000000000000E0));
+#643=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#644=VECTOR('',#643,1.00000000000000000E0);
+#645=LINE('',#642,#644);
+#646=CARTESIAN_POINT('',(0.00000000000000000E0,2.50000000000000000E0));
+#647=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#648=VECTOR('',#647,1.00000000000000000E0);
+#649=LINE('',#646,#648);
+#650=DEFINITIONAL_REPRESENTATION('',(#649),#1);
+#651=PCURVE('',#56,#650);
+#652=CARTESIAN_POINT('',(5.00000000000000000E-1,1.50000000000000000E0));
+#653=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#654=VECTOR('',#653,1.00000000000000000E0);
+#655=LINE('',#652,#654);
+#656=DEFINITIONAL_REPRESENTATION('',(#655),#1);
+#657=PCURVE('',#61,#656);
+#658=SURFACE_CURVE('',#645,(#651,#657),.CURVE_3D.);
+#659=EDGE_CURVE('',#149,#157,#658,.T.);
+#660=CARTESIAN_POINT('',(1.50000000000000000E0,3.00000000000000000E0,-5.00000000000000000E-1));
+#661=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#662=VECTOR('',#661,1.00000000000000000E0);
+#663=LINE('',#660,#662);
+#664=CARTESIAN_POINT('',(2.50000000000000000E0,0.00000000000000000E0));
+#665=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#666=VECTOR('',#665,1.00000000000000000E0);
+#667=LINE('',#664,#666);
+#668=DEFINITIONAL_REPRESENTATION('',(#667),#1);
+#669=PCURVE('',#56,#668);
+#670=CARTESIAN_POINT('',(1.50000000000000000E0,5.00000000000000000E-1));
+#671=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#672=VECTOR('',#671,1.00000000000000000E0);
+#673=LINE('',#670,#672);
+#674=DEFINITIONAL_REPRESENTATION('',(#673),#1);
+#675=PCURVE('',#66,#674);
+#676=SURFACE_CURVE('',#663,(#669,#675),.CURVE_3D.);
+#677=EDGE_CURVE('',#143,#157,#676,.T.);
+#678=CARTESIAN_POINT('',(1.50000000000000000E0,5.00000000000000000E-1,-5.00000000000000000E-1));
+#679=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#680=VECTOR('',#679,1.00000000000000000E0);
+#681=LINE('',#678,#680);
+#682=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#683=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#684=VECTOR('',#683,1.00000000000000000E0);
+#685=LINE('',#682,#684);
+#686=DEFINITIONAL_REPRESENTATION('',(#685),#1);
+#687=PCURVE('',#56,#686);
+#688=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#689=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#690=VECTOR('',#689,1.00000000000000000E0);
+#691=LINE('',#688,#690);
+#692=DEFINITIONAL_REPRESENTATION('',(#691),#1);
+#693=PCURVE('',#96,#692);
+#694=SURFACE_CURVE('',#681,(#687,#693),.CURVE_3D.);
+#695=EDGE_CURVE('',#155,#143,#694,.T.);
+#696=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E0,-3.00000000000000000E0));
+#697=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#698=VECTOR('',#697,1.00000000000000000E0);
+#699=LINE('',#696,#698);
+#700=CARTESIAN_POINT('',(3.00000000000000000E0,0.00000000000000000E0));
+#701=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#702=VECTOR('',#701,1.00000000000000000E0);
+#703=LINE('',#700,#702);
+#704=DEFINITIONAL_REPRESENTATION('',(#703),#1);
+#705=PCURVE('',#61,#704);
+#706=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E0));
+#707=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#708=VECTOR('',#707,1.00000000000000000E0);
+#709=LINE('',#706,#708);
+#710=DEFINITIONAL_REPRESENTATION('',(#709),#1);
+#711=PCURVE('',#66,#710);
+#712=SURFACE_CURVE('',#699,(#705,#711),.CURVE_3D.);
+#713=EDGE_CURVE('',#153,#157,#712,.T.);
+#714=CARTESIAN_POINT('',(3.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#715=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#716=VECTOR('',#715,1.00000000000000000E0);
+#717=LINE('',#714,#716);
+#718=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#719=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#720=VECTOR('',#719,1.00000000000000000E0);
+#721=LINE('',#718,#720);
+#722=DEFINITIONAL_REPRESENTATION('',(#721),#1);
+#723=PCURVE('',#71,#722);
+#724=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E0));
+#725=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#726=VECTOR('',#725,1.00000000000000000E0);
+#727=LINE('',#724,#726);
+#728=DEFINITIONAL_REPRESENTATION('',(#727),#1);
+#729=PCURVE('',#81,#728);
+#730=SURFACE_CURVE('',#717,(#723,#729),.CURVE_3D.);
+#731=EDGE_CURVE('',#159,#161,#730,.T.);
+#732=CARTESIAN_POINT('',(3.00000000000000000E0,0.00000000000000000E0,-5.00000000000000000E-1));
+#733=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#734=VECTOR('',#733,1.00000000000000000E0);
+#735=LINE('',#732,#734);
+#736=CARTESIAN_POINT('',(5.00000000000000000E-1,0.00000000000000000E0));
+#737=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#738=VECTOR('',#737,1.00000000000000000E0);
+#739=LINE('',#736,#738);
+#740=DEFINITIONAL_REPRESENTATION('',(#739),#1);
+#741=PCURVE('',#71,#740);
+#742=CARTESIAN_POINT('',(5.00000000000000000E-1,0.00000000000000000E0));
+#743=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#744=VECTOR('',#743,1.00000000000000000E0);
+#745=LINE('',#742,#744);
+#746=DEFINITIONAL_REPRESENTATION('',(#745),#1);
+#747=PCURVE('',#106,#746);
+#748=SURFACE_CURVE('',#735,(#741,#747),.CURVE_3D.);
+#749=EDGE_CURVE('',#161,#163,#748,.T.);
+#750=CARTESIAN_POINT('',(3.00000000000000000E0,5.00000000000000000E-1,0.00000000000000000E0));
+#751=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#752=VECTOR('',#751,1.00000000000000000E0);
+#753=LINE('',#750,#752);
+#754=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E-1));
+#755=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#756=VECTOR('',#755,1.00000000000000000E0);
+#757=LINE('',#754,#756);
+#758=DEFINITIONAL_REPRESENTATION('',(#757),#1);
+#759=PCURVE('',#71,#758);
+#760=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E-1));
+#761=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#762=VECTOR('',#761,1.00000000000000000E0);
+#763=LINE('',#760,#762);
+#764=DEFINITIONAL_REPRESENTATION('',(#763),#1);
+#765=PCURVE('',#86,#764);
+#766=SURFACE_CURVE('',#753,(#759,#765),.CURVE_3D.);
+#767=EDGE_CURVE('',#165,#163,#766,.T.);
+#768=CARTESIAN_POINT('',(3.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#769=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#770=VECTOR('',#769,1.00000000000000000E0);
+#771=LINE('',#768,#770);
+#772=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#773=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#774=VECTOR('',#773,1.00000000000000000E0);
+#775=LINE('',#772,#774);
+#776=DEFINITIONAL_REPRESENTATION('',(#775),#1);
+#777=PCURVE('',#71,#776);
+#778=CARTESIAN_POINT('',(3.00000000000000000E0,0.00000000000000000E0));
+#779=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#780=VECTOR('',#779,1.00000000000000000E0);
+#781=LINE('',#778,#780);
+#782=DEFINITIONAL_REPRESENTATION('',(#781),#1);
+#783=PCURVE('',#76,#782);
+#784=SURFACE_CURVE('',#771,(#777,#783),.CURVE_3D.);
+#785=EDGE_CURVE('',#159,#165,#784,.T.);
+#786=CARTESIAN_POINT('',(1.50000000000000000E0,5.00000000000000000E-1,0.00000000000000000E0));
+#787=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#788=VECTOR('',#787,1.00000000000000000E0);
+#789=LINE('',#786,#788);
+#790=CARTESIAN_POINT('',(1.50000000000000000E0,5.00000000000000000E-1));
+#791=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#792=VECTOR('',#791,1.00000000000000000E0);
+#793=LINE('',#790,#792);
+#794=DEFINITIONAL_REPRESENTATION('',(#793),#1);
+#795=PCURVE('',#76,#794);
+#796=CARTESIAN_POINT('',(1.50000000000000000E0,5.00000000000000000E-1));
+#797=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#798=VECTOR('',#797,1.00000000000000000E0);
+#799=LINE('',#796,#798);
+#800=DEFINITIONAL_REPRESENTATION('',(#799),#1);
+#801=PCURVE('',#91,#800);
+#802=SURFACE_CURVE('',#789,(#795,#801),.CURVE_3D.);
+#803=EDGE_CURVE('',#133,#165,#802,.T.);
+#804=CARTESIAN_POINT('',(1.50000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#805=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#806=VECTOR('',#805,1.00000000000000000E0);
+#807=LINE('',#804,#806);
+#808=CARTESIAN_POINT('',(1.50000000000000000E0,0.00000000000000000E0));
+#809=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#810=VECTOR('',#809,1.00000000000000000E0);
+#811=LINE('',#808,#810);
+#812=DEFINITIONAL_REPRESENTATION('',(#811),#1);
+#813=PCURVE('',#76,#812);
+#814=CARTESIAN_POINT('',(0.00000000000000000E0,1.50000000000000000E0));
+#815=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#816=VECTOR('',#815,1.00000000000000000E0);
+#817=LINE('',#814,#816);
+#818=DEFINITIONAL_REPRESENTATION('',(#817),#1);
+#819=PCURVE('',#81,#818);
+#820=SURFACE_CURVE('',#807,(#813,#819),.CURVE_3D.);
+#821=EDGE_CURVE('',#131,#159,#820,.T.);
+#822=CARTESIAN_POINT('',(1.50000000000000000E0,0.00000000000000000E0,-5.00000000000000000E-1));
+#823=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#824=VECTOR('',#823,1.00000000000000000E0);
+#825=LINE('',#822,#824);
+#826=CARTESIAN_POINT('',(5.00000000000000000E-1,1.50000000000000000E0));
+#827=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#828=VECTOR('',#827,1.00000000000000000E0);
+#829=LINE('',#826,#828);
+#830=DEFINITIONAL_REPRESENTATION('',(#829),#1);
+#831=PCURVE('',#81,#830);
+#832=CARTESIAN_POINT('',(5.00000000000000000E-1,1.50000000000000000E0));
+#833=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#834=VECTOR('',#833,1.00000000000000000E0);
+#835=LINE('',#832,#834);
+#836=DEFINITIONAL_REPRESENTATION('',(#835),#1);
+#837=PCURVE('',#116,#836);
+#838=SURFACE_CURVE('',#825,(#831,#837),.CURVE_3D.);
+#839=EDGE_CURVE('',#135,#161,#838,.T.);
+#840=CARTESIAN_POINT('',(3.00000000000000000E0,5.00000000000000000E-1,-5.00000000000000000E-1));
+#841=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#842=VECTOR('',#841,1.00000000000000000E0);
+#843=LINE('',#840,#842);
+#844=CARTESIAN_POINT('',(5.00000000000000000E-1,5.00000000000000000E-1));
+#845=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#846=VECTOR('',#845,1.00000000000000000E0);
+#847=LINE('',#844,#846);
+#848=DEFINITIONAL_REPRESENTATION('',(#847),#1);
+#849=PCURVE('',#86,#848);
+#850=CARTESIAN_POINT('',(1.50000000000000000E0,0.00000000000000000E0));
+#851=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#852=VECTOR('',#851,1.00000000000000000E0);
+#853=LINE('',#850,#852);
+#854=DEFINITIONAL_REPRESENTATION('',(#853),#1);
+#855=PCURVE('',#96,#854);
+#856=SURFACE_CURVE('',#843,(#849,#855),.CURVE_3D.);
+#857=EDGE_CURVE('',#163,#167,#856,.T.);
+#858=CARTESIAN_POINT('',(3.00000000000000000E0,3.00000000000000000E0,0.00000000000000000E0));
+#859=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#860=VECTOR('',#859,1.00000000000000000E0);
+#861=LINE('',#858,#860);
+#862=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E0));
+#863=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#864=VECTOR('',#863,1.00000000000000000E0);
+#865=LINE('',#862,#864);
+#866=DEFINITIONAL_REPRESENTATION('',(#865),#1);
+#867=PCURVE('',#86,#866);
+#868=CARTESIAN_POINT('',(3.00000000000000000E0,0.00000000000000000E0));
+#869=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#870=VECTOR('',#869,1.00000000000000000E0);
+#871=LINE('',#868,#870);
+#872=DEFINITIONAL_REPRESENTATION('',(#871),#1);
+#873=PCURVE('',#101,#872);
+#874=SURFACE_CURVE('',#861,(#867,#873),.CURVE_3D.);
+#875=EDGE_CURVE('',#169,#167,#874,.T.);
+#876=CARTESIAN_POINT('',(3.00000000000000000E0,5.00000000000000000E-1,0.00000000000000000E0));
+#877=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#878=VECTOR('',#877,1.00000000000000000E0);
+#879=LINE('',#876,#878);
+#880=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E-1));
+#881=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#882=VECTOR('',#881,1.00000000000000000E0);
+#883=LINE('',#880,#882);
+#884=DEFINITIONAL_REPRESENTATION('',(#883),#1);
+#885=PCURVE('',#86,#884);
+#886=CARTESIAN_POINT('',(3.00000000000000000E0,5.00000000000000000E-1));
+#887=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#888=VECTOR('',#887,1.00000000000000000E0);
+#889=LINE('',#886,#888);
+#890=DEFINITIONAL_REPRESENTATION('',(#889),#1);
+#891=PCURVE('',#91,#890);
+#892=SURFACE_CURVE('',#879,(#885,#891),.CURVE_3D.);
+#893=EDGE_CURVE('',#165,#169,#892,.T.);
+#894=CARTESIAN_POINT('',(1.50000000000000000E0,3.00000000000000000E0,0.00000000000000000E0));
+#895=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#896=VECTOR('',#895,1.00000000000000000E0);
+#897=LINE('',#894,#896);
+#898=CARTESIAN_POINT('',(1.50000000000000000E0,3.00000000000000000E0));
+#899=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#900=VECTOR('',#899,1.00000000000000000E0);
+#901=LINE('',#898,#900);
+#902=DEFINITIONAL_REPRESENTATION('',(#901),#1);
+#903=PCURVE('',#91,#902);
+#904=CARTESIAN_POINT('',(1.50000000000000000E0,0.00000000000000000E0));
+#905=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#906=VECTOR('',#905,1.00000000000000000E0);
+#907=LINE('',#904,#906);
+#908=DEFINITIONAL_REPRESENTATION('',(#907),#1);
+#909=PCURVE('',#101,#908);
+#910=SURFACE_CURVE('',#897,(#903,#909),.CURVE_3D.);
+#911=EDGE_CURVE('',#141,#169,#910,.T.);
+#912=CARTESIAN_POINT('',(1.50000000000000000E0,3.00000000000000000E0,-5.00000000000000000E-1));
+#913=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#914=VECTOR('',#913,1.00000000000000000E0);
+#915=LINE('',#912,#914);
+#916=CARTESIAN_POINT('',(0.00000000000000000E0,2.50000000000000000E0));
+#917=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#918=VECTOR('',#917,1.00000000000000000E0);
+#919=LINE('',#916,#918);
+#920=DEFINITIONAL_REPRESENTATION('',(#919),#1);
+#921=PCURVE('',#96,#920);
+#922=CARTESIAN_POINT('',(1.50000000000000000E0,5.00000000000000000E-1));
+#923=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#924=VECTOR('',#923,1.00000000000000000E0);
+#925=LINE('',#922,#924);
+#926=DEFINITIONAL_REPRESENTATION('',(#925),#1);
+#927=PCURVE('',#101,#926);
+#928=SURFACE_CURVE('',#915,(#921,#927),.CURVE_3D.);
+#929=EDGE_CURVE('',#143,#167,#928,.T.);
+#930=CARTESIAN_POINT('',(1.50000000000000000E0,5.00000000000000000E-1,-5.00000000000000000E-1));
+#931=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#932=VECTOR('',#931,1.00000000000000000E0);
+#933=LINE('',#930,#932);
+#934=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#935=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#936=VECTOR('',#935,1.00000000000000000E0);
+#937=LINE('',#934,#936);
+#938=DEFINITIONAL_REPRESENTATION('',(#937),#1);
+#939=PCURVE('',#96,#938);
+#940=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#941=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#942=VECTOR('',#941,1.00000000000000000E0);
+#943=LINE('',#940,#942);
+#944=DEFINITIONAL_REPRESENTATION('',(#943),#1);
+#945=PCURVE('',#121,#944);
+#946=SURFACE_CURVE('',#933,(#939,#945),.CURVE_3D.);
+#947=EDGE_CURVE('',#155,#163,#946,.T.);
+#948=CARTESIAN_POINT('',(3.00000000000000000E0,0.00000000000000000E0,-5.00000000000000000E-1));
+#949=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#950=VECTOR('',#949,1.00000000000000000E0);
+#951=LINE('',#948,#950);
+#952=CARTESIAN_POINT('',(5.00000000000000000E-1,0.00000000000000000E0));
+#953=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#954=VECTOR('',#953,1.00000000000000000E0);
+#955=LINE('',#952,#954);
+#956=DEFINITIONAL_REPRESENTATION('',(#955),#1);
+#957=PCURVE('',#106,#956);
+#958=CARTESIAN_POINT('',(5.00000000000000000E-1,3.00000000000000000E0));
+#959=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#960=VECTOR('',#959,1.00000000000000000E0);
+#961=LINE('',#958,#960);
+#962=DEFINITIONAL_REPRESENTATION('',(#961),#1);
+#963=PCURVE('',#116,#962);
+#964=SURFACE_CURVE('',#951,(#957,#963),.CURVE_3D.);
+#965=EDGE_CURVE('',#161,#171,#964,.T.);
+#966=CARTESIAN_POINT('',(3.00000000000000000E0,0.00000000000000000E0,-3.00000000000000000E0));
+#967=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#968=VECTOR('',#967,1.00000000000000000E0);
+#969=LINE('',#966,#968);
+#970=CARTESIAN_POINT('',(3.00000000000000000E0,0.00000000000000000E0));
+#971=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#972=VECTOR('',#971,1.00000000000000000E0);
+#973=LINE('',#970,#972);
+#974=DEFINITIONAL_REPRESENTATION('',(#973),#1);
+#975=PCURVE('',#106,#974);
+#976=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E0));
+#977=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#978=VECTOR('',#977,1.00000000000000000E0);
+#979=LINE('',#976,#978);
+#980=DEFINITIONAL_REPRESENTATION('',(#979),#1);
+#981=PCURVE('',#111,#980);
+#982=SURFACE_CURVE('',#969,(#975,#981),.CURVE_3D.);
+#983=EDGE_CURVE('',#171,#173,#982,.T.);
+#984=CARTESIAN_POINT('',(3.00000000000000000E0,5.00000000000000000E-1,-5.00000000000000000E-1));
+#985=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#986=VECTOR('',#985,1.00000000000000000E0);
+#987=LINE('',#984,#986);
+#988=CARTESIAN_POINT('',(5.00000000000000000E-1,5.00000000000000000E-1));
+#989=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#990=VECTOR('',#989,1.00000000000000000E0);
+#991=LINE('',#988,#990);
+#992=DEFINITIONAL_REPRESENTATION('',(#991),#1);
+#993=PCURVE('',#106,#992);
+#994=CARTESIAN_POINT('',(0.00000000000000000E0,1.50000000000000000E0));
+#995=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#996=VECTOR('',#995,1.00000000000000000E0);
+#997=LINE('',#994,#996);
+#998=DEFINITIONAL_REPRESENTATION('',(#997),#1);
+#999=PCURVE('',#121,#998);
+#1000=SURFACE_CURVE('',#987,(#993,#999),.CURVE_3D.);
+#1001=EDGE_CURVE('',#163,#173,#1000,.T.);
+#1002=CARTESIAN_POINT('',(1.50000000000000000E0,5.00000000000000000E-1,-3.00000000000000000E0));
+#1003=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1004=VECTOR('',#1003,1.00000000000000000E0);
+#1005=LINE('',#1002,#1004);
+#1006=CARTESIAN_POINT('',(5.00000000000000000E-1,1.50000000000000000E0));
+#1007=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1008=VECTOR('',#1007,1.00000000000000000E0);
+#1009=LINE('',#1006,#1008);
+#1010=DEFINITIONAL_REPRESENTATION('',(#1009),#1);
+#1011=PCURVE('',#111,#1010);
+#1012=CARTESIAN_POINT('',(2.50000000000000000E0,0.00000000000000000E0));
+#1013=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1014=VECTOR('',#1013,1.00000000000000000E0);
+#1015=LINE('',#1012,#1014);
+#1016=DEFINITIONAL_REPRESENTATION('',(#1015),#1);
+#1017=PCURVE('',#121,#1016);
+#1018=SURFACE_CURVE('',#1005,(#1011,#1017),.CURVE_3D.);
+#1019=EDGE_CURVE('',#149,#173,#1018,.T.);
+#1020=CARTESIAN_POINT('',(1.50000000000000000E0,0.00000000000000000E0,-3.00000000000000000E0));
+#1021=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1022=VECTOR('',#1021,1.00000000000000000E0);
+#1023=LINE('',#1020,#1022);
+#1024=CARTESIAN_POINT('',(0.00000000000000000E0,1.50000000000000000E0));
+#1025=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1026=VECTOR('',#1025,1.00000000000000000E0);
+#1027=LINE('',#1024,#1026);
+#1028=DEFINITIONAL_REPRESENTATION('',(#1027),#1);
+#1029=PCURVE('',#111,#1028);
+#1030=CARTESIAN_POINT('',(3.00000000000000000E0,1.50000000000000000E0));
+#1031=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1032=VECTOR('',#1031,1.00000000000000000E0);
+#1033=LINE('',#1030,#1032);
+#1034=DEFINITIONAL_REPRESENTATION('',(#1033),#1);
+#1035=PCURVE('',#116,#1034);
+#1036=SURFACE_CURVE('',#1023,(#1029,#1035),.CURVE_3D.);
+#1037=EDGE_CURVE('',#151,#171,#1036,.T.);
+#1038=ORIENTED_EDGE('',*,*,#191,.T.);
+#1039=ORIENTED_EDGE('',*,*,#209,.F.);
+#1040=ORIENTED_EDGE('',*,*,#227,.F.);
+#1041=ORIENTED_EDGE('',*,*,#245,.T.);
+#1042=EDGE_LOOP('',(#1038,#1039,#1040,#1041));
+#1043=FACE_OUTER_BOUND('',#1042,.T.);
+#1044=ADVANCED_FACE('left-0',(#1043),#6,.T.);
+#1045=ORIENTED_EDGE('',*,*,#263,.T.);
+#1046=ORIENTED_EDGE('',*,*,#281,.F.);
+#1047=ORIENTED_EDGE('',*,*,#245,.F.);
+#1048=ORIENTED_EDGE('',*,*,#299,.T.);
+#1049=EDGE_LOOP('',(#1045,#1046,#1047,#1048));
+#1050=FACE_OUTER_BOUND('',#1049,.T.);
+#1051=ADVANCED_FACE('front-1',(#1050),#11,.T.);
+#1052=ORIENTED_EDGE('',*,*,#317,.T.);
+#1053=ORIENTED_EDGE('',*,*,#335,.F.);
+#1054=ORIENTED_EDGE('',*,*,#299,.F.);
+#1055=ORIENTED_EDGE('',*,*,#227,.T.);
+#1056=EDGE_LOOP('',(#1052,#1053,#1054,#1055));
+#1057=FACE_OUTER_BOUND('',#1056,.T.);
+#1058=ADVANCED_FACE('bottom-2',(#1057),#16,.T.);
+#1059=ORIENTED_EDGE('',*,*,#353,.T.);
+#1060=ORIENTED_EDGE('',*,*,#371,.F.);
+#1061=ORIENTED_EDGE('',*,*,#191,.F.);
+#1062=ORIENTED_EDGE('',*,*,#389,.T.);
+#1063=EDGE_LOOP('',(#1059,#1060,#1061,#1062));
+#1064=FACE_OUTER_BOUND('',#1063,.T.);
+#1065=ADVANCED_FACE('left-3',(#1064),#21,.T.);
+#1066=ORIENTED_EDGE('',*,*,#407,.T.);
+#1067=ORIENTED_EDGE('',*,*,#425,.F.);
+#1068=ORIENTED_EDGE('',*,*,#389,.F.);
+#1069=ORIENTED_EDGE('',*,*,#281,.T.);
+#1070=EDGE_LOOP('',(#1066,#1067,#1068,#1069));
+#1071=FACE_OUTER_BOUND('',#1070,.T.);
+#1072=ADVANCED_FACE('front-4',(#1071),#26,.T.);
+#1073=ORIENTED_EDGE('',*,*,#425,.T.);
+#1074=ORIENTED_EDGE('',*,*,#443,.T.);
+#1075=ORIENTED_EDGE('',*,*,#461,.F.);
+#1076=ORIENTED_EDGE('',*,*,#353,.F.);
+#1077=EDGE_LOOP('',(#1073,#1074,#1075,#1076));
+#1078=FACE_OUTER_BOUND('',#1077,.T.);
+#1079=ADVANCED_FACE('top-5',(#1078),#31,.T.);
+#1080=ORIENTED_EDGE('',*,*,#479,.T.);
+#1081=ORIENTED_EDGE('',*,*,#497,.F.);
+#1082=ORIENTED_EDGE('',*,*,#515,.F.);
+#1083=ORIENTED_EDGE('',*,*,#209,.T.);
+#1084=EDGE_LOOP('',(#1080,#1081,#1082,#1083));
+#1085=FACE_OUTER_BOUND('',#1084,.T.);
+#1086=ADVANCED_FACE('left-6',(#1085),#36,.T.);
+#1087=ORIENTED_EDGE('',*,*,#497,.T.);
+#1088=ORIENTED_EDGE('',*,*,#533,.T.);
+#1089=ORIENTED_EDGE('',*,*,#551,.F.);
+#1090=ORIENTED_EDGE('',*,*,#569,.F.);
+#1091=EDGE_LOOP('',(#1087,#1088,#1089,#1090));
+#1092=FACE_OUTER_BOUND('',#1091,.T.);
+#1093=ADVANCED_FACE('back-7',(#1092),#41,.T.);
+#1094=ORIENTED_EDGE('',*,*,#569,.T.);
+#1095=ORIENTED_EDGE('',*,*,#587,.F.);
+#1096=ORIENTED_EDGE('',*,*,#317,.F.);
+#1097=ORIENTED_EDGE('',*,*,#515,.T.);
+#1098=EDGE_LOOP('',(#1094,#1095,#1096,#1097));
+#1099=FACE_OUTER_BOUND('',#1098,.T.);
+#1100=ADVANCED_FACE('bottom-8',(#1099),#46,.T.);
+#1101=ORIENTED_EDGE('',*,*,#605,.T.);
+#1102=ORIENTED_EDGE('',*,*,#623,.F.);
+#1103=ORIENTED_EDGE('',*,*,#479,.F.);
+#1104=ORIENTED_EDGE('',*,*,#371,.T.);
+#1105=EDGE_LOOP('',(#1101,#1102,#1103,#1104));
+#1106=FACE_OUTER_BOUND('',#1105,.T.);
+#1107=ADVANCED_FACE('left-9',(#1106),#51,.T.);
+#1108=ORIENTED_EDGE('',*,*,#641,.T.);
+#1109=ORIENTED_EDGE('',*,*,#659,.T.);
+#1110=ORIENTED_EDGE('',*,*,#677,.F.);
+#1111=ORIENTED_EDGE('',*,*,#695,.F.);
+#1112=EDGE_LOOP('',(#1108,#1109,#1110,#1111));
+#1113=FACE_OUTER_BOUND('',#1112,.T.);
+#1114=ADVANCED_FACE('left-10',(#1113),#56,.F.);
+#1115=ORIENTED_EDGE('',*,*,#623,.T.);
+#1116=ORIENTED_EDGE('',*,*,#713,.T.);
+#1117=ORIENTED_EDGE('',*,*,#659,.F.);
+#1118=ORIENTED_EDGE('',*,*,#533,.F.);
+#1119=EDGE_LOOP('',(#1115,#1116,#1117,#1118));
+#1120=FACE_OUTER_BOUND('',#1119,.T.);
+#1121=ADVANCED_FACE('back-11',(#1120),#61,.T.);
+#1122=ORIENTED_EDGE('',*,*,#461,.T.);
+#1123=ORIENTED_EDGE('',*,*,#677,.T.);
+#1124=ORIENTED_EDGE('',*,*,#713,.F.);
+#1125=ORIENTED_EDGE('',*,*,#605,.F.);
+#1126=EDGE_LOOP('',(#1122,#1123,#1124,#1125));
+#1127=FACE_OUTER_BOUND('',#1126,.T.);
+#1128=ADVANCED_FACE('top-12',(#1127),#66,.T.);
+#1129=ORIENTED_EDGE('',*,*,#731,.T.);
+#1130=ORIENTED_EDGE('',*,*,#749,.T.);
+#1131=ORIENTED_EDGE('',*,*,#767,.F.);
+#1132=ORIENTED_EDGE('',*,*,#785,.F.);
+#1133=EDGE_LOOP('',(#1129,#1130,#1131,#1132));
+#1134=FACE_OUTER_BOUND('',#1133,.T.);
+#1135=ADVANCED_FACE('right-13',(#1134),#71,.T.);
+#1136=ORIENTED_EDGE('',*,*,#785,.T.);
+#1137=ORIENTED_EDGE('',*,*,#803,.F.);
+#1138=ORIENTED_EDGE('',*,*,#263,.F.);
+#1139=ORIENTED_EDGE('',*,*,#821,.T.);
+#1140=EDGE_LOOP('',(#1136,#1137,#1138,#1139));
+#1141=FACE_OUTER_BOUND('',#1140,.T.);
+#1142=ADVANCED_FACE('front-14',(#1141),#76,.T.);
+#1143=ORIENTED_EDGE('',*,*,#839,.T.);
+#1144=ORIENTED_EDGE('',*,*,#731,.F.);
+#1145=ORIENTED_EDGE('',*,*,#821,.F.);
+#1146=ORIENTED_EDGE('',*,*,#335,.T.);
+#1147=EDGE_LOOP('',(#1143,#1144,#1145,#1146));
+#1148=FACE_OUTER_BOUND('',#1147,.T.);
+#1149=ADVANCED_FACE('bottom-15',(#1148),#81,.T.);
+#1150=ORIENTED_EDGE('',*,*,#767,.T.);
+#1151=ORIENTED_EDGE('',*,*,#857,.T.);
+#1152=ORIENTED_EDGE('',*,*,#875,.F.);
+#1153=ORIENTED_EDGE('',*,*,#893,.F.);
+#1154=EDGE_LOOP('',(#1150,#1151,#1152,#1153));
+#1155=FACE_OUTER_BOUND('',#1154,.T.);
+#1156=ADVANCED_FACE('right-16',(#1155),#86,.T.);
+#1157=ORIENTED_EDGE('',*,*,#893,.T.);
+#1158=ORIENTED_EDGE('',*,*,#911,.F.);
+#1159=ORIENTED_EDGE('',*,*,#407,.F.);
+#1160=ORIENTED_EDGE('',*,*,#803,.T.);
+#1161=EDGE_LOOP('',(#1157,#1158,#1159,#1160));
+#1162=FACE_OUTER_BOUND('',#1161,.T.);
+#1163=ADVANCED_FACE('front-17',(#1162),#91,.T.);
+#1164=ORIENTED_EDGE('',*,*,#695,.T.);
+#1165=ORIENTED_EDGE('',*,*,#929,.T.);
+#1166=ORIENTED_EDGE('',*,*,#857,.F.);
+#1167=ORIENTED_EDGE('',*,*,#947,.F.);
+#1168=EDGE_LOOP('',(#1164,#1165,#1166,#1167));
+#1169=FACE_OUTER_BOUND('',#1168,.T.);
+#1170=ADVANCED_FACE('front-18',(#1169),#96,.F.);
+#1171=ORIENTED_EDGE('',*,*,#911,.T.);
+#1172=ORIENTED_EDGE('',*,*,#875,.T.);
+#1173=ORIENTED_EDGE('',*,*,#929,.F.);
+#1174=ORIENTED_EDGE('',*,*,#443,.F.);
+#1175=EDGE_LOOP('',(#1171,#1172,#1173,#1174));
+#1176=FACE_OUTER_BOUND('',#1175,.T.);
+#1177=ADVANCED_FACE('top-19',(#1176),#101,.T.);
+#1178=ORIENTED_EDGE('',*,*,#965,.T.);
+#1179=ORIENTED_EDGE('',*,*,#983,.T.);
+#1180=ORIENTED_EDGE('',*,*,#1001,.F.);
+#1181=ORIENTED_EDGE('',*,*,#749,.F.);
+#1182=EDGE_LOOP('',(#1178,#1179,#1180,#1181));
+#1183=FACE_OUTER_BOUND('',#1182,.T.);
+#1184=ADVANCED_FACE('right-20',(#1183),#106,.T.);
+#1185=ORIENTED_EDGE('',*,*,#551,.T.);
+#1186=ORIENTED_EDGE('',*,*,#1019,.T.);
+#1187=ORIENTED_EDGE('',*,*,#983,.F.);
+#1188=ORIENTED_EDGE('',*,*,#1037,.F.);
+#1189=EDGE_LOOP('',(#1185,#1186,#1187,#1188));
+#1190=FACE_OUTER_BOUND('',#1189,.T.);
+#1191=ADVANCED_FACE('back-21',(#1190),#111,.T.);
+#1192=ORIENTED_EDGE('',*,*,#1037,.T.);
+#1193=ORIENTED_EDGE('',*,*,#965,.F.);
+#1194=ORIENTED_EDGE('',*,*,#839,.F.);
+#1195=ORIENTED_EDGE('',*,*,#587,.T.);
+#1196=EDGE_LOOP('',(#1192,#1193,#1194,#1195));
+#1197=FACE_OUTER_BOUND('',#1196,.T.);
+#1198=ADVANCED_FACE('bottom-22',(#1197),#116,.T.);
+#1199=ORIENTED_EDGE('',*,*,#947,.T.);
+#1200=ORIENTED_EDGE('',*,*,#1001,.T.);
+#1201=ORIENTED_EDGE('',*,*,#1019,.F.);
+#1202=ORIENTED_EDGE('',*,*,#641,.F.);
+#1203=EDGE_LOOP('',(#1199,#1200,#1201,#1202));
+#1204=FACE_OUTER_BOUND('',#1203,.T.);
+#1205=ADVANCED_FACE('bottom-23',(#1204),#121,.F.);
+#1206=CLOSED_SHELL('',(#1044,#1065,#1086,#1058,#1051,#1079,#1107,#1072,#1093,#1100,#1149,#1142,#1177,#1128,#1121,#1163,#1191,#1198,#1135,#1156,#1170,#1114,#1205,#1184));
+#1207=MANIFOLD_SOLID_BREP('box-cut-0',#1206);
+#1208=(LENGTH_UNIT() NAMED_UNIT(*) SI_UNIT($,.METRE.));
+#1209=(NAMED_UNIT(*) PLANE_ANGLE_UNIT() SI_UNIT($,.RADIAN.));
+#1210=(NAMED_UNIT(*) SI_UNIT($,.STERADIAN.) SOLID_ANGLE_UNIT());
+#1211=UNCERTAINTY_MEASURE_WITH_UNIT(LENGTH_MEASURE(1.00000426325642881E-8),#1208,'distance_accuracy_value','exchange error bound');
+#1212=(GEOMETRIC_REPRESENTATION_CONTEXT(3) GLOBAL_UNCERTAINTY_ASSIGNED_CONTEXT((#1211)) GLOBAL_UNIT_ASSIGNED_CONTEXT((#1208,#1209,#1210)) REPRESENTATION_CONTEXT('',''));
+#1213=ADVANCED_BREP_SHAPE_REPRESENTATION('',(#1207),#1212);
+#1214=APPLICATION_CONTEXT('automotive design');
+#1215=APPLICATION_PROTOCOL_DEFINITION('international standard','automotive_design',2000,#1214);
+#1216=PRODUCT_CONTEXT('',#1214,'mechanical');
+#1217=PRODUCT('box-cut','box-cut','',(#1216));
+#1218=PRODUCT_DEFINITION_FORMATION_WITH_SPECIFIED_SOURCE('1','',#1217,.NOT_KNOWN.);
+#1219=PRODUCT_DEFINITION_CONTEXT('part definition',#1214,'design');
+#1220=PRODUCT_DEFINITION('','',#1218,#1219);
+#1221=PRODUCT_DEFINITION_SHAPE('','',#1220);
+#1222=SHAPE_DEFINITION_REPRESENTATION(#1221,#1213);
+ENDSEC;
+END-ISO-10303-21;
diff --git a/main/opengeometry/tests/fixtures/cases/box-cut.step.m.report.json b/main/opengeometry/tests/fixtures/cases/box-cut.step.m.report.json
new file mode 100644
index 0000000..76edd71
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/box-cut.step.m.report.json
@@ -0,0 +1 @@
+{"cavity_shells":0,"collapsed_chart_uses":0,"edges":48,"exchange_error_bound":1.0000042632564288e-8,"faces":24,"geometric_tolerance":1e-8,"length_unit":"metre","quality":{"kind":"Analytic"},"revision":"1","schema_version":2,"solids":1,"validation_level":"v2 structure, sampled residuals and Part-21 references; external schema/import validation pending"}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/box-cut.step.mm b/main/opengeometry/tests/fixtures/cases/box-cut.step.mm
new file mode 100644
index 0000000..a7acde5
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/box-cut.step.mm
@@ -0,0 +1,1231 @@
+ISO-10303-21;
+HEADER;
+FILE_DESCRIPTION(('OpenGeometry authoritative analytic BRep v2'),'2;1');
+FILE_NAME('box-cut','1970-01-01T00:00:00',('OpenGeometry'),('OpenGeometry'),'OpenGeometry','OpenGeometry','');
+FILE_SCHEMA(('AUTOMOTIVE_DESIGN'));
+ENDSEC;
+DATA;
+#1=(GEOMETRIC_REPRESENTATION_CONTEXT(2) REPRESENTATION_CONTEXT('',''));
+#2=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#3=DIRECTION('',(-1.00000000000000000E0,-0.00000000000000000E0,-0.00000000000000000E0));
+#4=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#5=AXIS2_PLACEMENT_3D('',#2,#3,#4);
+#6=PLANE('',#5);
+#7=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#8=DIRECTION('',(-0.00000000000000000E0,-0.00000000000000000E0,1.00000000000000000E0));
+#9=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#10=AXIS2_PLACEMENT_3D('',#7,#8,#9);
+#11=PLANE('',#10);
+#12=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#13=DIRECTION('',(-0.00000000000000000E0,-1.00000000000000000E0,-0.00000000000000000E0));
+#14=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#15=AXIS2_PLACEMENT_3D('',#12,#13,#14);
+#16=PLANE('',#15);
+#17=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#18=DIRECTION('',(-1.00000000000000000E0,-0.00000000000000000E0,-0.00000000000000000E0));
+#19=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#20=AXIS2_PLACEMENT_3D('',#17,#18,#19);
+#21=PLANE('',#20);
+#22=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#23=DIRECTION('',(-0.00000000000000000E0,-0.00000000000000000E0,1.00000000000000000E0));
+#24=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#25=AXIS2_PLACEMENT_3D('',#22,#23,#24);
+#26=PLANE('',#25);
+#27=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E3,0.00000000000000000E0));
+#28=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#29=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#30=AXIS2_PLACEMENT_3D('',#27,#28,#29);
+#31=PLANE('',#30);
+#32=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#33=DIRECTION('',(-1.00000000000000000E0,-0.00000000000000000E0,-0.00000000000000000E0));
+#34=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#35=AXIS2_PLACEMENT_3D('',#32,#33,#34);
+#36=PLANE('',#35);
+#37=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-3.00000000000000000E3));
+#38=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#39=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#40=AXIS2_PLACEMENT_3D('',#37,#38,#39);
+#41=PLANE('',#40);
+#42=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#43=DIRECTION('',(-0.00000000000000000E0,-1.00000000000000000E0,-0.00000000000000000E0));
+#44=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#45=AXIS2_PLACEMENT_3D('',#42,#43,#44);
+#46=PLANE('',#45);
+#47=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#48=DIRECTION('',(-1.00000000000000000E0,-0.00000000000000000E0,-0.00000000000000000E0));
+#49=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#50=AXIS2_PLACEMENT_3D('',#47,#48,#49);
+#51=PLANE('',#50);
+#52=CARTESIAN_POINT('',(1.50000000000000000E3,5.00000000000000000E2,-5.00000000000000000E2));
+#53=DIRECTION('',(-1.00000000000000000E0,-0.00000000000000000E0,-0.00000000000000000E0));
+#54=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#55=AXIS2_PLACEMENT_3D('',#52,#53,#54);
+#56=PLANE('',#55);
+#57=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-3.00000000000000000E3));
+#58=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#59=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#60=AXIS2_PLACEMENT_3D('',#57,#58,#59);
+#61=PLANE('',#60);
+#62=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E3,0.00000000000000000E0));
+#63=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#64=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#65=AXIS2_PLACEMENT_3D('',#62,#63,#64);
+#66=PLANE('',#65);
+#67=CARTESIAN_POINT('',(3.00000000000000000E3,0.00000000000000000E0,0.00000000000000000E0));
+#68=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#69=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#70=AXIS2_PLACEMENT_3D('',#67,#68,#69);
+#71=PLANE('',#70);
+#72=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#73=DIRECTION('',(-0.00000000000000000E0,-0.00000000000000000E0,1.00000000000000000E0));
+#74=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#75=AXIS2_PLACEMENT_3D('',#72,#73,#74);
+#76=PLANE('',#75);
+#77=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#78=DIRECTION('',(-0.00000000000000000E0,-1.00000000000000000E0,-0.00000000000000000E0));
+#79=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#80=AXIS2_PLACEMENT_3D('',#77,#78,#79);
+#81=PLANE('',#80);
+#82=CARTESIAN_POINT('',(3.00000000000000000E3,0.00000000000000000E0,0.00000000000000000E0));
+#83=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#84=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#85=AXIS2_PLACEMENT_3D('',#82,#83,#84);
+#86=PLANE('',#85);
+#87=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#88=DIRECTION('',(-0.00000000000000000E0,-0.00000000000000000E0,1.00000000000000000E0));
+#89=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#90=AXIS2_PLACEMENT_3D('',#87,#88,#89);
+#91=PLANE('',#90);
+#92=CARTESIAN_POINT('',(1.50000000000000000E3,5.00000000000000000E2,-5.00000000000000000E2));
+#93=DIRECTION('',(-0.00000000000000000E0,-0.00000000000000000E0,1.00000000000000000E0));
+#94=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#95=AXIS2_PLACEMENT_3D('',#92,#93,#94);
+#96=PLANE('',#95);
+#97=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E3,0.00000000000000000E0));
+#98=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#99=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#100=AXIS2_PLACEMENT_3D('',#97,#98,#99);
+#101=PLANE('',#100);
+#102=CARTESIAN_POINT('',(3.00000000000000000E3,0.00000000000000000E0,0.00000000000000000E0));
+#103=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#104=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#105=AXIS2_PLACEMENT_3D('',#102,#103,#104);
+#106=PLANE('',#105);
+#107=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-3.00000000000000000E3));
+#108=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#109=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#110=AXIS2_PLACEMENT_3D('',#107,#108,#109);
+#111=PLANE('',#110);
+#112=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#113=DIRECTION('',(-0.00000000000000000E0,-1.00000000000000000E0,-0.00000000000000000E0));
+#114=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#115=AXIS2_PLACEMENT_3D('',#112,#113,#114);
+#116=PLANE('',#115);
+#117=CARTESIAN_POINT('',(1.50000000000000000E3,5.00000000000000000E2,-5.00000000000000000E2));
+#118=DIRECTION('',(-0.00000000000000000E0,-1.00000000000000000E0,-0.00000000000000000E0));
+#119=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#120=AXIS2_PLACEMENT_3D('',#117,#118,#119);
+#121=PLANE('',#120);
+#122=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E2,0.00000000000000000E0));
+#123=VERTEX_POINT('',#122);
+#124=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E2,-5.00000000000000000E2));
+#125=VERTEX_POINT('',#124);
+#126=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-5.00000000000000000E2));
+#127=VERTEX_POINT('',#126);
+#128=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#129=VERTEX_POINT('',#128);
+#130=CARTESIAN_POINT('',(1.50000000000000000E3,0.00000000000000000E0,0.00000000000000000E0));
+#131=VERTEX_POINT('',#130);
+#132=CARTESIAN_POINT('',(1.50000000000000000E3,5.00000000000000000E2,0.00000000000000000E0));
+#133=VERTEX_POINT('',#132);
+#134=CARTESIAN_POINT('',(1.50000000000000000E3,0.00000000000000000E0,-5.00000000000000000E2));
+#135=VERTEX_POINT('',#134);
+#136=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E3,0.00000000000000000E0));
+#137=VERTEX_POINT('',#136);
+#138=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E3,-5.00000000000000000E2));
+#139=VERTEX_POINT('',#138);
+#140=CARTESIAN_POINT('',(1.50000000000000000E3,3.00000000000000000E3,0.00000000000000000E0));
+#141=VERTEX_POINT('',#140);
+#142=CARTESIAN_POINT('',(1.50000000000000000E3,3.00000000000000000E3,-5.00000000000000000E2));
+#143=VERTEX_POINT('',#142);
+#144=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E2,-3.00000000000000000E3));
+#145=VERTEX_POINT('',#144);
+#146=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-3.00000000000000000E3));
+#147=VERTEX_POINT('',#146);
+#148=CARTESIAN_POINT('',(1.50000000000000000E3,5.00000000000000000E2,-3.00000000000000000E3));
+#149=VERTEX_POINT('',#148);
+#150=CARTESIAN_POINT('',(1.50000000000000000E3,0.00000000000000000E0,-3.00000000000000000E3));
+#151=VERTEX_POINT('',#150);
+#152=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E3,-3.00000000000000000E3));
+#153=VERTEX_POINT('',#152);
+#154=CARTESIAN_POINT('',(1.50000000000000000E3,5.00000000000000000E2,-5.00000000000000000E2));
+#155=VERTEX_POINT('',#154);
+#156=CARTESIAN_POINT('',(1.50000000000000000E3,3.00000000000000000E3,-3.00000000000000000E3));
+#157=VERTEX_POINT('',#156);
+#158=CARTESIAN_POINT('',(3.00000000000000000E3,0.00000000000000000E0,0.00000000000000000E0));
+#159=VERTEX_POINT('',#158);
+#160=CARTESIAN_POINT('',(3.00000000000000000E3,0.00000000000000000E0,-5.00000000000000000E2));
+#161=VERTEX_POINT('',#160);
+#162=CARTESIAN_POINT('',(3.00000000000000000E3,5.00000000000000000E2,-5.00000000000000000E2));
+#163=VERTEX_POINT('',#162);
+#164=CARTESIAN_POINT('',(3.00000000000000000E3,5.00000000000000000E2,0.00000000000000000E0));
+#165=VERTEX_POINT('',#164);
+#166=CARTESIAN_POINT('',(3.00000000000000000E3,3.00000000000000000E3,-5.00000000000000000E2));
+#167=VERTEX_POINT('',#166);
+#168=CARTESIAN_POINT('',(3.00000000000000000E3,3.00000000000000000E3,0.00000000000000000E0));
+#169=VERTEX_POINT('',#168);
+#170=CARTESIAN_POINT('',(3.00000000000000000E3,0.00000000000000000E0,-3.00000000000000000E3));
+#171=VERTEX_POINT('',#170);
+#172=CARTESIAN_POINT('',(3.00000000000000000E3,5.00000000000000000E2,-3.00000000000000000E3));
+#173=VERTEX_POINT('',#172);
+#174=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E2,0.00000000000000000E0));
+#175=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#176=VECTOR('',#175,1.00000000000000000E3);
+#177=LINE('',#174,#176);
+#178=CARTESIAN_POINT('',(5.00000000000000000E2,0.00000000000000000E0));
+#179=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#180=VECTOR('',#179,1.00000000000000000E3);
+#181=LINE('',#178,#180);
+#182=DEFINITIONAL_REPRESENTATION('',(#181),#1);
+#183=PCURVE('',#6,#182);
+#184=CARTESIAN_POINT('',(5.00000000000000000E2,0.00000000000000000E0));
+#185=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#186=VECTOR('',#185,1.00000000000000000E3);
+#187=LINE('',#184,#186);
+#188=DEFINITIONAL_REPRESENTATION('',(#187),#1);
+#189=PCURVE('',#21,#188);
+#190=SURFACE_CURVE('',#177,(#183,#189),.CURVE_3D.);
+#191=EDGE_CURVE('',#123,#125,#190,.T.);
+#192=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-5.00000000000000000E2));
+#193=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#194=VECTOR('',#193,1.00000000000000000E3);
+#195=LINE('',#192,#194);
+#196=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E2));
+#197=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#198=VECTOR('',#197,1.00000000000000000E3);
+#199=LINE('',#196,#198);
+#200=DEFINITIONAL_REPRESENTATION('',(#199),#1);
+#201=PCURVE('',#6,#200);
+#202=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E2));
+#203=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#204=VECTOR('',#203,1.00000000000000000E3);
+#205=LINE('',#202,#204);
+#206=DEFINITIONAL_REPRESENTATION('',(#205),#1);
+#207=PCURVE('',#36,#206);
+#208=SURFACE_CURVE('',#195,(#201,#207),.CURVE_3D.);
+#209=EDGE_CURVE('',#127,#125,#208,.T.);
+#210=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#211=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#212=VECTOR('',#211,1.00000000000000000E3);
+#213=LINE('',#210,#212);
+#214=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#215=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#216=VECTOR('',#215,1.00000000000000000E3);
+#217=LINE('',#214,#216);
+#218=DEFINITIONAL_REPRESENTATION('',(#217),#1);
+#219=PCURVE('',#6,#218);
+#220=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#221=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#222=VECTOR('',#221,1.00000000000000000E3);
+#223=LINE('',#220,#222);
+#224=DEFINITIONAL_REPRESENTATION('',(#223),#1);
+#225=PCURVE('',#16,#224);
+#226=SURFACE_CURVE('',#213,(#219,#225),.CURVE_3D.);
+#227=EDGE_CURVE('',#129,#127,#226,.T.);
+#228=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#229=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#230=VECTOR('',#229,1.00000000000000000E3);
+#231=LINE('',#228,#230);
+#232=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#233=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#234=VECTOR('',#233,1.00000000000000000E3);
+#235=LINE('',#232,#234);
+#236=DEFINITIONAL_REPRESENTATION('',(#235),#1);
+#237=PCURVE('',#6,#236);
+#238=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#239=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#240=VECTOR('',#239,1.00000000000000000E3);
+#241=LINE('',#238,#240);
+#242=DEFINITIONAL_REPRESENTATION('',(#241),#1);
+#243=PCURVE('',#11,#242);
+#244=SURFACE_CURVE('',#231,(#237,#243),.CURVE_3D.);
+#245=EDGE_CURVE('',#129,#123,#244,.T.);
+#246=CARTESIAN_POINT('',(1.50000000000000000E3,0.00000000000000000E0,0.00000000000000000E0));
+#247=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#248=VECTOR('',#247,1.00000000000000000E3);
+#249=LINE('',#246,#248);
+#250=CARTESIAN_POINT('',(1.50000000000000000E3,0.00000000000000000E0));
+#251=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#252=VECTOR('',#251,1.00000000000000000E3);
+#253=LINE('',#250,#252);
+#254=DEFINITIONAL_REPRESENTATION('',(#253),#1);
+#255=PCURVE('',#11,#254);
+#256=CARTESIAN_POINT('',(1.50000000000000000E3,0.00000000000000000E0));
+#257=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#258=VECTOR('',#257,1.00000000000000000E3);
+#259=LINE('',#256,#258);
+#260=DEFINITIONAL_REPRESENTATION('',(#259),#1);
+#261=PCURVE('',#76,#260);
+#262=SURFACE_CURVE('',#249,(#255,#261),.CURVE_3D.);
+#263=EDGE_CURVE('',#131,#133,#262,.T.);
+#264=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E2,0.00000000000000000E0));
+#265=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#266=VECTOR('',#265,1.00000000000000000E3);
+#267=LINE('',#264,#266);
+#268=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E2));
+#269=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#270=VECTOR('',#269,1.00000000000000000E3);
+#271=LINE('',#268,#270);
+#272=DEFINITIONAL_REPRESENTATION('',(#271),#1);
+#273=PCURVE('',#11,#272);
+#274=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E2));
+#275=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#276=VECTOR('',#275,1.00000000000000000E3);
+#277=LINE('',#274,#276);
+#278=DEFINITIONAL_REPRESENTATION('',(#277),#1);
+#279=PCURVE('',#26,#278);
+#280=SURFACE_CURVE('',#267,(#273,#279),.CURVE_3D.);
+#281=EDGE_CURVE('',#123,#133,#280,.T.);
+#282=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#283=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#284=VECTOR('',#283,1.00000000000000000E3);
+#285=LINE('',#282,#284);
+#286=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#287=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#288=VECTOR('',#287,1.00000000000000000E3);
+#289=LINE('',#286,#288);
+#290=DEFINITIONAL_REPRESENTATION('',(#289),#1);
+#291=PCURVE('',#11,#290);
+#292=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#293=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#294=VECTOR('',#293,1.00000000000000000E3);
+#295=LINE('',#292,#294);
+#296=DEFINITIONAL_REPRESENTATION('',(#295),#1);
+#297=PCURVE('',#16,#296);
+#298=SURFACE_CURVE('',#285,(#291,#297),.CURVE_3D.);
+#299=EDGE_CURVE('',#129,#131,#298,.T.);
+#300=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-5.00000000000000000E2));
+#301=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#302=VECTOR('',#301,1.00000000000000000E3);
+#303=LINE('',#300,#302);
+#304=CARTESIAN_POINT('',(5.00000000000000000E2,0.00000000000000000E0));
+#305=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#306=VECTOR('',#305,1.00000000000000000E3);
+#307=LINE('',#304,#306);
+#308=DEFINITIONAL_REPRESENTATION('',(#307),#1);
+#309=PCURVE('',#16,#308);
+#310=CARTESIAN_POINT('',(5.00000000000000000E2,0.00000000000000000E0));
+#311=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#312=VECTOR('',#311,1.00000000000000000E3);
+#313=LINE('',#310,#312);
+#314=DEFINITIONAL_REPRESENTATION('',(#313),#1);
+#315=PCURVE('',#46,#314);
+#316=SURFACE_CURVE('',#303,(#309,#315),.CURVE_3D.);
+#317=EDGE_CURVE('',#127,#135,#316,.T.);
+#318=CARTESIAN_POINT('',(1.50000000000000000E3,0.00000000000000000E0,0.00000000000000000E0));
+#319=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#320=VECTOR('',#319,1.00000000000000000E3);
+#321=LINE('',#318,#320);
+#322=CARTESIAN_POINT('',(0.00000000000000000E0,1.50000000000000000E3));
+#323=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#324=VECTOR('',#323,1.00000000000000000E3);
+#325=LINE('',#322,#324);
+#326=DEFINITIONAL_REPRESENTATION('',(#325),#1);
+#327=PCURVE('',#16,#326);
+#328=CARTESIAN_POINT('',(0.00000000000000000E0,1.50000000000000000E3));
+#329=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#330=VECTOR('',#329,1.00000000000000000E3);
+#331=LINE('',#328,#330);
+#332=DEFINITIONAL_REPRESENTATION('',(#331),#1);
+#333=PCURVE('',#81,#332);
+#334=SURFACE_CURVE('',#321,(#327,#333),.CURVE_3D.);
+#335=EDGE_CURVE('',#131,#135,#334,.T.);
+#336=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E3,0.00000000000000000E0));
+#337=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#338=VECTOR('',#337,1.00000000000000000E3);
+#339=LINE('',#336,#338);
+#340=CARTESIAN_POINT('',(3.00000000000000000E3,0.00000000000000000E0));
+#341=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#342=VECTOR('',#341,1.00000000000000000E3);
+#343=LINE('',#340,#342);
+#344=DEFINITIONAL_REPRESENTATION('',(#343),#1);
+#345=PCURVE('',#21,#344);
+#346=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#347=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#348=VECTOR('',#347,1.00000000000000000E3);
+#349=LINE('',#346,#348);
+#350=DEFINITIONAL_REPRESENTATION('',(#349),#1);
+#351=PCURVE('',#31,#350);
+#352=SURFACE_CURVE('',#339,(#345,#351),.CURVE_3D.);
+#353=EDGE_CURVE('',#137,#139,#352,.T.);
+#354=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E2,-5.00000000000000000E2));
+#355=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#356=VECTOR('',#355,1.00000000000000000E3);
+#357=LINE('',#354,#356);
+#358=CARTESIAN_POINT('',(5.00000000000000000E2,5.00000000000000000E2));
+#359=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#360=VECTOR('',#359,1.00000000000000000E3);
+#361=LINE('',#358,#360);
+#362=DEFINITIONAL_REPRESENTATION('',(#361),#1);
+#363=PCURVE('',#21,#362);
+#364=CARTESIAN_POINT('',(5.00000000000000000E2,5.00000000000000000E2));
+#365=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#366=VECTOR('',#365,1.00000000000000000E3);
+#367=LINE('',#364,#366);
+#368=DEFINITIONAL_REPRESENTATION('',(#367),#1);
+#369=PCURVE('',#51,#368);
+#370=SURFACE_CURVE('',#357,(#363,#369),.CURVE_3D.);
+#371=EDGE_CURVE('',#125,#139,#370,.T.);
+#372=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E2,0.00000000000000000E0));
+#373=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#374=VECTOR('',#373,1.00000000000000000E3);
+#375=LINE('',#372,#374);
+#376=CARTESIAN_POINT('',(5.00000000000000000E2,0.00000000000000000E0));
+#377=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#378=VECTOR('',#377,1.00000000000000000E3);
+#379=LINE('',#376,#378);
+#380=DEFINITIONAL_REPRESENTATION('',(#379),#1);
+#381=PCURVE('',#21,#380);
+#382=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E2));
+#383=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#384=VECTOR('',#383,1.00000000000000000E3);
+#385=LINE('',#382,#384);
+#386=DEFINITIONAL_REPRESENTATION('',(#385),#1);
+#387=PCURVE('',#26,#386);
+#388=SURFACE_CURVE('',#375,(#381,#387),.CURVE_3D.);
+#389=EDGE_CURVE('',#123,#137,#388,.T.);
+#390=CARTESIAN_POINT('',(1.50000000000000000E3,5.00000000000000000E2,0.00000000000000000E0));
+#391=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#392=VECTOR('',#391,1.00000000000000000E3);
+#393=LINE('',#390,#392);
+#394=CARTESIAN_POINT('',(1.50000000000000000E3,5.00000000000000000E2));
+#395=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#396=VECTOR('',#395,1.00000000000000000E3);
+#397=LINE('',#394,#396);
+#398=DEFINITIONAL_REPRESENTATION('',(#397),#1);
+#399=PCURVE('',#26,#398);
+#400=CARTESIAN_POINT('',(1.50000000000000000E3,5.00000000000000000E2));
+#401=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#402=VECTOR('',#401,1.00000000000000000E3);
+#403=LINE('',#400,#402);
+#404=DEFINITIONAL_REPRESENTATION('',(#403),#1);
+#405=PCURVE('',#91,#404);
+#406=SURFACE_CURVE('',#393,(#399,#405),.CURVE_3D.);
+#407=EDGE_CURVE('',#133,#141,#406,.T.);
+#408=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E3,0.00000000000000000E0));
+#409=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#410=VECTOR('',#409,1.00000000000000000E3);
+#411=LINE('',#408,#410);
+#412=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E3));
+#413=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#414=VECTOR('',#413,1.00000000000000000E3);
+#415=LINE('',#412,#414);
+#416=DEFINITIONAL_REPRESENTATION('',(#415),#1);
+#417=PCURVE('',#26,#416);
+#418=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#419=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#420=VECTOR('',#419,1.00000000000000000E3);
+#421=LINE('',#418,#420);
+#422=DEFINITIONAL_REPRESENTATION('',(#421),#1);
+#423=PCURVE('',#31,#422);
+#424=SURFACE_CURVE('',#411,(#417,#423),.CURVE_3D.);
+#425=EDGE_CURVE('',#137,#141,#424,.T.);
+#426=CARTESIAN_POINT('',(1.50000000000000000E3,3.00000000000000000E3,0.00000000000000000E0));
+#427=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#428=VECTOR('',#427,1.00000000000000000E3);
+#429=LINE('',#426,#428);
+#430=CARTESIAN_POINT('',(1.50000000000000000E3,0.00000000000000000E0));
+#431=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#432=VECTOR('',#431,1.00000000000000000E3);
+#433=LINE('',#430,#432);
+#434=DEFINITIONAL_REPRESENTATION('',(#433),#1);
+#435=PCURVE('',#31,#434);
+#436=CARTESIAN_POINT('',(1.50000000000000000E3,0.00000000000000000E0));
+#437=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#438=VECTOR('',#437,1.00000000000000000E3);
+#439=LINE('',#436,#438);
+#440=DEFINITIONAL_REPRESENTATION('',(#439),#1);
+#441=PCURVE('',#101,#440);
+#442=SURFACE_CURVE('',#429,(#435,#441),.CURVE_3D.);
+#443=EDGE_CURVE('',#141,#143,#442,.T.);
+#444=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E3,-5.00000000000000000E2));
+#445=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#446=VECTOR('',#445,1.00000000000000000E3);
+#447=LINE('',#444,#446);
+#448=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E2));
+#449=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#450=VECTOR('',#449,1.00000000000000000E3);
+#451=LINE('',#448,#450);
+#452=DEFINITIONAL_REPRESENTATION('',(#451),#1);
+#453=PCURVE('',#31,#452);
+#454=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E2));
+#455=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#456=VECTOR('',#455,1.00000000000000000E3);
+#457=LINE('',#454,#456);
+#458=DEFINITIONAL_REPRESENTATION('',(#457),#1);
+#459=PCURVE('',#66,#458);
+#460=SURFACE_CURVE('',#447,(#453,#459),.CURVE_3D.);
+#461=EDGE_CURVE('',#139,#143,#460,.T.);
+#462=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E2,-5.00000000000000000E2));
+#463=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#464=VECTOR('',#463,1.00000000000000000E3);
+#465=LINE('',#462,#464);
+#466=CARTESIAN_POINT('',(5.00000000000000000E2,5.00000000000000000E2));
+#467=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#468=VECTOR('',#467,1.00000000000000000E3);
+#469=LINE('',#466,#468);
+#470=DEFINITIONAL_REPRESENTATION('',(#469),#1);
+#471=PCURVE('',#36,#470);
+#472=CARTESIAN_POINT('',(5.00000000000000000E2,5.00000000000000000E2));
+#473=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#474=VECTOR('',#473,1.00000000000000000E3);
+#475=LINE('',#472,#474);
+#476=DEFINITIONAL_REPRESENTATION('',(#475),#1);
+#477=PCURVE('',#51,#476);
+#478=SURFACE_CURVE('',#465,(#471,#477),.CURVE_3D.);
+#479=EDGE_CURVE('',#125,#145,#478,.T.);
+#480=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-3.00000000000000000E3));
+#481=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#482=VECTOR('',#481,1.00000000000000000E3);
+#483=LINE('',#480,#482);
+#484=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E3));
+#485=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#486=VECTOR('',#485,1.00000000000000000E3);
+#487=LINE('',#484,#486);
+#488=DEFINITIONAL_REPRESENTATION('',(#487),#1);
+#489=PCURVE('',#36,#488);
+#490=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#491=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#492=VECTOR('',#491,1.00000000000000000E3);
+#493=LINE('',#490,#492);
+#494=DEFINITIONAL_REPRESENTATION('',(#493),#1);
+#495=PCURVE('',#41,#494);
+#496=SURFACE_CURVE('',#483,(#489,#495),.CURVE_3D.);
+#497=EDGE_CURVE('',#147,#145,#496,.T.);
+#498=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-5.00000000000000000E2));
+#499=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#500=VECTOR('',#499,1.00000000000000000E3);
+#501=LINE('',#498,#500);
+#502=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E2));
+#503=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#504=VECTOR('',#503,1.00000000000000000E3);
+#505=LINE('',#502,#504);
+#506=DEFINITIONAL_REPRESENTATION('',(#505),#1);
+#507=PCURVE('',#36,#506);
+#508=CARTESIAN_POINT('',(5.00000000000000000E2,0.00000000000000000E0));
+#509=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#510=VECTOR('',#509,1.00000000000000000E3);
+#511=LINE('',#508,#510);
+#512=DEFINITIONAL_REPRESENTATION('',(#511),#1);
+#513=PCURVE('',#46,#512);
+#514=SURFACE_CURVE('',#501,(#507,#513),.CURVE_3D.);
+#515=EDGE_CURVE('',#127,#147,#514,.T.);
+#516=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E2,-3.00000000000000000E3));
+#517=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#518=VECTOR('',#517,1.00000000000000000E3);
+#519=LINE('',#516,#518);
+#520=CARTESIAN_POINT('',(5.00000000000000000E2,0.00000000000000000E0));
+#521=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#522=VECTOR('',#521,1.00000000000000000E3);
+#523=LINE('',#520,#522);
+#524=DEFINITIONAL_REPRESENTATION('',(#523),#1);
+#525=PCURVE('',#41,#524);
+#526=CARTESIAN_POINT('',(5.00000000000000000E2,0.00000000000000000E0));
+#527=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#528=VECTOR('',#527,1.00000000000000000E3);
+#529=LINE('',#526,#528);
+#530=DEFINITIONAL_REPRESENTATION('',(#529),#1);
+#531=PCURVE('',#61,#530);
+#532=SURFACE_CURVE('',#519,(#525,#531),.CURVE_3D.);
+#533=EDGE_CURVE('',#145,#149,#532,.T.);
+#534=CARTESIAN_POINT('',(1.50000000000000000E3,0.00000000000000000E0,-3.00000000000000000E3));
+#535=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#536=VECTOR('',#535,1.00000000000000000E3);
+#537=LINE('',#534,#536);
+#538=CARTESIAN_POINT('',(0.00000000000000000E0,1.50000000000000000E3));
+#539=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#540=VECTOR('',#539,1.00000000000000000E3);
+#541=LINE('',#538,#540);
+#542=DEFINITIONAL_REPRESENTATION('',(#541),#1);
+#543=PCURVE('',#41,#542);
+#544=CARTESIAN_POINT('',(0.00000000000000000E0,1.50000000000000000E3));
+#545=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#546=VECTOR('',#545,1.00000000000000000E3);
+#547=LINE('',#544,#546);
+#548=DEFINITIONAL_REPRESENTATION('',(#547),#1);
+#549=PCURVE('',#111,#548);
+#550=SURFACE_CURVE('',#537,(#543,#549),.CURVE_3D.);
+#551=EDGE_CURVE('',#151,#149,#550,.T.);
+#552=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-3.00000000000000000E3));
+#553=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#554=VECTOR('',#553,1.00000000000000000E3);
+#555=LINE('',#552,#554);
+#556=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#557=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#558=VECTOR('',#557,1.00000000000000000E3);
+#559=LINE('',#556,#558);
+#560=DEFINITIONAL_REPRESENTATION('',(#559),#1);
+#561=PCURVE('',#41,#560);
+#562=CARTESIAN_POINT('',(3.00000000000000000E3,0.00000000000000000E0));
+#563=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#564=VECTOR('',#563,1.00000000000000000E3);
+#565=LINE('',#562,#564);
+#566=DEFINITIONAL_REPRESENTATION('',(#565),#1);
+#567=PCURVE('',#46,#566);
+#568=SURFACE_CURVE('',#555,(#561,#567),.CURVE_3D.);
+#569=EDGE_CURVE('',#147,#151,#568,.T.);
+#570=CARTESIAN_POINT('',(1.50000000000000000E3,0.00000000000000000E0,-5.00000000000000000E2));
+#571=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#572=VECTOR('',#571,1.00000000000000000E3);
+#573=LINE('',#570,#572);
+#574=CARTESIAN_POINT('',(5.00000000000000000E2,1.50000000000000000E3));
+#575=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#576=VECTOR('',#575,1.00000000000000000E3);
+#577=LINE('',#574,#576);
+#578=DEFINITIONAL_REPRESENTATION('',(#577),#1);
+#579=PCURVE('',#46,#578);
+#580=CARTESIAN_POINT('',(5.00000000000000000E2,1.50000000000000000E3));
+#581=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#582=VECTOR('',#581,1.00000000000000000E3);
+#583=LINE('',#580,#582);
+#584=DEFINITIONAL_REPRESENTATION('',(#583),#1);
+#585=PCURVE('',#116,#584);
+#586=SURFACE_CURVE('',#573,(#579,#585),.CURVE_3D.);
+#587=EDGE_CURVE('',#135,#151,#586,.T.);
+#588=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E3,-5.00000000000000000E2));
+#589=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#590=VECTOR('',#589,1.00000000000000000E3);
+#591=LINE('',#588,#590);
+#592=CARTESIAN_POINT('',(3.00000000000000000E3,5.00000000000000000E2));
+#593=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#594=VECTOR('',#593,1.00000000000000000E3);
+#595=LINE('',#592,#594);
+#596=DEFINITIONAL_REPRESENTATION('',(#595),#1);
+#597=PCURVE('',#51,#596);
+#598=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E2));
+#599=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#600=VECTOR('',#599,1.00000000000000000E3);
+#601=LINE('',#598,#600);
+#602=DEFINITIONAL_REPRESENTATION('',(#601),#1);
+#603=PCURVE('',#66,#602);
+#604=SURFACE_CURVE('',#591,(#597,#603),.CURVE_3D.);
+#605=EDGE_CURVE('',#139,#153,#604,.T.);
+#606=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E2,-3.00000000000000000E3));
+#607=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#608=VECTOR('',#607,1.00000000000000000E3);
+#609=LINE('',#606,#608);
+#610=CARTESIAN_POINT('',(5.00000000000000000E2,3.00000000000000000E3));
+#611=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#612=VECTOR('',#611,1.00000000000000000E3);
+#613=LINE('',#610,#612);
+#614=DEFINITIONAL_REPRESENTATION('',(#613),#1);
+#615=PCURVE('',#51,#614);
+#616=CARTESIAN_POINT('',(5.00000000000000000E2,0.00000000000000000E0));
+#617=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#618=VECTOR('',#617,1.00000000000000000E3);
+#619=LINE('',#616,#618);
+#620=DEFINITIONAL_REPRESENTATION('',(#619),#1);
+#621=PCURVE('',#61,#620);
+#622=SURFACE_CURVE('',#609,(#615,#621),.CURVE_3D.);
+#623=EDGE_CURVE('',#145,#153,#622,.T.);
+#624=CARTESIAN_POINT('',(1.50000000000000000E3,5.00000000000000000E2,-5.00000000000000000E2));
+#625=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#626=VECTOR('',#625,1.00000000000000000E3);
+#627=LINE('',#624,#626);
+#628=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#629=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#630=VECTOR('',#629,1.00000000000000000E3);
+#631=LINE('',#628,#630);
+#632=DEFINITIONAL_REPRESENTATION('',(#631),#1);
+#633=PCURVE('',#56,#632);
+#634=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#635=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#636=VECTOR('',#635,1.00000000000000000E3);
+#637=LINE('',#634,#636);
+#638=DEFINITIONAL_REPRESENTATION('',(#637),#1);
+#639=PCURVE('',#121,#638);
+#640=SURFACE_CURVE('',#627,(#633,#639),.CURVE_3D.);
+#641=EDGE_CURVE('',#155,#149,#640,.T.);
+#642=CARTESIAN_POINT('',(1.50000000000000000E3,5.00000000000000000E2,-3.00000000000000000E3));
+#643=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#644=VECTOR('',#643,1.00000000000000000E3);
+#645=LINE('',#642,#644);
+#646=CARTESIAN_POINT('',(0.00000000000000000E0,2.50000000000000000E3));
+#647=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#648=VECTOR('',#647,1.00000000000000000E3);
+#649=LINE('',#646,#648);
+#650=DEFINITIONAL_REPRESENTATION('',(#649),#1);
+#651=PCURVE('',#56,#650);
+#652=CARTESIAN_POINT('',(5.00000000000000000E2,1.50000000000000000E3));
+#653=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#654=VECTOR('',#653,1.00000000000000000E3);
+#655=LINE('',#652,#654);
+#656=DEFINITIONAL_REPRESENTATION('',(#655),#1);
+#657=PCURVE('',#61,#656);
+#658=SURFACE_CURVE('',#645,(#651,#657),.CURVE_3D.);
+#659=EDGE_CURVE('',#149,#157,#658,.T.);
+#660=CARTESIAN_POINT('',(1.50000000000000000E3,3.00000000000000000E3,-5.00000000000000000E2));
+#661=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#662=VECTOR('',#661,1.00000000000000000E3);
+#663=LINE('',#660,#662);
+#664=CARTESIAN_POINT('',(2.50000000000000000E3,0.00000000000000000E0));
+#665=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#666=VECTOR('',#665,1.00000000000000000E3);
+#667=LINE('',#664,#666);
+#668=DEFINITIONAL_REPRESENTATION('',(#667),#1);
+#669=PCURVE('',#56,#668);
+#670=CARTESIAN_POINT('',(1.50000000000000000E3,5.00000000000000000E2));
+#671=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#672=VECTOR('',#671,1.00000000000000000E3);
+#673=LINE('',#670,#672);
+#674=DEFINITIONAL_REPRESENTATION('',(#673),#1);
+#675=PCURVE('',#66,#674);
+#676=SURFACE_CURVE('',#663,(#669,#675),.CURVE_3D.);
+#677=EDGE_CURVE('',#143,#157,#676,.T.);
+#678=CARTESIAN_POINT('',(1.50000000000000000E3,5.00000000000000000E2,-5.00000000000000000E2));
+#679=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#680=VECTOR('',#679,1.00000000000000000E3);
+#681=LINE('',#678,#680);
+#682=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#683=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#684=VECTOR('',#683,1.00000000000000000E3);
+#685=LINE('',#682,#684);
+#686=DEFINITIONAL_REPRESENTATION('',(#685),#1);
+#687=PCURVE('',#56,#686);
+#688=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#689=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#690=VECTOR('',#689,1.00000000000000000E3);
+#691=LINE('',#688,#690);
+#692=DEFINITIONAL_REPRESENTATION('',(#691),#1);
+#693=PCURVE('',#96,#692);
+#694=SURFACE_CURVE('',#681,(#687,#693),.CURVE_3D.);
+#695=EDGE_CURVE('',#155,#143,#694,.T.);
+#696=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E3,-3.00000000000000000E3));
+#697=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#698=VECTOR('',#697,1.00000000000000000E3);
+#699=LINE('',#696,#698);
+#700=CARTESIAN_POINT('',(3.00000000000000000E3,0.00000000000000000E0));
+#701=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#702=VECTOR('',#701,1.00000000000000000E3);
+#703=LINE('',#700,#702);
+#704=DEFINITIONAL_REPRESENTATION('',(#703),#1);
+#705=PCURVE('',#61,#704);
+#706=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E3));
+#707=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#708=VECTOR('',#707,1.00000000000000000E3);
+#709=LINE('',#706,#708);
+#710=DEFINITIONAL_REPRESENTATION('',(#709),#1);
+#711=PCURVE('',#66,#710);
+#712=SURFACE_CURVE('',#699,(#705,#711),.CURVE_3D.);
+#713=EDGE_CURVE('',#153,#157,#712,.T.);
+#714=CARTESIAN_POINT('',(3.00000000000000000E3,0.00000000000000000E0,0.00000000000000000E0));
+#715=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#716=VECTOR('',#715,1.00000000000000000E3);
+#717=LINE('',#714,#716);
+#718=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#719=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#720=VECTOR('',#719,1.00000000000000000E3);
+#721=LINE('',#718,#720);
+#722=DEFINITIONAL_REPRESENTATION('',(#721),#1);
+#723=PCURVE('',#71,#722);
+#724=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E3));
+#725=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#726=VECTOR('',#725,1.00000000000000000E3);
+#727=LINE('',#724,#726);
+#728=DEFINITIONAL_REPRESENTATION('',(#727),#1);
+#729=PCURVE('',#81,#728);
+#730=SURFACE_CURVE('',#717,(#723,#729),.CURVE_3D.);
+#731=EDGE_CURVE('',#159,#161,#730,.T.);
+#732=CARTESIAN_POINT('',(3.00000000000000000E3,0.00000000000000000E0,-5.00000000000000000E2));
+#733=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#734=VECTOR('',#733,1.00000000000000000E3);
+#735=LINE('',#732,#734);
+#736=CARTESIAN_POINT('',(5.00000000000000000E2,0.00000000000000000E0));
+#737=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#738=VECTOR('',#737,1.00000000000000000E3);
+#739=LINE('',#736,#738);
+#740=DEFINITIONAL_REPRESENTATION('',(#739),#1);
+#741=PCURVE('',#71,#740);
+#742=CARTESIAN_POINT('',(5.00000000000000000E2,0.00000000000000000E0));
+#743=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#744=VECTOR('',#743,1.00000000000000000E3);
+#745=LINE('',#742,#744);
+#746=DEFINITIONAL_REPRESENTATION('',(#745),#1);
+#747=PCURVE('',#106,#746);
+#748=SURFACE_CURVE('',#735,(#741,#747),.CURVE_3D.);
+#749=EDGE_CURVE('',#161,#163,#748,.T.);
+#750=CARTESIAN_POINT('',(3.00000000000000000E3,5.00000000000000000E2,0.00000000000000000E0));
+#751=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#752=VECTOR('',#751,1.00000000000000000E3);
+#753=LINE('',#750,#752);
+#754=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E2));
+#755=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#756=VECTOR('',#755,1.00000000000000000E3);
+#757=LINE('',#754,#756);
+#758=DEFINITIONAL_REPRESENTATION('',(#757),#1);
+#759=PCURVE('',#71,#758);
+#760=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E2));
+#761=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#762=VECTOR('',#761,1.00000000000000000E3);
+#763=LINE('',#760,#762);
+#764=DEFINITIONAL_REPRESENTATION('',(#763),#1);
+#765=PCURVE('',#86,#764);
+#766=SURFACE_CURVE('',#753,(#759,#765),.CURVE_3D.);
+#767=EDGE_CURVE('',#165,#163,#766,.T.);
+#768=CARTESIAN_POINT('',(3.00000000000000000E3,0.00000000000000000E0,0.00000000000000000E0));
+#769=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#770=VECTOR('',#769,1.00000000000000000E3);
+#771=LINE('',#768,#770);
+#772=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#773=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#774=VECTOR('',#773,1.00000000000000000E3);
+#775=LINE('',#772,#774);
+#776=DEFINITIONAL_REPRESENTATION('',(#775),#1);
+#777=PCURVE('',#71,#776);
+#778=CARTESIAN_POINT('',(3.00000000000000000E3,0.00000000000000000E0));
+#779=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#780=VECTOR('',#779,1.00000000000000000E3);
+#781=LINE('',#778,#780);
+#782=DEFINITIONAL_REPRESENTATION('',(#781),#1);
+#783=PCURVE('',#76,#782);
+#784=SURFACE_CURVE('',#771,(#777,#783),.CURVE_3D.);
+#785=EDGE_CURVE('',#159,#165,#784,.T.);
+#786=CARTESIAN_POINT('',(1.50000000000000000E3,5.00000000000000000E2,0.00000000000000000E0));
+#787=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#788=VECTOR('',#787,1.00000000000000000E3);
+#789=LINE('',#786,#788);
+#790=CARTESIAN_POINT('',(1.50000000000000000E3,5.00000000000000000E2));
+#791=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#792=VECTOR('',#791,1.00000000000000000E3);
+#793=LINE('',#790,#792);
+#794=DEFINITIONAL_REPRESENTATION('',(#793),#1);
+#795=PCURVE('',#76,#794);
+#796=CARTESIAN_POINT('',(1.50000000000000000E3,5.00000000000000000E2));
+#797=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#798=VECTOR('',#797,1.00000000000000000E3);
+#799=LINE('',#796,#798);
+#800=DEFINITIONAL_REPRESENTATION('',(#799),#1);
+#801=PCURVE('',#91,#800);
+#802=SURFACE_CURVE('',#789,(#795,#801),.CURVE_3D.);
+#803=EDGE_CURVE('',#133,#165,#802,.T.);
+#804=CARTESIAN_POINT('',(1.50000000000000000E3,0.00000000000000000E0,0.00000000000000000E0));
+#805=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#806=VECTOR('',#805,1.00000000000000000E3);
+#807=LINE('',#804,#806);
+#808=CARTESIAN_POINT('',(1.50000000000000000E3,0.00000000000000000E0));
+#809=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#810=VECTOR('',#809,1.00000000000000000E3);
+#811=LINE('',#808,#810);
+#812=DEFINITIONAL_REPRESENTATION('',(#811),#1);
+#813=PCURVE('',#76,#812);
+#814=CARTESIAN_POINT('',(0.00000000000000000E0,1.50000000000000000E3));
+#815=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#816=VECTOR('',#815,1.00000000000000000E3);
+#817=LINE('',#814,#816);
+#818=DEFINITIONAL_REPRESENTATION('',(#817),#1);
+#819=PCURVE('',#81,#818);
+#820=SURFACE_CURVE('',#807,(#813,#819),.CURVE_3D.);
+#821=EDGE_CURVE('',#131,#159,#820,.T.);
+#822=CARTESIAN_POINT('',(1.50000000000000000E3,0.00000000000000000E0,-5.00000000000000000E2));
+#823=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#824=VECTOR('',#823,1.00000000000000000E3);
+#825=LINE('',#822,#824);
+#826=CARTESIAN_POINT('',(5.00000000000000000E2,1.50000000000000000E3));
+#827=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#828=VECTOR('',#827,1.00000000000000000E3);
+#829=LINE('',#826,#828);
+#830=DEFINITIONAL_REPRESENTATION('',(#829),#1);
+#831=PCURVE('',#81,#830);
+#832=CARTESIAN_POINT('',(5.00000000000000000E2,1.50000000000000000E3));
+#833=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#834=VECTOR('',#833,1.00000000000000000E3);
+#835=LINE('',#832,#834);
+#836=DEFINITIONAL_REPRESENTATION('',(#835),#1);
+#837=PCURVE('',#116,#836);
+#838=SURFACE_CURVE('',#825,(#831,#837),.CURVE_3D.);
+#839=EDGE_CURVE('',#135,#161,#838,.T.);
+#840=CARTESIAN_POINT('',(3.00000000000000000E3,5.00000000000000000E2,-5.00000000000000000E2));
+#841=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#842=VECTOR('',#841,1.00000000000000000E3);
+#843=LINE('',#840,#842);
+#844=CARTESIAN_POINT('',(5.00000000000000000E2,5.00000000000000000E2));
+#845=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#846=VECTOR('',#845,1.00000000000000000E3);
+#847=LINE('',#844,#846);
+#848=DEFINITIONAL_REPRESENTATION('',(#847),#1);
+#849=PCURVE('',#86,#848);
+#850=CARTESIAN_POINT('',(1.50000000000000000E3,0.00000000000000000E0));
+#851=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#852=VECTOR('',#851,1.00000000000000000E3);
+#853=LINE('',#850,#852);
+#854=DEFINITIONAL_REPRESENTATION('',(#853),#1);
+#855=PCURVE('',#96,#854);
+#856=SURFACE_CURVE('',#843,(#849,#855),.CURVE_3D.);
+#857=EDGE_CURVE('',#163,#167,#856,.T.);
+#858=CARTESIAN_POINT('',(3.00000000000000000E3,3.00000000000000000E3,0.00000000000000000E0));
+#859=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#860=VECTOR('',#859,1.00000000000000000E3);
+#861=LINE('',#858,#860);
+#862=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E3));
+#863=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#864=VECTOR('',#863,1.00000000000000000E3);
+#865=LINE('',#862,#864);
+#866=DEFINITIONAL_REPRESENTATION('',(#865),#1);
+#867=PCURVE('',#86,#866);
+#868=CARTESIAN_POINT('',(3.00000000000000000E3,0.00000000000000000E0));
+#869=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#870=VECTOR('',#869,1.00000000000000000E3);
+#871=LINE('',#868,#870);
+#872=DEFINITIONAL_REPRESENTATION('',(#871),#1);
+#873=PCURVE('',#101,#872);
+#874=SURFACE_CURVE('',#861,(#867,#873),.CURVE_3D.);
+#875=EDGE_CURVE('',#169,#167,#874,.T.);
+#876=CARTESIAN_POINT('',(3.00000000000000000E3,5.00000000000000000E2,0.00000000000000000E0));
+#877=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#878=VECTOR('',#877,1.00000000000000000E3);
+#879=LINE('',#876,#878);
+#880=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E2));
+#881=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#882=VECTOR('',#881,1.00000000000000000E3);
+#883=LINE('',#880,#882);
+#884=DEFINITIONAL_REPRESENTATION('',(#883),#1);
+#885=PCURVE('',#86,#884);
+#886=CARTESIAN_POINT('',(3.00000000000000000E3,5.00000000000000000E2));
+#887=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#888=VECTOR('',#887,1.00000000000000000E3);
+#889=LINE('',#886,#888);
+#890=DEFINITIONAL_REPRESENTATION('',(#889),#1);
+#891=PCURVE('',#91,#890);
+#892=SURFACE_CURVE('',#879,(#885,#891),.CURVE_3D.);
+#893=EDGE_CURVE('',#165,#169,#892,.T.);
+#894=CARTESIAN_POINT('',(1.50000000000000000E3,3.00000000000000000E3,0.00000000000000000E0));
+#895=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#896=VECTOR('',#895,1.00000000000000000E3);
+#897=LINE('',#894,#896);
+#898=CARTESIAN_POINT('',(1.50000000000000000E3,3.00000000000000000E3));
+#899=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#900=VECTOR('',#899,1.00000000000000000E3);
+#901=LINE('',#898,#900);
+#902=DEFINITIONAL_REPRESENTATION('',(#901),#1);
+#903=PCURVE('',#91,#902);
+#904=CARTESIAN_POINT('',(1.50000000000000000E3,0.00000000000000000E0));
+#905=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#906=VECTOR('',#905,1.00000000000000000E3);
+#907=LINE('',#904,#906);
+#908=DEFINITIONAL_REPRESENTATION('',(#907),#1);
+#909=PCURVE('',#101,#908);
+#910=SURFACE_CURVE('',#897,(#903,#909),.CURVE_3D.);
+#911=EDGE_CURVE('',#141,#169,#910,.T.);
+#912=CARTESIAN_POINT('',(1.50000000000000000E3,3.00000000000000000E3,-5.00000000000000000E2));
+#913=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#914=VECTOR('',#913,1.00000000000000000E3);
+#915=LINE('',#912,#914);
+#916=CARTESIAN_POINT('',(0.00000000000000000E0,2.50000000000000000E3));
+#917=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#918=VECTOR('',#917,1.00000000000000000E3);
+#919=LINE('',#916,#918);
+#920=DEFINITIONAL_REPRESENTATION('',(#919),#1);
+#921=PCURVE('',#96,#920);
+#922=CARTESIAN_POINT('',(1.50000000000000000E3,5.00000000000000000E2));
+#923=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#924=VECTOR('',#923,1.00000000000000000E3);
+#925=LINE('',#922,#924);
+#926=DEFINITIONAL_REPRESENTATION('',(#925),#1);
+#927=PCURVE('',#101,#926);
+#928=SURFACE_CURVE('',#915,(#921,#927),.CURVE_3D.);
+#929=EDGE_CURVE('',#143,#167,#928,.T.);
+#930=CARTESIAN_POINT('',(1.50000000000000000E3,5.00000000000000000E2,-5.00000000000000000E2));
+#931=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#932=VECTOR('',#931,1.00000000000000000E3);
+#933=LINE('',#930,#932);
+#934=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#935=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#936=VECTOR('',#935,1.00000000000000000E3);
+#937=LINE('',#934,#936);
+#938=DEFINITIONAL_REPRESENTATION('',(#937),#1);
+#939=PCURVE('',#96,#938);
+#940=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#941=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#942=VECTOR('',#941,1.00000000000000000E3);
+#943=LINE('',#940,#942);
+#944=DEFINITIONAL_REPRESENTATION('',(#943),#1);
+#945=PCURVE('',#121,#944);
+#946=SURFACE_CURVE('',#933,(#939,#945),.CURVE_3D.);
+#947=EDGE_CURVE('',#155,#163,#946,.T.);
+#948=CARTESIAN_POINT('',(3.00000000000000000E3,0.00000000000000000E0,-5.00000000000000000E2));
+#949=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#950=VECTOR('',#949,1.00000000000000000E3);
+#951=LINE('',#948,#950);
+#952=CARTESIAN_POINT('',(5.00000000000000000E2,0.00000000000000000E0));
+#953=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#954=VECTOR('',#953,1.00000000000000000E3);
+#955=LINE('',#952,#954);
+#956=DEFINITIONAL_REPRESENTATION('',(#955),#1);
+#957=PCURVE('',#106,#956);
+#958=CARTESIAN_POINT('',(5.00000000000000000E2,3.00000000000000000E3));
+#959=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#960=VECTOR('',#959,1.00000000000000000E3);
+#961=LINE('',#958,#960);
+#962=DEFINITIONAL_REPRESENTATION('',(#961),#1);
+#963=PCURVE('',#116,#962);
+#964=SURFACE_CURVE('',#951,(#957,#963),.CURVE_3D.);
+#965=EDGE_CURVE('',#161,#171,#964,.T.);
+#966=CARTESIAN_POINT('',(3.00000000000000000E3,0.00000000000000000E0,-3.00000000000000000E3));
+#967=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#968=VECTOR('',#967,1.00000000000000000E3);
+#969=LINE('',#966,#968);
+#970=CARTESIAN_POINT('',(3.00000000000000000E3,0.00000000000000000E0));
+#971=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#972=VECTOR('',#971,1.00000000000000000E3);
+#973=LINE('',#970,#972);
+#974=DEFINITIONAL_REPRESENTATION('',(#973),#1);
+#975=PCURVE('',#106,#974);
+#976=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E3));
+#977=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#978=VECTOR('',#977,1.00000000000000000E3);
+#979=LINE('',#976,#978);
+#980=DEFINITIONAL_REPRESENTATION('',(#979),#1);
+#981=PCURVE('',#111,#980);
+#982=SURFACE_CURVE('',#969,(#975,#981),.CURVE_3D.);
+#983=EDGE_CURVE('',#171,#173,#982,.T.);
+#984=CARTESIAN_POINT('',(3.00000000000000000E3,5.00000000000000000E2,-5.00000000000000000E2));
+#985=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#986=VECTOR('',#985,1.00000000000000000E3);
+#987=LINE('',#984,#986);
+#988=CARTESIAN_POINT('',(5.00000000000000000E2,5.00000000000000000E2));
+#989=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#990=VECTOR('',#989,1.00000000000000000E3);
+#991=LINE('',#988,#990);
+#992=DEFINITIONAL_REPRESENTATION('',(#991),#1);
+#993=PCURVE('',#106,#992);
+#994=CARTESIAN_POINT('',(0.00000000000000000E0,1.50000000000000000E3));
+#995=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#996=VECTOR('',#995,1.00000000000000000E3);
+#997=LINE('',#994,#996);
+#998=DEFINITIONAL_REPRESENTATION('',(#997),#1);
+#999=PCURVE('',#121,#998);
+#1000=SURFACE_CURVE('',#987,(#993,#999),.CURVE_3D.);
+#1001=EDGE_CURVE('',#163,#173,#1000,.T.);
+#1002=CARTESIAN_POINT('',(1.50000000000000000E3,5.00000000000000000E2,-3.00000000000000000E3));
+#1003=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1004=VECTOR('',#1003,1.00000000000000000E3);
+#1005=LINE('',#1002,#1004);
+#1006=CARTESIAN_POINT('',(5.00000000000000000E2,1.50000000000000000E3));
+#1007=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1008=VECTOR('',#1007,1.00000000000000000E3);
+#1009=LINE('',#1006,#1008);
+#1010=DEFINITIONAL_REPRESENTATION('',(#1009),#1);
+#1011=PCURVE('',#111,#1010);
+#1012=CARTESIAN_POINT('',(2.50000000000000000E3,0.00000000000000000E0));
+#1013=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1014=VECTOR('',#1013,1.00000000000000000E3);
+#1015=LINE('',#1012,#1014);
+#1016=DEFINITIONAL_REPRESENTATION('',(#1015),#1);
+#1017=PCURVE('',#121,#1016);
+#1018=SURFACE_CURVE('',#1005,(#1011,#1017),.CURVE_3D.);
+#1019=EDGE_CURVE('',#149,#173,#1018,.T.);
+#1020=CARTESIAN_POINT('',(1.50000000000000000E3,0.00000000000000000E0,-3.00000000000000000E3));
+#1021=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1022=VECTOR('',#1021,1.00000000000000000E3);
+#1023=LINE('',#1020,#1022);
+#1024=CARTESIAN_POINT('',(0.00000000000000000E0,1.50000000000000000E3));
+#1025=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1026=VECTOR('',#1025,1.00000000000000000E3);
+#1027=LINE('',#1024,#1026);
+#1028=DEFINITIONAL_REPRESENTATION('',(#1027),#1);
+#1029=PCURVE('',#111,#1028);
+#1030=CARTESIAN_POINT('',(3.00000000000000000E3,1.50000000000000000E3));
+#1031=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1032=VECTOR('',#1031,1.00000000000000000E3);
+#1033=LINE('',#1030,#1032);
+#1034=DEFINITIONAL_REPRESENTATION('',(#1033),#1);
+#1035=PCURVE('',#116,#1034);
+#1036=SURFACE_CURVE('',#1023,(#1029,#1035),.CURVE_3D.);
+#1037=EDGE_CURVE('',#151,#171,#1036,.T.);
+#1038=ORIENTED_EDGE('',*,*,#191,.T.);
+#1039=ORIENTED_EDGE('',*,*,#209,.F.);
+#1040=ORIENTED_EDGE('',*,*,#227,.F.);
+#1041=ORIENTED_EDGE('',*,*,#245,.T.);
+#1042=EDGE_LOOP('',(#1038,#1039,#1040,#1041));
+#1043=FACE_OUTER_BOUND('',#1042,.T.);
+#1044=ADVANCED_FACE('left-0',(#1043),#6,.T.);
+#1045=ORIENTED_EDGE('',*,*,#263,.T.);
+#1046=ORIENTED_EDGE('',*,*,#281,.F.);
+#1047=ORIENTED_EDGE('',*,*,#245,.F.);
+#1048=ORIENTED_EDGE('',*,*,#299,.T.);
+#1049=EDGE_LOOP('',(#1045,#1046,#1047,#1048));
+#1050=FACE_OUTER_BOUND('',#1049,.T.);
+#1051=ADVANCED_FACE('front-1',(#1050),#11,.T.);
+#1052=ORIENTED_EDGE('',*,*,#317,.T.);
+#1053=ORIENTED_EDGE('',*,*,#335,.F.);
+#1054=ORIENTED_EDGE('',*,*,#299,.F.);
+#1055=ORIENTED_EDGE('',*,*,#227,.T.);
+#1056=EDGE_LOOP('',(#1052,#1053,#1054,#1055));
+#1057=FACE_OUTER_BOUND('',#1056,.T.);
+#1058=ADVANCED_FACE('bottom-2',(#1057),#16,.T.);
+#1059=ORIENTED_EDGE('',*,*,#353,.T.);
+#1060=ORIENTED_EDGE('',*,*,#371,.F.);
+#1061=ORIENTED_EDGE('',*,*,#191,.F.);
+#1062=ORIENTED_EDGE('',*,*,#389,.T.);
+#1063=EDGE_LOOP('',(#1059,#1060,#1061,#1062));
+#1064=FACE_OUTER_BOUND('',#1063,.T.);
+#1065=ADVANCED_FACE('left-3',(#1064),#21,.T.);
+#1066=ORIENTED_EDGE('',*,*,#407,.T.);
+#1067=ORIENTED_EDGE('',*,*,#425,.F.);
+#1068=ORIENTED_EDGE('',*,*,#389,.F.);
+#1069=ORIENTED_EDGE('',*,*,#281,.T.);
+#1070=EDGE_LOOP('',(#1066,#1067,#1068,#1069));
+#1071=FACE_OUTER_BOUND('',#1070,.T.);
+#1072=ADVANCED_FACE('front-4',(#1071),#26,.T.);
+#1073=ORIENTED_EDGE('',*,*,#425,.T.);
+#1074=ORIENTED_EDGE('',*,*,#443,.T.);
+#1075=ORIENTED_EDGE('',*,*,#461,.F.);
+#1076=ORIENTED_EDGE('',*,*,#353,.F.);
+#1077=EDGE_LOOP('',(#1073,#1074,#1075,#1076));
+#1078=FACE_OUTER_BOUND('',#1077,.T.);
+#1079=ADVANCED_FACE('top-5',(#1078),#31,.T.);
+#1080=ORIENTED_EDGE('',*,*,#479,.T.);
+#1081=ORIENTED_EDGE('',*,*,#497,.F.);
+#1082=ORIENTED_EDGE('',*,*,#515,.F.);
+#1083=ORIENTED_EDGE('',*,*,#209,.T.);
+#1084=EDGE_LOOP('',(#1080,#1081,#1082,#1083));
+#1085=FACE_OUTER_BOUND('',#1084,.T.);
+#1086=ADVANCED_FACE('left-6',(#1085),#36,.T.);
+#1087=ORIENTED_EDGE('',*,*,#497,.T.);
+#1088=ORIENTED_EDGE('',*,*,#533,.T.);
+#1089=ORIENTED_EDGE('',*,*,#551,.F.);
+#1090=ORIENTED_EDGE('',*,*,#569,.F.);
+#1091=EDGE_LOOP('',(#1087,#1088,#1089,#1090));
+#1092=FACE_OUTER_BOUND('',#1091,.T.);
+#1093=ADVANCED_FACE('back-7',(#1092),#41,.T.);
+#1094=ORIENTED_EDGE('',*,*,#569,.T.);
+#1095=ORIENTED_EDGE('',*,*,#587,.F.);
+#1096=ORIENTED_EDGE('',*,*,#317,.F.);
+#1097=ORIENTED_EDGE('',*,*,#515,.T.);
+#1098=EDGE_LOOP('',(#1094,#1095,#1096,#1097));
+#1099=FACE_OUTER_BOUND('',#1098,.T.);
+#1100=ADVANCED_FACE('bottom-8',(#1099),#46,.T.);
+#1101=ORIENTED_EDGE('',*,*,#605,.T.);
+#1102=ORIENTED_EDGE('',*,*,#623,.F.);
+#1103=ORIENTED_EDGE('',*,*,#479,.F.);
+#1104=ORIENTED_EDGE('',*,*,#371,.T.);
+#1105=EDGE_LOOP('',(#1101,#1102,#1103,#1104));
+#1106=FACE_OUTER_BOUND('',#1105,.T.);
+#1107=ADVANCED_FACE('left-9',(#1106),#51,.T.);
+#1108=ORIENTED_EDGE('',*,*,#641,.T.);
+#1109=ORIENTED_EDGE('',*,*,#659,.T.);
+#1110=ORIENTED_EDGE('',*,*,#677,.F.);
+#1111=ORIENTED_EDGE('',*,*,#695,.F.);
+#1112=EDGE_LOOP('',(#1108,#1109,#1110,#1111));
+#1113=FACE_OUTER_BOUND('',#1112,.T.);
+#1114=ADVANCED_FACE('left-10',(#1113),#56,.F.);
+#1115=ORIENTED_EDGE('',*,*,#623,.T.);
+#1116=ORIENTED_EDGE('',*,*,#713,.T.);
+#1117=ORIENTED_EDGE('',*,*,#659,.F.);
+#1118=ORIENTED_EDGE('',*,*,#533,.F.);
+#1119=EDGE_LOOP('',(#1115,#1116,#1117,#1118));
+#1120=FACE_OUTER_BOUND('',#1119,.T.);
+#1121=ADVANCED_FACE('back-11',(#1120),#61,.T.);
+#1122=ORIENTED_EDGE('',*,*,#461,.T.);
+#1123=ORIENTED_EDGE('',*,*,#677,.T.);
+#1124=ORIENTED_EDGE('',*,*,#713,.F.);
+#1125=ORIENTED_EDGE('',*,*,#605,.F.);
+#1126=EDGE_LOOP('',(#1122,#1123,#1124,#1125));
+#1127=FACE_OUTER_BOUND('',#1126,.T.);
+#1128=ADVANCED_FACE('top-12',(#1127),#66,.T.);
+#1129=ORIENTED_EDGE('',*,*,#731,.T.);
+#1130=ORIENTED_EDGE('',*,*,#749,.T.);
+#1131=ORIENTED_EDGE('',*,*,#767,.F.);
+#1132=ORIENTED_EDGE('',*,*,#785,.F.);
+#1133=EDGE_LOOP('',(#1129,#1130,#1131,#1132));
+#1134=FACE_OUTER_BOUND('',#1133,.T.);
+#1135=ADVANCED_FACE('right-13',(#1134),#71,.T.);
+#1136=ORIENTED_EDGE('',*,*,#785,.T.);
+#1137=ORIENTED_EDGE('',*,*,#803,.F.);
+#1138=ORIENTED_EDGE('',*,*,#263,.F.);
+#1139=ORIENTED_EDGE('',*,*,#821,.T.);
+#1140=EDGE_LOOP('',(#1136,#1137,#1138,#1139));
+#1141=FACE_OUTER_BOUND('',#1140,.T.);
+#1142=ADVANCED_FACE('front-14',(#1141),#76,.T.);
+#1143=ORIENTED_EDGE('',*,*,#839,.T.);
+#1144=ORIENTED_EDGE('',*,*,#731,.F.);
+#1145=ORIENTED_EDGE('',*,*,#821,.F.);
+#1146=ORIENTED_EDGE('',*,*,#335,.T.);
+#1147=EDGE_LOOP('',(#1143,#1144,#1145,#1146));
+#1148=FACE_OUTER_BOUND('',#1147,.T.);
+#1149=ADVANCED_FACE('bottom-15',(#1148),#81,.T.);
+#1150=ORIENTED_EDGE('',*,*,#767,.T.);
+#1151=ORIENTED_EDGE('',*,*,#857,.T.);
+#1152=ORIENTED_EDGE('',*,*,#875,.F.);
+#1153=ORIENTED_EDGE('',*,*,#893,.F.);
+#1154=EDGE_LOOP('',(#1150,#1151,#1152,#1153));
+#1155=FACE_OUTER_BOUND('',#1154,.T.);
+#1156=ADVANCED_FACE('right-16',(#1155),#86,.T.);
+#1157=ORIENTED_EDGE('',*,*,#893,.T.);
+#1158=ORIENTED_EDGE('',*,*,#911,.F.);
+#1159=ORIENTED_EDGE('',*,*,#407,.F.);
+#1160=ORIENTED_EDGE('',*,*,#803,.T.);
+#1161=EDGE_LOOP('',(#1157,#1158,#1159,#1160));
+#1162=FACE_OUTER_BOUND('',#1161,.T.);
+#1163=ADVANCED_FACE('front-17',(#1162),#91,.T.);
+#1164=ORIENTED_EDGE('',*,*,#695,.T.);
+#1165=ORIENTED_EDGE('',*,*,#929,.T.);
+#1166=ORIENTED_EDGE('',*,*,#857,.F.);
+#1167=ORIENTED_EDGE('',*,*,#947,.F.);
+#1168=EDGE_LOOP('',(#1164,#1165,#1166,#1167));
+#1169=FACE_OUTER_BOUND('',#1168,.T.);
+#1170=ADVANCED_FACE('front-18',(#1169),#96,.F.);
+#1171=ORIENTED_EDGE('',*,*,#911,.T.);
+#1172=ORIENTED_EDGE('',*,*,#875,.T.);
+#1173=ORIENTED_EDGE('',*,*,#929,.F.);
+#1174=ORIENTED_EDGE('',*,*,#443,.F.);
+#1175=EDGE_LOOP('',(#1171,#1172,#1173,#1174));
+#1176=FACE_OUTER_BOUND('',#1175,.T.);
+#1177=ADVANCED_FACE('top-19',(#1176),#101,.T.);
+#1178=ORIENTED_EDGE('',*,*,#965,.T.);
+#1179=ORIENTED_EDGE('',*,*,#983,.T.);
+#1180=ORIENTED_EDGE('',*,*,#1001,.F.);
+#1181=ORIENTED_EDGE('',*,*,#749,.F.);
+#1182=EDGE_LOOP('',(#1178,#1179,#1180,#1181));
+#1183=FACE_OUTER_BOUND('',#1182,.T.);
+#1184=ADVANCED_FACE('right-20',(#1183),#106,.T.);
+#1185=ORIENTED_EDGE('',*,*,#551,.T.);
+#1186=ORIENTED_EDGE('',*,*,#1019,.T.);
+#1187=ORIENTED_EDGE('',*,*,#983,.F.);
+#1188=ORIENTED_EDGE('',*,*,#1037,.F.);
+#1189=EDGE_LOOP('',(#1185,#1186,#1187,#1188));
+#1190=FACE_OUTER_BOUND('',#1189,.T.);
+#1191=ADVANCED_FACE('back-21',(#1190),#111,.T.);
+#1192=ORIENTED_EDGE('',*,*,#1037,.T.);
+#1193=ORIENTED_EDGE('',*,*,#965,.F.);
+#1194=ORIENTED_EDGE('',*,*,#839,.F.);
+#1195=ORIENTED_EDGE('',*,*,#587,.T.);
+#1196=EDGE_LOOP('',(#1192,#1193,#1194,#1195));
+#1197=FACE_OUTER_BOUND('',#1196,.T.);
+#1198=ADVANCED_FACE('bottom-22',(#1197),#116,.T.);
+#1199=ORIENTED_EDGE('',*,*,#947,.T.);
+#1200=ORIENTED_EDGE('',*,*,#1001,.T.);
+#1201=ORIENTED_EDGE('',*,*,#1019,.F.);
+#1202=ORIENTED_EDGE('',*,*,#641,.F.);
+#1203=EDGE_LOOP('',(#1199,#1200,#1201,#1202));
+#1204=FACE_OUTER_BOUND('',#1203,.T.);
+#1205=ADVANCED_FACE('bottom-23',(#1204),#121,.F.);
+#1206=CLOSED_SHELL('',(#1044,#1065,#1086,#1058,#1051,#1079,#1107,#1072,#1093,#1100,#1149,#1142,#1177,#1128,#1121,#1163,#1191,#1198,#1135,#1156,#1170,#1114,#1205,#1184));
+#1207=MANIFOLD_SOLID_BREP('box-cut-0',#1206);
+#1208=(LENGTH_UNIT() NAMED_UNIT(*) SI_UNIT(.MILLI.,.METRE.));
+#1209=(NAMED_UNIT(*) PLANE_ANGLE_UNIT() SI_UNIT($,.RADIAN.));
+#1210=(NAMED_UNIT(*) SI_UNIT($,.STERADIAN.) SOLID_ANGLE_UNIT());
+#1211=UNCERTAINTY_MEASURE_WITH_UNIT(LENGTH_MEASURE(1.00000426325642887E-5),#1208,'distance_accuracy_value','exchange error bound');
+#1212=(GEOMETRIC_REPRESENTATION_CONTEXT(3) GLOBAL_UNCERTAINTY_ASSIGNED_CONTEXT((#1211)) GLOBAL_UNIT_ASSIGNED_CONTEXT((#1208,#1209,#1210)) REPRESENTATION_CONTEXT('',''));
+#1213=ADVANCED_BREP_SHAPE_REPRESENTATION('',(#1207),#1212);
+#1214=APPLICATION_CONTEXT('automotive design');
+#1215=APPLICATION_PROTOCOL_DEFINITION('international standard','automotive_design',2000,#1214);
+#1216=PRODUCT_CONTEXT('',#1214,'mechanical');
+#1217=PRODUCT('box-cut','box-cut','',(#1216));
+#1218=PRODUCT_DEFINITION_FORMATION_WITH_SPECIFIED_SOURCE('1','',#1217,.NOT_KNOWN.);
+#1219=PRODUCT_DEFINITION_CONTEXT('part definition',#1214,'design');
+#1220=PRODUCT_DEFINITION('','',#1218,#1219);
+#1221=PRODUCT_DEFINITION_SHAPE('','',#1220);
+#1222=SHAPE_DEFINITION_REPRESENTATION(#1221,#1213);
+ENDSEC;
+END-ISO-10303-21;
diff --git a/main/opengeometry/tests/fixtures/cases/box-cut.step.mm.report.json b/main/opengeometry/tests/fixtures/cases/box-cut.step.mm.report.json
new file mode 100644
index 0000000..d75fee3
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/box-cut.step.mm.report.json
@@ -0,0 +1 @@
+{"cavity_shells":0,"collapsed_chart_uses":0,"edges":48,"exchange_error_bound":0.000010000042632564289,"faces":24,"geometric_tolerance":0.00001,"length_unit":"millimetre","quality":{"kind":"Analytic"},"revision":"1","schema_version":2,"solids":1,"validation_level":"v2 structure, sampled residuals and Part-21 references; external schema/import validation pending"}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/box-intersection.brep.json b/main/opengeometry/tests/fixtures/cases/box-intersection.brep.json
new file mode 100644
index 0000000..12504a6
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/box-intersection.brep.json
@@ -0,0 +1 @@
+{"schema_version":2,"id":"box-intersection","revision":1,"geometry":{"surfaces":[{"kind":"Plane","frame":{"origin":[1.5,0.5,-0.5],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]}},{"kind":"Plane","frame":{"origin":[3.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]}},{"kind":"Plane","frame":{"origin":[1.5,0.5,-0.5],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]}},{"kind":"Plane","frame":{"origin":[0.0,0.0,-3.0],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]}},{"kind":"Plane","frame":{"origin":[1.5,0.5,-0.5],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]}},{"kind":"Plane","frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]}}],"curves":[{"kind":"Line","origin":[1.5,3.0,-0.5],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[1.5,0.5,-3.0],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[1.5,0.5,-0.5],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[1.5,0.5,-0.5],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[3.0,0.5,-0.5],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[3.0,0.5,-3.0],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[3.0,3.0,-0.5],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[3.0,0.5,-0.5],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[1.5,3.0,-0.5],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[1.5,0.5,-0.5],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[1.5,3.0,-3.0],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[1.5,0.5,-3.0],"direction":[1.0,0.0,0.0]}],"pcurves":[{"kind":"Line2","origin":[2.5,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,2.5],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.5,0.5],"direction":[1.0,0.0]},{"kind":"Line2","origin":[3.0,0.5],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.5,3.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.5,0.5],"direction":[0.0,1.0]},{"kind":"Line2","origin":[1.5,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,2.5],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.5,1.5],"direction":[1.0,0.0]},{"kind":"Line2","origin":[3.0,1.5],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.5,3.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.5,1.5],"direction":[0.0,1.0]},{"kind":"Line2","origin":[2.5,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,1.5],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[1.5,0.5],"direction":[1.0,0.0]},{"kind":"Line2","origin":[3.0,0.5],"direction":[0.0,1.0]},{"kind":"Line2","origin":[1.5,3.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[1.5,0.5],"direction":[0.0,1.0]}],"intersections":[]},"topology":{"vertices":[{"id":0,"position":[1.5,3.0,-0.5],"outgoing_halfedge":0,"tolerance":1e-8},{"id":1,"position":[1.5,3.0,-3.0],"outgoing_halfedge":1,"tolerance":1e-8},{"id":2,"position":[1.5,0.5,-3.0],"outgoing_halfedge":2,"tolerance":1e-8},{"id":3,"position":[1.5,0.5,-0.5],"outgoing_halfedge":3,"tolerance":1e-8},{"id":4,"position":[3.0,0.5,-0.5],"outgoing_halfedge":4,"tolerance":1e-8},{"id":5,"position":[3.0,0.5,-3.0],"outgoing_halfedge":5,"tolerance":1e-8},{"id":6,"position":[3.0,3.0,-3.0],"outgoing_halfedge":6,"tolerance":1e-8},{"id":7,"position":[3.0,3.0,-0.5],"outgoing_halfedge":7,"tolerance":1e-8}],"edges":[{"id":0,"geometry":{"kind":"Curve","curve":0,"range":{"lo":0.0,"hi":2.5}},"halfedge":0,"twin_halfedge":23,"tolerance":1e-8,"chart_seam":false},{"id":1,"geometry":{"kind":"Curve","curve":1,"range":{"lo":0.0,"hi":2.5}},"halfedge":1,"twin_halfedge":12,"tolerance":1e-8,"chart_seam":false},{"id":2,"geometry":{"kind":"Curve","curve":2,"range":{"lo":0.0,"hi":2.5}},"halfedge":2,"twin_halfedge":19,"tolerance":1e-8,"chart_seam":false},{"id":3,"geometry":{"kind":"Curve","curve":3,"range":{"lo":0.0,"hi":2.5}},"halfedge":3,"twin_halfedge":10,"tolerance":1e-8,"chart_seam":false},{"id":4,"geometry":{"kind":"Curve","curve":4,"range":{"lo":0.0,"hi":2.5}},"halfedge":4,"twin_halfedge":17,"tolerance":1e-8,"chart_seam":false},{"id":5,"geometry":{"kind":"Curve","curve":5,"range":{"lo":0.0,"hi":2.5}},"halfedge":5,"twin_halfedge":14,"tolerance":1e-8,"chart_seam":false},{"id":6,"geometry":{"kind":"Curve","curve":6,"range":{"lo":0.0,"hi":2.5}},"halfedge":6,"twin_halfedge":21,"tolerance":1e-8,"chart_seam":false},{"id":7,"geometry":{"kind":"Curve","curve":7,"range":{"lo":0.0,"hi":2.5}},"halfedge":7,"twin_halfedge":8,"tolerance":1e-8,"chart_seam":false},{"id":8,"geometry":{"kind":"Curve","curve":8,"range":{"lo":0.0,"hi":1.5}},"halfedge":9,"twin_halfedge":20,"tolerance":1e-8,"chart_seam":false},{"id":9,"geometry":{"kind":"Curve","curve":9,"range":{"lo":0.0,"hi":1.5}},"halfedge":11,"twin_halfedge":18,"tolerance":1e-8,"chart_seam":false},{"id":10,"geometry":{"kind":"Curve","curve":10,"range":{"lo":0.0,"hi":1.5}},"halfedge":13,"twin_halfedge":22,"tolerance":1e-8,"chart_seam":false},{"id":11,"geometry":{"kind":"Curve","curve":11,"range":{"lo":0.0,"hi":1.5}},"halfedge":15,"twin_halfedge":16,"tolerance":1e-8,"chart_seam":false}],"halfedges":[{"id":0,"from":0,"to":1,"twin":23,"next":1,"prev":3,"edge":0,"face":0,"loop_ref":0,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":0,"periodic_lift":[0,0]}},{"id":1,"from":1,"to":2,"twin":12,"next":2,"prev":0,"edge":1,"face":0,"loop_ref":0,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":1,"periodic_lift":[0,0]}},{"id":2,"from":2,"to":3,"twin":19,"next":3,"prev":1,"edge":2,"face":0,"loop_ref":0,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":2,"periodic_lift":[0,0]}},{"id":3,"from":3,"to":0,"twin":10,"next":0,"prev":2,"edge":3,"face":0,"loop_ref":0,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":3,"periodic_lift":[0,0]}},{"id":4,"from":4,"to":5,"twin":17,"next":5,"prev":7,"edge":4,"face":1,"loop_ref":1,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":4,"periodic_lift":[0,0]}},{"id":5,"from":5,"to":6,"twin":14,"next":6,"prev":4,"edge":5,"face":1,"loop_ref":1,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":5,"periodic_lift":[0,0]}},{"id":6,"from":6,"to":7,"twin":21,"next":7,"prev":5,"edge":6,"face":1,"loop_ref":1,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":6,"periodic_lift":[0,0]}},{"id":7,"from":7,"to":4,"twin":8,"next":4,"prev":6,"edge":7,"face":1,"loop_ref":1,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":7,"periodic_lift":[0,0]}},{"id":8,"from":4,"to":7,"twin":7,"next":9,"prev":11,"edge":7,"face":2,"loop_ref":2,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":8,"periodic_lift":[0,0]}},{"id":9,"from":7,"to":0,"twin":20,"next":10,"prev":8,"edge":8,"face":2,"loop_ref":2,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":9,"periodic_lift":[0,0]}},{"id":10,"from":0,"to":3,"twin":3,"next":11,"prev":9,"edge":3,"face":2,"loop_ref":2,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":10,"periodic_lift":[0,0]}},{"id":11,"from":3,"to":4,"twin":18,"next":8,"prev":10,"edge":9,"face":2,"loop_ref":2,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":11,"periodic_lift":[0,0]}},{"id":12,"from":2,"to":1,"twin":1,"next":13,"prev":15,"edge":1,"face":3,"loop_ref":3,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":12,"periodic_lift":[0,0]}},{"id":13,"from":1,"to":6,"twin":22,"next":14,"prev":12,"edge":10,"face":3,"loop_ref":3,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":13,"periodic_lift":[0,0]}},{"id":14,"from":6,"to":5,"twin":5,"next":15,"prev":13,"edge":5,"face":3,"loop_ref":3,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":14,"periodic_lift":[0,0]}},{"id":15,"from":5,"to":2,"twin":16,"next":12,"prev":14,"edge":11,"face":3,"loop_ref":3,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":15,"periodic_lift":[0,0]}},{"id":16,"from":2,"to":5,"twin":15,"next":17,"prev":19,"edge":11,"face":4,"loop_ref":4,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":16,"periodic_lift":[0,0]}},{"id":17,"from":5,"to":4,"twin":4,"next":18,"prev":16,"edge":4,"face":4,"loop_ref":4,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":17,"periodic_lift":[0,0]}},{"id":18,"from":4,"to":3,"twin":11,"next":19,"prev":17,"edge":9,"face":4,"loop_ref":4,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":18,"periodic_lift":[0,0]}},{"id":19,"from":3,"to":2,"twin":2,"next":16,"prev":18,"edge":2,"face":4,"loop_ref":4,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":19,"periodic_lift":[0,0]}},{"id":20,"from":0,"to":7,"twin":9,"next":21,"prev":23,"edge":8,"face":5,"loop_ref":5,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":20,"periodic_lift":[0,0]}},{"id":21,"from":7,"to":6,"twin":6,"next":22,"prev":20,"edge":6,"face":5,"loop_ref":5,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":21,"periodic_lift":[0,0]}},{"id":22,"from":6,"to":1,"twin":13,"next":23,"prev":21,"edge":10,"face":5,"loop_ref":5,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":22,"periodic_lift":[0,0]}},{"id":23,"from":1,"to":0,"twin":0,"next":20,"prev":22,"edge":0,"face":5,"loop_ref":5,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":23,"periodic_lift":[0,0]}}],"loops":[{"id":0,"start_halfedge":0,"face_ref":0,"is_hole":false},{"id":1,"start_halfedge":4,"face_ref":1,"is_hole":false},{"id":2,"start_halfedge":8,"face_ref":2,"is_hole":false},{"id":3,"start_halfedge":12,"face_ref":3,"is_hole":false},{"id":4,"start_halfedge":16,"face_ref":4,"is_hole":false},{"id":5,"start_halfedge":20,"face_ref":5,"is_hole":false}],"faces":[{"id":0,"key":"left-0","surface":0,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":2.50000001},{"lo":-1e-8,"hi":2.50000001}],"outer":0,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-cutter","body":"box-cutter","key":"left","face":2}],"role":"Split","reversed":false}},{"id":1,"key":"right-1","surface":1,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":0.49999999,"hi":3.00000001},{"lo":0.49999999,"hi":3.00000001}],"outer":1,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"right","face":3}],"role":"Split","reversed":false}},{"id":2,"key":"front-2","surface":2,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":1.50000001},{"lo":-1e-8,"hi":2.50000001}],"outer":2,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-cutter","body":"box-cutter","key":"front","face":4}],"role":"Split","reversed":false}},{"id":3,"key":"back-3","surface":3,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":0.49999999,"hi":3.00000001},{"lo":1.49999999,"hi":3.00000001}],"outer":3,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"back","face":5}],"role":"Split","reversed":false}},{"id":4,"key":"bottom-4","surface":4,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":2.50000001},{"lo":-1e-8,"hi":1.50000001}],"outer":4,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-cutter","body":"box-cutter","key":"bottom","face":0}],"role":"Split","reversed":false}},{"id":5,"key":"top-5","surface":5,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":1.49999999,"hi":3.00000001},{"lo":0.49999999,"hi":3.00000001}],"outer":5,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"top","face":1}],"role":"Split","reversed":false}}],"wires":[],"shells":[{"id":0,"faces":[0,5,3,4,2,1],"is_closed":true}]},"solids":[{"outer_shell":0,"cavity_shells":[]}],"accuracy":{"geometric":1e-8,"intersection":1e-9,"tessellation":0.01,"exchange":1e-6},"quality":{"kind":"Analytic"}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/box-intersection.handlers.json b/main/opengeometry/tests/fixtures/cases/box-intersection.handlers.json
new file mode 100644
index 0000000..4b8564a
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/box-intersection.handlers.json
@@ -0,0 +1 @@
+["boolean_boxes"]
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/box-intersection.step.m b/main/opengeometry/tests/fixtures/cases/box-intersection.step.m
new file mode 100644
index 0000000..78fd76d
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/box-intersection.step.m
@@ -0,0 +1,331 @@
+ISO-10303-21;
+HEADER;
+FILE_DESCRIPTION(('OpenGeometry authoritative analytic BRep v2'),'2;1');
+FILE_NAME('box-intersection','1970-01-01T00:00:00',('OpenGeometry'),('OpenGeometry'),'OpenGeometry','OpenGeometry','');
+FILE_SCHEMA(('AUTOMOTIVE_DESIGN'));
+ENDSEC;
+DATA;
+#1=(GEOMETRIC_REPRESENTATION_CONTEXT(2) REPRESENTATION_CONTEXT('',''));
+#2=CARTESIAN_POINT('',(1.50000000000000000E0,5.00000000000000000E-1,-5.00000000000000000E-1));
+#3=DIRECTION('',(-1.00000000000000000E0,-0.00000000000000000E0,-0.00000000000000000E0));
+#4=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#5=AXIS2_PLACEMENT_3D('',#2,#3,#4);
+#6=PLANE('',#5);
+#7=CARTESIAN_POINT('',(3.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#8=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#9=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#10=AXIS2_PLACEMENT_3D('',#7,#8,#9);
+#11=PLANE('',#10);
+#12=CARTESIAN_POINT('',(1.50000000000000000E0,5.00000000000000000E-1,-5.00000000000000000E-1));
+#13=DIRECTION('',(-0.00000000000000000E0,-0.00000000000000000E0,1.00000000000000000E0));
+#14=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#15=AXIS2_PLACEMENT_3D('',#12,#13,#14);
+#16=PLANE('',#15);
+#17=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-3.00000000000000000E0));
+#18=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#19=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#20=AXIS2_PLACEMENT_3D('',#17,#18,#19);
+#21=PLANE('',#20);
+#22=CARTESIAN_POINT('',(1.50000000000000000E0,5.00000000000000000E-1,-5.00000000000000000E-1));
+#23=DIRECTION('',(-0.00000000000000000E0,-1.00000000000000000E0,-0.00000000000000000E0));
+#24=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#25=AXIS2_PLACEMENT_3D('',#22,#23,#24);
+#26=PLANE('',#25);
+#27=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E0,0.00000000000000000E0));
+#28=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#29=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#30=AXIS2_PLACEMENT_3D('',#27,#28,#29);
+#31=PLANE('',#30);
+#32=CARTESIAN_POINT('',(1.50000000000000000E0,3.00000000000000000E0,-5.00000000000000000E-1));
+#33=VERTEX_POINT('',#32);
+#34=CARTESIAN_POINT('',(1.50000000000000000E0,3.00000000000000000E0,-3.00000000000000000E0));
+#35=VERTEX_POINT('',#34);
+#36=CARTESIAN_POINT('',(1.50000000000000000E0,5.00000000000000000E-1,-3.00000000000000000E0));
+#37=VERTEX_POINT('',#36);
+#38=CARTESIAN_POINT('',(1.50000000000000000E0,5.00000000000000000E-1,-5.00000000000000000E-1));
+#39=VERTEX_POINT('',#38);
+#40=CARTESIAN_POINT('',(3.00000000000000000E0,5.00000000000000000E-1,-5.00000000000000000E-1));
+#41=VERTEX_POINT('',#40);
+#42=CARTESIAN_POINT('',(3.00000000000000000E0,5.00000000000000000E-1,-3.00000000000000000E0));
+#43=VERTEX_POINT('',#42);
+#44=CARTESIAN_POINT('',(3.00000000000000000E0,3.00000000000000000E0,-3.00000000000000000E0));
+#45=VERTEX_POINT('',#44);
+#46=CARTESIAN_POINT('',(3.00000000000000000E0,3.00000000000000000E0,-5.00000000000000000E-1));
+#47=VERTEX_POINT('',#46);
+#48=CARTESIAN_POINT('',(1.50000000000000000E0,3.00000000000000000E0,-5.00000000000000000E-1));
+#49=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#50=VECTOR('',#49,1.00000000000000000E0);
+#51=LINE('',#48,#50);
+#52=CARTESIAN_POINT('',(2.50000000000000000E0,0.00000000000000000E0));
+#53=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#54=VECTOR('',#53,1.00000000000000000E0);
+#55=LINE('',#52,#54);
+#56=DEFINITIONAL_REPRESENTATION('',(#55),#1);
+#57=PCURVE('',#6,#56);
+#58=CARTESIAN_POINT('',(1.50000000000000000E0,5.00000000000000000E-1));
+#59=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#60=VECTOR('',#59,1.00000000000000000E0);
+#61=LINE('',#58,#60);
+#62=DEFINITIONAL_REPRESENTATION('',(#61),#1);
+#63=PCURVE('',#31,#62);
+#64=SURFACE_CURVE('',#51,(#57,#63),.CURVE_3D.);
+#65=EDGE_CURVE('',#33,#35,#64,.T.);
+#66=CARTESIAN_POINT('',(1.50000000000000000E0,5.00000000000000000E-1,-3.00000000000000000E0));
+#67=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#68=VECTOR('',#67,1.00000000000000000E0);
+#69=LINE('',#66,#68);
+#70=CARTESIAN_POINT('',(0.00000000000000000E0,2.50000000000000000E0));
+#71=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#72=VECTOR('',#71,1.00000000000000000E0);
+#73=LINE('',#70,#72);
+#74=DEFINITIONAL_REPRESENTATION('',(#73),#1);
+#75=PCURVE('',#6,#74);
+#76=CARTESIAN_POINT('',(5.00000000000000000E-1,1.50000000000000000E0));
+#77=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#78=VECTOR('',#77,1.00000000000000000E0);
+#79=LINE('',#76,#78);
+#80=DEFINITIONAL_REPRESENTATION('',(#79),#1);
+#81=PCURVE('',#21,#80);
+#82=SURFACE_CURVE('',#69,(#75,#81),.CURVE_3D.);
+#83=EDGE_CURVE('',#37,#35,#82,.T.);
+#84=CARTESIAN_POINT('',(1.50000000000000000E0,5.00000000000000000E-1,-5.00000000000000000E-1));
+#85=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#86=VECTOR('',#85,1.00000000000000000E0);
+#87=LINE('',#84,#86);
+#88=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#89=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#90=VECTOR('',#89,1.00000000000000000E0);
+#91=LINE('',#88,#90);
+#92=DEFINITIONAL_REPRESENTATION('',(#91),#1);
+#93=PCURVE('',#6,#92);
+#94=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#95=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#96=VECTOR('',#95,1.00000000000000000E0);
+#97=LINE('',#94,#96);
+#98=DEFINITIONAL_REPRESENTATION('',(#97),#1);
+#99=PCURVE('',#26,#98);
+#100=SURFACE_CURVE('',#87,(#93,#99),.CURVE_3D.);
+#101=EDGE_CURVE('',#39,#37,#100,.T.);
+#102=CARTESIAN_POINT('',(1.50000000000000000E0,5.00000000000000000E-1,-5.00000000000000000E-1));
+#103=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#104=VECTOR('',#103,1.00000000000000000E0);
+#105=LINE('',#102,#104);
+#106=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#107=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#108=VECTOR('',#107,1.00000000000000000E0);
+#109=LINE('',#106,#108);
+#110=DEFINITIONAL_REPRESENTATION('',(#109),#1);
+#111=PCURVE('',#6,#110);
+#112=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#113=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#114=VECTOR('',#113,1.00000000000000000E0);
+#115=LINE('',#112,#114);
+#116=DEFINITIONAL_REPRESENTATION('',(#115),#1);
+#117=PCURVE('',#16,#116);
+#118=SURFACE_CURVE('',#105,(#111,#117),.CURVE_3D.);
+#119=EDGE_CURVE('',#39,#33,#118,.T.);
+#120=CARTESIAN_POINT('',(3.00000000000000000E0,5.00000000000000000E-1,-5.00000000000000000E-1));
+#121=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#122=VECTOR('',#121,1.00000000000000000E0);
+#123=LINE('',#120,#122);
+#124=CARTESIAN_POINT('',(5.00000000000000000E-1,5.00000000000000000E-1));
+#125=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#126=VECTOR('',#125,1.00000000000000000E0);
+#127=LINE('',#124,#126);
+#128=DEFINITIONAL_REPRESENTATION('',(#127),#1);
+#129=PCURVE('',#11,#128);
+#130=CARTESIAN_POINT('',(0.00000000000000000E0,1.50000000000000000E0));
+#131=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#132=VECTOR('',#131,1.00000000000000000E0);
+#133=LINE('',#130,#132);
+#134=DEFINITIONAL_REPRESENTATION('',(#133),#1);
+#135=PCURVE('',#26,#134);
+#136=SURFACE_CURVE('',#123,(#129,#135),.CURVE_3D.);
+#137=EDGE_CURVE('',#41,#43,#136,.T.);
+#138=CARTESIAN_POINT('',(3.00000000000000000E0,5.00000000000000000E-1,-3.00000000000000000E0));
+#139=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#140=VECTOR('',#139,1.00000000000000000E0);
+#141=LINE('',#138,#140);
+#142=CARTESIAN_POINT('',(3.00000000000000000E0,5.00000000000000000E-1));
+#143=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#144=VECTOR('',#143,1.00000000000000000E0);
+#145=LINE('',#142,#144);
+#146=DEFINITIONAL_REPRESENTATION('',(#145),#1);
+#147=PCURVE('',#11,#146);
+#148=CARTESIAN_POINT('',(5.00000000000000000E-1,3.00000000000000000E0));
+#149=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#150=VECTOR('',#149,1.00000000000000000E0);
+#151=LINE('',#148,#150);
+#152=DEFINITIONAL_REPRESENTATION('',(#151),#1);
+#153=PCURVE('',#21,#152);
+#154=SURFACE_CURVE('',#141,(#147,#153),.CURVE_3D.);
+#155=EDGE_CURVE('',#43,#45,#154,.T.);
+#156=CARTESIAN_POINT('',(3.00000000000000000E0,3.00000000000000000E0,-5.00000000000000000E-1));
+#157=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#158=VECTOR('',#157,1.00000000000000000E0);
+#159=LINE('',#156,#158);
+#160=CARTESIAN_POINT('',(5.00000000000000000E-1,3.00000000000000000E0));
+#161=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#162=VECTOR('',#161,1.00000000000000000E0);
+#163=LINE('',#160,#162);
+#164=DEFINITIONAL_REPRESENTATION('',(#163),#1);
+#165=PCURVE('',#11,#164);
+#166=CARTESIAN_POINT('',(3.00000000000000000E0,5.00000000000000000E-1));
+#167=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#168=VECTOR('',#167,1.00000000000000000E0);
+#169=LINE('',#166,#168);
+#170=DEFINITIONAL_REPRESENTATION('',(#169),#1);
+#171=PCURVE('',#31,#170);
+#172=SURFACE_CURVE('',#159,(#165,#171),.CURVE_3D.);
+#173=EDGE_CURVE('',#47,#45,#172,.T.);
+#174=CARTESIAN_POINT('',(3.00000000000000000E0,5.00000000000000000E-1,-5.00000000000000000E-1));
+#175=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#176=VECTOR('',#175,1.00000000000000000E0);
+#177=LINE('',#174,#176);
+#178=CARTESIAN_POINT('',(5.00000000000000000E-1,5.00000000000000000E-1));
+#179=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#180=VECTOR('',#179,1.00000000000000000E0);
+#181=LINE('',#178,#180);
+#182=DEFINITIONAL_REPRESENTATION('',(#181),#1);
+#183=PCURVE('',#11,#182);
+#184=CARTESIAN_POINT('',(1.50000000000000000E0,0.00000000000000000E0));
+#185=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#186=VECTOR('',#185,1.00000000000000000E0);
+#187=LINE('',#184,#186);
+#188=DEFINITIONAL_REPRESENTATION('',(#187),#1);
+#189=PCURVE('',#16,#188);
+#190=SURFACE_CURVE('',#177,(#183,#189),.CURVE_3D.);
+#191=EDGE_CURVE('',#41,#47,#190,.T.);
+#192=CARTESIAN_POINT('',(1.50000000000000000E0,3.00000000000000000E0,-5.00000000000000000E-1));
+#193=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#194=VECTOR('',#193,1.00000000000000000E0);
+#195=LINE('',#192,#194);
+#196=CARTESIAN_POINT('',(0.00000000000000000E0,2.50000000000000000E0));
+#197=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#198=VECTOR('',#197,1.00000000000000000E0);
+#199=LINE('',#196,#198);
+#200=DEFINITIONAL_REPRESENTATION('',(#199),#1);
+#201=PCURVE('',#16,#200);
+#202=CARTESIAN_POINT('',(1.50000000000000000E0,5.00000000000000000E-1));
+#203=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#204=VECTOR('',#203,1.00000000000000000E0);
+#205=LINE('',#202,#204);
+#206=DEFINITIONAL_REPRESENTATION('',(#205),#1);
+#207=PCURVE('',#31,#206);
+#208=SURFACE_CURVE('',#195,(#201,#207),.CURVE_3D.);
+#209=EDGE_CURVE('',#33,#47,#208,.T.);
+#210=CARTESIAN_POINT('',(1.50000000000000000E0,5.00000000000000000E-1,-5.00000000000000000E-1));
+#211=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#212=VECTOR('',#211,1.00000000000000000E0);
+#213=LINE('',#210,#212);
+#214=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#215=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#216=VECTOR('',#215,1.00000000000000000E0);
+#217=LINE('',#214,#216);
+#218=DEFINITIONAL_REPRESENTATION('',(#217),#1);
+#219=PCURVE('',#16,#218);
+#220=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#221=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#222=VECTOR('',#221,1.00000000000000000E0);
+#223=LINE('',#220,#222);
+#224=DEFINITIONAL_REPRESENTATION('',(#223),#1);
+#225=PCURVE('',#26,#224);
+#226=SURFACE_CURVE('',#213,(#219,#225),.CURVE_3D.);
+#227=EDGE_CURVE('',#39,#41,#226,.T.);
+#228=CARTESIAN_POINT('',(1.50000000000000000E0,3.00000000000000000E0,-3.00000000000000000E0));
+#229=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#230=VECTOR('',#229,1.00000000000000000E0);
+#231=LINE('',#228,#230);
+#232=CARTESIAN_POINT('',(3.00000000000000000E0,1.50000000000000000E0));
+#233=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#234=VECTOR('',#233,1.00000000000000000E0);
+#235=LINE('',#232,#234);
+#236=DEFINITIONAL_REPRESENTATION('',(#235),#1);
+#237=PCURVE('',#21,#236);
+#238=CARTESIAN_POINT('',(1.50000000000000000E0,3.00000000000000000E0));
+#239=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#240=VECTOR('',#239,1.00000000000000000E0);
+#241=LINE('',#238,#240);
+#242=DEFINITIONAL_REPRESENTATION('',(#241),#1);
+#243=PCURVE('',#31,#242);
+#244=SURFACE_CURVE('',#231,(#237,#243),.CURVE_3D.);
+#245=EDGE_CURVE('',#35,#45,#244,.T.);
+#246=CARTESIAN_POINT('',(1.50000000000000000E0,5.00000000000000000E-1,-3.00000000000000000E0));
+#247=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#248=VECTOR('',#247,1.00000000000000000E0);
+#249=LINE('',#246,#248);
+#250=CARTESIAN_POINT('',(5.00000000000000000E-1,1.50000000000000000E0));
+#251=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#252=VECTOR('',#251,1.00000000000000000E0);
+#253=LINE('',#250,#252);
+#254=DEFINITIONAL_REPRESENTATION('',(#253),#1);
+#255=PCURVE('',#21,#254);
+#256=CARTESIAN_POINT('',(2.50000000000000000E0,0.00000000000000000E0));
+#257=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#258=VECTOR('',#257,1.00000000000000000E0);
+#259=LINE('',#256,#258);
+#260=DEFINITIONAL_REPRESENTATION('',(#259),#1);
+#261=PCURVE('',#26,#260);
+#262=SURFACE_CURVE('',#249,(#255,#261),.CURVE_3D.);
+#263=EDGE_CURVE('',#37,#43,#262,.T.);
+#264=ORIENTED_EDGE('',*,*,#65,.T.);
+#265=ORIENTED_EDGE('',*,*,#83,.F.);
+#266=ORIENTED_EDGE('',*,*,#101,.F.);
+#267=ORIENTED_EDGE('',*,*,#119,.T.);
+#268=EDGE_LOOP('',(#264,#265,#266,#267));
+#269=FACE_OUTER_BOUND('',#268,.T.);
+#270=ADVANCED_FACE('left-0',(#269),#6,.T.);
+#271=ORIENTED_EDGE('',*,*,#137,.T.);
+#272=ORIENTED_EDGE('',*,*,#155,.T.);
+#273=ORIENTED_EDGE('',*,*,#173,.F.);
+#274=ORIENTED_EDGE('',*,*,#191,.F.);
+#275=EDGE_LOOP('',(#271,#272,#273,#274));
+#276=FACE_OUTER_BOUND('',#275,.T.);
+#277=ADVANCED_FACE('right-1',(#276),#11,.T.);
+#278=ORIENTED_EDGE('',*,*,#191,.T.);
+#279=ORIENTED_EDGE('',*,*,#209,.F.);
+#280=ORIENTED_EDGE('',*,*,#119,.F.);
+#281=ORIENTED_EDGE('',*,*,#227,.T.);
+#282=EDGE_LOOP('',(#278,#279,#280,#281));
+#283=FACE_OUTER_BOUND('',#282,.T.);
+#284=ADVANCED_FACE('front-2',(#283),#16,.T.);
+#285=ORIENTED_EDGE('',*,*,#83,.T.);
+#286=ORIENTED_EDGE('',*,*,#245,.T.);
+#287=ORIENTED_EDGE('',*,*,#155,.F.);
+#288=ORIENTED_EDGE('',*,*,#263,.F.);
+#289=EDGE_LOOP('',(#285,#286,#287,#288));
+#290=FACE_OUTER_BOUND('',#289,.T.);
+#291=ADVANCED_FACE('back-3',(#290),#21,.T.);
+#292=ORIENTED_EDGE('',*,*,#263,.T.);
+#293=ORIENTED_EDGE('',*,*,#137,.F.);
+#294=ORIENTED_EDGE('',*,*,#227,.F.);
+#295=ORIENTED_EDGE('',*,*,#101,.T.);
+#296=EDGE_LOOP('',(#292,#293,#294,#295));
+#297=FACE_OUTER_BOUND('',#296,.T.);
+#298=ADVANCED_FACE('bottom-4',(#297),#26,.T.);
+#299=ORIENTED_EDGE('',*,*,#209,.T.);
+#300=ORIENTED_EDGE('',*,*,#173,.T.);
+#301=ORIENTED_EDGE('',*,*,#245,.F.);
+#302=ORIENTED_EDGE('',*,*,#65,.F.);
+#303=EDGE_LOOP('',(#299,#300,#301,#302));
+#304=FACE_OUTER_BOUND('',#303,.T.);
+#305=ADVANCED_FACE('top-5',(#304),#31,.T.);
+#306=CLOSED_SHELL('',(#270,#305,#291,#298,#284,#277));
+#307=MANIFOLD_SOLID_BREP('box-intersection-0',#306);
+#308=(LENGTH_UNIT() NAMED_UNIT(*) SI_UNIT($,.METRE.));
+#309=(NAMED_UNIT(*) PLANE_ANGLE_UNIT() SI_UNIT($,.RADIAN.));
+#310=(NAMED_UNIT(*) SI_UNIT($,.STERADIAN.) SOLID_ANGLE_UNIT());
+#311=UNCERTAINTY_MEASURE_WITH_UNIT(LENGTH_MEASURE(1.00000426325642881E-8),#308,'distance_accuracy_value','exchange error bound');
+#312=(GEOMETRIC_REPRESENTATION_CONTEXT(3) GLOBAL_UNCERTAINTY_ASSIGNED_CONTEXT((#311)) GLOBAL_UNIT_ASSIGNED_CONTEXT((#308,#309,#310)) REPRESENTATION_CONTEXT('',''));
+#313=ADVANCED_BREP_SHAPE_REPRESENTATION('',(#307),#312);
+#314=APPLICATION_CONTEXT('automotive design');
+#315=APPLICATION_PROTOCOL_DEFINITION('international standard','automotive_design',2000,#314);
+#316=PRODUCT_CONTEXT('',#314,'mechanical');
+#317=PRODUCT('box-intersection','box-intersection','',(#316));
+#318=PRODUCT_DEFINITION_FORMATION_WITH_SPECIFIED_SOURCE('1','',#317,.NOT_KNOWN.);
+#319=PRODUCT_DEFINITION_CONTEXT('part definition',#314,'design');
+#320=PRODUCT_DEFINITION('','',#318,#319);
+#321=PRODUCT_DEFINITION_SHAPE('','',#320);
+#322=SHAPE_DEFINITION_REPRESENTATION(#321,#313);
+ENDSEC;
+END-ISO-10303-21;
diff --git a/main/opengeometry/tests/fixtures/cases/box-intersection.step.m.report.json b/main/opengeometry/tests/fixtures/cases/box-intersection.step.m.report.json
new file mode 100644
index 0000000..705b5fd
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/box-intersection.step.m.report.json
@@ -0,0 +1 @@
+{"cavity_shells":0,"collapsed_chart_uses":0,"edges":12,"exchange_error_bound":1.0000042632564288e-8,"faces":6,"geometric_tolerance":1e-8,"length_unit":"metre","quality":{"kind":"Analytic"},"revision":"1","schema_version":2,"solids":1,"validation_level":"v2 structure, sampled residuals and Part-21 references; external schema/import validation pending"}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/box-intersection.step.mm b/main/opengeometry/tests/fixtures/cases/box-intersection.step.mm
new file mode 100644
index 0000000..8e5c2f0
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/box-intersection.step.mm
@@ -0,0 +1,331 @@
+ISO-10303-21;
+HEADER;
+FILE_DESCRIPTION(('OpenGeometry authoritative analytic BRep v2'),'2;1');
+FILE_NAME('box-intersection','1970-01-01T00:00:00',('OpenGeometry'),('OpenGeometry'),'OpenGeometry','OpenGeometry','');
+FILE_SCHEMA(('AUTOMOTIVE_DESIGN'));
+ENDSEC;
+DATA;
+#1=(GEOMETRIC_REPRESENTATION_CONTEXT(2) REPRESENTATION_CONTEXT('',''));
+#2=CARTESIAN_POINT('',(1.50000000000000000E3,5.00000000000000000E2,-5.00000000000000000E2));
+#3=DIRECTION('',(-1.00000000000000000E0,-0.00000000000000000E0,-0.00000000000000000E0));
+#4=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#5=AXIS2_PLACEMENT_3D('',#2,#3,#4);
+#6=PLANE('',#5);
+#7=CARTESIAN_POINT('',(3.00000000000000000E3,0.00000000000000000E0,0.00000000000000000E0));
+#8=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#9=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#10=AXIS2_PLACEMENT_3D('',#7,#8,#9);
+#11=PLANE('',#10);
+#12=CARTESIAN_POINT('',(1.50000000000000000E3,5.00000000000000000E2,-5.00000000000000000E2));
+#13=DIRECTION('',(-0.00000000000000000E0,-0.00000000000000000E0,1.00000000000000000E0));
+#14=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#15=AXIS2_PLACEMENT_3D('',#12,#13,#14);
+#16=PLANE('',#15);
+#17=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-3.00000000000000000E3));
+#18=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#19=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#20=AXIS2_PLACEMENT_3D('',#17,#18,#19);
+#21=PLANE('',#20);
+#22=CARTESIAN_POINT('',(1.50000000000000000E3,5.00000000000000000E2,-5.00000000000000000E2));
+#23=DIRECTION('',(-0.00000000000000000E0,-1.00000000000000000E0,-0.00000000000000000E0));
+#24=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#25=AXIS2_PLACEMENT_3D('',#22,#23,#24);
+#26=PLANE('',#25);
+#27=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E3,0.00000000000000000E0));
+#28=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#29=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#30=AXIS2_PLACEMENT_3D('',#27,#28,#29);
+#31=PLANE('',#30);
+#32=CARTESIAN_POINT('',(1.50000000000000000E3,3.00000000000000000E3,-5.00000000000000000E2));
+#33=VERTEX_POINT('',#32);
+#34=CARTESIAN_POINT('',(1.50000000000000000E3,3.00000000000000000E3,-3.00000000000000000E3));
+#35=VERTEX_POINT('',#34);
+#36=CARTESIAN_POINT('',(1.50000000000000000E3,5.00000000000000000E2,-3.00000000000000000E3));
+#37=VERTEX_POINT('',#36);
+#38=CARTESIAN_POINT('',(1.50000000000000000E3,5.00000000000000000E2,-5.00000000000000000E2));
+#39=VERTEX_POINT('',#38);
+#40=CARTESIAN_POINT('',(3.00000000000000000E3,5.00000000000000000E2,-5.00000000000000000E2));
+#41=VERTEX_POINT('',#40);
+#42=CARTESIAN_POINT('',(3.00000000000000000E3,5.00000000000000000E2,-3.00000000000000000E3));
+#43=VERTEX_POINT('',#42);
+#44=CARTESIAN_POINT('',(3.00000000000000000E3,3.00000000000000000E3,-3.00000000000000000E3));
+#45=VERTEX_POINT('',#44);
+#46=CARTESIAN_POINT('',(3.00000000000000000E3,3.00000000000000000E3,-5.00000000000000000E2));
+#47=VERTEX_POINT('',#46);
+#48=CARTESIAN_POINT('',(1.50000000000000000E3,3.00000000000000000E3,-5.00000000000000000E2));
+#49=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#50=VECTOR('',#49,1.00000000000000000E3);
+#51=LINE('',#48,#50);
+#52=CARTESIAN_POINT('',(2.50000000000000000E3,0.00000000000000000E0));
+#53=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#54=VECTOR('',#53,1.00000000000000000E3);
+#55=LINE('',#52,#54);
+#56=DEFINITIONAL_REPRESENTATION('',(#55),#1);
+#57=PCURVE('',#6,#56);
+#58=CARTESIAN_POINT('',(1.50000000000000000E3,5.00000000000000000E2));
+#59=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#60=VECTOR('',#59,1.00000000000000000E3);
+#61=LINE('',#58,#60);
+#62=DEFINITIONAL_REPRESENTATION('',(#61),#1);
+#63=PCURVE('',#31,#62);
+#64=SURFACE_CURVE('',#51,(#57,#63),.CURVE_3D.);
+#65=EDGE_CURVE('',#33,#35,#64,.T.);
+#66=CARTESIAN_POINT('',(1.50000000000000000E3,5.00000000000000000E2,-3.00000000000000000E3));
+#67=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#68=VECTOR('',#67,1.00000000000000000E3);
+#69=LINE('',#66,#68);
+#70=CARTESIAN_POINT('',(0.00000000000000000E0,2.50000000000000000E3));
+#71=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#72=VECTOR('',#71,1.00000000000000000E3);
+#73=LINE('',#70,#72);
+#74=DEFINITIONAL_REPRESENTATION('',(#73),#1);
+#75=PCURVE('',#6,#74);
+#76=CARTESIAN_POINT('',(5.00000000000000000E2,1.50000000000000000E3));
+#77=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#78=VECTOR('',#77,1.00000000000000000E3);
+#79=LINE('',#76,#78);
+#80=DEFINITIONAL_REPRESENTATION('',(#79),#1);
+#81=PCURVE('',#21,#80);
+#82=SURFACE_CURVE('',#69,(#75,#81),.CURVE_3D.);
+#83=EDGE_CURVE('',#37,#35,#82,.T.);
+#84=CARTESIAN_POINT('',(1.50000000000000000E3,5.00000000000000000E2,-5.00000000000000000E2));
+#85=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#86=VECTOR('',#85,1.00000000000000000E3);
+#87=LINE('',#84,#86);
+#88=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#89=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#90=VECTOR('',#89,1.00000000000000000E3);
+#91=LINE('',#88,#90);
+#92=DEFINITIONAL_REPRESENTATION('',(#91),#1);
+#93=PCURVE('',#6,#92);
+#94=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#95=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#96=VECTOR('',#95,1.00000000000000000E3);
+#97=LINE('',#94,#96);
+#98=DEFINITIONAL_REPRESENTATION('',(#97),#1);
+#99=PCURVE('',#26,#98);
+#100=SURFACE_CURVE('',#87,(#93,#99),.CURVE_3D.);
+#101=EDGE_CURVE('',#39,#37,#100,.T.);
+#102=CARTESIAN_POINT('',(1.50000000000000000E3,5.00000000000000000E2,-5.00000000000000000E2));
+#103=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#104=VECTOR('',#103,1.00000000000000000E3);
+#105=LINE('',#102,#104);
+#106=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#107=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#108=VECTOR('',#107,1.00000000000000000E3);
+#109=LINE('',#106,#108);
+#110=DEFINITIONAL_REPRESENTATION('',(#109),#1);
+#111=PCURVE('',#6,#110);
+#112=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#113=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#114=VECTOR('',#113,1.00000000000000000E3);
+#115=LINE('',#112,#114);
+#116=DEFINITIONAL_REPRESENTATION('',(#115),#1);
+#117=PCURVE('',#16,#116);
+#118=SURFACE_CURVE('',#105,(#111,#117),.CURVE_3D.);
+#119=EDGE_CURVE('',#39,#33,#118,.T.);
+#120=CARTESIAN_POINT('',(3.00000000000000000E3,5.00000000000000000E2,-5.00000000000000000E2));
+#121=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#122=VECTOR('',#121,1.00000000000000000E3);
+#123=LINE('',#120,#122);
+#124=CARTESIAN_POINT('',(5.00000000000000000E2,5.00000000000000000E2));
+#125=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#126=VECTOR('',#125,1.00000000000000000E3);
+#127=LINE('',#124,#126);
+#128=DEFINITIONAL_REPRESENTATION('',(#127),#1);
+#129=PCURVE('',#11,#128);
+#130=CARTESIAN_POINT('',(0.00000000000000000E0,1.50000000000000000E3));
+#131=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#132=VECTOR('',#131,1.00000000000000000E3);
+#133=LINE('',#130,#132);
+#134=DEFINITIONAL_REPRESENTATION('',(#133),#1);
+#135=PCURVE('',#26,#134);
+#136=SURFACE_CURVE('',#123,(#129,#135),.CURVE_3D.);
+#137=EDGE_CURVE('',#41,#43,#136,.T.);
+#138=CARTESIAN_POINT('',(3.00000000000000000E3,5.00000000000000000E2,-3.00000000000000000E3));
+#139=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#140=VECTOR('',#139,1.00000000000000000E3);
+#141=LINE('',#138,#140);
+#142=CARTESIAN_POINT('',(3.00000000000000000E3,5.00000000000000000E2));
+#143=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#144=VECTOR('',#143,1.00000000000000000E3);
+#145=LINE('',#142,#144);
+#146=DEFINITIONAL_REPRESENTATION('',(#145),#1);
+#147=PCURVE('',#11,#146);
+#148=CARTESIAN_POINT('',(5.00000000000000000E2,3.00000000000000000E3));
+#149=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#150=VECTOR('',#149,1.00000000000000000E3);
+#151=LINE('',#148,#150);
+#152=DEFINITIONAL_REPRESENTATION('',(#151),#1);
+#153=PCURVE('',#21,#152);
+#154=SURFACE_CURVE('',#141,(#147,#153),.CURVE_3D.);
+#155=EDGE_CURVE('',#43,#45,#154,.T.);
+#156=CARTESIAN_POINT('',(3.00000000000000000E3,3.00000000000000000E3,-5.00000000000000000E2));
+#157=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#158=VECTOR('',#157,1.00000000000000000E3);
+#159=LINE('',#156,#158);
+#160=CARTESIAN_POINT('',(5.00000000000000000E2,3.00000000000000000E3));
+#161=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#162=VECTOR('',#161,1.00000000000000000E3);
+#163=LINE('',#160,#162);
+#164=DEFINITIONAL_REPRESENTATION('',(#163),#1);
+#165=PCURVE('',#11,#164);
+#166=CARTESIAN_POINT('',(3.00000000000000000E3,5.00000000000000000E2));
+#167=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#168=VECTOR('',#167,1.00000000000000000E3);
+#169=LINE('',#166,#168);
+#170=DEFINITIONAL_REPRESENTATION('',(#169),#1);
+#171=PCURVE('',#31,#170);
+#172=SURFACE_CURVE('',#159,(#165,#171),.CURVE_3D.);
+#173=EDGE_CURVE('',#47,#45,#172,.T.);
+#174=CARTESIAN_POINT('',(3.00000000000000000E3,5.00000000000000000E2,-5.00000000000000000E2));
+#175=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#176=VECTOR('',#175,1.00000000000000000E3);
+#177=LINE('',#174,#176);
+#178=CARTESIAN_POINT('',(5.00000000000000000E2,5.00000000000000000E2));
+#179=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#180=VECTOR('',#179,1.00000000000000000E3);
+#181=LINE('',#178,#180);
+#182=DEFINITIONAL_REPRESENTATION('',(#181),#1);
+#183=PCURVE('',#11,#182);
+#184=CARTESIAN_POINT('',(1.50000000000000000E3,0.00000000000000000E0));
+#185=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#186=VECTOR('',#185,1.00000000000000000E3);
+#187=LINE('',#184,#186);
+#188=DEFINITIONAL_REPRESENTATION('',(#187),#1);
+#189=PCURVE('',#16,#188);
+#190=SURFACE_CURVE('',#177,(#183,#189),.CURVE_3D.);
+#191=EDGE_CURVE('',#41,#47,#190,.T.);
+#192=CARTESIAN_POINT('',(1.50000000000000000E3,3.00000000000000000E3,-5.00000000000000000E2));
+#193=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#194=VECTOR('',#193,1.00000000000000000E3);
+#195=LINE('',#192,#194);
+#196=CARTESIAN_POINT('',(0.00000000000000000E0,2.50000000000000000E3));
+#197=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#198=VECTOR('',#197,1.00000000000000000E3);
+#199=LINE('',#196,#198);
+#200=DEFINITIONAL_REPRESENTATION('',(#199),#1);
+#201=PCURVE('',#16,#200);
+#202=CARTESIAN_POINT('',(1.50000000000000000E3,5.00000000000000000E2));
+#203=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#204=VECTOR('',#203,1.00000000000000000E3);
+#205=LINE('',#202,#204);
+#206=DEFINITIONAL_REPRESENTATION('',(#205),#1);
+#207=PCURVE('',#31,#206);
+#208=SURFACE_CURVE('',#195,(#201,#207),.CURVE_3D.);
+#209=EDGE_CURVE('',#33,#47,#208,.T.);
+#210=CARTESIAN_POINT('',(1.50000000000000000E3,5.00000000000000000E2,-5.00000000000000000E2));
+#211=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#212=VECTOR('',#211,1.00000000000000000E3);
+#213=LINE('',#210,#212);
+#214=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#215=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#216=VECTOR('',#215,1.00000000000000000E3);
+#217=LINE('',#214,#216);
+#218=DEFINITIONAL_REPRESENTATION('',(#217),#1);
+#219=PCURVE('',#16,#218);
+#220=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#221=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#222=VECTOR('',#221,1.00000000000000000E3);
+#223=LINE('',#220,#222);
+#224=DEFINITIONAL_REPRESENTATION('',(#223),#1);
+#225=PCURVE('',#26,#224);
+#226=SURFACE_CURVE('',#213,(#219,#225),.CURVE_3D.);
+#227=EDGE_CURVE('',#39,#41,#226,.T.);
+#228=CARTESIAN_POINT('',(1.50000000000000000E3,3.00000000000000000E3,-3.00000000000000000E3));
+#229=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#230=VECTOR('',#229,1.00000000000000000E3);
+#231=LINE('',#228,#230);
+#232=CARTESIAN_POINT('',(3.00000000000000000E3,1.50000000000000000E3));
+#233=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#234=VECTOR('',#233,1.00000000000000000E3);
+#235=LINE('',#232,#234);
+#236=DEFINITIONAL_REPRESENTATION('',(#235),#1);
+#237=PCURVE('',#21,#236);
+#238=CARTESIAN_POINT('',(1.50000000000000000E3,3.00000000000000000E3));
+#239=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#240=VECTOR('',#239,1.00000000000000000E3);
+#241=LINE('',#238,#240);
+#242=DEFINITIONAL_REPRESENTATION('',(#241),#1);
+#243=PCURVE('',#31,#242);
+#244=SURFACE_CURVE('',#231,(#237,#243),.CURVE_3D.);
+#245=EDGE_CURVE('',#35,#45,#244,.T.);
+#246=CARTESIAN_POINT('',(1.50000000000000000E3,5.00000000000000000E2,-3.00000000000000000E3));
+#247=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#248=VECTOR('',#247,1.00000000000000000E3);
+#249=LINE('',#246,#248);
+#250=CARTESIAN_POINT('',(5.00000000000000000E2,1.50000000000000000E3));
+#251=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#252=VECTOR('',#251,1.00000000000000000E3);
+#253=LINE('',#250,#252);
+#254=DEFINITIONAL_REPRESENTATION('',(#253),#1);
+#255=PCURVE('',#21,#254);
+#256=CARTESIAN_POINT('',(2.50000000000000000E3,0.00000000000000000E0));
+#257=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#258=VECTOR('',#257,1.00000000000000000E3);
+#259=LINE('',#256,#258);
+#260=DEFINITIONAL_REPRESENTATION('',(#259),#1);
+#261=PCURVE('',#26,#260);
+#262=SURFACE_CURVE('',#249,(#255,#261),.CURVE_3D.);
+#263=EDGE_CURVE('',#37,#43,#262,.T.);
+#264=ORIENTED_EDGE('',*,*,#65,.T.);
+#265=ORIENTED_EDGE('',*,*,#83,.F.);
+#266=ORIENTED_EDGE('',*,*,#101,.F.);
+#267=ORIENTED_EDGE('',*,*,#119,.T.);
+#268=EDGE_LOOP('',(#264,#265,#266,#267));
+#269=FACE_OUTER_BOUND('',#268,.T.);
+#270=ADVANCED_FACE('left-0',(#269),#6,.T.);
+#271=ORIENTED_EDGE('',*,*,#137,.T.);
+#272=ORIENTED_EDGE('',*,*,#155,.T.);
+#273=ORIENTED_EDGE('',*,*,#173,.F.);
+#274=ORIENTED_EDGE('',*,*,#191,.F.);
+#275=EDGE_LOOP('',(#271,#272,#273,#274));
+#276=FACE_OUTER_BOUND('',#275,.T.);
+#277=ADVANCED_FACE('right-1',(#276),#11,.T.);
+#278=ORIENTED_EDGE('',*,*,#191,.T.);
+#279=ORIENTED_EDGE('',*,*,#209,.F.);
+#280=ORIENTED_EDGE('',*,*,#119,.F.);
+#281=ORIENTED_EDGE('',*,*,#227,.T.);
+#282=EDGE_LOOP('',(#278,#279,#280,#281));
+#283=FACE_OUTER_BOUND('',#282,.T.);
+#284=ADVANCED_FACE('front-2',(#283),#16,.T.);
+#285=ORIENTED_EDGE('',*,*,#83,.T.);
+#286=ORIENTED_EDGE('',*,*,#245,.T.);
+#287=ORIENTED_EDGE('',*,*,#155,.F.);
+#288=ORIENTED_EDGE('',*,*,#263,.F.);
+#289=EDGE_LOOP('',(#285,#286,#287,#288));
+#290=FACE_OUTER_BOUND('',#289,.T.);
+#291=ADVANCED_FACE('back-3',(#290),#21,.T.);
+#292=ORIENTED_EDGE('',*,*,#263,.T.);
+#293=ORIENTED_EDGE('',*,*,#137,.F.);
+#294=ORIENTED_EDGE('',*,*,#227,.F.);
+#295=ORIENTED_EDGE('',*,*,#101,.T.);
+#296=EDGE_LOOP('',(#292,#293,#294,#295));
+#297=FACE_OUTER_BOUND('',#296,.T.);
+#298=ADVANCED_FACE('bottom-4',(#297),#26,.T.);
+#299=ORIENTED_EDGE('',*,*,#209,.T.);
+#300=ORIENTED_EDGE('',*,*,#173,.T.);
+#301=ORIENTED_EDGE('',*,*,#245,.F.);
+#302=ORIENTED_EDGE('',*,*,#65,.F.);
+#303=EDGE_LOOP('',(#299,#300,#301,#302));
+#304=FACE_OUTER_BOUND('',#303,.T.);
+#305=ADVANCED_FACE('top-5',(#304),#31,.T.);
+#306=CLOSED_SHELL('',(#270,#305,#291,#298,#284,#277));
+#307=MANIFOLD_SOLID_BREP('box-intersection-0',#306);
+#308=(LENGTH_UNIT() NAMED_UNIT(*) SI_UNIT(.MILLI.,.METRE.));
+#309=(NAMED_UNIT(*) PLANE_ANGLE_UNIT() SI_UNIT($,.RADIAN.));
+#310=(NAMED_UNIT(*) SI_UNIT($,.STERADIAN.) SOLID_ANGLE_UNIT());
+#311=UNCERTAINTY_MEASURE_WITH_UNIT(LENGTH_MEASURE(1.00000426325642887E-5),#308,'distance_accuracy_value','exchange error bound');
+#312=(GEOMETRIC_REPRESENTATION_CONTEXT(3) GLOBAL_UNCERTAINTY_ASSIGNED_CONTEXT((#311)) GLOBAL_UNIT_ASSIGNED_CONTEXT((#308,#309,#310)) REPRESENTATION_CONTEXT('',''));
+#313=ADVANCED_BREP_SHAPE_REPRESENTATION('',(#307),#312);
+#314=APPLICATION_CONTEXT('automotive design');
+#315=APPLICATION_PROTOCOL_DEFINITION('international standard','automotive_design',2000,#314);
+#316=PRODUCT_CONTEXT('',#314,'mechanical');
+#317=PRODUCT('box-intersection','box-intersection','',(#316));
+#318=PRODUCT_DEFINITION_FORMATION_WITH_SPECIFIED_SOURCE('1','',#317,.NOT_KNOWN.);
+#319=PRODUCT_DEFINITION_CONTEXT('part definition',#314,'design');
+#320=PRODUCT_DEFINITION('','',#318,#319);
+#321=PRODUCT_DEFINITION_SHAPE('','',#320);
+#322=SHAPE_DEFINITION_REPRESENTATION(#321,#313);
+ENDSEC;
+END-ISO-10303-21;
diff --git a/main/opengeometry/tests/fixtures/cases/box-intersection.step.mm.report.json b/main/opengeometry/tests/fixtures/cases/box-intersection.step.mm.report.json
new file mode 100644
index 0000000..e3c93f3
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/box-intersection.step.mm.report.json
@@ -0,0 +1 @@
+{"cavity_shells":0,"collapsed_chart_uses":0,"edges":12,"exchange_error_bound":0.000010000042632564289,"faces":6,"geometric_tolerance":0.00001,"length_unit":"millimetre","quality":{"kind":"Analytic"},"revision":"1","schema_version":2,"solids":1,"validation_level":"v2 structure, sampled residuals and Part-21 references; external schema/import validation pending"}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/box-union.brep.json b/main/opengeometry/tests/fixtures/cases/box-union.brep.json
new file mode 100644
index 0000000..2a07fba
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/box-union.brep.json
@@ -0,0 +1 @@
+{"schema_version":2,"id":"box-union","revision":1,"geometry":{"surfaces":[{"kind":"Plane","frame":{"origin":[0.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]}},{"kind":"Plane","frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]}},{"kind":"Plane","frame":{"origin":[0.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]}},{"kind":"Plane","frame":{"origin":[0.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]}},{"kind":"Plane","frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]}},{"kind":"Plane","frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]}},{"kind":"Plane","frame":{"origin":[0.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]}},{"kind":"Plane","frame":{"origin":[0.0,0.0,-3.0],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]}},{"kind":"Plane","frame":{"origin":[0.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]}},{"kind":"Plane","frame":{"origin":[0.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]}},{"kind":"Plane","frame":{"origin":[0.0,0.0,-3.0],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]}},{"kind":"Plane","frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]}},{"kind":"Plane","frame":{"origin":[3.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]}},{"kind":"Plane","frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]}},{"kind":"Plane","frame":{"origin":[0.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]}},{"kind":"Plane","frame":{"origin":[3.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]}},{"kind":"Plane","frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]}},{"kind":"Plane","frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]}},{"kind":"Plane","frame":{"origin":[3.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]}},{"kind":"Plane","frame":{"origin":[0.0,0.0,-3.0],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]}},{"kind":"Plane","frame":{"origin":[0.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]}},{"kind":"Plane","frame":{"origin":[1.5,0.5,-0.5],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]}},{"kind":"Plane","frame":{"origin":[1.5,0.5,-0.5],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]}},{"kind":"Plane","frame":{"origin":[1.5,3.5,-0.5],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]}},{"kind":"Plane","frame":{"origin":[1.5,0.5,-0.5],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]}},{"kind":"Plane","frame":{"origin":[1.5,0.5,-3.5],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]}},{"kind":"Plane","frame":{"origin":[1.5,0.5,-0.5],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]}},{"kind":"Plane","frame":{"origin":[1.5,0.5,-0.5],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]}},{"kind":"Plane","frame":{"origin":[1.5,0.5,-3.5],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]}},{"kind":"Plane","frame":{"origin":[1.5,3.5,-0.5],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]}},{"kind":"Plane","frame":{"origin":[4.5,0.5,-0.5],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]}},{"kind":"Plane","frame":{"origin":[1.5,0.5,-0.5],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]}},{"kind":"Plane","frame":{"origin":[1.5,0.5,-0.5],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]}},{"kind":"Plane","frame":{"origin":[4.5,0.5,-0.5],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]}},{"kind":"Plane","frame":{"origin":[1.5,0.5,-0.5],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]}},{"kind":"Plane","frame":{"origin":[1.5,3.5,-0.5],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]}},{"kind":"Plane","frame":{"origin":[4.5,0.5,-0.5],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]}},{"kind":"Plane","frame":{"origin":[1.5,0.5,-3.5],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]}},{"kind":"Plane","frame":{"origin":[1.5,0.5,-0.5],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]}},{"kind":"Plane","frame":{"origin":[4.5,0.5,-0.5],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]}},{"kind":"Plane","frame":{"origin":[1.5,0.5,-3.5],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]}},{"kind":"Plane","frame":{"origin":[1.5,3.5,-0.5],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]}}],"curves":[{"kind":"Line","origin":[0.0,0.5,0.0],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[0.0,0.0,-0.5],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[0.0,0.0,0.0],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[0.0,0.0,0.0],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[1.5,0.0,0.0],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[0.0,0.5,0.0],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[0.0,0.0,0.0],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[0.0,0.0,-0.5],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[1.5,0.0,0.0],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[0.0,3.0,0.0],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[0.0,0.5,-0.5],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[0.0,0.5,0.0],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[1.5,0.5,0.0],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[0.0,3.0,0.0],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[1.5,3.0,0.0],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[0.0,3.0,-0.5],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[0.0,0.5,-0.5],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[0.0,0.0,-3.0],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[0.0,0.0,-0.5],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[0.0,0.5,-3.0],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[1.5,0.0,-3.0],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[0.0,0.0,-3.0],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[1.5,0.0,-0.5],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[0.0,3.0,-0.5],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[0.0,0.5,-3.0],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[0.0,3.0,-3.0],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[1.5,0.5,-3.0],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[1.5,3.0,-0.5],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[3.0,0.0,0.0],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[3.0,0.0,-0.5],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[3.0,0.5,0.0],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[3.0,0.0,0.0],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[1.5,0.5,0.0],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[1.5,0.0,0.0],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[1.5,0.0,-0.5],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[3.0,0.5,-0.5],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[3.0,3.0,0.0],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[3.0,0.5,0.0],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[1.5,3.0,0.0],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[1.5,3.0,-0.5],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[3.0,0.0,-0.5],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[3.0,0.0,-3.0],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[3.0,0.5,-0.5],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[1.5,0.5,-3.0],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[1.5,0.0,-3.0],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[1.5,3.5,-0.5],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[1.5,3.0,-3.0],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[1.5,3.0,-0.5],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[3.0,3.0,-0.5],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[1.5,3.5,-0.5],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[3.0,3.5,-0.5],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[1.5,3.5,-3.0],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[1.5,3.0,-3.0],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[1.5,0.5,-3.5],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[1.5,0.5,-3.0],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[1.5,3.0,-3.5],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[3.0,0.5,-3.5],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[1.5,0.5,-3.5],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[3.0,0.5,-3.0],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[1.5,3.5,-3.0],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[1.5,3.0,-3.5],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[1.5,3.5,-3.5],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[3.0,3.0,-3.5],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[3.0,3.5,-3.0],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[4.5,0.5,-0.5],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[4.5,0.5,-3.0],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[4.5,3.0,-0.5],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[4.5,0.5,-0.5],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[3.0,3.0,-0.5],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[3.0,0.5,-0.5],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[3.0,0.5,-3.0],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[4.5,3.0,-3.0],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[4.5,3.5,-0.5],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[4.5,3.0,-0.5],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[3.0,3.5,-0.5],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[3.0,3.5,-3.0],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[4.5,0.5,-3.0],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[4.5,0.5,-3.5],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[4.5,3.0,-3.0],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[3.0,3.0,-3.5],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[3.0,0.5,-3.5],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[4.5,3.0,-3.5],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[4.5,3.5,-3.0],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[3.0,3.5,-3.5],"direction":[1.0,0.0,0.0]}],"pcurves":[{"kind":"Line2","origin":[0.5,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,0.5],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[1.5,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,0.5],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.5,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,1.5],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[3.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.5,0.5],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.5,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.5,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[1.5,0.5],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,3.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,0.5],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,0.5],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[1.5,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,0.5],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.5,0.5],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,3.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,0.5],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,0.5],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.5,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,1.5],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[3.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.5,1.5],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.5,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.5,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[3.0,0.5],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.5,3.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.5,0.5],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.5,0.5],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.5,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[3.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.5,1.5],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.5,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,0.5],"direction":[1.0,0.0]},{"kind":"Line2","origin":[1.5,0.5],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,3.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,0.5],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.5,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,0.5],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[3.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[1.5,0.5],"direction":[1.0,0.0]},{"kind":"Line2","origin":[1.5,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[1.5,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.5,1.5],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,3.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,1.5],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,1.5],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,0.5],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.5,0.5],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,3.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,0.5],"direction":[0.0,1.0]},{"kind":"Line2","origin":[3.0,0.5],"direction":[0.0,1.0]},{"kind":"Line2","origin":[1.5,3.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[1.5,0.5],"direction":[0.0,1.0]},{"kind":"Line2","origin":[1.5,0.5],"direction":[1.0,0.0]},{"kind":"Line2","origin":[1.5,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[3.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[1.5,0.5],"direction":[1.0,0.0]},{"kind":"Line2","origin":[1.5,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.5,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[3.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.5,0.5],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.5,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,1.5],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.5,1.5],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,3.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,1.5],"direction":[0.0,1.0]},{"kind":"Line2","origin":[3.0,1.5],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.5,3.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.5,1.5],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.5,1.5],"direction":[1.0,0.0]},{"kind":"Line2","origin":[3.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[2.5,2.5],"direction":[1.0,0.0]},{"kind":"Line2","origin":[2.5,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[2.5,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[1.5,2.5],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,3.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,2.5],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,2.5],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[1.5,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,2.5],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[2.5,2.5],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,3.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,2.5],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,2.5],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[2.5,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,1.5],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[3.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[2.5,1.5],"direction":[1.0,0.0]},{"kind":"Line2","origin":[2.5,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[2.5,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[3.0,2.5],"direction":[0.0,1.0]},{"kind":"Line2","origin":[2.5,3.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[2.5,2.5],"direction":[0.0,1.0]},{"kind":"Line2","origin":[2.5,2.5],"direction":[1.0,0.0]},{"kind":"Line2","origin":[2.5,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[3.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[2.5,1.5],"direction":[1.0,0.0]},{"kind":"Line2","origin":[2.5,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,2.5],"direction":[1.0,0.0]},{"kind":"Line2","origin":[1.5,2.5],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,3.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,2.5],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[2.5,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,2.5],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[3.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[1.5,2.5],"direction":[1.0,0.0]},{"kind":"Line2","origin":[1.5,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[1.5,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[2.5,1.5],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,3.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,1.5],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,1.5],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,2.5],"direction":[1.0,0.0]},{"kind":"Line2","origin":[2.5,2.5],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,3.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,2.5],"direction":[0.0,1.0]},{"kind":"Line2","origin":[3.0,2.5],"direction":[0.0,1.0]},{"kind":"Line2","origin":[1.5,3.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[1.5,2.5],"direction":[0.0,1.0]},{"kind":"Line2","origin":[1.5,2.5],"direction":[1.0,0.0]},{"kind":"Line2","origin":[1.5,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[3.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[1.5,2.5],"direction":[1.0,0.0]},{"kind":"Line2","origin":[1.5,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[2.5,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[3.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[2.5,2.5],"direction":[1.0,0.0]},{"kind":"Line2","origin":[2.5,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,1.5],"direction":[1.0,0.0]},{"kind":"Line2","origin":[2.5,1.5],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,3.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,1.5],"direction":[0.0,1.0]},{"kind":"Line2","origin":[3.0,1.5],"direction":[0.0,1.0]},{"kind":"Line2","origin":[2.5,3.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[2.5,1.5],"direction":[0.0,1.0]},{"kind":"Line2","origin":[2.5,1.5],"direction":[1.0,0.0]},{"kind":"Line2","origin":[2.5,2.5],"direction":[1.0,0.0]},{"kind":"Line2","origin":[3.0,2.5],"direction":[0.0,1.0]},{"kind":"Line2","origin":[2.5,3.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[2.5,2.5],"direction":[0.0,1.0]},{"kind":"Line2","origin":[2.5,1.5],"direction":[1.0,0.0]},{"kind":"Line2","origin":[3.0,1.5],"direction":[0.0,1.0]},{"kind":"Line2","origin":[2.5,3.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[2.5,1.5],"direction":[0.0,1.0]},{"kind":"Line2","origin":[1.5,2.5],"direction":[1.0,0.0]},{"kind":"Line2","origin":[3.0,2.5],"direction":[0.0,1.0]},{"kind":"Line2","origin":[1.5,3.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[1.5,2.5],"direction":[0.0,1.0]}],"intersections":[]},"topology":{"vertices":[{"id":0,"position":[0.0,0.5,0.0],"outgoing_halfedge":0,"tolerance":1e-8},{"id":1,"position":[0.0,0.5,-0.5],"outgoing_halfedge":1,"tolerance":1e-8},{"id":2,"position":[0.0,0.0,-0.5],"outgoing_halfedge":2,"tolerance":1e-8},{"id":3,"position":[0.0,0.0,0.0],"outgoing_halfedge":3,"tolerance":1e-8},{"id":4,"position":[1.5,0.0,0.0],"outgoing_halfedge":4,"tolerance":1e-8},{"id":5,"position":[1.5,0.5,0.0],"outgoing_halfedge":5,"tolerance":1e-8},{"id":6,"position":[1.5,0.0,-0.5],"outgoing_halfedge":9,"tolerance":1e-8},{"id":7,"position":[0.0,3.0,0.0],"outgoing_halfedge":12,"tolerance":1e-8},{"id":8,"position":[0.0,3.0,-0.5],"outgoing_halfedge":13,"tolerance":1e-8},{"id":9,"position":[1.5,3.0,0.0],"outgoing_halfedge":17,"tolerance":1e-8},{"id":10,"position":[1.5,3.0,-0.5],"outgoing_halfedge":22,"tolerance":1e-8},{"id":11,"position":[0.0,0.5,-3.0],"outgoing_halfedge":25,"tolerance":1e-8},{"id":12,"position":[0.0,0.0,-3.0],"outgoing_halfedge":26,"tolerance":1e-8},{"id":13,"position":[1.5,0.5,-3.0],"outgoing_halfedge":30,"tolerance":1e-8},{"id":14,"position":[1.5,0.0,-3.0],"outgoing_halfedge":31,"tolerance":1e-8},{"id":15,"position":[0.0,3.0,-3.0],"outgoing_halfedge":37,"tolerance":1e-8},{"id":16,"position":[1.5,3.0,-3.0],"outgoing_halfedge":42,"tolerance":1e-8},{"id":17,"position":[3.0,0.0,0.0],"outgoing_halfedge":48,"tolerance":1e-8},{"id":18,"position":[3.0,0.0,-0.5],"outgoing_halfedge":49,"tolerance":1e-8},{"id":19,"position":[3.0,0.5,-0.5],"outgoing_halfedge":50,"tolerance":1e-8},{"id":20,"position":[3.0,0.5,0.0],"outgoing_halfedge":51,"tolerance":1e-8},{"id":21,"position":[3.0,3.0,-0.5],"outgoing_halfedge":62,"tolerance":1e-8},{"id":22,"position":[3.0,3.0,0.0],"outgoing_halfedge":63,"tolerance":1e-8},{"id":23,"position":[3.0,0.0,-3.0],"outgoing_halfedge":73,"tolerance":1e-8},{"id":24,"position":[3.0,0.5,-3.0],"outgoing_halfedge":74,"tolerance":1e-8},{"id":25,"position":[1.5,3.5,-0.5],"outgoing_halfedge":84,"tolerance":1e-8},{"id":26,"position":[1.5,3.5,-3.0],"outgoing_halfedge":85,"tolerance":1e-8},{"id":27,"position":[3.0,3.5,-0.5],"outgoing_halfedge":89,"tolerance":1e-8},{"id":28,"position":[3.0,3.5,-3.0],"outgoing_halfedge":94,"tolerance":1e-8},{"id":29,"position":[1.5,3.0,-3.5],"outgoing_halfedge":97,"tolerance":1e-8},{"id":30,"position":[1.5,0.5,-3.5],"outgoing_halfedge":98,"tolerance":1e-8},{"id":31,"position":[3.0,3.0,-3.5],"outgoing_halfedge":102,"tolerance":1e-8},{"id":32,"position":[3.0,0.5,-3.5],"outgoing_halfedge":103,"tolerance":1e-8},{"id":33,"position":[1.5,3.5,-3.5],"outgoing_halfedge":109,"tolerance":1e-8},{"id":34,"position":[3.0,3.5,-3.5],"outgoing_halfedge":114,"tolerance":1e-8},{"id":35,"position":[4.5,0.5,-0.5],"outgoing_halfedge":120,"tolerance":1e-8},{"id":36,"position":[4.5,0.5,-3.0],"outgoing_halfedge":121,"tolerance":1e-8},{"id":37,"position":[4.5,3.0,-3.0],"outgoing_halfedge":122,"tolerance":1e-8},{"id":38,"position":[4.5,3.0,-0.5],"outgoing_halfedge":123,"tolerance":1e-8},{"id":39,"position":[4.5,3.5,-3.0],"outgoing_halfedge":134,"tolerance":1e-8},{"id":40,"position":[4.5,3.5,-0.5],"outgoing_halfedge":135,"tolerance":1e-8},{"id":41,"position":[4.5,0.5,-3.5],"outgoing_halfedge":145,"tolerance":1e-8},{"id":42,"position":[4.5,3.0,-3.5],"outgoing_halfedge":146,"tolerance":1e-8},{"id":43,"position":[4.5,3.5,-3.5],"outgoing_halfedge":158,"tolerance":1e-8}],"edges":[{"id":0,"geometry":{"kind":"Curve","curve":0,"range":{"lo":0.0,"hi":0.5}},"halfedge":0,"twin_halfedge":14,"tolerance":1e-8,"chart_seam":false},{"id":1,"geometry":{"kind":"Curve","curve":1,"range":{"lo":0.0,"hi":0.5}},"halfedge":1,"twin_halfedge":27,"tolerance":1e-8,"chart_seam":false},{"id":2,"geometry":{"kind":"Curve","curve":2,"range":{"lo":0.0,"hi":0.5}},"halfedge":2,"twin_halfedge":11,"tolerance":1e-8,"chart_seam":false},{"id":3,"geometry":{"kind":"Curve","curve":3,"range":{"lo":0.0,"hi":0.5}},"halfedge":3,"twin_halfedge":6,"tolerance":1e-8,"chart_seam":false},{"id":4,"geometry":{"kind":"Curve","curve":4,"range":{"lo":0.0,"hi":0.5}},"halfedge":4,"twin_halfedge":54,"tolerance":1e-8,"chart_seam":false},{"id":5,"geometry":{"kind":"Curve","curve":5,"range":{"lo":0.0,"hi":1.5}},"halfedge":5,"twin_halfedge":19,"tolerance":1e-8,"chart_seam":false},{"id":6,"geometry":{"kind":"Curve","curve":6,"range":{"lo":0.0,"hi":1.5}},"halfedge":7,"twin_halfedge":10,"tolerance":1e-8,"chart_seam":false},{"id":7,"geometry":{"kind":"Curve","curve":7,"range":{"lo":0.0,"hi":1.5}},"halfedge":8,"twin_halfedge":34,"tolerance":1e-8,"chart_seam":false},{"id":8,"geometry":{"kind":"Curve","curve":8,"range":{"lo":0.0,"hi":0.5}},"halfedge":9,"twin_halfedge":59,"tolerance":1e-8,"chart_seam":false},{"id":9,"geometry":{"kind":"Curve","curve":9,"range":{"lo":0.0,"hi":0.5}},"halfedge":12,"twin_halfedge":23,"tolerance":1e-8,"chart_seam":false},{"id":10,"geometry":{"kind":"Curve","curve":10,"range":{"lo":0.0,"hi":2.5}},"halfedge":13,"twin_halfedge":39,"tolerance":1e-8,"chart_seam":false},{"id":11,"geometry":{"kind":"Curve","curve":11,"range":{"lo":0.0,"hi":2.5}},"halfedge":15,"twin_halfedge":18,"tolerance":1e-8,"chart_seam":false},{"id":12,"geometry":{"kind":"Curve","curve":12,"range":{"lo":0.0,"hi":2.5}},"halfedge":16,"twin_halfedge":66,"tolerance":1e-8,"chart_seam":false},{"id":13,"geometry":{"kind":"Curve","curve":13,"range":{"lo":0.0,"hi":1.5}},"halfedge":17,"twin_halfedge":20,"tolerance":1e-8,"chart_seam":false},{"id":14,"geometry":{"kind":"Curve","curve":14,"range":{"lo":0.0,"hi":0.5}},"halfedge":21,"twin_halfedge":71,"tolerance":1e-8,"chart_seam":false},{"id":15,"geometry":{"kind":"Curve","curve":15,"range":{"lo":0.0,"hi":1.5}},"halfedge":22,"twin_halfedge":44,"tolerance":1e-8,"chart_seam":false},{"id":16,"geometry":{"kind":"Curve","curve":16,"range":{"lo":0.0,"hi":2.5}},"halfedge":24,"twin_halfedge":38,"tolerance":1e-8,"chart_seam":false},{"id":17,"geometry":{"kind":"Curve","curve":17,"range":{"lo":0.0,"hi":0.5}},"halfedge":25,"twin_halfedge":28,"tolerance":1e-8,"chart_seam":false},{"id":18,"geometry":{"kind":"Curve","curve":18,"range":{"lo":0.0,"hi":2.5}},"halfedge":26,"twin_halfedge":35,"tolerance":1e-8,"chart_seam":false},{"id":19,"geometry":{"kind":"Curve","curve":19,"range":{"lo":0.0,"hi":1.5}},"halfedge":29,"twin_halfedge":43,"tolerance":1e-8,"chart_seam":false},{"id":20,"geometry":{"kind":"Curve","curve":20,"range":{"lo":0.0,"hi":0.5}},"halfedge":30,"twin_halfedge":76,"tolerance":1e-8,"chart_seam":false},{"id":21,"geometry":{"kind":"Curve","curve":21,"range":{"lo":0.0,"hi":1.5}},"halfedge":31,"twin_halfedge":32,"tolerance":1e-8,"chart_seam":false},{"id":22,"geometry":{"kind":"Curve","curve":22,"range":{"lo":0.0,"hi":2.5}},"halfedge":33,"twin_halfedge":83,"tolerance":1e-8,"chart_seam":false},{"id":23,"geometry":{"kind":"Curve","curve":23,"range":{"lo":0.0,"hi":2.5}},"halfedge":36,"twin_halfedge":47,"tolerance":1e-8,"chart_seam":false},{"id":24,"geometry":{"kind":"Curve","curve":24,"range":{"lo":0.0,"hi":2.5}},"halfedge":37,"twin_halfedge":40,"tolerance":1e-8,"chart_seam":false},{"id":25,"geometry":{"kind":"Curve","curve":25,"range":{"lo":0.0,"hi":1.5}},"halfedge":41,"twin_halfedge":46,"tolerance":1e-8,"chart_seam":false},{"id":26,"geometry":{"kind":"Curve","curve":26,"range":{"lo":0.0,"hi":2.5}},"halfedge":42,"twin_halfedge":99,"tolerance":1e-8,"chart_seam":false},{"id":27,"geometry":{"kind":"Curve","curve":27,"range":{"lo":0.0,"hi":2.5}},"halfedge":45,"twin_halfedge":86,"tolerance":1e-8,"chart_seam":false},{"id":28,"geometry":{"kind":"Curve","curve":28,"range":{"lo":0.0,"hi":0.5}},"halfedge":48,"twin_halfedge":57,"tolerance":1e-8,"chart_seam":false},{"id":29,"geometry":{"kind":"Curve","curve":29,"range":{"lo":0.0,"hi":0.5}},"halfedge":49,"twin_halfedge":75,"tolerance":1e-8,"chart_seam":false},{"id":30,"geometry":{"kind":"Curve","curve":30,"range":{"lo":0.0,"hi":0.5}},"halfedge":50,"twin_halfedge":60,"tolerance":1e-8,"chart_seam":false},{"id":31,"geometry":{"kind":"Curve","curve":31,"range":{"lo":0.0,"hi":0.5}},"halfedge":51,"twin_halfedge":52,"tolerance":1e-8,"chart_seam":false},{"id":32,"geometry":{"kind":"Curve","curve":32,"range":{"lo":0.0,"hi":1.5}},"halfedge":53,"twin_halfedge":67,"tolerance":1e-8,"chart_seam":false},{"id":33,"geometry":{"kind":"Curve","curve":33,"range":{"lo":0.0,"hi":1.5}},"halfedge":55,"twin_halfedge":58,"tolerance":1e-8,"chart_seam":false},{"id":34,"geometry":{"kind":"Curve","curve":34,"range":{"lo":0.0,"hi":1.5}},"halfedge":56,"twin_halfedge":82,"tolerance":1e-8,"chart_seam":false},{"id":35,"geometry":{"kind":"Curve","curve":35,"range":{"lo":0.0,"hi":2.5}},"halfedge":61,"twin_halfedge":126,"tolerance":1e-8,"chart_seam":false},{"id":36,"geometry":{"kind":"Curve","curve":36,"range":{"lo":0.0,"hi":0.5}},"halfedge":62,"twin_halfedge":69,"tolerance":1e-8,"chart_seam":false},{"id":37,"geometry":{"kind":"Curve","curve":37,"range":{"lo":0.0,"hi":2.5}},"halfedge":63,"twin_halfedge":64,"tolerance":1e-8,"chart_seam":false},{"id":38,"geometry":{"kind":"Curve","curve":38,"range":{"lo":0.0,"hi":1.5}},"halfedge":65,"twin_halfedge":68,"tolerance":1e-8,"chart_seam":false},{"id":39,"geometry":{"kind":"Curve","curve":39,"range":{"lo":0.0,"hi":1.5}},"halfedge":70,"twin_halfedge":91,"tolerance":1e-8,"chart_seam":false},{"id":40,"geometry":{"kind":"Curve","curve":40,"range":{"lo":0.0,"hi":2.5}},"halfedge":72,"twin_halfedge":81,"tolerance":1e-8,"chart_seam":false},{"id":41,"geometry":{"kind":"Curve","curve":41,"range":{"lo":0.0,"hi":0.5}},"halfedge":73,"twin_halfedge":78,"tolerance":1e-8,"chart_seam":false},{"id":42,"geometry":{"kind":"Curve","curve":42,"range":{"lo":0.0,"hi":2.5}},"halfedge":74,"twin_halfedge":131,"tolerance":1e-8,"chart_seam":false},{"id":43,"geometry":{"kind":"Curve","curve":43,"range":{"lo":0.0,"hi":1.5}},"halfedge":77,"twin_halfedge":106,"tolerance":1e-8,"chart_seam":false},{"id":44,"geometry":{"kind":"Curve","curve":44,"range":{"lo":0.0,"hi":1.5}},"halfedge":79,"twin_halfedge":80,"tolerance":1e-8,"chart_seam":false},{"id":45,"geometry":{"kind":"Curve","curve":45,"range":{"lo":0.0,"hi":2.5}},"halfedge":84,"twin_halfedge":95,"tolerance":1e-8,"chart_seam":false},{"id":46,"geometry":{"kind":"Curve","curve":46,"range":{"lo":0.0,"hi":0.5}},"halfedge":85,"twin_halfedge":111,"tolerance":1e-8,"chart_seam":false},{"id":47,"geometry":{"kind":"Curve","curve":47,"range":{"lo":0.0,"hi":0.5}},"halfedge":87,"twin_halfedge":90,"tolerance":1e-8,"chart_seam":false},{"id":48,"geometry":{"kind":"Curve","curve":48,"range":{"lo":0.0,"hi":0.5}},"halfedge":88,"twin_halfedge":138,"tolerance":1e-8,"chart_seam":false},{"id":49,"geometry":{"kind":"Curve","curve":49,"range":{"lo":0.0,"hi":1.5}},"halfedge":89,"twin_halfedge":92,"tolerance":1e-8,"chart_seam":false},{"id":50,"geometry":{"kind":"Curve","curve":50,"range":{"lo":0.0,"hi":2.5}},"halfedge":93,"twin_halfedge":143,"tolerance":1e-8,"chart_seam":false},{"id":51,"geometry":{"kind":"Curve","curve":51,"range":{"lo":0.0,"hi":1.5}},"halfedge":94,"twin_halfedge":116,"tolerance":1e-8,"chart_seam":false},{"id":52,"geometry":{"kind":"Curve","curve":52,"range":{"lo":0.0,"hi":0.5}},"halfedge":96,"twin_halfedge":110,"tolerance":1e-8,"chart_seam":false},{"id":53,"geometry":{"kind":"Curve","curve":53,"range":{"lo":0.0,"hi":2.5}},"halfedge":97,"twin_halfedge":100,"tolerance":1e-8,"chart_seam":false},{"id":54,"geometry":{"kind":"Curve","curve":54,"range":{"lo":0.0,"hi":0.5}},"halfedge":98,"twin_halfedge":107,"tolerance":1e-8,"chart_seam":false},{"id":55,"geometry":{"kind":"Curve","curve":55,"range":{"lo":0.0,"hi":1.5}},"halfedge":101,"twin_halfedge":115,"tolerance":1e-8,"chart_seam":false},{"id":56,"geometry":{"kind":"Curve","curve":56,"range":{"lo":0.0,"hi":2.5}},"halfedge":102,"twin_halfedge":148,"tolerance":1e-8,"chart_seam":false},{"id":57,"geometry":{"kind":"Curve","curve":57,"range":{"lo":0.0,"hi":1.5}},"halfedge":103,"twin_halfedge":104,"tolerance":1e-8,"chart_seam":false},{"id":58,"geometry":{"kind":"Curve","curve":58,"range":{"lo":0.0,"hi":0.5}},"halfedge":105,"twin_halfedge":155,"tolerance":1e-8,"chart_seam":false},{"id":59,"geometry":{"kind":"Curve","curve":59,"range":{"lo":0.0,"hi":0.5}},"halfedge":108,"twin_halfedge":119,"tolerance":1e-8,"chart_seam":false},{"id":60,"geometry":{"kind":"Curve","curve":60,"range":{"lo":0.0,"hi":0.5}},"halfedge":109,"twin_halfedge":112,"tolerance":1e-8,"chart_seam":false},{"id":61,"geometry":{"kind":"Curve","curve":61,"range":{"lo":0.0,"hi":1.5}},"halfedge":113,"twin_halfedge":118,"tolerance":1e-8,"chart_seam":false},{"id":62,"geometry":{"kind":"Curve","curve":62,"range":{"lo":0.0,"hi":0.5}},"halfedge":114,"twin_halfedge":160,"tolerance":1e-8,"chart_seam":false},{"id":63,"geometry":{"kind":"Curve","curve":63,"range":{"lo":0.0,"hi":0.5}},"halfedge":117,"twin_halfedge":167,"tolerance":1e-8,"chart_seam":false},{"id":64,"geometry":{"kind":"Curve","curve":64,"range":{"lo":0.0,"hi":2.5}},"halfedge":120,"twin_halfedge":129,"tolerance":1e-8,"chart_seam":false},{"id":65,"geometry":{"kind":"Curve","curve":65,"range":{"lo":0.0,"hi":2.5}},"halfedge":121,"twin_halfedge":147,"tolerance":1e-8,"chart_seam":false},{"id":66,"geometry":{"kind":"Curve","curve":66,"range":{"lo":0.0,"hi":2.5}},"halfedge":122,"twin_halfedge":132,"tolerance":1e-8,"chart_seam":false},{"id":67,"geometry":{"kind":"Curve","curve":67,"range":{"lo":0.0,"hi":2.5}},"halfedge":123,"twin_halfedge":124,"tolerance":1e-8,"chart_seam":false},{"id":68,"geometry":{"kind":"Curve","curve":68,"range":{"lo":0.0,"hi":1.5}},"halfedge":125,"twin_halfedge":139,"tolerance":1e-8,"chart_seam":false},{"id":69,"geometry":{"kind":"Curve","curve":69,"range":{"lo":0.0,"hi":1.5}},"halfedge":127,"twin_halfedge":130,"tolerance":1e-8,"chart_seam":false},{"id":70,"geometry":{"kind":"Curve","curve":70,"range":{"lo":0.0,"hi":1.5}},"halfedge":128,"twin_halfedge":154,"tolerance":1e-8,"chart_seam":false},{"id":71,"geometry":{"kind":"Curve","curve":71,"range":{"lo":0.0,"hi":0.5}},"halfedge":133,"twin_halfedge":159,"tolerance":1e-8,"chart_seam":false},{"id":72,"geometry":{"kind":"Curve","curve":72,"range":{"lo":0.0,"hi":2.5}},"halfedge":134,"twin_halfedge":141,"tolerance":1e-8,"chart_seam":false},{"id":73,"geometry":{"kind":"Curve","curve":73,"range":{"lo":0.0,"hi":0.5}},"halfedge":135,"twin_halfedge":136,"tolerance":1e-8,"chart_seam":false},{"id":74,"geometry":{"kind":"Curve","curve":74,"range":{"lo":0.0,"hi":1.5}},"halfedge":137,"twin_halfedge":140,"tolerance":1e-8,"chart_seam":false},{"id":75,"geometry":{"kind":"Curve","curve":75,"range":{"lo":0.0,"hi":1.5}},"halfedge":142,"twin_halfedge":164,"tolerance":1e-8,"chart_seam":false},{"id":76,"geometry":{"kind":"Curve","curve":76,"range":{"lo":0.0,"hi":0.5}},"halfedge":144,"twin_halfedge":153,"tolerance":1e-8,"chart_seam":false},{"id":77,"geometry":{"kind":"Curve","curve":77,"range":{"lo":0.0,"hi":2.5}},"halfedge":145,"twin_halfedge":150,"tolerance":1e-8,"chart_seam":false},{"id":78,"geometry":{"kind":"Curve","curve":78,"range":{"lo":0.0,"hi":0.5}},"halfedge":146,"twin_halfedge":156,"tolerance":1e-8,"chart_seam":false},{"id":79,"geometry":{"kind":"Curve","curve":79,"range":{"lo":0.0,"hi":1.5}},"halfedge":149,"twin_halfedge":163,"tolerance":1e-8,"chart_seam":false},{"id":80,"geometry":{"kind":"Curve","curve":80,"range":{"lo":0.0,"hi":1.5}},"halfedge":151,"twin_halfedge":152,"tolerance":1e-8,"chart_seam":false},{"id":81,"geometry":{"kind":"Curve","curve":81,"range":{"lo":0.0,"hi":0.5}},"halfedge":157,"twin_halfedge":162,"tolerance":1e-8,"chart_seam":false},{"id":82,"geometry":{"kind":"Curve","curve":82,"range":{"lo":0.0,"hi":0.5}},"halfedge":158,"twin_halfedge":165,"tolerance":1e-8,"chart_seam":false},{"id":83,"geometry":{"kind":"Curve","curve":83,"range":{"lo":0.0,"hi":1.5}},"halfedge":161,"twin_halfedge":166,"tolerance":1e-8,"chart_seam":false}],"halfedges":[{"id":0,"from":0,"to":1,"twin":14,"next":1,"prev":3,"edge":0,"face":0,"loop_ref":0,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":0,"periodic_lift":[0,0]}},{"id":1,"from":1,"to":2,"twin":27,"next":2,"prev":0,"edge":1,"face":0,"loop_ref":0,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":1,"periodic_lift":[0,0]}},{"id":2,"from":2,"to":3,"twin":11,"next":3,"prev":1,"edge":2,"face":0,"loop_ref":0,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":2,"periodic_lift":[0,0]}},{"id":3,"from":3,"to":0,"twin":6,"next":0,"prev":2,"edge":3,"face":0,"loop_ref":0,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":3,"periodic_lift":[0,0]}},{"id":4,"from":4,"to":5,"twin":54,"next":5,"prev":7,"edge":4,"face":1,"loop_ref":1,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":4,"periodic_lift":[0,0]}},{"id":5,"from":5,"to":0,"twin":19,"next":6,"prev":4,"edge":5,"face":1,"loop_ref":1,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":5,"periodic_lift":[0,0]}},{"id":6,"from":0,"to":3,"twin":3,"next":7,"prev":5,"edge":3,"face":1,"loop_ref":1,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":6,"periodic_lift":[0,0]}},{"id":7,"from":3,"to":4,"twin":10,"next":4,"prev":6,"edge":6,"face":1,"loop_ref":1,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":7,"periodic_lift":[0,0]}},{"id":8,"from":2,"to":6,"twin":34,"next":9,"prev":11,"edge":7,"face":2,"loop_ref":2,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":8,"periodic_lift":[0,0]}},{"id":9,"from":6,"to":4,"twin":59,"next":10,"prev":8,"edge":8,"face":2,"loop_ref":2,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":9,"periodic_lift":[0,0]}},{"id":10,"from":4,"to":3,"twin":7,"next":11,"prev":9,"edge":6,"face":2,"loop_ref":2,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":10,"periodic_lift":[0,0]}},{"id":11,"from":3,"to":2,"twin":2,"next":8,"prev":10,"edge":2,"face":2,"loop_ref":2,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":11,"periodic_lift":[0,0]}},{"id":12,"from":7,"to":8,"twin":23,"next":13,"prev":15,"edge":9,"face":3,"loop_ref":3,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":12,"periodic_lift":[0,0]}},{"id":13,"from":8,"to":1,"twin":39,"next":14,"prev":12,"edge":10,"face":3,"loop_ref":3,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":13,"periodic_lift":[0,0]}},{"id":14,"from":1,"to":0,"twin":0,"next":15,"prev":13,"edge":0,"face":3,"loop_ref":3,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":14,"periodic_lift":[0,0]}},{"id":15,"from":0,"to":7,"twin":18,"next":12,"prev":14,"edge":11,"face":3,"loop_ref":3,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":15,"periodic_lift":[0,0]}},{"id":16,"from":5,"to":9,"twin":66,"next":17,"prev":19,"edge":12,"face":4,"loop_ref":4,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":16,"periodic_lift":[0,0]}},{"id":17,"from":9,"to":7,"twin":20,"next":18,"prev":16,"edge":13,"face":4,"loop_ref":4,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":17,"periodic_lift":[0,0]}},{"id":18,"from":7,"to":0,"twin":15,"next":19,"prev":17,"edge":11,"face":4,"loop_ref":4,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":18,"periodic_lift":[0,0]}},{"id":19,"from":0,"to":5,"twin":5,"next":16,"prev":18,"edge":5,"face":4,"loop_ref":4,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":19,"periodic_lift":[0,0]}},{"id":20,"from":7,"to":9,"twin":17,"next":21,"prev":23,"edge":13,"face":5,"loop_ref":5,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":20,"periodic_lift":[0,0]}},{"id":21,"from":9,"to":10,"twin":71,"next":22,"prev":20,"edge":14,"face":5,"loop_ref":5,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":21,"periodic_lift":[0,0]}},{"id":22,"from":10,"to":8,"twin":44,"next":23,"prev":21,"edge":15,"face":5,"loop_ref":5,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":22,"periodic_lift":[0,0]}},{"id":23,"from":8,"to":7,"twin":12,"next":20,"prev":22,"edge":9,"face":5,"loop_ref":5,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":23,"periodic_lift":[0,0]}},{"id":24,"from":1,"to":11,"twin":38,"next":25,"prev":27,"edge":16,"face":6,"loop_ref":6,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":24,"periodic_lift":[0,0]}},{"id":25,"from":11,"to":12,"twin":28,"next":26,"prev":24,"edge":17,"face":6,"loop_ref":6,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":25,"periodic_lift":[0,0]}},{"id":26,"from":12,"to":2,"twin":35,"next":27,"prev":25,"edge":18,"face":6,"loop_ref":6,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":26,"periodic_lift":[0,0]}},{"id":27,"from":2,"to":1,"twin":1,"next":24,"prev":26,"edge":1,"face":6,"loop_ref":6,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":27,"periodic_lift":[0,0]}},{"id":28,"from":12,"to":11,"twin":25,"next":29,"prev":31,"edge":17,"face":7,"loop_ref":7,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":28,"periodic_lift":[0,0]}},{"id":29,"from":11,"to":13,"twin":43,"next":30,"prev":28,"edge":19,"face":7,"loop_ref":7,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":29,"periodic_lift":[0,0]}},{"id":30,"from":13,"to":14,"twin":76,"next":31,"prev":29,"edge":20,"face":7,"loop_ref":7,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":30,"periodic_lift":[0,0]}},{"id":31,"from":14,"to":12,"twin":32,"next":28,"prev":30,"edge":21,"face":7,"loop_ref":7,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":31,"periodic_lift":[0,0]}},{"id":32,"from":12,"to":14,"twin":31,"next":33,"prev":35,"edge":21,"face":8,"loop_ref":8,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":32,"periodic_lift":[0,0]}},{"id":33,"from":14,"to":6,"twin":83,"next":34,"prev":32,"edge":22,"face":8,"loop_ref":8,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":33,"periodic_lift":[0,0]}},{"id":34,"from":6,"to":2,"twin":8,"next":35,"prev":33,"edge":7,"face":8,"loop_ref":8,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":34,"periodic_lift":[0,0]}},{"id":35,"from":2,"to":12,"twin":26,"next":32,"prev":34,"edge":18,"face":8,"loop_ref":8,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":35,"periodic_lift":[0,0]}},{"id":36,"from":8,"to":15,"twin":47,"next":37,"prev":39,"edge":23,"face":9,"loop_ref":9,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":36,"periodic_lift":[0,0]}},{"id":37,"from":15,"to":11,"twin":40,"next":38,"prev":36,"edge":24,"face":9,"loop_ref":9,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":37,"periodic_lift":[0,0]}},{"id":38,"from":11,"to":1,"twin":24,"next":39,"prev":37,"edge":16,"face":9,"loop_ref":9,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":38,"periodic_lift":[0,0]}},{"id":39,"from":1,"to":8,"twin":13,"next":36,"prev":38,"edge":10,"face":9,"loop_ref":9,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":39,"periodic_lift":[0,0]}},{"id":40,"from":11,"to":15,"twin":37,"next":41,"prev":43,"edge":24,"face":10,"loop_ref":10,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":40,"periodic_lift":[0,0]}},{"id":41,"from":15,"to":16,"twin":46,"next":42,"prev":40,"edge":25,"face":10,"loop_ref":10,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":41,"periodic_lift":[0,0]}},{"id":42,"from":16,"to":13,"twin":99,"next":43,"prev":41,"edge":26,"face":10,"loop_ref":10,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":42,"periodic_lift":[0,0]}},{"id":43,"from":13,"to":11,"twin":29,"next":40,"prev":42,"edge":19,"face":10,"loop_ref":10,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":43,"periodic_lift":[0,0]}},{"id":44,"from":8,"to":10,"twin":22,"next":45,"prev":47,"edge":15,"face":11,"loop_ref":11,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":44,"periodic_lift":[0,0]}},{"id":45,"from":10,"to":16,"twin":86,"next":46,"prev":44,"edge":27,"face":11,"loop_ref":11,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":45,"periodic_lift":[0,0]}},{"id":46,"from":16,"to":15,"twin":41,"next":47,"prev":45,"edge":25,"face":11,"loop_ref":11,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":46,"periodic_lift":[0,0]}},{"id":47,"from":15,"to":8,"twin":36,"next":44,"prev":46,"edge":23,"face":11,"loop_ref":11,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":47,"periodic_lift":[0,0]}},{"id":48,"from":17,"to":18,"twin":57,"next":49,"prev":51,"edge":28,"face":12,"loop_ref":12,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":48,"periodic_lift":[0,0]}},{"id":49,"from":18,"to":19,"twin":75,"next":50,"prev":48,"edge":29,"face":12,"loop_ref":12,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":49,"periodic_lift":[0,0]}},{"id":50,"from":19,"to":20,"twin":60,"next":51,"prev":49,"edge":30,"face":12,"loop_ref":12,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":50,"periodic_lift":[0,0]}},{"id":51,"from":20,"to":17,"twin":52,"next":48,"prev":50,"edge":31,"face":12,"loop_ref":12,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":51,"periodic_lift":[0,0]}},{"id":52,"from":17,"to":20,"twin":51,"next":53,"prev":55,"edge":31,"face":13,"loop_ref":13,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":52,"periodic_lift":[0,0]}},{"id":53,"from":20,"to":5,"twin":67,"next":54,"prev":52,"edge":32,"face":13,"loop_ref":13,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":53,"periodic_lift":[0,0]}},{"id":54,"from":5,"to":4,"twin":4,"next":55,"prev":53,"edge":4,"face":13,"loop_ref":13,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":54,"periodic_lift":[0,0]}},{"id":55,"from":4,"to":17,"twin":58,"next":52,"prev":54,"edge":33,"face":13,"loop_ref":13,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":55,"periodic_lift":[0,0]}},{"id":56,"from":6,"to":18,"twin":82,"next":57,"prev":59,"edge":34,"face":14,"loop_ref":14,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":56,"periodic_lift":[0,0]}},{"id":57,"from":18,"to":17,"twin":48,"next":58,"prev":56,"edge":28,"face":14,"loop_ref":14,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":57,"periodic_lift":[0,0]}},{"id":58,"from":17,"to":4,"twin":55,"next":59,"prev":57,"edge":33,"face":14,"loop_ref":14,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":58,"periodic_lift":[0,0]}},{"id":59,"from":4,"to":6,"twin":9,"next":56,"prev":58,"edge":8,"face":14,"loop_ref":14,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":59,"periodic_lift":[0,0]}},{"id":60,"from":20,"to":19,"twin":50,"next":61,"prev":63,"edge":30,"face":15,"loop_ref":15,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":60,"periodic_lift":[0,0]}},{"id":61,"from":19,"to":21,"twin":126,"next":62,"prev":60,"edge":35,"face":15,"loop_ref":15,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":61,"periodic_lift":[0,0]}},{"id":62,"from":21,"to":22,"twin":69,"next":63,"prev":61,"edge":36,"face":15,"loop_ref":15,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":62,"periodic_lift":[0,0]}},{"id":63,"from":22,"to":20,"twin":64,"next":60,"prev":62,"edge":37,"face":15,"loop_ref":15,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":63,"periodic_lift":[0,0]}},{"id":64,"from":20,"to":22,"twin":63,"next":65,"prev":67,"edge":37,"face":16,"loop_ref":16,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":64,"periodic_lift":[0,0]}},{"id":65,"from":22,"to":9,"twin":68,"next":66,"prev":64,"edge":38,"face":16,"loop_ref":16,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":65,"periodic_lift":[0,0]}},{"id":66,"from":9,"to":5,"twin":16,"next":67,"prev":65,"edge":12,"face":16,"loop_ref":16,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":66,"periodic_lift":[0,0]}},{"id":67,"from":5,"to":20,"twin":53,"next":64,"prev":66,"edge":32,"face":16,"loop_ref":16,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":67,"periodic_lift":[0,0]}},{"id":68,"from":9,"to":22,"twin":65,"next":69,"prev":71,"edge":38,"face":17,"loop_ref":17,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":68,"periodic_lift":[0,0]}},{"id":69,"from":22,"to":21,"twin":62,"next":70,"prev":68,"edge":36,"face":17,"loop_ref":17,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":69,"periodic_lift":[0,0]}},{"id":70,"from":21,"to":10,"twin":91,"next":71,"prev":69,"edge":39,"face":17,"loop_ref":17,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":70,"periodic_lift":[0,0]}},{"id":71,"from":10,"to":9,"twin":21,"next":68,"prev":70,"edge":14,"face":17,"loop_ref":17,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":71,"periodic_lift":[0,0]}},{"id":72,"from":18,"to":23,"twin":81,"next":73,"prev":75,"edge":40,"face":18,"loop_ref":18,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":72,"periodic_lift":[0,0]}},{"id":73,"from":23,"to":24,"twin":78,"next":74,"prev":72,"edge":41,"face":18,"loop_ref":18,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":73,"periodic_lift":[0,0]}},{"id":74,"from":24,"to":19,"twin":131,"next":75,"prev":73,"edge":42,"face":18,"loop_ref":18,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":74,"periodic_lift":[0,0]}},{"id":75,"from":19,"to":18,"twin":49,"next":72,"prev":74,"edge":29,"face":18,"loop_ref":18,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":75,"periodic_lift":[0,0]}},{"id":76,"from":14,"to":13,"twin":30,"next":77,"prev":79,"edge":20,"face":19,"loop_ref":19,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":76,"periodic_lift":[0,0]}},{"id":77,"from":13,"to":24,"twin":106,"next":78,"prev":76,"edge":43,"face":19,"loop_ref":19,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":77,"periodic_lift":[0,0]}},{"id":78,"from":24,"to":23,"twin":73,"next":79,"prev":77,"edge":41,"face":19,"loop_ref":19,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":78,"periodic_lift":[0,0]}},{"id":79,"from":23,"to":14,"twin":80,"next":76,"prev":78,"edge":44,"face":19,"loop_ref":19,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":79,"periodic_lift":[0,0]}},{"id":80,"from":14,"to":23,"twin":79,"next":81,"prev":83,"edge":44,"face":20,"loop_ref":20,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":80,"periodic_lift":[0,0]}},{"id":81,"from":23,"to":18,"twin":72,"next":82,"prev":80,"edge":40,"face":20,"loop_ref":20,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":81,"periodic_lift":[0,0]}},{"id":82,"from":18,"to":6,"twin":56,"next":83,"prev":81,"edge":34,"face":20,"loop_ref":20,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":82,"periodic_lift":[0,0]}},{"id":83,"from":6,"to":14,"twin":33,"next":80,"prev":82,"edge":22,"face":20,"loop_ref":20,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":83,"periodic_lift":[0,0]}},{"id":84,"from":25,"to":26,"twin":95,"next":85,"prev":87,"edge":45,"face":21,"loop_ref":21,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":84,"periodic_lift":[0,0]}},{"id":85,"from":26,"to":16,"twin":111,"next":86,"prev":84,"edge":46,"face":21,"loop_ref":21,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":85,"periodic_lift":[0,0]}},{"id":86,"from":16,"to":10,"twin":45,"next":87,"prev":85,"edge":27,"face":21,"loop_ref":21,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":86,"periodic_lift":[0,0]}},{"id":87,"from":10,"to":25,"twin":90,"next":84,"prev":86,"edge":47,"face":21,"loop_ref":21,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":87,"periodic_lift":[0,0]}},{"id":88,"from":21,"to":27,"twin":138,"next":89,"prev":91,"edge":48,"face":22,"loop_ref":22,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":88,"periodic_lift":[0,0]}},{"id":89,"from":27,"to":25,"twin":92,"next":90,"prev":88,"edge":49,"face":22,"loop_ref":22,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":89,"periodic_lift":[0,0]}},{"id":90,"from":25,"to":10,"twin":87,"next":91,"prev":89,"edge":47,"face":22,"loop_ref":22,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":90,"periodic_lift":[0,0]}},{"id":91,"from":10,"to":21,"twin":70,"next":88,"prev":90,"edge":39,"face":22,"loop_ref":22,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":91,"periodic_lift":[0,0]}},{"id":92,"from":25,"to":27,"twin":89,"next":93,"prev":95,"edge":49,"face":23,"loop_ref":23,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":92,"periodic_lift":[0,0]}},{"id":93,"from":27,"to":28,"twin":143,"next":94,"prev":92,"edge":50,"face":23,"loop_ref":23,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":93,"periodic_lift":[0,0]}},{"id":94,"from":28,"to":26,"twin":116,"next":95,"prev":93,"edge":51,"face":23,"loop_ref":23,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":94,"periodic_lift":[0,0]}},{"id":95,"from":26,"to":25,"twin":84,"next":92,"prev":94,"edge":45,"face":23,"loop_ref":23,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":95,"periodic_lift":[0,0]}},{"id":96,"from":16,"to":29,"twin":110,"next":97,"prev":99,"edge":52,"face":24,"loop_ref":24,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":96,"periodic_lift":[0,0]}},{"id":97,"from":29,"to":30,"twin":100,"next":98,"prev":96,"edge":53,"face":24,"loop_ref":24,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":97,"periodic_lift":[0,0]}},{"id":98,"from":30,"to":13,"twin":107,"next":99,"prev":97,"edge":54,"face":24,"loop_ref":24,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":98,"periodic_lift":[0,0]}},{"id":99,"from":13,"to":16,"twin":42,"next":96,"prev":98,"edge":26,"face":24,"loop_ref":24,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":99,"periodic_lift":[0,0]}},{"id":100,"from":30,"to":29,"twin":97,"next":101,"prev":103,"edge":53,"face":25,"loop_ref":25,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":100,"periodic_lift":[0,0]}},{"id":101,"from":29,"to":31,"twin":115,"next":102,"prev":100,"edge":55,"face":25,"loop_ref":25,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":101,"periodic_lift":[0,0]}},{"id":102,"from":31,"to":32,"twin":148,"next":103,"prev":101,"edge":56,"face":25,"loop_ref":25,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":102,"periodic_lift":[0,0]}},{"id":103,"from":32,"to":30,"twin":104,"next":100,"prev":102,"edge":57,"face":25,"loop_ref":25,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":103,"periodic_lift":[0,0]}},{"id":104,"from":30,"to":32,"twin":103,"next":105,"prev":107,"edge":57,"face":26,"loop_ref":26,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":104,"periodic_lift":[0,0]}},{"id":105,"from":32,"to":24,"twin":155,"next":106,"prev":104,"edge":58,"face":26,"loop_ref":26,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":105,"periodic_lift":[0,0]}},{"id":106,"from":24,"to":13,"twin":77,"next":107,"prev":105,"edge":43,"face":26,"loop_ref":26,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":106,"periodic_lift":[0,0]}},{"id":107,"from":13,"to":30,"twin":98,"next":104,"prev":106,"edge":54,"face":26,"loop_ref":26,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":107,"periodic_lift":[0,0]}},{"id":108,"from":26,"to":33,"twin":119,"next":109,"prev":111,"edge":59,"face":27,"loop_ref":27,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":108,"periodic_lift":[0,0]}},{"id":109,"from":33,"to":29,"twin":112,"next":110,"prev":108,"edge":60,"face":27,"loop_ref":27,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":109,"periodic_lift":[0,0]}},{"id":110,"from":29,"to":16,"twin":96,"next":111,"prev":109,"edge":52,"face":27,"loop_ref":27,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":110,"periodic_lift":[0,0]}},{"id":111,"from":16,"to":26,"twin":85,"next":108,"prev":110,"edge":46,"face":27,"loop_ref":27,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":111,"periodic_lift":[0,0]}},{"id":112,"from":29,"to":33,"twin":109,"next":113,"prev":115,"edge":60,"face":28,"loop_ref":28,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":112,"periodic_lift":[0,0]}},{"id":113,"from":33,"to":34,"twin":118,"next":114,"prev":112,"edge":61,"face":28,"loop_ref":28,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":113,"periodic_lift":[0,0]}},{"id":114,"from":34,"to":31,"twin":160,"next":115,"prev":113,"edge":62,"face":28,"loop_ref":28,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":114,"periodic_lift":[0,0]}},{"id":115,"from":31,"to":29,"twin":101,"next":112,"prev":114,"edge":55,"face":28,"loop_ref":28,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":115,"periodic_lift":[0,0]}},{"id":116,"from":26,"to":28,"twin":94,"next":117,"prev":119,"edge":51,"face":29,"loop_ref":29,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":116,"periodic_lift":[0,0]}},{"id":117,"from":28,"to":34,"twin":167,"next":118,"prev":116,"edge":63,"face":29,"loop_ref":29,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":117,"periodic_lift":[0,0]}},{"id":118,"from":34,"to":33,"twin":113,"next":119,"prev":117,"edge":61,"face":29,"loop_ref":29,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":118,"periodic_lift":[0,0]}},{"id":119,"from":33,"to":26,"twin":108,"next":116,"prev":118,"edge":59,"face":29,"loop_ref":29,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":119,"periodic_lift":[0,0]}},{"id":120,"from":35,"to":36,"twin":129,"next":121,"prev":123,"edge":64,"face":30,"loop_ref":30,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":120,"periodic_lift":[0,0]}},{"id":121,"from":36,"to":37,"twin":147,"next":122,"prev":120,"edge":65,"face":30,"loop_ref":30,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":121,"periodic_lift":[0,0]}},{"id":122,"from":37,"to":38,"twin":132,"next":123,"prev":121,"edge":66,"face":30,"loop_ref":30,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":122,"periodic_lift":[0,0]}},{"id":123,"from":38,"to":35,"twin":124,"next":120,"prev":122,"edge":67,"face":30,"loop_ref":30,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":123,"periodic_lift":[0,0]}},{"id":124,"from":35,"to":38,"twin":123,"next":125,"prev":127,"edge":67,"face":31,"loop_ref":31,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":124,"periodic_lift":[0,0]}},{"id":125,"from":38,"to":21,"twin":139,"next":126,"prev":124,"edge":68,"face":31,"loop_ref":31,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":125,"periodic_lift":[0,0]}},{"id":126,"from":21,"to":19,"twin":61,"next":127,"prev":125,"edge":35,"face":31,"loop_ref":31,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":126,"periodic_lift":[0,0]}},{"id":127,"from":19,"to":35,"twin":130,"next":124,"prev":126,"edge":69,"face":31,"loop_ref":31,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":127,"periodic_lift":[0,0]}},{"id":128,"from":24,"to":36,"twin":154,"next":129,"prev":131,"edge":70,"face":32,"loop_ref":32,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":128,"periodic_lift":[0,0]}},{"id":129,"from":36,"to":35,"twin":120,"next":130,"prev":128,"edge":64,"face":32,"loop_ref":32,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":129,"periodic_lift":[0,0]}},{"id":130,"from":35,"to":19,"twin":127,"next":131,"prev":129,"edge":69,"face":32,"loop_ref":32,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":130,"periodic_lift":[0,0]}},{"id":131,"from":19,"to":24,"twin":74,"next":128,"prev":130,"edge":42,"face":32,"loop_ref":32,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":131,"periodic_lift":[0,0]}},{"id":132,"from":38,"to":37,"twin":122,"next":133,"prev":135,"edge":66,"face":33,"loop_ref":33,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":132,"periodic_lift":[0,0]}},{"id":133,"from":37,"to":39,"twin":159,"next":134,"prev":132,"edge":71,"face":33,"loop_ref":33,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":133,"periodic_lift":[0,0]}},{"id":134,"from":39,"to":40,"twin":141,"next":135,"prev":133,"edge":72,"face":33,"loop_ref":33,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":134,"periodic_lift":[0,0]}},{"id":135,"from":40,"to":38,"twin":136,"next":132,"prev":134,"edge":73,"face":33,"loop_ref":33,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":135,"periodic_lift":[0,0]}},{"id":136,"from":38,"to":40,"twin":135,"next":137,"prev":139,"edge":73,"face":34,"loop_ref":34,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":136,"periodic_lift":[0,0]}},{"id":137,"from":40,"to":27,"twin":140,"next":138,"prev":136,"edge":74,"face":34,"loop_ref":34,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":137,"periodic_lift":[0,0]}},{"id":138,"from":27,"to":21,"twin":88,"next":139,"prev":137,"edge":48,"face":34,"loop_ref":34,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":138,"periodic_lift":[0,0]}},{"id":139,"from":21,"to":38,"twin":125,"next":136,"prev":138,"edge":68,"face":34,"loop_ref":34,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":139,"periodic_lift":[0,0]}},{"id":140,"from":27,"to":40,"twin":137,"next":141,"prev":143,"edge":74,"face":35,"loop_ref":35,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":140,"periodic_lift":[0,0]}},{"id":141,"from":40,"to":39,"twin":134,"next":142,"prev":140,"edge":72,"face":35,"loop_ref":35,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":141,"periodic_lift":[0,0]}},{"id":142,"from":39,"to":28,"twin":164,"next":143,"prev":141,"edge":75,"face":35,"loop_ref":35,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":142,"periodic_lift":[0,0]}},{"id":143,"from":28,"to":27,"twin":93,"next":140,"prev":142,"edge":50,"face":35,"loop_ref":35,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":143,"periodic_lift":[0,0]}},{"id":144,"from":36,"to":41,"twin":153,"next":145,"prev":147,"edge":76,"face":36,"loop_ref":36,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":144,"periodic_lift":[0,0]}},{"id":145,"from":41,"to":42,"twin":150,"next":146,"prev":144,"edge":77,"face":36,"loop_ref":36,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":145,"periodic_lift":[0,0]}},{"id":146,"from":42,"to":37,"twin":156,"next":147,"prev":145,"edge":78,"face":36,"loop_ref":36,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":146,"periodic_lift":[0,0]}},{"id":147,"from":37,"to":36,"twin":121,"next":144,"prev":146,"edge":65,"face":36,"loop_ref":36,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":147,"periodic_lift":[0,0]}},{"id":148,"from":32,"to":31,"twin":102,"next":149,"prev":151,"edge":56,"face":37,"loop_ref":37,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":148,"periodic_lift":[0,0]}},{"id":149,"from":31,"to":42,"twin":163,"next":150,"prev":148,"edge":79,"face":37,"loop_ref":37,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":149,"periodic_lift":[0,0]}},{"id":150,"from":42,"to":41,"twin":145,"next":151,"prev":149,"edge":77,"face":37,"loop_ref":37,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":150,"periodic_lift":[0,0]}},{"id":151,"from":41,"to":32,"twin":152,"next":148,"prev":150,"edge":80,"face":37,"loop_ref":37,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":151,"periodic_lift":[0,0]}},{"id":152,"from":32,"to":41,"twin":151,"next":153,"prev":155,"edge":80,"face":38,"loop_ref":38,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":152,"periodic_lift":[0,0]}},{"id":153,"from":41,"to":36,"twin":144,"next":154,"prev":152,"edge":76,"face":38,"loop_ref":38,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":153,"periodic_lift":[0,0]}},{"id":154,"from":36,"to":24,"twin":128,"next":155,"prev":153,"edge":70,"face":38,"loop_ref":38,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":154,"periodic_lift":[0,0]}},{"id":155,"from":24,"to":32,"twin":105,"next":152,"prev":154,"edge":58,"face":38,"loop_ref":38,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":155,"periodic_lift":[0,0]}},{"id":156,"from":37,"to":42,"twin":146,"next":157,"prev":159,"edge":78,"face":39,"loop_ref":39,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":156,"periodic_lift":[0,0]}},{"id":157,"from":42,"to":43,"twin":162,"next":158,"prev":156,"edge":81,"face":39,"loop_ref":39,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":157,"periodic_lift":[0,0]}},{"id":158,"from":43,"to":39,"twin":165,"next":159,"prev":157,"edge":82,"face":39,"loop_ref":39,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":158,"periodic_lift":[0,0]}},{"id":159,"from":39,"to":37,"twin":133,"next":156,"prev":158,"edge":71,"face":39,"loop_ref":39,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":159,"periodic_lift":[0,0]}},{"id":160,"from":31,"to":34,"twin":114,"next":161,"prev":163,"edge":62,"face":40,"loop_ref":40,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":160,"periodic_lift":[0,0]}},{"id":161,"from":34,"to":43,"twin":166,"next":162,"prev":160,"edge":83,"face":40,"loop_ref":40,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":161,"periodic_lift":[0,0]}},{"id":162,"from":43,"to":42,"twin":157,"next":163,"prev":161,"edge":81,"face":40,"loop_ref":40,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":162,"periodic_lift":[0,0]}},{"id":163,"from":42,"to":31,"twin":149,"next":160,"prev":162,"edge":79,"face":40,"loop_ref":40,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":163,"periodic_lift":[0,0]}},{"id":164,"from":28,"to":39,"twin":142,"next":165,"prev":167,"edge":75,"face":41,"loop_ref":41,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":164,"periodic_lift":[0,0]}},{"id":165,"from":39,"to":43,"twin":158,"next":166,"prev":164,"edge":82,"face":41,"loop_ref":41,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":165,"periodic_lift":[0,0]}},{"id":166,"from":43,"to":34,"twin":161,"next":167,"prev":165,"edge":83,"face":41,"loop_ref":41,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":166,"periodic_lift":[0,0]}},{"id":167,"from":34,"to":28,"twin":117,"next":164,"prev":166,"edge":63,"face":41,"loop_ref":41,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":167,"periodic_lift":[0,0]}}],"loops":[{"id":0,"start_halfedge":0,"face_ref":0,"is_hole":false},{"id":1,"start_halfedge":4,"face_ref":1,"is_hole":false},{"id":2,"start_halfedge":8,"face_ref":2,"is_hole":false},{"id":3,"start_halfedge":12,"face_ref":3,"is_hole":false},{"id":4,"start_halfedge":16,"face_ref":4,"is_hole":false},{"id":5,"start_halfedge":20,"face_ref":5,"is_hole":false},{"id":6,"start_halfedge":24,"face_ref":6,"is_hole":false},{"id":7,"start_halfedge":28,"face_ref":7,"is_hole":false},{"id":8,"start_halfedge":32,"face_ref":8,"is_hole":false},{"id":9,"start_halfedge":36,"face_ref":9,"is_hole":false},{"id":10,"start_halfedge":40,"face_ref":10,"is_hole":false},{"id":11,"start_halfedge":44,"face_ref":11,"is_hole":false},{"id":12,"start_halfedge":48,"face_ref":12,"is_hole":false},{"id":13,"start_halfedge":52,"face_ref":13,"is_hole":false},{"id":14,"start_halfedge":56,"face_ref":14,"is_hole":false},{"id":15,"start_halfedge":60,"face_ref":15,"is_hole":false},{"id":16,"start_halfedge":64,"face_ref":16,"is_hole":false},{"id":17,"start_halfedge":68,"face_ref":17,"is_hole":false},{"id":18,"start_halfedge":72,"face_ref":18,"is_hole":false},{"id":19,"start_halfedge":76,"face_ref":19,"is_hole":false},{"id":20,"start_halfedge":80,"face_ref":20,"is_hole":false},{"id":21,"start_halfedge":84,"face_ref":21,"is_hole":false},{"id":22,"start_halfedge":88,"face_ref":22,"is_hole":false},{"id":23,"start_halfedge":92,"face_ref":23,"is_hole":false},{"id":24,"start_halfedge":96,"face_ref":24,"is_hole":false},{"id":25,"start_halfedge":100,"face_ref":25,"is_hole":false},{"id":26,"start_halfedge":104,"face_ref":26,"is_hole":false},{"id":27,"start_halfedge":108,"face_ref":27,"is_hole":false},{"id":28,"start_halfedge":112,"face_ref":28,"is_hole":false},{"id":29,"start_halfedge":116,"face_ref":29,"is_hole":false},{"id":30,"start_halfedge":120,"face_ref":30,"is_hole":false},{"id":31,"start_halfedge":124,"face_ref":31,"is_hole":false},{"id":32,"start_halfedge":128,"face_ref":32,"is_hole":false},{"id":33,"start_halfedge":132,"face_ref":33,"is_hole":false},{"id":34,"start_halfedge":136,"face_ref":34,"is_hole":false},{"id":35,"start_halfedge":140,"face_ref":35,"is_hole":false},{"id":36,"start_halfedge":144,"face_ref":36,"is_hole":false},{"id":37,"start_halfedge":148,"face_ref":37,"is_hole":false},{"id":38,"start_halfedge":152,"face_ref":38,"is_hole":false},{"id":39,"start_halfedge":156,"face_ref":39,"is_hole":false},{"id":40,"start_halfedge":160,"face_ref":40,"is_hole":false},{"id":41,"start_halfedge":164,"face_ref":41,"is_hole":false}],"faces":[{"id":0,"key":"left-0","surface":0,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":0.50000001},{"lo":-1e-8,"hi":0.50000001}],"outer":0,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"left","face":2}],"role":"Split","reversed":false}},{"id":1,"key":"front-1","surface":1,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":1.50000001},{"lo":-1e-8,"hi":0.50000001}],"outer":1,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"front","face":4}],"role":"Split","reversed":false}},{"id":2,"key":"bottom-2","surface":2,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":0.50000001},{"lo":-1e-8,"hi":1.50000001}],"outer":2,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"bottom","face":0}],"role":"Split","reversed":false}},{"id":3,"key":"left-3","surface":3,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":0.49999999,"hi":3.00000001},{"lo":-1e-8,"hi":0.50000001}],"outer":3,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"left","face":2}],"role":"Split","reversed":false}},{"id":4,"key":"front-4","surface":4,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":1.50000001},{"lo":0.49999999,"hi":3.00000001}],"outer":4,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"front","face":4}],"role":"Split","reversed":false}},{"id":5,"key":"top-5","surface":5,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":1.50000001},{"lo":-1e-8,"hi":0.50000001}],"outer":5,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"top","face":1}],"role":"Split","reversed":false}},{"id":6,"key":"left-6","surface":6,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":0.50000001},{"lo":0.49999999,"hi":3.00000001}],"outer":6,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"left","face":2}],"role":"Split","reversed":false}},{"id":7,"key":"back-7","surface":7,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":0.50000001},{"lo":-1e-8,"hi":1.50000001}],"outer":7,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"back","face":5}],"role":"Split","reversed":false}},{"id":8,"key":"bottom-8","surface":8,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":0.49999999,"hi":3.00000001},{"lo":-1e-8,"hi":1.50000001}],"outer":8,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"bottom","face":0}],"role":"Split","reversed":false}},{"id":9,"key":"left-9","surface":9,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":0.49999999,"hi":3.00000001},{"lo":0.49999999,"hi":3.00000001}],"outer":9,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"left","face":2}],"role":"Split","reversed":false}},{"id":10,"key":"back-10","surface":10,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":0.49999999,"hi":3.00000001},{"lo":-1e-8,"hi":1.50000001}],"outer":10,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"back","face":5}],"role":"Split","reversed":false}},{"id":11,"key":"top-11","surface":11,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":1.50000001},{"lo":0.49999999,"hi":3.00000001}],"outer":11,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"top","face":1}],"role":"Split","reversed":false}},{"id":12,"key":"right-12","surface":12,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":0.50000001},{"lo":-1e-8,"hi":0.50000001}],"outer":12,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"right","face":3}],"role":"Split","reversed":false}},{"id":13,"key":"front-13","surface":13,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":1.49999999,"hi":3.00000001},{"lo":-1e-8,"hi":0.50000001}],"outer":13,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"front","face":4}],"role":"Split","reversed":false}},{"id":14,"key":"bottom-14","surface":14,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":0.50000001},{"lo":1.49999999,"hi":3.00000001}],"outer":14,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"bottom","face":0}],"role":"Split","reversed":false}},{"id":15,"key":"right-15","surface":15,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":0.50000001},{"lo":0.49999999,"hi":3.00000001}],"outer":15,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"right","face":3}],"role":"Split","reversed":false}},{"id":16,"key":"front-16","surface":16,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":1.49999999,"hi":3.00000001},{"lo":0.49999999,"hi":3.00000001}],"outer":16,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"front","face":4}],"role":"Split","reversed":false}},{"id":17,"key":"top-17","surface":17,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":1.49999999,"hi":3.00000001},{"lo":-1e-8,"hi":0.50000001}],"outer":17,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"top","face":1}],"role":"Split","reversed":false}},{"id":18,"key":"right-18","surface":18,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":0.49999999,"hi":3.00000001},{"lo":-1e-8,"hi":0.50000001}],"outer":18,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"right","face":3}],"role":"Split","reversed":false}},{"id":19,"key":"back-19","surface":19,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":0.50000001},{"lo":1.49999999,"hi":3.00000001}],"outer":19,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"back","face":5}],"role":"Split","reversed":false}},{"id":20,"key":"bottom-20","surface":20,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":0.49999999,"hi":3.00000001},{"lo":1.49999999,"hi":3.00000001}],"outer":20,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-host","body":"box-host","key":"bottom","face":0}],"role":"Split","reversed":false}},{"id":21,"key":"left-21","surface":21,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":2.49999999,"hi":3.00000001},{"lo":-1e-8,"hi":2.50000001}],"outer":21,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-cutter","body":"box-cutter","key":"left","face":2}],"role":"Split","reversed":false}},{"id":22,"key":"front-22","surface":22,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":1.50000001},{"lo":2.49999999,"hi":3.00000001}],"outer":22,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-cutter","body":"box-cutter","key":"front","face":4}],"role":"Split","reversed":false}},{"id":23,"key":"top-23","surface":23,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":1.50000001},{"lo":-1e-8,"hi":2.50000001}],"outer":23,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-cutter","body":"box-cutter","key":"top","face":1}],"role":"Split","reversed":false}},{"id":24,"key":"left-24","surface":24,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":2.50000001},{"lo":2.49999999,"hi":3.00000001}],"outer":24,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-cutter","body":"box-cutter","key":"left","face":2}],"role":"Split","reversed":false}},{"id":25,"key":"back-25","surface":25,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":2.50000001},{"lo":-1e-8,"hi":1.50000001}],"outer":25,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-cutter","body":"box-cutter","key":"back","face":5}],"role":"Split","reversed":false}},{"id":26,"key":"bottom-26","surface":26,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":2.49999999,"hi":3.00000001},{"lo":-1e-8,"hi":1.50000001}],"outer":26,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-cutter","body":"box-cutter","key":"bottom","face":0}],"role":"Split","reversed":false}},{"id":27,"key":"left-27","surface":27,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":2.49999999,"hi":3.00000001},{"lo":2.49999999,"hi":3.00000001}],"outer":27,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-cutter","body":"box-cutter","key":"left","face":2}],"role":"Split","reversed":false}},{"id":28,"key":"back-28","surface":28,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":2.49999999,"hi":3.00000001},{"lo":-1e-8,"hi":1.50000001}],"outer":28,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-cutter","body":"box-cutter","key":"back","face":5}],"role":"Split","reversed":false}},{"id":29,"key":"top-29","surface":29,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":1.50000001},{"lo":2.49999999,"hi":3.00000001}],"outer":29,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-cutter","body":"box-cutter","key":"top","face":1}],"role":"Split","reversed":false}},{"id":30,"key":"right-30","surface":30,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":2.50000001},{"lo":-1e-8,"hi":2.50000001}],"outer":30,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-cutter","body":"box-cutter","key":"right","face":3}],"role":"Split","reversed":false}},{"id":31,"key":"front-31","surface":31,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":1.49999999,"hi":3.00000001},{"lo":-1e-8,"hi":2.50000001}],"outer":31,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-cutter","body":"box-cutter","key":"front","face":4}],"role":"Split","reversed":false}},{"id":32,"key":"bottom-32","surface":32,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":2.50000001},{"lo":1.49999999,"hi":3.00000001}],"outer":32,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-cutter","body":"box-cutter","key":"bottom","face":0}],"role":"Split","reversed":false}},{"id":33,"key":"right-33","surface":33,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":2.50000001},{"lo":2.49999999,"hi":3.00000001}],"outer":33,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-cutter","body":"box-cutter","key":"right","face":3}],"role":"Split","reversed":false}},{"id":34,"key":"front-34","surface":34,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":1.49999999,"hi":3.00000001},{"lo":2.49999999,"hi":3.00000001}],"outer":34,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-cutter","body":"box-cutter","key":"front","face":4}],"role":"Split","reversed":false}},{"id":35,"key":"top-35","surface":35,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":1.49999999,"hi":3.00000001},{"lo":-1e-8,"hi":2.50000001}],"outer":35,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-cutter","body":"box-cutter","key":"top","face":1}],"role":"Split","reversed":false}},{"id":36,"key":"right-36","surface":36,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":2.49999999,"hi":3.00000001},{"lo":-1e-8,"hi":2.50000001}],"outer":36,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-cutter","body":"box-cutter","key":"right","face":3}],"role":"Split","reversed":false}},{"id":37,"key":"back-37","surface":37,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":2.50000001},{"lo":1.49999999,"hi":3.00000001}],"outer":37,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-cutter","body":"box-cutter","key":"back","face":5}],"role":"Split","reversed":false}},{"id":38,"key":"bottom-38","surface":38,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":2.49999999,"hi":3.00000001},{"lo":1.49999999,"hi":3.00000001}],"outer":38,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-cutter","body":"box-cutter","key":"bottom","face":0}],"role":"Split","reversed":false}},{"id":39,"key":"right-39","surface":39,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":2.49999999,"hi":3.00000001},{"lo":2.49999999,"hi":3.00000001}],"outer":39,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-cutter","body":"box-cutter","key":"right","face":3}],"role":"Split","reversed":false}},{"id":40,"key":"back-40","surface":40,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":2.49999999,"hi":3.00000001},{"lo":1.49999999,"hi":3.00000001}],"outer":40,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-cutter","body":"box-cutter","key":"back","face":5}],"role":"Split","reversed":false}},{"id":41,"key":"top-41","surface":41,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":1.49999999,"hi":3.00000001},{"lo":2.49999999,"hi":3.00000001}],"outer":41,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"box-cutter","body":"box-cutter","key":"top","face":1}],"role":"Split","reversed":false}}],"wires":[],"shells":[{"id":0,"faces":[0,3,6,2,1,5,9,4,7,8,14,13,17,11,10,16,19,20,12,15,22,21,24,26,18,31,34,23,27,25,38,32,30,33,35,29,28,37,36,39,41,40],"is_closed":true}]},"solids":[{"outer_shell":0,"cavity_shells":[]}],"accuracy":{"geometric":1e-8,"intersection":1e-9,"tessellation":0.01,"exchange":1e-6},"quality":{"kind":"Analytic"}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/box-union.handlers.json b/main/opengeometry/tests/fixtures/cases/box-union.handlers.json
new file mode 100644
index 0000000..4b8564a
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/box-union.handlers.json
@@ -0,0 +1 @@
+["boolean_boxes"]
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/box-union.step.m b/main/opengeometry/tests/fixtures/cases/box-union.step.m
new file mode 100644
index 0000000..62f9af9
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/box-union.step.m
@@ -0,0 +1,2131 @@
+ISO-10303-21;
+HEADER;
+FILE_DESCRIPTION(('OpenGeometry authoritative analytic BRep v2'),'2;1');
+FILE_NAME('box-union','1970-01-01T00:00:00',('OpenGeometry'),('OpenGeometry'),'OpenGeometry','OpenGeometry','');
+FILE_SCHEMA(('AUTOMOTIVE_DESIGN'));
+ENDSEC;
+DATA;
+#1=(GEOMETRIC_REPRESENTATION_CONTEXT(2) REPRESENTATION_CONTEXT('',''));
+#2=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#3=DIRECTION('',(-1.00000000000000000E0,-0.00000000000000000E0,-0.00000000000000000E0));
+#4=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#5=AXIS2_PLACEMENT_3D('',#2,#3,#4);
+#6=PLANE('',#5);
+#7=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#8=DIRECTION('',(-0.00000000000000000E0,-0.00000000000000000E0,1.00000000000000000E0));
+#9=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#10=AXIS2_PLACEMENT_3D('',#7,#8,#9);
+#11=PLANE('',#10);
+#12=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#13=DIRECTION('',(-0.00000000000000000E0,-1.00000000000000000E0,-0.00000000000000000E0));
+#14=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#15=AXIS2_PLACEMENT_3D('',#12,#13,#14);
+#16=PLANE('',#15);
+#17=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#18=DIRECTION('',(-1.00000000000000000E0,-0.00000000000000000E0,-0.00000000000000000E0));
+#19=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#20=AXIS2_PLACEMENT_3D('',#17,#18,#19);
+#21=PLANE('',#20);
+#22=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#23=DIRECTION('',(-0.00000000000000000E0,-0.00000000000000000E0,1.00000000000000000E0));
+#24=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#25=AXIS2_PLACEMENT_3D('',#22,#23,#24);
+#26=PLANE('',#25);
+#27=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E0,0.00000000000000000E0));
+#28=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#29=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#30=AXIS2_PLACEMENT_3D('',#27,#28,#29);
+#31=PLANE('',#30);
+#32=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#33=DIRECTION('',(-1.00000000000000000E0,-0.00000000000000000E0,-0.00000000000000000E0));
+#34=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#35=AXIS2_PLACEMENT_3D('',#32,#33,#34);
+#36=PLANE('',#35);
+#37=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-3.00000000000000000E0));
+#38=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#39=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#40=AXIS2_PLACEMENT_3D('',#37,#38,#39);
+#41=PLANE('',#40);
+#42=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#43=DIRECTION('',(-0.00000000000000000E0,-1.00000000000000000E0,-0.00000000000000000E0));
+#44=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#45=AXIS2_PLACEMENT_3D('',#42,#43,#44);
+#46=PLANE('',#45);
+#47=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#48=DIRECTION('',(-1.00000000000000000E0,-0.00000000000000000E0,-0.00000000000000000E0));
+#49=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#50=AXIS2_PLACEMENT_3D('',#47,#48,#49);
+#51=PLANE('',#50);
+#52=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-3.00000000000000000E0));
+#53=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#54=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#55=AXIS2_PLACEMENT_3D('',#52,#53,#54);
+#56=PLANE('',#55);
+#57=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E0,0.00000000000000000E0));
+#58=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#59=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#60=AXIS2_PLACEMENT_3D('',#57,#58,#59);
+#61=PLANE('',#60);
+#62=CARTESIAN_POINT('',(3.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#63=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#64=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#65=AXIS2_PLACEMENT_3D('',#62,#63,#64);
+#66=PLANE('',#65);
+#67=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#68=DIRECTION('',(-0.00000000000000000E0,-0.00000000000000000E0,1.00000000000000000E0));
+#69=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#70=AXIS2_PLACEMENT_3D('',#67,#68,#69);
+#71=PLANE('',#70);
+#72=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#73=DIRECTION('',(-0.00000000000000000E0,-1.00000000000000000E0,-0.00000000000000000E0));
+#74=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#75=AXIS2_PLACEMENT_3D('',#72,#73,#74);
+#76=PLANE('',#75);
+#77=CARTESIAN_POINT('',(3.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#78=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#79=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#80=AXIS2_PLACEMENT_3D('',#77,#78,#79);
+#81=PLANE('',#80);
+#82=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#83=DIRECTION('',(-0.00000000000000000E0,-0.00000000000000000E0,1.00000000000000000E0));
+#84=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#85=AXIS2_PLACEMENT_3D('',#82,#83,#84);
+#86=PLANE('',#85);
+#87=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E0,0.00000000000000000E0));
+#88=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#89=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#90=AXIS2_PLACEMENT_3D('',#87,#88,#89);
+#91=PLANE('',#90);
+#92=CARTESIAN_POINT('',(3.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#93=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#94=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#95=AXIS2_PLACEMENT_3D('',#92,#93,#94);
+#96=PLANE('',#95);
+#97=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-3.00000000000000000E0));
+#98=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#99=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#100=AXIS2_PLACEMENT_3D('',#97,#98,#99);
+#101=PLANE('',#100);
+#102=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#103=DIRECTION('',(-0.00000000000000000E0,-1.00000000000000000E0,-0.00000000000000000E0));
+#104=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#105=AXIS2_PLACEMENT_3D('',#102,#103,#104);
+#106=PLANE('',#105);
+#107=CARTESIAN_POINT('',(1.50000000000000000E0,5.00000000000000000E-1,-5.00000000000000000E-1));
+#108=DIRECTION('',(-1.00000000000000000E0,-0.00000000000000000E0,-0.00000000000000000E0));
+#109=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#110=AXIS2_PLACEMENT_3D('',#107,#108,#109);
+#111=PLANE('',#110);
+#112=CARTESIAN_POINT('',(1.50000000000000000E0,5.00000000000000000E-1,-5.00000000000000000E-1));
+#113=DIRECTION('',(-0.00000000000000000E0,-0.00000000000000000E0,1.00000000000000000E0));
+#114=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#115=AXIS2_PLACEMENT_3D('',#112,#113,#114);
+#116=PLANE('',#115);
+#117=CARTESIAN_POINT('',(1.50000000000000000E0,3.50000000000000000E0,-5.00000000000000000E-1));
+#118=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#119=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#120=AXIS2_PLACEMENT_3D('',#117,#118,#119);
+#121=PLANE('',#120);
+#122=CARTESIAN_POINT('',(1.50000000000000000E0,5.00000000000000000E-1,-5.00000000000000000E-1));
+#123=DIRECTION('',(-1.00000000000000000E0,-0.00000000000000000E0,-0.00000000000000000E0));
+#124=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#125=AXIS2_PLACEMENT_3D('',#122,#123,#124);
+#126=PLANE('',#125);
+#127=CARTESIAN_POINT('',(1.50000000000000000E0,5.00000000000000000E-1,-3.50000000000000000E0));
+#128=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#129=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#130=AXIS2_PLACEMENT_3D('',#127,#128,#129);
+#131=PLANE('',#130);
+#132=CARTESIAN_POINT('',(1.50000000000000000E0,5.00000000000000000E-1,-5.00000000000000000E-1));
+#133=DIRECTION('',(-0.00000000000000000E0,-1.00000000000000000E0,-0.00000000000000000E0));
+#134=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#135=AXIS2_PLACEMENT_3D('',#132,#133,#134);
+#136=PLANE('',#135);
+#137=CARTESIAN_POINT('',(1.50000000000000000E0,5.00000000000000000E-1,-5.00000000000000000E-1));
+#138=DIRECTION('',(-1.00000000000000000E0,-0.00000000000000000E0,-0.00000000000000000E0));
+#139=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#140=AXIS2_PLACEMENT_3D('',#137,#138,#139);
+#141=PLANE('',#140);
+#142=CARTESIAN_POINT('',(1.50000000000000000E0,5.00000000000000000E-1,-3.50000000000000000E0));
+#143=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#144=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#145=AXIS2_PLACEMENT_3D('',#142,#143,#144);
+#146=PLANE('',#145);
+#147=CARTESIAN_POINT('',(1.50000000000000000E0,3.50000000000000000E0,-5.00000000000000000E-1));
+#148=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#149=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#150=AXIS2_PLACEMENT_3D('',#147,#148,#149);
+#151=PLANE('',#150);
+#152=CARTESIAN_POINT('',(4.50000000000000000E0,5.00000000000000000E-1,-5.00000000000000000E-1));
+#153=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#154=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#155=AXIS2_PLACEMENT_3D('',#152,#153,#154);
+#156=PLANE('',#155);
+#157=CARTESIAN_POINT('',(1.50000000000000000E0,5.00000000000000000E-1,-5.00000000000000000E-1));
+#158=DIRECTION('',(-0.00000000000000000E0,-0.00000000000000000E0,1.00000000000000000E0));
+#159=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#160=AXIS2_PLACEMENT_3D('',#157,#158,#159);
+#161=PLANE('',#160);
+#162=CARTESIAN_POINT('',(1.50000000000000000E0,5.00000000000000000E-1,-5.00000000000000000E-1));
+#163=DIRECTION('',(-0.00000000000000000E0,-1.00000000000000000E0,-0.00000000000000000E0));
+#164=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#165=AXIS2_PLACEMENT_3D('',#162,#163,#164);
+#166=PLANE('',#165);
+#167=CARTESIAN_POINT('',(4.50000000000000000E0,5.00000000000000000E-1,-5.00000000000000000E-1));
+#168=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#169=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#170=AXIS2_PLACEMENT_3D('',#167,#168,#169);
+#171=PLANE('',#170);
+#172=CARTESIAN_POINT('',(1.50000000000000000E0,5.00000000000000000E-1,-5.00000000000000000E-1));
+#173=DIRECTION('',(-0.00000000000000000E0,-0.00000000000000000E0,1.00000000000000000E0));
+#174=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#175=AXIS2_PLACEMENT_3D('',#172,#173,#174);
+#176=PLANE('',#175);
+#177=CARTESIAN_POINT('',(1.50000000000000000E0,3.50000000000000000E0,-5.00000000000000000E-1));
+#178=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#179=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#180=AXIS2_PLACEMENT_3D('',#177,#178,#179);
+#181=PLANE('',#180);
+#182=CARTESIAN_POINT('',(4.50000000000000000E0,5.00000000000000000E-1,-5.00000000000000000E-1));
+#183=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#184=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#185=AXIS2_PLACEMENT_3D('',#182,#183,#184);
+#186=PLANE('',#185);
+#187=CARTESIAN_POINT('',(1.50000000000000000E0,5.00000000000000000E-1,-3.50000000000000000E0));
+#188=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#189=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#190=AXIS2_PLACEMENT_3D('',#187,#188,#189);
+#191=PLANE('',#190);
+#192=CARTESIAN_POINT('',(1.50000000000000000E0,5.00000000000000000E-1,-5.00000000000000000E-1));
+#193=DIRECTION('',(-0.00000000000000000E0,-1.00000000000000000E0,-0.00000000000000000E0));
+#194=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#195=AXIS2_PLACEMENT_3D('',#192,#193,#194);
+#196=PLANE('',#195);
+#197=CARTESIAN_POINT('',(4.50000000000000000E0,5.00000000000000000E-1,-5.00000000000000000E-1));
+#198=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#199=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#200=AXIS2_PLACEMENT_3D('',#197,#198,#199);
+#201=PLANE('',#200);
+#202=CARTESIAN_POINT('',(1.50000000000000000E0,5.00000000000000000E-1,-3.50000000000000000E0));
+#203=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#204=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#205=AXIS2_PLACEMENT_3D('',#202,#203,#204);
+#206=PLANE('',#205);
+#207=CARTESIAN_POINT('',(1.50000000000000000E0,3.50000000000000000E0,-5.00000000000000000E-1));
+#208=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#209=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#210=AXIS2_PLACEMENT_3D('',#207,#208,#209);
+#211=PLANE('',#210);
+#212=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E-1,0.00000000000000000E0));
+#213=VERTEX_POINT('',#212);
+#214=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E-1,-5.00000000000000000E-1));
+#215=VERTEX_POINT('',#214);
+#216=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-5.00000000000000000E-1));
+#217=VERTEX_POINT('',#216);
+#218=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#219=VERTEX_POINT('',#218);
+#220=CARTESIAN_POINT('',(1.50000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#221=VERTEX_POINT('',#220);
+#222=CARTESIAN_POINT('',(1.50000000000000000E0,5.00000000000000000E-1,0.00000000000000000E0));
+#223=VERTEX_POINT('',#222);
+#224=CARTESIAN_POINT('',(1.50000000000000000E0,0.00000000000000000E0,-5.00000000000000000E-1));
+#225=VERTEX_POINT('',#224);
+#226=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E0,0.00000000000000000E0));
+#227=VERTEX_POINT('',#226);
+#228=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E0,-5.00000000000000000E-1));
+#229=VERTEX_POINT('',#228);
+#230=CARTESIAN_POINT('',(1.50000000000000000E0,3.00000000000000000E0,0.00000000000000000E0));
+#231=VERTEX_POINT('',#230);
+#232=CARTESIAN_POINT('',(1.50000000000000000E0,3.00000000000000000E0,-5.00000000000000000E-1));
+#233=VERTEX_POINT('',#232);
+#234=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E-1,-3.00000000000000000E0));
+#235=VERTEX_POINT('',#234);
+#236=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-3.00000000000000000E0));
+#237=VERTEX_POINT('',#236);
+#238=CARTESIAN_POINT('',(1.50000000000000000E0,5.00000000000000000E-1,-3.00000000000000000E0));
+#239=VERTEX_POINT('',#238);
+#240=CARTESIAN_POINT('',(1.50000000000000000E0,0.00000000000000000E0,-3.00000000000000000E0));
+#241=VERTEX_POINT('',#240);
+#242=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E0,-3.00000000000000000E0));
+#243=VERTEX_POINT('',#242);
+#244=CARTESIAN_POINT('',(1.50000000000000000E0,3.00000000000000000E0,-3.00000000000000000E0));
+#245=VERTEX_POINT('',#244);
+#246=CARTESIAN_POINT('',(3.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#247=VERTEX_POINT('',#246);
+#248=CARTESIAN_POINT('',(3.00000000000000000E0,0.00000000000000000E0,-5.00000000000000000E-1));
+#249=VERTEX_POINT('',#248);
+#250=CARTESIAN_POINT('',(3.00000000000000000E0,5.00000000000000000E-1,-5.00000000000000000E-1));
+#251=VERTEX_POINT('',#250);
+#252=CARTESIAN_POINT('',(3.00000000000000000E0,5.00000000000000000E-1,0.00000000000000000E0));
+#253=VERTEX_POINT('',#252);
+#254=CARTESIAN_POINT('',(3.00000000000000000E0,3.00000000000000000E0,-5.00000000000000000E-1));
+#255=VERTEX_POINT('',#254);
+#256=CARTESIAN_POINT('',(3.00000000000000000E0,3.00000000000000000E0,0.00000000000000000E0));
+#257=VERTEX_POINT('',#256);
+#258=CARTESIAN_POINT('',(3.00000000000000000E0,0.00000000000000000E0,-3.00000000000000000E0));
+#259=VERTEX_POINT('',#258);
+#260=CARTESIAN_POINT('',(3.00000000000000000E0,5.00000000000000000E-1,-3.00000000000000000E0));
+#261=VERTEX_POINT('',#260);
+#262=CARTESIAN_POINT('',(1.50000000000000000E0,3.50000000000000000E0,-5.00000000000000000E-1));
+#263=VERTEX_POINT('',#262);
+#264=CARTESIAN_POINT('',(1.50000000000000000E0,3.50000000000000000E0,-3.00000000000000000E0));
+#265=VERTEX_POINT('',#264);
+#266=CARTESIAN_POINT('',(3.00000000000000000E0,3.50000000000000000E0,-5.00000000000000000E-1));
+#267=VERTEX_POINT('',#266);
+#268=CARTESIAN_POINT('',(3.00000000000000000E0,3.50000000000000000E0,-3.00000000000000000E0));
+#269=VERTEX_POINT('',#268);
+#270=CARTESIAN_POINT('',(1.50000000000000000E0,3.00000000000000000E0,-3.50000000000000000E0));
+#271=VERTEX_POINT('',#270);
+#272=CARTESIAN_POINT('',(1.50000000000000000E0,5.00000000000000000E-1,-3.50000000000000000E0));
+#273=VERTEX_POINT('',#272);
+#274=CARTESIAN_POINT('',(3.00000000000000000E0,3.00000000000000000E0,-3.50000000000000000E0));
+#275=VERTEX_POINT('',#274);
+#276=CARTESIAN_POINT('',(3.00000000000000000E0,5.00000000000000000E-1,-3.50000000000000000E0));
+#277=VERTEX_POINT('',#276);
+#278=CARTESIAN_POINT('',(1.50000000000000000E0,3.50000000000000000E0,-3.50000000000000000E0));
+#279=VERTEX_POINT('',#278);
+#280=CARTESIAN_POINT('',(3.00000000000000000E0,3.50000000000000000E0,-3.50000000000000000E0));
+#281=VERTEX_POINT('',#280);
+#282=CARTESIAN_POINT('',(4.50000000000000000E0,5.00000000000000000E-1,-5.00000000000000000E-1));
+#283=VERTEX_POINT('',#282);
+#284=CARTESIAN_POINT('',(4.50000000000000000E0,5.00000000000000000E-1,-3.00000000000000000E0));
+#285=VERTEX_POINT('',#284);
+#286=CARTESIAN_POINT('',(4.50000000000000000E0,3.00000000000000000E0,-3.00000000000000000E0));
+#287=VERTEX_POINT('',#286);
+#288=CARTESIAN_POINT('',(4.50000000000000000E0,3.00000000000000000E0,-5.00000000000000000E-1));
+#289=VERTEX_POINT('',#288);
+#290=CARTESIAN_POINT('',(4.50000000000000000E0,3.50000000000000000E0,-3.00000000000000000E0));
+#291=VERTEX_POINT('',#290);
+#292=CARTESIAN_POINT('',(4.50000000000000000E0,3.50000000000000000E0,-5.00000000000000000E-1));
+#293=VERTEX_POINT('',#292);
+#294=CARTESIAN_POINT('',(4.50000000000000000E0,5.00000000000000000E-1,-3.50000000000000000E0));
+#295=VERTEX_POINT('',#294);
+#296=CARTESIAN_POINT('',(4.50000000000000000E0,3.00000000000000000E0,-3.50000000000000000E0));
+#297=VERTEX_POINT('',#296);
+#298=CARTESIAN_POINT('',(4.50000000000000000E0,3.50000000000000000E0,-3.50000000000000000E0));
+#299=VERTEX_POINT('',#298);
+#300=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E-1,0.00000000000000000E0));
+#301=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#302=VECTOR('',#301,1.00000000000000000E0);
+#303=LINE('',#300,#302);
+#304=CARTESIAN_POINT('',(5.00000000000000000E-1,0.00000000000000000E0));
+#305=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#306=VECTOR('',#305,1.00000000000000000E0);
+#307=LINE('',#304,#306);
+#308=DEFINITIONAL_REPRESENTATION('',(#307),#1);
+#309=PCURVE('',#6,#308);
+#310=CARTESIAN_POINT('',(5.00000000000000000E-1,0.00000000000000000E0));
+#311=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#312=VECTOR('',#311,1.00000000000000000E0);
+#313=LINE('',#310,#312);
+#314=DEFINITIONAL_REPRESENTATION('',(#313),#1);
+#315=PCURVE('',#21,#314);
+#316=SURFACE_CURVE('',#303,(#309,#315),.CURVE_3D.);
+#317=EDGE_CURVE('',#213,#215,#316,.T.);
+#318=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-5.00000000000000000E-1));
+#319=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#320=VECTOR('',#319,1.00000000000000000E0);
+#321=LINE('',#318,#320);
+#322=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E-1));
+#323=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#324=VECTOR('',#323,1.00000000000000000E0);
+#325=LINE('',#322,#324);
+#326=DEFINITIONAL_REPRESENTATION('',(#325),#1);
+#327=PCURVE('',#6,#326);
+#328=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E-1));
+#329=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#330=VECTOR('',#329,1.00000000000000000E0);
+#331=LINE('',#328,#330);
+#332=DEFINITIONAL_REPRESENTATION('',(#331),#1);
+#333=PCURVE('',#36,#332);
+#334=SURFACE_CURVE('',#321,(#327,#333),.CURVE_3D.);
+#335=EDGE_CURVE('',#217,#215,#334,.T.);
+#336=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#337=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#338=VECTOR('',#337,1.00000000000000000E0);
+#339=LINE('',#336,#338);
+#340=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#341=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#342=VECTOR('',#341,1.00000000000000000E0);
+#343=LINE('',#340,#342);
+#344=DEFINITIONAL_REPRESENTATION('',(#343),#1);
+#345=PCURVE('',#6,#344);
+#346=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#347=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#348=VECTOR('',#347,1.00000000000000000E0);
+#349=LINE('',#346,#348);
+#350=DEFINITIONAL_REPRESENTATION('',(#349),#1);
+#351=PCURVE('',#16,#350);
+#352=SURFACE_CURVE('',#339,(#345,#351),.CURVE_3D.);
+#353=EDGE_CURVE('',#219,#217,#352,.T.);
+#354=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#355=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#356=VECTOR('',#355,1.00000000000000000E0);
+#357=LINE('',#354,#356);
+#358=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#359=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#360=VECTOR('',#359,1.00000000000000000E0);
+#361=LINE('',#358,#360);
+#362=DEFINITIONAL_REPRESENTATION('',(#361),#1);
+#363=PCURVE('',#6,#362);
+#364=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#365=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#366=VECTOR('',#365,1.00000000000000000E0);
+#367=LINE('',#364,#366);
+#368=DEFINITIONAL_REPRESENTATION('',(#367),#1);
+#369=PCURVE('',#11,#368);
+#370=SURFACE_CURVE('',#357,(#363,#369),.CURVE_3D.);
+#371=EDGE_CURVE('',#219,#213,#370,.T.);
+#372=CARTESIAN_POINT('',(1.50000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#373=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#374=VECTOR('',#373,1.00000000000000000E0);
+#375=LINE('',#372,#374);
+#376=CARTESIAN_POINT('',(1.50000000000000000E0,0.00000000000000000E0));
+#377=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#378=VECTOR('',#377,1.00000000000000000E0);
+#379=LINE('',#376,#378);
+#380=DEFINITIONAL_REPRESENTATION('',(#379),#1);
+#381=PCURVE('',#11,#380);
+#382=CARTESIAN_POINT('',(1.50000000000000000E0,0.00000000000000000E0));
+#383=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#384=VECTOR('',#383,1.00000000000000000E0);
+#385=LINE('',#382,#384);
+#386=DEFINITIONAL_REPRESENTATION('',(#385),#1);
+#387=PCURVE('',#71,#386);
+#388=SURFACE_CURVE('',#375,(#381,#387),.CURVE_3D.);
+#389=EDGE_CURVE('',#221,#223,#388,.T.);
+#390=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E-1,0.00000000000000000E0));
+#391=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#392=VECTOR('',#391,1.00000000000000000E0);
+#393=LINE('',#390,#392);
+#394=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E-1));
+#395=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#396=VECTOR('',#395,1.00000000000000000E0);
+#397=LINE('',#394,#396);
+#398=DEFINITIONAL_REPRESENTATION('',(#397),#1);
+#399=PCURVE('',#11,#398);
+#400=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E-1));
+#401=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#402=VECTOR('',#401,1.00000000000000000E0);
+#403=LINE('',#400,#402);
+#404=DEFINITIONAL_REPRESENTATION('',(#403),#1);
+#405=PCURVE('',#26,#404);
+#406=SURFACE_CURVE('',#393,(#399,#405),.CURVE_3D.);
+#407=EDGE_CURVE('',#213,#223,#406,.T.);
+#408=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#409=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#410=VECTOR('',#409,1.00000000000000000E0);
+#411=LINE('',#408,#410);
+#412=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#413=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#414=VECTOR('',#413,1.00000000000000000E0);
+#415=LINE('',#412,#414);
+#416=DEFINITIONAL_REPRESENTATION('',(#415),#1);
+#417=PCURVE('',#11,#416);
+#418=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#419=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#420=VECTOR('',#419,1.00000000000000000E0);
+#421=LINE('',#418,#420);
+#422=DEFINITIONAL_REPRESENTATION('',(#421),#1);
+#423=PCURVE('',#16,#422);
+#424=SURFACE_CURVE('',#411,(#417,#423),.CURVE_3D.);
+#425=EDGE_CURVE('',#219,#221,#424,.T.);
+#426=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-5.00000000000000000E-1));
+#427=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#428=VECTOR('',#427,1.00000000000000000E0);
+#429=LINE('',#426,#428);
+#430=CARTESIAN_POINT('',(5.00000000000000000E-1,0.00000000000000000E0));
+#431=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#432=VECTOR('',#431,1.00000000000000000E0);
+#433=LINE('',#430,#432);
+#434=DEFINITIONAL_REPRESENTATION('',(#433),#1);
+#435=PCURVE('',#16,#434);
+#436=CARTESIAN_POINT('',(5.00000000000000000E-1,0.00000000000000000E0));
+#437=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#438=VECTOR('',#437,1.00000000000000000E0);
+#439=LINE('',#436,#438);
+#440=DEFINITIONAL_REPRESENTATION('',(#439),#1);
+#441=PCURVE('',#46,#440);
+#442=SURFACE_CURVE('',#429,(#435,#441),.CURVE_3D.);
+#443=EDGE_CURVE('',#217,#225,#442,.T.);
+#444=CARTESIAN_POINT('',(1.50000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#445=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#446=VECTOR('',#445,1.00000000000000000E0);
+#447=LINE('',#444,#446);
+#448=CARTESIAN_POINT('',(0.00000000000000000E0,1.50000000000000000E0));
+#449=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#450=VECTOR('',#449,1.00000000000000000E0);
+#451=LINE('',#448,#450);
+#452=DEFINITIONAL_REPRESENTATION('',(#451),#1);
+#453=PCURVE('',#16,#452);
+#454=CARTESIAN_POINT('',(0.00000000000000000E0,1.50000000000000000E0));
+#455=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#456=VECTOR('',#455,1.00000000000000000E0);
+#457=LINE('',#454,#456);
+#458=DEFINITIONAL_REPRESENTATION('',(#457),#1);
+#459=PCURVE('',#76,#458);
+#460=SURFACE_CURVE('',#447,(#453,#459),.CURVE_3D.);
+#461=EDGE_CURVE('',#221,#225,#460,.T.);
+#462=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E0,0.00000000000000000E0));
+#463=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#464=VECTOR('',#463,1.00000000000000000E0);
+#465=LINE('',#462,#464);
+#466=CARTESIAN_POINT('',(3.00000000000000000E0,0.00000000000000000E0));
+#467=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#468=VECTOR('',#467,1.00000000000000000E0);
+#469=LINE('',#466,#468);
+#470=DEFINITIONAL_REPRESENTATION('',(#469),#1);
+#471=PCURVE('',#21,#470);
+#472=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#473=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#474=VECTOR('',#473,1.00000000000000000E0);
+#475=LINE('',#472,#474);
+#476=DEFINITIONAL_REPRESENTATION('',(#475),#1);
+#477=PCURVE('',#31,#476);
+#478=SURFACE_CURVE('',#465,(#471,#477),.CURVE_3D.);
+#479=EDGE_CURVE('',#227,#229,#478,.T.);
+#480=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E-1,-5.00000000000000000E-1));
+#481=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#482=VECTOR('',#481,1.00000000000000000E0);
+#483=LINE('',#480,#482);
+#484=CARTESIAN_POINT('',(5.00000000000000000E-1,5.00000000000000000E-1));
+#485=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#486=VECTOR('',#485,1.00000000000000000E0);
+#487=LINE('',#484,#486);
+#488=DEFINITIONAL_REPRESENTATION('',(#487),#1);
+#489=PCURVE('',#21,#488);
+#490=CARTESIAN_POINT('',(5.00000000000000000E-1,5.00000000000000000E-1));
+#491=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#492=VECTOR('',#491,1.00000000000000000E0);
+#493=LINE('',#490,#492);
+#494=DEFINITIONAL_REPRESENTATION('',(#493),#1);
+#495=PCURVE('',#51,#494);
+#496=SURFACE_CURVE('',#483,(#489,#495),.CURVE_3D.);
+#497=EDGE_CURVE('',#215,#229,#496,.T.);
+#498=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E-1,0.00000000000000000E0));
+#499=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#500=VECTOR('',#499,1.00000000000000000E0);
+#501=LINE('',#498,#500);
+#502=CARTESIAN_POINT('',(5.00000000000000000E-1,0.00000000000000000E0));
+#503=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#504=VECTOR('',#503,1.00000000000000000E0);
+#505=LINE('',#502,#504);
+#506=DEFINITIONAL_REPRESENTATION('',(#505),#1);
+#507=PCURVE('',#21,#506);
+#508=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E-1));
+#509=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#510=VECTOR('',#509,1.00000000000000000E0);
+#511=LINE('',#508,#510);
+#512=DEFINITIONAL_REPRESENTATION('',(#511),#1);
+#513=PCURVE('',#26,#512);
+#514=SURFACE_CURVE('',#501,(#507,#513),.CURVE_3D.);
+#515=EDGE_CURVE('',#213,#227,#514,.T.);
+#516=CARTESIAN_POINT('',(1.50000000000000000E0,5.00000000000000000E-1,0.00000000000000000E0));
+#517=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#518=VECTOR('',#517,1.00000000000000000E0);
+#519=LINE('',#516,#518);
+#520=CARTESIAN_POINT('',(1.50000000000000000E0,5.00000000000000000E-1));
+#521=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#522=VECTOR('',#521,1.00000000000000000E0);
+#523=LINE('',#520,#522);
+#524=DEFINITIONAL_REPRESENTATION('',(#523),#1);
+#525=PCURVE('',#26,#524);
+#526=CARTESIAN_POINT('',(1.50000000000000000E0,5.00000000000000000E-1));
+#527=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#528=VECTOR('',#527,1.00000000000000000E0);
+#529=LINE('',#526,#528);
+#530=DEFINITIONAL_REPRESENTATION('',(#529),#1);
+#531=PCURVE('',#86,#530);
+#532=SURFACE_CURVE('',#519,(#525,#531),.CURVE_3D.);
+#533=EDGE_CURVE('',#223,#231,#532,.T.);
+#534=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E0,0.00000000000000000E0));
+#535=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#536=VECTOR('',#535,1.00000000000000000E0);
+#537=LINE('',#534,#536);
+#538=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E0));
+#539=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#540=VECTOR('',#539,1.00000000000000000E0);
+#541=LINE('',#538,#540);
+#542=DEFINITIONAL_REPRESENTATION('',(#541),#1);
+#543=PCURVE('',#26,#542);
+#544=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#545=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#546=VECTOR('',#545,1.00000000000000000E0);
+#547=LINE('',#544,#546);
+#548=DEFINITIONAL_REPRESENTATION('',(#547),#1);
+#549=PCURVE('',#31,#548);
+#550=SURFACE_CURVE('',#537,(#543,#549),.CURVE_3D.);
+#551=EDGE_CURVE('',#227,#231,#550,.T.);
+#552=CARTESIAN_POINT('',(1.50000000000000000E0,3.00000000000000000E0,0.00000000000000000E0));
+#553=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#554=VECTOR('',#553,1.00000000000000000E0);
+#555=LINE('',#552,#554);
+#556=CARTESIAN_POINT('',(1.50000000000000000E0,0.00000000000000000E0));
+#557=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#558=VECTOR('',#557,1.00000000000000000E0);
+#559=LINE('',#556,#558);
+#560=DEFINITIONAL_REPRESENTATION('',(#559),#1);
+#561=PCURVE('',#31,#560);
+#562=CARTESIAN_POINT('',(1.50000000000000000E0,0.00000000000000000E0));
+#563=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#564=VECTOR('',#563,1.00000000000000000E0);
+#565=LINE('',#562,#564);
+#566=DEFINITIONAL_REPRESENTATION('',(#565),#1);
+#567=PCURVE('',#91,#566);
+#568=SURFACE_CURVE('',#555,(#561,#567),.CURVE_3D.);
+#569=EDGE_CURVE('',#231,#233,#568,.T.);
+#570=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E0,-5.00000000000000000E-1));
+#571=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#572=VECTOR('',#571,1.00000000000000000E0);
+#573=LINE('',#570,#572);
+#574=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E-1));
+#575=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#576=VECTOR('',#575,1.00000000000000000E0);
+#577=LINE('',#574,#576);
+#578=DEFINITIONAL_REPRESENTATION('',(#577),#1);
+#579=PCURVE('',#31,#578);
+#580=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E-1));
+#581=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#582=VECTOR('',#581,1.00000000000000000E0);
+#583=LINE('',#580,#582);
+#584=DEFINITIONAL_REPRESENTATION('',(#583),#1);
+#585=PCURVE('',#61,#584);
+#586=SURFACE_CURVE('',#573,(#579,#585),.CURVE_3D.);
+#587=EDGE_CURVE('',#229,#233,#586,.T.);
+#588=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E-1,-5.00000000000000000E-1));
+#589=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#590=VECTOR('',#589,1.00000000000000000E0);
+#591=LINE('',#588,#590);
+#592=CARTESIAN_POINT('',(5.00000000000000000E-1,5.00000000000000000E-1));
+#593=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#594=VECTOR('',#593,1.00000000000000000E0);
+#595=LINE('',#592,#594);
+#596=DEFINITIONAL_REPRESENTATION('',(#595),#1);
+#597=PCURVE('',#36,#596);
+#598=CARTESIAN_POINT('',(5.00000000000000000E-1,5.00000000000000000E-1));
+#599=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#600=VECTOR('',#599,1.00000000000000000E0);
+#601=LINE('',#598,#600);
+#602=DEFINITIONAL_REPRESENTATION('',(#601),#1);
+#603=PCURVE('',#51,#602);
+#604=SURFACE_CURVE('',#591,(#597,#603),.CURVE_3D.);
+#605=EDGE_CURVE('',#215,#235,#604,.T.);
+#606=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-3.00000000000000000E0));
+#607=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#608=VECTOR('',#607,1.00000000000000000E0);
+#609=LINE('',#606,#608);
+#610=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E0));
+#611=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#612=VECTOR('',#611,1.00000000000000000E0);
+#613=LINE('',#610,#612);
+#614=DEFINITIONAL_REPRESENTATION('',(#613),#1);
+#615=PCURVE('',#36,#614);
+#616=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#617=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#618=VECTOR('',#617,1.00000000000000000E0);
+#619=LINE('',#616,#618);
+#620=DEFINITIONAL_REPRESENTATION('',(#619),#1);
+#621=PCURVE('',#41,#620);
+#622=SURFACE_CURVE('',#609,(#615,#621),.CURVE_3D.);
+#623=EDGE_CURVE('',#237,#235,#622,.T.);
+#624=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-5.00000000000000000E-1));
+#625=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#626=VECTOR('',#625,1.00000000000000000E0);
+#627=LINE('',#624,#626);
+#628=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E-1));
+#629=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#630=VECTOR('',#629,1.00000000000000000E0);
+#631=LINE('',#628,#630);
+#632=DEFINITIONAL_REPRESENTATION('',(#631),#1);
+#633=PCURVE('',#36,#632);
+#634=CARTESIAN_POINT('',(5.00000000000000000E-1,0.00000000000000000E0));
+#635=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#636=VECTOR('',#635,1.00000000000000000E0);
+#637=LINE('',#634,#636);
+#638=DEFINITIONAL_REPRESENTATION('',(#637),#1);
+#639=PCURVE('',#46,#638);
+#640=SURFACE_CURVE('',#627,(#633,#639),.CURVE_3D.);
+#641=EDGE_CURVE('',#217,#237,#640,.T.);
+#642=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E-1,-3.00000000000000000E0));
+#643=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#644=VECTOR('',#643,1.00000000000000000E0);
+#645=LINE('',#642,#644);
+#646=CARTESIAN_POINT('',(5.00000000000000000E-1,0.00000000000000000E0));
+#647=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#648=VECTOR('',#647,1.00000000000000000E0);
+#649=LINE('',#646,#648);
+#650=DEFINITIONAL_REPRESENTATION('',(#649),#1);
+#651=PCURVE('',#41,#650);
+#652=CARTESIAN_POINT('',(5.00000000000000000E-1,0.00000000000000000E0));
+#653=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#654=VECTOR('',#653,1.00000000000000000E0);
+#655=LINE('',#652,#654);
+#656=DEFINITIONAL_REPRESENTATION('',(#655),#1);
+#657=PCURVE('',#56,#656);
+#658=SURFACE_CURVE('',#645,(#651,#657),.CURVE_3D.);
+#659=EDGE_CURVE('',#235,#239,#658,.T.);
+#660=CARTESIAN_POINT('',(1.50000000000000000E0,0.00000000000000000E0,-3.00000000000000000E0));
+#661=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#662=VECTOR('',#661,1.00000000000000000E0);
+#663=LINE('',#660,#662);
+#664=CARTESIAN_POINT('',(0.00000000000000000E0,1.50000000000000000E0));
+#665=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#666=VECTOR('',#665,1.00000000000000000E0);
+#667=LINE('',#664,#666);
+#668=DEFINITIONAL_REPRESENTATION('',(#667),#1);
+#669=PCURVE('',#41,#668);
+#670=CARTESIAN_POINT('',(0.00000000000000000E0,1.50000000000000000E0));
+#671=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#672=VECTOR('',#671,1.00000000000000000E0);
+#673=LINE('',#670,#672);
+#674=DEFINITIONAL_REPRESENTATION('',(#673),#1);
+#675=PCURVE('',#101,#674);
+#676=SURFACE_CURVE('',#663,(#669,#675),.CURVE_3D.);
+#677=EDGE_CURVE('',#241,#239,#676,.T.);
+#678=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-3.00000000000000000E0));
+#679=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#680=VECTOR('',#679,1.00000000000000000E0);
+#681=LINE('',#678,#680);
+#682=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#683=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#684=VECTOR('',#683,1.00000000000000000E0);
+#685=LINE('',#682,#684);
+#686=DEFINITIONAL_REPRESENTATION('',(#685),#1);
+#687=PCURVE('',#41,#686);
+#688=CARTESIAN_POINT('',(3.00000000000000000E0,0.00000000000000000E0));
+#689=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#690=VECTOR('',#689,1.00000000000000000E0);
+#691=LINE('',#688,#690);
+#692=DEFINITIONAL_REPRESENTATION('',(#691),#1);
+#693=PCURVE('',#46,#692);
+#694=SURFACE_CURVE('',#681,(#687,#693),.CURVE_3D.);
+#695=EDGE_CURVE('',#237,#241,#694,.T.);
+#696=CARTESIAN_POINT('',(1.50000000000000000E0,0.00000000000000000E0,-5.00000000000000000E-1));
+#697=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#698=VECTOR('',#697,1.00000000000000000E0);
+#699=LINE('',#696,#698);
+#700=CARTESIAN_POINT('',(5.00000000000000000E-1,1.50000000000000000E0));
+#701=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#702=VECTOR('',#701,1.00000000000000000E0);
+#703=LINE('',#700,#702);
+#704=DEFINITIONAL_REPRESENTATION('',(#703),#1);
+#705=PCURVE('',#46,#704);
+#706=CARTESIAN_POINT('',(5.00000000000000000E-1,1.50000000000000000E0));
+#707=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#708=VECTOR('',#707,1.00000000000000000E0);
+#709=LINE('',#706,#708);
+#710=DEFINITIONAL_REPRESENTATION('',(#709),#1);
+#711=PCURVE('',#106,#710);
+#712=SURFACE_CURVE('',#699,(#705,#711),.CURVE_3D.);
+#713=EDGE_CURVE('',#225,#241,#712,.T.);
+#714=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E0,-5.00000000000000000E-1));
+#715=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#716=VECTOR('',#715,1.00000000000000000E0);
+#717=LINE('',#714,#716);
+#718=CARTESIAN_POINT('',(3.00000000000000000E0,5.00000000000000000E-1));
+#719=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#720=VECTOR('',#719,1.00000000000000000E0);
+#721=LINE('',#718,#720);
+#722=DEFINITIONAL_REPRESENTATION('',(#721),#1);
+#723=PCURVE('',#51,#722);
+#724=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E-1));
+#725=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#726=VECTOR('',#725,1.00000000000000000E0);
+#727=LINE('',#724,#726);
+#728=DEFINITIONAL_REPRESENTATION('',(#727),#1);
+#729=PCURVE('',#61,#728);
+#730=SURFACE_CURVE('',#717,(#723,#729),.CURVE_3D.);
+#731=EDGE_CURVE('',#229,#243,#730,.T.);
+#732=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E-1,-3.00000000000000000E0));
+#733=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#734=VECTOR('',#733,1.00000000000000000E0);
+#735=LINE('',#732,#734);
+#736=CARTESIAN_POINT('',(5.00000000000000000E-1,3.00000000000000000E0));
+#737=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#738=VECTOR('',#737,1.00000000000000000E0);
+#739=LINE('',#736,#738);
+#740=DEFINITIONAL_REPRESENTATION('',(#739),#1);
+#741=PCURVE('',#51,#740);
+#742=CARTESIAN_POINT('',(5.00000000000000000E-1,0.00000000000000000E0));
+#743=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#744=VECTOR('',#743,1.00000000000000000E0);
+#745=LINE('',#742,#744);
+#746=DEFINITIONAL_REPRESENTATION('',(#745),#1);
+#747=PCURVE('',#56,#746);
+#748=SURFACE_CURVE('',#735,(#741,#747),.CURVE_3D.);
+#749=EDGE_CURVE('',#235,#243,#748,.T.);
+#750=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E0,-3.00000000000000000E0));
+#751=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#752=VECTOR('',#751,1.00000000000000000E0);
+#753=LINE('',#750,#752);
+#754=CARTESIAN_POINT('',(3.00000000000000000E0,0.00000000000000000E0));
+#755=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#756=VECTOR('',#755,1.00000000000000000E0);
+#757=LINE('',#754,#756);
+#758=DEFINITIONAL_REPRESENTATION('',(#757),#1);
+#759=PCURVE('',#56,#758);
+#760=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E0));
+#761=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#762=VECTOR('',#761,1.00000000000000000E0);
+#763=LINE('',#760,#762);
+#764=DEFINITIONAL_REPRESENTATION('',(#763),#1);
+#765=PCURVE('',#61,#764);
+#766=SURFACE_CURVE('',#753,(#759,#765),.CURVE_3D.);
+#767=EDGE_CURVE('',#243,#245,#766,.T.);
+#768=CARTESIAN_POINT('',(1.50000000000000000E0,5.00000000000000000E-1,-3.00000000000000000E0));
+#769=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#770=VECTOR('',#769,1.00000000000000000E0);
+#771=LINE('',#768,#770);
+#772=CARTESIAN_POINT('',(5.00000000000000000E-1,1.50000000000000000E0));
+#773=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#774=VECTOR('',#773,1.00000000000000000E0);
+#775=LINE('',#772,#774);
+#776=DEFINITIONAL_REPRESENTATION('',(#775),#1);
+#777=PCURVE('',#56,#776);
+#778=CARTESIAN_POINT('',(0.00000000000000000E0,2.50000000000000000E0));
+#779=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#780=VECTOR('',#779,1.00000000000000000E0);
+#781=LINE('',#778,#780);
+#782=DEFINITIONAL_REPRESENTATION('',(#781),#1);
+#783=PCURVE('',#126,#782);
+#784=SURFACE_CURVE('',#771,(#777,#783),.CURVE_3D.);
+#785=EDGE_CURVE('',#239,#245,#784,.T.);
+#786=CARTESIAN_POINT('',(1.50000000000000000E0,3.00000000000000000E0,-5.00000000000000000E-1));
+#787=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#788=VECTOR('',#787,1.00000000000000000E0);
+#789=LINE('',#786,#788);
+#790=CARTESIAN_POINT('',(1.50000000000000000E0,5.00000000000000000E-1));
+#791=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#792=VECTOR('',#791,1.00000000000000000E0);
+#793=LINE('',#790,#792);
+#794=DEFINITIONAL_REPRESENTATION('',(#793),#1);
+#795=PCURVE('',#61,#794);
+#796=CARTESIAN_POINT('',(2.50000000000000000E0,0.00000000000000000E0));
+#797=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#798=VECTOR('',#797,1.00000000000000000E0);
+#799=LINE('',#796,#798);
+#800=DEFINITIONAL_REPRESENTATION('',(#799),#1);
+#801=PCURVE('',#111,#800);
+#802=SURFACE_CURVE('',#789,(#795,#801),.CURVE_3D.);
+#803=EDGE_CURVE('',#233,#245,#802,.T.);
+#804=CARTESIAN_POINT('',(3.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#805=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#806=VECTOR('',#805,1.00000000000000000E0);
+#807=LINE('',#804,#806);
+#808=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#809=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#810=VECTOR('',#809,1.00000000000000000E0);
+#811=LINE('',#808,#810);
+#812=DEFINITIONAL_REPRESENTATION('',(#811),#1);
+#813=PCURVE('',#66,#812);
+#814=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E0));
+#815=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#816=VECTOR('',#815,1.00000000000000000E0);
+#817=LINE('',#814,#816);
+#818=DEFINITIONAL_REPRESENTATION('',(#817),#1);
+#819=PCURVE('',#76,#818);
+#820=SURFACE_CURVE('',#807,(#813,#819),.CURVE_3D.);
+#821=EDGE_CURVE('',#247,#249,#820,.T.);
+#822=CARTESIAN_POINT('',(3.00000000000000000E0,0.00000000000000000E0,-5.00000000000000000E-1));
+#823=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#824=VECTOR('',#823,1.00000000000000000E0);
+#825=LINE('',#822,#824);
+#826=CARTESIAN_POINT('',(5.00000000000000000E-1,0.00000000000000000E0));
+#827=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#828=VECTOR('',#827,1.00000000000000000E0);
+#829=LINE('',#826,#828);
+#830=DEFINITIONAL_REPRESENTATION('',(#829),#1);
+#831=PCURVE('',#66,#830);
+#832=CARTESIAN_POINT('',(5.00000000000000000E-1,0.00000000000000000E0));
+#833=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#834=VECTOR('',#833,1.00000000000000000E0);
+#835=LINE('',#832,#834);
+#836=DEFINITIONAL_REPRESENTATION('',(#835),#1);
+#837=PCURVE('',#96,#836);
+#838=SURFACE_CURVE('',#825,(#831,#837),.CURVE_3D.);
+#839=EDGE_CURVE('',#249,#251,#838,.T.);
+#840=CARTESIAN_POINT('',(3.00000000000000000E0,5.00000000000000000E-1,0.00000000000000000E0));
+#841=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#842=VECTOR('',#841,1.00000000000000000E0);
+#843=LINE('',#840,#842);
+#844=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E-1));
+#845=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#846=VECTOR('',#845,1.00000000000000000E0);
+#847=LINE('',#844,#846);
+#848=DEFINITIONAL_REPRESENTATION('',(#847),#1);
+#849=PCURVE('',#66,#848);
+#850=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E-1));
+#851=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#852=VECTOR('',#851,1.00000000000000000E0);
+#853=LINE('',#850,#852);
+#854=DEFINITIONAL_REPRESENTATION('',(#853),#1);
+#855=PCURVE('',#81,#854);
+#856=SURFACE_CURVE('',#843,(#849,#855),.CURVE_3D.);
+#857=EDGE_CURVE('',#253,#251,#856,.T.);
+#858=CARTESIAN_POINT('',(3.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#859=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#860=VECTOR('',#859,1.00000000000000000E0);
+#861=LINE('',#858,#860);
+#862=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#863=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#864=VECTOR('',#863,1.00000000000000000E0);
+#865=LINE('',#862,#864);
+#866=DEFINITIONAL_REPRESENTATION('',(#865),#1);
+#867=PCURVE('',#66,#866);
+#868=CARTESIAN_POINT('',(3.00000000000000000E0,0.00000000000000000E0));
+#869=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#870=VECTOR('',#869,1.00000000000000000E0);
+#871=LINE('',#868,#870);
+#872=DEFINITIONAL_REPRESENTATION('',(#871),#1);
+#873=PCURVE('',#71,#872);
+#874=SURFACE_CURVE('',#861,(#867,#873),.CURVE_3D.);
+#875=EDGE_CURVE('',#247,#253,#874,.T.);
+#876=CARTESIAN_POINT('',(1.50000000000000000E0,5.00000000000000000E-1,0.00000000000000000E0));
+#877=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#878=VECTOR('',#877,1.00000000000000000E0);
+#879=LINE('',#876,#878);
+#880=CARTESIAN_POINT('',(1.50000000000000000E0,5.00000000000000000E-1));
+#881=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#882=VECTOR('',#881,1.00000000000000000E0);
+#883=LINE('',#880,#882);
+#884=DEFINITIONAL_REPRESENTATION('',(#883),#1);
+#885=PCURVE('',#71,#884);
+#886=CARTESIAN_POINT('',(1.50000000000000000E0,5.00000000000000000E-1));
+#887=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#888=VECTOR('',#887,1.00000000000000000E0);
+#889=LINE('',#886,#888);
+#890=DEFINITIONAL_REPRESENTATION('',(#889),#1);
+#891=PCURVE('',#86,#890);
+#892=SURFACE_CURVE('',#879,(#885,#891),.CURVE_3D.);
+#893=EDGE_CURVE('',#223,#253,#892,.T.);
+#894=CARTESIAN_POINT('',(1.50000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#895=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#896=VECTOR('',#895,1.00000000000000000E0);
+#897=LINE('',#894,#896);
+#898=CARTESIAN_POINT('',(1.50000000000000000E0,0.00000000000000000E0));
+#899=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#900=VECTOR('',#899,1.00000000000000000E0);
+#901=LINE('',#898,#900);
+#902=DEFINITIONAL_REPRESENTATION('',(#901),#1);
+#903=PCURVE('',#71,#902);
+#904=CARTESIAN_POINT('',(0.00000000000000000E0,1.50000000000000000E0));
+#905=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#906=VECTOR('',#905,1.00000000000000000E0);
+#907=LINE('',#904,#906);
+#908=DEFINITIONAL_REPRESENTATION('',(#907),#1);
+#909=PCURVE('',#76,#908);
+#910=SURFACE_CURVE('',#897,(#903,#909),.CURVE_3D.);
+#911=EDGE_CURVE('',#221,#247,#910,.T.);
+#912=CARTESIAN_POINT('',(1.50000000000000000E0,0.00000000000000000E0,-5.00000000000000000E-1));
+#913=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#914=VECTOR('',#913,1.00000000000000000E0);
+#915=LINE('',#912,#914);
+#916=CARTESIAN_POINT('',(5.00000000000000000E-1,1.50000000000000000E0));
+#917=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#918=VECTOR('',#917,1.00000000000000000E0);
+#919=LINE('',#916,#918);
+#920=DEFINITIONAL_REPRESENTATION('',(#919),#1);
+#921=PCURVE('',#76,#920);
+#922=CARTESIAN_POINT('',(5.00000000000000000E-1,1.50000000000000000E0));
+#923=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#924=VECTOR('',#923,1.00000000000000000E0);
+#925=LINE('',#922,#924);
+#926=DEFINITIONAL_REPRESENTATION('',(#925),#1);
+#927=PCURVE('',#106,#926);
+#928=SURFACE_CURVE('',#915,(#921,#927),.CURVE_3D.);
+#929=EDGE_CURVE('',#225,#249,#928,.T.);
+#930=CARTESIAN_POINT('',(3.00000000000000000E0,5.00000000000000000E-1,-5.00000000000000000E-1));
+#931=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#932=VECTOR('',#931,1.00000000000000000E0);
+#933=LINE('',#930,#932);
+#934=CARTESIAN_POINT('',(5.00000000000000000E-1,5.00000000000000000E-1));
+#935=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#936=VECTOR('',#935,1.00000000000000000E0);
+#937=LINE('',#934,#936);
+#938=DEFINITIONAL_REPRESENTATION('',(#937),#1);
+#939=PCURVE('',#81,#938);
+#940=CARTESIAN_POINT('',(1.50000000000000000E0,0.00000000000000000E0));
+#941=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#942=VECTOR('',#941,1.00000000000000000E0);
+#943=LINE('',#940,#942);
+#944=DEFINITIONAL_REPRESENTATION('',(#943),#1);
+#945=PCURVE('',#161,#944);
+#946=SURFACE_CURVE('',#933,(#939,#945),.CURVE_3D.);
+#947=EDGE_CURVE('',#251,#255,#946,.T.);
+#948=CARTESIAN_POINT('',(3.00000000000000000E0,3.00000000000000000E0,0.00000000000000000E0));
+#949=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#950=VECTOR('',#949,1.00000000000000000E0);
+#951=LINE('',#948,#950);
+#952=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E0));
+#953=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#954=VECTOR('',#953,1.00000000000000000E0);
+#955=LINE('',#952,#954);
+#956=DEFINITIONAL_REPRESENTATION('',(#955),#1);
+#957=PCURVE('',#81,#956);
+#958=CARTESIAN_POINT('',(3.00000000000000000E0,0.00000000000000000E0));
+#959=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#960=VECTOR('',#959,1.00000000000000000E0);
+#961=LINE('',#958,#960);
+#962=DEFINITIONAL_REPRESENTATION('',(#961),#1);
+#963=PCURVE('',#91,#962);
+#964=SURFACE_CURVE('',#951,(#957,#963),.CURVE_3D.);
+#965=EDGE_CURVE('',#257,#255,#964,.T.);
+#966=CARTESIAN_POINT('',(3.00000000000000000E0,5.00000000000000000E-1,0.00000000000000000E0));
+#967=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#968=VECTOR('',#967,1.00000000000000000E0);
+#969=LINE('',#966,#968);
+#970=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E-1));
+#971=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#972=VECTOR('',#971,1.00000000000000000E0);
+#973=LINE('',#970,#972);
+#974=DEFINITIONAL_REPRESENTATION('',(#973),#1);
+#975=PCURVE('',#81,#974);
+#976=CARTESIAN_POINT('',(3.00000000000000000E0,5.00000000000000000E-1));
+#977=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#978=VECTOR('',#977,1.00000000000000000E0);
+#979=LINE('',#976,#978);
+#980=DEFINITIONAL_REPRESENTATION('',(#979),#1);
+#981=PCURVE('',#86,#980);
+#982=SURFACE_CURVE('',#969,(#975,#981),.CURVE_3D.);
+#983=EDGE_CURVE('',#253,#257,#982,.T.);
+#984=CARTESIAN_POINT('',(1.50000000000000000E0,3.00000000000000000E0,0.00000000000000000E0));
+#985=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#986=VECTOR('',#985,1.00000000000000000E0);
+#987=LINE('',#984,#986);
+#988=CARTESIAN_POINT('',(1.50000000000000000E0,3.00000000000000000E0));
+#989=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#990=VECTOR('',#989,1.00000000000000000E0);
+#991=LINE('',#988,#990);
+#992=DEFINITIONAL_REPRESENTATION('',(#991),#1);
+#993=PCURVE('',#86,#992);
+#994=CARTESIAN_POINT('',(1.50000000000000000E0,0.00000000000000000E0));
+#995=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#996=VECTOR('',#995,1.00000000000000000E0);
+#997=LINE('',#994,#996);
+#998=DEFINITIONAL_REPRESENTATION('',(#997),#1);
+#999=PCURVE('',#91,#998);
+#1000=SURFACE_CURVE('',#987,(#993,#999),.CURVE_3D.);
+#1001=EDGE_CURVE('',#231,#257,#1000,.T.);
+#1002=CARTESIAN_POINT('',(1.50000000000000000E0,3.00000000000000000E0,-5.00000000000000000E-1));
+#1003=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1004=VECTOR('',#1003,1.00000000000000000E0);
+#1005=LINE('',#1002,#1004);
+#1006=CARTESIAN_POINT('',(1.50000000000000000E0,5.00000000000000000E-1));
+#1007=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1008=VECTOR('',#1007,1.00000000000000000E0);
+#1009=LINE('',#1006,#1008);
+#1010=DEFINITIONAL_REPRESENTATION('',(#1009),#1);
+#1011=PCURVE('',#91,#1010);
+#1012=CARTESIAN_POINT('',(0.00000000000000000E0,2.50000000000000000E0));
+#1013=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1014=VECTOR('',#1013,1.00000000000000000E0);
+#1015=LINE('',#1012,#1014);
+#1016=DEFINITIONAL_REPRESENTATION('',(#1015),#1);
+#1017=PCURVE('',#116,#1016);
+#1018=SURFACE_CURVE('',#1005,(#1011,#1017),.CURVE_3D.);
+#1019=EDGE_CURVE('',#233,#255,#1018,.T.);
+#1020=CARTESIAN_POINT('',(3.00000000000000000E0,0.00000000000000000E0,-5.00000000000000000E-1));
+#1021=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#1022=VECTOR('',#1021,1.00000000000000000E0);
+#1023=LINE('',#1020,#1022);
+#1024=CARTESIAN_POINT('',(5.00000000000000000E-1,0.00000000000000000E0));
+#1025=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1026=VECTOR('',#1025,1.00000000000000000E0);
+#1027=LINE('',#1024,#1026);
+#1028=DEFINITIONAL_REPRESENTATION('',(#1027),#1);
+#1029=PCURVE('',#96,#1028);
+#1030=CARTESIAN_POINT('',(5.00000000000000000E-1,3.00000000000000000E0));
+#1031=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1032=VECTOR('',#1031,1.00000000000000000E0);
+#1033=LINE('',#1030,#1032);
+#1034=DEFINITIONAL_REPRESENTATION('',(#1033),#1);
+#1035=PCURVE('',#106,#1034);
+#1036=SURFACE_CURVE('',#1023,(#1029,#1035),.CURVE_3D.);
+#1037=EDGE_CURVE('',#249,#259,#1036,.T.);
+#1038=CARTESIAN_POINT('',(3.00000000000000000E0,0.00000000000000000E0,-3.00000000000000000E0));
+#1039=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#1040=VECTOR('',#1039,1.00000000000000000E0);
+#1041=LINE('',#1038,#1040);
+#1042=CARTESIAN_POINT('',(3.00000000000000000E0,0.00000000000000000E0));
+#1043=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1044=VECTOR('',#1043,1.00000000000000000E0);
+#1045=LINE('',#1042,#1044);
+#1046=DEFINITIONAL_REPRESENTATION('',(#1045),#1);
+#1047=PCURVE('',#96,#1046);
+#1048=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E0));
+#1049=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1050=VECTOR('',#1049,1.00000000000000000E0);
+#1051=LINE('',#1048,#1050);
+#1052=DEFINITIONAL_REPRESENTATION('',(#1051),#1);
+#1053=PCURVE('',#101,#1052);
+#1054=SURFACE_CURVE('',#1041,(#1047,#1053),.CURVE_3D.);
+#1055=EDGE_CURVE('',#259,#261,#1054,.T.);
+#1056=CARTESIAN_POINT('',(3.00000000000000000E0,5.00000000000000000E-1,-5.00000000000000000E-1));
+#1057=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#1058=VECTOR('',#1057,1.00000000000000000E0);
+#1059=LINE('',#1056,#1058);
+#1060=CARTESIAN_POINT('',(5.00000000000000000E-1,5.00000000000000000E-1));
+#1061=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1062=VECTOR('',#1061,1.00000000000000000E0);
+#1063=LINE('',#1060,#1062);
+#1064=DEFINITIONAL_REPRESENTATION('',(#1063),#1);
+#1065=PCURVE('',#96,#1064);
+#1066=CARTESIAN_POINT('',(0.00000000000000000E0,1.50000000000000000E0));
+#1067=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1068=VECTOR('',#1067,1.00000000000000000E0);
+#1069=LINE('',#1066,#1068);
+#1070=DEFINITIONAL_REPRESENTATION('',(#1069),#1);
+#1071=PCURVE('',#166,#1070);
+#1072=SURFACE_CURVE('',#1059,(#1065,#1071),.CURVE_3D.);
+#1073=EDGE_CURVE('',#251,#261,#1072,.T.);
+#1074=CARTESIAN_POINT('',(1.50000000000000000E0,5.00000000000000000E-1,-3.00000000000000000E0));
+#1075=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1076=VECTOR('',#1075,1.00000000000000000E0);
+#1077=LINE('',#1074,#1076);
+#1078=CARTESIAN_POINT('',(5.00000000000000000E-1,1.50000000000000000E0));
+#1079=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1080=VECTOR('',#1079,1.00000000000000000E0);
+#1081=LINE('',#1078,#1080);
+#1082=DEFINITIONAL_REPRESENTATION('',(#1081),#1);
+#1083=PCURVE('',#101,#1082);
+#1084=CARTESIAN_POINT('',(2.50000000000000000E0,0.00000000000000000E0));
+#1085=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1086=VECTOR('',#1085,1.00000000000000000E0);
+#1087=LINE('',#1084,#1086);
+#1088=DEFINITIONAL_REPRESENTATION('',(#1087),#1);
+#1089=PCURVE('',#136,#1088);
+#1090=SURFACE_CURVE('',#1077,(#1083,#1089),.CURVE_3D.);
+#1091=EDGE_CURVE('',#239,#261,#1090,.T.);
+#1092=CARTESIAN_POINT('',(1.50000000000000000E0,0.00000000000000000E0,-3.00000000000000000E0));
+#1093=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1094=VECTOR('',#1093,1.00000000000000000E0);
+#1095=LINE('',#1092,#1094);
+#1096=CARTESIAN_POINT('',(0.00000000000000000E0,1.50000000000000000E0));
+#1097=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1098=VECTOR('',#1097,1.00000000000000000E0);
+#1099=LINE('',#1096,#1098);
+#1100=DEFINITIONAL_REPRESENTATION('',(#1099),#1);
+#1101=PCURVE('',#101,#1100);
+#1102=CARTESIAN_POINT('',(3.00000000000000000E0,1.50000000000000000E0));
+#1103=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1104=VECTOR('',#1103,1.00000000000000000E0);
+#1105=LINE('',#1102,#1104);
+#1106=DEFINITIONAL_REPRESENTATION('',(#1105),#1);
+#1107=PCURVE('',#106,#1106);
+#1108=SURFACE_CURVE('',#1095,(#1101,#1107),.CURVE_3D.);
+#1109=EDGE_CURVE('',#241,#259,#1108,.T.);
+#1110=CARTESIAN_POINT('',(1.50000000000000000E0,3.50000000000000000E0,-5.00000000000000000E-1));
+#1111=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#1112=VECTOR('',#1111,1.00000000000000000E0);
+#1113=LINE('',#1110,#1112);
+#1114=CARTESIAN_POINT('',(3.00000000000000000E0,0.00000000000000000E0));
+#1115=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1116=VECTOR('',#1115,1.00000000000000000E0);
+#1117=LINE('',#1114,#1116);
+#1118=DEFINITIONAL_REPRESENTATION('',(#1117),#1);
+#1119=PCURVE('',#111,#1118);
+#1120=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#1121=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1122=VECTOR('',#1121,1.00000000000000000E0);
+#1123=LINE('',#1120,#1122);
+#1124=DEFINITIONAL_REPRESENTATION('',(#1123),#1);
+#1125=PCURVE('',#121,#1124);
+#1126=SURFACE_CURVE('',#1113,(#1119,#1125),.CURVE_3D.);
+#1127=EDGE_CURVE('',#263,#265,#1126,.T.);
+#1128=CARTESIAN_POINT('',(1.50000000000000000E0,3.00000000000000000E0,-3.00000000000000000E0));
+#1129=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#1130=VECTOR('',#1129,1.00000000000000000E0);
+#1131=LINE('',#1128,#1130);
+#1132=CARTESIAN_POINT('',(2.50000000000000000E0,2.50000000000000000E0));
+#1133=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1134=VECTOR('',#1133,1.00000000000000000E0);
+#1135=LINE('',#1132,#1134);
+#1136=DEFINITIONAL_REPRESENTATION('',(#1135),#1);
+#1137=PCURVE('',#111,#1136);
+#1138=CARTESIAN_POINT('',(2.50000000000000000E0,2.50000000000000000E0));
+#1139=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1140=VECTOR('',#1139,1.00000000000000000E0);
+#1141=LINE('',#1138,#1140);
+#1142=DEFINITIONAL_REPRESENTATION('',(#1141),#1);
+#1143=PCURVE('',#141,#1142);
+#1144=SURFACE_CURVE('',#1131,(#1137,#1143),.CURVE_3D.);
+#1145=EDGE_CURVE('',#245,#265,#1144,.T.);
+#1146=CARTESIAN_POINT('',(1.50000000000000000E0,3.00000000000000000E0,-5.00000000000000000E-1));
+#1147=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#1148=VECTOR('',#1147,1.00000000000000000E0);
+#1149=LINE('',#1146,#1148);
+#1150=CARTESIAN_POINT('',(2.50000000000000000E0,0.00000000000000000E0));
+#1151=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1152=VECTOR('',#1151,1.00000000000000000E0);
+#1153=LINE('',#1150,#1152);
+#1154=DEFINITIONAL_REPRESENTATION('',(#1153),#1);
+#1155=PCURVE('',#111,#1154);
+#1156=CARTESIAN_POINT('',(0.00000000000000000E0,2.50000000000000000E0));
+#1157=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1158=VECTOR('',#1157,1.00000000000000000E0);
+#1159=LINE('',#1156,#1158);
+#1160=DEFINITIONAL_REPRESENTATION('',(#1159),#1);
+#1161=PCURVE('',#116,#1160);
+#1162=SURFACE_CURVE('',#1149,(#1155,#1161),.CURVE_3D.);
+#1163=EDGE_CURVE('',#233,#263,#1162,.T.);
+#1164=CARTESIAN_POINT('',(3.00000000000000000E0,3.00000000000000000E0,-5.00000000000000000E-1));
+#1165=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#1166=VECTOR('',#1165,1.00000000000000000E0);
+#1167=LINE('',#1164,#1166);
+#1168=CARTESIAN_POINT('',(1.50000000000000000E0,2.50000000000000000E0));
+#1169=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1170=VECTOR('',#1169,1.00000000000000000E0);
+#1171=LINE('',#1168,#1170);
+#1172=DEFINITIONAL_REPRESENTATION('',(#1171),#1);
+#1173=PCURVE('',#116,#1172);
+#1174=CARTESIAN_POINT('',(1.50000000000000000E0,2.50000000000000000E0));
+#1175=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1176=VECTOR('',#1175,1.00000000000000000E0);
+#1177=LINE('',#1174,#1176);
+#1178=DEFINITIONAL_REPRESENTATION('',(#1177),#1);
+#1179=PCURVE('',#176,#1178);
+#1180=SURFACE_CURVE('',#1167,(#1173,#1179),.CURVE_3D.);
+#1181=EDGE_CURVE('',#255,#267,#1180,.T.);
+#1182=CARTESIAN_POINT('',(1.50000000000000000E0,3.50000000000000000E0,-5.00000000000000000E-1));
+#1183=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1184=VECTOR('',#1183,1.00000000000000000E0);
+#1185=LINE('',#1182,#1184);
+#1186=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E0));
+#1187=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1188=VECTOR('',#1187,1.00000000000000000E0);
+#1189=LINE('',#1186,#1188);
+#1190=DEFINITIONAL_REPRESENTATION('',(#1189),#1);
+#1191=PCURVE('',#116,#1190);
+#1192=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#1193=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1194=VECTOR('',#1193,1.00000000000000000E0);
+#1195=LINE('',#1192,#1194);
+#1196=DEFINITIONAL_REPRESENTATION('',(#1195),#1);
+#1197=PCURVE('',#121,#1196);
+#1198=SURFACE_CURVE('',#1185,(#1191,#1197),.CURVE_3D.);
+#1199=EDGE_CURVE('',#263,#267,#1198,.T.);
+#1200=CARTESIAN_POINT('',(3.00000000000000000E0,3.50000000000000000E0,-5.00000000000000000E-1));
+#1201=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#1202=VECTOR('',#1201,1.00000000000000000E0);
+#1203=LINE('',#1200,#1202);
+#1204=CARTESIAN_POINT('',(1.50000000000000000E0,0.00000000000000000E0));
+#1205=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1206=VECTOR('',#1205,1.00000000000000000E0);
+#1207=LINE('',#1204,#1206);
+#1208=DEFINITIONAL_REPRESENTATION('',(#1207),#1);
+#1209=PCURVE('',#121,#1208);
+#1210=CARTESIAN_POINT('',(1.50000000000000000E0,0.00000000000000000E0));
+#1211=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1212=VECTOR('',#1211,1.00000000000000000E0);
+#1213=LINE('',#1210,#1212);
+#1214=DEFINITIONAL_REPRESENTATION('',(#1213),#1);
+#1215=PCURVE('',#181,#1214);
+#1216=SURFACE_CURVE('',#1203,(#1209,#1215),.CURVE_3D.);
+#1217=EDGE_CURVE('',#267,#269,#1216,.T.);
+#1218=CARTESIAN_POINT('',(1.50000000000000000E0,3.50000000000000000E0,-3.00000000000000000E0));
+#1219=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1220=VECTOR('',#1219,1.00000000000000000E0);
+#1221=LINE('',#1218,#1220);
+#1222=CARTESIAN_POINT('',(0.00000000000000000E0,2.50000000000000000E0));
+#1223=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1224=VECTOR('',#1223,1.00000000000000000E0);
+#1225=LINE('',#1222,#1224);
+#1226=DEFINITIONAL_REPRESENTATION('',(#1225),#1);
+#1227=PCURVE('',#121,#1226);
+#1228=CARTESIAN_POINT('',(0.00000000000000000E0,2.50000000000000000E0));
+#1229=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1230=VECTOR('',#1229,1.00000000000000000E0);
+#1231=LINE('',#1228,#1230);
+#1232=DEFINITIONAL_REPRESENTATION('',(#1231),#1);
+#1233=PCURVE('',#151,#1232);
+#1234=SURFACE_CURVE('',#1221,(#1227,#1233),.CURVE_3D.);
+#1235=EDGE_CURVE('',#265,#269,#1234,.T.);
+#1236=CARTESIAN_POINT('',(1.50000000000000000E0,3.00000000000000000E0,-3.00000000000000000E0));
+#1237=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#1238=VECTOR('',#1237,1.00000000000000000E0);
+#1239=LINE('',#1236,#1238);
+#1240=CARTESIAN_POINT('',(2.50000000000000000E0,2.50000000000000000E0));
+#1241=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1242=VECTOR('',#1241,1.00000000000000000E0);
+#1243=LINE('',#1240,#1242);
+#1244=DEFINITIONAL_REPRESENTATION('',(#1243),#1);
+#1245=PCURVE('',#126,#1244);
+#1246=CARTESIAN_POINT('',(2.50000000000000000E0,2.50000000000000000E0));
+#1247=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1248=VECTOR('',#1247,1.00000000000000000E0);
+#1249=LINE('',#1246,#1248);
+#1250=DEFINITIONAL_REPRESENTATION('',(#1249),#1);
+#1251=PCURVE('',#141,#1250);
+#1252=SURFACE_CURVE('',#1239,(#1245,#1251),.CURVE_3D.);
+#1253=EDGE_CURVE('',#245,#271,#1252,.T.);
+#1254=CARTESIAN_POINT('',(1.50000000000000000E0,5.00000000000000000E-1,-3.50000000000000000E0));
+#1255=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#1256=VECTOR('',#1255,1.00000000000000000E0);
+#1257=LINE('',#1254,#1256);
+#1258=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E0));
+#1259=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1260=VECTOR('',#1259,1.00000000000000000E0);
+#1261=LINE('',#1258,#1260);
+#1262=DEFINITIONAL_REPRESENTATION('',(#1261),#1);
+#1263=PCURVE('',#126,#1262);
+#1264=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#1265=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1266=VECTOR('',#1265,1.00000000000000000E0);
+#1267=LINE('',#1264,#1266);
+#1268=DEFINITIONAL_REPRESENTATION('',(#1267),#1);
+#1269=PCURVE('',#131,#1268);
+#1270=SURFACE_CURVE('',#1257,(#1263,#1269),.CURVE_3D.);
+#1271=EDGE_CURVE('',#273,#271,#1270,.T.);
+#1272=CARTESIAN_POINT('',(1.50000000000000000E0,5.00000000000000000E-1,-3.00000000000000000E0));
+#1273=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#1274=VECTOR('',#1273,1.00000000000000000E0);
+#1275=LINE('',#1272,#1274);
+#1276=CARTESIAN_POINT('',(0.00000000000000000E0,2.50000000000000000E0));
+#1277=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1278=VECTOR('',#1277,1.00000000000000000E0);
+#1279=LINE('',#1276,#1278);
+#1280=DEFINITIONAL_REPRESENTATION('',(#1279),#1);
+#1281=PCURVE('',#126,#1280);
+#1282=CARTESIAN_POINT('',(2.50000000000000000E0,0.00000000000000000E0));
+#1283=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1284=VECTOR('',#1283,1.00000000000000000E0);
+#1285=LINE('',#1282,#1284);
+#1286=DEFINITIONAL_REPRESENTATION('',(#1285),#1);
+#1287=PCURVE('',#136,#1286);
+#1288=SURFACE_CURVE('',#1275,(#1281,#1287),.CURVE_3D.);
+#1289=EDGE_CURVE('',#239,#273,#1288,.T.);
+#1290=CARTESIAN_POINT('',(1.50000000000000000E0,3.00000000000000000E0,-3.50000000000000000E0));
+#1291=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1292=VECTOR('',#1291,1.00000000000000000E0);
+#1293=LINE('',#1290,#1292);
+#1294=CARTESIAN_POINT('',(2.50000000000000000E0,0.00000000000000000E0));
+#1295=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1296=VECTOR('',#1295,1.00000000000000000E0);
+#1297=LINE('',#1294,#1296);
+#1298=DEFINITIONAL_REPRESENTATION('',(#1297),#1);
+#1299=PCURVE('',#131,#1298);
+#1300=CARTESIAN_POINT('',(2.50000000000000000E0,0.00000000000000000E0));
+#1301=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1302=VECTOR('',#1301,1.00000000000000000E0);
+#1303=LINE('',#1300,#1302);
+#1304=DEFINITIONAL_REPRESENTATION('',(#1303),#1);
+#1305=PCURVE('',#146,#1304);
+#1306=SURFACE_CURVE('',#1293,(#1299,#1305),.CURVE_3D.);
+#1307=EDGE_CURVE('',#271,#275,#1306,.T.);
+#1308=CARTESIAN_POINT('',(3.00000000000000000E0,5.00000000000000000E-1,-3.50000000000000000E0));
+#1309=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#1310=VECTOR('',#1309,1.00000000000000000E0);
+#1311=LINE('',#1308,#1310);
+#1312=CARTESIAN_POINT('',(0.00000000000000000E0,1.50000000000000000E0));
+#1313=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1314=VECTOR('',#1313,1.00000000000000000E0);
+#1315=LINE('',#1312,#1314);
+#1316=DEFINITIONAL_REPRESENTATION('',(#1315),#1);
+#1317=PCURVE('',#131,#1316);
+#1318=CARTESIAN_POINT('',(0.00000000000000000E0,1.50000000000000000E0));
+#1319=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1320=VECTOR('',#1319,1.00000000000000000E0);
+#1321=LINE('',#1318,#1320);
+#1322=DEFINITIONAL_REPRESENTATION('',(#1321),#1);
+#1323=PCURVE('',#191,#1322);
+#1324=SURFACE_CURVE('',#1311,(#1317,#1323),.CURVE_3D.);
+#1325=EDGE_CURVE('',#277,#275,#1324,.T.);
+#1326=CARTESIAN_POINT('',(1.50000000000000000E0,5.00000000000000000E-1,-3.50000000000000000E0));
+#1327=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1328=VECTOR('',#1327,1.00000000000000000E0);
+#1329=LINE('',#1326,#1328);
+#1330=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#1331=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1332=VECTOR('',#1331,1.00000000000000000E0);
+#1333=LINE('',#1330,#1332);
+#1334=DEFINITIONAL_REPRESENTATION('',(#1333),#1);
+#1335=PCURVE('',#131,#1334);
+#1336=CARTESIAN_POINT('',(3.00000000000000000E0,0.00000000000000000E0));
+#1337=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1338=VECTOR('',#1337,1.00000000000000000E0);
+#1339=LINE('',#1336,#1338);
+#1340=DEFINITIONAL_REPRESENTATION('',(#1339),#1);
+#1341=PCURVE('',#136,#1340);
+#1342=SURFACE_CURVE('',#1329,(#1335,#1341),.CURVE_3D.);
+#1343=EDGE_CURVE('',#273,#277,#1342,.T.);
+#1344=CARTESIAN_POINT('',(3.00000000000000000E0,5.00000000000000000E-1,-3.00000000000000000E0));
+#1345=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#1346=VECTOR('',#1345,1.00000000000000000E0);
+#1347=LINE('',#1344,#1346);
+#1348=CARTESIAN_POINT('',(2.50000000000000000E0,1.50000000000000000E0));
+#1349=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1350=VECTOR('',#1349,1.00000000000000000E0);
+#1351=LINE('',#1348,#1350);
+#1352=DEFINITIONAL_REPRESENTATION('',(#1351),#1);
+#1353=PCURVE('',#136,#1352);
+#1354=CARTESIAN_POINT('',(2.50000000000000000E0,1.50000000000000000E0));
+#1355=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1356=VECTOR('',#1355,1.00000000000000000E0);
+#1357=LINE('',#1354,#1356);
+#1358=DEFINITIONAL_REPRESENTATION('',(#1357),#1);
+#1359=PCURVE('',#196,#1358);
+#1360=SURFACE_CURVE('',#1347,(#1353,#1359),.CURVE_3D.);
+#1361=EDGE_CURVE('',#261,#277,#1360,.T.);
+#1362=CARTESIAN_POINT('',(1.50000000000000000E0,3.50000000000000000E0,-3.00000000000000000E0));
+#1363=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#1364=VECTOR('',#1363,1.00000000000000000E0);
+#1365=LINE('',#1362,#1364);
+#1366=CARTESIAN_POINT('',(3.00000000000000000E0,2.50000000000000000E0));
+#1367=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1368=VECTOR('',#1367,1.00000000000000000E0);
+#1369=LINE('',#1366,#1368);
+#1370=DEFINITIONAL_REPRESENTATION('',(#1369),#1);
+#1371=PCURVE('',#141,#1370);
+#1372=CARTESIAN_POINT('',(0.00000000000000000E0,2.50000000000000000E0));
+#1373=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1374=VECTOR('',#1373,1.00000000000000000E0);
+#1375=LINE('',#1372,#1374);
+#1376=DEFINITIONAL_REPRESENTATION('',(#1375),#1);
+#1377=PCURVE('',#151,#1376);
+#1378=SURFACE_CURVE('',#1365,(#1371,#1377),.CURVE_3D.);
+#1379=EDGE_CURVE('',#265,#279,#1378,.T.);
+#1380=CARTESIAN_POINT('',(1.50000000000000000E0,3.00000000000000000E0,-3.50000000000000000E0));
+#1381=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#1382=VECTOR('',#1381,1.00000000000000000E0);
+#1383=LINE('',#1380,#1382);
+#1384=CARTESIAN_POINT('',(2.50000000000000000E0,3.00000000000000000E0));
+#1385=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1386=VECTOR('',#1385,1.00000000000000000E0);
+#1387=LINE('',#1384,#1386);
+#1388=DEFINITIONAL_REPRESENTATION('',(#1387),#1);
+#1389=PCURVE('',#141,#1388);
+#1390=CARTESIAN_POINT('',(2.50000000000000000E0,0.00000000000000000E0));
+#1391=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1392=VECTOR('',#1391,1.00000000000000000E0);
+#1393=LINE('',#1390,#1392);
+#1394=DEFINITIONAL_REPRESENTATION('',(#1393),#1);
+#1395=PCURVE('',#146,#1394);
+#1396=SURFACE_CURVE('',#1383,(#1389,#1395),.CURVE_3D.);
+#1397=EDGE_CURVE('',#271,#279,#1396,.T.);
+#1398=CARTESIAN_POINT('',(1.50000000000000000E0,3.50000000000000000E0,-3.50000000000000000E0));
+#1399=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1400=VECTOR('',#1399,1.00000000000000000E0);
+#1401=LINE('',#1398,#1400);
+#1402=CARTESIAN_POINT('',(3.00000000000000000E0,0.00000000000000000E0));
+#1403=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1404=VECTOR('',#1403,1.00000000000000000E0);
+#1405=LINE('',#1402,#1404);
+#1406=DEFINITIONAL_REPRESENTATION('',(#1405),#1);
+#1407=PCURVE('',#146,#1406);
+#1408=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E0));
+#1409=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1410=VECTOR('',#1409,1.00000000000000000E0);
+#1411=LINE('',#1408,#1410);
+#1412=DEFINITIONAL_REPRESENTATION('',(#1411),#1);
+#1413=PCURVE('',#151,#1412);
+#1414=SURFACE_CURVE('',#1401,(#1407,#1413),.CURVE_3D.);
+#1415=EDGE_CURVE('',#279,#281,#1414,.T.);
+#1416=CARTESIAN_POINT('',(3.00000000000000000E0,3.00000000000000000E0,-3.50000000000000000E0));
+#1417=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#1418=VECTOR('',#1417,1.00000000000000000E0);
+#1419=LINE('',#1416,#1418);
+#1420=CARTESIAN_POINT('',(2.50000000000000000E0,1.50000000000000000E0));
+#1421=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1422=VECTOR('',#1421,1.00000000000000000E0);
+#1423=LINE('',#1420,#1422);
+#1424=DEFINITIONAL_REPRESENTATION('',(#1423),#1);
+#1425=PCURVE('',#146,#1424);
+#1426=CARTESIAN_POINT('',(2.50000000000000000E0,1.50000000000000000E0));
+#1427=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1428=VECTOR('',#1427,1.00000000000000000E0);
+#1429=LINE('',#1426,#1428);
+#1430=DEFINITIONAL_REPRESENTATION('',(#1429),#1);
+#1431=PCURVE('',#206,#1430);
+#1432=SURFACE_CURVE('',#1419,(#1425,#1431),.CURVE_3D.);
+#1433=EDGE_CURVE('',#275,#281,#1432,.T.);
+#1434=CARTESIAN_POINT('',(3.00000000000000000E0,3.50000000000000000E0,-3.00000000000000000E0));
+#1435=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#1436=VECTOR('',#1435,1.00000000000000000E0);
+#1437=LINE('',#1434,#1436);
+#1438=CARTESIAN_POINT('',(1.50000000000000000E0,2.50000000000000000E0));
+#1439=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1440=VECTOR('',#1439,1.00000000000000000E0);
+#1441=LINE('',#1438,#1440);
+#1442=DEFINITIONAL_REPRESENTATION('',(#1441),#1);
+#1443=PCURVE('',#151,#1442);
+#1444=CARTESIAN_POINT('',(1.50000000000000000E0,2.50000000000000000E0));
+#1445=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1446=VECTOR('',#1445,1.00000000000000000E0);
+#1447=LINE('',#1444,#1446);
+#1448=DEFINITIONAL_REPRESENTATION('',(#1447),#1);
+#1449=PCURVE('',#211,#1448);
+#1450=SURFACE_CURVE('',#1437,(#1443,#1449),.CURVE_3D.);
+#1451=EDGE_CURVE('',#269,#281,#1450,.T.);
+#1452=CARTESIAN_POINT('',(4.50000000000000000E0,5.00000000000000000E-1,-5.00000000000000000E-1));
+#1453=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#1454=VECTOR('',#1453,1.00000000000000000E0);
+#1455=LINE('',#1452,#1454);
+#1456=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#1457=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1458=VECTOR('',#1457,1.00000000000000000E0);
+#1459=LINE('',#1456,#1458);
+#1460=DEFINITIONAL_REPRESENTATION('',(#1459),#1);
+#1461=PCURVE('',#156,#1460);
+#1462=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E0));
+#1463=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1464=VECTOR('',#1463,1.00000000000000000E0);
+#1465=LINE('',#1462,#1464);
+#1466=DEFINITIONAL_REPRESENTATION('',(#1465),#1);
+#1467=PCURVE('',#166,#1466);
+#1468=SURFACE_CURVE('',#1455,(#1461,#1467),.CURVE_3D.);
+#1469=EDGE_CURVE('',#283,#285,#1468,.T.);
+#1470=CARTESIAN_POINT('',(4.50000000000000000E0,5.00000000000000000E-1,-3.00000000000000000E0));
+#1471=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#1472=VECTOR('',#1471,1.00000000000000000E0);
+#1473=LINE('',#1470,#1472);
+#1474=CARTESIAN_POINT('',(2.50000000000000000E0,0.00000000000000000E0));
+#1475=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1476=VECTOR('',#1475,1.00000000000000000E0);
+#1477=LINE('',#1474,#1476);
+#1478=DEFINITIONAL_REPRESENTATION('',(#1477),#1);
+#1479=PCURVE('',#156,#1478);
+#1480=CARTESIAN_POINT('',(2.50000000000000000E0,0.00000000000000000E0));
+#1481=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1482=VECTOR('',#1481,1.00000000000000000E0);
+#1483=LINE('',#1480,#1482);
+#1484=DEFINITIONAL_REPRESENTATION('',(#1483),#1);
+#1485=PCURVE('',#186,#1484);
+#1486=SURFACE_CURVE('',#1473,(#1479,#1485),.CURVE_3D.);
+#1487=EDGE_CURVE('',#285,#287,#1486,.T.);
+#1488=CARTESIAN_POINT('',(4.50000000000000000E0,3.00000000000000000E0,-5.00000000000000000E-1));
+#1489=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#1490=VECTOR('',#1489,1.00000000000000000E0);
+#1491=LINE('',#1488,#1490);
+#1492=CARTESIAN_POINT('',(0.00000000000000000E0,2.50000000000000000E0));
+#1493=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1494=VECTOR('',#1493,1.00000000000000000E0);
+#1495=LINE('',#1492,#1494);
+#1496=DEFINITIONAL_REPRESENTATION('',(#1495),#1);
+#1497=PCURVE('',#156,#1496);
+#1498=CARTESIAN_POINT('',(0.00000000000000000E0,2.50000000000000000E0));
+#1499=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1500=VECTOR('',#1499,1.00000000000000000E0);
+#1501=LINE('',#1498,#1500);
+#1502=DEFINITIONAL_REPRESENTATION('',(#1501),#1);
+#1503=PCURVE('',#171,#1502);
+#1504=SURFACE_CURVE('',#1491,(#1497,#1503),.CURVE_3D.);
+#1505=EDGE_CURVE('',#289,#287,#1504,.T.);
+#1506=CARTESIAN_POINT('',(4.50000000000000000E0,5.00000000000000000E-1,-5.00000000000000000E-1));
+#1507=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#1508=VECTOR('',#1507,1.00000000000000000E0);
+#1509=LINE('',#1506,#1508);
+#1510=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#1511=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1512=VECTOR('',#1511,1.00000000000000000E0);
+#1513=LINE('',#1510,#1512);
+#1514=DEFINITIONAL_REPRESENTATION('',(#1513),#1);
+#1515=PCURVE('',#156,#1514);
+#1516=CARTESIAN_POINT('',(3.00000000000000000E0,0.00000000000000000E0));
+#1517=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1518=VECTOR('',#1517,1.00000000000000000E0);
+#1519=LINE('',#1516,#1518);
+#1520=DEFINITIONAL_REPRESENTATION('',(#1519),#1);
+#1521=PCURVE('',#161,#1520);
+#1522=SURFACE_CURVE('',#1509,(#1515,#1521),.CURVE_3D.);
+#1523=EDGE_CURVE('',#283,#289,#1522,.T.);
+#1524=CARTESIAN_POINT('',(3.00000000000000000E0,3.00000000000000000E0,-5.00000000000000000E-1));
+#1525=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1526=VECTOR('',#1525,1.00000000000000000E0);
+#1527=LINE('',#1524,#1526);
+#1528=CARTESIAN_POINT('',(1.50000000000000000E0,2.50000000000000000E0));
+#1529=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1530=VECTOR('',#1529,1.00000000000000000E0);
+#1531=LINE('',#1528,#1530);
+#1532=DEFINITIONAL_REPRESENTATION('',(#1531),#1);
+#1533=PCURVE('',#161,#1532);
+#1534=CARTESIAN_POINT('',(1.50000000000000000E0,2.50000000000000000E0));
+#1535=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1536=VECTOR('',#1535,1.00000000000000000E0);
+#1537=LINE('',#1534,#1536);
+#1538=DEFINITIONAL_REPRESENTATION('',(#1537),#1);
+#1539=PCURVE('',#176,#1538);
+#1540=SURFACE_CURVE('',#1527,(#1533,#1539),.CURVE_3D.);
+#1541=EDGE_CURVE('',#255,#289,#1540,.T.);
+#1542=CARTESIAN_POINT('',(3.00000000000000000E0,5.00000000000000000E-1,-5.00000000000000000E-1));
+#1543=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1544=VECTOR('',#1543,1.00000000000000000E0);
+#1545=LINE('',#1542,#1544);
+#1546=CARTESIAN_POINT('',(1.50000000000000000E0,0.00000000000000000E0));
+#1547=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1548=VECTOR('',#1547,1.00000000000000000E0);
+#1549=LINE('',#1546,#1548);
+#1550=DEFINITIONAL_REPRESENTATION('',(#1549),#1);
+#1551=PCURVE('',#161,#1550);
+#1552=CARTESIAN_POINT('',(0.00000000000000000E0,1.50000000000000000E0));
+#1553=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1554=VECTOR('',#1553,1.00000000000000000E0);
+#1555=LINE('',#1552,#1554);
+#1556=DEFINITIONAL_REPRESENTATION('',(#1555),#1);
+#1557=PCURVE('',#166,#1556);
+#1558=SURFACE_CURVE('',#1545,(#1551,#1557),.CURVE_3D.);
+#1559=EDGE_CURVE('',#251,#283,#1558,.T.);
+#1560=CARTESIAN_POINT('',(3.00000000000000000E0,5.00000000000000000E-1,-3.00000000000000000E0));
+#1561=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1562=VECTOR('',#1561,1.00000000000000000E0);
+#1563=LINE('',#1560,#1562);
+#1564=CARTESIAN_POINT('',(2.50000000000000000E0,1.50000000000000000E0));
+#1565=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1566=VECTOR('',#1565,1.00000000000000000E0);
+#1567=LINE('',#1564,#1566);
+#1568=DEFINITIONAL_REPRESENTATION('',(#1567),#1);
+#1569=PCURVE('',#166,#1568);
+#1570=CARTESIAN_POINT('',(2.50000000000000000E0,1.50000000000000000E0));
+#1571=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1572=VECTOR('',#1571,1.00000000000000000E0);
+#1573=LINE('',#1570,#1572);
+#1574=DEFINITIONAL_REPRESENTATION('',(#1573),#1);
+#1575=PCURVE('',#196,#1574);
+#1576=SURFACE_CURVE('',#1563,(#1569,#1575),.CURVE_3D.);
+#1577=EDGE_CURVE('',#261,#285,#1576,.T.);
+#1578=CARTESIAN_POINT('',(4.50000000000000000E0,3.00000000000000000E0,-3.00000000000000000E0));
+#1579=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#1580=VECTOR('',#1579,1.00000000000000000E0);
+#1581=LINE('',#1578,#1580);
+#1582=CARTESIAN_POINT('',(2.50000000000000000E0,2.50000000000000000E0));
+#1583=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1584=VECTOR('',#1583,1.00000000000000000E0);
+#1585=LINE('',#1582,#1584);
+#1586=DEFINITIONAL_REPRESENTATION('',(#1585),#1);
+#1587=PCURVE('',#171,#1586);
+#1588=CARTESIAN_POINT('',(2.50000000000000000E0,2.50000000000000000E0));
+#1589=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1590=VECTOR('',#1589,1.00000000000000000E0);
+#1591=LINE('',#1588,#1590);
+#1592=DEFINITIONAL_REPRESENTATION('',(#1591),#1);
+#1593=PCURVE('',#201,#1592);
+#1594=SURFACE_CURVE('',#1581,(#1587,#1593),.CURVE_3D.);
+#1595=EDGE_CURVE('',#287,#291,#1594,.T.);
+#1596=CARTESIAN_POINT('',(4.50000000000000000E0,3.50000000000000000E0,-5.00000000000000000E-1));
+#1597=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#1598=VECTOR('',#1597,1.00000000000000000E0);
+#1599=LINE('',#1596,#1598);
+#1600=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E0));
+#1601=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1602=VECTOR('',#1601,1.00000000000000000E0);
+#1603=LINE('',#1600,#1602);
+#1604=DEFINITIONAL_REPRESENTATION('',(#1603),#1);
+#1605=PCURVE('',#171,#1604);
+#1606=CARTESIAN_POINT('',(3.00000000000000000E0,0.00000000000000000E0));
+#1607=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1608=VECTOR('',#1607,1.00000000000000000E0);
+#1609=LINE('',#1606,#1608);
+#1610=DEFINITIONAL_REPRESENTATION('',(#1609),#1);
+#1611=PCURVE('',#181,#1610);
+#1612=SURFACE_CURVE('',#1599,(#1605,#1611),.CURVE_3D.);
+#1613=EDGE_CURVE('',#293,#291,#1612,.T.);
+#1614=CARTESIAN_POINT('',(4.50000000000000000E0,3.00000000000000000E0,-5.00000000000000000E-1));
+#1615=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#1616=VECTOR('',#1615,1.00000000000000000E0);
+#1617=LINE('',#1614,#1616);
+#1618=CARTESIAN_POINT('',(0.00000000000000000E0,2.50000000000000000E0));
+#1619=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1620=VECTOR('',#1619,1.00000000000000000E0);
+#1621=LINE('',#1618,#1620);
+#1622=DEFINITIONAL_REPRESENTATION('',(#1621),#1);
+#1623=PCURVE('',#171,#1622);
+#1624=CARTESIAN_POINT('',(3.00000000000000000E0,2.50000000000000000E0));
+#1625=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1626=VECTOR('',#1625,1.00000000000000000E0);
+#1627=LINE('',#1624,#1626);
+#1628=DEFINITIONAL_REPRESENTATION('',(#1627),#1);
+#1629=PCURVE('',#176,#1628);
+#1630=SURFACE_CURVE('',#1617,(#1623,#1629),.CURVE_3D.);
+#1631=EDGE_CURVE('',#289,#293,#1630,.T.);
+#1632=CARTESIAN_POINT('',(3.00000000000000000E0,3.50000000000000000E0,-5.00000000000000000E-1));
+#1633=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1634=VECTOR('',#1633,1.00000000000000000E0);
+#1635=LINE('',#1632,#1634);
+#1636=CARTESIAN_POINT('',(1.50000000000000000E0,3.00000000000000000E0));
+#1637=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1638=VECTOR('',#1637,1.00000000000000000E0);
+#1639=LINE('',#1636,#1638);
+#1640=DEFINITIONAL_REPRESENTATION('',(#1639),#1);
+#1641=PCURVE('',#176,#1640);
+#1642=CARTESIAN_POINT('',(1.50000000000000000E0,0.00000000000000000E0));
+#1643=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1644=VECTOR('',#1643,1.00000000000000000E0);
+#1645=LINE('',#1642,#1644);
+#1646=DEFINITIONAL_REPRESENTATION('',(#1645),#1);
+#1647=PCURVE('',#181,#1646);
+#1648=SURFACE_CURVE('',#1635,(#1641,#1647),.CURVE_3D.);
+#1649=EDGE_CURVE('',#267,#293,#1648,.T.);
+#1650=CARTESIAN_POINT('',(3.00000000000000000E0,3.50000000000000000E0,-3.00000000000000000E0));
+#1651=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1652=VECTOR('',#1651,1.00000000000000000E0);
+#1653=LINE('',#1650,#1652);
+#1654=CARTESIAN_POINT('',(1.50000000000000000E0,2.50000000000000000E0));
+#1655=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1656=VECTOR('',#1655,1.00000000000000000E0);
+#1657=LINE('',#1654,#1656);
+#1658=DEFINITIONAL_REPRESENTATION('',(#1657),#1);
+#1659=PCURVE('',#181,#1658);
+#1660=CARTESIAN_POINT('',(1.50000000000000000E0,2.50000000000000000E0));
+#1661=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1662=VECTOR('',#1661,1.00000000000000000E0);
+#1663=LINE('',#1660,#1662);
+#1664=DEFINITIONAL_REPRESENTATION('',(#1663),#1);
+#1665=PCURVE('',#211,#1664);
+#1666=SURFACE_CURVE('',#1653,(#1659,#1665),.CURVE_3D.);
+#1667=EDGE_CURVE('',#269,#291,#1666,.T.);
+#1668=CARTESIAN_POINT('',(4.50000000000000000E0,5.00000000000000000E-1,-3.00000000000000000E0));
+#1669=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#1670=VECTOR('',#1669,1.00000000000000000E0);
+#1671=LINE('',#1668,#1670);
+#1672=CARTESIAN_POINT('',(2.50000000000000000E0,0.00000000000000000E0));
+#1673=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1674=VECTOR('',#1673,1.00000000000000000E0);
+#1675=LINE('',#1672,#1674);
+#1676=DEFINITIONAL_REPRESENTATION('',(#1675),#1);
+#1677=PCURVE('',#186,#1676);
+#1678=CARTESIAN_POINT('',(2.50000000000000000E0,3.00000000000000000E0));
+#1679=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1680=VECTOR('',#1679,1.00000000000000000E0);
+#1681=LINE('',#1678,#1680);
+#1682=DEFINITIONAL_REPRESENTATION('',(#1681),#1);
+#1683=PCURVE('',#196,#1682);
+#1684=SURFACE_CURVE('',#1671,(#1677,#1683),.CURVE_3D.);
+#1685=EDGE_CURVE('',#285,#295,#1684,.T.);
+#1686=CARTESIAN_POINT('',(4.50000000000000000E0,5.00000000000000000E-1,-3.50000000000000000E0));
+#1687=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#1688=VECTOR('',#1687,1.00000000000000000E0);
+#1689=LINE('',#1686,#1688);
+#1690=CARTESIAN_POINT('',(3.00000000000000000E0,0.00000000000000000E0));
+#1691=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1692=VECTOR('',#1691,1.00000000000000000E0);
+#1693=LINE('',#1690,#1692);
+#1694=DEFINITIONAL_REPRESENTATION('',(#1693),#1);
+#1695=PCURVE('',#186,#1694);
+#1696=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E0));
+#1697=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1698=VECTOR('',#1697,1.00000000000000000E0);
+#1699=LINE('',#1696,#1698);
+#1700=DEFINITIONAL_REPRESENTATION('',(#1699),#1);
+#1701=PCURVE('',#191,#1700);
+#1702=SURFACE_CURVE('',#1689,(#1695,#1701),.CURVE_3D.);
+#1703=EDGE_CURVE('',#295,#297,#1702,.T.);
+#1704=CARTESIAN_POINT('',(4.50000000000000000E0,3.00000000000000000E0,-3.00000000000000000E0));
+#1705=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#1706=VECTOR('',#1705,1.00000000000000000E0);
+#1707=LINE('',#1704,#1706);
+#1708=CARTESIAN_POINT('',(2.50000000000000000E0,2.50000000000000000E0));
+#1709=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1710=VECTOR('',#1709,1.00000000000000000E0);
+#1711=LINE('',#1708,#1710);
+#1712=DEFINITIONAL_REPRESENTATION('',(#1711),#1);
+#1713=PCURVE('',#186,#1712);
+#1714=CARTESIAN_POINT('',(2.50000000000000000E0,2.50000000000000000E0));
+#1715=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1716=VECTOR('',#1715,1.00000000000000000E0);
+#1717=LINE('',#1714,#1716);
+#1718=DEFINITIONAL_REPRESENTATION('',(#1717),#1);
+#1719=PCURVE('',#201,#1718);
+#1720=SURFACE_CURVE('',#1707,(#1713,#1719),.CURVE_3D.);
+#1721=EDGE_CURVE('',#287,#297,#1720,.T.);
+#1722=CARTESIAN_POINT('',(3.00000000000000000E0,3.00000000000000000E0,-3.50000000000000000E0));
+#1723=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1724=VECTOR('',#1723,1.00000000000000000E0);
+#1725=LINE('',#1722,#1724);
+#1726=CARTESIAN_POINT('',(2.50000000000000000E0,1.50000000000000000E0));
+#1727=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1728=VECTOR('',#1727,1.00000000000000000E0);
+#1729=LINE('',#1726,#1728);
+#1730=DEFINITIONAL_REPRESENTATION('',(#1729),#1);
+#1731=PCURVE('',#191,#1730);
+#1732=CARTESIAN_POINT('',(2.50000000000000000E0,1.50000000000000000E0));
+#1733=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1734=VECTOR('',#1733,1.00000000000000000E0);
+#1735=LINE('',#1732,#1734);
+#1736=DEFINITIONAL_REPRESENTATION('',(#1735),#1);
+#1737=PCURVE('',#206,#1736);
+#1738=SURFACE_CURVE('',#1725,(#1731,#1737),.CURVE_3D.);
+#1739=EDGE_CURVE('',#275,#297,#1738,.T.);
+#1740=CARTESIAN_POINT('',(3.00000000000000000E0,5.00000000000000000E-1,-3.50000000000000000E0));
+#1741=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1742=VECTOR('',#1741,1.00000000000000000E0);
+#1743=LINE('',#1740,#1742);
+#1744=CARTESIAN_POINT('',(0.00000000000000000E0,1.50000000000000000E0));
+#1745=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1746=VECTOR('',#1745,1.00000000000000000E0);
+#1747=LINE('',#1744,#1746);
+#1748=DEFINITIONAL_REPRESENTATION('',(#1747),#1);
+#1749=PCURVE('',#191,#1748);
+#1750=CARTESIAN_POINT('',(3.00000000000000000E0,1.50000000000000000E0));
+#1751=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1752=VECTOR('',#1751,1.00000000000000000E0);
+#1753=LINE('',#1750,#1752);
+#1754=DEFINITIONAL_REPRESENTATION('',(#1753),#1);
+#1755=PCURVE('',#196,#1754);
+#1756=SURFACE_CURVE('',#1743,(#1749,#1755),.CURVE_3D.);
+#1757=EDGE_CURVE('',#277,#295,#1756,.T.);
+#1758=CARTESIAN_POINT('',(4.50000000000000000E0,3.00000000000000000E0,-3.50000000000000000E0));
+#1759=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#1760=VECTOR('',#1759,1.00000000000000000E0);
+#1761=LINE('',#1758,#1760);
+#1762=CARTESIAN_POINT('',(3.00000000000000000E0,2.50000000000000000E0));
+#1763=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1764=VECTOR('',#1763,1.00000000000000000E0);
+#1765=LINE('',#1762,#1764);
+#1766=DEFINITIONAL_REPRESENTATION('',(#1765),#1);
+#1767=PCURVE('',#201,#1766);
+#1768=CARTESIAN_POINT('',(2.50000000000000000E0,3.00000000000000000E0));
+#1769=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1770=VECTOR('',#1769,1.00000000000000000E0);
+#1771=LINE('',#1768,#1770);
+#1772=DEFINITIONAL_REPRESENTATION('',(#1771),#1);
+#1773=PCURVE('',#206,#1772);
+#1774=SURFACE_CURVE('',#1761,(#1767,#1773),.CURVE_3D.);
+#1775=EDGE_CURVE('',#297,#299,#1774,.T.);
+#1776=CARTESIAN_POINT('',(4.50000000000000000E0,3.50000000000000000E0,-3.00000000000000000E0));
+#1777=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#1778=VECTOR('',#1777,1.00000000000000000E0);
+#1779=LINE('',#1776,#1778);
+#1780=CARTESIAN_POINT('',(2.50000000000000000E0,3.00000000000000000E0));
+#1781=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1782=VECTOR('',#1781,1.00000000000000000E0);
+#1783=LINE('',#1780,#1782);
+#1784=DEFINITIONAL_REPRESENTATION('',(#1783),#1);
+#1785=PCURVE('',#201,#1784);
+#1786=CARTESIAN_POINT('',(3.00000000000000000E0,2.50000000000000000E0));
+#1787=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1788=VECTOR('',#1787,1.00000000000000000E0);
+#1789=LINE('',#1786,#1788);
+#1790=DEFINITIONAL_REPRESENTATION('',(#1789),#1);
+#1791=PCURVE('',#211,#1790);
+#1792=SURFACE_CURVE('',#1779,(#1785,#1791),.CURVE_3D.);
+#1793=EDGE_CURVE('',#291,#299,#1792,.T.);
+#1794=CARTESIAN_POINT('',(3.00000000000000000E0,3.50000000000000000E0,-3.50000000000000000E0));
+#1795=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1796=VECTOR('',#1795,1.00000000000000000E0);
+#1797=LINE('',#1794,#1796);
+#1798=CARTESIAN_POINT('',(3.00000000000000000E0,1.50000000000000000E0));
+#1799=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1800=VECTOR('',#1799,1.00000000000000000E0);
+#1801=LINE('',#1798,#1800);
+#1802=DEFINITIONAL_REPRESENTATION('',(#1801),#1);
+#1803=PCURVE('',#206,#1802);
+#1804=CARTESIAN_POINT('',(1.50000000000000000E0,3.00000000000000000E0));
+#1805=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1806=VECTOR('',#1805,1.00000000000000000E0);
+#1807=LINE('',#1804,#1806);
+#1808=DEFINITIONAL_REPRESENTATION('',(#1807),#1);
+#1809=PCURVE('',#211,#1808);
+#1810=SURFACE_CURVE('',#1797,(#1803,#1809),.CURVE_3D.);
+#1811=EDGE_CURVE('',#281,#299,#1810,.T.);
+#1812=ORIENTED_EDGE('',*,*,#317,.T.);
+#1813=ORIENTED_EDGE('',*,*,#335,.F.);
+#1814=ORIENTED_EDGE('',*,*,#353,.F.);
+#1815=ORIENTED_EDGE('',*,*,#371,.T.);
+#1816=EDGE_LOOP('',(#1812,#1813,#1814,#1815));
+#1817=FACE_OUTER_BOUND('',#1816,.T.);
+#1818=ADVANCED_FACE('left-0',(#1817),#6,.T.);
+#1819=ORIENTED_EDGE('',*,*,#389,.T.);
+#1820=ORIENTED_EDGE('',*,*,#407,.F.);
+#1821=ORIENTED_EDGE('',*,*,#371,.F.);
+#1822=ORIENTED_EDGE('',*,*,#425,.T.);
+#1823=EDGE_LOOP('',(#1819,#1820,#1821,#1822));
+#1824=FACE_OUTER_BOUND('',#1823,.T.);
+#1825=ADVANCED_FACE('front-1',(#1824),#11,.T.);
+#1826=ORIENTED_EDGE('',*,*,#443,.T.);
+#1827=ORIENTED_EDGE('',*,*,#461,.F.);
+#1828=ORIENTED_EDGE('',*,*,#425,.F.);
+#1829=ORIENTED_EDGE('',*,*,#353,.T.);
+#1830=EDGE_LOOP('',(#1826,#1827,#1828,#1829));
+#1831=FACE_OUTER_BOUND('',#1830,.T.);
+#1832=ADVANCED_FACE('bottom-2',(#1831),#16,.T.);
+#1833=ORIENTED_EDGE('',*,*,#479,.T.);
+#1834=ORIENTED_EDGE('',*,*,#497,.F.);
+#1835=ORIENTED_EDGE('',*,*,#317,.F.);
+#1836=ORIENTED_EDGE('',*,*,#515,.T.);
+#1837=EDGE_LOOP('',(#1833,#1834,#1835,#1836));
+#1838=FACE_OUTER_BOUND('',#1837,.T.);
+#1839=ADVANCED_FACE('left-3',(#1838),#21,.T.);
+#1840=ORIENTED_EDGE('',*,*,#533,.T.);
+#1841=ORIENTED_EDGE('',*,*,#551,.F.);
+#1842=ORIENTED_EDGE('',*,*,#515,.F.);
+#1843=ORIENTED_EDGE('',*,*,#407,.T.);
+#1844=EDGE_LOOP('',(#1840,#1841,#1842,#1843));
+#1845=FACE_OUTER_BOUND('',#1844,.T.);
+#1846=ADVANCED_FACE('front-4',(#1845),#26,.T.);
+#1847=ORIENTED_EDGE('',*,*,#551,.T.);
+#1848=ORIENTED_EDGE('',*,*,#569,.T.);
+#1849=ORIENTED_EDGE('',*,*,#587,.F.);
+#1850=ORIENTED_EDGE('',*,*,#479,.F.);
+#1851=EDGE_LOOP('',(#1847,#1848,#1849,#1850));
+#1852=FACE_OUTER_BOUND('',#1851,.T.);
+#1853=ADVANCED_FACE('top-5',(#1852),#31,.T.);
+#1854=ORIENTED_EDGE('',*,*,#605,.T.);
+#1855=ORIENTED_EDGE('',*,*,#623,.F.);
+#1856=ORIENTED_EDGE('',*,*,#641,.F.);
+#1857=ORIENTED_EDGE('',*,*,#335,.T.);
+#1858=EDGE_LOOP('',(#1854,#1855,#1856,#1857));
+#1859=FACE_OUTER_BOUND('',#1858,.T.);
+#1860=ADVANCED_FACE('left-6',(#1859),#36,.T.);
+#1861=ORIENTED_EDGE('',*,*,#623,.T.);
+#1862=ORIENTED_EDGE('',*,*,#659,.T.);
+#1863=ORIENTED_EDGE('',*,*,#677,.F.);
+#1864=ORIENTED_EDGE('',*,*,#695,.F.);
+#1865=EDGE_LOOP('',(#1861,#1862,#1863,#1864));
+#1866=FACE_OUTER_BOUND('',#1865,.T.);
+#1867=ADVANCED_FACE('back-7',(#1866),#41,.T.);
+#1868=ORIENTED_EDGE('',*,*,#695,.T.);
+#1869=ORIENTED_EDGE('',*,*,#713,.F.);
+#1870=ORIENTED_EDGE('',*,*,#443,.F.);
+#1871=ORIENTED_EDGE('',*,*,#641,.T.);
+#1872=EDGE_LOOP('',(#1868,#1869,#1870,#1871));
+#1873=FACE_OUTER_BOUND('',#1872,.T.);
+#1874=ADVANCED_FACE('bottom-8',(#1873),#46,.T.);
+#1875=ORIENTED_EDGE('',*,*,#731,.T.);
+#1876=ORIENTED_EDGE('',*,*,#749,.F.);
+#1877=ORIENTED_EDGE('',*,*,#605,.F.);
+#1878=ORIENTED_EDGE('',*,*,#497,.T.);
+#1879=EDGE_LOOP('',(#1875,#1876,#1877,#1878));
+#1880=FACE_OUTER_BOUND('',#1879,.T.);
+#1881=ADVANCED_FACE('left-9',(#1880),#51,.T.);
+#1882=ORIENTED_EDGE('',*,*,#749,.T.);
+#1883=ORIENTED_EDGE('',*,*,#767,.T.);
+#1884=ORIENTED_EDGE('',*,*,#785,.F.);
+#1885=ORIENTED_EDGE('',*,*,#659,.F.);
+#1886=EDGE_LOOP('',(#1882,#1883,#1884,#1885));
+#1887=FACE_OUTER_BOUND('',#1886,.T.);
+#1888=ADVANCED_FACE('back-10',(#1887),#56,.T.);
+#1889=ORIENTED_EDGE('',*,*,#587,.T.);
+#1890=ORIENTED_EDGE('',*,*,#803,.T.);
+#1891=ORIENTED_EDGE('',*,*,#767,.F.);
+#1892=ORIENTED_EDGE('',*,*,#731,.F.);
+#1893=EDGE_LOOP('',(#1889,#1890,#1891,#1892));
+#1894=FACE_OUTER_BOUND('',#1893,.T.);
+#1895=ADVANCED_FACE('top-11',(#1894),#61,.T.);
+#1896=ORIENTED_EDGE('',*,*,#821,.T.);
+#1897=ORIENTED_EDGE('',*,*,#839,.T.);
+#1898=ORIENTED_EDGE('',*,*,#857,.F.);
+#1899=ORIENTED_EDGE('',*,*,#875,.F.);
+#1900=EDGE_LOOP('',(#1896,#1897,#1898,#1899));
+#1901=FACE_OUTER_BOUND('',#1900,.T.);
+#1902=ADVANCED_FACE('right-12',(#1901),#66,.T.);
+#1903=ORIENTED_EDGE('',*,*,#875,.T.);
+#1904=ORIENTED_EDGE('',*,*,#893,.F.);
+#1905=ORIENTED_EDGE('',*,*,#389,.F.);
+#1906=ORIENTED_EDGE('',*,*,#911,.T.);
+#1907=EDGE_LOOP('',(#1903,#1904,#1905,#1906));
+#1908=FACE_OUTER_BOUND('',#1907,.T.);
+#1909=ADVANCED_FACE('front-13',(#1908),#71,.T.);
+#1910=ORIENTED_EDGE('',*,*,#929,.T.);
+#1911=ORIENTED_EDGE('',*,*,#821,.F.);
+#1912=ORIENTED_EDGE('',*,*,#911,.F.);
+#1913=ORIENTED_EDGE('',*,*,#461,.T.);
+#1914=EDGE_LOOP('',(#1910,#1911,#1912,#1913));
+#1915=FACE_OUTER_BOUND('',#1914,.T.);
+#1916=ADVANCED_FACE('bottom-14',(#1915),#76,.T.);
+#1917=ORIENTED_EDGE('',*,*,#857,.T.);
+#1918=ORIENTED_EDGE('',*,*,#947,.T.);
+#1919=ORIENTED_EDGE('',*,*,#965,.F.);
+#1920=ORIENTED_EDGE('',*,*,#983,.F.);
+#1921=EDGE_LOOP('',(#1917,#1918,#1919,#1920));
+#1922=FACE_OUTER_BOUND('',#1921,.T.);
+#1923=ADVANCED_FACE('right-15',(#1922),#81,.T.);
+#1924=ORIENTED_EDGE('',*,*,#983,.T.);
+#1925=ORIENTED_EDGE('',*,*,#1001,.F.);
+#1926=ORIENTED_EDGE('',*,*,#533,.F.);
+#1927=ORIENTED_EDGE('',*,*,#893,.T.);
+#1928=EDGE_LOOP('',(#1924,#1925,#1926,#1927));
+#1929=FACE_OUTER_BOUND('',#1928,.T.);
+#1930=ADVANCED_FACE('front-16',(#1929),#86,.T.);
+#1931=ORIENTED_EDGE('',*,*,#1001,.T.);
+#1932=ORIENTED_EDGE('',*,*,#965,.T.);
+#1933=ORIENTED_EDGE('',*,*,#1019,.F.);
+#1934=ORIENTED_EDGE('',*,*,#569,.F.);
+#1935=EDGE_LOOP('',(#1931,#1932,#1933,#1934));
+#1936=FACE_OUTER_BOUND('',#1935,.T.);
+#1937=ADVANCED_FACE('top-17',(#1936),#91,.T.);
+#1938=ORIENTED_EDGE('',*,*,#1037,.T.);
+#1939=ORIENTED_EDGE('',*,*,#1055,.T.);
+#1940=ORIENTED_EDGE('',*,*,#1073,.F.);
+#1941=ORIENTED_EDGE('',*,*,#839,.F.);
+#1942=EDGE_LOOP('',(#1938,#1939,#1940,#1941));
+#1943=FACE_OUTER_BOUND('',#1942,.T.);
+#1944=ADVANCED_FACE('right-18',(#1943),#96,.T.);
+#1945=ORIENTED_EDGE('',*,*,#677,.T.);
+#1946=ORIENTED_EDGE('',*,*,#1091,.T.);
+#1947=ORIENTED_EDGE('',*,*,#1055,.F.);
+#1948=ORIENTED_EDGE('',*,*,#1109,.F.);
+#1949=EDGE_LOOP('',(#1945,#1946,#1947,#1948));
+#1950=FACE_OUTER_BOUND('',#1949,.T.);
+#1951=ADVANCED_FACE('back-19',(#1950),#101,.T.);
+#1952=ORIENTED_EDGE('',*,*,#1109,.T.);
+#1953=ORIENTED_EDGE('',*,*,#1037,.F.);
+#1954=ORIENTED_EDGE('',*,*,#929,.F.);
+#1955=ORIENTED_EDGE('',*,*,#713,.T.);
+#1956=EDGE_LOOP('',(#1952,#1953,#1954,#1955));
+#1957=FACE_OUTER_BOUND('',#1956,.T.);
+#1958=ADVANCED_FACE('bottom-20',(#1957),#106,.T.);
+#1959=ORIENTED_EDGE('',*,*,#1127,.T.);
+#1960=ORIENTED_EDGE('',*,*,#1145,.F.);
+#1961=ORIENTED_EDGE('',*,*,#803,.F.);
+#1962=ORIENTED_EDGE('',*,*,#1163,.T.);
+#1963=EDGE_LOOP('',(#1959,#1960,#1961,#1962));
+#1964=FACE_OUTER_BOUND('',#1963,.T.);
+#1965=ADVANCED_FACE('left-21',(#1964),#111,.T.);
+#1966=ORIENTED_EDGE('',*,*,#1181,.T.);
+#1967=ORIENTED_EDGE('',*,*,#1199,.F.);
+#1968=ORIENTED_EDGE('',*,*,#1163,.F.);
+#1969=ORIENTED_EDGE('',*,*,#1019,.T.);
+#1970=EDGE_LOOP('',(#1966,#1967,#1968,#1969));
+#1971=FACE_OUTER_BOUND('',#1970,.T.);
+#1972=ADVANCED_FACE('front-22',(#1971),#116,.T.);
+#1973=ORIENTED_EDGE('',*,*,#1199,.T.);
+#1974=ORIENTED_EDGE('',*,*,#1217,.T.);
+#1975=ORIENTED_EDGE('',*,*,#1235,.F.);
+#1976=ORIENTED_EDGE('',*,*,#1127,.F.);
+#1977=EDGE_LOOP('',(#1973,#1974,#1975,#1976));
+#1978=FACE_OUTER_BOUND('',#1977,.T.);
+#1979=ADVANCED_FACE('top-23',(#1978),#121,.T.);
+#1980=ORIENTED_EDGE('',*,*,#1253,.T.);
+#1981=ORIENTED_EDGE('',*,*,#1271,.F.);
+#1982=ORIENTED_EDGE('',*,*,#1289,.F.);
+#1983=ORIENTED_EDGE('',*,*,#785,.T.);
+#1984=EDGE_LOOP('',(#1980,#1981,#1982,#1983));
+#1985=FACE_OUTER_BOUND('',#1984,.T.);
+#1986=ADVANCED_FACE('left-24',(#1985),#126,.T.);
+#1987=ORIENTED_EDGE('',*,*,#1271,.T.);
+#1988=ORIENTED_EDGE('',*,*,#1307,.T.);
+#1989=ORIENTED_EDGE('',*,*,#1325,.F.);
+#1990=ORIENTED_EDGE('',*,*,#1343,.F.);
+#1991=EDGE_LOOP('',(#1987,#1988,#1989,#1990));
+#1992=FACE_OUTER_BOUND('',#1991,.T.);
+#1993=ADVANCED_FACE('back-25',(#1992),#131,.T.);
+#1994=ORIENTED_EDGE('',*,*,#1343,.T.);
+#1995=ORIENTED_EDGE('',*,*,#1361,.F.);
+#1996=ORIENTED_EDGE('',*,*,#1091,.F.);
+#1997=ORIENTED_EDGE('',*,*,#1289,.T.);
+#1998=EDGE_LOOP('',(#1994,#1995,#1996,#1997));
+#1999=FACE_OUTER_BOUND('',#1998,.T.);
+#2000=ADVANCED_FACE('bottom-26',(#1999),#136,.T.);
+#2001=ORIENTED_EDGE('',*,*,#1379,.T.);
+#2002=ORIENTED_EDGE('',*,*,#1397,.F.);
+#2003=ORIENTED_EDGE('',*,*,#1253,.F.);
+#2004=ORIENTED_EDGE('',*,*,#1145,.T.);
+#2005=EDGE_LOOP('',(#2001,#2002,#2003,#2004));
+#2006=FACE_OUTER_BOUND('',#2005,.T.);
+#2007=ADVANCED_FACE('left-27',(#2006),#141,.T.);
+#2008=ORIENTED_EDGE('',*,*,#1397,.T.);
+#2009=ORIENTED_EDGE('',*,*,#1415,.T.);
+#2010=ORIENTED_EDGE('',*,*,#1433,.F.);
+#2011=ORIENTED_EDGE('',*,*,#1307,.F.);
+#2012=EDGE_LOOP('',(#2008,#2009,#2010,#2011));
+#2013=FACE_OUTER_BOUND('',#2012,.T.);
+#2014=ADVANCED_FACE('back-28',(#2013),#146,.T.);
+#2015=ORIENTED_EDGE('',*,*,#1235,.T.);
+#2016=ORIENTED_EDGE('',*,*,#1451,.T.);
+#2017=ORIENTED_EDGE('',*,*,#1415,.F.);
+#2018=ORIENTED_EDGE('',*,*,#1379,.F.);
+#2019=EDGE_LOOP('',(#2015,#2016,#2017,#2018));
+#2020=FACE_OUTER_BOUND('',#2019,.T.);
+#2021=ADVANCED_FACE('top-29',(#2020),#151,.T.);
+#2022=ORIENTED_EDGE('',*,*,#1469,.T.);
+#2023=ORIENTED_EDGE('',*,*,#1487,.T.);
+#2024=ORIENTED_EDGE('',*,*,#1505,.F.);
+#2025=ORIENTED_EDGE('',*,*,#1523,.F.);
+#2026=EDGE_LOOP('',(#2022,#2023,#2024,#2025));
+#2027=FACE_OUTER_BOUND('',#2026,.T.);
+#2028=ADVANCED_FACE('right-30',(#2027),#156,.T.);
+#2029=ORIENTED_EDGE('',*,*,#1523,.T.);
+#2030=ORIENTED_EDGE('',*,*,#1541,.F.);
+#2031=ORIENTED_EDGE('',*,*,#947,.F.);
+#2032=ORIENTED_EDGE('',*,*,#1559,.T.);
+#2033=EDGE_LOOP('',(#2029,#2030,#2031,#2032));
+#2034=FACE_OUTER_BOUND('',#2033,.T.);
+#2035=ADVANCED_FACE('front-31',(#2034),#161,.T.);
+#2036=ORIENTED_EDGE('',*,*,#1577,.T.);
+#2037=ORIENTED_EDGE('',*,*,#1469,.F.);
+#2038=ORIENTED_EDGE('',*,*,#1559,.F.);
+#2039=ORIENTED_EDGE('',*,*,#1073,.T.);
+#2040=EDGE_LOOP('',(#2036,#2037,#2038,#2039));
+#2041=FACE_OUTER_BOUND('',#2040,.T.);
+#2042=ADVANCED_FACE('bottom-32',(#2041),#166,.T.);
+#2043=ORIENTED_EDGE('',*,*,#1505,.T.);
+#2044=ORIENTED_EDGE('',*,*,#1595,.T.);
+#2045=ORIENTED_EDGE('',*,*,#1613,.F.);
+#2046=ORIENTED_EDGE('',*,*,#1631,.F.);
+#2047=EDGE_LOOP('',(#2043,#2044,#2045,#2046));
+#2048=FACE_OUTER_BOUND('',#2047,.T.);
+#2049=ADVANCED_FACE('right-33',(#2048),#171,.T.);
+#2050=ORIENTED_EDGE('',*,*,#1631,.T.);
+#2051=ORIENTED_EDGE('',*,*,#1649,.F.);
+#2052=ORIENTED_EDGE('',*,*,#1181,.F.);
+#2053=ORIENTED_EDGE('',*,*,#1541,.T.);
+#2054=EDGE_LOOP('',(#2050,#2051,#2052,#2053));
+#2055=FACE_OUTER_BOUND('',#2054,.T.);
+#2056=ADVANCED_FACE('front-34',(#2055),#176,.T.);
+#2057=ORIENTED_EDGE('',*,*,#1649,.T.);
+#2058=ORIENTED_EDGE('',*,*,#1613,.T.);
+#2059=ORIENTED_EDGE('',*,*,#1667,.F.);
+#2060=ORIENTED_EDGE('',*,*,#1217,.F.);
+#2061=EDGE_LOOP('',(#2057,#2058,#2059,#2060));
+#2062=FACE_OUTER_BOUND('',#2061,.T.);
+#2063=ADVANCED_FACE('top-35',(#2062),#181,.T.);
+#2064=ORIENTED_EDGE('',*,*,#1685,.T.);
+#2065=ORIENTED_EDGE('',*,*,#1703,.T.);
+#2066=ORIENTED_EDGE('',*,*,#1721,.F.);
+#2067=ORIENTED_EDGE('',*,*,#1487,.F.);
+#2068=EDGE_LOOP('',(#2064,#2065,#2066,#2067));
+#2069=FACE_OUTER_BOUND('',#2068,.T.);
+#2070=ADVANCED_FACE('right-36',(#2069),#186,.T.);
+#2071=ORIENTED_EDGE('',*,*,#1325,.T.);
+#2072=ORIENTED_EDGE('',*,*,#1739,.T.);
+#2073=ORIENTED_EDGE('',*,*,#1703,.F.);
+#2074=ORIENTED_EDGE('',*,*,#1757,.F.);
+#2075=EDGE_LOOP('',(#2071,#2072,#2073,#2074));
+#2076=FACE_OUTER_BOUND('',#2075,.T.);
+#2077=ADVANCED_FACE('back-37',(#2076),#191,.T.);
+#2078=ORIENTED_EDGE('',*,*,#1757,.T.);
+#2079=ORIENTED_EDGE('',*,*,#1685,.F.);
+#2080=ORIENTED_EDGE('',*,*,#1577,.F.);
+#2081=ORIENTED_EDGE('',*,*,#1361,.T.);
+#2082=EDGE_LOOP('',(#2078,#2079,#2080,#2081));
+#2083=FACE_OUTER_BOUND('',#2082,.T.);
+#2084=ADVANCED_FACE('bottom-38',(#2083),#196,.T.);
+#2085=ORIENTED_EDGE('',*,*,#1721,.T.);
+#2086=ORIENTED_EDGE('',*,*,#1775,.T.);
+#2087=ORIENTED_EDGE('',*,*,#1793,.F.);
+#2088=ORIENTED_EDGE('',*,*,#1595,.F.);
+#2089=EDGE_LOOP('',(#2085,#2086,#2087,#2088));
+#2090=FACE_OUTER_BOUND('',#2089,.T.);
+#2091=ADVANCED_FACE('right-39',(#2090),#201,.T.);
+#2092=ORIENTED_EDGE('',*,*,#1433,.T.);
+#2093=ORIENTED_EDGE('',*,*,#1811,.T.);
+#2094=ORIENTED_EDGE('',*,*,#1775,.F.);
+#2095=ORIENTED_EDGE('',*,*,#1739,.F.);
+#2096=EDGE_LOOP('',(#2092,#2093,#2094,#2095));
+#2097=FACE_OUTER_BOUND('',#2096,.T.);
+#2098=ADVANCED_FACE('back-40',(#2097),#206,.T.);
+#2099=ORIENTED_EDGE('',*,*,#1667,.T.);
+#2100=ORIENTED_EDGE('',*,*,#1793,.T.);
+#2101=ORIENTED_EDGE('',*,*,#1811,.F.);
+#2102=ORIENTED_EDGE('',*,*,#1451,.F.);
+#2103=EDGE_LOOP('',(#2099,#2100,#2101,#2102));
+#2104=FACE_OUTER_BOUND('',#2103,.T.);
+#2105=ADVANCED_FACE('top-41',(#2104),#211,.T.);
+#2106=CLOSED_SHELL('',(#1818,#1839,#1860,#1832,#1825,#1853,#1881,#1846,#1867,#1874,#1916,#1909,#1937,#1895,#1888,#1930,#1951,#1958,#1902,#1923,#1972,#1965,#1986,#2000,#1944,#2035,#2056,#1979,#2007,#1993,#2084,#2042,#2028,#2049,#2063,#2021,#2014,#2077,#2070,#2091,#2105,#2098));
+#2107=MANIFOLD_SOLID_BREP('box-union-0',#2106);
+#2108=(LENGTH_UNIT() NAMED_UNIT(*) SI_UNIT($,.METRE.));
+#2109=(NAMED_UNIT(*) PLANE_ANGLE_UNIT() SI_UNIT($,.RADIAN.));
+#2110=(NAMED_UNIT(*) SI_UNIT($,.STERADIAN.) SOLID_ANGLE_UNIT());
+#2111=UNCERTAINTY_MEASURE_WITH_UNIT(LENGTH_MEASURE(1.00000639488463609E-8),#2108,'distance_accuracy_value','exchange error bound');
+#2112=(GEOMETRIC_REPRESENTATION_CONTEXT(3) GLOBAL_UNCERTAINTY_ASSIGNED_CONTEXT((#2111)) GLOBAL_UNIT_ASSIGNED_CONTEXT((#2108,#2109,#2110)) REPRESENTATION_CONTEXT('',''));
+#2113=ADVANCED_BREP_SHAPE_REPRESENTATION('',(#2107),#2112);
+#2114=APPLICATION_CONTEXT('automotive design');
+#2115=APPLICATION_PROTOCOL_DEFINITION('international standard','automotive_design',2000,#2114);
+#2116=PRODUCT_CONTEXT('',#2114,'mechanical');
+#2117=PRODUCT('box-union','box-union','',(#2116));
+#2118=PRODUCT_DEFINITION_FORMATION_WITH_SPECIFIED_SOURCE('1','',#2117,.NOT_KNOWN.);
+#2119=PRODUCT_DEFINITION_CONTEXT('part definition',#2114,'design');
+#2120=PRODUCT_DEFINITION('','',#2118,#2119);
+#2121=PRODUCT_DEFINITION_SHAPE('','',#2120);
+#2122=SHAPE_DEFINITION_REPRESENTATION(#2121,#2113);
+ENDSEC;
+END-ISO-10303-21;
diff --git a/main/opengeometry/tests/fixtures/cases/box-union.step.m.report.json b/main/opengeometry/tests/fixtures/cases/box-union.step.m.report.json
new file mode 100644
index 0000000..77cab9b
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/box-union.step.m.report.json
@@ -0,0 +1 @@
+{"cavity_shells":0,"collapsed_chart_uses":0,"edges":84,"exchange_error_bound":1.0000063948846361e-8,"faces":42,"geometric_tolerance":1e-8,"length_unit":"metre","quality":{"kind":"Analytic"},"revision":"1","schema_version":2,"solids":1,"validation_level":"v2 structure, sampled residuals and Part-21 references; external schema/import validation pending"}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/box-union.step.mm b/main/opengeometry/tests/fixtures/cases/box-union.step.mm
new file mode 100644
index 0000000..e69bfae
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/box-union.step.mm
@@ -0,0 +1,2131 @@
+ISO-10303-21;
+HEADER;
+FILE_DESCRIPTION(('OpenGeometry authoritative analytic BRep v2'),'2;1');
+FILE_NAME('box-union','1970-01-01T00:00:00',('OpenGeometry'),('OpenGeometry'),'OpenGeometry','OpenGeometry','');
+FILE_SCHEMA(('AUTOMOTIVE_DESIGN'));
+ENDSEC;
+DATA;
+#1=(GEOMETRIC_REPRESENTATION_CONTEXT(2) REPRESENTATION_CONTEXT('',''));
+#2=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#3=DIRECTION('',(-1.00000000000000000E0,-0.00000000000000000E0,-0.00000000000000000E0));
+#4=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#5=AXIS2_PLACEMENT_3D('',#2,#3,#4);
+#6=PLANE('',#5);
+#7=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#8=DIRECTION('',(-0.00000000000000000E0,-0.00000000000000000E0,1.00000000000000000E0));
+#9=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#10=AXIS2_PLACEMENT_3D('',#7,#8,#9);
+#11=PLANE('',#10);
+#12=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#13=DIRECTION('',(-0.00000000000000000E0,-1.00000000000000000E0,-0.00000000000000000E0));
+#14=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#15=AXIS2_PLACEMENT_3D('',#12,#13,#14);
+#16=PLANE('',#15);
+#17=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#18=DIRECTION('',(-1.00000000000000000E0,-0.00000000000000000E0,-0.00000000000000000E0));
+#19=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#20=AXIS2_PLACEMENT_3D('',#17,#18,#19);
+#21=PLANE('',#20);
+#22=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#23=DIRECTION('',(-0.00000000000000000E0,-0.00000000000000000E0,1.00000000000000000E0));
+#24=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#25=AXIS2_PLACEMENT_3D('',#22,#23,#24);
+#26=PLANE('',#25);
+#27=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E3,0.00000000000000000E0));
+#28=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#29=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#30=AXIS2_PLACEMENT_3D('',#27,#28,#29);
+#31=PLANE('',#30);
+#32=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#33=DIRECTION('',(-1.00000000000000000E0,-0.00000000000000000E0,-0.00000000000000000E0));
+#34=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#35=AXIS2_PLACEMENT_3D('',#32,#33,#34);
+#36=PLANE('',#35);
+#37=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-3.00000000000000000E3));
+#38=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#39=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#40=AXIS2_PLACEMENT_3D('',#37,#38,#39);
+#41=PLANE('',#40);
+#42=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#43=DIRECTION('',(-0.00000000000000000E0,-1.00000000000000000E0,-0.00000000000000000E0));
+#44=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#45=AXIS2_PLACEMENT_3D('',#42,#43,#44);
+#46=PLANE('',#45);
+#47=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#48=DIRECTION('',(-1.00000000000000000E0,-0.00000000000000000E0,-0.00000000000000000E0));
+#49=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#50=AXIS2_PLACEMENT_3D('',#47,#48,#49);
+#51=PLANE('',#50);
+#52=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-3.00000000000000000E3));
+#53=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#54=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#55=AXIS2_PLACEMENT_3D('',#52,#53,#54);
+#56=PLANE('',#55);
+#57=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E3,0.00000000000000000E0));
+#58=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#59=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#60=AXIS2_PLACEMENT_3D('',#57,#58,#59);
+#61=PLANE('',#60);
+#62=CARTESIAN_POINT('',(3.00000000000000000E3,0.00000000000000000E0,0.00000000000000000E0));
+#63=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#64=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#65=AXIS2_PLACEMENT_3D('',#62,#63,#64);
+#66=PLANE('',#65);
+#67=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#68=DIRECTION('',(-0.00000000000000000E0,-0.00000000000000000E0,1.00000000000000000E0));
+#69=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#70=AXIS2_PLACEMENT_3D('',#67,#68,#69);
+#71=PLANE('',#70);
+#72=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#73=DIRECTION('',(-0.00000000000000000E0,-1.00000000000000000E0,-0.00000000000000000E0));
+#74=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#75=AXIS2_PLACEMENT_3D('',#72,#73,#74);
+#76=PLANE('',#75);
+#77=CARTESIAN_POINT('',(3.00000000000000000E3,0.00000000000000000E0,0.00000000000000000E0));
+#78=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#79=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#80=AXIS2_PLACEMENT_3D('',#77,#78,#79);
+#81=PLANE('',#80);
+#82=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#83=DIRECTION('',(-0.00000000000000000E0,-0.00000000000000000E0,1.00000000000000000E0));
+#84=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#85=AXIS2_PLACEMENT_3D('',#82,#83,#84);
+#86=PLANE('',#85);
+#87=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E3,0.00000000000000000E0));
+#88=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#89=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#90=AXIS2_PLACEMENT_3D('',#87,#88,#89);
+#91=PLANE('',#90);
+#92=CARTESIAN_POINT('',(3.00000000000000000E3,0.00000000000000000E0,0.00000000000000000E0));
+#93=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#94=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#95=AXIS2_PLACEMENT_3D('',#92,#93,#94);
+#96=PLANE('',#95);
+#97=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-3.00000000000000000E3));
+#98=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#99=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#100=AXIS2_PLACEMENT_3D('',#97,#98,#99);
+#101=PLANE('',#100);
+#102=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#103=DIRECTION('',(-0.00000000000000000E0,-1.00000000000000000E0,-0.00000000000000000E0));
+#104=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#105=AXIS2_PLACEMENT_3D('',#102,#103,#104);
+#106=PLANE('',#105);
+#107=CARTESIAN_POINT('',(1.50000000000000000E3,5.00000000000000000E2,-5.00000000000000000E2));
+#108=DIRECTION('',(-1.00000000000000000E0,-0.00000000000000000E0,-0.00000000000000000E0));
+#109=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#110=AXIS2_PLACEMENT_3D('',#107,#108,#109);
+#111=PLANE('',#110);
+#112=CARTESIAN_POINT('',(1.50000000000000000E3,5.00000000000000000E2,-5.00000000000000000E2));
+#113=DIRECTION('',(-0.00000000000000000E0,-0.00000000000000000E0,1.00000000000000000E0));
+#114=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#115=AXIS2_PLACEMENT_3D('',#112,#113,#114);
+#116=PLANE('',#115);
+#117=CARTESIAN_POINT('',(1.50000000000000000E3,3.50000000000000000E3,-5.00000000000000000E2));
+#118=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#119=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#120=AXIS2_PLACEMENT_3D('',#117,#118,#119);
+#121=PLANE('',#120);
+#122=CARTESIAN_POINT('',(1.50000000000000000E3,5.00000000000000000E2,-5.00000000000000000E2));
+#123=DIRECTION('',(-1.00000000000000000E0,-0.00000000000000000E0,-0.00000000000000000E0));
+#124=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#125=AXIS2_PLACEMENT_3D('',#122,#123,#124);
+#126=PLANE('',#125);
+#127=CARTESIAN_POINT('',(1.50000000000000000E3,5.00000000000000000E2,-3.50000000000000000E3));
+#128=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#129=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#130=AXIS2_PLACEMENT_3D('',#127,#128,#129);
+#131=PLANE('',#130);
+#132=CARTESIAN_POINT('',(1.50000000000000000E3,5.00000000000000000E2,-5.00000000000000000E2));
+#133=DIRECTION('',(-0.00000000000000000E0,-1.00000000000000000E0,-0.00000000000000000E0));
+#134=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#135=AXIS2_PLACEMENT_3D('',#132,#133,#134);
+#136=PLANE('',#135);
+#137=CARTESIAN_POINT('',(1.50000000000000000E3,5.00000000000000000E2,-5.00000000000000000E2));
+#138=DIRECTION('',(-1.00000000000000000E0,-0.00000000000000000E0,-0.00000000000000000E0));
+#139=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#140=AXIS2_PLACEMENT_3D('',#137,#138,#139);
+#141=PLANE('',#140);
+#142=CARTESIAN_POINT('',(1.50000000000000000E3,5.00000000000000000E2,-3.50000000000000000E3));
+#143=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#144=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#145=AXIS2_PLACEMENT_3D('',#142,#143,#144);
+#146=PLANE('',#145);
+#147=CARTESIAN_POINT('',(1.50000000000000000E3,3.50000000000000000E3,-5.00000000000000000E2));
+#148=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#149=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#150=AXIS2_PLACEMENT_3D('',#147,#148,#149);
+#151=PLANE('',#150);
+#152=CARTESIAN_POINT('',(4.50000000000000000E3,5.00000000000000000E2,-5.00000000000000000E2));
+#153=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#154=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#155=AXIS2_PLACEMENT_3D('',#152,#153,#154);
+#156=PLANE('',#155);
+#157=CARTESIAN_POINT('',(1.50000000000000000E3,5.00000000000000000E2,-5.00000000000000000E2));
+#158=DIRECTION('',(-0.00000000000000000E0,-0.00000000000000000E0,1.00000000000000000E0));
+#159=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#160=AXIS2_PLACEMENT_3D('',#157,#158,#159);
+#161=PLANE('',#160);
+#162=CARTESIAN_POINT('',(1.50000000000000000E3,5.00000000000000000E2,-5.00000000000000000E2));
+#163=DIRECTION('',(-0.00000000000000000E0,-1.00000000000000000E0,-0.00000000000000000E0));
+#164=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#165=AXIS2_PLACEMENT_3D('',#162,#163,#164);
+#166=PLANE('',#165);
+#167=CARTESIAN_POINT('',(4.50000000000000000E3,5.00000000000000000E2,-5.00000000000000000E2));
+#168=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#169=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#170=AXIS2_PLACEMENT_3D('',#167,#168,#169);
+#171=PLANE('',#170);
+#172=CARTESIAN_POINT('',(1.50000000000000000E3,5.00000000000000000E2,-5.00000000000000000E2));
+#173=DIRECTION('',(-0.00000000000000000E0,-0.00000000000000000E0,1.00000000000000000E0));
+#174=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#175=AXIS2_PLACEMENT_3D('',#172,#173,#174);
+#176=PLANE('',#175);
+#177=CARTESIAN_POINT('',(1.50000000000000000E3,3.50000000000000000E3,-5.00000000000000000E2));
+#178=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#179=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#180=AXIS2_PLACEMENT_3D('',#177,#178,#179);
+#181=PLANE('',#180);
+#182=CARTESIAN_POINT('',(4.50000000000000000E3,5.00000000000000000E2,-5.00000000000000000E2));
+#183=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#184=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#185=AXIS2_PLACEMENT_3D('',#182,#183,#184);
+#186=PLANE('',#185);
+#187=CARTESIAN_POINT('',(1.50000000000000000E3,5.00000000000000000E2,-3.50000000000000000E3));
+#188=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#189=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#190=AXIS2_PLACEMENT_3D('',#187,#188,#189);
+#191=PLANE('',#190);
+#192=CARTESIAN_POINT('',(1.50000000000000000E3,5.00000000000000000E2,-5.00000000000000000E2));
+#193=DIRECTION('',(-0.00000000000000000E0,-1.00000000000000000E0,-0.00000000000000000E0));
+#194=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#195=AXIS2_PLACEMENT_3D('',#192,#193,#194);
+#196=PLANE('',#195);
+#197=CARTESIAN_POINT('',(4.50000000000000000E3,5.00000000000000000E2,-5.00000000000000000E2));
+#198=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#199=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#200=AXIS2_PLACEMENT_3D('',#197,#198,#199);
+#201=PLANE('',#200);
+#202=CARTESIAN_POINT('',(1.50000000000000000E3,5.00000000000000000E2,-3.50000000000000000E3));
+#203=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#204=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#205=AXIS2_PLACEMENT_3D('',#202,#203,#204);
+#206=PLANE('',#205);
+#207=CARTESIAN_POINT('',(1.50000000000000000E3,3.50000000000000000E3,-5.00000000000000000E2));
+#208=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#209=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#210=AXIS2_PLACEMENT_3D('',#207,#208,#209);
+#211=PLANE('',#210);
+#212=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E2,0.00000000000000000E0));
+#213=VERTEX_POINT('',#212);
+#214=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E2,-5.00000000000000000E2));
+#215=VERTEX_POINT('',#214);
+#216=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-5.00000000000000000E2));
+#217=VERTEX_POINT('',#216);
+#218=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#219=VERTEX_POINT('',#218);
+#220=CARTESIAN_POINT('',(1.50000000000000000E3,0.00000000000000000E0,0.00000000000000000E0));
+#221=VERTEX_POINT('',#220);
+#222=CARTESIAN_POINT('',(1.50000000000000000E3,5.00000000000000000E2,0.00000000000000000E0));
+#223=VERTEX_POINT('',#222);
+#224=CARTESIAN_POINT('',(1.50000000000000000E3,0.00000000000000000E0,-5.00000000000000000E2));
+#225=VERTEX_POINT('',#224);
+#226=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E3,0.00000000000000000E0));
+#227=VERTEX_POINT('',#226);
+#228=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E3,-5.00000000000000000E2));
+#229=VERTEX_POINT('',#228);
+#230=CARTESIAN_POINT('',(1.50000000000000000E3,3.00000000000000000E3,0.00000000000000000E0));
+#231=VERTEX_POINT('',#230);
+#232=CARTESIAN_POINT('',(1.50000000000000000E3,3.00000000000000000E3,-5.00000000000000000E2));
+#233=VERTEX_POINT('',#232);
+#234=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E2,-3.00000000000000000E3));
+#235=VERTEX_POINT('',#234);
+#236=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-3.00000000000000000E3));
+#237=VERTEX_POINT('',#236);
+#238=CARTESIAN_POINT('',(1.50000000000000000E3,5.00000000000000000E2,-3.00000000000000000E3));
+#239=VERTEX_POINT('',#238);
+#240=CARTESIAN_POINT('',(1.50000000000000000E3,0.00000000000000000E0,-3.00000000000000000E3));
+#241=VERTEX_POINT('',#240);
+#242=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E3,-3.00000000000000000E3));
+#243=VERTEX_POINT('',#242);
+#244=CARTESIAN_POINT('',(1.50000000000000000E3,3.00000000000000000E3,-3.00000000000000000E3));
+#245=VERTEX_POINT('',#244);
+#246=CARTESIAN_POINT('',(3.00000000000000000E3,0.00000000000000000E0,0.00000000000000000E0));
+#247=VERTEX_POINT('',#246);
+#248=CARTESIAN_POINT('',(3.00000000000000000E3,0.00000000000000000E0,-5.00000000000000000E2));
+#249=VERTEX_POINT('',#248);
+#250=CARTESIAN_POINT('',(3.00000000000000000E3,5.00000000000000000E2,-5.00000000000000000E2));
+#251=VERTEX_POINT('',#250);
+#252=CARTESIAN_POINT('',(3.00000000000000000E3,5.00000000000000000E2,0.00000000000000000E0));
+#253=VERTEX_POINT('',#252);
+#254=CARTESIAN_POINT('',(3.00000000000000000E3,3.00000000000000000E3,-5.00000000000000000E2));
+#255=VERTEX_POINT('',#254);
+#256=CARTESIAN_POINT('',(3.00000000000000000E3,3.00000000000000000E3,0.00000000000000000E0));
+#257=VERTEX_POINT('',#256);
+#258=CARTESIAN_POINT('',(3.00000000000000000E3,0.00000000000000000E0,-3.00000000000000000E3));
+#259=VERTEX_POINT('',#258);
+#260=CARTESIAN_POINT('',(3.00000000000000000E3,5.00000000000000000E2,-3.00000000000000000E3));
+#261=VERTEX_POINT('',#260);
+#262=CARTESIAN_POINT('',(1.50000000000000000E3,3.50000000000000000E3,-5.00000000000000000E2));
+#263=VERTEX_POINT('',#262);
+#264=CARTESIAN_POINT('',(1.50000000000000000E3,3.50000000000000000E3,-3.00000000000000000E3));
+#265=VERTEX_POINT('',#264);
+#266=CARTESIAN_POINT('',(3.00000000000000000E3,3.50000000000000000E3,-5.00000000000000000E2));
+#267=VERTEX_POINT('',#266);
+#268=CARTESIAN_POINT('',(3.00000000000000000E3,3.50000000000000000E3,-3.00000000000000000E3));
+#269=VERTEX_POINT('',#268);
+#270=CARTESIAN_POINT('',(1.50000000000000000E3,3.00000000000000000E3,-3.50000000000000000E3));
+#271=VERTEX_POINT('',#270);
+#272=CARTESIAN_POINT('',(1.50000000000000000E3,5.00000000000000000E2,-3.50000000000000000E3));
+#273=VERTEX_POINT('',#272);
+#274=CARTESIAN_POINT('',(3.00000000000000000E3,3.00000000000000000E3,-3.50000000000000000E3));
+#275=VERTEX_POINT('',#274);
+#276=CARTESIAN_POINT('',(3.00000000000000000E3,5.00000000000000000E2,-3.50000000000000000E3));
+#277=VERTEX_POINT('',#276);
+#278=CARTESIAN_POINT('',(1.50000000000000000E3,3.50000000000000000E3,-3.50000000000000000E3));
+#279=VERTEX_POINT('',#278);
+#280=CARTESIAN_POINT('',(3.00000000000000000E3,3.50000000000000000E3,-3.50000000000000000E3));
+#281=VERTEX_POINT('',#280);
+#282=CARTESIAN_POINT('',(4.50000000000000000E3,5.00000000000000000E2,-5.00000000000000000E2));
+#283=VERTEX_POINT('',#282);
+#284=CARTESIAN_POINT('',(4.50000000000000000E3,5.00000000000000000E2,-3.00000000000000000E3));
+#285=VERTEX_POINT('',#284);
+#286=CARTESIAN_POINT('',(4.50000000000000000E3,3.00000000000000000E3,-3.00000000000000000E3));
+#287=VERTEX_POINT('',#286);
+#288=CARTESIAN_POINT('',(4.50000000000000000E3,3.00000000000000000E3,-5.00000000000000000E2));
+#289=VERTEX_POINT('',#288);
+#290=CARTESIAN_POINT('',(4.50000000000000000E3,3.50000000000000000E3,-3.00000000000000000E3));
+#291=VERTEX_POINT('',#290);
+#292=CARTESIAN_POINT('',(4.50000000000000000E3,3.50000000000000000E3,-5.00000000000000000E2));
+#293=VERTEX_POINT('',#292);
+#294=CARTESIAN_POINT('',(4.50000000000000000E3,5.00000000000000000E2,-3.50000000000000000E3));
+#295=VERTEX_POINT('',#294);
+#296=CARTESIAN_POINT('',(4.50000000000000000E3,3.00000000000000000E3,-3.50000000000000000E3));
+#297=VERTEX_POINT('',#296);
+#298=CARTESIAN_POINT('',(4.50000000000000000E3,3.50000000000000000E3,-3.50000000000000000E3));
+#299=VERTEX_POINT('',#298);
+#300=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E2,0.00000000000000000E0));
+#301=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#302=VECTOR('',#301,1.00000000000000000E3);
+#303=LINE('',#300,#302);
+#304=CARTESIAN_POINT('',(5.00000000000000000E2,0.00000000000000000E0));
+#305=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#306=VECTOR('',#305,1.00000000000000000E3);
+#307=LINE('',#304,#306);
+#308=DEFINITIONAL_REPRESENTATION('',(#307),#1);
+#309=PCURVE('',#6,#308);
+#310=CARTESIAN_POINT('',(5.00000000000000000E2,0.00000000000000000E0));
+#311=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#312=VECTOR('',#311,1.00000000000000000E3);
+#313=LINE('',#310,#312);
+#314=DEFINITIONAL_REPRESENTATION('',(#313),#1);
+#315=PCURVE('',#21,#314);
+#316=SURFACE_CURVE('',#303,(#309,#315),.CURVE_3D.);
+#317=EDGE_CURVE('',#213,#215,#316,.T.);
+#318=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-5.00000000000000000E2));
+#319=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#320=VECTOR('',#319,1.00000000000000000E3);
+#321=LINE('',#318,#320);
+#322=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E2));
+#323=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#324=VECTOR('',#323,1.00000000000000000E3);
+#325=LINE('',#322,#324);
+#326=DEFINITIONAL_REPRESENTATION('',(#325),#1);
+#327=PCURVE('',#6,#326);
+#328=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E2));
+#329=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#330=VECTOR('',#329,1.00000000000000000E3);
+#331=LINE('',#328,#330);
+#332=DEFINITIONAL_REPRESENTATION('',(#331),#1);
+#333=PCURVE('',#36,#332);
+#334=SURFACE_CURVE('',#321,(#327,#333),.CURVE_3D.);
+#335=EDGE_CURVE('',#217,#215,#334,.T.);
+#336=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#337=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#338=VECTOR('',#337,1.00000000000000000E3);
+#339=LINE('',#336,#338);
+#340=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#341=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#342=VECTOR('',#341,1.00000000000000000E3);
+#343=LINE('',#340,#342);
+#344=DEFINITIONAL_REPRESENTATION('',(#343),#1);
+#345=PCURVE('',#6,#344);
+#346=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#347=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#348=VECTOR('',#347,1.00000000000000000E3);
+#349=LINE('',#346,#348);
+#350=DEFINITIONAL_REPRESENTATION('',(#349),#1);
+#351=PCURVE('',#16,#350);
+#352=SURFACE_CURVE('',#339,(#345,#351),.CURVE_3D.);
+#353=EDGE_CURVE('',#219,#217,#352,.T.);
+#354=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#355=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#356=VECTOR('',#355,1.00000000000000000E3);
+#357=LINE('',#354,#356);
+#358=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#359=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#360=VECTOR('',#359,1.00000000000000000E3);
+#361=LINE('',#358,#360);
+#362=DEFINITIONAL_REPRESENTATION('',(#361),#1);
+#363=PCURVE('',#6,#362);
+#364=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#365=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#366=VECTOR('',#365,1.00000000000000000E3);
+#367=LINE('',#364,#366);
+#368=DEFINITIONAL_REPRESENTATION('',(#367),#1);
+#369=PCURVE('',#11,#368);
+#370=SURFACE_CURVE('',#357,(#363,#369),.CURVE_3D.);
+#371=EDGE_CURVE('',#219,#213,#370,.T.);
+#372=CARTESIAN_POINT('',(1.50000000000000000E3,0.00000000000000000E0,0.00000000000000000E0));
+#373=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#374=VECTOR('',#373,1.00000000000000000E3);
+#375=LINE('',#372,#374);
+#376=CARTESIAN_POINT('',(1.50000000000000000E3,0.00000000000000000E0));
+#377=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#378=VECTOR('',#377,1.00000000000000000E3);
+#379=LINE('',#376,#378);
+#380=DEFINITIONAL_REPRESENTATION('',(#379),#1);
+#381=PCURVE('',#11,#380);
+#382=CARTESIAN_POINT('',(1.50000000000000000E3,0.00000000000000000E0));
+#383=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#384=VECTOR('',#383,1.00000000000000000E3);
+#385=LINE('',#382,#384);
+#386=DEFINITIONAL_REPRESENTATION('',(#385),#1);
+#387=PCURVE('',#71,#386);
+#388=SURFACE_CURVE('',#375,(#381,#387),.CURVE_3D.);
+#389=EDGE_CURVE('',#221,#223,#388,.T.);
+#390=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E2,0.00000000000000000E0));
+#391=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#392=VECTOR('',#391,1.00000000000000000E3);
+#393=LINE('',#390,#392);
+#394=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E2));
+#395=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#396=VECTOR('',#395,1.00000000000000000E3);
+#397=LINE('',#394,#396);
+#398=DEFINITIONAL_REPRESENTATION('',(#397),#1);
+#399=PCURVE('',#11,#398);
+#400=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E2));
+#401=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#402=VECTOR('',#401,1.00000000000000000E3);
+#403=LINE('',#400,#402);
+#404=DEFINITIONAL_REPRESENTATION('',(#403),#1);
+#405=PCURVE('',#26,#404);
+#406=SURFACE_CURVE('',#393,(#399,#405),.CURVE_3D.);
+#407=EDGE_CURVE('',#213,#223,#406,.T.);
+#408=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#409=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#410=VECTOR('',#409,1.00000000000000000E3);
+#411=LINE('',#408,#410);
+#412=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#413=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#414=VECTOR('',#413,1.00000000000000000E3);
+#415=LINE('',#412,#414);
+#416=DEFINITIONAL_REPRESENTATION('',(#415),#1);
+#417=PCURVE('',#11,#416);
+#418=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#419=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#420=VECTOR('',#419,1.00000000000000000E3);
+#421=LINE('',#418,#420);
+#422=DEFINITIONAL_REPRESENTATION('',(#421),#1);
+#423=PCURVE('',#16,#422);
+#424=SURFACE_CURVE('',#411,(#417,#423),.CURVE_3D.);
+#425=EDGE_CURVE('',#219,#221,#424,.T.);
+#426=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-5.00000000000000000E2));
+#427=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#428=VECTOR('',#427,1.00000000000000000E3);
+#429=LINE('',#426,#428);
+#430=CARTESIAN_POINT('',(5.00000000000000000E2,0.00000000000000000E0));
+#431=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#432=VECTOR('',#431,1.00000000000000000E3);
+#433=LINE('',#430,#432);
+#434=DEFINITIONAL_REPRESENTATION('',(#433),#1);
+#435=PCURVE('',#16,#434);
+#436=CARTESIAN_POINT('',(5.00000000000000000E2,0.00000000000000000E0));
+#437=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#438=VECTOR('',#437,1.00000000000000000E3);
+#439=LINE('',#436,#438);
+#440=DEFINITIONAL_REPRESENTATION('',(#439),#1);
+#441=PCURVE('',#46,#440);
+#442=SURFACE_CURVE('',#429,(#435,#441),.CURVE_3D.);
+#443=EDGE_CURVE('',#217,#225,#442,.T.);
+#444=CARTESIAN_POINT('',(1.50000000000000000E3,0.00000000000000000E0,0.00000000000000000E0));
+#445=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#446=VECTOR('',#445,1.00000000000000000E3);
+#447=LINE('',#444,#446);
+#448=CARTESIAN_POINT('',(0.00000000000000000E0,1.50000000000000000E3));
+#449=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#450=VECTOR('',#449,1.00000000000000000E3);
+#451=LINE('',#448,#450);
+#452=DEFINITIONAL_REPRESENTATION('',(#451),#1);
+#453=PCURVE('',#16,#452);
+#454=CARTESIAN_POINT('',(0.00000000000000000E0,1.50000000000000000E3));
+#455=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#456=VECTOR('',#455,1.00000000000000000E3);
+#457=LINE('',#454,#456);
+#458=DEFINITIONAL_REPRESENTATION('',(#457),#1);
+#459=PCURVE('',#76,#458);
+#460=SURFACE_CURVE('',#447,(#453,#459),.CURVE_3D.);
+#461=EDGE_CURVE('',#221,#225,#460,.T.);
+#462=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E3,0.00000000000000000E0));
+#463=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#464=VECTOR('',#463,1.00000000000000000E3);
+#465=LINE('',#462,#464);
+#466=CARTESIAN_POINT('',(3.00000000000000000E3,0.00000000000000000E0));
+#467=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#468=VECTOR('',#467,1.00000000000000000E3);
+#469=LINE('',#466,#468);
+#470=DEFINITIONAL_REPRESENTATION('',(#469),#1);
+#471=PCURVE('',#21,#470);
+#472=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#473=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#474=VECTOR('',#473,1.00000000000000000E3);
+#475=LINE('',#472,#474);
+#476=DEFINITIONAL_REPRESENTATION('',(#475),#1);
+#477=PCURVE('',#31,#476);
+#478=SURFACE_CURVE('',#465,(#471,#477),.CURVE_3D.);
+#479=EDGE_CURVE('',#227,#229,#478,.T.);
+#480=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E2,-5.00000000000000000E2));
+#481=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#482=VECTOR('',#481,1.00000000000000000E3);
+#483=LINE('',#480,#482);
+#484=CARTESIAN_POINT('',(5.00000000000000000E2,5.00000000000000000E2));
+#485=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#486=VECTOR('',#485,1.00000000000000000E3);
+#487=LINE('',#484,#486);
+#488=DEFINITIONAL_REPRESENTATION('',(#487),#1);
+#489=PCURVE('',#21,#488);
+#490=CARTESIAN_POINT('',(5.00000000000000000E2,5.00000000000000000E2));
+#491=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#492=VECTOR('',#491,1.00000000000000000E3);
+#493=LINE('',#490,#492);
+#494=DEFINITIONAL_REPRESENTATION('',(#493),#1);
+#495=PCURVE('',#51,#494);
+#496=SURFACE_CURVE('',#483,(#489,#495),.CURVE_3D.);
+#497=EDGE_CURVE('',#215,#229,#496,.T.);
+#498=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E2,0.00000000000000000E0));
+#499=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#500=VECTOR('',#499,1.00000000000000000E3);
+#501=LINE('',#498,#500);
+#502=CARTESIAN_POINT('',(5.00000000000000000E2,0.00000000000000000E0));
+#503=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#504=VECTOR('',#503,1.00000000000000000E3);
+#505=LINE('',#502,#504);
+#506=DEFINITIONAL_REPRESENTATION('',(#505),#1);
+#507=PCURVE('',#21,#506);
+#508=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E2));
+#509=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#510=VECTOR('',#509,1.00000000000000000E3);
+#511=LINE('',#508,#510);
+#512=DEFINITIONAL_REPRESENTATION('',(#511),#1);
+#513=PCURVE('',#26,#512);
+#514=SURFACE_CURVE('',#501,(#507,#513),.CURVE_3D.);
+#515=EDGE_CURVE('',#213,#227,#514,.T.);
+#516=CARTESIAN_POINT('',(1.50000000000000000E3,5.00000000000000000E2,0.00000000000000000E0));
+#517=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#518=VECTOR('',#517,1.00000000000000000E3);
+#519=LINE('',#516,#518);
+#520=CARTESIAN_POINT('',(1.50000000000000000E3,5.00000000000000000E2));
+#521=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#522=VECTOR('',#521,1.00000000000000000E3);
+#523=LINE('',#520,#522);
+#524=DEFINITIONAL_REPRESENTATION('',(#523),#1);
+#525=PCURVE('',#26,#524);
+#526=CARTESIAN_POINT('',(1.50000000000000000E3,5.00000000000000000E2));
+#527=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#528=VECTOR('',#527,1.00000000000000000E3);
+#529=LINE('',#526,#528);
+#530=DEFINITIONAL_REPRESENTATION('',(#529),#1);
+#531=PCURVE('',#86,#530);
+#532=SURFACE_CURVE('',#519,(#525,#531),.CURVE_3D.);
+#533=EDGE_CURVE('',#223,#231,#532,.T.);
+#534=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E3,0.00000000000000000E0));
+#535=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#536=VECTOR('',#535,1.00000000000000000E3);
+#537=LINE('',#534,#536);
+#538=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E3));
+#539=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#540=VECTOR('',#539,1.00000000000000000E3);
+#541=LINE('',#538,#540);
+#542=DEFINITIONAL_REPRESENTATION('',(#541),#1);
+#543=PCURVE('',#26,#542);
+#544=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#545=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#546=VECTOR('',#545,1.00000000000000000E3);
+#547=LINE('',#544,#546);
+#548=DEFINITIONAL_REPRESENTATION('',(#547),#1);
+#549=PCURVE('',#31,#548);
+#550=SURFACE_CURVE('',#537,(#543,#549),.CURVE_3D.);
+#551=EDGE_CURVE('',#227,#231,#550,.T.);
+#552=CARTESIAN_POINT('',(1.50000000000000000E3,3.00000000000000000E3,0.00000000000000000E0));
+#553=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#554=VECTOR('',#553,1.00000000000000000E3);
+#555=LINE('',#552,#554);
+#556=CARTESIAN_POINT('',(1.50000000000000000E3,0.00000000000000000E0));
+#557=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#558=VECTOR('',#557,1.00000000000000000E3);
+#559=LINE('',#556,#558);
+#560=DEFINITIONAL_REPRESENTATION('',(#559),#1);
+#561=PCURVE('',#31,#560);
+#562=CARTESIAN_POINT('',(1.50000000000000000E3,0.00000000000000000E0));
+#563=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#564=VECTOR('',#563,1.00000000000000000E3);
+#565=LINE('',#562,#564);
+#566=DEFINITIONAL_REPRESENTATION('',(#565),#1);
+#567=PCURVE('',#91,#566);
+#568=SURFACE_CURVE('',#555,(#561,#567),.CURVE_3D.);
+#569=EDGE_CURVE('',#231,#233,#568,.T.);
+#570=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E3,-5.00000000000000000E2));
+#571=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#572=VECTOR('',#571,1.00000000000000000E3);
+#573=LINE('',#570,#572);
+#574=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E2));
+#575=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#576=VECTOR('',#575,1.00000000000000000E3);
+#577=LINE('',#574,#576);
+#578=DEFINITIONAL_REPRESENTATION('',(#577),#1);
+#579=PCURVE('',#31,#578);
+#580=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E2));
+#581=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#582=VECTOR('',#581,1.00000000000000000E3);
+#583=LINE('',#580,#582);
+#584=DEFINITIONAL_REPRESENTATION('',(#583),#1);
+#585=PCURVE('',#61,#584);
+#586=SURFACE_CURVE('',#573,(#579,#585),.CURVE_3D.);
+#587=EDGE_CURVE('',#229,#233,#586,.T.);
+#588=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E2,-5.00000000000000000E2));
+#589=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#590=VECTOR('',#589,1.00000000000000000E3);
+#591=LINE('',#588,#590);
+#592=CARTESIAN_POINT('',(5.00000000000000000E2,5.00000000000000000E2));
+#593=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#594=VECTOR('',#593,1.00000000000000000E3);
+#595=LINE('',#592,#594);
+#596=DEFINITIONAL_REPRESENTATION('',(#595),#1);
+#597=PCURVE('',#36,#596);
+#598=CARTESIAN_POINT('',(5.00000000000000000E2,5.00000000000000000E2));
+#599=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#600=VECTOR('',#599,1.00000000000000000E3);
+#601=LINE('',#598,#600);
+#602=DEFINITIONAL_REPRESENTATION('',(#601),#1);
+#603=PCURVE('',#51,#602);
+#604=SURFACE_CURVE('',#591,(#597,#603),.CURVE_3D.);
+#605=EDGE_CURVE('',#215,#235,#604,.T.);
+#606=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-3.00000000000000000E3));
+#607=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#608=VECTOR('',#607,1.00000000000000000E3);
+#609=LINE('',#606,#608);
+#610=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E3));
+#611=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#612=VECTOR('',#611,1.00000000000000000E3);
+#613=LINE('',#610,#612);
+#614=DEFINITIONAL_REPRESENTATION('',(#613),#1);
+#615=PCURVE('',#36,#614);
+#616=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#617=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#618=VECTOR('',#617,1.00000000000000000E3);
+#619=LINE('',#616,#618);
+#620=DEFINITIONAL_REPRESENTATION('',(#619),#1);
+#621=PCURVE('',#41,#620);
+#622=SURFACE_CURVE('',#609,(#615,#621),.CURVE_3D.);
+#623=EDGE_CURVE('',#237,#235,#622,.T.);
+#624=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-5.00000000000000000E2));
+#625=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#626=VECTOR('',#625,1.00000000000000000E3);
+#627=LINE('',#624,#626);
+#628=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E2));
+#629=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#630=VECTOR('',#629,1.00000000000000000E3);
+#631=LINE('',#628,#630);
+#632=DEFINITIONAL_REPRESENTATION('',(#631),#1);
+#633=PCURVE('',#36,#632);
+#634=CARTESIAN_POINT('',(5.00000000000000000E2,0.00000000000000000E0));
+#635=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#636=VECTOR('',#635,1.00000000000000000E3);
+#637=LINE('',#634,#636);
+#638=DEFINITIONAL_REPRESENTATION('',(#637),#1);
+#639=PCURVE('',#46,#638);
+#640=SURFACE_CURVE('',#627,(#633,#639),.CURVE_3D.);
+#641=EDGE_CURVE('',#217,#237,#640,.T.);
+#642=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E2,-3.00000000000000000E3));
+#643=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#644=VECTOR('',#643,1.00000000000000000E3);
+#645=LINE('',#642,#644);
+#646=CARTESIAN_POINT('',(5.00000000000000000E2,0.00000000000000000E0));
+#647=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#648=VECTOR('',#647,1.00000000000000000E3);
+#649=LINE('',#646,#648);
+#650=DEFINITIONAL_REPRESENTATION('',(#649),#1);
+#651=PCURVE('',#41,#650);
+#652=CARTESIAN_POINT('',(5.00000000000000000E2,0.00000000000000000E0));
+#653=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#654=VECTOR('',#653,1.00000000000000000E3);
+#655=LINE('',#652,#654);
+#656=DEFINITIONAL_REPRESENTATION('',(#655),#1);
+#657=PCURVE('',#56,#656);
+#658=SURFACE_CURVE('',#645,(#651,#657),.CURVE_3D.);
+#659=EDGE_CURVE('',#235,#239,#658,.T.);
+#660=CARTESIAN_POINT('',(1.50000000000000000E3,0.00000000000000000E0,-3.00000000000000000E3));
+#661=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#662=VECTOR('',#661,1.00000000000000000E3);
+#663=LINE('',#660,#662);
+#664=CARTESIAN_POINT('',(0.00000000000000000E0,1.50000000000000000E3));
+#665=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#666=VECTOR('',#665,1.00000000000000000E3);
+#667=LINE('',#664,#666);
+#668=DEFINITIONAL_REPRESENTATION('',(#667),#1);
+#669=PCURVE('',#41,#668);
+#670=CARTESIAN_POINT('',(0.00000000000000000E0,1.50000000000000000E3));
+#671=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#672=VECTOR('',#671,1.00000000000000000E3);
+#673=LINE('',#670,#672);
+#674=DEFINITIONAL_REPRESENTATION('',(#673),#1);
+#675=PCURVE('',#101,#674);
+#676=SURFACE_CURVE('',#663,(#669,#675),.CURVE_3D.);
+#677=EDGE_CURVE('',#241,#239,#676,.T.);
+#678=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-3.00000000000000000E3));
+#679=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#680=VECTOR('',#679,1.00000000000000000E3);
+#681=LINE('',#678,#680);
+#682=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#683=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#684=VECTOR('',#683,1.00000000000000000E3);
+#685=LINE('',#682,#684);
+#686=DEFINITIONAL_REPRESENTATION('',(#685),#1);
+#687=PCURVE('',#41,#686);
+#688=CARTESIAN_POINT('',(3.00000000000000000E3,0.00000000000000000E0));
+#689=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#690=VECTOR('',#689,1.00000000000000000E3);
+#691=LINE('',#688,#690);
+#692=DEFINITIONAL_REPRESENTATION('',(#691),#1);
+#693=PCURVE('',#46,#692);
+#694=SURFACE_CURVE('',#681,(#687,#693),.CURVE_3D.);
+#695=EDGE_CURVE('',#237,#241,#694,.T.);
+#696=CARTESIAN_POINT('',(1.50000000000000000E3,0.00000000000000000E0,-5.00000000000000000E2));
+#697=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#698=VECTOR('',#697,1.00000000000000000E3);
+#699=LINE('',#696,#698);
+#700=CARTESIAN_POINT('',(5.00000000000000000E2,1.50000000000000000E3));
+#701=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#702=VECTOR('',#701,1.00000000000000000E3);
+#703=LINE('',#700,#702);
+#704=DEFINITIONAL_REPRESENTATION('',(#703),#1);
+#705=PCURVE('',#46,#704);
+#706=CARTESIAN_POINT('',(5.00000000000000000E2,1.50000000000000000E3));
+#707=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#708=VECTOR('',#707,1.00000000000000000E3);
+#709=LINE('',#706,#708);
+#710=DEFINITIONAL_REPRESENTATION('',(#709),#1);
+#711=PCURVE('',#106,#710);
+#712=SURFACE_CURVE('',#699,(#705,#711),.CURVE_3D.);
+#713=EDGE_CURVE('',#225,#241,#712,.T.);
+#714=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E3,-5.00000000000000000E2));
+#715=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#716=VECTOR('',#715,1.00000000000000000E3);
+#717=LINE('',#714,#716);
+#718=CARTESIAN_POINT('',(3.00000000000000000E3,5.00000000000000000E2));
+#719=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#720=VECTOR('',#719,1.00000000000000000E3);
+#721=LINE('',#718,#720);
+#722=DEFINITIONAL_REPRESENTATION('',(#721),#1);
+#723=PCURVE('',#51,#722);
+#724=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E2));
+#725=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#726=VECTOR('',#725,1.00000000000000000E3);
+#727=LINE('',#724,#726);
+#728=DEFINITIONAL_REPRESENTATION('',(#727),#1);
+#729=PCURVE('',#61,#728);
+#730=SURFACE_CURVE('',#717,(#723,#729),.CURVE_3D.);
+#731=EDGE_CURVE('',#229,#243,#730,.T.);
+#732=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E2,-3.00000000000000000E3));
+#733=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#734=VECTOR('',#733,1.00000000000000000E3);
+#735=LINE('',#732,#734);
+#736=CARTESIAN_POINT('',(5.00000000000000000E2,3.00000000000000000E3));
+#737=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#738=VECTOR('',#737,1.00000000000000000E3);
+#739=LINE('',#736,#738);
+#740=DEFINITIONAL_REPRESENTATION('',(#739),#1);
+#741=PCURVE('',#51,#740);
+#742=CARTESIAN_POINT('',(5.00000000000000000E2,0.00000000000000000E0));
+#743=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#744=VECTOR('',#743,1.00000000000000000E3);
+#745=LINE('',#742,#744);
+#746=DEFINITIONAL_REPRESENTATION('',(#745),#1);
+#747=PCURVE('',#56,#746);
+#748=SURFACE_CURVE('',#735,(#741,#747),.CURVE_3D.);
+#749=EDGE_CURVE('',#235,#243,#748,.T.);
+#750=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E3,-3.00000000000000000E3));
+#751=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#752=VECTOR('',#751,1.00000000000000000E3);
+#753=LINE('',#750,#752);
+#754=CARTESIAN_POINT('',(3.00000000000000000E3,0.00000000000000000E0));
+#755=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#756=VECTOR('',#755,1.00000000000000000E3);
+#757=LINE('',#754,#756);
+#758=DEFINITIONAL_REPRESENTATION('',(#757),#1);
+#759=PCURVE('',#56,#758);
+#760=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E3));
+#761=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#762=VECTOR('',#761,1.00000000000000000E3);
+#763=LINE('',#760,#762);
+#764=DEFINITIONAL_REPRESENTATION('',(#763),#1);
+#765=PCURVE('',#61,#764);
+#766=SURFACE_CURVE('',#753,(#759,#765),.CURVE_3D.);
+#767=EDGE_CURVE('',#243,#245,#766,.T.);
+#768=CARTESIAN_POINT('',(1.50000000000000000E3,5.00000000000000000E2,-3.00000000000000000E3));
+#769=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#770=VECTOR('',#769,1.00000000000000000E3);
+#771=LINE('',#768,#770);
+#772=CARTESIAN_POINT('',(5.00000000000000000E2,1.50000000000000000E3));
+#773=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#774=VECTOR('',#773,1.00000000000000000E3);
+#775=LINE('',#772,#774);
+#776=DEFINITIONAL_REPRESENTATION('',(#775),#1);
+#777=PCURVE('',#56,#776);
+#778=CARTESIAN_POINT('',(0.00000000000000000E0,2.50000000000000000E3));
+#779=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#780=VECTOR('',#779,1.00000000000000000E3);
+#781=LINE('',#778,#780);
+#782=DEFINITIONAL_REPRESENTATION('',(#781),#1);
+#783=PCURVE('',#126,#782);
+#784=SURFACE_CURVE('',#771,(#777,#783),.CURVE_3D.);
+#785=EDGE_CURVE('',#239,#245,#784,.T.);
+#786=CARTESIAN_POINT('',(1.50000000000000000E3,3.00000000000000000E3,-5.00000000000000000E2));
+#787=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#788=VECTOR('',#787,1.00000000000000000E3);
+#789=LINE('',#786,#788);
+#790=CARTESIAN_POINT('',(1.50000000000000000E3,5.00000000000000000E2));
+#791=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#792=VECTOR('',#791,1.00000000000000000E3);
+#793=LINE('',#790,#792);
+#794=DEFINITIONAL_REPRESENTATION('',(#793),#1);
+#795=PCURVE('',#61,#794);
+#796=CARTESIAN_POINT('',(2.50000000000000000E3,0.00000000000000000E0));
+#797=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#798=VECTOR('',#797,1.00000000000000000E3);
+#799=LINE('',#796,#798);
+#800=DEFINITIONAL_REPRESENTATION('',(#799),#1);
+#801=PCURVE('',#111,#800);
+#802=SURFACE_CURVE('',#789,(#795,#801),.CURVE_3D.);
+#803=EDGE_CURVE('',#233,#245,#802,.T.);
+#804=CARTESIAN_POINT('',(3.00000000000000000E3,0.00000000000000000E0,0.00000000000000000E0));
+#805=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#806=VECTOR('',#805,1.00000000000000000E3);
+#807=LINE('',#804,#806);
+#808=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#809=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#810=VECTOR('',#809,1.00000000000000000E3);
+#811=LINE('',#808,#810);
+#812=DEFINITIONAL_REPRESENTATION('',(#811),#1);
+#813=PCURVE('',#66,#812);
+#814=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E3));
+#815=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#816=VECTOR('',#815,1.00000000000000000E3);
+#817=LINE('',#814,#816);
+#818=DEFINITIONAL_REPRESENTATION('',(#817),#1);
+#819=PCURVE('',#76,#818);
+#820=SURFACE_CURVE('',#807,(#813,#819),.CURVE_3D.);
+#821=EDGE_CURVE('',#247,#249,#820,.T.);
+#822=CARTESIAN_POINT('',(3.00000000000000000E3,0.00000000000000000E0,-5.00000000000000000E2));
+#823=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#824=VECTOR('',#823,1.00000000000000000E3);
+#825=LINE('',#822,#824);
+#826=CARTESIAN_POINT('',(5.00000000000000000E2,0.00000000000000000E0));
+#827=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#828=VECTOR('',#827,1.00000000000000000E3);
+#829=LINE('',#826,#828);
+#830=DEFINITIONAL_REPRESENTATION('',(#829),#1);
+#831=PCURVE('',#66,#830);
+#832=CARTESIAN_POINT('',(5.00000000000000000E2,0.00000000000000000E0));
+#833=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#834=VECTOR('',#833,1.00000000000000000E3);
+#835=LINE('',#832,#834);
+#836=DEFINITIONAL_REPRESENTATION('',(#835),#1);
+#837=PCURVE('',#96,#836);
+#838=SURFACE_CURVE('',#825,(#831,#837),.CURVE_3D.);
+#839=EDGE_CURVE('',#249,#251,#838,.T.);
+#840=CARTESIAN_POINT('',(3.00000000000000000E3,5.00000000000000000E2,0.00000000000000000E0));
+#841=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#842=VECTOR('',#841,1.00000000000000000E3);
+#843=LINE('',#840,#842);
+#844=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E2));
+#845=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#846=VECTOR('',#845,1.00000000000000000E3);
+#847=LINE('',#844,#846);
+#848=DEFINITIONAL_REPRESENTATION('',(#847),#1);
+#849=PCURVE('',#66,#848);
+#850=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E2));
+#851=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#852=VECTOR('',#851,1.00000000000000000E3);
+#853=LINE('',#850,#852);
+#854=DEFINITIONAL_REPRESENTATION('',(#853),#1);
+#855=PCURVE('',#81,#854);
+#856=SURFACE_CURVE('',#843,(#849,#855),.CURVE_3D.);
+#857=EDGE_CURVE('',#253,#251,#856,.T.);
+#858=CARTESIAN_POINT('',(3.00000000000000000E3,0.00000000000000000E0,0.00000000000000000E0));
+#859=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#860=VECTOR('',#859,1.00000000000000000E3);
+#861=LINE('',#858,#860);
+#862=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#863=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#864=VECTOR('',#863,1.00000000000000000E3);
+#865=LINE('',#862,#864);
+#866=DEFINITIONAL_REPRESENTATION('',(#865),#1);
+#867=PCURVE('',#66,#866);
+#868=CARTESIAN_POINT('',(3.00000000000000000E3,0.00000000000000000E0));
+#869=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#870=VECTOR('',#869,1.00000000000000000E3);
+#871=LINE('',#868,#870);
+#872=DEFINITIONAL_REPRESENTATION('',(#871),#1);
+#873=PCURVE('',#71,#872);
+#874=SURFACE_CURVE('',#861,(#867,#873),.CURVE_3D.);
+#875=EDGE_CURVE('',#247,#253,#874,.T.);
+#876=CARTESIAN_POINT('',(1.50000000000000000E3,5.00000000000000000E2,0.00000000000000000E0));
+#877=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#878=VECTOR('',#877,1.00000000000000000E3);
+#879=LINE('',#876,#878);
+#880=CARTESIAN_POINT('',(1.50000000000000000E3,5.00000000000000000E2));
+#881=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#882=VECTOR('',#881,1.00000000000000000E3);
+#883=LINE('',#880,#882);
+#884=DEFINITIONAL_REPRESENTATION('',(#883),#1);
+#885=PCURVE('',#71,#884);
+#886=CARTESIAN_POINT('',(1.50000000000000000E3,5.00000000000000000E2));
+#887=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#888=VECTOR('',#887,1.00000000000000000E3);
+#889=LINE('',#886,#888);
+#890=DEFINITIONAL_REPRESENTATION('',(#889),#1);
+#891=PCURVE('',#86,#890);
+#892=SURFACE_CURVE('',#879,(#885,#891),.CURVE_3D.);
+#893=EDGE_CURVE('',#223,#253,#892,.T.);
+#894=CARTESIAN_POINT('',(1.50000000000000000E3,0.00000000000000000E0,0.00000000000000000E0));
+#895=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#896=VECTOR('',#895,1.00000000000000000E3);
+#897=LINE('',#894,#896);
+#898=CARTESIAN_POINT('',(1.50000000000000000E3,0.00000000000000000E0));
+#899=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#900=VECTOR('',#899,1.00000000000000000E3);
+#901=LINE('',#898,#900);
+#902=DEFINITIONAL_REPRESENTATION('',(#901),#1);
+#903=PCURVE('',#71,#902);
+#904=CARTESIAN_POINT('',(0.00000000000000000E0,1.50000000000000000E3));
+#905=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#906=VECTOR('',#905,1.00000000000000000E3);
+#907=LINE('',#904,#906);
+#908=DEFINITIONAL_REPRESENTATION('',(#907),#1);
+#909=PCURVE('',#76,#908);
+#910=SURFACE_CURVE('',#897,(#903,#909),.CURVE_3D.);
+#911=EDGE_CURVE('',#221,#247,#910,.T.);
+#912=CARTESIAN_POINT('',(1.50000000000000000E3,0.00000000000000000E0,-5.00000000000000000E2));
+#913=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#914=VECTOR('',#913,1.00000000000000000E3);
+#915=LINE('',#912,#914);
+#916=CARTESIAN_POINT('',(5.00000000000000000E2,1.50000000000000000E3));
+#917=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#918=VECTOR('',#917,1.00000000000000000E3);
+#919=LINE('',#916,#918);
+#920=DEFINITIONAL_REPRESENTATION('',(#919),#1);
+#921=PCURVE('',#76,#920);
+#922=CARTESIAN_POINT('',(5.00000000000000000E2,1.50000000000000000E3));
+#923=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#924=VECTOR('',#923,1.00000000000000000E3);
+#925=LINE('',#922,#924);
+#926=DEFINITIONAL_REPRESENTATION('',(#925),#1);
+#927=PCURVE('',#106,#926);
+#928=SURFACE_CURVE('',#915,(#921,#927),.CURVE_3D.);
+#929=EDGE_CURVE('',#225,#249,#928,.T.);
+#930=CARTESIAN_POINT('',(3.00000000000000000E3,5.00000000000000000E2,-5.00000000000000000E2));
+#931=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#932=VECTOR('',#931,1.00000000000000000E3);
+#933=LINE('',#930,#932);
+#934=CARTESIAN_POINT('',(5.00000000000000000E2,5.00000000000000000E2));
+#935=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#936=VECTOR('',#935,1.00000000000000000E3);
+#937=LINE('',#934,#936);
+#938=DEFINITIONAL_REPRESENTATION('',(#937),#1);
+#939=PCURVE('',#81,#938);
+#940=CARTESIAN_POINT('',(1.50000000000000000E3,0.00000000000000000E0));
+#941=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#942=VECTOR('',#941,1.00000000000000000E3);
+#943=LINE('',#940,#942);
+#944=DEFINITIONAL_REPRESENTATION('',(#943),#1);
+#945=PCURVE('',#161,#944);
+#946=SURFACE_CURVE('',#933,(#939,#945),.CURVE_3D.);
+#947=EDGE_CURVE('',#251,#255,#946,.T.);
+#948=CARTESIAN_POINT('',(3.00000000000000000E3,3.00000000000000000E3,0.00000000000000000E0));
+#949=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#950=VECTOR('',#949,1.00000000000000000E3);
+#951=LINE('',#948,#950);
+#952=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E3));
+#953=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#954=VECTOR('',#953,1.00000000000000000E3);
+#955=LINE('',#952,#954);
+#956=DEFINITIONAL_REPRESENTATION('',(#955),#1);
+#957=PCURVE('',#81,#956);
+#958=CARTESIAN_POINT('',(3.00000000000000000E3,0.00000000000000000E0));
+#959=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#960=VECTOR('',#959,1.00000000000000000E3);
+#961=LINE('',#958,#960);
+#962=DEFINITIONAL_REPRESENTATION('',(#961),#1);
+#963=PCURVE('',#91,#962);
+#964=SURFACE_CURVE('',#951,(#957,#963),.CURVE_3D.);
+#965=EDGE_CURVE('',#257,#255,#964,.T.);
+#966=CARTESIAN_POINT('',(3.00000000000000000E3,5.00000000000000000E2,0.00000000000000000E0));
+#967=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#968=VECTOR('',#967,1.00000000000000000E3);
+#969=LINE('',#966,#968);
+#970=CARTESIAN_POINT('',(0.00000000000000000E0,5.00000000000000000E2));
+#971=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#972=VECTOR('',#971,1.00000000000000000E3);
+#973=LINE('',#970,#972);
+#974=DEFINITIONAL_REPRESENTATION('',(#973),#1);
+#975=PCURVE('',#81,#974);
+#976=CARTESIAN_POINT('',(3.00000000000000000E3,5.00000000000000000E2));
+#977=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#978=VECTOR('',#977,1.00000000000000000E3);
+#979=LINE('',#976,#978);
+#980=DEFINITIONAL_REPRESENTATION('',(#979),#1);
+#981=PCURVE('',#86,#980);
+#982=SURFACE_CURVE('',#969,(#975,#981),.CURVE_3D.);
+#983=EDGE_CURVE('',#253,#257,#982,.T.);
+#984=CARTESIAN_POINT('',(1.50000000000000000E3,3.00000000000000000E3,0.00000000000000000E0));
+#985=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#986=VECTOR('',#985,1.00000000000000000E3);
+#987=LINE('',#984,#986);
+#988=CARTESIAN_POINT('',(1.50000000000000000E3,3.00000000000000000E3));
+#989=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#990=VECTOR('',#989,1.00000000000000000E3);
+#991=LINE('',#988,#990);
+#992=DEFINITIONAL_REPRESENTATION('',(#991),#1);
+#993=PCURVE('',#86,#992);
+#994=CARTESIAN_POINT('',(1.50000000000000000E3,0.00000000000000000E0));
+#995=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#996=VECTOR('',#995,1.00000000000000000E3);
+#997=LINE('',#994,#996);
+#998=DEFINITIONAL_REPRESENTATION('',(#997),#1);
+#999=PCURVE('',#91,#998);
+#1000=SURFACE_CURVE('',#987,(#993,#999),.CURVE_3D.);
+#1001=EDGE_CURVE('',#231,#257,#1000,.T.);
+#1002=CARTESIAN_POINT('',(1.50000000000000000E3,3.00000000000000000E3,-5.00000000000000000E2));
+#1003=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1004=VECTOR('',#1003,1.00000000000000000E3);
+#1005=LINE('',#1002,#1004);
+#1006=CARTESIAN_POINT('',(1.50000000000000000E3,5.00000000000000000E2));
+#1007=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1008=VECTOR('',#1007,1.00000000000000000E3);
+#1009=LINE('',#1006,#1008);
+#1010=DEFINITIONAL_REPRESENTATION('',(#1009),#1);
+#1011=PCURVE('',#91,#1010);
+#1012=CARTESIAN_POINT('',(0.00000000000000000E0,2.50000000000000000E3));
+#1013=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1014=VECTOR('',#1013,1.00000000000000000E3);
+#1015=LINE('',#1012,#1014);
+#1016=DEFINITIONAL_REPRESENTATION('',(#1015),#1);
+#1017=PCURVE('',#116,#1016);
+#1018=SURFACE_CURVE('',#1005,(#1011,#1017),.CURVE_3D.);
+#1019=EDGE_CURVE('',#233,#255,#1018,.T.);
+#1020=CARTESIAN_POINT('',(3.00000000000000000E3,0.00000000000000000E0,-5.00000000000000000E2));
+#1021=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#1022=VECTOR('',#1021,1.00000000000000000E3);
+#1023=LINE('',#1020,#1022);
+#1024=CARTESIAN_POINT('',(5.00000000000000000E2,0.00000000000000000E0));
+#1025=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1026=VECTOR('',#1025,1.00000000000000000E3);
+#1027=LINE('',#1024,#1026);
+#1028=DEFINITIONAL_REPRESENTATION('',(#1027),#1);
+#1029=PCURVE('',#96,#1028);
+#1030=CARTESIAN_POINT('',(5.00000000000000000E2,3.00000000000000000E3));
+#1031=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1032=VECTOR('',#1031,1.00000000000000000E3);
+#1033=LINE('',#1030,#1032);
+#1034=DEFINITIONAL_REPRESENTATION('',(#1033),#1);
+#1035=PCURVE('',#106,#1034);
+#1036=SURFACE_CURVE('',#1023,(#1029,#1035),.CURVE_3D.);
+#1037=EDGE_CURVE('',#249,#259,#1036,.T.);
+#1038=CARTESIAN_POINT('',(3.00000000000000000E3,0.00000000000000000E0,-3.00000000000000000E3));
+#1039=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#1040=VECTOR('',#1039,1.00000000000000000E3);
+#1041=LINE('',#1038,#1040);
+#1042=CARTESIAN_POINT('',(3.00000000000000000E3,0.00000000000000000E0));
+#1043=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1044=VECTOR('',#1043,1.00000000000000000E3);
+#1045=LINE('',#1042,#1044);
+#1046=DEFINITIONAL_REPRESENTATION('',(#1045),#1);
+#1047=PCURVE('',#96,#1046);
+#1048=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E3));
+#1049=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1050=VECTOR('',#1049,1.00000000000000000E3);
+#1051=LINE('',#1048,#1050);
+#1052=DEFINITIONAL_REPRESENTATION('',(#1051),#1);
+#1053=PCURVE('',#101,#1052);
+#1054=SURFACE_CURVE('',#1041,(#1047,#1053),.CURVE_3D.);
+#1055=EDGE_CURVE('',#259,#261,#1054,.T.);
+#1056=CARTESIAN_POINT('',(3.00000000000000000E3,5.00000000000000000E2,-5.00000000000000000E2));
+#1057=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#1058=VECTOR('',#1057,1.00000000000000000E3);
+#1059=LINE('',#1056,#1058);
+#1060=CARTESIAN_POINT('',(5.00000000000000000E2,5.00000000000000000E2));
+#1061=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1062=VECTOR('',#1061,1.00000000000000000E3);
+#1063=LINE('',#1060,#1062);
+#1064=DEFINITIONAL_REPRESENTATION('',(#1063),#1);
+#1065=PCURVE('',#96,#1064);
+#1066=CARTESIAN_POINT('',(0.00000000000000000E0,1.50000000000000000E3));
+#1067=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1068=VECTOR('',#1067,1.00000000000000000E3);
+#1069=LINE('',#1066,#1068);
+#1070=DEFINITIONAL_REPRESENTATION('',(#1069),#1);
+#1071=PCURVE('',#166,#1070);
+#1072=SURFACE_CURVE('',#1059,(#1065,#1071),.CURVE_3D.);
+#1073=EDGE_CURVE('',#251,#261,#1072,.T.);
+#1074=CARTESIAN_POINT('',(1.50000000000000000E3,5.00000000000000000E2,-3.00000000000000000E3));
+#1075=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1076=VECTOR('',#1075,1.00000000000000000E3);
+#1077=LINE('',#1074,#1076);
+#1078=CARTESIAN_POINT('',(5.00000000000000000E2,1.50000000000000000E3));
+#1079=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1080=VECTOR('',#1079,1.00000000000000000E3);
+#1081=LINE('',#1078,#1080);
+#1082=DEFINITIONAL_REPRESENTATION('',(#1081),#1);
+#1083=PCURVE('',#101,#1082);
+#1084=CARTESIAN_POINT('',(2.50000000000000000E3,0.00000000000000000E0));
+#1085=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1086=VECTOR('',#1085,1.00000000000000000E3);
+#1087=LINE('',#1084,#1086);
+#1088=DEFINITIONAL_REPRESENTATION('',(#1087),#1);
+#1089=PCURVE('',#136,#1088);
+#1090=SURFACE_CURVE('',#1077,(#1083,#1089),.CURVE_3D.);
+#1091=EDGE_CURVE('',#239,#261,#1090,.T.);
+#1092=CARTESIAN_POINT('',(1.50000000000000000E3,0.00000000000000000E0,-3.00000000000000000E3));
+#1093=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1094=VECTOR('',#1093,1.00000000000000000E3);
+#1095=LINE('',#1092,#1094);
+#1096=CARTESIAN_POINT('',(0.00000000000000000E0,1.50000000000000000E3));
+#1097=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1098=VECTOR('',#1097,1.00000000000000000E3);
+#1099=LINE('',#1096,#1098);
+#1100=DEFINITIONAL_REPRESENTATION('',(#1099),#1);
+#1101=PCURVE('',#101,#1100);
+#1102=CARTESIAN_POINT('',(3.00000000000000000E3,1.50000000000000000E3));
+#1103=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1104=VECTOR('',#1103,1.00000000000000000E3);
+#1105=LINE('',#1102,#1104);
+#1106=DEFINITIONAL_REPRESENTATION('',(#1105),#1);
+#1107=PCURVE('',#106,#1106);
+#1108=SURFACE_CURVE('',#1095,(#1101,#1107),.CURVE_3D.);
+#1109=EDGE_CURVE('',#241,#259,#1108,.T.);
+#1110=CARTESIAN_POINT('',(1.50000000000000000E3,3.50000000000000000E3,-5.00000000000000000E2));
+#1111=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#1112=VECTOR('',#1111,1.00000000000000000E3);
+#1113=LINE('',#1110,#1112);
+#1114=CARTESIAN_POINT('',(3.00000000000000000E3,0.00000000000000000E0));
+#1115=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1116=VECTOR('',#1115,1.00000000000000000E3);
+#1117=LINE('',#1114,#1116);
+#1118=DEFINITIONAL_REPRESENTATION('',(#1117),#1);
+#1119=PCURVE('',#111,#1118);
+#1120=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#1121=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1122=VECTOR('',#1121,1.00000000000000000E3);
+#1123=LINE('',#1120,#1122);
+#1124=DEFINITIONAL_REPRESENTATION('',(#1123),#1);
+#1125=PCURVE('',#121,#1124);
+#1126=SURFACE_CURVE('',#1113,(#1119,#1125),.CURVE_3D.);
+#1127=EDGE_CURVE('',#263,#265,#1126,.T.);
+#1128=CARTESIAN_POINT('',(1.50000000000000000E3,3.00000000000000000E3,-3.00000000000000000E3));
+#1129=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#1130=VECTOR('',#1129,1.00000000000000000E3);
+#1131=LINE('',#1128,#1130);
+#1132=CARTESIAN_POINT('',(2.50000000000000000E3,2.50000000000000000E3));
+#1133=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1134=VECTOR('',#1133,1.00000000000000000E3);
+#1135=LINE('',#1132,#1134);
+#1136=DEFINITIONAL_REPRESENTATION('',(#1135),#1);
+#1137=PCURVE('',#111,#1136);
+#1138=CARTESIAN_POINT('',(2.50000000000000000E3,2.50000000000000000E3));
+#1139=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1140=VECTOR('',#1139,1.00000000000000000E3);
+#1141=LINE('',#1138,#1140);
+#1142=DEFINITIONAL_REPRESENTATION('',(#1141),#1);
+#1143=PCURVE('',#141,#1142);
+#1144=SURFACE_CURVE('',#1131,(#1137,#1143),.CURVE_3D.);
+#1145=EDGE_CURVE('',#245,#265,#1144,.T.);
+#1146=CARTESIAN_POINT('',(1.50000000000000000E3,3.00000000000000000E3,-5.00000000000000000E2));
+#1147=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#1148=VECTOR('',#1147,1.00000000000000000E3);
+#1149=LINE('',#1146,#1148);
+#1150=CARTESIAN_POINT('',(2.50000000000000000E3,0.00000000000000000E0));
+#1151=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1152=VECTOR('',#1151,1.00000000000000000E3);
+#1153=LINE('',#1150,#1152);
+#1154=DEFINITIONAL_REPRESENTATION('',(#1153),#1);
+#1155=PCURVE('',#111,#1154);
+#1156=CARTESIAN_POINT('',(0.00000000000000000E0,2.50000000000000000E3));
+#1157=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1158=VECTOR('',#1157,1.00000000000000000E3);
+#1159=LINE('',#1156,#1158);
+#1160=DEFINITIONAL_REPRESENTATION('',(#1159),#1);
+#1161=PCURVE('',#116,#1160);
+#1162=SURFACE_CURVE('',#1149,(#1155,#1161),.CURVE_3D.);
+#1163=EDGE_CURVE('',#233,#263,#1162,.T.);
+#1164=CARTESIAN_POINT('',(3.00000000000000000E3,3.00000000000000000E3,-5.00000000000000000E2));
+#1165=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#1166=VECTOR('',#1165,1.00000000000000000E3);
+#1167=LINE('',#1164,#1166);
+#1168=CARTESIAN_POINT('',(1.50000000000000000E3,2.50000000000000000E3));
+#1169=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1170=VECTOR('',#1169,1.00000000000000000E3);
+#1171=LINE('',#1168,#1170);
+#1172=DEFINITIONAL_REPRESENTATION('',(#1171),#1);
+#1173=PCURVE('',#116,#1172);
+#1174=CARTESIAN_POINT('',(1.50000000000000000E3,2.50000000000000000E3));
+#1175=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1176=VECTOR('',#1175,1.00000000000000000E3);
+#1177=LINE('',#1174,#1176);
+#1178=DEFINITIONAL_REPRESENTATION('',(#1177),#1);
+#1179=PCURVE('',#176,#1178);
+#1180=SURFACE_CURVE('',#1167,(#1173,#1179),.CURVE_3D.);
+#1181=EDGE_CURVE('',#255,#267,#1180,.T.);
+#1182=CARTESIAN_POINT('',(1.50000000000000000E3,3.50000000000000000E3,-5.00000000000000000E2));
+#1183=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1184=VECTOR('',#1183,1.00000000000000000E3);
+#1185=LINE('',#1182,#1184);
+#1186=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E3));
+#1187=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1188=VECTOR('',#1187,1.00000000000000000E3);
+#1189=LINE('',#1186,#1188);
+#1190=DEFINITIONAL_REPRESENTATION('',(#1189),#1);
+#1191=PCURVE('',#116,#1190);
+#1192=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#1193=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1194=VECTOR('',#1193,1.00000000000000000E3);
+#1195=LINE('',#1192,#1194);
+#1196=DEFINITIONAL_REPRESENTATION('',(#1195),#1);
+#1197=PCURVE('',#121,#1196);
+#1198=SURFACE_CURVE('',#1185,(#1191,#1197),.CURVE_3D.);
+#1199=EDGE_CURVE('',#263,#267,#1198,.T.);
+#1200=CARTESIAN_POINT('',(3.00000000000000000E3,3.50000000000000000E3,-5.00000000000000000E2));
+#1201=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#1202=VECTOR('',#1201,1.00000000000000000E3);
+#1203=LINE('',#1200,#1202);
+#1204=CARTESIAN_POINT('',(1.50000000000000000E3,0.00000000000000000E0));
+#1205=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1206=VECTOR('',#1205,1.00000000000000000E3);
+#1207=LINE('',#1204,#1206);
+#1208=DEFINITIONAL_REPRESENTATION('',(#1207),#1);
+#1209=PCURVE('',#121,#1208);
+#1210=CARTESIAN_POINT('',(1.50000000000000000E3,0.00000000000000000E0));
+#1211=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1212=VECTOR('',#1211,1.00000000000000000E3);
+#1213=LINE('',#1210,#1212);
+#1214=DEFINITIONAL_REPRESENTATION('',(#1213),#1);
+#1215=PCURVE('',#181,#1214);
+#1216=SURFACE_CURVE('',#1203,(#1209,#1215),.CURVE_3D.);
+#1217=EDGE_CURVE('',#267,#269,#1216,.T.);
+#1218=CARTESIAN_POINT('',(1.50000000000000000E3,3.50000000000000000E3,-3.00000000000000000E3));
+#1219=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1220=VECTOR('',#1219,1.00000000000000000E3);
+#1221=LINE('',#1218,#1220);
+#1222=CARTESIAN_POINT('',(0.00000000000000000E0,2.50000000000000000E3));
+#1223=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1224=VECTOR('',#1223,1.00000000000000000E3);
+#1225=LINE('',#1222,#1224);
+#1226=DEFINITIONAL_REPRESENTATION('',(#1225),#1);
+#1227=PCURVE('',#121,#1226);
+#1228=CARTESIAN_POINT('',(0.00000000000000000E0,2.50000000000000000E3));
+#1229=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1230=VECTOR('',#1229,1.00000000000000000E3);
+#1231=LINE('',#1228,#1230);
+#1232=DEFINITIONAL_REPRESENTATION('',(#1231),#1);
+#1233=PCURVE('',#151,#1232);
+#1234=SURFACE_CURVE('',#1221,(#1227,#1233),.CURVE_3D.);
+#1235=EDGE_CURVE('',#265,#269,#1234,.T.);
+#1236=CARTESIAN_POINT('',(1.50000000000000000E3,3.00000000000000000E3,-3.00000000000000000E3));
+#1237=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#1238=VECTOR('',#1237,1.00000000000000000E3);
+#1239=LINE('',#1236,#1238);
+#1240=CARTESIAN_POINT('',(2.50000000000000000E3,2.50000000000000000E3));
+#1241=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1242=VECTOR('',#1241,1.00000000000000000E3);
+#1243=LINE('',#1240,#1242);
+#1244=DEFINITIONAL_REPRESENTATION('',(#1243),#1);
+#1245=PCURVE('',#126,#1244);
+#1246=CARTESIAN_POINT('',(2.50000000000000000E3,2.50000000000000000E3));
+#1247=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1248=VECTOR('',#1247,1.00000000000000000E3);
+#1249=LINE('',#1246,#1248);
+#1250=DEFINITIONAL_REPRESENTATION('',(#1249),#1);
+#1251=PCURVE('',#141,#1250);
+#1252=SURFACE_CURVE('',#1239,(#1245,#1251),.CURVE_3D.);
+#1253=EDGE_CURVE('',#245,#271,#1252,.T.);
+#1254=CARTESIAN_POINT('',(1.50000000000000000E3,5.00000000000000000E2,-3.50000000000000000E3));
+#1255=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#1256=VECTOR('',#1255,1.00000000000000000E3);
+#1257=LINE('',#1254,#1256);
+#1258=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E3));
+#1259=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1260=VECTOR('',#1259,1.00000000000000000E3);
+#1261=LINE('',#1258,#1260);
+#1262=DEFINITIONAL_REPRESENTATION('',(#1261),#1);
+#1263=PCURVE('',#126,#1262);
+#1264=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#1265=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1266=VECTOR('',#1265,1.00000000000000000E3);
+#1267=LINE('',#1264,#1266);
+#1268=DEFINITIONAL_REPRESENTATION('',(#1267),#1);
+#1269=PCURVE('',#131,#1268);
+#1270=SURFACE_CURVE('',#1257,(#1263,#1269),.CURVE_3D.);
+#1271=EDGE_CURVE('',#273,#271,#1270,.T.);
+#1272=CARTESIAN_POINT('',(1.50000000000000000E3,5.00000000000000000E2,-3.00000000000000000E3));
+#1273=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#1274=VECTOR('',#1273,1.00000000000000000E3);
+#1275=LINE('',#1272,#1274);
+#1276=CARTESIAN_POINT('',(0.00000000000000000E0,2.50000000000000000E3));
+#1277=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1278=VECTOR('',#1277,1.00000000000000000E3);
+#1279=LINE('',#1276,#1278);
+#1280=DEFINITIONAL_REPRESENTATION('',(#1279),#1);
+#1281=PCURVE('',#126,#1280);
+#1282=CARTESIAN_POINT('',(2.50000000000000000E3,0.00000000000000000E0));
+#1283=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1284=VECTOR('',#1283,1.00000000000000000E3);
+#1285=LINE('',#1282,#1284);
+#1286=DEFINITIONAL_REPRESENTATION('',(#1285),#1);
+#1287=PCURVE('',#136,#1286);
+#1288=SURFACE_CURVE('',#1275,(#1281,#1287),.CURVE_3D.);
+#1289=EDGE_CURVE('',#239,#273,#1288,.T.);
+#1290=CARTESIAN_POINT('',(1.50000000000000000E3,3.00000000000000000E3,-3.50000000000000000E3));
+#1291=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1292=VECTOR('',#1291,1.00000000000000000E3);
+#1293=LINE('',#1290,#1292);
+#1294=CARTESIAN_POINT('',(2.50000000000000000E3,0.00000000000000000E0));
+#1295=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1296=VECTOR('',#1295,1.00000000000000000E3);
+#1297=LINE('',#1294,#1296);
+#1298=DEFINITIONAL_REPRESENTATION('',(#1297),#1);
+#1299=PCURVE('',#131,#1298);
+#1300=CARTESIAN_POINT('',(2.50000000000000000E3,0.00000000000000000E0));
+#1301=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1302=VECTOR('',#1301,1.00000000000000000E3);
+#1303=LINE('',#1300,#1302);
+#1304=DEFINITIONAL_REPRESENTATION('',(#1303),#1);
+#1305=PCURVE('',#146,#1304);
+#1306=SURFACE_CURVE('',#1293,(#1299,#1305),.CURVE_3D.);
+#1307=EDGE_CURVE('',#271,#275,#1306,.T.);
+#1308=CARTESIAN_POINT('',(3.00000000000000000E3,5.00000000000000000E2,-3.50000000000000000E3));
+#1309=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#1310=VECTOR('',#1309,1.00000000000000000E3);
+#1311=LINE('',#1308,#1310);
+#1312=CARTESIAN_POINT('',(0.00000000000000000E0,1.50000000000000000E3));
+#1313=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1314=VECTOR('',#1313,1.00000000000000000E3);
+#1315=LINE('',#1312,#1314);
+#1316=DEFINITIONAL_REPRESENTATION('',(#1315),#1);
+#1317=PCURVE('',#131,#1316);
+#1318=CARTESIAN_POINT('',(0.00000000000000000E0,1.50000000000000000E3));
+#1319=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1320=VECTOR('',#1319,1.00000000000000000E3);
+#1321=LINE('',#1318,#1320);
+#1322=DEFINITIONAL_REPRESENTATION('',(#1321),#1);
+#1323=PCURVE('',#191,#1322);
+#1324=SURFACE_CURVE('',#1311,(#1317,#1323),.CURVE_3D.);
+#1325=EDGE_CURVE('',#277,#275,#1324,.T.);
+#1326=CARTESIAN_POINT('',(1.50000000000000000E3,5.00000000000000000E2,-3.50000000000000000E3));
+#1327=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1328=VECTOR('',#1327,1.00000000000000000E3);
+#1329=LINE('',#1326,#1328);
+#1330=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#1331=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1332=VECTOR('',#1331,1.00000000000000000E3);
+#1333=LINE('',#1330,#1332);
+#1334=DEFINITIONAL_REPRESENTATION('',(#1333),#1);
+#1335=PCURVE('',#131,#1334);
+#1336=CARTESIAN_POINT('',(3.00000000000000000E3,0.00000000000000000E0));
+#1337=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1338=VECTOR('',#1337,1.00000000000000000E3);
+#1339=LINE('',#1336,#1338);
+#1340=DEFINITIONAL_REPRESENTATION('',(#1339),#1);
+#1341=PCURVE('',#136,#1340);
+#1342=SURFACE_CURVE('',#1329,(#1335,#1341),.CURVE_3D.);
+#1343=EDGE_CURVE('',#273,#277,#1342,.T.);
+#1344=CARTESIAN_POINT('',(3.00000000000000000E3,5.00000000000000000E2,-3.00000000000000000E3));
+#1345=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#1346=VECTOR('',#1345,1.00000000000000000E3);
+#1347=LINE('',#1344,#1346);
+#1348=CARTESIAN_POINT('',(2.50000000000000000E3,1.50000000000000000E3));
+#1349=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1350=VECTOR('',#1349,1.00000000000000000E3);
+#1351=LINE('',#1348,#1350);
+#1352=DEFINITIONAL_REPRESENTATION('',(#1351),#1);
+#1353=PCURVE('',#136,#1352);
+#1354=CARTESIAN_POINT('',(2.50000000000000000E3,1.50000000000000000E3));
+#1355=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1356=VECTOR('',#1355,1.00000000000000000E3);
+#1357=LINE('',#1354,#1356);
+#1358=DEFINITIONAL_REPRESENTATION('',(#1357),#1);
+#1359=PCURVE('',#196,#1358);
+#1360=SURFACE_CURVE('',#1347,(#1353,#1359),.CURVE_3D.);
+#1361=EDGE_CURVE('',#261,#277,#1360,.T.);
+#1362=CARTESIAN_POINT('',(1.50000000000000000E3,3.50000000000000000E3,-3.00000000000000000E3));
+#1363=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#1364=VECTOR('',#1363,1.00000000000000000E3);
+#1365=LINE('',#1362,#1364);
+#1366=CARTESIAN_POINT('',(3.00000000000000000E3,2.50000000000000000E3));
+#1367=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1368=VECTOR('',#1367,1.00000000000000000E3);
+#1369=LINE('',#1366,#1368);
+#1370=DEFINITIONAL_REPRESENTATION('',(#1369),#1);
+#1371=PCURVE('',#141,#1370);
+#1372=CARTESIAN_POINT('',(0.00000000000000000E0,2.50000000000000000E3));
+#1373=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1374=VECTOR('',#1373,1.00000000000000000E3);
+#1375=LINE('',#1372,#1374);
+#1376=DEFINITIONAL_REPRESENTATION('',(#1375),#1);
+#1377=PCURVE('',#151,#1376);
+#1378=SURFACE_CURVE('',#1365,(#1371,#1377),.CURVE_3D.);
+#1379=EDGE_CURVE('',#265,#279,#1378,.T.);
+#1380=CARTESIAN_POINT('',(1.50000000000000000E3,3.00000000000000000E3,-3.50000000000000000E3));
+#1381=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#1382=VECTOR('',#1381,1.00000000000000000E3);
+#1383=LINE('',#1380,#1382);
+#1384=CARTESIAN_POINT('',(2.50000000000000000E3,3.00000000000000000E3));
+#1385=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1386=VECTOR('',#1385,1.00000000000000000E3);
+#1387=LINE('',#1384,#1386);
+#1388=DEFINITIONAL_REPRESENTATION('',(#1387),#1);
+#1389=PCURVE('',#141,#1388);
+#1390=CARTESIAN_POINT('',(2.50000000000000000E3,0.00000000000000000E0));
+#1391=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1392=VECTOR('',#1391,1.00000000000000000E3);
+#1393=LINE('',#1390,#1392);
+#1394=DEFINITIONAL_REPRESENTATION('',(#1393),#1);
+#1395=PCURVE('',#146,#1394);
+#1396=SURFACE_CURVE('',#1383,(#1389,#1395),.CURVE_3D.);
+#1397=EDGE_CURVE('',#271,#279,#1396,.T.);
+#1398=CARTESIAN_POINT('',(1.50000000000000000E3,3.50000000000000000E3,-3.50000000000000000E3));
+#1399=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1400=VECTOR('',#1399,1.00000000000000000E3);
+#1401=LINE('',#1398,#1400);
+#1402=CARTESIAN_POINT('',(3.00000000000000000E3,0.00000000000000000E0));
+#1403=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1404=VECTOR('',#1403,1.00000000000000000E3);
+#1405=LINE('',#1402,#1404);
+#1406=DEFINITIONAL_REPRESENTATION('',(#1405),#1);
+#1407=PCURVE('',#146,#1406);
+#1408=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E3));
+#1409=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1410=VECTOR('',#1409,1.00000000000000000E3);
+#1411=LINE('',#1408,#1410);
+#1412=DEFINITIONAL_REPRESENTATION('',(#1411),#1);
+#1413=PCURVE('',#151,#1412);
+#1414=SURFACE_CURVE('',#1401,(#1407,#1413),.CURVE_3D.);
+#1415=EDGE_CURVE('',#279,#281,#1414,.T.);
+#1416=CARTESIAN_POINT('',(3.00000000000000000E3,3.00000000000000000E3,-3.50000000000000000E3));
+#1417=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#1418=VECTOR('',#1417,1.00000000000000000E3);
+#1419=LINE('',#1416,#1418);
+#1420=CARTESIAN_POINT('',(2.50000000000000000E3,1.50000000000000000E3));
+#1421=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1422=VECTOR('',#1421,1.00000000000000000E3);
+#1423=LINE('',#1420,#1422);
+#1424=DEFINITIONAL_REPRESENTATION('',(#1423),#1);
+#1425=PCURVE('',#146,#1424);
+#1426=CARTESIAN_POINT('',(2.50000000000000000E3,1.50000000000000000E3));
+#1427=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1428=VECTOR('',#1427,1.00000000000000000E3);
+#1429=LINE('',#1426,#1428);
+#1430=DEFINITIONAL_REPRESENTATION('',(#1429),#1);
+#1431=PCURVE('',#206,#1430);
+#1432=SURFACE_CURVE('',#1419,(#1425,#1431),.CURVE_3D.);
+#1433=EDGE_CURVE('',#275,#281,#1432,.T.);
+#1434=CARTESIAN_POINT('',(3.00000000000000000E3,3.50000000000000000E3,-3.00000000000000000E3));
+#1435=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#1436=VECTOR('',#1435,1.00000000000000000E3);
+#1437=LINE('',#1434,#1436);
+#1438=CARTESIAN_POINT('',(1.50000000000000000E3,2.50000000000000000E3));
+#1439=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1440=VECTOR('',#1439,1.00000000000000000E3);
+#1441=LINE('',#1438,#1440);
+#1442=DEFINITIONAL_REPRESENTATION('',(#1441),#1);
+#1443=PCURVE('',#151,#1442);
+#1444=CARTESIAN_POINT('',(1.50000000000000000E3,2.50000000000000000E3));
+#1445=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1446=VECTOR('',#1445,1.00000000000000000E3);
+#1447=LINE('',#1444,#1446);
+#1448=DEFINITIONAL_REPRESENTATION('',(#1447),#1);
+#1449=PCURVE('',#211,#1448);
+#1450=SURFACE_CURVE('',#1437,(#1443,#1449),.CURVE_3D.);
+#1451=EDGE_CURVE('',#269,#281,#1450,.T.);
+#1452=CARTESIAN_POINT('',(4.50000000000000000E3,5.00000000000000000E2,-5.00000000000000000E2));
+#1453=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#1454=VECTOR('',#1453,1.00000000000000000E3);
+#1455=LINE('',#1452,#1454);
+#1456=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#1457=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1458=VECTOR('',#1457,1.00000000000000000E3);
+#1459=LINE('',#1456,#1458);
+#1460=DEFINITIONAL_REPRESENTATION('',(#1459),#1);
+#1461=PCURVE('',#156,#1460);
+#1462=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E3));
+#1463=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1464=VECTOR('',#1463,1.00000000000000000E3);
+#1465=LINE('',#1462,#1464);
+#1466=DEFINITIONAL_REPRESENTATION('',(#1465),#1);
+#1467=PCURVE('',#166,#1466);
+#1468=SURFACE_CURVE('',#1455,(#1461,#1467),.CURVE_3D.);
+#1469=EDGE_CURVE('',#283,#285,#1468,.T.);
+#1470=CARTESIAN_POINT('',(4.50000000000000000E3,5.00000000000000000E2,-3.00000000000000000E3));
+#1471=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#1472=VECTOR('',#1471,1.00000000000000000E3);
+#1473=LINE('',#1470,#1472);
+#1474=CARTESIAN_POINT('',(2.50000000000000000E3,0.00000000000000000E0));
+#1475=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1476=VECTOR('',#1475,1.00000000000000000E3);
+#1477=LINE('',#1474,#1476);
+#1478=DEFINITIONAL_REPRESENTATION('',(#1477),#1);
+#1479=PCURVE('',#156,#1478);
+#1480=CARTESIAN_POINT('',(2.50000000000000000E3,0.00000000000000000E0));
+#1481=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1482=VECTOR('',#1481,1.00000000000000000E3);
+#1483=LINE('',#1480,#1482);
+#1484=DEFINITIONAL_REPRESENTATION('',(#1483),#1);
+#1485=PCURVE('',#186,#1484);
+#1486=SURFACE_CURVE('',#1473,(#1479,#1485),.CURVE_3D.);
+#1487=EDGE_CURVE('',#285,#287,#1486,.T.);
+#1488=CARTESIAN_POINT('',(4.50000000000000000E3,3.00000000000000000E3,-5.00000000000000000E2));
+#1489=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#1490=VECTOR('',#1489,1.00000000000000000E3);
+#1491=LINE('',#1488,#1490);
+#1492=CARTESIAN_POINT('',(0.00000000000000000E0,2.50000000000000000E3));
+#1493=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1494=VECTOR('',#1493,1.00000000000000000E3);
+#1495=LINE('',#1492,#1494);
+#1496=DEFINITIONAL_REPRESENTATION('',(#1495),#1);
+#1497=PCURVE('',#156,#1496);
+#1498=CARTESIAN_POINT('',(0.00000000000000000E0,2.50000000000000000E3));
+#1499=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1500=VECTOR('',#1499,1.00000000000000000E3);
+#1501=LINE('',#1498,#1500);
+#1502=DEFINITIONAL_REPRESENTATION('',(#1501),#1);
+#1503=PCURVE('',#171,#1502);
+#1504=SURFACE_CURVE('',#1491,(#1497,#1503),.CURVE_3D.);
+#1505=EDGE_CURVE('',#289,#287,#1504,.T.);
+#1506=CARTESIAN_POINT('',(4.50000000000000000E3,5.00000000000000000E2,-5.00000000000000000E2));
+#1507=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#1508=VECTOR('',#1507,1.00000000000000000E3);
+#1509=LINE('',#1506,#1508);
+#1510=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#1511=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1512=VECTOR('',#1511,1.00000000000000000E3);
+#1513=LINE('',#1510,#1512);
+#1514=DEFINITIONAL_REPRESENTATION('',(#1513),#1);
+#1515=PCURVE('',#156,#1514);
+#1516=CARTESIAN_POINT('',(3.00000000000000000E3,0.00000000000000000E0));
+#1517=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1518=VECTOR('',#1517,1.00000000000000000E3);
+#1519=LINE('',#1516,#1518);
+#1520=DEFINITIONAL_REPRESENTATION('',(#1519),#1);
+#1521=PCURVE('',#161,#1520);
+#1522=SURFACE_CURVE('',#1509,(#1515,#1521),.CURVE_3D.);
+#1523=EDGE_CURVE('',#283,#289,#1522,.T.);
+#1524=CARTESIAN_POINT('',(3.00000000000000000E3,3.00000000000000000E3,-5.00000000000000000E2));
+#1525=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1526=VECTOR('',#1525,1.00000000000000000E3);
+#1527=LINE('',#1524,#1526);
+#1528=CARTESIAN_POINT('',(1.50000000000000000E3,2.50000000000000000E3));
+#1529=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1530=VECTOR('',#1529,1.00000000000000000E3);
+#1531=LINE('',#1528,#1530);
+#1532=DEFINITIONAL_REPRESENTATION('',(#1531),#1);
+#1533=PCURVE('',#161,#1532);
+#1534=CARTESIAN_POINT('',(1.50000000000000000E3,2.50000000000000000E3));
+#1535=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1536=VECTOR('',#1535,1.00000000000000000E3);
+#1537=LINE('',#1534,#1536);
+#1538=DEFINITIONAL_REPRESENTATION('',(#1537),#1);
+#1539=PCURVE('',#176,#1538);
+#1540=SURFACE_CURVE('',#1527,(#1533,#1539),.CURVE_3D.);
+#1541=EDGE_CURVE('',#255,#289,#1540,.T.);
+#1542=CARTESIAN_POINT('',(3.00000000000000000E3,5.00000000000000000E2,-5.00000000000000000E2));
+#1543=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1544=VECTOR('',#1543,1.00000000000000000E3);
+#1545=LINE('',#1542,#1544);
+#1546=CARTESIAN_POINT('',(1.50000000000000000E3,0.00000000000000000E0));
+#1547=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1548=VECTOR('',#1547,1.00000000000000000E3);
+#1549=LINE('',#1546,#1548);
+#1550=DEFINITIONAL_REPRESENTATION('',(#1549),#1);
+#1551=PCURVE('',#161,#1550);
+#1552=CARTESIAN_POINT('',(0.00000000000000000E0,1.50000000000000000E3));
+#1553=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1554=VECTOR('',#1553,1.00000000000000000E3);
+#1555=LINE('',#1552,#1554);
+#1556=DEFINITIONAL_REPRESENTATION('',(#1555),#1);
+#1557=PCURVE('',#166,#1556);
+#1558=SURFACE_CURVE('',#1545,(#1551,#1557),.CURVE_3D.);
+#1559=EDGE_CURVE('',#251,#283,#1558,.T.);
+#1560=CARTESIAN_POINT('',(3.00000000000000000E3,5.00000000000000000E2,-3.00000000000000000E3));
+#1561=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1562=VECTOR('',#1561,1.00000000000000000E3);
+#1563=LINE('',#1560,#1562);
+#1564=CARTESIAN_POINT('',(2.50000000000000000E3,1.50000000000000000E3));
+#1565=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1566=VECTOR('',#1565,1.00000000000000000E3);
+#1567=LINE('',#1564,#1566);
+#1568=DEFINITIONAL_REPRESENTATION('',(#1567),#1);
+#1569=PCURVE('',#166,#1568);
+#1570=CARTESIAN_POINT('',(2.50000000000000000E3,1.50000000000000000E3));
+#1571=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1572=VECTOR('',#1571,1.00000000000000000E3);
+#1573=LINE('',#1570,#1572);
+#1574=DEFINITIONAL_REPRESENTATION('',(#1573),#1);
+#1575=PCURVE('',#196,#1574);
+#1576=SURFACE_CURVE('',#1563,(#1569,#1575),.CURVE_3D.);
+#1577=EDGE_CURVE('',#261,#285,#1576,.T.);
+#1578=CARTESIAN_POINT('',(4.50000000000000000E3,3.00000000000000000E3,-3.00000000000000000E3));
+#1579=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#1580=VECTOR('',#1579,1.00000000000000000E3);
+#1581=LINE('',#1578,#1580);
+#1582=CARTESIAN_POINT('',(2.50000000000000000E3,2.50000000000000000E3));
+#1583=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1584=VECTOR('',#1583,1.00000000000000000E3);
+#1585=LINE('',#1582,#1584);
+#1586=DEFINITIONAL_REPRESENTATION('',(#1585),#1);
+#1587=PCURVE('',#171,#1586);
+#1588=CARTESIAN_POINT('',(2.50000000000000000E3,2.50000000000000000E3));
+#1589=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1590=VECTOR('',#1589,1.00000000000000000E3);
+#1591=LINE('',#1588,#1590);
+#1592=DEFINITIONAL_REPRESENTATION('',(#1591),#1);
+#1593=PCURVE('',#201,#1592);
+#1594=SURFACE_CURVE('',#1581,(#1587,#1593),.CURVE_3D.);
+#1595=EDGE_CURVE('',#287,#291,#1594,.T.);
+#1596=CARTESIAN_POINT('',(4.50000000000000000E3,3.50000000000000000E3,-5.00000000000000000E2));
+#1597=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#1598=VECTOR('',#1597,1.00000000000000000E3);
+#1599=LINE('',#1596,#1598);
+#1600=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E3));
+#1601=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1602=VECTOR('',#1601,1.00000000000000000E3);
+#1603=LINE('',#1600,#1602);
+#1604=DEFINITIONAL_REPRESENTATION('',(#1603),#1);
+#1605=PCURVE('',#171,#1604);
+#1606=CARTESIAN_POINT('',(3.00000000000000000E3,0.00000000000000000E0));
+#1607=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1608=VECTOR('',#1607,1.00000000000000000E3);
+#1609=LINE('',#1606,#1608);
+#1610=DEFINITIONAL_REPRESENTATION('',(#1609),#1);
+#1611=PCURVE('',#181,#1610);
+#1612=SURFACE_CURVE('',#1599,(#1605,#1611),.CURVE_3D.);
+#1613=EDGE_CURVE('',#293,#291,#1612,.T.);
+#1614=CARTESIAN_POINT('',(4.50000000000000000E3,3.00000000000000000E3,-5.00000000000000000E2));
+#1615=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#1616=VECTOR('',#1615,1.00000000000000000E3);
+#1617=LINE('',#1614,#1616);
+#1618=CARTESIAN_POINT('',(0.00000000000000000E0,2.50000000000000000E3));
+#1619=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1620=VECTOR('',#1619,1.00000000000000000E3);
+#1621=LINE('',#1618,#1620);
+#1622=DEFINITIONAL_REPRESENTATION('',(#1621),#1);
+#1623=PCURVE('',#171,#1622);
+#1624=CARTESIAN_POINT('',(3.00000000000000000E3,2.50000000000000000E3));
+#1625=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1626=VECTOR('',#1625,1.00000000000000000E3);
+#1627=LINE('',#1624,#1626);
+#1628=DEFINITIONAL_REPRESENTATION('',(#1627),#1);
+#1629=PCURVE('',#176,#1628);
+#1630=SURFACE_CURVE('',#1617,(#1623,#1629),.CURVE_3D.);
+#1631=EDGE_CURVE('',#289,#293,#1630,.T.);
+#1632=CARTESIAN_POINT('',(3.00000000000000000E3,3.50000000000000000E3,-5.00000000000000000E2));
+#1633=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1634=VECTOR('',#1633,1.00000000000000000E3);
+#1635=LINE('',#1632,#1634);
+#1636=CARTESIAN_POINT('',(1.50000000000000000E3,3.00000000000000000E3));
+#1637=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1638=VECTOR('',#1637,1.00000000000000000E3);
+#1639=LINE('',#1636,#1638);
+#1640=DEFINITIONAL_REPRESENTATION('',(#1639),#1);
+#1641=PCURVE('',#176,#1640);
+#1642=CARTESIAN_POINT('',(1.50000000000000000E3,0.00000000000000000E0));
+#1643=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1644=VECTOR('',#1643,1.00000000000000000E3);
+#1645=LINE('',#1642,#1644);
+#1646=DEFINITIONAL_REPRESENTATION('',(#1645),#1);
+#1647=PCURVE('',#181,#1646);
+#1648=SURFACE_CURVE('',#1635,(#1641,#1647),.CURVE_3D.);
+#1649=EDGE_CURVE('',#267,#293,#1648,.T.);
+#1650=CARTESIAN_POINT('',(3.00000000000000000E3,3.50000000000000000E3,-3.00000000000000000E3));
+#1651=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1652=VECTOR('',#1651,1.00000000000000000E3);
+#1653=LINE('',#1650,#1652);
+#1654=CARTESIAN_POINT('',(1.50000000000000000E3,2.50000000000000000E3));
+#1655=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1656=VECTOR('',#1655,1.00000000000000000E3);
+#1657=LINE('',#1654,#1656);
+#1658=DEFINITIONAL_REPRESENTATION('',(#1657),#1);
+#1659=PCURVE('',#181,#1658);
+#1660=CARTESIAN_POINT('',(1.50000000000000000E3,2.50000000000000000E3));
+#1661=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1662=VECTOR('',#1661,1.00000000000000000E3);
+#1663=LINE('',#1660,#1662);
+#1664=DEFINITIONAL_REPRESENTATION('',(#1663),#1);
+#1665=PCURVE('',#211,#1664);
+#1666=SURFACE_CURVE('',#1653,(#1659,#1665),.CURVE_3D.);
+#1667=EDGE_CURVE('',#269,#291,#1666,.T.);
+#1668=CARTESIAN_POINT('',(4.50000000000000000E3,5.00000000000000000E2,-3.00000000000000000E3));
+#1669=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#1670=VECTOR('',#1669,1.00000000000000000E3);
+#1671=LINE('',#1668,#1670);
+#1672=CARTESIAN_POINT('',(2.50000000000000000E3,0.00000000000000000E0));
+#1673=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1674=VECTOR('',#1673,1.00000000000000000E3);
+#1675=LINE('',#1672,#1674);
+#1676=DEFINITIONAL_REPRESENTATION('',(#1675),#1);
+#1677=PCURVE('',#186,#1676);
+#1678=CARTESIAN_POINT('',(2.50000000000000000E3,3.00000000000000000E3));
+#1679=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1680=VECTOR('',#1679,1.00000000000000000E3);
+#1681=LINE('',#1678,#1680);
+#1682=DEFINITIONAL_REPRESENTATION('',(#1681),#1);
+#1683=PCURVE('',#196,#1682);
+#1684=SURFACE_CURVE('',#1671,(#1677,#1683),.CURVE_3D.);
+#1685=EDGE_CURVE('',#285,#295,#1684,.T.);
+#1686=CARTESIAN_POINT('',(4.50000000000000000E3,5.00000000000000000E2,-3.50000000000000000E3));
+#1687=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#1688=VECTOR('',#1687,1.00000000000000000E3);
+#1689=LINE('',#1686,#1688);
+#1690=CARTESIAN_POINT('',(3.00000000000000000E3,0.00000000000000000E0));
+#1691=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1692=VECTOR('',#1691,1.00000000000000000E3);
+#1693=LINE('',#1690,#1692);
+#1694=DEFINITIONAL_REPRESENTATION('',(#1693),#1);
+#1695=PCURVE('',#186,#1694);
+#1696=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E3));
+#1697=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1698=VECTOR('',#1697,1.00000000000000000E3);
+#1699=LINE('',#1696,#1698);
+#1700=DEFINITIONAL_REPRESENTATION('',(#1699),#1);
+#1701=PCURVE('',#191,#1700);
+#1702=SURFACE_CURVE('',#1689,(#1695,#1701),.CURVE_3D.);
+#1703=EDGE_CURVE('',#295,#297,#1702,.T.);
+#1704=CARTESIAN_POINT('',(4.50000000000000000E3,3.00000000000000000E3,-3.00000000000000000E3));
+#1705=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#1706=VECTOR('',#1705,1.00000000000000000E3);
+#1707=LINE('',#1704,#1706);
+#1708=CARTESIAN_POINT('',(2.50000000000000000E3,2.50000000000000000E3));
+#1709=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1710=VECTOR('',#1709,1.00000000000000000E3);
+#1711=LINE('',#1708,#1710);
+#1712=DEFINITIONAL_REPRESENTATION('',(#1711),#1);
+#1713=PCURVE('',#186,#1712);
+#1714=CARTESIAN_POINT('',(2.50000000000000000E3,2.50000000000000000E3));
+#1715=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1716=VECTOR('',#1715,1.00000000000000000E3);
+#1717=LINE('',#1714,#1716);
+#1718=DEFINITIONAL_REPRESENTATION('',(#1717),#1);
+#1719=PCURVE('',#201,#1718);
+#1720=SURFACE_CURVE('',#1707,(#1713,#1719),.CURVE_3D.);
+#1721=EDGE_CURVE('',#287,#297,#1720,.T.);
+#1722=CARTESIAN_POINT('',(3.00000000000000000E3,3.00000000000000000E3,-3.50000000000000000E3));
+#1723=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1724=VECTOR('',#1723,1.00000000000000000E3);
+#1725=LINE('',#1722,#1724);
+#1726=CARTESIAN_POINT('',(2.50000000000000000E3,1.50000000000000000E3));
+#1727=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1728=VECTOR('',#1727,1.00000000000000000E3);
+#1729=LINE('',#1726,#1728);
+#1730=DEFINITIONAL_REPRESENTATION('',(#1729),#1);
+#1731=PCURVE('',#191,#1730);
+#1732=CARTESIAN_POINT('',(2.50000000000000000E3,1.50000000000000000E3));
+#1733=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1734=VECTOR('',#1733,1.00000000000000000E3);
+#1735=LINE('',#1732,#1734);
+#1736=DEFINITIONAL_REPRESENTATION('',(#1735),#1);
+#1737=PCURVE('',#206,#1736);
+#1738=SURFACE_CURVE('',#1725,(#1731,#1737),.CURVE_3D.);
+#1739=EDGE_CURVE('',#275,#297,#1738,.T.);
+#1740=CARTESIAN_POINT('',(3.00000000000000000E3,5.00000000000000000E2,-3.50000000000000000E3));
+#1741=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1742=VECTOR('',#1741,1.00000000000000000E3);
+#1743=LINE('',#1740,#1742);
+#1744=CARTESIAN_POINT('',(0.00000000000000000E0,1.50000000000000000E3));
+#1745=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1746=VECTOR('',#1745,1.00000000000000000E3);
+#1747=LINE('',#1744,#1746);
+#1748=DEFINITIONAL_REPRESENTATION('',(#1747),#1);
+#1749=PCURVE('',#191,#1748);
+#1750=CARTESIAN_POINT('',(3.00000000000000000E3,1.50000000000000000E3));
+#1751=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1752=VECTOR('',#1751,1.00000000000000000E3);
+#1753=LINE('',#1750,#1752);
+#1754=DEFINITIONAL_REPRESENTATION('',(#1753),#1);
+#1755=PCURVE('',#196,#1754);
+#1756=SURFACE_CURVE('',#1743,(#1749,#1755),.CURVE_3D.);
+#1757=EDGE_CURVE('',#277,#295,#1756,.T.);
+#1758=CARTESIAN_POINT('',(4.50000000000000000E3,3.00000000000000000E3,-3.50000000000000000E3));
+#1759=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#1760=VECTOR('',#1759,1.00000000000000000E3);
+#1761=LINE('',#1758,#1760);
+#1762=CARTESIAN_POINT('',(3.00000000000000000E3,2.50000000000000000E3));
+#1763=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1764=VECTOR('',#1763,1.00000000000000000E3);
+#1765=LINE('',#1762,#1764);
+#1766=DEFINITIONAL_REPRESENTATION('',(#1765),#1);
+#1767=PCURVE('',#201,#1766);
+#1768=CARTESIAN_POINT('',(2.50000000000000000E3,3.00000000000000000E3));
+#1769=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1770=VECTOR('',#1769,1.00000000000000000E3);
+#1771=LINE('',#1768,#1770);
+#1772=DEFINITIONAL_REPRESENTATION('',(#1771),#1);
+#1773=PCURVE('',#206,#1772);
+#1774=SURFACE_CURVE('',#1761,(#1767,#1773),.CURVE_3D.);
+#1775=EDGE_CURVE('',#297,#299,#1774,.T.);
+#1776=CARTESIAN_POINT('',(4.50000000000000000E3,3.50000000000000000E3,-3.00000000000000000E3));
+#1777=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#1778=VECTOR('',#1777,1.00000000000000000E3);
+#1779=LINE('',#1776,#1778);
+#1780=CARTESIAN_POINT('',(2.50000000000000000E3,3.00000000000000000E3));
+#1781=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1782=VECTOR('',#1781,1.00000000000000000E3);
+#1783=LINE('',#1780,#1782);
+#1784=DEFINITIONAL_REPRESENTATION('',(#1783),#1);
+#1785=PCURVE('',#201,#1784);
+#1786=CARTESIAN_POINT('',(3.00000000000000000E3,2.50000000000000000E3));
+#1787=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1788=VECTOR('',#1787,1.00000000000000000E3);
+#1789=LINE('',#1786,#1788);
+#1790=DEFINITIONAL_REPRESENTATION('',(#1789),#1);
+#1791=PCURVE('',#211,#1790);
+#1792=SURFACE_CURVE('',#1779,(#1785,#1791),.CURVE_3D.);
+#1793=EDGE_CURVE('',#291,#299,#1792,.T.);
+#1794=CARTESIAN_POINT('',(3.00000000000000000E3,3.50000000000000000E3,-3.50000000000000000E3));
+#1795=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#1796=VECTOR('',#1795,1.00000000000000000E3);
+#1797=LINE('',#1794,#1796);
+#1798=CARTESIAN_POINT('',(3.00000000000000000E3,1.50000000000000000E3));
+#1799=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#1800=VECTOR('',#1799,1.00000000000000000E3);
+#1801=LINE('',#1798,#1800);
+#1802=DEFINITIONAL_REPRESENTATION('',(#1801),#1);
+#1803=PCURVE('',#206,#1802);
+#1804=CARTESIAN_POINT('',(1.50000000000000000E3,3.00000000000000000E3));
+#1805=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#1806=VECTOR('',#1805,1.00000000000000000E3);
+#1807=LINE('',#1804,#1806);
+#1808=DEFINITIONAL_REPRESENTATION('',(#1807),#1);
+#1809=PCURVE('',#211,#1808);
+#1810=SURFACE_CURVE('',#1797,(#1803,#1809),.CURVE_3D.);
+#1811=EDGE_CURVE('',#281,#299,#1810,.T.);
+#1812=ORIENTED_EDGE('',*,*,#317,.T.);
+#1813=ORIENTED_EDGE('',*,*,#335,.F.);
+#1814=ORIENTED_EDGE('',*,*,#353,.F.);
+#1815=ORIENTED_EDGE('',*,*,#371,.T.);
+#1816=EDGE_LOOP('',(#1812,#1813,#1814,#1815));
+#1817=FACE_OUTER_BOUND('',#1816,.T.);
+#1818=ADVANCED_FACE('left-0',(#1817),#6,.T.);
+#1819=ORIENTED_EDGE('',*,*,#389,.T.);
+#1820=ORIENTED_EDGE('',*,*,#407,.F.);
+#1821=ORIENTED_EDGE('',*,*,#371,.F.);
+#1822=ORIENTED_EDGE('',*,*,#425,.T.);
+#1823=EDGE_LOOP('',(#1819,#1820,#1821,#1822));
+#1824=FACE_OUTER_BOUND('',#1823,.T.);
+#1825=ADVANCED_FACE('front-1',(#1824),#11,.T.);
+#1826=ORIENTED_EDGE('',*,*,#443,.T.);
+#1827=ORIENTED_EDGE('',*,*,#461,.F.);
+#1828=ORIENTED_EDGE('',*,*,#425,.F.);
+#1829=ORIENTED_EDGE('',*,*,#353,.T.);
+#1830=EDGE_LOOP('',(#1826,#1827,#1828,#1829));
+#1831=FACE_OUTER_BOUND('',#1830,.T.);
+#1832=ADVANCED_FACE('bottom-2',(#1831),#16,.T.);
+#1833=ORIENTED_EDGE('',*,*,#479,.T.);
+#1834=ORIENTED_EDGE('',*,*,#497,.F.);
+#1835=ORIENTED_EDGE('',*,*,#317,.F.);
+#1836=ORIENTED_EDGE('',*,*,#515,.T.);
+#1837=EDGE_LOOP('',(#1833,#1834,#1835,#1836));
+#1838=FACE_OUTER_BOUND('',#1837,.T.);
+#1839=ADVANCED_FACE('left-3',(#1838),#21,.T.);
+#1840=ORIENTED_EDGE('',*,*,#533,.T.);
+#1841=ORIENTED_EDGE('',*,*,#551,.F.);
+#1842=ORIENTED_EDGE('',*,*,#515,.F.);
+#1843=ORIENTED_EDGE('',*,*,#407,.T.);
+#1844=EDGE_LOOP('',(#1840,#1841,#1842,#1843));
+#1845=FACE_OUTER_BOUND('',#1844,.T.);
+#1846=ADVANCED_FACE('front-4',(#1845),#26,.T.);
+#1847=ORIENTED_EDGE('',*,*,#551,.T.);
+#1848=ORIENTED_EDGE('',*,*,#569,.T.);
+#1849=ORIENTED_EDGE('',*,*,#587,.F.);
+#1850=ORIENTED_EDGE('',*,*,#479,.F.);
+#1851=EDGE_LOOP('',(#1847,#1848,#1849,#1850));
+#1852=FACE_OUTER_BOUND('',#1851,.T.);
+#1853=ADVANCED_FACE('top-5',(#1852),#31,.T.);
+#1854=ORIENTED_EDGE('',*,*,#605,.T.);
+#1855=ORIENTED_EDGE('',*,*,#623,.F.);
+#1856=ORIENTED_EDGE('',*,*,#641,.F.);
+#1857=ORIENTED_EDGE('',*,*,#335,.T.);
+#1858=EDGE_LOOP('',(#1854,#1855,#1856,#1857));
+#1859=FACE_OUTER_BOUND('',#1858,.T.);
+#1860=ADVANCED_FACE('left-6',(#1859),#36,.T.);
+#1861=ORIENTED_EDGE('',*,*,#623,.T.);
+#1862=ORIENTED_EDGE('',*,*,#659,.T.);
+#1863=ORIENTED_EDGE('',*,*,#677,.F.);
+#1864=ORIENTED_EDGE('',*,*,#695,.F.);
+#1865=EDGE_LOOP('',(#1861,#1862,#1863,#1864));
+#1866=FACE_OUTER_BOUND('',#1865,.T.);
+#1867=ADVANCED_FACE('back-7',(#1866),#41,.T.);
+#1868=ORIENTED_EDGE('',*,*,#695,.T.);
+#1869=ORIENTED_EDGE('',*,*,#713,.F.);
+#1870=ORIENTED_EDGE('',*,*,#443,.F.);
+#1871=ORIENTED_EDGE('',*,*,#641,.T.);
+#1872=EDGE_LOOP('',(#1868,#1869,#1870,#1871));
+#1873=FACE_OUTER_BOUND('',#1872,.T.);
+#1874=ADVANCED_FACE('bottom-8',(#1873),#46,.T.);
+#1875=ORIENTED_EDGE('',*,*,#731,.T.);
+#1876=ORIENTED_EDGE('',*,*,#749,.F.);
+#1877=ORIENTED_EDGE('',*,*,#605,.F.);
+#1878=ORIENTED_EDGE('',*,*,#497,.T.);
+#1879=EDGE_LOOP('',(#1875,#1876,#1877,#1878));
+#1880=FACE_OUTER_BOUND('',#1879,.T.);
+#1881=ADVANCED_FACE('left-9',(#1880),#51,.T.);
+#1882=ORIENTED_EDGE('',*,*,#749,.T.);
+#1883=ORIENTED_EDGE('',*,*,#767,.T.);
+#1884=ORIENTED_EDGE('',*,*,#785,.F.);
+#1885=ORIENTED_EDGE('',*,*,#659,.F.);
+#1886=EDGE_LOOP('',(#1882,#1883,#1884,#1885));
+#1887=FACE_OUTER_BOUND('',#1886,.T.);
+#1888=ADVANCED_FACE('back-10',(#1887),#56,.T.);
+#1889=ORIENTED_EDGE('',*,*,#587,.T.);
+#1890=ORIENTED_EDGE('',*,*,#803,.T.);
+#1891=ORIENTED_EDGE('',*,*,#767,.F.);
+#1892=ORIENTED_EDGE('',*,*,#731,.F.);
+#1893=EDGE_LOOP('',(#1889,#1890,#1891,#1892));
+#1894=FACE_OUTER_BOUND('',#1893,.T.);
+#1895=ADVANCED_FACE('top-11',(#1894),#61,.T.);
+#1896=ORIENTED_EDGE('',*,*,#821,.T.);
+#1897=ORIENTED_EDGE('',*,*,#839,.T.);
+#1898=ORIENTED_EDGE('',*,*,#857,.F.);
+#1899=ORIENTED_EDGE('',*,*,#875,.F.);
+#1900=EDGE_LOOP('',(#1896,#1897,#1898,#1899));
+#1901=FACE_OUTER_BOUND('',#1900,.T.);
+#1902=ADVANCED_FACE('right-12',(#1901),#66,.T.);
+#1903=ORIENTED_EDGE('',*,*,#875,.T.);
+#1904=ORIENTED_EDGE('',*,*,#893,.F.);
+#1905=ORIENTED_EDGE('',*,*,#389,.F.);
+#1906=ORIENTED_EDGE('',*,*,#911,.T.);
+#1907=EDGE_LOOP('',(#1903,#1904,#1905,#1906));
+#1908=FACE_OUTER_BOUND('',#1907,.T.);
+#1909=ADVANCED_FACE('front-13',(#1908),#71,.T.);
+#1910=ORIENTED_EDGE('',*,*,#929,.T.);
+#1911=ORIENTED_EDGE('',*,*,#821,.F.);
+#1912=ORIENTED_EDGE('',*,*,#911,.F.);
+#1913=ORIENTED_EDGE('',*,*,#461,.T.);
+#1914=EDGE_LOOP('',(#1910,#1911,#1912,#1913));
+#1915=FACE_OUTER_BOUND('',#1914,.T.);
+#1916=ADVANCED_FACE('bottom-14',(#1915),#76,.T.);
+#1917=ORIENTED_EDGE('',*,*,#857,.T.);
+#1918=ORIENTED_EDGE('',*,*,#947,.T.);
+#1919=ORIENTED_EDGE('',*,*,#965,.F.);
+#1920=ORIENTED_EDGE('',*,*,#983,.F.);
+#1921=EDGE_LOOP('',(#1917,#1918,#1919,#1920));
+#1922=FACE_OUTER_BOUND('',#1921,.T.);
+#1923=ADVANCED_FACE('right-15',(#1922),#81,.T.);
+#1924=ORIENTED_EDGE('',*,*,#983,.T.);
+#1925=ORIENTED_EDGE('',*,*,#1001,.F.);
+#1926=ORIENTED_EDGE('',*,*,#533,.F.);
+#1927=ORIENTED_EDGE('',*,*,#893,.T.);
+#1928=EDGE_LOOP('',(#1924,#1925,#1926,#1927));
+#1929=FACE_OUTER_BOUND('',#1928,.T.);
+#1930=ADVANCED_FACE('front-16',(#1929),#86,.T.);
+#1931=ORIENTED_EDGE('',*,*,#1001,.T.);
+#1932=ORIENTED_EDGE('',*,*,#965,.T.);
+#1933=ORIENTED_EDGE('',*,*,#1019,.F.);
+#1934=ORIENTED_EDGE('',*,*,#569,.F.);
+#1935=EDGE_LOOP('',(#1931,#1932,#1933,#1934));
+#1936=FACE_OUTER_BOUND('',#1935,.T.);
+#1937=ADVANCED_FACE('top-17',(#1936),#91,.T.);
+#1938=ORIENTED_EDGE('',*,*,#1037,.T.);
+#1939=ORIENTED_EDGE('',*,*,#1055,.T.);
+#1940=ORIENTED_EDGE('',*,*,#1073,.F.);
+#1941=ORIENTED_EDGE('',*,*,#839,.F.);
+#1942=EDGE_LOOP('',(#1938,#1939,#1940,#1941));
+#1943=FACE_OUTER_BOUND('',#1942,.T.);
+#1944=ADVANCED_FACE('right-18',(#1943),#96,.T.);
+#1945=ORIENTED_EDGE('',*,*,#677,.T.);
+#1946=ORIENTED_EDGE('',*,*,#1091,.T.);
+#1947=ORIENTED_EDGE('',*,*,#1055,.F.);
+#1948=ORIENTED_EDGE('',*,*,#1109,.F.);
+#1949=EDGE_LOOP('',(#1945,#1946,#1947,#1948));
+#1950=FACE_OUTER_BOUND('',#1949,.T.);
+#1951=ADVANCED_FACE('back-19',(#1950),#101,.T.);
+#1952=ORIENTED_EDGE('',*,*,#1109,.T.);
+#1953=ORIENTED_EDGE('',*,*,#1037,.F.);
+#1954=ORIENTED_EDGE('',*,*,#929,.F.);
+#1955=ORIENTED_EDGE('',*,*,#713,.T.);
+#1956=EDGE_LOOP('',(#1952,#1953,#1954,#1955));
+#1957=FACE_OUTER_BOUND('',#1956,.T.);
+#1958=ADVANCED_FACE('bottom-20',(#1957),#106,.T.);
+#1959=ORIENTED_EDGE('',*,*,#1127,.T.);
+#1960=ORIENTED_EDGE('',*,*,#1145,.F.);
+#1961=ORIENTED_EDGE('',*,*,#803,.F.);
+#1962=ORIENTED_EDGE('',*,*,#1163,.T.);
+#1963=EDGE_LOOP('',(#1959,#1960,#1961,#1962));
+#1964=FACE_OUTER_BOUND('',#1963,.T.);
+#1965=ADVANCED_FACE('left-21',(#1964),#111,.T.);
+#1966=ORIENTED_EDGE('',*,*,#1181,.T.);
+#1967=ORIENTED_EDGE('',*,*,#1199,.F.);
+#1968=ORIENTED_EDGE('',*,*,#1163,.F.);
+#1969=ORIENTED_EDGE('',*,*,#1019,.T.);
+#1970=EDGE_LOOP('',(#1966,#1967,#1968,#1969));
+#1971=FACE_OUTER_BOUND('',#1970,.T.);
+#1972=ADVANCED_FACE('front-22',(#1971),#116,.T.);
+#1973=ORIENTED_EDGE('',*,*,#1199,.T.);
+#1974=ORIENTED_EDGE('',*,*,#1217,.T.);
+#1975=ORIENTED_EDGE('',*,*,#1235,.F.);
+#1976=ORIENTED_EDGE('',*,*,#1127,.F.);
+#1977=EDGE_LOOP('',(#1973,#1974,#1975,#1976));
+#1978=FACE_OUTER_BOUND('',#1977,.T.);
+#1979=ADVANCED_FACE('top-23',(#1978),#121,.T.);
+#1980=ORIENTED_EDGE('',*,*,#1253,.T.);
+#1981=ORIENTED_EDGE('',*,*,#1271,.F.);
+#1982=ORIENTED_EDGE('',*,*,#1289,.F.);
+#1983=ORIENTED_EDGE('',*,*,#785,.T.);
+#1984=EDGE_LOOP('',(#1980,#1981,#1982,#1983));
+#1985=FACE_OUTER_BOUND('',#1984,.T.);
+#1986=ADVANCED_FACE('left-24',(#1985),#126,.T.);
+#1987=ORIENTED_EDGE('',*,*,#1271,.T.);
+#1988=ORIENTED_EDGE('',*,*,#1307,.T.);
+#1989=ORIENTED_EDGE('',*,*,#1325,.F.);
+#1990=ORIENTED_EDGE('',*,*,#1343,.F.);
+#1991=EDGE_LOOP('',(#1987,#1988,#1989,#1990));
+#1992=FACE_OUTER_BOUND('',#1991,.T.);
+#1993=ADVANCED_FACE('back-25',(#1992),#131,.T.);
+#1994=ORIENTED_EDGE('',*,*,#1343,.T.);
+#1995=ORIENTED_EDGE('',*,*,#1361,.F.);
+#1996=ORIENTED_EDGE('',*,*,#1091,.F.);
+#1997=ORIENTED_EDGE('',*,*,#1289,.T.);
+#1998=EDGE_LOOP('',(#1994,#1995,#1996,#1997));
+#1999=FACE_OUTER_BOUND('',#1998,.T.);
+#2000=ADVANCED_FACE('bottom-26',(#1999),#136,.T.);
+#2001=ORIENTED_EDGE('',*,*,#1379,.T.);
+#2002=ORIENTED_EDGE('',*,*,#1397,.F.);
+#2003=ORIENTED_EDGE('',*,*,#1253,.F.);
+#2004=ORIENTED_EDGE('',*,*,#1145,.T.);
+#2005=EDGE_LOOP('',(#2001,#2002,#2003,#2004));
+#2006=FACE_OUTER_BOUND('',#2005,.T.);
+#2007=ADVANCED_FACE('left-27',(#2006),#141,.T.);
+#2008=ORIENTED_EDGE('',*,*,#1397,.T.);
+#2009=ORIENTED_EDGE('',*,*,#1415,.T.);
+#2010=ORIENTED_EDGE('',*,*,#1433,.F.);
+#2011=ORIENTED_EDGE('',*,*,#1307,.F.);
+#2012=EDGE_LOOP('',(#2008,#2009,#2010,#2011));
+#2013=FACE_OUTER_BOUND('',#2012,.T.);
+#2014=ADVANCED_FACE('back-28',(#2013),#146,.T.);
+#2015=ORIENTED_EDGE('',*,*,#1235,.T.);
+#2016=ORIENTED_EDGE('',*,*,#1451,.T.);
+#2017=ORIENTED_EDGE('',*,*,#1415,.F.);
+#2018=ORIENTED_EDGE('',*,*,#1379,.F.);
+#2019=EDGE_LOOP('',(#2015,#2016,#2017,#2018));
+#2020=FACE_OUTER_BOUND('',#2019,.T.);
+#2021=ADVANCED_FACE('top-29',(#2020),#151,.T.);
+#2022=ORIENTED_EDGE('',*,*,#1469,.T.);
+#2023=ORIENTED_EDGE('',*,*,#1487,.T.);
+#2024=ORIENTED_EDGE('',*,*,#1505,.F.);
+#2025=ORIENTED_EDGE('',*,*,#1523,.F.);
+#2026=EDGE_LOOP('',(#2022,#2023,#2024,#2025));
+#2027=FACE_OUTER_BOUND('',#2026,.T.);
+#2028=ADVANCED_FACE('right-30',(#2027),#156,.T.);
+#2029=ORIENTED_EDGE('',*,*,#1523,.T.);
+#2030=ORIENTED_EDGE('',*,*,#1541,.F.);
+#2031=ORIENTED_EDGE('',*,*,#947,.F.);
+#2032=ORIENTED_EDGE('',*,*,#1559,.T.);
+#2033=EDGE_LOOP('',(#2029,#2030,#2031,#2032));
+#2034=FACE_OUTER_BOUND('',#2033,.T.);
+#2035=ADVANCED_FACE('front-31',(#2034),#161,.T.);
+#2036=ORIENTED_EDGE('',*,*,#1577,.T.);
+#2037=ORIENTED_EDGE('',*,*,#1469,.F.);
+#2038=ORIENTED_EDGE('',*,*,#1559,.F.);
+#2039=ORIENTED_EDGE('',*,*,#1073,.T.);
+#2040=EDGE_LOOP('',(#2036,#2037,#2038,#2039));
+#2041=FACE_OUTER_BOUND('',#2040,.T.);
+#2042=ADVANCED_FACE('bottom-32',(#2041),#166,.T.);
+#2043=ORIENTED_EDGE('',*,*,#1505,.T.);
+#2044=ORIENTED_EDGE('',*,*,#1595,.T.);
+#2045=ORIENTED_EDGE('',*,*,#1613,.F.);
+#2046=ORIENTED_EDGE('',*,*,#1631,.F.);
+#2047=EDGE_LOOP('',(#2043,#2044,#2045,#2046));
+#2048=FACE_OUTER_BOUND('',#2047,.T.);
+#2049=ADVANCED_FACE('right-33',(#2048),#171,.T.);
+#2050=ORIENTED_EDGE('',*,*,#1631,.T.);
+#2051=ORIENTED_EDGE('',*,*,#1649,.F.);
+#2052=ORIENTED_EDGE('',*,*,#1181,.F.);
+#2053=ORIENTED_EDGE('',*,*,#1541,.T.);
+#2054=EDGE_LOOP('',(#2050,#2051,#2052,#2053));
+#2055=FACE_OUTER_BOUND('',#2054,.T.);
+#2056=ADVANCED_FACE('front-34',(#2055),#176,.T.);
+#2057=ORIENTED_EDGE('',*,*,#1649,.T.);
+#2058=ORIENTED_EDGE('',*,*,#1613,.T.);
+#2059=ORIENTED_EDGE('',*,*,#1667,.F.);
+#2060=ORIENTED_EDGE('',*,*,#1217,.F.);
+#2061=EDGE_LOOP('',(#2057,#2058,#2059,#2060));
+#2062=FACE_OUTER_BOUND('',#2061,.T.);
+#2063=ADVANCED_FACE('top-35',(#2062),#181,.T.);
+#2064=ORIENTED_EDGE('',*,*,#1685,.T.);
+#2065=ORIENTED_EDGE('',*,*,#1703,.T.);
+#2066=ORIENTED_EDGE('',*,*,#1721,.F.);
+#2067=ORIENTED_EDGE('',*,*,#1487,.F.);
+#2068=EDGE_LOOP('',(#2064,#2065,#2066,#2067));
+#2069=FACE_OUTER_BOUND('',#2068,.T.);
+#2070=ADVANCED_FACE('right-36',(#2069),#186,.T.);
+#2071=ORIENTED_EDGE('',*,*,#1325,.T.);
+#2072=ORIENTED_EDGE('',*,*,#1739,.T.);
+#2073=ORIENTED_EDGE('',*,*,#1703,.F.);
+#2074=ORIENTED_EDGE('',*,*,#1757,.F.);
+#2075=EDGE_LOOP('',(#2071,#2072,#2073,#2074));
+#2076=FACE_OUTER_BOUND('',#2075,.T.);
+#2077=ADVANCED_FACE('back-37',(#2076),#191,.T.);
+#2078=ORIENTED_EDGE('',*,*,#1757,.T.);
+#2079=ORIENTED_EDGE('',*,*,#1685,.F.);
+#2080=ORIENTED_EDGE('',*,*,#1577,.F.);
+#2081=ORIENTED_EDGE('',*,*,#1361,.T.);
+#2082=EDGE_LOOP('',(#2078,#2079,#2080,#2081));
+#2083=FACE_OUTER_BOUND('',#2082,.T.);
+#2084=ADVANCED_FACE('bottom-38',(#2083),#196,.T.);
+#2085=ORIENTED_EDGE('',*,*,#1721,.T.);
+#2086=ORIENTED_EDGE('',*,*,#1775,.T.);
+#2087=ORIENTED_EDGE('',*,*,#1793,.F.);
+#2088=ORIENTED_EDGE('',*,*,#1595,.F.);
+#2089=EDGE_LOOP('',(#2085,#2086,#2087,#2088));
+#2090=FACE_OUTER_BOUND('',#2089,.T.);
+#2091=ADVANCED_FACE('right-39',(#2090),#201,.T.);
+#2092=ORIENTED_EDGE('',*,*,#1433,.T.);
+#2093=ORIENTED_EDGE('',*,*,#1811,.T.);
+#2094=ORIENTED_EDGE('',*,*,#1775,.F.);
+#2095=ORIENTED_EDGE('',*,*,#1739,.F.);
+#2096=EDGE_LOOP('',(#2092,#2093,#2094,#2095));
+#2097=FACE_OUTER_BOUND('',#2096,.T.);
+#2098=ADVANCED_FACE('back-40',(#2097),#206,.T.);
+#2099=ORIENTED_EDGE('',*,*,#1667,.T.);
+#2100=ORIENTED_EDGE('',*,*,#1793,.T.);
+#2101=ORIENTED_EDGE('',*,*,#1811,.F.);
+#2102=ORIENTED_EDGE('',*,*,#1451,.F.);
+#2103=EDGE_LOOP('',(#2099,#2100,#2101,#2102));
+#2104=FACE_OUTER_BOUND('',#2103,.T.);
+#2105=ADVANCED_FACE('top-41',(#2104),#211,.T.);
+#2106=CLOSED_SHELL('',(#1818,#1839,#1860,#1832,#1825,#1853,#1881,#1846,#1867,#1874,#1916,#1909,#1937,#1895,#1888,#1930,#1951,#1958,#1902,#1923,#1972,#1965,#1986,#2000,#1944,#2035,#2056,#1979,#2007,#1993,#2084,#2042,#2028,#2049,#2063,#2021,#2014,#2077,#2070,#2091,#2105,#2098));
+#2107=MANIFOLD_SOLID_BREP('box-union-0',#2106);
+#2108=(LENGTH_UNIT() NAMED_UNIT(*) SI_UNIT(.MILLI.,.METRE.));
+#2109=(NAMED_UNIT(*) PLANE_ANGLE_UNIT() SI_UNIT($,.RADIAN.));
+#2110=(NAMED_UNIT(*) SI_UNIT($,.STERADIAN.) SOLID_ANGLE_UNIT());
+#2111=UNCERTAINTY_MEASURE_WITH_UNIT(LENGTH_MEASURE(1.00000639488463615E-5),#2108,'distance_accuracy_value','exchange error bound');
+#2112=(GEOMETRIC_REPRESENTATION_CONTEXT(3) GLOBAL_UNCERTAINTY_ASSIGNED_CONTEXT((#2111)) GLOBAL_UNIT_ASSIGNED_CONTEXT((#2108,#2109,#2110)) REPRESENTATION_CONTEXT('',''));
+#2113=ADVANCED_BREP_SHAPE_REPRESENTATION('',(#2107),#2112);
+#2114=APPLICATION_CONTEXT('automotive design');
+#2115=APPLICATION_PROTOCOL_DEFINITION('international standard','automotive_design',2000,#2114);
+#2116=PRODUCT_CONTEXT('',#2114,'mechanical');
+#2117=PRODUCT('box-union','box-union','',(#2116));
+#2118=PRODUCT_DEFINITION_FORMATION_WITH_SPECIFIED_SOURCE('1','',#2117,.NOT_KNOWN.);
+#2119=PRODUCT_DEFINITION_CONTEXT('part definition',#2114,'design');
+#2120=PRODUCT_DEFINITION('','',#2118,#2119);
+#2121=PRODUCT_DEFINITION_SHAPE('','',#2120);
+#2122=SHAPE_DEFINITION_REPRESENTATION(#2121,#2113);
+ENDSEC;
+END-ISO-10303-21;
diff --git a/main/opengeometry/tests/fixtures/cases/box-union.step.mm.report.json b/main/opengeometry/tests/fixtures/cases/box-union.step.mm.report.json
new file mode 100644
index 0000000..c01f2f4
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/box-union.step.mm.report.json
@@ -0,0 +1 @@
+{"cavity_shells":0,"collapsed_chart_uses":0,"edges":84,"exchange_error_bound":0.000010000063948846362,"faces":42,"geometric_tolerance":0.00001,"length_unit":"millimetre","quality":{"kind":"Analytic"},"revision":"1","schema_version":2,"solids":1,"validation_level":"v2 structure, sampled residuals and Part-21 references; external schema/import validation pending"}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/circle.brep.json b/main/opengeometry/tests/fixtures/cases/circle.brep.json
new file mode 100644
index 0000000..6ae0a19
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/circle.brep.json
@@ -0,0 +1 @@
+{"schema_version":2,"id":"circle","revision":0,"geometry":{"surfaces":[],"curves":[{"kind":"Circle","frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"radius":1.0}],"pcurves":[],"intersections":[]},"topology":{"vertices":[{"id":0,"position":[1.0,0.0,0.0],"outgoing_halfedge":0,"tolerance":1e-8}],"edges":[{"id":0,"geometry":{"kind":"Curve","curve":0,"range":{"lo":0.0,"hi":6.283185307179586}},"halfedge":0,"twin_halfedge":null,"tolerance":1e-8,"chart_seam":false}],"halfedges":[{"id":0,"from":0,"to":0,"twin":null,"next":0,"prev":0,"edge":0,"face":null,"loop_ref":null,"wire_ref":0,"geometry_use":{"sense":"Forward","pcurve":null,"periodic_lift":[0,0]}}],"loops":[],"faces":[],"wires":[{"id":0,"start_halfedge":0,"is_closed":true}],"shells":[]},"solids":[],"accuracy":{"geometric":1e-8,"intersection":1e-9,"tessellation":0.01,"exchange":1e-6},"quality":{"kind":"Analytic"}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/circle.step.m.error.json b/main/opengeometry/tests/fixtures/cases/circle.step.m.error.json
new file mode 100644
index 0000000..347ecde
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/circle.step.m.error.json
@@ -0,0 +1 @@
+{"UnsupportedGeometry":"analytic analytic exchange export requires nonempty closed solid regions without wires"}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/circle.step.mm.error.json b/main/opengeometry/tests/fixtures/cases/circle.step.mm.error.json
new file mode 100644
index 0000000..347ecde
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/circle.step.mm.error.json
@@ -0,0 +1 @@
+{"UnsupportedGeometry":"analytic analytic exchange export requires nonempty closed solid regions without wires"}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/circle.tess.json b/main/opengeometry/tests/fixtures/cases/circle.tess.json
new file mode 100644
index 0000000..15498eb
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/circle.tess.json
@@ -0,0 +1 @@
+{"achievedDeflection":0.01,"indices":[],"normals":[],"outlineEdgeIds":[0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0],"outlinePositions":[1.0,0.0,0.0,0.9807852804032304,0.0,-0.19509032201612825,0.9807852804032304,0.0,-0.19509032201612825,0.9238795325112867,0.0,-0.3826834323650898,0.9238795325112867,0.0,-0.3826834323650898,0.8314696123025452,0.0,-0.5555702330196022,0.8314696123025452,0.0,-0.5555702330196022,0.7071067811865476,0.0,-0.7071067811865475,0.7071067811865476,0.0,-0.7071067811865475,0.5555702330196023,0.0,-0.8314696123025452,0.5555702330196023,0.0,-0.8314696123025452,0.38268343236508984,0.0,-0.9238795325112867,0.38268343236508984,0.0,-0.9238795325112867,0.19509032201612833,0.0,-0.9807852804032304,0.19509032201612833,0.0,-0.9807852804032304,6.123233995736766e-17,0.0,-1.0,6.123233995736766e-17,0.0,-1.0,-0.1950903220161282,0.0,-0.9807852804032304,-0.1950903220161282,0.0,-0.9807852804032304,-0.3826834323650897,0.0,-0.9238795325112867,-0.3826834323650897,0.0,-0.9238795325112867,-0.555570233019602,0.0,-0.8314696123025453,-0.555570233019602,0.0,-0.8314696123025453,-0.7071067811865475,0.0,-0.7071067811865476,-0.7071067811865475,0.0,-0.7071067811865476,-0.8314696123025453,0.0,-0.5555702330196022,-0.8314696123025453,0.0,-0.5555702330196022,-0.9238795325112867,0.0,-0.3826834323650899,-0.9238795325112867,0.0,-0.3826834323650899,-0.9807852804032304,0.0,-0.1950903220161286,-0.9807852804032304,0.0,-0.1950903220161286,-1.0,0.0,-1.2246467991473532e-16,-1.0,0.0,-1.2246467991473532e-16,-0.9807852804032304,0.0,0.19509032201612836,-0.9807852804032304,0.0,0.19509032201612836,-0.9238795325112868,0.0,0.38268343236508967,-0.9238795325112868,0.0,0.38268343236508967,-0.8314696123025455,0.0,0.555570233019602,-0.8314696123025455,0.0,0.555570233019602,-0.7071067811865477,0.0,0.7071067811865475,-0.7071067811865477,0.0,0.7071067811865475,-0.5555702330196022,0.0,0.8314696123025452,-0.5555702330196022,0.0,0.8314696123025452,-0.38268343236509034,0.0,0.9238795325112865,-0.38268343236509034,0.0,0.9238795325112865,-0.19509032201612866,0.0,0.9807852804032303,-0.19509032201612866,0.0,0.9807852804032303,-1.8369701987210297e-16,0.0,1.0,-1.8369701987210297e-16,0.0,1.0,0.1950903220161283,0.0,0.9807852804032304,0.1950903220161283,0.0,0.9807852804032304,0.38268343236509,0.0,0.9238795325112866,0.38268343236509,0.0,0.9238795325112866,0.5555702330196018,0.0,0.8314696123025455,0.5555702330196018,0.0,0.8314696123025455,0.7071067811865474,0.0,0.7071067811865477,0.7071067811865474,0.0,0.7071067811865477,0.8314696123025452,0.0,0.5555702330196022,0.8314696123025452,0.0,0.5555702330196022,0.9238795325112865,0.0,0.3826834323650904,0.9238795325112865,0.0,0.3826834323650904,0.9807852804032303,0.0,0.19509032201612872,0.9807852804032303,0.0,0.19509032201612872,1.0,0.0,0.0],"positions":[],"revision":0,"triangleFaceIds":[]}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/cone.brep.json b/main/opengeometry/tests/fixtures/cases/cone.brep.json
new file mode 100644
index 0000000..b8d3179
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/cone.brep.json
@@ -0,0 +1 @@
+{"schema_version":2,"id":"cone","revision":0,"geometry":{"surfaces":[{"kind":"Cone","frame":{"origin":[0.0,2.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"semi_angle":0.4636476090008061},{"kind":"Plane","frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]}}],"curves":[{"kind":"Circle","frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"radius":1.0},{"kind":"Line","origin":[0.0,2.0,0.0],"direction":[0.4472135954999579,-0.8944271909999159,0.0]}],"pcurves":[{"kind":"Line2","origin":[0.0,0.0],"direction":[6.283185307179586,0.0]},{"kind":"Line2","origin":[6.283185307179586,0.0],"direction":[0.0,0.8944271909999159]},{"kind":"Line2","origin":[0.0,2.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[0.0,0.8944271909999159]},{"kind":"Conic2","origin":[0.0,0.0],"axis_a":[1.0,0.0],"axis_b":[0.0,1.0]}],"intersections":[]},"topology":{"vertices":[{"id":0,"position":[0.0,2.0,0.0],"outgoing_halfedge":0,"tolerance":1e-8},{"id":1,"position":[1.0,0.0,0.0],"outgoing_halfedge":2,"tolerance":1e-8}],"edges":[{"id":0,"geometry":{"kind":"Collapsed","vertex":0},"halfedge":0,"twin_halfedge":null,"tolerance":1e-8,"chart_seam":true},{"id":1,"geometry":{"kind":"Curve","curve":0,"range":{"lo":0.0,"hi":6.283185307179586}},"halfedge":2,"twin_halfedge":4,"tolerance":1e-8,"chart_seam":false},{"id":2,"geometry":{"kind":"Curve","curve":1,"range":{"lo":0.0,"hi":2.23606797749979}},"halfedge":1,"twin_halfedge":3,"tolerance":1e-8,"chart_seam":true}],"halfedges":[{"id":0,"from":0,"to":0,"twin":null,"next":1,"prev":3,"edge":0,"face":0,"loop_ref":0,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":0,"periodic_lift":[0,0]}},{"id":1,"from":0,"to":1,"twin":3,"next":2,"prev":0,"edge":2,"face":0,"loop_ref":0,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":1,"periodic_lift":[0,0]}},{"id":2,"from":1,"to":1,"twin":4,"next":3,"prev":1,"edge":1,"face":0,"loop_ref":0,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":2,"periodic_lift":[0,0]}},{"id":3,"from":1,"to":0,"twin":1,"next":0,"prev":2,"edge":2,"face":0,"loop_ref":0,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":3,"periodic_lift":[0,0]}},{"id":4,"from":1,"to":1,"twin":2,"next":4,"prev":4,"edge":1,"face":1,"loop_ref":1,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":4,"periodic_lift":[0,0]}}],"loops":[{"id":0,"start_halfedge":0,"face_ref":0,"is_hole":false},{"id":1,"start_halfedge":4,"face_ref":1,"is_hole":false}],"faces":[{"id":0,"key":"lateral","surface":0,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":0.0,"hi":6.283185307179586},{"lo":0.0,"hi":2.0}],"outer":0,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"cone","body":"cone","key":"lateral","face":0}],"role":"Authored","reversed":false}},{"id":1,"key":"upper_cap","surface":1,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1.0,"hi":1.0},{"lo":-1.0,"hi":1.0}],"outer":1,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"cone","body":"cone","key":"upper_cap","face":1}],"role":"Authored","reversed":false}}],"wires":[],"shells":[{"id":0,"faces":[0,1],"is_closed":true}]},"solids":[{"outer_shell":0,"cavity_shells":[]}],"accuracy":{"geometric":1e-8,"intersection":1e-9,"tessellation":0.01,"exchange":1e-6},"quality":{"kind":"Analytic"}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/cone.step.m b/main/opengeometry/tests/fixtures/cases/cone.step.m
new file mode 100644
index 0000000..959f5c7
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/cone.step.m
@@ -0,0 +1,88 @@
+ISO-10303-21;
+HEADER;
+FILE_DESCRIPTION(('OpenGeometry authoritative analytic BRep v2'),'2;1');
+FILE_NAME('cone','1970-01-01T00:00:00',('OpenGeometry'),('OpenGeometry'),'OpenGeometry','OpenGeometry','');
+FILE_SCHEMA(('AUTOMOTIVE_DESIGN'));
+ENDSEC;
+DATA;
+#1=(GEOMETRIC_REPRESENTATION_CONTEXT(2) REPRESENTATION_CONTEXT('',''));
+#2=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E0,0.00000000000000000E0));
+#3=DIRECTION('',(-0.00000000000000000E0,-1.00000000000000000E0,-0.00000000000000000E0));
+#4=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#5=AXIS2_PLACEMENT_3D('',#2,#3,#4);
+#6=CONICAL_SURFACE('',#5,0.,4.63647609000806094E-1);
+#7=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#8=DIRECTION('',(-0.00000000000000000E0,-1.00000000000000000E0,-0.00000000000000000E0));
+#9=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#10=AXIS2_PLACEMENT_3D('',#7,#8,#9);
+#11=PLANE('',#10);
+#12=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E0,0.00000000000000000E0));
+#13=VERTEX_POINT('',#12);
+#14=CARTESIAN_POINT('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#15=VERTEX_POINT('',#14);
+#16=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#17=DIRECTION('',(-0.00000000000000000E0,-1.00000000000000000E0,-0.00000000000000000E0));
+#18=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#19=AXIS2_PLACEMENT_3D('',#16,#17,#18);
+#20=CIRCLE('',#19,1.00000000000000000E0);
+#21=CARTESIAN_POINT('',(0.00000000000000000E0,2.23606797749978981E0));
+#22=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#23=VECTOR('',#22,1.00000000000000000E0);
+#24=LINE('',#21,#23);
+#25=DEFINITIONAL_REPRESENTATION('',(#24),#1);
+#26=PCURVE('',#6,#25);
+#27=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#28=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#29=AXIS2_PLACEMENT_2D('',#27,#28);
+#30=CIRCLE('',#29,1.00000000000000000E0);
+#31=DEFINITIONAL_REPRESENTATION('',(#30),#1);
+#32=PCURVE('',#11,#31);
+#33=SURFACE_CURVE('',#20,(#26,#32),.CURVE_3D.);
+#34=EDGE_CURVE('',#15,#15,#33,.T.);
+#35=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E0,0.00000000000000000E0));
+#36=DIRECTION('',(4.47213595499957983E-1,-8.94427190999915966E-1,0.00000000000000000E0));
+#37=VECTOR('',#36,9.99999999999999889E-1);
+#38=LINE('',#35,#37);
+#39=CARTESIAN_POINT('',(6.28318530717958623E0,0.00000000000000000E0));
+#40=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#41=VECTOR('',#40,1.00000000000000000E0);
+#42=LINE('',#39,#41);
+#43=DEFINITIONAL_REPRESENTATION('',(#42),#1);
+#44=PCURVE('',#6,#43);
+#45=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#46=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#47=VECTOR('',#46,1.00000000000000000E0);
+#48=LINE('',#45,#47);
+#49=DEFINITIONAL_REPRESENTATION('',(#48),#1);
+#50=PCURVE('',#6,#49);
+#51=SEAM_CURVE('',#38,(#44,#50),.CURVE_3D.);
+#52=EDGE_CURVE('',#13,#15,#51,.T.);
+#53=ORIENTED_EDGE('',*,*,#52,.T.);
+#54=ORIENTED_EDGE('',*,*,#34,.F.);
+#55=ORIENTED_EDGE('',*,*,#52,.F.);
+#56=EDGE_LOOP('',(#53,#54,#55));
+#57=FACE_OUTER_BOUND('',#56,.T.);
+#58=ADVANCED_FACE('lateral',(#57),#6,.T.);
+#59=ORIENTED_EDGE('',*,*,#34,.T.);
+#60=EDGE_LOOP('',(#59));
+#61=FACE_OUTER_BOUND('',#60,.T.);
+#62=ADVANCED_FACE('upper_cap',(#61),#11,.T.);
+#63=CLOSED_SHELL('',(#58,#62));
+#64=MANIFOLD_SOLID_BREP('cone-0',#63);
+#65=(LENGTH_UNIT() NAMED_UNIT(*) SI_UNIT($,.METRE.));
+#66=(NAMED_UNIT(*) PLANE_ANGLE_UNIT() SI_UNIT($,.RADIAN.));
+#67=(NAMED_UNIT(*) SI_UNIT($,.STERADIAN.) SOLID_ANGLE_UNIT());
+#68=UNCERTAINTY_MEASURE_WITH_UNIT(LENGTH_MEASURE(1.00000284217094306E-8),#65,'distance_accuracy_value','exchange error bound');
+#69=(GEOMETRIC_REPRESENTATION_CONTEXT(3) GLOBAL_UNCERTAINTY_ASSIGNED_CONTEXT((#68)) GLOBAL_UNIT_ASSIGNED_CONTEXT((#65,#66,#67)) REPRESENTATION_CONTEXT('',''));
+#70=ADVANCED_BREP_SHAPE_REPRESENTATION('',(#64),#69);
+#71=APPLICATION_CONTEXT('automotive design');
+#72=APPLICATION_PROTOCOL_DEFINITION('international standard','automotive_design',2000,#71);
+#73=PRODUCT_CONTEXT('',#71,'mechanical');
+#74=PRODUCT('cone','cone','',(#73));
+#75=PRODUCT_DEFINITION_FORMATION_WITH_SPECIFIED_SOURCE('1','',#74,.NOT_KNOWN.);
+#76=PRODUCT_DEFINITION_CONTEXT('part definition',#71,'design');
+#77=PRODUCT_DEFINITION('','',#75,#76);
+#78=PRODUCT_DEFINITION_SHAPE('','',#77);
+#79=SHAPE_DEFINITION_REPRESENTATION(#78,#70);
+ENDSEC;
+END-ISO-10303-21;
diff --git a/main/opengeometry/tests/fixtures/cases/cone.step.m.report.json b/main/opengeometry/tests/fixtures/cases/cone.step.m.report.json
new file mode 100644
index 0000000..7146963
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/cone.step.m.report.json
@@ -0,0 +1 @@
+{"cavity_shells":0,"collapsed_chart_uses":1,"edges":2,"exchange_error_bound":1.000002842170943e-8,"faces":2,"geometric_tolerance":1e-8,"length_unit":"metre","quality":{"kind":"Analytic"},"revision":"0","schema_version":2,"solids":1,"validation_level":"v2 structure, sampled residuals and Part-21 references; external schema/import validation pending"}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/cone.step.mm b/main/opengeometry/tests/fixtures/cases/cone.step.mm
new file mode 100644
index 0000000..0555174
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/cone.step.mm
@@ -0,0 +1,88 @@
+ISO-10303-21;
+HEADER;
+FILE_DESCRIPTION(('OpenGeometry authoritative analytic BRep v2'),'2;1');
+FILE_NAME('cone','1970-01-01T00:00:00',('OpenGeometry'),('OpenGeometry'),'OpenGeometry','OpenGeometry','');
+FILE_SCHEMA(('AUTOMOTIVE_DESIGN'));
+ENDSEC;
+DATA;
+#1=(GEOMETRIC_REPRESENTATION_CONTEXT(2) REPRESENTATION_CONTEXT('',''));
+#2=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E3,0.00000000000000000E0));
+#3=DIRECTION('',(-0.00000000000000000E0,-1.00000000000000000E0,-0.00000000000000000E0));
+#4=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#5=AXIS2_PLACEMENT_3D('',#2,#3,#4);
+#6=CONICAL_SURFACE('',#5,0.,4.63647609000806094E-1);
+#7=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#8=DIRECTION('',(-0.00000000000000000E0,-1.00000000000000000E0,-0.00000000000000000E0));
+#9=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#10=AXIS2_PLACEMENT_3D('',#7,#8,#9);
+#11=PLANE('',#10);
+#12=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E3,0.00000000000000000E0));
+#13=VERTEX_POINT('',#12);
+#14=CARTESIAN_POINT('',(1.00000000000000000E3,0.00000000000000000E0,0.00000000000000000E0));
+#15=VERTEX_POINT('',#14);
+#16=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#17=DIRECTION('',(-0.00000000000000000E0,-1.00000000000000000E0,-0.00000000000000000E0));
+#18=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#19=AXIS2_PLACEMENT_3D('',#16,#17,#18);
+#20=CIRCLE('',#19,1.00000000000000000E3);
+#21=CARTESIAN_POINT('',(0.00000000000000000E0,2.23606797749978978E3));
+#22=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#23=VECTOR('',#22,1.00000000000000000E0);
+#24=LINE('',#21,#23);
+#25=DEFINITIONAL_REPRESENTATION('',(#24),#1);
+#26=PCURVE('',#6,#25);
+#27=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#28=DIRECTION('',(1.00000000000000000E3,0.00000000000000000E0));
+#29=AXIS2_PLACEMENT_2D('',#27,#28);
+#30=CIRCLE('',#29,1.00000000000000000E3);
+#31=DEFINITIONAL_REPRESENTATION('',(#30),#1);
+#32=PCURVE('',#11,#31);
+#33=SURFACE_CURVE('',#20,(#26,#32),.CURVE_3D.);
+#34=EDGE_CURVE('',#15,#15,#33,.T.);
+#35=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E3,0.00000000000000000E0));
+#36=DIRECTION('',(4.47213595499957928E-1,-8.94427190999915855E-1,0.00000000000000000E0));
+#37=VECTOR('',#36,1.00000000000000000E3);
+#38=LINE('',#35,#37);
+#39=CARTESIAN_POINT('',(6.28318530717958623E0,0.00000000000000000E0));
+#40=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#41=VECTOR('',#40,1.00000000000000000E3);
+#42=LINE('',#39,#41);
+#43=DEFINITIONAL_REPRESENTATION('',(#42),#1);
+#44=PCURVE('',#6,#43);
+#45=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#46=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#47=VECTOR('',#46,1.00000000000000000E3);
+#48=LINE('',#45,#47);
+#49=DEFINITIONAL_REPRESENTATION('',(#48),#1);
+#50=PCURVE('',#6,#49);
+#51=SEAM_CURVE('',#38,(#44,#50),.CURVE_3D.);
+#52=EDGE_CURVE('',#13,#15,#51,.T.);
+#53=ORIENTED_EDGE('',*,*,#52,.T.);
+#54=ORIENTED_EDGE('',*,*,#34,.F.);
+#55=ORIENTED_EDGE('',*,*,#52,.F.);
+#56=EDGE_LOOP('',(#53,#54,#55));
+#57=FACE_OUTER_BOUND('',#56,.T.);
+#58=ADVANCED_FACE('lateral',(#57),#6,.T.);
+#59=ORIENTED_EDGE('',*,*,#34,.T.);
+#60=EDGE_LOOP('',(#59));
+#61=FACE_OUTER_BOUND('',#60,.T.);
+#62=ADVANCED_FACE('upper_cap',(#61),#11,.T.);
+#63=CLOSED_SHELL('',(#58,#62));
+#64=MANIFOLD_SOLID_BREP('cone-0',#63);
+#65=(LENGTH_UNIT() NAMED_UNIT(*) SI_UNIT(.MILLI.,.METRE.));
+#66=(NAMED_UNIT(*) PLANE_ANGLE_UNIT() SI_UNIT($,.RADIAN.));
+#67=(NAMED_UNIT(*) SI_UNIT($,.STERADIAN.) SOLID_ANGLE_UNIT());
+#68=UNCERTAINTY_MEASURE_WITH_UNIT(LENGTH_MEASURE(1.00000284217094312E-5),#65,'distance_accuracy_value','exchange error bound');
+#69=(GEOMETRIC_REPRESENTATION_CONTEXT(3) GLOBAL_UNCERTAINTY_ASSIGNED_CONTEXT((#68)) GLOBAL_UNIT_ASSIGNED_CONTEXT((#65,#66,#67)) REPRESENTATION_CONTEXT('',''));
+#70=ADVANCED_BREP_SHAPE_REPRESENTATION('',(#64),#69);
+#71=APPLICATION_CONTEXT('automotive design');
+#72=APPLICATION_PROTOCOL_DEFINITION('international standard','automotive_design',2000,#71);
+#73=PRODUCT_CONTEXT('',#71,'mechanical');
+#74=PRODUCT('cone','cone','',(#73));
+#75=PRODUCT_DEFINITION_FORMATION_WITH_SPECIFIED_SOURCE('1','',#74,.NOT_KNOWN.);
+#76=PRODUCT_DEFINITION_CONTEXT('part definition',#71,'design');
+#77=PRODUCT_DEFINITION('','',#75,#76);
+#78=PRODUCT_DEFINITION_SHAPE('','',#77);
+#79=SHAPE_DEFINITION_REPRESENTATION(#78,#70);
+ENDSEC;
+END-ISO-10303-21;
diff --git a/main/opengeometry/tests/fixtures/cases/cone.step.mm.report.json b/main/opengeometry/tests/fixtures/cases/cone.step.mm.report.json
new file mode 100644
index 0000000..2c90896
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/cone.step.mm.report.json
@@ -0,0 +1 @@
+{"cavity_shells":0,"collapsed_chart_uses":1,"edges":2,"exchange_error_bound":0.000010000028421709431,"faces":2,"geometric_tolerance":0.00001,"length_unit":"millimetre","quality":{"kind":"Analytic"},"revision":"0","schema_version":2,"solids":1,"validation_level":"v2 structure, sampled residuals and Part-21 references; external schema/import validation pending"}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/cone.tess.json b/main/opengeometry/tests/fixtures/cases/cone.tess.json
new file mode 100644
index 0000000..a0e6c1f
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/cone.tess.json
@@ -0,0 +1 @@
+{"achievedDeflection":0.01,"indices":[0,34,33,1,35,34,2,36,35,3,37,36,4,38,37,5,39,38,6,40,39,7,41,40,8,42,41,9,43,42,10,44,43,11,45,44,12,46,45,13,47,46,14,48,47,15,49,48,16,50,49,17,51,50,18,52,51,19,53,52,20,54,53,21,55,54,22,56,55,23,57,56,24,58,57,25,59,58,26,60,59,27,61,60,28,62,61,29,63,62,30,64,63,31,65,64,96,97,66,66,67,68,68,69,70,70,71,72,72,73,74,74,75,76,76,77,78,78,79,80,80,81,82,82,83,84,84,85,86,86,87,88,88,89,90,90,91,92,92,93,94,94,95,96,96,66,68,68,70,72,72,74,76,76,78,80,80,82,84,84,86,88,88,90,92,92,94,96,96,68,72,72,76,80,80,84,88,88,92,96,96,72,80,80,88,96],"normals":[0.8944271802902222,0.4472135901451111,0.0,0.8772410154342651,0.4472135901451111,0.17449408769607544,0.8263429999351501,0.4472135901451111,0.3422824740409851,0.7436890006065369,0.4472135901451111,0.49691712856292725,0.6324555277824402,0.4472135901451111,0.6324555277824402,0.49691712856292725,0.4472135901451111,0.7436890006065369,0.3422824740409851,0.4472135901451111,0.8263429999351501,0.17449408769607544,0.4472135901451111,0.8772410154342651,5.476786989387483e-17,0.4472135901451111,0.8944271802902222,-0.17449408769607544,0.4472135901451111,0.8772410154342651,-0.3422824740409851,0.4472135901451111,0.8263429999351501,-0.49691712856292725,0.4472135901451111,0.7436890006065369,-0.6324555277824402,0.4472135901451111,0.6324555277824402,-0.7436890006065369,0.4472135901451111,0.49691712856292725,-0.8263429999351501,0.4472135901451111,0.3422824740409851,-0.8772410154342651,0.4472135901451111,0.17449408769607544,-0.8944271802902222,0.4472135901451111,1.0953573978774966e-16,-0.8772410154342651,0.4472135901451111,-0.17449408769607544,-0.8263429999351501,0.4472135901451111,-0.3422824740409851,-0.7436890006065369,0.4472135901451111,-0.49691712856292725,-0.6324555277824402,0.4472135901451111,-0.6324555277824402,-0.49691712856292725,0.4472135901451111,-0.7436890006065369,-0.3422824740409851,0.4472135901451111,-0.8263429999351501,-0.17449408769607544,0.4472135901451111,-0.8772410154342651,-1.6430361299034693e-16,0.4472135901451111,-0.8944271802902222,0.17449408769607544,0.4472135901451111,-0.8772410154342651,0.3422824740409851,0.4472135901451111,-0.8263429999351501,0.49691712856292725,0.4472135901451111,-0.7436890006065369,0.6324555277824402,0.4472135901451111,-0.6324555277824402,0.7436890006065369,0.4472135901451111,-0.49691712856292725,0.8263429999351501,0.4472135901451111,-0.3422824740409851,0.8772410154342651,0.4472135901451111,-0.17449408769607544,0.8944271802902222,0.4472135901451111,-2.190714795754993e-16,0.8944271802902222,0.4472135901451111,0.0,0.8772410154342651,0.4472135901451111,0.17449408769607544,0.8263429999351501,0.4472135901451111,0.3422824740409851,0.7436890006065369,0.4472135901451111,0.49691712856292725,0.6324555277824402,0.4472135901451111,0.6324555277824402,0.49691712856292725,0.4472135901451111,0.7436890006065369,0.3422824740409851,0.4472135901451111,0.8263429999351501,0.17449408769607544,0.4472135901451111,0.8772410154342651,5.476786989387483e-17,0.4472135901451111,0.8944271802902222,-0.17449408769607544,0.4472135901451111,0.8772410154342651,-0.3422824740409851,0.4472135901451111,0.8263429999351501,-0.49691712856292725,0.4472135901451111,0.7436890006065369,-0.6324555277824402,0.4472135901451111,0.6324555277824402,-0.7436890006065369,0.4472135901451111,0.49691712856292725,-0.8263429999351501,0.4472135901451111,0.3422824740409851,-0.8772410154342651,0.4472135901451111,0.17449408769607544,-0.8944271802902222,0.4472135901451111,1.0953573978774966e-16,-0.8772410154342651,0.4472135901451111,-0.17449408769607544,-0.8263429999351501,0.4472135901451111,-0.3422824740409851,-0.7436890006065369,0.4472135901451111,-0.49691712856292725,-0.6324555277824402,0.4472135901451111,-0.6324555277824402,-0.49691712856292725,0.4472135901451111,-0.7436890006065369,-0.3422824740409851,0.4472135901451111,-0.8263429999351501,-0.17449408769607544,0.4472135901451111,-0.8772410154342651,-1.6430361299034693e-16,0.4472135901451111,-0.8944271802902222,0.17449408769607544,0.4472135901451111,-0.8772410154342651,0.3422824740409851,0.4472135901451111,-0.8263429999351501,0.49691712856292725,0.4472135901451111,-0.7436890006065369,0.6324555277824402,0.4472135901451111,-0.6324555277824402,0.7436890006065369,0.4472135901451111,-0.49691712856292725,0.8263429999351501,0.4472135901451111,-0.3422824740409851,0.8772410154342651,0.4472135901451111,-0.17449408769607544,0.8944271802902222,0.4472135901451111,-2.190714795754993e-16,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0],"outlineEdgeIds":[1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1],"outlinePositions":[1.0,0.0,0.0,0.9807852804032304,0.0,0.19509032201612825,0.9807852804032304,0.0,0.19509032201612825,0.9238795325112867,0.0,0.3826834323650898,0.9238795325112867,0.0,0.3826834323650898,0.8314696123025452,0.0,0.5555702330196022,0.8314696123025452,0.0,0.5555702330196022,0.7071067811865476,0.0,0.7071067811865475,0.7071067811865476,0.0,0.7071067811865475,0.5555702330196023,0.0,0.8314696123025452,0.5555702330196023,0.0,0.8314696123025452,0.38268343236508984,0.0,0.9238795325112867,0.38268343236508984,0.0,0.9238795325112867,0.19509032201612833,0.0,0.9807852804032304,0.19509032201612833,0.0,0.9807852804032304,6.123233995736766e-17,0.0,1.0,6.123233995736766e-17,0.0,1.0,-0.1950903220161282,0.0,0.9807852804032304,-0.1950903220161282,0.0,0.9807852804032304,-0.3826834323650897,0.0,0.9238795325112867,-0.3826834323650897,0.0,0.9238795325112867,-0.555570233019602,0.0,0.8314696123025453,-0.555570233019602,0.0,0.8314696123025453,-0.7071067811865475,0.0,0.7071067811865476,-0.7071067811865475,0.0,0.7071067811865476,-0.8314696123025453,0.0,0.5555702330196022,-0.8314696123025453,0.0,0.5555702330196022,-0.9238795325112867,0.0,0.3826834323650899,-0.9238795325112867,0.0,0.3826834323650899,-0.9807852804032304,0.0,0.1950903220161286,-0.9807852804032304,0.0,0.1950903220161286,-1.0,0.0,1.2246467991473532e-16,-1.0,0.0,1.2246467991473532e-16,-0.9807852804032304,0.0,-0.19509032201612836,-0.9807852804032304,0.0,-0.19509032201612836,-0.9238795325112868,0.0,-0.38268343236508967,-0.9238795325112868,0.0,-0.38268343236508967,-0.8314696123025455,0.0,-0.555570233019602,-0.8314696123025455,0.0,-0.555570233019602,-0.7071067811865477,0.0,-0.7071067811865475,-0.7071067811865477,0.0,-0.7071067811865475,-0.5555702330196022,0.0,-0.8314696123025452,-0.5555702330196022,0.0,-0.8314696123025452,-0.38268343236509034,0.0,-0.9238795325112865,-0.38268343236509034,0.0,-0.9238795325112865,-0.19509032201612866,0.0,-0.9807852804032303,-0.19509032201612866,0.0,-0.9807852804032303,-1.8369701987210297e-16,0.0,-1.0,-1.8369701987210297e-16,0.0,-1.0,0.1950903220161283,0.0,-0.9807852804032304,0.1950903220161283,0.0,-0.9807852804032304,0.38268343236509,0.0,-0.9238795325112866,0.38268343236509,0.0,-0.9238795325112866,0.5555702330196018,0.0,-0.8314696123025455,0.5555702330196018,0.0,-0.8314696123025455,0.7071067811865474,0.0,-0.7071067811865477,0.7071067811865474,0.0,-0.7071067811865477,0.8314696123025452,0.0,-0.5555702330196022,0.8314696123025452,0.0,-0.5555702330196022,0.9238795325112865,0.0,-0.3826834323650904,0.9238795325112865,0.0,-0.3826834323650904,0.9807852804032303,0.0,-0.19509032201612872,0.9807852804032303,0.0,-0.19509032201612872,1.0,0.0,0.0],"positions":[0.0,2.0,0.0,0.0,2.0,0.0,0.0,2.0,0.0,0.0,2.0,0.0,0.0,2.0,0.0,0.0,2.0,0.0,0.0,2.0,0.0,0.0,2.0,0.0,0.0,2.0,0.0,0.0,2.0,0.0,0.0,2.0,0.0,0.0,2.0,0.0,0.0,2.0,0.0,0.0,2.0,0.0,0.0,2.0,0.0,0.0,2.0,0.0,0.0,2.0,0.0,0.0,2.0,0.0,0.0,2.0,0.0,0.0,2.0,0.0,0.0,2.0,0.0,0.0,2.0,0.0,0.0,2.0,0.0,0.0,2.0,0.0,0.0,2.0,0.0,0.0,2.0,0.0,0.0,2.0,0.0,0.0,2.0,0.0,0.0,2.0,0.0,0.0,2.0,0.0,0.0,2.0,0.0,0.0,2.0,0.0,0.0,2.0,0.0,1.0,0.0,0.0,0.9807852804032304,0.0,0.19509032201612825,0.9238795325112867,0.0,0.3826834323650898,0.8314696123025452,0.0,0.5555702330196022,0.7071067811865476,0.0,0.7071067811865475,0.5555702330196023,0.0,0.8314696123025452,0.38268343236508984,0.0,0.9238795325112867,0.19509032201612833,0.0,0.9807852804032304,6.123233995736766e-17,0.0,1.0,-0.1950903220161282,0.0,0.9807852804032304,-0.3826834323650897,0.0,0.9238795325112867,-0.555570233019602,0.0,0.8314696123025453,-0.7071067811865475,0.0,0.7071067811865476,-0.8314696123025453,0.0,0.5555702330196022,-0.9238795325112867,0.0,0.3826834323650899,-0.9807852804032304,0.0,0.1950903220161286,-1.0,0.0,1.2246467991473532e-16,-0.9807852804032304,0.0,-0.19509032201612836,-0.9238795325112868,0.0,-0.38268343236508967,-0.8314696123025455,0.0,-0.555570233019602,-0.7071067811865477,0.0,-0.7071067811865475,-0.5555702330196022,0.0,-0.8314696123025452,-0.38268343236509034,0.0,-0.9238795325112865,-0.19509032201612866,0.0,-0.9807852804032303,-1.8369701987210297e-16,0.0,-1.0,0.1950903220161283,0.0,-0.9807852804032304,0.38268343236509,0.0,-0.9238795325112866,0.5555702330196018,0.0,-0.8314696123025455,0.7071067811865474,0.0,-0.7071067811865477,0.8314696123025452,0.0,-0.5555702330196022,0.9238795325112865,0.0,-0.3826834323650904,0.9807852804032303,0.0,-0.19509032201612872,1.0,0.0,0.0,1.0,0.0,0.0,0.9807852804032304,0.0,0.19509032201612825,0.9238795325112867,0.0,0.3826834323650898,0.8314696123025452,0.0,0.5555702330196022,0.7071067811865476,0.0,0.7071067811865475,0.5555702330196023,0.0,0.8314696123025452,0.38268343236508984,0.0,0.9238795325112867,0.19509032201612833,0.0,0.9807852804032304,6.123233995736766e-17,0.0,1.0,-0.1950903220161282,0.0,0.9807852804032304,-0.3826834323650897,0.0,0.9238795325112867,-0.555570233019602,0.0,0.8314696123025453,-0.7071067811865475,0.0,0.7071067811865476,-0.8314696123025453,0.0,0.5555702330196022,-0.9238795325112867,0.0,0.3826834323650899,-0.9807852804032304,0.0,0.1950903220161286,-1.0,0.0,1.2246467991473532e-16,-0.9807852804032304,0.0,-0.19509032201612836,-0.9238795325112868,0.0,-0.38268343236508967,-0.8314696123025455,0.0,-0.555570233019602,-0.7071067811865477,0.0,-0.7071067811865475,-0.5555702330196022,0.0,-0.8314696123025452,-0.38268343236509034,0.0,-0.9238795325112865,-0.19509032201612866,0.0,-0.9807852804032303,-1.8369701987210297e-16,0.0,-1.0,0.1950903220161283,0.0,-0.9807852804032304,0.38268343236509,0.0,-0.9238795325112866,0.5555702330196018,0.0,-0.8314696123025455,0.7071067811865474,0.0,-0.7071067811865477,0.8314696123025452,0.0,-0.5555702330196022,0.9238795325112865,0.0,-0.3826834323650904,0.9807852804032303,0.0,-0.19509032201612872],"revision":0,"triangleFaceIds":[0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1]}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/cuboid.brep.json b/main/opengeometry/tests/fixtures/cases/cuboid.brep.json
new file mode 100644
index 0000000..6ead1c9
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/cuboid.brep.json
@@ -0,0 +1 @@
+{"schema_version":2,"id":"cuboid","revision":0,"geometry":{"surfaces":[{"kind":"Plane","frame":{"origin":[0.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]}},{"kind":"Plane","frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]}},{"kind":"Plane","frame":{"origin":[0.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]}},{"kind":"Plane","frame":{"origin":[2.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]}},{"kind":"Plane","frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]}},{"kind":"Plane","frame":{"origin":[0.0,0.0,-1.0],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]}}],"curves":[{"kind":"Line","origin":[0.0,0.0,0.0],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[0.0,0.0,0.0],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[0.0,0.0,0.0],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[2.0,0.0,0.0],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[2.0,0.0,0.0],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[0.0,0.0,-1.0],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[0.0,0.0,-1.0],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[2.0,0.0,-1.0],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[0.0,3.0,0.0],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[0.0,3.0,0.0],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[2.0,3.0,0.0],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[0.0,3.0,-1.0],"direction":[1.0,0.0,0.0]}],"pcurves":[{"kind":"Line2","origin":[0.0,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[1.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,2.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[2.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,1.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[3.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,1.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[1.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,3.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[2.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,3.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[3.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,2.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[0.0,1.0]}],"intersections":[]},"topology":{"vertices":[{"id":0,"position":[0.0,0.0,0.0],"outgoing_halfedge":0,"tolerance":1e-8},{"id":1,"position":[2.0,0.0,0.0],"outgoing_halfedge":3,"tolerance":1e-8},{"id":2,"position":[0.0,0.0,-1.0],"outgoing_halfedge":1,"tolerance":1e-8},{"id":3,"position":[2.0,0.0,-1.0],"outgoing_halfedge":2,"tolerance":1e-8},{"id":4,"position":[0.0,3.0,0.0],"outgoing_halfedge":4,"tolerance":1e-8},{"id":5,"position":[2.0,3.0,0.0],"outgoing_halfedge":5,"tolerance":1e-8},{"id":6,"position":[0.0,3.0,-1.0],"outgoing_halfedge":7,"tolerance":1e-8},{"id":7,"position":[2.0,3.0,-1.0],"outgoing_halfedge":6,"tolerance":1e-8}],"edges":[{"id":0,"geometry":{"kind":"Curve","curve":0,"range":{"lo":0.0,"hi":2.0}},"halfedge":3,"twin_halfedge":16,"tolerance":1e-8,"chart_seam":false},{"id":1,"geometry":{"kind":"Curve","curve":1,"range":{"lo":0.0,"hi":1.0}},"halfedge":0,"twin_halfedge":11,"tolerance":1e-8,"chart_seam":false},{"id":2,"geometry":{"kind":"Curve","curve":2,"range":{"lo":0.0,"hi":3.0}},"halfedge":8,"twin_halfedge":19,"tolerance":1e-8,"chart_seam":false},{"id":3,"geometry":{"kind":"Curve","curve":3,"range":{"lo":0.0,"hi":1.0}},"halfedge":2,"twin_halfedge":12,"tolerance":1e-8,"chart_seam":false},{"id":4,"geometry":{"kind":"Curve","curve":4,"range":{"lo":0.0,"hi":3.0}},"halfedge":15,"twin_halfedge":17,"tolerance":1e-8,"chart_seam":false},{"id":5,"geometry":{"kind":"Curve","curve":5,"range":{"lo":0.0,"hi":2.0}},"halfedge":1,"twin_halfedge":23,"tolerance":1e-8,"chart_seam":false},{"id":6,"geometry":{"kind":"Curve","curve":6,"range":{"lo":0.0,"hi":3.0}},"halfedge":10,"twin_halfedge":20,"tolerance":1e-8,"chart_seam":false},{"id":7,"geometry":{"kind":"Curve","curve":7,"range":{"lo":0.0,"hi":3.0}},"halfedge":13,"twin_halfedge":22,"tolerance":1e-8,"chart_seam":false},{"id":8,"geometry":{"kind":"Curve","curve":8,"range":{"lo":0.0,"hi":2.0}},"halfedge":4,"twin_halfedge":18,"tolerance":1e-8,"chart_seam":false},{"id":9,"geometry":{"kind":"Curve","curve":9,"range":{"lo":0.0,"hi":1.0}},"halfedge":7,"twin_halfedge":9,"tolerance":1e-8,"chart_seam":false},{"id":10,"geometry":{"kind":"Curve","curve":10,"range":{"lo":0.0,"hi":1.0}},"halfedge":5,"twin_halfedge":14,"tolerance":1e-8,"chart_seam":false},{"id":11,"geometry":{"kind":"Curve","curve":11,"range":{"lo":0.0,"hi":2.0}},"halfedge":6,"twin_halfedge":21,"tolerance":1e-8,"chart_seam":false}],"halfedges":[{"id":0,"from":0,"to":2,"twin":11,"next":1,"prev":3,"edge":1,"face":0,"loop_ref":0,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":0,"periodic_lift":[0,0]}},{"id":1,"from":2,"to":3,"twin":23,"next":2,"prev":0,"edge":5,"face":0,"loop_ref":0,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":1,"periodic_lift":[0,0]}},{"id":2,"from":3,"to":1,"twin":12,"next":3,"prev":1,"edge":3,"face":0,"loop_ref":0,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":2,"periodic_lift":[0,0]}},{"id":3,"from":1,"to":0,"twin":16,"next":0,"prev":2,"edge":0,"face":0,"loop_ref":0,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":3,"periodic_lift":[0,0]}},{"id":4,"from":4,"to":5,"twin":18,"next":5,"prev":7,"edge":8,"face":1,"loop_ref":1,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":4,"periodic_lift":[0,0]}},{"id":5,"from":5,"to":7,"twin":14,"next":6,"prev":4,"edge":10,"face":1,"loop_ref":1,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":5,"periodic_lift":[0,0]}},{"id":6,"from":7,"to":6,"twin":21,"next":7,"prev":5,"edge":11,"face":1,"loop_ref":1,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":6,"periodic_lift":[0,0]}},{"id":7,"from":6,"to":4,"twin":9,"next":4,"prev":6,"edge":9,"face":1,"loop_ref":1,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":7,"periodic_lift":[0,0]}},{"id":8,"from":0,"to":4,"twin":19,"next":9,"prev":11,"edge":2,"face":2,"loop_ref":2,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":8,"periodic_lift":[0,0]}},{"id":9,"from":4,"to":6,"twin":7,"next":10,"prev":8,"edge":9,"face":2,"loop_ref":2,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":9,"periodic_lift":[0,0]}},{"id":10,"from":6,"to":2,"twin":20,"next":11,"prev":9,"edge":6,"face":2,"loop_ref":2,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":10,"periodic_lift":[0,0]}},{"id":11,"from":2,"to":0,"twin":0,"next":8,"prev":10,"edge":1,"face":2,"loop_ref":2,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":11,"periodic_lift":[0,0]}},{"id":12,"from":1,"to":3,"twin":2,"next":13,"prev":15,"edge":3,"face":3,"loop_ref":3,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":12,"periodic_lift":[0,0]}},{"id":13,"from":3,"to":7,"twin":22,"next":14,"prev":12,"edge":7,"face":3,"loop_ref":3,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":13,"periodic_lift":[0,0]}},{"id":14,"from":7,"to":5,"twin":5,"next":15,"prev":13,"edge":10,"face":3,"loop_ref":3,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":14,"periodic_lift":[0,0]}},{"id":15,"from":5,"to":1,"twin":17,"next":12,"prev":14,"edge":4,"face":3,"loop_ref":3,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":15,"periodic_lift":[0,0]}},{"id":16,"from":0,"to":1,"twin":3,"next":17,"prev":19,"edge":0,"face":4,"loop_ref":4,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":16,"periodic_lift":[0,0]}},{"id":17,"from":1,"to":5,"twin":15,"next":18,"prev":16,"edge":4,"face":4,"loop_ref":4,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":17,"periodic_lift":[0,0]}},{"id":18,"from":5,"to":4,"twin":4,"next":19,"prev":17,"edge":8,"face":4,"loop_ref":4,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":18,"periodic_lift":[0,0]}},{"id":19,"from":4,"to":0,"twin":8,"next":16,"prev":18,"edge":2,"face":4,"loop_ref":4,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":19,"periodic_lift":[0,0]}},{"id":20,"from":2,"to":6,"twin":10,"next":21,"prev":23,"edge":6,"face":5,"loop_ref":5,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":20,"periodic_lift":[0,0]}},{"id":21,"from":6,"to":7,"twin":6,"next":22,"prev":20,"edge":11,"face":5,"loop_ref":5,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":21,"periodic_lift":[0,0]}},{"id":22,"from":7,"to":3,"twin":13,"next":23,"prev":21,"edge":7,"face":5,"loop_ref":5,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":22,"periodic_lift":[0,0]}},{"id":23,"from":3,"to":2,"twin":1,"next":20,"prev":22,"edge":5,"face":5,"loop_ref":5,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":23,"periodic_lift":[0,0]}}],"loops":[{"id":0,"start_halfedge":0,"face_ref":0,"is_hole":false},{"id":1,"start_halfedge":4,"face_ref":1,"is_hole":false},{"id":2,"start_halfedge":8,"face_ref":2,"is_hole":false},{"id":3,"start_halfedge":12,"face_ref":3,"is_hole":false},{"id":4,"start_halfedge":16,"face_ref":4,"is_hole":false},{"id":5,"start_halfedge":20,"face_ref":5,"is_hole":false}],"faces":[{"id":0,"key":"bottom","surface":0,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":1.00000001},{"lo":-1e-8,"hi":2.00000001}],"outer":0,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"cuboid","body":"cuboid","key":"bottom","face":0}],"role":"Authored","reversed":false}},{"id":1,"key":"top","surface":1,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":2.00000001},{"lo":-1e-8,"hi":1.00000001}],"outer":1,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"cuboid","body":"cuboid","key":"top","face":1}],"role":"Authored","reversed":false}},{"id":2,"key":"left","surface":2,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":3.00000001},{"lo":-1e-8,"hi":1.00000001}],"outer":2,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"cuboid","body":"cuboid","key":"left","face":2}],"role":"Authored","reversed":false}},{"id":3,"key":"right","surface":3,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":1.00000001},{"lo":-1e-8,"hi":3.00000001}],"outer":3,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"cuboid","body":"cuboid","key":"right","face":3}],"role":"Authored","reversed":false}},{"id":4,"key":"front","surface":4,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":2.00000001},{"lo":-1e-8,"hi":3.00000001}],"outer":4,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"cuboid","body":"cuboid","key":"front","face":4}],"role":"Authored","reversed":false}},{"id":5,"key":"back","surface":5,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":3.00000001},{"lo":-1e-8,"hi":2.00000001}],"outer":5,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"cuboid","body":"cuboid","key":"back","face":5}],"role":"Authored","reversed":false}}],"wires":[],"shells":[{"id":0,"faces":[0,1,2,3,4,5],"is_closed":true}]},"solids":[{"outer_shell":0,"cavity_shells":[]}],"accuracy":{"geometric":1e-8,"intersection":1e-9,"tessellation":0.01,"exchange":1e-6},"quality":{"kind":"Analytic"}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/cuboid.step.m b/main/opengeometry/tests/fixtures/cases/cuboid.step.m
new file mode 100644
index 0000000..e5312ac
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/cuboid.step.m
@@ -0,0 +1,331 @@
+ISO-10303-21;
+HEADER;
+FILE_DESCRIPTION(('OpenGeometry authoritative analytic BRep v2'),'2;1');
+FILE_NAME('cuboid','1970-01-01T00:00:00',('OpenGeometry'),('OpenGeometry'),'OpenGeometry','OpenGeometry','');
+FILE_SCHEMA(('AUTOMOTIVE_DESIGN'));
+ENDSEC;
+DATA;
+#1=(GEOMETRIC_REPRESENTATION_CONTEXT(2) REPRESENTATION_CONTEXT('',''));
+#2=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#3=DIRECTION('',(-0.00000000000000000E0,-1.00000000000000000E0,-0.00000000000000000E0));
+#4=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#5=AXIS2_PLACEMENT_3D('',#2,#3,#4);
+#6=PLANE('',#5);
+#7=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E0,0.00000000000000000E0));
+#8=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#9=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#10=AXIS2_PLACEMENT_3D('',#7,#8,#9);
+#11=PLANE('',#10);
+#12=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#13=DIRECTION('',(-1.00000000000000000E0,-0.00000000000000000E0,-0.00000000000000000E0));
+#14=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#15=AXIS2_PLACEMENT_3D('',#12,#13,#14);
+#16=PLANE('',#15);
+#17=CARTESIAN_POINT('',(2.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#18=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#19=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#20=AXIS2_PLACEMENT_3D('',#17,#18,#19);
+#21=PLANE('',#20);
+#22=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#23=DIRECTION('',(-0.00000000000000000E0,-0.00000000000000000E0,1.00000000000000000E0));
+#24=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#25=AXIS2_PLACEMENT_3D('',#22,#23,#24);
+#26=PLANE('',#25);
+#27=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#28=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#29=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#30=AXIS2_PLACEMENT_3D('',#27,#28,#29);
+#31=PLANE('',#30);
+#32=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#33=VERTEX_POINT('',#32);
+#34=CARTESIAN_POINT('',(2.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#35=VERTEX_POINT('',#34);
+#36=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#37=VERTEX_POINT('',#36);
+#38=CARTESIAN_POINT('',(2.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#39=VERTEX_POINT('',#38);
+#40=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E0,0.00000000000000000E0));
+#41=VERTEX_POINT('',#40);
+#42=CARTESIAN_POINT('',(2.00000000000000000E0,3.00000000000000000E0,0.00000000000000000E0));
+#43=VERTEX_POINT('',#42);
+#44=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E0,-1.00000000000000000E0));
+#45=VERTEX_POINT('',#44);
+#46=CARTESIAN_POINT('',(2.00000000000000000E0,3.00000000000000000E0,-1.00000000000000000E0));
+#47=VERTEX_POINT('',#46);
+#48=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#49=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#50=VECTOR('',#49,1.00000000000000000E0);
+#51=LINE('',#48,#50);
+#52=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#53=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#54=VECTOR('',#53,1.00000000000000000E0);
+#55=LINE('',#52,#54);
+#56=DEFINITIONAL_REPRESENTATION('',(#55),#1);
+#57=PCURVE('',#6,#56);
+#58=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#59=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#60=VECTOR('',#59,1.00000000000000000E0);
+#61=LINE('',#58,#60);
+#62=DEFINITIONAL_REPRESENTATION('',(#61),#1);
+#63=PCURVE('',#26,#62);
+#64=SURFACE_CURVE('',#51,(#57,#63),.CURVE_3D.);
+#65=EDGE_CURVE('',#33,#35,#64,.T.);
+#66=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#67=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#68=VECTOR('',#67,1.00000000000000000E0);
+#69=LINE('',#66,#68);
+#70=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#71=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#72=VECTOR('',#71,1.00000000000000000E0);
+#73=LINE('',#70,#72);
+#74=DEFINITIONAL_REPRESENTATION('',(#73),#1);
+#75=PCURVE('',#6,#74);
+#76=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#77=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#78=VECTOR('',#77,1.00000000000000000E0);
+#79=LINE('',#76,#78);
+#80=DEFINITIONAL_REPRESENTATION('',(#79),#1);
+#81=PCURVE('',#16,#80);
+#82=SURFACE_CURVE('',#69,(#75,#81),.CURVE_3D.);
+#83=EDGE_CURVE('',#33,#37,#82,.T.);
+#84=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#85=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#86=VECTOR('',#85,1.00000000000000000E0);
+#87=LINE('',#84,#86);
+#88=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#89=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#90=VECTOR('',#89,1.00000000000000000E0);
+#91=LINE('',#88,#90);
+#92=DEFINITIONAL_REPRESENTATION('',(#91),#1);
+#93=PCURVE('',#16,#92);
+#94=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#95=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#96=VECTOR('',#95,1.00000000000000000E0);
+#97=LINE('',#94,#96);
+#98=DEFINITIONAL_REPRESENTATION('',(#97),#1);
+#99=PCURVE('',#26,#98);
+#100=SURFACE_CURVE('',#87,(#93,#99),.CURVE_3D.);
+#101=EDGE_CURVE('',#33,#41,#100,.T.);
+#102=CARTESIAN_POINT('',(2.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#103=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#104=VECTOR('',#103,1.00000000000000000E0);
+#105=LINE('',#102,#104);
+#106=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E0));
+#107=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#108=VECTOR('',#107,1.00000000000000000E0);
+#109=LINE('',#106,#108);
+#110=DEFINITIONAL_REPRESENTATION('',(#109),#1);
+#111=PCURVE('',#6,#110);
+#112=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#113=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#114=VECTOR('',#113,1.00000000000000000E0);
+#115=LINE('',#112,#114);
+#116=DEFINITIONAL_REPRESENTATION('',(#115),#1);
+#117=PCURVE('',#21,#116);
+#118=SURFACE_CURVE('',#105,(#111,#117),.CURVE_3D.);
+#119=EDGE_CURVE('',#35,#39,#118,.T.);
+#120=CARTESIAN_POINT('',(2.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#121=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#122=VECTOR('',#121,1.00000000000000000E0);
+#123=LINE('',#120,#122);
+#124=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#125=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#126=VECTOR('',#125,1.00000000000000000E0);
+#127=LINE('',#124,#126);
+#128=DEFINITIONAL_REPRESENTATION('',(#127),#1);
+#129=PCURVE('',#21,#128);
+#130=CARTESIAN_POINT('',(2.00000000000000000E0,0.00000000000000000E0));
+#131=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#132=VECTOR('',#131,1.00000000000000000E0);
+#133=LINE('',#130,#132);
+#134=DEFINITIONAL_REPRESENTATION('',(#133),#1);
+#135=PCURVE('',#26,#134);
+#136=SURFACE_CURVE('',#123,(#129,#135),.CURVE_3D.);
+#137=EDGE_CURVE('',#35,#43,#136,.T.);
+#138=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#139=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#140=VECTOR('',#139,1.00000000000000000E0);
+#141=LINE('',#138,#140);
+#142=CARTESIAN_POINT('',(1.00000000000000000E0,0.00000000000000000E0));
+#143=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#144=VECTOR('',#143,1.00000000000000000E0);
+#145=LINE('',#142,#144);
+#146=DEFINITIONAL_REPRESENTATION('',(#145),#1);
+#147=PCURVE('',#6,#146);
+#148=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#149=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#150=VECTOR('',#149,1.00000000000000000E0);
+#151=LINE('',#148,#150);
+#152=DEFINITIONAL_REPRESENTATION('',(#151),#1);
+#153=PCURVE('',#31,#152);
+#154=SURFACE_CURVE('',#141,(#147,#153),.CURVE_3D.);
+#155=EDGE_CURVE('',#37,#39,#154,.T.);
+#156=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#157=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#158=VECTOR('',#157,1.00000000000000000E0);
+#159=LINE('',#156,#158);
+#160=CARTESIAN_POINT('',(0.00000000000000000E0,1.00000000000000000E0));
+#161=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#162=VECTOR('',#161,1.00000000000000000E0);
+#163=LINE('',#160,#162);
+#164=DEFINITIONAL_REPRESENTATION('',(#163),#1);
+#165=PCURVE('',#16,#164);
+#166=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#167=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#168=VECTOR('',#167,1.00000000000000000E0);
+#169=LINE('',#166,#168);
+#170=DEFINITIONAL_REPRESENTATION('',(#169),#1);
+#171=PCURVE('',#31,#170);
+#172=SURFACE_CURVE('',#159,(#165,#171),.CURVE_3D.);
+#173=EDGE_CURVE('',#37,#45,#172,.T.);
+#174=CARTESIAN_POINT('',(2.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#175=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#176=VECTOR('',#175,1.00000000000000000E0);
+#177=LINE('',#174,#176);
+#178=CARTESIAN_POINT('',(1.00000000000000000E0,0.00000000000000000E0));
+#179=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#180=VECTOR('',#179,1.00000000000000000E0);
+#181=LINE('',#178,#180);
+#182=DEFINITIONAL_REPRESENTATION('',(#181),#1);
+#183=PCURVE('',#21,#182);
+#184=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E0));
+#185=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#186=VECTOR('',#185,1.00000000000000000E0);
+#187=LINE('',#184,#186);
+#188=DEFINITIONAL_REPRESENTATION('',(#187),#1);
+#189=PCURVE('',#31,#188);
+#190=SURFACE_CURVE('',#177,(#183,#189),.CURVE_3D.);
+#191=EDGE_CURVE('',#39,#47,#190,.T.);
+#192=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E0,0.00000000000000000E0));
+#193=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#194=VECTOR('',#193,1.00000000000000000E0);
+#195=LINE('',#192,#194);
+#196=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#197=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#198=VECTOR('',#197,1.00000000000000000E0);
+#199=LINE('',#196,#198);
+#200=DEFINITIONAL_REPRESENTATION('',(#199),#1);
+#201=PCURVE('',#11,#200);
+#202=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E0));
+#203=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#204=VECTOR('',#203,1.00000000000000000E0);
+#205=LINE('',#202,#204);
+#206=DEFINITIONAL_REPRESENTATION('',(#205),#1);
+#207=PCURVE('',#26,#206);
+#208=SURFACE_CURVE('',#195,(#201,#207),.CURVE_3D.);
+#209=EDGE_CURVE('',#41,#43,#208,.T.);
+#210=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E0,0.00000000000000000E0));
+#211=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#212=VECTOR('',#211,1.00000000000000000E0);
+#213=LINE('',#210,#212);
+#214=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#215=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#216=VECTOR('',#215,1.00000000000000000E0);
+#217=LINE('',#214,#216);
+#218=DEFINITIONAL_REPRESENTATION('',(#217),#1);
+#219=PCURVE('',#11,#218);
+#220=CARTESIAN_POINT('',(3.00000000000000000E0,0.00000000000000000E0));
+#221=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#222=VECTOR('',#221,1.00000000000000000E0);
+#223=LINE('',#220,#222);
+#224=DEFINITIONAL_REPRESENTATION('',(#223),#1);
+#225=PCURVE('',#16,#224);
+#226=SURFACE_CURVE('',#213,(#219,#225),.CURVE_3D.);
+#227=EDGE_CURVE('',#41,#45,#226,.T.);
+#228=CARTESIAN_POINT('',(2.00000000000000000E0,3.00000000000000000E0,0.00000000000000000E0));
+#229=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#230=VECTOR('',#229,1.00000000000000000E0);
+#231=LINE('',#228,#230);
+#232=CARTESIAN_POINT('',(2.00000000000000000E0,0.00000000000000000E0));
+#233=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#234=VECTOR('',#233,1.00000000000000000E0);
+#235=LINE('',#232,#234);
+#236=DEFINITIONAL_REPRESENTATION('',(#235),#1);
+#237=PCURVE('',#11,#236);
+#238=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E0));
+#239=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#240=VECTOR('',#239,1.00000000000000000E0);
+#241=LINE('',#238,#240);
+#242=DEFINITIONAL_REPRESENTATION('',(#241),#1);
+#243=PCURVE('',#21,#242);
+#244=SURFACE_CURVE('',#231,(#237,#243),.CURVE_3D.);
+#245=EDGE_CURVE('',#43,#47,#244,.T.);
+#246=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E0,-1.00000000000000000E0));
+#247=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#248=VECTOR('',#247,1.00000000000000000E0);
+#249=LINE('',#246,#248);
+#250=CARTESIAN_POINT('',(0.00000000000000000E0,1.00000000000000000E0));
+#251=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#252=VECTOR('',#251,1.00000000000000000E0);
+#253=LINE('',#250,#252);
+#254=DEFINITIONAL_REPRESENTATION('',(#253),#1);
+#255=PCURVE('',#11,#254);
+#256=CARTESIAN_POINT('',(3.00000000000000000E0,0.00000000000000000E0));
+#257=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#258=VECTOR('',#257,1.00000000000000000E0);
+#259=LINE('',#256,#258);
+#260=DEFINITIONAL_REPRESENTATION('',(#259),#1);
+#261=PCURVE('',#31,#260);
+#262=SURFACE_CURVE('',#249,(#255,#261),.CURVE_3D.);
+#263=EDGE_CURVE('',#45,#47,#262,.T.);
+#264=ORIENTED_EDGE('',*,*,#83,.T.);
+#265=ORIENTED_EDGE('',*,*,#155,.T.);
+#266=ORIENTED_EDGE('',*,*,#119,.F.);
+#267=ORIENTED_EDGE('',*,*,#65,.F.);
+#268=EDGE_LOOP('',(#264,#265,#266,#267));
+#269=FACE_OUTER_BOUND('',#268,.T.);
+#270=ADVANCED_FACE('bottom',(#269),#6,.T.);
+#271=ORIENTED_EDGE('',*,*,#209,.T.);
+#272=ORIENTED_EDGE('',*,*,#245,.T.);
+#273=ORIENTED_EDGE('',*,*,#263,.F.);
+#274=ORIENTED_EDGE('',*,*,#227,.F.);
+#275=EDGE_LOOP('',(#271,#272,#273,#274));
+#276=FACE_OUTER_BOUND('',#275,.T.);
+#277=ADVANCED_FACE('top',(#276),#11,.T.);
+#278=ORIENTED_EDGE('',*,*,#101,.T.);
+#279=ORIENTED_EDGE('',*,*,#227,.T.);
+#280=ORIENTED_EDGE('',*,*,#173,.F.);
+#281=ORIENTED_EDGE('',*,*,#83,.F.);
+#282=EDGE_LOOP('',(#278,#279,#280,#281));
+#283=FACE_OUTER_BOUND('',#282,.T.);
+#284=ADVANCED_FACE('left',(#283),#16,.T.);
+#285=ORIENTED_EDGE('',*,*,#119,.T.);
+#286=ORIENTED_EDGE('',*,*,#191,.T.);
+#287=ORIENTED_EDGE('',*,*,#245,.F.);
+#288=ORIENTED_EDGE('',*,*,#137,.F.);
+#289=EDGE_LOOP('',(#285,#286,#287,#288));
+#290=FACE_OUTER_BOUND('',#289,.T.);
+#291=ADVANCED_FACE('right',(#290),#21,.T.);
+#292=ORIENTED_EDGE('',*,*,#65,.T.);
+#293=ORIENTED_EDGE('',*,*,#137,.T.);
+#294=ORIENTED_EDGE('',*,*,#209,.F.);
+#295=ORIENTED_EDGE('',*,*,#101,.F.);
+#296=EDGE_LOOP('',(#292,#293,#294,#295));
+#297=FACE_OUTER_BOUND('',#296,.T.);
+#298=ADVANCED_FACE('front',(#297),#26,.T.);
+#299=ORIENTED_EDGE('',*,*,#173,.T.);
+#300=ORIENTED_EDGE('',*,*,#263,.T.);
+#301=ORIENTED_EDGE('',*,*,#191,.F.);
+#302=ORIENTED_EDGE('',*,*,#155,.F.);
+#303=EDGE_LOOP('',(#299,#300,#301,#302));
+#304=FACE_OUTER_BOUND('',#303,.T.);
+#305=ADVANCED_FACE('back',(#304),#31,.T.);
+#306=CLOSED_SHELL('',(#270,#277,#284,#291,#298,#305));
+#307=MANIFOLD_SOLID_BREP('cuboid-0',#306);
+#308=(LENGTH_UNIT() NAMED_UNIT(*) SI_UNIT($,.METRE.));
+#309=(NAMED_UNIT(*) PLANE_ANGLE_UNIT() SI_UNIT($,.RADIAN.));
+#310=(NAMED_UNIT(*) SI_UNIT($,.STERADIAN.) SOLID_ANGLE_UNIT());
+#311=UNCERTAINTY_MEASURE_WITH_UNIT(LENGTH_MEASURE(1.00000426325642881E-8),#308,'distance_accuracy_value','exchange error bound');
+#312=(GEOMETRIC_REPRESENTATION_CONTEXT(3) GLOBAL_UNCERTAINTY_ASSIGNED_CONTEXT((#311)) GLOBAL_UNIT_ASSIGNED_CONTEXT((#308,#309,#310)) REPRESENTATION_CONTEXT('',''));
+#313=ADVANCED_BREP_SHAPE_REPRESENTATION('',(#307),#312);
+#314=APPLICATION_CONTEXT('automotive design');
+#315=APPLICATION_PROTOCOL_DEFINITION('international standard','automotive_design',2000,#314);
+#316=PRODUCT_CONTEXT('',#314,'mechanical');
+#317=PRODUCT('cuboid','cuboid','',(#316));
+#318=PRODUCT_DEFINITION_FORMATION_WITH_SPECIFIED_SOURCE('1','',#317,.NOT_KNOWN.);
+#319=PRODUCT_DEFINITION_CONTEXT('part definition',#314,'design');
+#320=PRODUCT_DEFINITION('','',#318,#319);
+#321=PRODUCT_DEFINITION_SHAPE('','',#320);
+#322=SHAPE_DEFINITION_REPRESENTATION(#321,#313);
+ENDSEC;
+END-ISO-10303-21;
diff --git a/main/opengeometry/tests/fixtures/cases/cuboid.step.m.report.json b/main/opengeometry/tests/fixtures/cases/cuboid.step.m.report.json
new file mode 100644
index 0000000..57d1b65
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/cuboid.step.m.report.json
@@ -0,0 +1 @@
+{"cavity_shells":0,"collapsed_chart_uses":0,"edges":12,"exchange_error_bound":1.0000042632564288e-8,"faces":6,"geometric_tolerance":1e-8,"length_unit":"metre","quality":{"kind":"Analytic"},"revision":"0","schema_version":2,"solids":1,"validation_level":"v2 structure, sampled residuals and Part-21 references; external schema/import validation pending"}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/cuboid.step.mm b/main/opengeometry/tests/fixtures/cases/cuboid.step.mm
new file mode 100644
index 0000000..df15d7e
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/cuboid.step.mm
@@ -0,0 +1,331 @@
+ISO-10303-21;
+HEADER;
+FILE_DESCRIPTION(('OpenGeometry authoritative analytic BRep v2'),'2;1');
+FILE_NAME('cuboid','1970-01-01T00:00:00',('OpenGeometry'),('OpenGeometry'),'OpenGeometry','OpenGeometry','');
+FILE_SCHEMA(('AUTOMOTIVE_DESIGN'));
+ENDSEC;
+DATA;
+#1=(GEOMETRIC_REPRESENTATION_CONTEXT(2) REPRESENTATION_CONTEXT('',''));
+#2=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#3=DIRECTION('',(-0.00000000000000000E0,-1.00000000000000000E0,-0.00000000000000000E0));
+#4=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#5=AXIS2_PLACEMENT_3D('',#2,#3,#4);
+#6=PLANE('',#5);
+#7=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E3,0.00000000000000000E0));
+#8=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#9=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#10=AXIS2_PLACEMENT_3D('',#7,#8,#9);
+#11=PLANE('',#10);
+#12=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#13=DIRECTION('',(-1.00000000000000000E0,-0.00000000000000000E0,-0.00000000000000000E0));
+#14=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#15=AXIS2_PLACEMENT_3D('',#12,#13,#14);
+#16=PLANE('',#15);
+#17=CARTESIAN_POINT('',(2.00000000000000000E3,0.00000000000000000E0,0.00000000000000000E0));
+#18=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#19=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#20=AXIS2_PLACEMENT_3D('',#17,#18,#19);
+#21=PLANE('',#20);
+#22=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#23=DIRECTION('',(-0.00000000000000000E0,-0.00000000000000000E0,1.00000000000000000E0));
+#24=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#25=AXIS2_PLACEMENT_3D('',#22,#23,#24);
+#26=PLANE('',#25);
+#27=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E3));
+#28=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#29=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#30=AXIS2_PLACEMENT_3D('',#27,#28,#29);
+#31=PLANE('',#30);
+#32=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#33=VERTEX_POINT('',#32);
+#34=CARTESIAN_POINT('',(2.00000000000000000E3,0.00000000000000000E0,0.00000000000000000E0));
+#35=VERTEX_POINT('',#34);
+#36=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E3));
+#37=VERTEX_POINT('',#36);
+#38=CARTESIAN_POINT('',(2.00000000000000000E3,0.00000000000000000E0,-1.00000000000000000E3));
+#39=VERTEX_POINT('',#38);
+#40=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E3,0.00000000000000000E0));
+#41=VERTEX_POINT('',#40);
+#42=CARTESIAN_POINT('',(2.00000000000000000E3,3.00000000000000000E3,0.00000000000000000E0));
+#43=VERTEX_POINT('',#42);
+#44=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E3,-1.00000000000000000E3));
+#45=VERTEX_POINT('',#44);
+#46=CARTESIAN_POINT('',(2.00000000000000000E3,3.00000000000000000E3,-1.00000000000000000E3));
+#47=VERTEX_POINT('',#46);
+#48=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#49=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#50=VECTOR('',#49,1.00000000000000000E3);
+#51=LINE('',#48,#50);
+#52=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#53=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#54=VECTOR('',#53,1.00000000000000000E3);
+#55=LINE('',#52,#54);
+#56=DEFINITIONAL_REPRESENTATION('',(#55),#1);
+#57=PCURVE('',#6,#56);
+#58=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#59=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#60=VECTOR('',#59,1.00000000000000000E3);
+#61=LINE('',#58,#60);
+#62=DEFINITIONAL_REPRESENTATION('',(#61),#1);
+#63=PCURVE('',#26,#62);
+#64=SURFACE_CURVE('',#51,(#57,#63),.CURVE_3D.);
+#65=EDGE_CURVE('',#33,#35,#64,.T.);
+#66=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#67=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#68=VECTOR('',#67,1.00000000000000000E3);
+#69=LINE('',#66,#68);
+#70=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#71=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#72=VECTOR('',#71,1.00000000000000000E3);
+#73=LINE('',#70,#72);
+#74=DEFINITIONAL_REPRESENTATION('',(#73),#1);
+#75=PCURVE('',#6,#74);
+#76=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#77=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#78=VECTOR('',#77,1.00000000000000000E3);
+#79=LINE('',#76,#78);
+#80=DEFINITIONAL_REPRESENTATION('',(#79),#1);
+#81=PCURVE('',#16,#80);
+#82=SURFACE_CURVE('',#69,(#75,#81),.CURVE_3D.);
+#83=EDGE_CURVE('',#33,#37,#82,.T.);
+#84=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#85=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#86=VECTOR('',#85,1.00000000000000000E3);
+#87=LINE('',#84,#86);
+#88=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#89=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#90=VECTOR('',#89,1.00000000000000000E3);
+#91=LINE('',#88,#90);
+#92=DEFINITIONAL_REPRESENTATION('',(#91),#1);
+#93=PCURVE('',#16,#92);
+#94=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#95=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#96=VECTOR('',#95,1.00000000000000000E3);
+#97=LINE('',#94,#96);
+#98=DEFINITIONAL_REPRESENTATION('',(#97),#1);
+#99=PCURVE('',#26,#98);
+#100=SURFACE_CURVE('',#87,(#93,#99),.CURVE_3D.);
+#101=EDGE_CURVE('',#33,#41,#100,.T.);
+#102=CARTESIAN_POINT('',(2.00000000000000000E3,0.00000000000000000E0,0.00000000000000000E0));
+#103=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#104=VECTOR('',#103,1.00000000000000000E3);
+#105=LINE('',#102,#104);
+#106=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E3));
+#107=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#108=VECTOR('',#107,1.00000000000000000E3);
+#109=LINE('',#106,#108);
+#110=DEFINITIONAL_REPRESENTATION('',(#109),#1);
+#111=PCURVE('',#6,#110);
+#112=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#113=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#114=VECTOR('',#113,1.00000000000000000E3);
+#115=LINE('',#112,#114);
+#116=DEFINITIONAL_REPRESENTATION('',(#115),#1);
+#117=PCURVE('',#21,#116);
+#118=SURFACE_CURVE('',#105,(#111,#117),.CURVE_3D.);
+#119=EDGE_CURVE('',#35,#39,#118,.T.);
+#120=CARTESIAN_POINT('',(2.00000000000000000E3,0.00000000000000000E0,0.00000000000000000E0));
+#121=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#122=VECTOR('',#121,1.00000000000000000E3);
+#123=LINE('',#120,#122);
+#124=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#125=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#126=VECTOR('',#125,1.00000000000000000E3);
+#127=LINE('',#124,#126);
+#128=DEFINITIONAL_REPRESENTATION('',(#127),#1);
+#129=PCURVE('',#21,#128);
+#130=CARTESIAN_POINT('',(2.00000000000000000E3,0.00000000000000000E0));
+#131=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#132=VECTOR('',#131,1.00000000000000000E3);
+#133=LINE('',#130,#132);
+#134=DEFINITIONAL_REPRESENTATION('',(#133),#1);
+#135=PCURVE('',#26,#134);
+#136=SURFACE_CURVE('',#123,(#129,#135),.CURVE_3D.);
+#137=EDGE_CURVE('',#35,#43,#136,.T.);
+#138=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E3));
+#139=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#140=VECTOR('',#139,1.00000000000000000E3);
+#141=LINE('',#138,#140);
+#142=CARTESIAN_POINT('',(1.00000000000000000E3,0.00000000000000000E0));
+#143=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#144=VECTOR('',#143,1.00000000000000000E3);
+#145=LINE('',#142,#144);
+#146=DEFINITIONAL_REPRESENTATION('',(#145),#1);
+#147=PCURVE('',#6,#146);
+#148=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#149=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#150=VECTOR('',#149,1.00000000000000000E3);
+#151=LINE('',#148,#150);
+#152=DEFINITIONAL_REPRESENTATION('',(#151),#1);
+#153=PCURVE('',#31,#152);
+#154=SURFACE_CURVE('',#141,(#147,#153),.CURVE_3D.);
+#155=EDGE_CURVE('',#37,#39,#154,.T.);
+#156=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E3));
+#157=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#158=VECTOR('',#157,1.00000000000000000E3);
+#159=LINE('',#156,#158);
+#160=CARTESIAN_POINT('',(0.00000000000000000E0,1.00000000000000000E3));
+#161=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#162=VECTOR('',#161,1.00000000000000000E3);
+#163=LINE('',#160,#162);
+#164=DEFINITIONAL_REPRESENTATION('',(#163),#1);
+#165=PCURVE('',#16,#164);
+#166=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#167=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#168=VECTOR('',#167,1.00000000000000000E3);
+#169=LINE('',#166,#168);
+#170=DEFINITIONAL_REPRESENTATION('',(#169),#1);
+#171=PCURVE('',#31,#170);
+#172=SURFACE_CURVE('',#159,(#165,#171),.CURVE_3D.);
+#173=EDGE_CURVE('',#37,#45,#172,.T.);
+#174=CARTESIAN_POINT('',(2.00000000000000000E3,0.00000000000000000E0,-1.00000000000000000E3));
+#175=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#176=VECTOR('',#175,1.00000000000000000E3);
+#177=LINE('',#174,#176);
+#178=CARTESIAN_POINT('',(1.00000000000000000E3,0.00000000000000000E0));
+#179=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#180=VECTOR('',#179,1.00000000000000000E3);
+#181=LINE('',#178,#180);
+#182=DEFINITIONAL_REPRESENTATION('',(#181),#1);
+#183=PCURVE('',#21,#182);
+#184=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E3));
+#185=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#186=VECTOR('',#185,1.00000000000000000E3);
+#187=LINE('',#184,#186);
+#188=DEFINITIONAL_REPRESENTATION('',(#187),#1);
+#189=PCURVE('',#31,#188);
+#190=SURFACE_CURVE('',#177,(#183,#189),.CURVE_3D.);
+#191=EDGE_CURVE('',#39,#47,#190,.T.);
+#192=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E3,0.00000000000000000E0));
+#193=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#194=VECTOR('',#193,1.00000000000000000E3);
+#195=LINE('',#192,#194);
+#196=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#197=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#198=VECTOR('',#197,1.00000000000000000E3);
+#199=LINE('',#196,#198);
+#200=DEFINITIONAL_REPRESENTATION('',(#199),#1);
+#201=PCURVE('',#11,#200);
+#202=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E3));
+#203=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#204=VECTOR('',#203,1.00000000000000000E3);
+#205=LINE('',#202,#204);
+#206=DEFINITIONAL_REPRESENTATION('',(#205),#1);
+#207=PCURVE('',#26,#206);
+#208=SURFACE_CURVE('',#195,(#201,#207),.CURVE_3D.);
+#209=EDGE_CURVE('',#41,#43,#208,.T.);
+#210=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E3,0.00000000000000000E0));
+#211=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#212=VECTOR('',#211,1.00000000000000000E3);
+#213=LINE('',#210,#212);
+#214=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#215=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#216=VECTOR('',#215,1.00000000000000000E3);
+#217=LINE('',#214,#216);
+#218=DEFINITIONAL_REPRESENTATION('',(#217),#1);
+#219=PCURVE('',#11,#218);
+#220=CARTESIAN_POINT('',(3.00000000000000000E3,0.00000000000000000E0));
+#221=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#222=VECTOR('',#221,1.00000000000000000E3);
+#223=LINE('',#220,#222);
+#224=DEFINITIONAL_REPRESENTATION('',(#223),#1);
+#225=PCURVE('',#16,#224);
+#226=SURFACE_CURVE('',#213,(#219,#225),.CURVE_3D.);
+#227=EDGE_CURVE('',#41,#45,#226,.T.);
+#228=CARTESIAN_POINT('',(2.00000000000000000E3,3.00000000000000000E3,0.00000000000000000E0));
+#229=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#230=VECTOR('',#229,1.00000000000000000E3);
+#231=LINE('',#228,#230);
+#232=CARTESIAN_POINT('',(2.00000000000000000E3,0.00000000000000000E0));
+#233=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#234=VECTOR('',#233,1.00000000000000000E3);
+#235=LINE('',#232,#234);
+#236=DEFINITIONAL_REPRESENTATION('',(#235),#1);
+#237=PCURVE('',#11,#236);
+#238=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E3));
+#239=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#240=VECTOR('',#239,1.00000000000000000E3);
+#241=LINE('',#238,#240);
+#242=DEFINITIONAL_REPRESENTATION('',(#241),#1);
+#243=PCURVE('',#21,#242);
+#244=SURFACE_CURVE('',#231,(#237,#243),.CURVE_3D.);
+#245=EDGE_CURVE('',#43,#47,#244,.T.);
+#246=CARTESIAN_POINT('',(0.00000000000000000E0,3.00000000000000000E3,-1.00000000000000000E3));
+#247=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#248=VECTOR('',#247,1.00000000000000000E3);
+#249=LINE('',#246,#248);
+#250=CARTESIAN_POINT('',(0.00000000000000000E0,1.00000000000000000E3));
+#251=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#252=VECTOR('',#251,1.00000000000000000E3);
+#253=LINE('',#250,#252);
+#254=DEFINITIONAL_REPRESENTATION('',(#253),#1);
+#255=PCURVE('',#11,#254);
+#256=CARTESIAN_POINT('',(3.00000000000000000E3,0.00000000000000000E0));
+#257=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#258=VECTOR('',#257,1.00000000000000000E3);
+#259=LINE('',#256,#258);
+#260=DEFINITIONAL_REPRESENTATION('',(#259),#1);
+#261=PCURVE('',#31,#260);
+#262=SURFACE_CURVE('',#249,(#255,#261),.CURVE_3D.);
+#263=EDGE_CURVE('',#45,#47,#262,.T.);
+#264=ORIENTED_EDGE('',*,*,#83,.T.);
+#265=ORIENTED_EDGE('',*,*,#155,.T.);
+#266=ORIENTED_EDGE('',*,*,#119,.F.);
+#267=ORIENTED_EDGE('',*,*,#65,.F.);
+#268=EDGE_LOOP('',(#264,#265,#266,#267));
+#269=FACE_OUTER_BOUND('',#268,.T.);
+#270=ADVANCED_FACE('bottom',(#269),#6,.T.);
+#271=ORIENTED_EDGE('',*,*,#209,.T.);
+#272=ORIENTED_EDGE('',*,*,#245,.T.);
+#273=ORIENTED_EDGE('',*,*,#263,.F.);
+#274=ORIENTED_EDGE('',*,*,#227,.F.);
+#275=EDGE_LOOP('',(#271,#272,#273,#274));
+#276=FACE_OUTER_BOUND('',#275,.T.);
+#277=ADVANCED_FACE('top',(#276),#11,.T.);
+#278=ORIENTED_EDGE('',*,*,#101,.T.);
+#279=ORIENTED_EDGE('',*,*,#227,.T.);
+#280=ORIENTED_EDGE('',*,*,#173,.F.);
+#281=ORIENTED_EDGE('',*,*,#83,.F.);
+#282=EDGE_LOOP('',(#278,#279,#280,#281));
+#283=FACE_OUTER_BOUND('',#282,.T.);
+#284=ADVANCED_FACE('left',(#283),#16,.T.);
+#285=ORIENTED_EDGE('',*,*,#119,.T.);
+#286=ORIENTED_EDGE('',*,*,#191,.T.);
+#287=ORIENTED_EDGE('',*,*,#245,.F.);
+#288=ORIENTED_EDGE('',*,*,#137,.F.);
+#289=EDGE_LOOP('',(#285,#286,#287,#288));
+#290=FACE_OUTER_BOUND('',#289,.T.);
+#291=ADVANCED_FACE('right',(#290),#21,.T.);
+#292=ORIENTED_EDGE('',*,*,#65,.T.);
+#293=ORIENTED_EDGE('',*,*,#137,.T.);
+#294=ORIENTED_EDGE('',*,*,#209,.F.);
+#295=ORIENTED_EDGE('',*,*,#101,.F.);
+#296=EDGE_LOOP('',(#292,#293,#294,#295));
+#297=FACE_OUTER_BOUND('',#296,.T.);
+#298=ADVANCED_FACE('front',(#297),#26,.T.);
+#299=ORIENTED_EDGE('',*,*,#173,.T.);
+#300=ORIENTED_EDGE('',*,*,#263,.T.);
+#301=ORIENTED_EDGE('',*,*,#191,.F.);
+#302=ORIENTED_EDGE('',*,*,#155,.F.);
+#303=EDGE_LOOP('',(#299,#300,#301,#302));
+#304=FACE_OUTER_BOUND('',#303,.T.);
+#305=ADVANCED_FACE('back',(#304),#31,.T.);
+#306=CLOSED_SHELL('',(#270,#277,#284,#291,#298,#305));
+#307=MANIFOLD_SOLID_BREP('cuboid-0',#306);
+#308=(LENGTH_UNIT() NAMED_UNIT(*) SI_UNIT(.MILLI.,.METRE.));
+#309=(NAMED_UNIT(*) PLANE_ANGLE_UNIT() SI_UNIT($,.RADIAN.));
+#310=(NAMED_UNIT(*) SI_UNIT($,.STERADIAN.) SOLID_ANGLE_UNIT());
+#311=UNCERTAINTY_MEASURE_WITH_UNIT(LENGTH_MEASURE(1.00000426325642887E-5),#308,'distance_accuracy_value','exchange error bound');
+#312=(GEOMETRIC_REPRESENTATION_CONTEXT(3) GLOBAL_UNCERTAINTY_ASSIGNED_CONTEXT((#311)) GLOBAL_UNIT_ASSIGNED_CONTEXT((#308,#309,#310)) REPRESENTATION_CONTEXT('',''));
+#313=ADVANCED_BREP_SHAPE_REPRESENTATION('',(#307),#312);
+#314=APPLICATION_CONTEXT('automotive design');
+#315=APPLICATION_PROTOCOL_DEFINITION('international standard','automotive_design',2000,#314);
+#316=PRODUCT_CONTEXT('',#314,'mechanical');
+#317=PRODUCT('cuboid','cuboid','',(#316));
+#318=PRODUCT_DEFINITION_FORMATION_WITH_SPECIFIED_SOURCE('1','',#317,.NOT_KNOWN.);
+#319=PRODUCT_DEFINITION_CONTEXT('part definition',#314,'design');
+#320=PRODUCT_DEFINITION('','',#318,#319);
+#321=PRODUCT_DEFINITION_SHAPE('','',#320);
+#322=SHAPE_DEFINITION_REPRESENTATION(#321,#313);
+ENDSEC;
+END-ISO-10303-21;
diff --git a/main/opengeometry/tests/fixtures/cases/cuboid.step.mm.report.json b/main/opengeometry/tests/fixtures/cases/cuboid.step.mm.report.json
new file mode 100644
index 0000000..583fea1
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/cuboid.step.mm.report.json
@@ -0,0 +1 @@
+{"cavity_shells":0,"collapsed_chart_uses":0,"edges":12,"exchange_error_bound":0.000010000042632564289,"faces":6,"geometric_tolerance":0.00001,"length_unit":"millimetre","quality":{"kind":"Analytic"},"revision":"0","schema_version":2,"solids":1,"validation_level":"v2 structure, sampled residuals and Part-21 references; external schema/import validation pending"}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/cuboid.tess.json b/main/opengeometry/tests/fixtures/cases/cuboid.tess.json
new file mode 100644
index 0000000..6ffa672
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/cuboid.tess.json
@@ -0,0 +1 @@
+{"achievedDeflection":0.01,"indices":[2,3,0,0,1,2,6,7,4,4,5,6,10,11,8,8,9,10,14,15,12,12,13,14,18,19,16,16,17,18,22,23,20,20,21,22],"normals":[0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0],"outlineEdgeIds":[0,1,2,3,4,5,6,7,8,9,10,11],"outlinePositions":[0.0,0.0,0.0,2.0,0.0,0.0,0.0,0.0,0.0,0.0,0.0,-1.0,0.0,0.0,0.0,0.0,3.0,0.0,2.0,0.0,0.0,2.0,0.0,-1.0,2.0,0.0,0.0,2.0,3.0,0.0,0.0,0.0,-1.0,2.0,0.0,-1.0,0.0,0.0,-1.0,0.0,3.0,-1.0,2.0,0.0,-1.0,2.0,3.0,-1.0,0.0,3.0,0.0,2.0,3.0,0.0,0.0,3.0,0.0,0.0,3.0,-1.0,2.0,3.0,0.0,2.0,3.0,-1.0,0.0,3.0,-1.0,2.0,3.0,-1.0],"positions":[0.0,0.0,0.0,0.0,0.0,-1.0,2.0,0.0,-1.0,2.0,0.0,0.0,0.0,3.0,0.0,2.0,3.0,0.0,2.0,3.0,-1.0,0.0,3.0,-1.0,0.0,0.0,0.0,0.0,3.0,0.0,0.0,3.0,-1.0,0.0,0.0,-1.0,2.0,0.0,0.0,2.0,0.0,-1.0,2.0,3.0,-1.0,2.0,3.0,0.0,0.0,0.0,0.0,2.0,0.0,0.0,2.0,3.0,0.0,0.0,3.0,0.0,0.0,0.0,-1.0,0.0,3.0,-1.0,2.0,3.0,-1.0,2.0,0.0,-1.0],"revision":0,"triangleFaceIds":[0,0,1,1,2,2,3,3,4,4,5,5]}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/cylinder-with-hole.brep.json b/main/opengeometry/tests/fixtures/cases/cylinder-with-hole.brep.json
new file mode 100644
index 0000000..200eedb
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/cylinder-with-hole.brep.json
@@ -0,0 +1 @@
+{"schema_version":2,"id":"cylinder-with-hole","revision":0,"geometry":{"surfaces":[{"kind":"Cylinder","frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"radius":1.0},{"kind":"Cylinder","frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"radius":0.4},{"kind":"Plane","frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]}},{"kind":"Plane","frame":{"origin":[0.0,2.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]}}],"curves":[{"kind":"Circle","frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"radius":1.0},{"kind":"Circle","frame":{"origin":[0.0,2.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"radius":1.0},{"kind":"Circle","frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"radius":0.4},{"kind":"Circle","frame":{"origin":[0.0,2.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"radius":0.4},{"kind":"Line","origin":[1.0,0.0,0.0],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[0.4,0.0,0.0],"direction":[0.0,1.0,0.0]}],"pcurves":[{"kind":"Line2","origin":[0.0,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[6.283185307179586,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,2.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[6.283185307179586,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,2.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[0.0,1.0]},{"kind":"Conic2","origin":[0.0,0.0],"axis_a":[1.0,0.0],"axis_b":[0.0,-1.0]},{"kind":"Conic2","origin":[0.0,0.0],"axis_a":[0.4,0.0],"axis_b":[0.0,-0.4]},{"kind":"Conic2","origin":[0.0,0.0],"axis_a":[1.0,0.0],"axis_b":[0.0,1.0]},{"kind":"Conic2","origin":[0.0,0.0],"axis_a":[0.4,0.0],"axis_b":[0.0,0.4]}],"intersections":[]},"topology":{"vertices":[{"id":0,"position":[1.0,0.0,0.0],"outgoing_halfedge":0,"tolerance":1e-8},{"id":1,"position":[1.0,2.0,0.0],"outgoing_halfedge":2,"tolerance":1e-8},{"id":2,"position":[0.4,0.0,0.0],"outgoing_halfedge":4,"tolerance":1e-8},{"id":3,"position":[0.4,2.0,0.0],"outgoing_halfedge":6,"tolerance":1e-8}],"edges":[{"id":0,"geometry":{"kind":"Curve","curve":0,"range":{"lo":0.0,"hi":6.283185307179586}},"halfedge":0,"twin_halfedge":8,"tolerance":1e-8,"chart_seam":false},{"id":1,"geometry":{"kind":"Curve","curve":1,"range":{"lo":0.0,"hi":6.283185307179586}},"halfedge":2,"twin_halfedge":10,"tolerance":1e-8,"chart_seam":false},{"id":2,"geometry":{"kind":"Curve","curve":2,"range":{"lo":0.0,"hi":6.283185307179586}},"halfedge":4,"twin_halfedge":9,"tolerance":1e-8,"chart_seam":false},{"id":3,"geometry":{"kind":"Curve","curve":3,"range":{"lo":0.0,"hi":6.283185307179586}},"halfedge":6,"twin_halfedge":11,"tolerance":1e-8,"chart_seam":false},{"id":4,"geometry":{"kind":"Curve","curve":4,"range":{"lo":0.0,"hi":2.0}},"halfedge":1,"twin_halfedge":3,"tolerance":1e-8,"chart_seam":true},{"id":5,"geometry":{"kind":"Curve","curve":5,"range":{"lo":0.0,"hi":2.0}},"halfedge":5,"twin_halfedge":7,"tolerance":1e-8,"chart_seam":true}],"halfedges":[{"id":0,"from":0,"to":0,"twin":8,"next":1,"prev":3,"edge":0,"face":0,"loop_ref":0,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":0,"periodic_lift":[0,0]}},{"id":1,"from":0,"to":1,"twin":3,"next":2,"prev":0,"edge":4,"face":0,"loop_ref":0,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":1,"periodic_lift":[0,0]}},{"id":2,"from":1,"to":1,"twin":10,"next":3,"prev":1,"edge":1,"face":0,"loop_ref":0,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":2,"periodic_lift":[0,0]}},{"id":3,"from":1,"to":0,"twin":1,"next":0,"prev":2,"edge":4,"face":0,"loop_ref":0,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":3,"periodic_lift":[0,0]}},{"id":4,"from":2,"to":2,"twin":9,"next":5,"prev":7,"edge":2,"face":1,"loop_ref":1,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":4,"periodic_lift":[0,0]}},{"id":5,"from":2,"to":3,"twin":7,"next":6,"prev":4,"edge":5,"face":1,"loop_ref":1,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":5,"periodic_lift":[0,0]}},{"id":6,"from":3,"to":3,"twin":11,"next":7,"prev":5,"edge":3,"face":1,"loop_ref":1,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":6,"periodic_lift":[0,0]}},{"id":7,"from":3,"to":2,"twin":5,"next":4,"prev":6,"edge":5,"face":1,"loop_ref":1,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":7,"periodic_lift":[0,0]}},{"id":8,"from":0,"to":0,"twin":0,"next":8,"prev":8,"edge":0,"face":2,"loop_ref":2,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":8,"periodic_lift":[0,0]}},{"id":9,"from":2,"to":2,"twin":4,"next":9,"prev":9,"edge":2,"face":2,"loop_ref":3,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":9,"periodic_lift":[0,0]}},{"id":10,"from":1,"to":1,"twin":2,"next":10,"prev":10,"edge":1,"face":3,"loop_ref":4,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":10,"periodic_lift":[0,0]}},{"id":11,"from":3,"to":3,"twin":6,"next":11,"prev":11,"edge":3,"face":3,"loop_ref":5,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":11,"periodic_lift":[0,0]}}],"loops":[{"id":0,"start_halfedge":0,"face_ref":0,"is_hole":false},{"id":1,"start_halfedge":4,"face_ref":1,"is_hole":false},{"id":2,"start_halfedge":8,"face_ref":2,"is_hole":false},{"id":3,"start_halfedge":9,"face_ref":2,"is_hole":true},{"id":4,"start_halfedge":10,"face_ref":3,"is_hole":false},{"id":5,"start_halfedge":11,"face_ref":3,"is_hole":true}],"faces":[{"id":0,"key":"outer","surface":0,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":0.0,"hi":6.283185307179586},{"lo":0.0,"hi":2.0}],"outer":0,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"cylinder-with-hole","body":"cylinder-with-hole","key":"outer","face":0}],"role":"Authored","reversed":false}},{"id":1,"key":"inner","surface":1,"sense":"Reverse","trim":{"chart":0,"uv_bounds":[{"lo":0.0,"hi":6.283185307179586},{"lo":0.0,"hi":2.0}],"outer":1,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"cylinder-with-hole","body":"cylinder-with-hole","key":"inner","face":1}],"role":"Authored","reversed":false}},{"id":2,"key":"lower_cap","surface":2,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1.0,"hi":1.0},{"lo":-1.0,"hi":1.0}],"outer":2,"holes":[3]},"shell_ref":0,"provenance":{"sources":[{"entity":"cylinder-with-hole","body":"cylinder-with-hole","key":"lower_cap","face":2}],"role":"Authored","reversed":false}},{"id":3,"key":"upper_cap","surface":3,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1.0,"hi":1.0},{"lo":-1.0,"hi":1.0}],"outer":4,"holes":[5]},"shell_ref":0,"provenance":{"sources":[{"entity":"cylinder-with-hole","body":"cylinder-with-hole","key":"upper_cap","face":3}],"role":"Authored","reversed":false}}],"wires":[],"shells":[{"id":0,"faces":[0,1,2,3],"is_closed":true}]},"solids":[{"outer_shell":0,"cavity_shells":[]}],"accuracy":{"geometric":1e-8,"intersection":1e-9,"tessellation":0.01,"exchange":1e-6},"quality":{"kind":"Analytic"}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/cylinder-with-hole.step.m b/main/opengeometry/tests/fixtures/cases/cylinder-with-hole.step.m
new file mode 100644
index 0000000..8121b61
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/cylinder-with-hole.step.m
@@ -0,0 +1,195 @@
+ISO-10303-21;
+HEADER;
+FILE_DESCRIPTION(('OpenGeometry authoritative analytic BRep v2'),'2;1');
+FILE_NAME('cylinder-with-hole','1970-01-01T00:00:00',('OpenGeometry'),('OpenGeometry'),'OpenGeometry','OpenGeometry','');
+FILE_SCHEMA(('AUTOMOTIVE_DESIGN'));
+ENDSEC;
+DATA;
+#1=(GEOMETRIC_REPRESENTATION_CONTEXT(2) REPRESENTATION_CONTEXT('',''));
+#2=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#3=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#4=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#5=AXIS2_PLACEMENT_3D('',#2,#3,#4);
+#6=CYLINDRICAL_SURFACE('',#5,1.00000000000000000E0);
+#7=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#8=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#9=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#10=AXIS2_PLACEMENT_3D('',#7,#8,#9);
+#11=CYLINDRICAL_SURFACE('',#10,4.00000000000000022E-1);
+#12=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#13=DIRECTION('',(-0.00000000000000000E0,-1.00000000000000000E0,-0.00000000000000000E0));
+#14=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#15=AXIS2_PLACEMENT_3D('',#12,#13,#14);
+#16=PLANE('',#15);
+#17=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E0,0.00000000000000000E0));
+#18=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#19=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#20=AXIS2_PLACEMENT_3D('',#17,#18,#19);
+#21=PLANE('',#20);
+#22=CARTESIAN_POINT('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#23=VERTEX_POINT('',#22);
+#24=CARTESIAN_POINT('',(1.00000000000000000E0,2.00000000000000000E0,0.00000000000000000E0));
+#25=VERTEX_POINT('',#24);
+#26=CARTESIAN_POINT('',(4.00000000000000022E-1,0.00000000000000000E0,0.00000000000000000E0));
+#27=VERTEX_POINT('',#26);
+#28=CARTESIAN_POINT('',(4.00000000000000022E-1,2.00000000000000000E0,0.00000000000000000E0));
+#29=VERTEX_POINT('',#28);
+#30=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#31=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#32=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#33=AXIS2_PLACEMENT_3D('',#30,#31,#32);
+#34=CIRCLE('',#33,1.00000000000000000E0);
+#35=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#36=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#37=VECTOR('',#36,1.00000000000000000E0);
+#38=LINE('',#35,#37);
+#39=DEFINITIONAL_REPRESENTATION('',(#38),#1);
+#40=PCURVE('',#6,#39);
+#41=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#42=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#43=AXIS2_PLACEMENT_2D('',#41,#42);
+#44=CIRCLE('',#43,1.00000000000000000E0);
+#45=DEFINITIONAL_REPRESENTATION('',(#44),#1);
+#46=PCURVE('',#16,#45);
+#47=SURFACE_CURVE('',#34,(#40,#46),.CURVE_3D.);
+#48=EDGE_CURVE('',#23,#23,#47,.T.);
+#49=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E0,0.00000000000000000E0));
+#50=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#51=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#52=AXIS2_PLACEMENT_3D('',#49,#50,#51);
+#53=CIRCLE('',#52,1.00000000000000000E0);
+#54=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E0));
+#55=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#56=VECTOR('',#55,1.00000000000000000E0);
+#57=LINE('',#54,#56);
+#58=DEFINITIONAL_REPRESENTATION('',(#57),#1);
+#59=PCURVE('',#6,#58);
+#60=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#61=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#62=AXIS2_PLACEMENT_2D('',#60,#61);
+#63=CIRCLE('',#62,1.00000000000000000E0);
+#64=DEFINITIONAL_REPRESENTATION('',(#63),#1);
+#65=PCURVE('',#21,#64);
+#66=SURFACE_CURVE('',#53,(#59,#65),.CURVE_3D.);
+#67=EDGE_CURVE('',#25,#25,#66,.T.);
+#68=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#69=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#70=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#71=AXIS2_PLACEMENT_3D('',#68,#69,#70);
+#72=CIRCLE('',#71,4.00000000000000022E-1);
+#73=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#74=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#75=VECTOR('',#74,1.00000000000000000E0);
+#76=LINE('',#73,#75);
+#77=DEFINITIONAL_REPRESENTATION('',(#76),#1);
+#78=PCURVE('',#11,#77);
+#79=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#80=DIRECTION('',(4.00000000000000022E-1,0.00000000000000000E0));
+#81=AXIS2_PLACEMENT_2D('',#79,#80);
+#82=CIRCLE('',#81,4.00000000000000022E-1);
+#83=DEFINITIONAL_REPRESENTATION('',(#82),#1);
+#84=PCURVE('',#16,#83);
+#85=SURFACE_CURVE('',#72,(#78,#84),.CURVE_3D.);
+#86=EDGE_CURVE('',#27,#27,#85,.T.);
+#87=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E0,0.00000000000000000E0));
+#88=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#89=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#90=AXIS2_PLACEMENT_3D('',#87,#88,#89);
+#91=CIRCLE('',#90,4.00000000000000022E-1);
+#92=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E0));
+#93=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#94=VECTOR('',#93,1.00000000000000000E0);
+#95=LINE('',#92,#94);
+#96=DEFINITIONAL_REPRESENTATION('',(#95),#1);
+#97=PCURVE('',#11,#96);
+#98=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#99=DIRECTION('',(4.00000000000000022E-1,0.00000000000000000E0));
+#100=AXIS2_PLACEMENT_2D('',#98,#99);
+#101=CIRCLE('',#100,4.00000000000000022E-1);
+#102=DEFINITIONAL_REPRESENTATION('',(#101),#1);
+#103=PCURVE('',#21,#102);
+#104=SURFACE_CURVE('',#91,(#97,#103),.CURVE_3D.);
+#105=EDGE_CURVE('',#29,#29,#104,.T.);
+#106=CARTESIAN_POINT('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#107=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#108=VECTOR('',#107,1.00000000000000000E0);
+#109=LINE('',#106,#108);
+#110=CARTESIAN_POINT('',(6.28318530717958623E0,0.00000000000000000E0));
+#111=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#112=VECTOR('',#111,1.00000000000000000E0);
+#113=LINE('',#110,#112);
+#114=DEFINITIONAL_REPRESENTATION('',(#113),#1);
+#115=PCURVE('',#6,#114);
+#116=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#117=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#118=VECTOR('',#117,1.00000000000000000E0);
+#119=LINE('',#116,#118);
+#120=DEFINITIONAL_REPRESENTATION('',(#119),#1);
+#121=PCURVE('',#6,#120);
+#122=SEAM_CURVE('',#109,(#115,#121),.CURVE_3D.);
+#123=EDGE_CURVE('',#23,#25,#122,.T.);
+#124=CARTESIAN_POINT('',(4.00000000000000022E-1,0.00000000000000000E0,0.00000000000000000E0));
+#125=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#126=VECTOR('',#125,1.00000000000000000E0);
+#127=LINE('',#124,#126);
+#128=CARTESIAN_POINT('',(6.28318530717958623E0,0.00000000000000000E0));
+#129=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#130=VECTOR('',#129,1.00000000000000000E0);
+#131=LINE('',#128,#130);
+#132=DEFINITIONAL_REPRESENTATION('',(#131),#1);
+#133=PCURVE('',#11,#132);
+#134=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#135=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#136=VECTOR('',#135,1.00000000000000000E0);
+#137=LINE('',#134,#136);
+#138=DEFINITIONAL_REPRESENTATION('',(#137),#1);
+#139=PCURVE('',#11,#138);
+#140=SEAM_CURVE('',#127,(#133,#139),.CURVE_3D.);
+#141=EDGE_CURVE('',#27,#29,#140,.T.);
+#142=ORIENTED_EDGE('',*,*,#48,.T.);
+#143=ORIENTED_EDGE('',*,*,#123,.T.);
+#144=ORIENTED_EDGE('',*,*,#67,.F.);
+#145=ORIENTED_EDGE('',*,*,#123,.F.);
+#146=EDGE_LOOP('',(#142,#143,#144,#145));
+#147=FACE_OUTER_BOUND('',#146,.T.);
+#148=ADVANCED_FACE('outer',(#147),#6,.T.);
+#149=ORIENTED_EDGE('',*,*,#86,.T.);
+#150=ORIENTED_EDGE('',*,*,#141,.T.);
+#151=ORIENTED_EDGE('',*,*,#105,.F.);
+#152=ORIENTED_EDGE('',*,*,#141,.F.);
+#153=EDGE_LOOP('',(#149,#150,#151,#152));
+#154=FACE_OUTER_BOUND('',#153,.T.);
+#155=ADVANCED_FACE('inner',(#154),#11,.F.);
+#156=ORIENTED_EDGE('',*,*,#48,.F.);
+#157=EDGE_LOOP('',(#156));
+#158=FACE_OUTER_BOUND('',#157,.T.);
+#159=ORIENTED_EDGE('',*,*,#86,.F.);
+#160=EDGE_LOOP('',(#159));
+#161=FACE_BOUND('',#160,.T.);
+#162=ADVANCED_FACE('lower_cap',(#158,#161),#16,.T.);
+#163=ORIENTED_EDGE('',*,*,#67,.T.);
+#164=EDGE_LOOP('',(#163));
+#165=FACE_OUTER_BOUND('',#164,.T.);
+#166=ORIENTED_EDGE('',*,*,#105,.T.);
+#167=EDGE_LOOP('',(#166));
+#168=FACE_BOUND('',#167,.T.);
+#169=ADVANCED_FACE('upper_cap',(#165,#168),#21,.T.);
+#170=CLOSED_SHELL('',(#148,#155,#162,#169));
+#171=MANIFOLD_SOLID_BREP('cylinder-with-hole-0',#170);
+#172=(LENGTH_UNIT() NAMED_UNIT(*) SI_UNIT($,.METRE.));
+#173=(NAMED_UNIT(*) PLANE_ANGLE_UNIT() SI_UNIT($,.RADIAN.));
+#174=(NAMED_UNIT(*) SI_UNIT($,.STERADIAN.) SOLID_ANGLE_UNIT());
+#175=UNCERTAINTY_MEASURE_WITH_UNIT(LENGTH_MEASURE(1.00000284217094306E-8),#172,'distance_accuracy_value','exchange error bound');
+#176=(GEOMETRIC_REPRESENTATION_CONTEXT(3) GLOBAL_UNCERTAINTY_ASSIGNED_CONTEXT((#175)) GLOBAL_UNIT_ASSIGNED_CONTEXT((#172,#173,#174)) REPRESENTATION_CONTEXT('',''));
+#177=ADVANCED_BREP_SHAPE_REPRESENTATION('',(#171),#176);
+#178=APPLICATION_CONTEXT('automotive design');
+#179=APPLICATION_PROTOCOL_DEFINITION('international standard','automotive_design',2000,#178);
+#180=PRODUCT_CONTEXT('',#178,'mechanical');
+#181=PRODUCT('cylinder-with-hole','cylinder-with-hole','',(#180));
+#182=PRODUCT_DEFINITION_FORMATION_WITH_SPECIFIED_SOURCE('1','',#181,.NOT_KNOWN.);
+#183=PRODUCT_DEFINITION_CONTEXT('part definition',#178,'design');
+#184=PRODUCT_DEFINITION('','',#182,#183);
+#185=PRODUCT_DEFINITION_SHAPE('','',#184);
+#186=SHAPE_DEFINITION_REPRESENTATION(#185,#177);
+ENDSEC;
+END-ISO-10303-21;
diff --git a/main/opengeometry/tests/fixtures/cases/cylinder-with-hole.step.m.report.json b/main/opengeometry/tests/fixtures/cases/cylinder-with-hole.step.m.report.json
new file mode 100644
index 0000000..3b49082
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/cylinder-with-hole.step.m.report.json
@@ -0,0 +1 @@
+{"cavity_shells":0,"collapsed_chart_uses":0,"edges":6,"exchange_error_bound":1.000002842170943e-8,"faces":4,"geometric_tolerance":1e-8,"length_unit":"metre","quality":{"kind":"Analytic"},"revision":"0","schema_version":2,"solids":1,"validation_level":"v2 structure, sampled residuals and Part-21 references; external schema/import validation pending"}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/cylinder-with-hole.step.mm b/main/opengeometry/tests/fixtures/cases/cylinder-with-hole.step.mm
new file mode 100644
index 0000000..858075e
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/cylinder-with-hole.step.mm
@@ -0,0 +1,195 @@
+ISO-10303-21;
+HEADER;
+FILE_DESCRIPTION(('OpenGeometry authoritative analytic BRep v2'),'2;1');
+FILE_NAME('cylinder-with-hole','1970-01-01T00:00:00',('OpenGeometry'),('OpenGeometry'),'OpenGeometry','OpenGeometry','');
+FILE_SCHEMA(('AUTOMOTIVE_DESIGN'));
+ENDSEC;
+DATA;
+#1=(GEOMETRIC_REPRESENTATION_CONTEXT(2) REPRESENTATION_CONTEXT('',''));
+#2=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#3=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#4=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#5=AXIS2_PLACEMENT_3D('',#2,#3,#4);
+#6=CYLINDRICAL_SURFACE('',#5,1.00000000000000000E3);
+#7=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#8=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#9=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#10=AXIS2_PLACEMENT_3D('',#7,#8,#9);
+#11=CYLINDRICAL_SURFACE('',#10,4.00000000000000000E2);
+#12=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#13=DIRECTION('',(-0.00000000000000000E0,-1.00000000000000000E0,-0.00000000000000000E0));
+#14=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#15=AXIS2_PLACEMENT_3D('',#12,#13,#14);
+#16=PLANE('',#15);
+#17=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E3,0.00000000000000000E0));
+#18=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#19=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#20=AXIS2_PLACEMENT_3D('',#17,#18,#19);
+#21=PLANE('',#20);
+#22=CARTESIAN_POINT('',(1.00000000000000000E3,0.00000000000000000E0,0.00000000000000000E0));
+#23=VERTEX_POINT('',#22);
+#24=CARTESIAN_POINT('',(1.00000000000000000E3,2.00000000000000000E3,0.00000000000000000E0));
+#25=VERTEX_POINT('',#24);
+#26=CARTESIAN_POINT('',(4.00000000000000000E2,0.00000000000000000E0,0.00000000000000000E0));
+#27=VERTEX_POINT('',#26);
+#28=CARTESIAN_POINT('',(4.00000000000000000E2,2.00000000000000000E3,0.00000000000000000E0));
+#29=VERTEX_POINT('',#28);
+#30=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#31=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#32=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#33=AXIS2_PLACEMENT_3D('',#30,#31,#32);
+#34=CIRCLE('',#33,1.00000000000000000E3);
+#35=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#36=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#37=VECTOR('',#36,1.00000000000000000E0);
+#38=LINE('',#35,#37);
+#39=DEFINITIONAL_REPRESENTATION('',(#38),#1);
+#40=PCURVE('',#6,#39);
+#41=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#42=DIRECTION('',(1.00000000000000000E3,0.00000000000000000E0));
+#43=AXIS2_PLACEMENT_2D('',#41,#42);
+#44=CIRCLE('',#43,1.00000000000000000E3);
+#45=DEFINITIONAL_REPRESENTATION('',(#44),#1);
+#46=PCURVE('',#16,#45);
+#47=SURFACE_CURVE('',#34,(#40,#46),.CURVE_3D.);
+#48=EDGE_CURVE('',#23,#23,#47,.T.);
+#49=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E3,0.00000000000000000E0));
+#50=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#51=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#52=AXIS2_PLACEMENT_3D('',#49,#50,#51);
+#53=CIRCLE('',#52,1.00000000000000000E3);
+#54=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E3));
+#55=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#56=VECTOR('',#55,1.00000000000000000E0);
+#57=LINE('',#54,#56);
+#58=DEFINITIONAL_REPRESENTATION('',(#57),#1);
+#59=PCURVE('',#6,#58);
+#60=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#61=DIRECTION('',(1.00000000000000000E3,0.00000000000000000E0));
+#62=AXIS2_PLACEMENT_2D('',#60,#61);
+#63=CIRCLE('',#62,1.00000000000000000E3);
+#64=DEFINITIONAL_REPRESENTATION('',(#63),#1);
+#65=PCURVE('',#21,#64);
+#66=SURFACE_CURVE('',#53,(#59,#65),.CURVE_3D.);
+#67=EDGE_CURVE('',#25,#25,#66,.T.);
+#68=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#69=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#70=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#71=AXIS2_PLACEMENT_3D('',#68,#69,#70);
+#72=CIRCLE('',#71,4.00000000000000000E2);
+#73=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#74=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#75=VECTOR('',#74,1.00000000000000000E0);
+#76=LINE('',#73,#75);
+#77=DEFINITIONAL_REPRESENTATION('',(#76),#1);
+#78=PCURVE('',#11,#77);
+#79=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#80=DIRECTION('',(4.00000000000000000E2,0.00000000000000000E0));
+#81=AXIS2_PLACEMENT_2D('',#79,#80);
+#82=CIRCLE('',#81,4.00000000000000000E2);
+#83=DEFINITIONAL_REPRESENTATION('',(#82),#1);
+#84=PCURVE('',#16,#83);
+#85=SURFACE_CURVE('',#72,(#78,#84),.CURVE_3D.);
+#86=EDGE_CURVE('',#27,#27,#85,.T.);
+#87=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E3,0.00000000000000000E0));
+#88=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#89=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#90=AXIS2_PLACEMENT_3D('',#87,#88,#89);
+#91=CIRCLE('',#90,4.00000000000000000E2);
+#92=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E3));
+#93=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#94=VECTOR('',#93,1.00000000000000000E0);
+#95=LINE('',#92,#94);
+#96=DEFINITIONAL_REPRESENTATION('',(#95),#1);
+#97=PCURVE('',#11,#96);
+#98=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#99=DIRECTION('',(4.00000000000000000E2,0.00000000000000000E0));
+#100=AXIS2_PLACEMENT_2D('',#98,#99);
+#101=CIRCLE('',#100,4.00000000000000000E2);
+#102=DEFINITIONAL_REPRESENTATION('',(#101),#1);
+#103=PCURVE('',#21,#102);
+#104=SURFACE_CURVE('',#91,(#97,#103),.CURVE_3D.);
+#105=EDGE_CURVE('',#29,#29,#104,.T.);
+#106=CARTESIAN_POINT('',(1.00000000000000000E3,0.00000000000000000E0,0.00000000000000000E0));
+#107=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#108=VECTOR('',#107,1.00000000000000000E3);
+#109=LINE('',#106,#108);
+#110=CARTESIAN_POINT('',(6.28318530717958623E0,0.00000000000000000E0));
+#111=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#112=VECTOR('',#111,1.00000000000000000E3);
+#113=LINE('',#110,#112);
+#114=DEFINITIONAL_REPRESENTATION('',(#113),#1);
+#115=PCURVE('',#6,#114);
+#116=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#117=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#118=VECTOR('',#117,1.00000000000000000E3);
+#119=LINE('',#116,#118);
+#120=DEFINITIONAL_REPRESENTATION('',(#119),#1);
+#121=PCURVE('',#6,#120);
+#122=SEAM_CURVE('',#109,(#115,#121),.CURVE_3D.);
+#123=EDGE_CURVE('',#23,#25,#122,.T.);
+#124=CARTESIAN_POINT('',(4.00000000000000000E2,0.00000000000000000E0,0.00000000000000000E0));
+#125=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#126=VECTOR('',#125,1.00000000000000000E3);
+#127=LINE('',#124,#126);
+#128=CARTESIAN_POINT('',(6.28318530717958623E0,0.00000000000000000E0));
+#129=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#130=VECTOR('',#129,1.00000000000000000E3);
+#131=LINE('',#128,#130);
+#132=DEFINITIONAL_REPRESENTATION('',(#131),#1);
+#133=PCURVE('',#11,#132);
+#134=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#135=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#136=VECTOR('',#135,1.00000000000000000E3);
+#137=LINE('',#134,#136);
+#138=DEFINITIONAL_REPRESENTATION('',(#137),#1);
+#139=PCURVE('',#11,#138);
+#140=SEAM_CURVE('',#127,(#133,#139),.CURVE_3D.);
+#141=EDGE_CURVE('',#27,#29,#140,.T.);
+#142=ORIENTED_EDGE('',*,*,#48,.T.);
+#143=ORIENTED_EDGE('',*,*,#123,.T.);
+#144=ORIENTED_EDGE('',*,*,#67,.F.);
+#145=ORIENTED_EDGE('',*,*,#123,.F.);
+#146=EDGE_LOOP('',(#142,#143,#144,#145));
+#147=FACE_OUTER_BOUND('',#146,.T.);
+#148=ADVANCED_FACE('outer',(#147),#6,.T.);
+#149=ORIENTED_EDGE('',*,*,#86,.T.);
+#150=ORIENTED_EDGE('',*,*,#141,.T.);
+#151=ORIENTED_EDGE('',*,*,#105,.F.);
+#152=ORIENTED_EDGE('',*,*,#141,.F.);
+#153=EDGE_LOOP('',(#149,#150,#151,#152));
+#154=FACE_OUTER_BOUND('',#153,.T.);
+#155=ADVANCED_FACE('inner',(#154),#11,.F.);
+#156=ORIENTED_EDGE('',*,*,#48,.F.);
+#157=EDGE_LOOP('',(#156));
+#158=FACE_OUTER_BOUND('',#157,.T.);
+#159=ORIENTED_EDGE('',*,*,#86,.F.);
+#160=EDGE_LOOP('',(#159));
+#161=FACE_BOUND('',#160,.T.);
+#162=ADVANCED_FACE('lower_cap',(#158,#161),#16,.T.);
+#163=ORIENTED_EDGE('',*,*,#67,.T.);
+#164=EDGE_LOOP('',(#163));
+#165=FACE_OUTER_BOUND('',#164,.T.);
+#166=ORIENTED_EDGE('',*,*,#105,.T.);
+#167=EDGE_LOOP('',(#166));
+#168=FACE_BOUND('',#167,.T.);
+#169=ADVANCED_FACE('upper_cap',(#165,#168),#21,.T.);
+#170=CLOSED_SHELL('',(#148,#155,#162,#169));
+#171=MANIFOLD_SOLID_BREP('cylinder-with-hole-0',#170);
+#172=(LENGTH_UNIT() NAMED_UNIT(*) SI_UNIT(.MILLI.,.METRE.));
+#173=(NAMED_UNIT(*) PLANE_ANGLE_UNIT() SI_UNIT($,.RADIAN.));
+#174=(NAMED_UNIT(*) SI_UNIT($,.STERADIAN.) SOLID_ANGLE_UNIT());
+#175=UNCERTAINTY_MEASURE_WITH_UNIT(LENGTH_MEASURE(1.00000284217094312E-5),#172,'distance_accuracy_value','exchange error bound');
+#176=(GEOMETRIC_REPRESENTATION_CONTEXT(3) GLOBAL_UNCERTAINTY_ASSIGNED_CONTEXT((#175)) GLOBAL_UNIT_ASSIGNED_CONTEXT((#172,#173,#174)) REPRESENTATION_CONTEXT('',''));
+#177=ADVANCED_BREP_SHAPE_REPRESENTATION('',(#171),#176);
+#178=APPLICATION_CONTEXT('automotive design');
+#179=APPLICATION_PROTOCOL_DEFINITION('international standard','automotive_design',2000,#178);
+#180=PRODUCT_CONTEXT('',#178,'mechanical');
+#181=PRODUCT('cylinder-with-hole','cylinder-with-hole','',(#180));
+#182=PRODUCT_DEFINITION_FORMATION_WITH_SPECIFIED_SOURCE('1','',#181,.NOT_KNOWN.);
+#183=PRODUCT_DEFINITION_CONTEXT('part definition',#178,'design');
+#184=PRODUCT_DEFINITION('','',#182,#183);
+#185=PRODUCT_DEFINITION_SHAPE('','',#184);
+#186=SHAPE_DEFINITION_REPRESENTATION(#185,#177);
+ENDSEC;
+END-ISO-10303-21;
diff --git a/main/opengeometry/tests/fixtures/cases/cylinder-with-hole.step.mm.report.json b/main/opengeometry/tests/fixtures/cases/cylinder-with-hole.step.mm.report.json
new file mode 100644
index 0000000..5eec7ae
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/cylinder-with-hole.step.mm.report.json
@@ -0,0 +1 @@
+{"cavity_shells":0,"collapsed_chart_uses":0,"edges":6,"exchange_error_bound":0.000010000028421709431,"faces":4,"geometric_tolerance":0.00001,"length_unit":"millimetre","quality":{"kind":"Analytic"},"revision":"0","schema_version":2,"solids":1,"validation_level":"v2 structure, sampled residuals and Part-21 references; external schema/import validation pending"}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/cylinder-with-hole.tess.json b/main/opengeometry/tests/fixtures/cases/cylinder-with-hole.tess.json
new file mode 100644
index 0000000..a8b25c8
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/cylinder-with-hole.tess.json
@@ -0,0 +1 @@
+{"achievedDeflection":0.01,"indices":[0,1,34,0,34,33,1,2,35,1,35,34,2,3,36,2,36,35,3,4,37,3,37,36,4,5,38,4,38,37,5,6,39,5,39,38,6,7,40,6,40,39,7,8,41,7,41,40,8,9,42,8,42,41,9,10,43,9,43,42,10,11,44,10,44,43,11,12,45,11,45,44,12,13,46,12,46,45,13,14,47,13,47,46,14,15,48,14,48,47,15,16,49,15,49,48,16,17,50,16,50,49,17,18,51,17,51,50,18,19,52,18,52,51,19,20,53,19,53,52,20,21,54,20,54,53,21,22,55,21,55,54,22,23,56,22,56,55,23,24,57,23,57,56,24,25,58,24,58,57,25,26,59,25,59,58,26,27,60,26,60,59,27,28,61,27,61,60,28,29,62,28,62,61,29,30,63,29,63,62,30,31,64,30,64,63,31,32,65,31,65,64,66,100,67,66,99,100,67,101,68,67,100,101,68,102,69,68,101,102,69,103,70,69,102,103,70,104,71,70,103,104,71,105,72,71,104,105,72,106,73,72,105,106,73,107,74,73,106,107,74,108,75,74,107,108,75,109,76,75,108,109,76,110,77,76,109,110,77,111,78,77,110,111,78,112,79,78,111,112,79,113,80,79,112,113,80,114,81,80,113,114,81,115,82,81,114,115,82,116,83,82,115,116,83,117,84,83,116,117,84,118,85,84,117,118,85,119,86,85,118,119,86,120,87,86,119,120,87,121,88,87,120,121,88,122,89,88,121,122,89,123,90,89,122,123,90,124,91,90,123,124,91,125,92,91,124,125,92,126,93,92,125,126,93,127,94,93,126,127,94,128,95,94,127,128,95,129,96,95,128,129,96,130,97,96,129,130,97,131,98,97,130,131,163,132,133,133,134,135,135,136,137,137,138,139,139,140,141,141,142,143,143,144,145,145,146,147,147,148,180,181,180,148,148,149,150,150,151,152,152,153,154,154,155,156,156,157,158,158,159,160,160,161,162,162,163,133,133,135,137,137,139,141,141,143,145,145,147,180,182,181,148,148,150,152,152,154,156,156,158,160,160,162,133,133,137,141,145,180,179,183,182,148,148,152,156,156,160,133,141,145,179,184,183,148,141,179,178,185,184,148,141,178,177,186,185,148,141,177,176,186,148,156,141,176,175,187,186,156,141,175,174,188,187,156,141,174,173,189,188,156,141,173,172,190,189,156,141,172,171,191,190,156,133,141,171,192,191,156,133,171,170,193,192,156,133,170,169,194,193,156,133,169,168,194,156,133,133,168,167,195,194,133,133,167,166,164,195,133,133,166,165,165,164,133,227,196,197,197,198,199,199,200,201,201,202,203,203,204,205,205,206,207,207,208,209,209,210,211,211,212,244,245,244,212,212,213,214,214,215,216,216,217,218,218,219,220,220,221,222,222,223,224,224,225,226,226,227,197,197,199,201,201,203,205,205,207,209,209,211,244,246,245,212,212,214,216,216,218,220,220,222,224,224,226,197,197,201,205,209,244,243,247,246,212,212,216,220,220,224,197,205,209,243,248,247,212,205,243,242,249,248,212,205,242,241,250,249,212,205,241,240,250,212,220,205,240,239,251,250,220,205,239,238,252,251,220,205,238,237,253,252,220,205,237,236,254,253,220,205,236,235,255,254,220,197,205,235,256,255,220,197,235,234,257,256,220,197,234,233,258,257,220,197,233,232,258,220,197,197,232,231,259,258,197,197,231,230,228,259,197,197,230,229,229,228,197],"normals":[1.0,0.0,0.0,0.9807852506637573,0.0,-0.19509032368659973,0.9238795042037964,0.0,-0.3826834261417389,0.8314695954322815,0.0,-0.5555702447891235,0.7071067690849304,0.0,-0.7071067690849304,0.5555702447891235,0.0,-0.8314695954322815,0.3826834261417389,0.0,-0.9238795042037964,0.19509032368659973,0.0,-0.9807852506637573,6.123234262925839e-17,0.0,-1.0,-0.19509032368659973,0.0,-0.9807852506637573,-0.3826834261417389,0.0,-0.9238795042037964,-0.5555702447891235,0.0,-0.8314695954322815,-0.7071067690849304,0.0,-0.7071067690849304,-0.8314695954322815,0.0,-0.5555702447891235,-0.9238795042037964,0.0,-0.3826834261417389,-0.9807852506637573,0.0,-0.19509032368659973,-1.0,0.0,-1.2246468525851679e-16,-0.9807852506637573,0.0,0.19509032368659973,-0.9238795042037964,0.0,0.3826834261417389,-0.8314695954322815,0.0,0.5555702447891235,-0.7071067690849304,0.0,0.7071067690849304,-0.5555702447891235,0.0,0.8314695954322815,-0.3826834261417389,0.0,0.9238795042037964,-0.19509032368659973,0.0,0.9807852506637573,-1.8369701465288538e-16,0.0,1.0,0.19509032368659973,0.0,0.9807852506637573,0.3826834261417389,0.0,0.9238795042037964,0.5555702447891235,0.0,0.8314695954322815,0.7071067690849304,0.0,0.7071067690849304,0.8314695954322815,0.0,0.5555702447891235,0.9238795042037964,0.0,0.3826834261417389,0.9807852506637573,0.0,0.19509032368659973,1.0,0.0,2.4492937051703357e-16,1.0,0.0,0.0,0.9807852506637573,0.0,-0.19509032368659973,0.9238795042037964,0.0,-0.3826834261417389,0.8314695954322815,0.0,-0.5555702447891235,0.7071067690849304,0.0,-0.7071067690849304,0.5555702447891235,0.0,-0.8314695954322815,0.3826834261417389,0.0,-0.9238795042037964,0.19509032368659973,0.0,-0.9807852506637573,6.123234262925839e-17,0.0,-1.0,-0.19509032368659973,0.0,-0.9807852506637573,-0.3826834261417389,0.0,-0.9238795042037964,-0.5555702447891235,0.0,-0.8314695954322815,-0.7071067690849304,0.0,-0.7071067690849304,-0.8314695954322815,0.0,-0.5555702447891235,-0.9238795042037964,0.0,-0.3826834261417389,-0.9807852506637573,0.0,-0.19509032368659973,-1.0,0.0,-1.2246468525851679e-16,-0.9807852506637573,0.0,0.19509032368659973,-0.9238795042037964,0.0,0.3826834261417389,-0.8314695954322815,0.0,0.5555702447891235,-0.7071067690849304,0.0,0.7071067690849304,-0.5555702447891235,0.0,0.8314695954322815,-0.3826834261417389,0.0,0.9238795042037964,-0.19509032368659973,0.0,0.9807852506637573,-1.8369701465288538e-16,0.0,1.0,0.19509032368659973,0.0,0.9807852506637573,0.3826834261417389,0.0,0.9238795042037964,0.5555702447891235,0.0,0.8314695954322815,0.7071067690849304,0.0,0.7071067690849304,0.8314695954322815,0.0,0.5555702447891235,0.9238795042037964,0.0,0.3826834261417389,0.9807852506637573,0.0,0.19509032368659973,1.0,0.0,2.4492937051703357e-16,-1.0,-0.0,-0.0,-0.9807852506637573,-0.0,0.19509032368659973,-0.9238795042037964,-0.0,0.3826834261417389,-0.8314695954322815,-0.0,0.5555702447891235,-0.7071067690849304,-0.0,0.7071067690849304,-0.5555702447891235,-0.0,0.8314695954322815,-0.3826834261417389,-0.0,0.9238795042037964,-0.19509032368659973,-0.0,0.9807852506637573,-6.123234262925839e-17,-0.0,1.0,0.19509032368659973,-0.0,0.9807852506637573,0.3826834261417389,-0.0,0.9238795042037964,0.5555702447891235,-0.0,0.8314695954322815,0.7071067690849304,-0.0,0.7071067690849304,0.8314695954322815,-0.0,0.5555702447891235,0.9238795042037964,-0.0,0.3826834261417389,0.9807852506637573,-0.0,0.19509032368659973,1.0,-0.0,1.2246468525851679e-16,0.9807852506637573,-0.0,-0.19509032368659973,0.9238795042037964,-0.0,-0.3826834261417389,0.8314695954322815,-0.0,-0.5555702447891235,0.7071067690849304,-0.0,-0.7071067690849304,0.5555702447891235,-0.0,-0.8314695954322815,0.3826834261417389,-0.0,-0.9238795042037964,0.19509032368659973,-0.0,-0.9807852506637573,1.8369701465288538e-16,-0.0,-1.0,-0.19509032368659973,-0.0,-0.9807852506637573,-0.3826834261417389,-0.0,-0.9238795042037964,-0.5555702447891235,-0.0,-0.8314695954322815,-0.7071067690849304,-0.0,-0.7071067690849304,-0.8314695954322815,-0.0,-0.5555702447891235,-0.9238795042037964,-0.0,-0.3826834261417389,-0.9807852506637573,-0.0,-0.19509032368659973,-1.0,-0.0,-2.4492937051703357e-16,-1.0,-0.0,-0.0,-0.9807852506637573,-0.0,0.19509032368659973,-0.9238795042037964,-0.0,0.3826834261417389,-0.8314695954322815,-0.0,0.5555702447891235,-0.7071067690849304,-0.0,0.7071067690849304,-0.5555702447891235,-0.0,0.8314695954322815,-0.3826834261417389,-0.0,0.9238795042037964,-0.19509032368659973,-0.0,0.9807852506637573,-6.123234262925839e-17,-0.0,1.0,0.19509032368659973,-0.0,0.9807852506637573,0.3826834261417389,-0.0,0.9238795042037964,0.5555702447891235,-0.0,0.8314695954322815,0.7071067690849304,-0.0,0.7071067690849304,0.8314695954322815,-0.0,0.5555702447891235,0.9238795042037964,-0.0,0.3826834261417389,0.9807852506637573,-0.0,0.19509032368659973,1.0,-0.0,1.2246468525851679e-16,0.9807852506637573,-0.0,-0.19509032368659973,0.9238795042037964,-0.0,-0.3826834261417389,0.8314695954322815,-0.0,-0.5555702447891235,0.7071067690849304,-0.0,-0.7071067690849304,0.5555702447891235,-0.0,-0.8314695954322815,0.3826834261417389,-0.0,-0.9238795042037964,0.19509032368659973,-0.0,-0.9807852506637573,1.8369701465288538e-16,-0.0,-1.0,-0.19509032368659973,-0.0,-0.9807852506637573,-0.3826834261417389,-0.0,-0.9238795042037964,-0.5555702447891235,-0.0,-0.8314695954322815,-0.7071067690849304,-0.0,-0.7071067690849304,-0.8314695954322815,-0.0,-0.5555702447891235,-0.9238795042037964,-0.0,-0.3826834261417389,-0.9807852506637573,-0.0,-0.19509032368659973,-1.0,-0.0,-2.4492937051703357e-16,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0],"outlineEdgeIds":[0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3],"outlinePositions":[1.0,0.0,0.0,0.9807852804032304,0.0,-0.19509032201612825,0.9807852804032304,0.0,-0.19509032201612825,0.9238795325112867,0.0,-0.3826834323650898,0.9238795325112867,0.0,-0.3826834323650898,0.8314696123025452,0.0,-0.5555702330196022,0.8314696123025452,0.0,-0.5555702330196022,0.7071067811865476,0.0,-0.7071067811865475,0.7071067811865476,0.0,-0.7071067811865475,0.5555702330196023,0.0,-0.8314696123025452,0.5555702330196023,0.0,-0.8314696123025452,0.38268343236508984,0.0,-0.9238795325112867,0.38268343236508984,0.0,-0.9238795325112867,0.19509032201612833,0.0,-0.9807852804032304,0.19509032201612833,0.0,-0.9807852804032304,6.123233995736766e-17,0.0,-1.0,6.123233995736766e-17,0.0,-1.0,-0.1950903220161282,0.0,-0.9807852804032304,-0.1950903220161282,0.0,-0.9807852804032304,-0.3826834323650897,0.0,-0.9238795325112867,-0.3826834323650897,0.0,-0.9238795325112867,-0.555570233019602,0.0,-0.8314696123025453,-0.555570233019602,0.0,-0.8314696123025453,-0.7071067811865475,0.0,-0.7071067811865476,-0.7071067811865475,0.0,-0.7071067811865476,-0.8314696123025453,0.0,-0.5555702330196022,-0.8314696123025453,0.0,-0.5555702330196022,-0.9238795325112867,0.0,-0.3826834323650899,-0.9238795325112867,0.0,-0.3826834323650899,-0.9807852804032304,0.0,-0.1950903220161286,-0.9807852804032304,0.0,-0.1950903220161286,-1.0,0.0,-1.2246467991473532e-16,-1.0,0.0,-1.2246467991473532e-16,-0.9807852804032304,0.0,0.19509032201612836,-0.9807852804032304,0.0,0.19509032201612836,-0.9238795325112868,0.0,0.38268343236508967,-0.9238795325112868,0.0,0.38268343236508967,-0.8314696123025455,0.0,0.555570233019602,-0.8314696123025455,0.0,0.555570233019602,-0.7071067811865477,0.0,0.7071067811865475,-0.7071067811865477,0.0,0.7071067811865475,-0.5555702330196022,0.0,0.8314696123025452,-0.5555702330196022,0.0,0.8314696123025452,-0.38268343236509034,0.0,0.9238795325112865,-0.38268343236509034,0.0,0.9238795325112865,-0.19509032201612866,0.0,0.9807852804032303,-0.19509032201612866,0.0,0.9807852804032303,-1.8369701987210297e-16,0.0,1.0,-1.8369701987210297e-16,0.0,1.0,0.1950903220161283,0.0,0.9807852804032304,0.1950903220161283,0.0,0.9807852804032304,0.38268343236509,0.0,0.9238795325112866,0.38268343236509,0.0,0.9238795325112866,0.5555702330196018,0.0,0.8314696123025455,0.5555702330196018,0.0,0.8314696123025455,0.7071067811865474,0.0,0.7071067811865477,0.7071067811865474,0.0,0.7071067811865477,0.8314696123025452,0.0,0.5555702330196022,0.8314696123025452,0.0,0.5555702330196022,0.9238795325112865,0.0,0.3826834323650904,0.9238795325112865,0.0,0.3826834323650904,0.9807852804032303,0.0,0.19509032201612872,0.9807852804032303,0.0,0.19509032201612872,1.0,0.0,0.0,1.0,2.0,0.0,0.9807852804032304,2.0,-0.19509032201612825,0.9807852804032304,2.0,-0.19509032201612825,0.9238795325112867,2.0,-0.3826834323650898,0.9238795325112867,2.0,-0.3826834323650898,0.8314696123025452,2.0,-0.5555702330196022,0.8314696123025452,2.0,-0.5555702330196022,0.7071067811865476,2.0,-0.7071067811865475,0.7071067811865476,2.0,-0.7071067811865475,0.5555702330196023,2.0,-0.8314696123025452,0.5555702330196023,2.0,-0.8314696123025452,0.38268343236508984,2.0,-0.9238795325112867,0.38268343236508984,2.0,-0.9238795325112867,0.19509032201612833,2.0,-0.9807852804032304,0.19509032201612833,2.0,-0.9807852804032304,6.123233995736766e-17,2.0,-1.0,6.123233995736766e-17,2.0,-1.0,-0.1950903220161282,2.0,-0.9807852804032304,-0.1950903220161282,2.0,-0.9807852804032304,-0.3826834323650897,2.0,-0.9238795325112867,-0.3826834323650897,2.0,-0.9238795325112867,-0.555570233019602,2.0,-0.8314696123025453,-0.555570233019602,2.0,-0.8314696123025453,-0.7071067811865475,2.0,-0.7071067811865476,-0.7071067811865475,2.0,-0.7071067811865476,-0.8314696123025453,2.0,-0.5555702330196022,-0.8314696123025453,2.0,-0.5555702330196022,-0.9238795325112867,2.0,-0.3826834323650899,-0.9238795325112867,2.0,-0.3826834323650899,-0.9807852804032304,2.0,-0.1950903220161286,-0.9807852804032304,2.0,-0.1950903220161286,-1.0,2.0,-1.2246467991473532e-16,-1.0,2.0,-1.2246467991473532e-16,-0.9807852804032304,2.0,0.19509032201612836,-0.9807852804032304,2.0,0.19509032201612836,-0.9238795325112868,2.0,0.38268343236508967,-0.9238795325112868,2.0,0.38268343236508967,-0.8314696123025455,2.0,0.555570233019602,-0.8314696123025455,2.0,0.555570233019602,-0.7071067811865477,2.0,0.7071067811865475,-0.7071067811865477,2.0,0.7071067811865475,-0.5555702330196022,2.0,0.8314696123025452,-0.5555702330196022,2.0,0.8314696123025452,-0.38268343236509034,2.0,0.9238795325112865,-0.38268343236509034,2.0,0.9238795325112865,-0.19509032201612866,2.0,0.9807852804032303,-0.19509032201612866,2.0,0.9807852804032303,-1.8369701987210297e-16,2.0,1.0,-1.8369701987210297e-16,2.0,1.0,0.1950903220161283,2.0,0.9807852804032304,0.1950903220161283,2.0,0.9807852804032304,0.38268343236509,2.0,0.9238795325112866,0.38268343236509,2.0,0.9238795325112866,0.5555702330196018,2.0,0.8314696123025455,0.5555702330196018,2.0,0.8314696123025455,0.7071067811865474,2.0,0.7071067811865477,0.7071067811865474,2.0,0.7071067811865477,0.8314696123025452,2.0,0.5555702330196022,0.8314696123025452,2.0,0.5555702330196022,0.9238795325112865,2.0,0.3826834323650904,0.9238795325112865,2.0,0.3826834323650904,0.9807852804032303,2.0,0.19509032201612872,0.9807852804032303,2.0,0.19509032201612872,1.0,2.0,0.0,0.4,0.0,0.0,0.3923141121612922,0.0,-0.0780361288064513,0.3923141121612922,0.0,-0.0780361288064513,0.36955181300451473,0.0,-0.15307337294603593,0.36955181300451473,0.0,-0.15307337294603593,0.3325878449210181,0.0,-0.22222809320784087,0.3325878449210181,0.0,-0.22222809320784087,0.28284271247461906,0.0,-0.282842712474619,0.28284271247461906,0.0,-0.282842712474619,0.22222809320784093,0.0,-0.3325878449210181,0.22222809320784093,0.0,-0.3325878449210181,0.15307337294603596,0.0,-0.36955181300451473,0.15307337294603596,0.0,-0.36955181300451473,0.07803612880645133,0.0,-0.3923141121612922,0.07803612880645133,0.0,-0.3923141121612922,2.4492935982947065e-17,0.0,-0.4,2.4492935982947065e-17,0.0,-0.4,-0.07803612880645128,0.0,-0.3923141121612922,-0.07803612880645128,0.0,-0.3923141121612922,-0.1530733729460359,0.0,-0.36955181300451473,-0.1530733729460359,0.0,-0.36955181300451473,-0.2222280932078408,0.0,-0.33258784492101817,-0.2222280932078408,0.0,-0.33258784492101817,-0.282842712474619,0.0,-0.28284271247461906,-0.282842712474619,0.0,-0.28284271247461906,-0.33258784492101817,0.0,-0.22222809320784087,-0.33258784492101817,0.0,-0.22222809320784087,-0.36955181300451473,0.0,-0.15307337294603596,-0.36955181300451473,0.0,-0.15307337294603596,-0.3923141121612922,0.0,-0.07803612880645144,-0.3923141121612922,0.0,-0.07803612880645144,-0.4,0.0,-4.898587196589413e-17,-0.4,0.0,-4.898587196589413e-17,-0.3923141121612922,0.0,0.07803612880645135,-0.3923141121612922,0.0,0.07803612880645135,-0.3695518130045148,0.0,0.15307337294603587,-0.3695518130045148,0.0,0.15307337294603587,-0.3325878449210182,0.0,0.2222280932078408,-0.3325878449210182,0.0,0.2222280932078408,-0.28284271247461906,0.0,0.282842712474619,-0.28284271247461906,0.0,0.282842712474619,-0.22222809320784087,0.0,0.3325878449210181,-0.22222809320784087,0.0,0.3325878449210181,-0.15307337294603615,0.0,0.3695518130045146,-0.15307337294603615,0.0,0.3695518130045146,-0.07803612880645147,0.0,0.39231411216129214,-0.07803612880645147,0.0,0.39231411216129214,-7.347880794884119e-17,0.0,0.4,-7.347880794884119e-17,0.0,0.4,0.07803612880645133,0.0,0.3923141121612922,0.07803612880645133,0.0,0.3923141121612922,0.153073372946036,0.0,0.3695518130045147,0.153073372946036,0.0,0.3695518130045147,0.22222809320784076,0.0,0.3325878449210182,0.22222809320784076,0.0,0.3325878449210182,0.28284271247461895,0.0,0.28284271247461906,0.28284271247461895,0.0,0.28284271247461906,0.3325878449210181,0.0,0.22222809320784087,0.3325878449210181,0.0,0.22222809320784087,0.3695518130045146,0.0,0.15307337294603618,0.3695518130045146,0.0,0.15307337294603618,0.39231411216129214,0.0,0.0780361288064515,0.39231411216129214,0.0,0.0780361288064515,0.4,0.0,0.0,0.4,2.0,0.0,0.3923141121612922,2.0,-0.0780361288064513,0.3923141121612922,2.0,-0.0780361288064513,0.36955181300451473,2.0,-0.15307337294603593,0.36955181300451473,2.0,-0.15307337294603593,0.3325878449210181,2.0,-0.22222809320784087,0.3325878449210181,2.0,-0.22222809320784087,0.28284271247461906,2.0,-0.282842712474619,0.28284271247461906,2.0,-0.282842712474619,0.22222809320784093,2.0,-0.3325878449210181,0.22222809320784093,2.0,-0.3325878449210181,0.15307337294603596,2.0,-0.36955181300451473,0.15307337294603596,2.0,-0.36955181300451473,0.07803612880645133,2.0,-0.3923141121612922,0.07803612880645133,2.0,-0.3923141121612922,2.4492935982947065e-17,2.0,-0.4,2.4492935982947065e-17,2.0,-0.4,-0.07803612880645128,2.0,-0.3923141121612922,-0.07803612880645128,2.0,-0.3923141121612922,-0.1530733729460359,2.0,-0.36955181300451473,-0.1530733729460359,2.0,-0.36955181300451473,-0.2222280932078408,2.0,-0.33258784492101817,-0.2222280932078408,2.0,-0.33258784492101817,-0.282842712474619,2.0,-0.28284271247461906,-0.282842712474619,2.0,-0.28284271247461906,-0.33258784492101817,2.0,-0.22222809320784087,-0.33258784492101817,2.0,-0.22222809320784087,-0.36955181300451473,2.0,-0.15307337294603596,-0.36955181300451473,2.0,-0.15307337294603596,-0.3923141121612922,2.0,-0.07803612880645144,-0.3923141121612922,2.0,-0.07803612880645144,-0.4,2.0,-4.898587196589413e-17,-0.4,2.0,-4.898587196589413e-17,-0.3923141121612922,2.0,0.07803612880645135,-0.3923141121612922,2.0,0.07803612880645135,-0.3695518130045148,2.0,0.15307337294603587,-0.3695518130045148,2.0,0.15307337294603587,-0.3325878449210182,2.0,0.2222280932078408,-0.3325878449210182,2.0,0.2222280932078408,-0.28284271247461906,2.0,0.282842712474619,-0.28284271247461906,2.0,0.282842712474619,-0.22222809320784087,2.0,0.3325878449210181,-0.22222809320784087,2.0,0.3325878449210181,-0.15307337294603615,2.0,0.3695518130045146,-0.15307337294603615,2.0,0.3695518130045146,-0.07803612880645147,2.0,0.39231411216129214,-0.07803612880645147,2.0,0.39231411216129214,-7.347880794884119e-17,2.0,0.4,-7.347880794884119e-17,2.0,0.4,0.07803612880645133,2.0,0.3923141121612922,0.07803612880645133,2.0,0.3923141121612922,0.153073372946036,2.0,0.3695518130045147,0.153073372946036,2.0,0.3695518130045147,0.22222809320784076,2.0,0.3325878449210182,0.22222809320784076,2.0,0.3325878449210182,0.28284271247461895,2.0,0.28284271247461906,0.28284271247461895,2.0,0.28284271247461906,0.3325878449210181,2.0,0.22222809320784087,0.3325878449210181,2.0,0.22222809320784087,0.3695518130045146,2.0,0.15307337294603618,0.3695518130045146,2.0,0.15307337294603618,0.39231411216129214,2.0,0.0780361288064515,0.39231411216129214,2.0,0.0780361288064515,0.4,2.0,0.0],"positions":[1.0,0.0,0.0,0.9807852804032304,0.0,-0.19509032201612825,0.9238795325112867,0.0,-0.3826834323650898,0.8314696123025452,0.0,-0.5555702330196022,0.7071067811865476,0.0,-0.7071067811865475,0.5555702330196023,0.0,-0.8314696123025452,0.38268343236508984,0.0,-0.9238795325112867,0.19509032201612833,0.0,-0.9807852804032304,6.123233995736766e-17,0.0,-1.0,-0.1950903220161282,0.0,-0.9807852804032304,-0.3826834323650897,0.0,-0.9238795325112867,-0.555570233019602,0.0,-0.8314696123025453,-0.7071067811865475,0.0,-0.7071067811865476,-0.8314696123025453,0.0,-0.5555702330196022,-0.9238795325112867,0.0,-0.3826834323650899,-0.9807852804032304,0.0,-0.1950903220161286,-1.0,0.0,-1.2246467991473532e-16,-0.9807852804032304,0.0,0.19509032201612836,-0.9238795325112868,0.0,0.38268343236508967,-0.8314696123025455,0.0,0.555570233019602,-0.7071067811865477,0.0,0.7071067811865475,-0.5555702330196022,0.0,0.8314696123025452,-0.38268343236509034,0.0,0.9238795325112865,-0.19509032201612866,0.0,0.9807852804032303,-1.8369701987210297e-16,0.0,1.0,0.1950903220161283,0.0,0.9807852804032304,0.38268343236509,0.0,0.9238795325112866,0.5555702330196018,0.0,0.8314696123025455,0.7071067811865474,0.0,0.7071067811865477,0.8314696123025452,0.0,0.5555702330196022,0.9238795325112865,0.0,0.3826834323650904,0.9807852804032303,0.0,0.19509032201612872,1.0,0.0,0.0,1.0,2.0,0.0,0.9807852804032304,2.0,-0.19509032201612825,0.9238795325112867,2.0,-0.3826834323650898,0.8314696123025452,2.0,-0.5555702330196022,0.7071067811865476,2.0,-0.7071067811865475,0.5555702330196023,2.0,-0.8314696123025452,0.38268343236508984,2.0,-0.9238795325112867,0.19509032201612833,2.0,-0.9807852804032304,6.123233995736766e-17,2.0,-1.0,-0.1950903220161282,2.0,-0.9807852804032304,-0.3826834323650897,2.0,-0.9238795325112867,-0.555570233019602,2.0,-0.8314696123025453,-0.7071067811865475,2.0,-0.7071067811865476,-0.8314696123025453,2.0,-0.5555702330196022,-0.9238795325112867,2.0,-0.3826834323650899,-0.9807852804032304,2.0,-0.1950903220161286,-1.0,2.0,-1.2246467991473532e-16,-0.9807852804032304,2.0,0.19509032201612836,-0.9238795325112868,2.0,0.38268343236508967,-0.8314696123025455,2.0,0.555570233019602,-0.7071067811865477,2.0,0.7071067811865475,-0.5555702330196022,2.0,0.8314696123025452,-0.38268343236509034,2.0,0.9238795325112865,-0.19509032201612866,2.0,0.9807852804032303,-1.8369701987210297e-16,2.0,1.0,0.1950903220161283,2.0,0.9807852804032304,0.38268343236509,2.0,0.9238795325112866,0.5555702330196018,2.0,0.8314696123025455,0.7071067811865474,2.0,0.7071067811865477,0.8314696123025452,2.0,0.5555702330196022,0.9238795325112865,2.0,0.3826834323650904,0.9807852804032303,2.0,0.19509032201612872,1.0,2.0,0.0,0.4,0.0,0.0,0.3923141121612922,0.0,-0.0780361288064513,0.36955181300451473,0.0,-0.15307337294603593,0.3325878449210181,0.0,-0.22222809320784087,0.28284271247461906,0.0,-0.282842712474619,0.22222809320784093,0.0,-0.3325878449210181,0.15307337294603596,0.0,-0.36955181300451473,0.07803612880645133,0.0,-0.3923141121612922,2.4492935982947065e-17,0.0,-0.4,-0.07803612880645128,0.0,-0.3923141121612922,-0.1530733729460359,0.0,-0.36955181300451473,-0.2222280932078408,0.0,-0.33258784492101817,-0.282842712474619,0.0,-0.28284271247461906,-0.33258784492101817,0.0,-0.22222809320784087,-0.36955181300451473,0.0,-0.15307337294603596,-0.3923141121612922,0.0,-0.07803612880645144,-0.4,0.0,-4.898587196589413e-17,-0.3923141121612922,0.0,0.07803612880645135,-0.3695518130045148,0.0,0.15307337294603587,-0.3325878449210182,0.0,0.2222280932078408,-0.28284271247461906,0.0,0.282842712474619,-0.22222809320784087,0.0,0.3325878449210181,-0.15307337294603615,0.0,0.3695518130045146,-0.07803612880645147,0.0,0.39231411216129214,-7.347880794884119e-17,0.0,0.4,0.07803612880645133,0.0,0.3923141121612922,0.153073372946036,0.0,0.3695518130045147,0.22222809320784076,0.0,0.3325878449210182,0.28284271247461895,0.0,0.28284271247461906,0.3325878449210181,0.0,0.22222809320784087,0.3695518130045146,0.0,0.15307337294603618,0.39231411216129214,0.0,0.0780361288064515,0.4,0.0,0.0,0.4,2.0,0.0,0.3923141121612922,2.0,-0.0780361288064513,0.36955181300451473,2.0,-0.15307337294603593,0.3325878449210181,2.0,-0.22222809320784087,0.28284271247461906,2.0,-0.282842712474619,0.22222809320784093,2.0,-0.3325878449210181,0.15307337294603596,2.0,-0.36955181300451473,0.07803612880645133,2.0,-0.3923141121612922,2.4492935982947065e-17,2.0,-0.4,-0.07803612880645128,2.0,-0.3923141121612922,-0.1530733729460359,2.0,-0.36955181300451473,-0.2222280932078408,2.0,-0.33258784492101817,-0.282842712474619,2.0,-0.28284271247461906,-0.33258784492101817,2.0,-0.22222809320784087,-0.36955181300451473,2.0,-0.15307337294603596,-0.3923141121612922,2.0,-0.07803612880645144,-0.4,2.0,-4.898587196589413e-17,-0.3923141121612922,2.0,0.07803612880645135,-0.3695518130045148,2.0,0.15307337294603587,-0.3325878449210182,2.0,0.2222280932078408,-0.28284271247461906,2.0,0.282842712474619,-0.22222809320784087,2.0,0.3325878449210181,-0.15307337294603615,2.0,0.3695518130045146,-0.07803612880645147,2.0,0.39231411216129214,-7.347880794884119e-17,2.0,0.4,0.07803612880645133,2.0,0.3923141121612922,0.153073372946036,2.0,0.3695518130045147,0.22222809320784076,2.0,0.3325878449210182,0.28284271247461895,2.0,0.28284271247461906,0.3325878449210181,2.0,0.22222809320784087,0.3695518130045146,2.0,0.15307337294603618,0.39231411216129214,2.0,0.0780361288064515,0.4,2.0,0.0,1.0,0.0,0.0,0.9807852804032303,0.0,0.19509032201612872,0.9238795325112865,0.0,0.3826834323650904,0.8314696123025452,0.0,0.5555702330196022,0.7071067811865474,0.0,0.7071067811865477,0.5555702330196018,0.0,0.8314696123025455,0.38268343236509,0.0,0.9238795325112866,0.1950903220161283,0.0,0.9807852804032304,-1.8369701987210297e-16,0.0,1.0,-0.19509032201612866,0.0,0.9807852804032303,-0.38268343236509034,0.0,0.9238795325112865,-0.5555702330196022,0.0,0.8314696123025452,-0.7071067811865477,0.0,0.7071067811865475,-0.8314696123025455,0.0,0.555570233019602,-0.9238795325112868,0.0,0.38268343236508967,-0.9807852804032304,0.0,0.19509032201612836,-1.0,0.0,-1.2246467991473532e-16,-0.9807852804032304,0.0,-0.1950903220161286,-0.9238795325112867,0.0,-0.3826834323650899,-0.8314696123025453,0.0,-0.5555702330196022,-0.7071067811865475,0.0,-0.7071067811865476,-0.555570233019602,0.0,-0.8314696123025453,-0.3826834323650897,0.0,-0.9238795325112867,-0.1950903220161282,0.0,-0.9807852804032304,6.123233995736766e-17,0.0,-1.0,0.19509032201612833,0.0,-0.9807852804032304,0.38268343236508984,0.0,-0.9238795325112867,0.5555702330196023,0.0,-0.8314696123025452,0.7071067811865476,0.0,-0.7071067811865475,0.8314696123025452,0.0,-0.5555702330196022,0.9238795325112867,0.0,-0.3826834323650898,0.9807852804032304,0.0,-0.19509032201612825,0.4,0.0,0.0,0.39231411216129214,0.0,0.0780361288064515,0.3695518130045146,0.0,0.15307337294603618,0.3325878449210181,0.0,0.22222809320784087,0.28284271247461895,0.0,0.28284271247461906,0.22222809320784076,0.0,0.3325878449210182,0.153073372946036,0.0,0.3695518130045147,0.07803612880645133,0.0,0.3923141121612922,-7.347880794884119e-17,0.0,0.4,-0.07803612880645147,0.0,0.39231411216129214,-0.15307337294603615,0.0,0.3695518130045146,-0.22222809320784087,0.0,0.3325878449210181,-0.28284271247461906,0.0,0.282842712474619,-0.3325878449210182,0.0,0.2222280932078408,-0.3695518130045148,0.0,0.15307337294603587,-0.3923141121612922,0.0,0.07803612880645135,-0.4,0.0,-4.898587196589413e-17,-0.3923141121612922,0.0,-0.07803612880645144,-0.36955181300451473,0.0,-0.15307337294603596,-0.33258784492101817,0.0,-0.22222809320784087,-0.282842712474619,0.0,-0.28284271247461906,-0.2222280932078408,0.0,-0.33258784492101817,-0.1530733729460359,0.0,-0.36955181300451473,-0.07803612880645128,0.0,-0.3923141121612922,2.4492935982947065e-17,0.0,-0.4,0.07803612880645133,0.0,-0.3923141121612922,0.15307337294603596,0.0,-0.36955181300451473,0.22222809320784093,0.0,-0.3325878449210181,0.28284271247461906,0.0,-0.282842712474619,0.3325878449210181,0.0,-0.22222809320784087,0.36955181300451473,0.0,-0.15307337294603593,0.3923141121612922,0.0,-0.0780361288064513,1.0,2.0,0.0,0.9807852804032304,2.0,-0.19509032201612825,0.9238795325112867,2.0,-0.3826834323650898,0.8314696123025452,2.0,-0.5555702330196022,0.7071067811865476,2.0,-0.7071067811865475,0.5555702330196023,2.0,-0.8314696123025452,0.38268343236508984,2.0,-0.9238795325112867,0.19509032201612833,2.0,-0.9807852804032304,6.123233995736766e-17,2.0,-1.0,-0.1950903220161282,2.0,-0.9807852804032304,-0.3826834323650897,2.0,-0.9238795325112867,-0.555570233019602,2.0,-0.8314696123025453,-0.7071067811865475,2.0,-0.7071067811865476,-0.8314696123025453,2.0,-0.5555702330196022,-0.9238795325112867,2.0,-0.3826834323650899,-0.9807852804032304,2.0,-0.1950903220161286,-1.0,2.0,-1.2246467991473532e-16,-0.9807852804032304,2.0,0.19509032201612836,-0.9238795325112868,2.0,0.38268343236508967,-0.8314696123025455,2.0,0.555570233019602,-0.7071067811865477,2.0,0.7071067811865475,-0.5555702330196022,2.0,0.8314696123025452,-0.38268343236509034,2.0,0.9238795325112865,-0.19509032201612866,2.0,0.9807852804032303,-1.8369701987210297e-16,2.0,1.0,0.1950903220161283,2.0,0.9807852804032304,0.38268343236509,2.0,0.9238795325112866,0.5555702330196018,2.0,0.8314696123025455,0.7071067811865474,2.0,0.7071067811865477,0.8314696123025452,2.0,0.5555702330196022,0.9238795325112865,2.0,0.3826834323650904,0.9807852804032303,2.0,0.19509032201612872,0.4,2.0,0.0,0.3923141121612922,2.0,-0.0780361288064513,0.36955181300451473,2.0,-0.15307337294603593,0.3325878449210181,2.0,-0.22222809320784087,0.28284271247461906,2.0,-0.282842712474619,0.22222809320784093,2.0,-0.3325878449210181,0.15307337294603596,2.0,-0.36955181300451473,0.07803612880645133,2.0,-0.3923141121612922,2.4492935982947065e-17,2.0,-0.4,-0.07803612880645128,2.0,-0.3923141121612922,-0.1530733729460359,2.0,-0.36955181300451473,-0.2222280932078408,2.0,-0.33258784492101817,-0.282842712474619,2.0,-0.28284271247461906,-0.33258784492101817,2.0,-0.22222809320784087,-0.36955181300451473,2.0,-0.15307337294603596,-0.3923141121612922,2.0,-0.07803612880645144,-0.4,2.0,-4.898587196589413e-17,-0.3923141121612922,2.0,0.07803612880645135,-0.3695518130045148,2.0,0.15307337294603587,-0.3325878449210182,2.0,0.2222280932078408,-0.28284271247461906,2.0,0.282842712474619,-0.22222809320784087,2.0,0.3325878449210181,-0.15307337294603615,2.0,0.3695518130045146,-0.07803612880645147,2.0,0.39231411216129214,-7.347880794884119e-17,2.0,0.4,0.07803612880645133,2.0,0.3923141121612922,0.153073372946036,2.0,0.3695518130045147,0.22222809320784076,2.0,0.3325878449210182,0.28284271247461895,2.0,0.28284271247461906,0.3325878449210181,2.0,0.22222809320784087,0.3695518130045146,2.0,0.15307337294603618,0.39231411216129214,2.0,0.0780361288064515],"revision":0,"triangleFaceIds":[0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3,3]}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/cylinder.brep.json b/main/opengeometry/tests/fixtures/cases/cylinder.brep.json
new file mode 100644
index 0000000..ad6612f
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/cylinder.brep.json
@@ -0,0 +1 @@
+{"schema_version":2,"id":"cylinder","revision":0,"geometry":{"surfaces":[{"kind":"Cylinder","frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"radius":1.0},{"kind":"Plane","frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]}},{"kind":"Plane","frame":{"origin":[0.0,2.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]}}],"curves":[{"kind":"Circle","frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"radius":1.0},{"kind":"Circle","frame":{"origin":[0.0,2.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"radius":1.0},{"kind":"Line","origin":[1.0,0.0,0.0],"direction":[0.0,1.0,0.0]}],"pcurves":[{"kind":"Line2","origin":[0.0,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[6.283185307179586,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,2.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[0.0,1.0]},{"kind":"Conic2","origin":[0.0,0.0],"axis_a":[1.0,0.0],"axis_b":[0.0,-1.0]},{"kind":"Conic2","origin":[0.0,0.0],"axis_a":[1.0,0.0],"axis_b":[0.0,1.0]}],"intersections":[]},"topology":{"vertices":[{"id":0,"position":[1.0,0.0,0.0],"outgoing_halfedge":0,"tolerance":1e-8},{"id":1,"position":[1.0,2.0,0.0],"outgoing_halfedge":2,"tolerance":1e-8}],"edges":[{"id":0,"geometry":{"kind":"Curve","curve":0,"range":{"lo":0.0,"hi":6.283185307179586}},"halfedge":0,"twin_halfedge":4,"tolerance":1e-8,"chart_seam":false},{"id":1,"geometry":{"kind":"Curve","curve":1,"range":{"lo":0.0,"hi":6.283185307179586}},"halfedge":2,"twin_halfedge":5,"tolerance":1e-8,"chart_seam":false},{"id":2,"geometry":{"kind":"Curve","curve":2,"range":{"lo":0.0,"hi":2.0}},"halfedge":1,"twin_halfedge":3,"tolerance":1e-8,"chart_seam":true}],"halfedges":[{"id":0,"from":0,"to":0,"twin":4,"next":1,"prev":3,"edge":0,"face":0,"loop_ref":0,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":0,"periodic_lift":[0,0]}},{"id":1,"from":0,"to":1,"twin":3,"next":2,"prev":0,"edge":2,"face":0,"loop_ref":0,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":1,"periodic_lift":[0,0]}},{"id":2,"from":1,"to":1,"twin":5,"next":3,"prev":1,"edge":1,"face":0,"loop_ref":0,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":2,"periodic_lift":[0,0]}},{"id":3,"from":1,"to":0,"twin":1,"next":0,"prev":2,"edge":2,"face":0,"loop_ref":0,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":3,"periodic_lift":[0,0]}},{"id":4,"from":0,"to":0,"twin":0,"next":4,"prev":4,"edge":0,"face":1,"loop_ref":1,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":4,"periodic_lift":[0,0]}},{"id":5,"from":1,"to":1,"twin":2,"next":5,"prev":5,"edge":1,"face":2,"loop_ref":2,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":5,"periodic_lift":[0,0]}}],"loops":[{"id":0,"start_halfedge":0,"face_ref":0,"is_hole":false},{"id":1,"start_halfedge":4,"face_ref":1,"is_hole":false},{"id":2,"start_halfedge":5,"face_ref":2,"is_hole":false}],"faces":[{"id":0,"key":"lateral","surface":0,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":0.0,"hi":6.283185307179586},{"lo":0.0,"hi":2.0}],"outer":0,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"cylinder","body":"cylinder","key":"lateral","face":0}],"role":"Authored","reversed":false}},{"id":1,"key":"lower_cap","surface":1,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1.0,"hi":1.0},{"lo":-1.0,"hi":1.0}],"outer":1,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"cylinder","body":"cylinder","key":"lower_cap","face":1}],"role":"Authored","reversed":false}},{"id":2,"key":"upper_cap","surface":2,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1.0,"hi":1.0},{"lo":-1.0,"hi":1.0}],"outer":2,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"cylinder","body":"cylinder","key":"upper_cap","face":2}],"role":"Authored","reversed":false}}],"wires":[],"shells":[{"id":0,"faces":[0,1,2],"is_closed":true}]},"solids":[{"outer_shell":0,"cavity_shells":[]}],"accuracy":{"geometric":1e-8,"intersection":1e-9,"tessellation":0.01,"exchange":1e-6},"quality":{"kind":"Analytic"}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/cylinder.step.m b/main/opengeometry/tests/fixtures/cases/cylinder.step.m
new file mode 100644
index 0000000..ed60d1b
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/cylinder.step.m
@@ -0,0 +1,117 @@
+ISO-10303-21;
+HEADER;
+FILE_DESCRIPTION(('OpenGeometry authoritative analytic BRep v2'),'2;1');
+FILE_NAME('cylinder','1970-01-01T00:00:00',('OpenGeometry'),('OpenGeometry'),'OpenGeometry','OpenGeometry','');
+FILE_SCHEMA(('AUTOMOTIVE_DESIGN'));
+ENDSEC;
+DATA;
+#1=(GEOMETRIC_REPRESENTATION_CONTEXT(2) REPRESENTATION_CONTEXT('',''));
+#2=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#3=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#4=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#5=AXIS2_PLACEMENT_3D('',#2,#3,#4);
+#6=CYLINDRICAL_SURFACE('',#5,1.00000000000000000E0);
+#7=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#8=DIRECTION('',(-0.00000000000000000E0,-1.00000000000000000E0,-0.00000000000000000E0));
+#9=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#10=AXIS2_PLACEMENT_3D('',#7,#8,#9);
+#11=PLANE('',#10);
+#12=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E0,0.00000000000000000E0));
+#13=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#14=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#15=AXIS2_PLACEMENT_3D('',#12,#13,#14);
+#16=PLANE('',#15);
+#17=CARTESIAN_POINT('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#18=VERTEX_POINT('',#17);
+#19=CARTESIAN_POINT('',(1.00000000000000000E0,2.00000000000000000E0,0.00000000000000000E0));
+#20=VERTEX_POINT('',#19);
+#21=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#22=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#23=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#24=AXIS2_PLACEMENT_3D('',#21,#22,#23);
+#25=CIRCLE('',#24,1.00000000000000000E0);
+#26=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#27=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#28=VECTOR('',#27,1.00000000000000000E0);
+#29=LINE('',#26,#28);
+#30=DEFINITIONAL_REPRESENTATION('',(#29),#1);
+#31=PCURVE('',#6,#30);
+#32=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#33=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#34=AXIS2_PLACEMENT_2D('',#32,#33);
+#35=CIRCLE('',#34,1.00000000000000000E0);
+#36=DEFINITIONAL_REPRESENTATION('',(#35),#1);
+#37=PCURVE('',#11,#36);
+#38=SURFACE_CURVE('',#25,(#31,#37),.CURVE_3D.);
+#39=EDGE_CURVE('',#18,#18,#38,.T.);
+#40=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E0,0.00000000000000000E0));
+#41=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#42=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#43=AXIS2_PLACEMENT_3D('',#40,#41,#42);
+#44=CIRCLE('',#43,1.00000000000000000E0);
+#45=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E0));
+#46=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#47=VECTOR('',#46,1.00000000000000000E0);
+#48=LINE('',#45,#47);
+#49=DEFINITIONAL_REPRESENTATION('',(#48),#1);
+#50=PCURVE('',#6,#49);
+#51=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#52=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#53=AXIS2_PLACEMENT_2D('',#51,#52);
+#54=CIRCLE('',#53,1.00000000000000000E0);
+#55=DEFINITIONAL_REPRESENTATION('',(#54),#1);
+#56=PCURVE('',#16,#55);
+#57=SURFACE_CURVE('',#44,(#50,#56),.CURVE_3D.);
+#58=EDGE_CURVE('',#20,#20,#57,.T.);
+#59=CARTESIAN_POINT('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#60=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#61=VECTOR('',#60,1.00000000000000000E0);
+#62=LINE('',#59,#61);
+#63=CARTESIAN_POINT('',(6.28318530717958623E0,0.00000000000000000E0));
+#64=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#65=VECTOR('',#64,1.00000000000000000E0);
+#66=LINE('',#63,#65);
+#67=DEFINITIONAL_REPRESENTATION('',(#66),#1);
+#68=PCURVE('',#6,#67);
+#69=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#70=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#71=VECTOR('',#70,1.00000000000000000E0);
+#72=LINE('',#69,#71);
+#73=DEFINITIONAL_REPRESENTATION('',(#72),#1);
+#74=PCURVE('',#6,#73);
+#75=SEAM_CURVE('',#62,(#68,#74),.CURVE_3D.);
+#76=EDGE_CURVE('',#18,#20,#75,.T.);
+#77=ORIENTED_EDGE('',*,*,#39,.T.);
+#78=ORIENTED_EDGE('',*,*,#76,.T.);
+#79=ORIENTED_EDGE('',*,*,#58,.F.);
+#80=ORIENTED_EDGE('',*,*,#76,.F.);
+#81=EDGE_LOOP('',(#77,#78,#79,#80));
+#82=FACE_OUTER_BOUND('',#81,.T.);
+#83=ADVANCED_FACE('lateral',(#82),#6,.T.);
+#84=ORIENTED_EDGE('',*,*,#39,.F.);
+#85=EDGE_LOOP('',(#84));
+#86=FACE_OUTER_BOUND('',#85,.T.);
+#87=ADVANCED_FACE('lower_cap',(#86),#11,.T.);
+#88=ORIENTED_EDGE('',*,*,#58,.T.);
+#89=EDGE_LOOP('',(#88));
+#90=FACE_OUTER_BOUND('',#89,.T.);
+#91=ADVANCED_FACE('upper_cap',(#90),#16,.T.);
+#92=CLOSED_SHELL('',(#83,#87,#91));
+#93=MANIFOLD_SOLID_BREP('cylinder-0',#92);
+#94=(LENGTH_UNIT() NAMED_UNIT(*) SI_UNIT($,.METRE.));
+#95=(NAMED_UNIT(*) PLANE_ANGLE_UNIT() SI_UNIT($,.RADIAN.));
+#96=(NAMED_UNIT(*) SI_UNIT($,.STERADIAN.) SOLID_ANGLE_UNIT());
+#97=UNCERTAINTY_MEASURE_WITH_UNIT(LENGTH_MEASURE(1.00000284217094306E-8),#94,'distance_accuracy_value','exchange error bound');
+#98=(GEOMETRIC_REPRESENTATION_CONTEXT(3) GLOBAL_UNCERTAINTY_ASSIGNED_CONTEXT((#97)) GLOBAL_UNIT_ASSIGNED_CONTEXT((#94,#95,#96)) REPRESENTATION_CONTEXT('',''));
+#99=ADVANCED_BREP_SHAPE_REPRESENTATION('',(#93),#98);
+#100=APPLICATION_CONTEXT('automotive design');
+#101=APPLICATION_PROTOCOL_DEFINITION('international standard','automotive_design',2000,#100);
+#102=PRODUCT_CONTEXT('',#100,'mechanical');
+#103=PRODUCT('cylinder','cylinder','',(#102));
+#104=PRODUCT_DEFINITION_FORMATION_WITH_SPECIFIED_SOURCE('1','',#103,.NOT_KNOWN.);
+#105=PRODUCT_DEFINITION_CONTEXT('part definition',#100,'design');
+#106=PRODUCT_DEFINITION('','',#104,#105);
+#107=PRODUCT_DEFINITION_SHAPE('','',#106);
+#108=SHAPE_DEFINITION_REPRESENTATION(#107,#99);
+ENDSEC;
+END-ISO-10303-21;
diff --git a/main/opengeometry/tests/fixtures/cases/cylinder.step.m.report.json b/main/opengeometry/tests/fixtures/cases/cylinder.step.m.report.json
new file mode 100644
index 0000000..4cd759c
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/cylinder.step.m.report.json
@@ -0,0 +1 @@
+{"cavity_shells":0,"collapsed_chart_uses":0,"edges":3,"exchange_error_bound":1.000002842170943e-8,"faces":3,"geometric_tolerance":1e-8,"length_unit":"metre","quality":{"kind":"Analytic"},"revision":"0","schema_version":2,"solids":1,"validation_level":"v2 structure, sampled residuals and Part-21 references; external schema/import validation pending"}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/cylinder.step.mm b/main/opengeometry/tests/fixtures/cases/cylinder.step.mm
new file mode 100644
index 0000000..dd0acbf
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/cylinder.step.mm
@@ -0,0 +1,117 @@
+ISO-10303-21;
+HEADER;
+FILE_DESCRIPTION(('OpenGeometry authoritative analytic BRep v2'),'2;1');
+FILE_NAME('cylinder','1970-01-01T00:00:00',('OpenGeometry'),('OpenGeometry'),'OpenGeometry','OpenGeometry','');
+FILE_SCHEMA(('AUTOMOTIVE_DESIGN'));
+ENDSEC;
+DATA;
+#1=(GEOMETRIC_REPRESENTATION_CONTEXT(2) REPRESENTATION_CONTEXT('',''));
+#2=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#3=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#4=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#5=AXIS2_PLACEMENT_3D('',#2,#3,#4);
+#6=CYLINDRICAL_SURFACE('',#5,1.00000000000000000E3);
+#7=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#8=DIRECTION('',(-0.00000000000000000E0,-1.00000000000000000E0,-0.00000000000000000E0));
+#9=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#10=AXIS2_PLACEMENT_3D('',#7,#8,#9);
+#11=PLANE('',#10);
+#12=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E3,0.00000000000000000E0));
+#13=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#14=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#15=AXIS2_PLACEMENT_3D('',#12,#13,#14);
+#16=PLANE('',#15);
+#17=CARTESIAN_POINT('',(1.00000000000000000E3,0.00000000000000000E0,0.00000000000000000E0));
+#18=VERTEX_POINT('',#17);
+#19=CARTESIAN_POINT('',(1.00000000000000000E3,2.00000000000000000E3,0.00000000000000000E0));
+#20=VERTEX_POINT('',#19);
+#21=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#22=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#23=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#24=AXIS2_PLACEMENT_3D('',#21,#22,#23);
+#25=CIRCLE('',#24,1.00000000000000000E3);
+#26=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#27=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#28=VECTOR('',#27,1.00000000000000000E0);
+#29=LINE('',#26,#28);
+#30=DEFINITIONAL_REPRESENTATION('',(#29),#1);
+#31=PCURVE('',#6,#30);
+#32=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#33=DIRECTION('',(1.00000000000000000E3,0.00000000000000000E0));
+#34=AXIS2_PLACEMENT_2D('',#32,#33);
+#35=CIRCLE('',#34,1.00000000000000000E3);
+#36=DEFINITIONAL_REPRESENTATION('',(#35),#1);
+#37=PCURVE('',#11,#36);
+#38=SURFACE_CURVE('',#25,(#31,#37),.CURVE_3D.);
+#39=EDGE_CURVE('',#18,#18,#38,.T.);
+#40=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E3,0.00000000000000000E0));
+#41=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#42=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#43=AXIS2_PLACEMENT_3D('',#40,#41,#42);
+#44=CIRCLE('',#43,1.00000000000000000E3);
+#45=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E3));
+#46=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#47=VECTOR('',#46,1.00000000000000000E0);
+#48=LINE('',#45,#47);
+#49=DEFINITIONAL_REPRESENTATION('',(#48),#1);
+#50=PCURVE('',#6,#49);
+#51=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#52=DIRECTION('',(1.00000000000000000E3,0.00000000000000000E0));
+#53=AXIS2_PLACEMENT_2D('',#51,#52);
+#54=CIRCLE('',#53,1.00000000000000000E3);
+#55=DEFINITIONAL_REPRESENTATION('',(#54),#1);
+#56=PCURVE('',#16,#55);
+#57=SURFACE_CURVE('',#44,(#50,#56),.CURVE_3D.);
+#58=EDGE_CURVE('',#20,#20,#57,.T.);
+#59=CARTESIAN_POINT('',(1.00000000000000000E3,0.00000000000000000E0,0.00000000000000000E0));
+#60=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#61=VECTOR('',#60,1.00000000000000000E3);
+#62=LINE('',#59,#61);
+#63=CARTESIAN_POINT('',(6.28318530717958623E0,0.00000000000000000E0));
+#64=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#65=VECTOR('',#64,1.00000000000000000E3);
+#66=LINE('',#63,#65);
+#67=DEFINITIONAL_REPRESENTATION('',(#66),#1);
+#68=PCURVE('',#6,#67);
+#69=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#70=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#71=VECTOR('',#70,1.00000000000000000E3);
+#72=LINE('',#69,#71);
+#73=DEFINITIONAL_REPRESENTATION('',(#72),#1);
+#74=PCURVE('',#6,#73);
+#75=SEAM_CURVE('',#62,(#68,#74),.CURVE_3D.);
+#76=EDGE_CURVE('',#18,#20,#75,.T.);
+#77=ORIENTED_EDGE('',*,*,#39,.T.);
+#78=ORIENTED_EDGE('',*,*,#76,.T.);
+#79=ORIENTED_EDGE('',*,*,#58,.F.);
+#80=ORIENTED_EDGE('',*,*,#76,.F.);
+#81=EDGE_LOOP('',(#77,#78,#79,#80));
+#82=FACE_OUTER_BOUND('',#81,.T.);
+#83=ADVANCED_FACE('lateral',(#82),#6,.T.);
+#84=ORIENTED_EDGE('',*,*,#39,.F.);
+#85=EDGE_LOOP('',(#84));
+#86=FACE_OUTER_BOUND('',#85,.T.);
+#87=ADVANCED_FACE('lower_cap',(#86),#11,.T.);
+#88=ORIENTED_EDGE('',*,*,#58,.T.);
+#89=EDGE_LOOP('',(#88));
+#90=FACE_OUTER_BOUND('',#89,.T.);
+#91=ADVANCED_FACE('upper_cap',(#90),#16,.T.);
+#92=CLOSED_SHELL('',(#83,#87,#91));
+#93=MANIFOLD_SOLID_BREP('cylinder-0',#92);
+#94=(LENGTH_UNIT() NAMED_UNIT(*) SI_UNIT(.MILLI.,.METRE.));
+#95=(NAMED_UNIT(*) PLANE_ANGLE_UNIT() SI_UNIT($,.RADIAN.));
+#96=(NAMED_UNIT(*) SI_UNIT($,.STERADIAN.) SOLID_ANGLE_UNIT());
+#97=UNCERTAINTY_MEASURE_WITH_UNIT(LENGTH_MEASURE(1.00000284217094312E-5),#94,'distance_accuracy_value','exchange error bound');
+#98=(GEOMETRIC_REPRESENTATION_CONTEXT(3) GLOBAL_UNCERTAINTY_ASSIGNED_CONTEXT((#97)) GLOBAL_UNIT_ASSIGNED_CONTEXT((#94,#95,#96)) REPRESENTATION_CONTEXT('',''));
+#99=ADVANCED_BREP_SHAPE_REPRESENTATION('',(#93),#98);
+#100=APPLICATION_CONTEXT('automotive design');
+#101=APPLICATION_PROTOCOL_DEFINITION('international standard','automotive_design',2000,#100);
+#102=PRODUCT_CONTEXT('',#100,'mechanical');
+#103=PRODUCT('cylinder','cylinder','',(#102));
+#104=PRODUCT_DEFINITION_FORMATION_WITH_SPECIFIED_SOURCE('1','',#103,.NOT_KNOWN.);
+#105=PRODUCT_DEFINITION_CONTEXT('part definition',#100,'design');
+#106=PRODUCT_DEFINITION('','',#104,#105);
+#107=PRODUCT_DEFINITION_SHAPE('','',#106);
+#108=SHAPE_DEFINITION_REPRESENTATION(#107,#99);
+ENDSEC;
+END-ISO-10303-21;
diff --git a/main/opengeometry/tests/fixtures/cases/cylinder.step.mm.report.json b/main/opengeometry/tests/fixtures/cases/cylinder.step.mm.report.json
new file mode 100644
index 0000000..5167910
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/cylinder.step.mm.report.json
@@ -0,0 +1 @@
+{"cavity_shells":0,"collapsed_chart_uses":0,"edges":3,"exchange_error_bound":0.000010000028421709431,"faces":3,"geometric_tolerance":0.00001,"length_unit":"millimetre","quality":{"kind":"Analytic"},"revision":"0","schema_version":2,"solids":1,"validation_level":"v2 structure, sampled residuals and Part-21 references; external schema/import validation pending"}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/cylinder.tess.json b/main/opengeometry/tests/fixtures/cases/cylinder.tess.json
new file mode 100644
index 0000000..4e2b79a
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/cylinder.tess.json
@@ -0,0 +1 @@
+{"achievedDeflection":0.01,"indices":[0,1,34,0,34,33,1,2,35,1,35,34,2,3,36,2,36,35,3,4,37,3,37,36,4,5,38,4,38,37,5,6,39,5,39,38,6,7,40,6,40,39,7,8,41,7,41,40,8,9,42,8,42,41,9,10,43,9,43,42,10,11,44,10,44,43,11,12,45,11,45,44,12,13,46,12,46,45,13,14,47,13,47,46,14,15,48,14,48,47,15,16,49,15,49,48,16,17,50,16,50,49,17,18,51,17,51,50,18,19,52,18,52,51,19,20,53,19,53,52,20,21,54,20,54,53,21,22,55,21,55,54,22,23,56,22,56,55,23,24,57,23,57,56,24,25,58,24,58,57,25,26,59,25,59,58,26,27,60,26,60,59,27,28,61,27,61,60,28,29,62,28,62,61,29,30,63,29,63,62,30,31,64,30,64,63,31,32,65,31,65,64,96,97,66,66,67,68,68,69,70,70,71,72,72,73,74,74,75,76,76,77,78,78,79,80,80,81,82,82,83,84,84,85,86,86,87,88,88,89,90,90,91,92,92,93,94,94,95,96,96,66,68,68,70,72,72,74,76,76,78,80,80,82,84,84,86,88,88,90,92,92,94,96,96,68,72,72,76,80,80,84,88,88,92,96,96,72,80,80,88,96,128,129,98,98,99,100,100,101,102,102,103,104,104,105,106,106,107,108,108,109,110,110,111,112,112,113,114,114,115,116,116,117,118,118,119,120,120,121,122,122,123,124,124,125,126,126,127,128,128,98,100,100,102,104,104,106,108,108,110,112,112,114,116,116,118,120,120,122,124,124,126,128,128,100,104,104,108,112,112,116,120,120,124,128,128,104,112,112,120,128],"normals":[1.0,0.0,0.0,0.9807852506637573,0.0,-0.19509032368659973,0.9238795042037964,0.0,-0.3826834261417389,0.8314695954322815,0.0,-0.5555702447891235,0.7071067690849304,0.0,-0.7071067690849304,0.5555702447891235,0.0,-0.8314695954322815,0.3826834261417389,0.0,-0.9238795042037964,0.19509032368659973,0.0,-0.9807852506637573,6.123234262925839e-17,0.0,-1.0,-0.19509032368659973,0.0,-0.9807852506637573,-0.3826834261417389,0.0,-0.9238795042037964,-0.5555702447891235,0.0,-0.8314695954322815,-0.7071067690849304,0.0,-0.7071067690849304,-0.8314695954322815,0.0,-0.5555702447891235,-0.9238795042037964,0.0,-0.3826834261417389,-0.9807852506637573,0.0,-0.19509032368659973,-1.0,0.0,-1.2246468525851679e-16,-0.9807852506637573,0.0,0.19509032368659973,-0.9238795042037964,0.0,0.3826834261417389,-0.8314695954322815,0.0,0.5555702447891235,-0.7071067690849304,0.0,0.7071067690849304,-0.5555702447891235,0.0,0.8314695954322815,-0.3826834261417389,0.0,0.9238795042037964,-0.19509032368659973,0.0,0.9807852506637573,-1.8369701465288538e-16,0.0,1.0,0.19509032368659973,0.0,0.9807852506637573,0.3826834261417389,0.0,0.9238795042037964,0.5555702447891235,0.0,0.8314695954322815,0.7071067690849304,0.0,0.7071067690849304,0.8314695954322815,0.0,0.5555702447891235,0.9238795042037964,0.0,0.3826834261417389,0.9807852506637573,0.0,0.19509032368659973,1.0,0.0,2.4492937051703357e-16,1.0,0.0,0.0,0.9807852506637573,0.0,-0.19509032368659973,0.9238795042037964,0.0,-0.3826834261417389,0.8314695954322815,0.0,-0.5555702447891235,0.7071067690849304,0.0,-0.7071067690849304,0.5555702447891235,0.0,-0.8314695954322815,0.3826834261417389,0.0,-0.9238795042037964,0.19509032368659973,0.0,-0.9807852506637573,6.123234262925839e-17,0.0,-1.0,-0.19509032368659973,0.0,-0.9807852506637573,-0.3826834261417389,0.0,-0.9238795042037964,-0.5555702447891235,0.0,-0.8314695954322815,-0.7071067690849304,0.0,-0.7071067690849304,-0.8314695954322815,0.0,-0.5555702447891235,-0.9238795042037964,0.0,-0.3826834261417389,-0.9807852506637573,0.0,-0.19509032368659973,-1.0,0.0,-1.2246468525851679e-16,-0.9807852506637573,0.0,0.19509032368659973,-0.9238795042037964,0.0,0.3826834261417389,-0.8314695954322815,0.0,0.5555702447891235,-0.7071067690849304,0.0,0.7071067690849304,-0.5555702447891235,0.0,0.8314695954322815,-0.3826834261417389,0.0,0.9238795042037964,-0.19509032368659973,0.0,0.9807852506637573,-1.8369701465288538e-16,0.0,1.0,0.19509032368659973,0.0,0.9807852506637573,0.3826834261417389,0.0,0.9238795042037964,0.5555702447891235,0.0,0.8314695954322815,0.7071067690849304,0.0,0.7071067690849304,0.8314695954322815,0.0,0.5555702447891235,0.9238795042037964,0.0,0.3826834261417389,0.9807852506637573,0.0,0.19509032368659973,1.0,0.0,2.4492937051703357e-16,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0],"outlineEdgeIds":[0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1],"outlinePositions":[1.0,0.0,0.0,0.9807852804032304,0.0,-0.19509032201612825,0.9807852804032304,0.0,-0.19509032201612825,0.9238795325112867,0.0,-0.3826834323650898,0.9238795325112867,0.0,-0.3826834323650898,0.8314696123025452,0.0,-0.5555702330196022,0.8314696123025452,0.0,-0.5555702330196022,0.7071067811865476,0.0,-0.7071067811865475,0.7071067811865476,0.0,-0.7071067811865475,0.5555702330196023,0.0,-0.8314696123025452,0.5555702330196023,0.0,-0.8314696123025452,0.38268343236508984,0.0,-0.9238795325112867,0.38268343236508984,0.0,-0.9238795325112867,0.19509032201612833,0.0,-0.9807852804032304,0.19509032201612833,0.0,-0.9807852804032304,6.123233995736766e-17,0.0,-1.0,6.123233995736766e-17,0.0,-1.0,-0.1950903220161282,0.0,-0.9807852804032304,-0.1950903220161282,0.0,-0.9807852804032304,-0.3826834323650897,0.0,-0.9238795325112867,-0.3826834323650897,0.0,-0.9238795325112867,-0.555570233019602,0.0,-0.8314696123025453,-0.555570233019602,0.0,-0.8314696123025453,-0.7071067811865475,0.0,-0.7071067811865476,-0.7071067811865475,0.0,-0.7071067811865476,-0.8314696123025453,0.0,-0.5555702330196022,-0.8314696123025453,0.0,-0.5555702330196022,-0.9238795325112867,0.0,-0.3826834323650899,-0.9238795325112867,0.0,-0.3826834323650899,-0.9807852804032304,0.0,-0.1950903220161286,-0.9807852804032304,0.0,-0.1950903220161286,-1.0,0.0,-1.2246467991473532e-16,-1.0,0.0,-1.2246467991473532e-16,-0.9807852804032304,0.0,0.19509032201612836,-0.9807852804032304,0.0,0.19509032201612836,-0.9238795325112868,0.0,0.38268343236508967,-0.9238795325112868,0.0,0.38268343236508967,-0.8314696123025455,0.0,0.555570233019602,-0.8314696123025455,0.0,0.555570233019602,-0.7071067811865477,0.0,0.7071067811865475,-0.7071067811865477,0.0,0.7071067811865475,-0.5555702330196022,0.0,0.8314696123025452,-0.5555702330196022,0.0,0.8314696123025452,-0.38268343236509034,0.0,0.9238795325112865,-0.38268343236509034,0.0,0.9238795325112865,-0.19509032201612866,0.0,0.9807852804032303,-0.19509032201612866,0.0,0.9807852804032303,-1.8369701987210297e-16,0.0,1.0,-1.8369701987210297e-16,0.0,1.0,0.1950903220161283,0.0,0.9807852804032304,0.1950903220161283,0.0,0.9807852804032304,0.38268343236509,0.0,0.9238795325112866,0.38268343236509,0.0,0.9238795325112866,0.5555702330196018,0.0,0.8314696123025455,0.5555702330196018,0.0,0.8314696123025455,0.7071067811865474,0.0,0.7071067811865477,0.7071067811865474,0.0,0.7071067811865477,0.8314696123025452,0.0,0.5555702330196022,0.8314696123025452,0.0,0.5555702330196022,0.9238795325112865,0.0,0.3826834323650904,0.9238795325112865,0.0,0.3826834323650904,0.9807852804032303,0.0,0.19509032201612872,0.9807852804032303,0.0,0.19509032201612872,1.0,0.0,0.0,1.0,2.0,0.0,0.9807852804032304,2.0,-0.19509032201612825,0.9807852804032304,2.0,-0.19509032201612825,0.9238795325112867,2.0,-0.3826834323650898,0.9238795325112867,2.0,-0.3826834323650898,0.8314696123025452,2.0,-0.5555702330196022,0.8314696123025452,2.0,-0.5555702330196022,0.7071067811865476,2.0,-0.7071067811865475,0.7071067811865476,2.0,-0.7071067811865475,0.5555702330196023,2.0,-0.8314696123025452,0.5555702330196023,2.0,-0.8314696123025452,0.38268343236508984,2.0,-0.9238795325112867,0.38268343236508984,2.0,-0.9238795325112867,0.19509032201612833,2.0,-0.9807852804032304,0.19509032201612833,2.0,-0.9807852804032304,6.123233995736766e-17,2.0,-1.0,6.123233995736766e-17,2.0,-1.0,-0.1950903220161282,2.0,-0.9807852804032304,-0.1950903220161282,2.0,-0.9807852804032304,-0.3826834323650897,2.0,-0.9238795325112867,-0.3826834323650897,2.0,-0.9238795325112867,-0.555570233019602,2.0,-0.8314696123025453,-0.555570233019602,2.0,-0.8314696123025453,-0.7071067811865475,2.0,-0.7071067811865476,-0.7071067811865475,2.0,-0.7071067811865476,-0.8314696123025453,2.0,-0.5555702330196022,-0.8314696123025453,2.0,-0.5555702330196022,-0.9238795325112867,2.0,-0.3826834323650899,-0.9238795325112867,2.0,-0.3826834323650899,-0.9807852804032304,2.0,-0.1950903220161286,-0.9807852804032304,2.0,-0.1950903220161286,-1.0,2.0,-1.2246467991473532e-16,-1.0,2.0,-1.2246467991473532e-16,-0.9807852804032304,2.0,0.19509032201612836,-0.9807852804032304,2.0,0.19509032201612836,-0.9238795325112868,2.0,0.38268343236508967,-0.9238795325112868,2.0,0.38268343236508967,-0.8314696123025455,2.0,0.555570233019602,-0.8314696123025455,2.0,0.555570233019602,-0.7071067811865477,2.0,0.7071067811865475,-0.7071067811865477,2.0,0.7071067811865475,-0.5555702330196022,2.0,0.8314696123025452,-0.5555702330196022,2.0,0.8314696123025452,-0.38268343236509034,2.0,0.9238795325112865,-0.38268343236509034,2.0,0.9238795325112865,-0.19509032201612866,2.0,0.9807852804032303,-0.19509032201612866,2.0,0.9807852804032303,-1.8369701987210297e-16,2.0,1.0,-1.8369701987210297e-16,2.0,1.0,0.1950903220161283,2.0,0.9807852804032304,0.1950903220161283,2.0,0.9807852804032304,0.38268343236509,2.0,0.9238795325112866,0.38268343236509,2.0,0.9238795325112866,0.5555702330196018,2.0,0.8314696123025455,0.5555702330196018,2.0,0.8314696123025455,0.7071067811865474,2.0,0.7071067811865477,0.7071067811865474,2.0,0.7071067811865477,0.8314696123025452,2.0,0.5555702330196022,0.8314696123025452,2.0,0.5555702330196022,0.9238795325112865,2.0,0.3826834323650904,0.9238795325112865,2.0,0.3826834323650904,0.9807852804032303,2.0,0.19509032201612872,0.9807852804032303,2.0,0.19509032201612872,1.0,2.0,0.0],"positions":[1.0,0.0,0.0,0.9807852804032304,0.0,-0.19509032201612825,0.9238795325112867,0.0,-0.3826834323650898,0.8314696123025452,0.0,-0.5555702330196022,0.7071067811865476,0.0,-0.7071067811865475,0.5555702330196023,0.0,-0.8314696123025452,0.38268343236508984,0.0,-0.9238795325112867,0.19509032201612833,0.0,-0.9807852804032304,6.123233995736766e-17,0.0,-1.0,-0.1950903220161282,0.0,-0.9807852804032304,-0.3826834323650897,0.0,-0.9238795325112867,-0.555570233019602,0.0,-0.8314696123025453,-0.7071067811865475,0.0,-0.7071067811865476,-0.8314696123025453,0.0,-0.5555702330196022,-0.9238795325112867,0.0,-0.3826834323650899,-0.9807852804032304,0.0,-0.1950903220161286,-1.0,0.0,-1.2246467991473532e-16,-0.9807852804032304,0.0,0.19509032201612836,-0.9238795325112868,0.0,0.38268343236508967,-0.8314696123025455,0.0,0.555570233019602,-0.7071067811865477,0.0,0.7071067811865475,-0.5555702330196022,0.0,0.8314696123025452,-0.38268343236509034,0.0,0.9238795325112865,-0.19509032201612866,0.0,0.9807852804032303,-1.8369701987210297e-16,0.0,1.0,0.1950903220161283,0.0,0.9807852804032304,0.38268343236509,0.0,0.9238795325112866,0.5555702330196018,0.0,0.8314696123025455,0.7071067811865474,0.0,0.7071067811865477,0.8314696123025452,0.0,0.5555702330196022,0.9238795325112865,0.0,0.3826834323650904,0.9807852804032303,0.0,0.19509032201612872,1.0,0.0,0.0,1.0,2.0,0.0,0.9807852804032304,2.0,-0.19509032201612825,0.9238795325112867,2.0,-0.3826834323650898,0.8314696123025452,2.0,-0.5555702330196022,0.7071067811865476,2.0,-0.7071067811865475,0.5555702330196023,2.0,-0.8314696123025452,0.38268343236508984,2.0,-0.9238795325112867,0.19509032201612833,2.0,-0.9807852804032304,6.123233995736766e-17,2.0,-1.0,-0.1950903220161282,2.0,-0.9807852804032304,-0.3826834323650897,2.0,-0.9238795325112867,-0.555570233019602,2.0,-0.8314696123025453,-0.7071067811865475,2.0,-0.7071067811865476,-0.8314696123025453,2.0,-0.5555702330196022,-0.9238795325112867,2.0,-0.3826834323650899,-0.9807852804032304,2.0,-0.1950903220161286,-1.0,2.0,-1.2246467991473532e-16,-0.9807852804032304,2.0,0.19509032201612836,-0.9238795325112868,2.0,0.38268343236508967,-0.8314696123025455,2.0,0.555570233019602,-0.7071067811865477,2.0,0.7071067811865475,-0.5555702330196022,2.0,0.8314696123025452,-0.38268343236509034,2.0,0.9238795325112865,-0.19509032201612866,2.0,0.9807852804032303,-1.8369701987210297e-16,2.0,1.0,0.1950903220161283,2.0,0.9807852804032304,0.38268343236509,2.0,0.9238795325112866,0.5555702330196018,2.0,0.8314696123025455,0.7071067811865474,2.0,0.7071067811865477,0.8314696123025452,2.0,0.5555702330196022,0.9238795325112865,2.0,0.3826834323650904,0.9807852804032303,2.0,0.19509032201612872,1.0,2.0,0.0,1.0,0.0,0.0,0.9807852804032303,0.0,0.19509032201612872,0.9238795325112865,0.0,0.3826834323650904,0.8314696123025452,0.0,0.5555702330196022,0.7071067811865474,0.0,0.7071067811865477,0.5555702330196018,0.0,0.8314696123025455,0.38268343236509,0.0,0.9238795325112866,0.1950903220161283,0.0,0.9807852804032304,-1.8369701987210297e-16,0.0,1.0,-0.19509032201612866,0.0,0.9807852804032303,-0.38268343236509034,0.0,0.9238795325112865,-0.5555702330196022,0.0,0.8314696123025452,-0.7071067811865477,0.0,0.7071067811865475,-0.8314696123025455,0.0,0.555570233019602,-0.9238795325112868,0.0,0.38268343236508967,-0.9807852804032304,0.0,0.19509032201612836,-1.0,0.0,-1.2246467991473532e-16,-0.9807852804032304,0.0,-0.1950903220161286,-0.9238795325112867,0.0,-0.3826834323650899,-0.8314696123025453,0.0,-0.5555702330196022,-0.7071067811865475,0.0,-0.7071067811865476,-0.555570233019602,0.0,-0.8314696123025453,-0.3826834323650897,0.0,-0.9238795325112867,-0.1950903220161282,0.0,-0.9807852804032304,6.123233995736766e-17,0.0,-1.0,0.19509032201612833,0.0,-0.9807852804032304,0.38268343236508984,0.0,-0.9238795325112867,0.5555702330196023,0.0,-0.8314696123025452,0.7071067811865476,0.0,-0.7071067811865475,0.8314696123025452,0.0,-0.5555702330196022,0.9238795325112867,0.0,-0.3826834323650898,0.9807852804032304,0.0,-0.19509032201612825,1.0,2.0,0.0,0.9807852804032304,2.0,-0.19509032201612825,0.9238795325112867,2.0,-0.3826834323650898,0.8314696123025452,2.0,-0.5555702330196022,0.7071067811865476,2.0,-0.7071067811865475,0.5555702330196023,2.0,-0.8314696123025452,0.38268343236508984,2.0,-0.9238795325112867,0.19509032201612833,2.0,-0.9807852804032304,6.123233995736766e-17,2.0,-1.0,-0.1950903220161282,2.0,-0.9807852804032304,-0.3826834323650897,2.0,-0.9238795325112867,-0.555570233019602,2.0,-0.8314696123025453,-0.7071067811865475,2.0,-0.7071067811865476,-0.8314696123025453,2.0,-0.5555702330196022,-0.9238795325112867,2.0,-0.3826834323650899,-0.9807852804032304,2.0,-0.1950903220161286,-1.0,2.0,-1.2246467991473532e-16,-0.9807852804032304,2.0,0.19509032201612836,-0.9238795325112868,2.0,0.38268343236508967,-0.8314696123025455,2.0,0.555570233019602,-0.7071067811865477,2.0,0.7071067811865475,-0.5555702330196022,2.0,0.8314696123025452,-0.38268343236509034,2.0,0.9238795325112865,-0.19509032201612866,2.0,0.9807852804032303,-1.8369701987210297e-16,2.0,1.0,0.1950903220161283,2.0,0.9807852804032304,0.38268343236509,2.0,0.9238795325112866,0.5555702330196018,2.0,0.8314696123025455,0.7071067811865474,2.0,0.7071067811865477,0.8314696123025452,2.0,0.5555702330196022,0.9238795325112865,2.0,0.3826834323650904,0.9807852804032303,2.0,0.19509032201612872],"revision":0,"triangleFaceIds":[0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2]}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/frustum.brep.json b/main/opengeometry/tests/fixtures/cases/frustum.brep.json
new file mode 100644
index 0000000..a887523
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/frustum.brep.json
@@ -0,0 +1 @@
+{"schema_version":2,"id":"frustum","revision":0,"geometry":{"surfaces":[{"kind":"Cone","frame":{"origin":[0.0,3.3333333333333335,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"semi_angle":0.2914567944778671},{"kind":"Plane","frame":{"origin":[0.0,2.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]}},{"kind":"Plane","frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]}}],"curves":[{"kind":"Circle","frame":{"origin":[0.0,2.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"radius":0.4},{"kind":"Circle","frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"radius":1.0},{"kind":"Line","origin":[0.4,2.0,0.0],"direction":[0.2873478855663454,-0.9578262852211513,0.0]}],"pcurves":[{"kind":"Line2","origin":[0.0,1.3333333333333335],"direction":[1.0,0.0]},{"kind":"Line2","origin":[6.283185307179586,1.3333333333333335],"direction":[0.0,0.9578262852211513]},{"kind":"Line2","origin":[0.0,3.3333333333333335],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,1.3333333333333335],"direction":[0.0,0.9578262852211513]},{"kind":"Conic2","origin":[0.0,0.0],"axis_a":[0.4,0.0],"axis_b":[0.0,-0.4]},{"kind":"Conic2","origin":[0.0,0.0],"axis_a":[1.0,0.0],"axis_b":[0.0,1.0]}],"intersections":[]},"topology":{"vertices":[{"id":0,"position":[0.4,2.0,0.0],"outgoing_halfedge":0,"tolerance":1e-8},{"id":1,"position":[1.0,0.0,0.0],"outgoing_halfedge":2,"tolerance":1e-8}],"edges":[{"id":0,"geometry":{"kind":"Curve","curve":0,"range":{"lo":0.0,"hi":6.283185307179586}},"halfedge":0,"twin_halfedge":4,"tolerance":1e-8,"chart_seam":false},{"id":1,"geometry":{"kind":"Curve","curve":1,"range":{"lo":0.0,"hi":6.283185307179586}},"halfedge":2,"twin_halfedge":5,"tolerance":1e-8,"chart_seam":false},{"id":2,"geometry":{"kind":"Curve","curve":2,"range":{"lo":0.0,"hi":2.08806130178211}},"halfedge":1,"twin_halfedge":3,"tolerance":1e-8,"chart_seam":true}],"halfedges":[{"id":0,"from":0,"to":0,"twin":4,"next":1,"prev":3,"edge":0,"face":0,"loop_ref":0,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":0,"periodic_lift":[0,0]}},{"id":1,"from":0,"to":1,"twin":3,"next":2,"prev":0,"edge":2,"face":0,"loop_ref":0,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":1,"periodic_lift":[0,0]}},{"id":2,"from":1,"to":1,"twin":5,"next":3,"prev":1,"edge":1,"face":0,"loop_ref":0,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":2,"periodic_lift":[0,0]}},{"id":3,"from":1,"to":0,"twin":1,"next":0,"prev":2,"edge":2,"face":0,"loop_ref":0,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":3,"periodic_lift":[0,0]}},{"id":4,"from":0,"to":0,"twin":0,"next":4,"prev":4,"edge":0,"face":1,"loop_ref":1,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":4,"periodic_lift":[0,0]}},{"id":5,"from":1,"to":1,"twin":2,"next":5,"prev":5,"edge":1,"face":2,"loop_ref":2,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":5,"periodic_lift":[0,0]}}],"loops":[{"id":0,"start_halfedge":0,"face_ref":0,"is_hole":false},{"id":1,"start_halfedge":4,"face_ref":1,"is_hole":false},{"id":2,"start_halfedge":5,"face_ref":2,"is_hole":false}],"faces":[{"id":0,"key":"lateral","surface":0,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":0.0,"hi":6.283185307179586},{"lo":1.3333333333333335,"hi":3.3333333333333335}],"outer":0,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"frustum","body":"frustum","key":"lateral","face":0}],"role":"Authored","reversed":false}},{"id":1,"key":"lower_cap","surface":1,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-0.4,"hi":0.4},{"lo":-0.4,"hi":0.4}],"outer":1,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"frustum","body":"frustum","key":"lower_cap","face":1}],"role":"Authored","reversed":false}},{"id":2,"key":"upper_cap","surface":2,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1.0,"hi":1.0},{"lo":-1.0,"hi":1.0}],"outer":2,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"frustum","body":"frustum","key":"upper_cap","face":2}],"role":"Authored","reversed":false}}],"wires":[],"shells":[{"id":0,"faces":[0,1,2],"is_closed":true}]},"solids":[{"outer_shell":0,"cavity_shells":[]}],"accuracy":{"geometric":1e-8,"intersection":1e-9,"tessellation":0.01,"exchange":1e-6},"quality":{"kind":"Analytic"}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/frustum.step.m b/main/opengeometry/tests/fixtures/cases/frustum.step.m
new file mode 100644
index 0000000..a46367f
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/frustum.step.m
@@ -0,0 +1,117 @@
+ISO-10303-21;
+HEADER;
+FILE_DESCRIPTION(('OpenGeometry authoritative analytic BRep v2'),'2;1');
+FILE_NAME('frustum','1970-01-01T00:00:00',('OpenGeometry'),('OpenGeometry'),'OpenGeometry','OpenGeometry','');
+FILE_SCHEMA(('AUTOMOTIVE_DESIGN'));
+ENDSEC;
+DATA;
+#1=(GEOMETRIC_REPRESENTATION_CONTEXT(2) REPRESENTATION_CONTEXT('',''));
+#2=CARTESIAN_POINT('',(0.00000000000000000E0,3.33333333333333348E0,0.00000000000000000E0));
+#3=DIRECTION('',(-0.00000000000000000E0,-1.00000000000000000E0,-0.00000000000000000E0));
+#4=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#5=AXIS2_PLACEMENT_3D('',#2,#3,#4);
+#6=CONICAL_SURFACE('',#5,0.,2.91456794477867098E-1);
+#7=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E0,0.00000000000000000E0));
+#8=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#9=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#10=AXIS2_PLACEMENT_3D('',#7,#8,#9);
+#11=PLANE('',#10);
+#12=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#13=DIRECTION('',(-0.00000000000000000E0,-1.00000000000000000E0,-0.00000000000000000E0));
+#14=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#15=AXIS2_PLACEMENT_3D('',#12,#13,#14);
+#16=PLANE('',#15);
+#17=CARTESIAN_POINT('',(4.00000000000000022E-1,2.00000000000000000E0,0.00000000000000000E0));
+#18=VERTEX_POINT('',#17);
+#19=CARTESIAN_POINT('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#20=VERTEX_POINT('',#19);
+#21=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E0,0.00000000000000000E0));
+#22=DIRECTION('',(-0.00000000000000000E0,-1.00000000000000000E0,-0.00000000000000000E0));
+#23=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#24=AXIS2_PLACEMENT_3D('',#21,#22,#23);
+#25=CIRCLE('',#24,4.00000000000000022E-1);
+#26=CARTESIAN_POINT('',(0.00000000000000000E0,1.39204086785474024E0));
+#27=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#28=VECTOR('',#27,1.00000000000000000E0);
+#29=LINE('',#26,#28);
+#30=DEFINITIONAL_REPRESENTATION('',(#29),#1);
+#31=PCURVE('',#6,#30);
+#32=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#33=DIRECTION('',(4.00000000000000022E-1,0.00000000000000000E0));
+#34=AXIS2_PLACEMENT_2D('',#32,#33);
+#35=CIRCLE('',#34,4.00000000000000022E-1);
+#36=DEFINITIONAL_REPRESENTATION('',(#35),#1);
+#37=PCURVE('',#11,#36);
+#38=SURFACE_CURVE('',#25,(#31,#37),.CURVE_3D.);
+#39=EDGE_CURVE('',#18,#18,#38,.T.);
+#40=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#41=DIRECTION('',(-0.00000000000000000E0,-1.00000000000000000E0,-0.00000000000000000E0));
+#42=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#43=AXIS2_PLACEMENT_3D('',#40,#41,#42);
+#44=CIRCLE('',#43,1.00000000000000000E0);
+#45=CARTESIAN_POINT('',(0.00000000000000000E0,3.48010216963685037E0));
+#46=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#47=VECTOR('',#46,1.00000000000000000E0);
+#48=LINE('',#45,#47);
+#49=DEFINITIONAL_REPRESENTATION('',(#48),#1);
+#50=PCURVE('',#6,#49);
+#51=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#52=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#53=AXIS2_PLACEMENT_2D('',#51,#52);
+#54=CIRCLE('',#53,1.00000000000000000E0);
+#55=DEFINITIONAL_REPRESENTATION('',(#54),#1);
+#56=PCURVE('',#16,#55);
+#57=SURFACE_CURVE('',#44,(#50,#56),.CURVE_3D.);
+#58=EDGE_CURVE('',#20,#20,#57,.T.);
+#59=CARTESIAN_POINT('',(4.00000000000000022E-1,2.00000000000000000E0,0.00000000000000000E0));
+#60=DIRECTION('',(2.87347885566345440E-1,-9.57826285221151430E-1,0.00000000000000000E0));
+#61=VECTOR('',#60,9.99999999999999889E-1);
+#62=LINE('',#59,#61);
+#63=CARTESIAN_POINT('',(6.28318530717958623E0,1.39204086785474024E0));
+#64=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#65=VECTOR('',#64,1.00000000000000000E0);
+#66=LINE('',#63,#65);
+#67=DEFINITIONAL_REPRESENTATION('',(#66),#1);
+#68=PCURVE('',#6,#67);
+#69=CARTESIAN_POINT('',(0.00000000000000000E0,1.39204086785474024E0));
+#70=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#71=VECTOR('',#70,1.00000000000000000E0);
+#72=LINE('',#69,#71);
+#73=DEFINITIONAL_REPRESENTATION('',(#72),#1);
+#74=PCURVE('',#6,#73);
+#75=SEAM_CURVE('',#62,(#68,#74),.CURVE_3D.);
+#76=EDGE_CURVE('',#18,#20,#75,.T.);
+#77=ORIENTED_EDGE('',*,*,#39,.T.);
+#78=ORIENTED_EDGE('',*,*,#76,.T.);
+#79=ORIENTED_EDGE('',*,*,#58,.F.);
+#80=ORIENTED_EDGE('',*,*,#76,.F.);
+#81=EDGE_LOOP('',(#77,#78,#79,#80));
+#82=FACE_OUTER_BOUND('',#81,.T.);
+#83=ADVANCED_FACE('lateral',(#82),#6,.T.);
+#84=ORIENTED_EDGE('',*,*,#39,.F.);
+#85=EDGE_LOOP('',(#84));
+#86=FACE_OUTER_BOUND('',#85,.T.);
+#87=ADVANCED_FACE('lower_cap',(#86),#11,.T.);
+#88=ORIENTED_EDGE('',*,*,#58,.T.);
+#89=EDGE_LOOP('',(#88));
+#90=FACE_OUTER_BOUND('',#89,.T.);
+#91=ADVANCED_FACE('upper_cap',(#90),#16,.T.);
+#92=CLOSED_SHELL('',(#83,#87,#91));
+#93=MANIFOLD_SOLID_BREP('frustum-0',#92);
+#94=(LENGTH_UNIT() NAMED_UNIT(*) SI_UNIT($,.METRE.));
+#95=(NAMED_UNIT(*) PLANE_ANGLE_UNIT() SI_UNIT($,.RADIAN.));
+#96=(NAMED_UNIT(*) SI_UNIT($,.STERADIAN.) SOLID_ANGLE_UNIT());
+#97=UNCERTAINTY_MEASURE_WITH_UNIT(LENGTH_MEASURE(1.00000473695157181E-8),#94,'distance_accuracy_value','exchange error bound');
+#98=(GEOMETRIC_REPRESENTATION_CONTEXT(3) GLOBAL_UNCERTAINTY_ASSIGNED_CONTEXT((#97)) GLOBAL_UNIT_ASSIGNED_CONTEXT((#94,#95,#96)) REPRESENTATION_CONTEXT('',''));
+#99=ADVANCED_BREP_SHAPE_REPRESENTATION('',(#93),#98);
+#100=APPLICATION_CONTEXT('automotive design');
+#101=APPLICATION_PROTOCOL_DEFINITION('international standard','automotive_design',2000,#100);
+#102=PRODUCT_CONTEXT('',#100,'mechanical');
+#103=PRODUCT('frustum','frustum','',(#102));
+#104=PRODUCT_DEFINITION_FORMATION_WITH_SPECIFIED_SOURCE('1','',#103,.NOT_KNOWN.);
+#105=PRODUCT_DEFINITION_CONTEXT('part definition',#100,'design');
+#106=PRODUCT_DEFINITION('','',#104,#105);
+#107=PRODUCT_DEFINITION_SHAPE('','',#106);
+#108=SHAPE_DEFINITION_REPRESENTATION(#107,#99);
+ENDSEC;
+END-ISO-10303-21;
diff --git a/main/opengeometry/tests/fixtures/cases/frustum.step.m.report.json b/main/opengeometry/tests/fixtures/cases/frustum.step.m.report.json
new file mode 100644
index 0000000..ce7ff89
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/frustum.step.m.report.json
@@ -0,0 +1 @@
+{"cavity_shells":0,"collapsed_chart_uses":0,"edges":3,"exchange_error_bound":1.0000047369515718e-8,"faces":3,"geometric_tolerance":1e-8,"length_unit":"metre","quality":{"kind":"Analytic"},"revision":"0","schema_version":2,"solids":1,"validation_level":"v2 structure, sampled residuals and Part-21 references; external schema/import validation pending"}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/frustum.step.mm b/main/opengeometry/tests/fixtures/cases/frustum.step.mm
new file mode 100644
index 0000000..e595338
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/frustum.step.mm
@@ -0,0 +1,117 @@
+ISO-10303-21;
+HEADER;
+FILE_DESCRIPTION(('OpenGeometry authoritative analytic BRep v2'),'2;1');
+FILE_NAME('frustum','1970-01-01T00:00:00',('OpenGeometry'),('OpenGeometry'),'OpenGeometry','OpenGeometry','');
+FILE_SCHEMA(('AUTOMOTIVE_DESIGN'));
+ENDSEC;
+DATA;
+#1=(GEOMETRIC_REPRESENTATION_CONTEXT(2) REPRESENTATION_CONTEXT('',''));
+#2=CARTESIAN_POINT('',(0.00000000000000000E0,3.33333333333333348E3,0.00000000000000000E0));
+#3=DIRECTION('',(-0.00000000000000000E0,-1.00000000000000000E0,-0.00000000000000000E0));
+#4=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#5=AXIS2_PLACEMENT_3D('',#2,#3,#4);
+#6=CONICAL_SURFACE('',#5,0.,2.91456794477867098E-1);
+#7=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E3,0.00000000000000000E0));
+#8=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#9=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#10=AXIS2_PLACEMENT_3D('',#7,#8,#9);
+#11=PLANE('',#10);
+#12=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#13=DIRECTION('',(-0.00000000000000000E0,-1.00000000000000000E0,-0.00000000000000000E0));
+#14=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#15=AXIS2_PLACEMENT_3D('',#12,#13,#14);
+#16=PLANE('',#15);
+#17=CARTESIAN_POINT('',(4.00000000000000000E2,2.00000000000000000E3,0.00000000000000000E0));
+#18=VERTEX_POINT('',#17);
+#19=CARTESIAN_POINT('',(1.00000000000000000E3,0.00000000000000000E0,0.00000000000000000E0));
+#20=VERTEX_POINT('',#19);
+#21=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E3,0.00000000000000000E0));
+#22=DIRECTION('',(-0.00000000000000000E0,-1.00000000000000000E0,-0.00000000000000000E0));
+#23=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#24=AXIS2_PLACEMENT_3D('',#21,#22,#23);
+#25=CIRCLE('',#24,4.00000000000000000E2);
+#26=CARTESIAN_POINT('',(0.00000000000000000E0,1.39204086785474033E3));
+#27=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#28=VECTOR('',#27,1.00000000000000000E0);
+#29=LINE('',#26,#28);
+#30=DEFINITIONAL_REPRESENTATION('',(#29),#1);
+#31=PCURVE('',#6,#30);
+#32=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#33=DIRECTION('',(4.00000000000000000E2,0.00000000000000000E0));
+#34=AXIS2_PLACEMENT_2D('',#32,#33);
+#35=CIRCLE('',#34,4.00000000000000000E2);
+#36=DEFINITIONAL_REPRESENTATION('',(#35),#1);
+#37=PCURVE('',#11,#36);
+#38=SURFACE_CURVE('',#25,(#31,#37),.CURVE_3D.);
+#39=EDGE_CURVE('',#18,#18,#38,.T.);
+#40=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#41=DIRECTION('',(-0.00000000000000000E0,-1.00000000000000000E0,-0.00000000000000000E0));
+#42=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#43=AXIS2_PLACEMENT_3D('',#40,#41,#42);
+#44=CIRCLE('',#43,1.00000000000000000E3);
+#45=CARTESIAN_POINT('',(0.00000000000000000E0,3.48010216963685025E3));
+#46=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#47=VECTOR('',#46,1.00000000000000000E0);
+#48=LINE('',#45,#47);
+#49=DEFINITIONAL_REPRESENTATION('',(#48),#1);
+#50=PCURVE('',#6,#49);
+#51=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#52=DIRECTION('',(1.00000000000000000E3,0.00000000000000000E0));
+#53=AXIS2_PLACEMENT_2D('',#51,#52);
+#54=CIRCLE('',#53,1.00000000000000000E3);
+#55=DEFINITIONAL_REPRESENTATION('',(#54),#1);
+#56=PCURVE('',#16,#55);
+#57=SURFACE_CURVE('',#44,(#50,#56),.CURVE_3D.);
+#58=EDGE_CURVE('',#20,#20,#57,.T.);
+#59=CARTESIAN_POINT('',(4.00000000000000000E2,2.00000000000000000E3,0.00000000000000000E0));
+#60=DIRECTION('',(2.87347885566345440E-1,-9.57826285221151430E-1,0.00000000000000000E0));
+#61=VECTOR('',#60,9.99999999999999886E2);
+#62=LINE('',#59,#61);
+#63=CARTESIAN_POINT('',(6.28318530717958623E0,1.39204086785474033E3));
+#64=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#65=VECTOR('',#64,1.00000000000000000E3);
+#66=LINE('',#63,#65);
+#67=DEFINITIONAL_REPRESENTATION('',(#66),#1);
+#68=PCURVE('',#6,#67);
+#69=CARTESIAN_POINT('',(0.00000000000000000E0,1.39204086785474033E3));
+#70=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#71=VECTOR('',#70,1.00000000000000000E3);
+#72=LINE('',#69,#71);
+#73=DEFINITIONAL_REPRESENTATION('',(#72),#1);
+#74=PCURVE('',#6,#73);
+#75=SEAM_CURVE('',#62,(#68,#74),.CURVE_3D.);
+#76=EDGE_CURVE('',#18,#20,#75,.T.);
+#77=ORIENTED_EDGE('',*,*,#39,.T.);
+#78=ORIENTED_EDGE('',*,*,#76,.T.);
+#79=ORIENTED_EDGE('',*,*,#58,.F.);
+#80=ORIENTED_EDGE('',*,*,#76,.F.);
+#81=EDGE_LOOP('',(#77,#78,#79,#80));
+#82=FACE_OUTER_BOUND('',#81,.T.);
+#83=ADVANCED_FACE('lateral',(#82),#6,.T.);
+#84=ORIENTED_EDGE('',*,*,#39,.F.);
+#85=EDGE_LOOP('',(#84));
+#86=FACE_OUTER_BOUND('',#85,.T.);
+#87=ADVANCED_FACE('lower_cap',(#86),#11,.T.);
+#88=ORIENTED_EDGE('',*,*,#58,.T.);
+#89=EDGE_LOOP('',(#88));
+#90=FACE_OUTER_BOUND('',#89,.T.);
+#91=ADVANCED_FACE('upper_cap',(#90),#16,.T.);
+#92=CLOSED_SHELL('',(#83,#87,#91));
+#93=MANIFOLD_SOLID_BREP('frustum-0',#92);
+#94=(LENGTH_UNIT() NAMED_UNIT(*) SI_UNIT(.MILLI.,.METRE.));
+#95=(NAMED_UNIT(*) PLANE_ANGLE_UNIT() SI_UNIT($,.RADIAN.));
+#96=(NAMED_UNIT(*) SI_UNIT($,.STERADIAN.) SOLID_ANGLE_UNIT());
+#97=UNCERTAINTY_MEASURE_WITH_UNIT(LENGTH_MEASURE(1.00000473695157187E-5),#94,'distance_accuracy_value','exchange error bound');
+#98=(GEOMETRIC_REPRESENTATION_CONTEXT(3) GLOBAL_UNCERTAINTY_ASSIGNED_CONTEXT((#97)) GLOBAL_UNIT_ASSIGNED_CONTEXT((#94,#95,#96)) REPRESENTATION_CONTEXT('',''));
+#99=ADVANCED_BREP_SHAPE_REPRESENTATION('',(#93),#98);
+#100=APPLICATION_CONTEXT('automotive design');
+#101=APPLICATION_PROTOCOL_DEFINITION('international standard','automotive_design',2000,#100);
+#102=PRODUCT_CONTEXT('',#100,'mechanical');
+#103=PRODUCT('frustum','frustum','',(#102));
+#104=PRODUCT_DEFINITION_FORMATION_WITH_SPECIFIED_SOURCE('1','',#103,.NOT_KNOWN.);
+#105=PRODUCT_DEFINITION_CONTEXT('part definition',#100,'design');
+#106=PRODUCT_DEFINITION('','',#104,#105);
+#107=PRODUCT_DEFINITION_SHAPE('','',#106);
+#108=SHAPE_DEFINITION_REPRESENTATION(#107,#99);
+ENDSEC;
+END-ISO-10303-21;
diff --git a/main/opengeometry/tests/fixtures/cases/frustum.step.mm.report.json b/main/opengeometry/tests/fixtures/cases/frustum.step.mm.report.json
new file mode 100644
index 0000000..c1093ae
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/frustum.step.mm.report.json
@@ -0,0 +1 @@
+{"cavity_shells":0,"collapsed_chart_uses":0,"edges":3,"exchange_error_bound":0.000010000047369515719,"faces":3,"geometric_tolerance":0.00001,"length_unit":"millimetre","quality":{"kind":"Analytic"},"revision":"0","schema_version":2,"solids":1,"validation_level":"v2 structure, sampled residuals and Part-21 references; external schema/import validation pending"}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/frustum.tess.json b/main/opengeometry/tests/fixtures/cases/frustum.tess.json
new file mode 100644
index 0000000..6ba07ed
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/frustum.tess.json
@@ -0,0 +1 @@
+{"achievedDeflection":0.01,"indices":[0,1,34,0,34,33,1,2,35,1,35,34,2,3,36,2,36,35,3,4,37,3,37,36,4,5,38,4,38,37,5,6,39,5,39,38,6,7,40,6,40,39,7,8,41,7,41,40,8,9,42,8,42,41,9,10,43,9,43,42,10,11,44,10,44,43,11,12,45,11,45,44,12,13,46,12,46,45,13,14,47,13,47,46,14,15,48,14,48,47,15,16,49,15,49,48,16,17,50,16,50,49,17,18,51,17,51,50,18,19,52,18,52,51,19,20,53,19,53,52,20,21,54,20,54,53,21,22,55,21,55,54,22,23,56,22,56,55,23,24,57,23,57,56,24,25,58,24,58,57,25,26,59,25,59,58,26,27,60,26,60,59,27,28,61,27,61,60,28,29,62,28,62,61,29,30,63,29,63,62,30,31,64,30,64,63,31,32,65,31,65,64,96,97,66,66,67,68,68,69,70,70,71,72,72,73,74,74,75,76,76,77,78,78,79,80,80,81,82,82,83,84,84,85,86,86,87,88,88,89,90,90,91,92,92,93,94,94,95,96,96,66,68,68,70,72,72,74,76,76,78,80,80,82,84,84,86,88,88,90,92,92,94,96,96,68,72,72,76,80,80,84,88,88,92,96,96,72,80,80,88,96,128,129,98,98,99,100,100,101,102,102,103,104,104,105,106,106,107,108,108,109,110,110,111,112,112,113,114,114,115,116,116,117,118,118,119,120,120,121,122,122,123,124,124,125,126,126,127,128,128,98,100,100,102,104,104,106,108,108,110,112,112,114,116,116,118,120,120,122,124,124,126,128,128,100,104,104,108,112,112,116,120,120,124,128,128,104,112,112,120,128],"normals":[0.9578262567520142,0.2873478829860687,0.0,0.9394218921661377,0.2873478829860687,0.18686263263225555,0.8849161267280579,0.2873478829860687,0.366544246673584,0.7964034676551819,0.2873478829860687,0.532139778137207,0.6772854328155518,0.2873478829860687,0.6772854328155518,0.532139778137207,0.2873478829860687,0.7964034676551819,0.366544246673584,0.2873478829860687,0.8849161267280579,0.18686263263225555,0.2873478829860687,0.9394218921661377,5.864994431387194e-17,0.2873478829860687,0.9578262567520142,-0.18686263263225555,0.2873478829860687,0.9394218921661377,-0.366544246673584,0.2873478829860687,0.8849161267280579,-0.532139778137207,0.2873478829860687,0.7964034676551819,-0.6772854328155518,0.2873478829860687,0.6772854328155518,-0.7964034676551819,0.2873478829860687,0.532139778137207,-0.8849161267280579,0.2873478829860687,0.366544246673584,-0.9394218921661377,0.2873478829860687,0.18686263263225555,-0.9578262567520142,0.2873478829860687,1.172998886277439e-16,-0.9394218921661377,0.2873478829860687,-0.18686263263225555,-0.8849161267280579,0.2873478829860687,-0.366544246673584,-0.7964034676551819,0.2873478829860687,-0.532139778137207,-0.6772854328155518,0.2873478829860687,-0.6772854328155518,-0.532139778137207,0.2873478829860687,-0.7964034676551819,-0.366544246673584,0.2873478829860687,-0.8849161267280579,-0.18686263263225555,0.2873478829860687,-0.9394218921661377,-1.7594983955906073e-16,0.2873478829860687,-0.9578262567520142,0.18686263263225555,0.2873478829860687,-0.9394218921661377,0.366544246673584,0.2873478829860687,-0.8849161267280579,0.532139778137207,0.2873478829860687,-0.7964034676551819,0.6772854328155518,0.2873478829860687,-0.6772854328155518,0.7964034676551819,0.2873478829860687,-0.532139778137207,0.8849161267280579,0.2873478829860687,-0.366544246673584,0.9394218921661377,0.2873478829860687,-0.18686263263225555,0.9578262567520142,0.2873478829860687,-2.345997772554878e-16,0.9578262567520142,0.2873478829860687,0.0,0.9394218921661377,0.2873478829860687,0.18686263263225555,0.8849161267280579,0.2873478829860687,0.366544246673584,0.7964034676551819,0.2873478829860687,0.532139778137207,0.6772854328155518,0.2873478829860687,0.6772854328155518,0.532139778137207,0.2873478829860687,0.7964034676551819,0.366544246673584,0.2873478829860687,0.8849161267280579,0.18686263263225555,0.2873478829860687,0.9394218921661377,5.864994431387194e-17,0.2873478829860687,0.9578262567520142,-0.18686263263225555,0.2873478829860687,0.9394218921661377,-0.366544246673584,0.2873478829860687,0.8849161267280579,-0.532139778137207,0.2873478829860687,0.7964034676551819,-0.6772854328155518,0.2873478829860687,0.6772854328155518,-0.7964034676551819,0.2873478829860687,0.532139778137207,-0.8849161267280579,0.2873478829860687,0.366544246673584,-0.9394218921661377,0.2873478829860687,0.18686263263225555,-0.9578262567520142,0.2873478829860687,1.172998886277439e-16,-0.9394218921661377,0.2873478829860687,-0.18686263263225555,-0.8849161267280579,0.2873478829860687,-0.366544246673584,-0.7964034676551819,0.2873478829860687,-0.532139778137207,-0.6772854328155518,0.2873478829860687,-0.6772854328155518,-0.532139778137207,0.2873478829860687,-0.7964034676551819,-0.366544246673584,0.2873478829860687,-0.8849161267280579,-0.18686263263225555,0.2873478829860687,-0.9394218921661377,-1.7594983955906073e-16,0.2873478829860687,-0.9578262567520142,0.18686263263225555,0.2873478829860687,-0.9394218921661377,0.366544246673584,0.2873478829860687,-0.8849161267280579,0.532139778137207,0.2873478829860687,-0.7964034676551819,0.6772854328155518,0.2873478829860687,-0.6772854328155518,0.7964034676551819,0.2873478829860687,-0.532139778137207,0.8849161267280579,0.2873478829860687,-0.366544246673584,0.9394218921661377,0.2873478829860687,-0.18686263263225555,0.9578262567520142,0.2873478829860687,-2.345997772554878e-16,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0],"outlineEdgeIds":[0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1],"outlinePositions":[0.4,2.0,0.0,0.3923141121612922,2.0,0.0780361288064513,0.3923141121612922,2.0,0.0780361288064513,0.36955181300451473,2.0,0.15307337294603593,0.36955181300451473,2.0,0.15307337294603593,0.3325878449210181,2.0,0.22222809320784087,0.3325878449210181,2.0,0.22222809320784087,0.28284271247461906,2.0,0.282842712474619,0.28284271247461906,2.0,0.282842712474619,0.22222809320784093,2.0,0.3325878449210181,0.22222809320784093,2.0,0.3325878449210181,0.15307337294603596,2.0,0.36955181300451473,0.15307337294603596,2.0,0.36955181300451473,0.07803612880645133,2.0,0.3923141121612922,0.07803612880645133,2.0,0.3923141121612922,2.4492935982947065e-17,2.0,0.4,2.4492935982947065e-17,2.0,0.4,-0.07803612880645128,2.0,0.3923141121612922,-0.07803612880645128,2.0,0.3923141121612922,-0.1530733729460359,2.0,0.36955181300451473,-0.1530733729460359,2.0,0.36955181300451473,-0.2222280932078408,2.0,0.33258784492101817,-0.2222280932078408,2.0,0.33258784492101817,-0.282842712474619,2.0,0.28284271247461906,-0.282842712474619,2.0,0.28284271247461906,-0.33258784492101817,2.0,0.22222809320784087,-0.33258784492101817,2.0,0.22222809320784087,-0.36955181300451473,2.0,0.15307337294603596,-0.36955181300451473,2.0,0.15307337294603596,-0.3923141121612922,2.0,0.07803612880645144,-0.3923141121612922,2.0,0.07803612880645144,-0.4,2.0,4.898587196589413e-17,-0.4,2.0,4.898587196589413e-17,-0.3923141121612922,2.0,-0.07803612880645135,-0.3923141121612922,2.0,-0.07803612880645135,-0.3695518130045148,2.0,-0.15307337294603587,-0.3695518130045148,2.0,-0.15307337294603587,-0.3325878449210182,2.0,-0.2222280932078408,-0.3325878449210182,2.0,-0.2222280932078408,-0.28284271247461906,2.0,-0.282842712474619,-0.28284271247461906,2.0,-0.282842712474619,-0.22222809320784087,2.0,-0.3325878449210181,-0.22222809320784087,2.0,-0.3325878449210181,-0.15307337294603615,2.0,-0.3695518130045146,-0.15307337294603615,2.0,-0.3695518130045146,-0.07803612880645147,2.0,-0.39231411216129214,-0.07803612880645147,2.0,-0.39231411216129214,-7.347880794884119e-17,2.0,-0.4,-7.347880794884119e-17,2.0,-0.4,0.07803612880645133,2.0,-0.3923141121612922,0.07803612880645133,2.0,-0.3923141121612922,0.153073372946036,2.0,-0.3695518130045147,0.153073372946036,2.0,-0.3695518130045147,0.22222809320784076,2.0,-0.3325878449210182,0.22222809320784076,2.0,-0.3325878449210182,0.28284271247461895,2.0,-0.28284271247461906,0.28284271247461895,2.0,-0.28284271247461906,0.3325878449210181,2.0,-0.22222809320784087,0.3325878449210181,2.0,-0.22222809320784087,0.3695518130045146,2.0,-0.15307337294603618,0.3695518130045146,2.0,-0.15307337294603618,0.39231411216129214,2.0,-0.0780361288064515,0.39231411216129214,2.0,-0.0780361288064515,0.4,2.0,0.0,1.0,0.0,0.0,0.9807852804032304,0.0,0.19509032201612825,0.9807852804032304,0.0,0.19509032201612825,0.9238795325112867,0.0,0.3826834323650898,0.9238795325112867,0.0,0.3826834323650898,0.8314696123025452,0.0,0.5555702330196022,0.8314696123025452,0.0,0.5555702330196022,0.7071067811865476,0.0,0.7071067811865475,0.7071067811865476,0.0,0.7071067811865475,0.5555702330196023,0.0,0.8314696123025452,0.5555702330196023,0.0,0.8314696123025452,0.38268343236508984,0.0,0.9238795325112867,0.38268343236508984,0.0,0.9238795325112867,0.19509032201612833,0.0,0.9807852804032304,0.19509032201612833,0.0,0.9807852804032304,6.123233995736766e-17,0.0,1.0,6.123233995736766e-17,0.0,1.0,-0.1950903220161282,0.0,0.9807852804032304,-0.1950903220161282,0.0,0.9807852804032304,-0.3826834323650897,0.0,0.9238795325112867,-0.3826834323650897,0.0,0.9238795325112867,-0.555570233019602,0.0,0.8314696123025453,-0.555570233019602,0.0,0.8314696123025453,-0.7071067811865475,0.0,0.7071067811865476,-0.7071067811865475,0.0,0.7071067811865476,-0.8314696123025453,0.0,0.5555702330196022,-0.8314696123025453,0.0,0.5555702330196022,-0.9238795325112867,0.0,0.3826834323650899,-0.9238795325112867,0.0,0.3826834323650899,-0.9807852804032304,0.0,0.1950903220161286,-0.9807852804032304,0.0,0.1950903220161286,-1.0,0.0,1.2246467991473532e-16,-1.0,0.0,1.2246467991473532e-16,-0.9807852804032304,0.0,-0.19509032201612836,-0.9807852804032304,0.0,-0.19509032201612836,-0.9238795325112868,0.0,-0.38268343236508967,-0.9238795325112868,0.0,-0.38268343236508967,-0.8314696123025455,0.0,-0.555570233019602,-0.8314696123025455,0.0,-0.555570233019602,-0.7071067811865477,0.0,-0.7071067811865475,-0.7071067811865477,0.0,-0.7071067811865475,-0.5555702330196022,0.0,-0.8314696123025452,-0.5555702330196022,0.0,-0.8314696123025452,-0.38268343236509034,0.0,-0.9238795325112865,-0.38268343236509034,0.0,-0.9238795325112865,-0.19509032201612866,0.0,-0.9807852804032303,-0.19509032201612866,0.0,-0.9807852804032303,-1.8369701987210297e-16,0.0,-1.0,-1.8369701987210297e-16,0.0,-1.0,0.1950903220161283,0.0,-0.9807852804032304,0.1950903220161283,0.0,-0.9807852804032304,0.38268343236509,0.0,-0.9238795325112866,0.38268343236509,0.0,-0.9238795325112866,0.5555702330196018,0.0,-0.8314696123025455,0.5555702330196018,0.0,-0.8314696123025455,0.7071067811865474,0.0,-0.7071067811865477,0.7071067811865474,0.0,-0.7071067811865477,0.8314696123025452,0.0,-0.5555702330196022,0.8314696123025452,0.0,-0.5555702330196022,0.9238795325112865,0.0,-0.3826834323650904,0.9238795325112865,0.0,-0.3826834323650904,0.9807852804032303,0.0,-0.19509032201612872,0.9807852804032303,0.0,-0.19509032201612872,1.0,0.0,0.0],"positions":[0.4,2.0,0.0,0.3923141121612922,2.0,0.0780361288064513,0.36955181300451473,2.0,0.15307337294603593,0.3325878449210181,2.0,0.22222809320784087,0.28284271247461906,2.0,0.282842712474619,0.22222809320784093,2.0,0.3325878449210181,0.15307337294603596,2.0,0.36955181300451473,0.07803612880645133,2.0,0.3923141121612922,2.4492935982947065e-17,2.0,0.4,-0.07803612880645128,2.0,0.3923141121612922,-0.1530733729460359,2.0,0.36955181300451473,-0.2222280932078408,2.0,0.33258784492101817,-0.282842712474619,2.0,0.28284271247461906,-0.33258784492101817,2.0,0.22222809320784087,-0.36955181300451473,2.0,0.15307337294603596,-0.3923141121612922,2.0,0.07803612880645144,-0.4,2.0,4.898587196589413e-17,-0.3923141121612922,2.0,-0.07803612880645135,-0.3695518130045148,2.0,-0.15307337294603587,-0.3325878449210182,2.0,-0.2222280932078408,-0.28284271247461906,2.0,-0.282842712474619,-0.22222809320784087,2.0,-0.3325878449210181,-0.15307337294603615,2.0,-0.3695518130045146,-0.07803612880645147,2.0,-0.39231411216129214,-7.347880794884119e-17,2.0,-0.4,0.07803612880645133,2.0,-0.3923141121612922,0.153073372946036,2.0,-0.3695518130045147,0.22222809320784076,2.0,-0.3325878449210182,0.28284271247461895,2.0,-0.28284271247461906,0.3325878449210181,2.0,-0.22222809320784087,0.3695518130045146,2.0,-0.15307337294603618,0.39231411216129214,2.0,-0.0780361288064515,0.4,2.0,0.0,1.0,0.0,0.0,0.9807852804032304,0.0,0.19509032201612825,0.9238795325112867,0.0,0.3826834323650898,0.8314696123025452,0.0,0.5555702330196022,0.7071067811865476,0.0,0.7071067811865475,0.5555702330196023,0.0,0.8314696123025452,0.38268343236508984,0.0,0.9238795325112867,0.19509032201612833,0.0,0.9807852804032304,6.123233995736766e-17,0.0,1.0,-0.1950903220161282,0.0,0.9807852804032304,-0.3826834323650897,0.0,0.9238795325112867,-0.555570233019602,0.0,0.8314696123025453,-0.7071067811865475,0.0,0.7071067811865476,-0.8314696123025453,0.0,0.5555702330196022,-0.9238795325112867,0.0,0.3826834323650899,-0.9807852804032304,0.0,0.1950903220161286,-1.0,0.0,1.2246467991473532e-16,-0.9807852804032304,0.0,-0.19509032201612836,-0.9238795325112868,0.0,-0.38268343236508967,-0.8314696123025455,0.0,-0.555570233019602,-0.7071067811865477,0.0,-0.7071067811865475,-0.5555702330196022,0.0,-0.8314696123025452,-0.38268343236509034,0.0,-0.9238795325112865,-0.19509032201612866,0.0,-0.9807852804032303,-1.8369701987210297e-16,0.0,-1.0,0.1950903220161283,0.0,-0.9807852804032304,0.38268343236509,0.0,-0.9238795325112866,0.5555702330196018,0.0,-0.8314696123025455,0.7071067811865474,0.0,-0.7071067811865477,0.8314696123025452,0.0,-0.5555702330196022,0.9238795325112865,0.0,-0.3826834323650904,0.9807852804032303,0.0,-0.19509032201612872,1.0,0.0,0.0,0.4,2.0,0.0,0.39231411216129214,2.0,-0.0780361288064515,0.3695518130045146,2.0,-0.15307337294603618,0.3325878449210181,2.0,-0.22222809320784087,0.28284271247461895,2.0,-0.28284271247461906,0.22222809320784076,2.0,-0.3325878449210182,0.153073372946036,2.0,-0.3695518130045147,0.07803612880645133,2.0,-0.3923141121612922,-7.347880794884119e-17,2.0,-0.4,-0.07803612880645147,2.0,-0.39231411216129214,-0.15307337294603615,2.0,-0.3695518130045146,-0.22222809320784087,2.0,-0.3325878449210181,-0.28284271247461906,2.0,-0.282842712474619,-0.3325878449210182,2.0,-0.2222280932078408,-0.3695518130045148,2.0,-0.15307337294603587,-0.3923141121612922,2.0,-0.07803612880645135,-0.4,2.0,4.898587196589413e-17,-0.3923141121612922,2.0,0.07803612880645144,-0.36955181300451473,2.0,0.15307337294603596,-0.33258784492101817,2.0,0.22222809320784087,-0.282842712474619,2.0,0.28284271247461906,-0.2222280932078408,2.0,0.33258784492101817,-0.1530733729460359,2.0,0.36955181300451473,-0.07803612880645128,2.0,0.3923141121612922,2.4492935982947065e-17,2.0,0.4,0.07803612880645133,2.0,0.3923141121612922,0.15307337294603596,2.0,0.36955181300451473,0.22222809320784093,2.0,0.3325878449210181,0.28284271247461906,2.0,0.282842712474619,0.3325878449210181,2.0,0.22222809320784087,0.36955181300451473,2.0,0.15307337294603593,0.3923141121612922,2.0,0.0780361288064513,1.0,0.0,0.0,0.9807852804032304,0.0,0.19509032201612825,0.9238795325112867,0.0,0.3826834323650898,0.8314696123025452,0.0,0.5555702330196022,0.7071067811865476,0.0,0.7071067811865475,0.5555702330196023,0.0,0.8314696123025452,0.38268343236508984,0.0,0.9238795325112867,0.19509032201612833,0.0,0.9807852804032304,6.123233995736766e-17,0.0,1.0,-0.1950903220161282,0.0,0.9807852804032304,-0.3826834323650897,0.0,0.9238795325112867,-0.555570233019602,0.0,0.8314696123025453,-0.7071067811865475,0.0,0.7071067811865476,-0.8314696123025453,0.0,0.5555702330196022,-0.9238795325112867,0.0,0.3826834323650899,-0.9807852804032304,0.0,0.1950903220161286,-1.0,0.0,1.2246467991473532e-16,-0.9807852804032304,0.0,-0.19509032201612836,-0.9238795325112868,0.0,-0.38268343236508967,-0.8314696123025455,0.0,-0.555570233019602,-0.7071067811865477,0.0,-0.7071067811865475,-0.5555702330196022,0.0,-0.8314696123025452,-0.38268343236509034,0.0,-0.9238795325112865,-0.19509032201612866,0.0,-0.9807852804032303,-1.8369701987210297e-16,0.0,-1.0,0.1950903220161283,0.0,-0.9807852804032304,0.38268343236509,0.0,-0.9238795325112866,0.5555702330196018,0.0,-0.8314696123025455,0.7071067811865474,0.0,-0.7071067811865477,0.8314696123025452,0.0,-0.5555702330196022,0.9238795325112865,0.0,-0.3826834323650904,0.9807852804032303,0.0,-0.19509032201612872],"revision":0,"triangleFaceIds":[0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,1,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2,2]}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/linear-extrusion.brep.json b/main/opengeometry/tests/fixtures/cases/linear-extrusion.brep.json
new file mode 100644
index 0000000..72779b2
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/linear-extrusion.brep.json
@@ -0,0 +1 @@
+{"schema_version":2,"id":"linear-extrusion","revision":0,"geometry":{"surfaces":[{"kind":"Plane","frame":{"origin":[0.0,2.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]}},{"kind":"Plane","frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]}},{"kind":"Plane","frame":{"origin":[-1.0,0.0,0.5],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]}},{"kind":"Plane","frame":{"origin":[1.0,0.0,0.5],"x":[0.0,0.0,-1.0],"y":[0.0,1.0,0.0],"z":[1.0,-0.0,0.0]}},{"kind":"Plane","frame":{"origin":[1.0,0.0,-0.5],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]}},{"kind":"Plane","frame":{"origin":[-1.0,0.0,-0.5],"x":[0.0,0.0,1.0],"y":[0.0,1.0,-0.0],"z":[-1.0,0.0,0.0]}}],"curves":[{"kind":"Line","origin":[-1.0,0.0,0.5],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[-1.0,2.0,0.5],"direction":[1.0,0.0,0.0]},{"kind":"Line","origin":[-1.0,0.0,0.5],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[1.0,0.0,0.5],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[1.0,2.0,0.5],"direction":[0.0,0.0,-1.0]},{"kind":"Line","origin":[1.0,0.0,0.5],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[1.0,0.0,-0.5],"direction":[-1.0,0.0,0.0]},{"kind":"Line","origin":[1.0,2.0,-0.5],"direction":[-1.0,0.0,0.0]},{"kind":"Line","origin":[1.0,0.0,-0.5],"direction":[0.0,1.0,0.0]},{"kind":"Line","origin":[-1.0,0.0,-0.5],"direction":[0.0,0.0,1.0]},{"kind":"Line","origin":[-1.0,2.0,-0.5],"direction":[0.0,0.0,1.0]},{"kind":"Line","origin":[-1.0,0.0,-0.5],"direction":[0.0,1.0,0.0]}],"pcurves":[{"kind":"Line2","origin":[-1.0,-0.5],"direction":[1.0,0.0]},{"kind":"Line2","origin":[1.0,-0.5],"direction":[0.0,1.0]},{"kind":"Line2","origin":[1.0,0.5],"direction":[-1.0,0.0]},{"kind":"Line2","origin":[-1.0,0.5],"direction":[0.0,-1.0]},{"kind":"Line2","origin":[-1.0,-0.5],"direction":[0.0,1.0]},{"kind":"Line2","origin":[1.0,-0.5],"direction":[-1.0,0.0]},{"kind":"Line2","origin":[1.0,0.5],"direction":[0.0,-1.0]},{"kind":"Line2","origin":[-1.0,0.5],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[2.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,2.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[1.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,2.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[2.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,2.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[1.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,2.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[0.0,1.0]}],"intersections":[]},"topology":{"vertices":[{"id":0,"position":[-1.0,0.0,0.5],"outgoing_halfedge":4,"tolerance":1e-8},{"id":1,"position":[1.0,0.0,0.5],"outgoing_halfedge":7,"tolerance":1e-8},{"id":2,"position":[1.0,0.0,-0.5],"outgoing_halfedge":6,"tolerance":1e-8},{"id":3,"position":[-1.0,0.0,-0.5],"outgoing_halfedge":5,"tolerance":1e-8},{"id":4,"position":[-1.0,2.0,0.5],"outgoing_halfedge":0,"tolerance":1e-8},{"id":5,"position":[1.0,2.0,0.5],"outgoing_halfedge":1,"tolerance":1e-8},{"id":6,"position":[1.0,2.0,-0.5],"outgoing_halfedge":2,"tolerance":1e-8},{"id":7,"position":[-1.0,2.0,-0.5],"outgoing_halfedge":3,"tolerance":1e-8}],"edges":[{"id":0,"geometry":{"kind":"Curve","curve":0,"range":{"lo":0.0,"hi":2.0}},"halfedge":7,"twin_halfedge":8,"tolerance":1e-8,"chart_seam":false},{"id":1,"geometry":{"kind":"Curve","curve":1,"range":{"lo":0.0,"hi":2.0}},"halfedge":0,"twin_halfedge":10,"tolerance":1e-8,"chart_seam":false},{"id":2,"geometry":{"kind":"Curve","curve":2,"range":{"lo":0.0,"hi":2.0}},"halfedge":11,"twin_halfedge":21,"tolerance":1e-8,"chart_seam":false},{"id":3,"geometry":{"kind":"Curve","curve":3,"range":{"lo":0.0,"hi":1.0}},"halfedge":6,"twin_halfedge":12,"tolerance":1e-8,"chart_seam":false},{"id":4,"geometry":{"kind":"Curve","curve":4,"range":{"lo":0.0,"hi":1.0}},"halfedge":1,"twin_halfedge":14,"tolerance":1e-8,"chart_seam":false},{"id":5,"geometry":{"kind":"Curve","curve":5,"range":{"lo":0.0,"hi":2.0}},"halfedge":9,"twin_halfedge":15,"tolerance":1e-8,"chart_seam":false},{"id":6,"geometry":{"kind":"Curve","curve":6,"range":{"lo":0.0,"hi":2.0}},"halfedge":5,"twin_halfedge":16,"tolerance":1e-8,"chart_seam":false},{"id":7,"geometry":{"kind":"Curve","curve":7,"range":{"lo":0.0,"hi":2.0}},"halfedge":2,"twin_halfedge":18,"tolerance":1e-8,"chart_seam":false},{"id":8,"geometry":{"kind":"Curve","curve":8,"range":{"lo":0.0,"hi":2.0}},"halfedge":13,"twin_halfedge":19,"tolerance":1e-8,"chart_seam":false},{"id":9,"geometry":{"kind":"Curve","curve":9,"range":{"lo":0.0,"hi":1.0}},"halfedge":4,"twin_halfedge":20,"tolerance":1e-8,"chart_seam":false},{"id":10,"geometry":{"kind":"Curve","curve":10,"range":{"lo":0.0,"hi":1.0}},"halfedge":3,"twin_halfedge":22,"tolerance":1e-8,"chart_seam":false},{"id":11,"geometry":{"kind":"Curve","curve":11,"range":{"lo":0.0,"hi":2.0}},"halfedge":17,"twin_halfedge":23,"tolerance":1e-8,"chart_seam":false}],"halfedges":[{"id":0,"from":4,"to":5,"twin":10,"next":1,"prev":3,"edge":1,"face":0,"loop_ref":0,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":0,"periodic_lift":[0,0]}},{"id":1,"from":5,"to":6,"twin":14,"next":2,"prev":0,"edge":4,"face":0,"loop_ref":0,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":1,"periodic_lift":[0,0]}},{"id":2,"from":6,"to":7,"twin":18,"next":3,"prev":1,"edge":7,"face":0,"loop_ref":0,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":2,"periodic_lift":[0,0]}},{"id":3,"from":7,"to":4,"twin":22,"next":0,"prev":2,"edge":10,"face":0,"loop_ref":0,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":3,"periodic_lift":[0,0]}},{"id":4,"from":0,"to":3,"twin":20,"next":5,"prev":7,"edge":9,"face":1,"loop_ref":1,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":4,"periodic_lift":[0,0]}},{"id":5,"from":3,"to":2,"twin":16,"next":6,"prev":4,"edge":6,"face":1,"loop_ref":1,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":5,"periodic_lift":[0,0]}},{"id":6,"from":2,"to":1,"twin":12,"next":7,"prev":5,"edge":3,"face":1,"loop_ref":1,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":6,"periodic_lift":[0,0]}},{"id":7,"from":1,"to":0,"twin":8,"next":4,"prev":6,"edge":0,"face":1,"loop_ref":1,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":7,"periodic_lift":[0,0]}},{"id":8,"from":0,"to":1,"twin":7,"next":9,"prev":11,"edge":0,"face":2,"loop_ref":2,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":8,"periodic_lift":[0,0]}},{"id":9,"from":1,"to":5,"twin":15,"next":10,"prev":8,"edge":5,"face":2,"loop_ref":2,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":9,"periodic_lift":[0,0]}},{"id":10,"from":5,"to":4,"twin":0,"next":11,"prev":9,"edge":1,"face":2,"loop_ref":2,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":10,"periodic_lift":[0,0]}},{"id":11,"from":4,"to":0,"twin":21,"next":8,"prev":10,"edge":2,"face":2,"loop_ref":2,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":11,"periodic_lift":[0,0]}},{"id":12,"from":1,"to":2,"twin":6,"next":13,"prev":15,"edge":3,"face":3,"loop_ref":3,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":12,"periodic_lift":[0,0]}},{"id":13,"from":2,"to":6,"twin":19,"next":14,"prev":12,"edge":8,"face":3,"loop_ref":3,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":13,"periodic_lift":[0,0]}},{"id":14,"from":6,"to":5,"twin":1,"next":15,"prev":13,"edge":4,"face":3,"loop_ref":3,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":14,"periodic_lift":[0,0]}},{"id":15,"from":5,"to":1,"twin":9,"next":12,"prev":14,"edge":5,"face":3,"loop_ref":3,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":15,"periodic_lift":[0,0]}},{"id":16,"from":2,"to":3,"twin":5,"next":17,"prev":19,"edge":6,"face":4,"loop_ref":4,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":16,"periodic_lift":[0,0]}},{"id":17,"from":3,"to":7,"twin":23,"next":18,"prev":16,"edge":11,"face":4,"loop_ref":4,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":17,"periodic_lift":[0,0]}},{"id":18,"from":7,"to":6,"twin":2,"next":19,"prev":17,"edge":7,"face":4,"loop_ref":4,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":18,"periodic_lift":[0,0]}},{"id":19,"from":6,"to":2,"twin":13,"next":16,"prev":18,"edge":8,"face":4,"loop_ref":4,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":19,"periodic_lift":[0,0]}},{"id":20,"from":3,"to":0,"twin":4,"next":21,"prev":23,"edge":9,"face":5,"loop_ref":5,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":20,"periodic_lift":[0,0]}},{"id":21,"from":0,"to":4,"twin":11,"next":22,"prev":20,"edge":2,"face":5,"loop_ref":5,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":21,"periodic_lift":[0,0]}},{"id":22,"from":4,"to":7,"twin":3,"next":23,"prev":21,"edge":10,"face":5,"loop_ref":5,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":22,"periodic_lift":[0,0]}},{"id":23,"from":7,"to":3,"twin":17,"next":20,"prev":22,"edge":11,"face":5,"loop_ref":5,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":23,"periodic_lift":[0,0]}}],"loops":[{"id":0,"start_halfedge":0,"face_ref":0,"is_hole":false},{"id":1,"start_halfedge":4,"face_ref":1,"is_hole":false},{"id":2,"start_halfedge":8,"face_ref":2,"is_hole":false},{"id":3,"start_halfedge":12,"face_ref":3,"is_hole":false},{"id":4,"start_halfedge":16,"face_ref":4,"is_hole":false},{"id":5,"start_halfedge":20,"face_ref":5,"is_hole":false}],"faces":[{"id":0,"key":"top","surface":0,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1.00000001,"hi":1.00000001},{"lo":-0.50000001,"hi":0.50000001}],"outer":0,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"linear-extrusion","body":"linear-extrusion","key":"top","face":0}],"role":"Authored","reversed":false}},{"id":1,"key":"bottom","surface":1,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1.00000001,"hi":1.00000001},{"lo":-0.50000001,"hi":0.50000001}],"outer":1,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"linear-extrusion","body":"linear-extrusion","key":"bottom","face":1}],"role":"Authored","reversed":false}},{"id":2,"key":"side-0-0","surface":2,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":2.00000001},{"lo":-1e-8,"hi":2.00000001}],"outer":2,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"linear-extrusion","body":"linear-extrusion","key":"side-0-0","face":2}],"role":"Authored","reversed":false}},{"id":3,"key":"side-0-1","surface":3,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":1.00000001},{"lo":-1e-8,"hi":2.00000001}],"outer":3,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"linear-extrusion","body":"linear-extrusion","key":"side-0-1","face":3}],"role":"Authored","reversed":false}},{"id":4,"key":"side-0-2","surface":4,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":2.00000001},{"lo":-1e-8,"hi":2.00000001}],"outer":4,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"linear-extrusion","body":"linear-extrusion","key":"side-0-2","face":4}],"role":"Authored","reversed":false}},{"id":5,"key":"side-0-3","surface":5,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":-1e-8,"hi":1.00000001},{"lo":-1e-8,"hi":2.00000001}],"outer":5,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"linear-extrusion","body":"linear-extrusion","key":"side-0-3","face":5}],"role":"Authored","reversed":false}}],"wires":[],"shells":[{"id":0,"faces":[0,1,2,3,4,5],"is_closed":true}]},"solids":[{"outer_shell":0,"cavity_shells":[]}],"accuracy":{"geometric":1e-8,"intersection":1e-9,"tessellation":0.01,"exchange":1e-6},"quality":{"kind":"Analytic"}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/linear-extrusion.step.m b/main/opengeometry/tests/fixtures/cases/linear-extrusion.step.m
new file mode 100644
index 0000000..d0b8036
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/linear-extrusion.step.m
@@ -0,0 +1,331 @@
+ISO-10303-21;
+HEADER;
+FILE_DESCRIPTION(('OpenGeometry authoritative analytic BRep v2'),'2;1');
+FILE_NAME('linear-extrusion','1970-01-01T00:00:00',('OpenGeometry'),('OpenGeometry'),'OpenGeometry','OpenGeometry','');
+FILE_SCHEMA(('AUTOMOTIVE_DESIGN'));
+ENDSEC;
+DATA;
+#1=(GEOMETRIC_REPRESENTATION_CONTEXT(2) REPRESENTATION_CONTEXT('',''));
+#2=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E0,0.00000000000000000E0));
+#3=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#4=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#5=AXIS2_PLACEMENT_3D('',#2,#3,#4);
+#6=PLANE('',#5);
+#7=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#8=DIRECTION('',(-0.00000000000000000E0,-1.00000000000000000E0,-0.00000000000000000E0));
+#9=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#10=AXIS2_PLACEMENT_3D('',#7,#8,#9);
+#11=PLANE('',#10);
+#12=CARTESIAN_POINT('',(-1.00000000000000000E0,0.00000000000000000E0,5.00000000000000000E-1));
+#13=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,1.00000000000000000E0));
+#14=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#15=AXIS2_PLACEMENT_3D('',#12,#13,#14);
+#16=PLANE('',#15);
+#17=CARTESIAN_POINT('',(1.00000000000000000E0,0.00000000000000000E0,5.00000000000000000E-1));
+#18=DIRECTION('',(1.00000000000000000E0,-0.00000000000000000E0,0.00000000000000000E0));
+#19=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#20=AXIS2_PLACEMENT_3D('',#17,#18,#19);
+#21=PLANE('',#20);
+#22=CARTESIAN_POINT('',(1.00000000000000000E0,0.00000000000000000E0,-5.00000000000000000E-1));
+#23=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#24=DIRECTION('',(-1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#25=AXIS2_PLACEMENT_3D('',#22,#23,#24);
+#26=PLANE('',#25);
+#27=CARTESIAN_POINT('',(-1.00000000000000000E0,0.00000000000000000E0,-5.00000000000000000E-1));
+#28=DIRECTION('',(-1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#29=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,1.00000000000000000E0));
+#30=AXIS2_PLACEMENT_3D('',#27,#28,#29);
+#31=PLANE('',#30);
+#32=CARTESIAN_POINT('',(-1.00000000000000000E0,0.00000000000000000E0,5.00000000000000000E-1));
+#33=VERTEX_POINT('',#32);
+#34=CARTESIAN_POINT('',(1.00000000000000000E0,0.00000000000000000E0,5.00000000000000000E-1));
+#35=VERTEX_POINT('',#34);
+#36=CARTESIAN_POINT('',(1.00000000000000000E0,0.00000000000000000E0,-5.00000000000000000E-1));
+#37=VERTEX_POINT('',#36);
+#38=CARTESIAN_POINT('',(-1.00000000000000000E0,0.00000000000000000E0,-5.00000000000000000E-1));
+#39=VERTEX_POINT('',#38);
+#40=CARTESIAN_POINT('',(-1.00000000000000000E0,2.00000000000000000E0,5.00000000000000000E-1));
+#41=VERTEX_POINT('',#40);
+#42=CARTESIAN_POINT('',(1.00000000000000000E0,2.00000000000000000E0,5.00000000000000000E-1));
+#43=VERTEX_POINT('',#42);
+#44=CARTESIAN_POINT('',(1.00000000000000000E0,2.00000000000000000E0,-5.00000000000000000E-1));
+#45=VERTEX_POINT('',#44);
+#46=CARTESIAN_POINT('',(-1.00000000000000000E0,2.00000000000000000E0,-5.00000000000000000E-1));
+#47=VERTEX_POINT('',#46);
+#48=CARTESIAN_POINT('',(-1.00000000000000000E0,0.00000000000000000E0,5.00000000000000000E-1));
+#49=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#50=VECTOR('',#49,1.00000000000000000E0);
+#51=LINE('',#48,#50);
+#52=CARTESIAN_POINT('',(-1.00000000000000000E0,5.00000000000000000E-1));
+#53=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#54=VECTOR('',#53,1.00000000000000000E0);
+#55=LINE('',#52,#54);
+#56=DEFINITIONAL_REPRESENTATION('',(#55),#1);
+#57=PCURVE('',#11,#56);
+#58=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#59=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#60=VECTOR('',#59,1.00000000000000000E0);
+#61=LINE('',#58,#60);
+#62=DEFINITIONAL_REPRESENTATION('',(#61),#1);
+#63=PCURVE('',#16,#62);
+#64=SURFACE_CURVE('',#51,(#57,#63),.CURVE_3D.);
+#65=EDGE_CURVE('',#33,#35,#64,.T.);
+#66=CARTESIAN_POINT('',(-1.00000000000000000E0,2.00000000000000000E0,5.00000000000000000E-1));
+#67=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#68=VECTOR('',#67,1.00000000000000000E0);
+#69=LINE('',#66,#68);
+#70=CARTESIAN_POINT('',(-1.00000000000000000E0,-5.00000000000000000E-1));
+#71=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#72=VECTOR('',#71,1.00000000000000000E0);
+#73=LINE('',#70,#72);
+#74=DEFINITIONAL_REPRESENTATION('',(#73),#1);
+#75=PCURVE('',#6,#74);
+#76=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E0));
+#77=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#78=VECTOR('',#77,1.00000000000000000E0);
+#79=LINE('',#76,#78);
+#80=DEFINITIONAL_REPRESENTATION('',(#79),#1);
+#81=PCURVE('',#16,#80);
+#82=SURFACE_CURVE('',#69,(#75,#81),.CURVE_3D.);
+#83=EDGE_CURVE('',#41,#43,#82,.T.);
+#84=CARTESIAN_POINT('',(-1.00000000000000000E0,0.00000000000000000E0,5.00000000000000000E-1));
+#85=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#86=VECTOR('',#85,1.00000000000000000E0);
+#87=LINE('',#84,#86);
+#88=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#89=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#90=VECTOR('',#89,1.00000000000000000E0);
+#91=LINE('',#88,#90);
+#92=DEFINITIONAL_REPRESENTATION('',(#91),#1);
+#93=PCURVE('',#16,#92);
+#94=CARTESIAN_POINT('',(1.00000000000000000E0,0.00000000000000000E0));
+#95=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#96=VECTOR('',#95,1.00000000000000000E0);
+#97=LINE('',#94,#96);
+#98=DEFINITIONAL_REPRESENTATION('',(#97),#1);
+#99=PCURVE('',#31,#98);
+#100=SURFACE_CURVE('',#87,(#93,#99),.CURVE_3D.);
+#101=EDGE_CURVE('',#33,#41,#100,.T.);
+#102=CARTESIAN_POINT('',(1.00000000000000000E0,0.00000000000000000E0,5.00000000000000000E-1));
+#103=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#104=VECTOR('',#103,1.00000000000000000E0);
+#105=LINE('',#102,#104);
+#106=CARTESIAN_POINT('',(1.00000000000000000E0,5.00000000000000000E-1));
+#107=DIRECTION('',(0.00000000000000000E0,-1.00000000000000000E0));
+#108=VECTOR('',#107,1.00000000000000000E0);
+#109=LINE('',#106,#108);
+#110=DEFINITIONAL_REPRESENTATION('',(#109),#1);
+#111=PCURVE('',#11,#110);
+#112=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#113=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#114=VECTOR('',#113,1.00000000000000000E0);
+#115=LINE('',#112,#114);
+#116=DEFINITIONAL_REPRESENTATION('',(#115),#1);
+#117=PCURVE('',#21,#116);
+#118=SURFACE_CURVE('',#105,(#111,#117),.CURVE_3D.);
+#119=EDGE_CURVE('',#35,#37,#118,.T.);
+#120=CARTESIAN_POINT('',(1.00000000000000000E0,2.00000000000000000E0,5.00000000000000000E-1));
+#121=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#122=VECTOR('',#121,1.00000000000000000E0);
+#123=LINE('',#120,#122);
+#124=CARTESIAN_POINT('',(1.00000000000000000E0,-5.00000000000000000E-1));
+#125=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#126=VECTOR('',#125,1.00000000000000000E0);
+#127=LINE('',#124,#126);
+#128=DEFINITIONAL_REPRESENTATION('',(#127),#1);
+#129=PCURVE('',#6,#128);
+#130=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E0));
+#131=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#132=VECTOR('',#131,1.00000000000000000E0);
+#133=LINE('',#130,#132);
+#134=DEFINITIONAL_REPRESENTATION('',(#133),#1);
+#135=PCURVE('',#21,#134);
+#136=SURFACE_CURVE('',#123,(#129,#135),.CURVE_3D.);
+#137=EDGE_CURVE('',#43,#45,#136,.T.);
+#138=CARTESIAN_POINT('',(1.00000000000000000E0,0.00000000000000000E0,5.00000000000000000E-1));
+#139=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#140=VECTOR('',#139,1.00000000000000000E0);
+#141=LINE('',#138,#140);
+#142=CARTESIAN_POINT('',(2.00000000000000000E0,0.00000000000000000E0));
+#143=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#144=VECTOR('',#143,1.00000000000000000E0);
+#145=LINE('',#142,#144);
+#146=DEFINITIONAL_REPRESENTATION('',(#145),#1);
+#147=PCURVE('',#16,#146);
+#148=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#149=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#150=VECTOR('',#149,1.00000000000000000E0);
+#151=LINE('',#148,#150);
+#152=DEFINITIONAL_REPRESENTATION('',(#151),#1);
+#153=PCURVE('',#21,#152);
+#154=SURFACE_CURVE('',#141,(#147,#153),.CURVE_3D.);
+#155=EDGE_CURVE('',#35,#43,#154,.T.);
+#156=CARTESIAN_POINT('',(1.00000000000000000E0,0.00000000000000000E0,-5.00000000000000000E-1));
+#157=DIRECTION('',(-1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#158=VECTOR('',#157,1.00000000000000000E0);
+#159=LINE('',#156,#158);
+#160=CARTESIAN_POINT('',(1.00000000000000000E0,-5.00000000000000000E-1));
+#161=DIRECTION('',(-1.00000000000000000E0,0.00000000000000000E0));
+#162=VECTOR('',#161,1.00000000000000000E0);
+#163=LINE('',#160,#162);
+#164=DEFINITIONAL_REPRESENTATION('',(#163),#1);
+#165=PCURVE('',#11,#164);
+#166=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#167=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#168=VECTOR('',#167,1.00000000000000000E0);
+#169=LINE('',#166,#168);
+#170=DEFINITIONAL_REPRESENTATION('',(#169),#1);
+#171=PCURVE('',#26,#170);
+#172=SURFACE_CURVE('',#159,(#165,#171),.CURVE_3D.);
+#173=EDGE_CURVE('',#37,#39,#172,.T.);
+#174=CARTESIAN_POINT('',(1.00000000000000000E0,2.00000000000000000E0,-5.00000000000000000E-1));
+#175=DIRECTION('',(-1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#176=VECTOR('',#175,1.00000000000000000E0);
+#177=LINE('',#174,#176);
+#178=CARTESIAN_POINT('',(1.00000000000000000E0,5.00000000000000000E-1));
+#179=DIRECTION('',(-1.00000000000000000E0,0.00000000000000000E0));
+#180=VECTOR('',#179,1.00000000000000000E0);
+#181=LINE('',#178,#180);
+#182=DEFINITIONAL_REPRESENTATION('',(#181),#1);
+#183=PCURVE('',#6,#182);
+#184=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E0));
+#185=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#186=VECTOR('',#185,1.00000000000000000E0);
+#187=LINE('',#184,#186);
+#188=DEFINITIONAL_REPRESENTATION('',(#187),#1);
+#189=PCURVE('',#26,#188);
+#190=SURFACE_CURVE('',#177,(#183,#189),.CURVE_3D.);
+#191=EDGE_CURVE('',#45,#47,#190,.T.);
+#192=CARTESIAN_POINT('',(1.00000000000000000E0,0.00000000000000000E0,-5.00000000000000000E-1));
+#193=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#194=VECTOR('',#193,1.00000000000000000E0);
+#195=LINE('',#192,#194);
+#196=CARTESIAN_POINT('',(1.00000000000000000E0,0.00000000000000000E0));
+#197=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#198=VECTOR('',#197,1.00000000000000000E0);
+#199=LINE('',#196,#198);
+#200=DEFINITIONAL_REPRESENTATION('',(#199),#1);
+#201=PCURVE('',#21,#200);
+#202=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#203=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#204=VECTOR('',#203,1.00000000000000000E0);
+#205=LINE('',#202,#204);
+#206=DEFINITIONAL_REPRESENTATION('',(#205),#1);
+#207=PCURVE('',#26,#206);
+#208=SURFACE_CURVE('',#195,(#201,#207),.CURVE_3D.);
+#209=EDGE_CURVE('',#37,#45,#208,.T.);
+#210=CARTESIAN_POINT('',(-1.00000000000000000E0,0.00000000000000000E0,-5.00000000000000000E-1));
+#211=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,1.00000000000000000E0));
+#212=VECTOR('',#211,1.00000000000000000E0);
+#213=LINE('',#210,#212);
+#214=CARTESIAN_POINT('',(-1.00000000000000000E0,-5.00000000000000000E-1));
+#215=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#216=VECTOR('',#215,1.00000000000000000E0);
+#217=LINE('',#214,#216);
+#218=DEFINITIONAL_REPRESENTATION('',(#217),#1);
+#219=PCURVE('',#11,#218);
+#220=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#221=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#222=VECTOR('',#221,1.00000000000000000E0);
+#223=LINE('',#220,#222);
+#224=DEFINITIONAL_REPRESENTATION('',(#223),#1);
+#225=PCURVE('',#31,#224);
+#226=SURFACE_CURVE('',#213,(#219,#225),.CURVE_3D.);
+#227=EDGE_CURVE('',#39,#33,#226,.T.);
+#228=CARTESIAN_POINT('',(-1.00000000000000000E0,2.00000000000000000E0,-5.00000000000000000E-1));
+#229=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,1.00000000000000000E0));
+#230=VECTOR('',#229,1.00000000000000000E0);
+#231=LINE('',#228,#230);
+#232=CARTESIAN_POINT('',(-1.00000000000000000E0,5.00000000000000000E-1));
+#233=DIRECTION('',(0.00000000000000000E0,-1.00000000000000000E0));
+#234=VECTOR('',#233,1.00000000000000000E0);
+#235=LINE('',#232,#234);
+#236=DEFINITIONAL_REPRESENTATION('',(#235),#1);
+#237=PCURVE('',#6,#236);
+#238=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E0));
+#239=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#240=VECTOR('',#239,1.00000000000000000E0);
+#241=LINE('',#238,#240);
+#242=DEFINITIONAL_REPRESENTATION('',(#241),#1);
+#243=PCURVE('',#31,#242);
+#244=SURFACE_CURVE('',#231,(#237,#243),.CURVE_3D.);
+#245=EDGE_CURVE('',#47,#41,#244,.T.);
+#246=CARTESIAN_POINT('',(-1.00000000000000000E0,0.00000000000000000E0,-5.00000000000000000E-1));
+#247=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#248=VECTOR('',#247,1.00000000000000000E0);
+#249=LINE('',#246,#248);
+#250=CARTESIAN_POINT('',(2.00000000000000000E0,0.00000000000000000E0));
+#251=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#252=VECTOR('',#251,1.00000000000000000E0);
+#253=LINE('',#250,#252);
+#254=DEFINITIONAL_REPRESENTATION('',(#253),#1);
+#255=PCURVE('',#26,#254);
+#256=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#257=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#258=VECTOR('',#257,1.00000000000000000E0);
+#259=LINE('',#256,#258);
+#260=DEFINITIONAL_REPRESENTATION('',(#259),#1);
+#261=PCURVE('',#31,#260);
+#262=SURFACE_CURVE('',#249,(#255,#261),.CURVE_3D.);
+#263=EDGE_CURVE('',#39,#47,#262,.T.);
+#264=ORIENTED_EDGE('',*,*,#83,.T.);
+#265=ORIENTED_EDGE('',*,*,#137,.T.);
+#266=ORIENTED_EDGE('',*,*,#191,.T.);
+#267=ORIENTED_EDGE('',*,*,#245,.T.);
+#268=EDGE_LOOP('',(#264,#265,#266,#267));
+#269=FACE_OUTER_BOUND('',#268,.T.);
+#270=ADVANCED_FACE('top',(#269),#6,.T.);
+#271=ORIENTED_EDGE('',*,*,#227,.F.);
+#272=ORIENTED_EDGE('',*,*,#173,.F.);
+#273=ORIENTED_EDGE('',*,*,#119,.F.);
+#274=ORIENTED_EDGE('',*,*,#65,.F.);
+#275=EDGE_LOOP('',(#271,#272,#273,#274));
+#276=FACE_OUTER_BOUND('',#275,.T.);
+#277=ADVANCED_FACE('bottom',(#276),#11,.T.);
+#278=ORIENTED_EDGE('',*,*,#65,.T.);
+#279=ORIENTED_EDGE('',*,*,#155,.T.);
+#280=ORIENTED_EDGE('',*,*,#83,.F.);
+#281=ORIENTED_EDGE('',*,*,#101,.F.);
+#282=EDGE_LOOP('',(#278,#279,#280,#281));
+#283=FACE_OUTER_BOUND('',#282,.T.);
+#284=ADVANCED_FACE('side-0-0',(#283),#16,.T.);
+#285=ORIENTED_EDGE('',*,*,#119,.T.);
+#286=ORIENTED_EDGE('',*,*,#209,.T.);
+#287=ORIENTED_EDGE('',*,*,#137,.F.);
+#288=ORIENTED_EDGE('',*,*,#155,.F.);
+#289=EDGE_LOOP('',(#285,#286,#287,#288));
+#290=FACE_OUTER_BOUND('',#289,.T.);
+#291=ADVANCED_FACE('side-0-1',(#290),#21,.T.);
+#292=ORIENTED_EDGE('',*,*,#173,.T.);
+#293=ORIENTED_EDGE('',*,*,#263,.T.);
+#294=ORIENTED_EDGE('',*,*,#191,.F.);
+#295=ORIENTED_EDGE('',*,*,#209,.F.);
+#296=EDGE_LOOP('',(#292,#293,#294,#295));
+#297=FACE_OUTER_BOUND('',#296,.T.);
+#298=ADVANCED_FACE('side-0-2',(#297),#26,.T.);
+#299=ORIENTED_EDGE('',*,*,#227,.T.);
+#300=ORIENTED_EDGE('',*,*,#101,.T.);
+#301=ORIENTED_EDGE('',*,*,#245,.F.);
+#302=ORIENTED_EDGE('',*,*,#263,.F.);
+#303=EDGE_LOOP('',(#299,#300,#301,#302));
+#304=FACE_OUTER_BOUND('',#303,.T.);
+#305=ADVANCED_FACE('side-0-3',(#304),#31,.T.);
+#306=CLOSED_SHELL('',(#270,#277,#284,#291,#298,#305));
+#307=MANIFOLD_SOLID_BREP('linear-extrusion-0',#306);
+#308=(LENGTH_UNIT() NAMED_UNIT(*) SI_UNIT($,.METRE.));
+#309=(NAMED_UNIT(*) PLANE_ANGLE_UNIT() SI_UNIT($,.RADIAN.));
+#310=(NAMED_UNIT(*) SI_UNIT($,.STERADIAN.) SOLID_ANGLE_UNIT());
+#311=UNCERTAINTY_MEASURE_WITH_UNIT(LENGTH_MEASURE(1.00000284217095729E-8),#308,'distance_accuracy_value','exchange error bound');
+#312=(GEOMETRIC_REPRESENTATION_CONTEXT(3) GLOBAL_UNCERTAINTY_ASSIGNED_CONTEXT((#311)) GLOBAL_UNIT_ASSIGNED_CONTEXT((#308,#309,#310)) REPRESENTATION_CONTEXT('',''));
+#313=ADVANCED_BREP_SHAPE_REPRESENTATION('',(#307),#312);
+#314=APPLICATION_CONTEXT('automotive design');
+#315=APPLICATION_PROTOCOL_DEFINITION('international standard','automotive_design',2000,#314);
+#316=PRODUCT_CONTEXT('',#314,'mechanical');
+#317=PRODUCT('linear-extrusion','linear-extrusion','',(#316));
+#318=PRODUCT_DEFINITION_FORMATION_WITH_SPECIFIED_SOURCE('1','',#317,.NOT_KNOWN.);
+#319=PRODUCT_DEFINITION_CONTEXT('part definition',#314,'design');
+#320=PRODUCT_DEFINITION('','',#318,#319);
+#321=PRODUCT_DEFINITION_SHAPE('','',#320);
+#322=SHAPE_DEFINITION_REPRESENTATION(#321,#313);
+ENDSEC;
+END-ISO-10303-21;
diff --git a/main/opengeometry/tests/fixtures/cases/linear-extrusion.step.m.report.json b/main/opengeometry/tests/fixtures/cases/linear-extrusion.step.m.report.json
new file mode 100644
index 0000000..566198c
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/linear-extrusion.step.m.report.json
@@ -0,0 +1 @@
+{"cavity_shells":0,"collapsed_chart_uses":0,"edges":12,"exchange_error_bound":1.0000028421709573e-8,"faces":6,"geometric_tolerance":1e-8,"length_unit":"metre","quality":{"kind":"Analytic"},"revision":"0","schema_version":2,"solids":1,"validation_level":"v2 structure, sampled residuals and Part-21 references; external schema/import validation pending"}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/linear-extrusion.step.mm b/main/opengeometry/tests/fixtures/cases/linear-extrusion.step.mm
new file mode 100644
index 0000000..c101444
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/linear-extrusion.step.mm
@@ -0,0 +1,331 @@
+ISO-10303-21;
+HEADER;
+FILE_DESCRIPTION(('OpenGeometry authoritative analytic BRep v2'),'2;1');
+FILE_NAME('linear-extrusion','1970-01-01T00:00:00',('OpenGeometry'),('OpenGeometry'),'OpenGeometry','OpenGeometry','');
+FILE_SCHEMA(('AUTOMOTIVE_DESIGN'));
+ENDSEC;
+DATA;
+#1=(GEOMETRIC_REPRESENTATION_CONTEXT(2) REPRESENTATION_CONTEXT('',''));
+#2=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E3,0.00000000000000000E0));
+#3=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#4=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#5=AXIS2_PLACEMENT_3D('',#2,#3,#4);
+#6=PLANE('',#5);
+#7=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#8=DIRECTION('',(-0.00000000000000000E0,-1.00000000000000000E0,-0.00000000000000000E0));
+#9=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#10=AXIS2_PLACEMENT_3D('',#7,#8,#9);
+#11=PLANE('',#10);
+#12=CARTESIAN_POINT('',(-1.00000000000000000E3,0.00000000000000000E0,5.00000000000000000E2));
+#13=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,1.00000000000000000E0));
+#14=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#15=AXIS2_PLACEMENT_3D('',#12,#13,#14);
+#16=PLANE('',#15);
+#17=CARTESIAN_POINT('',(1.00000000000000000E3,0.00000000000000000E0,5.00000000000000000E2));
+#18=DIRECTION('',(1.00000000000000000E0,-0.00000000000000000E0,0.00000000000000000E0));
+#19=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#20=AXIS2_PLACEMENT_3D('',#17,#18,#19);
+#21=PLANE('',#20);
+#22=CARTESIAN_POINT('',(1.00000000000000000E3,0.00000000000000000E0,-5.00000000000000000E2));
+#23=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#24=DIRECTION('',(-1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#25=AXIS2_PLACEMENT_3D('',#22,#23,#24);
+#26=PLANE('',#25);
+#27=CARTESIAN_POINT('',(-1.00000000000000000E3,0.00000000000000000E0,-5.00000000000000000E2));
+#28=DIRECTION('',(-1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#29=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,1.00000000000000000E0));
+#30=AXIS2_PLACEMENT_3D('',#27,#28,#29);
+#31=PLANE('',#30);
+#32=CARTESIAN_POINT('',(-1.00000000000000000E3,0.00000000000000000E0,5.00000000000000000E2));
+#33=VERTEX_POINT('',#32);
+#34=CARTESIAN_POINT('',(1.00000000000000000E3,0.00000000000000000E0,5.00000000000000000E2));
+#35=VERTEX_POINT('',#34);
+#36=CARTESIAN_POINT('',(1.00000000000000000E3,0.00000000000000000E0,-5.00000000000000000E2));
+#37=VERTEX_POINT('',#36);
+#38=CARTESIAN_POINT('',(-1.00000000000000000E3,0.00000000000000000E0,-5.00000000000000000E2));
+#39=VERTEX_POINT('',#38);
+#40=CARTESIAN_POINT('',(-1.00000000000000000E3,2.00000000000000000E3,5.00000000000000000E2));
+#41=VERTEX_POINT('',#40);
+#42=CARTESIAN_POINT('',(1.00000000000000000E3,2.00000000000000000E3,5.00000000000000000E2));
+#43=VERTEX_POINT('',#42);
+#44=CARTESIAN_POINT('',(1.00000000000000000E3,2.00000000000000000E3,-5.00000000000000000E2));
+#45=VERTEX_POINT('',#44);
+#46=CARTESIAN_POINT('',(-1.00000000000000000E3,2.00000000000000000E3,-5.00000000000000000E2));
+#47=VERTEX_POINT('',#46);
+#48=CARTESIAN_POINT('',(-1.00000000000000000E3,0.00000000000000000E0,5.00000000000000000E2));
+#49=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#50=VECTOR('',#49,1.00000000000000000E3);
+#51=LINE('',#48,#50);
+#52=CARTESIAN_POINT('',(-1.00000000000000000E3,5.00000000000000000E2));
+#53=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#54=VECTOR('',#53,1.00000000000000000E3);
+#55=LINE('',#52,#54);
+#56=DEFINITIONAL_REPRESENTATION('',(#55),#1);
+#57=PCURVE('',#11,#56);
+#58=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#59=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#60=VECTOR('',#59,1.00000000000000000E3);
+#61=LINE('',#58,#60);
+#62=DEFINITIONAL_REPRESENTATION('',(#61),#1);
+#63=PCURVE('',#16,#62);
+#64=SURFACE_CURVE('',#51,(#57,#63),.CURVE_3D.);
+#65=EDGE_CURVE('',#33,#35,#64,.T.);
+#66=CARTESIAN_POINT('',(-1.00000000000000000E3,2.00000000000000000E3,5.00000000000000000E2));
+#67=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#68=VECTOR('',#67,1.00000000000000000E3);
+#69=LINE('',#66,#68);
+#70=CARTESIAN_POINT('',(-1.00000000000000000E3,-5.00000000000000000E2));
+#71=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#72=VECTOR('',#71,1.00000000000000000E3);
+#73=LINE('',#70,#72);
+#74=DEFINITIONAL_REPRESENTATION('',(#73),#1);
+#75=PCURVE('',#6,#74);
+#76=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E3));
+#77=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#78=VECTOR('',#77,1.00000000000000000E3);
+#79=LINE('',#76,#78);
+#80=DEFINITIONAL_REPRESENTATION('',(#79),#1);
+#81=PCURVE('',#16,#80);
+#82=SURFACE_CURVE('',#69,(#75,#81),.CURVE_3D.);
+#83=EDGE_CURVE('',#41,#43,#82,.T.);
+#84=CARTESIAN_POINT('',(-1.00000000000000000E3,0.00000000000000000E0,5.00000000000000000E2));
+#85=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#86=VECTOR('',#85,1.00000000000000000E3);
+#87=LINE('',#84,#86);
+#88=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#89=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#90=VECTOR('',#89,1.00000000000000000E3);
+#91=LINE('',#88,#90);
+#92=DEFINITIONAL_REPRESENTATION('',(#91),#1);
+#93=PCURVE('',#16,#92);
+#94=CARTESIAN_POINT('',(1.00000000000000000E3,0.00000000000000000E0));
+#95=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#96=VECTOR('',#95,1.00000000000000000E3);
+#97=LINE('',#94,#96);
+#98=DEFINITIONAL_REPRESENTATION('',(#97),#1);
+#99=PCURVE('',#31,#98);
+#100=SURFACE_CURVE('',#87,(#93,#99),.CURVE_3D.);
+#101=EDGE_CURVE('',#33,#41,#100,.T.);
+#102=CARTESIAN_POINT('',(1.00000000000000000E3,0.00000000000000000E0,5.00000000000000000E2));
+#103=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#104=VECTOR('',#103,1.00000000000000000E3);
+#105=LINE('',#102,#104);
+#106=CARTESIAN_POINT('',(1.00000000000000000E3,5.00000000000000000E2));
+#107=DIRECTION('',(0.00000000000000000E0,-1.00000000000000000E0));
+#108=VECTOR('',#107,1.00000000000000000E3);
+#109=LINE('',#106,#108);
+#110=DEFINITIONAL_REPRESENTATION('',(#109),#1);
+#111=PCURVE('',#11,#110);
+#112=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#113=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#114=VECTOR('',#113,1.00000000000000000E3);
+#115=LINE('',#112,#114);
+#116=DEFINITIONAL_REPRESENTATION('',(#115),#1);
+#117=PCURVE('',#21,#116);
+#118=SURFACE_CURVE('',#105,(#111,#117),.CURVE_3D.);
+#119=EDGE_CURVE('',#35,#37,#118,.T.);
+#120=CARTESIAN_POINT('',(1.00000000000000000E3,2.00000000000000000E3,5.00000000000000000E2));
+#121=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,-1.00000000000000000E0));
+#122=VECTOR('',#121,1.00000000000000000E3);
+#123=LINE('',#120,#122);
+#124=CARTESIAN_POINT('',(1.00000000000000000E3,-5.00000000000000000E2));
+#125=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#126=VECTOR('',#125,1.00000000000000000E3);
+#127=LINE('',#124,#126);
+#128=DEFINITIONAL_REPRESENTATION('',(#127),#1);
+#129=PCURVE('',#6,#128);
+#130=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E3));
+#131=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#132=VECTOR('',#131,1.00000000000000000E3);
+#133=LINE('',#130,#132);
+#134=DEFINITIONAL_REPRESENTATION('',(#133),#1);
+#135=PCURVE('',#21,#134);
+#136=SURFACE_CURVE('',#123,(#129,#135),.CURVE_3D.);
+#137=EDGE_CURVE('',#43,#45,#136,.T.);
+#138=CARTESIAN_POINT('',(1.00000000000000000E3,0.00000000000000000E0,5.00000000000000000E2));
+#139=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#140=VECTOR('',#139,1.00000000000000000E3);
+#141=LINE('',#138,#140);
+#142=CARTESIAN_POINT('',(2.00000000000000000E3,0.00000000000000000E0));
+#143=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#144=VECTOR('',#143,1.00000000000000000E3);
+#145=LINE('',#142,#144);
+#146=DEFINITIONAL_REPRESENTATION('',(#145),#1);
+#147=PCURVE('',#16,#146);
+#148=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#149=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#150=VECTOR('',#149,1.00000000000000000E3);
+#151=LINE('',#148,#150);
+#152=DEFINITIONAL_REPRESENTATION('',(#151),#1);
+#153=PCURVE('',#21,#152);
+#154=SURFACE_CURVE('',#141,(#147,#153),.CURVE_3D.);
+#155=EDGE_CURVE('',#35,#43,#154,.T.);
+#156=CARTESIAN_POINT('',(1.00000000000000000E3,0.00000000000000000E0,-5.00000000000000000E2));
+#157=DIRECTION('',(-1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#158=VECTOR('',#157,1.00000000000000000E3);
+#159=LINE('',#156,#158);
+#160=CARTESIAN_POINT('',(1.00000000000000000E3,-5.00000000000000000E2));
+#161=DIRECTION('',(-1.00000000000000000E0,0.00000000000000000E0));
+#162=VECTOR('',#161,1.00000000000000000E3);
+#163=LINE('',#160,#162);
+#164=DEFINITIONAL_REPRESENTATION('',(#163),#1);
+#165=PCURVE('',#11,#164);
+#166=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#167=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#168=VECTOR('',#167,1.00000000000000000E3);
+#169=LINE('',#166,#168);
+#170=DEFINITIONAL_REPRESENTATION('',(#169),#1);
+#171=PCURVE('',#26,#170);
+#172=SURFACE_CURVE('',#159,(#165,#171),.CURVE_3D.);
+#173=EDGE_CURVE('',#37,#39,#172,.T.);
+#174=CARTESIAN_POINT('',(1.00000000000000000E3,2.00000000000000000E3,-5.00000000000000000E2));
+#175=DIRECTION('',(-1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#176=VECTOR('',#175,1.00000000000000000E3);
+#177=LINE('',#174,#176);
+#178=CARTESIAN_POINT('',(1.00000000000000000E3,5.00000000000000000E2));
+#179=DIRECTION('',(-1.00000000000000000E0,0.00000000000000000E0));
+#180=VECTOR('',#179,1.00000000000000000E3);
+#181=LINE('',#178,#180);
+#182=DEFINITIONAL_REPRESENTATION('',(#181),#1);
+#183=PCURVE('',#6,#182);
+#184=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E3));
+#185=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#186=VECTOR('',#185,1.00000000000000000E3);
+#187=LINE('',#184,#186);
+#188=DEFINITIONAL_REPRESENTATION('',(#187),#1);
+#189=PCURVE('',#26,#188);
+#190=SURFACE_CURVE('',#177,(#183,#189),.CURVE_3D.);
+#191=EDGE_CURVE('',#45,#47,#190,.T.);
+#192=CARTESIAN_POINT('',(1.00000000000000000E3,0.00000000000000000E0,-5.00000000000000000E2));
+#193=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#194=VECTOR('',#193,1.00000000000000000E3);
+#195=LINE('',#192,#194);
+#196=CARTESIAN_POINT('',(1.00000000000000000E3,0.00000000000000000E0));
+#197=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#198=VECTOR('',#197,1.00000000000000000E3);
+#199=LINE('',#196,#198);
+#200=DEFINITIONAL_REPRESENTATION('',(#199),#1);
+#201=PCURVE('',#21,#200);
+#202=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#203=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#204=VECTOR('',#203,1.00000000000000000E3);
+#205=LINE('',#202,#204);
+#206=DEFINITIONAL_REPRESENTATION('',(#205),#1);
+#207=PCURVE('',#26,#206);
+#208=SURFACE_CURVE('',#195,(#201,#207),.CURVE_3D.);
+#209=EDGE_CURVE('',#37,#45,#208,.T.);
+#210=CARTESIAN_POINT('',(-1.00000000000000000E3,0.00000000000000000E0,-5.00000000000000000E2));
+#211=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,1.00000000000000000E0));
+#212=VECTOR('',#211,1.00000000000000000E3);
+#213=LINE('',#210,#212);
+#214=CARTESIAN_POINT('',(-1.00000000000000000E3,-5.00000000000000000E2));
+#215=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#216=VECTOR('',#215,1.00000000000000000E3);
+#217=LINE('',#214,#216);
+#218=DEFINITIONAL_REPRESENTATION('',(#217),#1);
+#219=PCURVE('',#11,#218);
+#220=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#221=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#222=VECTOR('',#221,1.00000000000000000E3);
+#223=LINE('',#220,#222);
+#224=DEFINITIONAL_REPRESENTATION('',(#223),#1);
+#225=PCURVE('',#31,#224);
+#226=SURFACE_CURVE('',#213,(#219,#225),.CURVE_3D.);
+#227=EDGE_CURVE('',#39,#33,#226,.T.);
+#228=CARTESIAN_POINT('',(-1.00000000000000000E3,2.00000000000000000E3,-5.00000000000000000E2));
+#229=DIRECTION('',(0.00000000000000000E0,0.00000000000000000E0,1.00000000000000000E0));
+#230=VECTOR('',#229,1.00000000000000000E3);
+#231=LINE('',#228,#230);
+#232=CARTESIAN_POINT('',(-1.00000000000000000E3,5.00000000000000000E2));
+#233=DIRECTION('',(0.00000000000000000E0,-1.00000000000000000E0));
+#234=VECTOR('',#233,1.00000000000000000E3);
+#235=LINE('',#232,#234);
+#236=DEFINITIONAL_REPRESENTATION('',(#235),#1);
+#237=PCURVE('',#6,#236);
+#238=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E3));
+#239=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#240=VECTOR('',#239,1.00000000000000000E3);
+#241=LINE('',#238,#240);
+#242=DEFINITIONAL_REPRESENTATION('',(#241),#1);
+#243=PCURVE('',#31,#242);
+#244=SURFACE_CURVE('',#231,(#237,#243),.CURVE_3D.);
+#245=EDGE_CURVE('',#47,#41,#244,.T.);
+#246=CARTESIAN_POINT('',(-1.00000000000000000E3,0.00000000000000000E0,-5.00000000000000000E2));
+#247=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#248=VECTOR('',#247,1.00000000000000000E3);
+#249=LINE('',#246,#248);
+#250=CARTESIAN_POINT('',(2.00000000000000000E3,0.00000000000000000E0));
+#251=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#252=VECTOR('',#251,1.00000000000000000E3);
+#253=LINE('',#250,#252);
+#254=DEFINITIONAL_REPRESENTATION('',(#253),#1);
+#255=PCURVE('',#26,#254);
+#256=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#257=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#258=VECTOR('',#257,1.00000000000000000E3);
+#259=LINE('',#256,#258);
+#260=DEFINITIONAL_REPRESENTATION('',(#259),#1);
+#261=PCURVE('',#31,#260);
+#262=SURFACE_CURVE('',#249,(#255,#261),.CURVE_3D.);
+#263=EDGE_CURVE('',#39,#47,#262,.T.);
+#264=ORIENTED_EDGE('',*,*,#83,.T.);
+#265=ORIENTED_EDGE('',*,*,#137,.T.);
+#266=ORIENTED_EDGE('',*,*,#191,.T.);
+#267=ORIENTED_EDGE('',*,*,#245,.T.);
+#268=EDGE_LOOP('',(#264,#265,#266,#267));
+#269=FACE_OUTER_BOUND('',#268,.T.);
+#270=ADVANCED_FACE('top',(#269),#6,.T.);
+#271=ORIENTED_EDGE('',*,*,#227,.F.);
+#272=ORIENTED_EDGE('',*,*,#173,.F.);
+#273=ORIENTED_EDGE('',*,*,#119,.F.);
+#274=ORIENTED_EDGE('',*,*,#65,.F.);
+#275=EDGE_LOOP('',(#271,#272,#273,#274));
+#276=FACE_OUTER_BOUND('',#275,.T.);
+#277=ADVANCED_FACE('bottom',(#276),#11,.T.);
+#278=ORIENTED_EDGE('',*,*,#65,.T.);
+#279=ORIENTED_EDGE('',*,*,#155,.T.);
+#280=ORIENTED_EDGE('',*,*,#83,.F.);
+#281=ORIENTED_EDGE('',*,*,#101,.F.);
+#282=EDGE_LOOP('',(#278,#279,#280,#281));
+#283=FACE_OUTER_BOUND('',#282,.T.);
+#284=ADVANCED_FACE('side-0-0',(#283),#16,.T.);
+#285=ORIENTED_EDGE('',*,*,#119,.T.);
+#286=ORIENTED_EDGE('',*,*,#209,.T.);
+#287=ORIENTED_EDGE('',*,*,#137,.F.);
+#288=ORIENTED_EDGE('',*,*,#155,.F.);
+#289=EDGE_LOOP('',(#285,#286,#287,#288));
+#290=FACE_OUTER_BOUND('',#289,.T.);
+#291=ADVANCED_FACE('side-0-1',(#290),#21,.T.);
+#292=ORIENTED_EDGE('',*,*,#173,.T.);
+#293=ORIENTED_EDGE('',*,*,#263,.T.);
+#294=ORIENTED_EDGE('',*,*,#191,.F.);
+#295=ORIENTED_EDGE('',*,*,#209,.F.);
+#296=EDGE_LOOP('',(#292,#293,#294,#295));
+#297=FACE_OUTER_BOUND('',#296,.T.);
+#298=ADVANCED_FACE('side-0-2',(#297),#26,.T.);
+#299=ORIENTED_EDGE('',*,*,#227,.T.);
+#300=ORIENTED_EDGE('',*,*,#101,.T.);
+#301=ORIENTED_EDGE('',*,*,#245,.F.);
+#302=ORIENTED_EDGE('',*,*,#263,.F.);
+#303=EDGE_LOOP('',(#299,#300,#301,#302));
+#304=FACE_OUTER_BOUND('',#303,.T.);
+#305=ADVANCED_FACE('side-0-3',(#304),#31,.T.);
+#306=CLOSED_SHELL('',(#270,#277,#284,#291,#298,#305));
+#307=MANIFOLD_SOLID_BREP('linear-extrusion-0',#306);
+#308=(LENGTH_UNIT() NAMED_UNIT(*) SI_UNIT(.MILLI.,.METRE.));
+#309=(NAMED_UNIT(*) PLANE_ANGLE_UNIT() SI_UNIT($,.RADIAN.));
+#310=(NAMED_UNIT(*) SI_UNIT($,.STERADIAN.) SOLID_ANGLE_UNIT());
+#311=UNCERTAINTY_MEASURE_WITH_UNIT(LENGTH_MEASURE(1.00000284217095735E-5),#308,'distance_accuracy_value','exchange error bound');
+#312=(GEOMETRIC_REPRESENTATION_CONTEXT(3) GLOBAL_UNCERTAINTY_ASSIGNED_CONTEXT((#311)) GLOBAL_UNIT_ASSIGNED_CONTEXT((#308,#309,#310)) REPRESENTATION_CONTEXT('',''));
+#313=ADVANCED_BREP_SHAPE_REPRESENTATION('',(#307),#312);
+#314=APPLICATION_CONTEXT('automotive design');
+#315=APPLICATION_PROTOCOL_DEFINITION('international standard','automotive_design',2000,#314);
+#316=PRODUCT_CONTEXT('',#314,'mechanical');
+#317=PRODUCT('linear-extrusion','linear-extrusion','',(#316));
+#318=PRODUCT_DEFINITION_FORMATION_WITH_SPECIFIED_SOURCE('1','',#317,.NOT_KNOWN.);
+#319=PRODUCT_DEFINITION_CONTEXT('part definition',#314,'design');
+#320=PRODUCT_DEFINITION('','',#318,#319);
+#321=PRODUCT_DEFINITION_SHAPE('','',#320);
+#322=SHAPE_DEFINITION_REPRESENTATION(#321,#313);
+ENDSEC;
+END-ISO-10303-21;
diff --git a/main/opengeometry/tests/fixtures/cases/linear-extrusion.step.mm.report.json b/main/opengeometry/tests/fixtures/cases/linear-extrusion.step.mm.report.json
new file mode 100644
index 0000000..3229f87
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/linear-extrusion.step.mm.report.json
@@ -0,0 +1 @@
+{"cavity_shells":0,"collapsed_chart_uses":0,"edges":12,"exchange_error_bound":0.000010000028421709574,"faces":6,"geometric_tolerance":0.00001,"length_unit":"millimetre","quality":{"kind":"Analytic"},"revision":"0","schema_version":2,"solids":1,"validation_level":"v2 structure, sampled residuals and Part-21 references; external schema/import validation pending"}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/linear-extrusion.tess.json b/main/opengeometry/tests/fixtures/cases/linear-extrusion.tess.json
new file mode 100644
index 0000000..a8b86a1
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/linear-extrusion.tess.json
@@ -0,0 +1 @@
+{"achievedDeflection":0.01,"indices":[2,3,0,0,1,2,6,7,4,4,5,6,10,11,8,8,9,10,14,15,12,12,13,14,18,19,16,16,17,18,22,23,20,20,21,22],"normals":[0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0],"outlineEdgeIds":[0,1,2,3,4,5,6,7,8,9,10,11],"outlinePositions":[-1.0,0.0,0.5,1.0,0.0,0.5,-1.0,2.0,0.5,1.0,2.0,0.5,-1.0,0.0,0.5,-1.0,2.0,0.5,1.0,0.0,0.5,1.0,0.0,-0.5,1.0,2.0,0.5,1.0,2.0,-0.5,1.0,0.0,0.5,1.0,2.0,0.5,1.0,0.0,-0.5,-1.0,0.0,-0.5,1.0,2.0,-0.5,-1.0,2.0,-0.5,1.0,0.0,-0.5,1.0,2.0,-0.5,-1.0,0.0,-0.5,-1.0,0.0,0.5,-1.0,2.0,-0.5,-1.0,2.0,0.5,-1.0,0.0,-0.5,-1.0,2.0,-0.5],"positions":[-1.0,2.0,0.5,1.0,2.0,0.5,1.0,2.0,-0.5,-1.0,2.0,-0.5,-1.0,0.0,0.5,-1.0,0.0,-0.5,1.0,0.0,-0.5,1.0,0.0,0.5,-1.0,0.0,0.5,1.0,0.0,0.5,1.0,2.0,0.5,-1.0,2.0,0.5,1.0,0.0,0.5,1.0,0.0,-0.5,1.0,2.0,-0.5,1.0,2.0,0.5,1.0,0.0,-0.5,-1.0,0.0,-0.5,-1.0,2.0,-0.5,1.0,2.0,-0.5,-1.0,0.0,-0.5,-1.0,0.0,0.5,-1.0,2.0,0.5,-1.0,2.0,-0.5],"revision":0,"triangleFaceIds":[0,0,1,1,2,2,3,3,4,4,5,5]}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/sphere-cut.brep.json b/main/opengeometry/tests/fixtures/cases/sphere-cut.brep.json
new file mode 100644
index 0000000..ac79efa
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/sphere-cut.brep.json
@@ -0,0 +1 @@
+{"schema_version":2,"id":"sphere-cut","revision":1,"geometry":{"surfaces":[{"kind":"Sphere","frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"radius":2.0},{"kind":"Sphere","frame":{"origin":[0.7,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"radius":1.0}],"curves":[{"kind":"Circle","frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"radius":2.0},{"kind":"Circle","frame":{"origin":[0.7,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"radius":1.0}],"pcurves":[{"kind":"Line2","origin":[0.0,-1.5707963267948966],"direction":[6.283185307179586,0.0]},{"kind":"Line2","origin":[6.283185307179586,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[6.283185307179586,1.5707963267948966],"direction":[-6.283185307179586,0.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,-1.5707963267948966],"direction":[6.283185307179586,0.0]},{"kind":"Line2","origin":[6.283185307179586,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[6.283185307179586,1.5707963267948966],"direction":[-6.283185307179586,0.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[0.0,1.0]}],"intersections":[]},"topology":{"vertices":[{"id":0,"position":[0.0,-2.0,0.0],"outgoing_halfedge":0,"tolerance":1e-8},{"id":1,"position":[0.0,2.0,0.0],"outgoing_halfedge":2,"tolerance":1e-8},{"id":2,"position":[0.7,-1.0,0.0],"outgoing_halfedge":4,"tolerance":1e-8},{"id":3,"position":[0.7,1.0,0.0],"outgoing_halfedge":5,"tolerance":1e-8}],"edges":[{"id":0,"geometry":{"kind":"Collapsed","vertex":0},"halfedge":0,"twin_halfedge":null,"tolerance":1e-8,"chart_seam":true},{"id":1,"geometry":{"kind":"Collapsed","vertex":1},"halfedge":2,"twin_halfedge":null,"tolerance":1e-8,"chart_seam":true},{"id":2,"geometry":{"kind":"Curve","curve":0,"range":{"lo":-1.5707963267948966,"hi":1.5707963267948966}},"halfedge":1,"twin_halfedge":3,"tolerance":1e-8,"chart_seam":true},{"id":3,"geometry":{"kind":"Collapsed","vertex":2},"halfedge":4,"twin_halfedge":null,"tolerance":1e-8,"chart_seam":true},{"id":4,"geometry":{"kind":"Collapsed","vertex":3},"halfedge":6,"twin_halfedge":null,"tolerance":1e-8,"chart_seam":true},{"id":5,"geometry":{"kind":"Curve","curve":1,"range":{"lo":-1.5707963267948966,"hi":1.5707963267948966}},"halfedge":5,"twin_halfedge":7,"tolerance":1e-8,"chart_seam":true}],"halfedges":[{"id":0,"from":0,"to":0,"twin":null,"next":1,"prev":3,"edge":0,"face":0,"loop_ref":0,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":0,"periodic_lift":[0,0]}},{"id":1,"from":0,"to":1,"twin":3,"next":2,"prev":0,"edge":2,"face":0,"loop_ref":0,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":1,"periodic_lift":[0,0]}},{"id":2,"from":1,"to":1,"twin":null,"next":3,"prev":1,"edge":1,"face":0,"loop_ref":0,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":2,"periodic_lift":[0,0]}},{"id":3,"from":1,"to":0,"twin":1,"next":0,"prev":2,"edge":2,"face":0,"loop_ref":0,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":3,"periodic_lift":[0,0]}},{"id":4,"from":2,"to":2,"twin":null,"next":7,"prev":5,"edge":3,"face":1,"loop_ref":1,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":4,"periodic_lift":[0,0]}},{"id":5,"from":3,"to":2,"twin":7,"next":4,"prev":6,"edge":5,"face":1,"loop_ref":1,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":5,"periodic_lift":[0,0]}},{"id":6,"from":3,"to":3,"twin":null,"next":5,"prev":7,"edge":4,"face":1,"loop_ref":1,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":6,"periodic_lift":[0,0]}},{"id":7,"from":2,"to":3,"twin":5,"next":6,"prev":4,"edge":5,"face":1,"loop_ref":1,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":7,"periodic_lift":[0,0]}}],"loops":[{"id":0,"start_halfedge":0,"face_ref":0,"is_hole":false},{"id":1,"start_halfedge":4,"face_ref":1,"is_hole":false}],"faces":[{"id":0,"key":"0:skin","surface":0,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":0.0,"hi":6.283185307179586},{"lo":-1.5707963267948966,"hi":1.5707963267948966}],"outer":0,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"sphere-host","body":"sphere-host","key":"skin","face":0}],"role":"Preserved","reversed":false}},{"id":1,"key":"1:skin","surface":1,"sense":"Reverse","trim":{"chart":0,"uv_bounds":[{"lo":0.0,"hi":6.283185307179586},{"lo":-1.5707963267948966,"hi":1.5707963267948966}],"outer":1,"holes":[]},"shell_ref":1,"provenance":{"sources":[{"entity":"sphere-cutter","body":"sphere-cutter","key":"skin","face":0}],"role":"Cut","reversed":true}}],"wires":[],"shells":[{"id":0,"faces":[0],"is_closed":true},{"id":1,"faces":[1],"is_closed":true}]},"solids":[{"outer_shell":0,"cavity_shells":[1]}],"accuracy":{"geometric":1e-8,"intersection":1e-9,"tessellation":0.01,"exchange":1e-6},"quality":{"kind":"Analytic"}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/sphere-cut.handlers.json b/main/opengeometry/tests/fixtures/cases/sphere-cut.handlers.json
new file mode 100644
index 0000000..b71e5a7
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/sphere-cut.handlers.json
@@ -0,0 +1 @@
+["boolean_spheres"]
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/sphere-cut.step.m b/main/opengeometry/tests/fixtures/cases/sphere-cut.step.m
new file mode 100644
index 0000000..62f406c
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/sphere-cut.step.m
@@ -0,0 +1,95 @@
+ISO-10303-21;
+HEADER;
+FILE_DESCRIPTION(('OpenGeometry authoritative analytic BRep v2'),'2;1');
+FILE_NAME('sphere-cut','1970-01-01T00:00:00',('OpenGeometry'),('OpenGeometry'),'OpenGeometry','OpenGeometry','');
+FILE_SCHEMA(('AUTOMOTIVE_DESIGN'));
+ENDSEC;
+DATA;
+#1=(GEOMETRIC_REPRESENTATION_CONTEXT(2) REPRESENTATION_CONTEXT('',''));
+#2=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#3=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#4=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#5=AXIS2_PLACEMENT_3D('',#2,#3,#4);
+#6=SPHERICAL_SURFACE('',#5,2.00000000000000000E0);
+#7=CARTESIAN_POINT('',(6.99999999999999956E-1,0.00000000000000000E0,0.00000000000000000E0));
+#8=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#9=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#10=AXIS2_PLACEMENT_3D('',#7,#8,#9);
+#11=SPHERICAL_SURFACE('',#10,1.00000000000000000E0);
+#12=CARTESIAN_POINT('',(0.00000000000000000E0,-2.00000000000000000E0,0.00000000000000000E0));
+#13=VERTEX_POINT('',#12);
+#14=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E0,0.00000000000000000E0));
+#15=VERTEX_POINT('',#14);
+#16=CARTESIAN_POINT('',(6.99999999999999956E-1,-1.00000000000000000E0,0.00000000000000000E0));
+#17=VERTEX_POINT('',#16);
+#18=CARTESIAN_POINT('',(6.99999999999999956E-1,1.00000000000000000E0,0.00000000000000000E0));
+#19=VERTEX_POINT('',#18);
+#20=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#21=DIRECTION('',(-0.00000000000000000E0,-0.00000000000000000E0,1.00000000000000000E0));
+#22=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#23=AXIS2_PLACEMENT_3D('',#20,#21,#22);
+#24=CIRCLE('',#23,2.00000000000000000E0);
+#25=CARTESIAN_POINT('',(6.28318530717958623E0,0.00000000000000000E0));
+#26=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#27=VECTOR('',#26,1.00000000000000000E0);
+#28=LINE('',#25,#27);
+#29=DEFINITIONAL_REPRESENTATION('',(#28),#1);
+#30=PCURVE('',#6,#29);
+#31=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#32=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#33=VECTOR('',#32,1.00000000000000000E0);
+#34=LINE('',#31,#33);
+#35=DEFINITIONAL_REPRESENTATION('',(#34),#1);
+#36=PCURVE('',#6,#35);
+#37=SEAM_CURVE('',#24,(#30,#36),.CURVE_3D.);
+#38=EDGE_CURVE('',#13,#15,#37,.T.);
+#39=CARTESIAN_POINT('',(6.99999999999999956E-1,0.00000000000000000E0,0.00000000000000000E0));
+#40=DIRECTION('',(-0.00000000000000000E0,-0.00000000000000000E0,1.00000000000000000E0));
+#41=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#42=AXIS2_PLACEMENT_3D('',#39,#40,#41);
+#43=CIRCLE('',#42,1.00000000000000000E0);
+#44=CARTESIAN_POINT('',(6.28318530717958623E0,0.00000000000000000E0));
+#45=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#46=VECTOR('',#45,1.00000000000000000E0);
+#47=LINE('',#44,#46);
+#48=DEFINITIONAL_REPRESENTATION('',(#47),#1);
+#49=PCURVE('',#11,#48);
+#50=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#51=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#52=VECTOR('',#51,1.00000000000000000E0);
+#53=LINE('',#50,#52);
+#54=DEFINITIONAL_REPRESENTATION('',(#53),#1);
+#55=PCURVE('',#11,#54);
+#56=SEAM_CURVE('',#43,(#49,#55),.CURVE_3D.);
+#57=EDGE_CURVE('',#17,#19,#56,.T.);
+#58=ORIENTED_EDGE('',*,*,#38,.T.);
+#59=ORIENTED_EDGE('',*,*,#38,.F.);
+#60=EDGE_LOOP('',(#58,#59));
+#61=FACE_OUTER_BOUND('',#60,.T.);
+#62=ADVANCED_FACE('0:skin',(#61),#6,.T.);
+#63=ORIENTED_EDGE('',*,*,#57,.T.);
+#64=ORIENTED_EDGE('',*,*,#57,.F.);
+#65=EDGE_LOOP('',(#63,#64));
+#66=FACE_OUTER_BOUND('',#65,.T.);
+#67=ADVANCED_FACE('1:skin',(#66),#11,.F.);
+#68=CLOSED_SHELL('',(#62));
+#69=CLOSED_SHELL('',(#67));
+#70=ORIENTED_CLOSED_SHELL('',*,#69,.T.);
+#71=BREP_WITH_VOIDS('sphere-cut-0',#68,(#70));
+#72=(LENGTH_UNIT() NAMED_UNIT(*) SI_UNIT($,.METRE.));
+#73=(NAMED_UNIT(*) PLANE_ANGLE_UNIT() SI_UNIT($,.RADIAN.));
+#74=(NAMED_UNIT(*) SI_UNIT($,.STERADIAN.) SOLID_ANGLE_UNIT());
+#75=UNCERTAINTY_MEASURE_WITH_UNIT(LENGTH_MEASURE(1.00000284217094306E-8),#72,'distance_accuracy_value','exchange error bound');
+#76=(GEOMETRIC_REPRESENTATION_CONTEXT(3) GLOBAL_UNCERTAINTY_ASSIGNED_CONTEXT((#75)) GLOBAL_UNIT_ASSIGNED_CONTEXT((#72,#73,#74)) REPRESENTATION_CONTEXT('',''));
+#77=ADVANCED_BREP_SHAPE_REPRESENTATION('',(#71),#76);
+#78=APPLICATION_CONTEXT('automotive design');
+#79=APPLICATION_PROTOCOL_DEFINITION('international standard','automotive_design',2000,#78);
+#80=PRODUCT_CONTEXT('',#78,'mechanical');
+#81=PRODUCT('sphere-cut','sphere-cut','',(#80));
+#82=PRODUCT_DEFINITION_FORMATION_WITH_SPECIFIED_SOURCE('1','',#81,.NOT_KNOWN.);
+#83=PRODUCT_DEFINITION_CONTEXT('part definition',#78,'design');
+#84=PRODUCT_DEFINITION('','',#82,#83);
+#85=PRODUCT_DEFINITION_SHAPE('','',#84);
+#86=SHAPE_DEFINITION_REPRESENTATION(#85,#77);
+ENDSEC;
+END-ISO-10303-21;
diff --git a/main/opengeometry/tests/fixtures/cases/sphere-cut.step.m.report.json b/main/opengeometry/tests/fixtures/cases/sphere-cut.step.m.report.json
new file mode 100644
index 0000000..4f8e2b7
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/sphere-cut.step.m.report.json
@@ -0,0 +1 @@
+{"cavity_shells":1,"collapsed_chart_uses":4,"edges":2,"exchange_error_bound":1.000002842170943e-8,"faces":2,"geometric_tolerance":1e-8,"length_unit":"metre","quality":{"kind":"Analytic"},"revision":"1","schema_version":2,"solids":1,"validation_level":"v2 structure, sampled residuals and Part-21 references; external schema/import validation pending"}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/sphere-cut.step.mm b/main/opengeometry/tests/fixtures/cases/sphere-cut.step.mm
new file mode 100644
index 0000000..485fb30
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/sphere-cut.step.mm
@@ -0,0 +1,95 @@
+ISO-10303-21;
+HEADER;
+FILE_DESCRIPTION(('OpenGeometry authoritative analytic BRep v2'),'2;1');
+FILE_NAME('sphere-cut','1970-01-01T00:00:00',('OpenGeometry'),('OpenGeometry'),'OpenGeometry','OpenGeometry','');
+FILE_SCHEMA(('AUTOMOTIVE_DESIGN'));
+ENDSEC;
+DATA;
+#1=(GEOMETRIC_REPRESENTATION_CONTEXT(2) REPRESENTATION_CONTEXT('',''));
+#2=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#3=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#4=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#5=AXIS2_PLACEMENT_3D('',#2,#3,#4);
+#6=SPHERICAL_SURFACE('',#5,2.00000000000000000E3);
+#7=CARTESIAN_POINT('',(7.00000000000000000E2,0.00000000000000000E0,0.00000000000000000E0));
+#8=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#9=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#10=AXIS2_PLACEMENT_3D('',#7,#8,#9);
+#11=SPHERICAL_SURFACE('',#10,1.00000000000000000E3);
+#12=CARTESIAN_POINT('',(0.00000000000000000E0,-2.00000000000000000E3,0.00000000000000000E0));
+#13=VERTEX_POINT('',#12);
+#14=CARTESIAN_POINT('',(0.00000000000000000E0,2.00000000000000000E3,0.00000000000000000E0));
+#15=VERTEX_POINT('',#14);
+#16=CARTESIAN_POINT('',(7.00000000000000000E2,-1.00000000000000000E3,0.00000000000000000E0));
+#17=VERTEX_POINT('',#16);
+#18=CARTESIAN_POINT('',(7.00000000000000000E2,1.00000000000000000E3,0.00000000000000000E0));
+#19=VERTEX_POINT('',#18);
+#20=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#21=DIRECTION('',(-0.00000000000000000E0,-0.00000000000000000E0,1.00000000000000000E0));
+#22=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#23=AXIS2_PLACEMENT_3D('',#20,#21,#22);
+#24=CIRCLE('',#23,2.00000000000000000E3);
+#25=CARTESIAN_POINT('',(6.28318530717958623E0,0.00000000000000000E0));
+#26=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#27=VECTOR('',#26,1.00000000000000000E0);
+#28=LINE('',#25,#27);
+#29=DEFINITIONAL_REPRESENTATION('',(#28),#1);
+#30=PCURVE('',#6,#29);
+#31=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#32=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#33=VECTOR('',#32,1.00000000000000000E0);
+#34=LINE('',#31,#33);
+#35=DEFINITIONAL_REPRESENTATION('',(#34),#1);
+#36=PCURVE('',#6,#35);
+#37=SEAM_CURVE('',#24,(#30,#36),.CURVE_3D.);
+#38=EDGE_CURVE('',#13,#15,#37,.T.);
+#39=CARTESIAN_POINT('',(7.00000000000000000E2,0.00000000000000000E0,0.00000000000000000E0));
+#40=DIRECTION('',(-0.00000000000000000E0,-0.00000000000000000E0,1.00000000000000000E0));
+#41=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#42=AXIS2_PLACEMENT_3D('',#39,#40,#41);
+#43=CIRCLE('',#42,1.00000000000000000E3);
+#44=CARTESIAN_POINT('',(6.28318530717958623E0,0.00000000000000000E0));
+#45=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#46=VECTOR('',#45,1.00000000000000000E0);
+#47=LINE('',#44,#46);
+#48=DEFINITIONAL_REPRESENTATION('',(#47),#1);
+#49=PCURVE('',#11,#48);
+#50=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#51=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#52=VECTOR('',#51,1.00000000000000000E0);
+#53=LINE('',#50,#52);
+#54=DEFINITIONAL_REPRESENTATION('',(#53),#1);
+#55=PCURVE('',#11,#54);
+#56=SEAM_CURVE('',#43,(#49,#55),.CURVE_3D.);
+#57=EDGE_CURVE('',#17,#19,#56,.T.);
+#58=ORIENTED_EDGE('',*,*,#38,.T.);
+#59=ORIENTED_EDGE('',*,*,#38,.F.);
+#60=EDGE_LOOP('',(#58,#59));
+#61=FACE_OUTER_BOUND('',#60,.T.);
+#62=ADVANCED_FACE('0:skin',(#61),#6,.T.);
+#63=ORIENTED_EDGE('',*,*,#57,.T.);
+#64=ORIENTED_EDGE('',*,*,#57,.F.);
+#65=EDGE_LOOP('',(#63,#64));
+#66=FACE_OUTER_BOUND('',#65,.T.);
+#67=ADVANCED_FACE('1:skin',(#66),#11,.F.);
+#68=CLOSED_SHELL('',(#62));
+#69=CLOSED_SHELL('',(#67));
+#70=ORIENTED_CLOSED_SHELL('',*,#69,.T.);
+#71=BREP_WITH_VOIDS('sphere-cut-0',#68,(#70));
+#72=(LENGTH_UNIT() NAMED_UNIT(*) SI_UNIT(.MILLI.,.METRE.));
+#73=(NAMED_UNIT(*) PLANE_ANGLE_UNIT() SI_UNIT($,.RADIAN.));
+#74=(NAMED_UNIT(*) SI_UNIT($,.STERADIAN.) SOLID_ANGLE_UNIT());
+#75=UNCERTAINTY_MEASURE_WITH_UNIT(LENGTH_MEASURE(1.00000284217094312E-5),#72,'distance_accuracy_value','exchange error bound');
+#76=(GEOMETRIC_REPRESENTATION_CONTEXT(3) GLOBAL_UNCERTAINTY_ASSIGNED_CONTEXT((#75)) GLOBAL_UNIT_ASSIGNED_CONTEXT((#72,#73,#74)) REPRESENTATION_CONTEXT('',''));
+#77=ADVANCED_BREP_SHAPE_REPRESENTATION('',(#71),#76);
+#78=APPLICATION_CONTEXT('automotive design');
+#79=APPLICATION_PROTOCOL_DEFINITION('international standard','automotive_design',2000,#78);
+#80=PRODUCT_CONTEXT('',#78,'mechanical');
+#81=PRODUCT('sphere-cut','sphere-cut','',(#80));
+#82=PRODUCT_DEFINITION_FORMATION_WITH_SPECIFIED_SOURCE('1','',#81,.NOT_KNOWN.);
+#83=PRODUCT_DEFINITION_CONTEXT('part definition',#78,'design');
+#84=PRODUCT_DEFINITION('','',#82,#83);
+#85=PRODUCT_DEFINITION_SHAPE('','',#84);
+#86=SHAPE_DEFINITION_REPRESENTATION(#85,#77);
+ENDSEC;
+END-ISO-10303-21;
diff --git a/main/opengeometry/tests/fixtures/cases/sphere-cut.step.mm.report.json b/main/opengeometry/tests/fixtures/cases/sphere-cut.step.mm.report.json
new file mode 100644
index 0000000..dfb6eee
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/sphere-cut.step.mm.report.json
@@ -0,0 +1 @@
+{"cavity_shells":1,"collapsed_chart_uses":4,"edges":2,"exchange_error_bound":0.000010000028421709431,"faces":2,"geometric_tolerance":0.00001,"length_unit":"millimetre","quality":{"kind":"Analytic"},"revision":"1","schema_version":2,"solids":1,"validation_level":"v2 structure, sampled residuals and Part-21 references; external schema/import validation pending"}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/sphere.brep.json b/main/opengeometry/tests/fixtures/cases/sphere.brep.json
new file mode 100644
index 0000000..07a6ad9
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/sphere.brep.json
@@ -0,0 +1 @@
+{"schema_version":2,"id":"sphere","revision":0,"geometry":{"surfaces":[{"kind":"Sphere","frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"radius":1.0}],"curves":[{"kind":"Circle","frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"radius":1.0}],"pcurves":[{"kind":"Line2","origin":[0.0,-1.5707963267948966],"direction":[6.283185307179586,0.0]},{"kind":"Line2","origin":[6.283185307179586,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[6.283185307179586,1.5707963267948966],"direction":[-6.283185307179586,0.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[0.0,1.0]}],"intersections":[]},"topology":{"vertices":[{"id":0,"position":[0.0,-1.0,0.0],"outgoing_halfedge":0,"tolerance":1e-8},{"id":1,"position":[0.0,1.0,0.0],"outgoing_halfedge":2,"tolerance":1e-8}],"edges":[{"id":0,"geometry":{"kind":"Collapsed","vertex":0},"halfedge":0,"twin_halfedge":null,"tolerance":1e-8,"chart_seam":true},{"id":1,"geometry":{"kind":"Collapsed","vertex":1},"halfedge":2,"twin_halfedge":null,"tolerance":1e-8,"chart_seam":true},{"id":2,"geometry":{"kind":"Curve","curve":0,"range":{"lo":-1.5707963267948966,"hi":1.5707963267948966}},"halfedge":1,"twin_halfedge":3,"tolerance":1e-8,"chart_seam":true}],"halfedges":[{"id":0,"from":0,"to":0,"twin":null,"next":1,"prev":3,"edge":0,"face":0,"loop_ref":0,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":0,"periodic_lift":[0,0]}},{"id":1,"from":0,"to":1,"twin":3,"next":2,"prev":0,"edge":2,"face":0,"loop_ref":0,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":1,"periodic_lift":[0,0]}},{"id":2,"from":1,"to":1,"twin":null,"next":3,"prev":1,"edge":1,"face":0,"loop_ref":0,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":2,"periodic_lift":[0,0]}},{"id":3,"from":1,"to":0,"twin":1,"next":0,"prev":2,"edge":2,"face":0,"loop_ref":0,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":3,"periodic_lift":[0,0]}}],"loops":[{"id":0,"start_halfedge":0,"face_ref":0,"is_hole":false}],"faces":[{"id":0,"key":"skin","surface":0,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":0.0,"hi":6.283185307179586},{"lo":-1.5707963267948966,"hi":1.5707963267948966}],"outer":0,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"sphere","body":"sphere","key":"skin","face":0}],"role":"Authored","reversed":false}}],"wires":[],"shells":[{"id":0,"faces":[0],"is_closed":true}]},"solids":[{"outer_shell":0,"cavity_shells":[]}],"accuracy":{"geometric":1e-8,"intersection":1e-9,"tessellation":0.01,"exchange":1e-6},"quality":{"kind":"Analytic"}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/sphere.step.m b/main/opengeometry/tests/fixtures/cases/sphere.step.m
new file mode 100644
index 0000000..2396e15
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/sphere.step.m
@@ -0,0 +1,60 @@
+ISO-10303-21;
+HEADER;
+FILE_DESCRIPTION(('OpenGeometry authoritative analytic BRep v2'),'2;1');
+FILE_NAME('sphere','1970-01-01T00:00:00',('OpenGeometry'),('OpenGeometry'),'OpenGeometry','OpenGeometry','');
+FILE_SCHEMA(('AUTOMOTIVE_DESIGN'));
+ENDSEC;
+DATA;
+#1=(GEOMETRIC_REPRESENTATION_CONTEXT(2) REPRESENTATION_CONTEXT('',''));
+#2=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#3=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#4=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#5=AXIS2_PLACEMENT_3D('',#2,#3,#4);
+#6=SPHERICAL_SURFACE('',#5,1.00000000000000000E0);
+#7=CARTESIAN_POINT('',(0.00000000000000000E0,-1.00000000000000000E0,0.00000000000000000E0));
+#8=VERTEX_POINT('',#7);
+#9=CARTESIAN_POINT('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#10=VERTEX_POINT('',#9);
+#11=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#12=DIRECTION('',(-0.00000000000000000E0,-0.00000000000000000E0,1.00000000000000000E0));
+#13=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#14=AXIS2_PLACEMENT_3D('',#11,#12,#13);
+#15=CIRCLE('',#14,1.00000000000000000E0);
+#16=CARTESIAN_POINT('',(6.28318530717958623E0,0.00000000000000000E0));
+#17=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#18=VECTOR('',#17,1.00000000000000000E0);
+#19=LINE('',#16,#18);
+#20=DEFINITIONAL_REPRESENTATION('',(#19),#1);
+#21=PCURVE('',#6,#20);
+#22=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#23=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#24=VECTOR('',#23,1.00000000000000000E0);
+#25=LINE('',#22,#24);
+#26=DEFINITIONAL_REPRESENTATION('',(#25),#1);
+#27=PCURVE('',#6,#26);
+#28=SEAM_CURVE('',#15,(#21,#27),.CURVE_3D.);
+#29=EDGE_CURVE('',#8,#10,#28,.T.);
+#30=ORIENTED_EDGE('',*,*,#29,.T.);
+#31=ORIENTED_EDGE('',*,*,#29,.F.);
+#32=EDGE_LOOP('',(#30,#31));
+#33=FACE_OUTER_BOUND('',#32,.T.);
+#34=ADVANCED_FACE('skin',(#33),#6,.T.);
+#35=CLOSED_SHELL('',(#34));
+#36=MANIFOLD_SOLID_BREP('sphere-0',#35);
+#37=(LENGTH_UNIT() NAMED_UNIT(*) SI_UNIT($,.METRE.));
+#38=(NAMED_UNIT(*) PLANE_ANGLE_UNIT() SI_UNIT($,.RADIAN.));
+#39=(NAMED_UNIT(*) SI_UNIT($,.STERADIAN.) SOLID_ANGLE_UNIT());
+#40=UNCERTAINTY_MEASURE_WITH_UNIT(LENGTH_MEASURE(1.00000142108547154E-8),#37,'distance_accuracy_value','exchange error bound');
+#41=(GEOMETRIC_REPRESENTATION_CONTEXT(3) GLOBAL_UNCERTAINTY_ASSIGNED_CONTEXT((#40)) GLOBAL_UNIT_ASSIGNED_CONTEXT((#37,#38,#39)) REPRESENTATION_CONTEXT('',''));
+#42=ADVANCED_BREP_SHAPE_REPRESENTATION('',(#36),#41);
+#43=APPLICATION_CONTEXT('automotive design');
+#44=APPLICATION_PROTOCOL_DEFINITION('international standard','automotive_design',2000,#43);
+#45=PRODUCT_CONTEXT('',#43,'mechanical');
+#46=PRODUCT('sphere','sphere','',(#45));
+#47=PRODUCT_DEFINITION_FORMATION_WITH_SPECIFIED_SOURCE('1','',#46,.NOT_KNOWN.);
+#48=PRODUCT_DEFINITION_CONTEXT('part definition',#43,'design');
+#49=PRODUCT_DEFINITION('','',#47,#48);
+#50=PRODUCT_DEFINITION_SHAPE('','',#49);
+#51=SHAPE_DEFINITION_REPRESENTATION(#50,#42);
+ENDSEC;
+END-ISO-10303-21;
diff --git a/main/opengeometry/tests/fixtures/cases/sphere.step.m.report.json b/main/opengeometry/tests/fixtures/cases/sphere.step.m.report.json
new file mode 100644
index 0000000..2d97840
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/sphere.step.m.report.json
@@ -0,0 +1 @@
+{"cavity_shells":0,"collapsed_chart_uses":2,"edges":1,"exchange_error_bound":1.0000014210854715e-8,"faces":1,"geometric_tolerance":1e-8,"length_unit":"metre","quality":{"kind":"Analytic"},"revision":"0","schema_version":2,"solids":1,"validation_level":"v2 structure, sampled residuals and Part-21 references; external schema/import validation pending"}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/sphere.step.mm b/main/opengeometry/tests/fixtures/cases/sphere.step.mm
new file mode 100644
index 0000000..2e1ce9c
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/sphere.step.mm
@@ -0,0 +1,60 @@
+ISO-10303-21;
+HEADER;
+FILE_DESCRIPTION(('OpenGeometry authoritative analytic BRep v2'),'2;1');
+FILE_NAME('sphere','1970-01-01T00:00:00',('OpenGeometry'),('OpenGeometry'),'OpenGeometry','OpenGeometry','');
+FILE_SCHEMA(('AUTOMOTIVE_DESIGN'));
+ENDSEC;
+DATA;
+#1=(GEOMETRIC_REPRESENTATION_CONTEXT(2) REPRESENTATION_CONTEXT('',''));
+#2=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#3=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#4=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#5=AXIS2_PLACEMENT_3D('',#2,#3,#4);
+#6=SPHERICAL_SURFACE('',#5,1.00000000000000000E3);
+#7=CARTESIAN_POINT('',(0.00000000000000000E0,-1.00000000000000000E3,0.00000000000000000E0));
+#8=VERTEX_POINT('',#7);
+#9=CARTESIAN_POINT('',(0.00000000000000000E0,1.00000000000000000E3,0.00000000000000000E0));
+#10=VERTEX_POINT('',#9);
+#11=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#12=DIRECTION('',(-0.00000000000000000E0,-0.00000000000000000E0,1.00000000000000000E0));
+#13=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#14=AXIS2_PLACEMENT_3D('',#11,#12,#13);
+#15=CIRCLE('',#14,1.00000000000000000E3);
+#16=CARTESIAN_POINT('',(6.28318530717958623E0,0.00000000000000000E0));
+#17=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#18=VECTOR('',#17,1.00000000000000000E0);
+#19=LINE('',#16,#18);
+#20=DEFINITIONAL_REPRESENTATION('',(#19),#1);
+#21=PCURVE('',#6,#20);
+#22=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#23=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#24=VECTOR('',#23,1.00000000000000000E0);
+#25=LINE('',#22,#24);
+#26=DEFINITIONAL_REPRESENTATION('',(#25),#1);
+#27=PCURVE('',#6,#26);
+#28=SEAM_CURVE('',#15,(#21,#27),.CURVE_3D.);
+#29=EDGE_CURVE('',#8,#10,#28,.T.);
+#30=ORIENTED_EDGE('',*,*,#29,.T.);
+#31=ORIENTED_EDGE('',*,*,#29,.F.);
+#32=EDGE_LOOP('',(#30,#31));
+#33=FACE_OUTER_BOUND('',#32,.T.);
+#34=ADVANCED_FACE('skin',(#33),#6,.T.);
+#35=CLOSED_SHELL('',(#34));
+#36=MANIFOLD_SOLID_BREP('sphere-0',#35);
+#37=(LENGTH_UNIT() NAMED_UNIT(*) SI_UNIT(.MILLI.,.METRE.));
+#38=(NAMED_UNIT(*) PLANE_ANGLE_UNIT() SI_UNIT($,.RADIAN.));
+#39=(NAMED_UNIT(*) SI_UNIT($,.STERADIAN.) SOLID_ANGLE_UNIT());
+#40=UNCERTAINTY_MEASURE_WITH_UNIT(LENGTH_MEASURE(1.00000142108547160E-5),#37,'distance_accuracy_value','exchange error bound');
+#41=(GEOMETRIC_REPRESENTATION_CONTEXT(3) GLOBAL_UNCERTAINTY_ASSIGNED_CONTEXT((#40)) GLOBAL_UNIT_ASSIGNED_CONTEXT((#37,#38,#39)) REPRESENTATION_CONTEXT('',''));
+#42=ADVANCED_BREP_SHAPE_REPRESENTATION('',(#36),#41);
+#43=APPLICATION_CONTEXT('automotive design');
+#44=APPLICATION_PROTOCOL_DEFINITION('international standard','automotive_design',2000,#43);
+#45=PRODUCT_CONTEXT('',#43,'mechanical');
+#46=PRODUCT('sphere','sphere','',(#45));
+#47=PRODUCT_DEFINITION_FORMATION_WITH_SPECIFIED_SOURCE('1','',#46,.NOT_KNOWN.);
+#48=PRODUCT_DEFINITION_CONTEXT('part definition',#43,'design');
+#49=PRODUCT_DEFINITION('','',#47,#48);
+#50=PRODUCT_DEFINITION_SHAPE('','',#49);
+#51=SHAPE_DEFINITION_REPRESENTATION(#50,#42);
+ENDSEC;
+END-ISO-10303-21;
diff --git a/main/opengeometry/tests/fixtures/cases/sphere.step.mm.report.json b/main/opengeometry/tests/fixtures/cases/sphere.step.mm.report.json
new file mode 100644
index 0000000..7e26c30
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/sphere.step.mm.report.json
@@ -0,0 +1 @@
+{"cavity_shells":0,"collapsed_chart_uses":2,"edges":1,"exchange_error_bound":0.000010000014210854716,"faces":1,"geometric_tolerance":0.00001,"length_unit":"millimetre","quality":{"kind":"Analytic"},"revision":"0","schema_version":2,"solids":1,"validation_level":"v2 structure, sampled residuals and Part-21 references; external schema/import validation pending"}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/sphere.tess.json b/main/opengeometry/tests/fixtures/cases/sphere.tess.json
new file mode 100644
index 0000000..16c1823
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/sphere.tess.json
@@ -0,0 +1 @@
+{"achievedDeflection":0.01,"indices":[0,128,127,1,129,128,2,130,129,3,131,130,4,132,131,5,133,132,6,134,133,7,135,134,8,136,135,9,137,136,10,138,137,11,139,138,12,140,139,13,141,140,14,142,141,15,143,142,16,144,143,17,145,144,18,146,145,19,147,146,20,148,147,21,149,148,22,150,149,23,151,150,24,152,151,25,153,152,26,154,153,27,155,154,28,156,155,29,157,156,30,158,157,31,159,158,32,160,159,33,161,160,34,162,161,35,163,162,36,164,163,37,165,164,38,166,165,39,167,166,40,168,167,41,169,168,42,170,169,43,171,170,44,172,171,45,173,172,46,174,173,47,175,174,48,176,175,49,177,176,50,178,177,51,179,178,52,180,179,53,181,180,54,182,181,55,183,182,56,184,183,57,185,184,58,186,185,59,187,186,60,188,187,61,189,188,62,190,189,63,191,190,64,192,191,65,193,192,66,194,193,67,195,194,68,196,195,69,197,196,70,198,197,71,199,198,72,200,199,73,201,200,74,202,201,75,203,202,76,204,203,77,205,204,78,206,205,79,207,206,80,208,207,81,209,208,82,210,209,83,211,210,84,212,211,85,213,212,86,214,213,87,215,214,88,216,215,89,217,216,90,218,217,91,219,218,92,220,219,93,221,220,94,222,221,95,223,222,96,224,223,97,225,224,98,226,225,99,227,226,100,228,227,101,229,228,102,230,229,103,231,230,104,232,231,105,233,232,106,234,233,107,235,234,108,236,235,109,237,236,110,238,237,111,239,238,112,240,239,113,241,240,114,242,241,115,243,242,116,244,243,117,245,244,118,246,245,119,247,246,120,248,247,121,249,248,122,250,249,123,251,250,124,252,251,125,253,252,127,128,255,127,255,254,128,129,256,128,256,255,129,130,257,129,257,256,130,131,258,130,258,257,131,132,259,131,259,258,132,133,260,132,260,259,133,134,261,133,261,260,134,135,262,134,262,261,135,136,263,135,263,262,136,137,264,136,264,263,137,138,265,137,265,264,138,139,266,138,266,265,139,140,267,139,267,266,140,141,268,140,268,267,141,142,269,141,269,268,142,143,270,142,270,269,143,144,271,143,271,270,144,145,272,144,272,271,145,146,273,145,273,272,146,147,274,146,274,273,147,148,275,147,275,274,148,149,276,148,276,275,149,150,277,149,277,276,150,151,278,150,278,277,151,152,279,151,279,278,152,153,280,152,280,279,153,154,281,153,281,280,154,155,282,154,282,281,155,156,283,155,283,282,156,157,284,156,284,283,157,158,285,157,285,284,158,159,286,158,286,285,159,160,287,159,287,286,160,161,288,160,288,287,161,162,289,161,289,288,162,163,290,162,290,289,163,164,291,163,291,290,164,165,292,164,292,291,165,166,293,165,293,292,166,167,294,166,294,293,167,168,295,167,295,294,168,169,296,168,296,295,169,170,297,169,297,296,170,171,298,170,298,297,171,172,299,171,299,298,172,173,300,172,300,299,173,174,301,173,301,300,174,175,302,174,302,301,175,176,303,175,303,302,176,177,304,176,304,303,177,178,305,177,305,304,178,179,306,178,306,305,179,180,307,179,307,306,180,181,308,180,308,307,181,182,309,181,309,308,182,183,310,182,310,309,183,184,311,183,311,310,184,185,312,184,312,311,185,186,313,185,313,312,186,187,314,186,314,313,187,188,315,187,315,314,188,189,316,188,316,315,189,190,317,189,317,316,190,191,318,190,318,317,191,192,319,191,319,318,192,193,320,192,320,319,193,194,321,193,321,320,194,195,322,194,322,321,195,196,323,195,323,322,196,197,324,196,324,323,197,198,325,197,325,324,198,199,326,198,326,325,199,200,327,199,327,326,200,201,328,200,328,327,201,202,329,201,329,328,202,203,330,202,330,329,203,204,331,203,331,330,204,205,332,204,332,331,205,206,333,205,333,332,206,207,334,206,334,333,207,208,335,207,335,334,208,209,336,208,336,335,209,210,337,209,337,336,210,211,338,210,338,337,211,212,339,211,339,338,212,213,340,212,340,339,213,214,341,213,341,340,214,215,342,214,342,341,215,216,343,215,343,342,216,217,344,216,344,343,217,218,345,217,345,344,218,219,346,218,346,345,219,220,347,219,347,346,220,221,348,220,348,347,221,222,349,221,349,348,222,223,350,222,350,349,223,224,351,223,351,350,224,225,352,224,352,351,225,226,353,225,353,352,226,227,354,226,354,353,227,228,355,227,355,354,228,229,356,228,356,355,229,230,357,229,357,356,230,231,358,230,358,357,231,232,359,231,359,358,232,233,360,232,360,359,233,234,361,233,361,360,234,235,362,234,362,361,235,236,363,235,363,362,236,237,364,236,364,363,237,238,365,237,365,364,238,239,366,238,366,365,239,240,367,239,367,366,240,241,368,240,368,367,241,242,369,241,369,368,242,243,370,242,370,369,243,244,371,243,371,370,244,245,372,244,372,371,245,246,373,245,373,372,246,247,374,246,374,373,247,248,375,247,375,374,248,249,376,248,376,375,249,250,377,249,377,376,250,251,378,250,378,377,251,252,379,251,379,378,252,253,380,252,380,379,254,255,382,254,382,381,255,256,383,255,383,382,256,257,384,256,384,383,257,258,385,257,385,384,258,259,386,258,386,385,259,260,387,259,387,386,260,261,388,260,388,387,261,262,389,261,389,388,262,263,390,262,390,389,263,264,391,263,391,390,264,265,392,264,392,391,265,266,393,265,393,392,266,267,394,266,394,393,267,268,395,267,395,394,268,269,396,268,396,395,269,270,397,269,397,396,270,271,398,270,398,397,271,272,399,271,399,398,272,273,400,272,400,399,273,274,401,273,401,400,274,275,402,274,402,401,275,276,403,275,403,402,276,277,404,276,404,403,277,278,405,277,405,404,278,279,406,278,406,405,279,280,407,279,407,406,280,281,408,280,408,407,281,282,409,281,409,408,282,283,410,282,410,409,283,284,411,283,411,410,284,285,412,284,412,411,285,286,413,285,413,412,286,287,414,286,414,413,287,288,415,287,415,414,288,289,416,288,416,415,289,290,417,289,417,416,290,291,418,290,418,417,291,292,419,291,419,418,292,293,420,292,420,419,293,294,421,293,421,420,294,295,422,294,422,421,295,296,423,295,423,422,296,297,424,296,424,423,297,298,425,297,425,424,298,299,426,298,426,425,299,300,427,299,427,426,300,301,428,300,428,427,301,302,429,301,429,428,302,303,430,302,430,429,303,304,431,303,431,430,304,305,432,304,432,431,305,306,433,305,433,432,306,307,434,306,434,433,307,308,435,307,435,434,308,309,436,308,436,435,309,310,437,309,437,436,310,311,438,310,438,437,311,312,439,311,439,438,312,313,440,312,440,439,313,314,441,313,441,440,314,315,442,314,442,441,315,316,443,315,443,442,316,317,444,316,444,443,317,318,445,317,445,444,318,319,446,318,446,445,319,320,447,319,447,446,320,321,448,320,448,447,321,322,449,321,449,448,322,323,450,322,450,449,323,324,451,323,451,450,324,325,452,324,452,451,325,326,453,325,453,452,326,327,454,326,454,453,327,328,455,327,455,454,328,329,456,328,456,455,329,330,457,329,457,456,330,331,458,330,458,457,331,332,459,331,459,458,332,333,460,332,460,459,333,334,461,333,461,460,334,335,462,334,462,461,335,336,463,335,463,462,336,337,464,336,464,463,337,338,465,337,465,464,338,339,466,338,466,465,339,340,467,339,467,466,340,341,468,340,468,467,341,342,469,341,469,468,342,343,470,342,470,469,343,344,471,343,471,470,344,345,472,344,472,471,345,346,473,345,473,472,346,347,474,346,474,473,347,348,475,347,475,474,348,349,476,348,476,475,349,350,477,349,477,476,350,351,478,350,478,477,351,352,479,351,479,478,352,353,480,352,480,479,353,354,481,353,481,480,354,355,482,354,482,481,355,356,483,355,483,482,356,357,484,356,484,483,357,358,485,357,485,484,358,359,486,358,486,485,359,360,487,359,487,486,360,361,488,360,488,487,361,362,489,361,489,488,362,363,490,362,490,489,363,364,491,363,491,490,364,365,492,364,492,491,365,366,493,365,493,492,366,367,494,366,494,493,367,368,495,367,495,494,368,369,496,368,496,495,369,370,497,369,497,496,370,371,498,370,498,497,371,372,499,371,499,498,372,373,500,372,500,499,373,374,501,373,501,500,374,375,502,374,502,501,375,376,503,375,503,502,376,377,504,376,504,503,377,378,505,377,505,504,378,379,506,378,506,505,379,380,507,379,507,506,381,382,509,381,509,508,382,383,510,382,510,509,383,384,511,383,511,510,384,385,512,384,512,511,385,386,513,385,513,512,386,387,514,386,514,513,387,388,515,387,515,514,388,389,516,388,516,515,389,390,517,389,517,516,390,391,518,390,518,517,391,392,519,391,519,518,392,393,520,392,520,519,393,394,521,393,521,520,394,395,522,394,522,521,395,396,523,395,523,522,396,397,524,396,524,523,397,398,525,397,525,524,398,399,526,398,526,525,399,400,527,399,527,526,400,401,528,400,528,527,401,402,529,401,529,528,402,403,530,402,530,529,403,404,531,403,531,530,404,405,532,404,532,531,405,406,533,405,533,532,406,407,534,406,534,533,407,408,535,407,535,534,408,409,536,408,536,535,409,410,537,409,537,536,410,411,538,410,538,537,411,412,539,411,539,538,412,413,540,412,540,539,413,414,541,413,541,540,414,415,542,414,542,541,415,416,543,415,543,542,416,417,544,416,544,543,417,418,545,417,545,544,418,419,546,418,546,545,419,420,547,419,547,546,420,421,548,420,548,547,421,422,549,421,549,548,422,423,550,422,550,549,423,424,551,423,551,550,424,425,552,424,552,551,425,426,553,425,553,552,426,427,554,426,554,553,427,428,555,427,555,554,428,429,556,428,556,555,429,430,557,429,557,556,430,431,558,430,558,557,431,432,559,431,559,558,432,433,560,432,560,559,433,434,561,433,561,560,434,435,562,434,562,561,435,436,563,435,563,562,436,437,564,436,564,563,437,438,565,437,565,564,438,439,566,438,566,565,439,440,567,439,567,566,440,441,568,440,568,567,441,442,569,441,569,568,442,443,570,442,570,569,443,444,571,443,571,570,444,445,572,444,572,571,445,446,573,445,573,572,446,447,574,446,574,573,447,448,575,447,575,574,448,449,576,448,576,575,449,450,577,449,577,576,450,451,578,450,578,577,451,452,579,451,579,578,452,453,580,452,580,579,453,454,581,453,581,580,454,455,582,454,582,581,455,456,583,455,583,582,456,457,584,456,584,583,457,458,585,457,585,584,458,459,586,458,586,585,459,460,587,459,587,586,460,461,588,460,588,587,461,462,589,461,589,588,462,463,590,462,590,589,463,464,591,463,591,590,464,465,592,464,592,591,465,466,593,465,593,592,466,467,594,466,594,593,467,468,595,467,595,594,468,469,596,468,596,595,469,470,597,469,597,596,470,471,598,470,598,597,471,472,599,471,599,598,472,473,600,472,600,599,473,474,601,473,601,600,474,475,602,474,602,601,475,476,603,475,603,602,476,477,604,476,604,603,477,478,605,477,605,604,478,479,606,478,606,605,479,480,607,479,607,606,480,481,608,480,608,607,481,482,609,481,609,608,482,483,610,482,610,609,483,484,611,483,611,610,484,485,612,484,612,611,485,486,613,485,613,612,486,487,614,486,614,613,487,488,615,487,615,614,488,489,616,488,616,615,489,490,617,489,617,616,490,491,618,490,618,617,491,492,619,491,619,618,492,493,620,492,620,619,493,494,621,493,621,620,494,495,622,494,622,621,495,496,623,495,623,622,496,497,624,496,624,623,497,498,625,497,625,624,498,499,626,498,626,625,499,500,627,499,627,626,500,501,628,500,628,627,501,502,629,501,629,628,502,503,630,502,630,629,503,504,631,503,631,630,504,505,632,504,632,631,505,506,633,505,633,632,506,507,634,506,634,633,508,509,636,508,636,635,509,510,637,509,637,636,510,511,638,510,638,637,511,512,639,511,639,638,512,513,640,512,640,639,513,514,641,513,641,640,514,515,642,514,642,641,515,516,643,515,643,642,516,517,644,516,644,643,517,518,645,517,645,644,518,519,646,518,646,645,519,520,647,519,647,646,520,521,648,520,648,647,521,522,649,521,649,648,522,523,650,522,650,649,523,524,651,523,651,650,524,525,652,524,652,651,525,526,653,525,653,652,526,527,654,526,654,653,527,528,655,527,655,654,528,529,656,528,656,655,529,530,657,529,657,656,530,531,658,530,658,657,531,532,659,531,659,658,532,533,660,532,660,659,533,534,661,533,661,660,534,535,662,534,662,661,535,536,663,535,663,662,536,537,664,536,664,663,537,538,665,537,665,664,538,539,666,538,666,665,539,540,667,539,667,666,540,541,668,540,668,667,541,542,669,541,669,668,542,543,670,542,670,669,543,544,671,543,671,670,544,545,672,544,672,671,545,546,673,545,673,672,546,547,674,546,674,673,547,548,675,547,675,674,548,549,676,548,676,675,549,550,677,549,677,676,550,551,678,550,678,677,551,552,679,551,679,678,552,553,680,552,680,679,553,554,681,553,681,680,554,555,682,554,682,681,555,556,683,555,683,682,556,557,684,556,684,683,557,558,685,557,685,684,558,559,686,558,686,685,559,560,687,559,687,686,560,561,688,560,688,687,561,562,689,561,689,688,562,563,690,562,690,689,563,564,691,563,691,690,564,565,692,564,692,691,565,566,693,565,693,692,566,567,694,566,694,693,567,568,695,567,695,694,568,569,696,568,696,695,569,570,697,569,697,696,570,571,698,570,698,697,571,572,699,571,699,698,572,573,700,572,700,699,573,574,701,573,701,700,574,575,702,574,702,701,575,576,703,575,703,702,576,577,704,576,704,703,577,578,705,577,705,704,578,579,706,578,706,705,579,580,707,579,707,706,580,581,708,580,708,707,581,582,709,581,709,708,582,583,710,582,710,709,583,584,711,583,711,710,584,585,712,584,712,711,585,586,713,585,713,712,586,587,714,586,714,713,587,588,715,587,715,714,588,589,716,588,716,715,589,590,717,589,717,716,590,591,718,590,718,717,591,592,719,591,719,718,592,593,720,592,720,719,593,594,721,593,721,720,594,595,722,594,722,721,595,596,723,595,723,722,596,597,724,596,724,723,597,598,725,597,725,724,598,599,726,598,726,725,599,600,727,599,727,726,600,601,728,600,728,727,601,602,729,601,729,728,602,603,730,602,730,729,603,604,731,603,731,730,604,605,732,604,732,731,605,606,733,605,733,732,606,607,734,606,734,733,607,608,735,607,735,734,608,609,736,608,736,735,609,610,737,609,737,736,610,611,738,610,738,737,611,612,739,611,739,738,612,613,740,612,740,739,613,614,741,613,741,740,614,615,742,614,742,741,615,616,743,615,743,742,616,617,744,616,744,743,617,618,745,617,745,744,618,619,746,618,746,745,619,620,747,619,747,746,620,621,748,620,748,747,621,622,749,621,749,748,622,623,750,622,750,749,623,624,751,623,751,750,624,625,752,624,752,751,625,626,753,625,753,752,626,627,754,626,754,753,627,628,755,627,755,754,628,629,756,628,756,755,629,630,757,629,757,756,630,631,758,630,758,757,631,632,759,631,759,758,632,633,760,632,760,759,633,634,761,633,761,760,635,636,763,635,763,762,636,637,764,636,764,763,637,638,765,637,765,764,638,639,766,638,766,765,639,640,767,639,767,766,640,641,768,640,768,767,641,642,769,641,769,768,642,643,770,642,770,769,643,644,771,643,771,770,644,645,772,644,772,771,645,646,773,645,773,772,646,647,774,646,774,773,647,648,775,647,775,774,648,649,776,648,776,775,649,650,777,649,777,776,650,651,778,650,778,777,651,652,779,651,779,778,652,653,780,652,780,779,653,654,781,653,781,780,654,655,782,654,782,781,655,656,783,655,783,782,656,657,784,656,784,783,657,658,785,657,785,784,658,659,786,658,786,785,659,660,787,659,787,786,660,661,788,660,788,787,661,662,789,661,789,788,662,663,790,662,790,789,663,664,791,663,791,790,664,665,792,664,792,791,665,666,793,665,793,792,666,667,794,666,794,793,667,668,795,667,795,794,668,669,796,668,796,795,669,670,797,669,797,796,670,671,798,670,798,797,671,672,799,671,799,798,672,673,800,672,800,799,673,674,801,673,801,800,674,675,802,674,802,801,675,676,803,675,803,802,676,677,804,676,804,803,677,678,805,677,805,804,678,679,806,678,806,805,679,680,807,679,807,806,680,681,808,680,808,807,681,682,809,681,809,808,682,683,810,682,810,809,683,684,811,683,811,810,684,685,812,684,812,811,685,686,813,685,813,812,686,687,814,686,814,813,687,688,815,687,815,814,688,689,816,688,816,815,689,690,817,689,817,816,690,691,818,690,818,817,691,692,819,691,819,818,692,693,820,692,820,819,693,694,821,693,821,820,694,695,822,694,822,821,695,696,823,695,823,822,696,697,824,696,824,823,697,698,825,697,825,824,698,699,826,698,826,825,699,700,827,699,827,826,700,701,828,700,828,827,701,702,829,701,829,828,702,703,830,702,830,829,703,704,831,703,831,830,704,705,832,704,832,831,705,706,833,705,833,832,706,707,834,706,834,833,707,708,835,707,835,834,708,709,836,708,836,835,709,710,837,709,837,836,710,711,838,710,838,837,711,712,839,711,839,838,712,713,840,712,840,839,713,714,841,713,841,840,714,715,842,714,842,841,715,716,843,715,843,842,716,717,844,716,844,843,717,718,845,717,845,844,718,719,846,718,846,845,719,720,847,719,847,846,720,721,848,720,848,847,721,722,849,721,849,848,722,723,850,722,850,849,723,724,851,723,851,850,724,725,852,724,852,851,725,726,853,725,853,852,726,727,854,726,854,853,727,728,855,727,855,854,728,729,856,728,856,855,729,730,857,729,857,856,730,731,858,730,858,857,731,732,859,731,859,858,732,733,860,732,860,859,733,734,861,733,861,860,734,735,862,734,862,861,735,736,863,735,863,862,736,737,864,736,864,863,737,738,865,737,865,864,738,739,866,738,866,865,739,740,867,739,867,866,740,741,868,740,868,867,741,742,869,741,869,868,742,743,870,742,870,869,743,744,871,743,871,870,744,745,872,744,872,871,745,746,873,745,873,872,746,747,874,746,874,873,747,748,875,747,875,874,748,749,876,748,876,875,749,750,877,749,877,876,750,751,878,750,878,877,751,752,879,751,879,878,752,753,880,752,880,879,753,754,881,753,881,880,754,755,882,754,882,881,755,756,883,755,883,882,756,757,884,756,884,883,757,758,885,757,885,884,758,759,886,758,886,885,759,760,887,759,887,886,760,761,888,760,888,887,762,763,890,762,890,889,763,764,891,763,891,890,764,765,892,764,892,891,765,766,893,765,893,892,766,767,894,766,894,893,767,768,895,767,895,894,768,769,896,768,896,895,769,770,897,769,897,896,770,771,898,770,898,897,771,772,899,771,899,898,772,773,900,772,900,899,773,774,901,773,901,900,774,775,902,774,902,901,775,776,903,775,903,902,776,777,904,776,904,903,777,778,905,777,905,904,778,779,906,778,906,905,779,780,907,779,907,906,780,781,908,780,908,907,781,782,909,781,909,908,782,783,910,782,910,909,783,784,911,783,911,910,784,785,912,784,912,911,785,786,913,785,913,912,786,787,914,786,914,913,787,788,915,787,915,914,788,789,916,788,916,915,789,790,917,789,917,916,790,791,918,790,918,917,791,792,919,791,919,918,792,793,920,792,920,919,793,794,921,793,921,920,794,795,922,794,922,921,795,796,923,795,923,922,796,797,924,796,924,923,797,798,925,797,925,924,798,799,926,798,926,925,799,800,927,799,927,926,800,801,928,800,928,927,801,802,929,801,929,928,802,803,930,802,930,929,803,804,931,803,931,930,804,805,932,804,932,931,805,806,933,805,933,932,806,807,934,806,934,933,807,808,935,807,935,934,808,809,936,808,936,935,809,810,937,809,937,936,810,811,938,810,938,937,811,812,939,811,939,938,812,813,940,812,940,939,813,814,941,813,941,940,814,815,942,814,942,941,815,816,943,815,943,942,816,817,944,816,944,943,817,818,945,817,945,944,818,819,946,818,946,945,819,820,947,819,947,946,820,821,948,820,948,947,821,822,949,821,949,948,822,823,950,822,950,949,823,824,951,823,951,950,824,825,952,824,952,951,825,826,953,825,953,952,826,827,954,826,954,953,827,828,955,827,955,954,828,829,956,828,956,955,829,830,957,829,957,956,830,831,958,830,958,957,831,832,959,831,959,958,832,833,960,832,960,959,833,834,961,833,961,960,834,835,962,834,962,961,835,836,963,835,963,962,836,837,964,836,964,963,837,838,965,837,965,964,838,839,966,838,966,965,839,840,967,839,967,966,840,841,968,840,968,967,841,842,969,841,969,968,842,843,970,842,970,969,843,844,971,843,971,970,844,845,972,844,972,971,845,846,973,845,973,972,846,847,974,846,974,973,847,848,975,847,975,974,848,849,976,848,976,975,849,850,977,849,977,976,850,851,978,850,978,977,851,852,979,851,979,978,852,853,980,852,980,979,853,854,981,853,981,980,854,855,982,854,982,981,855,856,983,855,983,982,856,857,984,856,984,983,857,858,985,857,985,984,858,859,986,858,986,985,859,860,987,859,987,986,860,861,988,860,988,987,861,862,989,861,989,988,862,863,990,862,990,989,863,864,991,863,991,990,864,865,992,864,992,991,865,866,993,865,993,992,866,867,994,866,994,993,867,868,995,867,995,994,868,869,996,868,996,995,869,870,997,869,997,996,870,871,998,870,998,997,871,872,999,871,999,998,872,873,1000,872,1000,999,873,874,1001,873,1001,1000,874,875,1002,874,1002,1001,875,876,1003,875,1003,1002,876,877,1004,876,1004,1003,877,878,1005,877,1005,1004,878,879,1006,878,1006,1005,879,880,1007,879,1007,1006,880,881,1008,880,1008,1007,881,882,1009,881,1009,1008,882,883,1010,882,1010,1009,883,884,1011,883,1011,1010,884,885,1012,884,1012,1011,885,886,1013,885,1013,1012,886,887,1014,886,1014,1013,887,888,1015,887,1015,1014,889,890,1017,889,1017,1016,890,891,1018,890,1018,1017,891,892,1019,891,1019,1018,892,893,1020,892,1020,1019,893,894,1021,893,1021,1020,894,895,1022,894,1022,1021,895,896,1023,895,1023,1022,896,897,1024,896,1024,1023,897,898,1025,897,1025,1024,898,899,1026,898,1026,1025,899,900,1027,899,1027,1026,900,901,1028,900,1028,1027,901,902,1029,901,1029,1028,902,903,1030,902,1030,1029,903,904,1031,903,1031,1030,904,905,1032,904,1032,1031,905,906,1033,905,1033,1032,906,907,1034,906,1034,1033,907,908,1035,907,1035,1034,908,909,1036,908,1036,1035,909,910,1037,909,1037,1036,910,911,1038,910,1038,1037,911,912,1039,911,1039,1038,912,913,1040,912,1040,1039,913,914,1041,913,1041,1040,914,915,1042,914,1042,1041,915,916,1043,915,1043,1042,916,917,1044,916,1044,1043,917,918,1045,917,1045,1044,918,919,1046,918,1046,1045,919,920,1047,919,1047,1046,920,921,1048,920,1048,1047,921,922,1049,921,1049,1048,922,923,1050,922,1050,1049,923,924,1051,923,1051,1050,924,925,1052,924,1052,1051,925,926,1053,925,1053,1052,926,927,1054,926,1054,1053,927,928,1055,927,1055,1054,928,929,1056,928,1056,1055,929,930,1057,929,1057,1056,930,931,1058,930,1058,1057,931,932,1059,931,1059,1058,932,933,1060,932,1060,1059,933,934,1061,933,1061,1060,934,935,1062,934,1062,1061,935,936,1063,935,1063,1062,936,937,1064,936,1064,1063,937,938,1065,937,1065,1064,938,939,1066,938,1066,1065,939,940,1067,939,1067,1066,940,941,1068,940,1068,1067,941,942,1069,941,1069,1068,942,943,1070,942,1070,1069,943,944,1071,943,1071,1070,944,945,1072,944,1072,1071,945,946,1073,945,1073,1072,946,947,1074,946,1074,1073,947,948,1075,947,1075,1074,948,949,1076,948,1076,1075,949,950,1077,949,1077,1076,950,951,1078,950,1078,1077,951,952,1079,951,1079,1078,952,953,1080,952,1080,1079,953,954,1081,953,1081,1080,954,955,1082,954,1082,1081,955,956,1083,955,1083,1082,956,957,1084,956,1084,1083,957,958,1085,957,1085,1084,958,959,1086,958,1086,1085,959,960,1087,959,1087,1086,960,961,1088,960,1088,1087,961,962,1089,961,1089,1088,962,963,1090,962,1090,1089,963,964,1091,963,1091,1090,964,965,1092,964,1092,1091,965,966,1093,965,1093,1092,966,967,1094,966,1094,1093,967,968,1095,967,1095,1094,968,969,1096,968,1096,1095,969,970,1097,969,1097,1096,970,971,1098,970,1098,1097,971,972,1099,971,1099,1098,972,973,1100,972,1100,1099,973,974,1101,973,1101,1100,974,975,1102,974,1102,1101,975,976,1103,975,1103,1102,976,977,1104,976,1104,1103,977,978,1105,977,1105,1104,978,979,1106,978,1106,1105,979,980,1107,979,1107,1106,980,981,1108,980,1108,1107,981,982,1109,981,1109,1108,982,983,1110,982,1110,1109,983,984,1111,983,1111,1110,984,985,1112,984,1112,1111,985,986,1113,985,1113,1112,986,987,1114,986,1114,1113,987,988,1115,987,1115,1114,988,989,1116,988,1116,1115,989,990,1117,989,1117,1116,990,991,1118,990,1118,1117,991,992,1119,991,1119,1118,992,993,1120,992,1120,1119,993,994,1121,993,1121,1120,994,995,1122,994,1122,1121,995,996,1123,995,1123,1122,996,997,1124,996,1124,1123,997,998,1125,997,1125,1124,998,999,1126,998,1126,1125,999,1000,1127,999,1127,1126,1000,1001,1128,1000,1128,1127,1001,1002,1129,1001,1129,1128,1002,1003,1130,1002,1130,1129,1003,1004,1131,1003,1131,1130,1004,1005,1132,1004,1132,1131,1005,1006,1133,1005,1133,1132,1006,1007,1134,1006,1134,1133,1007,1008,1135,1007,1135,1134,1008,1009,1136,1008,1136,1135,1009,1010,1137,1009,1137,1136,1010,1011,1138,1010,1138,1137,1011,1012,1139,1011,1139,1138,1012,1013,1140,1012,1140,1139,1013,1014,1141,1013,1141,1140,1014,1015,1142,1014,1142,1141,1016,1017,1144,1016,1144,1143,1017,1018,1145,1017,1145,1144,1018,1019,1146,1018,1146,1145,1019,1020,1147,1019,1147,1146,1020,1021,1148,1020,1148,1147,1021,1022,1149,1021,1149,1148,1022,1023,1150,1022,1150,1149,1023,1024,1151,1023,1151,1150,1024,1025,1152,1024,1152,1151,1025,1026,1153,1025,1153,1152,1026,1027,1154,1026,1154,1153,1027,1028,1155,1027,1155,1154,1028,1029,1156,1028,1156,1155,1029,1030,1157,1029,1157,1156,1030,1031,1158,1030,1158,1157,1031,1032,1159,1031,1159,1158,1032,1033,1160,1032,1160,1159,1033,1034,1161,1033,1161,1160,1034,1035,1162,1034,1162,1161,1035,1036,1163,1035,1163,1162,1036,1037,1164,1036,1164,1163,1037,1038,1165,1037,1165,1164,1038,1039,1166,1038,1166,1165,1039,1040,1167,1039,1167,1166,1040,1041,1168,1040,1168,1167,1041,1042,1169,1041,1169,1168,1042,1043,1170,1042,1170,1169,1043,1044,1171,1043,1171,1170,1044,1045,1172,1044,1172,1171,1045,1046,1173,1045,1173,1172,1046,1047,1174,1046,1174,1173,1047,1048,1175,1047,1175,1174,1048,1049,1176,1048,1176,1175,1049,1050,1177,1049,1177,1176,1050,1051,1178,1050,1178,1177,1051,1052,1179,1051,1179,1178,1052,1053,1180,1052,1180,1179,1053,1054,1181,1053,1181,1180,1054,1055,1182,1054,1182,1181,1055,1056,1183,1055,1183,1182,1056,1057,1184,1056,1184,1183,1057,1058,1185,1057,1185,1184,1058,1059,1186,1058,1186,1185,1059,1060,1187,1059,1187,1186,1060,1061,1188,1060,1188,1187,1061,1062,1189,1061,1189,1188,1062,1063,1190,1062,1190,1189,1063,1064,1191,1063,1191,1190,1064,1065,1192,1064,1192,1191,1065,1066,1193,1065,1193,1192,1066,1067,1194,1066,1194,1193,1067,1068,1195,1067,1195,1194,1068,1069,1196,1068,1196,1195,1069,1070,1197,1069,1197,1196,1070,1071,1198,1070,1198,1197,1071,1072,1199,1071,1199,1198,1072,1073,1200,1072,1200,1199,1073,1074,1201,1073,1201,1200,1074,1075,1202,1074,1202,1201,1075,1076,1203,1075,1203,1202,1076,1077,1204,1076,1204,1203,1077,1078,1205,1077,1205,1204,1078,1079,1206,1078,1206,1205,1079,1080,1207,1079,1207,1206,1080,1081,1208,1080,1208,1207,1081,1082,1209,1081,1209,1208,1082,1083,1210,1082,1210,1209,1083,1084,1211,1083,1211,1210,1084,1085,1212,1084,1212,1211,1085,1086,1213,1085,1213,1212,1086,1087,1214,1086,1214,1213,1087,1088,1215,1087,1215,1214,1088,1089,1216,1088,1216,1215,1089,1090,1217,1089,1217,1216,1090,1091,1218,1090,1218,1217,1091,1092,1219,1091,1219,1218,1092,1093,1220,1092,1220,1219,1093,1094,1221,1093,1221,1220,1094,1095,1222,1094,1222,1221,1095,1096,1223,1095,1223,1222,1096,1097,1224,1096,1224,1223,1097,1098,1225,1097,1225,1224,1098,1099,1226,1098,1226,1225,1099,1100,1227,1099,1227,1226,1100,1101,1228,1100,1228,1227,1101,1102,1229,1101,1229,1228,1102,1103,1230,1102,1230,1229,1103,1104,1231,1103,1231,1230,1104,1105,1232,1104,1232,1231,1105,1106,1233,1105,1233,1232,1106,1107,1234,1106,1234,1233,1107,1108,1235,1107,1235,1234,1108,1109,1236,1108,1236,1235,1109,1110,1237,1109,1237,1236,1110,1111,1238,1110,1238,1237,1111,1112,1239,1111,1239,1238,1112,1113,1240,1112,1240,1239,1113,1114,1241,1113,1241,1240,1114,1115,1242,1114,1242,1241,1115,1116,1243,1115,1243,1242,1116,1117,1244,1116,1244,1243,1117,1118,1245,1117,1245,1244,1118,1119,1246,1118,1246,1245,1119,1120,1247,1119,1247,1246,1120,1121,1248,1120,1248,1247,1121,1122,1249,1121,1249,1248,1122,1123,1250,1122,1250,1249,1123,1124,1251,1123,1251,1250,1124,1125,1252,1124,1252,1251,1125,1126,1253,1125,1253,1252,1126,1127,1254,1126,1254,1253,1127,1128,1255,1127,1255,1254,1128,1129,1256,1128,1256,1255,1129,1130,1257,1129,1257,1256,1130,1131,1258,1130,1258,1257,1131,1132,1259,1131,1259,1258,1132,1133,1260,1132,1260,1259,1133,1134,1261,1133,1261,1260,1134,1135,1262,1134,1262,1261,1135,1136,1263,1135,1263,1262,1136,1137,1264,1136,1264,1263,1137,1138,1265,1137,1265,1264,1138,1139,1266,1138,1266,1265,1139,1140,1267,1139,1267,1266,1140,1141,1268,1140,1268,1267,1141,1142,1269,1141,1269,1268,1143,1144,1271,1143,1271,1270,1144,1145,1272,1144,1272,1271,1145,1146,1273,1145,1273,1272,1146,1147,1274,1146,1274,1273,1147,1148,1275,1147,1275,1274,1148,1149,1276,1148,1276,1275,1149,1150,1277,1149,1277,1276,1150,1151,1278,1150,1278,1277,1151,1152,1279,1151,1279,1278,1152,1153,1280,1152,1280,1279,1153,1154,1281,1153,1281,1280,1154,1155,1282,1154,1282,1281,1155,1156,1283,1155,1283,1282,1156,1157,1284,1156,1284,1283,1157,1158,1285,1157,1285,1284,1158,1159,1286,1158,1286,1285,1159,1160,1287,1159,1287,1286,1160,1161,1288,1160,1288,1287,1161,1162,1289,1161,1289,1288,1162,1163,1290,1162,1290,1289,1163,1164,1291,1163,1291,1290,1164,1165,1292,1164,1292,1291,1165,1166,1293,1165,1293,1292,1166,1167,1294,1166,1294,1293,1167,1168,1295,1167,1295,1294,1168,1169,1296,1168,1296,1295,1169,1170,1297,1169,1297,1296,1170,1171,1298,1170,1298,1297,1171,1172,1299,1171,1299,1298,1172,1173,1300,1172,1300,1299,1173,1174,1301,1173,1301,1300,1174,1175,1302,1174,1302,1301,1175,1176,1303,1175,1303,1302,1176,1177,1304,1176,1304,1303,1177,1178,1305,1177,1305,1304,1178,1179,1306,1178,1306,1305,1179,1180,1307,1179,1307,1306,1180,1181,1308,1180,1308,1307,1181,1182,1309,1181,1309,1308,1182,1183,1310,1182,1310,1309,1183,1184,1311,1183,1311,1310,1184,1185,1312,1184,1312,1311,1185,1186,1313,1185,1313,1312,1186,1187,1314,1186,1314,1313,1187,1188,1315,1187,1315,1314,1188,1189,1316,1188,1316,1315,1189,1190,1317,1189,1317,1316,1190,1191,1318,1190,1318,1317,1191,1192,1319,1191,1319,1318,1192,1193,1320,1192,1320,1319,1193,1194,1321,1193,1321,1320,1194,1195,1322,1194,1322,1321,1195,1196,1323,1195,1323,1322,1196,1197,1324,1196,1324,1323,1197,1198,1325,1197,1325,1324,1198,1199,1326,1198,1326,1325,1199,1200,1327,1199,1327,1326,1200,1201,1328,1200,1328,1327,1201,1202,1329,1201,1329,1328,1202,1203,1330,1202,1330,1329,1203,1204,1331,1203,1331,1330,1204,1205,1332,1204,1332,1331,1205,1206,1333,1205,1333,1332,1206,1207,1334,1206,1334,1333,1207,1208,1335,1207,1335,1334,1208,1209,1336,1208,1336,1335,1209,1210,1337,1209,1337,1336,1210,1211,1338,1210,1338,1337,1211,1212,1339,1211,1339,1338,1212,1213,1340,1212,1340,1339,1213,1214,1341,1213,1341,1340,1214,1215,1342,1214,1342,1341,1215,1216,1343,1215,1343,1342,1216,1217,1344,1216,1344,1343,1217,1218,1345,1217,1345,1344,1218,1219,1346,1218,1346,1345,1219,1220,1347,1219,1347,1346,1220,1221,1348,1220,1348,1347,1221,1222,1349,1221,1349,1348,1222,1223,1350,1222,1350,1349,1223,1224,1351,1223,1351,1350,1224,1225,1352,1224,1352,1351,1225,1226,1353,1225,1353,1352,1226,1227,1354,1226,1354,1353,1227,1228,1355,1227,1355,1354,1228,1229,1356,1228,1356,1355,1229,1230,1357,1229,1357,1356,1230,1231,1358,1230,1358,1357,1231,1232,1359,1231,1359,1358,1232,1233,1360,1232,1360,1359,1233,1234,1361,1233,1361,1360,1234,1235,1362,1234,1362,1361,1235,1236,1363,1235,1363,1362,1236,1237,1364,1236,1364,1363,1237,1238,1365,1237,1365,1364,1238,1239,1366,1238,1366,1365,1239,1240,1367,1239,1367,1366,1240,1241,1368,1240,1368,1367,1241,1242,1369,1241,1369,1368,1242,1243,1370,1242,1370,1369,1243,1244,1371,1243,1371,1370,1244,1245,1372,1244,1372,1371,1245,1246,1373,1245,1373,1372,1246,1247,1374,1246,1374,1373,1247,1248,1375,1247,1375,1374,1248,1249,1376,1248,1376,1375,1249,1250,1377,1249,1377,1376,1250,1251,1378,1250,1378,1377,1251,1252,1379,1251,1379,1378,1252,1253,1380,1252,1380,1379,1253,1254,1381,1253,1381,1380,1254,1255,1382,1254,1382,1381,1255,1256,1383,1255,1383,1382,1256,1257,1384,1256,1384,1383,1257,1258,1385,1257,1385,1384,1258,1259,1386,1258,1386,1385,1259,1260,1387,1259,1387,1386,1260,1261,1388,1260,1388,1387,1261,1262,1389,1261,1389,1388,1262,1263,1390,1262,1390,1389,1263,1264,1391,1263,1391,1390,1264,1265,1392,1264,1392,1391,1265,1266,1393,1265,1393,1392,1266,1267,1394,1266,1394,1393,1267,1268,1395,1267,1395,1394,1268,1269,1396,1268,1396,1395,1270,1271,1398,1270,1398,1397,1271,1272,1399,1271,1399,1398,1272,1273,1400,1272,1400,1399,1273,1274,1401,1273,1401,1400,1274,1275,1402,1274,1402,1401,1275,1276,1403,1275,1403,1402,1276,1277,1404,1276,1404,1403,1277,1278,1405,1277,1405,1404,1278,1279,1406,1278,1406,1405,1279,1280,1407,1279,1407,1406,1280,1281,1408,1280,1408,1407,1281,1282,1409,1281,1409,1408,1282,1283,1410,1282,1410,1409,1283,1284,1411,1283,1411,1410,1284,1285,1412,1284,1412,1411,1285,1286,1413,1285,1413,1412,1286,1287,1414,1286,1414,1413,1287,1288,1415,1287,1415,1414,1288,1289,1416,1288,1416,1415,1289,1290,1417,1289,1417,1416,1290,1291,1418,1290,1418,1417,1291,1292,1419,1291,1419,1418,1292,1293,1420,1292,1420,1419,1293,1294,1421,1293,1421,1420,1294,1295,1422,1294,1422,1421,1295,1296,1423,1295,1423,1422,1296,1297,1424,1296,1424,1423,1297,1298,1425,1297,1425,1424,1298,1299,1426,1298,1426,1425,1299,1300,1427,1299,1427,1426,1300,1301,1428,1300,1428,1427,1301,1302,1429,1301,1429,1428,1302,1303,1430,1302,1430,1429,1303,1304,1431,1303,1431,1430,1304,1305,1432,1304,1432,1431,1305,1306,1433,1305,1433,1432,1306,1307,1434,1306,1434,1433,1307,1308,1435,1307,1435,1434,1308,1309,1436,1308,1436,1435,1309,1310,1437,1309,1437,1436,1310,1311,1438,1310,1438,1437,1311,1312,1439,1311,1439,1438,1312,1313,1440,1312,1440,1439,1313,1314,1441,1313,1441,1440,1314,1315,1442,1314,1442,1441,1315,1316,1443,1315,1443,1442,1316,1317,1444,1316,1444,1443,1317,1318,1445,1317,1445,1444,1318,1319,1446,1318,1446,1445,1319,1320,1447,1319,1447,1446,1320,1321,1448,1320,1448,1447,1321,1322,1449,1321,1449,1448,1322,1323,1450,1322,1450,1449,1323,1324,1451,1323,1451,1450,1324,1325,1452,1324,1452,1451,1325,1326,1453,1325,1453,1452,1326,1327,1454,1326,1454,1453,1327,1328,1455,1327,1455,1454,1328,1329,1456,1328,1456,1455,1329,1330,1457,1329,1457,1456,1330,1331,1458,1330,1458,1457,1331,1332,1459,1331,1459,1458,1332,1333,1460,1332,1460,1459,1333,1334,1461,1333,1461,1460,1334,1335,1462,1334,1462,1461,1335,1336,1463,1335,1463,1462,1336,1337,1464,1336,1464,1463,1337,1338,1465,1337,1465,1464,1338,1339,1466,1338,1466,1465,1339,1340,1467,1339,1467,1466,1340,1341,1468,1340,1468,1467,1341,1342,1469,1341,1469,1468,1342,1343,1470,1342,1470,1469,1343,1344,1471,1343,1471,1470,1344,1345,1472,1344,1472,1471,1345,1346,1473,1345,1473,1472,1346,1347,1474,1346,1474,1473,1347,1348,1475,1347,1475,1474,1348,1349,1476,1348,1476,1475,1349,1350,1477,1349,1477,1476,1350,1351,1478,1350,1478,1477,1351,1352,1479,1351,1479,1478,1352,1353,1480,1352,1480,1479,1353,1354,1481,1353,1481,1480,1354,1355,1482,1354,1482,1481,1355,1356,1483,1355,1483,1482,1356,1357,1484,1356,1484,1483,1357,1358,1485,1357,1485,1484,1358,1359,1486,1358,1486,1485,1359,1360,1487,1359,1487,1486,1360,1361,1488,1360,1488,1487,1361,1362,1489,1361,1489,1488,1362,1363,1490,1362,1490,1489,1363,1364,1491,1363,1491,1490,1364,1365,1492,1364,1492,1491,1365,1366,1493,1365,1493,1492,1366,1367,1494,1366,1494,1493,1367,1368,1495,1367,1495,1494,1368,1369,1496,1368,1496,1495,1369,1370,1497,1369,1497,1496,1370,1371,1498,1370,1498,1497,1371,1372,1499,1371,1499,1498,1372,1373,1500,1372,1500,1499,1373,1374,1501,1373,1501,1500,1374,1375,1502,1374,1502,1501,1375,1376,1503,1375,1503,1502,1376,1377,1504,1376,1504,1503,1377,1378,1505,1377,1505,1504,1378,1379,1506,1378,1506,1505,1379,1380,1507,1379,1507,1506,1380,1381,1508,1380,1508,1507,1381,1382,1509,1381,1509,1508,1382,1383,1510,1382,1510,1509,1383,1384,1511,1383,1511,1510,1384,1385,1512,1384,1512,1511,1385,1386,1513,1385,1513,1512,1386,1387,1514,1386,1514,1513,1387,1388,1515,1387,1515,1514,1388,1389,1516,1388,1516,1515,1389,1390,1517,1389,1517,1516,1390,1391,1518,1390,1518,1517,1391,1392,1519,1391,1519,1518,1392,1393,1520,1392,1520,1519,1393,1394,1521,1393,1521,1520,1394,1395,1522,1394,1522,1521,1395,1396,1523,1395,1523,1522,1397,1398,1525,1397,1525,1524,1398,1399,1526,1398,1526,1525,1399,1400,1527,1399,1527,1526,1400,1401,1528,1400,1528,1527,1401,1402,1529,1401,1529,1528,1402,1403,1530,1402,1530,1529,1403,1404,1531,1403,1531,1530,1404,1405,1532,1404,1532,1531,1405,1406,1533,1405,1533,1532,1406,1407,1534,1406,1534,1533,1407,1408,1535,1407,1535,1534,1408,1409,1536,1408,1536,1535,1409,1410,1537,1409,1537,1536,1410,1411,1538,1410,1538,1537,1411,1412,1539,1411,1539,1538,1412,1413,1540,1412,1540,1539,1413,1414,1541,1413,1541,1540,1414,1415,1542,1414,1542,1541,1415,1416,1543,1415,1543,1542,1416,1417,1544,1416,1544,1543,1417,1418,1545,1417,1545,1544,1418,1419,1546,1418,1546,1545,1419,1420,1547,1419,1547,1546,1420,1421,1548,1420,1548,1547,1421,1422,1549,1421,1549,1548,1422,1423,1550,1422,1550,1549,1423,1424,1551,1423,1551,1550,1424,1425,1552,1424,1552,1551,1425,1426,1553,1425,1553,1552,1426,1427,1554,1426,1554,1553,1427,1428,1555,1427,1555,1554,1428,1429,1556,1428,1556,1555,1429,1430,1557,1429,1557,1556,1430,1431,1558,1430,1558,1557,1431,1432,1559,1431,1559,1558,1432,1433,1560,1432,1560,1559,1433,1434,1561,1433,1561,1560,1434,1435,1562,1434,1562,1561,1435,1436,1563,1435,1563,1562,1436,1437,1564,1436,1564,1563,1437,1438,1565,1437,1565,1564,1438,1439,1566,1438,1566,1565,1439,1440,1567,1439,1567,1566,1440,1441,1568,1440,1568,1567,1441,1442,1569,1441,1569,1568,1442,1443,1570,1442,1570,1569,1443,1444,1571,1443,1571,1570,1444,1445,1572,1444,1572,1571,1445,1446,1573,1445,1573,1572,1446,1447,1574,1446,1574,1573,1447,1448,1575,1447,1575,1574,1448,1449,1576,1448,1576,1575,1449,1450,1577,1449,1577,1576,1450,1451,1578,1450,1578,1577,1451,1452,1579,1451,1579,1578,1452,1453,1580,1452,1580,1579,1453,1454,1581,1453,1581,1580,1454,1455,1582,1454,1582,1581,1455,1456,1583,1455,1583,1582,1456,1457,1584,1456,1584,1583,1457,1458,1585,1457,1585,1584,1458,1459,1586,1458,1586,1585,1459,1460,1587,1459,1587,1586,1460,1461,1588,1460,1588,1587,1461,1462,1589,1461,1589,1588,1462,1463,1590,1462,1590,1589,1463,1464,1591,1463,1591,1590,1464,1465,1592,1464,1592,1591,1465,1466,1593,1465,1593,1592,1466,1467,1594,1466,1594,1593,1467,1468,1595,1467,1595,1594,1468,1469,1596,1468,1596,1595,1469,1470,1597,1469,1597,1596,1470,1471,1598,1470,1598,1597,1471,1472,1599,1471,1599,1598,1472,1473,1600,1472,1600,1599,1473,1474,1601,1473,1601,1600,1474,1475,1602,1474,1602,1601,1475,1476,1603,1475,1603,1602,1476,1477,1604,1476,1604,1603,1477,1478,1605,1477,1605,1604,1478,1479,1606,1478,1606,1605,1479,1480,1607,1479,1607,1606,1480,1481,1608,1480,1608,1607,1481,1482,1609,1481,1609,1608,1482,1483,1610,1482,1610,1609,1483,1484,1611,1483,1611,1610,1484,1485,1612,1484,1612,1611,1485,1486,1613,1485,1613,1612,1486,1487,1614,1486,1614,1613,1487,1488,1615,1487,1615,1614,1488,1489,1616,1488,1616,1615,1489,1490,1617,1489,1617,1616,1490,1491,1618,1490,1618,1617,1491,1492,1619,1491,1619,1618,1492,1493,1620,1492,1620,1619,1493,1494,1621,1493,1621,1620,1494,1495,1622,1494,1622,1621,1495,1496,1623,1495,1623,1622,1496,1497,1624,1496,1624,1623,1497,1498,1625,1497,1625,1624,1498,1499,1626,1498,1626,1625,1499,1500,1627,1499,1627,1626,1500,1501,1628,1500,1628,1627,1501,1502,1629,1501,1629,1628,1502,1503,1630,1502,1630,1629,1503,1504,1631,1503,1631,1630,1504,1505,1632,1504,1632,1631,1505,1506,1633,1505,1633,1632,1506,1507,1634,1506,1634,1633,1507,1508,1635,1507,1635,1634,1508,1509,1636,1508,1636,1635,1509,1510,1637,1509,1637,1636,1510,1511,1638,1510,1638,1637,1511,1512,1639,1511,1639,1638,1512,1513,1640,1512,1640,1639,1513,1514,1641,1513,1641,1640,1514,1515,1642,1514,1642,1641,1515,1516,1643,1515,1643,1642,1516,1517,1644,1516,1644,1643,1517,1518,1645,1517,1645,1644,1518,1519,1646,1518,1646,1645,1519,1520,1647,1519,1647,1646,1520,1521,1648,1520,1648,1647,1521,1522,1649,1521,1649,1648,1522,1523,1650,1522,1650,1649,1524,1525,1652,1524,1652,1651,1525,1526,1653,1525,1653,1652,1526,1527,1654,1526,1654,1653,1527,1528,1655,1527,1655,1654,1528,1529,1656,1528,1656,1655,1529,1530,1657,1529,1657,1656,1530,1531,1658,1530,1658,1657,1531,1532,1659,1531,1659,1658,1532,1533,1660,1532,1660,1659,1533,1534,1661,1533,1661,1660,1534,1535,1662,1534,1662,1661,1535,1536,1663,1535,1663,1662,1536,1537,1664,1536,1664,1663,1537,1538,1665,1537,1665,1664,1538,1539,1666,1538,1666,1665,1539,1540,1667,1539,1667,1666,1540,1541,1668,1540,1668,1667,1541,1542,1669,1541,1669,1668,1542,1543,1670,1542,1670,1669,1543,1544,1671,1543,1671,1670,1544,1545,1672,1544,1672,1671,1545,1546,1673,1545,1673,1672,1546,1547,1674,1546,1674,1673,1547,1548,1675,1547,1675,1674,1548,1549,1676,1548,1676,1675,1549,1550,1677,1549,1677,1676,1550,1551,1678,1550,1678,1677,1551,1552,1679,1551,1679,1678,1552,1553,1680,1552,1680,1679,1553,1554,1681,1553,1681,1680,1554,1555,1682,1554,1682,1681,1555,1556,1683,1555,1683,1682,1556,1557,1684,1556,1684,1683,1557,1558,1685,1557,1685,1684,1558,1559,1686,1558,1686,1685,1559,1560,1687,1559,1687,1686,1560,1561,1688,1560,1688,1687,1561,1562,1689,1561,1689,1688,1562,1563,1690,1562,1690,1689,1563,1564,1691,1563,1691,1690,1564,1565,1692,1564,1692,1691,1565,1566,1693,1565,1693,1692,1566,1567,1694,1566,1694,1693,1567,1568,1695,1567,1695,1694,1568,1569,1696,1568,1696,1695,1569,1570,1697,1569,1697,1696,1570,1571,1698,1570,1698,1697,1571,1572,1699,1571,1699,1698,1572,1573,1700,1572,1700,1699,1573,1574,1701,1573,1701,1700,1574,1575,1702,1574,1702,1701,1575,1576,1703,1575,1703,1702,1576,1577,1704,1576,1704,1703,1577,1578,1705,1577,1705,1704,1578,1579,1706,1578,1706,1705,1579,1580,1707,1579,1707,1706,1580,1581,1708,1580,1708,1707,1581,1582,1709,1581,1709,1708,1582,1583,1710,1582,1710,1709,1583,1584,1711,1583,1711,1710,1584,1585,1712,1584,1712,1711,1585,1586,1713,1585,1713,1712,1586,1587,1714,1586,1714,1713,1587,1588,1715,1587,1715,1714,1588,1589,1716,1588,1716,1715,1589,1590,1717,1589,1717,1716,1590,1591,1718,1590,1718,1717,1591,1592,1719,1591,1719,1718,1592,1593,1720,1592,1720,1719,1593,1594,1721,1593,1721,1720,1594,1595,1722,1594,1722,1721,1595,1596,1723,1595,1723,1722,1596,1597,1724,1596,1724,1723,1597,1598,1725,1597,1725,1724,1598,1599,1726,1598,1726,1725,1599,1600,1727,1599,1727,1726,1600,1601,1728,1600,1728,1727,1601,1602,1729,1601,1729,1728,1602,1603,1730,1602,1730,1729,1603,1604,1731,1603,1731,1730,1604,1605,1732,1604,1732,1731,1605,1606,1733,1605,1733,1732,1606,1607,1734,1606,1734,1733,1607,1608,1735,1607,1735,1734,1608,1609,1736,1608,1736,1735,1609,1610,1737,1609,1737,1736,1610,1611,1738,1610,1738,1737,1611,1612,1739,1611,1739,1738,1612,1613,1740,1612,1740,1739,1613,1614,1741,1613,1741,1740,1614,1615,1742,1614,1742,1741,1615,1616,1743,1615,1743,1742,1616,1617,1744,1616,1744,1743,1617,1618,1745,1617,1745,1744,1618,1619,1746,1618,1746,1745,1619,1620,1747,1619,1747,1746,1620,1621,1748,1620,1748,1747,1621,1622,1749,1621,1749,1748,1622,1623,1750,1622,1750,1749,1623,1624,1751,1623,1751,1750,1624,1625,1752,1624,1752,1751,1625,1626,1753,1625,1753,1752,1626,1627,1754,1626,1754,1753,1627,1628,1755,1627,1755,1754,1628,1629,1756,1628,1756,1755,1629,1630,1757,1629,1757,1756,1630,1631,1758,1630,1758,1757,1631,1632,1759,1631,1759,1758,1632,1633,1760,1632,1760,1759,1633,1634,1761,1633,1761,1760,1634,1635,1762,1634,1762,1761,1635,1636,1763,1635,1763,1762,1636,1637,1764,1636,1764,1763,1637,1638,1765,1637,1765,1764,1638,1639,1766,1638,1766,1765,1639,1640,1767,1639,1767,1766,1640,1641,1768,1640,1768,1767,1641,1642,1769,1641,1769,1768,1642,1643,1770,1642,1770,1769,1643,1644,1771,1643,1771,1770,1644,1645,1772,1644,1772,1771,1645,1646,1773,1645,1773,1772,1646,1647,1774,1646,1774,1773,1647,1648,1775,1647,1775,1774,1648,1649,1776,1648,1776,1775,1649,1650,1777,1649,1777,1776,1651,1652,1779,1651,1779,1778,1652,1653,1780,1652,1780,1779,1653,1654,1781,1653,1781,1780,1654,1655,1782,1654,1782,1781,1655,1656,1783,1655,1783,1782,1656,1657,1784,1656,1784,1783,1657,1658,1785,1657,1785,1784,1658,1659,1786,1658,1786,1785,1659,1660,1787,1659,1787,1786,1660,1661,1788,1660,1788,1787,1661,1662,1789,1661,1789,1788,1662,1663,1790,1662,1790,1789,1663,1664,1791,1663,1791,1790,1664,1665,1792,1664,1792,1791,1665,1666,1793,1665,1793,1792,1666,1667,1794,1666,1794,1793,1667,1668,1795,1667,1795,1794,1668,1669,1796,1668,1796,1795,1669,1670,1797,1669,1797,1796,1670,1671,1798,1670,1798,1797,1671,1672,1799,1671,1799,1798,1672,1673,1800,1672,1800,1799,1673,1674,1801,1673,1801,1800,1674,1675,1802,1674,1802,1801,1675,1676,1803,1675,1803,1802,1676,1677,1804,1676,1804,1803,1677,1678,1805,1677,1805,1804,1678,1679,1806,1678,1806,1805,1679,1680,1807,1679,1807,1806,1680,1681,1808,1680,1808,1807,1681,1682,1809,1681,1809,1808,1682,1683,1810,1682,1810,1809,1683,1684,1811,1683,1811,1810,1684,1685,1812,1684,1812,1811,1685,1686,1813,1685,1813,1812,1686,1687,1814,1686,1814,1813,1687,1688,1815,1687,1815,1814,1688,1689,1816,1688,1816,1815,1689,1690,1817,1689,1817,1816,1690,1691,1818,1690,1818,1817,1691,1692,1819,1691,1819,1818,1692,1693,1820,1692,1820,1819,1693,1694,1821,1693,1821,1820,1694,1695,1822,1694,1822,1821,1695,1696,1823,1695,1823,1822,1696,1697,1824,1696,1824,1823,1697,1698,1825,1697,1825,1824,1698,1699,1826,1698,1826,1825,1699,1700,1827,1699,1827,1826,1700,1701,1828,1700,1828,1827,1701,1702,1829,1701,1829,1828,1702,1703,1830,1702,1830,1829,1703,1704,1831,1703,1831,1830,1704,1705,1832,1704,1832,1831,1705,1706,1833,1705,1833,1832,1706,1707,1834,1706,1834,1833,1707,1708,1835,1707,1835,1834,1708,1709,1836,1708,1836,1835,1709,1710,1837,1709,1837,1836,1710,1711,1838,1710,1838,1837,1711,1712,1839,1711,1839,1838,1712,1713,1840,1712,1840,1839,1713,1714,1841,1713,1841,1840,1714,1715,1842,1714,1842,1841,1715,1716,1843,1715,1843,1842,1716,1717,1844,1716,1844,1843,1717,1718,1845,1717,1845,1844,1718,1719,1846,1718,1846,1845,1719,1720,1847,1719,1847,1846,1720,1721,1848,1720,1848,1847,1721,1722,1849,1721,1849,1848,1722,1723,1850,1722,1850,1849,1723,1724,1851,1723,1851,1850,1724,1725,1852,1724,1852,1851,1725,1726,1853,1725,1853,1852,1726,1727,1854,1726,1854,1853,1727,1728,1855,1727,1855,1854,1728,1729,1856,1728,1856,1855,1729,1730,1857,1729,1857,1856,1730,1731,1858,1730,1858,1857,1731,1732,1859,1731,1859,1858,1732,1733,1860,1732,1860,1859,1733,1734,1861,1733,1861,1860,1734,1735,1862,1734,1862,1861,1735,1736,1863,1735,1863,1862,1736,1737,1864,1736,1864,1863,1737,1738,1865,1737,1865,1864,1738,1739,1866,1738,1866,1865,1739,1740,1867,1739,1867,1866,1740,1741,1868,1740,1868,1867,1741,1742,1869,1741,1869,1868,1742,1743,1870,1742,1870,1869,1743,1744,1871,1743,1871,1870,1744,1745,1872,1744,1872,1871,1745,1746,1873,1745,1873,1872,1746,1747,1874,1746,1874,1873,1747,1748,1875,1747,1875,1874,1748,1749,1876,1748,1876,1875,1749,1750,1877,1749,1877,1876,1750,1751,1878,1750,1878,1877,1751,1752,1879,1751,1879,1878,1752,1753,1880,1752,1880,1879,1753,1754,1881,1753,1881,1880,1754,1755,1882,1754,1882,1881,1755,1756,1883,1755,1883,1882,1756,1757,1884,1756,1884,1883,1757,1758,1885,1757,1885,1884,1758,1759,1886,1758,1886,1885,1759,1760,1887,1759,1887,1886,1760,1761,1888,1760,1888,1887,1761,1762,1889,1761,1889,1888,1762,1763,1890,1762,1890,1889,1763,1764,1891,1763,1891,1890,1764,1765,1892,1764,1892,1891,1765,1766,1893,1765,1893,1892,1766,1767,1894,1766,1894,1893,1767,1768,1895,1767,1895,1894,1768,1769,1896,1768,1896,1895,1769,1770,1897,1769,1897,1896,1770,1771,1898,1770,1898,1897,1771,1772,1899,1771,1899,1898,1772,1773,1900,1772,1900,1899,1773,1774,1901,1773,1901,1900,1774,1775,1902,1774,1902,1901,1775,1776,1903,1775,1903,1902,1776,1777,1904,1776,1904,1903,1778,1779,1906,1778,1906,1905,1779,1780,1907,1779,1907,1906,1780,1781,1908,1780,1908,1907,1781,1782,1909,1781,1909,1908,1782,1783,1910,1782,1910,1909,1783,1784,1911,1783,1911,1910,1784,1785,1912,1784,1912,1911,1785,1786,1913,1785,1913,1912,1786,1787,1914,1786,1914,1913,1787,1788,1915,1787,1915,1914,1788,1789,1916,1788,1916,1915,1789,1790,1917,1789,1917,1916,1790,1791,1918,1790,1918,1917,1791,1792,1919,1791,1919,1918,1792,1793,1920,1792,1920,1919,1793,1794,1921,1793,1921,1920,1794,1795,1922,1794,1922,1921,1795,1796,1923,1795,1923,1922,1796,1797,1924,1796,1924,1923,1797,1798,1925,1797,1925,1924,1798,1799,1926,1798,1926,1925,1799,1800,1927,1799,1927,1926,1800,1801,1928,1800,1928,1927,1801,1802,1929,1801,1929,1928,1802,1803,1930,1802,1930,1929,1803,1804,1931,1803,1931,1930,1804,1805,1932,1804,1932,1931,1805,1806,1933,1805,1933,1932,1806,1807,1934,1806,1934,1933,1807,1808,1935,1807,1935,1934,1808,1809,1936,1808,1936,1935,1809,1810,1937,1809,1937,1936,1810,1811,1938,1810,1938,1937,1811,1812,1939,1811,1939,1938,1812,1813,1940,1812,1940,1939,1813,1814,1941,1813,1941,1940,1814,1815,1942,1814,1942,1941,1815,1816,1943,1815,1943,1942,1816,1817,1944,1816,1944,1943,1817,1818,1945,1817,1945,1944,1818,1819,1946,1818,1946,1945,1819,1820,1947,1819,1947,1946,1820,1821,1948,1820,1948,1947,1821,1822,1949,1821,1949,1948,1822,1823,1950,1822,1950,1949,1823,1824,1951,1823,1951,1950,1824,1825,1952,1824,1952,1951,1825,1826,1953,1825,1953,1952,1826,1827,1954,1826,1954,1953,1827,1828,1955,1827,1955,1954,1828,1829,1956,1828,1956,1955,1829,1830,1957,1829,1957,1956,1830,1831,1958,1830,1958,1957,1831,1832,1959,1831,1959,1958,1832,1833,1960,1832,1960,1959,1833,1834,1961,1833,1961,1960,1834,1835,1962,1834,1962,1961,1835,1836,1963,1835,1963,1962,1836,1837,1964,1836,1964,1963,1837,1838,1965,1837,1965,1964,1838,1839,1966,1838,1966,1965,1839,1840,1967,1839,1967,1966,1840,1841,1968,1840,1968,1967,1841,1842,1969,1841,1969,1968,1842,1843,1970,1842,1970,1969,1843,1844,1971,1843,1971,1970,1844,1845,1972,1844,1972,1971,1845,1846,1973,1845,1973,1972,1846,1847,1974,1846,1974,1973,1847,1848,1975,1847,1975,1974,1848,1849,1976,1848,1976,1975,1849,1850,1977,1849,1977,1976,1850,1851,1978,1850,1978,1977,1851,1852,1979,1851,1979,1978,1852,1853,1980,1852,1980,1979,1853,1854,1981,1853,1981,1980,1854,1855,1982,1854,1982,1981,1855,1856,1983,1855,1983,1982,1856,1857,1984,1856,1984,1983,1857,1858,1985,1857,1985,1984,1858,1859,1986,1858,1986,1985,1859,1860,1987,1859,1987,1986,1860,1861,1988,1860,1988,1987,1861,1862,1989,1861,1989,1988,1862,1863,1990,1862,1990,1989,1863,1864,1991,1863,1991,1990,1864,1865,1992,1864,1992,1991,1865,1866,1993,1865,1993,1992,1866,1867,1994,1866,1994,1993,1867,1868,1995,1867,1995,1994,1868,1869,1996,1868,1996,1995,1869,1870,1997,1869,1997,1996,1870,1871,1998,1870,1998,1997,1871,1872,1999,1871,1999,1998,1872,1873,2000,1872,2000,1999,1873,1874,2001,1873,2001,2000,1874,1875,2002,1874,2002,2001,1875,1876,2003,1875,2003,2002,1876,1877,2004,1876,2004,2003,1877,1878,2005,1877,2005,2004,1878,1879,2006,1878,2006,2005,1879,1880,2007,1879,2007,2006,1880,1881,2008,1880,2008,2007,1881,1882,2009,1881,2009,2008,1882,1883,2010,1882,2010,2009,1883,1884,2011,1883,2011,2010,1884,1885,2012,1884,2012,2011,1885,1886,2013,1885,2013,2012,1886,1887,2014,1886,2014,2013,1887,1888,2015,1887,2015,2014,1888,1889,2016,1888,2016,2015,1889,1890,2017,1889,2017,2016,1890,1891,2018,1890,2018,2017,1891,1892,2019,1891,2019,2018,1892,1893,2020,1892,2020,2019,1893,1894,2021,1893,2021,2020,1894,1895,2022,1894,2022,2021,1895,1896,2023,1895,2023,2022,1896,1897,2024,1896,2024,2023,1897,1898,2025,1897,2025,2024,1898,1899,2026,1898,2026,2025,1899,1900,2027,1899,2027,2026,1900,1901,2028,1900,2028,2027,1901,1902,2029,1901,2029,2028,1902,1903,2030,1902,2030,2029,1903,1904,2031,1903,2031,2030,1905,1906,2033,1905,2033,2032,1906,1907,2034,1906,2034,2033,1907,1908,2035,1907,2035,2034,1908,1909,2036,1908,2036,2035,1909,1910,2037,1909,2037,2036,1910,1911,2038,1910,2038,2037,1911,1912,2039,1911,2039,2038,1912,1913,2040,1912,2040,2039,1913,1914,2041,1913,2041,2040,1914,1915,2042,1914,2042,2041,1915,1916,2043,1915,2043,2042,1916,1917,2044,1916,2044,2043,1917,1918,2045,1917,2045,2044,1918,1919,2046,1918,2046,2045,1919,1920,2047,1919,2047,2046,1920,1921,2048,1920,2048,2047,1921,1922,2049,1921,2049,2048,1922,1923,2050,1922,2050,2049,1923,1924,2051,1923,2051,2050,1924,1925,2052,1924,2052,2051,1925,1926,2053,1925,2053,2052,1926,1927,2054,1926,2054,2053,1927,1928,2055,1927,2055,2054,1928,1929,2056,1928,2056,2055,1929,1930,2057,1929,2057,2056,1930,1931,2058,1930,2058,2057,1931,1932,2059,1931,2059,2058,1932,1933,2060,1932,2060,2059,1933,1934,2061,1933,2061,2060,1934,1935,2062,1934,2062,2061,1935,1936,2063,1935,2063,2062,1936,1937,2064,1936,2064,2063,1937,1938,2065,1937,2065,2064,1938,1939,2066,1938,2066,2065,1939,1940,2067,1939,2067,2066,1940,1941,2068,1940,2068,2067,1941,1942,2069,1941,2069,2068,1942,1943,2070,1942,2070,2069,1943,1944,2071,1943,2071,2070,1944,1945,2072,1944,2072,2071,1945,1946,2073,1945,2073,2072,1946,1947,2074,1946,2074,2073,1947,1948,2075,1947,2075,2074,1948,1949,2076,1948,2076,2075,1949,1950,2077,1949,2077,2076,1950,1951,2078,1950,2078,2077,1951,1952,2079,1951,2079,2078,1952,1953,2080,1952,2080,2079,1953,1954,2081,1953,2081,2080,1954,1955,2082,1954,2082,2081,1955,1956,2083,1955,2083,2082,1956,1957,2084,1956,2084,2083,1957,1958,2085,1957,2085,2084,1958,1959,2086,1958,2086,2085,1959,1960,2087,1959,2087,2086,1960,1961,2088,1960,2088,2087,1961,1962,2089,1961,2089,2088,1962,1963,2090,1962,2090,2089,1963,1964,2091,1963,2091,2090,1964,1965,2092,1964,2092,2091,1965,1966,2093,1965,2093,2092,1966,1967,2094,1966,2094,2093,1967,1968,2095,1967,2095,2094,1968,1969,2096,1968,2096,2095,1969,1970,2097,1969,2097,2096,1970,1971,2098,1970,2098,2097,1971,1972,2099,1971,2099,2098,1972,1973,2100,1972,2100,2099,1973,1974,2101,1973,2101,2100,1974,1975,2102,1974,2102,2101,1975,1976,2103,1975,2103,2102,1976,1977,2104,1976,2104,2103,1977,1978,2105,1977,2105,2104,1978,1979,2106,1978,2106,2105,1979,1980,2107,1979,2107,2106,1980,1981,2108,1980,2108,2107,1981,1982,2109,1981,2109,2108,1982,1983,2110,1982,2110,2109,1983,1984,2111,1983,2111,2110,1984,1985,2112,1984,2112,2111,1985,1986,2113,1985,2113,2112,1986,1987,2114,1986,2114,2113,1987,1988,2115,1987,2115,2114,1988,1989,2116,1988,2116,2115,1989,1990,2117,1989,2117,2116,1990,1991,2118,1990,2118,2117,1991,1992,2119,1991,2119,2118,1992,1993,2120,1992,2120,2119,1993,1994,2121,1993,2121,2120,1994,1995,2122,1994,2122,2121,1995,1996,2123,1995,2123,2122,1996,1997,2124,1996,2124,2123,1997,1998,2125,1997,2125,2124,1998,1999,2126,1998,2126,2125,1999,2000,2127,1999,2127,2126,2000,2001,2128,2000,2128,2127,2001,2002,2129,2001,2129,2128,2002,2003,2130,2002,2130,2129,2003,2004,2131,2003,2131,2130,2004,2005,2132,2004,2132,2131,2005,2006,2133,2005,2133,2132,2006,2007,2134,2006,2134,2133,2007,2008,2135,2007,2135,2134,2008,2009,2136,2008,2136,2135,2009,2010,2137,2009,2137,2136,2010,2011,2138,2010,2138,2137,2011,2012,2139,2011,2139,2138,2012,2013,2140,2012,2140,2139,2013,2014,2141,2013,2141,2140,2014,2015,2142,2014,2142,2141,2015,2016,2143,2015,2143,2142,2016,2017,2144,2016,2144,2143,2017,2018,2145,2017,2145,2144,2018,2019,2146,2018,2146,2145,2019,2020,2147,2019,2147,2146,2020,2021,2148,2020,2148,2147,2021,2022,2149,2021,2149,2148,2022,2023,2150,2022,2150,2149,2023,2024,2151,2023,2151,2150,2024,2025,2152,2024,2152,2151,2025,2026,2153,2025,2153,2152,2026,2027,2154,2026,2154,2153,2027,2028,2155,2027,2155,2154,2028,2029,2156,2028,2156,2155,2029,2030,2157,2029,2157,2156,2030,2031,2158,2030,2158,2157,2032,2033,2160,2032,2160,2159,2033,2034,2161,2033,2161,2160,2034,2035,2162,2034,2162,2161,2035,2036,2163,2035,2163,2162,2036,2037,2164,2036,2164,2163,2037,2038,2165,2037,2165,2164,2038,2039,2166,2038,2166,2165,2039,2040,2167,2039,2167,2166,2040,2041,2168,2040,2168,2167,2041,2042,2169,2041,2169,2168,2042,2043,2170,2042,2170,2169,2043,2044,2171,2043,2171,2170,2044,2045,2172,2044,2172,2171,2045,2046,2173,2045,2173,2172,2046,2047,2174,2046,2174,2173,2047,2048,2175,2047,2175,2174,2048,2049,2176,2048,2176,2175,2049,2050,2177,2049,2177,2176,2050,2051,2178,2050,2178,2177,2051,2052,2179,2051,2179,2178,2052,2053,2180,2052,2180,2179,2053,2054,2181,2053,2181,2180,2054,2055,2182,2054,2182,2181,2055,2056,2183,2055,2183,2182,2056,2057,2184,2056,2184,2183,2057,2058,2185,2057,2185,2184,2058,2059,2186,2058,2186,2185,2059,2060,2187,2059,2187,2186,2060,2061,2188,2060,2188,2187,2061,2062,2189,2061,2189,2188,2062,2063,2190,2062,2190,2189,2063,2064,2191,2063,2191,2190,2064,2065,2192,2064,2192,2191,2065,2066,2193,2065,2193,2192,2066,2067,2194,2066,2194,2193,2067,2068,2195,2067,2195,2194,2068,2069,2196,2068,2196,2195,2069,2070,2197,2069,2197,2196,2070,2071,2198,2070,2198,2197,2071,2072,2199,2071,2199,2198,2072,2073,2200,2072,2200,2199,2073,2074,2201,2073,2201,2200,2074,2075,2202,2074,2202,2201,2075,2076,2203,2075,2203,2202,2076,2077,2204,2076,2204,2203,2077,2078,2205,2077,2205,2204,2078,2079,2206,2078,2206,2205,2079,2080,2207,2079,2207,2206,2080,2081,2208,2080,2208,2207,2081,2082,2209,2081,2209,2208,2082,2083,2210,2082,2210,2209,2083,2084,2211,2083,2211,2210,2084,2085,2212,2084,2212,2211,2085,2086,2213,2085,2213,2212,2086,2087,2214,2086,2214,2213,2087,2088,2215,2087,2215,2214,2088,2089,2216,2088,2216,2215,2089,2090,2217,2089,2217,2216,2090,2091,2218,2090,2218,2217,2091,2092,2219,2091,2219,2218,2092,2093,2220,2092,2220,2219,2093,2094,2221,2093,2221,2220,2094,2095,2222,2094,2222,2221,2095,2096,2223,2095,2223,2222,2096,2097,2224,2096,2224,2223,2097,2098,2225,2097,2225,2224,2098,2099,2226,2098,2226,2225,2099,2100,2227,2099,2227,2226,2100,2101,2228,2100,2228,2227,2101,2102,2229,2101,2229,2228,2102,2103,2230,2102,2230,2229,2103,2104,2231,2103,2231,2230,2104,2105,2232,2104,2232,2231,2105,2106,2233,2105,2233,2232,2106,2107,2234,2106,2234,2233,2107,2108,2235,2107,2235,2234,2108,2109,2236,2108,2236,2235,2109,2110,2237,2109,2237,2236,2110,2111,2238,2110,2238,2237,2111,2112,2239,2111,2239,2238,2112,2113,2240,2112,2240,2239,2113,2114,2241,2113,2241,2240,2114,2115,2242,2114,2242,2241,2115,2116,2243,2115,2243,2242,2116,2117,2244,2116,2244,2243,2117,2118,2245,2117,2245,2244,2118,2119,2246,2118,2246,2245,2119,2120,2247,2119,2247,2246,2120,2121,2248,2120,2248,2247,2121,2122,2249,2121,2249,2248,2122,2123,2250,2122,2250,2249,2123,2124,2251,2123,2251,2250,2124,2125,2252,2124,2252,2251,2125,2126,2253,2125,2253,2252,2126,2127,2254,2126,2254,2253,2127,2128,2255,2127,2255,2254,2128,2129,2256,2128,2256,2255,2129,2130,2257,2129,2257,2256,2130,2131,2258,2130,2258,2257,2131,2132,2259,2131,2259,2258,2132,2133,2260,2132,2260,2259,2133,2134,2261,2133,2261,2260,2134,2135,2262,2134,2262,2261,2135,2136,2263,2135,2263,2262,2136,2137,2264,2136,2264,2263,2137,2138,2265,2137,2265,2264,2138,2139,2266,2138,2266,2265,2139,2140,2267,2139,2267,2266,2140,2141,2268,2140,2268,2267,2141,2142,2269,2141,2269,2268,2142,2143,2270,2142,2270,2269,2143,2144,2271,2143,2271,2270,2144,2145,2272,2144,2272,2271,2145,2146,2273,2145,2273,2272,2146,2147,2274,2146,2274,2273,2147,2148,2275,2147,2275,2274,2148,2149,2276,2148,2276,2275,2149,2150,2277,2149,2277,2276,2150,2151,2278,2150,2278,2277,2151,2152,2279,2151,2279,2278,2152,2153,2280,2152,2280,2279,2153,2154,2281,2153,2281,2280,2154,2155,2282,2154,2282,2281,2155,2156,2283,2155,2283,2282,2156,2157,2284,2156,2284,2283,2157,2158,2285,2157,2285,2284,2159,2160,2287,2159,2287,2286,2160,2161,2288,2160,2288,2287,2161,2162,2289,2161,2289,2288,2162,2163,2290,2162,2290,2289,2163,2164,2291,2163,2291,2290,2164,2165,2292,2164,2292,2291,2165,2166,2293,2165,2293,2292,2166,2167,2294,2166,2294,2293,2167,2168,2295,2167,2295,2294,2168,2169,2296,2168,2296,2295,2169,2170,2297,2169,2297,2296,2170,2171,2298,2170,2298,2297,2171,2172,2299,2171,2299,2298,2172,2173,2300,2172,2300,2299,2173,2174,2301,2173,2301,2300,2174,2175,2302,2174,2302,2301,2175,2176,2303,2175,2303,2302,2176,2177,2304,2176,2304,2303,2177,2178,2305,2177,2305,2304,2178,2179,2306,2178,2306,2305,2179,2180,2307,2179,2307,2306,2180,2181,2308,2180,2308,2307,2181,2182,2309,2181,2309,2308,2182,2183,2310,2182,2310,2309,2183,2184,2311,2183,2311,2310,2184,2185,2312,2184,2312,2311,2185,2186,2313,2185,2313,2312,2186,2187,2314,2186,2314,2313,2187,2188,2315,2187,2315,2314,2188,2189,2316,2188,2316,2315,2189,2190,2317,2189,2317,2316,2190,2191,2318,2190,2318,2317,2191,2192,2319,2191,2319,2318,2192,2193,2320,2192,2320,2319,2193,2194,2321,2193,2321,2320,2194,2195,2322,2194,2322,2321,2195,2196,2323,2195,2323,2322,2196,2197,2324,2196,2324,2323,2197,2198,2325,2197,2325,2324,2198,2199,2326,2198,2326,2325,2199,2200,2327,2199,2327,2326,2200,2201,2328,2200,2328,2327,2201,2202,2329,2201,2329,2328,2202,2203,2330,2202,2330,2329,2203,2204,2331,2203,2331,2330,2204,2205,2332,2204,2332,2331,2205,2206,2333,2205,2333,2332,2206,2207,2334,2206,2334,2333,2207,2208,2335,2207,2335,2334,2208,2209,2336,2208,2336,2335,2209,2210,2337,2209,2337,2336,2210,2211,2338,2210,2338,2337,2211,2212,2339,2211,2339,2338,2212,2213,2340,2212,2340,2339,2213,2214,2341,2213,2341,2340,2214,2215,2342,2214,2342,2341,2215,2216,2343,2215,2343,2342,2216,2217,2344,2216,2344,2343,2217,2218,2345,2217,2345,2344,2218,2219,2346,2218,2346,2345,2219,2220,2347,2219,2347,2346,2220,2221,2348,2220,2348,2347,2221,2222,2349,2221,2349,2348,2222,2223,2350,2222,2350,2349,2223,2224,2351,2223,2351,2350,2224,2225,2352,2224,2352,2351,2225,2226,2353,2225,2353,2352,2226,2227,2354,2226,2354,2353,2227,2228,2355,2227,2355,2354,2228,2229,2356,2228,2356,2355,2229,2230,2357,2229,2357,2356,2230,2231,2358,2230,2358,2357,2231,2232,2359,2231,2359,2358,2232,2233,2360,2232,2360,2359,2233,2234,2361,2233,2361,2360,2234,2235,2362,2234,2362,2361,2235,2236,2363,2235,2363,2362,2236,2237,2364,2236,2364,2363,2237,2238,2365,2237,2365,2364,2238,2239,2366,2238,2366,2365,2239,2240,2367,2239,2367,2366,2240,2241,2368,2240,2368,2367,2241,2242,2369,2241,2369,2368,2242,2243,2370,2242,2370,2369,2243,2244,2371,2243,2371,2370,2244,2245,2372,2244,2372,2371,2245,2246,2373,2245,2373,2372,2246,2247,2374,2246,2374,2373,2247,2248,2375,2247,2375,2374,2248,2249,2376,2248,2376,2375,2249,2250,2377,2249,2377,2376,2250,2251,2378,2250,2378,2377,2251,2252,2379,2251,2379,2378,2252,2253,2380,2252,2380,2379,2253,2254,2381,2253,2381,2380,2254,2255,2382,2254,2382,2381,2255,2256,2383,2255,2383,2382,2256,2257,2384,2256,2384,2383,2257,2258,2385,2257,2385,2384,2258,2259,2386,2258,2386,2385,2259,2260,2387,2259,2387,2386,2260,2261,2388,2260,2388,2387,2261,2262,2389,2261,2389,2388,2262,2263,2390,2262,2390,2389,2263,2264,2391,2263,2391,2390,2264,2265,2392,2264,2392,2391,2265,2266,2393,2265,2393,2392,2266,2267,2394,2266,2394,2393,2267,2268,2395,2267,2395,2394,2268,2269,2396,2268,2396,2395,2269,2270,2397,2269,2397,2396,2270,2271,2398,2270,2398,2397,2271,2272,2399,2271,2399,2398,2272,2273,2400,2272,2400,2399,2273,2274,2401,2273,2401,2400,2274,2275,2402,2274,2402,2401,2275,2276,2403,2275,2403,2402,2276,2277,2404,2276,2404,2403,2277,2278,2405,2277,2405,2404,2278,2279,2406,2278,2406,2405,2279,2280,2407,2279,2407,2406,2280,2281,2408,2280,2408,2407,2281,2282,2409,2281,2409,2408,2282,2283,2410,2282,2410,2409,2283,2284,2411,2283,2411,2410,2284,2285,2412,2284,2412,2411,2286,2287,2414,2286,2414,2413,2287,2288,2415,2287,2415,2414,2288,2289,2416,2288,2416,2415,2289,2290,2417,2289,2417,2416,2290,2291,2418,2290,2418,2417,2291,2292,2419,2291,2419,2418,2292,2293,2420,2292,2420,2419,2293,2294,2421,2293,2421,2420,2294,2295,2422,2294,2422,2421,2295,2296,2423,2295,2423,2422,2296,2297,2424,2296,2424,2423,2297,2298,2425,2297,2425,2424,2298,2299,2426,2298,2426,2425,2299,2300,2427,2299,2427,2426,2300,2301,2428,2300,2428,2427,2301,2302,2429,2301,2429,2428,2302,2303,2430,2302,2430,2429,2303,2304,2431,2303,2431,2430,2304,2305,2432,2304,2432,2431,2305,2306,2433,2305,2433,2432,2306,2307,2434,2306,2434,2433,2307,2308,2435,2307,2435,2434,2308,2309,2436,2308,2436,2435,2309,2310,2437,2309,2437,2436,2310,2311,2438,2310,2438,2437,2311,2312,2439,2311,2439,2438,2312,2313,2440,2312,2440,2439,2313,2314,2441,2313,2441,2440,2314,2315,2442,2314,2442,2441,2315,2316,2443,2315,2443,2442,2316,2317,2444,2316,2444,2443,2317,2318,2445,2317,2445,2444,2318,2319,2446,2318,2446,2445,2319,2320,2447,2319,2447,2446,2320,2321,2448,2320,2448,2447,2321,2322,2449,2321,2449,2448,2322,2323,2450,2322,2450,2449,2323,2324,2451,2323,2451,2450,2324,2325,2452,2324,2452,2451,2325,2326,2453,2325,2453,2452,2326,2327,2454,2326,2454,2453,2327,2328,2455,2327,2455,2454,2328,2329,2456,2328,2456,2455,2329,2330,2457,2329,2457,2456,2330,2331,2458,2330,2458,2457,2331,2332,2459,2331,2459,2458,2332,2333,2460,2332,2460,2459,2333,2334,2461,2333,2461,2460,2334,2335,2462,2334,2462,2461,2335,2336,2463,2335,2463,2462,2336,2337,2464,2336,2464,2463,2337,2338,2465,2337,2465,2464,2338,2339,2466,2338,2466,2465,2339,2340,2467,2339,2467,2466,2340,2341,2468,2340,2468,2467,2341,2342,2469,2341,2469,2468,2342,2343,2470,2342,2470,2469,2343,2344,2471,2343,2471,2470,2344,2345,2472,2344,2472,2471,2345,2346,2473,2345,2473,2472,2346,2347,2474,2346,2474,2473,2347,2348,2475,2347,2475,2474,2348,2349,2476,2348,2476,2475,2349,2350,2477,2349,2477,2476,2350,2351,2478,2350,2478,2477,2351,2352,2479,2351,2479,2478,2352,2353,2480,2352,2480,2479,2353,2354,2481,2353,2481,2480,2354,2355,2482,2354,2482,2481,2355,2356,2483,2355,2483,2482,2356,2357,2484,2356,2484,2483,2357,2358,2485,2357,2485,2484,2358,2359,2486,2358,2486,2485,2359,2360,2487,2359,2487,2486,2360,2361,2488,2360,2488,2487,2361,2362,2489,2361,2489,2488,2362,2363,2490,2362,2490,2489,2363,2364,2491,2363,2491,2490,2364,2365,2492,2364,2492,2491,2365,2366,2493,2365,2493,2492,2366,2367,2494,2366,2494,2493,2367,2368,2495,2367,2495,2494,2368,2369,2496,2368,2496,2495,2369,2370,2497,2369,2497,2496,2370,2371,2498,2370,2498,2497,2371,2372,2499,2371,2499,2498,2372,2373,2500,2372,2500,2499,2373,2374,2501,2373,2501,2500,2374,2375,2502,2374,2502,2501,2375,2376,2503,2375,2503,2502,2376,2377,2504,2376,2504,2503,2377,2378,2505,2377,2505,2504,2378,2379,2506,2378,2506,2505,2379,2380,2507,2379,2507,2506,2380,2381,2508,2380,2508,2507,2381,2382,2509,2381,2509,2508,2382,2383,2510,2382,2510,2509,2383,2384,2511,2383,2511,2510,2384,2385,2512,2384,2512,2511,2385,2386,2513,2385,2513,2512,2386,2387,2514,2386,2514,2513,2387,2388,2515,2387,2515,2514,2388,2389,2516,2388,2516,2515,2389,2390,2517,2389,2517,2516,2390,2391,2518,2390,2518,2517,2391,2392,2519,2391,2519,2518,2392,2393,2520,2392,2520,2519,2393,2394,2521,2393,2521,2520,2394,2395,2522,2394,2522,2521,2395,2396,2523,2395,2523,2522,2396,2397,2524,2396,2524,2523,2397,2398,2525,2397,2525,2524,2398,2399,2526,2398,2526,2525,2399,2400,2527,2399,2527,2526,2400,2401,2528,2400,2528,2527,2401,2402,2529,2401,2529,2528,2402,2403,2530,2402,2530,2529,2403,2404,2531,2403,2531,2530,2404,2405,2532,2404,2532,2531,2405,2406,2533,2405,2533,2532,2406,2407,2534,2406,2534,2533,2407,2408,2535,2407,2535,2534,2408,2409,2536,2408,2536,2535,2409,2410,2537,2409,2537,2536,2410,2411,2538,2410,2538,2537,2411,2412,2539,2411,2539,2538,2413,2414,2541,2413,2541,2540,2414,2415,2542,2414,2542,2541,2415,2416,2543,2415,2543,2542,2416,2417,2544,2416,2544,2543,2417,2418,2545,2417,2545,2544,2418,2419,2546,2418,2546,2545,2419,2420,2547,2419,2547,2546,2420,2421,2548,2420,2548,2547,2421,2422,2549,2421,2549,2548,2422,2423,2550,2422,2550,2549,2423,2424,2551,2423,2551,2550,2424,2425,2552,2424,2552,2551,2425,2426,2553,2425,2553,2552,2426,2427,2554,2426,2554,2553,2427,2428,2555,2427,2555,2554,2428,2429,2556,2428,2556,2555,2429,2430,2557,2429,2557,2556,2430,2431,2558,2430,2558,2557,2431,2432,2559,2431,2559,2558,2432,2433,2560,2432,2560,2559,2433,2434,2561,2433,2561,2560,2434,2435,2562,2434,2562,2561,2435,2436,2563,2435,2563,2562,2436,2437,2564,2436,2564,2563,2437,2438,2565,2437,2565,2564,2438,2439,2566,2438,2566,2565,2439,2440,2567,2439,2567,2566,2440,2441,2568,2440,2568,2567,2441,2442,2569,2441,2569,2568,2442,2443,2570,2442,2570,2569,2443,2444,2571,2443,2571,2570,2444,2445,2572,2444,2572,2571,2445,2446,2573,2445,2573,2572,2446,2447,2574,2446,2574,2573,2447,2448,2575,2447,2575,2574,2448,2449,2576,2448,2576,2575,2449,2450,2577,2449,2577,2576,2450,2451,2578,2450,2578,2577,2451,2452,2579,2451,2579,2578,2452,2453,2580,2452,2580,2579,2453,2454,2581,2453,2581,2580,2454,2455,2582,2454,2582,2581,2455,2456,2583,2455,2583,2582,2456,2457,2584,2456,2584,2583,2457,2458,2585,2457,2585,2584,2458,2459,2586,2458,2586,2585,2459,2460,2587,2459,2587,2586,2460,2461,2588,2460,2588,2587,2461,2462,2589,2461,2589,2588,2462,2463,2590,2462,2590,2589,2463,2464,2591,2463,2591,2590,2464,2465,2592,2464,2592,2591,2465,2466,2593,2465,2593,2592,2466,2467,2594,2466,2594,2593,2467,2468,2595,2467,2595,2594,2468,2469,2596,2468,2596,2595,2469,2470,2597,2469,2597,2596,2470,2471,2598,2470,2598,2597,2471,2472,2599,2471,2599,2598,2472,2473,2600,2472,2600,2599,2473,2474,2601,2473,2601,2600,2474,2475,2602,2474,2602,2601,2475,2476,2603,2475,2603,2602,2476,2477,2604,2476,2604,2603,2477,2478,2605,2477,2605,2604,2478,2479,2606,2478,2606,2605,2479,2480,2607,2479,2607,2606,2480,2481,2608,2480,2608,2607,2481,2482,2609,2481,2609,2608,2482,2483,2610,2482,2610,2609,2483,2484,2611,2483,2611,2610,2484,2485,2612,2484,2612,2611,2485,2486,2613,2485,2613,2612,2486,2487,2614,2486,2614,2613,2487,2488,2615,2487,2615,2614,2488,2489,2616,2488,2616,2615,2489,2490,2617,2489,2617,2616,2490,2491,2618,2490,2618,2617,2491,2492,2619,2491,2619,2618,2492,2493,2620,2492,2620,2619,2493,2494,2621,2493,2621,2620,2494,2495,2622,2494,2622,2621,2495,2496,2623,2495,2623,2622,2496,2497,2624,2496,2624,2623,2497,2498,2625,2497,2625,2624,2498,2499,2626,2498,2626,2625,2499,2500,2627,2499,2627,2626,2500,2501,2628,2500,2628,2627,2501,2502,2629,2501,2629,2628,2502,2503,2630,2502,2630,2629,2503,2504,2631,2503,2631,2630,2504,2505,2632,2504,2632,2631,2505,2506,2633,2505,2633,2632,2506,2507,2634,2506,2634,2633,2507,2508,2635,2507,2635,2634,2508,2509,2636,2508,2636,2635,2509,2510,2637,2509,2637,2636,2510,2511,2638,2510,2638,2637,2511,2512,2639,2511,2639,2638,2512,2513,2640,2512,2640,2639,2513,2514,2641,2513,2641,2640,2514,2515,2642,2514,2642,2641,2515,2516,2643,2515,2643,2642,2516,2517,2644,2516,2644,2643,2517,2518,2645,2517,2645,2644,2518,2519,2646,2518,2646,2645,2519,2520,2647,2519,2647,2646,2520,2521,2648,2520,2648,2647,2521,2522,2649,2521,2649,2648,2522,2523,2650,2522,2650,2649,2523,2524,2651,2523,2651,2650,2524,2525,2652,2524,2652,2651,2525,2526,2653,2525,2653,2652,2526,2527,2654,2526,2654,2653,2527,2528,2655,2527,2655,2654,2528,2529,2656,2528,2656,2655,2529,2530,2657,2529,2657,2656,2530,2531,2658,2530,2658,2657,2531,2532,2659,2531,2659,2658,2532,2533,2660,2532,2660,2659,2533,2534,2661,2533,2661,2660,2534,2535,2662,2534,2662,2661,2535,2536,2663,2535,2663,2662,2536,2537,2664,2536,2664,2663,2537,2538,2665,2537,2665,2664,2538,2539,2666,2538,2666,2665,2540,2541,2668,2540,2668,2667,2541,2542,2669,2541,2669,2668,2542,2543,2670,2542,2670,2669,2543,2544,2671,2543,2671,2670,2544,2545,2672,2544,2672,2671,2545,2546,2673,2545,2673,2672,2546,2547,2674,2546,2674,2673,2547,2548,2675,2547,2675,2674,2548,2549,2676,2548,2676,2675,2549,2550,2677,2549,2677,2676,2550,2551,2678,2550,2678,2677,2551,2552,2679,2551,2679,2678,2552,2553,2680,2552,2680,2679,2553,2554,2681,2553,2681,2680,2554,2555,2682,2554,2682,2681,2555,2556,2683,2555,2683,2682,2556,2557,2684,2556,2684,2683,2557,2558,2685,2557,2685,2684,2558,2559,2686,2558,2686,2685,2559,2560,2687,2559,2687,2686,2560,2561,2688,2560,2688,2687,2561,2562,2689,2561,2689,2688,2562,2563,2690,2562,2690,2689,2563,2564,2691,2563,2691,2690,2564,2565,2692,2564,2692,2691,2565,2566,2693,2565,2693,2692,2566,2567,2694,2566,2694,2693,2567,2568,2695,2567,2695,2694,2568,2569,2696,2568,2696,2695,2569,2570,2697,2569,2697,2696,2570,2571,2698,2570,2698,2697,2571,2572,2699,2571,2699,2698,2572,2573,2700,2572,2700,2699,2573,2574,2701,2573,2701,2700,2574,2575,2702,2574,2702,2701,2575,2576,2703,2575,2703,2702,2576,2577,2704,2576,2704,2703,2577,2578,2705,2577,2705,2704,2578,2579,2706,2578,2706,2705,2579,2580,2707,2579,2707,2706,2580,2581,2708,2580,2708,2707,2581,2582,2709,2581,2709,2708,2582,2583,2710,2582,2710,2709,2583,2584,2711,2583,2711,2710,2584,2585,2712,2584,2712,2711,2585,2586,2713,2585,2713,2712,2586,2587,2714,2586,2714,2713,2587,2588,2715,2587,2715,2714,2588,2589,2716,2588,2716,2715,2589,2590,2717,2589,2717,2716,2590,2591,2718,2590,2718,2717,2591,2592,2719,2591,2719,2718,2592,2593,2720,2592,2720,2719,2593,2594,2721,2593,2721,2720,2594,2595,2722,2594,2722,2721,2595,2596,2723,2595,2723,2722,2596,2597,2724,2596,2724,2723,2597,2598,2725,2597,2725,2724,2598,2599,2726,2598,2726,2725,2599,2600,2727,2599,2727,2726,2600,2601,2728,2600,2728,2727,2601,2602,2729,2601,2729,2728,2602,2603,2730,2602,2730,2729,2603,2604,2731,2603,2731,2730,2604,2605,2732,2604,2732,2731,2605,2606,2733,2605,2733,2732,2606,2607,2734,2606,2734,2733,2607,2608,2735,2607,2735,2734,2608,2609,2736,2608,2736,2735,2609,2610,2737,2609,2737,2736,2610,2611,2738,2610,2738,2737,2611,2612,2739,2611,2739,2738,2612,2613,2740,2612,2740,2739,2613,2614,2741,2613,2741,2740,2614,2615,2742,2614,2742,2741,2615,2616,2743,2615,2743,2742,2616,2617,2744,2616,2744,2743,2617,2618,2745,2617,2745,2744,2618,2619,2746,2618,2746,2745,2619,2620,2747,2619,2747,2746,2620,2621,2748,2620,2748,2747,2621,2622,2749,2621,2749,2748,2622,2623,2750,2622,2750,2749,2623,2624,2751,2623,2751,2750,2624,2625,2752,2624,2752,2751,2625,2626,2753,2625,2753,2752,2626,2627,2754,2626,2754,2753,2627,2628,2755,2627,2755,2754,2628,2629,2756,2628,2756,2755,2629,2630,2757,2629,2757,2756,2630,2631,2758,2630,2758,2757,2631,2632,2759,2631,2759,2758,2632,2633,2760,2632,2760,2759,2633,2634,2761,2633,2761,2760,2634,2635,2762,2634,2762,2761,2635,2636,2763,2635,2763,2762,2636,2637,2764,2636,2764,2763,2637,2638,2765,2637,2765,2764,2638,2639,2766,2638,2766,2765,2639,2640,2767,2639,2767,2766,2640,2641,2768,2640,2768,2767,2641,2642,2769,2641,2769,2768,2642,2643,2770,2642,2770,2769,2643,2644,2771,2643,2771,2770,2644,2645,2772,2644,2772,2771,2645,2646,2773,2645,2773,2772,2646,2647,2774,2646,2774,2773,2647,2648,2775,2647,2775,2774,2648,2649,2776,2648,2776,2775,2649,2650,2777,2649,2777,2776,2650,2651,2778,2650,2778,2777,2651,2652,2779,2651,2779,2778,2652,2653,2780,2652,2780,2779,2653,2654,2781,2653,2781,2780,2654,2655,2782,2654,2782,2781,2655,2656,2783,2655,2783,2782,2656,2657,2784,2656,2784,2783,2657,2658,2785,2657,2785,2784,2658,2659,2786,2658,2786,2785,2659,2660,2787,2659,2787,2786,2660,2661,2788,2660,2788,2787,2661,2662,2789,2661,2789,2788,2662,2663,2790,2662,2790,2789,2663,2664,2791,2663,2791,2790,2664,2665,2792,2664,2792,2791,2665,2666,2793,2665,2793,2792,2667,2668,2795,2667,2795,2794,2668,2669,2796,2668,2796,2795,2669,2670,2797,2669,2797,2796,2670,2671,2798,2670,2798,2797,2671,2672,2799,2671,2799,2798,2672,2673,2800,2672,2800,2799,2673,2674,2801,2673,2801,2800,2674,2675,2802,2674,2802,2801,2675,2676,2803,2675,2803,2802,2676,2677,2804,2676,2804,2803,2677,2678,2805,2677,2805,2804,2678,2679,2806,2678,2806,2805,2679,2680,2807,2679,2807,2806,2680,2681,2808,2680,2808,2807,2681,2682,2809,2681,2809,2808,2682,2683,2810,2682,2810,2809,2683,2684,2811,2683,2811,2810,2684,2685,2812,2684,2812,2811,2685,2686,2813,2685,2813,2812,2686,2687,2814,2686,2814,2813,2687,2688,2815,2687,2815,2814,2688,2689,2816,2688,2816,2815,2689,2690,2817,2689,2817,2816,2690,2691,2818,2690,2818,2817,2691,2692,2819,2691,2819,2818,2692,2693,2820,2692,2820,2819,2693,2694,2821,2693,2821,2820,2694,2695,2822,2694,2822,2821,2695,2696,2823,2695,2823,2822,2696,2697,2824,2696,2824,2823,2697,2698,2825,2697,2825,2824,2698,2699,2826,2698,2826,2825,2699,2700,2827,2699,2827,2826,2700,2701,2828,2700,2828,2827,2701,2702,2829,2701,2829,2828,2702,2703,2830,2702,2830,2829,2703,2704,2831,2703,2831,2830,2704,2705,2832,2704,2832,2831,2705,2706,2833,2705,2833,2832,2706,2707,2834,2706,2834,2833,2707,2708,2835,2707,2835,2834,2708,2709,2836,2708,2836,2835,2709,2710,2837,2709,2837,2836,2710,2711,2838,2710,2838,2837,2711,2712,2839,2711,2839,2838,2712,2713,2840,2712,2840,2839,2713,2714,2841,2713,2841,2840,2714,2715,2842,2714,2842,2841,2715,2716,2843,2715,2843,2842,2716,2717,2844,2716,2844,2843,2717,2718,2845,2717,2845,2844,2718,2719,2846,2718,2846,2845,2719,2720,2847,2719,2847,2846,2720,2721,2848,2720,2848,2847,2721,2722,2849,2721,2849,2848,2722,2723,2850,2722,2850,2849,2723,2724,2851,2723,2851,2850,2724,2725,2852,2724,2852,2851,2725,2726,2853,2725,2853,2852,2726,2727,2854,2726,2854,2853,2727,2728,2855,2727,2855,2854,2728,2729,2856,2728,2856,2855,2729,2730,2857,2729,2857,2856,2730,2731,2858,2730,2858,2857,2731,2732,2859,2731,2859,2858,2732,2733,2860,2732,2860,2859,2733,2734,2861,2733,2861,2860,2734,2735,2862,2734,2862,2861,2735,2736,2863,2735,2863,2862,2736,2737,2864,2736,2864,2863,2737,2738,2865,2737,2865,2864,2738,2739,2866,2738,2866,2865,2739,2740,2867,2739,2867,2866,2740,2741,2868,2740,2868,2867,2741,2742,2869,2741,2869,2868,2742,2743,2870,2742,2870,2869,2743,2744,2871,2743,2871,2870,2744,2745,2872,2744,2872,2871,2745,2746,2873,2745,2873,2872,2746,2747,2874,2746,2874,2873,2747,2748,2875,2747,2875,2874,2748,2749,2876,2748,2876,2875,2749,2750,2877,2749,2877,2876,2750,2751,2878,2750,2878,2877,2751,2752,2879,2751,2879,2878,2752,2753,2880,2752,2880,2879,2753,2754,2881,2753,2881,2880,2754,2755,2882,2754,2882,2881,2755,2756,2883,2755,2883,2882,2756,2757,2884,2756,2884,2883,2757,2758,2885,2757,2885,2884,2758,2759,2886,2758,2886,2885,2759,2760,2887,2759,2887,2886,2760,2761,2888,2760,2888,2887,2761,2762,2889,2761,2889,2888,2762,2763,2890,2762,2890,2889,2763,2764,2891,2763,2891,2890,2764,2765,2892,2764,2892,2891,2765,2766,2893,2765,2893,2892,2766,2767,2894,2766,2894,2893,2767,2768,2895,2767,2895,2894,2768,2769,2896,2768,2896,2895,2769,2770,2897,2769,2897,2896,2770,2771,2898,2770,2898,2897,2771,2772,2899,2771,2899,2898,2772,2773,2900,2772,2900,2899,2773,2774,2901,2773,2901,2900,2774,2775,2902,2774,2902,2901,2775,2776,2903,2775,2903,2902,2776,2777,2904,2776,2904,2903,2777,2778,2905,2777,2905,2904,2778,2779,2906,2778,2906,2905,2779,2780,2907,2779,2907,2906,2780,2781,2908,2780,2908,2907,2781,2782,2909,2781,2909,2908,2782,2783,2910,2782,2910,2909,2783,2784,2911,2783,2911,2910,2784,2785,2912,2784,2912,2911,2785,2786,2913,2785,2913,2912,2786,2787,2914,2786,2914,2913,2787,2788,2915,2787,2915,2914,2788,2789,2916,2788,2916,2915,2789,2790,2917,2789,2917,2916,2790,2791,2918,2790,2918,2917,2791,2792,2919,2791,2919,2918,2792,2793,2920,2792,2920,2919,2794,2795,2922,2794,2922,2921,2795,2796,2923,2795,2923,2922,2796,2797,2924,2796,2924,2923,2797,2798,2925,2797,2925,2924,2798,2799,2926,2798,2926,2925,2799,2800,2927,2799,2927,2926,2800,2801,2928,2800,2928,2927,2801,2802,2929,2801,2929,2928,2802,2803,2930,2802,2930,2929,2803,2804,2931,2803,2931,2930,2804,2805,2932,2804,2932,2931,2805,2806,2933,2805,2933,2932,2806,2807,2934,2806,2934,2933,2807,2808,2935,2807,2935,2934,2808,2809,2936,2808,2936,2935,2809,2810,2937,2809,2937,2936,2810,2811,2938,2810,2938,2937,2811,2812,2939,2811,2939,2938,2812,2813,2940,2812,2940,2939,2813,2814,2941,2813,2941,2940,2814,2815,2942,2814,2942,2941,2815,2816,2943,2815,2943,2942,2816,2817,2944,2816,2944,2943,2817,2818,2945,2817,2945,2944,2818,2819,2946,2818,2946,2945,2819,2820,2947,2819,2947,2946,2820,2821,2948,2820,2948,2947,2821,2822,2949,2821,2949,2948,2822,2823,2950,2822,2950,2949,2823,2824,2951,2823,2951,2950,2824,2825,2952,2824,2952,2951,2825,2826,2953,2825,2953,2952,2826,2827,2954,2826,2954,2953,2827,2828,2955,2827,2955,2954,2828,2829,2956,2828,2956,2955,2829,2830,2957,2829,2957,2956,2830,2831,2958,2830,2958,2957,2831,2832,2959,2831,2959,2958,2832,2833,2960,2832,2960,2959,2833,2834,2961,2833,2961,2960,2834,2835,2962,2834,2962,2961,2835,2836,2963,2835,2963,2962,2836,2837,2964,2836,2964,2963,2837,2838,2965,2837,2965,2964,2838,2839,2966,2838,2966,2965,2839,2840,2967,2839,2967,2966,2840,2841,2968,2840,2968,2967,2841,2842,2969,2841,2969,2968,2842,2843,2970,2842,2970,2969,2843,2844,2971,2843,2971,2970,2844,2845,2972,2844,2972,2971,2845,2846,2973,2845,2973,2972,2846,2847,2974,2846,2974,2973,2847,2848,2975,2847,2975,2974,2848,2849,2976,2848,2976,2975,2849,2850,2977,2849,2977,2976,2850,2851,2978,2850,2978,2977,2851,2852,2979,2851,2979,2978,2852,2853,2980,2852,2980,2979,2853,2854,2981,2853,2981,2980,2854,2855,2982,2854,2982,2981,2855,2856,2983,2855,2983,2982,2856,2857,2984,2856,2984,2983,2857,2858,2985,2857,2985,2984,2858,2859,2986,2858,2986,2985,2859,2860,2987,2859,2987,2986,2860,2861,2988,2860,2988,2987,2861,2862,2989,2861,2989,2988,2862,2863,2990,2862,2990,2989,2863,2864,2991,2863,2991,2990,2864,2865,2992,2864,2992,2991,2865,2866,2993,2865,2993,2992,2866,2867,2994,2866,2994,2993,2867,2868,2995,2867,2995,2994,2868,2869,2996,2868,2996,2995,2869,2870,2997,2869,2997,2996,2870,2871,2998,2870,2998,2997,2871,2872,2999,2871,2999,2998,2872,2873,3000,2872,3000,2999,2873,2874,3001,2873,3001,3000,2874,2875,3002,2874,3002,3001,2875,2876,3003,2875,3003,3002,2876,2877,3004,2876,3004,3003,2877,2878,3005,2877,3005,3004,2878,2879,3006,2878,3006,3005,2879,2880,3007,2879,3007,3006,2880,2881,3008,2880,3008,3007,2881,2882,3009,2881,3009,3008,2882,2883,3010,2882,3010,3009,2883,2884,3011,2883,3011,3010,2884,2885,3012,2884,3012,3011,2885,2886,3013,2885,3013,3012,2886,2887,3014,2886,3014,3013,2887,2888,3015,2887,3015,3014,2888,2889,3016,2888,3016,3015,2889,2890,3017,2889,3017,3016,2890,2891,3018,2890,3018,3017,2891,2892,3019,2891,3019,3018,2892,2893,3020,2892,3020,3019,2893,2894,3021,2893,3021,3020,2894,2895,3022,2894,3022,3021,2895,2896,3023,2895,3023,3022,2896,2897,3024,2896,3024,3023,2897,2898,3025,2897,3025,3024,2898,2899,3026,2898,3026,3025,2899,2900,3027,2899,3027,3026,2900,2901,3028,2900,3028,3027,2901,2902,3029,2901,3029,3028,2902,2903,3030,2902,3030,3029,2903,2904,3031,2903,3031,3030,2904,2905,3032,2904,3032,3031,2905,2906,3033,2905,3033,3032,2906,2907,3034,2906,3034,3033,2907,2908,3035,2907,3035,3034,2908,2909,3036,2908,3036,3035,2909,2910,3037,2909,3037,3036,2910,2911,3038,2910,3038,3037,2911,2912,3039,2911,3039,3038,2912,2913,3040,2912,3040,3039,2913,2914,3041,2913,3041,3040,2914,2915,3042,2914,3042,3041,2915,2916,3043,2915,3043,3042,2916,2917,3044,2916,3044,3043,2917,2918,3045,2917,3045,3044,2918,2919,3046,2918,3046,3045,2919,2920,3047,2919,3047,3046,2921,2922,3049,2921,3049,3048,2922,2923,3050,2922,3050,3049,2923,2924,3051,2923,3051,3050,2924,2925,3052,2924,3052,3051,2925,2926,3053,2925,3053,3052,2926,2927,3054,2926,3054,3053,2927,2928,3055,2927,3055,3054,2928,2929,3056,2928,3056,3055,2929,2930,3057,2929,3057,3056,2930,2931,3058,2930,3058,3057,2931,2932,3059,2931,3059,3058,2932,2933,3060,2932,3060,3059,2933,2934,3061,2933,3061,3060,2934,2935,3062,2934,3062,3061,2935,2936,3063,2935,3063,3062,2936,2937,3064,2936,3064,3063,2937,2938,3065,2937,3065,3064,2938,2939,3066,2938,3066,3065,2939,2940,3067,2939,3067,3066,2940,2941,3068,2940,3068,3067,2941,2942,3069,2941,3069,3068,2942,2943,3070,2942,3070,3069,2943,2944,3071,2943,3071,3070,2944,2945,3072,2944,3072,3071,2945,2946,3073,2945,3073,3072,2946,2947,3074,2946,3074,3073,2947,2948,3075,2947,3075,3074,2948,2949,3076,2948,3076,3075,2949,2950,3077,2949,3077,3076,2950,2951,3078,2950,3078,3077,2951,2952,3079,2951,3079,3078,2952,2953,3080,2952,3080,3079,2953,2954,3081,2953,3081,3080,2954,2955,3082,2954,3082,3081,2955,2956,3083,2955,3083,3082,2956,2957,3084,2956,3084,3083,2957,2958,3085,2957,3085,3084,2958,2959,3086,2958,3086,3085,2959,2960,3087,2959,3087,3086,2960,2961,3088,2960,3088,3087,2961,2962,3089,2961,3089,3088,2962,2963,3090,2962,3090,3089,2963,2964,3091,2963,3091,3090,2964,2965,3092,2964,3092,3091,2965,2966,3093,2965,3093,3092,2966,2967,3094,2966,3094,3093,2967,2968,3095,2967,3095,3094,2968,2969,3096,2968,3096,3095,2969,2970,3097,2969,3097,3096,2970,2971,3098,2970,3098,3097,2971,2972,3099,2971,3099,3098,2972,2973,3100,2972,3100,3099,2973,2974,3101,2973,3101,3100,2974,2975,3102,2974,3102,3101,2975,2976,3103,2975,3103,3102,2976,2977,3104,2976,3104,3103,2977,2978,3105,2977,3105,3104,2978,2979,3106,2978,3106,3105,2979,2980,3107,2979,3107,3106,2980,2981,3108,2980,3108,3107,2981,2982,3109,2981,3109,3108,2982,2983,3110,2982,3110,3109,2983,2984,3111,2983,3111,3110,2984,2985,3112,2984,3112,3111,2985,2986,3113,2985,3113,3112,2986,2987,3114,2986,3114,3113,2987,2988,3115,2987,3115,3114,2988,2989,3116,2988,3116,3115,2989,2990,3117,2989,3117,3116,2990,2991,3118,2990,3118,3117,2991,2992,3119,2991,3119,3118,2992,2993,3120,2992,3120,3119,2993,2994,3121,2993,3121,3120,2994,2995,3122,2994,3122,3121,2995,2996,3123,2995,3123,3122,2996,2997,3124,2996,3124,3123,2997,2998,3125,2997,3125,3124,2998,2999,3126,2998,3126,3125,2999,3000,3127,2999,3127,3126,3000,3001,3128,3000,3128,3127,3001,3002,3129,3001,3129,3128,3002,3003,3130,3002,3130,3129,3003,3004,3131,3003,3131,3130,3004,3005,3132,3004,3132,3131,3005,3006,3133,3005,3133,3132,3006,3007,3134,3006,3134,3133,3007,3008,3135,3007,3135,3134,3008,3009,3136,3008,3136,3135,3009,3010,3137,3009,3137,3136,3010,3011,3138,3010,3138,3137,3011,3012,3139,3011,3139,3138,3012,3013,3140,3012,3140,3139,3013,3014,3141,3013,3141,3140,3014,3015,3142,3014,3142,3141,3015,3016,3143,3015,3143,3142,3016,3017,3144,3016,3144,3143,3017,3018,3145,3017,3145,3144,3018,3019,3146,3018,3146,3145,3019,3020,3147,3019,3147,3146,3020,3021,3148,3020,3148,3147,3021,3022,3149,3021,3149,3148,3022,3023,3150,3022,3150,3149,3023,3024,3151,3023,3151,3150,3024,3025,3152,3024,3152,3151,3025,3026,3153,3025,3153,3152,3026,3027,3154,3026,3154,3153,3027,3028,3155,3027,3155,3154,3028,3029,3156,3028,3156,3155,3029,3030,3157,3029,3157,3156,3030,3031,3158,3030,3158,3157,3031,3032,3159,3031,3159,3158,3032,3033,3160,3032,3160,3159,3033,3034,3161,3033,3161,3160,3034,3035,3162,3034,3162,3161,3035,3036,3163,3035,3163,3162,3036,3037,3164,3036,3164,3163,3037,3038,3165,3037,3165,3164,3038,3039,3166,3038,3166,3165,3039,3040,3167,3039,3167,3166,3040,3041,3168,3040,3168,3167,3041,3042,3169,3041,3169,3168,3042,3043,3170,3042,3170,3169,3043,3044,3171,3043,3171,3170,3044,3045,3172,3044,3172,3171,3045,3046,3173,3045,3173,3172,3046,3047,3174,3046,3174,3173,3048,3049,3176,3048,3176,3175,3049,3050,3177,3049,3177,3176,3050,3051,3178,3050,3178,3177,3051,3052,3179,3051,3179,3178,3052,3053,3180,3052,3180,3179,3053,3054,3181,3053,3181,3180,3054,3055,3182,3054,3182,3181,3055,3056,3183,3055,3183,3182,3056,3057,3184,3056,3184,3183,3057,3058,3185,3057,3185,3184,3058,3059,3186,3058,3186,3185,3059,3060,3187,3059,3187,3186,3060,3061,3188,3060,3188,3187,3061,3062,3189,3061,3189,3188,3062,3063,3190,3062,3190,3189,3063,3064,3191,3063,3191,3190,3064,3065,3192,3064,3192,3191,3065,3066,3193,3065,3193,3192,3066,3067,3194,3066,3194,3193,3067,3068,3195,3067,3195,3194,3068,3069,3196,3068,3196,3195,3069,3070,3197,3069,3197,3196,3070,3071,3198,3070,3198,3197,3071,3072,3199,3071,3199,3198,3072,3073,3200,3072,3200,3199,3073,3074,3201,3073,3201,3200,3074,3075,3202,3074,3202,3201,3075,3076,3203,3075,3203,3202,3076,3077,3204,3076,3204,3203,3077,3078,3205,3077,3205,3204,3078,3079,3206,3078,3206,3205,3079,3080,3207,3079,3207,3206,3080,3081,3208,3080,3208,3207,3081,3082,3209,3081,3209,3208,3082,3083,3210,3082,3210,3209,3083,3084,3211,3083,3211,3210,3084,3085,3212,3084,3212,3211,3085,3086,3213,3085,3213,3212,3086,3087,3214,3086,3214,3213,3087,3088,3215,3087,3215,3214,3088,3089,3216,3088,3216,3215,3089,3090,3217,3089,3217,3216,3090,3091,3218,3090,3218,3217,3091,3092,3219,3091,3219,3218,3092,3093,3220,3092,3220,3219,3093,3094,3221,3093,3221,3220,3094,3095,3222,3094,3222,3221,3095,3096,3223,3095,3223,3222,3096,3097,3224,3096,3224,3223,3097,3098,3225,3097,3225,3224,3098,3099,3226,3098,3226,3225,3099,3100,3227,3099,3227,3226,3100,3101,3228,3100,3228,3227,3101,3102,3229,3101,3229,3228,3102,3103,3230,3102,3230,3229,3103,3104,3231,3103,3231,3230,3104,3105,3232,3104,3232,3231,3105,3106,3233,3105,3233,3232,3106,3107,3234,3106,3234,3233,3107,3108,3235,3107,3235,3234,3108,3109,3236,3108,3236,3235,3109,3110,3237,3109,3237,3236,3110,3111,3238,3110,3238,3237,3111,3112,3239,3111,3239,3238,3112,3113,3240,3112,3240,3239,3113,3114,3241,3113,3241,3240,3114,3115,3242,3114,3242,3241,3115,3116,3243,3115,3243,3242,3116,3117,3244,3116,3244,3243,3117,3118,3245,3117,3245,3244,3118,3119,3246,3118,3246,3245,3119,3120,3247,3119,3247,3246,3120,3121,3248,3120,3248,3247,3121,3122,3249,3121,3249,3248,3122,3123,3250,3122,3250,3249,3123,3124,3251,3123,3251,3250,3124,3125,3252,3124,3252,3251,3125,3126,3253,3125,3253,3252,3126,3127,3254,3126,3254,3253,3127,3128,3255,3127,3255,3254,3128,3129,3256,3128,3256,3255,3129,3130,3257,3129,3257,3256,3130,3131,3258,3130,3258,3257,3131,3132,3259,3131,3259,3258,3132,3133,3260,3132,3260,3259,3133,3134,3261,3133,3261,3260,3134,3135,3262,3134,3262,3261,3135,3136,3263,3135,3263,3262,3136,3137,3264,3136,3264,3263,3137,3138,3265,3137,3265,3264,3138,3139,3266,3138,3266,3265,3139,3140,3267,3139,3267,3266,3140,3141,3268,3140,3268,3267,3141,3142,3269,3141,3269,3268,3142,3143,3270,3142,3270,3269,3143,3144,3271,3143,3271,3270,3144,3145,3272,3144,3272,3271,3145,3146,3273,3145,3273,3272,3146,3147,3274,3146,3274,3273,3147,3148,3275,3147,3275,3274,3148,3149,3276,3148,3276,3275,3149,3150,3277,3149,3277,3276,3150,3151,3278,3150,3278,3277,3151,3152,3279,3151,3279,3278,3152,3153,3280,3152,3280,3279,3153,3154,3281,3153,3281,3280,3154,3155,3282,3154,3282,3281,3155,3156,3283,3155,3283,3282,3156,3157,3284,3156,3284,3283,3157,3158,3285,3157,3285,3284,3158,3159,3286,3158,3286,3285,3159,3160,3287,3159,3287,3286,3160,3161,3288,3160,3288,3287,3161,3162,3289,3161,3289,3288,3162,3163,3290,3162,3290,3289,3163,3164,3291,3163,3291,3290,3164,3165,3292,3164,3292,3291,3165,3166,3293,3165,3293,3292,3166,3167,3294,3166,3294,3293,3167,3168,3295,3167,3295,3294,3168,3169,3296,3168,3296,3295,3169,3170,3297,3169,3297,3296,3170,3171,3298,3170,3298,3297,3171,3172,3299,3171,3299,3298,3172,3173,3300,3172,3300,3299,3173,3174,3301,3173,3301,3300,3175,3176,3303,3175,3303,3302,3176,3177,3304,3176,3304,3303,3177,3178,3305,3177,3305,3304,3178,3179,3306,3178,3306,3305,3179,3180,3307,3179,3307,3306,3180,3181,3308,3180,3308,3307,3181,3182,3309,3181,3309,3308,3182,3183,3310,3182,3310,3309,3183,3184,3311,3183,3311,3310,3184,3185,3312,3184,3312,3311,3185,3186,3313,3185,3313,3312,3186,3187,3314,3186,3314,3313,3187,3188,3315,3187,3315,3314,3188,3189,3316,3188,3316,3315,3189,3190,3317,3189,3317,3316,3190,3191,3318,3190,3318,3317,3191,3192,3319,3191,3319,3318,3192,3193,3320,3192,3320,3319,3193,3194,3321,3193,3321,3320,3194,3195,3322,3194,3322,3321,3195,3196,3323,3195,3323,3322,3196,3197,3324,3196,3324,3323,3197,3198,3325,3197,3325,3324,3198,3199,3326,3198,3326,3325,3199,3200,3327,3199,3327,3326,3200,3201,3328,3200,3328,3327,3201,3202,3329,3201,3329,3328,3202,3203,3330,3202,3330,3329,3203,3204,3331,3203,3331,3330,3204,3205,3332,3204,3332,3331,3205,3206,3333,3205,3333,3332,3206,3207,3334,3206,3334,3333,3207,3208,3335,3207,3335,3334,3208,3209,3336,3208,3336,3335,3209,3210,3337,3209,3337,3336,3210,3211,3338,3210,3338,3337,3211,3212,3339,3211,3339,3338,3212,3213,3340,3212,3340,3339,3213,3214,3341,3213,3341,3340,3214,3215,3342,3214,3342,3341,3215,3216,3343,3215,3343,3342,3216,3217,3344,3216,3344,3343,3217,3218,3345,3217,3345,3344,3218,3219,3346,3218,3346,3345,3219,3220,3347,3219,3347,3346,3220,3221,3348,3220,3348,3347,3221,3222,3349,3221,3349,3348,3222,3223,3350,3222,3350,3349,3223,3224,3351,3223,3351,3350,3224,3225,3352,3224,3352,3351,3225,3226,3353,3225,3353,3352,3226,3227,3354,3226,3354,3353,3227,3228,3355,3227,3355,3354,3228,3229,3356,3228,3356,3355,3229,3230,3357,3229,3357,3356,3230,3231,3358,3230,3358,3357,3231,3232,3359,3231,3359,3358,3232,3233,3360,3232,3360,3359,3233,3234,3361,3233,3361,3360,3234,3235,3362,3234,3362,3361,3235,3236,3363,3235,3363,3362,3236,3237,3364,3236,3364,3363,3237,3238,3365,3237,3365,3364,3238,3239,3366,3238,3366,3365,3239,3240,3367,3239,3367,3366,3240,3241,3368,3240,3368,3367,3241,3242,3369,3241,3369,3368,3242,3243,3370,3242,3370,3369,3243,3244,3371,3243,3371,3370,3244,3245,3372,3244,3372,3371,3245,3246,3373,3245,3373,3372,3246,3247,3374,3246,3374,3373,3247,3248,3375,3247,3375,3374,3248,3249,3376,3248,3376,3375,3249,3250,3377,3249,3377,3376,3250,3251,3378,3250,3378,3377,3251,3252,3379,3251,3379,3378,3252,3253,3380,3252,3380,3379,3253,3254,3381,3253,3381,3380,3254,3255,3382,3254,3382,3381,3255,3256,3383,3255,3383,3382,3256,3257,3384,3256,3384,3383,3257,3258,3385,3257,3385,3384,3258,3259,3386,3258,3386,3385,3259,3260,3387,3259,3387,3386,3260,3261,3388,3260,3388,3387,3261,3262,3389,3261,3389,3388,3262,3263,3390,3262,3390,3389,3263,3264,3391,3263,3391,3390,3264,3265,3392,3264,3392,3391,3265,3266,3393,3265,3393,3392,3266,3267,3394,3266,3394,3393,3267,3268,3395,3267,3395,3394,3268,3269,3396,3268,3396,3395,3269,3270,3397,3269,3397,3396,3270,3271,3398,3270,3398,3397,3271,3272,3399,3271,3399,3398,3272,3273,3400,3272,3400,3399,3273,3274,3401,3273,3401,3400,3274,3275,3402,3274,3402,3401,3275,3276,3403,3275,3403,3402,3276,3277,3404,3276,3404,3403,3277,3278,3405,3277,3405,3404,3278,3279,3406,3278,3406,3405,3279,3280,3407,3279,3407,3406,3280,3281,3408,3280,3408,3407,3281,3282,3409,3281,3409,3408,3282,3283,3410,3282,3410,3409,3283,3284,3411,3283,3411,3410,3284,3285,3412,3284,3412,3411,3285,3286,3413,3285,3413,3412,3286,3287,3414,3286,3414,3413,3287,3288,3415,3287,3415,3414,3288,3289,3416,3288,3416,3415,3289,3290,3417,3289,3417,3416,3290,3291,3418,3290,3418,3417,3291,3292,3419,3291,3419,3418,3292,3293,3420,3292,3420,3419,3293,3294,3421,3293,3421,3420,3294,3295,3422,3294,3422,3421,3295,3296,3423,3295,3423,3422,3296,3297,3424,3296,3424,3423,3297,3298,3425,3297,3425,3424,3298,3299,3426,3298,3426,3425,3299,3300,3427,3299,3427,3426,3300,3301,3428,3300,3428,3427,3302,3303,3430,3302,3430,3429,3303,3304,3431,3303,3431,3430,3304,3305,3432,3304,3432,3431,3305,3306,3433,3305,3433,3432,3306,3307,3434,3306,3434,3433,3307,3308,3435,3307,3435,3434,3308,3309,3436,3308,3436,3435,3309,3310,3437,3309,3437,3436,3310,3311,3438,3310,3438,3437,3311,3312,3439,3311,3439,3438,3312,3313,3440,3312,3440,3439,3313,3314,3441,3313,3441,3440,3314,3315,3442,3314,3442,3441,3315,3316,3443,3315,3443,3442,3316,3317,3444,3316,3444,3443,3317,3318,3445,3317,3445,3444,3318,3319,3446,3318,3446,3445,3319,3320,3447,3319,3447,3446,3320,3321,3448,3320,3448,3447,3321,3322,3449,3321,3449,3448,3322,3323,3450,3322,3450,3449,3323,3324,3451,3323,3451,3450,3324,3325,3452,3324,3452,3451,3325,3326,3453,3325,3453,3452,3326,3327,3454,3326,3454,3453,3327,3328,3455,3327,3455,3454,3328,3329,3456,3328,3456,3455,3329,3330,3457,3329,3457,3456,3330,3331,3458,3330,3458,3457,3331,3332,3459,3331,3459,3458,3332,3333,3460,3332,3460,3459,3333,3334,3461,3333,3461,3460,3334,3335,3462,3334,3462,3461,3335,3336,3463,3335,3463,3462,3336,3337,3464,3336,3464,3463,3337,3338,3465,3337,3465,3464,3338,3339,3466,3338,3466,3465,3339,3340,3467,3339,3467,3466,3340,3341,3468,3340,3468,3467,3341,3342,3469,3341,3469,3468,3342,3343,3470,3342,3470,3469,3343,3344,3471,3343,3471,3470,3344,3345,3472,3344,3472,3471,3345,3346,3473,3345,3473,3472,3346,3347,3474,3346,3474,3473,3347,3348,3475,3347,3475,3474,3348,3349,3476,3348,3476,3475,3349,3350,3477,3349,3477,3476,3350,3351,3478,3350,3478,3477,3351,3352,3479,3351,3479,3478,3352,3353,3480,3352,3480,3479,3353,3354,3481,3353,3481,3480,3354,3355,3482,3354,3482,3481,3355,3356,3483,3355,3483,3482,3356,3357,3484,3356,3484,3483,3357,3358,3485,3357,3485,3484,3358,3359,3486,3358,3486,3485,3359,3360,3487,3359,3487,3486,3360,3361,3488,3360,3488,3487,3361,3362,3489,3361,3489,3488,3362,3363,3490,3362,3490,3489,3363,3364,3491,3363,3491,3490,3364,3365,3492,3364,3492,3491,3365,3366,3493,3365,3493,3492,3366,3367,3494,3366,3494,3493,3367,3368,3495,3367,3495,3494,3368,3369,3496,3368,3496,3495,3369,3370,3497,3369,3497,3496,3370,3371,3498,3370,3498,3497,3371,3372,3499,3371,3499,3498,3372,3373,3500,3372,3500,3499,3373,3374,3501,3373,3501,3500,3374,3375,3502,3374,3502,3501,3375,3376,3503,3375,3503,3502,3376,3377,3504,3376,3504,3503,3377,3378,3505,3377,3505,3504,3378,3379,3506,3378,3506,3505,3379,3380,3507,3379,3507,3506,3380,3381,3508,3380,3508,3507,3381,3382,3509,3381,3509,3508,3382,3383,3510,3382,3510,3509,3383,3384,3511,3383,3511,3510,3384,3385,3512,3384,3512,3511,3385,3386,3513,3385,3513,3512,3386,3387,3514,3386,3514,3513,3387,3388,3515,3387,3515,3514,3388,3389,3516,3388,3516,3515,3389,3390,3517,3389,3517,3516,3390,3391,3518,3390,3518,3517,3391,3392,3519,3391,3519,3518,3392,3393,3520,3392,3520,3519,3393,3394,3521,3393,3521,3520,3394,3395,3522,3394,3522,3521,3395,3396,3523,3395,3523,3522,3396,3397,3524,3396,3524,3523,3397,3398,3525,3397,3525,3524,3398,3399,3526,3398,3526,3525,3399,3400,3527,3399,3527,3526,3400,3401,3528,3400,3528,3527,3401,3402,3529,3401,3529,3528,3402,3403,3530,3402,3530,3529,3403,3404,3531,3403,3531,3530,3404,3405,3532,3404,3532,3531,3405,3406,3533,3405,3533,3532,3406,3407,3534,3406,3534,3533,3407,3408,3535,3407,3535,3534,3408,3409,3536,3408,3536,3535,3409,3410,3537,3409,3537,3536,3410,3411,3538,3410,3538,3537,3411,3412,3539,3411,3539,3538,3412,3413,3540,3412,3540,3539,3413,3414,3541,3413,3541,3540,3414,3415,3542,3414,3542,3541,3415,3416,3543,3415,3543,3542,3416,3417,3544,3416,3544,3543,3417,3418,3545,3417,3545,3544,3418,3419,3546,3418,3546,3545,3419,3420,3547,3419,3547,3546,3420,3421,3548,3420,3548,3547,3421,3422,3549,3421,3549,3548,3422,3423,3550,3422,3550,3549,3423,3424,3551,3423,3551,3550,3424,3425,3552,3424,3552,3551,3425,3426,3553,3425,3553,3552,3426,3427,3554,3426,3554,3553,3427,3428,3555,3427,3555,3554,3429,3430,3557,3429,3557,3556,3430,3431,3558,3430,3558,3557,3431,3432,3559,3431,3559,3558,3432,3433,3560,3432,3560,3559,3433,3434,3561,3433,3561,3560,3434,3435,3562,3434,3562,3561,3435,3436,3563,3435,3563,3562,3436,3437,3564,3436,3564,3563,3437,3438,3565,3437,3565,3564,3438,3439,3566,3438,3566,3565,3439,3440,3567,3439,3567,3566,3440,3441,3568,3440,3568,3567,3441,3442,3569,3441,3569,3568,3442,3443,3570,3442,3570,3569,3443,3444,3571,3443,3571,3570,3444,3445,3572,3444,3572,3571,3445,3446,3573,3445,3573,3572,3446,3447,3574,3446,3574,3573,3447,3448,3575,3447,3575,3574,3448,3449,3576,3448,3576,3575,3449,3450,3577,3449,3577,3576,3450,3451,3578,3450,3578,3577,3451,3452,3579,3451,3579,3578,3452,3453,3580,3452,3580,3579,3453,3454,3581,3453,3581,3580,3454,3455,3582,3454,3582,3581,3455,3456,3583,3455,3583,3582,3456,3457,3584,3456,3584,3583,3457,3458,3585,3457,3585,3584,3458,3459,3586,3458,3586,3585,3459,3460,3587,3459,3587,3586,3460,3461,3588,3460,3588,3587,3461,3462,3589,3461,3589,3588,3462,3463,3590,3462,3590,3589,3463,3464,3591,3463,3591,3590,3464,3465,3592,3464,3592,3591,3465,3466,3593,3465,3593,3592,3466,3467,3594,3466,3594,3593,3467,3468,3595,3467,3595,3594,3468,3469,3596,3468,3596,3595,3469,3470,3597,3469,3597,3596,3470,3471,3598,3470,3598,3597,3471,3472,3599,3471,3599,3598,3472,3473,3600,3472,3600,3599,3473,3474,3601,3473,3601,3600,3474,3475,3602,3474,3602,3601,3475,3476,3603,3475,3603,3602,3476,3477,3604,3476,3604,3603,3477,3478,3605,3477,3605,3604,3478,3479,3606,3478,3606,3605,3479,3480,3607,3479,3607,3606,3480,3481,3608,3480,3608,3607,3481,3482,3609,3481,3609,3608,3482,3483,3610,3482,3610,3609,3483,3484,3611,3483,3611,3610,3484,3485,3612,3484,3612,3611,3485,3486,3613,3485,3613,3612,3486,3487,3614,3486,3614,3613,3487,3488,3615,3487,3615,3614,3488,3489,3616,3488,3616,3615,3489,3490,3617,3489,3617,3616,3490,3491,3618,3490,3618,3617,3491,3492,3619,3491,3619,3618,3492,3493,3620,3492,3620,3619,3493,3494,3621,3493,3621,3620,3494,3495,3622,3494,3622,3621,3495,3496,3623,3495,3623,3622,3496,3497,3624,3496,3624,3623,3497,3498,3625,3497,3625,3624,3498,3499,3626,3498,3626,3625,3499,3500,3627,3499,3627,3626,3500,3501,3628,3500,3628,3627,3501,3502,3629,3501,3629,3628,3502,3503,3630,3502,3630,3629,3503,3504,3631,3503,3631,3630,3504,3505,3632,3504,3632,3631,3505,3506,3633,3505,3633,3632,3506,3507,3634,3506,3634,3633,3507,3508,3635,3507,3635,3634,3508,3509,3636,3508,3636,3635,3509,3510,3637,3509,3637,3636,3510,3511,3638,3510,3638,3637,3511,3512,3639,3511,3639,3638,3512,3513,3640,3512,3640,3639,3513,3514,3641,3513,3641,3640,3514,3515,3642,3514,3642,3641,3515,3516,3643,3515,3643,3642,3516,3517,3644,3516,3644,3643,3517,3518,3645,3517,3645,3644,3518,3519,3646,3518,3646,3645,3519,3520,3647,3519,3647,3646,3520,3521,3648,3520,3648,3647,3521,3522,3649,3521,3649,3648,3522,3523,3650,3522,3650,3649,3523,3524,3651,3523,3651,3650,3524,3525,3652,3524,3652,3651,3525,3526,3653,3525,3653,3652,3526,3527,3654,3526,3654,3653,3527,3528,3655,3527,3655,3654,3528,3529,3656,3528,3656,3655,3529,3530,3657,3529,3657,3656,3530,3531,3658,3530,3658,3657,3531,3532,3659,3531,3659,3658,3532,3533,3660,3532,3660,3659,3533,3534,3661,3533,3661,3660,3534,3535,3662,3534,3662,3661,3535,3536,3663,3535,3663,3662,3536,3537,3664,3536,3664,3663,3537,3538,3665,3537,3665,3664,3538,3539,3666,3538,3666,3665,3539,3540,3667,3539,3667,3666,3540,3541,3668,3540,3668,3667,3541,3542,3669,3541,3669,3668,3542,3543,3670,3542,3670,3669,3543,3544,3671,3543,3671,3670,3544,3545,3672,3544,3672,3671,3545,3546,3673,3545,3673,3672,3546,3547,3674,3546,3674,3673,3547,3548,3675,3547,3675,3674,3548,3549,3676,3548,3676,3675,3549,3550,3677,3549,3677,3676,3550,3551,3678,3550,3678,3677,3551,3552,3679,3551,3679,3678,3552,3553,3680,3552,3680,3679,3553,3554,3681,3553,3681,3680,3554,3555,3682,3554,3682,3681,3556,3557,3684,3556,3684,3683,3557,3558,3685,3557,3685,3684,3558,3559,3686,3558,3686,3685,3559,3560,3687,3559,3687,3686,3560,3561,3688,3560,3688,3687,3561,3562,3689,3561,3689,3688,3562,3563,3690,3562,3690,3689,3563,3564,3691,3563,3691,3690,3564,3565,3692,3564,3692,3691,3565,3566,3693,3565,3693,3692,3566,3567,3694,3566,3694,3693,3567,3568,3695,3567,3695,3694,3568,3569,3696,3568,3696,3695,3569,3570,3697,3569,3697,3696,3570,3571,3698,3570,3698,3697,3571,3572,3699,3571,3699,3698,3572,3573,3700,3572,3700,3699,3573,3574,3701,3573,3701,3700,3574,3575,3702,3574,3702,3701,3575,3576,3703,3575,3703,3702,3576,3577,3704,3576,3704,3703,3577,3578,3705,3577,3705,3704,3578,3579,3706,3578,3706,3705,3579,3580,3707,3579,3707,3706,3580,3581,3708,3580,3708,3707,3581,3582,3709,3581,3709,3708,3582,3583,3710,3582,3710,3709,3583,3584,3711,3583,3711,3710,3584,3585,3712,3584,3712,3711,3585,3586,3713,3585,3713,3712,3586,3587,3714,3586,3714,3713,3587,3588,3715,3587,3715,3714,3588,3589,3716,3588,3716,3715,3589,3590,3717,3589,3717,3716,3590,3591,3718,3590,3718,3717,3591,3592,3719,3591,3719,3718,3592,3593,3720,3592,3720,3719,3593,3594,3721,3593,3721,3720,3594,3595,3722,3594,3722,3721,3595,3596,3723,3595,3723,3722,3596,3597,3724,3596,3724,3723,3597,3598,3725,3597,3725,3724,3598,3599,3726,3598,3726,3725,3599,3600,3727,3599,3727,3726,3600,3601,3728,3600,3728,3727,3601,3602,3729,3601,3729,3728,3602,3603,3730,3602,3730,3729,3603,3604,3731,3603,3731,3730,3604,3605,3732,3604,3732,3731,3605,3606,3733,3605,3733,3732,3606,3607,3734,3606,3734,3733,3607,3608,3735,3607,3735,3734,3608,3609,3736,3608,3736,3735,3609,3610,3737,3609,3737,3736,3610,3611,3738,3610,3738,3737,3611,3612,3739,3611,3739,3738,3612,3613,3740,3612,3740,3739,3613,3614,3741,3613,3741,3740,3614,3615,3742,3614,3742,3741,3615,3616,3743,3615,3743,3742,3616,3617,3744,3616,3744,3743,3617,3618,3745,3617,3745,3744,3618,3619,3746,3618,3746,3745,3619,3620,3747,3619,3747,3746,3620,3621,3748,3620,3748,3747,3621,3622,3749,3621,3749,3748,3622,3623,3750,3622,3750,3749,3623,3624,3751,3623,3751,3750,3624,3625,3752,3624,3752,3751,3625,3626,3753,3625,3753,3752,3626,3627,3754,3626,3754,3753,3627,3628,3755,3627,3755,3754,3628,3629,3756,3628,3756,3755,3629,3630,3757,3629,3757,3756,3630,3631,3758,3630,3758,3757,3631,3632,3759,3631,3759,3758,3632,3633,3760,3632,3760,3759,3633,3634,3761,3633,3761,3760,3634,3635,3762,3634,3762,3761,3635,3636,3763,3635,3763,3762,3636,3637,3764,3636,3764,3763,3637,3638,3765,3637,3765,3764,3638,3639,3766,3638,3766,3765,3639,3640,3767,3639,3767,3766,3640,3641,3768,3640,3768,3767,3641,3642,3769,3641,3769,3768,3642,3643,3770,3642,3770,3769,3643,3644,3771,3643,3771,3770,3644,3645,3772,3644,3772,3771,3645,3646,3773,3645,3773,3772,3646,3647,3774,3646,3774,3773,3647,3648,3775,3647,3775,3774,3648,3649,3776,3648,3776,3775,3649,3650,3777,3649,3777,3776,3650,3651,3778,3650,3778,3777,3651,3652,3779,3651,3779,3778,3652,3653,3780,3652,3780,3779,3653,3654,3781,3653,3781,3780,3654,3655,3782,3654,3782,3781,3655,3656,3783,3655,3783,3782,3656,3657,3784,3656,3784,3783,3657,3658,3785,3657,3785,3784,3658,3659,3786,3658,3786,3785,3659,3660,3787,3659,3787,3786,3660,3661,3788,3660,3788,3787,3661,3662,3789,3661,3789,3788,3662,3663,3790,3662,3790,3789,3663,3664,3791,3663,3791,3790,3664,3665,3792,3664,3792,3791,3665,3666,3793,3665,3793,3792,3666,3667,3794,3666,3794,3793,3667,3668,3795,3667,3795,3794,3668,3669,3796,3668,3796,3795,3669,3670,3797,3669,3797,3796,3670,3671,3798,3670,3798,3797,3671,3672,3799,3671,3799,3798,3672,3673,3800,3672,3800,3799,3673,3674,3801,3673,3801,3800,3674,3675,3802,3674,3802,3801,3675,3676,3803,3675,3803,3802,3676,3677,3804,3676,3804,3803,3677,3678,3805,3677,3805,3804,3678,3679,3806,3678,3806,3805,3679,3680,3807,3679,3807,3806,3680,3681,3808,3680,3808,3807,3681,3682,3809,3681,3809,3808,3683,3684,3811,3683,3811,3810,3684,3685,3812,3684,3812,3811,3685,3686,3813,3685,3813,3812,3686,3687,3814,3686,3814,3813,3687,3688,3815,3687,3815,3814,3688,3689,3816,3688,3816,3815,3689,3690,3817,3689,3817,3816,3690,3691,3818,3690,3818,3817,3691,3692,3819,3691,3819,3818,3692,3693,3820,3692,3820,3819,3693,3694,3821,3693,3821,3820,3694,3695,3822,3694,3822,3821,3695,3696,3823,3695,3823,3822,3696,3697,3824,3696,3824,3823,3697,3698,3825,3697,3825,3824,3698,3699,3826,3698,3826,3825,3699,3700,3827,3699,3827,3826,3700,3701,3828,3700,3828,3827,3701,3702,3829,3701,3829,3828,3702,3703,3830,3702,3830,3829,3703,3704,3831,3703,3831,3830,3704,3705,3832,3704,3832,3831,3705,3706,3833,3705,3833,3832,3706,3707,3834,3706,3834,3833,3707,3708,3835,3707,3835,3834,3708,3709,3836,3708,3836,3835,3709,3710,3837,3709,3837,3836,3710,3711,3838,3710,3838,3837,3711,3712,3839,3711,3839,3838,3712,3713,3840,3712,3840,3839,3713,3714,3841,3713,3841,3840,3714,3715,3842,3714,3842,3841,3715,3716,3843,3715,3843,3842,3716,3717,3844,3716,3844,3843,3717,3718,3845,3717,3845,3844,3718,3719,3846,3718,3846,3845,3719,3720,3847,3719,3847,3846,3720,3721,3848,3720,3848,3847,3721,3722,3849,3721,3849,3848,3722,3723,3850,3722,3850,3849,3723,3724,3851,3723,3851,3850,3724,3725,3852,3724,3852,3851,3725,3726,3853,3725,3853,3852,3726,3727,3854,3726,3854,3853,3727,3728,3855,3727,3855,3854,3728,3729,3856,3728,3856,3855,3729,3730,3857,3729,3857,3856,3730,3731,3858,3730,3858,3857,3731,3732,3859,3731,3859,3858,3732,3733,3860,3732,3860,3859,3733,3734,3861,3733,3861,3860,3734,3735,3862,3734,3862,3861,3735,3736,3863,3735,3863,3862,3736,3737,3864,3736,3864,3863,3737,3738,3865,3737,3865,3864,3738,3739,3866,3738,3866,3865,3739,3740,3867,3739,3867,3866,3740,3741,3868,3740,3868,3867,3741,3742,3869,3741,3869,3868,3742,3743,3870,3742,3870,3869,3743,3744,3871,3743,3871,3870,3744,3745,3872,3744,3872,3871,3745,3746,3873,3745,3873,3872,3746,3747,3874,3746,3874,3873,3747,3748,3875,3747,3875,3874,3748,3749,3876,3748,3876,3875,3749,3750,3877,3749,3877,3876,3750,3751,3878,3750,3878,3877,3751,3752,3879,3751,3879,3878,3752,3753,3880,3752,3880,3879,3753,3754,3881,3753,3881,3880,3754,3755,3882,3754,3882,3881,3755,3756,3883,3755,3883,3882,3756,3757,3884,3756,3884,3883,3757,3758,3885,3757,3885,3884,3758,3759,3886,3758,3886,3885,3759,3760,3887,3759,3887,3886,3760,3761,3888,3760,3888,3887,3761,3762,3889,3761,3889,3888,3762,3763,3890,3762,3890,3889,3763,3764,3891,3763,3891,3890,3764,3765,3892,3764,3892,3891,3765,3766,3893,3765,3893,3892,3766,3767,3894,3766,3894,3893,3767,3768,3895,3767,3895,3894,3768,3769,3896,3768,3896,3895,3769,3770,3897,3769,3897,3896,3770,3771,3898,3770,3898,3897,3771,3772,3899,3771,3899,3898,3772,3773,3900,3772,3900,3899,3773,3774,3901,3773,3901,3900,3774,3775,3902,3774,3902,3901,3775,3776,3903,3775,3903,3902,3776,3777,3904,3776,3904,3903,3777,3778,3905,3777,3905,3904,3778,3779,3906,3778,3906,3905,3779,3780,3907,3779,3907,3906,3780,3781,3908,3780,3908,3907,3781,3782,3909,3781,3909,3908,3782,3783,3910,3782,3910,3909,3783,3784,3911,3783,3911,3910,3784,3785,3912,3784,3912,3911,3785,3786,3913,3785,3913,3912,3786,3787,3914,3786,3914,3913,3787,3788,3915,3787,3915,3914,3788,3789,3916,3788,3916,3915,3789,3790,3917,3789,3917,3916,3790,3791,3918,3790,3918,3917,3791,3792,3919,3791,3919,3918,3792,3793,3920,3792,3920,3919,3793,3794,3921,3793,3921,3920,3794,3795,3922,3794,3922,3921,3795,3796,3923,3795,3923,3922,3796,3797,3924,3796,3924,3923,3797,3798,3925,3797,3925,3924,3798,3799,3926,3798,3926,3925,3799,3800,3927,3799,3927,3926,3800,3801,3928,3800,3928,3927,3801,3802,3929,3801,3929,3928,3802,3803,3930,3802,3930,3929,3803,3804,3931,3803,3931,3930,3804,3805,3932,3804,3932,3931,3805,3806,3933,3805,3933,3932,3806,3807,3934,3806,3934,3933,3807,3808,3935,3807,3935,3934,3808,3809,3936,3808,3936,3935,3810,3811,3938,3810,3938,3937,3811,3812,3939,3811,3939,3938,3812,3813,3940,3812,3940,3939,3813,3814,3941,3813,3941,3940,3814,3815,3942,3814,3942,3941,3815,3816,3943,3815,3943,3942,3816,3817,3944,3816,3944,3943,3817,3818,3945,3817,3945,3944,3818,3819,3946,3818,3946,3945,3819,3820,3947,3819,3947,3946,3820,3821,3948,3820,3948,3947,3821,3822,3949,3821,3949,3948,3822,3823,3950,3822,3950,3949,3823,3824,3951,3823,3951,3950,3824,3825,3952,3824,3952,3951,3825,3826,3953,3825,3953,3952,3826,3827,3954,3826,3954,3953,3827,3828,3955,3827,3955,3954,3828,3829,3956,3828,3956,3955,3829,3830,3957,3829,3957,3956,3830,3831,3958,3830,3958,3957,3831,3832,3959,3831,3959,3958,3832,3833,3960,3832,3960,3959,3833,3834,3961,3833,3961,3960,3834,3835,3962,3834,3962,3961,3835,3836,3963,3835,3963,3962,3836,3837,3964,3836,3964,3963,3837,3838,3965,3837,3965,3964,3838,3839,3966,3838,3966,3965,3839,3840,3967,3839,3967,3966,3840,3841,3968,3840,3968,3967,3841,3842,3969,3841,3969,3968,3842,3843,3970,3842,3970,3969,3843,3844,3971,3843,3971,3970,3844,3845,3972,3844,3972,3971,3845,3846,3973,3845,3973,3972,3846,3847,3974,3846,3974,3973,3847,3848,3975,3847,3975,3974,3848,3849,3976,3848,3976,3975,3849,3850,3977,3849,3977,3976,3850,3851,3978,3850,3978,3977,3851,3852,3979,3851,3979,3978,3852,3853,3980,3852,3980,3979,3853,3854,3981,3853,3981,3980,3854,3855,3982,3854,3982,3981,3855,3856,3983,3855,3983,3982,3856,3857,3984,3856,3984,3983,3857,3858,3985,3857,3985,3984,3858,3859,3986,3858,3986,3985,3859,3860,3987,3859,3987,3986,3860,3861,3988,3860,3988,3987,3861,3862,3989,3861,3989,3988,3862,3863,3990,3862,3990,3989,3863,3864,3991,3863,3991,3990,3864,3865,3992,3864,3992,3991,3865,3866,3993,3865,3993,3992,3866,3867,3994,3866,3994,3993,3867,3868,3995,3867,3995,3994,3868,3869,3996,3868,3996,3995,3869,3870,3997,3869,3997,3996,3870,3871,3998,3870,3998,3997,3871,3872,3999,3871,3999,3998,3872,3873,4000,3872,4000,3999,3873,3874,4001,3873,4001,4000,3874,3875,4002,3874,4002,4001,3875,3876,4003,3875,4003,4002,3876,3877,4004,3876,4004,4003,3877,3878,4005,3877,4005,4004,3878,3879,4006,3878,4006,4005,3879,3880,4007,3879,4007,4006,3880,3881,4008,3880,4008,4007,3881,3882,4009,3881,4009,4008,3882,3883,4010,3882,4010,4009,3883,3884,4011,3883,4011,4010,3884,3885,4012,3884,4012,4011,3885,3886,4013,3885,4013,4012,3886,3887,4014,3886,4014,4013,3887,3888,4015,3887,4015,4014,3888,3889,4016,3888,4016,4015,3889,3890,4017,3889,4017,4016,3890,3891,4018,3890,4018,4017,3891,3892,4019,3891,4019,4018,3892,3893,4020,3892,4020,4019,3893,3894,4021,3893,4021,4020,3894,3895,4022,3894,4022,4021,3895,3896,4023,3895,4023,4022,3896,3897,4024,3896,4024,4023,3897,3898,4025,3897,4025,4024,3898,3899,4026,3898,4026,4025,3899,3900,4027,3899,4027,4026,3900,3901,4028,3900,4028,4027,3901,3902,4029,3901,4029,4028,3902,3903,4030,3902,4030,4029,3903,3904,4031,3903,4031,4030,3904,3905,4032,3904,4032,4031,3905,3906,4033,3905,4033,4032,3906,3907,4034,3906,4034,4033,3907,3908,4035,3907,4035,4034,3908,3909,4036,3908,4036,4035,3909,3910,4037,3909,4037,4036,3910,3911,4038,3910,4038,4037,3911,3912,4039,3911,4039,4038,3912,3913,4040,3912,4040,4039,3913,3914,4041,3913,4041,4040,3914,3915,4042,3914,4042,4041,3915,3916,4043,3915,4043,4042,3916,3917,4044,3916,4044,4043,3917,3918,4045,3917,4045,4044,3918,3919,4046,3918,4046,4045,3919,3920,4047,3919,4047,4046,3920,3921,4048,3920,4048,4047,3921,3922,4049,3921,4049,4048,3922,3923,4050,3922,4050,4049,3923,3924,4051,3923,4051,4050,3924,3925,4052,3924,4052,4051,3925,3926,4053,3925,4053,4052,3926,3927,4054,3926,4054,4053,3927,3928,4055,3927,4055,4054,3928,3929,4056,3928,4056,4055,3929,3930,4057,3929,4057,4056,3930,3931,4058,3930,4058,4057,3931,3932,4059,3931,4059,4058,3932,3933,4060,3932,4060,4059,3933,3934,4061,3933,4061,4060,3934,3935,4062,3934,4062,4061,3935,3936,4063,3935,4063,4062,3937,3938,4065,3937,4065,4064,3938,3939,4066,3938,4066,4065,3939,3940,4067,3939,4067,4066,3940,3941,4068,3940,4068,4067,3941,3942,4069,3941,4069,4068,3942,3943,4070,3942,4070,4069,3943,3944,4071,3943,4071,4070,3944,3945,4072,3944,4072,4071,3945,3946,4073,3945,4073,4072,3946,3947,4074,3946,4074,4073,3947,3948,4075,3947,4075,4074,3948,3949,4076,3948,4076,4075,3949,3950,4077,3949,4077,4076,3950,3951,4078,3950,4078,4077,3951,3952,4079,3951,4079,4078,3952,3953,4080,3952,4080,4079,3953,3954,4081,3953,4081,4080,3954,3955,4082,3954,4082,4081,3955,3956,4083,3955,4083,4082,3956,3957,4084,3956,4084,4083,3957,3958,4085,3957,4085,4084,3958,3959,4086,3958,4086,4085,3959,3960,4087,3959,4087,4086,3960,3961,4088,3960,4088,4087,3961,3962,4089,3961,4089,4088,3962,3963,4090,3962,4090,4089,3963,3964,4091,3963,4091,4090,3964,3965,4092,3964,4092,4091,3965,3966,4093,3965,4093,4092,3966,3967,4094,3966,4094,4093,3967,3968,4095,3967,4095,4094,3968,3969,4096,3968,4096,4095,3969,3970,4097,3969,4097,4096,3970,3971,4098,3970,4098,4097,3971,3972,4099,3971,4099,4098,3972,3973,4100,3972,4100,4099,3973,3974,4101,3973,4101,4100,3974,3975,4102,3974,4102,4101,3975,3976,4103,3975,4103,4102,3976,3977,4104,3976,4104,4103,3977,3978,4105,3977,4105,4104,3978,3979,4106,3978,4106,4105,3979,3980,4107,3979,4107,4106,3980,3981,4108,3980,4108,4107,3981,3982,4109,3981,4109,4108,3982,3983,4110,3982,4110,4109,3983,3984,4111,3983,4111,4110,3984,3985,4112,3984,4112,4111,3985,3986,4113,3985,4113,4112,3986,3987,4114,3986,4114,4113,3987,3988,4115,3987,4115,4114,3988,3989,4116,3988,4116,4115,3989,3990,4117,3989,4117,4116,3990,3991,4118,3990,4118,4117,3991,3992,4119,3991,4119,4118,3992,3993,4120,3992,4120,4119,3993,3994,4121,3993,4121,4120,3994,3995,4122,3994,4122,4121,3995,3996,4123,3995,4123,4122,3996,3997,4124,3996,4124,4123,3997,3998,4125,3997,4125,4124,3998,3999,4126,3998,4126,4125,3999,4000,4127,3999,4127,4126,4000,4001,4128,4000,4128,4127,4001,4002,4129,4001,4129,4128,4002,4003,4130,4002,4130,4129,4003,4004,4131,4003,4131,4130,4004,4005,4132,4004,4132,4131,4005,4006,4133,4005,4133,4132,4006,4007,4134,4006,4134,4133,4007,4008,4135,4007,4135,4134,4008,4009,4136,4008,4136,4135,4009,4010,4137,4009,4137,4136,4010,4011,4138,4010,4138,4137,4011,4012,4139,4011,4139,4138,4012,4013,4140,4012,4140,4139,4013,4014,4141,4013,4141,4140,4014,4015,4142,4014,4142,4141,4015,4016,4143,4015,4143,4142,4016,4017,4144,4016,4144,4143,4017,4018,4145,4017,4145,4144,4018,4019,4146,4018,4146,4145,4019,4020,4147,4019,4147,4146,4020,4021,4148,4020,4148,4147,4021,4022,4149,4021,4149,4148,4022,4023,4150,4022,4150,4149,4023,4024,4151,4023,4151,4150,4024,4025,4152,4024,4152,4151,4025,4026,4153,4025,4153,4152,4026,4027,4154,4026,4154,4153,4027,4028,4155,4027,4155,4154,4028,4029,4156,4028,4156,4155,4029,4030,4157,4029,4157,4156,4030,4031,4158,4030,4158,4157,4031,4032,4159,4031,4159,4158,4032,4033,4160,4032,4160,4159,4033,4034,4161,4033,4161,4160,4034,4035,4162,4034,4162,4161,4035,4036,4163,4035,4163,4162,4036,4037,4164,4036,4164,4163,4037,4038,4165,4037,4165,4164,4038,4039,4166,4038,4166,4165,4039,4040,4167,4039,4167,4166,4040,4041,4168,4040,4168,4167,4041,4042,4169,4041,4169,4168,4042,4043,4170,4042,4170,4169,4043,4044,4171,4043,4171,4170,4044,4045,4172,4044,4172,4171,4045,4046,4173,4045,4173,4172,4046,4047,4174,4046,4174,4173,4047,4048,4175,4047,4175,4174,4048,4049,4176,4048,4176,4175,4049,4050,4177,4049,4177,4176,4050,4051,4178,4050,4178,4177,4051,4052,4179,4051,4179,4178,4052,4053,4180,4052,4180,4179,4053,4054,4181,4053,4181,4180,4054,4055,4182,4054,4182,4181,4055,4056,4183,4055,4183,4182,4056,4057,4184,4056,4184,4183,4057,4058,4185,4057,4185,4184,4058,4059,4186,4058,4186,4185,4059,4060,4187,4059,4187,4186,4060,4061,4188,4060,4188,4187,4061,4062,4189,4061,4189,4188,4062,4063,4190,4062,4190,4189,4064,4065,4192,4064,4192,4191,4065,4066,4193,4065,4193,4192,4066,4067,4194,4066,4194,4193,4067,4068,4195,4067,4195,4194,4068,4069,4196,4068,4196,4195,4069,4070,4197,4069,4197,4196,4070,4071,4198,4070,4198,4197,4071,4072,4199,4071,4199,4198,4072,4073,4200,4072,4200,4199,4073,4074,4201,4073,4201,4200,4074,4075,4202,4074,4202,4201,4075,4076,4203,4075,4203,4202,4076,4077,4204,4076,4204,4203,4077,4078,4205,4077,4205,4204,4078,4079,4206,4078,4206,4205,4079,4080,4207,4079,4207,4206,4080,4081,4208,4080,4208,4207,4081,4082,4209,4081,4209,4208,4082,4083,4210,4082,4210,4209,4083,4084,4211,4083,4211,4210,4084,4085,4212,4084,4212,4211,4085,4086,4213,4085,4213,4212,4086,4087,4214,4086,4214,4213,4087,4088,4215,4087,4215,4214,4088,4089,4216,4088,4216,4215,4089,4090,4217,4089,4217,4216,4090,4091,4218,4090,4218,4217,4091,4092,4219,4091,4219,4218,4092,4093,4220,4092,4220,4219,4093,4094,4221,4093,4221,4220,4094,4095,4222,4094,4222,4221,4095,4096,4223,4095,4223,4222,4096,4097,4224,4096,4224,4223,4097,4098,4225,4097,4225,4224,4098,4099,4226,4098,4226,4225,4099,4100,4227,4099,4227,4226,4100,4101,4228,4100,4228,4227,4101,4102,4229,4101,4229,4228,4102,4103,4230,4102,4230,4229,4103,4104,4231,4103,4231,4230,4104,4105,4232,4104,4232,4231,4105,4106,4233,4105,4233,4232,4106,4107,4234,4106,4234,4233,4107,4108,4235,4107,4235,4234,4108,4109,4236,4108,4236,4235,4109,4110,4237,4109,4237,4236,4110,4111,4238,4110,4238,4237,4111,4112,4239,4111,4239,4238,4112,4113,4240,4112,4240,4239,4113,4114,4241,4113,4241,4240,4114,4115,4242,4114,4242,4241,4115,4116,4243,4115,4243,4242,4116,4117,4244,4116,4244,4243,4117,4118,4245,4117,4245,4244,4118,4119,4246,4118,4246,4245,4119,4120,4247,4119,4247,4246,4120,4121,4248,4120,4248,4247,4121,4122,4249,4121,4249,4248,4122,4123,4250,4122,4250,4249,4123,4124,4251,4123,4251,4250,4124,4125,4252,4124,4252,4251,4125,4126,4253,4125,4253,4252,4126,4127,4254,4126,4254,4253,4127,4128,4255,4127,4255,4254,4128,4129,4256,4128,4256,4255,4129,4130,4257,4129,4257,4256,4130,4131,4258,4130,4258,4257,4131,4132,4259,4131,4259,4258,4132,4133,4260,4132,4260,4259,4133,4134,4261,4133,4261,4260,4134,4135,4262,4134,4262,4261,4135,4136,4263,4135,4263,4262,4136,4137,4264,4136,4264,4263,4137,4138,4265,4137,4265,4264,4138,4139,4266,4138,4266,4265,4139,4140,4267,4139,4267,4266,4140,4141,4268,4140,4268,4267,4141,4142,4269,4141,4269,4268,4142,4143,4270,4142,4270,4269,4143,4144,4271,4143,4271,4270,4144,4145,4272,4144,4272,4271,4145,4146,4273,4145,4273,4272,4146,4147,4274,4146,4274,4273,4147,4148,4275,4147,4275,4274,4148,4149,4276,4148,4276,4275,4149,4150,4277,4149,4277,4276,4150,4151,4278,4150,4278,4277,4151,4152,4279,4151,4279,4278,4152,4153,4280,4152,4280,4279,4153,4154,4281,4153,4281,4280,4154,4155,4282,4154,4282,4281,4155,4156,4283,4155,4283,4282,4156,4157,4284,4156,4284,4283,4157,4158,4285,4157,4285,4284,4158,4159,4286,4158,4286,4285,4159,4160,4287,4159,4287,4286,4160,4161,4288,4160,4288,4287,4161,4162,4289,4161,4289,4288,4162,4163,4290,4162,4290,4289,4163,4164,4291,4163,4291,4290,4164,4165,4292,4164,4292,4291,4165,4166,4293,4165,4293,4292,4166,4167,4294,4166,4294,4293,4167,4168,4295,4167,4295,4294,4168,4169,4296,4168,4296,4295,4169,4170,4297,4169,4297,4296,4170,4171,4298,4170,4298,4297,4171,4172,4299,4171,4299,4298,4172,4173,4300,4172,4300,4299,4173,4174,4301,4173,4301,4300,4174,4175,4302,4174,4302,4301,4175,4176,4303,4175,4303,4302,4176,4177,4304,4176,4304,4303,4177,4178,4305,4177,4305,4304,4178,4179,4306,4178,4306,4305,4179,4180,4307,4179,4307,4306,4180,4181,4308,4180,4308,4307,4181,4182,4309,4181,4309,4308,4182,4183,4310,4182,4310,4309,4183,4184,4311,4183,4311,4310,4184,4185,4312,4184,4312,4311,4185,4186,4313,4185,4313,4312,4186,4187,4314,4186,4314,4313,4187,4188,4315,4187,4315,4314,4188,4189,4316,4188,4316,4315,4189,4190,4317,4189,4317,4316,4191,4192,4319,4191,4319,4318,4192,4193,4320,4192,4320,4319,4193,4194,4321,4193,4321,4320,4194,4195,4322,4194,4322,4321,4195,4196,4323,4195,4323,4322,4196,4197,4324,4196,4324,4323,4197,4198,4325,4197,4325,4324,4198,4199,4326,4198,4326,4325,4199,4200,4327,4199,4327,4326,4200,4201,4328,4200,4328,4327,4201,4202,4329,4201,4329,4328,4202,4203,4330,4202,4330,4329,4203,4204,4331,4203,4331,4330,4204,4205,4332,4204,4332,4331,4205,4206,4333,4205,4333,4332,4206,4207,4334,4206,4334,4333,4207,4208,4335,4207,4335,4334,4208,4209,4336,4208,4336,4335,4209,4210,4337,4209,4337,4336,4210,4211,4338,4210,4338,4337,4211,4212,4339,4211,4339,4338,4212,4213,4340,4212,4340,4339,4213,4214,4341,4213,4341,4340,4214,4215,4342,4214,4342,4341,4215,4216,4343,4215,4343,4342,4216,4217,4344,4216,4344,4343,4217,4218,4345,4217,4345,4344,4218,4219,4346,4218,4346,4345,4219,4220,4347,4219,4347,4346,4220,4221,4348,4220,4348,4347,4221,4222,4349,4221,4349,4348,4222,4223,4350,4222,4350,4349,4223,4224,4351,4223,4351,4350,4224,4225,4352,4224,4352,4351,4225,4226,4353,4225,4353,4352,4226,4227,4354,4226,4354,4353,4227,4228,4355,4227,4355,4354,4228,4229,4356,4228,4356,4355,4229,4230,4357,4229,4357,4356,4230,4231,4358,4230,4358,4357,4231,4232,4359,4231,4359,4358,4232,4233,4360,4232,4360,4359,4233,4234,4361,4233,4361,4360,4234,4235,4362,4234,4362,4361,4235,4236,4363,4235,4363,4362,4236,4237,4364,4236,4364,4363,4237,4238,4365,4237,4365,4364,4238,4239,4366,4238,4366,4365,4239,4240,4367,4239,4367,4366,4240,4241,4368,4240,4368,4367,4241,4242,4369,4241,4369,4368,4242,4243,4370,4242,4370,4369,4243,4244,4371,4243,4371,4370,4244,4245,4372,4244,4372,4371,4245,4246,4373,4245,4373,4372,4246,4247,4374,4246,4374,4373,4247,4248,4375,4247,4375,4374,4248,4249,4376,4248,4376,4375,4249,4250,4377,4249,4377,4376,4250,4251,4378,4250,4378,4377,4251,4252,4379,4251,4379,4378,4252,4253,4380,4252,4380,4379,4253,4254,4381,4253,4381,4380,4254,4255,4382,4254,4382,4381,4255,4256,4383,4255,4383,4382,4256,4257,4384,4256,4384,4383,4257,4258,4385,4257,4385,4384,4258,4259,4386,4258,4386,4385,4259,4260,4387,4259,4387,4386,4260,4261,4388,4260,4388,4387,4261,4262,4389,4261,4389,4388,4262,4263,4390,4262,4390,4389,4263,4264,4391,4263,4391,4390,4264,4265,4392,4264,4392,4391,4265,4266,4393,4265,4393,4392,4266,4267,4394,4266,4394,4393,4267,4268,4395,4267,4395,4394,4268,4269,4396,4268,4396,4395,4269,4270,4397,4269,4397,4396,4270,4271,4398,4270,4398,4397,4271,4272,4399,4271,4399,4398,4272,4273,4400,4272,4400,4399,4273,4274,4401,4273,4401,4400,4274,4275,4402,4274,4402,4401,4275,4276,4403,4275,4403,4402,4276,4277,4404,4276,4404,4403,4277,4278,4405,4277,4405,4404,4278,4279,4406,4278,4406,4405,4279,4280,4407,4279,4407,4406,4280,4281,4408,4280,4408,4407,4281,4282,4409,4281,4409,4408,4282,4283,4410,4282,4410,4409,4283,4284,4411,4283,4411,4410,4284,4285,4412,4284,4412,4411,4285,4286,4413,4285,4413,4412,4286,4287,4414,4286,4414,4413,4287,4288,4415,4287,4415,4414,4288,4289,4416,4288,4416,4415,4289,4290,4417,4289,4417,4416,4290,4291,4418,4290,4418,4417,4291,4292,4419,4291,4419,4418,4292,4293,4420,4292,4420,4419,4293,4294,4421,4293,4421,4420,4294,4295,4422,4294,4422,4421,4295,4296,4423,4295,4423,4422,4296,4297,4424,4296,4424,4423,4297,4298,4425,4297,4425,4424,4298,4299,4426,4298,4426,4425,4299,4300,4427,4299,4427,4426,4300,4301,4428,4300,4428,4427,4301,4302,4429,4301,4429,4428,4302,4303,4430,4302,4430,4429,4303,4304,4431,4303,4431,4430,4304,4305,4432,4304,4432,4431,4305,4306,4433,4305,4433,4432,4306,4307,4434,4306,4434,4433,4307,4308,4435,4307,4435,4434,4308,4309,4436,4308,4436,4435,4309,4310,4437,4309,4437,4436,4310,4311,4438,4310,4438,4437,4311,4312,4439,4311,4439,4438,4312,4313,4440,4312,4440,4439,4313,4314,4441,4313,4441,4440,4314,4315,4442,4314,4442,4441,4315,4316,4443,4315,4443,4442,4316,4317,4444,4316,4444,4443,4318,4319,4446,4318,4446,4445,4319,4320,4447,4319,4447,4446,4320,4321,4448,4320,4448,4447,4321,4322,4449,4321,4449,4448,4322,4323,4450,4322,4450,4449,4323,4324,4451,4323,4451,4450,4324,4325,4452,4324,4452,4451,4325,4326,4453,4325,4453,4452,4326,4327,4454,4326,4454,4453,4327,4328,4455,4327,4455,4454,4328,4329,4456,4328,4456,4455,4329,4330,4457,4329,4457,4456,4330,4331,4458,4330,4458,4457,4331,4332,4459,4331,4459,4458,4332,4333,4460,4332,4460,4459,4333,4334,4461,4333,4461,4460,4334,4335,4462,4334,4462,4461,4335,4336,4463,4335,4463,4462,4336,4337,4464,4336,4464,4463,4337,4338,4465,4337,4465,4464,4338,4339,4466,4338,4466,4465,4339,4340,4467,4339,4467,4466,4340,4341,4468,4340,4468,4467,4341,4342,4469,4341,4469,4468,4342,4343,4470,4342,4470,4469,4343,4344,4471,4343,4471,4470,4344,4345,4472,4344,4472,4471,4345,4346,4473,4345,4473,4472,4346,4347,4474,4346,4474,4473,4347,4348,4475,4347,4475,4474,4348,4349,4476,4348,4476,4475,4349,4350,4477,4349,4477,4476,4350,4351,4478,4350,4478,4477,4351,4352,4479,4351,4479,4478,4352,4353,4480,4352,4480,4479,4353,4354,4481,4353,4481,4480,4354,4355,4482,4354,4482,4481,4355,4356,4483,4355,4483,4482,4356,4357,4484,4356,4484,4483,4357,4358,4485,4357,4485,4484,4358,4359,4486,4358,4486,4485,4359,4360,4487,4359,4487,4486,4360,4361,4488,4360,4488,4487,4361,4362,4489,4361,4489,4488,4362,4363,4490,4362,4490,4489,4363,4364,4491,4363,4491,4490,4364,4365,4492,4364,4492,4491,4365,4366,4493,4365,4493,4492,4366,4367,4494,4366,4494,4493,4367,4368,4495,4367,4495,4494,4368,4369,4496,4368,4496,4495,4369,4370,4497,4369,4497,4496,4370,4371,4498,4370,4498,4497,4371,4372,4499,4371,4499,4498,4372,4373,4500,4372,4500,4499,4373,4374,4501,4373,4501,4500,4374,4375,4502,4374,4502,4501,4375,4376,4503,4375,4503,4502,4376,4377,4504,4376,4504,4503,4377,4378,4505,4377,4505,4504,4378,4379,4506,4378,4506,4505,4379,4380,4507,4379,4507,4506,4380,4381,4508,4380,4508,4507,4381,4382,4509,4381,4509,4508,4382,4383,4510,4382,4510,4509,4383,4384,4511,4383,4511,4510,4384,4385,4512,4384,4512,4511,4385,4386,4513,4385,4513,4512,4386,4387,4514,4386,4514,4513,4387,4388,4515,4387,4515,4514,4388,4389,4516,4388,4516,4515,4389,4390,4517,4389,4517,4516,4390,4391,4518,4390,4518,4517,4391,4392,4519,4391,4519,4518,4392,4393,4520,4392,4520,4519,4393,4394,4521,4393,4521,4520,4394,4395,4522,4394,4522,4521,4395,4396,4523,4395,4523,4522,4396,4397,4524,4396,4524,4523,4397,4398,4525,4397,4525,4524,4398,4399,4526,4398,4526,4525,4399,4400,4527,4399,4527,4526,4400,4401,4528,4400,4528,4527,4401,4402,4529,4401,4529,4528,4402,4403,4530,4402,4530,4529,4403,4404,4531,4403,4531,4530,4404,4405,4532,4404,4532,4531,4405,4406,4533,4405,4533,4532,4406,4407,4534,4406,4534,4533,4407,4408,4535,4407,4535,4534,4408,4409,4536,4408,4536,4535,4409,4410,4537,4409,4537,4536,4410,4411,4538,4410,4538,4537,4411,4412,4539,4411,4539,4538,4412,4413,4540,4412,4540,4539,4413,4414,4541,4413,4541,4540,4414,4415,4542,4414,4542,4541,4415,4416,4543,4415,4543,4542,4416,4417,4544,4416,4544,4543,4417,4418,4545,4417,4545,4544,4418,4419,4546,4418,4546,4545,4419,4420,4547,4419,4547,4546,4420,4421,4548,4420,4548,4547,4421,4422,4549,4421,4549,4548,4422,4423,4550,4422,4550,4549,4423,4424,4551,4423,4551,4550,4424,4425,4552,4424,4552,4551,4425,4426,4553,4425,4553,4552,4426,4427,4554,4426,4554,4553,4427,4428,4555,4427,4555,4554,4428,4429,4556,4428,4556,4555,4429,4430,4557,4429,4557,4556,4430,4431,4558,4430,4558,4557,4431,4432,4559,4431,4559,4558,4432,4433,4560,4432,4560,4559,4433,4434,4561,4433,4561,4560,4434,4435,4562,4434,4562,4561,4435,4436,4563,4435,4563,4562,4436,4437,4564,4436,4564,4563,4437,4438,4565,4437,4565,4564,4438,4439,4566,4438,4566,4565,4439,4440,4567,4439,4567,4566,4440,4441,4568,4440,4568,4567,4441,4442,4569,4441,4569,4568,4442,4443,4570,4442,4570,4569,4443,4444,4571,4443,4571,4570,4445,4446,4573,4445,4573,4572,4446,4447,4574,4446,4574,4573,4447,4448,4575,4447,4575,4574,4448,4449,4576,4448,4576,4575,4449,4450,4577,4449,4577,4576,4450,4451,4578,4450,4578,4577,4451,4452,4579,4451,4579,4578,4452,4453,4580,4452,4580,4579,4453,4454,4581,4453,4581,4580,4454,4455,4582,4454,4582,4581,4455,4456,4583,4455,4583,4582,4456,4457,4584,4456,4584,4583,4457,4458,4585,4457,4585,4584,4458,4459,4586,4458,4586,4585,4459,4460,4587,4459,4587,4586,4460,4461,4588,4460,4588,4587,4461,4462,4589,4461,4589,4588,4462,4463,4590,4462,4590,4589,4463,4464,4591,4463,4591,4590,4464,4465,4592,4464,4592,4591,4465,4466,4593,4465,4593,4592,4466,4467,4594,4466,4594,4593,4467,4468,4595,4467,4595,4594,4468,4469,4596,4468,4596,4595,4469,4470,4597,4469,4597,4596,4470,4471,4598,4470,4598,4597,4471,4472,4599,4471,4599,4598,4472,4473,4600,4472,4600,4599,4473,4474,4601,4473,4601,4600,4474,4475,4602,4474,4602,4601,4475,4476,4603,4475,4603,4602,4476,4477,4604,4476,4604,4603,4477,4478,4605,4477,4605,4604,4478,4479,4606,4478,4606,4605,4479,4480,4607,4479,4607,4606,4480,4481,4608,4480,4608,4607,4481,4482,4609,4481,4609,4608,4482,4483,4610,4482,4610,4609,4483,4484,4611,4483,4611,4610,4484,4485,4612,4484,4612,4611,4485,4486,4613,4485,4613,4612,4486,4487,4614,4486,4614,4613,4487,4488,4615,4487,4615,4614,4488,4489,4616,4488,4616,4615,4489,4490,4617,4489,4617,4616,4490,4491,4618,4490,4618,4617,4491,4492,4619,4491,4619,4618,4492,4493,4620,4492,4620,4619,4493,4494,4621,4493,4621,4620,4494,4495,4622,4494,4622,4621,4495,4496,4623,4495,4623,4622,4496,4497,4624,4496,4624,4623,4497,4498,4625,4497,4625,4624,4498,4499,4626,4498,4626,4625,4499,4500,4627,4499,4627,4626,4500,4501,4628,4500,4628,4627,4501,4502,4629,4501,4629,4628,4502,4503,4630,4502,4630,4629,4503,4504,4631,4503,4631,4630,4504,4505,4632,4504,4632,4631,4505,4506,4633,4505,4633,4632,4506,4507,4634,4506,4634,4633,4507,4508,4635,4507,4635,4634,4508,4509,4636,4508,4636,4635,4509,4510,4637,4509,4637,4636,4510,4511,4638,4510,4638,4637,4511,4512,4639,4511,4639,4638,4512,4513,4640,4512,4640,4639,4513,4514,4641,4513,4641,4640,4514,4515,4642,4514,4642,4641,4515,4516,4643,4515,4643,4642,4516,4517,4644,4516,4644,4643,4517,4518,4645,4517,4645,4644,4518,4519,4646,4518,4646,4645,4519,4520,4647,4519,4647,4646,4520,4521,4648,4520,4648,4647,4521,4522,4649,4521,4649,4648,4522,4523,4650,4522,4650,4649,4523,4524,4651,4523,4651,4650,4524,4525,4652,4524,4652,4651,4525,4526,4653,4525,4653,4652,4526,4527,4654,4526,4654,4653,4527,4528,4655,4527,4655,4654,4528,4529,4656,4528,4656,4655,4529,4530,4657,4529,4657,4656,4530,4531,4658,4530,4658,4657,4531,4532,4659,4531,4659,4658,4532,4533,4660,4532,4660,4659,4533,4534,4661,4533,4661,4660,4534,4535,4662,4534,4662,4661,4535,4536,4663,4535,4663,4662,4536,4537,4664,4536,4664,4663,4537,4538,4665,4537,4665,4664,4538,4539,4666,4538,4666,4665,4539,4540,4667,4539,4667,4666,4540,4541,4668,4540,4668,4667,4541,4542,4669,4541,4669,4668,4542,4543,4670,4542,4670,4669,4543,4544,4671,4543,4671,4670,4544,4545,4672,4544,4672,4671,4545,4546,4673,4545,4673,4672,4546,4547,4674,4546,4674,4673,4547,4548,4675,4547,4675,4674,4548,4549,4676,4548,4676,4675,4549,4550,4677,4549,4677,4676,4550,4551,4678,4550,4678,4677,4551,4552,4679,4551,4679,4678,4552,4553,4680,4552,4680,4679,4553,4554,4681,4553,4681,4680,4554,4555,4682,4554,4682,4681,4555,4556,4683,4555,4683,4682,4556,4557,4684,4556,4684,4683,4557,4558,4685,4557,4685,4684,4558,4559,4686,4558,4686,4685,4559,4560,4687,4559,4687,4686,4560,4561,4688,4560,4688,4687,4561,4562,4689,4561,4689,4688,4562,4563,4690,4562,4690,4689,4563,4564,4691,4563,4691,4690,4564,4565,4692,4564,4692,4691,4565,4566,4693,4565,4693,4692,4566,4567,4694,4566,4694,4693,4567,4568,4695,4567,4695,4694,4568,4569,4696,4568,4696,4695,4569,4570,4697,4569,4697,4696,4570,4571,4698,4570,4698,4697,4572,4573,4700,4572,4700,4699,4573,4574,4701,4573,4701,4700,4574,4575,4702,4574,4702,4701,4575,4576,4703,4575,4703,4702,4576,4577,4704,4576,4704,4703,4577,4578,4705,4577,4705,4704,4578,4579,4706,4578,4706,4705,4579,4580,4707,4579,4707,4706,4580,4581,4708,4580,4708,4707,4581,4582,4709,4581,4709,4708,4582,4583,4710,4582,4710,4709,4583,4584,4711,4583,4711,4710,4584,4585,4712,4584,4712,4711,4585,4586,4713,4585,4713,4712,4586,4587,4714,4586,4714,4713,4587,4588,4715,4587,4715,4714,4588,4589,4716,4588,4716,4715,4589,4590,4717,4589,4717,4716,4590,4591,4718,4590,4718,4717,4591,4592,4719,4591,4719,4718,4592,4593,4720,4592,4720,4719,4593,4594,4721,4593,4721,4720,4594,4595,4722,4594,4722,4721,4595,4596,4723,4595,4723,4722,4596,4597,4724,4596,4724,4723,4597,4598,4725,4597,4725,4724,4598,4599,4726,4598,4726,4725,4599,4600,4727,4599,4727,4726,4600,4601,4728,4600,4728,4727,4601,4602,4729,4601,4729,4728,4602,4603,4730,4602,4730,4729,4603,4604,4731,4603,4731,4730,4604,4605,4732,4604,4732,4731,4605,4606,4733,4605,4733,4732,4606,4607,4734,4606,4734,4733,4607,4608,4735,4607,4735,4734,4608,4609,4736,4608,4736,4735,4609,4610,4737,4609,4737,4736,4610,4611,4738,4610,4738,4737,4611,4612,4739,4611,4739,4738,4612,4613,4740,4612,4740,4739,4613,4614,4741,4613,4741,4740,4614,4615,4742,4614,4742,4741,4615,4616,4743,4615,4743,4742,4616,4617,4744,4616,4744,4743,4617,4618,4745,4617,4745,4744,4618,4619,4746,4618,4746,4745,4619,4620,4747,4619,4747,4746,4620,4621,4748,4620,4748,4747,4621,4622,4749,4621,4749,4748,4622,4623,4750,4622,4750,4749,4623,4624,4751,4623,4751,4750,4624,4625,4752,4624,4752,4751,4625,4626,4753,4625,4753,4752,4626,4627,4754,4626,4754,4753,4627,4628,4755,4627,4755,4754,4628,4629,4756,4628,4756,4755,4629,4630,4757,4629,4757,4756,4630,4631,4758,4630,4758,4757,4631,4632,4759,4631,4759,4758,4632,4633,4760,4632,4760,4759,4633,4634,4761,4633,4761,4760,4634,4635,4762,4634,4762,4761,4635,4636,4763,4635,4763,4762,4636,4637,4764,4636,4764,4763,4637,4638,4765,4637,4765,4764,4638,4639,4766,4638,4766,4765,4639,4640,4767,4639,4767,4766,4640,4641,4768,4640,4768,4767,4641,4642,4769,4641,4769,4768,4642,4643,4770,4642,4770,4769,4643,4644,4771,4643,4771,4770,4644,4645,4772,4644,4772,4771,4645,4646,4773,4645,4773,4772,4646,4647,4774,4646,4774,4773,4647,4648,4775,4647,4775,4774,4648,4649,4776,4648,4776,4775,4649,4650,4777,4649,4777,4776,4650,4651,4778,4650,4778,4777,4651,4652,4779,4651,4779,4778,4652,4653,4780,4652,4780,4779,4653,4654,4781,4653,4781,4780,4654,4655,4782,4654,4782,4781,4655,4656,4783,4655,4783,4782,4656,4657,4784,4656,4784,4783,4657,4658,4785,4657,4785,4784,4658,4659,4786,4658,4786,4785,4659,4660,4787,4659,4787,4786,4660,4661,4788,4660,4788,4787,4661,4662,4789,4661,4789,4788,4662,4663,4790,4662,4790,4789,4663,4664,4791,4663,4791,4790,4664,4665,4792,4664,4792,4791,4665,4666,4793,4665,4793,4792,4666,4667,4794,4666,4794,4793,4667,4668,4795,4667,4795,4794,4668,4669,4796,4668,4796,4795,4669,4670,4797,4669,4797,4796,4670,4671,4798,4670,4798,4797,4671,4672,4799,4671,4799,4798,4672,4673,4800,4672,4800,4799,4673,4674,4801,4673,4801,4800,4674,4675,4802,4674,4802,4801,4675,4676,4803,4675,4803,4802,4676,4677,4804,4676,4804,4803,4677,4678,4805,4677,4805,4804,4678,4679,4806,4678,4806,4805,4679,4680,4807,4679,4807,4806,4680,4681,4808,4680,4808,4807,4681,4682,4809,4681,4809,4808,4682,4683,4810,4682,4810,4809,4683,4684,4811,4683,4811,4810,4684,4685,4812,4684,4812,4811,4685,4686,4813,4685,4813,4812,4686,4687,4814,4686,4814,4813,4687,4688,4815,4687,4815,4814,4688,4689,4816,4688,4816,4815,4689,4690,4817,4689,4817,4816,4690,4691,4818,4690,4818,4817,4691,4692,4819,4691,4819,4818,4692,4693,4820,4692,4820,4819,4693,4694,4821,4693,4821,4820,4694,4695,4822,4694,4822,4821,4695,4696,4823,4695,4823,4822,4696,4697,4824,4696,4824,4823,4697,4698,4825,4697,4825,4824,4699,4700,4827,4699,4827,4826,4700,4701,4828,4700,4828,4827,4701,4702,4829,4701,4829,4828,4702,4703,4830,4702,4830,4829,4703,4704,4831,4703,4831,4830,4704,4705,4832,4704,4832,4831,4705,4706,4833,4705,4833,4832,4706,4707,4834,4706,4834,4833,4707,4708,4835,4707,4835,4834,4708,4709,4836,4708,4836,4835,4709,4710,4837,4709,4837,4836,4710,4711,4838,4710,4838,4837,4711,4712,4839,4711,4839,4838,4712,4713,4840,4712,4840,4839,4713,4714,4841,4713,4841,4840,4714,4715,4842,4714,4842,4841,4715,4716,4843,4715,4843,4842,4716,4717,4844,4716,4844,4843,4717,4718,4845,4717,4845,4844,4718,4719,4846,4718,4846,4845,4719,4720,4847,4719,4847,4846,4720,4721,4848,4720,4848,4847,4721,4722,4849,4721,4849,4848,4722,4723,4850,4722,4850,4849,4723,4724,4851,4723,4851,4850,4724,4725,4852,4724,4852,4851,4725,4726,4853,4725,4853,4852,4726,4727,4854,4726,4854,4853,4727,4728,4855,4727,4855,4854,4728,4729,4856,4728,4856,4855,4729,4730,4857,4729,4857,4856,4730,4731,4858,4730,4858,4857,4731,4732,4859,4731,4859,4858,4732,4733,4860,4732,4860,4859,4733,4734,4861,4733,4861,4860,4734,4735,4862,4734,4862,4861,4735,4736,4863,4735,4863,4862,4736,4737,4864,4736,4864,4863,4737,4738,4865,4737,4865,4864,4738,4739,4866,4738,4866,4865,4739,4740,4867,4739,4867,4866,4740,4741,4868,4740,4868,4867,4741,4742,4869,4741,4869,4868,4742,4743,4870,4742,4870,4869,4743,4744,4871,4743,4871,4870,4744,4745,4872,4744,4872,4871,4745,4746,4873,4745,4873,4872,4746,4747,4874,4746,4874,4873,4747,4748,4875,4747,4875,4874,4748,4749,4876,4748,4876,4875,4749,4750,4877,4749,4877,4876,4750,4751,4878,4750,4878,4877,4751,4752,4879,4751,4879,4878,4752,4753,4880,4752,4880,4879,4753,4754,4881,4753,4881,4880,4754,4755,4882,4754,4882,4881,4755,4756,4883,4755,4883,4882,4756,4757,4884,4756,4884,4883,4757,4758,4885,4757,4885,4884,4758,4759,4886,4758,4886,4885,4759,4760,4887,4759,4887,4886,4760,4761,4888,4760,4888,4887,4761,4762,4889,4761,4889,4888,4762,4763,4890,4762,4890,4889,4763,4764,4891,4763,4891,4890,4764,4765,4892,4764,4892,4891,4765,4766,4893,4765,4893,4892,4766,4767,4894,4766,4894,4893,4767,4768,4895,4767,4895,4894,4768,4769,4896,4768,4896,4895,4769,4770,4897,4769,4897,4896,4770,4771,4898,4770,4898,4897,4771,4772,4899,4771,4899,4898,4772,4773,4900,4772,4900,4899,4773,4774,4901,4773,4901,4900,4774,4775,4902,4774,4902,4901,4775,4776,4903,4775,4903,4902,4776,4777,4904,4776,4904,4903,4777,4778,4905,4777,4905,4904,4778,4779,4906,4778,4906,4905,4779,4780,4907,4779,4907,4906,4780,4781,4908,4780,4908,4907,4781,4782,4909,4781,4909,4908,4782,4783,4910,4782,4910,4909,4783,4784,4911,4783,4911,4910,4784,4785,4912,4784,4912,4911,4785,4786,4913,4785,4913,4912,4786,4787,4914,4786,4914,4913,4787,4788,4915,4787,4915,4914,4788,4789,4916,4788,4916,4915,4789,4790,4917,4789,4917,4916,4790,4791,4918,4790,4918,4917,4791,4792,4919,4791,4919,4918,4792,4793,4920,4792,4920,4919,4793,4794,4921,4793,4921,4920,4794,4795,4922,4794,4922,4921,4795,4796,4923,4795,4923,4922,4796,4797,4924,4796,4924,4923,4797,4798,4925,4797,4925,4924,4798,4799,4926,4798,4926,4925,4799,4800,4927,4799,4927,4926,4800,4801,4928,4800,4928,4927,4801,4802,4929,4801,4929,4928,4802,4803,4930,4802,4930,4929,4803,4804,4931,4803,4931,4930,4804,4805,4932,4804,4932,4931,4805,4806,4933,4805,4933,4932,4806,4807,4934,4806,4934,4933,4807,4808,4935,4807,4935,4934,4808,4809,4936,4808,4936,4935,4809,4810,4937,4809,4937,4936,4810,4811,4938,4810,4938,4937,4811,4812,4939,4811,4939,4938,4812,4813,4940,4812,4940,4939,4813,4814,4941,4813,4941,4940,4814,4815,4942,4814,4942,4941,4815,4816,4943,4815,4943,4942,4816,4817,4944,4816,4944,4943,4817,4818,4945,4817,4945,4944,4818,4819,4946,4818,4946,4945,4819,4820,4947,4819,4947,4946,4820,4821,4948,4820,4948,4947,4821,4822,4949,4821,4949,4948,4822,4823,4950,4822,4950,4949,4823,4824,4951,4823,4951,4950,4824,4825,4952,4824,4952,4951,4826,4827,4954,4826,4954,4953,4827,4828,4955,4827,4955,4954,4828,4829,4956,4828,4956,4955,4829,4830,4957,4829,4957,4956,4830,4831,4958,4830,4958,4957,4831,4832,4959,4831,4959,4958,4832,4833,4960,4832,4960,4959,4833,4834,4961,4833,4961,4960,4834,4835,4962,4834,4962,4961,4835,4836,4963,4835,4963,4962,4836,4837,4964,4836,4964,4963,4837,4838,4965,4837,4965,4964,4838,4839,4966,4838,4966,4965,4839,4840,4967,4839,4967,4966,4840,4841,4968,4840,4968,4967,4841,4842,4969,4841,4969,4968,4842,4843,4970,4842,4970,4969,4843,4844,4971,4843,4971,4970,4844,4845,4972,4844,4972,4971,4845,4846,4973,4845,4973,4972,4846,4847,4974,4846,4974,4973,4847,4848,4975,4847,4975,4974,4848,4849,4976,4848,4976,4975,4849,4850,4977,4849,4977,4976,4850,4851,4978,4850,4978,4977,4851,4852,4979,4851,4979,4978,4852,4853,4980,4852,4980,4979,4853,4854,4981,4853,4981,4980,4854,4855,4982,4854,4982,4981,4855,4856,4983,4855,4983,4982,4856,4857,4984,4856,4984,4983,4857,4858,4985,4857,4985,4984,4858,4859,4986,4858,4986,4985,4859,4860,4987,4859,4987,4986,4860,4861,4988,4860,4988,4987,4861,4862,4989,4861,4989,4988,4862,4863,4990,4862,4990,4989,4863,4864,4991,4863,4991,4990,4864,4865,4992,4864,4992,4991,4865,4866,4993,4865,4993,4992,4866,4867,4994,4866,4994,4993,4867,4868,4995,4867,4995,4994,4868,4869,4996,4868,4996,4995,4869,4870,4997,4869,4997,4996,4870,4871,4998,4870,4998,4997,4871,4872,4999,4871,4999,4998,4872,4873,5000,4872,5000,4999,4873,4874,5001,4873,5001,5000,4874,4875,5002,4874,5002,5001,4875,4876,5003,4875,5003,5002,4876,4877,5004,4876,5004,5003,4877,4878,5005,4877,5005,5004,4878,4879,5006,4878,5006,5005,4879,4880,5007,4879,5007,5006,4880,4881,5008,4880,5008,5007,4881,4882,5009,4881,5009,5008,4882,4883,5010,4882,5010,5009,4883,4884,5011,4883,5011,5010,4884,4885,5012,4884,5012,5011,4885,4886,5013,4885,5013,5012,4886,4887,5014,4886,5014,5013,4887,4888,5015,4887,5015,5014,4888,4889,5016,4888,5016,5015,4889,4890,5017,4889,5017,5016,4890,4891,5018,4890,5018,5017,4891,4892,5019,4891,5019,5018,4892,4893,5020,4892,5020,5019,4893,4894,5021,4893,5021,5020,4894,4895,5022,4894,5022,5021,4895,4896,5023,4895,5023,5022,4896,4897,5024,4896,5024,5023,4897,4898,5025,4897,5025,5024,4898,4899,5026,4898,5026,5025,4899,4900,5027,4899,5027,5026,4900,4901,5028,4900,5028,5027,4901,4902,5029,4901,5029,5028,4902,4903,5030,4902,5030,5029,4903,4904,5031,4903,5031,5030,4904,4905,5032,4904,5032,5031,4905,4906,5033,4905,5033,5032,4906,4907,5034,4906,5034,5033,4907,4908,5035,4907,5035,5034,4908,4909,5036,4908,5036,5035,4909,4910,5037,4909,5037,5036,4910,4911,5038,4910,5038,5037,4911,4912,5039,4911,5039,5038,4912,4913,5040,4912,5040,5039,4913,4914,5041,4913,5041,5040,4914,4915,5042,4914,5042,5041,4915,4916,5043,4915,5043,5042,4916,4917,5044,4916,5044,5043,4917,4918,5045,4917,5045,5044,4918,4919,5046,4918,5046,5045,4919,4920,5047,4919,5047,5046,4920,4921,5048,4920,5048,5047,4921,4922,5049,4921,5049,5048,4922,4923,5050,4922,5050,5049,4923,4924,5051,4923,5051,5050,4924,4925,5052,4924,5052,5051,4925,4926,5053,4925,5053,5052,4926,4927,5054,4926,5054,5053,4927,4928,5055,4927,5055,5054,4928,4929,5056,4928,5056,5055,4929,4930,5057,4929,5057,5056,4930,4931,5058,4930,5058,5057,4931,4932,5059,4931,5059,5058,4932,4933,5060,4932,5060,5059,4933,4934,5061,4933,5061,5060,4934,4935,5062,4934,5062,5061,4935,4936,5063,4935,5063,5062,4936,4937,5064,4936,5064,5063,4937,4938,5065,4937,5065,5064,4938,4939,5066,4938,5066,5065,4939,4940,5067,4939,5067,5066,4940,4941,5068,4940,5068,5067,4941,4942,5069,4941,5069,5068,4942,4943,5070,4942,5070,5069,4943,4944,5071,4943,5071,5070,4944,4945,5072,4944,5072,5071,4945,4946,5073,4945,5073,5072,4946,4947,5074,4946,5074,5073,4947,4948,5075,4947,5075,5074,4948,4949,5076,4948,5076,5075,4949,4950,5077,4949,5077,5076,4950,4951,5078,4950,5078,5077,4951,4952,5079,4951,5079,5078,4953,4954,5081,4953,5081,5080,4954,4955,5082,4954,5082,5081,4955,4956,5083,4955,5083,5082,4956,4957,5084,4956,5084,5083,4957,4958,5085,4957,5085,5084,4958,4959,5086,4958,5086,5085,4959,4960,5087,4959,5087,5086,4960,4961,5088,4960,5088,5087,4961,4962,5089,4961,5089,5088,4962,4963,5090,4962,5090,5089,4963,4964,5091,4963,5091,5090,4964,4965,5092,4964,5092,5091,4965,4966,5093,4965,5093,5092,4966,4967,5094,4966,5094,5093,4967,4968,5095,4967,5095,5094,4968,4969,5096,4968,5096,5095,4969,4970,5097,4969,5097,5096,4970,4971,5098,4970,5098,5097,4971,4972,5099,4971,5099,5098,4972,4973,5100,4972,5100,5099,4973,4974,5101,4973,5101,5100,4974,4975,5102,4974,5102,5101,4975,4976,5103,4975,5103,5102,4976,4977,5104,4976,5104,5103,4977,4978,5105,4977,5105,5104,4978,4979,5106,4978,5106,5105,4979,4980,5107,4979,5107,5106,4980,4981,5108,4980,5108,5107,4981,4982,5109,4981,5109,5108,4982,4983,5110,4982,5110,5109,4983,4984,5111,4983,5111,5110,4984,4985,5112,4984,5112,5111,4985,4986,5113,4985,5113,5112,4986,4987,5114,4986,5114,5113,4987,4988,5115,4987,5115,5114,4988,4989,5116,4988,5116,5115,4989,4990,5117,4989,5117,5116,4990,4991,5118,4990,5118,5117,4991,4992,5119,4991,5119,5118,4992,4993,5120,4992,5120,5119,4993,4994,5121,4993,5121,5120,4994,4995,5122,4994,5122,5121,4995,4996,5123,4995,5123,5122,4996,4997,5124,4996,5124,5123,4997,4998,5125,4997,5125,5124,4998,4999,5126,4998,5126,5125,4999,5000,5127,4999,5127,5126,5000,5001,5128,5000,5128,5127,5001,5002,5129,5001,5129,5128,5002,5003,5130,5002,5130,5129,5003,5004,5131,5003,5131,5130,5004,5005,5132,5004,5132,5131,5005,5006,5133,5005,5133,5132,5006,5007,5134,5006,5134,5133,5007,5008,5135,5007,5135,5134,5008,5009,5136,5008,5136,5135,5009,5010,5137,5009,5137,5136,5010,5011,5138,5010,5138,5137,5011,5012,5139,5011,5139,5138,5012,5013,5140,5012,5140,5139,5013,5014,5141,5013,5141,5140,5014,5015,5142,5014,5142,5141,5015,5016,5143,5015,5143,5142,5016,5017,5144,5016,5144,5143,5017,5018,5145,5017,5145,5144,5018,5019,5146,5018,5146,5145,5019,5020,5147,5019,5147,5146,5020,5021,5148,5020,5148,5147,5021,5022,5149,5021,5149,5148,5022,5023,5150,5022,5150,5149,5023,5024,5151,5023,5151,5150,5024,5025,5152,5024,5152,5151,5025,5026,5153,5025,5153,5152,5026,5027,5154,5026,5154,5153,5027,5028,5155,5027,5155,5154,5028,5029,5156,5028,5156,5155,5029,5030,5157,5029,5157,5156,5030,5031,5158,5030,5158,5157,5031,5032,5159,5031,5159,5158,5032,5033,5160,5032,5160,5159,5033,5034,5161,5033,5161,5160,5034,5035,5162,5034,5162,5161,5035,5036,5163,5035,5163,5162,5036,5037,5164,5036,5164,5163,5037,5038,5165,5037,5165,5164,5038,5039,5166,5038,5166,5165,5039,5040,5167,5039,5167,5166,5040,5041,5168,5040,5168,5167,5041,5042,5169,5041,5169,5168,5042,5043,5170,5042,5170,5169,5043,5044,5171,5043,5171,5170,5044,5045,5172,5044,5172,5171,5045,5046,5173,5045,5173,5172,5046,5047,5174,5046,5174,5173,5047,5048,5175,5047,5175,5174,5048,5049,5176,5048,5176,5175,5049,5050,5177,5049,5177,5176,5050,5051,5178,5050,5178,5177,5051,5052,5179,5051,5179,5178,5052,5053,5180,5052,5180,5179,5053,5054,5181,5053,5181,5180,5054,5055,5182,5054,5182,5181,5055,5056,5183,5055,5183,5182,5056,5057,5184,5056,5184,5183,5057,5058,5185,5057,5185,5184,5058,5059,5186,5058,5186,5185,5059,5060,5187,5059,5187,5186,5060,5061,5188,5060,5188,5187,5061,5062,5189,5061,5189,5188,5062,5063,5190,5062,5190,5189,5063,5064,5191,5063,5191,5190,5064,5065,5192,5064,5192,5191,5065,5066,5193,5065,5193,5192,5066,5067,5194,5066,5194,5193,5067,5068,5195,5067,5195,5194,5068,5069,5196,5068,5196,5195,5069,5070,5197,5069,5197,5196,5070,5071,5198,5070,5198,5197,5071,5072,5199,5071,5199,5198,5072,5073,5200,5072,5200,5199,5073,5074,5201,5073,5201,5200,5074,5075,5202,5074,5202,5201,5075,5076,5203,5075,5203,5202,5076,5077,5204,5076,5204,5203,5077,5078,5205,5077,5205,5204,5078,5079,5206,5078,5206,5205,5080,5081,5208,5080,5208,5207,5081,5082,5209,5081,5209,5208,5082,5083,5210,5082,5210,5209,5083,5084,5211,5083,5211,5210,5084,5085,5212,5084,5212,5211,5085,5086,5213,5085,5213,5212,5086,5087,5214,5086,5214,5213,5087,5088,5215,5087,5215,5214,5088,5089,5216,5088,5216,5215,5089,5090,5217,5089,5217,5216,5090,5091,5218,5090,5218,5217,5091,5092,5219,5091,5219,5218,5092,5093,5220,5092,5220,5219,5093,5094,5221,5093,5221,5220,5094,5095,5222,5094,5222,5221,5095,5096,5223,5095,5223,5222,5096,5097,5224,5096,5224,5223,5097,5098,5225,5097,5225,5224,5098,5099,5226,5098,5226,5225,5099,5100,5227,5099,5227,5226,5100,5101,5228,5100,5228,5227,5101,5102,5229,5101,5229,5228,5102,5103,5230,5102,5230,5229,5103,5104,5231,5103,5231,5230,5104,5105,5232,5104,5232,5231,5105,5106,5233,5105,5233,5232,5106,5107,5234,5106,5234,5233,5107,5108,5235,5107,5235,5234,5108,5109,5236,5108,5236,5235,5109,5110,5237,5109,5237,5236,5110,5111,5238,5110,5238,5237,5111,5112,5239,5111,5239,5238,5112,5113,5240,5112,5240,5239,5113,5114,5241,5113,5241,5240,5114,5115,5242,5114,5242,5241,5115,5116,5243,5115,5243,5242,5116,5117,5244,5116,5244,5243,5117,5118,5245,5117,5245,5244,5118,5119,5246,5118,5246,5245,5119,5120,5247,5119,5247,5246,5120,5121,5248,5120,5248,5247,5121,5122,5249,5121,5249,5248,5122,5123,5250,5122,5250,5249,5123,5124,5251,5123,5251,5250,5124,5125,5252,5124,5252,5251,5125,5126,5253,5125,5253,5252,5126,5127,5254,5126,5254,5253,5127,5128,5255,5127,5255,5254,5128,5129,5256,5128,5256,5255,5129,5130,5257,5129,5257,5256,5130,5131,5258,5130,5258,5257,5131,5132,5259,5131,5259,5258,5132,5133,5260,5132,5260,5259,5133,5134,5261,5133,5261,5260,5134,5135,5262,5134,5262,5261,5135,5136,5263,5135,5263,5262,5136,5137,5264,5136,5264,5263,5137,5138,5265,5137,5265,5264,5138,5139,5266,5138,5266,5265,5139,5140,5267,5139,5267,5266,5140,5141,5268,5140,5268,5267,5141,5142,5269,5141,5269,5268,5142,5143,5270,5142,5270,5269,5143,5144,5271,5143,5271,5270,5144,5145,5272,5144,5272,5271,5145,5146,5273,5145,5273,5272,5146,5147,5274,5146,5274,5273,5147,5148,5275,5147,5275,5274,5148,5149,5276,5148,5276,5275,5149,5150,5277,5149,5277,5276,5150,5151,5278,5150,5278,5277,5151,5152,5279,5151,5279,5278,5152,5153,5280,5152,5280,5279,5153,5154,5281,5153,5281,5280,5154,5155,5282,5154,5282,5281,5155,5156,5283,5155,5283,5282,5156,5157,5284,5156,5284,5283,5157,5158,5285,5157,5285,5284,5158,5159,5286,5158,5286,5285,5159,5160,5287,5159,5287,5286,5160,5161,5288,5160,5288,5287,5161,5162,5289,5161,5289,5288,5162,5163,5290,5162,5290,5289,5163,5164,5291,5163,5291,5290,5164,5165,5292,5164,5292,5291,5165,5166,5293,5165,5293,5292,5166,5167,5294,5166,5294,5293,5167,5168,5295,5167,5295,5294,5168,5169,5296,5168,5296,5295,5169,5170,5297,5169,5297,5296,5170,5171,5298,5170,5298,5297,5171,5172,5299,5171,5299,5298,5172,5173,5300,5172,5300,5299,5173,5174,5301,5173,5301,5300,5174,5175,5302,5174,5302,5301,5175,5176,5303,5175,5303,5302,5176,5177,5304,5176,5304,5303,5177,5178,5305,5177,5305,5304,5178,5179,5306,5178,5306,5305,5179,5180,5307,5179,5307,5306,5180,5181,5308,5180,5308,5307,5181,5182,5309,5181,5309,5308,5182,5183,5310,5182,5310,5309,5183,5184,5311,5183,5311,5310,5184,5185,5312,5184,5312,5311,5185,5186,5313,5185,5313,5312,5186,5187,5314,5186,5314,5313,5187,5188,5315,5187,5315,5314,5188,5189,5316,5188,5316,5315,5189,5190,5317,5189,5317,5316,5190,5191,5318,5190,5318,5317,5191,5192,5319,5191,5319,5318,5192,5193,5320,5192,5320,5319,5193,5194,5321,5193,5321,5320,5194,5195,5322,5194,5322,5321,5195,5196,5323,5195,5323,5322,5196,5197,5324,5196,5324,5323,5197,5198,5325,5197,5325,5324,5198,5199,5326,5198,5326,5325,5199,5200,5327,5199,5327,5326,5200,5201,5328,5200,5328,5327,5201,5202,5329,5201,5329,5328,5202,5203,5330,5202,5330,5329,5203,5204,5331,5203,5331,5330,5204,5205,5332,5204,5332,5331,5205,5206,5333,5205,5333,5332,5207,5208,5335,5207,5335,5334,5208,5209,5336,5208,5336,5335,5209,5210,5337,5209,5337,5336,5210,5211,5338,5210,5338,5337,5211,5212,5339,5211,5339,5338,5212,5213,5340,5212,5340,5339,5213,5214,5341,5213,5341,5340,5214,5215,5342,5214,5342,5341,5215,5216,5343,5215,5343,5342,5216,5217,5344,5216,5344,5343,5217,5218,5345,5217,5345,5344,5218,5219,5346,5218,5346,5345,5219,5220,5347,5219,5347,5346,5220,5221,5348,5220,5348,5347,5221,5222,5349,5221,5349,5348,5222,5223,5350,5222,5350,5349,5223,5224,5351,5223,5351,5350,5224,5225,5352,5224,5352,5351,5225,5226,5353,5225,5353,5352,5226,5227,5354,5226,5354,5353,5227,5228,5355,5227,5355,5354,5228,5229,5356,5228,5356,5355,5229,5230,5357,5229,5357,5356,5230,5231,5358,5230,5358,5357,5231,5232,5359,5231,5359,5358,5232,5233,5360,5232,5360,5359,5233,5234,5361,5233,5361,5360,5234,5235,5362,5234,5362,5361,5235,5236,5363,5235,5363,5362,5236,5237,5364,5236,5364,5363,5237,5238,5365,5237,5365,5364,5238,5239,5366,5238,5366,5365,5239,5240,5367,5239,5367,5366,5240,5241,5368,5240,5368,5367,5241,5242,5369,5241,5369,5368,5242,5243,5370,5242,5370,5369,5243,5244,5371,5243,5371,5370,5244,5245,5372,5244,5372,5371,5245,5246,5373,5245,5373,5372,5246,5247,5374,5246,5374,5373,5247,5248,5375,5247,5375,5374,5248,5249,5376,5248,5376,5375,5249,5250,5377,5249,5377,5376,5250,5251,5378,5250,5378,5377,5251,5252,5379,5251,5379,5378,5252,5253,5380,5252,5380,5379,5253,5254,5381,5253,5381,5380,5254,5255,5382,5254,5382,5381,5255,5256,5383,5255,5383,5382,5256,5257,5384,5256,5384,5383,5257,5258,5385,5257,5385,5384,5258,5259,5386,5258,5386,5385,5259,5260,5387,5259,5387,5386,5260,5261,5388,5260,5388,5387,5261,5262,5389,5261,5389,5388,5262,5263,5390,5262,5390,5389,5263,5264,5391,5263,5391,5390,5264,5265,5392,5264,5392,5391,5265,5266,5393,5265,5393,5392,5266,5267,5394,5266,5394,5393,5267,5268,5395,5267,5395,5394,5268,5269,5396,5268,5396,5395,5269,5270,5397,5269,5397,5396,5270,5271,5398,5270,5398,5397,5271,5272,5399,5271,5399,5398,5272,5273,5400,5272,5400,5399,5273,5274,5401,5273,5401,5400,5274,5275,5402,5274,5402,5401,5275,5276,5403,5275,5403,5402,5276,5277,5404,5276,5404,5403,5277,5278,5405,5277,5405,5404,5278,5279,5406,5278,5406,5405,5279,5280,5407,5279,5407,5406,5280,5281,5408,5280,5408,5407,5281,5282,5409,5281,5409,5408,5282,5283,5410,5282,5410,5409,5283,5284,5411,5283,5411,5410,5284,5285,5412,5284,5412,5411,5285,5286,5413,5285,5413,5412,5286,5287,5414,5286,5414,5413,5287,5288,5415,5287,5415,5414,5288,5289,5416,5288,5416,5415,5289,5290,5417,5289,5417,5416,5290,5291,5418,5290,5418,5417,5291,5292,5419,5291,5419,5418,5292,5293,5420,5292,5420,5419,5293,5294,5421,5293,5421,5420,5294,5295,5422,5294,5422,5421,5295,5296,5423,5295,5423,5422,5296,5297,5424,5296,5424,5423,5297,5298,5425,5297,5425,5424,5298,5299,5426,5298,5426,5425,5299,5300,5427,5299,5427,5426,5300,5301,5428,5300,5428,5427,5301,5302,5429,5301,5429,5428,5302,5303,5430,5302,5430,5429,5303,5304,5431,5303,5431,5430,5304,5305,5432,5304,5432,5431,5305,5306,5433,5305,5433,5432,5306,5307,5434,5306,5434,5433,5307,5308,5435,5307,5435,5434,5308,5309,5436,5308,5436,5435,5309,5310,5437,5309,5437,5436,5310,5311,5438,5310,5438,5437,5311,5312,5439,5311,5439,5438,5312,5313,5440,5312,5440,5439,5313,5314,5441,5313,5441,5440,5314,5315,5442,5314,5442,5441,5315,5316,5443,5315,5443,5442,5316,5317,5444,5316,5444,5443,5317,5318,5445,5317,5445,5444,5318,5319,5446,5318,5446,5445,5319,5320,5447,5319,5447,5446,5320,5321,5448,5320,5448,5447,5321,5322,5449,5321,5449,5448,5322,5323,5450,5322,5450,5449,5323,5324,5451,5323,5451,5450,5324,5325,5452,5324,5452,5451,5325,5326,5453,5325,5453,5452,5326,5327,5454,5326,5454,5453,5327,5328,5455,5327,5455,5454,5328,5329,5456,5328,5456,5455,5329,5330,5457,5329,5457,5456,5330,5331,5458,5330,5458,5457,5331,5332,5459,5331,5459,5458,5332,5333,5460,5332,5460,5459,5334,5335,5462,5334,5462,5461,5335,5336,5463,5335,5463,5462,5336,5337,5464,5336,5464,5463,5337,5338,5465,5337,5465,5464,5338,5339,5466,5338,5466,5465,5339,5340,5467,5339,5467,5466,5340,5341,5468,5340,5468,5467,5341,5342,5469,5341,5469,5468,5342,5343,5470,5342,5470,5469,5343,5344,5471,5343,5471,5470,5344,5345,5472,5344,5472,5471,5345,5346,5473,5345,5473,5472,5346,5347,5474,5346,5474,5473,5347,5348,5475,5347,5475,5474,5348,5349,5476,5348,5476,5475,5349,5350,5477,5349,5477,5476,5350,5351,5478,5350,5478,5477,5351,5352,5479,5351,5479,5478,5352,5353,5480,5352,5480,5479,5353,5354,5481,5353,5481,5480,5354,5355,5482,5354,5482,5481,5355,5356,5483,5355,5483,5482,5356,5357,5484,5356,5484,5483,5357,5358,5485,5357,5485,5484,5358,5359,5486,5358,5486,5485,5359,5360,5487,5359,5487,5486,5360,5361,5488,5360,5488,5487,5361,5362,5489,5361,5489,5488,5362,5363,5490,5362,5490,5489,5363,5364,5491,5363,5491,5490,5364,5365,5492,5364,5492,5491,5365,5366,5493,5365,5493,5492,5366,5367,5494,5366,5494,5493,5367,5368,5495,5367,5495,5494,5368,5369,5496,5368,5496,5495,5369,5370,5497,5369,5497,5496,5370,5371,5498,5370,5498,5497,5371,5372,5499,5371,5499,5498,5372,5373,5500,5372,5500,5499,5373,5374,5501,5373,5501,5500,5374,5375,5502,5374,5502,5501,5375,5376,5503,5375,5503,5502,5376,5377,5504,5376,5504,5503,5377,5378,5505,5377,5505,5504,5378,5379,5506,5378,5506,5505,5379,5380,5507,5379,5507,5506,5380,5381,5508,5380,5508,5507,5381,5382,5509,5381,5509,5508,5382,5383,5510,5382,5510,5509,5383,5384,5511,5383,5511,5510,5384,5385,5512,5384,5512,5511,5385,5386,5513,5385,5513,5512,5386,5387,5514,5386,5514,5513,5387,5388,5515,5387,5515,5514,5388,5389,5516,5388,5516,5515,5389,5390,5517,5389,5517,5516,5390,5391,5518,5390,5518,5517,5391,5392,5519,5391,5519,5518,5392,5393,5520,5392,5520,5519,5393,5394,5521,5393,5521,5520,5394,5395,5522,5394,5522,5521,5395,5396,5523,5395,5523,5522,5396,5397,5524,5396,5524,5523,5397,5398,5525,5397,5525,5524,5398,5399,5526,5398,5526,5525,5399,5400,5527,5399,5527,5526,5400,5401,5528,5400,5528,5527,5401,5402,5529,5401,5529,5528,5402,5403,5530,5402,5530,5529,5403,5404,5531,5403,5531,5530,5404,5405,5532,5404,5532,5531,5405,5406,5533,5405,5533,5532,5406,5407,5534,5406,5534,5533,5407,5408,5535,5407,5535,5534,5408,5409,5536,5408,5536,5535,5409,5410,5537,5409,5537,5536,5410,5411,5538,5410,5538,5537,5411,5412,5539,5411,5539,5538,5412,5413,5540,5412,5540,5539,5413,5414,5541,5413,5541,5540,5414,5415,5542,5414,5542,5541,5415,5416,5543,5415,5543,5542,5416,5417,5544,5416,5544,5543,5417,5418,5545,5417,5545,5544,5418,5419,5546,5418,5546,5545,5419,5420,5547,5419,5547,5546,5420,5421,5548,5420,5548,5547,5421,5422,5549,5421,5549,5548,5422,5423,5550,5422,5550,5549,5423,5424,5551,5423,5551,5550,5424,5425,5552,5424,5552,5551,5425,5426,5553,5425,5553,5552,5426,5427,5554,5426,5554,5553,5427,5428,5555,5427,5555,5554,5428,5429,5556,5428,5556,5555,5429,5430,5557,5429,5557,5556,5430,5431,5558,5430,5558,5557,5431,5432,5559,5431,5559,5558,5432,5433,5560,5432,5560,5559,5433,5434,5561,5433,5561,5560,5434,5435,5562,5434,5562,5561,5435,5436,5563,5435,5563,5562,5436,5437,5564,5436,5564,5563,5437,5438,5565,5437,5565,5564,5438,5439,5566,5438,5566,5565,5439,5440,5567,5439,5567,5566,5440,5441,5568,5440,5568,5567,5441,5442,5569,5441,5569,5568,5442,5443,5570,5442,5570,5569,5443,5444,5571,5443,5571,5570,5444,5445,5572,5444,5572,5571,5445,5446,5573,5445,5573,5572,5446,5447,5574,5446,5574,5573,5447,5448,5575,5447,5575,5574,5448,5449,5576,5448,5576,5575,5449,5450,5577,5449,5577,5576,5450,5451,5578,5450,5578,5577,5451,5452,5579,5451,5579,5578,5452,5453,5580,5452,5580,5579,5453,5454,5581,5453,5581,5580,5454,5455,5582,5454,5582,5581,5455,5456,5583,5455,5583,5582,5456,5457,5584,5456,5584,5583,5457,5458,5585,5457,5585,5584,5458,5459,5586,5458,5586,5585,5459,5460,5587,5459,5587,5586,5461,5462,5589,5461,5589,5588,5462,5463,5590,5462,5590,5589,5463,5464,5591,5463,5591,5590,5464,5465,5592,5464,5592,5591,5465,5466,5593,5465,5593,5592,5466,5467,5594,5466,5594,5593,5467,5468,5595,5467,5595,5594,5468,5469,5596,5468,5596,5595,5469,5470,5597,5469,5597,5596,5470,5471,5598,5470,5598,5597,5471,5472,5599,5471,5599,5598,5472,5473,5600,5472,5600,5599,5473,5474,5601,5473,5601,5600,5474,5475,5602,5474,5602,5601,5475,5476,5603,5475,5603,5602,5476,5477,5604,5476,5604,5603,5477,5478,5605,5477,5605,5604,5478,5479,5606,5478,5606,5605,5479,5480,5607,5479,5607,5606,5480,5481,5608,5480,5608,5607,5481,5482,5609,5481,5609,5608,5482,5483,5610,5482,5610,5609,5483,5484,5611,5483,5611,5610,5484,5485,5612,5484,5612,5611,5485,5486,5613,5485,5613,5612,5486,5487,5614,5486,5614,5613,5487,5488,5615,5487,5615,5614,5488,5489,5616,5488,5616,5615,5489,5490,5617,5489,5617,5616,5490,5491,5618,5490,5618,5617,5491,5492,5619,5491,5619,5618,5492,5493,5620,5492,5620,5619,5493,5494,5621,5493,5621,5620,5494,5495,5622,5494,5622,5621,5495,5496,5623,5495,5623,5622,5496,5497,5624,5496,5624,5623,5497,5498,5625,5497,5625,5624,5498,5499,5626,5498,5626,5625,5499,5500,5627,5499,5627,5626,5500,5501,5628,5500,5628,5627,5501,5502,5629,5501,5629,5628,5502,5503,5630,5502,5630,5629,5503,5504,5631,5503,5631,5630,5504,5505,5632,5504,5632,5631,5505,5506,5633,5505,5633,5632,5506,5507,5634,5506,5634,5633,5507,5508,5635,5507,5635,5634,5508,5509,5636,5508,5636,5635,5509,5510,5637,5509,5637,5636,5510,5511,5638,5510,5638,5637,5511,5512,5639,5511,5639,5638,5512,5513,5640,5512,5640,5639,5513,5514,5641,5513,5641,5640,5514,5515,5642,5514,5642,5641,5515,5516,5643,5515,5643,5642,5516,5517,5644,5516,5644,5643,5517,5518,5645,5517,5645,5644,5518,5519,5646,5518,5646,5645,5519,5520,5647,5519,5647,5646,5520,5521,5648,5520,5648,5647,5521,5522,5649,5521,5649,5648,5522,5523,5650,5522,5650,5649,5523,5524,5651,5523,5651,5650,5524,5525,5652,5524,5652,5651,5525,5526,5653,5525,5653,5652,5526,5527,5654,5526,5654,5653,5527,5528,5655,5527,5655,5654,5528,5529,5656,5528,5656,5655,5529,5530,5657,5529,5657,5656,5530,5531,5658,5530,5658,5657,5531,5532,5659,5531,5659,5658,5532,5533,5660,5532,5660,5659,5533,5534,5661,5533,5661,5660,5534,5535,5662,5534,5662,5661,5535,5536,5663,5535,5663,5662,5536,5537,5664,5536,5664,5663,5537,5538,5665,5537,5665,5664,5538,5539,5666,5538,5666,5665,5539,5540,5667,5539,5667,5666,5540,5541,5668,5540,5668,5667,5541,5542,5669,5541,5669,5668,5542,5543,5670,5542,5670,5669,5543,5544,5671,5543,5671,5670,5544,5545,5672,5544,5672,5671,5545,5546,5673,5545,5673,5672,5546,5547,5674,5546,5674,5673,5547,5548,5675,5547,5675,5674,5548,5549,5676,5548,5676,5675,5549,5550,5677,5549,5677,5676,5550,5551,5678,5550,5678,5677,5551,5552,5679,5551,5679,5678,5552,5553,5680,5552,5680,5679,5553,5554,5681,5553,5681,5680,5554,5555,5682,5554,5682,5681,5555,5556,5683,5555,5683,5682,5556,5557,5684,5556,5684,5683,5557,5558,5685,5557,5685,5684,5558,5559,5686,5558,5686,5685,5559,5560,5687,5559,5687,5686,5560,5561,5688,5560,5688,5687,5561,5562,5689,5561,5689,5688,5562,5563,5690,5562,5690,5689,5563,5564,5691,5563,5691,5690,5564,5565,5692,5564,5692,5691,5565,5566,5693,5565,5693,5692,5566,5567,5694,5566,5694,5693,5567,5568,5695,5567,5695,5694,5568,5569,5696,5568,5696,5695,5569,5570,5697,5569,5697,5696,5570,5571,5698,5570,5698,5697,5571,5572,5699,5571,5699,5698,5572,5573,5700,5572,5700,5699,5573,5574,5701,5573,5701,5700,5574,5575,5702,5574,5702,5701,5575,5576,5703,5575,5703,5702,5576,5577,5704,5576,5704,5703,5577,5578,5705,5577,5705,5704,5578,5579,5706,5578,5706,5705,5579,5580,5707,5579,5707,5706,5580,5581,5708,5580,5708,5707,5581,5582,5709,5581,5709,5708,5582,5583,5710,5582,5710,5709,5583,5584,5711,5583,5711,5710,5584,5585,5712,5584,5712,5711,5585,5586,5713,5585,5713,5712,5586,5587,5714,5586,5714,5713,5588,5589,5716,5588,5716,5715,5589,5590,5717,5589,5717,5716,5590,5591,5718,5590,5718,5717,5591,5592,5719,5591,5719,5718,5592,5593,5720,5592,5720,5719,5593,5594,5721,5593,5721,5720,5594,5595,5722,5594,5722,5721,5595,5596,5723,5595,5723,5722,5596,5597,5724,5596,5724,5723,5597,5598,5725,5597,5725,5724,5598,5599,5726,5598,5726,5725,5599,5600,5727,5599,5727,5726,5600,5601,5728,5600,5728,5727,5601,5602,5729,5601,5729,5728,5602,5603,5730,5602,5730,5729,5603,5604,5731,5603,5731,5730,5604,5605,5732,5604,5732,5731,5605,5606,5733,5605,5733,5732,5606,5607,5734,5606,5734,5733,5607,5608,5735,5607,5735,5734,5608,5609,5736,5608,5736,5735,5609,5610,5737,5609,5737,5736,5610,5611,5738,5610,5738,5737,5611,5612,5739,5611,5739,5738,5612,5613,5740,5612,5740,5739,5613,5614,5741,5613,5741,5740,5614,5615,5742,5614,5742,5741,5615,5616,5743,5615,5743,5742,5616,5617,5744,5616,5744,5743,5617,5618,5745,5617,5745,5744,5618,5619,5746,5618,5746,5745,5619,5620,5747,5619,5747,5746,5620,5621,5748,5620,5748,5747,5621,5622,5749,5621,5749,5748,5622,5623,5750,5622,5750,5749,5623,5624,5751,5623,5751,5750,5624,5625,5752,5624,5752,5751,5625,5626,5753,5625,5753,5752,5626,5627,5754,5626,5754,5753,5627,5628,5755,5627,5755,5754,5628,5629,5756,5628,5756,5755,5629,5630,5757,5629,5757,5756,5630,5631,5758,5630,5758,5757,5631,5632,5759,5631,5759,5758,5632,5633,5760,5632,5760,5759,5633,5634,5761,5633,5761,5760,5634,5635,5762,5634,5762,5761,5635,5636,5763,5635,5763,5762,5636,5637,5764,5636,5764,5763,5637,5638,5765,5637,5765,5764,5638,5639,5766,5638,5766,5765,5639,5640,5767,5639,5767,5766,5640,5641,5768,5640,5768,5767,5641,5642,5769,5641,5769,5768,5642,5643,5770,5642,5770,5769,5643,5644,5771,5643,5771,5770,5644,5645,5772,5644,5772,5771,5645,5646,5773,5645,5773,5772,5646,5647,5774,5646,5774,5773,5647,5648,5775,5647,5775,5774,5648,5649,5776,5648,5776,5775,5649,5650,5777,5649,5777,5776,5650,5651,5778,5650,5778,5777,5651,5652,5779,5651,5779,5778,5652,5653,5780,5652,5780,5779,5653,5654,5781,5653,5781,5780,5654,5655,5782,5654,5782,5781,5655,5656,5783,5655,5783,5782,5656,5657,5784,5656,5784,5783,5657,5658,5785,5657,5785,5784,5658,5659,5786,5658,5786,5785,5659,5660,5787,5659,5787,5786,5660,5661,5788,5660,5788,5787,5661,5662,5789,5661,5789,5788,5662,5663,5790,5662,5790,5789,5663,5664,5791,5663,5791,5790,5664,5665,5792,5664,5792,5791,5665,5666,5793,5665,5793,5792,5666,5667,5794,5666,5794,5793,5667,5668,5795,5667,5795,5794,5668,5669,5796,5668,5796,5795,5669,5670,5797,5669,5797,5796,5670,5671,5798,5670,5798,5797,5671,5672,5799,5671,5799,5798,5672,5673,5800,5672,5800,5799,5673,5674,5801,5673,5801,5800,5674,5675,5802,5674,5802,5801,5675,5676,5803,5675,5803,5802,5676,5677,5804,5676,5804,5803,5677,5678,5805,5677,5805,5804,5678,5679,5806,5678,5806,5805,5679,5680,5807,5679,5807,5806,5680,5681,5808,5680,5808,5807,5681,5682,5809,5681,5809,5808,5682,5683,5810,5682,5810,5809,5683,5684,5811,5683,5811,5810,5684,5685,5812,5684,5812,5811,5685,5686,5813,5685,5813,5812,5686,5687,5814,5686,5814,5813,5687,5688,5815,5687,5815,5814,5688,5689,5816,5688,5816,5815,5689,5690,5817,5689,5817,5816,5690,5691,5818,5690,5818,5817,5691,5692,5819,5691,5819,5818,5692,5693,5820,5692,5820,5819,5693,5694,5821,5693,5821,5820,5694,5695,5822,5694,5822,5821,5695,5696,5823,5695,5823,5822,5696,5697,5824,5696,5824,5823,5697,5698,5825,5697,5825,5824,5698,5699,5826,5698,5826,5825,5699,5700,5827,5699,5827,5826,5700,5701,5828,5700,5828,5827,5701,5702,5829,5701,5829,5828,5702,5703,5830,5702,5830,5829,5703,5704,5831,5703,5831,5830,5704,5705,5832,5704,5832,5831,5705,5706,5833,5705,5833,5832,5706,5707,5834,5706,5834,5833,5707,5708,5835,5707,5835,5834,5708,5709,5836,5708,5836,5835,5709,5710,5837,5709,5837,5836,5710,5711,5838,5710,5838,5837,5711,5712,5839,5711,5839,5838,5712,5713,5840,5712,5840,5839,5713,5714,5841,5713,5841,5840,5715,5716,5843,5715,5843,5842,5716,5717,5844,5716,5844,5843,5717,5718,5845,5717,5845,5844,5718,5719,5846,5718,5846,5845,5719,5720,5847,5719,5847,5846,5720,5721,5848,5720,5848,5847,5721,5722,5849,5721,5849,5848,5722,5723,5850,5722,5850,5849,5723,5724,5851,5723,5851,5850,5724,5725,5852,5724,5852,5851,5725,5726,5853,5725,5853,5852,5726,5727,5854,5726,5854,5853,5727,5728,5855,5727,5855,5854,5728,5729,5856,5728,5856,5855,5729,5730,5857,5729,5857,5856,5730,5731,5858,5730,5858,5857,5731,5732,5859,5731,5859,5858,5732,5733,5860,5732,5860,5859,5733,5734,5861,5733,5861,5860,5734,5735,5862,5734,5862,5861,5735,5736,5863,5735,5863,5862,5736,5737,5864,5736,5864,5863,5737,5738,5865,5737,5865,5864,5738,5739,5866,5738,5866,5865,5739,5740,5867,5739,5867,5866,5740,5741,5868,5740,5868,5867,5741,5742,5869,5741,5869,5868,5742,5743,5870,5742,5870,5869,5743,5744,5871,5743,5871,5870,5744,5745,5872,5744,5872,5871,5745,5746,5873,5745,5873,5872,5746,5747,5874,5746,5874,5873,5747,5748,5875,5747,5875,5874,5748,5749,5876,5748,5876,5875,5749,5750,5877,5749,5877,5876,5750,5751,5878,5750,5878,5877,5751,5752,5879,5751,5879,5878,5752,5753,5880,5752,5880,5879,5753,5754,5881,5753,5881,5880,5754,5755,5882,5754,5882,5881,5755,5756,5883,5755,5883,5882,5756,5757,5884,5756,5884,5883,5757,5758,5885,5757,5885,5884,5758,5759,5886,5758,5886,5885,5759,5760,5887,5759,5887,5886,5760,5761,5888,5760,5888,5887,5761,5762,5889,5761,5889,5888,5762,5763,5890,5762,5890,5889,5763,5764,5891,5763,5891,5890,5764,5765,5892,5764,5892,5891,5765,5766,5893,5765,5893,5892,5766,5767,5894,5766,5894,5893,5767,5768,5895,5767,5895,5894,5768,5769,5896,5768,5896,5895,5769,5770,5897,5769,5897,5896,5770,5771,5898,5770,5898,5897,5771,5772,5899,5771,5899,5898,5772,5773,5900,5772,5900,5899,5773,5774,5901,5773,5901,5900,5774,5775,5902,5774,5902,5901,5775,5776,5903,5775,5903,5902,5776,5777,5904,5776,5904,5903,5777,5778,5905,5777,5905,5904,5778,5779,5906,5778,5906,5905,5779,5780,5907,5779,5907,5906,5780,5781,5908,5780,5908,5907,5781,5782,5909,5781,5909,5908,5782,5783,5910,5782,5910,5909,5783,5784,5911,5783,5911,5910,5784,5785,5912,5784,5912,5911,5785,5786,5913,5785,5913,5912,5786,5787,5914,5786,5914,5913,5787,5788,5915,5787,5915,5914,5788,5789,5916,5788,5916,5915,5789,5790,5917,5789,5917,5916,5790,5791,5918,5790,5918,5917,5791,5792,5919,5791,5919,5918,5792,5793,5920,5792,5920,5919,5793,5794,5921,5793,5921,5920,5794,5795,5922,5794,5922,5921,5795,5796,5923,5795,5923,5922,5796,5797,5924,5796,5924,5923,5797,5798,5925,5797,5925,5924,5798,5799,5926,5798,5926,5925,5799,5800,5927,5799,5927,5926,5800,5801,5928,5800,5928,5927,5801,5802,5929,5801,5929,5928,5802,5803,5930,5802,5930,5929,5803,5804,5931,5803,5931,5930,5804,5805,5932,5804,5932,5931,5805,5806,5933,5805,5933,5932,5806,5807,5934,5806,5934,5933,5807,5808,5935,5807,5935,5934,5808,5809,5936,5808,5936,5935,5809,5810,5937,5809,5937,5936,5810,5811,5938,5810,5938,5937,5811,5812,5939,5811,5939,5938,5812,5813,5940,5812,5940,5939,5813,5814,5941,5813,5941,5940,5814,5815,5942,5814,5942,5941,5815,5816,5943,5815,5943,5942,5816,5817,5944,5816,5944,5943,5817,5818,5945,5817,5945,5944,5818,5819,5946,5818,5946,5945,5819,5820,5947,5819,5947,5946,5820,5821,5948,5820,5948,5947,5821,5822,5949,5821,5949,5948,5822,5823,5950,5822,5950,5949,5823,5824,5951,5823,5951,5950,5824,5825,5952,5824,5952,5951,5825,5826,5953,5825,5953,5952,5826,5827,5954,5826,5954,5953,5827,5828,5955,5827,5955,5954,5828,5829,5956,5828,5956,5955,5829,5830,5957,5829,5957,5956,5830,5831,5958,5830,5958,5957,5831,5832,5959,5831,5959,5958,5832,5833,5960,5832,5960,5959,5833,5834,5961,5833,5961,5960,5834,5835,5962,5834,5962,5961,5835,5836,5963,5835,5963,5962,5836,5837,5964,5836,5964,5963,5837,5838,5965,5837,5965,5964,5838,5839,5966,5838,5966,5965,5839,5840,5967,5839,5967,5966,5840,5841,5968,5840,5968,5967,5842,5843,5970,5842,5970,5969,5843,5844,5971,5843,5971,5970,5844,5845,5972,5844,5972,5971,5845,5846,5973,5845,5973,5972,5846,5847,5974,5846,5974,5973,5847,5848,5975,5847,5975,5974,5848,5849,5976,5848,5976,5975,5849,5850,5977,5849,5977,5976,5850,5851,5978,5850,5978,5977,5851,5852,5979,5851,5979,5978,5852,5853,5980,5852,5980,5979,5853,5854,5981,5853,5981,5980,5854,5855,5982,5854,5982,5981,5855,5856,5983,5855,5983,5982,5856,5857,5984,5856,5984,5983,5857,5858,5985,5857,5985,5984,5858,5859,5986,5858,5986,5985,5859,5860,5987,5859,5987,5986,5860,5861,5988,5860,5988,5987,5861,5862,5989,5861,5989,5988,5862,5863,5990,5862,5990,5989,5863,5864,5991,5863,5991,5990,5864,5865,5992,5864,5992,5991,5865,5866,5993,5865,5993,5992,5866,5867,5994,5866,5994,5993,5867,5868,5995,5867,5995,5994,5868,5869,5996,5868,5996,5995,5869,5870,5997,5869,5997,5996,5870,5871,5998,5870,5998,5997,5871,5872,5999,5871,5999,5998,5872,5873,6000,5872,6000,5999,5873,5874,6001,5873,6001,6000,5874,5875,6002,5874,6002,6001,5875,5876,6003,5875,6003,6002,5876,5877,6004,5876,6004,6003,5877,5878,6005,5877,6005,6004,5878,5879,6006,5878,6006,6005,5879,5880,6007,5879,6007,6006,5880,5881,6008,5880,6008,6007,5881,5882,6009,5881,6009,6008,5882,5883,6010,5882,6010,6009,5883,5884,6011,5883,6011,6010,5884,5885,6012,5884,6012,6011,5885,5886,6013,5885,6013,6012,5886,5887,6014,5886,6014,6013,5887,5888,6015,5887,6015,6014,5888,5889,6016,5888,6016,6015,5889,5890,6017,5889,6017,6016,5890,5891,6018,5890,6018,6017,5891,5892,6019,5891,6019,6018,5892,5893,6020,5892,6020,6019,5893,5894,6021,5893,6021,6020,5894,5895,6022,5894,6022,6021,5895,5896,6023,5895,6023,6022,5896,5897,6024,5896,6024,6023,5897,5898,6025,5897,6025,6024,5898,5899,6026,5898,6026,6025,5899,5900,6027,5899,6027,6026,5900,5901,6028,5900,6028,6027,5901,5902,6029,5901,6029,6028,5902,5903,6030,5902,6030,6029,5903,5904,6031,5903,6031,6030,5904,5905,6032,5904,6032,6031,5905,5906,6033,5905,6033,6032,5906,5907,6034,5906,6034,6033,5907,5908,6035,5907,6035,6034,5908,5909,6036,5908,6036,6035,5909,5910,6037,5909,6037,6036,5910,5911,6038,5910,6038,6037,5911,5912,6039,5911,6039,6038,5912,5913,6040,5912,6040,6039,5913,5914,6041,5913,6041,6040,5914,5915,6042,5914,6042,6041,5915,5916,6043,5915,6043,6042,5916,5917,6044,5916,6044,6043,5917,5918,6045,5917,6045,6044,5918,5919,6046,5918,6046,6045,5919,5920,6047,5919,6047,6046,5920,5921,6048,5920,6048,6047,5921,5922,6049,5921,6049,6048,5922,5923,6050,5922,6050,6049,5923,5924,6051,5923,6051,6050,5924,5925,6052,5924,6052,6051,5925,5926,6053,5925,6053,6052,5926,5927,6054,5926,6054,6053,5927,5928,6055,5927,6055,6054,5928,5929,6056,5928,6056,6055,5929,5930,6057,5929,6057,6056,5930,5931,6058,5930,6058,6057,5931,5932,6059,5931,6059,6058,5932,5933,6060,5932,6060,6059,5933,5934,6061,5933,6061,6060,5934,5935,6062,5934,6062,6061,5935,5936,6063,5935,6063,6062,5936,5937,6064,5936,6064,6063,5937,5938,6065,5937,6065,6064,5938,5939,6066,5938,6066,6065,5939,5940,6067,5939,6067,6066,5940,5941,6068,5940,6068,6067,5941,5942,6069,5941,6069,6068,5942,5943,6070,5942,6070,6069,5943,5944,6071,5943,6071,6070,5944,5945,6072,5944,6072,6071,5945,5946,6073,5945,6073,6072,5946,5947,6074,5946,6074,6073,5947,5948,6075,5947,6075,6074,5948,5949,6076,5948,6076,6075,5949,5950,6077,5949,6077,6076,5950,5951,6078,5950,6078,6077,5951,5952,6079,5951,6079,6078,5952,5953,6080,5952,6080,6079,5953,5954,6081,5953,6081,6080,5954,5955,6082,5954,6082,6081,5955,5956,6083,5955,6083,6082,5956,5957,6084,5956,6084,6083,5957,5958,6085,5957,6085,6084,5958,5959,6086,5958,6086,6085,5959,5960,6087,5959,6087,6086,5960,5961,6088,5960,6088,6087,5961,5962,6089,5961,6089,6088,5962,5963,6090,5962,6090,6089,5963,5964,6091,5963,6091,6090,5964,5965,6092,5964,6092,6091,5965,5966,6093,5965,6093,6092,5966,5967,6094,5966,6094,6093,5967,5968,6095,5967,6095,6094,5969,5970,6097,5969,6097,6096,5970,5971,6098,5970,6098,6097,5971,5972,6099,5971,6099,6098,5972,5973,6100,5972,6100,6099,5973,5974,6101,5973,6101,6100,5974,5975,6102,5974,6102,6101,5975,5976,6103,5975,6103,6102,5976,5977,6104,5976,6104,6103,5977,5978,6105,5977,6105,6104,5978,5979,6106,5978,6106,6105,5979,5980,6107,5979,6107,6106,5980,5981,6108,5980,6108,6107,5981,5982,6109,5981,6109,6108,5982,5983,6110,5982,6110,6109,5983,5984,6111,5983,6111,6110,5984,5985,6112,5984,6112,6111,5985,5986,6113,5985,6113,6112,5986,5987,6114,5986,6114,6113,5987,5988,6115,5987,6115,6114,5988,5989,6116,5988,6116,6115,5989,5990,6117,5989,6117,6116,5990,5991,6118,5990,6118,6117,5991,5992,6119,5991,6119,6118,5992,5993,6120,5992,6120,6119,5993,5994,6121,5993,6121,6120,5994,5995,6122,5994,6122,6121,5995,5996,6123,5995,6123,6122,5996,5997,6124,5996,6124,6123,5997,5998,6125,5997,6125,6124,5998,5999,6126,5998,6126,6125,5999,6000,6127,5999,6127,6126,6000,6001,6128,6000,6128,6127,6001,6002,6129,6001,6129,6128,6002,6003,6130,6002,6130,6129,6003,6004,6131,6003,6131,6130,6004,6005,6132,6004,6132,6131,6005,6006,6133,6005,6133,6132,6006,6007,6134,6006,6134,6133,6007,6008,6135,6007,6135,6134,6008,6009,6136,6008,6136,6135,6009,6010,6137,6009,6137,6136,6010,6011,6138,6010,6138,6137,6011,6012,6139,6011,6139,6138,6012,6013,6140,6012,6140,6139,6013,6014,6141,6013,6141,6140,6014,6015,6142,6014,6142,6141,6015,6016,6143,6015,6143,6142,6016,6017,6144,6016,6144,6143,6017,6018,6145,6017,6145,6144,6018,6019,6146,6018,6146,6145,6019,6020,6147,6019,6147,6146,6020,6021,6148,6020,6148,6147,6021,6022,6149,6021,6149,6148,6022,6023,6150,6022,6150,6149,6023,6024,6151,6023,6151,6150,6024,6025,6152,6024,6152,6151,6025,6026,6153,6025,6153,6152,6026,6027,6154,6026,6154,6153,6027,6028,6155,6027,6155,6154,6028,6029,6156,6028,6156,6155,6029,6030,6157,6029,6157,6156,6030,6031,6158,6030,6158,6157,6031,6032,6159,6031,6159,6158,6032,6033,6160,6032,6160,6159,6033,6034,6161,6033,6161,6160,6034,6035,6162,6034,6162,6161,6035,6036,6163,6035,6163,6162,6036,6037,6164,6036,6164,6163,6037,6038,6165,6037,6165,6164,6038,6039,6166,6038,6166,6165,6039,6040,6167,6039,6167,6166,6040,6041,6168,6040,6168,6167,6041,6042,6169,6041,6169,6168,6042,6043,6170,6042,6170,6169,6043,6044,6171,6043,6171,6170,6044,6045,6172,6044,6172,6171,6045,6046,6173,6045,6173,6172,6046,6047,6174,6046,6174,6173,6047,6048,6175,6047,6175,6174,6048,6049,6176,6048,6176,6175,6049,6050,6177,6049,6177,6176,6050,6051,6178,6050,6178,6177,6051,6052,6179,6051,6179,6178,6052,6053,6180,6052,6180,6179,6053,6054,6181,6053,6181,6180,6054,6055,6182,6054,6182,6181,6055,6056,6183,6055,6183,6182,6056,6057,6184,6056,6184,6183,6057,6058,6185,6057,6185,6184,6058,6059,6186,6058,6186,6185,6059,6060,6187,6059,6187,6186,6060,6061,6188,6060,6188,6187,6061,6062,6189,6061,6189,6188,6062,6063,6190,6062,6190,6189,6063,6064,6191,6063,6191,6190,6064,6065,6192,6064,6192,6191,6065,6066,6193,6065,6193,6192,6066,6067,6194,6066,6194,6193,6067,6068,6195,6067,6195,6194,6068,6069,6196,6068,6196,6195,6069,6070,6197,6069,6197,6196,6070,6071,6198,6070,6198,6197,6071,6072,6199,6071,6199,6198,6072,6073,6200,6072,6200,6199,6073,6074,6201,6073,6201,6200,6074,6075,6202,6074,6202,6201,6075,6076,6203,6075,6203,6202,6076,6077,6204,6076,6204,6203,6077,6078,6205,6077,6205,6204,6078,6079,6206,6078,6206,6205,6079,6080,6207,6079,6207,6206,6080,6081,6208,6080,6208,6207,6081,6082,6209,6081,6209,6208,6082,6083,6210,6082,6210,6209,6083,6084,6211,6083,6211,6210,6084,6085,6212,6084,6212,6211,6085,6086,6213,6085,6213,6212,6086,6087,6214,6086,6214,6213,6087,6088,6215,6087,6215,6214,6088,6089,6216,6088,6216,6215,6089,6090,6217,6089,6217,6216,6090,6091,6218,6090,6218,6217,6091,6092,6219,6091,6219,6218,6092,6093,6220,6092,6220,6219,6093,6094,6221,6093,6221,6220,6094,6095,6222,6094,6222,6221,6096,6097,6224,6096,6224,6223,6097,6098,6225,6097,6225,6224,6098,6099,6226,6098,6226,6225,6099,6100,6227,6099,6227,6226,6100,6101,6228,6100,6228,6227,6101,6102,6229,6101,6229,6228,6102,6103,6230,6102,6230,6229,6103,6104,6231,6103,6231,6230,6104,6105,6232,6104,6232,6231,6105,6106,6233,6105,6233,6232,6106,6107,6234,6106,6234,6233,6107,6108,6235,6107,6235,6234,6108,6109,6236,6108,6236,6235,6109,6110,6237,6109,6237,6236,6110,6111,6238,6110,6238,6237,6111,6112,6239,6111,6239,6238,6112,6113,6240,6112,6240,6239,6113,6114,6241,6113,6241,6240,6114,6115,6242,6114,6242,6241,6115,6116,6243,6115,6243,6242,6116,6117,6244,6116,6244,6243,6117,6118,6245,6117,6245,6244,6118,6119,6246,6118,6246,6245,6119,6120,6247,6119,6247,6246,6120,6121,6248,6120,6248,6247,6121,6122,6249,6121,6249,6248,6122,6123,6250,6122,6250,6249,6123,6124,6251,6123,6251,6250,6124,6125,6252,6124,6252,6251,6125,6126,6253,6125,6253,6252,6126,6127,6254,6126,6254,6253,6127,6128,6255,6127,6255,6254,6128,6129,6256,6128,6256,6255,6129,6130,6257,6129,6257,6256,6130,6131,6258,6130,6258,6257,6131,6132,6259,6131,6259,6258,6132,6133,6260,6132,6260,6259,6133,6134,6261,6133,6261,6260,6134,6135,6262,6134,6262,6261,6135,6136,6263,6135,6263,6262,6136,6137,6264,6136,6264,6263,6137,6138,6265,6137,6265,6264,6138,6139,6266,6138,6266,6265,6139,6140,6267,6139,6267,6266,6140,6141,6268,6140,6268,6267,6141,6142,6269,6141,6269,6268,6142,6143,6270,6142,6270,6269,6143,6144,6271,6143,6271,6270,6144,6145,6272,6144,6272,6271,6145,6146,6273,6145,6273,6272,6146,6147,6274,6146,6274,6273,6147,6148,6275,6147,6275,6274,6148,6149,6276,6148,6276,6275,6149,6150,6277,6149,6277,6276,6150,6151,6278,6150,6278,6277,6151,6152,6279,6151,6279,6278,6152,6153,6280,6152,6280,6279,6153,6154,6281,6153,6281,6280,6154,6155,6282,6154,6282,6281,6155,6156,6283,6155,6283,6282,6156,6157,6284,6156,6284,6283,6157,6158,6285,6157,6285,6284,6158,6159,6286,6158,6286,6285,6159,6160,6287,6159,6287,6286,6160,6161,6288,6160,6288,6287,6161,6162,6289,6161,6289,6288,6162,6163,6290,6162,6290,6289,6163,6164,6291,6163,6291,6290,6164,6165,6292,6164,6292,6291,6165,6166,6293,6165,6293,6292,6166,6167,6294,6166,6294,6293,6167,6168,6295,6167,6295,6294,6168,6169,6296,6168,6296,6295,6169,6170,6297,6169,6297,6296,6170,6171,6298,6170,6298,6297,6171,6172,6299,6171,6299,6298,6172,6173,6300,6172,6300,6299,6173,6174,6301,6173,6301,6300,6174,6175,6302,6174,6302,6301,6175,6176,6303,6175,6303,6302,6176,6177,6304,6176,6304,6303,6177,6178,6305,6177,6305,6304,6178,6179,6306,6178,6306,6305,6179,6180,6307,6179,6307,6306,6180,6181,6308,6180,6308,6307,6181,6182,6309,6181,6309,6308,6182,6183,6310,6182,6310,6309,6183,6184,6311,6183,6311,6310,6184,6185,6312,6184,6312,6311,6185,6186,6313,6185,6313,6312,6186,6187,6314,6186,6314,6313,6187,6188,6315,6187,6315,6314,6188,6189,6316,6188,6316,6315,6189,6190,6317,6189,6317,6316,6190,6191,6318,6190,6318,6317,6191,6192,6319,6191,6319,6318,6192,6193,6320,6192,6320,6319,6193,6194,6321,6193,6321,6320,6194,6195,6322,6194,6322,6321,6195,6196,6323,6195,6323,6322,6196,6197,6324,6196,6324,6323,6197,6198,6325,6197,6325,6324,6198,6199,6326,6198,6326,6325,6199,6200,6327,6199,6327,6326,6200,6201,6328,6200,6328,6327,6201,6202,6329,6201,6329,6328,6202,6203,6330,6202,6330,6329,6203,6204,6331,6203,6331,6330,6204,6205,6332,6204,6332,6331,6205,6206,6333,6205,6333,6332,6206,6207,6334,6206,6334,6333,6207,6208,6335,6207,6335,6334,6208,6209,6336,6208,6336,6335,6209,6210,6337,6209,6337,6336,6210,6211,6338,6210,6338,6337,6211,6212,6339,6211,6339,6338,6212,6213,6340,6212,6340,6339,6213,6214,6341,6213,6341,6340,6214,6215,6342,6214,6342,6341,6215,6216,6343,6215,6343,6342,6216,6217,6344,6216,6344,6343,6217,6218,6345,6217,6345,6344,6218,6219,6346,6218,6346,6345,6219,6220,6347,6219,6347,6346,6220,6221,6348,6220,6348,6347,6221,6222,6349,6221,6349,6348,6223,6224,6351,6223,6351,6350,6224,6225,6352,6224,6352,6351,6225,6226,6353,6225,6353,6352,6226,6227,6354,6226,6354,6353,6227,6228,6355,6227,6355,6354,6228,6229,6356,6228,6356,6355,6229,6230,6357,6229,6357,6356,6230,6231,6358,6230,6358,6357,6231,6232,6359,6231,6359,6358,6232,6233,6360,6232,6360,6359,6233,6234,6361,6233,6361,6360,6234,6235,6362,6234,6362,6361,6235,6236,6363,6235,6363,6362,6236,6237,6364,6236,6364,6363,6237,6238,6365,6237,6365,6364,6238,6239,6366,6238,6366,6365,6239,6240,6367,6239,6367,6366,6240,6241,6368,6240,6368,6367,6241,6242,6369,6241,6369,6368,6242,6243,6370,6242,6370,6369,6243,6244,6371,6243,6371,6370,6244,6245,6372,6244,6372,6371,6245,6246,6373,6245,6373,6372,6246,6247,6374,6246,6374,6373,6247,6248,6375,6247,6375,6374,6248,6249,6376,6248,6376,6375,6249,6250,6377,6249,6377,6376,6250,6251,6378,6250,6378,6377,6251,6252,6379,6251,6379,6378,6252,6253,6380,6252,6380,6379,6253,6254,6381,6253,6381,6380,6254,6255,6382,6254,6382,6381,6255,6256,6383,6255,6383,6382,6256,6257,6384,6256,6384,6383,6257,6258,6385,6257,6385,6384,6258,6259,6386,6258,6386,6385,6259,6260,6387,6259,6387,6386,6260,6261,6388,6260,6388,6387,6261,6262,6389,6261,6389,6388,6262,6263,6390,6262,6390,6389,6263,6264,6391,6263,6391,6390,6264,6265,6392,6264,6392,6391,6265,6266,6393,6265,6393,6392,6266,6267,6394,6266,6394,6393,6267,6268,6395,6267,6395,6394,6268,6269,6396,6268,6396,6395,6269,6270,6397,6269,6397,6396,6270,6271,6398,6270,6398,6397,6271,6272,6399,6271,6399,6398,6272,6273,6400,6272,6400,6399,6273,6274,6401,6273,6401,6400,6274,6275,6402,6274,6402,6401,6275,6276,6403,6275,6403,6402,6276,6277,6404,6276,6404,6403,6277,6278,6405,6277,6405,6404,6278,6279,6406,6278,6406,6405,6279,6280,6407,6279,6407,6406,6280,6281,6408,6280,6408,6407,6281,6282,6409,6281,6409,6408,6282,6283,6410,6282,6410,6409,6283,6284,6411,6283,6411,6410,6284,6285,6412,6284,6412,6411,6285,6286,6413,6285,6413,6412,6286,6287,6414,6286,6414,6413,6287,6288,6415,6287,6415,6414,6288,6289,6416,6288,6416,6415,6289,6290,6417,6289,6417,6416,6290,6291,6418,6290,6418,6417,6291,6292,6419,6291,6419,6418,6292,6293,6420,6292,6420,6419,6293,6294,6421,6293,6421,6420,6294,6295,6422,6294,6422,6421,6295,6296,6423,6295,6423,6422,6296,6297,6424,6296,6424,6423,6297,6298,6425,6297,6425,6424,6298,6299,6426,6298,6426,6425,6299,6300,6427,6299,6427,6426,6300,6301,6428,6300,6428,6427,6301,6302,6429,6301,6429,6428,6302,6303,6430,6302,6430,6429,6303,6304,6431,6303,6431,6430,6304,6305,6432,6304,6432,6431,6305,6306,6433,6305,6433,6432,6306,6307,6434,6306,6434,6433,6307,6308,6435,6307,6435,6434,6308,6309,6436,6308,6436,6435,6309,6310,6437,6309,6437,6436,6310,6311,6438,6310,6438,6437,6311,6312,6439,6311,6439,6438,6312,6313,6440,6312,6440,6439,6313,6314,6441,6313,6441,6440,6314,6315,6442,6314,6442,6441,6315,6316,6443,6315,6443,6442,6316,6317,6444,6316,6444,6443,6317,6318,6445,6317,6445,6444,6318,6319,6446,6318,6446,6445,6319,6320,6447,6319,6447,6446,6320,6321,6448,6320,6448,6447,6321,6322,6449,6321,6449,6448,6322,6323,6450,6322,6450,6449,6323,6324,6451,6323,6451,6450,6324,6325,6452,6324,6452,6451,6325,6326,6453,6325,6453,6452,6326,6327,6454,6326,6454,6453,6327,6328,6455,6327,6455,6454,6328,6329,6456,6328,6456,6455,6329,6330,6457,6329,6457,6456,6330,6331,6458,6330,6458,6457,6331,6332,6459,6331,6459,6458,6332,6333,6460,6332,6460,6459,6333,6334,6461,6333,6461,6460,6334,6335,6462,6334,6462,6461,6335,6336,6463,6335,6463,6462,6336,6337,6464,6336,6464,6463,6337,6338,6465,6337,6465,6464,6338,6339,6466,6338,6466,6465,6339,6340,6467,6339,6467,6466,6340,6341,6468,6340,6468,6467,6341,6342,6469,6341,6469,6468,6342,6343,6470,6342,6470,6469,6343,6344,6471,6343,6471,6470,6344,6345,6472,6344,6472,6471,6345,6346,6473,6345,6473,6472,6346,6347,6474,6346,6474,6473,6347,6348,6475,6347,6475,6474,6348,6349,6476,6348,6476,6475,6350,6351,6478,6350,6478,6477,6351,6352,6479,6351,6479,6478,6352,6353,6480,6352,6480,6479,6353,6354,6481,6353,6481,6480,6354,6355,6482,6354,6482,6481,6355,6356,6483,6355,6483,6482,6356,6357,6484,6356,6484,6483,6357,6358,6485,6357,6485,6484,6358,6359,6486,6358,6486,6485,6359,6360,6487,6359,6487,6486,6360,6361,6488,6360,6488,6487,6361,6362,6489,6361,6489,6488,6362,6363,6490,6362,6490,6489,6363,6364,6491,6363,6491,6490,6364,6365,6492,6364,6492,6491,6365,6366,6493,6365,6493,6492,6366,6367,6494,6366,6494,6493,6367,6368,6495,6367,6495,6494,6368,6369,6496,6368,6496,6495,6369,6370,6497,6369,6497,6496,6370,6371,6498,6370,6498,6497,6371,6372,6499,6371,6499,6498,6372,6373,6500,6372,6500,6499,6373,6374,6501,6373,6501,6500,6374,6375,6502,6374,6502,6501,6375,6376,6503,6375,6503,6502,6376,6377,6504,6376,6504,6503,6377,6378,6505,6377,6505,6504,6378,6379,6506,6378,6506,6505,6379,6380,6507,6379,6507,6506,6380,6381,6508,6380,6508,6507,6381,6382,6509,6381,6509,6508,6382,6383,6510,6382,6510,6509,6383,6384,6511,6383,6511,6510,6384,6385,6512,6384,6512,6511,6385,6386,6513,6385,6513,6512,6386,6387,6514,6386,6514,6513,6387,6388,6515,6387,6515,6514,6388,6389,6516,6388,6516,6515,6389,6390,6517,6389,6517,6516,6390,6391,6518,6390,6518,6517,6391,6392,6519,6391,6519,6518,6392,6393,6520,6392,6520,6519,6393,6394,6521,6393,6521,6520,6394,6395,6522,6394,6522,6521,6395,6396,6523,6395,6523,6522,6396,6397,6524,6396,6524,6523,6397,6398,6525,6397,6525,6524,6398,6399,6526,6398,6526,6525,6399,6400,6527,6399,6527,6526,6400,6401,6528,6400,6528,6527,6401,6402,6529,6401,6529,6528,6402,6403,6530,6402,6530,6529,6403,6404,6531,6403,6531,6530,6404,6405,6532,6404,6532,6531,6405,6406,6533,6405,6533,6532,6406,6407,6534,6406,6534,6533,6407,6408,6535,6407,6535,6534,6408,6409,6536,6408,6536,6535,6409,6410,6537,6409,6537,6536,6410,6411,6538,6410,6538,6537,6411,6412,6539,6411,6539,6538,6412,6413,6540,6412,6540,6539,6413,6414,6541,6413,6541,6540,6414,6415,6542,6414,6542,6541,6415,6416,6543,6415,6543,6542,6416,6417,6544,6416,6544,6543,6417,6418,6545,6417,6545,6544,6418,6419,6546,6418,6546,6545,6419,6420,6547,6419,6547,6546,6420,6421,6548,6420,6548,6547,6421,6422,6549,6421,6549,6548,6422,6423,6550,6422,6550,6549,6423,6424,6551,6423,6551,6550,6424,6425,6552,6424,6552,6551,6425,6426,6553,6425,6553,6552,6426,6427,6554,6426,6554,6553,6427,6428,6555,6427,6555,6554,6428,6429,6556,6428,6556,6555,6429,6430,6557,6429,6557,6556,6430,6431,6558,6430,6558,6557,6431,6432,6559,6431,6559,6558,6432,6433,6560,6432,6560,6559,6433,6434,6561,6433,6561,6560,6434,6435,6562,6434,6562,6561,6435,6436,6563,6435,6563,6562,6436,6437,6564,6436,6564,6563,6437,6438,6565,6437,6565,6564,6438,6439,6566,6438,6566,6565,6439,6440,6567,6439,6567,6566,6440,6441,6568,6440,6568,6567,6441,6442,6569,6441,6569,6568,6442,6443,6570,6442,6570,6569,6443,6444,6571,6443,6571,6570,6444,6445,6572,6444,6572,6571,6445,6446,6573,6445,6573,6572,6446,6447,6574,6446,6574,6573,6447,6448,6575,6447,6575,6574,6448,6449,6576,6448,6576,6575,6449,6450,6577,6449,6577,6576,6450,6451,6578,6450,6578,6577,6451,6452,6579,6451,6579,6578,6452,6453,6580,6452,6580,6579,6453,6454,6581,6453,6581,6580,6454,6455,6582,6454,6582,6581,6455,6456,6583,6455,6583,6582,6456,6457,6584,6456,6584,6583,6457,6458,6585,6457,6585,6584,6458,6459,6586,6458,6586,6585,6459,6460,6587,6459,6587,6586,6460,6461,6588,6460,6588,6587,6461,6462,6589,6461,6589,6588,6462,6463,6590,6462,6590,6589,6463,6464,6591,6463,6591,6590,6464,6465,6592,6464,6592,6591,6465,6466,6593,6465,6593,6592,6466,6467,6594,6466,6594,6593,6467,6468,6595,6467,6595,6594,6468,6469,6596,6468,6596,6595,6469,6470,6597,6469,6597,6596,6470,6471,6598,6470,6598,6597,6471,6472,6599,6471,6599,6598,6472,6473,6600,6472,6600,6599,6473,6474,6601,6473,6601,6600,6474,6475,6602,6474,6602,6601,6475,6476,6603,6475,6603,6602,6477,6478,6605,6477,6605,6604,6478,6479,6606,6478,6606,6605,6479,6480,6607,6479,6607,6606,6480,6481,6608,6480,6608,6607,6481,6482,6609,6481,6609,6608,6482,6483,6610,6482,6610,6609,6483,6484,6611,6483,6611,6610,6484,6485,6612,6484,6612,6611,6485,6486,6613,6485,6613,6612,6486,6487,6614,6486,6614,6613,6487,6488,6615,6487,6615,6614,6488,6489,6616,6488,6616,6615,6489,6490,6617,6489,6617,6616,6490,6491,6618,6490,6618,6617,6491,6492,6619,6491,6619,6618,6492,6493,6620,6492,6620,6619,6493,6494,6621,6493,6621,6620,6494,6495,6622,6494,6622,6621,6495,6496,6623,6495,6623,6622,6496,6497,6624,6496,6624,6623,6497,6498,6625,6497,6625,6624,6498,6499,6626,6498,6626,6625,6499,6500,6627,6499,6627,6626,6500,6501,6628,6500,6628,6627,6501,6502,6629,6501,6629,6628,6502,6503,6630,6502,6630,6629,6503,6504,6631,6503,6631,6630,6504,6505,6632,6504,6632,6631,6505,6506,6633,6505,6633,6632,6506,6507,6634,6506,6634,6633,6507,6508,6635,6507,6635,6634,6508,6509,6636,6508,6636,6635,6509,6510,6637,6509,6637,6636,6510,6511,6638,6510,6638,6637,6511,6512,6639,6511,6639,6638,6512,6513,6640,6512,6640,6639,6513,6514,6641,6513,6641,6640,6514,6515,6642,6514,6642,6641,6515,6516,6643,6515,6643,6642,6516,6517,6644,6516,6644,6643,6517,6518,6645,6517,6645,6644,6518,6519,6646,6518,6646,6645,6519,6520,6647,6519,6647,6646,6520,6521,6648,6520,6648,6647,6521,6522,6649,6521,6649,6648,6522,6523,6650,6522,6650,6649,6523,6524,6651,6523,6651,6650,6524,6525,6652,6524,6652,6651,6525,6526,6653,6525,6653,6652,6526,6527,6654,6526,6654,6653,6527,6528,6655,6527,6655,6654,6528,6529,6656,6528,6656,6655,6529,6530,6657,6529,6657,6656,6530,6531,6658,6530,6658,6657,6531,6532,6659,6531,6659,6658,6532,6533,6660,6532,6660,6659,6533,6534,6661,6533,6661,6660,6534,6535,6662,6534,6662,6661,6535,6536,6663,6535,6663,6662,6536,6537,6664,6536,6664,6663,6537,6538,6665,6537,6665,6664,6538,6539,6666,6538,6666,6665,6539,6540,6667,6539,6667,6666,6540,6541,6668,6540,6668,6667,6541,6542,6669,6541,6669,6668,6542,6543,6670,6542,6670,6669,6543,6544,6671,6543,6671,6670,6544,6545,6672,6544,6672,6671,6545,6546,6673,6545,6673,6672,6546,6547,6674,6546,6674,6673,6547,6548,6675,6547,6675,6674,6548,6549,6676,6548,6676,6675,6549,6550,6677,6549,6677,6676,6550,6551,6678,6550,6678,6677,6551,6552,6679,6551,6679,6678,6552,6553,6680,6552,6680,6679,6553,6554,6681,6553,6681,6680,6554,6555,6682,6554,6682,6681,6555,6556,6683,6555,6683,6682,6556,6557,6684,6556,6684,6683,6557,6558,6685,6557,6685,6684,6558,6559,6686,6558,6686,6685,6559,6560,6687,6559,6687,6686,6560,6561,6688,6560,6688,6687,6561,6562,6689,6561,6689,6688,6562,6563,6690,6562,6690,6689,6563,6564,6691,6563,6691,6690,6564,6565,6692,6564,6692,6691,6565,6566,6693,6565,6693,6692,6566,6567,6694,6566,6694,6693,6567,6568,6695,6567,6695,6694,6568,6569,6696,6568,6696,6695,6569,6570,6697,6569,6697,6696,6570,6571,6698,6570,6698,6697,6571,6572,6699,6571,6699,6698,6572,6573,6700,6572,6700,6699,6573,6574,6701,6573,6701,6700,6574,6575,6702,6574,6702,6701,6575,6576,6703,6575,6703,6702,6576,6577,6704,6576,6704,6703,6577,6578,6705,6577,6705,6704,6578,6579,6706,6578,6706,6705,6579,6580,6707,6579,6707,6706,6580,6581,6708,6580,6708,6707,6581,6582,6709,6581,6709,6708,6582,6583,6710,6582,6710,6709,6583,6584,6711,6583,6711,6710,6584,6585,6712,6584,6712,6711,6585,6586,6713,6585,6713,6712,6586,6587,6714,6586,6714,6713,6587,6588,6715,6587,6715,6714,6588,6589,6716,6588,6716,6715,6589,6590,6717,6589,6717,6716,6590,6591,6718,6590,6718,6717,6591,6592,6719,6591,6719,6718,6592,6593,6720,6592,6720,6719,6593,6594,6721,6593,6721,6720,6594,6595,6722,6594,6722,6721,6595,6596,6723,6595,6723,6722,6596,6597,6724,6596,6724,6723,6597,6598,6725,6597,6725,6724,6598,6599,6726,6598,6726,6725,6599,6600,6727,6599,6727,6726,6600,6601,6728,6600,6728,6727,6601,6602,6729,6601,6729,6728,6602,6603,6730,6602,6730,6729,6604,6605,6732,6604,6732,6731,6605,6606,6733,6605,6733,6732,6606,6607,6734,6606,6734,6733,6607,6608,6735,6607,6735,6734,6608,6609,6736,6608,6736,6735,6609,6610,6737,6609,6737,6736,6610,6611,6738,6610,6738,6737,6611,6612,6739,6611,6739,6738,6612,6613,6740,6612,6740,6739,6613,6614,6741,6613,6741,6740,6614,6615,6742,6614,6742,6741,6615,6616,6743,6615,6743,6742,6616,6617,6744,6616,6744,6743,6617,6618,6745,6617,6745,6744,6618,6619,6746,6618,6746,6745,6619,6620,6747,6619,6747,6746,6620,6621,6748,6620,6748,6747,6621,6622,6749,6621,6749,6748,6622,6623,6750,6622,6750,6749,6623,6624,6751,6623,6751,6750,6624,6625,6752,6624,6752,6751,6625,6626,6753,6625,6753,6752,6626,6627,6754,6626,6754,6753,6627,6628,6755,6627,6755,6754,6628,6629,6756,6628,6756,6755,6629,6630,6757,6629,6757,6756,6630,6631,6758,6630,6758,6757,6631,6632,6759,6631,6759,6758,6632,6633,6760,6632,6760,6759,6633,6634,6761,6633,6761,6760,6634,6635,6762,6634,6762,6761,6635,6636,6763,6635,6763,6762,6636,6637,6764,6636,6764,6763,6637,6638,6765,6637,6765,6764,6638,6639,6766,6638,6766,6765,6639,6640,6767,6639,6767,6766,6640,6641,6768,6640,6768,6767,6641,6642,6769,6641,6769,6768,6642,6643,6770,6642,6770,6769,6643,6644,6771,6643,6771,6770,6644,6645,6772,6644,6772,6771,6645,6646,6773,6645,6773,6772,6646,6647,6774,6646,6774,6773,6647,6648,6775,6647,6775,6774,6648,6649,6776,6648,6776,6775,6649,6650,6777,6649,6777,6776,6650,6651,6778,6650,6778,6777,6651,6652,6779,6651,6779,6778,6652,6653,6780,6652,6780,6779,6653,6654,6781,6653,6781,6780,6654,6655,6782,6654,6782,6781,6655,6656,6783,6655,6783,6782,6656,6657,6784,6656,6784,6783,6657,6658,6785,6657,6785,6784,6658,6659,6786,6658,6786,6785,6659,6660,6787,6659,6787,6786,6660,6661,6788,6660,6788,6787,6661,6662,6789,6661,6789,6788,6662,6663,6790,6662,6790,6789,6663,6664,6791,6663,6791,6790,6664,6665,6792,6664,6792,6791,6665,6666,6793,6665,6793,6792,6666,6667,6794,6666,6794,6793,6667,6668,6795,6667,6795,6794,6668,6669,6796,6668,6796,6795,6669,6670,6797,6669,6797,6796,6670,6671,6798,6670,6798,6797,6671,6672,6799,6671,6799,6798,6672,6673,6800,6672,6800,6799,6673,6674,6801,6673,6801,6800,6674,6675,6802,6674,6802,6801,6675,6676,6803,6675,6803,6802,6676,6677,6804,6676,6804,6803,6677,6678,6805,6677,6805,6804,6678,6679,6806,6678,6806,6805,6679,6680,6807,6679,6807,6806,6680,6681,6808,6680,6808,6807,6681,6682,6809,6681,6809,6808,6682,6683,6810,6682,6810,6809,6683,6684,6811,6683,6811,6810,6684,6685,6812,6684,6812,6811,6685,6686,6813,6685,6813,6812,6686,6687,6814,6686,6814,6813,6687,6688,6815,6687,6815,6814,6688,6689,6816,6688,6816,6815,6689,6690,6817,6689,6817,6816,6690,6691,6818,6690,6818,6817,6691,6692,6819,6691,6819,6818,6692,6693,6820,6692,6820,6819,6693,6694,6821,6693,6821,6820,6694,6695,6822,6694,6822,6821,6695,6696,6823,6695,6823,6822,6696,6697,6824,6696,6824,6823,6697,6698,6825,6697,6825,6824,6698,6699,6826,6698,6826,6825,6699,6700,6827,6699,6827,6826,6700,6701,6828,6700,6828,6827,6701,6702,6829,6701,6829,6828,6702,6703,6830,6702,6830,6829,6703,6704,6831,6703,6831,6830,6704,6705,6832,6704,6832,6831,6705,6706,6833,6705,6833,6832,6706,6707,6834,6706,6834,6833,6707,6708,6835,6707,6835,6834,6708,6709,6836,6708,6836,6835,6709,6710,6837,6709,6837,6836,6710,6711,6838,6710,6838,6837,6711,6712,6839,6711,6839,6838,6712,6713,6840,6712,6840,6839,6713,6714,6841,6713,6841,6840,6714,6715,6842,6714,6842,6841,6715,6716,6843,6715,6843,6842,6716,6717,6844,6716,6844,6843,6717,6718,6845,6717,6845,6844,6718,6719,6846,6718,6846,6845,6719,6720,6847,6719,6847,6846,6720,6721,6848,6720,6848,6847,6721,6722,6849,6721,6849,6848,6722,6723,6850,6722,6850,6849,6723,6724,6851,6723,6851,6850,6724,6725,6852,6724,6852,6851,6725,6726,6853,6725,6853,6852,6726,6727,6854,6726,6854,6853,6727,6728,6855,6727,6855,6854,6728,6729,6856,6728,6856,6855,6729,6730,6857,6729,6857,6856,6731,6732,6859,6731,6859,6858,6732,6733,6860,6732,6860,6859,6733,6734,6861,6733,6861,6860,6734,6735,6862,6734,6862,6861,6735,6736,6863,6735,6863,6862,6736,6737,6864,6736,6864,6863,6737,6738,6865,6737,6865,6864,6738,6739,6866,6738,6866,6865,6739,6740,6867,6739,6867,6866,6740,6741,6868,6740,6868,6867,6741,6742,6869,6741,6869,6868,6742,6743,6870,6742,6870,6869,6743,6744,6871,6743,6871,6870,6744,6745,6872,6744,6872,6871,6745,6746,6873,6745,6873,6872,6746,6747,6874,6746,6874,6873,6747,6748,6875,6747,6875,6874,6748,6749,6876,6748,6876,6875,6749,6750,6877,6749,6877,6876,6750,6751,6878,6750,6878,6877,6751,6752,6879,6751,6879,6878,6752,6753,6880,6752,6880,6879,6753,6754,6881,6753,6881,6880,6754,6755,6882,6754,6882,6881,6755,6756,6883,6755,6883,6882,6756,6757,6884,6756,6884,6883,6757,6758,6885,6757,6885,6884,6758,6759,6886,6758,6886,6885,6759,6760,6887,6759,6887,6886,6760,6761,6888,6760,6888,6887,6761,6762,6889,6761,6889,6888,6762,6763,6890,6762,6890,6889,6763,6764,6891,6763,6891,6890,6764,6765,6892,6764,6892,6891,6765,6766,6893,6765,6893,6892,6766,6767,6894,6766,6894,6893,6767,6768,6895,6767,6895,6894,6768,6769,6896,6768,6896,6895,6769,6770,6897,6769,6897,6896,6770,6771,6898,6770,6898,6897,6771,6772,6899,6771,6899,6898,6772,6773,6900,6772,6900,6899,6773,6774,6901,6773,6901,6900,6774,6775,6902,6774,6902,6901,6775,6776,6903,6775,6903,6902,6776,6777,6904,6776,6904,6903,6777,6778,6905,6777,6905,6904,6778,6779,6906,6778,6906,6905,6779,6780,6907,6779,6907,6906,6780,6781,6908,6780,6908,6907,6781,6782,6909,6781,6909,6908,6782,6783,6910,6782,6910,6909,6783,6784,6911,6783,6911,6910,6784,6785,6912,6784,6912,6911,6785,6786,6913,6785,6913,6912,6786,6787,6914,6786,6914,6913,6787,6788,6915,6787,6915,6914,6788,6789,6916,6788,6916,6915,6789,6790,6917,6789,6917,6916,6790,6791,6918,6790,6918,6917,6791,6792,6919,6791,6919,6918,6792,6793,6920,6792,6920,6919,6793,6794,6921,6793,6921,6920,6794,6795,6922,6794,6922,6921,6795,6796,6923,6795,6923,6922,6796,6797,6924,6796,6924,6923,6797,6798,6925,6797,6925,6924,6798,6799,6926,6798,6926,6925,6799,6800,6927,6799,6927,6926,6800,6801,6928,6800,6928,6927,6801,6802,6929,6801,6929,6928,6802,6803,6930,6802,6930,6929,6803,6804,6931,6803,6931,6930,6804,6805,6932,6804,6932,6931,6805,6806,6933,6805,6933,6932,6806,6807,6934,6806,6934,6933,6807,6808,6935,6807,6935,6934,6808,6809,6936,6808,6936,6935,6809,6810,6937,6809,6937,6936,6810,6811,6938,6810,6938,6937,6811,6812,6939,6811,6939,6938,6812,6813,6940,6812,6940,6939,6813,6814,6941,6813,6941,6940,6814,6815,6942,6814,6942,6941,6815,6816,6943,6815,6943,6942,6816,6817,6944,6816,6944,6943,6817,6818,6945,6817,6945,6944,6818,6819,6946,6818,6946,6945,6819,6820,6947,6819,6947,6946,6820,6821,6948,6820,6948,6947,6821,6822,6949,6821,6949,6948,6822,6823,6950,6822,6950,6949,6823,6824,6951,6823,6951,6950,6824,6825,6952,6824,6952,6951,6825,6826,6953,6825,6953,6952,6826,6827,6954,6826,6954,6953,6827,6828,6955,6827,6955,6954,6828,6829,6956,6828,6956,6955,6829,6830,6957,6829,6957,6956,6830,6831,6958,6830,6958,6957,6831,6832,6959,6831,6959,6958,6832,6833,6960,6832,6960,6959,6833,6834,6961,6833,6961,6960,6834,6835,6962,6834,6962,6961,6835,6836,6963,6835,6963,6962,6836,6837,6964,6836,6964,6963,6837,6838,6965,6837,6965,6964,6838,6839,6966,6838,6966,6965,6839,6840,6967,6839,6967,6966,6840,6841,6968,6840,6968,6967,6841,6842,6969,6841,6969,6968,6842,6843,6970,6842,6970,6969,6843,6844,6971,6843,6971,6970,6844,6845,6972,6844,6972,6971,6845,6846,6973,6845,6973,6972,6846,6847,6974,6846,6974,6973,6847,6848,6975,6847,6975,6974,6848,6849,6976,6848,6976,6975,6849,6850,6977,6849,6977,6976,6850,6851,6978,6850,6978,6977,6851,6852,6979,6851,6979,6978,6852,6853,6980,6852,6980,6979,6853,6854,6981,6853,6981,6980,6854,6855,6982,6854,6982,6981,6855,6856,6983,6855,6983,6982,6856,6857,6984,6856,6984,6983,6858,6859,6986,6858,6986,6985,6859,6860,6987,6859,6987,6986,6860,6861,6988,6860,6988,6987,6861,6862,6989,6861,6989,6988,6862,6863,6990,6862,6990,6989,6863,6864,6991,6863,6991,6990,6864,6865,6992,6864,6992,6991,6865,6866,6993,6865,6993,6992,6866,6867,6994,6866,6994,6993,6867,6868,6995,6867,6995,6994,6868,6869,6996,6868,6996,6995,6869,6870,6997,6869,6997,6996,6870,6871,6998,6870,6998,6997,6871,6872,6999,6871,6999,6998,6872,6873,7000,6872,7000,6999,6873,6874,7001,6873,7001,7000,6874,6875,7002,6874,7002,7001,6875,6876,7003,6875,7003,7002,6876,6877,7004,6876,7004,7003,6877,6878,7005,6877,7005,7004,6878,6879,7006,6878,7006,7005,6879,6880,7007,6879,7007,7006,6880,6881,7008,6880,7008,7007,6881,6882,7009,6881,7009,7008,6882,6883,7010,6882,7010,7009,6883,6884,7011,6883,7011,7010,6884,6885,7012,6884,7012,7011,6885,6886,7013,6885,7013,7012,6886,6887,7014,6886,7014,7013,6887,6888,7015,6887,7015,7014,6888,6889,7016,6888,7016,7015,6889,6890,7017,6889,7017,7016,6890,6891,7018,6890,7018,7017,6891,6892,7019,6891,7019,7018,6892,6893,7020,6892,7020,7019,6893,6894,7021,6893,7021,7020,6894,6895,7022,6894,7022,7021,6895,6896,7023,6895,7023,7022,6896,6897,7024,6896,7024,7023,6897,6898,7025,6897,7025,7024,6898,6899,7026,6898,7026,7025,6899,6900,7027,6899,7027,7026,6900,6901,7028,6900,7028,7027,6901,6902,7029,6901,7029,7028,6902,6903,7030,6902,7030,7029,6903,6904,7031,6903,7031,7030,6904,6905,7032,6904,7032,7031,6905,6906,7033,6905,7033,7032,6906,6907,7034,6906,7034,7033,6907,6908,7035,6907,7035,7034,6908,6909,7036,6908,7036,7035,6909,6910,7037,6909,7037,7036,6910,6911,7038,6910,7038,7037,6911,6912,7039,6911,7039,7038,6912,6913,7040,6912,7040,7039,6913,6914,7041,6913,7041,7040,6914,6915,7042,6914,7042,7041,6915,6916,7043,6915,7043,7042,6916,6917,7044,6916,7044,7043,6917,6918,7045,6917,7045,7044,6918,6919,7046,6918,7046,7045,6919,6920,7047,6919,7047,7046,6920,6921,7048,6920,7048,7047,6921,6922,7049,6921,7049,7048,6922,6923,7050,6922,7050,7049,6923,6924,7051,6923,7051,7050,6924,6925,7052,6924,7052,7051,6925,6926,7053,6925,7053,7052,6926,6927,7054,6926,7054,7053,6927,6928,7055,6927,7055,7054,6928,6929,7056,6928,7056,7055,6929,6930,7057,6929,7057,7056,6930,6931,7058,6930,7058,7057,6931,6932,7059,6931,7059,7058,6932,6933,7060,6932,7060,7059,6933,6934,7061,6933,7061,7060,6934,6935,7062,6934,7062,7061,6935,6936,7063,6935,7063,7062,6936,6937,7064,6936,7064,7063,6937,6938,7065,6937,7065,7064,6938,6939,7066,6938,7066,7065,6939,6940,7067,6939,7067,7066,6940,6941,7068,6940,7068,7067,6941,6942,7069,6941,7069,7068,6942,6943,7070,6942,7070,7069,6943,6944,7071,6943,7071,7070,6944,6945,7072,6944,7072,7071,6945,6946,7073,6945,7073,7072,6946,6947,7074,6946,7074,7073,6947,6948,7075,6947,7075,7074,6948,6949,7076,6948,7076,7075,6949,6950,7077,6949,7077,7076,6950,6951,7078,6950,7078,7077,6951,6952,7079,6951,7079,7078,6952,6953,7080,6952,7080,7079,6953,6954,7081,6953,7081,7080,6954,6955,7082,6954,7082,7081,6955,6956,7083,6955,7083,7082,6956,6957,7084,6956,7084,7083,6957,6958,7085,6957,7085,7084,6958,6959,7086,6958,7086,7085,6959,6960,7087,6959,7087,7086,6960,6961,7088,6960,7088,7087,6961,6962,7089,6961,7089,7088,6962,6963,7090,6962,7090,7089,6963,6964,7091,6963,7091,7090,6964,6965,7092,6964,7092,7091,6965,6966,7093,6965,7093,7092,6966,6967,7094,6966,7094,7093,6967,6968,7095,6967,7095,7094,6968,6969,7096,6968,7096,7095,6969,6970,7097,6969,7097,7096,6970,6971,7098,6970,7098,7097,6971,6972,7099,6971,7099,7098,6972,6973,7100,6972,7100,7099,6973,6974,7101,6973,7101,7100,6974,6975,7102,6974,7102,7101,6975,6976,7103,6975,7103,7102,6976,6977,7104,6976,7104,7103,6977,6978,7105,6977,7105,7104,6978,6979,7106,6978,7106,7105,6979,6980,7107,6979,7107,7106,6980,6981,7108,6980,7108,7107,6981,6982,7109,6981,7109,7108,6982,6983,7110,6982,7110,7109,6983,6984,7111,6983,7111,7110,6985,6986,7113,6985,7113,7112,6986,6987,7114,6986,7114,7113,6987,6988,7115,6987,7115,7114,6988,6989,7116,6988,7116,7115,6989,6990,7117,6989,7117,7116,6990,6991,7118,6990,7118,7117,6991,6992,7119,6991,7119,7118,6992,6993,7120,6992,7120,7119,6993,6994,7121,6993,7121,7120,6994,6995,7122,6994,7122,7121,6995,6996,7123,6995,7123,7122,6996,6997,7124,6996,7124,7123,6997,6998,7125,6997,7125,7124,6998,6999,7126,6998,7126,7125,6999,7000,7127,6999,7127,7126,7000,7001,7128,7000,7128,7127,7001,7002,7129,7001,7129,7128,7002,7003,7130,7002,7130,7129,7003,7004,7131,7003,7131,7130,7004,7005,7132,7004,7132,7131,7005,7006,7133,7005,7133,7132,7006,7007,7134,7006,7134,7133,7007,7008,7135,7007,7135,7134,7008,7009,7136,7008,7136,7135,7009,7010,7137,7009,7137,7136,7010,7011,7138,7010,7138,7137,7011,7012,7139,7011,7139,7138,7012,7013,7140,7012,7140,7139,7013,7014,7141,7013,7141,7140,7014,7015,7142,7014,7142,7141,7015,7016,7143,7015,7143,7142,7016,7017,7144,7016,7144,7143,7017,7018,7145,7017,7145,7144,7018,7019,7146,7018,7146,7145,7019,7020,7147,7019,7147,7146,7020,7021,7148,7020,7148,7147,7021,7022,7149,7021,7149,7148,7022,7023,7150,7022,7150,7149,7023,7024,7151,7023,7151,7150,7024,7025,7152,7024,7152,7151,7025,7026,7153,7025,7153,7152,7026,7027,7154,7026,7154,7153,7027,7028,7155,7027,7155,7154,7028,7029,7156,7028,7156,7155,7029,7030,7157,7029,7157,7156,7030,7031,7158,7030,7158,7157,7031,7032,7159,7031,7159,7158,7032,7033,7160,7032,7160,7159,7033,7034,7161,7033,7161,7160,7034,7035,7162,7034,7162,7161,7035,7036,7163,7035,7163,7162,7036,7037,7164,7036,7164,7163,7037,7038,7165,7037,7165,7164,7038,7039,7166,7038,7166,7165,7039,7040,7167,7039,7167,7166,7040,7041,7168,7040,7168,7167,7041,7042,7169,7041,7169,7168,7042,7043,7170,7042,7170,7169,7043,7044,7171,7043,7171,7170,7044,7045,7172,7044,7172,7171,7045,7046,7173,7045,7173,7172,7046,7047,7174,7046,7174,7173,7047,7048,7175,7047,7175,7174,7048,7049,7176,7048,7176,7175,7049,7050,7177,7049,7177,7176,7050,7051,7178,7050,7178,7177,7051,7052,7179,7051,7179,7178,7052,7053,7180,7052,7180,7179,7053,7054,7181,7053,7181,7180,7054,7055,7182,7054,7182,7181,7055,7056,7183,7055,7183,7182,7056,7057,7184,7056,7184,7183,7057,7058,7185,7057,7185,7184,7058,7059,7186,7058,7186,7185,7059,7060,7187,7059,7187,7186,7060,7061,7188,7060,7188,7187,7061,7062,7189,7061,7189,7188,7062,7063,7190,7062,7190,7189,7063,7064,7191,7063,7191,7190,7064,7065,7192,7064,7192,7191,7065,7066,7193,7065,7193,7192,7066,7067,7194,7066,7194,7193,7067,7068,7195,7067,7195,7194,7068,7069,7196,7068,7196,7195,7069,7070,7197,7069,7197,7196,7070,7071,7198,7070,7198,7197,7071,7072,7199,7071,7199,7198,7072,7073,7200,7072,7200,7199,7073,7074,7201,7073,7201,7200,7074,7075,7202,7074,7202,7201,7075,7076,7203,7075,7203,7202,7076,7077,7204,7076,7204,7203,7077,7078,7205,7077,7205,7204,7078,7079,7206,7078,7206,7205,7079,7080,7207,7079,7207,7206,7080,7081,7208,7080,7208,7207,7081,7082,7209,7081,7209,7208,7082,7083,7210,7082,7210,7209,7083,7084,7211,7083,7211,7210,7084,7085,7212,7084,7212,7211,7085,7086,7213,7085,7213,7212,7086,7087,7214,7086,7214,7213,7087,7088,7215,7087,7215,7214,7088,7089,7216,7088,7216,7215,7089,7090,7217,7089,7217,7216,7090,7091,7218,7090,7218,7217,7091,7092,7219,7091,7219,7218,7092,7093,7220,7092,7220,7219,7093,7094,7221,7093,7221,7220,7094,7095,7222,7094,7222,7221,7095,7096,7223,7095,7223,7222,7096,7097,7224,7096,7224,7223,7097,7098,7225,7097,7225,7224,7098,7099,7226,7098,7226,7225,7099,7100,7227,7099,7227,7226,7100,7101,7228,7100,7228,7227,7101,7102,7229,7101,7229,7228,7102,7103,7230,7102,7230,7229,7103,7104,7231,7103,7231,7230,7104,7105,7232,7104,7232,7231,7105,7106,7233,7105,7233,7232,7106,7107,7234,7106,7234,7233,7107,7108,7235,7107,7235,7234,7108,7109,7236,7108,7236,7235,7109,7110,7237,7109,7237,7236,7110,7111,7238,7110,7238,7237,7112,7113,7240,7112,7240,7239,7113,7114,7241,7113,7241,7240,7114,7115,7242,7114,7242,7241,7115,7116,7243,7115,7243,7242,7116,7117,7244,7116,7244,7243,7117,7118,7245,7117,7245,7244,7118,7119,7246,7118,7246,7245,7119,7120,7247,7119,7247,7246,7120,7121,7248,7120,7248,7247,7121,7122,7249,7121,7249,7248,7122,7123,7250,7122,7250,7249,7123,7124,7251,7123,7251,7250,7124,7125,7252,7124,7252,7251,7125,7126,7253,7125,7253,7252,7126,7127,7254,7126,7254,7253,7127,7128,7255,7127,7255,7254,7128,7129,7256,7128,7256,7255,7129,7130,7257,7129,7257,7256,7130,7131,7258,7130,7258,7257,7131,7132,7259,7131,7259,7258,7132,7133,7260,7132,7260,7259,7133,7134,7261,7133,7261,7260,7134,7135,7262,7134,7262,7261,7135,7136,7263,7135,7263,7262,7136,7137,7264,7136,7264,7263,7137,7138,7265,7137,7265,7264,7138,7139,7266,7138,7266,7265,7139,7140,7267,7139,7267,7266,7140,7141,7268,7140,7268,7267,7141,7142,7269,7141,7269,7268,7142,7143,7270,7142,7270,7269,7143,7144,7271,7143,7271,7270,7144,7145,7272,7144,7272,7271,7145,7146,7273,7145,7273,7272,7146,7147,7274,7146,7274,7273,7147,7148,7275,7147,7275,7274,7148,7149,7276,7148,7276,7275,7149,7150,7277,7149,7277,7276,7150,7151,7278,7150,7278,7277,7151,7152,7279,7151,7279,7278,7152,7153,7280,7152,7280,7279,7153,7154,7281,7153,7281,7280,7154,7155,7282,7154,7282,7281,7155,7156,7283,7155,7283,7282,7156,7157,7284,7156,7284,7283,7157,7158,7285,7157,7285,7284,7158,7159,7286,7158,7286,7285,7159,7160,7287,7159,7287,7286,7160,7161,7288,7160,7288,7287,7161,7162,7289,7161,7289,7288,7162,7163,7290,7162,7290,7289,7163,7164,7291,7163,7291,7290,7164,7165,7292,7164,7292,7291,7165,7166,7293,7165,7293,7292,7166,7167,7294,7166,7294,7293,7167,7168,7295,7167,7295,7294,7168,7169,7296,7168,7296,7295,7169,7170,7297,7169,7297,7296,7170,7171,7298,7170,7298,7297,7171,7172,7299,7171,7299,7298,7172,7173,7300,7172,7300,7299,7173,7174,7301,7173,7301,7300,7174,7175,7302,7174,7302,7301,7175,7176,7303,7175,7303,7302,7176,7177,7304,7176,7304,7303,7177,7178,7305,7177,7305,7304,7178,7179,7306,7178,7306,7305,7179,7180,7307,7179,7307,7306,7180,7181,7308,7180,7308,7307,7181,7182,7309,7181,7309,7308,7182,7183,7310,7182,7310,7309,7183,7184,7311,7183,7311,7310,7184,7185,7312,7184,7312,7311,7185,7186,7313,7185,7313,7312,7186,7187,7314,7186,7314,7313,7187,7188,7315,7187,7315,7314,7188,7189,7316,7188,7316,7315,7189,7190,7317,7189,7317,7316,7190,7191,7318,7190,7318,7317,7191,7192,7319,7191,7319,7318,7192,7193,7320,7192,7320,7319,7193,7194,7321,7193,7321,7320,7194,7195,7322,7194,7322,7321,7195,7196,7323,7195,7323,7322,7196,7197,7324,7196,7324,7323,7197,7198,7325,7197,7325,7324,7198,7199,7326,7198,7326,7325,7199,7200,7327,7199,7327,7326,7200,7201,7328,7200,7328,7327,7201,7202,7329,7201,7329,7328,7202,7203,7330,7202,7330,7329,7203,7204,7331,7203,7331,7330,7204,7205,7332,7204,7332,7331,7205,7206,7333,7205,7333,7332,7206,7207,7334,7206,7334,7333,7207,7208,7335,7207,7335,7334,7208,7209,7336,7208,7336,7335,7209,7210,7337,7209,7337,7336,7210,7211,7338,7210,7338,7337,7211,7212,7339,7211,7339,7338,7212,7213,7340,7212,7340,7339,7213,7214,7341,7213,7341,7340,7214,7215,7342,7214,7342,7341,7215,7216,7343,7215,7343,7342,7216,7217,7344,7216,7344,7343,7217,7218,7345,7217,7345,7344,7218,7219,7346,7218,7346,7345,7219,7220,7347,7219,7347,7346,7220,7221,7348,7220,7348,7347,7221,7222,7349,7221,7349,7348,7222,7223,7350,7222,7350,7349,7223,7224,7351,7223,7351,7350,7224,7225,7352,7224,7352,7351,7225,7226,7353,7225,7353,7352,7226,7227,7354,7226,7354,7353,7227,7228,7355,7227,7355,7354,7228,7229,7356,7228,7356,7355,7229,7230,7357,7229,7357,7356,7230,7231,7358,7230,7358,7357,7231,7232,7359,7231,7359,7358,7232,7233,7360,7232,7360,7359,7233,7234,7361,7233,7361,7360,7234,7235,7362,7234,7362,7361,7235,7236,7363,7235,7363,7362,7236,7237,7364,7236,7364,7363,7237,7238,7365,7237,7365,7364,7239,7240,7367,7239,7367,7366,7240,7241,7368,7240,7368,7367,7241,7242,7369,7241,7369,7368,7242,7243,7370,7242,7370,7369,7243,7244,7371,7243,7371,7370,7244,7245,7372,7244,7372,7371,7245,7246,7373,7245,7373,7372,7246,7247,7374,7246,7374,7373,7247,7248,7375,7247,7375,7374,7248,7249,7376,7248,7376,7375,7249,7250,7377,7249,7377,7376,7250,7251,7378,7250,7378,7377,7251,7252,7379,7251,7379,7378,7252,7253,7380,7252,7380,7379,7253,7254,7381,7253,7381,7380,7254,7255,7382,7254,7382,7381,7255,7256,7383,7255,7383,7382,7256,7257,7384,7256,7384,7383,7257,7258,7385,7257,7385,7384,7258,7259,7386,7258,7386,7385,7259,7260,7387,7259,7387,7386,7260,7261,7388,7260,7388,7387,7261,7262,7389,7261,7389,7388,7262,7263,7390,7262,7390,7389,7263,7264,7391,7263,7391,7390,7264,7265,7392,7264,7392,7391,7265,7266,7393,7265,7393,7392,7266,7267,7394,7266,7394,7393,7267,7268,7395,7267,7395,7394,7268,7269,7396,7268,7396,7395,7269,7270,7397,7269,7397,7396,7270,7271,7398,7270,7398,7397,7271,7272,7399,7271,7399,7398,7272,7273,7400,7272,7400,7399,7273,7274,7401,7273,7401,7400,7274,7275,7402,7274,7402,7401,7275,7276,7403,7275,7403,7402,7276,7277,7404,7276,7404,7403,7277,7278,7405,7277,7405,7404,7278,7279,7406,7278,7406,7405,7279,7280,7407,7279,7407,7406,7280,7281,7408,7280,7408,7407,7281,7282,7409,7281,7409,7408,7282,7283,7410,7282,7410,7409,7283,7284,7411,7283,7411,7410,7284,7285,7412,7284,7412,7411,7285,7286,7413,7285,7413,7412,7286,7287,7414,7286,7414,7413,7287,7288,7415,7287,7415,7414,7288,7289,7416,7288,7416,7415,7289,7290,7417,7289,7417,7416,7290,7291,7418,7290,7418,7417,7291,7292,7419,7291,7419,7418,7292,7293,7420,7292,7420,7419,7293,7294,7421,7293,7421,7420,7294,7295,7422,7294,7422,7421,7295,7296,7423,7295,7423,7422,7296,7297,7424,7296,7424,7423,7297,7298,7425,7297,7425,7424,7298,7299,7426,7298,7426,7425,7299,7300,7427,7299,7427,7426,7300,7301,7428,7300,7428,7427,7301,7302,7429,7301,7429,7428,7302,7303,7430,7302,7430,7429,7303,7304,7431,7303,7431,7430,7304,7305,7432,7304,7432,7431,7305,7306,7433,7305,7433,7432,7306,7307,7434,7306,7434,7433,7307,7308,7435,7307,7435,7434,7308,7309,7436,7308,7436,7435,7309,7310,7437,7309,7437,7436,7310,7311,7438,7310,7438,7437,7311,7312,7439,7311,7439,7438,7312,7313,7440,7312,7440,7439,7313,7314,7441,7313,7441,7440,7314,7315,7442,7314,7442,7441,7315,7316,7443,7315,7443,7442,7316,7317,7444,7316,7444,7443,7317,7318,7445,7317,7445,7444,7318,7319,7446,7318,7446,7445,7319,7320,7447,7319,7447,7446,7320,7321,7448,7320,7448,7447,7321,7322,7449,7321,7449,7448,7322,7323,7450,7322,7450,7449,7323,7324,7451,7323,7451,7450,7324,7325,7452,7324,7452,7451,7325,7326,7453,7325,7453,7452,7326,7327,7454,7326,7454,7453,7327,7328,7455,7327,7455,7454,7328,7329,7456,7328,7456,7455,7329,7330,7457,7329,7457,7456,7330,7331,7458,7330,7458,7457,7331,7332,7459,7331,7459,7458,7332,7333,7460,7332,7460,7459,7333,7334,7461,7333,7461,7460,7334,7335,7462,7334,7462,7461,7335,7336,7463,7335,7463,7462,7336,7337,7464,7336,7464,7463,7337,7338,7465,7337,7465,7464,7338,7339,7466,7338,7466,7465,7339,7340,7467,7339,7467,7466,7340,7341,7468,7340,7468,7467,7341,7342,7469,7341,7469,7468,7342,7343,7470,7342,7470,7469,7343,7344,7471,7343,7471,7470,7344,7345,7472,7344,7472,7471,7345,7346,7473,7345,7473,7472,7346,7347,7474,7346,7474,7473,7347,7348,7475,7347,7475,7474,7348,7349,7476,7348,7476,7475,7349,7350,7477,7349,7477,7476,7350,7351,7478,7350,7478,7477,7351,7352,7479,7351,7479,7478,7352,7353,7480,7352,7480,7479,7353,7354,7481,7353,7481,7480,7354,7355,7482,7354,7482,7481,7355,7356,7483,7355,7483,7482,7356,7357,7484,7356,7484,7483,7357,7358,7485,7357,7485,7484,7358,7359,7486,7358,7486,7485,7359,7360,7487,7359,7487,7486,7360,7361,7488,7360,7488,7487,7361,7362,7489,7361,7489,7488,7362,7363,7490,7362,7490,7489,7363,7364,7491,7363,7491,7490,7364,7365,7492,7364,7492,7491,7366,7367,7494,7366,7494,7493,7367,7368,7495,7367,7495,7494,7368,7369,7496,7368,7496,7495,7369,7370,7497,7369,7497,7496,7370,7371,7498,7370,7498,7497,7371,7372,7499,7371,7499,7498,7372,7373,7500,7372,7500,7499,7373,7374,7501,7373,7501,7500,7374,7375,7502,7374,7502,7501,7375,7376,7503,7375,7503,7502,7376,7377,7504,7376,7504,7503,7377,7378,7505,7377,7505,7504,7378,7379,7506,7378,7506,7505,7379,7380,7507,7379,7507,7506,7380,7381,7508,7380,7508,7507,7381,7382,7509,7381,7509,7508,7382,7383,7510,7382,7510,7509,7383,7384,7511,7383,7511,7510,7384,7385,7512,7384,7512,7511,7385,7386,7513,7385,7513,7512,7386,7387,7514,7386,7514,7513,7387,7388,7515,7387,7515,7514,7388,7389,7516,7388,7516,7515,7389,7390,7517,7389,7517,7516,7390,7391,7518,7390,7518,7517,7391,7392,7519,7391,7519,7518,7392,7393,7520,7392,7520,7519,7393,7394,7521,7393,7521,7520,7394,7395,7522,7394,7522,7521,7395,7396,7523,7395,7523,7522,7396,7397,7524,7396,7524,7523,7397,7398,7525,7397,7525,7524,7398,7399,7526,7398,7526,7525,7399,7400,7527,7399,7527,7526,7400,7401,7528,7400,7528,7527,7401,7402,7529,7401,7529,7528,7402,7403,7530,7402,7530,7529,7403,7404,7531,7403,7531,7530,7404,7405,7532,7404,7532,7531,7405,7406,7533,7405,7533,7532,7406,7407,7534,7406,7534,7533,7407,7408,7535,7407,7535,7534,7408,7409,7536,7408,7536,7535,7409,7410,7537,7409,7537,7536,7410,7411,7538,7410,7538,7537,7411,7412,7539,7411,7539,7538,7412,7413,7540,7412,7540,7539,7413,7414,7541,7413,7541,7540,7414,7415,7542,7414,7542,7541,7415,7416,7543,7415,7543,7542,7416,7417,7544,7416,7544,7543,7417,7418,7545,7417,7545,7544,7418,7419,7546,7418,7546,7545,7419,7420,7547,7419,7547,7546,7420,7421,7548,7420,7548,7547,7421,7422,7549,7421,7549,7548,7422,7423,7550,7422,7550,7549,7423,7424,7551,7423,7551,7550,7424,7425,7552,7424,7552,7551,7425,7426,7553,7425,7553,7552,7426,7427,7554,7426,7554,7553,7427,7428,7555,7427,7555,7554,7428,7429,7556,7428,7556,7555,7429,7430,7557,7429,7557,7556,7430,7431,7558,7430,7558,7557,7431,7432,7559,7431,7559,7558,7432,7433,7560,7432,7560,7559,7433,7434,7561,7433,7561,7560,7434,7435,7562,7434,7562,7561,7435,7436,7563,7435,7563,7562,7436,7437,7564,7436,7564,7563,7437,7438,7565,7437,7565,7564,7438,7439,7566,7438,7566,7565,7439,7440,7567,7439,7567,7566,7440,7441,7568,7440,7568,7567,7441,7442,7569,7441,7569,7568,7442,7443,7570,7442,7570,7569,7443,7444,7571,7443,7571,7570,7444,7445,7572,7444,7572,7571,7445,7446,7573,7445,7573,7572,7446,7447,7574,7446,7574,7573,7447,7448,7575,7447,7575,7574,7448,7449,7576,7448,7576,7575,7449,7450,7577,7449,7577,7576,7450,7451,7578,7450,7578,7577,7451,7452,7579,7451,7579,7578,7452,7453,7580,7452,7580,7579,7453,7454,7581,7453,7581,7580,7454,7455,7582,7454,7582,7581,7455,7456,7583,7455,7583,7582,7456,7457,7584,7456,7584,7583,7457,7458,7585,7457,7585,7584,7458,7459,7586,7458,7586,7585,7459,7460,7587,7459,7587,7586,7460,7461,7588,7460,7588,7587,7461,7462,7589,7461,7589,7588,7462,7463,7590,7462,7590,7589,7463,7464,7591,7463,7591,7590,7464,7465,7592,7464,7592,7591,7465,7466,7593,7465,7593,7592,7466,7467,7594,7466,7594,7593,7467,7468,7595,7467,7595,7594,7468,7469,7596,7468,7596,7595,7469,7470,7597,7469,7597,7596,7470,7471,7598,7470,7598,7597,7471,7472,7599,7471,7599,7598,7472,7473,7600,7472,7600,7599,7473,7474,7601,7473,7601,7600,7474,7475,7602,7474,7602,7601,7475,7476,7603,7475,7603,7602,7476,7477,7604,7476,7604,7603,7477,7478,7605,7477,7605,7604,7478,7479,7606,7478,7606,7605,7479,7480,7607,7479,7607,7606,7480,7481,7608,7480,7608,7607,7481,7482,7609,7481,7609,7608,7482,7483,7610,7482,7610,7609,7483,7484,7611,7483,7611,7610,7484,7485,7612,7484,7612,7611,7485,7486,7613,7485,7613,7612,7486,7487,7614,7486,7614,7613,7487,7488,7615,7487,7615,7614,7488,7489,7616,7488,7616,7615,7489,7490,7617,7489,7617,7616,7490,7491,7618,7490,7618,7617,7491,7492,7619,7491,7619,7618,7493,7494,7621,7493,7621,7620,7494,7495,7622,7494,7622,7621,7495,7496,7623,7495,7623,7622,7496,7497,7624,7496,7624,7623,7497,7498,7625,7497,7625,7624,7498,7499,7626,7498,7626,7625,7499,7500,7627,7499,7627,7626,7500,7501,7628,7500,7628,7627,7501,7502,7629,7501,7629,7628,7502,7503,7630,7502,7630,7629,7503,7504,7631,7503,7631,7630,7504,7505,7632,7504,7632,7631,7505,7506,7633,7505,7633,7632,7506,7507,7634,7506,7634,7633,7507,7508,7635,7507,7635,7634,7508,7509,7636,7508,7636,7635,7509,7510,7637,7509,7637,7636,7510,7511,7638,7510,7638,7637,7511,7512,7639,7511,7639,7638,7512,7513,7640,7512,7640,7639,7513,7514,7641,7513,7641,7640,7514,7515,7642,7514,7642,7641,7515,7516,7643,7515,7643,7642,7516,7517,7644,7516,7644,7643,7517,7518,7645,7517,7645,7644,7518,7519,7646,7518,7646,7645,7519,7520,7647,7519,7647,7646,7520,7521,7648,7520,7648,7647,7521,7522,7649,7521,7649,7648,7522,7523,7650,7522,7650,7649,7523,7524,7651,7523,7651,7650,7524,7525,7652,7524,7652,7651,7525,7526,7653,7525,7653,7652,7526,7527,7654,7526,7654,7653,7527,7528,7655,7527,7655,7654,7528,7529,7656,7528,7656,7655,7529,7530,7657,7529,7657,7656,7530,7531,7658,7530,7658,7657,7531,7532,7659,7531,7659,7658,7532,7533,7660,7532,7660,7659,7533,7534,7661,7533,7661,7660,7534,7535,7662,7534,7662,7661,7535,7536,7663,7535,7663,7662,7536,7537,7664,7536,7664,7663,7537,7538,7665,7537,7665,7664,7538,7539,7666,7538,7666,7665,7539,7540,7667,7539,7667,7666,7540,7541,7668,7540,7668,7667,7541,7542,7669,7541,7669,7668,7542,7543,7670,7542,7670,7669,7543,7544,7671,7543,7671,7670,7544,7545,7672,7544,7672,7671,7545,7546,7673,7545,7673,7672,7546,7547,7674,7546,7674,7673,7547,7548,7675,7547,7675,7674,7548,7549,7676,7548,7676,7675,7549,7550,7677,7549,7677,7676,7550,7551,7678,7550,7678,7677,7551,7552,7679,7551,7679,7678,7552,7553,7680,7552,7680,7679,7553,7554,7681,7553,7681,7680,7554,7555,7682,7554,7682,7681,7555,7556,7683,7555,7683,7682,7556,7557,7684,7556,7684,7683,7557,7558,7685,7557,7685,7684,7558,7559,7686,7558,7686,7685,7559,7560,7687,7559,7687,7686,7560,7561,7688,7560,7688,7687,7561,7562,7689,7561,7689,7688,7562,7563,7690,7562,7690,7689,7563,7564,7691,7563,7691,7690,7564,7565,7692,7564,7692,7691,7565,7566,7693,7565,7693,7692,7566,7567,7694,7566,7694,7693,7567,7568,7695,7567,7695,7694,7568,7569,7696,7568,7696,7695,7569,7570,7697,7569,7697,7696,7570,7571,7698,7570,7698,7697,7571,7572,7699,7571,7699,7698,7572,7573,7700,7572,7700,7699,7573,7574,7701,7573,7701,7700,7574,7575,7702,7574,7702,7701,7575,7576,7703,7575,7703,7702,7576,7577,7704,7576,7704,7703,7577,7578,7705,7577,7705,7704,7578,7579,7706,7578,7706,7705,7579,7580,7707,7579,7707,7706,7580,7581,7708,7580,7708,7707,7581,7582,7709,7581,7709,7708,7582,7583,7710,7582,7710,7709,7583,7584,7711,7583,7711,7710,7584,7585,7712,7584,7712,7711,7585,7586,7713,7585,7713,7712,7586,7587,7714,7586,7714,7713,7587,7588,7715,7587,7715,7714,7588,7589,7716,7588,7716,7715,7589,7590,7717,7589,7717,7716,7590,7591,7718,7590,7718,7717,7591,7592,7719,7591,7719,7718,7592,7593,7720,7592,7720,7719,7593,7594,7721,7593,7721,7720,7594,7595,7722,7594,7722,7721,7595,7596,7723,7595,7723,7722,7596,7597,7724,7596,7724,7723,7597,7598,7725,7597,7725,7724,7598,7599,7726,7598,7726,7725,7599,7600,7727,7599,7727,7726,7600,7601,7728,7600,7728,7727,7601,7602,7729,7601,7729,7728,7602,7603,7730,7602,7730,7729,7603,7604,7731,7603,7731,7730,7604,7605,7732,7604,7732,7731,7605,7606,7733,7605,7733,7732,7606,7607,7734,7606,7734,7733,7607,7608,7735,7607,7735,7734,7608,7609,7736,7608,7736,7735,7609,7610,7737,7609,7737,7736,7610,7611,7738,7610,7738,7737,7611,7612,7739,7611,7739,7738,7612,7613,7740,7612,7740,7739,7613,7614,7741,7613,7741,7740,7614,7615,7742,7614,7742,7741,7615,7616,7743,7615,7743,7742,7616,7617,7744,7616,7744,7743,7617,7618,7745,7617,7745,7744,7618,7619,7746,7618,7746,7745,7620,7621,7748,7620,7748,7747,7621,7622,7749,7621,7749,7748,7622,7623,7750,7622,7750,7749,7623,7624,7751,7623,7751,7750,7624,7625,7752,7624,7752,7751,7625,7626,7753,7625,7753,7752,7626,7627,7754,7626,7754,7753,7627,7628,7755,7627,7755,7754,7628,7629,7756,7628,7756,7755,7629,7630,7757,7629,7757,7756,7630,7631,7758,7630,7758,7757,7631,7632,7759,7631,7759,7758,7632,7633,7760,7632,7760,7759,7633,7634,7761,7633,7761,7760,7634,7635,7762,7634,7762,7761,7635,7636,7763,7635,7763,7762,7636,7637,7764,7636,7764,7763,7637,7638,7765,7637,7765,7764,7638,7639,7766,7638,7766,7765,7639,7640,7767,7639,7767,7766,7640,7641,7768,7640,7768,7767,7641,7642,7769,7641,7769,7768,7642,7643,7770,7642,7770,7769,7643,7644,7771,7643,7771,7770,7644,7645,7772,7644,7772,7771,7645,7646,7773,7645,7773,7772,7646,7647,7774,7646,7774,7773,7647,7648,7775,7647,7775,7774,7648,7649,7776,7648,7776,7775,7649,7650,7777,7649,7777,7776,7650,7651,7778,7650,7778,7777,7651,7652,7779,7651,7779,7778,7652,7653,7780,7652,7780,7779,7653,7654,7781,7653,7781,7780,7654,7655,7782,7654,7782,7781,7655,7656,7783,7655,7783,7782,7656,7657,7784,7656,7784,7783,7657,7658,7785,7657,7785,7784,7658,7659,7786,7658,7786,7785,7659,7660,7787,7659,7787,7786,7660,7661,7788,7660,7788,7787,7661,7662,7789,7661,7789,7788,7662,7663,7790,7662,7790,7789,7663,7664,7791,7663,7791,7790,7664,7665,7792,7664,7792,7791,7665,7666,7793,7665,7793,7792,7666,7667,7794,7666,7794,7793,7667,7668,7795,7667,7795,7794,7668,7669,7796,7668,7796,7795,7669,7670,7797,7669,7797,7796,7670,7671,7798,7670,7798,7797,7671,7672,7799,7671,7799,7798,7672,7673,7800,7672,7800,7799,7673,7674,7801,7673,7801,7800,7674,7675,7802,7674,7802,7801,7675,7676,7803,7675,7803,7802,7676,7677,7804,7676,7804,7803,7677,7678,7805,7677,7805,7804,7678,7679,7806,7678,7806,7805,7679,7680,7807,7679,7807,7806,7680,7681,7808,7680,7808,7807,7681,7682,7809,7681,7809,7808,7682,7683,7810,7682,7810,7809,7683,7684,7811,7683,7811,7810,7684,7685,7812,7684,7812,7811,7685,7686,7813,7685,7813,7812,7686,7687,7814,7686,7814,7813,7687,7688,7815,7687,7815,7814,7688,7689,7816,7688,7816,7815,7689,7690,7817,7689,7817,7816,7690,7691,7818,7690,7818,7817,7691,7692,7819,7691,7819,7818,7692,7693,7820,7692,7820,7819,7693,7694,7821,7693,7821,7820,7694,7695,7822,7694,7822,7821,7695,7696,7823,7695,7823,7822,7696,7697,7824,7696,7824,7823,7697,7698,7825,7697,7825,7824,7698,7699,7826,7698,7826,7825,7699,7700,7827,7699,7827,7826,7700,7701,7828,7700,7828,7827,7701,7702,7829,7701,7829,7828,7702,7703,7830,7702,7830,7829,7703,7704,7831,7703,7831,7830,7704,7705,7832,7704,7832,7831,7705,7706,7833,7705,7833,7832,7706,7707,7834,7706,7834,7833,7707,7708,7835,7707,7835,7834,7708,7709,7836,7708,7836,7835,7709,7710,7837,7709,7837,7836,7710,7711,7838,7710,7838,7837,7711,7712,7839,7711,7839,7838,7712,7713,7840,7712,7840,7839,7713,7714,7841,7713,7841,7840,7714,7715,7842,7714,7842,7841,7715,7716,7843,7715,7843,7842,7716,7717,7844,7716,7844,7843,7717,7718,7845,7717,7845,7844,7718,7719,7846,7718,7846,7845,7719,7720,7847,7719,7847,7846,7720,7721,7848,7720,7848,7847,7721,7722,7849,7721,7849,7848,7722,7723,7850,7722,7850,7849,7723,7724,7851,7723,7851,7850,7724,7725,7852,7724,7852,7851,7725,7726,7853,7725,7853,7852,7726,7727,7854,7726,7854,7853,7727,7728,7855,7727,7855,7854,7728,7729,7856,7728,7856,7855,7729,7730,7857,7729,7857,7856,7730,7731,7858,7730,7858,7857,7731,7732,7859,7731,7859,7858,7732,7733,7860,7732,7860,7859,7733,7734,7861,7733,7861,7860,7734,7735,7862,7734,7862,7861,7735,7736,7863,7735,7863,7862,7736,7737,7864,7736,7864,7863,7737,7738,7865,7737,7865,7864,7738,7739,7866,7738,7866,7865,7739,7740,7867,7739,7867,7866,7740,7741,7868,7740,7868,7867,7741,7742,7869,7741,7869,7868,7742,7743,7870,7742,7870,7869,7743,7744,7871,7743,7871,7870,7744,7745,7872,7744,7872,7871,7745,7746,7873,7745,7873,7872,7747,7748,7875,7747,7875,7874,7748,7749,7876,7748,7876,7875,7749,7750,7877,7749,7877,7876,7750,7751,7878,7750,7878,7877,7751,7752,7879,7751,7879,7878,7752,7753,7880,7752,7880,7879,7753,7754,7881,7753,7881,7880,7754,7755,7882,7754,7882,7881,7755,7756,7883,7755,7883,7882,7756,7757,7884,7756,7884,7883,7757,7758,7885,7757,7885,7884,7758,7759,7886,7758,7886,7885,7759,7760,7887,7759,7887,7886,7760,7761,7888,7760,7888,7887,7761,7762,7889,7761,7889,7888,7762,7763,7890,7762,7890,7889,7763,7764,7891,7763,7891,7890,7764,7765,7892,7764,7892,7891,7765,7766,7893,7765,7893,7892,7766,7767,7894,7766,7894,7893,7767,7768,7895,7767,7895,7894,7768,7769,7896,7768,7896,7895,7769,7770,7897,7769,7897,7896,7770,7771,7898,7770,7898,7897,7771,7772,7899,7771,7899,7898,7772,7773,7900,7772,7900,7899,7773,7774,7901,7773,7901,7900,7774,7775,7902,7774,7902,7901,7775,7776,7903,7775,7903,7902,7776,7777,7904,7776,7904,7903,7777,7778,7905,7777,7905,7904,7778,7779,7906,7778,7906,7905,7779,7780,7907,7779,7907,7906,7780,7781,7908,7780,7908,7907,7781,7782,7909,7781,7909,7908,7782,7783,7910,7782,7910,7909,7783,7784,7911,7783,7911,7910,7784,7785,7912,7784,7912,7911,7785,7786,7913,7785,7913,7912,7786,7787,7914,7786,7914,7913,7787,7788,7915,7787,7915,7914,7788,7789,7916,7788,7916,7915,7789,7790,7917,7789,7917,7916,7790,7791,7918,7790,7918,7917,7791,7792,7919,7791,7919,7918,7792,7793,7920,7792,7920,7919,7793,7794,7921,7793,7921,7920,7794,7795,7922,7794,7922,7921,7795,7796,7923,7795,7923,7922,7796,7797,7924,7796,7924,7923,7797,7798,7925,7797,7925,7924,7798,7799,7926,7798,7926,7925,7799,7800,7927,7799,7927,7926,7800,7801,7928,7800,7928,7927,7801,7802,7929,7801,7929,7928,7802,7803,7930,7802,7930,7929,7803,7804,7931,7803,7931,7930,7804,7805,7932,7804,7932,7931,7805,7806,7933,7805,7933,7932,7806,7807,7934,7806,7934,7933,7807,7808,7935,7807,7935,7934,7808,7809,7936,7808,7936,7935,7809,7810,7937,7809,7937,7936,7810,7811,7938,7810,7938,7937,7811,7812,7939,7811,7939,7938,7812,7813,7940,7812,7940,7939,7813,7814,7941,7813,7941,7940,7814,7815,7942,7814,7942,7941,7815,7816,7943,7815,7943,7942,7816,7817,7944,7816,7944,7943,7817,7818,7945,7817,7945,7944,7818,7819,7946,7818,7946,7945,7819,7820,7947,7819,7947,7946,7820,7821,7948,7820,7948,7947,7821,7822,7949,7821,7949,7948,7822,7823,7950,7822,7950,7949,7823,7824,7951,7823,7951,7950,7824,7825,7952,7824,7952,7951,7825,7826,7953,7825,7953,7952,7826,7827,7954,7826,7954,7953,7827,7828,7955,7827,7955,7954,7828,7829,7956,7828,7956,7955,7829,7830,7957,7829,7957,7956,7830,7831,7958,7830,7958,7957,7831,7832,7959,7831,7959,7958,7832,7833,7960,7832,7960,7959,7833,7834,7961,7833,7961,7960,7834,7835,7962,7834,7962,7961,7835,7836,7963,7835,7963,7962,7836,7837,7964,7836,7964,7963,7837,7838,7965,7837,7965,7964,7838,7839,7966,7838,7966,7965,7839,7840,7967,7839,7967,7966,7840,7841,7968,7840,7968,7967,7841,7842,7969,7841,7969,7968,7842,7843,7970,7842,7970,7969,7843,7844,7971,7843,7971,7970,7844,7845,7972,7844,7972,7971,7845,7846,7973,7845,7973,7972,7846,7847,7974,7846,7974,7973,7847,7848,7975,7847,7975,7974,7848,7849,7976,7848,7976,7975,7849,7850,7977,7849,7977,7976,7850,7851,7978,7850,7978,7977,7851,7852,7979,7851,7979,7978,7852,7853,7980,7852,7980,7979,7853,7854,7981,7853,7981,7980,7854,7855,7982,7854,7982,7981,7855,7856,7983,7855,7983,7982,7856,7857,7984,7856,7984,7983,7857,7858,7985,7857,7985,7984,7858,7859,7986,7858,7986,7985,7859,7860,7987,7859,7987,7986,7860,7861,7988,7860,7988,7987,7861,7862,7989,7861,7989,7988,7862,7863,7990,7862,7990,7989,7863,7864,7991,7863,7991,7990,7864,7865,7992,7864,7992,7991,7865,7866,7993,7865,7993,7992,7866,7867,7994,7866,7994,7993,7867,7868,7995,7867,7995,7994,7868,7869,7996,7868,7996,7995,7869,7870,7997,7869,7997,7996,7870,7871,7998,7870,7998,7997,7871,7872,7999,7871,7999,7998,7872,7873,8000,7872,8000,7999,7874,7875,8002,7875,7876,8003,7876,7877,8004,7877,7878,8005,7878,7879,8006,7879,7880,8007,7880,7881,8008,7881,7882,8009,7882,7883,8010,7883,7884,8011,7884,7885,8012,7885,7886,8013,7886,7887,8014,7887,7888,8015,7888,7889,8016,7889,7890,8017,7890,7891,8018,7891,7892,8019,7892,7893,8020,7893,7894,8021,7894,7895,8022,7895,7896,8023,7896,7897,8024,7897,7898,8025,7898,7899,8026,7899,7900,8027,7900,7901,8028,7901,7902,8029,7902,7903,8030,7903,7904,8031,7904,7905,8032,7905,7906,8033,7906,7907,8034,7907,7908,8035,7908,7909,8036,7909,7910,8037,7910,7911,8038,7911,7912,8039,7912,7913,8040,7913,7914,8041,7914,7915,8042,7915,7916,8043,7916,7917,8044,7917,7918,8045,7918,7919,8046,7919,7920,8047,7920,7921,8048,7921,7922,8049,7922,7923,8050,7923,7924,8051,7924,7925,8052,7925,7926,8053,7926,7927,8054,7927,7928,8055,7928,7929,8056,7929,7930,8057,7930,7931,8058,7931,7932,8059,7932,7933,8060,7933,7934,8061,7934,7935,8062,7935,7936,8063,7936,7937,8064,7937,7938,8065,7938,7939,8066,7939,7940,8067,7940,7941,8068,7941,7942,8069,7942,7943,8070,7943,7944,8071,7944,7945,8072,7945,7946,8073,7946,7947,8074,7947,7948,8075,7948,7949,8076,7949,7950,8077,7950,7951,8078,7951,7952,8079,7952,7953,8080,7953,7954,8081,7954,7955,8082,7955,7956,8083,7956,7957,8084,7957,7958,8085,7958,7959,8086,7959,7960,8087,7960,7961,8088,7961,7962,8089,7962,7963,8090,7963,7964,8091,7964,7965,8092,7965,7966,8093,7966,7967,8094,7967,7968,8095,7968,7969,8096,7969,7970,8097,7970,7971,8098,7971,7972,8099,7972,7973,8100,7973,7974,8101,7974,7975,8102,7975,7976,8103,7976,7977,8104,7977,7978,8105,7978,7979,8106,7979,7980,8107,7980,7981,8108,7981,7982,8109,7982,7983,8110,7983,7984,8111,7984,7985,8112,7985,7986,8113,7986,7987,8114,7987,7988,8115,7988,7989,8116,7989,7990,8117,7990,7991,8118,7991,7992,8119,7992,7993,8120,7993,7994,8121,7994,7995,8122,7995,7996,8123,7996,7997,8124,7997,7998,8125,7998,7999,8126,7999,8000,8127],"normals":[6.123234262925839e-17,-1.0,0.0,6.115622216056881e-17,-1.0,-3.0521802414446084e-18,6.092806589529199e-17,-1.0,-6.096772341539962e-18,6.054842308135465e-17,-1.0,-9.126206770500587e-18,6.001825324826736e-17,-1.0,-1.2132952048849189e-17,5.933886665012041e-17,-1.0,-1.510953253179982e-17,5.85119573528083e-17,-1.0,-1.804854826159258e-17,5.753957676425016e-17,-1.0,-2.0942694406238013e-17,5.642414686927956e-17,-1.0,-2.378477118568446e-17,5.5168430451142406e-17,-1.0,-2.656771613186194e-17,5.3775560869999064e-17,-1.0,-2.9284609051765835e-17,5.224899574081e-17,-1.0,-3.192869849723649e-17,5.059253347694806e-17,-1.0,-3.449340507368165e-17,4.881029012914131e-17,-1.0,-3.697235618166222e-17,4.6906692768028125e-17,-1.0,-3.9359390979975894e-17,4.4886482792879666e-17,-1.0,-4.1648567003102095e-17,4.2754672918208004e-17,-1.0,-4.383420317459381e-17,4.0516573643545727e-17,-1.0,-4.5910856646020435e-17,3.817774031388674e-17,-1.0,-4.7873372427804546e-17,3.574398966329852e-17,-1.0,-4.9716863536887175e-17,3.322137665386496e-17,-1.0,-5.143675401011968e-17,3.0616171314629196e-17,-1.0,-5.302876236065149e-17,2.7934845506703856e-17,-1.0,-5.4488934665154596e-17,2.5184071268909788e-17,-1.0,-5.581363463765622e-17,2.2370686076190357e-17,-1.0,-5.699958002548575e-17,1.9501682913444085e-17,-1.0,-5.804380621332779e-17,1.658419538627363e-17,-1.0,-5.894373239767118e-17,1.3625477868651082e-17,-1.0,-5.969711526469467e-17,1.0632883996222037e-17,-1.0,-6.030208207749146e-17,7.613855912957635e-18,-1.0,-6.075713067606913e-17,4.57589862855557e-18,-1.0,-6.106112285990482e-17,1.52656461220118e-18,-1.0,-6.121331085772477e-17,-1.52656461220118e-18,-1.0,-6.121331085772477e-17,-4.57589862855557e-18,-1.0,-6.106112285990482e-17,-7.613855912957635e-18,-1.0,-6.075713067606913e-17,-1.0632883996222037e-17,-1.0,-6.030208207749146e-17,-1.3625477868651082e-17,-1.0,-5.969711526469467e-17,-1.658419538627363e-17,-1.0,-5.894373239767118e-17,-1.9501682913444085e-17,-1.0,-5.804380621332779e-17,-2.2370686076190357e-17,-1.0,-5.699958002548575e-17,-2.5184071268909788e-17,-1.0,-5.581363463765622e-17,-2.7934845506703856e-17,-1.0,-5.4488934665154596e-17,-3.0616171314629196e-17,-1.0,-5.302876236065149e-17,-3.322137665386496e-17,-1.0,-5.143675401011968e-17,-3.574398966329852e-17,-1.0,-4.9716863536887175e-17,-3.817774031388674e-17,-1.0,-4.7873372427804546e-17,-4.0516573643545727e-17,-1.0,-4.5910856646020435e-17,-4.2754672918208004e-17,-1.0,-4.383420317459381e-17,-4.4886482792879666e-17,-1.0,-4.1648567003102095e-17,-4.6906692768028125e-17,-1.0,-3.9359390979975894e-17,-4.881029012914131e-17,-1.0,-3.697235618166222e-17,-5.059253347694806e-17,-1.0,-3.449340507368165e-17,-5.224899574081e-17,-1.0,-3.192869849723649e-17,-5.3775560869999064e-17,-1.0,-2.9284609051765835e-17,-5.5168430451142406e-17,-1.0,-2.656771613186194e-17,-5.642414686927956e-17,-1.0,-2.378477118568446e-17,-5.753957676425016e-17,-1.0,-2.0942694406238013e-17,-5.85119573528083e-17,-1.0,-1.804854826159258e-17,-5.933886665012041e-17,-1.0,-1.510953253179982e-17,-6.001825324826736e-17,-1.0,-1.2132952048849189e-17,-6.054842308135465e-17,-1.0,-9.126206770500587e-18,-6.092806589529199e-17,-1.0,-6.096772341539962e-18,-6.115622216056881e-17,-1.0,-3.0521802414446084e-18,-6.123234262925839e-17,-1.0,-7.498798786105971e-33,-6.115622216056881e-17,-1.0,3.0521802414446084e-18,-6.092806589529199e-17,-1.0,6.096772341539962e-18,-6.054842308135465e-17,-1.0,9.126206770500587e-18,-6.001825324826736e-17,-1.0,1.2132952048849189e-17,-5.933886665012041e-17,-1.0,1.510953253179982e-17,-5.85119573528083e-17,-1.0,1.804854826159258e-17,-5.753957676425016e-17,-1.0,2.0942694406238013e-17,-5.642414686927956e-17,-1.0,2.378477118568446e-17,-5.5168430451142406e-17,-1.0,2.656771613186194e-17,-5.3775560869999064e-17,-1.0,2.9284609051765835e-17,-5.224899574081e-17,-1.0,3.192869849723649e-17,-5.059253347694806e-17,-1.0,3.449340507368165e-17,-4.881029012914131e-17,-1.0,3.697235618166222e-17,-4.6906692768028125e-17,-1.0,3.9359390979975894e-17,-4.4886482792879666e-17,-1.0,4.1648567003102095e-17,-4.2754672918208004e-17,-1.0,4.383420317459381e-17,-4.0516573643545727e-17,-1.0,4.5910856646020435e-17,-3.817774031388674e-17,-1.0,4.7873372427804546e-17,-3.574398966329852e-17,-1.0,4.9716863536887175e-17,-3.322137665386496e-17,-1.0,5.143675401011968e-17,-3.0616171314629196e-17,-1.0,5.302876236065149e-17,-2.7934845506703856e-17,-1.0,5.4488934665154596e-17,-2.5184071268909788e-17,-1.0,5.581363463765622e-17,-2.2370686076190357e-17,-1.0,5.699958002548575e-17,-1.9501682913444085e-17,-1.0,5.804380621332779e-17,-1.658419538627363e-17,-1.0,5.894373239767118e-17,-1.3625477868651082e-17,-1.0,5.969711526469467e-17,-1.0632883996222037e-17,-1.0,6.030208207749146e-17,-7.613855912957635e-18,-1.0,6.075713067606913e-17,-4.57589862855557e-18,-1.0,6.106112285990482e-17,-1.52656461220118e-18,-1.0,6.121331085772477e-17,1.52656461220118e-18,-1.0,6.121331085772477e-17,4.57589862855557e-18,-1.0,6.106112285990482e-17,7.613855912957635e-18,-1.0,6.075713067606913e-17,1.0632883996222037e-17,-1.0,6.030208207749146e-17,1.3625477868651082e-17,-1.0,5.969711526469467e-17,1.658419538627363e-17,-1.0,5.894373239767118e-17,1.9501682913444085e-17,-1.0,5.804380621332779e-17,2.2370686076190357e-17,-1.0,5.699958002548575e-17,2.5184071268909788e-17,-1.0,5.581363463765622e-17,2.7934845506703856e-17,-1.0,5.4488934665154596e-17,3.0616171314629196e-17,-1.0,5.302876236065149e-17,3.322137665386496e-17,-1.0,5.143675401011968e-17,3.574398966329852e-17,-1.0,4.9716863536887175e-17,3.817774031388674e-17,-1.0,4.7873372427804546e-17,4.0516573643545727e-17,-1.0,4.5910856646020435e-17,4.2754672918208004e-17,-1.0,4.383420317459381e-17,4.4886482792879666e-17,-1.0,4.1648567003102095e-17,4.6906692768028125e-17,-1.0,3.9359390979975894e-17,4.881029012914131e-17,-1.0,3.697235618166222e-17,5.059253347694806e-17,-1.0,3.449340507368165e-17,5.224899574081e-17,-1.0,3.192869849723649e-17,5.3775560869999064e-17,-1.0,2.9284609051765835e-17,5.5168430451142406e-17,-1.0,2.656771613186194e-17,5.642414686927956e-17,-1.0,2.378477118568446e-17,5.753957676425016e-17,-1.0,2.0942694406238013e-17,5.85119573528083e-17,-1.0,1.804854826159258e-17,5.933886665012041e-17,-1.0,1.510953253179982e-17,6.001825324826736e-17,-1.0,1.2132952048849189e-17,6.054842308135465e-17,-1.0,9.126206770500587e-18,6.092806589529199e-17,-1.0,6.096772341539962e-18,6.115622216056881e-17,-1.0,3.0521802414446084e-18,6.123234262925839e-17,-1.0,1.4997597572211942e-32,0.04984588548541069,-0.9987569451332092,0.0,0.04978392273187637,-0.9987569451332092,-0.002484612399712205,0.04959819093346596,-0.9987569451332092,-0.004963047336786985,0.049289148300886154,-0.9987569451332092,-0.007429143879562616,0.048857565969228745,-0.9987569451332092,-0.009876769967377186,0.048304516822099686,-0.9987569451332092,-0.012299841269850731,0.04763137176632881,-0.9987569451332092,-0.014692332595586777,0.04683981090784073,-0.9987569451332092,-0.017048297449946404,0.045931797474622726,-0.9987569451332092,-0.01936187595129013,0.04490959271788597,-0.9987569451332092,-0.02162731997668743,0.043775733560323715,-0.9987569451332092,-0.023838993161916733,0.042533040046691895,-0.9987569451332092,-0.025991398841142654,0.04118460416793823,-0.9987569451332092,-0.028079187497496605,0.039733774960041046,-0.9987569451332092,-0.03009716607630253,0.038184162229299545,-0.9987569451332092,-0.0320403166115284,0.03653961792588234,-0.9987569451332092,-0.0339038111269474,0.03480423241853714,-0.9987569451332092,-0.03568301722407341,0.03298231586813927,-0.9987569451332092,-0.037373509258031845,0.03107840195298195,-0.9987569451332092,-0.038971081376075745,0.029097219929099083,-0.9987569451332092,-0.040471769869327545,0.027043698355555534,-0.9987569451332092,-0.04187183454632759,0.024922942742705345,-0.9987569451332092,-0.043167803436517715,0.02274022437632084,-0.9987569451332092,-0.04435644671320915,0.020500969141721725,-0.9987569451332092,-0.04543481767177582,0.018210746347904205,-0.9987569451332092,-0.04640022665262222,0.01587524823844433,-0.9987569451332092,-0.047250278294086456,0.013500283472239971,-0.9987569451332092,-0.04798285663127899,0.011091752909123898,-0.9987569451332092,-0.04859614372253418,0.008655646815896034,-0.9987569451332092,-0.04908861592411995,0.006198022048920393,-0.9987569451332092,-0.04945904389023781,0.003724987618625164,-0.9987569451332092,-0.049706507474184036,0.0012426924658939242,-0.9987569451332092,-0.04983039200305939,-0.0012426924658939242,-0.9987569451332092,-0.04983039200305939,-0.003724987618625164,-0.9987569451332092,-0.049706507474184036,-0.006198022048920393,-0.9987569451332092,-0.04945904389023781,-0.008655646815896034,-0.9987569451332092,-0.04908861592411995,-0.011091752909123898,-0.9987569451332092,-0.04859614372253418,-0.013500283472239971,-0.9987569451332092,-0.04798285663127899,-0.01587524823844433,-0.9987569451332092,-0.047250278294086456,-0.018210746347904205,-0.9987569451332092,-0.04640022665262222,-0.020500969141721725,-0.9987569451332092,-0.04543481767177582,-0.02274022437632084,-0.9987569451332092,-0.04435644671320915,-0.024922942742705345,-0.9987569451332092,-0.043167803436517715,-0.027043698355555534,-0.9987569451332092,-0.04187183454632759,-0.029097219929099083,-0.9987569451332092,-0.040471769869327545,-0.03107840195298195,-0.9987569451332092,-0.038971081376075745,-0.03298231586813927,-0.9987569451332092,-0.037373509258031845,-0.03480423241853714,-0.9987569451332092,-0.03568301722407341,-0.03653961792588234,-0.9987569451332092,-0.0339038111269474,-0.038184162229299545,-0.9987569451332092,-0.0320403166115284,-0.039733774960041046,-0.9987569451332092,-0.03009716607630253,-0.04118460416793823,-0.9987569451332092,-0.028079187497496605,-0.042533040046691895,-0.9987569451332092,-0.025991398841142654,-0.043775733560323715,-0.9987569451332092,-0.023838993161916733,-0.04490959271788597,-0.9987569451332092,-0.02162731997668743,-0.045931797474622726,-0.9987569451332092,-0.01936187595129013,-0.04683981090784073,-0.9987569451332092,-0.017048297449946404,-0.04763137176632881,-0.9987569451332092,-0.014692332595586777,-0.048304516822099686,-0.9987569451332092,-0.012299841269850731,-0.048857565969228745,-0.9987569451332092,-0.009876769967377186,-0.049289148300886154,-0.9987569451332092,-0.007429143879562616,-0.04959819093346596,-0.9987569451332092,-0.004963047336786985,-0.04978392273187637,-0.9987569451332092,-0.002484612399712205,-0.04984588548541069,-0.9987569451332092,-6.104360482889217e-18,-0.04978392273187637,-0.9987569451332092,0.002484612399712205,-0.04959819093346596,-0.9987569451332092,0.004963047336786985,-0.049289148300886154,-0.9987569451332092,0.007429143879562616,-0.048857565969228745,-0.9987569451332092,0.009876769967377186,-0.048304516822099686,-0.9987569451332092,0.012299841269850731,-0.04763137176632881,-0.9987569451332092,0.014692332595586777,-0.04683981090784073,-0.9987569451332092,0.017048297449946404,-0.045931797474622726,-0.9987569451332092,0.01936187595129013,-0.04490959271788597,-0.9987569451332092,0.02162731997668743,-0.043775733560323715,-0.9987569451332092,0.023838993161916733,-0.042533040046691895,-0.9987569451332092,0.025991398841142654,-0.04118460416793823,-0.9987569451332092,0.028079187497496605,-0.039733774960041046,-0.9987569451332092,0.03009716607630253,-0.038184162229299545,-0.9987569451332092,0.0320403166115284,-0.03653961792588234,-0.9987569451332092,0.0339038111269474,-0.03480423241853714,-0.9987569451332092,0.03568301722407341,-0.03298231586813927,-0.9987569451332092,0.037373509258031845,-0.03107840195298195,-0.9987569451332092,0.038971081376075745,-0.029097219929099083,-0.9987569451332092,0.040471769869327545,-0.027043698355555534,-0.9987569451332092,0.04187183454632759,-0.024922942742705345,-0.9987569451332092,0.043167803436517715,-0.02274022437632084,-0.9987569451332092,0.04435644671320915,-0.020500969141721725,-0.9987569451332092,0.04543481767177582,-0.018210746347904205,-0.9987569451332092,0.04640022665262222,-0.01587524823844433,-0.9987569451332092,0.047250278294086456,-0.013500283472239971,-0.9987569451332092,0.04798285663127899,-0.011091752909123898,-0.9987569451332092,0.04859614372253418,-0.008655646815896034,-0.9987569451332092,0.04908861592411995,-0.006198022048920393,-0.9987569451332092,0.04945904389023781,-0.003724987618625164,-0.9987569451332092,0.049706507474184036,-0.0012426924658939242,-0.9987569451332092,0.04983039200305939,0.0012426924658939242,-0.9987569451332092,0.04983039200305939,0.003724987618625164,-0.9987569451332092,0.049706507474184036,0.006198022048920393,-0.9987569451332092,0.04945904389023781,0.008655646815896034,-0.9987569451332092,0.04908861592411995,0.011091752909123898,-0.9987569451332092,0.04859614372253418,0.013500283472239971,-0.9987569451332092,0.04798285663127899,0.01587524823844433,-0.9987569451332092,0.047250278294086456,0.018210746347904205,-0.9987569451332092,0.04640022665262222,0.020500969141721725,-0.9987569451332092,0.04543481767177582,0.02274022437632084,-0.9987569451332092,0.04435644671320915,0.024922942742705345,-0.9987569451332092,0.043167803436517715,0.027043698355555534,-0.9987569451332092,0.04187183454632759,0.029097219929099083,-0.9987569451332092,0.040471769869327545,0.03107840195298195,-0.9987569451332092,0.038971081376075745,0.03298231586813927,-0.9987569451332092,0.037373509258031845,0.03480423241853714,-0.9987569451332092,0.03568301722407341,0.03653961792588234,-0.9987569451332092,0.0339038111269474,0.038184162229299545,-0.9987569451332092,0.0320403166115284,0.039733774960041046,-0.9987569451332092,0.03009716607630253,0.04118460416793823,-0.9987569451332092,0.028079187497496605,0.042533040046691895,-0.9987569451332092,0.025991398841142654,0.043775733560323715,-0.9987569451332092,0.023838993161916733,0.04490959271788597,-0.9987569451332092,0.02162731997668743,0.045931797474622726,-0.9987569451332092,0.01936187595129013,0.04683981090784073,-0.9987569451332092,0.017048297449946404,0.04763137176632881,-0.9987569451332092,0.014692332595586777,0.048304516822099686,-0.9987569451332092,0.012299841269850731,0.048857565969228745,-0.9987569451332092,0.009876769967377186,0.049289148300886154,-0.9987569451332092,0.007429143879562616,0.04959819093346596,-0.9987569451332092,0.004963047336786985,0.04978392273187637,-0.9987569451332092,0.002484612399712205,0.04984588548541069,-0.9987569451332092,1.2208720965778434e-17,0.09956784546375275,-0.9950307607650757,0.0,0.09944407641887665,-0.9950307607650757,-0.004963047336786985,0.09907307475805283,-0.9950307607650757,-0.009913756512105465,0.0984557569026947,-0.9950307607650757,-0.014839817769825459,0.09759366512298584,-0.9950307607650757,-0.01972898468375206,0.09648893773555756,-0.9950307607650757,-0.024569103494286537,0.09514432400465012,-0.9950307607650757,-0.029348138719797134,0.09356316924095154,-0.9950307607650757,-0.03405420854687691,0.0917493999004364,-0.9950307607650757,-0.038675617426633835,0.08970753103494644,-0.9950307607650757,-0.04320086911320686,0.08744262903928757,-0.9950307607650757,-0.047618716955184937,0.08496033400297165,-0.9950307607650757,-0.05191817879676819,0.08226681500673294,-0.9950307607650757,-0.05608856678009033,0.07936877012252808,-0.9950307607650757,-0.06011950597167015,0.07627339661121368,-0.9950307607650757,-0.06400097906589508,0.07298839837312698,-0.9950307607650757,-0.0677233338356018,0.0695219337940216,-0.9950307607650757,-0.07127732038497925,0.06588263064622879,-0.9950307607650757,-0.07465410232543945,0.0620795376598835,-0.9950307607650757,-0.07784527540206909,0.05812210217118263,-0.9950307607650757,-0.08084291964769363,0.05402016267180443,-0.9950307607650757,-0.08363956958055496,0.04978392273187637,-0.9950307607650757,-0.08622828125953674,0.04542391374707222,-0.9950307607650757,-0.08860261738300323,0.040950972586870193,-0.9950307607650757,-0.09075667709112167,0.0363762192428112,-0.9950307607650757,-0.09268509596586227,0.03171103075146675,-0.9950307607650757,-0.09438308328390121,0.0269670020788908,-0.9950307607650757,-0.09584642201662064,0.02215592935681343,-0.9950307607650757,-0.09707147628068924,0.017289774492383003,-0.9950307607650757,-0.09805518388748169,0.012380635365843773,-0.9950307607650757,-0.09879512339830399,0.007440714631229639,-0.9950307607650757,-0.0992894321680069,0.0024822952691465616,-0.9950307607650757,-0.09953689575195312,-0.0024822952691465616,-0.9950307607650757,-0.09953689575195312,-0.007440714631229639,-0.9950307607650757,-0.0992894321680069,-0.012380635365843773,-0.9950307607650757,-0.09879512339830399,-0.017289774492383003,-0.9950307607650757,-0.09805518388748169,-0.02215592935681343,-0.9950307607650757,-0.09707147628068924,-0.0269670020788908,-0.9950307607650757,-0.09584642201662064,-0.03171103075146675,-0.9950307607650757,-0.09438308328390121,-0.0363762192428112,-0.9950307607650757,-0.09268509596586227,-0.040950972586870193,-0.9950307607650757,-0.09075667709112167,-0.04542391374707222,-0.9950307607650757,-0.08860261738300323,-0.04978392273187637,-0.9950307607650757,-0.08622828125953674,-0.05402016267180443,-0.9950307607650757,-0.08363956958055496,-0.05812210217118263,-0.9950307607650757,-0.08084291964769363,-0.0620795376598835,-0.9950307607650757,-0.07784527540206909,-0.06588263064622879,-0.9950307607650757,-0.07465410232543945,-0.0695219337940216,-0.9950307607650757,-0.07127732038497925,-0.07298839837312698,-0.9950307607650757,-0.0677233338356018,-0.07627339661121368,-0.9950307607650757,-0.06400097906589508,-0.07936877012252808,-0.9950307607650757,-0.06011950597167015,-0.08226681500673294,-0.9950307607650757,-0.05608856678009033,-0.08496033400297165,-0.9950307607650757,-0.05191817879676819,-0.08744262903928757,-0.9950307607650757,-0.047618716955184937,-0.08970753103494644,-0.9950307607650757,-0.04320086911320686,-0.0917493999004364,-0.9950307607650757,-0.038675617426633835,-0.09356316924095154,-0.9950307607650757,-0.03405420854687691,-0.09514432400465012,-0.9950307607650757,-0.029348138719797134,-0.09648893773555756,-0.9950307607650757,-0.024569103494286537,-0.09759366512298584,-0.9950307607650757,-0.01972898468375206,-0.0984557569026947,-0.9950307607650757,-0.014839817769825459,-0.09907307475805283,-0.9950307607650757,-0.009913756512105465,-0.09944407641887665,-0.9950307607650757,-0.004963047336786985,-0.09956784546375275,-0.9950307607650757,-1.2193544683079923e-17,-0.09944407641887665,-0.9950307607650757,0.004963047336786985,-0.09907307475805283,-0.9950307607650757,0.009913756512105465,-0.0984557569026947,-0.9950307607650757,0.014839817769825459,-0.09759366512298584,-0.9950307607650757,0.01972898468375206,-0.09648893773555756,-0.9950307607650757,0.024569103494286537,-0.09514432400465012,-0.9950307607650757,0.029348138719797134,-0.09356316924095154,-0.9950307607650757,0.03405420854687691,-0.0917493999004364,-0.9950307607650757,0.038675617426633835,-0.08970753103494644,-0.9950307607650757,0.04320086911320686,-0.08744262903928757,-0.9950307607650757,0.047618716955184937,-0.08496033400297165,-0.9950307607650757,0.05191817879676819,-0.08226681500673294,-0.9950307607650757,0.05608856678009033,-0.07936877012252808,-0.9950307607650757,0.06011950597167015,-0.07627339661121368,-0.9950307607650757,0.06400097906589508,-0.07298839837312698,-0.9950307607650757,0.0677233338356018,-0.0695219337940216,-0.9950307607650757,0.07127732038497925,-0.06588263064622879,-0.9950307607650757,0.07465410232543945,-0.0620795376598835,-0.9950307607650757,0.07784527540206909,-0.05812210217118263,-0.9950307607650757,0.08084291964769363,-0.05402016267180443,-0.9950307607650757,0.08363956958055496,-0.04978392273187637,-0.9950307607650757,0.08622828125953674,-0.04542391374707222,-0.9950307607650757,0.08860261738300323,-0.040950972586870193,-0.9950307607650757,0.09075667709112167,-0.0363762192428112,-0.9950307607650757,0.09268509596586227,-0.03171103075146675,-0.9950307607650757,0.09438308328390121,-0.0269670020788908,-0.9950307607650757,0.09584642201662064,-0.02215592935681343,-0.9950307607650757,0.09707147628068924,-0.017289774492383003,-0.9950307607650757,0.09805518388748169,-0.012380635365843773,-0.9950307607650757,0.09879512339830399,-0.007440714631229639,-0.9950307607650757,0.0992894321680069,-0.0024822952691465616,-0.9950307607650757,0.09953689575195312,0.0024822952691465616,-0.9950307607650757,0.09953689575195312,0.007440714631229639,-0.9950307607650757,0.0992894321680069,0.012380635365843773,-0.9950307607650757,0.09879512339830399,0.017289774492383003,-0.9950307607650757,0.09805518388748169,0.02215592935681343,-0.9950307607650757,0.09707147628068924,0.0269670020788908,-0.9950307607650757,0.09584642201662064,0.03171103075146675,-0.9950307607650757,0.09438308328390121,0.0363762192428112,-0.9950307607650757,0.09268509596586227,0.040950972586870193,-0.9950307607650757,0.09075667709112167,0.04542391374707222,-0.9950307607650757,0.08860261738300323,0.04978392273187637,-0.9950307607650757,0.08622828125953674,0.05402016267180443,-0.9950307607650757,0.08363956958055496,0.05812210217118263,-0.9950307607650757,0.08084291964769363,0.0620795376598835,-0.9950307607650757,0.07784527540206909,0.06588263064622879,-0.9950307607650757,0.07465410232543945,0.0695219337940216,-0.9950307607650757,0.07127732038497925,0.07298839837312698,-0.9950307607650757,0.0677233338356018,0.07627339661121368,-0.9950307607650757,0.06400097906589508,0.07936877012252808,-0.9950307607650757,0.06011950597167015,0.08226681500673294,-0.9950307607650757,0.05608856678009033,0.08496033400297165,-0.9950307607650757,0.05191817879676819,0.08744262903928757,-0.9950307607650757,0.047618716955184937,0.08970753103494644,-0.9950307607650757,0.04320086911320686,0.0917493999004364,-0.9950307607650757,0.038675617426633835,0.09356316924095154,-0.9950307607650757,0.03405420854687691,0.09514432400465012,-0.9950307607650757,0.029348138719797134,0.09648893773555756,-0.9950307607650757,0.024569103494286537,0.09759366512298584,-0.9950307607650757,0.01972898468375206,0.0984557569026947,-0.9950307607650757,0.014839817769825459,0.09907307475805283,-0.9950307607650757,0.009913756512105465,0.09944407641887665,-0.9950307607650757,0.004963047336786985,0.09956784546375275,-0.9950307607650757,2.4387089366159847e-17,0.1490422636270523,-0.9888308048248291,0.0,0.1488569974899292,-0.9888308048248291,-0.007429143879562616,0.1483016461133957,-0.9888308048248291,-0.014839817769825459,0.14737758040428162,-0.9888308048248291,-0.02221359685063362,0.14608712494373322,-0.9888308048248291,-0.02953214943408966,0.14443346858024597,-0.9888308048248291,-0.036777280271053314,0.14242073893547058,-0.9888308048248291,-0.04393097758293152,0.1400539129972458,-0.9888308048248291,-0.050975456833839417,0.13733890652656555,-0.9888308048248291,-0.05789320170879364,0.1342824399471283,-0.9888308048248291,-0.06466701626777649,0.13089212775230408,-0.9888308048248291,-0.07128005474805832,0.1271764039993286,-0.9888308048248291,-0.07771588116884232,0.12314449995756149,-0.9888308048248291,-0.08395849913358688,0.11880643665790558,-0.9888308048248291,-0.08999237418174744,0.11417300254106522,-0.9888308048248291,-0.09580252319574356,0.10925570875406265,-0.9888308048248291,-0.10137448459863663,0.10406679660081863,-0.9888308048248291,-0.10669441521167755,0.09861915558576584,-0.9888308048248291,-0.1117490902543068,0.09292633086442947,-0.9888308048248291,-0.11652593314647675,0.0870024785399437,-0.9888308048248291,-0.1210130825638771,0.08086232095956802,-0.9888308048248291,-0.1251993626356125,0.07452113181352615,-0.9888308048248291,-0.12907439470291138,0.06799466907978058,-0.9888308048248291,-0.13262851536273956,0.0612991601228714,-0.9888308048248291,-0.1358529031276703,0.05445125326514244,-0.9888308048248291,-0.13873952627182007,0.047467973083257675,-0.9888308048248291,-0.14128124713897705,0.040366675704717636,-0.9888308048248291,-0.14347170293331146,0.03316502273082733,-0.9888308048248291,-0.14530546963214874,0.02588091790676117,-0.9888308048248291,-0.14677797257900238,0.018532468006014824,-0.9888308048248291,-0.14788557589054108,0.011137942783534527,-0.9888308048248291,-0.14862550795078278,0.0037157267797738314,-0.9888308048248291,-0.14899593591690063,-0.0037157267797738314,-0.9888308048248291,-0.14899593591690063,-0.011137942783534527,-0.9888308048248291,-0.14862550795078278,-0.018532468006014824,-0.9888308048248291,-0.14788557589054108,-0.02588091790676117,-0.9888308048248291,-0.14677797257900238,-0.03316502273082733,-0.9888308048248291,-0.14530546963214874,-0.040366675704717636,-0.9888308048248291,-0.14347170293331146,-0.047467973083257675,-0.9888308048248291,-0.14128124713897705,-0.05445125326514244,-0.9888308048248291,-0.13873952627182007,-0.0612991601228714,-0.9888308048248291,-0.1358529031276703,-0.06799466907978058,-0.9888308048248291,-0.13262851536273956,-0.07452113181352615,-0.9888308048248291,-0.12907439470291138,-0.08086232095956802,-0.9888308048248291,-0.1251993626356125,-0.0870024785399437,-0.9888308048248291,-0.1210130825638771,-0.09292633086442947,-0.9888308048248291,-0.11652593314647675,-0.09861915558576584,-0.9888308048248291,-0.1117490902543068,-0.10406679660081863,-0.9888308048248291,-0.10669441521167755,-0.10925570875406265,-0.9888308048248291,-0.10137448459863663,-0.11417300254106522,-0.9888308048248291,-0.09580252319574356,-0.11880643665790558,-0.9888308048248291,-0.08999237418174744,-0.12314449995756149,-0.9888308048248291,-0.08395849913358688,-0.1271764039993286,-0.9888308048248291,-0.07771588116884232,-0.13089212775230408,-0.9888308048248291,-0.07128005474805832,-0.1342824399471283,-0.9888308048248291,-0.06466701626777649,-0.13733890652656555,-0.9888308048248291,-0.05789320170879364,-0.1400539129972458,-0.9888308048248291,-0.050975456833839417,-0.14242073893547058,-0.9888308048248291,-0.04393097758293152,-0.14443346858024597,-0.9888308048248291,-0.036777280271053314,-0.14608712494373322,-0.9888308048248291,-0.02953214943408966,-0.14737758040428162,-0.9888308048248291,-0.02221359685063362,-0.1483016461133957,-0.9888308048248291,-0.014839817769825459,-0.1488569974899292,-0.9888308048248291,-0.007429143879562616,-0.1490422636270523,-0.9888308048248291,-1.8252413541001174e-17,-0.1488569974899292,-0.9888308048248291,0.007429143879562616,-0.1483016461133957,-0.9888308048248291,0.014839817769825459,-0.14737758040428162,-0.9888308048248291,0.02221359685063362,-0.14608712494373322,-0.9888308048248291,0.02953214943408966,-0.14443346858024597,-0.9888308048248291,0.036777280271053314,-0.14242073893547058,-0.9888308048248291,0.04393097758293152,-0.1400539129972458,-0.9888308048248291,0.050975456833839417,-0.13733890652656555,-0.9888308048248291,0.05789320170879364,-0.1342824399471283,-0.9888308048248291,0.06466701626777649,-0.13089212775230408,-0.9888308048248291,0.07128005474805832,-0.1271764039993286,-0.9888308048248291,0.07771588116884232,-0.12314449995756149,-0.9888308048248291,0.08395849913358688,-0.11880643665790558,-0.9888308048248291,0.08999237418174744,-0.11417300254106522,-0.9888308048248291,0.09580252319574356,-0.10925570875406265,-0.9888308048248291,0.10137448459863663,-0.10406679660081863,-0.9888308048248291,0.10669441521167755,-0.09861915558576584,-0.9888308048248291,0.1117490902543068,-0.09292633086442947,-0.9888308048248291,0.11652593314647675,-0.0870024785399437,-0.9888308048248291,0.1210130825638771,-0.08086232095956802,-0.9888308048248291,0.1251993626356125,-0.07452113181352615,-0.9888308048248291,0.12907439470291138,-0.06799466907978058,-0.9888308048248291,0.13262851536273956,-0.0612991601228714,-0.9888308048248291,0.1358529031276703,-0.05445125326514244,-0.9888308048248291,0.13873952627182007,-0.047467973083257675,-0.9888308048248291,0.14128124713897705,-0.040366675704717636,-0.9888308048248291,0.14347170293331146,-0.03316502273082733,-0.9888308048248291,0.14530546963214874,-0.02588091790676117,-0.9888308048248291,0.14677797257900238,-0.018532468006014824,-0.9888308048248291,0.14788557589054108,-0.011137942783534527,-0.9888308048248291,0.14862550795078278,-0.0037157267797738314,-0.9888308048248291,0.14899593591690063,0.0037157267797738314,-0.9888308048248291,0.14899593591690063,0.011137942783534527,-0.9888308048248291,0.14862550795078278,0.018532468006014824,-0.9888308048248291,0.14788557589054108,0.02588091790676117,-0.9888308048248291,0.14677797257900238,0.03316502273082733,-0.9888308048248291,0.14530546963214874,0.040366675704717636,-0.9888308048248291,0.14347170293331146,0.047467973083257675,-0.9888308048248291,0.14128124713897705,0.05445125326514244,-0.9888308048248291,0.13873952627182007,0.0612991601228714,-0.9888308048248291,0.1358529031276703,0.06799466907978058,-0.9888308048248291,0.13262851536273956,0.07452113181352615,-0.9888308048248291,0.12907439470291138,0.08086232095956802,-0.9888308048248291,0.1251993626356125,0.0870024785399437,-0.9888308048248291,0.1210130825638771,0.09292633086442947,-0.9888308048248291,0.11652593314647675,0.09861915558576584,-0.9888308048248291,0.1117490902543068,0.10406679660081863,-0.9888308048248291,0.10669441521167755,0.10925570875406265,-0.9888308048248291,0.10137448459863663,0.11417300254106522,-0.9888308048248291,0.09580252319574356,0.11880643665790558,-0.9888308048248291,0.08999237418174744,0.12314449995756149,-0.9888308048248291,0.08395849913358688,0.1271764039993286,-0.9888308048248291,0.07771588116884232,0.13089212775230408,-0.9888308048248291,0.07128005474805832,0.1342824399471283,-0.9888308048248291,0.06466701626777649,0.13733890652656555,-0.9888308048248291,0.05789320170879364,0.1400539129972458,-0.9888308048248291,0.050975456833839417,0.14242073893547058,-0.9888308048248291,0.04393097758293152,0.14443346858024597,-0.9888308048248291,0.036777280271053314,0.14608712494373322,-0.9888308048248291,0.02953214943408966,0.14737758040428162,-0.9888308048248291,0.02221359685063362,0.1483016461133957,-0.9888308048248291,0.014839817769825459,0.1488569974899292,-0.9888308048248291,0.007429143879562616,0.1490422636270523,-0.9888308048248291,3.650482708200235e-17,0.19814614951610565,-0.9801725149154663,0.0,0.19789983332157135,-0.9801725149154663,-0.009876769967377186,0.1971615105867386,-0.9801725149154663,-0.01972898468375206,0.1959330141544342,-0.9801725149154663,-0.02953214943408966,0.19421739876270294,-0.9801725149154663,-0.039261892437934875,0.19201892614364624,-0.9801725149154663,-0.04889402538537979,0.18934306502342224,-0.9801725149154663,-0.058404602110385895,0.1861964613199234,-0.9801725149154663,-0.06776997447013855,0.18258695304393768,-0.9801725149154663,-0.07696685940027237,0.17852351069450378,-0.9801725149154663,-0.0859723910689354,0.17401622235774994,-0.9801725149154663,-0.09476418048143387,0.16907629370689392,-0.9801725149154663,-0.10332037508487701,0.16371603310108185,-0.9801725149154663,-0.11161969602108002,0.15794873237609863,-0.9801725149154663,-0.11964151263237,0.15178875625133514,-0.9801725149154663,-0.12736588716506958,0.14525140821933746,-0.9801725149154663,-0.1347736120223999,0.13835293054580688,-0.9801725149154663,-0.14184625446796417,0.13111048936843872,-0.9801725149154663,-0.14856626093387604,0.12354210019111633,-0.9801725149154663,-0.1549168974161148,0.11566656082868576,-0.9801725149154663,-0.1608823835849762,0.10750345140695572,-0.9801725149154663,-0.16644789278507233,0.09907307475805283,-0.9801725149154663,-0.1715995967388153,0.09039638191461563,-0.9801725149154663,-0.17632466554641724,0.08149494975805283,-0.9801725149154663,-0.18061137199401855,0.07239091396331787,-0.9801725149154663,-0.18444904685020447,0.06310690194368362,-0.9801725149154663,-0.1878281533718109,0.053665995597839355,-0.9801725149154663,-0.19074028730392456,0.044091664254665375,-0.9801725149154663,-0.1931782066822052,0.03440771624445915,-0.9801725149154663,-0.19513586163520813,0.024638226255774498,-0.9801725149154663,-0.19660836458206177,0.014807479456067085,-0.9801725149154663,-0.19759207963943481,0.0049399202689528465,-0.9801725149154663,-0.19808456301689148,-0.0049399202689528465,-0.9801725149154663,-0.19808456301689148,-0.014807479456067085,-0.9801725149154663,-0.19759207963943481,-0.024638226255774498,-0.9801725149154663,-0.19660836458206177,-0.03440771624445915,-0.9801725149154663,-0.19513586163520813,-0.044091664254665375,-0.9801725149154663,-0.1931782066822052,-0.053665995597839355,-0.9801725149154663,-0.19074028730392456,-0.06310690194368362,-0.9801725149154663,-0.1878281533718109,-0.07239091396331787,-0.9801725149154663,-0.18444904685020447,-0.08149494975805283,-0.9801725149154663,-0.18061137199401855,-0.09039638191461563,-0.9801725149154663,-0.17632466554641724,-0.09907307475805283,-0.9801725149154663,-0.1715995967388153,-0.10750345140695572,-0.9801725149154663,-0.16644789278507233,-0.11566656082868576,-0.9801725149154663,-0.1608823835849762,-0.12354210019111633,-0.9801725149154663,-0.1549168974161148,-0.13111048936843872,-0.9801725149154663,-0.14856626093387604,-0.13835293054580688,-0.9801725149154663,-0.14184625446796417,-0.14525140821933746,-0.9801725149154663,-0.1347736120223999,-0.15178875625133514,-0.9801725149154663,-0.12736588716506958,-0.15794873237609863,-0.9801725149154663,-0.11964151263237,-0.16371603310108185,-0.9801725149154663,-0.11161969602108002,-0.16907629370689392,-0.9801725149154663,-0.10332037508487701,-0.17401622235774994,-0.9801725149154663,-0.09476418048143387,-0.17852351069450378,-0.9801725149154663,-0.0859723910689354,-0.18258695304393768,-0.9801725149154663,-0.07696685940027237,-0.1861964613199234,-0.9801725149154663,-0.06776997447013855,-0.18934306502342224,-0.9801725149154663,-0.058404602110385895,-0.19201892614364624,-0.9801725149154663,-0.04889402538537979,-0.19421739876270294,-0.9801725149154663,-0.039261892437934875,-0.1959330141544342,-0.9801725149154663,-0.02953214943408966,-0.1971615105867386,-0.9801725149154663,-0.01972898468375206,-0.19789983332157135,-0.9801725149154663,-0.009876769967377186,-0.19814614951610565,-0.9801725149154663,-2.4265904097698378e-17,-0.19789983332157135,-0.9801725149154663,0.009876769967377186,-0.1971615105867386,-0.9801725149154663,0.01972898468375206,-0.1959330141544342,-0.9801725149154663,0.02953214943408966,-0.19421739876270294,-0.9801725149154663,0.039261892437934875,-0.19201892614364624,-0.9801725149154663,0.04889402538537979,-0.18934306502342224,-0.9801725149154663,0.058404602110385895,-0.1861964613199234,-0.9801725149154663,0.06776997447013855,-0.18258695304393768,-0.9801725149154663,0.07696685940027237,-0.17852351069450378,-0.9801725149154663,0.0859723910689354,-0.17401622235774994,-0.9801725149154663,0.09476418048143387,-0.16907629370689392,-0.9801725149154663,0.10332037508487701,-0.16371603310108185,-0.9801725149154663,0.11161969602108002,-0.15794873237609863,-0.9801725149154663,0.11964151263237,-0.15178875625133514,-0.9801725149154663,0.12736588716506958,-0.14525140821933746,-0.9801725149154663,0.1347736120223999,-0.13835293054580688,-0.9801725149154663,0.14184625446796417,-0.13111048936843872,-0.9801725149154663,0.14856626093387604,-0.12354210019111633,-0.9801725149154663,0.1549168974161148,-0.11566656082868576,-0.9801725149154663,0.1608823835849762,-0.10750345140695572,-0.9801725149154663,0.16644789278507233,-0.09907307475805283,-0.9801725149154663,0.1715995967388153,-0.09039638191461563,-0.9801725149154663,0.17632466554641724,-0.08149494975805283,-0.9801725149154663,0.18061137199401855,-0.07239091396331787,-0.9801725149154663,0.18444904685020447,-0.06310690194368362,-0.9801725149154663,0.1878281533718109,-0.053665995597839355,-0.9801725149154663,0.19074028730392456,-0.044091664254665375,-0.9801725149154663,0.1931782066822052,-0.03440771624445915,-0.9801725149154663,0.19513586163520813,-0.024638226255774498,-0.9801725149154663,0.19660836458206177,-0.014807479456067085,-0.9801725149154663,0.19759207963943481,-0.0049399202689528465,-0.9801725149154663,0.19808456301689148,0.0049399202689528465,-0.9801725149154663,0.19808456301689148,0.014807479456067085,-0.9801725149154663,0.19759207963943481,0.024638226255774498,-0.9801725149154663,0.19660836458206177,0.03440771624445915,-0.9801725149154663,0.19513586163520813,0.044091664254665375,-0.9801725149154663,0.1931782066822052,0.053665995597839355,-0.9801725149154663,0.19074028730392456,0.06310690194368362,-0.9801725149154663,0.1878281533718109,0.07239091396331787,-0.9801725149154663,0.18444904685020447,0.08149494975805283,-0.9801725149154663,0.18061137199401855,0.09039638191461563,-0.9801725149154663,0.17632466554641724,0.09907307475805283,-0.9801725149154663,0.1715995967388153,0.10750345140695572,-0.9801725149154663,0.16644789278507233,0.11566656082868576,-0.9801725149154663,0.1608823835849762,0.12354210019111633,-0.9801725149154663,0.1549168974161148,0.13111048936843872,-0.9801725149154663,0.14856626093387604,0.13835293054580688,-0.9801725149154663,0.14184625446796417,0.14525140821933746,-0.9801725149154663,0.1347736120223999,0.15178875625133514,-0.9801725149154663,0.12736588716506958,0.15794873237609863,-0.9801725149154663,0.11964151263237,0.16371603310108185,-0.9801725149154663,0.11161969602108002,0.16907629370689392,-0.9801725149154663,0.10332037508487701,0.17401622235774994,-0.9801725149154663,0.09476418048143387,0.17852351069450378,-0.9801725149154663,0.0859723910689354,0.18258695304393768,-0.9801725149154663,0.07696685940027237,0.1861964613199234,-0.9801725149154663,0.06776997447013855,0.18934306502342224,-0.9801725149154663,0.058404602110385895,0.19201892614364624,-0.9801725149154663,0.04889402538537979,0.19421739876270294,-0.9801725149154663,0.039261892437934875,0.1959330141544342,-0.9801725149154663,0.02953214943408966,0.1971615105867386,-0.9801725149154663,0.01972898468375206,0.19789983332157135,-0.9801725149154663,0.009876769967377186,0.19814614951610565,-0.9801725149154663,4.8531808195396756e-17,0.2467574030160904,-0.9690772891044617,0.0,0.24645066261291504,-0.9690772891044617,-0.012299841269850731,0.24553120136260986,-0.9690772891044617,-0.024569103494286537,0.24400131404399872,-0.9690772891044617,-0.036777280271053314,0.24186481535434723,-0.9690772891044617,-0.04889402538537979,0.2391269952058792,-0.9690772891044617,-0.060889214277267456,0.23579466342926025,-0.9690772891044617,-0.07273302227258682,0.23187610507011414,-0.9690772891044617,-0.08439599722623825,0.22738106548786163,-0.9690772891044617,-0.09584915637969971,0.22232073545455933,-0.9690772891044617,-0.10706402361392975,0.21670767664909363,-0.9690772891044617,-0.11801270395517349,0.21055583655834198,-0.9690772891044617,-0.12866799533367157,0.20388053357601166,-0.9690772891044617,-0.13900339603424072,0.19669833779335022,-0.9690772891044617,-0.14899320900440216,0.18902713060379028,-0.9690772891044617,-0.15861259400844574,0.18088597059249878,-0.9690772891044617,-0.16783764958381653,0.17229509353637695,-0.9690772891044617,-0.1766454428434372,0.16327588260173798,-0.9690772891044617,-0.1850140541791916,0.153850719332695,-0.9690772891044617,-0.1929226964712143,0.14404307305812836,-0.9690772891044617,-0.20035171508789062,0.13387730717658997,-0.9690772891044617,-0.20728261768817902,0.1233787015080452,-0.9690772891044617,-0.21369817852973938,0.11257335543632507,-0.9690772891044617,-0.2195824533700943,0.1014881357550621,-0.9690772891044617,-0.22492080926895142,0.09015060216188431,-0.9690772891044617,-0.2296999841928482,0.07858894020318985,-0.9690772891044617,-0.23390808701515198,0.06683188676834106,-0.9690772891044617,-0.23753465712070465,0.05490868538618088,-0.9690772891044617,-0.24057067930698395,0.042848970741033554,-0.9690772891044617,-0.2430085986852646,0.030682729557156563,-0.9690772891044617,-0.24484236538410187,0.018440203741192818,-0.9690772891044617,-0.24606741964817047,0.006151832640171051,-0.9690772891044617,-0.24668070673942566,-0.006151832640171051,-0.9690772891044617,-0.24668070673942566,-0.018440203741192818,-0.9690772891044617,-0.24606741964817047,-0.030682729557156563,-0.9690772891044617,-0.24484236538410187,-0.042848970741033554,-0.9690772891044617,-0.2430085986852646,-0.05490868538618088,-0.9690772891044617,-0.24057067930698395,-0.06683188676834106,-0.9690772891044617,-0.23753465712070465,-0.07858894020318985,-0.9690772891044617,-0.23390808701515198,-0.09015060216188431,-0.9690772891044617,-0.2296999841928482,-0.1014881357550621,-0.9690772891044617,-0.22492080926895142,-0.11257335543632507,-0.9690772891044617,-0.2195824533700943,-0.1233787015080452,-0.9690772891044617,-0.21369817852973938,-0.13387730717658997,-0.9690772891044617,-0.20728261768817902,-0.14404307305812836,-0.9690772891044617,-0.20035171508789062,-0.153850719332695,-0.9690772891044617,-0.1929226964712143,-0.16327588260173798,-0.9690772891044617,-0.1850140541791916,-0.17229509353637695,-0.9690772891044617,-0.1766454428434372,-0.18088597059249878,-0.9690772891044617,-0.16783764958381653,-0.18902713060379028,-0.9690772891044617,-0.15861259400844574,-0.19669833779335022,-0.9690772891044617,-0.14899320900440216,-0.20388053357601166,-0.9690772891044617,-0.13900339603424072,-0.21055583655834198,-0.9690772891044617,-0.12866799533367157,-0.21670767664909363,-0.9690772891044617,-0.11801270395517349,-0.22232073545455933,-0.9690772891044617,-0.10706402361392975,-0.22738106548786163,-0.9690772891044617,-0.09584915637969971,-0.23187610507011414,-0.9690772891044617,-0.08439599722623825,-0.23579466342926025,-0.9690772891044617,-0.07273302227258682,-0.2391269952058792,-0.9690772891044617,-0.060889214277267456,-0.24186481535434723,-0.9690772891044617,-0.04889402538537979,-0.24400131404399872,-0.9690772891044617,-0.036777280271053314,-0.24553120136260986,-0.9690772891044617,-0.024569103494286537,-0.24645066261291504,-0.9690772891044617,-0.012299841269850731,-0.2467574030160904,-0.9690772891044617,-3.021906506359964e-17,-0.24645066261291504,-0.9690772891044617,0.012299841269850731,-0.24553120136260986,-0.9690772891044617,0.024569103494286537,-0.24400131404399872,-0.9690772891044617,0.036777280271053314,-0.24186481535434723,-0.9690772891044617,0.04889402538537979,-0.2391269952058792,-0.9690772891044617,0.060889214277267456,-0.23579466342926025,-0.9690772891044617,0.07273302227258682,-0.23187610507011414,-0.9690772891044617,0.08439599722623825,-0.22738106548786163,-0.9690772891044617,0.09584915637969971,-0.22232073545455933,-0.9690772891044617,0.10706402361392975,-0.21670767664909363,-0.9690772891044617,0.11801270395517349,-0.21055583655834198,-0.9690772891044617,0.12866799533367157,-0.20388053357601166,-0.9690772891044617,0.13900339603424072,-0.19669833779335022,-0.9690772891044617,0.14899320900440216,-0.18902713060379028,-0.9690772891044617,0.15861259400844574,-0.18088597059249878,-0.9690772891044617,0.16783764958381653,-0.17229509353637695,-0.9690772891044617,0.1766454428434372,-0.16327588260173798,-0.9690772891044617,0.1850140541791916,-0.153850719332695,-0.9690772891044617,0.1929226964712143,-0.14404307305812836,-0.9690772891044617,0.20035171508789062,-0.13387730717658997,-0.9690772891044617,0.20728261768817902,-0.1233787015080452,-0.9690772891044617,0.21369817852973938,-0.11257335543632507,-0.9690772891044617,0.2195824533700943,-0.1014881357550621,-0.9690772891044617,0.22492080926895142,-0.09015060216188431,-0.9690772891044617,0.2296999841928482,-0.07858894020318985,-0.9690772891044617,0.23390808701515198,-0.06683188676834106,-0.9690772891044617,0.23753465712070465,-0.05490868538618088,-0.9690772891044617,0.24057067930698395,-0.042848970741033554,-0.9690772891044617,0.2430085986852646,-0.030682729557156563,-0.9690772891044617,0.24484236538410187,-0.018440203741192818,-0.9690772891044617,0.24606741964817047,-0.006151832640171051,-0.9690772891044617,0.24668070673942566,0.006151832640171051,-0.9690772891044617,0.24668070673942566,0.018440203741192818,-0.9690772891044617,0.24606741964817047,0.030682729557156563,-0.9690772891044617,0.24484236538410187,0.042848970741033554,-0.9690772891044617,0.2430085986852646,0.05490868538618088,-0.9690772891044617,0.24057067930698395,0.06683188676834106,-0.9690772891044617,0.23753465712070465,0.07858894020318985,-0.9690772891044617,0.23390808701515198,0.09015060216188431,-0.9690772891044617,0.2296999841928482,0.1014881357550621,-0.9690772891044617,0.22492080926895142,0.11257335543632507,-0.9690772891044617,0.2195824533700943,0.1233787015080452,-0.9690772891044617,0.21369817852973938,0.13387730717658997,-0.9690772891044617,0.20728261768817902,0.14404307305812836,-0.9690772891044617,0.20035171508789062,0.153850719332695,-0.9690772891044617,0.1929226964712143,0.16327588260173798,-0.9690772891044617,0.1850140541791916,0.17229509353637695,-0.9690772891044617,0.1766454428434372,0.18088597059249878,-0.9690772891044617,0.16783764958381653,0.18902713060379028,-0.9690772891044617,0.15861259400844574,0.19669833779335022,-0.9690772891044617,0.14899320900440216,0.20388053357601166,-0.9690772891044617,0.13900339603424072,0.21055583655834198,-0.9690772891044617,0.12866799533367157,0.21670767664909363,-0.9690772891044617,0.11801270395517349,0.22232073545455933,-0.9690772891044617,0.10706402361392975,0.22738106548786163,-0.9690772891044617,0.09584915637969971,0.23187610507011414,-0.9690772891044617,0.08439599722623825,0.23579466342926025,-0.9690772891044617,0.07273302227258682,0.2391269952058792,-0.9690772891044617,0.060889214277267456,0.24186481535434723,-0.9690772891044617,0.04889402538537979,0.24400131404399872,-0.9690772891044617,0.036777280271053314,0.24553120136260986,-0.9690772891044617,0.024569103494286537,0.24645066261291504,-0.9690772891044617,0.012299841269850731,0.2467574030160904,-0.9690772891044617,6.043813012719928e-17,0.29475516080856323,-0.955572783946991,0.0,0.2943887710571289,-0.955572783946991,-0.014692332595586777,0.29329046607017517,-0.955572783946991,-0.029348138719797134,0.2914630174636841,-0.955572783946991,-0.04393097758293152,0.2889109253883362,-0.955572783946991,-0.058404602110385895,0.28564053773880005,-0.955572783946991,-0.07273302227258682,0.2816600203514099,-0.955572783946991,-0.08688060939311981,0.2769792675971985,-0.955572783946991,-0.10081220418214798,0.2716098725795746,-0.955572783946991,-0.11449316889047623,0.26556524634361267,-0.955572783946991,-0.127889484167099,0.25886034965515137,-0.955572783946991,-0.14096783101558685,0.25151190161705017,-0.955572783946991,-0.1536957174539566,0.24353815615177155,-0.955572783946991,-0.1660415083169937,0.2349589318037033,-0.955572783946991,-0.17797447741031647,0.22579556703567505,-0.955572783946991,-0.1894649714231491,0.21607083082199097,-0.955572783946991,-0.20048443973064423,0.20580890774726868,-0.955572783946991,-0.21100546419620514,0.19503532350063324,-0.955572783946991,-0.22100189328193665,0.1837768405675888,-0.955572783946991,-0.2304488718509674,0.1720614731311798,-0.955572783946991,-0.23932293057441711,0.15991832315921783,-0.955572783946991,-0.24760198593139648,0.14737758040428162,-0.955572783946991,-0.255265474319458,0.13447044789791107,-0.955572783946991,-0.26229432225227356,0.12122900038957596,-0.955572783946991,-0.26867106556892395,0.10768615454435349,-0.955572783946991,-0.2743798494338989,0.09387558698654175,-0.955572783946991,-0.27940648794174194,0.07983162999153137,-0.955572783946991,-0.28373846411705017,0.06558919697999954,-0.955572783946991,-0.28736504912376404,0.05118370056152344,-0.955572783946991,-0.2902771830558777,0.03665095195174217,-0.955572783946991,-0.2924676537513733,0.02202708087861538,-0.955572783946991,-0.2939309775829315,0.007348450366407633,-0.955572783946991,-0.29466354846954346,-0.007348450366407633,-0.955572783946991,-0.29466354846954346,-0.02202708087861538,-0.955572783946991,-0.2939309775829315,-0.03665095195174217,-0.955572783946991,-0.2924676537513733,-0.05118370056152344,-0.955572783946991,-0.2902771830558777,-0.06558919697999954,-0.955572783946991,-0.28736504912376404,-0.07983162999153137,-0.955572783946991,-0.28373846411705017,-0.09387558698654175,-0.955572783946991,-0.27940648794174194,-0.10768615454435349,-0.955572783946991,-0.2743798494338989,-0.12122900038957596,-0.955572783946991,-0.26867106556892395,-0.13447044789791107,-0.955572783946991,-0.26229432225227356,-0.14737758040428162,-0.955572783946991,-0.255265474319458,-0.15991832315921783,-0.955572783946991,-0.24760198593139648,-0.1720614731311798,-0.955572783946991,-0.23932293057441711,-0.1837768405675888,-0.955572783946991,-0.2304488718509674,-0.19503532350063324,-0.955572783946991,-0.22100189328193665,-0.20580890774726868,-0.955572783946991,-0.21100546419620514,-0.21607083082199097,-0.955572783946991,-0.20048443973064423,-0.22579556703567505,-0.955572783946991,-0.1894649714231491,-0.2349589318037033,-0.955572783946991,-0.17797447741031647,-0.24353815615177155,-0.955572783946991,-0.1660415083169937,-0.25151190161705017,-0.955572783946991,-0.1536957174539566,-0.25886034965515137,-0.955572783946991,-0.14096783101558685,-0.26556524634361267,-0.955572783946991,-0.127889484167099,-0.2716098725795746,-0.955572783946991,-0.11449316889047623,-0.2769792675971985,-0.955572783946991,-0.10081220418214798,-0.2816600203514099,-0.955572783946991,-0.08688060939311981,-0.28564053773880005,-0.955572783946991,-0.07273302227258682,-0.2889109253883362,-0.955572783946991,-0.058404602110385895,-0.2914630174636841,-0.955572783946991,-0.04393097758293152,-0.29329046607017517,-0.955572783946991,-0.029348138719797134,-0.2943887710571289,-0.955572783946991,-0.014692332595586777,-0.29475516080856323,-0.955572783946991,-3.609709652318516e-17,-0.2943887710571289,-0.955572783946991,0.014692332595586777,-0.29329046607017517,-0.955572783946991,0.029348138719797134,-0.2914630174636841,-0.955572783946991,0.04393097758293152,-0.2889109253883362,-0.955572783946991,0.058404602110385895,-0.28564053773880005,-0.955572783946991,0.07273302227258682,-0.2816600203514099,-0.955572783946991,0.08688060939311981,-0.2769792675971985,-0.955572783946991,0.10081220418214798,-0.2716098725795746,-0.955572783946991,0.11449316889047623,-0.26556524634361267,-0.955572783946991,0.127889484167099,-0.25886034965515137,-0.955572783946991,0.14096783101558685,-0.25151190161705017,-0.955572783946991,0.1536957174539566,-0.24353815615177155,-0.955572783946991,0.1660415083169937,-0.2349589318037033,-0.955572783946991,0.17797447741031647,-0.22579556703567505,-0.955572783946991,0.1894649714231491,-0.21607083082199097,-0.955572783946991,0.20048443973064423,-0.20580890774726868,-0.955572783946991,0.21100546419620514,-0.19503532350063324,-0.955572783946991,0.22100189328193665,-0.1837768405675888,-0.955572783946991,0.2304488718509674,-0.1720614731311798,-0.955572783946991,0.23932293057441711,-0.15991832315921783,-0.955572783946991,0.24760198593139648,-0.14737758040428162,-0.955572783946991,0.255265474319458,-0.13447044789791107,-0.955572783946991,0.26229432225227356,-0.12122900038957596,-0.955572783946991,0.26867106556892395,-0.10768615454435349,-0.955572783946991,0.2743798494338989,-0.09387558698654175,-0.955572783946991,0.27940648794174194,-0.07983162999153137,-0.955572783946991,0.28373846411705017,-0.06558919697999954,-0.955572783946991,0.28736504912376404,-0.05118370056152344,-0.955572783946991,0.2902771830558777,-0.03665095195174217,-0.955572783946991,0.2924676537513733,-0.02202708087861538,-0.955572783946991,0.2939309775829315,-0.007348450366407633,-0.955572783946991,0.29466354846954346,0.007348450366407633,-0.955572783946991,0.29466354846954346,0.02202708087861538,-0.955572783946991,0.2939309775829315,0.03665095195174217,-0.955572783946991,0.2924676537513733,0.05118370056152344,-0.955572783946991,0.2902771830558777,0.06558919697999954,-0.955572783946991,0.28736504912376404,0.07983162999153137,-0.955572783946991,0.28373846411705017,0.09387558698654175,-0.955572783946991,0.27940648794174194,0.10768615454435349,-0.955572783946991,0.2743798494338989,0.12122900038957596,-0.955572783946991,0.26867106556892395,0.13447044789791107,-0.955572783946991,0.26229432225227356,0.14737758040428162,-0.955572783946991,0.255265474319458,0.15991832315921783,-0.955572783946991,0.24760198593139648,0.1720614731311798,-0.955572783946991,0.23932293057441711,0.1837768405675888,-0.955572783946991,0.2304488718509674,0.19503532350063324,-0.955572783946991,0.22100189328193665,0.20580890774726868,-0.955572783946991,0.21100546419620514,0.21607083082199097,-0.955572783946991,0.20048443973064423,0.22579556703567505,-0.955572783946991,0.1894649714231491,0.2349589318037033,-0.955572783946991,0.17797447741031647,0.24353815615177155,-0.955572783946991,0.1660415083169937,0.25151190161705017,-0.955572783946991,0.1536957174539566,0.25886034965515137,-0.955572783946991,0.14096783101558685,0.26556524634361267,-0.955572783946991,0.127889484167099,0.2716098725795746,-0.955572783946991,0.11449316889047623,0.2769792675971985,-0.955572783946991,0.10081220418214798,0.2816600203514099,-0.955572783946991,0.08688060939311981,0.28564053773880005,-0.955572783946991,0.07273302227258682,0.2889109253883362,-0.955572783946991,0.058404602110385895,0.2914630174636841,-0.955572783946991,0.04393097758293152,0.29329046607017517,-0.955572783946991,0.029348138719797134,0.2943887710571289,-0.955572783946991,0.014692332595586777,0.29475516080856323,-0.955572783946991,7.219419304637032e-17,0.3420201539993286,-0.9396926164627075,0.0,0.34159499406814575,-0.9396926164627075,-0.017048297449946404,0.34032055735588074,-0.9396926164627075,-0.03405420854687691,0.33820006251335144,-0.9396926164627075,-0.050975456833839417,0.3352387249469757,-0.9396926164627075,-0.06776997447013855,0.3314439654350281,-0.9396926164627075,-0.08439599722623825,0.3268251419067383,-0.9396926164627075,-0.10081220418214798,0.32139381766319275,-0.9396926164627075,-0.11697778105735779,0.31516343355178833,-0.9396926164627075,-0.13285252451896667,0.3081494867801666,-0.9396926164627075,-0.14839698374271393,0.3003694713115692,-0.9396926164627075,-0.1635724902153015,0.29184266924858093,-0.9396926164627075,-0.178341343998909,0.2825902998447418,-0.9396926164627075,-0.19266681373119354,0.2726353704929352,-0.9396926164627075,-0.20651327073574066,0.2620026171207428,-0.9396926164627075,-0.21984630823135376,0.25071850419044495,-0.9396926164627075,-0.23263277113437653,0.23881106078624725,-0.9396926164627075,-0.24484087526798248,0.2263098806142807,-0.9396926164627075,-0.25644028186798096,0.21324607729911804,-0.9396926164627075,-0.26740211248397827,0.19965209066867828,-0.9396926164627075,-0.27769914269447327,0.18556174635887146,-0.9396926164627075,-0.2873057723045349,0.1710100769996643,-0.9396926164627075,-0.29619812965393066,0.1560332328081131,-0.9396926164627075,-0.30435407161712646,0.14066846668720245,-0.9396926164627075,-0.31175336241722107,0.124953992664814,-0.9396926164627075,-0.3183775842189789,0.1089288517832756,-0.9396926164627075,-0.3242102563381195,0.09263289719820023,-0.9396926164627075,-0.3292368948459625,0.07610664516687393,-0.9396926164627075,-0.3334449827671051,0.05939117446541786,-0.9396926164627075,-0.33682408928871155,0.042528051882982254,-0.9396926164627075,-0.33936581015586853,0.0255591981112957,-0.9396926164627075,-0.34106379747390747,0.008526798337697983,-0.9396926164627075,-0.3419138491153717,-0.008526798337697983,-0.9396926164627075,-0.3419138491153717,-0.0255591981112957,-0.9396926164627075,-0.34106379747390747,-0.042528051882982254,-0.9396926164627075,-0.33936581015586853,-0.05939117446541786,-0.9396926164627075,-0.33682408928871155,-0.07610664516687393,-0.9396926164627075,-0.3334449827671051,-0.09263289719820023,-0.9396926164627075,-0.3292368948459625,-0.1089288517832756,-0.9396926164627075,-0.3242102563381195,-0.124953992664814,-0.9396926164627075,-0.3183775842189789,-0.14066846668720245,-0.9396926164627075,-0.31175336241722107,-0.1560332328081131,-0.9396926164627075,-0.30435407161712646,-0.1710100769996643,-0.9396926164627075,-0.29619812965393066,-0.18556174635887146,-0.9396926164627075,-0.2873057723045349,-0.19965209066867828,-0.9396926164627075,-0.27769914269447327,-0.21324607729911804,-0.9396926164627075,-0.26740211248397827,-0.2263098806142807,-0.9396926164627075,-0.25644028186798096,-0.23881106078624725,-0.9396926164627075,-0.24484087526798248,-0.25071850419044495,-0.9396926164627075,-0.23263277113437653,-0.2620026171207428,-0.9396926164627075,-0.21984630823135376,-0.2726353704929352,-0.9396926164627075,-0.20651327073574066,-0.2825902998447418,-0.9396926164627075,-0.19266681373119354,-0.29184266924858093,-0.9396926164627075,-0.178341343998909,-0.3003694713115692,-0.9396926164627075,-0.1635724902153015,-0.3081494867801666,-0.9396926164627075,-0.14839698374271393,-0.31516343355178833,-0.9396926164627075,-0.13285252451896667,-0.32139381766319275,-0.9396926164627075,-0.11697778105735779,-0.3268251419067383,-0.9396926164627075,-0.10081220418214798,-0.3314439654350281,-0.9396926164627075,-0.08439599722623825,-0.3352387249469757,-0.9396926164627075,-0.06776997447013855,-0.33820006251335144,-0.9396926164627075,-0.050975456833839417,-0.34032055735588074,-0.9396926164627075,-0.03405420854687691,-0.34159499406814575,-0.9396926164627075,-0.017048297449946404,-0.3420201539993286,-0.9396926164627075,-4.1885388812476027e-17,-0.34159499406814575,-0.9396926164627075,0.017048297449946404,-0.34032055735588074,-0.9396926164627075,0.03405420854687691,-0.33820006251335144,-0.9396926164627075,0.050975456833839417,-0.3352387249469757,-0.9396926164627075,0.06776997447013855,-0.3314439654350281,-0.9396926164627075,0.08439599722623825,-0.3268251419067383,-0.9396926164627075,0.10081220418214798,-0.32139381766319275,-0.9396926164627075,0.11697778105735779,-0.31516343355178833,-0.9396926164627075,0.13285252451896667,-0.3081494867801666,-0.9396926164627075,0.14839698374271393,-0.3003694713115692,-0.9396926164627075,0.1635724902153015,-0.29184266924858093,-0.9396926164627075,0.178341343998909,-0.2825902998447418,-0.9396926164627075,0.19266681373119354,-0.2726353704929352,-0.9396926164627075,0.20651327073574066,-0.2620026171207428,-0.9396926164627075,0.21984630823135376,-0.25071850419044495,-0.9396926164627075,0.23263277113437653,-0.23881106078624725,-0.9396926164627075,0.24484087526798248,-0.2263098806142807,-0.9396926164627075,0.25644028186798096,-0.21324607729911804,-0.9396926164627075,0.26740211248397827,-0.19965209066867828,-0.9396926164627075,0.27769914269447327,-0.18556174635887146,-0.9396926164627075,0.2873057723045349,-0.1710100769996643,-0.9396926164627075,0.29619812965393066,-0.1560332328081131,-0.9396926164627075,0.30435407161712646,-0.14066846668720245,-0.9396926164627075,0.31175336241722107,-0.124953992664814,-0.9396926164627075,0.3183775842189789,-0.1089288517832756,-0.9396926164627075,0.3242102563381195,-0.09263289719820023,-0.9396926164627075,0.3292368948459625,-0.07610664516687393,-0.9396926164627075,0.3334449827671051,-0.05939117446541786,-0.9396926164627075,0.33682408928871155,-0.042528051882982254,-0.9396926164627075,0.33936581015586853,-0.0255591981112957,-0.9396926164627075,0.34106379747390747,-0.008526798337697983,-0.9396926164627075,0.3419138491153717,0.008526798337697983,-0.9396926164627075,0.3419138491153717,0.0255591981112957,-0.9396926164627075,0.34106379747390747,0.042528051882982254,-0.9396926164627075,0.33936581015586853,0.05939117446541786,-0.9396926164627075,0.33682408928871155,0.07610664516687393,-0.9396926164627075,0.3334449827671051,0.09263289719820023,-0.9396926164627075,0.3292368948459625,0.1089288517832756,-0.9396926164627075,0.3242102563381195,0.124953992664814,-0.9396926164627075,0.3183775842189789,0.14066846668720245,-0.9396926164627075,0.31175336241722107,0.1560332328081131,-0.9396926164627075,0.30435407161712646,0.1710100769996643,-0.9396926164627075,0.29619812965393066,0.18556174635887146,-0.9396926164627075,0.2873057723045349,0.19965209066867828,-0.9396926164627075,0.27769914269447327,0.21324607729911804,-0.9396926164627075,0.26740211248397827,0.2263098806142807,-0.9396926164627075,0.25644028186798096,0.23881106078624725,-0.9396926164627075,0.24484087526798248,0.25071850419044495,-0.9396926164627075,0.23263277113437653,0.2620026171207428,-0.9396926164627075,0.21984630823135376,0.2726353704929352,-0.9396926164627075,0.20651327073574066,0.2825902998447418,-0.9396926164627075,0.19266681373119354,0.29184266924858093,-0.9396926164627075,0.178341343998909,0.3003694713115692,-0.9396926164627075,0.1635724902153015,0.3081494867801666,-0.9396926164627075,0.14839698374271393,0.31516343355178833,-0.9396926164627075,0.13285252451896667,0.32139381766319275,-0.9396926164627075,0.11697778105735779,0.3268251419067383,-0.9396926164627075,0.10081220418214798,0.3314439654350281,-0.9396926164627075,0.08439599722623825,0.3352387249469757,-0.9396926164627075,0.06776997447013855,0.33820006251335144,-0.9396926164627075,0.050975456833839417,0.34032055735588074,-0.9396926164627075,0.03405420854687691,0.34159499406814575,-0.9396926164627075,0.017048297449946404,0.3420201539993286,-0.9396926164627075,8.377077762495205e-17,0.3884347975254059,-0.9214761853218079,0.0,0.38795194029808044,-0.9214761853218079,-0.01936187595129013,0.386504590511322,-0.9214761853218079,-0.038675617426633835,0.38409629464149475,-0.9214761853218079,-0.05789320170879364,0.38073310256004333,-0.9214761853218079,-0.07696685940027237,0.37642332911491394,-0.9214761853218079,-0.09584915637969971,0.3711777329444885,-0.9214761853218079,-0.11449316889047623,0.3650093078613281,-0.9214761853218079,-0.13285252451896667,0.3579334318637848,-0.9214761853218079,-0.1508815884590149,0.3499676585197449,-0.9214761853218079,-0.16853554546833038,0.3411318063735962,-0.9214761853218079,-0.18577048182487488,0.33144786953926086,-0.9214761853218079,-0.20254357159137726,0.32093989849090576,-0.9214761853218079,-0.21881310641765594,0.3096340000629425,-0.9214761853218079,-0.23453864455223083,0.2975583076477051,-0.9214761853218079,-0.24968107044696808,0.2847428619861603,-0.9214761853218079,-0.2642027735710144,0.2712194621562958,-0.9214761853218079,-0.27806758880615234,0.25702181458473206,-0.9214761853218079,-0.2912411093711853,0.24218513071537018,-0.9214761853218079,-0.3036905527114868,0.2267463505268097,-0.9214761853218079,-0.31538498401641846,0.21074384450912476,-0.9214761853218079,-0.32629528641700745,0.19421739876270294,-0.9214761853218079,-0.33639439940452576,0.1772080957889557,-0.9214761853218079,-0.3456571698188782,0.15975822508335114,-0.9214761853218079,-0.3540605902671814,0.14191116392612457,-0.9214761853218079,-0.36158376932144165,0.12371129542589188,-0.9214761853218079,-0.3682079613208771,0.10520385950803757,-0.9214761853218079,-0.37391674518585205,0.08643487095832825,-0.9214761853218079,-0.37869593501091003,0.06745099276304245,-0.9214761853218079,-0.38253360986709595,0.04829942062497139,-0.9214761853218079,-0.3854202330112457,0.029027769342064857,-0.9214761853218079,-0.38734865188598633,0.009683948010206223,-0.9214761853218079,-0.38831406831741333,-0.009683948010206223,-0.9214761853218079,-0.38831406831741333,-0.029027769342064857,-0.9214761853218079,-0.38734865188598633,-0.04829942062497139,-0.9214761853218079,-0.3854202330112457,-0.06745099276304245,-0.9214761853218079,-0.38253360986709595,-0.08643487095832825,-0.9214761853218079,-0.37869593501091003,-0.10520385950803757,-0.9214761853218079,-0.37391674518585205,-0.12371129542589188,-0.9214761853218079,-0.3682079613208771,-0.14191116392612457,-0.9214761853218079,-0.36158376932144165,-0.15975822508335114,-0.9214761853218079,-0.3540605902671814,-0.1772080957889557,-0.9214761853218079,-0.3456571698188782,-0.19421739876270294,-0.9214761853218079,-0.33639439940452576,-0.21074384450912476,-0.9214761853218079,-0.32629528641700745,-0.2267463505268097,-0.9214761853218079,-0.31538498401641846,-0.24218513071537018,-0.9214761853218079,-0.3036905527114868,-0.25702181458473206,-0.9214761853218079,-0.2912411093711853,-0.2712194621562958,-0.9214761853218079,-0.27806758880615234,-0.2847428619861603,-0.9214761853218079,-0.2642027735710144,-0.2975583076477051,-0.9214761853218079,-0.24968107044696808,-0.3096340000629425,-0.9214761853218079,-0.23453864455223083,-0.32093989849090576,-0.9214761853218079,-0.21881310641765594,-0.33144786953926086,-0.9214761853218079,-0.20254357159137726,-0.3411318063735962,-0.9214761853218079,-0.18577048182487488,-0.3499676585197449,-0.9214761853218079,-0.16853554546833038,-0.3579334318637848,-0.9214761853218079,-0.1508815884590149,-0.3650093078613281,-0.9214761853218079,-0.13285252451896667,-0.3711777329444885,-0.9214761853218079,-0.11449316889047623,-0.37642332911491394,-0.9214761853218079,-0.09584915637969971,-0.38073310256004333,-0.9214761853218079,-0.07696685940027237,-0.38409629464149475,-0.9214761853218079,-0.05789320170879364,-0.386504590511322,-0.9214761853218079,-0.038675617426633835,-0.38795194029808044,-0.9214761853218079,-0.01936187595129013,-0.3884347975254059,-0.9214761853218079,-4.756954237136892e-17,-0.38795194029808044,-0.9214761853218079,0.01936187595129013,-0.386504590511322,-0.9214761853218079,0.038675617426633835,-0.38409629464149475,-0.9214761853218079,0.05789320170879364,-0.38073310256004333,-0.9214761853218079,0.07696685940027237,-0.37642332911491394,-0.9214761853218079,0.09584915637969971,-0.3711777329444885,-0.9214761853218079,0.11449316889047623,-0.3650093078613281,-0.9214761853218079,0.13285252451896667,-0.3579334318637848,-0.9214761853218079,0.1508815884590149,-0.3499676585197449,-0.9214761853218079,0.16853554546833038,-0.3411318063735962,-0.9214761853218079,0.18577048182487488,-0.33144786953926086,-0.9214761853218079,0.20254357159137726,-0.32093989849090576,-0.9214761853218079,0.21881310641765594,-0.3096340000629425,-0.9214761853218079,0.23453864455223083,-0.2975583076477051,-0.9214761853218079,0.24968107044696808,-0.2847428619861603,-0.9214761853218079,0.2642027735710144,-0.2712194621562958,-0.9214761853218079,0.27806758880615234,-0.25702181458473206,-0.9214761853218079,0.2912411093711853,-0.24218513071537018,-0.9214761853218079,0.3036905527114868,-0.2267463505268097,-0.9214761853218079,0.31538498401641846,-0.21074384450912476,-0.9214761853218079,0.32629528641700745,-0.19421739876270294,-0.9214761853218079,0.33639439940452576,-0.1772080957889557,-0.9214761853218079,0.3456571698188782,-0.15975822508335114,-0.9214761853218079,0.3540605902671814,-0.14191116392612457,-0.9214761853218079,0.36158376932144165,-0.12371129542589188,-0.9214761853218079,0.3682079613208771,-0.10520385950803757,-0.9214761853218079,0.37391674518585205,-0.08643487095832825,-0.9214761853218079,0.37869593501091003,-0.06745099276304245,-0.9214761853218079,0.38253360986709595,-0.04829942062497139,-0.9214761853218079,0.3854202330112457,-0.029027769342064857,-0.9214761853218079,0.38734865188598633,-0.009683948010206223,-0.9214761853218079,0.38831406831741333,0.009683948010206223,-0.9214761853218079,0.38831406831741333,0.029027769342064857,-0.9214761853218079,0.38734865188598633,0.04829942062497139,-0.9214761853218079,0.3854202330112457,0.06745099276304245,-0.9214761853218079,0.38253360986709595,0.08643487095832825,-0.9214761853218079,0.37869593501091003,0.10520385950803757,-0.9214761853218079,0.37391674518585205,0.12371129542589188,-0.9214761853218079,0.3682079613208771,0.14191116392612457,-0.9214761853218079,0.36158376932144165,0.15975822508335114,-0.9214761853218079,0.3540605902671814,0.1772080957889557,-0.9214761853218079,0.3456571698188782,0.19421739876270294,-0.9214761853218079,0.33639439940452576,0.21074384450912476,-0.9214761853218079,0.32629528641700745,0.2267463505268097,-0.9214761853218079,0.31538498401641846,0.24218513071537018,-0.9214761853218079,0.3036905527114868,0.25702181458473206,-0.9214761853218079,0.2912411093711853,0.2712194621562958,-0.9214761853218079,0.27806758880615234,0.2847428619861603,-0.9214761853218079,0.2642027735710144,0.2975583076477051,-0.9214761853218079,0.24968107044696808,0.3096340000629425,-0.9214761853218079,0.23453864455223083,0.32093989849090576,-0.9214761853218079,0.21881310641765594,0.33144786953926086,-0.9214761853218079,0.20254357159137726,0.3411318063735962,-0.9214761853218079,0.18577048182487488,0.3499676585197449,-0.9214761853218079,0.16853554546833038,0.3579334318637848,-0.9214761853218079,0.1508815884590149,0.3650093078613281,-0.9214761853218079,0.13285252451896667,0.3711777329444885,-0.9214761853218079,0.11449316889047623,0.37642332911491394,-0.9214761853218079,0.09584915637969971,0.38073310256004333,-0.9214761853218079,0.07696685940027237,0.38409629464149475,-0.9214761853218079,0.05789320170879364,0.386504590511322,-0.9214761853218079,0.038675617426633835,0.38795194029808044,-0.9214761853218079,0.01936187595129013,0.3884347975254059,-0.9214761853218079,9.513908474273784e-17,0.4338837265968323,-0.9009688496589661,0.0,0.43334439396858215,-0.9009688496589661,-0.02162731997668743,0.43172767758369446,-0.9009688496589661,-0.04320086911320686,0.4290376305580139,-0.9009688496589661,-0.06466701626777649,0.425280898809433,-0.9009688496589661,-0.0859723910689354,0.4204668700695038,-0.9009688496589661,-0.10706402361392975,0.4146074950695038,-0.9009688496589661,-0.127889484167099,0.40771734714508057,-0.9009688496589661,-0.14839698374271393,0.39981353282928467,-0.9009688496589661,-0.16853554546833038,0.39091575145721436,-0.9009688496589661,-0.18825510144233704,0.3810460567474365,-0.9009688496589661,-0.20750662684440613,0.370229035615921,-0.9009688496589661,-0.22624225914478302,0.35849156975746155,-0.9009688496589661,-0.24441541731357574,0.34586283564567566,-0.9009688496589661,-0.26198092103004456,0.3323742151260376,-0.9009688496589661,-0.2788950800895691,0.3180592954158783,-0.9009688496589661,-0.2951158881187439,0.3029536008834839,-0.9009688496589661,-0.31060299277305603,0.28709471225738525,-0.9009688496589661,-0.3253178596496582,0.2705220878124237,-0.9009688496589661,-0.3392239809036255,0.25327688455581665,-0.9009688496589661,-0.352286696434021,0.23540200293064117,-0.9009688496589661,-0.3644735813140869,0.21694186329841614,-0.9009688496589661,-0.37575432658195496,0.19794239103794098,-0.9009688496589661,-0.3861009180545807,0.1784507930278778,-0.9009688496589661,-0.39548757672309875,0.15851552784442902,-0.9009688496589661,-0.403890997171402,0.13818617165088654,-0.9009688496589661,-0.4112902581691742,0.1175132766366005,-0.9009688496589661,-0.4176670014858246,0.09654821455478668,-0.9009688496589661,-0.4230053722858429,0.07534311711788177,-0.9009688496589661,-0.4272920787334442,0.0539507120847702,-0.9009688496589661,-0.43051645159721375,0.03242417424917221,-0.9009688496589661,-0.4326705038547516,0.010817022062838078,-0.9009688496589661,-0.43374887108802795,-0.010817022062838078,-0.9009688496589661,-0.43374887108802795,-0.03242417424917221,-0.9009688496589661,-0.4326705038547516,-0.0539507120847702,-0.9009688496589661,-0.43051645159721375,-0.07534311711788177,-0.9009688496589661,-0.4272920787334442,-0.09654821455478668,-0.9009688496589661,-0.4230053722858429,-0.1175132766366005,-0.9009688496589661,-0.4176670014858246,-0.13818617165088654,-0.9009688496589661,-0.4112902581691742,-0.15851552784442902,-0.9009688496589661,-0.403890997171402,-0.1784507930278778,-0.9009688496589661,-0.39548757672309875,-0.19794239103794098,-0.9009688496589661,-0.3861009180545807,-0.21694186329841614,-0.9009688496589661,-0.37575432658195496,-0.23540200293064117,-0.9009688496589661,-0.3644735813140869,-0.25327688455581665,-0.9009688496589661,-0.352286696434021,-0.2705220878124237,-0.9009688496589661,-0.3392239809036255,-0.28709471225738525,-0.9009688496589661,-0.3253178596496582,-0.3029536008834839,-0.9009688496589661,-0.31060299277305603,-0.3180592954158783,-0.9009688496589661,-0.2951158881187439,-0.3323742151260376,-0.9009688496589661,-0.2788950800895691,-0.34586283564567566,-0.9009688496589661,-0.26198092103004456,-0.35849156975746155,-0.9009688496589661,-0.24441541731357574,-0.370229035615921,-0.9009688496589661,-0.22624225914478302,-0.3810460567474365,-0.9009688496589661,-0.20750662684440613,-0.39091575145721436,-0.9009688496589661,-0.18825510144233704,-0.39981353282928467,-0.9009688496589661,-0.16853554546833038,-0.40771734714508057,-0.9009688496589661,-0.14839698374271393,-0.4146074950695038,-0.9009688496589661,-0.127889484167099,-0.4204668700695038,-0.9009688496589661,-0.10706402361392975,-0.425280898809433,-0.9009688496589661,-0.0859723910689354,-0.4290376305580139,-0.9009688496589661,-0.06466701626777649,-0.43172767758369446,-0.9009688496589661,-0.04320086911320686,-0.43334439396858215,-0.9009688496589661,-0.02162731997668743,-0.4338837265968323,-0.9009688496589661,-5.313543226372388e-17,-0.43334439396858215,-0.9009688496589661,0.02162731997668743,-0.43172767758369446,-0.9009688496589661,0.04320086911320686,-0.4290376305580139,-0.9009688496589661,0.06466701626777649,-0.425280898809433,-0.9009688496589661,0.0859723910689354,-0.4204668700695038,-0.9009688496589661,0.10706402361392975,-0.4146074950695038,-0.9009688496589661,0.127889484167099,-0.40771734714508057,-0.9009688496589661,0.14839698374271393,-0.39981353282928467,-0.9009688496589661,0.16853554546833038,-0.39091575145721436,-0.9009688496589661,0.18825510144233704,-0.3810460567474365,-0.9009688496589661,0.20750662684440613,-0.370229035615921,-0.9009688496589661,0.22624225914478302,-0.35849156975746155,-0.9009688496589661,0.24441541731357574,-0.34586283564567566,-0.9009688496589661,0.26198092103004456,-0.3323742151260376,-0.9009688496589661,0.2788950800895691,-0.3180592954158783,-0.9009688496589661,0.2951158881187439,-0.3029536008834839,-0.9009688496589661,0.31060299277305603,-0.28709471225738525,-0.9009688496589661,0.3253178596496582,-0.2705220878124237,-0.9009688496589661,0.3392239809036255,-0.25327688455581665,-0.9009688496589661,0.352286696434021,-0.23540200293064117,-0.9009688496589661,0.3644735813140869,-0.21694186329841614,-0.9009688496589661,0.37575432658195496,-0.19794239103794098,-0.9009688496589661,0.3861009180545807,-0.1784507930278778,-0.9009688496589661,0.39548757672309875,-0.15851552784442902,-0.9009688496589661,0.403890997171402,-0.13818617165088654,-0.9009688496589661,0.4112902581691742,-0.1175132766366005,-0.9009688496589661,0.4176670014858246,-0.09654821455478668,-0.9009688496589661,0.4230053722858429,-0.07534311711788177,-0.9009688496589661,0.4272920787334442,-0.0539507120847702,-0.9009688496589661,0.43051645159721375,-0.03242417424917221,-0.9009688496589661,0.4326705038547516,-0.010817022062838078,-0.9009688496589661,0.43374887108802795,0.010817022062838078,-0.9009688496589661,0.43374887108802795,0.03242417424917221,-0.9009688496589661,0.4326705038547516,0.0539507120847702,-0.9009688496589661,0.43051645159721375,0.07534311711788177,-0.9009688496589661,0.4272920787334442,0.09654821455478668,-0.9009688496589661,0.4230053722858429,0.1175132766366005,-0.9009688496589661,0.4176670014858246,0.13818617165088654,-0.9009688496589661,0.4112902581691742,0.15851552784442902,-0.9009688496589661,0.403890997171402,0.1784507930278778,-0.9009688496589661,0.39548757672309875,0.19794239103794098,-0.9009688496589661,0.3861009180545807,0.21694186329841614,-0.9009688496589661,0.37575432658195496,0.23540200293064117,-0.9009688496589661,0.3644735813140869,0.25327688455581665,-0.9009688496589661,0.352286696434021,0.2705220878124237,-0.9009688496589661,0.3392239809036255,0.28709471225738525,-0.9009688496589661,0.3253178596496582,0.3029536008834839,-0.9009688496589661,0.31060299277305603,0.3180592954158783,-0.9009688496589661,0.2951158881187439,0.3323742151260376,-0.9009688496589661,0.2788950800895691,0.34586283564567566,-0.9009688496589661,0.26198092103004456,0.35849156975746155,-0.9009688496589661,0.24441541731357574,0.370229035615921,-0.9009688496589661,0.22624225914478302,0.3810460567474365,-0.9009688496589661,0.20750662684440613,0.39091575145721436,-0.9009688496589661,0.18825510144233704,0.39981353282928467,-0.9009688496589661,0.16853554546833038,0.40771734714508057,-0.9009688496589661,0.14839698374271393,0.4146074950695038,-0.9009688496589661,0.127889484167099,0.4204668700695038,-0.9009688496589661,0.10706402361392975,0.425280898809433,-0.9009688496589661,0.0859723910689354,0.4290376305580139,-0.9009688496589661,0.06466701626777649,0.43172767758369446,-0.9009688496589661,0.04320086911320686,0.43334439396858215,-0.9009688496589661,0.02162731997668743,0.4338837265968323,-0.9009688496589661,1.0627086452744776e-16,0.4782539904117584,-0.8782215714454651,0.0,0.4776594638824463,-0.8782215714454651,-0.023838993161916733,0.47587743401527405,-0.8782215714454651,-0.047618716955184937,0.4729122817516327,-0.8782215714454651,-0.07128005474805832,0.46877139806747437,-0.8782215714454651,-0.09476418048143387,0.4634650647640228,-0.8782215714454651,-0.11801270395517349,0.4570064842700958,-0.8782215714454651,-0.14096783101558685,0.4494117200374603,-0.8782215714454651,-0.1635724902153015,0.44069966673851013,-0.8782215714454651,-0.18577048182487488,0.4308919310569763,-0.8782215714454651,-0.20750662684440613,0.4200129508972168,-0.8782215714454651,-0.22872686386108398,0.4080897569656372,-0.8782215714454651,-0.24937845766544342,0.3951519727706909,-0.8782215714454651,-0.26941007375717163,0.38123178482055664,-0.8782215714454651,-0.2887718677520752,0.3663637936115265,-0.8782215714454651,-0.3074157238006592,0.3505849838256836,-0.8782215714454651,-0.3252953290939331,0.3339345455169678,-0.8782215714454651,-0.34236615896224976,0.31645387411117554,-0.8782215714454651,-0.35858583450317383,0.2981864809989929,-0.8782215714454651,-0.3739140033721924,0.279177725315094,-0.8782215714454651,-0.38831257820129395,0.25947490334510803,-0.8782215714454651,-0.4017457365989685,0.2391269952058792,-0.8782215714454651,-0.41418009996414185,0.21818456053733826,-0.8782215714454651,-0.42558473348617554,0.19669969379901886,-0.8782215714454651,-0.4359312951564789,0.17472580075263977,-0.8782215714454651,-0.4451940655708313,0.15231750905513763,-0.8782215714454651,-0.4533500373363495,0.12953053414821625,-0.8782215714454651,-0.46037888526916504,0.10642152279615402,-0.8782215714454651,-0.46626314520835876,0.08304793387651443,-0.8782215714454651,-0.4709882140159607,0.059467870742082596,-0.8782215714454651,-0.4745423495769501,0.035739965736866,-0.8782215714454651,-0.47691667079925537,0.011923202313482761,-0.8782215714454651,-0.4781053364276886,-0.011923202313482761,-0.8782215714454651,-0.4781053364276886,-0.035739965736866,-0.8782215714454651,-0.47691667079925537,-0.059467870742082596,-0.8782215714454651,-0.4745423495769501,-0.08304793387651443,-0.8782215714454651,-0.4709882140159607,-0.10642152279615402,-0.8782215714454651,-0.46626314520835876,-0.12953053414821625,-0.8782215714454651,-0.46037888526916504,-0.15231750905513763,-0.8782215714454651,-0.4533500373363495,-0.17472580075263977,-0.8782215714454651,-0.4451940655708313,-0.19669969379901886,-0.8782215714454651,-0.4359312951564789,-0.21818456053733826,-0.8782215714454651,-0.42558473348617554,-0.2391269952058792,-0.8782215714454651,-0.41418009996414185,-0.25947490334510803,-0.8782215714454651,-0.4017457365989685,-0.279177725315094,-0.8782215714454651,-0.38831257820129395,-0.2981864809989929,-0.8782215714454651,-0.3739140033721924,-0.31645387411117554,-0.8782215714454651,-0.35858583450317383,-0.3339345455169678,-0.8782215714454651,-0.34236615896224976,-0.3505849838256836,-0.8782215714454651,-0.3252953290939331,-0.3663637936115265,-0.8782215714454651,-0.3074157238006592,-0.38123178482055664,-0.8782215714454651,-0.2887718677520752,-0.3951519727706909,-0.8782215714454651,-0.26941007375717163,-0.4080897569656372,-0.8782215714454651,-0.24937845766544342,-0.4200129508972168,-0.8782215714454651,-0.22872686386108398,-0.4308919310569763,-0.8782215714454651,-0.20750662684440613,-0.44069966673851013,-0.8782215714454651,-0.18577048182487488,-0.4494117200374603,-0.8782215714454651,-0.1635724902153015,-0.4570064842700958,-0.8782215714454651,-0.14096783101558685,-0.4634650647640228,-0.8782215714454651,-0.11801270395517349,-0.46877139806747437,-0.8782215714454651,-0.09476418048143387,-0.4729122817516327,-0.8782215714454651,-0.07128005474805832,-0.47587743401527405,-0.8782215714454651,-0.047618716955184937,-0.4776594638824463,-0.8782215714454651,-0.023838993161916733,-0.4782539904117584,-0.8782215714454651,-5.856921810353167e-17,-0.4776594638824463,-0.8782215714454651,0.023838993161916733,-0.47587743401527405,-0.8782215714454651,0.047618716955184937,-0.4729122817516327,-0.8782215714454651,0.07128005474805832,-0.46877139806747437,-0.8782215714454651,0.09476418048143387,-0.4634650647640228,-0.8782215714454651,0.11801270395517349,-0.4570064842700958,-0.8782215714454651,0.14096783101558685,-0.4494117200374603,-0.8782215714454651,0.1635724902153015,-0.44069966673851013,-0.8782215714454651,0.18577048182487488,-0.4308919310569763,-0.8782215714454651,0.20750662684440613,-0.4200129508972168,-0.8782215714454651,0.22872686386108398,-0.4080897569656372,-0.8782215714454651,0.24937845766544342,-0.3951519727706909,-0.8782215714454651,0.26941007375717163,-0.38123178482055664,-0.8782215714454651,0.2887718677520752,-0.3663637936115265,-0.8782215714454651,0.3074157238006592,-0.3505849838256836,-0.8782215714454651,0.3252953290939331,-0.3339345455169678,-0.8782215714454651,0.34236615896224976,-0.31645387411117554,-0.8782215714454651,0.35858583450317383,-0.2981864809989929,-0.8782215714454651,0.3739140033721924,-0.279177725315094,-0.8782215714454651,0.38831257820129395,-0.25947490334510803,-0.8782215714454651,0.4017457365989685,-0.2391269952058792,-0.8782215714454651,0.41418009996414185,-0.21818456053733826,-0.8782215714454651,0.42558473348617554,-0.19669969379901886,-0.8782215714454651,0.4359312951564789,-0.17472580075263977,-0.8782215714454651,0.4451940655708313,-0.15231750905513763,-0.8782215714454651,0.4533500373363495,-0.12953053414821625,-0.8782215714454651,0.46037888526916504,-0.10642152279615402,-0.8782215714454651,0.46626314520835876,-0.08304793387651443,-0.8782215714454651,0.4709882140159607,-0.059467870742082596,-0.8782215714454651,0.4745423495769501,-0.035739965736866,-0.8782215714454651,0.47691667079925537,-0.011923202313482761,-0.8782215714454651,0.4781053364276886,0.011923202313482761,-0.8782215714454651,0.4781053364276886,0.035739965736866,-0.8782215714454651,0.47691667079925537,0.059467870742082596,-0.8782215714454651,0.4745423495769501,0.08304793387651443,-0.8782215714454651,0.4709882140159607,0.10642152279615402,-0.8782215714454651,0.46626314520835876,0.12953053414821625,-0.8782215714454651,0.46037888526916504,0.15231750905513763,-0.8782215714454651,0.4533500373363495,0.17472580075263977,-0.8782215714454651,0.4451940655708313,0.19669969379901886,-0.8782215714454651,0.4359312951564789,0.21818456053733826,-0.8782215714454651,0.42558473348617554,0.2391269952058792,-0.8782215714454651,0.41418009996414185,0.25947490334510803,-0.8782215714454651,0.4017457365989685,0.279177725315094,-0.8782215714454651,0.38831257820129395,0.2981864809989929,-0.8782215714454651,0.3739140033721924,0.31645387411117554,-0.8782215714454651,0.35858583450317383,0.3339345455169678,-0.8782215714454651,0.34236615896224976,0.3505849838256836,-0.8782215714454651,0.3252953290939331,0.3663637936115265,-0.8782215714454651,0.3074157238006592,0.38123178482055664,-0.8782215714454651,0.2887718677520752,0.3951519727706909,-0.8782215714454651,0.26941007375717163,0.4080897569656372,-0.8782215714454651,0.24937845766544342,0.4200129508972168,-0.8782215714454651,0.22872686386108398,0.4308919310569763,-0.8782215714454651,0.20750662684440613,0.44069966673851013,-0.8782215714454651,0.18577048182487488,0.4494117200374603,-0.8782215714454651,0.1635724902153015,0.4570064842700958,-0.8782215714454651,0.14096783101558685,0.4634650647640228,-0.8782215714454651,0.11801270395517349,0.46877139806747437,-0.8782215714454651,0.09476418048143387,0.4729122817516327,-0.8782215714454651,0.07128005474805832,0.47587743401527405,-0.8782215714454651,0.047618716955184937,0.4776594638824463,-0.8782215714454651,0.023838993161916733,0.4782539904117584,-0.8782215714454651,1.1713843620706334e-16,0.5214352011680603,-0.853290855884552,0.0,0.5207870006561279,-0.853290855884552,-0.025991398841142654,0.5188440680503845,-0.853290855884552,-0.05191817879676819,0.5156112313270569,-0.853290855884552,-0.07771588116884232,0.5110964179039001,-0.853290855884552,-0.10332037508487701,0.5053110122680664,-0.853290855884552,-0.12866799533367157,0.49826928973197937,-0.853290855884552,-0.1536957174539566,0.4899888038635254,-0.853290855884552,-0.178341343998909,0.48049014806747437,-0.853290855884552,-0.20254357159137726,0.46979689598083496,-0.853290855884552,-0.22624225914478302,0.457935631275177,-0.853290855884552,-0.24937845766544342,0.4449359178543091,-0.853290855884552,-0.2718946635723114,0.4308299720287323,-0.853290855884552,-0.29373490810394287,0.41565296053886414,-0.853290855884552,-0.31484487652778625,0.39944255352020264,-0.853290855884552,-0.3351720869541168,0.38223904371261597,-0.853290855884552,-0.3546660244464874,0.36408525705337524,-0.853290855884552,-0.3732781708240509,0.34502628445625305,-0.853290855884552,-0.39096230268478394,0.3251095414161682,-0.853290855884552,-0.4076744616031647,0.3043844997882843,-0.853290855884552,-0.4233730733394623,0.28290271759033203,-0.853290855884552,-0.4380190968513489,0.26071760058403015,-0.853290855884552,-0.4515761435031891,0.2378842979669571,-0.853290855884552,-0.46401047706604004,0.21445956826210022,-0.853290855884552,-0.47529125213623047,0.19050167500972748,-0.853290855884552,-0.4853903353214264,0.1660701483488083,-0.853290855884552,-0.49428269267082214,0.14122575521469116,-0.853290855884552,-0.5019461512565613,0.1160302460193634,-0.853290855884552,-0.5083617568016052,0.09054627269506454,-0.853290855884552,-0.513513445854187,0.06483718752861023,-0.853290855884552,-0.5173884630203247,0.03896690160036087,-0.853290855884552,-0.5199771523475647,0.012999740429222584,-0.853290855884552,-0.521273136138916,-0.012999740429222584,-0.853290855884552,-0.521273136138916,-0.03896690160036087,-0.853290855884552,-0.5199771523475647,-0.06483718752861023,-0.853290855884552,-0.5173884630203247,-0.09054627269506454,-0.853290855884552,-0.513513445854187,-0.1160302460193634,-0.853290855884552,-0.5083617568016052,-0.14122575521469116,-0.853290855884552,-0.5019461512565613,-0.1660701483488083,-0.853290855884552,-0.49428269267082214,-0.19050167500972748,-0.853290855884552,-0.4853903353214264,-0.21445956826210022,-0.853290855884552,-0.47529125213623047,-0.2378842979669571,-0.853290855884552,-0.46401047706604004,-0.26071760058403015,-0.853290855884552,-0.4515761435031891,-0.28290271759033203,-0.853290855884552,-0.4380190968513489,-0.3043844997882843,-0.853290855884552,-0.4233730733394623,-0.3251095414161682,-0.853290855884552,-0.4076744616031647,-0.34502628445625305,-0.853290855884552,-0.39096230268478394,-0.36408525705337524,-0.853290855884552,-0.3732781708240509,-0.38223904371261597,-0.853290855884552,-0.3546660244464874,-0.39944255352020264,-0.853290855884552,-0.3351720869541168,-0.41565296053886414,-0.853290855884552,-0.31484487652778625,-0.4308299720287323,-0.853290855884552,-0.29373490810394287,-0.4449359178543091,-0.853290855884552,-0.2718946635723114,-0.457935631275177,-0.853290855884552,-0.24937845766544342,-0.46979689598083496,-0.853290855884552,-0.22624225914478302,-0.48049014806747437,-0.853290855884552,-0.20254357159137726,-0.4899888038635254,-0.853290855884552,-0.178341343998909,-0.49826928973197937,-0.853290855884552,-0.1536957174539566,-0.5053110122680664,-0.853290855884552,-0.12866799533367157,-0.5110964179039001,-0.853290855884552,-0.10332037508487701,-0.5156112313270569,-0.853290855884552,-0.07771588116884232,-0.5188440680503845,-0.853290855884552,-0.05191817879676819,-0.5207870006561279,-0.853290855884552,-0.025991398841142654,-0.5214352011680603,-0.853290855884552,-6.385739699447298e-17,-0.5207870006561279,-0.853290855884552,0.025991398841142654,-0.5188440680503845,-0.853290855884552,0.05191817879676819,-0.5156112313270569,-0.853290855884552,0.07771588116884232,-0.5110964179039001,-0.853290855884552,0.10332037508487701,-0.5053110122680664,-0.853290855884552,0.12866799533367157,-0.49826928973197937,-0.853290855884552,0.1536957174539566,-0.4899888038635254,-0.853290855884552,0.178341343998909,-0.48049014806747437,-0.853290855884552,0.20254357159137726,-0.46979689598083496,-0.853290855884552,0.22624225914478302,-0.457935631275177,-0.853290855884552,0.24937845766544342,-0.4449359178543091,-0.853290855884552,0.2718946635723114,-0.4308299720287323,-0.853290855884552,0.29373490810394287,-0.41565296053886414,-0.853290855884552,0.31484487652778625,-0.39944255352020264,-0.853290855884552,0.3351720869541168,-0.38223904371261597,-0.853290855884552,0.3546660244464874,-0.36408525705337524,-0.853290855884552,0.3732781708240509,-0.34502628445625305,-0.853290855884552,0.39096230268478394,-0.3251095414161682,-0.853290855884552,0.4076744616031647,-0.3043844997882843,-0.853290855884552,0.4233730733394623,-0.28290271759033203,-0.853290855884552,0.4380190968513489,-0.26071760058403015,-0.853290855884552,0.4515761435031891,-0.2378842979669571,-0.853290855884552,0.46401047706604004,-0.21445956826210022,-0.853290855884552,0.47529125213623047,-0.19050167500972748,-0.853290855884552,0.4853903353214264,-0.1660701483488083,-0.853290855884552,0.49428269267082214,-0.14122575521469116,-0.853290855884552,0.5019461512565613,-0.1160302460193634,-0.853290855884552,0.5083617568016052,-0.09054627269506454,-0.853290855884552,0.513513445854187,-0.06483718752861023,-0.853290855884552,0.5173884630203247,-0.03896690160036087,-0.853290855884552,0.5199771523475647,-0.012999740429222584,-0.853290855884552,0.521273136138916,0.012999740429222584,-0.853290855884552,0.521273136138916,0.03896690160036087,-0.853290855884552,0.5199771523475647,0.06483718752861023,-0.853290855884552,0.5173884630203247,0.09054627269506454,-0.853290855884552,0.513513445854187,0.1160302460193634,-0.853290855884552,0.5083617568016052,0.14122575521469116,-0.853290855884552,0.5019461512565613,0.1660701483488083,-0.853290855884552,0.49428269267082214,0.19050167500972748,-0.853290855884552,0.4853903353214264,0.21445956826210022,-0.853290855884552,0.47529125213623047,0.2378842979669571,-0.853290855884552,0.46401047706604004,0.26071760058403015,-0.853290855884552,0.4515761435031891,0.28290271759033203,-0.853290855884552,0.4380190968513489,0.3043844997882843,-0.853290855884552,0.4233730733394623,0.3251095414161682,-0.853290855884552,0.4076744616031647,0.34502628445625305,-0.853290855884552,0.39096230268478394,0.36408525705337524,-0.853290855884552,0.3732781708240509,0.38223904371261597,-0.853290855884552,0.3546660244464874,0.39944255352020264,-0.853290855884552,0.3351720869541168,0.41565296053886414,-0.853290855884552,0.31484487652778625,0.4308299720287323,-0.853290855884552,0.29373490810394287,0.4449359178543091,-0.853290855884552,0.2718946635723114,0.457935631275177,-0.853290855884552,0.24937845766544342,0.46979689598083496,-0.853290855884552,0.22624225914478302,0.48049014806747437,-0.853290855884552,0.20254357159137726,0.4899888038635254,-0.853290855884552,0.178341343998909,0.49826928973197937,-0.853290855884552,0.1536957174539566,0.5053110122680664,-0.853290855884552,0.12866799533367157,0.5110964179039001,-0.853290855884552,0.10332037508487701,0.5156112313270569,-0.853290855884552,0.07771588116884232,0.5188440680503845,-0.853290855884552,0.05191817879676819,0.5207870006561279,-0.853290855884552,0.025991398841142654,0.5214352011680603,-0.853290855884552,1.2771479398894595e-16,0.5633200407028198,-0.826238751411438,0.0,0.5626198053359985,-0.826238751411438,-0.028079187497496605,0.5605207681655884,-0.826238751411438,-0.05608856678009033,0.5570282340049744,-0.826238751411438,-0.08395849913358688,0.5521508455276489,-0.826238751411438,-0.11161969602108002,0.5459007024765015,-0.826238751411438,-0.13900339603424072,0.5382933020591736,-0.826238751411438,-0.1660415083169937,0.5293477177619934,-0.826238751411438,-0.19266681373119354,0.5190860629081726,-0.826238751411438,-0.21881310641765594,0.507533848285675,-0.826238751411438,-0.24441541731357574,0.49471983313560486,-0.826238751411438,-0.26941007375717163,0.4806758761405945,-0.826238751411438,-0.29373490810394287,0.4654368758201599,-0.826238751411438,-0.3173294961452484,0.4490407407283783,-0.826238751411438,-0.3401351273059845,0.4315282106399536,-0.826238751411438,-0.3620951473712921,0.4129428267478943,-0.826238751411438,-0.383154958486557,0.39333081245422363,-0.826238751411438,-0.4032621681690216,0.37274089455604553,-0.826238751411438,-0.42236679792404175,0.35122430324554443,-0.826238751411438,-0.44042134284973145,0.32883453369140625,-0.826238751411438,-0.4573809504508972,0.3056271970272064,-0.826238751411438,-0.4732034504413605,0.2816600203514099,-0.826238751411438,-0.48784947395324707,0.2569926083087921,-0.826238751411438,-0.5012826323509216,0.2316862791776657,-0.826238751411438,-0.5134695172309875,0.20580393075942993,-0.826238751411438,-0.5243798494338989,0.179409921169281,-0.826238751411438,-0.533986508846283,0.15256987512111664,-0.826238751411438,-0.5422655344009399,0.12535050511360168,-0.826238751411438,-0.5491964221000671,0.0978194996714592,-0.826238751411438,-0.5547619462013245,0.07004529982805252,-0.826238751411438,-0.5589482188224792,0.04209696128964424,-0.826238751411438,-0.5617449283599854,0.014043958857655525,-0.826238751411438,-0.5631449818611145,-0.014043958857655525,-0.826238751411438,-0.5631449818611145,-0.04209696128964424,-0.826238751411438,-0.5617449283599854,-0.07004529982805252,-0.826238751411438,-0.5589482188224792,-0.0978194996714592,-0.826238751411438,-0.5547619462013245,-0.12535050511360168,-0.826238751411438,-0.5491964221000671,-0.15256987512111664,-0.826238751411438,-0.5422655344009399,-0.179409921169281,-0.826238751411438,-0.533986508846283,-0.20580393075942993,-0.826238751411438,-0.5243798494338989,-0.2316862791776657,-0.826238751411438,-0.5134695172309875,-0.2569926083087921,-0.826238751411438,-0.5012826323509216,-0.2816600203514099,-0.826238751411438,-0.48784947395324707,-0.3056271970272064,-0.826238751411438,-0.4732034504413605,-0.32883453369140625,-0.826238751411438,-0.4573809504508972,-0.35122430324554443,-0.826238751411438,-0.44042134284973145,-0.37274089455604553,-0.826238751411438,-0.42236679792404175,-0.39333081245422363,-0.826238751411438,-0.4032621681690216,-0.4129428267478943,-0.826238751411438,-0.383154958486557,-0.4315282106399536,-0.826238751411438,-0.3620951473712921,-0.4490407407283783,-0.826238751411438,-0.3401351273059845,-0.4654368758201599,-0.826238751411438,-0.3173294961452484,-0.4806758761405945,-0.826238751411438,-0.29373490810394287,-0.49471983313560486,-0.826238751411438,-0.26941007375717163,-0.507533848285675,-0.826238751411438,-0.24441541731357574,-0.5190860629081726,-0.826238751411438,-0.21881310641765594,-0.5293477177619934,-0.826238751411438,-0.19266681373119354,-0.5382933020591736,-0.826238751411438,-0.1660415083169937,-0.5459007024765015,-0.826238751411438,-0.13900339603424072,-0.5521508455276489,-0.826238751411438,-0.11161969602108002,-0.5570282340049744,-0.826238751411438,-0.08395849913358688,-0.5605207681655884,-0.826238751411438,-0.05608856678009033,-0.5626198053359985,-0.826238751411438,-0.028079187497496605,-0.5633200407028198,-0.826238751411438,-6.89868101473633e-17,-0.5626198053359985,-0.826238751411438,0.028079187497496605,-0.5605207681655884,-0.826238751411438,0.05608856678009033,-0.5570282340049744,-0.826238751411438,0.08395849913358688,-0.5521508455276489,-0.826238751411438,0.11161969602108002,-0.5459007024765015,-0.826238751411438,0.13900339603424072,-0.5382933020591736,-0.826238751411438,0.1660415083169937,-0.5293477177619934,-0.826238751411438,0.19266681373119354,-0.5190860629081726,-0.826238751411438,0.21881310641765594,-0.507533848285675,-0.826238751411438,0.24441541731357574,-0.49471983313560486,-0.826238751411438,0.26941007375717163,-0.4806758761405945,-0.826238751411438,0.29373490810394287,-0.4654368758201599,-0.826238751411438,0.3173294961452484,-0.4490407407283783,-0.826238751411438,0.3401351273059845,-0.4315282106399536,-0.826238751411438,0.3620951473712921,-0.4129428267478943,-0.826238751411438,0.383154958486557,-0.39333081245422363,-0.826238751411438,0.4032621681690216,-0.37274089455604553,-0.826238751411438,0.42236679792404175,-0.35122430324554443,-0.826238751411438,0.44042134284973145,-0.32883453369140625,-0.826238751411438,0.4573809504508972,-0.3056271970272064,-0.826238751411438,0.4732034504413605,-0.2816600203514099,-0.826238751411438,0.48784947395324707,-0.2569926083087921,-0.826238751411438,0.5012826323509216,-0.2316862791776657,-0.826238751411438,0.5134695172309875,-0.20580393075942993,-0.826238751411438,0.5243798494338989,-0.179409921169281,-0.826238751411438,0.533986508846283,-0.15256987512111664,-0.826238751411438,0.5422655344009399,-0.12535050511360168,-0.826238751411438,0.5491964221000671,-0.0978194996714592,-0.826238751411438,0.5547619462013245,-0.07004529982805252,-0.826238751411438,0.5589482188224792,-0.04209696128964424,-0.826238751411438,0.5617449283599854,-0.014043958857655525,-0.826238751411438,0.5631449818611145,0.014043958857655525,-0.826238751411438,0.5631449818611145,0.04209696128964424,-0.826238751411438,0.5617449283599854,0.07004529982805252,-0.826238751411438,0.5589482188224792,0.0978194996714592,-0.826238751411438,0.5547619462013245,0.12535050511360168,-0.826238751411438,0.5491964221000671,0.15256987512111664,-0.826238751411438,0.5422655344009399,0.179409921169281,-0.826238751411438,0.533986508846283,0.20580393075942993,-0.826238751411438,0.5243798494338989,0.2316862791776657,-0.826238751411438,0.5134695172309875,0.2569926083087921,-0.826238751411438,0.5012826323509216,0.2816600203514099,-0.826238751411438,0.48784947395324707,0.3056271970272064,-0.826238751411438,0.4732034504413605,0.32883453369140625,-0.826238751411438,0.4573809504508972,0.35122430324554443,-0.826238751411438,0.44042134284973145,0.37274089455604553,-0.826238751411438,0.42236679792404175,0.39333081245422363,-0.826238751411438,0.4032621681690216,0.4129428267478943,-0.826238751411438,0.383154958486557,0.4315282106399536,-0.826238751411438,0.3620951473712921,0.4490407407283783,-0.826238751411438,0.3401351273059845,0.4654368758201599,-0.826238751411438,0.3173294961452484,0.4806758761405945,-0.826238751411438,0.29373490810394287,0.49471983313560486,-0.826238751411438,0.26941007375717163,0.507533848285675,-0.826238751411438,0.24441541731357574,0.5190860629081726,-0.826238751411438,0.21881310641765594,0.5293477177619934,-0.826238751411438,0.19266681373119354,0.5382933020591736,-0.826238751411438,0.1660415083169937,0.5459007024765015,-0.826238751411438,0.13900339603424072,0.5521508455276489,-0.826238751411438,0.11161969602108002,0.5570282340049744,-0.826238751411438,0.08395849913358688,0.5605207681655884,-0.826238751411438,0.05608856678009033,0.5626198053359985,-0.826238751411438,0.028079187497496605,0.5633200407028198,-0.826238751411438,1.379736202947266e-16,0.6038044095039368,-0.7971324920654297,0.0,0.6030538082122803,-0.7971324920654297,-0.03009716607630253,0.6008039712905884,-0.7971324920654297,-0.06011950597167015,0.5970604419708252,-0.7971324920654297,-0.08999237418174744,0.5918324589729309,-0.7971324920654297,-0.11964151263237,0.5851331353187561,-0.7971324920654297,-0.14899320900440216,0.5769791007041931,-0.7971324920654297,-0.17797447741031647,0.5673905611038208,-0.7971324920654297,-0.20651327073574066,0.5563914179801941,-0.7971324920654297,-0.23453864455223083,0.5440089702606201,-0.7971324920654297,-0.26198092103004456,0.5302740335464478,-0.7971324920654297,-0.2887718677520752,0.5152208209037781,-0.7971324920654297,-0.31484487652778625,0.4988866150379181,-0.7971324920654297,-0.3401351273059845,0.4813121259212494,-0.7971324920654297,-0.3645797669887543,0.46254101395606995,-0.7971324920654297,-0.3881179988384247,0.4426199495792389,-0.7971324920654297,-0.4106912910938263,0.4215984642505646,-0.7971324920654297,-0.43224355578422546,0.399528831243515,-0.7971324920654297,-0.4527212083339691,0.37646588683128357,-0.7971324920654297,-0.4720732867717743,0.35246700048446655,-0.7971324920654297,-0.490251749753952,0.32759183645248413,-0.7971324920654297,-0.5072113275527954,0.3019022047519684,-0.7971324920654297,-0.522909939289093,0.27546200156211853,-0.7971324920654297,-0.5373085141181946,0.24833697080612183,-0.7971324920654297,-0.5503712296485901,0.22059452533721924,-0.7971324920654297,-0.5620656609535217,0.1923036426305771,-0.7971324920654297,-0.5723627209663391,0.16353467106819153,-0.7971324920654297,-0.5812367796897888,0.13435912132263184,-0.7971324920654297,-0.588665783405304,0.10484953224658966,-0.7971324920654297,-0.5946312546730042,0.07507927715778351,-0.7971324920654297,-0.5991184115409851,0.045122358947992325,-0.7971324920654297,-0.602116048336029,0.015053262002766132,-0.7971324920654297,-0.6036167144775391,-0.015053262002766132,-0.7971324920654297,-0.6036167144775391,-0.045122358947992325,-0.7971324920654297,-0.602116048336029,-0.07507927715778351,-0.7971324920654297,-0.5991184115409851,-0.10484953224658966,-0.7971324920654297,-0.5946312546730042,-0.13435912132263184,-0.7971324920654297,-0.588665783405304,-0.16353467106819153,-0.7971324920654297,-0.5812367796897888,-0.1923036426305771,-0.7971324920654297,-0.5723627209663391,-0.22059452533721924,-0.7971324920654297,-0.5620656609535217,-0.24833697080612183,-0.7971324920654297,-0.5503712296485901,-0.27546200156211853,-0.7971324920654297,-0.5373085141181946,-0.3019022047519684,-0.7971324920654297,-0.522909939289093,-0.32759183645248413,-0.7971324920654297,-0.5072113275527954,-0.35246700048446655,-0.7971324920654297,-0.490251749753952,-0.37646588683128357,-0.7971324920654297,-0.4720732867717743,-0.399528831243515,-0.7971324920654297,-0.4527212083339691,-0.4215984642505646,-0.7971324920654297,-0.43224355578422546,-0.4426199495792389,-0.7971324920654297,-0.4106912910938263,-0.46254101395606995,-0.7971324920654297,-0.3881179988384247,-0.4813121259212494,-0.7971324920654297,-0.3645797669887543,-0.4988866150379181,-0.7971324920654297,-0.3401351273059845,-0.5152208209037781,-0.7971324920654297,-0.31484487652778625,-0.5302740335464478,-0.7971324920654297,-0.2887718677520752,-0.5440089702606201,-0.7971324920654297,-0.26198092103004456,-0.5563914179801941,-0.7971324920654297,-0.23453864455223083,-0.5673905611038208,-0.7971324920654297,-0.20651327073574066,-0.5769791007041931,-0.7971324920654297,-0.17797447741031647,-0.5851331353187561,-0.7971324920654297,-0.14899320900440216,-0.5918324589729309,-0.7971324920654297,-0.11964151263237,-0.5970604419708252,-0.7971324920654297,-0.08999237418174744,-0.6008039712905884,-0.7971324920654297,-0.06011950597167015,-0.6030538082122803,-0.7971324920654297,-0.03009716607630253,-0.6038044095039368,-0.7971324920654297,-7.394471236332444e-17,-0.6030538082122803,-0.7971324920654297,0.03009716607630253,-0.6008039712905884,-0.7971324920654297,0.06011950597167015,-0.5970604419708252,-0.7971324920654297,0.08999237418174744,-0.5918324589729309,-0.7971324920654297,0.11964151263237,-0.5851331353187561,-0.7971324920654297,0.14899320900440216,-0.5769791007041931,-0.7971324920654297,0.17797447741031647,-0.5673905611038208,-0.7971324920654297,0.20651327073574066,-0.5563914179801941,-0.7971324920654297,0.23453864455223083,-0.5440089702606201,-0.7971324920654297,0.26198092103004456,-0.5302740335464478,-0.7971324920654297,0.2887718677520752,-0.5152208209037781,-0.7971324920654297,0.31484487652778625,-0.4988866150379181,-0.7971324920654297,0.3401351273059845,-0.4813121259212494,-0.7971324920654297,0.3645797669887543,-0.46254101395606995,-0.7971324920654297,0.3881179988384247,-0.4426199495792389,-0.7971324920654297,0.4106912910938263,-0.4215984642505646,-0.7971324920654297,0.43224355578422546,-0.399528831243515,-0.7971324920654297,0.4527212083339691,-0.37646588683128357,-0.7971324920654297,0.4720732867717743,-0.35246700048446655,-0.7971324920654297,0.490251749753952,-0.32759183645248413,-0.7971324920654297,0.5072113275527954,-0.3019022047519684,-0.7971324920654297,0.522909939289093,-0.27546200156211853,-0.7971324920654297,0.5373085141181946,-0.24833697080612183,-0.7971324920654297,0.5503712296485901,-0.22059452533721924,-0.7971324920654297,0.5620656609535217,-0.1923036426305771,-0.7971324920654297,0.5723627209663391,-0.16353467106819153,-0.7971324920654297,0.5812367796897888,-0.13435912132263184,-0.7971324920654297,0.588665783405304,-0.10484953224658966,-0.7971324920654297,0.5946312546730042,-0.07507927715778351,-0.7971324920654297,0.5991184115409851,-0.045122358947992325,-0.7971324920654297,0.602116048336029,-0.015053262002766132,-0.7971324920654297,0.6036167144775391,0.015053262002766132,-0.7971324920654297,0.6036167144775391,0.045122358947992325,-0.7971324920654297,0.602116048336029,0.07507927715778351,-0.7971324920654297,0.5991184115409851,0.10484953224658966,-0.7971324920654297,0.5946312546730042,0.13435912132263184,-0.7971324920654297,0.588665783405304,0.16353467106819153,-0.7971324920654297,0.5812367796897888,0.1923036426305771,-0.7971324920654297,0.5723627209663391,0.22059452533721924,-0.7971324920654297,0.5620656609535217,0.24833697080612183,-0.7971324920654297,0.5503712296485901,0.27546200156211853,-0.7971324920654297,0.5373085141181946,0.3019022047519684,-0.7971324920654297,0.522909939289093,0.32759183645248413,-0.7971324920654297,0.5072113275527954,0.35246700048446655,-0.7971324920654297,0.490251749753952,0.37646588683128357,-0.7971324920654297,0.4720732867717743,0.399528831243515,-0.7971324920654297,0.4527212083339691,0.4215984642505646,-0.7971324920654297,0.43224355578422546,0.4426199495792389,-0.7971324920654297,0.4106912910938263,0.46254101395606995,-0.7971324920654297,0.3881179988384247,0.4813121259212494,-0.7971324920654297,0.3645797669887543,0.4988866150379181,-0.7971324920654297,0.3401351273059845,0.5152208209037781,-0.7971324920654297,0.31484487652778625,0.5302740335464478,-0.7971324920654297,0.2887718677520752,0.5440089702606201,-0.7971324920654297,0.26198092103004456,0.5563914179801941,-0.7971324920654297,0.23453864455223083,0.5673905611038208,-0.7971324920654297,0.20651327073574066,0.5769791007041931,-0.7971324920654297,0.17797447741031647,0.5851331353187561,-0.7971324920654297,0.14899320900440216,0.5918324589729309,-0.7971324920654297,0.11964151263237,0.5970604419708252,-0.7971324920654297,0.08999237418174744,0.6008039712905884,-0.7971324920654297,0.06011950597167015,0.6030538082122803,-0.7971324920654297,0.03009716607630253,0.6038044095039368,-0.7971324920654297,1.4788942472664888e-16,0.6427876353263855,-0.7660444378852844,0.0,0.6419885754585266,-0.7660444378852844,-0.0320403166115284,0.6395934820175171,-0.7660444378852844,-0.06400097906589508,0.6356081962585449,-0.7660444378852844,-0.09580252319574356,0.6300427317619324,-0.7660444378852844,-0.12736588716506958,0.6229108572006226,-0.7660444378852844,-0.15861259400844574,0.6142303347587585,-0.7660444378852844,-0.1894649714231491,0.6040228009223938,-0.7660444378852844,-0.21984630823135376,0.5923134684562683,-0.7660444378852844,-0.24968107044696808,0.5791316032409668,-0.7660444378852844,-0.2788950800895691,0.564509928226471,-0.7660444378852844,-0.3074157238006592,0.5484848022460938,-0.7660444378852844,-0.3351720869541168,0.5310960412025452,-0.7660444378852844,-0.3620951473712921,0.5123869180679321,-0.7660444378852844,-0.3881179988384247,0.49240386486053467,-0.7660444378852844,-0.41317591071128845,0.47119665145874023,-0.7660444378852844,-0.43720659613609314,0.4488179683685303,-0.7660444378852844,-0.4601503312587738,0.4253234565258026,-0.7660444378852844,-0.4819500744342804,0.40077152848243713,-0.7660444378852844,-0.5025516152381897,0.37522318959236145,-0.7660444378852844,-0.5219036936759949,0.3487420082092285,-0.7660444378852844,-0.5399582386016846,0.32139381766319275,-0.7660444378852844,-0.5566704273223877,0.2932465672492981,-0.7660444378852844,-0.5719985961914062,0.26437026262283325,-0.7660444378852844,-0.5859046578407288,0.23483668267726898,-0.7660444378852844,-0.5983541011810303,0.20471927523612976,-0.7660444378852844,-0.6093159317970276,0.17409290373325348,-0.7660444378852844,-0.6187629103660583,0.1430336982011795,-0.7660444378852844,-0.626671552658081,0.11161889880895615,-0.7660444378852844,-0.6330222487449646,0.07992659509181976,-0.7660444378852844,-0.637799084186554,0.048035576939582825,-0.7660444378852844,-0.6409902572631836,0.016025139018893242,-0.7660444378852844,-0.6425878405570984,-0.016025139018893242,-0.7660444378852844,-0.6425878405570984,-0.048035576939582825,-0.7660444378852844,-0.6409902572631836,-0.07992659509181976,-0.7660444378852844,-0.637799084186554,-0.11161889880895615,-0.7660444378852844,-0.6330222487449646,-0.1430336982011795,-0.7660444378852844,-0.626671552658081,-0.17409290373325348,-0.7660444378852844,-0.6187629103660583,-0.20471927523612976,-0.7660444378852844,-0.6093159317970276,-0.23483668267726898,-0.7660444378852844,-0.5983541011810303,-0.26437026262283325,-0.7660444378852844,-0.5859046578407288,-0.2932465672492981,-0.7660444378852844,-0.5719985961914062,-0.32139381766319275,-0.7660444378852844,-0.5566704273223877,-0.3487420082092285,-0.7660444378852844,-0.5399582386016846,-0.37522318959236145,-0.7660444378852844,-0.5219036936759949,-0.40077152848243713,-0.7660444378852844,-0.5025516152381897,-0.4253234565258026,-0.7660444378852844,-0.4819500744342804,-0.4488179683685303,-0.7660444378852844,-0.4601503312587738,-0.47119665145874023,-0.7660444378852844,-0.43720659613609314,-0.49240386486053467,-0.7660444378852844,-0.41317591071128845,-0.5123869180679321,-0.7660444378852844,-0.3881179988384247,-0.5310960412025452,-0.7660444378852844,-0.3620951473712921,-0.5484848022460938,-0.7660444378852844,-0.3351720869541168,-0.564509928226471,-0.7660444378852844,-0.3074157238006592,-0.5791316032409668,-0.7660444378852844,-0.2788950800895691,-0.5923134684562683,-0.7660444378852844,-0.24968107044696808,-0.6040228009223938,-0.7660444378852844,-0.21984630823135376,-0.6142303347587585,-0.7660444378852844,-0.1894649714231491,-0.6229108572006226,-0.7660444378852844,-0.15861259400844574,-0.6300427317619324,-0.7660444378852844,-0.12736588716506958,-0.6356081962585449,-0.7660444378852844,-0.09580252319574356,-0.6395934820175171,-0.7660444378852844,-0.06400097906589508,-0.6419885754585266,-0.7660444378852844,-0.0320403166115284,-0.6427876353263855,-0.7660444378852844,-7.871878195995179e-17,-0.6419885754585266,-0.7660444378852844,0.0320403166115284,-0.6395934820175171,-0.7660444378852844,0.06400097906589508,-0.6356081962585449,-0.7660444378852844,0.09580252319574356,-0.6300427317619324,-0.7660444378852844,0.12736588716506958,-0.6229108572006226,-0.7660444378852844,0.15861259400844574,-0.6142303347587585,-0.7660444378852844,0.1894649714231491,-0.6040228009223938,-0.7660444378852844,0.21984630823135376,-0.5923134684562683,-0.7660444378852844,0.24968107044696808,-0.5791316032409668,-0.7660444378852844,0.2788950800895691,-0.564509928226471,-0.7660444378852844,0.3074157238006592,-0.5484848022460938,-0.7660444378852844,0.3351720869541168,-0.5310960412025452,-0.7660444378852844,0.3620951473712921,-0.5123869180679321,-0.7660444378852844,0.3881179988384247,-0.49240386486053467,-0.7660444378852844,0.41317591071128845,-0.47119665145874023,-0.7660444378852844,0.43720659613609314,-0.4488179683685303,-0.7660444378852844,0.4601503312587738,-0.4253234565258026,-0.7660444378852844,0.4819500744342804,-0.40077152848243713,-0.7660444378852844,0.5025516152381897,-0.37522318959236145,-0.7660444378852844,0.5219036936759949,-0.3487420082092285,-0.7660444378852844,0.5399582386016846,-0.32139381766319275,-0.7660444378852844,0.5566704273223877,-0.2932465672492981,-0.7660444378852844,0.5719985961914062,-0.26437026262283325,-0.7660444378852844,0.5859046578407288,-0.23483668267726898,-0.7660444378852844,0.5983541011810303,-0.20471927523612976,-0.7660444378852844,0.6093159317970276,-0.17409290373325348,-0.7660444378852844,0.6187629103660583,-0.1430336982011795,-0.7660444378852844,0.626671552658081,-0.11161889880895615,-0.7660444378852844,0.6330222487449646,-0.07992659509181976,-0.7660444378852844,0.637799084186554,-0.048035576939582825,-0.7660444378852844,0.6409902572631836,-0.016025139018893242,-0.7660444378852844,0.6425878405570984,0.016025139018893242,-0.7660444378852844,0.6425878405570984,0.048035576939582825,-0.7660444378852844,0.6409902572631836,0.07992659509181976,-0.7660444378852844,0.637799084186554,0.11161889880895615,-0.7660444378852844,0.6330222487449646,0.1430336982011795,-0.7660444378852844,0.626671552658081,0.17409290373325348,-0.7660444378852844,0.6187629103660583,0.20471927523612976,-0.7660444378852844,0.6093159317970276,0.23483668267726898,-0.7660444378852844,0.5983541011810303,0.26437026262283325,-0.7660444378852844,0.5859046578407288,0.2932465672492981,-0.7660444378852844,0.5719985961914062,0.32139381766319275,-0.7660444378852844,0.5566704273223877,0.3487420082092285,-0.7660444378852844,0.5399582386016846,0.37522318959236145,-0.7660444378852844,0.5219036936759949,0.40077152848243713,-0.7660444378852844,0.5025516152381897,0.4253234565258026,-0.7660444378852844,0.4819500744342804,0.4488179683685303,-0.7660444378852844,0.4601503312587738,0.47119665145874023,-0.7660444378852844,0.43720659613609314,0.49240386486053467,-0.7660444378852844,0.41317591071128845,0.5123869180679321,-0.7660444378852844,0.3881179988384247,0.5310960412025452,-0.7660444378852844,0.3620951473712921,0.5484848022460938,-0.7660444378852844,0.3351720869541168,0.564509928226471,-0.7660444378852844,0.3074157238006592,0.5791316032409668,-0.7660444378852844,0.2788950800895691,0.5923134684562683,-0.7660444378852844,0.24968107044696808,0.6040228009223938,-0.7660444378852844,0.21984630823135376,0.6142303347587585,-0.7660444378852844,0.1894649714231491,0.6229108572006226,-0.7660444378852844,0.15861259400844574,0.6300427317619324,-0.7660444378852844,0.12736588716506958,0.6356081962585449,-0.7660444378852844,0.09580252319574356,0.6395934820175171,-0.7660444378852844,0.06400097906589508,0.6419885754585266,-0.7660444378852844,0.0320403166115284,0.6427876353263855,-0.7660444378852844,1.5743756391990358e-16,0.6801727414131165,-0.7330518960952759,0.0,0.6793272495269775,-0.7330518960952759,-0.0339038111269474,0.6767928004264832,-0.7330518960952759,-0.0677233338356018,0.6725757718086243,-0.7330518960952759,-0.10137448459863663,0.6666865944862366,-0.7330518960952759,-0.1347736120223999,0.6591399312019348,-0.7330518960952759,-0.16783764958381653,0.6499545574188232,-0.7330518960952759,-0.20048443973064423,0.6391533017158508,-0.7330518960952759,-0.23263277113437653,0.6267629861831665,-0.7330518960952759,-0.2642027735710144,0.6128144860267639,-0.7330518960952759,-0.2951158881187439,0.5973423719406128,-0.7330518960952759,-0.3252953290939331,0.5803852081298828,-0.7330518960952759,-0.3546660244464874,0.5619850754737854,-0.7330518960952759,-0.383154958486557,0.5421878099441528,-0.7330518960952759,-0.4106912910938263,0.52104252576828,-0.7330518960952759,-0.43720659613609314,0.49860191345214844,-0.7330518960952759,-0.46263495087623596,0.47492164373397827,-0.7330518960952759,-0.48691311478614807,0.4500606656074524,-0.7330518960952759,-0.5099807381629944,0.4240807592868805,-0.7330518960952759,-0.531780481338501,0.3970465362071991,-0.7330518960952759,-0.5522580742835999,0.36902517080307007,-0.7330518960952759,-0.5713627338409424,0.3400863707065582,-0.7330518960952759,-0.5890468955039978,0.3103020489215851,-0.7330518960952759,-0.6052665710449219,0.27974626421928406,-0.7330518960952759,-0.6199814081192017,0.24849499762058258,-0.7330518960952759,-0.6331549286842346,0.21662594377994537,-0.7330518960952759,-0.6447543501853943,0.18421830236911774,-0.7330518960952759,-0.6547507643699646,0.1513526737689972,-0.7330518960952759,-0.663119375705719,0.11811075359582901,-0.7330518960952759,-0.6698393821716309,0.08457519859075546,-0.7330518960952759,-0.6748940348625183,0.05082937330007553,-0.7330518960952759,-0.6782708168029785,0.016957176849246025,-0.7330518960952759,-0.6799613237380981,-0.016957176849246025,-0.7330518960952759,-0.6799613237380981,-0.05082937330007553,-0.7330518960952759,-0.6782708168029785,-0.08457519859075546,-0.7330518960952759,-0.6748940348625183,-0.11811075359582901,-0.7330518960952759,-0.6698393821716309,-0.1513526737689972,-0.7330518960952759,-0.663119375705719,-0.18421830236911774,-0.7330518960952759,-0.6547507643699646,-0.21662594377994537,-0.7330518960952759,-0.6447543501853943,-0.24849499762058258,-0.7330518960952759,-0.6331549286842346,-0.27974626421928406,-0.7330518960952759,-0.6199814081192017,-0.3103020489215851,-0.7330518960952759,-0.6052665710449219,-0.3400863707065582,-0.7330518960952759,-0.5890468955039978,-0.36902517080307007,-0.7330518960952759,-0.5713627338409424,-0.3970465362071991,-0.7330518960952759,-0.5522580742835999,-0.4240807592868805,-0.7330518960952759,-0.531780481338501,-0.4500606656074524,-0.7330518960952759,-0.5099807381629944,-0.47492164373397827,-0.7330518960952759,-0.48691311478614807,-0.49860191345214844,-0.7330518960952759,-0.46263495087623596,-0.52104252576828,-0.7330518960952759,-0.43720659613609314,-0.5421878099441528,-0.7330518960952759,-0.4106912910938263,-0.5619850754737854,-0.7330518960952759,-0.383154958486557,-0.5803852081298828,-0.7330518960952759,-0.3546660244464874,-0.5973423719406128,-0.7330518960952759,-0.3252953290939331,-0.6128144860267639,-0.7330518960952759,-0.2951158881187439,-0.6267629861831665,-0.7330518960952759,-0.2642027735710144,-0.6391533017158508,-0.7330518960952759,-0.23263277113437653,-0.6499545574188232,-0.7330518960952759,-0.20048443973064423,-0.6591399312019348,-0.7330518960952759,-0.16783764958381653,-0.6666865944862366,-0.7330518960952759,-0.1347736120223999,-0.6725757718086243,-0.7330518960952759,-0.10137448459863663,-0.6767928004264832,-0.7330518960952759,-0.0677233338356018,-0.6793272495269775,-0.7330518960952759,-0.0339038111269474,-0.6801727414131165,-0.7330518960952759,-8.329713400620419e-17,-0.6793272495269775,-0.7330518960952759,0.0339038111269474,-0.6767928004264832,-0.7330518960952759,0.0677233338356018,-0.6725757718086243,-0.7330518960952759,0.10137448459863663,-0.6666865944862366,-0.7330518960952759,0.1347736120223999,-0.6591399312019348,-0.7330518960952759,0.16783764958381653,-0.6499545574188232,-0.7330518960952759,0.20048443973064423,-0.6391533017158508,-0.7330518960952759,0.23263277113437653,-0.6267629861831665,-0.7330518960952759,0.2642027735710144,-0.6128144860267639,-0.7330518960952759,0.2951158881187439,-0.5973423719406128,-0.7330518960952759,0.3252953290939331,-0.5803852081298828,-0.7330518960952759,0.3546660244464874,-0.5619850754737854,-0.7330518960952759,0.383154958486557,-0.5421878099441528,-0.7330518960952759,0.4106912910938263,-0.52104252576828,-0.7330518960952759,0.43720659613609314,-0.49860191345214844,-0.7330518960952759,0.46263495087623596,-0.47492164373397827,-0.7330518960952759,0.48691311478614807,-0.4500606656074524,-0.7330518960952759,0.5099807381629944,-0.4240807592868805,-0.7330518960952759,0.531780481338501,-0.3970465362071991,-0.7330518960952759,0.5522580742835999,-0.36902517080307007,-0.7330518960952759,0.5713627338409424,-0.3400863707065582,-0.7330518960952759,0.5890468955039978,-0.3103020489215851,-0.7330518960952759,0.6052665710449219,-0.27974626421928406,-0.7330518960952759,0.6199814081192017,-0.24849499762058258,-0.7330518960952759,0.6331549286842346,-0.21662594377994537,-0.7330518960952759,0.6447543501853943,-0.18421830236911774,-0.7330518960952759,0.6547507643699646,-0.1513526737689972,-0.7330518960952759,0.663119375705719,-0.11811075359582901,-0.7330518960952759,0.6698393821716309,-0.08457519859075546,-0.7330518960952759,0.6748940348625183,-0.05082937330007553,-0.7330518960952759,0.6782708168029785,-0.016957176849246025,-0.7330518960952759,0.6799613237380981,0.016957176849246025,-0.7330518960952759,0.6799613237380981,0.05082937330007553,-0.7330518960952759,0.6782708168029785,0.08457519859075546,-0.7330518960952759,0.6748940348625183,0.11811075359582901,-0.7330518960952759,0.6698393821716309,0.1513526737689972,-0.7330518960952759,0.663119375705719,0.18421830236911774,-0.7330518960952759,0.6547507643699646,0.21662594377994537,-0.7330518960952759,0.6447543501853943,0.24849499762058258,-0.7330518960952759,0.6331549286842346,0.27974626421928406,-0.7330518960952759,0.6199814081192017,0.3103020489215851,-0.7330518960952759,0.6052665710449219,0.3400863707065582,-0.7330518960952759,0.5890468955039978,0.36902517080307007,-0.7330518960952759,0.5713627338409424,0.3970465362071991,-0.7330518960952759,0.5522580742835999,0.4240807592868805,-0.7330518960952759,0.531780481338501,0.4500606656074524,-0.7330518960952759,0.5099807381629944,0.47492164373397827,-0.7330518960952759,0.48691311478614807,0.49860191345214844,-0.7330518960952759,0.46263495087623596,0.52104252576828,-0.7330518960952759,0.43720659613609314,0.5421878099441528,-0.7330518960952759,0.4106912910938263,0.5619850754737854,-0.7330518960952759,0.383154958486557,0.5803852081298828,-0.7330518960952759,0.3546660244464874,0.5973423719406128,-0.7330518960952759,0.3252953290939331,0.6128144860267639,-0.7330518960952759,0.2951158881187439,0.6267629861831665,-0.7330518960952759,0.2642027735710144,0.6391533017158508,-0.7330518960952759,0.23263277113437653,0.6499545574188232,-0.7330518960952759,0.20048443973064423,0.6591399312019348,-0.7330518960952759,0.16783764958381653,0.6666865944862366,-0.7330518960952759,0.1347736120223999,0.6725757718086243,-0.7330518960952759,0.10137448459863663,0.6767928004264832,-0.7330518960952759,0.0677233338356018,0.6793272495269775,-0.7330518960952759,0.0339038111269474,0.6801727414131165,-0.7330518960952759,1.6659426801240838e-16,0.7158668637275696,-0.6982368230819702,0.0,0.714976966381073,-0.6982368230819702,-0.03568301722407341,0.7123095393180847,-0.6982368230819702,-0.07127732038497925,0.7078711986541748,-0.6982368230819702,-0.10669441521167755,0.7016729712486267,-0.6982368230819702,-0.14184625446796417,0.6937302947044373,-0.6982368230819702,-0.1766454428434372,0.6840628981590271,-0.6982368230819702,-0.21100546419620514,0.6726948022842407,-0.6982368230819702,-0.24484087526798248,0.6596542596817017,-0.6982368230819702,-0.27806758880615234,0.6449737548828125,-0.6982368230819702,-0.31060299277305603,0.628689706325531,-0.6982368230819702,-0.34236615896224976,0.6108426451683044,-0.6982368230819702,-0.3732781708240509,0.5914769768714905,-0.6982368230819702,-0.4032621681690216,0.5706407427787781,-0.6982368230819702,-0.43224355578422546,0.5483857989311218,-0.6982368230819702,-0.4601503312587738,0.5247675180435181,-0.6982368230819702,-0.48691311478614807,0.49984458088874817,-0.6982368230819702,-0.5124653577804565,0.47367894649505615,-0.6982368230819702,-0.5367435216903687,0.44633567333221436,-0.6982368230819702,-0.5596872568130493,0.4178827404975891,-0.6982368230819702,-0.5812395215034485,0.3883908987045288,-0.6982368230819702,-0.6013467311859131,0.3579334318637848,-0.6982368230819702,-0.6199588775634766,0.3265860974788666,-0.6982368230819702,-0.6370297074317932,0.2944267988204956,-0.6982368230819702,-0.6525168418884277,0.26153552532196045,-0.6982368230819702,-0.6663816571235657,0.22799403965473175,-0.6982368230819702,-0.6785897612571716,0.1938857138156891,-0.6982368230819702,-0.6891108155250549,0.15929536521434784,-0.6982368230819702,-0.6979185938835144,0.12430897355079651,-0.6982368230819702,-0.7049912214279175,0.08901353925466537,-0.6982368230819702,-0.7103111743927002,0.053496796637773514,-0.6982368230819702,-0.7138651609420776,0.017847055569291115,-0.6982368230819702,-0.715644359588623,-0.017847055569291115,-0.6982368230819702,-0.715644359588623,-0.053496796637773514,-0.6982368230819702,-0.7138651609420776,-0.08901353925466537,-0.6982368230819702,-0.7103111743927002,-0.12430897355079651,-0.6982368230819702,-0.7049912214279175,-0.15929536521434784,-0.6982368230819702,-0.6979185938835144,-0.1938857138156891,-0.6982368230819702,-0.6891108155250549,-0.22799403965473175,-0.6982368230819702,-0.6785897612571716,-0.26153552532196045,-0.6982368230819702,-0.6663816571235657,-0.2944267988204956,-0.6982368230819702,-0.6525168418884277,-0.3265860974788666,-0.6982368230819702,-0.6370297074317932,-0.3579334318637848,-0.6982368230819702,-0.6199588775634766,-0.3883908987045288,-0.6982368230819702,-0.6013467311859131,-0.4178827404975891,-0.6982368230819702,-0.5812395215034485,-0.44633567333221436,-0.6982368230819702,-0.5596872568130493,-0.47367894649505615,-0.6982368230819702,-0.5367435216903687,-0.49984458088874817,-0.6982368230819702,-0.5124653577804565,-0.5247675180435181,-0.6982368230819702,-0.48691311478614807,-0.5483857989311218,-0.6982368230819702,-0.4601503312587738,-0.5706407427787781,-0.6982368230819702,-0.43224355578422546,-0.5914769768714905,-0.6982368230819702,-0.4032621681690216,-0.6108426451683044,-0.6982368230819702,-0.3732781708240509,-0.628689706325531,-0.6982368230819702,-0.34236615896224976,-0.6449737548828125,-0.6982368230819702,-0.31060299277305603,-0.6596542596817017,-0.6982368230819702,-0.27806758880615234,-0.6726948022842407,-0.6982368230819702,-0.24484087526798248,-0.6840628981590271,-0.6982368230819702,-0.21100546419620514,-0.6937302947044373,-0.6982368230819702,-0.1766454428434372,-0.7016729712486267,-0.6982368230819702,-0.14184625446796417,-0.7078711986541748,-0.6982368230819702,-0.10669441521167755,-0.7123095393180847,-0.6982368230819702,-0.07127732038497925,-0.714976966381073,-0.6982368230819702,-0.03568301722407341,-0.7158668637275696,-0.6982368230819702,-8.766840634918762e-17,-0.714976966381073,-0.6982368230819702,0.03568301722407341,-0.7123095393180847,-0.6982368230819702,0.07127732038497925,-0.7078711986541748,-0.6982368230819702,0.10669441521167755,-0.7016729712486267,-0.6982368230819702,0.14184625446796417,-0.6937302947044373,-0.6982368230819702,0.1766454428434372,-0.6840628981590271,-0.6982368230819702,0.21100546419620514,-0.6726948022842407,-0.6982368230819702,0.24484087526798248,-0.6596542596817017,-0.6982368230819702,0.27806758880615234,-0.6449737548828125,-0.6982368230819702,0.31060299277305603,-0.628689706325531,-0.6982368230819702,0.34236615896224976,-0.6108426451683044,-0.6982368230819702,0.3732781708240509,-0.5914769768714905,-0.6982368230819702,0.4032621681690216,-0.5706407427787781,-0.6982368230819702,0.43224355578422546,-0.5483857989311218,-0.6982368230819702,0.4601503312587738,-0.5247675180435181,-0.6982368230819702,0.48691311478614807,-0.49984458088874817,-0.6982368230819702,0.5124653577804565,-0.47367894649505615,-0.6982368230819702,0.5367435216903687,-0.44633567333221436,-0.6982368230819702,0.5596872568130493,-0.4178827404975891,-0.6982368230819702,0.5812395215034485,-0.3883908987045288,-0.6982368230819702,0.6013467311859131,-0.3579334318637848,-0.6982368230819702,0.6199588775634766,-0.3265860974788666,-0.6982368230819702,0.6370297074317932,-0.2944267988204956,-0.6982368230819702,0.6525168418884277,-0.26153552532196045,-0.6982368230819702,0.6663816571235657,-0.22799403965473175,-0.6982368230819702,0.6785897612571716,-0.1938857138156891,-0.6982368230819702,0.6891108155250549,-0.15929536521434784,-0.6982368230819702,0.6979185938835144,-0.12430897355079651,-0.6982368230819702,0.7049912214279175,-0.08901353925466537,-0.6982368230819702,0.7103111743927002,-0.053496796637773514,-0.6982368230819702,0.7138651609420776,-0.017847055569291115,-0.6982368230819702,0.715644359588623,0.017847055569291115,-0.6982368230819702,0.715644359588623,0.053496796637773514,-0.6982368230819702,0.7138651609420776,0.08901353925466537,-0.6982368230819702,0.7103111743927002,0.12430897355079651,-0.6982368230819702,0.7049912214279175,0.15929536521434784,-0.6982368230819702,0.6979185938835144,0.1938857138156891,-0.6982368230819702,0.6891108155250549,0.22799403965473175,-0.6982368230819702,0.6785897612571716,0.26153552532196045,-0.6982368230819702,0.6663816571235657,0.2944267988204956,-0.6982368230819702,0.6525168418884277,0.3265860974788666,-0.6982368230819702,0.6370297074317932,0.3579334318637848,-0.6982368230819702,0.6199588775634766,0.3883908987045288,-0.6982368230819702,0.6013467311859131,0.4178827404975891,-0.6982368230819702,0.5812395215034485,0.44633567333221436,-0.6982368230819702,0.5596872568130493,0.47367894649505615,-0.6982368230819702,0.5367435216903687,0.49984458088874817,-0.6982368230819702,0.5124653577804565,0.5247675180435181,-0.6982368230819702,0.48691311478614807,0.5483857989311218,-0.6982368230819702,0.4601503312587738,0.5706407427787781,-0.6982368230819702,0.43224355578422546,0.5914769768714905,-0.6982368230819702,0.4032621681690216,0.6108426451683044,-0.6982368230819702,0.3732781708240509,0.628689706325531,-0.6982368230819702,0.34236615896224976,0.6449737548828125,-0.6982368230819702,0.31060299277305603,0.6596542596817017,-0.6982368230819702,0.27806758880615234,0.6726948022842407,-0.6982368230819702,0.24484087526798248,0.6840628981590271,-0.6982368230819702,0.21100546419620514,0.6937302947044373,-0.6982368230819702,0.1766454428434372,0.7016729712486267,-0.6982368230819702,0.14184625446796417,0.7078711986541748,-0.6982368230819702,0.10669441521167755,0.7123095393180847,-0.6982368230819702,0.07127732038497925,0.714976966381073,-0.6982368230819702,0.03568301722407341,0.7158668637275696,-0.6982368230819702,1.7533681269837523e-16,0.7497811913490295,-0.6616858243942261,0.0,0.7488491535186768,-0.6616858243942261,-0.037373509258031845,0.7460553646087646,-0.6616858243942261,-0.07465410232543945,0.7414067387580872,-0.6616858243942261,-0.1117490902543068,0.7349148988723755,-0.6616858243942261,-0.14856626093387604,0.726595938205719,-0.6616858243942261,-0.1850140541791916,0.7164705395698547,-0.6616858243942261,-0.22100189328193665,0.7045638561248779,-0.6616858243942261,-0.25644028186798096,0.6909055709838867,-0.6616858243942261,-0.2912411093711853,0.6755295395851135,-0.6616858243942261,-0.3253178596496582,0.6584740281105042,-0.6616858243942261,-0.35858583450317383,0.6397814750671387,-0.6616858243942261,-0.39096230268478394,0.6194983124732971,-0.6616858243942261,-0.42236679792404175,0.5976749658584595,-0.6616858243942261,-0.4527212083339691,0.5743657350540161,-0.6616858243942261,-0.4819500744342804,0.549628496170044,-0.6616858243942261,-0.5099807381629944,0.523524820804596,-0.6616858243942261,-0.5367435216903687,0.49611958861351013,-0.6616858243942261,-0.5621718764305115,0.46748092770576477,-0.6616858243942261,-0.5862025618553162,0.43768003582954407,-0.6616858243942261,-0.6087758541107178,0.40679100155830383,-0.6616858243942261,-0.6298356652259827,0.37489059567451477,-0.6616858243942261,-0.6493295431137085,0.3420581817626953,-0.6616858243942261,-0.6672091484069824,0.3083753287792206,-0.6616858243942261,-0.6834299564361572,0.2739258408546448,-0.6616858243942261,-0.69795161485672,0.23879531025886536,-0.6616858243942261,-0.7107381224632263,0.20307108759880066,-0.6616858243942261,-0.7217575907707214,0.1668420135974884,-0.6616858243942261,-0.7309826016426086,0.130198135972023,-0.6616858243942261,-0.738390326499939,0.09323057532310486,-0.6616858243942261,-0.743962287902832,0.05603121966123581,-0.6616858243942261,-0.7476846575737,0.018692564219236374,-0.6616858243942261,-0.7495481371879578,-0.018692564219236374,-0.6616858243942261,-0.7495481371879578,-0.05603121966123581,-0.6616858243942261,-0.7476846575737,-0.09323057532310486,-0.6616858243942261,-0.743962287902832,-0.130198135972023,-0.6616858243942261,-0.738390326499939,-0.1668420135974884,-0.6616858243942261,-0.7309826016426086,-0.20307108759880066,-0.6616858243942261,-0.7217575907707214,-0.23879531025886536,-0.6616858243942261,-0.7107381224632263,-0.2739258408546448,-0.6616858243942261,-0.69795161485672,-0.3083753287792206,-0.6616858243942261,-0.6834299564361572,-0.3420581817626953,-0.6616858243942261,-0.6672091484069824,-0.37489059567451477,-0.6616858243942261,-0.6493295431137085,-0.40679100155830383,-0.6616858243942261,-0.6298356652259827,-0.43768003582954407,-0.6616858243942261,-0.6087758541107178,-0.46748092770576477,-0.6616858243942261,-0.5862025618553162,-0.49611958861351013,-0.6616858243942261,-0.5621718764305115,-0.523524820804596,-0.6616858243942261,-0.5367435216903687,-0.549628496170044,-0.6616858243942261,-0.5099807381629944,-0.5743657350540161,-0.6616858243942261,-0.4819500744342804,-0.5976749658584595,-0.6616858243942261,-0.4527212083339691,-0.6194983124732971,-0.6616858243942261,-0.42236679792404175,-0.6397814750671387,-0.6616858243942261,-0.39096230268478394,-0.6584740281105042,-0.6616858243942261,-0.35858583450317383,-0.6755295395851135,-0.6616858243942261,-0.3253178596496582,-0.6909055709838867,-0.6616858243942261,-0.2912411093711853,-0.7045638561248779,-0.6616858243942261,-0.25644028186798096,-0.7164705395698547,-0.6616858243942261,-0.22100189328193665,-0.726595938205719,-0.6616858243942261,-0.1850140541791916,-0.7349148988723755,-0.6616858243942261,-0.14856626093387604,-0.7414067387580872,-0.6616858243942261,-0.1117490902543068,-0.7460553646087646,-0.6616858243942261,-0.07465410232543945,-0.7488491535186768,-0.6616858243942261,-0.037373509258031845,-0.7497811913490295,-0.6616858243942261,-9.182171329204087e-17,-0.7488491535186768,-0.6616858243942261,0.037373509258031845,-0.7460553646087646,-0.6616858243942261,0.07465410232543945,-0.7414067387580872,-0.6616858243942261,0.1117490902543068,-0.7349148988723755,-0.6616858243942261,0.14856626093387604,-0.726595938205719,-0.6616858243942261,0.1850140541791916,-0.7164705395698547,-0.6616858243942261,0.22100189328193665,-0.7045638561248779,-0.6616858243942261,0.25644028186798096,-0.6909055709838867,-0.6616858243942261,0.2912411093711853,-0.6755295395851135,-0.6616858243942261,0.3253178596496582,-0.6584740281105042,-0.6616858243942261,0.35858583450317383,-0.6397814750671387,-0.6616858243942261,0.39096230268478394,-0.6194983124732971,-0.6616858243942261,0.42236679792404175,-0.5976749658584595,-0.6616858243942261,0.4527212083339691,-0.5743657350540161,-0.6616858243942261,0.4819500744342804,-0.549628496170044,-0.6616858243942261,0.5099807381629944,-0.523524820804596,-0.6616858243942261,0.5367435216903687,-0.49611958861351013,-0.6616858243942261,0.5621718764305115,-0.46748092770576477,-0.6616858243942261,0.5862025618553162,-0.43768003582954407,-0.6616858243942261,0.6087758541107178,-0.40679100155830383,-0.6616858243942261,0.6298356652259827,-0.37489059567451477,-0.6616858243942261,0.6493295431137085,-0.3420581817626953,-0.6616858243942261,0.6672091484069824,-0.3083753287792206,-0.6616858243942261,0.6834299564361572,-0.2739258408546448,-0.6616858243942261,0.69795161485672,-0.23879531025886536,-0.6616858243942261,0.7107381224632263,-0.20307108759880066,-0.6616858243942261,0.7217575907707214,-0.1668420135974884,-0.6616858243942261,0.7309826016426086,-0.130198135972023,-0.6616858243942261,0.738390326499939,-0.09323057532310486,-0.6616858243942261,0.743962287902832,-0.05603121966123581,-0.6616858243942261,0.7476846575737,-0.018692564219236374,-0.6616858243942261,0.7495481371879578,0.018692564219236374,-0.6616858243942261,0.7495481371879578,0.05603121966123581,-0.6616858243942261,0.7476846575737,0.09323057532310486,-0.6616858243942261,0.743962287902832,0.130198135972023,-0.6616858243942261,0.738390326499939,0.1668420135974884,-0.6616858243942261,0.7309826016426086,0.20307108759880066,-0.6616858243942261,0.7217575907707214,0.23879531025886536,-0.6616858243942261,0.7107381224632263,0.2739258408546448,-0.6616858243942261,0.69795161485672,0.3083753287792206,-0.6616858243942261,0.6834299564361572,0.3420581817626953,-0.6616858243942261,0.6672091484069824,0.37489059567451477,-0.6616858243942261,0.6493295431137085,0.40679100155830383,-0.6616858243942261,0.6298356652259827,0.43768003582954407,-0.6616858243942261,0.6087758541107178,0.46748092770576477,-0.6616858243942261,0.5862025618553162,0.49611958861351013,-0.6616858243942261,0.5621718764305115,0.523524820804596,-0.6616858243942261,0.5367435216903687,0.549628496170044,-0.6616858243942261,0.5099807381629944,0.5743657350540161,-0.6616858243942261,0.4819500744342804,0.5976749658584595,-0.6616858243942261,0.4527212083339691,0.6194983124732971,-0.6616858243942261,0.42236679792404175,0.6397814750671387,-0.6616858243942261,0.39096230268478394,0.6584740281105042,-0.6616858243942261,0.35858583450317383,0.6755295395851135,-0.6616858243942261,0.3253178596496582,0.6909055709838867,-0.6616858243942261,0.2912411093711853,0.7045638561248779,-0.6616858243942261,0.25644028186798096,0.7164705395698547,-0.6616858243942261,0.22100189328193665,0.726595938205719,-0.6616858243942261,0.1850140541791916,0.7349148988723755,-0.6616858243942261,0.14856626093387604,0.7414067387580872,-0.6616858243942261,0.1117490902543068,0.7460553646087646,-0.6616858243942261,0.07465410232543945,0.7488491535186768,-0.6616858243942261,0.037373509258031845,0.7497811913490295,-0.6616858243942261,1.8364342658408174e-16,0.7818315029144287,-0.6234897971153259,0.0,0.7808595895767212,-0.6234897971153259,-0.038971081376075745,0.777946412563324,-0.6234897971153259,-0.07784527540206909,0.7730990648269653,-0.6234897971153259,-0.11652593314647675,0.7663297057151794,-0.6234897971153259,-0.1549168974161148,0.757655143737793,-0.6234897971153259,-0.1929226964712143,0.7470968961715698,-0.6234897971153259,-0.2304488718509674,0.734681248664856,-0.6234897971153259,-0.26740211248397827,0.7204391360282898,-0.6234897971153259,-0.3036905527114868,0.7044058442115784,-0.6234897971153259,-0.3392239809036255,0.6866212487220764,-0.6234897971153259,-0.3739140033721924,0.6671296954154968,-0.6234897971153259,-0.4076744616031647,0.6459794640541077,-0.6234897971153259,-0.44042134284973145,0.6232233047485352,-0.6234897971153259,-0.4720732867717743,0.5989176630973816,-0.6234897971153259,-0.5025516152381897,0.573123037815094,-0.6234897971153259,-0.531780481338501,0.5459035038948059,-0.6234897971153259,-0.5596872568130493,0.517326831817627,-0.6234897971153259,-0.5862025618553162,0.48746395111083984,-0.6234897971153259,-0.6112604737281799,0.4563891887664795,-0.6234897971153259,-0.6347987055778503,0.4241797626018524,-0.6234897971153259,-0.656758725643158,0.39091575145721436,-0.6234897971153259,-0.6770859360694885,0.35667985677719116,-0.6234897971153259,-0.6957297921180725,0.3215571939945221,-0.6234897971153259,-0.7126439809799194,0.2856351137161255,-0.6234897971153259,-0.7277864217758179,0.24900288879871368,-0.6234897971153259,-0.7411194443702698,0.21175161004066467,-0.6234897971153259,-0.7526099681854248,0.17397387325763702,-0.6234897971153259,-0.762229323387146,0.13576361536979675,-0.6234897971153259,-0.769953727722168,0.09721582382917404,-0.6234897971153259,-0.7757638692855835,0.05842633917927742,-0.6234897971153259,-0.7796453237533569,0.01949159987270832,-0.6234897971153259,-0.7815884947776794,-0.01949159987270832,-0.6234897971153259,-0.7815884947776794,-0.05842633917927742,-0.6234897971153259,-0.7796453237533569,-0.09721582382917404,-0.6234897971153259,-0.7757638692855835,-0.13576361536979675,-0.6234897971153259,-0.769953727722168,-0.17397387325763702,-0.6234897971153259,-0.762229323387146,-0.21175161004066467,-0.6234897971153259,-0.7526099681854248,-0.24900288879871368,-0.6234897971153259,-0.7411194443702698,-0.2856351137161255,-0.6234897971153259,-0.7277864217758179,-0.3215571939945221,-0.6234897971153259,-0.7126439809799194,-0.35667985677719116,-0.6234897971153259,-0.6957297921180725,-0.39091575145721436,-0.6234897971153259,-0.6770859360694885,-0.4241797626018524,-0.6234897971153259,-0.656758725643158,-0.4563891887664795,-0.6234897971153259,-0.6347987055778503,-0.48746395111083984,-0.6234897971153259,-0.6112604737281799,-0.517326831817627,-0.6234897971153259,-0.5862025618553162,-0.5459035038948059,-0.6234897971153259,-0.5596872568130493,-0.573123037815094,-0.6234897971153259,-0.531780481338501,-0.5989176630973816,-0.6234897971153259,-0.5025516152381897,-0.6232233047485352,-0.6234897971153259,-0.4720732867717743,-0.6459794640541077,-0.6234897971153259,-0.44042134284973145,-0.6671296954154968,-0.6234897971153259,-0.4076744616031647,-0.6866212487220764,-0.6234897971153259,-0.3739140033721924,-0.7044058442115784,-0.6234897971153259,-0.3392239809036255,-0.7204391360282898,-0.6234897971153259,-0.3036905527114868,-0.734681248664856,-0.6234897971153259,-0.26740211248397827,-0.7470968961715698,-0.6234897971153259,-0.2304488718509674,-0.757655143737793,-0.6234897971153259,-0.1929226964712143,-0.7663297057151794,-0.6234897971153259,-0.1549168974161148,-0.7730990648269653,-0.6234897971153259,-0.11652593314647675,-0.777946412563324,-0.6234897971153259,-0.07784527540206909,-0.7808595895767212,-0.6234897971153259,-0.038971081376075745,-0.7818315029144287,-0.6234897971153259,-9.574674485560909e-17,-0.7808595895767212,-0.6234897971153259,0.038971081376075745,-0.777946412563324,-0.6234897971153259,0.07784527540206909,-0.7730990648269653,-0.6234897971153259,0.11652593314647675,-0.7663297057151794,-0.6234897971153259,0.1549168974161148,-0.757655143737793,-0.6234897971153259,0.1929226964712143,-0.7470968961715698,-0.6234897971153259,0.2304488718509674,-0.734681248664856,-0.6234897971153259,0.26740211248397827,-0.7204391360282898,-0.6234897971153259,0.3036905527114868,-0.7044058442115784,-0.6234897971153259,0.3392239809036255,-0.6866212487220764,-0.6234897971153259,0.3739140033721924,-0.6671296954154968,-0.6234897971153259,0.4076744616031647,-0.6459794640541077,-0.6234897971153259,0.44042134284973145,-0.6232233047485352,-0.6234897971153259,0.4720732867717743,-0.5989176630973816,-0.6234897971153259,0.5025516152381897,-0.573123037815094,-0.6234897971153259,0.531780481338501,-0.5459035038948059,-0.6234897971153259,0.5596872568130493,-0.517326831817627,-0.6234897971153259,0.5862025618553162,-0.48746395111083984,-0.6234897971153259,0.6112604737281799,-0.4563891887664795,-0.6234897971153259,0.6347987055778503,-0.4241797626018524,-0.6234897971153259,0.656758725643158,-0.39091575145721436,-0.6234897971153259,0.6770859360694885,-0.35667985677719116,-0.6234897971153259,0.6957297921180725,-0.3215571939945221,-0.6234897971153259,0.7126439809799194,-0.2856351137161255,-0.6234897971153259,0.7277864217758179,-0.24900288879871368,-0.6234897971153259,0.7411194443702698,-0.21175161004066467,-0.6234897971153259,0.7526099681854248,-0.17397387325763702,-0.6234897971153259,0.762229323387146,-0.13576361536979675,-0.6234897971153259,0.769953727722168,-0.09721582382917404,-0.6234897971153259,0.7757638692855835,-0.05842633917927742,-0.6234897971153259,0.7796453237533569,-0.01949159987270832,-0.6234897971153259,0.7815884947776794,0.01949159987270832,-0.6234897971153259,0.7815884947776794,0.05842633917927742,-0.6234897971153259,0.7796453237533569,0.09721582382917404,-0.6234897971153259,0.7757638692855835,0.13576361536979675,-0.6234897971153259,0.769953727722168,0.17397387325763702,-0.6234897971153259,0.762229323387146,0.21175161004066467,-0.6234897971153259,0.7526099681854248,0.24900288879871368,-0.6234897971153259,0.7411194443702698,0.2856351137161255,-0.6234897971153259,0.7277864217758179,0.3215571939945221,-0.6234897971153259,0.7126439809799194,0.35667985677719116,-0.6234897971153259,0.6957297921180725,0.39091575145721436,-0.6234897971153259,0.6770859360694885,0.4241797626018524,-0.6234897971153259,0.656758725643158,0.4563891887664795,-0.6234897971153259,0.6347987055778503,0.48746395111083984,-0.6234897971153259,0.6112604737281799,0.517326831817627,-0.6234897971153259,0.5862025618553162,0.5459035038948059,-0.6234897971153259,0.5596872568130493,0.573123037815094,-0.6234897971153259,0.531780481338501,0.5989176630973816,-0.6234897971153259,0.5025516152381897,0.6232233047485352,-0.6234897971153259,0.4720732867717743,0.6459794640541077,-0.6234897971153259,0.44042134284973145,0.6671296954154968,-0.6234897971153259,0.4076744616031647,0.6866212487220764,-0.6234897971153259,0.3739140033721924,0.7044058442115784,-0.6234897971153259,0.3392239809036255,0.7204391360282898,-0.6234897971153259,0.3036905527114868,0.734681248664856,-0.6234897971153259,0.26740211248397827,0.7470968961715698,-0.6234897971153259,0.2304488718509674,0.757655143737793,-0.6234897971153259,0.1929226964712143,0.7663297057151794,-0.6234897971153259,0.1549168974161148,0.7730990648269653,-0.6234897971153259,0.11652593314647675,0.777946412563324,-0.6234897971153259,0.07784527540206909,0.7808595895767212,-0.6234897971153259,0.038971081376075745,0.7818315029144287,-0.6234897971153259,1.9149348971121818e-16,0.8119379878044128,-0.583743691444397,0.0,0.8109287023544312,-0.583743691444397,-0.040471769869327545,0.8079032897949219,-0.583743691444397,-0.08084291964769363,0.8028693199157715,-0.583743691444397,-0.1210130825638771,0.7958393096923828,-0.583743691444397,-0.1608823835849762,0.7868306636810303,-0.583743691444397,-0.20035171508789062,0.7758658528327942,-0.583743691444397,-0.23932293057441711,0.7629721760749817,-0.583743691444397,-0.27769914269447327,0.7481815814971924,-0.583743691444397,-0.31538498401641846,0.7315308451652527,-0.583743691444397,-0.352286696434021,0.7130614519119263,-0.583743691444397,-0.38831257820129395,0.6928192973136902,-0.583743691444397,-0.4233730733394623,0.6708546876907349,-0.583743691444397,-0.4573809504508972,0.6472221612930298,-0.583743691444397,-0.490251749753952,0.621980607509613,-0.583743691444397,-0.5219036936759949,0.5951926708221436,-0.583743691444397,-0.5522580742835999,0.5669249892234802,-0.583743691444397,-0.5812395215034485,0.537247896194458,-0.583743691444397,-0.6087758541107178,0.5062350630760193,-0.583743691444397,-0.6347987055778503,0.4739636778831482,-0.583743691444397,-0.6592433452606201,0.44051393866539,-0.583743691444397,-0.6820489764213562,0.4059689939022064,-0.583743691444397,-0.7031589150428772,0.37041476368904114,-0.583743691444397,-0.7225207686424255,0.33393964171409607,-0.583743691444397,-0.7400862574577332,0.2966342568397522,-0.583743691444397,-0.7558117508888245,0.2585914134979248,-0.583743691444397,-0.7696582674980164,0.21990567445755005,-0.583743691444397,-0.7815912365913391,0.18067319691181183,-0.583743691444397,-0.7915810346603394,0.14099155366420746,-0.583743691444397,-0.7996028661727905,0.10095938295125961,-0.583743691444397,-0.8056367039680481,0.060676202178001404,-0.583743691444397,-0.8096676468849182,0.020242176949977875,-0.583743691444397,-0.8116856217384338,-0.020242176949977875,-0.583743691444397,-0.8116856217384338,-0.060676202178001404,-0.583743691444397,-0.8096676468849182,-0.10095938295125961,-0.583743691444397,-0.8056367039680481,-0.14099155366420746,-0.583743691444397,-0.7996028661727905,-0.18067319691181183,-0.583743691444397,-0.7915810346603394,-0.21990567445755005,-0.583743691444397,-0.7815912365913391,-0.2585914134979248,-0.583743691444397,-0.7696582674980164,-0.2966342568397522,-0.583743691444397,-0.7558117508888245,-0.33393964171409607,-0.583743691444397,-0.7400862574577332,-0.37041476368904114,-0.583743691444397,-0.7225207686424255,-0.4059689939022064,-0.583743691444397,-0.7031589150428772,-0.44051393866539,-0.583743691444397,-0.6820489764213562,-0.4739636778831482,-0.583743691444397,-0.6592433452606201,-0.5062350630760193,-0.583743691444397,-0.6347987055778503,-0.537247896194458,-0.583743691444397,-0.6087758541107178,-0.5669249892234802,-0.583743691444397,-0.5812395215034485,-0.5951926708221436,-0.583743691444397,-0.5522580742835999,-0.621980607509613,-0.583743691444397,-0.5219036936759949,-0.6472221612930298,-0.583743691444397,-0.490251749753952,-0.6708546876907349,-0.583743691444397,-0.4573809504508972,-0.6928192973136902,-0.583743691444397,-0.4233730733394623,-0.7130614519119263,-0.583743691444397,-0.38831257820129395,-0.7315308451652527,-0.583743691444397,-0.352286696434021,-0.7481815814971924,-0.583743691444397,-0.31538498401641846,-0.7629721760749817,-0.583743691444397,-0.27769914269447327,-0.7758658528327942,-0.583743691444397,-0.23932293057441711,-0.7868306636810303,-0.583743691444397,-0.20035171508789062,-0.7958393096923828,-0.583743691444397,-0.1608823835849762,-0.8028693199157715,-0.583743691444397,-0.1210130825638771,-0.8079032897949219,-0.583743691444397,-0.08084291964769363,-0.8109287023544312,-0.583743691444397,-0.040471769869327545,-0.8119379878044128,-0.583743691444397,-9.943372707377435e-17,-0.8109287023544312,-0.583743691444397,0.040471769869327545,-0.8079032897949219,-0.583743691444397,0.08084291964769363,-0.8028693199157715,-0.583743691444397,0.1210130825638771,-0.7958393096923828,-0.583743691444397,0.1608823835849762,-0.7868306636810303,-0.583743691444397,0.20035171508789062,-0.7758658528327942,-0.583743691444397,0.23932293057441711,-0.7629721760749817,-0.583743691444397,0.27769914269447327,-0.7481815814971924,-0.583743691444397,0.31538498401641846,-0.7315308451652527,-0.583743691444397,0.352286696434021,-0.7130614519119263,-0.583743691444397,0.38831257820129395,-0.6928192973136902,-0.583743691444397,0.4233730733394623,-0.6708546876907349,-0.583743691444397,0.4573809504508972,-0.6472221612930298,-0.583743691444397,0.490251749753952,-0.621980607509613,-0.583743691444397,0.5219036936759949,-0.5951926708221436,-0.583743691444397,0.5522580742835999,-0.5669249892234802,-0.583743691444397,0.5812395215034485,-0.537247896194458,-0.583743691444397,0.6087758541107178,-0.5062350630760193,-0.583743691444397,0.6347987055778503,-0.4739636778831482,-0.583743691444397,0.6592433452606201,-0.44051393866539,-0.583743691444397,0.6820489764213562,-0.4059689939022064,-0.583743691444397,0.7031589150428772,-0.37041476368904114,-0.583743691444397,0.7225207686424255,-0.33393964171409607,-0.583743691444397,0.7400862574577332,-0.2966342568397522,-0.583743691444397,0.7558117508888245,-0.2585914134979248,-0.583743691444397,0.7696582674980164,-0.21990567445755005,-0.583743691444397,0.7815912365913391,-0.18067319691181183,-0.583743691444397,0.7915810346603394,-0.14099155366420746,-0.583743691444397,0.7996028661727905,-0.10095938295125961,-0.583743691444397,0.8056367039680481,-0.060676202178001404,-0.583743691444397,0.8096676468849182,-0.020242176949977875,-0.583743691444397,0.8116856217384338,0.020242176949977875,-0.583743691444397,0.8116856217384338,0.060676202178001404,-0.583743691444397,0.8096676468849182,0.10095938295125961,-0.583743691444397,0.8056367039680481,0.14099155366420746,-0.583743691444397,0.7996028661727905,0.18067319691181183,-0.583743691444397,0.7915810346603394,0.21990567445755005,-0.583743691444397,0.7815912365913391,0.2585914134979248,-0.583743691444397,0.7696582674980164,0.2966342568397522,-0.583743691444397,0.7558117508888245,0.33393964171409607,-0.583743691444397,0.7400862574577332,0.37041476368904114,-0.583743691444397,0.7225207686424255,0.4059689939022064,-0.583743691444397,0.7031589150428772,0.44051393866539,-0.583743691444397,0.6820489764213562,0.4739636778831482,-0.583743691444397,0.6592433452606201,0.5062350630760193,-0.583743691444397,0.6347987055778503,0.537247896194458,-0.583743691444397,0.6087758541107178,0.5669249892234802,-0.583743691444397,0.5812395215034485,0.5951926708221436,-0.583743691444397,0.5522580742835999,0.621980607509613,-0.583743691444397,0.5219036936759949,0.6472221612930298,-0.583743691444397,0.490251749753952,0.6708546876907349,-0.583743691444397,0.4573809504508972,0.6928192973136902,-0.583743691444397,0.4233730733394623,0.7130614519119263,-0.583743691444397,0.38831257820129395,0.7315308451652527,-0.583743691444397,0.352286696434021,0.7481815814971924,-0.583743691444397,0.31538498401641846,0.7629721760749817,-0.583743691444397,0.27769914269447327,0.7758658528327942,-0.583743691444397,0.23932293057441711,0.7868306636810303,-0.583743691444397,0.20035171508789062,0.7958393096923828,-0.583743691444397,0.1608823835849762,0.8028693199157715,-0.583743691444397,0.1210130825638771,0.8079032897949219,-0.583743691444397,0.08084291964769363,0.8109287023544312,-0.583743691444397,0.040471769869327545,0.8119379878044128,-0.583743691444397,1.988674541475487e-16,0.8400259017944336,-0.542546272277832,0.0,0.8389816880226135,-0.542546272277832,-0.04187183454632759,0.8358516693115234,-0.542546272277832,-0.08363956958055496,0.8306435346603394,-0.542546272277832,-0.1251993626356125,0.8233702778816223,-0.542546272277832,-0.16644789278507233,0.814050018787384,-0.542546272277832,-0.20728261768817902,0.8027059435844421,-0.542546272277832,-0.24760198593139648,0.7893661856651306,-0.542546272277832,-0.2873057723045349,0.7740638852119446,-0.542546272277832,-0.32629528641700745,0.7568371891975403,-0.542546272277832,-0.3644735813140869,0.7377288937568665,-0.542546272277832,-0.4017457365989685,0.7167864441871643,-0.542546272277832,-0.4380190968513489,0.6940619945526123,-0.542546272277832,-0.4732034504413605,0.6696119904518127,-0.542546272277832,-0.5072113275527954,0.6434971690177917,-0.542546272277832,-0.5399582386016846,0.6157825589179993,-0.542546272277832,-0.5713627338409424,0.5865370035171509,-0.542546272277832,-0.6013467311859131,0.5558332800865173,-0.542546272277832,-0.6298356652259827,0.5237476229667664,-0.542546272277832,-0.656758725643158,0.4903598129749298,-0.542546272277832,-0.6820489764213562,0.4557529389858246,-0.542546272277832,-0.7056435346603394,0.4200129508972168,-0.542546272277832,-0.7274838089942932,0.38322877883911133,-0.542546272277832,-0.7475153803825378,0.34549182653427124,-0.542546272277832,-0.7656885385513306,0.3068959414958954,-0.542546272277832,-0.7819581031799316,0.26753702759742737,-0.542546272277832,-0.7962835431098938,0.22751301527023315,-0.542546272277832,-0.8086293339729309,0.18692335486412048,-0.542546272277832,-0.8189647197723389,0.14586897194385529,-0.542546272277832,-0.8272640705108643,0.10445193201303482,-0.542546272277832,-0.8335066437721252,0.06277521699666977,-0.542546272277832,-0.8376770615577698,0.020942427217960358,-0.542546272277832,-0.8397648334503174,-0.020942427217960358,-0.542546272277832,-0.8397648334503174,-0.06277521699666977,-0.542546272277832,-0.8376770615577698,-0.10445193201303482,-0.542546272277832,-0.8335066437721252,-0.14586897194385529,-0.542546272277832,-0.8272640705108643,-0.18692335486412048,-0.542546272277832,-0.8189647197723389,-0.22751301527023315,-0.542546272277832,-0.8086293339729309,-0.26753702759742737,-0.542546272277832,-0.7962835431098938,-0.3068959414958954,-0.542546272277832,-0.7819581031799316,-0.34549182653427124,-0.542546272277832,-0.7656885385513306,-0.38322877883911133,-0.542546272277832,-0.7475153803825378,-0.4200129508972168,-0.542546272277832,-0.7274838089942932,-0.4557529389858246,-0.542546272277832,-0.7056435346603394,-0.4903598129749298,-0.542546272277832,-0.6820489764213562,-0.5237476229667664,-0.542546272277832,-0.656758725643158,-0.5558332800865173,-0.542546272277832,-0.6298356652259827,-0.5865370035171509,-0.542546272277832,-0.6013467311859131,-0.6157825589179993,-0.542546272277832,-0.5713627338409424,-0.6434971690177917,-0.542546272277832,-0.5399582386016846,-0.6696119904518127,-0.542546272277832,-0.5072113275527954,-0.6940619945526123,-0.542546272277832,-0.4732034504413605,-0.7167864441871643,-0.542546272277832,-0.4380190968513489,-0.7377288937568665,-0.542546272277832,-0.4017457365989685,-0.7568371891975403,-0.542546272277832,-0.3644735813140869,-0.7740638852119446,-0.542546272277832,-0.32629528641700745,-0.7893661856651306,-0.542546272277832,-0.2873057723045349,-0.8027059435844421,-0.542546272277832,-0.24760198593139648,-0.814050018787384,-0.542546272277832,-0.20728261768817902,-0.8233702778816223,-0.542546272277832,-0.16644789278507233,-0.8306435346603394,-0.542546272277832,-0.1251993626356125,-0.8358516693115234,-0.542546272277832,-0.08363956958055496,-0.8389816880226135,-0.542546272277832,-0.04187183454632759,-0.8400259017944336,-0.542546272277832,-1.0287350802023936e-16,-0.8389816880226135,-0.542546272277832,0.04187183454632759,-0.8358516693115234,-0.542546272277832,0.08363956958055496,-0.8306435346603394,-0.542546272277832,0.1251993626356125,-0.8233702778816223,-0.542546272277832,0.16644789278507233,-0.814050018787384,-0.542546272277832,0.20728261768817902,-0.8027059435844421,-0.542546272277832,0.24760198593139648,-0.7893661856651306,-0.542546272277832,0.2873057723045349,-0.7740638852119446,-0.542546272277832,0.32629528641700745,-0.7568371891975403,-0.542546272277832,0.3644735813140869,-0.7377288937568665,-0.542546272277832,0.4017457365989685,-0.7167864441871643,-0.542546272277832,0.4380190968513489,-0.6940619945526123,-0.542546272277832,0.4732034504413605,-0.6696119904518127,-0.542546272277832,0.5072113275527954,-0.6434971690177917,-0.542546272277832,0.5399582386016846,-0.6157825589179993,-0.542546272277832,0.5713627338409424,-0.5865370035171509,-0.542546272277832,0.6013467311859131,-0.5558332800865173,-0.542546272277832,0.6298356652259827,-0.5237476229667664,-0.542546272277832,0.656758725643158,-0.4903598129749298,-0.542546272277832,0.6820489764213562,-0.4557529389858246,-0.542546272277832,0.7056435346603394,-0.4200129508972168,-0.542546272277832,0.7274838089942932,-0.38322877883911133,-0.542546272277832,0.7475153803825378,-0.34549182653427124,-0.542546272277832,0.7656885385513306,-0.3068959414958954,-0.542546272277832,0.7819581031799316,-0.26753702759742737,-0.542546272277832,0.7962835431098938,-0.22751301527023315,-0.542546272277832,0.8086293339729309,-0.18692335486412048,-0.542546272277832,0.8189647197723389,-0.14586897194385529,-0.542546272277832,0.8272640705108643,-0.10445193201303482,-0.542546272277832,0.8335066437721252,-0.06277521699666977,-0.542546272277832,0.8376770615577698,-0.020942427217960358,-0.542546272277832,0.8397648334503174,0.020942427217960358,-0.542546272277832,0.8397648334503174,0.06277521699666977,-0.542546272277832,0.8376770615577698,0.10445193201303482,-0.542546272277832,0.8335066437721252,0.14586897194385529,-0.542546272277832,0.8272640705108643,0.18692335486412048,-0.542546272277832,0.8189647197723389,0.22751301527023315,-0.542546272277832,0.8086293339729309,0.26753702759742737,-0.542546272277832,0.7962835431098938,0.3068959414958954,-0.542546272277832,0.7819581031799316,0.34549182653427124,-0.542546272277832,0.7656885385513306,0.38322877883911133,-0.542546272277832,0.7475153803825378,0.4200129508972168,-0.542546272277832,0.7274838089942932,0.4557529389858246,-0.542546272277832,0.7056435346603394,0.4903598129749298,-0.542546272277832,0.6820489764213562,0.5237476229667664,-0.542546272277832,0.656758725643158,0.5558332800865173,-0.542546272277832,0.6298356652259827,0.5865370035171509,-0.542546272277832,0.6013467311859131,0.6157825589179993,-0.542546272277832,0.5713627338409424,0.6434971690177917,-0.542546272277832,0.5399582386016846,0.6696119904518127,-0.542546272277832,0.5072113275527954,0.6940619945526123,-0.542546272277832,0.4732034504413605,0.7167864441871643,-0.542546272277832,0.4380190968513489,0.7377288937568665,-0.542546272277832,0.4017457365989685,0.7568371891975403,-0.542546272277832,0.3644735813140869,0.7740638852119446,-0.542546272277832,0.32629528641700745,0.7893661856651306,-0.542546272277832,0.2873057723045349,0.8027059435844421,-0.542546272277832,0.24760198593139648,0.814050018787384,-0.542546272277832,0.20728261768817902,0.8233702778816223,-0.542546272277832,0.16644789278507233,0.8306435346603394,-0.542546272277832,0.1251993626356125,0.8358516693115234,-0.542546272277832,0.08363956958055496,0.8389816880226135,-0.542546272277832,0.04187183454632759,0.8400259017944336,-0.542546272277832,2.0574701604047873e-16,0.8660253882408142,-0.5,0.0,0.8649488687515259,-0.5,-0.043167803436517715,0.861721932888031,-0.5,-0.08622828125953674,0.8563526272773743,-0.5,-0.12907439470291138,0.8488543033599854,-0.5,-0.1715995967388153,0.8392455577850342,-0.5,-0.21369817852973938,0.8275503516197205,-0.5,-0.255265474319458,0.813797652721405,-0.5,-0.29619812965393066,0.7980217933654785,-0.5,-0.33639439940452576,0.7802619338035583,-0.5,-0.37575432658195496,0.7605621814727783,-0.5,-0.41418009996414185,0.7389715909957886,-0.5,-0.4515761435031891,0.7155437469482422,-0.5,-0.48784947395324707,0.6903370022773743,-0.5,-0.522909939289093,0.663413941860199,-0.5,-0.5566704273223877,0.6348415613174438,-0.5,-0.5890468955039978,0.6046908497810364,-0.5,-0.6199588775634766,0.5730367302894592,-0.5,-0.6493295431137085,0.5399580001831055,-0.5,-0.6770859360694885,0.5055368542671204,-0.5,-0.7031589150428772,0.469858855009079,-0.5,-0.7274838089942932,0.4330126941204071,-0.5,-0.75,0.3950900137424469,-0.5,-0.7706515789031982,0.35618507862091064,-0.5,-0.7893872261047363,0.3163945972919464,-0.5,-0.8061603307723999,0.27581754326820374,-0.5,-0.8209291696548462,0.234554722905159,-0.5,-0.8336570262908936,0.19270877540111542,-0.5,-0.844312310218811,0.15038372576236725,-0.5,-0.8528685569763184,0.10768480598926544,-0.5,-0.8593043684959412,0.06471815705299377,-0.5,-0.8636038303375244,0.021590612828731537,-0.5,-0.8657562136650085,-0.021590612828731537,-0.5,-0.8657562136650085,-0.06471815705299377,-0.5,-0.8636038303375244,-0.10768480598926544,-0.5,-0.8593043684959412,-0.15038372576236725,-0.5,-0.8528685569763184,-0.19270877540111542,-0.5,-0.844312310218811,-0.234554722905159,-0.5,-0.8336570262908936,-0.27581754326820374,-0.5,-0.8209291696548462,-0.3163945972919464,-0.5,-0.8061603307723999,-0.35618507862091064,-0.5,-0.7893872261047363,-0.3950900137424469,-0.5,-0.7706515789031982,-0.4330126941204071,-0.5,-0.75,-0.469858855009079,-0.5,-0.7274838089942932,-0.5055368542671204,-0.5,-0.7031589150428772,-0.5399580001831055,-0.5,-0.6770859360694885,-0.5730367302894592,-0.5,-0.6493295431137085,-0.6046908497810364,-0.5,-0.6199588775634766,-0.6348415613174438,-0.5,-0.5890468955039978,-0.663413941860199,-0.5,-0.5566704273223877,-0.6903370022773743,-0.5,-0.522909939289093,-0.7155437469482422,-0.5,-0.48784947395324707,-0.7389715909957886,-0.5,-0.4515761435031891,-0.7605621814727783,-0.5,-0.41418009996414185,-0.7802619338035583,-0.5,-0.37575432658195496,-0.7980217933654785,-0.5,-0.33639439940452576,-0.813797652721405,-0.5,-0.29619812965393066,-0.8275503516197205,-0.5,-0.255265474319458,-0.8392455577850342,-0.5,-0.21369817852973938,-0.8488543033599854,-0.5,-0.1715995967388153,-0.8563526272773743,-0.5,-0.12907439470291138,-0.861721932888031,-0.5,-0.08622828125953674,-0.8649488687515259,-0.5,-0.043167803436517715,-0.8660253882408142,-0.5,-1.0605752472130298e-16,-0.8649488687515259,-0.5,0.043167803436517715,-0.861721932888031,-0.5,0.08622828125953674,-0.8563526272773743,-0.5,0.12907439470291138,-0.8488543033599854,-0.5,0.1715995967388153,-0.8392455577850342,-0.5,0.21369817852973938,-0.8275503516197205,-0.5,0.255265474319458,-0.813797652721405,-0.5,0.29619812965393066,-0.7980217933654785,-0.5,0.33639439940452576,-0.7802619338035583,-0.5,0.37575432658195496,-0.7605621814727783,-0.5,0.41418009996414185,-0.7389715909957886,-0.5,0.4515761435031891,-0.7155437469482422,-0.5,0.48784947395324707,-0.6903370022773743,-0.5,0.522909939289093,-0.663413941860199,-0.5,0.5566704273223877,-0.6348415613174438,-0.5,0.5890468955039978,-0.6046908497810364,-0.5,0.6199588775634766,-0.5730367302894592,-0.5,0.6493295431137085,-0.5399580001831055,-0.5,0.6770859360694885,-0.5055368542671204,-0.5,0.7031589150428772,-0.469858855009079,-0.5,0.7274838089942932,-0.4330126941204071,-0.5,0.75,-0.3950900137424469,-0.5,0.7706515789031982,-0.35618507862091064,-0.5,0.7893872261047363,-0.3163945972919464,-0.5,0.8061603307723999,-0.27581754326820374,-0.5,0.8209291696548462,-0.234554722905159,-0.5,0.8336570262908936,-0.19270877540111542,-0.5,0.844312310218811,-0.15038372576236725,-0.5,0.8528685569763184,-0.10768480598926544,-0.5,0.8593043684959412,-0.06471815705299377,-0.5,0.8636038303375244,-0.021590612828731537,-0.5,0.8657562136650085,0.021590612828731537,-0.5,0.8657562136650085,0.06471815705299377,-0.5,0.8636038303375244,0.10768480598926544,-0.5,0.8593043684959412,0.15038372576236725,-0.5,0.8528685569763184,0.19270877540111542,-0.5,0.844312310218811,0.234554722905159,-0.5,0.8336570262908936,0.27581754326820374,-0.5,0.8209291696548462,0.3163945972919464,-0.5,0.8061603307723999,0.35618507862091064,-0.5,0.7893872261047363,0.3950900137424469,-0.5,0.7706515789031982,0.4330126941204071,-0.5,0.75,0.469858855009079,-0.5,0.7274838089942932,0.5055368542671204,-0.5,0.7031589150428772,0.5399580001831055,-0.5,0.6770859360694885,0.5730367302894592,-0.5,0.6493295431137085,0.6046908497810364,-0.5,0.6199588775634766,0.6348415613174438,-0.5,0.5890468955039978,0.663413941860199,-0.5,0.5566704273223877,0.6903370022773743,-0.5,0.522909939289093,0.7155437469482422,-0.5,0.48784947395324707,0.7389715909957886,-0.5,0.4515761435031891,0.7605621814727783,-0.5,0.41418009996414185,0.7802619338035583,-0.5,0.37575432658195496,0.7980217933654785,-0.5,0.33639439940452576,0.813797652721405,-0.5,0.29619812965393066,0.8275503516197205,-0.5,0.255265474319458,0.8392455577850342,-0.5,0.21369817852973938,0.8488543033599854,-0.5,0.1715995967388153,0.8563526272773743,-0.5,0.12907439470291138,0.861721932888031,-0.5,0.08622828125953674,0.8649488687515259,-0.5,0.043167803436517715,0.8660253882408142,-0.5,2.1211504944260596e-16,0.8898718357086182,-0.4562106430530548,0.0,0.8887656331062317,-0.4562106430530548,-0.04435644671320915,0.8854498267173767,-0.4562106430530548,-0.08860261738300323,0.879932701587677,-0.4562106430530548,-0.13262851536273956,0.8722278475761414,-0.4562106430530548,-0.17632466554641724,0.862354576587677,-0.4562106430530548,-0.2195824533700943,0.8503373265266418,-0.4562106430530548,-0.26229432225227356,0.8362059593200684,-0.4562106430530548,-0.30435407161712646,0.8199957013130188,-0.4562106430530548,-0.3456571698188782,0.8017467856407166,-0.4562106430530548,-0.3861009180545807,0.7815046310424805,-0.4562106430530548,-0.42558473348617554,0.7593194842338562,-0.4562106430530548,-0.46401047706604004,0.7352465987205505,-0.4562106430530548,-0.5012826323509216,0.7093457579612732,-0.4562106430530548,-0.5373085141181946,0.6816813349723816,-0.4562106430530548,-0.5719985961914062,0.6523221731185913,-0.4562106430530548,-0.6052665710449219,0.6213412880897522,-0.4562106430530548,-0.6370297074317932,0.5888155698776245,-0.4562106430530548,-0.6672091484069824,0.554826021194458,-0.4562106430530548,-0.6957297921180725,0.5194570422172546,-0.4562106430530548,-0.7225207686424255,0.48279663920402527,-0.4562106430530548,-0.7475153803825378,0.4449359178543091,-0.4562106430530548,-0.7706515789031982,0.4059689939022064,-0.4562106430530548,-0.7918718457221985,0.36599278450012207,-0.4562106430530548,-0.8111233711242676,0.325106680393219,-0.4562106430530548,-0.8283582925796509,0.28341227769851685,-0.4562106430530548,-0.8435338139533997,0.241013303399086,-0.4562106430530548,-0.8566122055053711,0.19801510870456696,-0.4562106430530548,-0.867560863494873,0.15452462434768677,-0.4562106430530548,-0.8763526678085327,0.1106499582529068,-0.4562106430530548,-0.8829656839370728,0.06650020182132721,-0.4562106430530548,-0.8873835206031799,0.02218511886894703,-0.4562106430530548,-0.8895952105522156,-0.02218511886894703,-0.4562106430530548,-0.8895952105522156,-0.06650020182132721,-0.4562106430530548,-0.8873835206031799,-0.1106499582529068,-0.4562106430530548,-0.8829656839370728,-0.15452462434768677,-0.4562106430530548,-0.8763526678085327,-0.19801510870456696,-0.4562106430530548,-0.867560863494873,-0.241013303399086,-0.4562106430530548,-0.8566122055053711,-0.28341227769851685,-0.4562106430530548,-0.8435338139533997,-0.325106680393219,-0.4562106430530548,-0.8283582925796509,-0.36599278450012207,-0.4562106430530548,-0.8111233711242676,-0.4059689939022064,-0.4562106430530548,-0.7918718457221985,-0.4449359178543091,-0.4562106430530548,-0.7706515789031982,-0.48279663920402527,-0.4562106430530548,-0.7475153803825378,-0.5194570422172546,-0.4562106430530548,-0.7225207686424255,-0.554826021194458,-0.4562106430530548,-0.6957297921180725,-0.5888155698776245,-0.4562106430530548,-0.6672091484069824,-0.6213412880897522,-0.4562106430530548,-0.6370297074317932,-0.6523221731185913,-0.4562106430530548,-0.6052665710449219,-0.6816813349723816,-0.4562106430530548,-0.5719985961914062,-0.7093457579612732,-0.4562106430530548,-0.5373085141181946,-0.7352465987205505,-0.4562106430530548,-0.5012826323509216,-0.7593194842338562,-0.4562106430530548,-0.46401047706604004,-0.7815046310424805,-0.4562106430530548,-0.42558473348617554,-0.8017467856407166,-0.4562106430530548,-0.3861009180545807,-0.8199957013130188,-0.4562106430530548,-0.3456571698188782,-0.8362059593200684,-0.4562106430530548,-0.30435407161712646,-0.8503373265266418,-0.4562106430530548,-0.26229432225227356,-0.862354576587677,-0.4562106430530548,-0.2195824533700943,-0.8722278475761414,-0.4562106430530548,-0.17632466554641724,-0.879932701587677,-0.4562106430530548,-0.13262851536273956,-0.8854498267173767,-0.4562106430530548,-0.08860261738300323,-0.8887656331062317,-0.4562106430530548,-0.04435644671320915,-0.8898718357086182,-0.4562106430530548,-1.0897786933030919e-16,-0.8887656331062317,-0.4562106430530548,0.04435644671320915,-0.8854498267173767,-0.4562106430530548,0.08860261738300323,-0.879932701587677,-0.4562106430530548,0.13262851536273956,-0.8722278475761414,-0.4562106430530548,0.17632466554641724,-0.862354576587677,-0.4562106430530548,0.2195824533700943,-0.8503373265266418,-0.4562106430530548,0.26229432225227356,-0.8362059593200684,-0.4562106430530548,0.30435407161712646,-0.8199957013130188,-0.4562106430530548,0.3456571698188782,-0.8017467856407166,-0.4562106430530548,0.3861009180545807,-0.7815046310424805,-0.4562106430530548,0.42558473348617554,-0.7593194842338562,-0.4562106430530548,0.46401047706604004,-0.7352465987205505,-0.4562106430530548,0.5012826323509216,-0.7093457579612732,-0.4562106430530548,0.5373085141181946,-0.6816813349723816,-0.4562106430530548,0.5719985961914062,-0.6523221731185913,-0.4562106430530548,0.6052665710449219,-0.6213412880897522,-0.4562106430530548,0.6370297074317932,-0.5888155698776245,-0.4562106430530548,0.6672091484069824,-0.554826021194458,-0.4562106430530548,0.6957297921180725,-0.5194570422172546,-0.4562106430530548,0.7225207686424255,-0.48279663920402527,-0.4562106430530548,0.7475153803825378,-0.4449359178543091,-0.4562106430530548,0.7706515789031982,-0.4059689939022064,-0.4562106430530548,0.7918718457221985,-0.36599278450012207,-0.4562106430530548,0.8111233711242676,-0.325106680393219,-0.4562106430530548,0.8283582925796509,-0.28341227769851685,-0.4562106430530548,0.8435338139533997,-0.241013303399086,-0.4562106430530548,0.8566122055053711,-0.19801510870456696,-0.4562106430530548,0.867560863494873,-0.15452462434768677,-0.4562106430530548,0.8763526678085327,-0.1106499582529068,-0.4562106430530548,0.8829656839370728,-0.06650020182132721,-0.4562106430530548,0.8873835206031799,-0.02218511886894703,-0.4562106430530548,0.8895952105522156,0.02218511886894703,-0.4562106430530548,0.8895952105522156,0.06650020182132721,-0.4562106430530548,0.8873835206031799,0.1106499582529068,-0.4562106430530548,0.8829656839370728,0.15452462434768677,-0.4562106430530548,0.8763526678085327,0.19801510870456696,-0.4562106430530548,0.867560863494873,0.241013303399086,-0.4562106430530548,0.8566122055053711,0.28341227769851685,-0.4562106430530548,0.8435338139533997,0.325106680393219,-0.4562106430530548,0.8283582925796509,0.36599278450012207,-0.4562106430530548,0.8111233711242676,0.4059689939022064,-0.4562106430530548,0.7918718457221985,0.4449359178543091,-0.4562106430530548,0.7706515789031982,0.48279663920402527,-0.4562106430530548,0.7475153803825378,0.5194570422172546,-0.4562106430530548,0.7225207686424255,0.554826021194458,-0.4562106430530548,0.6957297921180725,0.5888155698776245,-0.4562106430530548,0.6672091484069824,0.6213412880897522,-0.4562106430530548,0.6370297074317932,0.6523221731185913,-0.4562106430530548,0.6052665710449219,0.6816813349723816,-0.4562106430530548,0.5719985961914062,0.7093457579612732,-0.4562106430530548,0.5373085141181946,0.7352465987205505,-0.4562106430530548,0.5012826323509216,0.7593194842338562,-0.4562106430530548,0.46401047706604004,0.7815046310424805,-0.4562106430530548,0.42558473348617554,0.8017467856407166,-0.4562106430530548,0.3861009180545807,0.8199957013130188,-0.4562106430530548,0.3456571698188782,0.8362059593200684,-0.4562106430530548,0.30435407161712646,0.8503373265266418,-0.4562106430530548,0.26229432225227356,0.862354576587677,-0.4562106430530548,0.2195824533700943,0.8722278475761414,-0.4562106430530548,0.17632466554641724,0.879932701587677,-0.4562106430530548,0.13262851536273956,0.8854498267173767,-0.4562106430530548,0.08860261738300323,0.8887656331062317,-0.4562106430530548,0.04435644671320915,0.8898718357086182,-0.4562106430530548,2.1795573866061839e-16,0.9115058779716492,-0.4112870991230011,0.0,0.910372793674469,-0.4112870991230011,-0.04543481767177582,0.9069764018058777,-0.4112870991230011,-0.09075667709112167,0.9013251066207886,-0.4112870991230011,-0.1358529031276703,0.8934329748153687,-0.4112870991230011,-0.18061137199401855,0.883319616317749,-0.4112870991230011,-0.22492080926895142,0.8710101842880249,-0.4112870991230011,-0.26867106556892395,0.8565353155136108,-0.4112870991230011,-0.31175336241722107,0.8399309515953064,-0.4112870991230011,-0.3540605902671814,0.8212383985519409,-0.4112870991230011,-0.39548757672309875,0.8005040884017944,-0.4112870991230011,-0.4359312951564789,0.7777796387672424,-0.4112870991230011,-0.47529125213623047,0.7531214952468872,-0.4112870991230011,-0.5134695172309875,0.7265909314155579,-0.4112870991230011,-0.5503712296485901,0.6982539892196655,-0.4112870991230011,-0.5859046578407288,0.6681810617446899,-0.4112870991230011,-0.6199814081192017,0.6364469528198242,-0.4112870991230011,-0.6525168418884277,0.6031305193901062,-0.4112870991230011,-0.6834299564361572,0.5683146119117737,-0.4112870991230011,-0.7126439809799194,0.5320857763290405,-0.4112870991230011,-0.7400862574577332,0.49453410506248474,-0.4112870991230011,-0.7656885385513306,0.4557529389858246,-0.4112870991230011,-0.7893872261047363,0.41583868861198425,-0.4112870991230011,-0.8111233711242676,0.37489059567451477,-0.4112870991230011,-0.830842912197113,0.3330104947090149,-0.4112870991230011,-0.8484968543052673,0.29030245542526245,-0.4112870991230011,-0.8640413284301758,0.246872678399086,-0.4112870991230011,-0.8774376511573792,0.20282913744449615,-0.4112870991230011,-0.888652503490448,0.1582813262939453,-0.4112870991230011,-0.8976580500602722,0.11334001272916794,-0.4112870991230011,-0.9044318199157715,0.0681169182062149,-0.4112870991230011,-0.9089571237564087,0.022724471986293793,-0.4112870991230011,-0.911222517490387,-0.022724471986293793,-0.4112870991230011,-0.911222517490387,-0.0681169182062149,-0.4112870991230011,-0.9089571237564087,-0.11334001272916794,-0.4112870991230011,-0.9044318199157715,-0.1582813262939453,-0.4112870991230011,-0.8976580500602722,-0.20282913744449615,-0.4112870991230011,-0.888652503490448,-0.246872678399086,-0.4112870991230011,-0.8774376511573792,-0.29030245542526245,-0.4112870991230011,-0.8640413284301758,-0.3330104947090149,-0.4112870991230011,-0.8484968543052673,-0.37489059567451477,-0.4112870991230011,-0.830842912197113,-0.41583868861198425,-0.4112870991230011,-0.8111233711242676,-0.4557529389858246,-0.4112870991230011,-0.7893872261047363,-0.49453410506248474,-0.4112870991230011,-0.7656885385513306,-0.5320857763290405,-0.4112870991230011,-0.7400862574577332,-0.5683146119117737,-0.4112870991230011,-0.7126439809799194,-0.6031305193901062,-0.4112870991230011,-0.6834299564361572,-0.6364469528198242,-0.4112870991230011,-0.6525168418884277,-0.6681810617446899,-0.4112870991230011,-0.6199814081192017,-0.6982539892196655,-0.4112870991230011,-0.5859046578407288,-0.7265909314155579,-0.4112870991230011,-0.5503712296485901,-0.7531214952468872,-0.4112870991230011,-0.5134695172309875,-0.7777796387672424,-0.4112870991230011,-0.47529125213623047,-0.8005040884017944,-0.4112870991230011,-0.4359312951564789,-0.8212383985519409,-0.4112870991230011,-0.39548757672309875,-0.8399309515953064,-0.4112870991230011,-0.3540605902671814,-0.8565353155136108,-0.4112870991230011,-0.31175336241722107,-0.8710101842880249,-0.4112870991230011,-0.26867106556892395,-0.883319616317749,-0.4112870991230011,-0.22492080926895142,-0.8934329748153687,-0.4112870991230011,-0.18061137199401855,-0.9013251066207886,-0.4112870991230011,-0.1358529031276703,-0.9069764018058777,-0.4112870991230011,-0.09075667709112167,-0.910372793674469,-0.4112870991230011,-0.04543481767177582,-0.9115058779716492,-0.4112870991230011,-1.1162726927531244e-16,-0.910372793674469,-0.4112870991230011,0.04543481767177582,-0.9069764018058777,-0.4112870991230011,0.09075667709112167,-0.9013251066207886,-0.4112870991230011,0.1358529031276703,-0.8934329748153687,-0.4112870991230011,0.18061137199401855,-0.883319616317749,-0.4112870991230011,0.22492080926895142,-0.8710101842880249,-0.4112870991230011,0.26867106556892395,-0.8565353155136108,-0.4112870991230011,0.31175336241722107,-0.8399309515953064,-0.4112870991230011,0.3540605902671814,-0.8212383985519409,-0.4112870991230011,0.39548757672309875,-0.8005040884017944,-0.4112870991230011,0.4359312951564789,-0.7777796387672424,-0.4112870991230011,0.47529125213623047,-0.7531214952468872,-0.4112870991230011,0.5134695172309875,-0.7265909314155579,-0.4112870991230011,0.5503712296485901,-0.6982539892196655,-0.4112870991230011,0.5859046578407288,-0.6681810617446899,-0.4112870991230011,0.6199814081192017,-0.6364469528198242,-0.4112870991230011,0.6525168418884277,-0.6031305193901062,-0.4112870991230011,0.6834299564361572,-0.5683146119117737,-0.4112870991230011,0.7126439809799194,-0.5320857763290405,-0.4112870991230011,0.7400862574577332,-0.49453410506248474,-0.4112870991230011,0.7656885385513306,-0.4557529389858246,-0.4112870991230011,0.7893872261047363,-0.41583868861198425,-0.4112870991230011,0.8111233711242676,-0.37489059567451477,-0.4112870991230011,0.830842912197113,-0.3330104947090149,-0.4112870991230011,0.8484968543052673,-0.29030245542526245,-0.4112870991230011,0.8640413284301758,-0.246872678399086,-0.4112870991230011,0.8774376511573792,-0.20282913744449615,-0.4112870991230011,0.888652503490448,-0.1582813262939453,-0.4112870991230011,0.8976580500602722,-0.11334001272916794,-0.4112870991230011,0.9044318199157715,-0.0681169182062149,-0.4112870991230011,0.9089571237564087,-0.022724471986293793,-0.4112870991230011,0.911222517490387,0.022724471986293793,-0.4112870991230011,0.911222517490387,0.0681169182062149,-0.4112870991230011,0.9089571237564087,0.11334001272916794,-0.4112870991230011,0.9044318199157715,0.1582813262939453,-0.4112870991230011,0.8976580500602722,0.20282913744449615,-0.4112870991230011,0.888652503490448,0.246872678399086,-0.4112870991230011,0.8774376511573792,0.29030245542526245,-0.4112870991230011,0.8640413284301758,0.3330104947090149,-0.4112870991230011,0.8484968543052673,0.37489059567451477,-0.4112870991230011,0.830842912197113,0.41583868861198425,-0.4112870991230011,0.8111233711242676,0.4557529389858246,-0.4112870991230011,0.7893872261047363,0.49453410506248474,-0.4112870991230011,0.7656885385513306,0.5320857763290405,-0.4112870991230011,0.7400862574577332,0.5683146119117737,-0.4112870991230011,0.7126439809799194,0.6031305193901062,-0.4112870991230011,0.6834299564361572,0.6364469528198242,-0.4112870991230011,0.6525168418884277,0.6681810617446899,-0.4112870991230011,0.6199814081192017,0.6982539892196655,-0.4112870991230011,0.5859046578407288,0.7265909314155579,-0.4112870991230011,0.5503712296485901,0.7531214952468872,-0.4112870991230011,0.5134695172309875,0.7777796387672424,-0.4112870991230011,0.47529125213623047,0.8005040884017944,-0.4112870991230011,0.4359312951564789,0.8212383985519409,-0.4112870991230011,0.39548757672309875,0.8399309515953064,-0.4112870991230011,0.3540605902671814,0.8565353155136108,-0.4112870991230011,0.31175336241722107,0.8710101842880249,-0.4112870991230011,0.26867106556892395,0.883319616317749,-0.4112870991230011,0.22492080926895142,0.8934329748153687,-0.4112870991230011,0.18061137199401855,0.9013251066207886,-0.4112870991230011,0.1358529031276703,0.9069764018058777,-0.4112870991230011,0.09075667709112167,0.910372793674469,-0.4112870991230011,0.04543481767177582,0.9115058779716492,-0.4112870991230011,2.2325453855062487e-16,0.9308737516403198,-0.36534103751182556,0.0,0.9297165870666504,-0.36534103751182556,-0.04640022665262222,0.9262480139732361,-0.36534103751182556,-0.09268509596586227,0.9204766750335693,-0.36534103751182556,-0.13873952627182007,0.9124168157577515,-0.36534103751182556,-0.18444904685020447,0.9020885825157166,-0.36534103751182556,-0.2296999841928482,0.8895176649093628,-0.36534103751182556,-0.2743798494338989,0.8747351765632629,-0.36534103751182556,-0.3183775842189789,0.857778012752533,-0.36534103751182556,-0.36158376932144165,0.8386882543563843,-0.36534103751182556,-0.403890997171402,0.8175134062767029,-0.36534103751182556,-0.4451940655708313,0.7943060994148254,-0.36534103751182556,-0.4853903353214264,0.7691239714622498,-0.36534103751182556,-0.5243798494338989,0.7420297265052795,-0.36534103751182556,-0.5620656609535217,0.7130906581878662,-0.36534103751182556,-0.5983541011810303,0.6823787689208984,-0.36534103751182556,-0.6331549286842346,0.6499703526496887,-0.36534103751182556,-0.6663816571235657,0.6159459948539734,-0.36534103751182556,-0.69795161485672,0.5803902745246887,-0.36534103751182556,-0.7277864217758179,0.5433916449546814,-0.36534103751182556,-0.7558117508888245,0.5050420761108398,-0.36534103751182556,-0.7819581031799316,0.4654368758201599,-0.36534103751182556,-0.8061603307723999,0.42467451095581055,-0.36534103751182556,-0.8283582925796509,0.3828563690185547,-0.36534103751182556,-0.8484968543052673,0.3400863707065582,-0.36534103751182556,-0.8665259480476379,0.29647085070610046,-0.36534103751182556,-0.8824006915092468,0.2521182894706726,-0.36534103751182556,-0.8960816264152527,0.20713889598846436,-0.36534103751182556,-0.9075347781181335,0.16164453327655792,-0.36534103751182556,-0.9167316555976868,0.11574829369783401,-0.36534103751182556,-0.9236494302749634,0.06956428289413452,-0.36534103751182556,-0.9282708168029785,0.023207327350974083,-0.36534103751182556,-0.9305844306945801,-0.023207327350974083,-0.36534103751182556,-0.9305844306945801,-0.06956428289413452,-0.36534103751182556,-0.9282708168029785,-0.11574829369783401,-0.36534103751182556,-0.9236494302749634,-0.16164453327655792,-0.36534103751182556,-0.9167316555976868,-0.20713889598846436,-0.36534103751182556,-0.9075347781181335,-0.2521182894706726,-0.36534103751182556,-0.8960816264152527,-0.29647085070610046,-0.36534103751182556,-0.8824006915092468,-0.3400863707065582,-0.36534103751182556,-0.8665259480476379,-0.3828563690185547,-0.36534103751182556,-0.8484968543052673,-0.42467451095581055,-0.36534103751182556,-0.8283582925796509,-0.4654368758201599,-0.36534103751182556,-0.8061603307723999,-0.5050420761108398,-0.36534103751182556,-0.7819581031799316,-0.5433916449546814,-0.36534103751182556,-0.7558117508888245,-0.5803902745246887,-0.36534103751182556,-0.7277864217758179,-0.6159459948539734,-0.36534103751182556,-0.69795161485672,-0.6499703526496887,-0.36534103751182556,-0.6663816571235657,-0.6823787689208984,-0.36534103751182556,-0.6331549286842346,-0.7130906581878662,-0.36534103751182556,-0.5983541011810303,-0.7420297265052795,-0.36534103751182556,-0.5620656609535217,-0.7691239714622498,-0.36534103751182556,-0.5243798494338989,-0.7943060994148254,-0.36534103751182556,-0.4853903353214264,-0.8175134062767029,-0.36534103751182556,-0.4451940655708313,-0.8386882543563843,-0.36534103751182556,-0.403890997171402,-0.857778012752533,-0.36534103751182556,-0.36158376932144165,-0.8747351765632629,-0.36534103751182556,-0.3183775842189789,-0.8895176649093628,-0.36534103751182556,-0.2743798494338989,-0.9020885825157166,-0.36534103751182556,-0.2296999841928482,-0.9124168157577515,-0.36534103751182556,-0.18444904685020447,-0.9204766750335693,-0.36534103751182556,-0.13873952627182007,-0.9262480139732361,-0.36534103751182556,-0.09268509596586227,-0.9297165870666504,-0.36534103751182556,-0.04640022665262222,-0.9308737516403198,-0.36534103751182556,-1.139991600509715e-16,-0.9297165870666504,-0.36534103751182556,0.04640022665262222,-0.9262480139732361,-0.36534103751182556,0.09268509596586227,-0.9204766750335693,-0.36534103751182556,0.13873952627182007,-0.9124168157577515,-0.36534103751182556,0.18444904685020447,-0.9020885825157166,-0.36534103751182556,0.2296999841928482,-0.8895176649093628,-0.36534103751182556,0.2743798494338989,-0.8747351765632629,-0.36534103751182556,0.3183775842189789,-0.857778012752533,-0.36534103751182556,0.36158376932144165,-0.8386882543563843,-0.36534103751182556,0.403890997171402,-0.8175134062767029,-0.36534103751182556,0.4451940655708313,-0.7943060994148254,-0.36534103751182556,0.4853903353214264,-0.7691239714622498,-0.36534103751182556,0.5243798494338989,-0.7420297265052795,-0.36534103751182556,0.5620656609535217,-0.7130906581878662,-0.36534103751182556,0.5983541011810303,-0.6823787689208984,-0.36534103751182556,0.6331549286842346,-0.6499703526496887,-0.36534103751182556,0.6663816571235657,-0.6159459948539734,-0.36534103751182556,0.69795161485672,-0.5803902745246887,-0.36534103751182556,0.7277864217758179,-0.5433916449546814,-0.36534103751182556,0.7558117508888245,-0.5050420761108398,-0.36534103751182556,0.7819581031799316,-0.4654368758201599,-0.36534103751182556,0.8061603307723999,-0.42467451095581055,-0.36534103751182556,0.8283582925796509,-0.3828563690185547,-0.36534103751182556,0.8484968543052673,-0.3400863707065582,-0.36534103751182556,0.8665259480476379,-0.29647085070610046,-0.36534103751182556,0.8824006915092468,-0.2521182894706726,-0.36534103751182556,0.8960816264152527,-0.20713889598846436,-0.36534103751182556,0.9075347781181335,-0.16164453327655792,-0.36534103751182556,0.9167316555976868,-0.11574829369783401,-0.36534103751182556,0.9236494302749634,-0.06956428289413452,-0.36534103751182556,0.9282708168029785,-0.023207327350974083,-0.36534103751182556,0.9305844306945801,0.023207327350974083,-0.36534103751182556,0.9305844306945801,0.06956428289413452,-0.36534103751182556,0.9282708168029785,0.11574829369783401,-0.36534103751182556,0.9236494302749634,0.16164453327655792,-0.36534103751182556,0.9167316555976868,0.20713889598846436,-0.36534103751182556,0.9075347781181335,0.2521182894706726,-0.36534103751182556,0.8960816264152527,0.29647085070610046,-0.36534103751182556,0.8824006915092468,0.3400863707065582,-0.36534103751182556,0.8665259480476379,0.3828563690185547,-0.36534103751182556,0.8484968543052673,0.42467451095581055,-0.36534103751182556,0.8283582925796509,0.4654368758201599,-0.36534103751182556,0.8061603307723999,0.5050420761108398,-0.36534103751182556,0.7819581031799316,0.5433916449546814,-0.36534103751182556,0.7558117508888245,0.5803902745246887,-0.36534103751182556,0.7277864217758179,0.6159459948539734,-0.36534103751182556,0.69795161485672,0.6499703526496887,-0.36534103751182556,0.6663816571235657,0.6823787689208984,-0.36534103751182556,0.6331549286842346,0.7130906581878662,-0.36534103751182556,0.5983541011810303,0.7420297265052795,-0.36534103751182556,0.5620656609535217,0.7691239714622498,-0.36534103751182556,0.5243798494338989,0.7943060994148254,-0.36534103751182556,0.4853903353214264,0.8175134062767029,-0.36534103751182556,0.4451940655708313,0.8386882543563843,-0.36534103751182556,0.403890997171402,0.857778012752533,-0.36534103751182556,0.36158376932144165,0.8747351765632629,-0.36534103751182556,0.3183775842189789,0.8895176649093628,-0.36534103751182556,0.2743798494338989,0.9020885825157166,-0.36534103751182556,0.2296999841928482,0.9124168157577515,-0.36534103751182556,0.18444904685020447,0.9204766750335693,-0.36534103751182556,0.13873952627182007,0.9262480139732361,-0.36534103751182556,0.09268509596586227,0.9297165870666504,-0.36534103751182556,0.04640022665262222,0.9308737516403198,-0.36534103751182556,2.27998320101943e-16,0.9479273557662964,-0.31848666071891785,0.0,0.9467489719390869,-0.31848666071891785,-0.047250278294086456,0.943216860294342,-0.31848666071891785,-0.09438308328390121,0.9373397827148438,-0.31848666071891785,-0.14128124713897705,0.9291322827339172,-0.31848666071891785,-0.1878281533718109,0.9186148643493652,-0.31848666071891785,-0.23390808701515198,0.9058135747909546,-0.31848666071891785,-0.27940648794174194,0.8907603025436401,-0.31848666071891785,-0.3242102563381195,0.8734924793243408,-0.31848666071891785,-0.3682079613208771,0.8540530204772949,-0.31848666071891785,-0.4112902581691742,0.8324902653694153,-0.31848666071891785,-0.4533500373363495,0.8088577389717102,-0.31848666071891785,-0.49428269267082214,0.7832143306732178,-0.31848666071891785,-0.533986508846283,0.7556236982345581,-0.31848666071891785,-0.5723627209663391,0.7261544466018677,-0.31848666071891785,-0.6093159317970276,0.6948798894882202,-0.31848666071891785,-0.6447543501853943,0.6618777513504028,-0.31848666071891785,-0.6785897612571716,0.6272301077842712,-0.31848666071891785,-0.7107381224632263,0.5910230278968811,-0.31848666071891785,-0.7411194443702698,0.553346574306488,-0.31848666071891785,-0.7696582674980164,0.514294445514679,-0.31848666071891785,-0.7962835431098938,0.4739636778831482,-0.31848666071891785,-0.8209291696548462,0.43245455622673035,-0.31848666071891785,-0.8435338139533997,0.389870285987854,-0.31848666071891785,-0.8640413284301758,0.34631675481796265,-0.31848666071891785,-0.8824006915092468,0.3019022047519684,-0.31848666071891785,-0.8985662460327148,0.25673708319664,-0.31848666071891785,-0.9124978184700012,0.21093368530273438,-0.31848666071891785,-0.9241608381271362,0.16460585594177246,-0.31848666071891785,-0.9335262179374695,0.11786879599094391,-0.31848666071891785,-0.9405706524848938,0.07083869725465775,-0.31848666071891785,-0.9452767372131348,0.023632483556866646,-0.31848666071891785,-0.9476327300071716,-0.023632483556866646,-0.31848666071891785,-0.9476327300071716,-0.07083869725465775,-0.31848666071891785,-0.9452767372131348,-0.11786879599094391,-0.31848666071891785,-0.9405706524848938,-0.16460585594177246,-0.31848666071891785,-0.9335262179374695,-0.21093368530273438,-0.31848666071891785,-0.9241608381271362,-0.25673708319664,-0.31848666071891785,-0.9124978184700012,-0.3019022047519684,-0.31848666071891785,-0.8985662460327148,-0.34631675481796265,-0.31848666071891785,-0.8824006915092468,-0.389870285987854,-0.31848666071891785,-0.8640413284301758,-0.43245455622673035,-0.31848666071891785,-0.8435338139533997,-0.4739636778831482,-0.31848666071891785,-0.8209291696548462,-0.514294445514679,-0.31848666071891785,-0.7962835431098938,-0.553346574306488,-0.31848666071891785,-0.7696582674980164,-0.5910230278968811,-0.31848666071891785,-0.7411194443702698,-0.6272301077842712,-0.31848666071891785,-0.7107381224632263,-0.6618777513504028,-0.31848666071891785,-0.6785897612571716,-0.6948798894882202,-0.31848666071891785,-0.6447543501853943,-0.7261544466018677,-0.31848666071891785,-0.6093159317970276,-0.7556236982345581,-0.31848666071891785,-0.5723627209663391,-0.7832143306732178,-0.31848666071891785,-0.533986508846283,-0.8088577389717102,-0.31848666071891785,-0.49428269267082214,-0.8324902653694153,-0.31848666071891785,-0.4533500373363495,-0.8540530204772949,-0.31848666071891785,-0.4112902581691742,-0.8734924793243408,-0.31848666071891785,-0.3682079613208771,-0.8907603025436401,-0.31848666071891785,-0.3242102563381195,-0.9058135747909546,-0.31848666071891785,-0.27940648794174194,-0.9186148643493652,-0.31848666071891785,-0.23390808701515198,-0.9291322827339172,-0.31848666071891785,-0.1878281533718109,-0.9373397827148438,-0.31848666071891785,-0.14128124713897705,-0.943216860294342,-0.31848666071891785,-0.09438308328390121,-0.9467489719390869,-0.31848666071891785,-0.047250278294086456,-0.9479273557662964,-0.31848666071891785,-1.1608761242665557e-16,-0.9467489719390869,-0.31848666071891785,0.047250278294086456,-0.943216860294342,-0.31848666071891785,0.09438308328390121,-0.9373397827148438,-0.31848666071891785,0.14128124713897705,-0.9291322827339172,-0.31848666071891785,0.1878281533718109,-0.9186148643493652,-0.31848666071891785,0.23390808701515198,-0.9058135747909546,-0.31848666071891785,0.27940648794174194,-0.8907603025436401,-0.31848666071891785,0.3242102563381195,-0.8734924793243408,-0.31848666071891785,0.3682079613208771,-0.8540530204772949,-0.31848666071891785,0.4112902581691742,-0.8324902653694153,-0.31848666071891785,0.4533500373363495,-0.8088577389717102,-0.31848666071891785,0.49428269267082214,-0.7832143306732178,-0.31848666071891785,0.533986508846283,-0.7556236982345581,-0.31848666071891785,0.5723627209663391,-0.7261544466018677,-0.31848666071891785,0.6093159317970276,-0.6948798894882202,-0.31848666071891785,0.6447543501853943,-0.6618777513504028,-0.31848666071891785,0.6785897612571716,-0.6272301077842712,-0.31848666071891785,0.7107381224632263,-0.5910230278968811,-0.31848666071891785,0.7411194443702698,-0.553346574306488,-0.31848666071891785,0.7696582674980164,-0.514294445514679,-0.31848666071891785,0.7962835431098938,-0.4739636778831482,-0.31848666071891785,0.8209291696548462,-0.43245455622673035,-0.31848666071891785,0.8435338139533997,-0.389870285987854,-0.31848666071891785,0.8640413284301758,-0.34631675481796265,-0.31848666071891785,0.8824006915092468,-0.3019022047519684,-0.31848666071891785,0.8985662460327148,-0.25673708319664,-0.31848666071891785,0.9124978184700012,-0.21093368530273438,-0.31848666071891785,0.9241608381271362,-0.16460585594177246,-0.31848666071891785,0.9335262179374695,-0.11786879599094391,-0.31848666071891785,0.9405706524848938,-0.07083869725465775,-0.31848666071891785,0.9452767372131348,-0.023632483556866646,-0.31848666071891785,0.9476327300071716,0.023632483556866646,-0.31848666071891785,0.9476327300071716,0.07083869725465775,-0.31848666071891785,0.9452767372131348,0.11786879599094391,-0.31848666071891785,0.9405706524848938,0.16460585594177246,-0.31848666071891785,0.9335262179374695,0.21093368530273438,-0.31848666071891785,0.9241608381271362,0.25673708319664,-0.31848666071891785,0.9124978184700012,0.3019022047519684,-0.31848666071891785,0.8985662460327148,0.34631675481796265,-0.31848666071891785,0.8824006915092468,0.389870285987854,-0.31848666071891785,0.8640413284301758,0.43245455622673035,-0.31848666071891785,0.8435338139533997,0.4739636778831482,-0.31848666071891785,0.8209291696548462,0.514294445514679,-0.31848666071891785,0.7962835431098938,0.553346574306488,-0.31848666071891785,0.7696582674980164,0.5910230278968811,-0.31848666071891785,0.7411194443702698,0.6272301077842712,-0.31848666071891785,0.7107381224632263,0.6618777513504028,-0.31848666071891785,0.6785897612571716,0.6948798894882202,-0.31848666071891785,0.6447543501853943,0.7261544466018677,-0.31848666071891785,0.6093159317970276,0.7556236982345581,-0.31848666071891785,0.5723627209663391,0.7832143306732178,-0.31848666071891785,0.533986508846283,0.8088577389717102,-0.31848666071891785,0.49428269267082214,0.8324902653694153,-0.31848666071891785,0.4533500373363495,0.8540530204772949,-0.31848666071891785,0.4112902581691742,0.8734924793243408,-0.31848666071891785,0.3682079613208771,0.8907603025436401,-0.31848666071891785,0.3242102563381195,0.9058135747909546,-0.31848666071891785,0.27940648794174194,0.9186148643493652,-0.31848666071891785,0.23390808701515198,0.9291322827339172,-0.31848666071891785,0.1878281533718109,0.9373397827148438,-0.31848666071891785,0.14128124713897705,0.943216860294342,-0.31848666071891785,0.09438308328390121,0.9467489719390869,-0.31848666071891785,0.047250278294086456,0.9479273557662964,-0.31848666071891785,2.3217522485331115e-16,0.9626242518424988,-0.27084046602249146,0.0,0.961427628993988,-0.27084046602249146,-0.04798285663127899,0.9578407406806946,-0.27084046602249146,-0.09584642201662064,0.9518725275993347,-0.27084046602249146,-0.14347170293331146,0.9435378313064575,-0.27084046602249146,-0.19074028730392456,0.9328572750091553,-0.27084046602249146,-0.23753465712070465,0.9198575615882874,-0.27084046602249146,-0.28373846411705017,0.9045708775520325,-0.27084046602249146,-0.3292368948459625,0.8870353698730469,-0.27084046602249146,-0.37391674518585205,0.8672944903373718,-0.27084046602249146,-0.4176670014858246,0.8453973531723022,-0.27084046602249146,-0.46037888526916504,0.8213984966278076,-0.27084046602249146,-0.5019461512565613,0.7953574657440186,-0.27084046602249146,-0.5422655344009399,0.7673390507698059,-0.27084046602249146,-0.5812367796897888,0.7374129295349121,-0.27084046602249146,-0.6187629103660583,0.7056534886360168,-0.27084046602249146,-0.6547507643699646,0.6721397042274475,-0.27084046602249146,-0.6891108155250549,0.6369548439979553,-0.27084046602249146,-0.7217575907707214,0.6001864075660706,-0.27084046602249146,-0.7526099681854248,0.5619258284568787,-0.27084046602249146,-0.7815912365913391,0.5222681760787964,-0.27084046602249146,-0.8086293339729309,0.4813121259212494,-0.27084046602249146,-0.8336570262908936,0.43915945291519165,-0.27084046602249146,-0.8566122055053711,0.3959149420261383,-0.27084046602249146,-0.8774376511573792,0.35168612003326416,-0.27084046602249146,-0.8960816264152527,0.3065829575061798,-0.27084046602249146,-0.9124978184700012,0.26071760058403015,-0.27084046602249146,-0.9266454577445984,0.21420404314994812,-0.27084046602249146,-0.9384892582893372,0.16715794801712036,-0.27084046602249146,-0.9479998350143433,0.11969626694917679,-0.27084046602249146,-0.9551535248756409,0.07193700224161148,-0.27084046602249146,-0.9599325656890869,0.023998888209462166,-0.27084046602249146,-0.9623250365257263,-0.023998888209462166,-0.27084046602249146,-0.9623250365257263,-0.07193700224161148,-0.27084046602249146,-0.9599325656890869,-0.11969626694917679,-0.27084046602249146,-0.9551535248756409,-0.16715794801712036,-0.27084046602249146,-0.9479998350143433,-0.21420404314994812,-0.27084046602249146,-0.9384892582893372,-0.26071760058403015,-0.27084046602249146,-0.9266454577445984,-0.3065829575061798,-0.27084046602249146,-0.9124978184700012,-0.35168612003326416,-0.27084046602249146,-0.8960816264152527,-0.3959149420261383,-0.27084046602249146,-0.8774376511573792,-0.43915945291519165,-0.27084046602249146,-0.8566122055053711,-0.4813121259212494,-0.27084046602249146,-0.8336570262908936,-0.5222681760787964,-0.27084046602249146,-0.8086293339729309,-0.5619258284568787,-0.27084046602249146,-0.7815912365913391,-0.6001864075660706,-0.27084046602249146,-0.7526099681854248,-0.6369548439979553,-0.27084046602249146,-0.7217575907707214,-0.6721397042274475,-0.27084046602249146,-0.6891108155250549,-0.7056534886360168,-0.27084046602249146,-0.6547507643699646,-0.7374129295349121,-0.27084046602249146,-0.6187629103660583,-0.7673390507698059,-0.27084046602249146,-0.5812367796897888,-0.7953574657440186,-0.27084046602249146,-0.5422655344009399,-0.8213984966278076,-0.27084046602249146,-0.5019461512565613,-0.8453973531723022,-0.27084046602249146,-0.46037888526916504,-0.8672944903373718,-0.27084046602249146,-0.4176670014858246,-0.8870353698730469,-0.27084046602249146,-0.37391674518585205,-0.9045708775520325,-0.27084046602249146,-0.3292368948459625,-0.9198575615882874,-0.27084046602249146,-0.28373846411705017,-0.9328572750091553,-0.27084046602249146,-0.23753465712070465,-0.9435378313064575,-0.27084046602249146,-0.19074028730392456,-0.9518725275993347,-0.27084046602249146,-0.14347170293331146,-0.9578407406806946,-0.27084046602249146,-0.09584642201662064,-0.961427628993988,-0.27084046602249146,-0.04798285663127899,-0.9626242518424988,-0.27084046602249146,-1.1788746479534236e-16,-0.961427628993988,-0.27084046602249146,0.04798285663127899,-0.9578407406806946,-0.27084046602249146,0.09584642201662064,-0.9518725275993347,-0.27084046602249146,0.14347170293331146,-0.9435378313064575,-0.27084046602249146,0.19074028730392456,-0.9328572750091553,-0.27084046602249146,0.23753465712070465,-0.9198575615882874,-0.27084046602249146,0.28373846411705017,-0.9045708775520325,-0.27084046602249146,0.3292368948459625,-0.8870353698730469,-0.27084046602249146,0.37391674518585205,-0.8672944903373718,-0.27084046602249146,0.4176670014858246,-0.8453973531723022,-0.27084046602249146,0.46037888526916504,-0.8213984966278076,-0.27084046602249146,0.5019461512565613,-0.7953574657440186,-0.27084046602249146,0.5422655344009399,-0.7673390507698059,-0.27084046602249146,0.5812367796897888,-0.7374129295349121,-0.27084046602249146,0.6187629103660583,-0.7056534886360168,-0.27084046602249146,0.6547507643699646,-0.6721397042274475,-0.27084046602249146,0.6891108155250549,-0.6369548439979553,-0.27084046602249146,0.7217575907707214,-0.6001864075660706,-0.27084046602249146,0.7526099681854248,-0.5619258284568787,-0.27084046602249146,0.7815912365913391,-0.5222681760787964,-0.27084046602249146,0.8086293339729309,-0.4813121259212494,-0.27084046602249146,0.8336570262908936,-0.43915945291519165,-0.27084046602249146,0.8566122055053711,-0.3959149420261383,-0.27084046602249146,0.8774376511573792,-0.35168612003326416,-0.27084046602249146,0.8960816264152527,-0.3065829575061798,-0.27084046602249146,0.9124978184700012,-0.26071760058403015,-0.27084046602249146,0.9266454577445984,-0.21420404314994812,-0.27084046602249146,0.9384892582893372,-0.16715794801712036,-0.27084046602249146,0.9479998350143433,-0.11969626694917679,-0.27084046602249146,0.9551535248756409,-0.07193700224161148,-0.27084046602249146,0.9599325656890869,-0.023998888209462166,-0.27084046602249146,0.9623250365257263,0.023998888209462166,-0.27084046602249146,0.9623250365257263,0.07193700224161148,-0.27084046602249146,0.9599325656890869,0.11969626694917679,-0.27084046602249146,0.9551535248756409,0.16715794801712036,-0.27084046602249146,0.9479998350143433,0.21420404314994812,-0.27084046602249146,0.9384892582893372,0.26071760058403015,-0.27084046602249146,0.9266454577445984,0.3065829575061798,-0.27084046602249146,0.9124978184700012,0.35168612003326416,-0.27084046602249146,0.8960816264152527,0.3959149420261383,-0.27084046602249146,0.8774376511573792,0.43915945291519165,-0.27084046602249146,0.8566122055053711,0.4813121259212494,-0.27084046602249146,0.8336570262908936,0.5222681760787964,-0.27084046602249146,0.8086293339729309,0.5619258284568787,-0.27084046602249146,0.7815912365913391,0.6001864075660706,-0.27084046602249146,0.7526099681854248,0.6369548439979553,-0.27084046602249146,0.7217575907707214,0.6721397042274475,-0.27084046602249146,0.6891108155250549,0.7056534886360168,-0.27084046602249146,0.6547507643699646,0.7374129295349121,-0.27084046602249146,0.6187629103660583,0.7673390507698059,-0.27084046602249146,0.5812367796897888,0.7953574657440186,-0.27084046602249146,0.5422655344009399,0.8213984966278076,-0.27084046602249146,0.5019461512565613,0.8453973531723022,-0.27084046602249146,0.46037888526916504,0.8672944903373718,-0.27084046602249146,0.4176670014858246,0.8870353698730469,-0.27084046602249146,0.37391674518585205,0.9045708775520325,-0.27084046602249146,0.3292368948459625,0.9198575615882874,-0.27084046602249146,0.28373846411705017,0.9328572750091553,-0.27084046602249146,0.23753465712070465,0.9435378313064575,-0.27084046602249146,0.19074028730392456,0.9518725275993347,-0.27084046602249146,0.14347170293331146,0.9578407406806946,-0.27084046602249146,0.09584642201662064,0.961427628993988,-0.27084046602249146,0.04798285663127899,0.9626242518424988,-0.27084046602249146,2.357749295906847e-16,0.9749279022216797,-0.22252093255519867,0.0,0.9737160205841064,-0.22252093255519867,-0.04859614372253418,0.9700832962989807,-0.22252093255519867,-0.09707147628068924,0.9640387892723083,-0.22252093255519867,-0.14530546963214874,0.9555975198745728,-0.22252093255519867,-0.1931782066822052,0.9447804689407349,-0.22252093255519867,-0.24057067930698395,0.9316145777702332,-0.22252093255519867,-0.28736504912376404,0.9161325693130493,-0.22252093255519867,-0.3334449827671051,0.8983728885650635,-0.22252093255519867,-0.37869593501091003,0.8783797025680542,-0.22252093255519867,-0.4230053722858429,0.8562027215957642,-0.22252093255519867,-0.46626314520835876,0.8318970799446106,-0.22252093255519867,-0.5083617568016052,0.8055232167243958,-0.22252093255519867,-0.5491964221000671,0.7771467566490173,-0.22252093255519867,-0.588665783405304,0.7468380928039551,-0.22252093255519867,-0.626671552658081,0.7146727442741394,-0.22252093255519867,-0.663119375705719,0.6807305812835693,-0.22252093255519867,-0.6979185938835144,0.6450960040092468,-0.22252093255519867,-0.7309826016426086,0.6078575849533081,-0.22252093255519867,-0.762229323387146,0.5691080093383789,-0.22252093255519867,-0.7915810346603394,0.5289434790611267,-0.22252093255519867,-0.8189647197723389,0.48746395111083984,-0.22252093255519867,-0.844312310218811,0.44477251172065735,-0.22252093255519867,-0.867560863494873,0.4009752869606018,-0.22252093255519867,-0.888652503490448,0.35618117451667786,-0.22252093255519867,-0.9075347781181335,0.3105015158653259,-0.22252093255519867,-0.9241608381271362,0.2640499174594879,-0.22252093255519867,-0.9384892582893372,0.21694186329841614,-0.22252093255519867,-0.9504844546318054,0.16929446160793304,-0.22252093255519867,-0.9601165652275085,0.12122614681720734,-0.22252093255519867,-0.9673616886138916,0.07285645604133606,-0.22252093255519867,-0.9722018241882324,0.02430562674999237,-0.22252093255519867,-0.9746248722076416,-0.02430562674999237,-0.22252093255519867,-0.9746248722076416,-0.07285645604133606,-0.22252093255519867,-0.9722018241882324,-0.12122614681720734,-0.22252093255519867,-0.9673616886138916,-0.16929446160793304,-0.22252093255519867,-0.9601165652275085,-0.21694186329841614,-0.22252093255519867,-0.9504844546318054,-0.2640499174594879,-0.22252093255519867,-0.9384892582893372,-0.3105015158653259,-0.22252093255519867,-0.9241608381271362,-0.35618117451667786,-0.22252093255519867,-0.9075347781181335,-0.4009752869606018,-0.22252093255519867,-0.888652503490448,-0.44477251172065735,-0.22252093255519867,-0.867560863494873,-0.48746395111083984,-0.22252093255519867,-0.844312310218811,-0.5289434790611267,-0.22252093255519867,-0.8189647197723389,-0.5691080093383789,-0.22252093255519867,-0.7915810346603394,-0.6078575849533081,-0.22252093255519867,-0.762229323387146,-0.6450960040092468,-0.22252093255519867,-0.7309826016426086,-0.6807305812835693,-0.22252093255519867,-0.6979185938835144,-0.7146727442741394,-0.22252093255519867,-0.663119375705719,-0.7468380928039551,-0.22252093255519867,-0.626671552658081,-0.7771467566490173,-0.22252093255519867,-0.588665783405304,-0.8055232167243958,-0.22252093255519867,-0.5491964221000671,-0.8318970799446106,-0.22252093255519867,-0.5083617568016052,-0.8562027215957642,-0.22252093255519867,-0.46626314520835876,-0.8783797025680542,-0.22252093255519867,-0.4230053722858429,-0.8983728885650635,-0.22252093255519867,-0.37869593501091003,-0.9161325693130493,-0.22252093255519867,-0.3334449827671051,-0.9316145777702332,-0.22252093255519867,-0.28736504912376404,-0.9447804689407349,-0.22252093255519867,-0.24057067930698395,-0.9555975198745728,-0.22252093255519867,-0.1931782066822052,-0.9640387892723083,-0.22252093255519867,-0.14530546963214874,-0.9700832962989807,-0.22252093255519867,-0.09707147628068924,-0.9737160205841064,-0.22252093255519867,-0.04859614372253418,-0.9749279022216797,-0.22252093255519867,-1.1939423052938935e-16,-0.9737160205841064,-0.22252093255519867,0.04859614372253418,-0.9700832962989807,-0.22252093255519867,0.09707147628068924,-0.9640387892723083,-0.22252093255519867,0.14530546963214874,-0.9555975198745728,-0.22252093255519867,0.1931782066822052,-0.9447804689407349,-0.22252093255519867,0.24057067930698395,-0.9316145777702332,-0.22252093255519867,0.28736504912376404,-0.9161325693130493,-0.22252093255519867,0.3334449827671051,-0.8983728885650635,-0.22252093255519867,0.37869593501091003,-0.8783797025680542,-0.22252093255519867,0.4230053722858429,-0.8562027215957642,-0.22252093255519867,0.46626314520835876,-0.8318970799446106,-0.22252093255519867,0.5083617568016052,-0.8055232167243958,-0.22252093255519867,0.5491964221000671,-0.7771467566490173,-0.22252093255519867,0.588665783405304,-0.7468380928039551,-0.22252093255519867,0.626671552658081,-0.7146727442741394,-0.22252093255519867,0.663119375705719,-0.6807305812835693,-0.22252093255519867,0.6979185938835144,-0.6450960040092468,-0.22252093255519867,0.7309826016426086,-0.6078575849533081,-0.22252093255519867,0.762229323387146,-0.5691080093383789,-0.22252093255519867,0.7915810346603394,-0.5289434790611267,-0.22252093255519867,0.8189647197723389,-0.48746395111083984,-0.22252093255519867,0.844312310218811,-0.44477251172065735,-0.22252093255519867,0.867560863494873,-0.4009752869606018,-0.22252093255519867,0.888652503490448,-0.35618117451667786,-0.22252093255519867,0.9075347781181335,-0.3105015158653259,-0.22252093255519867,0.9241608381271362,-0.2640499174594879,-0.22252093255519867,0.9384892582893372,-0.21694186329841614,-0.22252093255519867,0.9504844546318054,-0.16929446160793304,-0.22252093255519867,0.9601165652275085,-0.12122614681720734,-0.22252093255519867,0.9673616886138916,-0.07285645604133606,-0.22252093255519867,0.9722018241882324,-0.02430562674999237,-0.22252093255519867,0.9746248722076416,0.02430562674999237,-0.22252093255519867,0.9746248722076416,0.07285645604133606,-0.22252093255519867,0.9722018241882324,0.12122614681720734,-0.22252093255519867,0.9673616886138916,0.16929446160793304,-0.22252093255519867,0.9601165652275085,0.21694186329841614,-0.22252093255519867,0.9504844546318054,0.2640499174594879,-0.22252093255519867,0.9384892582893372,0.3105015158653259,-0.22252093255519867,0.9241608381271362,0.35618117451667786,-0.22252093255519867,0.9075347781181335,0.4009752869606018,-0.22252093255519867,0.888652503490448,0.44477251172065735,-0.22252093255519867,0.867560863494873,0.48746395111083984,-0.22252093255519867,0.844312310218811,0.5289434790611267,-0.22252093255519867,0.8189647197723389,0.5691080093383789,-0.22252093255519867,0.7915810346603394,0.6078575849533081,-0.22252093255519867,0.762229323387146,0.6450960040092468,-0.22252093255519867,0.7309826016426086,0.6807305812835693,-0.22252093255519867,0.6979185938835144,0.7146727442741394,-0.22252093255519867,0.663119375705719,0.7468380928039551,-0.22252093255519867,0.626671552658081,0.7771467566490173,-0.22252093255519867,0.588665783405304,0.8055232167243958,-0.22252093255519867,0.5491964221000671,0.8318970799446106,-0.22252093255519867,0.5083617568016052,0.8562027215957642,-0.22252093255519867,0.46626314520835876,0.8783797025680542,-0.22252093255519867,0.4230053722858429,0.8983728885650635,-0.22252093255519867,0.37869593501091003,0.9161325693130493,-0.22252093255519867,0.3334449827671051,0.9316145777702332,-0.22252093255519867,0.28736504912376404,0.9447804689407349,-0.22252093255519867,0.24057067930698395,0.9555975198745728,-0.22252093255519867,0.1931782066822052,0.9640387892723083,-0.22252093255519867,0.14530546963214874,0.9700832962989807,-0.22252093255519867,0.09707147628068924,0.9737160205841064,-0.22252093255519867,0.04859614372253418,0.9749279022216797,-0.22252093255519867,2.387884610587787e-16,0.9848077297210693,-0.1736481785774231,0.0,0.9835835695266724,-0.1736481785774231,-0.04908861592411995,0.9799140095710754,-0.1736481785774231,-0.09805518388748169,0.9738082885742188,-0.1736481785774231,-0.14677797257900238,0.9652814865112305,-0.1736481785774231,-0.19513586163520813,0.9543548226356506,-0.1736481785774231,-0.2430085986852646,0.9410555362701416,-0.1736481785774231,-0.2902771830558777,0.9254165887832642,-0.1736481785774231,-0.33682408928871155,0.9074769020080566,-0.1736481785774231,-0.38253360986709595,0.8872811198234558,-0.1736481785774231,-0.4272920787334442,0.8648794293403625,-0.1736481785774231,-0.4709882140159607,0.8403275012969971,-0.1736481785774231,-0.513513445854187,0.8136863708496094,-0.1736481785774231,-0.5547619462013245,0.7850222587585449,-0.1736481785774231,-0.5946312546730042,0.7544065117835999,-0.1736481785774231,-0.6330222487449646,0.7219151854515076,-0.1736481785774231,-0.6698393821716309,0.6876290440559387,-0.1736481785774231,-0.7049912214279175,0.6516333222389221,-0.1736481785774231,-0.738390326499939,0.6140176057815552,-0.1736481785774231,-0.769953727722168,0.5748752951622009,-0.1736481785774231,-0.7996028661727905,0.5343037843704224,-0.1736481785774231,-0.8272640705108643,0.49240386486053467,-0.1736481785774231,-0.8528685569763184,0.44927978515625,-0.1736481785774231,-0.8763526678085327,0.4050387144088745,-0.1736481785774231,-0.8976580500602722,0.3597906827926636,-0.1736481785774231,-0.9167316555976868,0.31364813446998596,-0.1736481785774231,-0.9335262179374695,0.2667257785797119,-0.1736481785774231,-0.9479998350143433,0.21914033591747284,-0.1736481785774231,-0.9601165652275085,0.1710100769996643,-0.1736481785774231,-0.9698463082313538,0.12245464324951172,-0.1736481785774231,-0.9771648645401001,0.07359477877616882,-0.1736481785774231,-0.9820540547370911,0.024551939219236374,-0.1736481785774231,-0.9845016598701477,-0.024551939219236374,-0.1736481785774231,-0.9845016598701477,-0.07359477877616882,-0.1736481785774231,-0.9820540547370911,-0.12245464324951172,-0.1736481785774231,-0.9771648645401001,-0.1710100769996643,-0.1736481785774231,-0.9698463082313538,-0.21914033591747284,-0.1736481785774231,-0.9601165652275085,-0.2667257785797119,-0.1736481785774231,-0.9479998350143433,-0.31364813446998596,-0.1736481785774231,-0.9335262179374695,-0.3597906827926636,-0.1736481785774231,-0.9167316555976868,-0.4050387144088745,-0.1736481785774231,-0.8976580500602722,-0.44927978515625,-0.1736481785774231,-0.8763526678085327,-0.49240386486053467,-0.1736481785774231,-0.8528685569763184,-0.5343037843704224,-0.1736481785774231,-0.8272640705108643,-0.5748752951622009,-0.1736481785774231,-0.7996028661727905,-0.6140176057815552,-0.1736481785774231,-0.769953727722168,-0.6516333222389221,-0.1736481785774231,-0.738390326499939,-0.6876290440559387,-0.1736481785774231,-0.7049912214279175,-0.7219151854515076,-0.1736481785774231,-0.6698393821716309,-0.7544065117835999,-0.1736481785774231,-0.6330222487449646,-0.7850222587585449,-0.1736481785774231,-0.5946312546730042,-0.8136863708496094,-0.1736481785774231,-0.5547619462013245,-0.8403275012969971,-0.1736481785774231,-0.513513445854187,-0.8648794293403625,-0.1736481785774231,-0.4709882140159607,-0.8872811198234558,-0.1736481785774231,-0.4272920787334442,-0.9074769020080566,-0.1736481785774231,-0.38253360986709595,-0.9254165887832642,-0.1736481785774231,-0.33682408928871155,-0.9410555362701416,-0.1736481785774231,-0.2902771830558777,-0.9543548226356506,-0.1736481785774231,-0.2430085986852646,-0.9652814865112305,-0.1736481785774231,-0.19513586163520813,-0.9738082885742188,-0.1736481785774231,-0.14677797257900238,-0.9799140095710754,-0.1736481785774231,-0.09805518388748169,-0.9835835695266724,-0.1736481785774231,-0.04908861592411995,-0.9848077297210693,-0.1736481785774231,-1.2060416415498291e-16,-0.9835835695266724,-0.1736481785774231,0.04908861592411995,-0.9799140095710754,-0.1736481785774231,0.09805518388748169,-0.9738082885742188,-0.1736481785774231,0.14677797257900238,-0.9652814865112305,-0.1736481785774231,0.19513586163520813,-0.9543548226356506,-0.1736481785774231,0.2430085986852646,-0.9410555362701416,-0.1736481785774231,0.2902771830558777,-0.9254165887832642,-0.1736481785774231,0.33682408928871155,-0.9074769020080566,-0.1736481785774231,0.38253360986709595,-0.8872811198234558,-0.1736481785774231,0.4272920787334442,-0.8648794293403625,-0.1736481785774231,0.4709882140159607,-0.8403275012969971,-0.1736481785774231,0.513513445854187,-0.8136863708496094,-0.1736481785774231,0.5547619462013245,-0.7850222587585449,-0.1736481785774231,0.5946312546730042,-0.7544065117835999,-0.1736481785774231,0.6330222487449646,-0.7219151854515076,-0.1736481785774231,0.6698393821716309,-0.6876290440559387,-0.1736481785774231,0.7049912214279175,-0.6516333222389221,-0.1736481785774231,0.738390326499939,-0.6140176057815552,-0.1736481785774231,0.769953727722168,-0.5748752951622009,-0.1736481785774231,0.7996028661727905,-0.5343037843704224,-0.1736481785774231,0.8272640705108643,-0.49240386486053467,-0.1736481785774231,0.8528685569763184,-0.44927978515625,-0.1736481785774231,0.8763526678085327,-0.4050387144088745,-0.1736481785774231,0.8976580500602722,-0.3597906827926636,-0.1736481785774231,0.9167316555976868,-0.31364813446998596,-0.1736481785774231,0.9335262179374695,-0.2667257785797119,-0.1736481785774231,0.9479998350143433,-0.21914033591747284,-0.1736481785774231,0.9601165652275085,-0.1710100769996643,-0.1736481785774231,0.9698463082313538,-0.12245464324951172,-0.1736481785774231,0.9771648645401001,-0.07359477877616882,-0.1736481785774231,0.9820540547370911,-0.024551939219236374,-0.1736481785774231,0.9845016598701477,0.024551939219236374,-0.1736481785774231,0.9845016598701477,0.07359477877616882,-0.1736481785774231,0.9820540547370911,0.12245464324951172,-0.1736481785774231,0.9771648645401001,0.1710100769996643,-0.1736481785774231,0.9698463082313538,0.21914033591747284,-0.1736481785774231,0.9601165652275085,0.2667257785797119,-0.1736481785774231,0.9479998350143433,0.31364813446998596,-0.1736481785774231,0.9335262179374695,0.3597906827926636,-0.1736481785774231,0.9167316555976868,0.4050387144088745,-0.1736481785774231,0.8976580500602722,0.44927978515625,-0.1736481785774231,0.8763526678085327,0.49240386486053467,-0.1736481785774231,0.8528685569763184,0.5343037843704224,-0.1736481785774231,0.8272640705108643,0.5748752951622009,-0.1736481785774231,0.7996028661727905,0.6140176057815552,-0.1736481785774231,0.769953727722168,0.6516333222389221,-0.1736481785774231,0.738390326499939,0.6876290440559387,-0.1736481785774231,0.7049912214279175,0.7219151854515076,-0.1736481785774231,0.6698393821716309,0.7544065117835999,-0.1736481785774231,0.6330222487449646,0.7850222587585449,-0.1736481785774231,0.5946312546730042,0.8136863708496094,-0.1736481785774231,0.5547619462013245,0.8403275012969971,-0.1736481785774231,0.513513445854187,0.8648794293403625,-0.1736481785774231,0.4709882140159607,0.8872811198234558,-0.1736481785774231,0.4272920787334442,0.9074769020080566,-0.1736481785774231,0.38253360986709595,0.9254165887832642,-0.1736481785774231,0.33682408928871155,0.9410555362701416,-0.1736481785774231,0.2902771830558777,0.9543548226356506,-0.1736481785774231,0.2430085986852646,0.9652814865112305,-0.1736481785774231,0.19513586163520813,0.9738082885742188,-0.1736481785774231,0.14677797257900238,0.9799140095710754,-0.1736481785774231,0.09805518388748169,0.9835835695266724,-0.1736481785774231,0.04908861592411995,0.9848077297210693,-0.1736481785774231,2.4120832830996583e-16,0.9922391772270203,-0.12434370815753937,0.0,0.9910057783126831,-0.12434370815753937,-0.04945904389023781,0.9873085618019104,-0.12434370815753937,-0.09879512339830399,0.9811567068099976,-0.12434370815753937,-0.14788557589054108,0.9725655913352966,-0.12434370815753937,-0.19660836458206177,0.9615564942359924,-0.12434370815753937,-0.24484236538410187,0.9481567740440369,-0.12434370815753937,-0.2924676537513733,0.9323998689651489,-0.12434370815753937,-0.33936581015586853,0.9143248200416565,-0.12434370815753937,-0.3854202330112457,0.893976628780365,-0.12434370815753937,-0.43051645159721375,0.8714058995246887,-0.12434370815753937,-0.4745423495769501,0.8466686606407166,-0.12434370815753937,-0.5173884630203247,0.8198264837265015,-0.12434370815753937,-0.5589482188224792,0.7909461259841919,-0.12434370815753937,-0.5991184115409851,0.7600993514060974,-0.12434370815753937,-0.637799084186554,0.7273628115653992,-0.12434370815753937,-0.6748940348625183,0.6928179264068604,-0.12434370815753937,-0.7103111743927002,0.6565506458282471,-0.12434370815753937,-0.743962287902832,0.6186510324478149,-0.12434370815753937,-0.7757638692855835,0.5792133808135986,-0.12434370815753937,-0.8056367039680481,0.5383356809616089,-0.12434370815753937,-0.8335066437721252,0.49611958861351013,-0.12434370815753937,-0.8593043684959412,0.4526700973510742,-0.12434370815753937,-0.8829656839370728,0.40809518098831177,-0.12434370815753937,-0.9044318199157715,0.3625056743621826,-0.12434370815753937,-0.9236494302749634,0.31601494550704956,-0.12434370815753937,-0.9405706524848938,0.2687385380268097,-0.12434370815753937,-0.9551535248756409,0.22079399228096008,-0.12434370815753937,-0.9673616886138916,0.1723005324602127,-0.12434370815753937,-0.9771648645401001,0.1233787015080452,-0.12434370815753937,-0.9845386147499084,0.07415013015270233,-0.12434370815753937,-0.9894647002220154,0.02473720908164978,-0.12434370815753937,-0.9919307827949524,-0.02473720908164978,-0.12434370815753937,-0.9919307827949524,-0.07415013015270233,-0.12434370815753937,-0.9894647002220154,-0.1233787015080452,-0.12434370815753937,-0.9845386147499084,-0.1723005324602127,-0.12434370815753937,-0.9771648645401001,-0.22079399228096008,-0.12434370815753937,-0.9673616886138916,-0.2687385380268097,-0.12434370815753937,-0.9551535248756409,-0.31601494550704956,-0.12434370815753937,-0.9405706524848938,-0.3625056743621826,-0.12434370815753937,-0.9236494302749634,-0.40809518098831177,-0.12434370815753937,-0.9044318199157715,-0.4526700973510742,-0.12434370815753937,-0.8829656839370728,-0.49611958861351013,-0.12434370815753937,-0.8593043684959412,-0.5383356809616089,-0.12434370815753937,-0.8335066437721252,-0.5792133808135986,-0.12434370815753937,-0.8056367039680481,-0.6186510324478149,-0.12434370815753937,-0.7757638692855835,-0.6565506458282471,-0.12434370815753937,-0.743962287902832,-0.6928179264068604,-0.12434370815753937,-0.7103111743927002,-0.7273628115653992,-0.12434370815753937,-0.6748940348625183,-0.7600993514060974,-0.12434370815753937,-0.637799084186554,-0.7909461259841919,-0.12434370815753937,-0.5991184115409851,-0.8198264837265015,-0.12434370815753937,-0.5589482188224792,-0.8466686606407166,-0.12434370815753937,-0.5173884630203247,-0.8714058995246887,-0.12434370815753937,-0.4745423495769501,-0.893976628780365,-0.12434370815753937,-0.43051645159721375,-0.9143248200416565,-0.12434370815753937,-0.3854202330112457,-0.9323998689651489,-0.12434370815753937,-0.33936581015586853,-0.9481567740440369,-0.12434370815753937,-0.2924676537513733,-0.9615564942359924,-0.12434370815753937,-0.24484236538410187,-0.9725655913352966,-0.12434370815753937,-0.19660836458206177,-0.9811567068099976,-0.12434370815753937,-0.14788557589054108,-0.9873085618019104,-0.12434370815753937,-0.09879512339830399,-0.9910057783126831,-0.12434370815753937,-0.04945904389023781,-0.9922391772270203,-0.12434370815753937,-1.2151426135213826e-16,-0.9910057783126831,-0.12434370815753937,0.04945904389023781,-0.9873085618019104,-0.12434370815753937,0.09879512339830399,-0.9811567068099976,-0.12434370815753937,0.14788557589054108,-0.9725655913352966,-0.12434370815753937,0.19660836458206177,-0.9615564942359924,-0.12434370815753937,0.24484236538410187,-0.9481567740440369,-0.12434370815753937,0.2924676537513733,-0.9323998689651489,-0.12434370815753937,0.33936581015586853,-0.9143248200416565,-0.12434370815753937,0.3854202330112457,-0.893976628780365,-0.12434370815753937,0.43051645159721375,-0.8714058995246887,-0.12434370815753937,0.4745423495769501,-0.8466686606407166,-0.12434370815753937,0.5173884630203247,-0.8198264837265015,-0.12434370815753937,0.5589482188224792,-0.7909461259841919,-0.12434370815753937,0.5991184115409851,-0.7600993514060974,-0.12434370815753937,0.637799084186554,-0.7273628115653992,-0.12434370815753937,0.6748940348625183,-0.6928179264068604,-0.12434370815753937,0.7103111743927002,-0.6565506458282471,-0.12434370815753937,0.743962287902832,-0.6186510324478149,-0.12434370815753937,0.7757638692855835,-0.5792133808135986,-0.12434370815753937,0.8056367039680481,-0.5383356809616089,-0.12434370815753937,0.8335066437721252,-0.49611958861351013,-0.12434370815753937,0.8593043684959412,-0.4526700973510742,-0.12434370815753937,0.8829656839370728,-0.40809518098831177,-0.12434370815753937,0.9044318199157715,-0.3625056743621826,-0.12434370815753937,0.9236494302749634,-0.31601494550704956,-0.12434370815753937,0.9405706524848938,-0.2687385380268097,-0.12434370815753937,0.9551535248756409,-0.22079399228096008,-0.12434370815753937,0.9673616886138916,-0.1723005324602127,-0.12434370815753937,0.9771648645401001,-0.1233787015080452,-0.12434370815753937,0.9845386147499084,-0.07415013015270233,-0.12434370815753937,0.9894647002220154,-0.02473720908164978,-0.12434370815753937,0.9919307827949524,0.02473720908164978,-0.12434370815753937,0.9919307827949524,0.07415013015270233,-0.12434370815753937,0.9894647002220154,0.1233787015080452,-0.12434370815753937,0.9845386147499084,0.1723005324602127,-0.12434370815753937,0.9771648645401001,0.22079399228096008,-0.12434370815753937,0.9673616886138916,0.2687385380268097,-0.12434370815753937,0.9551535248756409,0.31601494550704956,-0.12434370815753937,0.9405706524848938,0.3625056743621826,-0.12434370815753937,0.9236494302749634,0.40809518098831177,-0.12434370815753937,0.9044318199157715,0.4526700973510742,-0.12434370815753937,0.8829656839370728,0.49611958861351013,-0.12434370815753937,0.8593043684959412,0.5383356809616089,-0.12434370815753937,0.8335066437721252,0.5792133808135986,-0.12434370815753937,0.8056367039680481,0.6186510324478149,-0.12434370815753937,0.7757638692855835,0.6565506458282471,-0.12434370815753937,0.743962287902832,0.6928179264068604,-0.12434370815753937,0.7103111743927002,0.7273628115653992,-0.12434370815753937,0.6748940348625183,0.7600993514060974,-0.12434370815753937,0.637799084186554,0.7909461259841919,-0.12434370815753937,0.5991184115409851,0.8198264837265015,-0.12434370815753937,0.5589482188224792,0.8466686606407166,-0.12434370815753937,0.5173884630203247,0.8714058995246887,-0.12434370815753937,0.4745423495769501,0.893976628780365,-0.12434370815753937,0.43051645159721375,0.9143248200416565,-0.12434370815753937,0.3854202330112457,0.9323998689651489,-0.12434370815753937,0.33936581015586853,0.9481567740440369,-0.12434370815753937,0.2924676537513733,0.9615564942359924,-0.12434370815753937,0.24484236538410187,0.9725655913352966,-0.12434370815753937,0.19660836458206177,0.9811567068099976,-0.12434370815753937,0.14788557589054108,0.9873085618019104,-0.12434370815753937,0.09879512339830399,0.9910057783126831,-0.12434370815753937,0.04945904389023781,0.9922391772270203,-0.12434370815753937,2.430285227042765e-16,0.9972038269042969,-0.07473009079694748,0.0,0.9959641695022583,-0.07473009079694748,-0.049706507474184036,0.9922484755516052,-0.07473009079694748,-0.0992894321680069,0.9860658645629883,-0.07473009079694748,-0.14862550795078278,0.9774317145347595,-0.07473009079694748,-0.19759207963943481,0.9663675427436829,-0.07473009079694748,-0.24606741964817047,0.9529008269309998,-0.07473009079694748,-0.2939309775829315,0.937065064907074,-0.07473009079694748,-0.34106379747390747,0.9188995957374573,-0.07473009079694748,-0.38734865188598633,0.8984495997428894,-0.07473009079694748,-0.4326705038547516,0.875765860080719,-0.07473009079694748,-0.47691667079925537,0.8509048819541931,-0.07473009079694748,-0.5199771523475647,0.8239284157752991,-0.07473009079694748,-0.5617449283599854,0.794903576374054,-0.07473009079694748,-0.602116048336029,0.7639024257659912,-0.07473009079694748,-0.6409902572631836,0.7310020923614502,-0.07473009079694748,-0.6782708168029785,0.6962844133377075,-0.07473009079694748,-0.7138651609420776,0.6598356366157532,-0.07473009079694748,-0.7476846575737,0.6217464208602905,-0.07473009079694748,-0.7796453237533569,0.5821114182472229,-0.07473009079694748,-0.8096676468849182,0.5410292148590088,-0.07473009079694748,-0.8376770615577698,0.49860191345214844,-0.07473009079694748,-0.8636038303375244,0.4549350142478943,-0.07473009079694748,-0.8873835206031799,0.4101370573043823,-0.07473009079694748,-0.9089571237564087,0.36431944370269775,-0.07473009079694748,-0.9282708168029785,0.31759610772132874,-0.07473009079694748,-0.9452767372131348,0.27008312940597534,-0.07473009079694748,-0.9599325656890869,0.22189871966838837,-0.07473009079694748,-0.9722018241882324,0.17316262423992157,-0.07473009079694748,-0.9820540547370911,0.12399601191282272,-0.07473009079694748,-0.9894647002220154,0.07452113181352615,-0.07473009079694748,-0.9944154024124146,0.024860979989171028,-0.07473009079694748,-0.9968938231468201,-0.024860979989171028,-0.07473009079694748,-0.9968938231468201,-0.07452113181352615,-0.07473009079694748,-0.9944154024124146,-0.12399601191282272,-0.07473009079694748,-0.9894647002220154,-0.17316262423992157,-0.07473009079694748,-0.9820540547370911,-0.22189871966838837,-0.07473009079694748,-0.9722018241882324,-0.27008312940597534,-0.07473009079694748,-0.9599325656890869,-0.31759610772132874,-0.07473009079694748,-0.9452767372131348,-0.36431944370269775,-0.07473009079694748,-0.9282708168029785,-0.4101370573043823,-0.07473009079694748,-0.9089571237564087,-0.4549350142478943,-0.07473009079694748,-0.8873835206031799,-0.49860191345214844,-0.07473009079694748,-0.8636038303375244,-0.5410292148590088,-0.07473009079694748,-0.8376770615577698,-0.5821114182472229,-0.07473009079694748,-0.8096676468849182,-0.6217464208602905,-0.07473009079694748,-0.7796453237533569,-0.6598356366157532,-0.07473009079694748,-0.7476846575737,-0.6962844133377075,-0.07473009079694748,-0.7138651609420776,-0.7310020923614502,-0.07473009079694748,-0.6782708168029785,-0.7639024257659912,-0.07473009079694748,-0.6409902572631836,-0.794903576374054,-0.07473009079694748,-0.602116048336029,-0.8239284157752991,-0.07473009079694748,-0.5617449283599854,-0.8509048819541931,-0.07473009079694748,-0.5199771523475647,-0.875765860080719,-0.07473009079694748,-0.47691667079925537,-0.8984495997428894,-0.07473009079694748,-0.4326705038547516,-0.9188995957374573,-0.07473009079694748,-0.38734865188598633,-0.937065064907074,-0.07473009079694748,-0.34106379747390747,-0.9529008269309998,-0.07473009079694748,-0.2939309775829315,-0.9663675427436829,-0.07473009079694748,-0.24606741964817047,-0.9774317145347595,-0.07473009079694748,-0.19759207963943481,-0.9860658645629883,-0.07473009079694748,-0.14862550795078278,-0.9922484755516052,-0.07473009079694748,-0.0992894321680069,-0.9959641695022583,-0.07473009079694748,-0.049706507474184036,-0.9972038269042969,-0.07473009079694748,-1.2212224571980963e-16,-0.9959641695022583,-0.07473009079694748,0.049706507474184036,-0.9922484755516052,-0.07473009079694748,0.0992894321680069,-0.9860658645629883,-0.07473009079694748,0.14862550795078278,-0.9774317145347595,-0.07473009079694748,0.19759207963943481,-0.9663675427436829,-0.07473009079694748,0.24606741964817047,-0.9529008269309998,-0.07473009079694748,0.2939309775829315,-0.937065064907074,-0.07473009079694748,0.34106379747390747,-0.9188995957374573,-0.07473009079694748,0.38734865188598633,-0.8984495997428894,-0.07473009079694748,0.4326705038547516,-0.875765860080719,-0.07473009079694748,0.47691667079925537,-0.8509048819541931,-0.07473009079694748,0.5199771523475647,-0.8239284157752991,-0.07473009079694748,0.5617449283599854,-0.794903576374054,-0.07473009079694748,0.602116048336029,-0.7639024257659912,-0.07473009079694748,0.6409902572631836,-0.7310020923614502,-0.07473009079694748,0.6782708168029785,-0.6962844133377075,-0.07473009079694748,0.7138651609420776,-0.6598356366157532,-0.07473009079694748,0.7476846575737,-0.6217464208602905,-0.07473009079694748,0.7796453237533569,-0.5821114182472229,-0.07473009079694748,0.8096676468849182,-0.5410292148590088,-0.07473009079694748,0.8376770615577698,-0.49860191345214844,-0.07473009079694748,0.8636038303375244,-0.4549350142478943,-0.07473009079694748,0.8873835206031799,-0.4101370573043823,-0.07473009079694748,0.9089571237564087,-0.36431944370269775,-0.07473009079694748,0.9282708168029785,-0.31759610772132874,-0.07473009079694748,0.9452767372131348,-0.27008312940597534,-0.07473009079694748,0.9599325656890869,-0.22189871966838837,-0.07473009079694748,0.9722018241882324,-0.17316262423992157,-0.07473009079694748,0.9820540547370911,-0.12399601191282272,-0.07473009079694748,0.9894647002220154,-0.07452113181352615,-0.07473009079694748,0.9944154024124146,-0.024860979989171028,-0.07473009079694748,0.9968938231468201,0.024860979989171028,-0.07473009079694748,0.9968938231468201,0.07452113181352615,-0.07473009079694748,0.9944154024124146,0.12399601191282272,-0.07473009079694748,0.9894647002220154,0.17316262423992157,-0.07473009079694748,0.9820540547370911,0.22189871966838837,-0.07473009079694748,0.9722018241882324,0.27008312940597534,-0.07473009079694748,0.9599325656890869,0.31759610772132874,-0.07473009079694748,0.9452767372131348,0.36431944370269775,-0.07473009079694748,0.9282708168029785,0.4101370573043823,-0.07473009079694748,0.9089571237564087,0.4549350142478943,-0.07473009079694748,0.8873835206031799,0.49860191345214844,-0.07473009079694748,0.8636038303375244,0.5410292148590088,-0.07473009079694748,0.8376770615577698,0.5821114182472229,-0.07473009079694748,0.8096676468849182,0.6217464208602905,-0.07473009079694748,0.7796453237533569,0.6598356366157532,-0.07473009079694748,0.7476846575737,0.6962844133377075,-0.07473009079694748,0.7138651609420776,0.7310020923614502,-0.07473009079694748,0.6782708168029785,0.7639024257659912,-0.07473009079694748,0.6409902572631836,0.794903576374054,-0.07473009079694748,0.602116048336029,0.8239284157752991,-0.07473009079694748,0.5617449283599854,0.8509048819541931,-0.07473009079694748,0.5199771523475647,0.875765860080719,-0.07473009079694748,0.47691667079925537,0.8984495997428894,-0.07473009079694748,0.4326705038547516,0.9188995957374573,-0.07473009079694748,0.38734865188598633,0.937065064907074,-0.07473009079694748,0.34106379747390747,0.9529008269309998,-0.07473009079694748,0.2939309775829315,0.9663675427436829,-0.07473009079694748,0.24606741964817047,0.9774317145347595,-0.07473009079694748,0.19759207963943481,0.9860658645629883,-0.07473009079694748,0.14862550795078278,0.9922484755516052,-0.07473009079694748,0.0992894321680069,0.9959641695022583,-0.07473009079694748,0.049706507474184036,0.9972038269042969,-0.07473009079694748,2.4424449143961927e-16,0.9996891617774963,-0.024930691346526146,0.0,0.9984464645385742,-0.024930691346526146,-0.04983039200305939,0.9947214722633362,-0.024930691346526146,-0.09953689575195312,0.9885234832763672,-0.024930691346526146,-0.14899593591690063,0.9798678159713745,-0.024930691346526146,-0.19808456301689148,0.9687761068344116,-0.024930691346526146,-0.24668070673942566,0.9552757740020752,-0.024930691346526146,-0.29466354846954346,0.9394005537033081,-0.024930691346526146,-0.3419138491153717,0.9211897850036621,-0.024930691346526146,-0.38831406831741333,0.9006888270378113,-0.024930691346526146,-0.43374887108802795,0.8779485821723938,-0.024930691346526146,-0.4781053364276886,0.8530256748199463,-0.024930691346526146,-0.521273136138916,0.8259819746017456,-0.024930691346526146,-0.5631449818611145,0.7968847155570984,-0.024930691346526146,-0.6036167144775391,0.7658063173294067,-0.024930691346526146,-0.6425878405570984,0.7328240275382996,-0.024930691346526146,-0.6799613237380981,0.698019802570343,-0.024930691346526146,-0.715644359588623,0.661480188369751,-0.024930691346526146,-0.7495481371879578,0.6232960224151611,-0.024930691346526146,-0.7815884947776794,0.5835622549057007,-0.024930691346526146,-0.8116856217384338,0.5423776507377625,-0.024930691346526146,-0.8397648334503174,0.49984458088874817,-0.024930691346526146,-0.8657562136650085,0.45606887340545654,-0.024930691346526146,-0.8895952105522156,0.4111592769622803,-0.024930691346526146,-0.911222517490387,0.36522746086120605,-0.024930691346526146,-0.9305844306945801,0.3183876574039459,-0.024930691346526146,-0.9476327300071716,0.2707562744617462,-0.024930691346526146,-0.9623250365257263,0.22245177626609802,-0.024930691346526146,-0.9746248722076416,0.17359420657157898,-0.024930691346526146,-0.9845016598701477,0.12430505454540253,-0.024930691346526146,-0.9919307827949524,0.07470686733722687,-0.024930691346526146,-0.9968938231468201,0.024922942742705345,-0.024930691346526146,-0.9993784427642822,-0.024922942742705345,-0.024930691346526146,-0.9993784427642822,-0.07470686733722687,-0.024930691346526146,-0.9968938231468201,-0.12430505454540253,-0.024930691346526146,-0.9919307827949524,-0.17359420657157898,-0.024930691346526146,-0.9845016598701477,-0.22245177626609802,-0.024930691346526146,-0.9746248722076416,-0.2707562744617462,-0.024930691346526146,-0.9623250365257263,-0.3183876574039459,-0.024930691346526146,-0.9476327300071716,-0.36522746086120605,-0.024930691346526146,-0.9305844306945801,-0.4111592769622803,-0.024930691346526146,-0.911222517490387,-0.45606887340545654,-0.024930691346526146,-0.8895952105522156,-0.49984458088874817,-0.024930691346526146,-0.8657562136650085,-0.5423776507377625,-0.024930691346526146,-0.8397648334503174,-0.5835622549057007,-0.024930691346526146,-0.8116856217384338,-0.6232960224151611,-0.024930691346526146,-0.7815884947776794,-0.661480188369751,-0.024930691346526146,-0.7495481371879578,-0.698019802570343,-0.024930691346526146,-0.715644359588623,-0.7328240275382996,-0.024930691346526146,-0.6799613237380981,-0.7658063173294067,-0.024930691346526146,-0.6425878405570984,-0.7968847155570984,-0.024930691346526146,-0.6036167144775391,-0.8259819746017456,-0.024930691346526146,-0.5631449818611145,-0.8530256748199463,-0.024930691346526146,-0.521273136138916,-0.8779485821723938,-0.024930691346526146,-0.4781053364276886,-0.9006888270378113,-0.024930691346526146,-0.43374887108802795,-0.9211897850036621,-0.024930691346526146,-0.38831406831741333,-0.9394005537033081,-0.024930691346526146,-0.3419138491153717,-0.9552757740020752,-0.024930691346526146,-0.29466354846954346,-0.9687761068344116,-0.024930691346526146,-0.24668070673942566,-0.9798678159713745,-0.024930691346526146,-0.19808456301689148,-0.9885234832763672,-0.024930691346526146,-0.14899593591690063,-0.9947214722633362,-0.024930691346526146,-0.09953689575195312,-0.9984464645385742,-0.024930691346526146,-0.04983039200305939,-0.9996891617774963,-0.024930691346526146,-1.2242662171544955e-16,-0.9984464645385742,-0.024930691346526146,0.04983039200305939,-0.9947214722633362,-0.024930691346526146,0.09953689575195312,-0.9885234832763672,-0.024930691346526146,0.14899593591690063,-0.9798678159713745,-0.024930691346526146,0.19808456301689148,-0.9687761068344116,-0.024930691346526146,0.24668070673942566,-0.9552757740020752,-0.024930691346526146,0.29466354846954346,-0.9394005537033081,-0.024930691346526146,0.3419138491153717,-0.9211897850036621,-0.024930691346526146,0.38831406831741333,-0.9006888270378113,-0.024930691346526146,0.43374887108802795,-0.8779485821723938,-0.024930691346526146,0.4781053364276886,-0.8530256748199463,-0.024930691346526146,0.521273136138916,-0.8259819746017456,-0.024930691346526146,0.5631449818611145,-0.7968847155570984,-0.024930691346526146,0.6036167144775391,-0.7658063173294067,-0.024930691346526146,0.6425878405570984,-0.7328240275382996,-0.024930691346526146,0.6799613237380981,-0.698019802570343,-0.024930691346526146,0.715644359588623,-0.661480188369751,-0.024930691346526146,0.7495481371879578,-0.6232960224151611,-0.024930691346526146,0.7815884947776794,-0.5835622549057007,-0.024930691346526146,0.8116856217384338,-0.5423776507377625,-0.024930691346526146,0.8397648334503174,-0.49984458088874817,-0.024930691346526146,0.8657562136650085,-0.45606887340545654,-0.024930691346526146,0.8895952105522156,-0.4111592769622803,-0.024930691346526146,0.911222517490387,-0.36522746086120605,-0.024930691346526146,0.9305844306945801,-0.3183876574039459,-0.024930691346526146,0.9476327300071716,-0.2707562744617462,-0.024930691346526146,0.9623250365257263,-0.22245177626609802,-0.024930691346526146,0.9746248722076416,-0.17359420657157898,-0.024930691346526146,0.9845016598701477,-0.12430505454540253,-0.024930691346526146,0.9919307827949524,-0.07470686733722687,-0.024930691346526146,0.9968938231468201,-0.024922942742705345,-0.024930691346526146,0.9993784427642822,0.024922942742705345,-0.024930691346526146,0.9993784427642822,0.07470686733722687,-0.024930691346526146,0.9968938231468201,0.12430505454540253,-0.024930691346526146,0.9919307827949524,0.17359420657157898,-0.024930691346526146,0.9845016598701477,0.22245177626609802,-0.024930691346526146,0.9746248722076416,0.2707562744617462,-0.024930691346526146,0.9623250365257263,0.3183876574039459,-0.024930691346526146,0.9476327300071716,0.36522746086120605,-0.024930691346526146,0.9305844306945801,0.4111592769622803,-0.024930691346526146,0.911222517490387,0.45606887340545654,-0.024930691346526146,0.8895952105522156,0.49984458088874817,-0.024930691346526146,0.8657562136650085,0.5423776507377625,-0.024930691346526146,0.8397648334503174,0.5835622549057007,-0.024930691346526146,0.8116856217384338,0.6232960224151611,-0.024930691346526146,0.7815884947776794,0.661480188369751,-0.024930691346526146,0.7495481371879578,0.698019802570343,-0.024930691346526146,0.715644359588623,0.7328240275382996,-0.024930691346526146,0.6799613237380981,0.7658063173294067,-0.024930691346526146,0.6425878405570984,0.7968847155570984,-0.024930691346526146,0.6036167144775391,0.8259819746017456,-0.024930691346526146,0.5631449818611145,0.8530256748199463,-0.024930691346526146,0.521273136138916,0.8779485821723938,-0.024930691346526146,0.4781053364276886,0.9006888270378113,-0.024930691346526146,0.43374887108802795,0.9211897850036621,-0.024930691346526146,0.38831406831741333,0.9394005537033081,-0.024930691346526146,0.3419138491153717,0.9552757740020752,-0.024930691346526146,0.29466354846954346,0.9687761068344116,-0.024930691346526146,0.24668070673942566,0.9798678159713745,-0.024930691346526146,0.19808456301689148,0.9885234832763672,-0.024930691346526146,0.14899593591690063,0.9947214722633362,-0.024930691346526146,0.09953689575195312,0.9984464645385742,-0.024930691346526146,0.04983039200305939,0.9996891617774963,-0.024930691346526146,2.448532434308991e-16,0.9996891617774963,0.024930691346526146,0.0,0.9984464645385742,0.024930691346526146,-0.04983039200305939,0.9947214722633362,0.024930691346526146,-0.09953689575195312,0.9885234832763672,0.024930691346526146,-0.14899593591690063,0.9798678159713745,0.024930691346526146,-0.19808456301689148,0.9687761068344116,0.024930691346526146,-0.24668070673942566,0.9552757740020752,0.024930691346526146,-0.29466354846954346,0.9394005537033081,0.024930691346526146,-0.3419138491153717,0.9211897850036621,0.024930691346526146,-0.38831406831741333,0.9006888270378113,0.024930691346526146,-0.43374887108802795,0.8779485821723938,0.024930691346526146,-0.4781053364276886,0.8530256748199463,0.024930691346526146,-0.521273136138916,0.8259819746017456,0.024930691346526146,-0.5631449818611145,0.7968847155570984,0.024930691346526146,-0.6036167144775391,0.7658063173294067,0.024930691346526146,-0.6425878405570984,0.7328240275382996,0.024930691346526146,-0.6799613237380981,0.698019802570343,0.024930691346526146,-0.715644359588623,0.661480188369751,0.024930691346526146,-0.7495481371879578,0.6232960224151611,0.024930691346526146,-0.7815884947776794,0.5835622549057007,0.024930691346526146,-0.8116856217384338,0.5423776507377625,0.024930691346526146,-0.8397648334503174,0.49984458088874817,0.024930691346526146,-0.8657562136650085,0.45606887340545654,0.024930691346526146,-0.8895952105522156,0.4111592769622803,0.024930691346526146,-0.911222517490387,0.36522746086120605,0.024930691346526146,-0.9305844306945801,0.3183876574039459,0.024930691346526146,-0.9476327300071716,0.2707562744617462,0.024930691346526146,-0.9623250365257263,0.22245177626609802,0.024930691346526146,-0.9746248722076416,0.17359420657157898,0.024930691346526146,-0.9845016598701477,0.12430505454540253,0.024930691346526146,-0.9919307827949524,0.07470686733722687,0.024930691346526146,-0.9968938231468201,0.024922942742705345,0.024930691346526146,-0.9993784427642822,-0.024922942742705345,0.024930691346526146,-0.9993784427642822,-0.07470686733722687,0.024930691346526146,-0.9968938231468201,-0.12430505454540253,0.024930691346526146,-0.9919307827949524,-0.17359420657157898,0.024930691346526146,-0.9845016598701477,-0.22245177626609802,0.024930691346526146,-0.9746248722076416,-0.2707562744617462,0.024930691346526146,-0.9623250365257263,-0.3183876574039459,0.024930691346526146,-0.9476327300071716,-0.36522746086120605,0.024930691346526146,-0.9305844306945801,-0.4111592769622803,0.024930691346526146,-0.911222517490387,-0.45606887340545654,0.024930691346526146,-0.8895952105522156,-0.49984458088874817,0.024930691346526146,-0.8657562136650085,-0.5423776507377625,0.024930691346526146,-0.8397648334503174,-0.5835622549057007,0.024930691346526146,-0.8116856217384338,-0.6232960224151611,0.024930691346526146,-0.7815884947776794,-0.661480188369751,0.024930691346526146,-0.7495481371879578,-0.698019802570343,0.024930691346526146,-0.715644359588623,-0.7328240275382996,0.024930691346526146,-0.6799613237380981,-0.7658063173294067,0.024930691346526146,-0.6425878405570984,-0.7968847155570984,0.024930691346526146,-0.6036167144775391,-0.8259819746017456,0.024930691346526146,-0.5631449818611145,-0.8530256748199463,0.024930691346526146,-0.521273136138916,-0.8779485821723938,0.024930691346526146,-0.4781053364276886,-0.9006888270378113,0.024930691346526146,-0.43374887108802795,-0.9211897850036621,0.024930691346526146,-0.38831406831741333,-0.9394005537033081,0.024930691346526146,-0.3419138491153717,-0.9552757740020752,0.024930691346526146,-0.29466354846954346,-0.9687761068344116,0.024930691346526146,-0.24668070673942566,-0.9798678159713745,0.024930691346526146,-0.19808456301689148,-0.9885234832763672,0.024930691346526146,-0.14899593591690063,-0.9947214722633362,0.024930691346526146,-0.09953689575195312,-0.9984464645385742,0.024930691346526146,-0.04983039200305939,-0.9996891617774963,0.024930691346526146,-1.2242662171544955e-16,-0.9984464645385742,0.024930691346526146,0.04983039200305939,-0.9947214722633362,0.024930691346526146,0.09953689575195312,-0.9885234832763672,0.024930691346526146,0.14899593591690063,-0.9798678159713745,0.024930691346526146,0.19808456301689148,-0.9687761068344116,0.024930691346526146,0.24668070673942566,-0.9552757740020752,0.024930691346526146,0.29466354846954346,-0.9394005537033081,0.024930691346526146,0.3419138491153717,-0.9211897850036621,0.024930691346526146,0.38831406831741333,-0.9006888270378113,0.024930691346526146,0.43374887108802795,-0.8779485821723938,0.024930691346526146,0.4781053364276886,-0.8530256748199463,0.024930691346526146,0.521273136138916,-0.8259819746017456,0.024930691346526146,0.5631449818611145,-0.7968847155570984,0.024930691346526146,0.6036167144775391,-0.7658063173294067,0.024930691346526146,0.6425878405570984,-0.7328240275382996,0.024930691346526146,0.6799613237380981,-0.698019802570343,0.024930691346526146,0.715644359588623,-0.661480188369751,0.024930691346526146,0.7495481371879578,-0.6232960224151611,0.024930691346526146,0.7815884947776794,-0.5835622549057007,0.024930691346526146,0.8116856217384338,-0.5423776507377625,0.024930691346526146,0.8397648334503174,-0.49984458088874817,0.024930691346526146,0.8657562136650085,-0.45606887340545654,0.024930691346526146,0.8895952105522156,-0.4111592769622803,0.024930691346526146,0.911222517490387,-0.36522746086120605,0.024930691346526146,0.9305844306945801,-0.3183876574039459,0.024930691346526146,0.9476327300071716,-0.2707562744617462,0.024930691346526146,0.9623250365257263,-0.22245177626609802,0.024930691346526146,0.9746248722076416,-0.17359420657157898,0.024930691346526146,0.9845016598701477,-0.12430505454540253,0.024930691346526146,0.9919307827949524,-0.07470686733722687,0.024930691346526146,0.9968938231468201,-0.024922942742705345,0.024930691346526146,0.9993784427642822,0.024922942742705345,0.024930691346526146,0.9993784427642822,0.07470686733722687,0.024930691346526146,0.9968938231468201,0.12430505454540253,0.024930691346526146,0.9919307827949524,0.17359420657157898,0.024930691346526146,0.9845016598701477,0.22245177626609802,0.024930691346526146,0.9746248722076416,0.2707562744617462,0.024930691346526146,0.9623250365257263,0.3183876574039459,0.024930691346526146,0.9476327300071716,0.36522746086120605,0.024930691346526146,0.9305844306945801,0.4111592769622803,0.024930691346526146,0.911222517490387,0.45606887340545654,0.024930691346526146,0.8895952105522156,0.49984458088874817,0.024930691346526146,0.8657562136650085,0.5423776507377625,0.024930691346526146,0.8397648334503174,0.5835622549057007,0.024930691346526146,0.8116856217384338,0.6232960224151611,0.024930691346526146,0.7815884947776794,0.661480188369751,0.024930691346526146,0.7495481371879578,0.698019802570343,0.024930691346526146,0.715644359588623,0.7328240275382996,0.024930691346526146,0.6799613237380981,0.7658063173294067,0.024930691346526146,0.6425878405570984,0.7968847155570984,0.024930691346526146,0.6036167144775391,0.8259819746017456,0.024930691346526146,0.5631449818611145,0.8530256748199463,0.024930691346526146,0.521273136138916,0.8779485821723938,0.024930691346526146,0.4781053364276886,0.9006888270378113,0.024930691346526146,0.43374887108802795,0.9211897850036621,0.024930691346526146,0.38831406831741333,0.9394005537033081,0.024930691346526146,0.3419138491153717,0.9552757740020752,0.024930691346526146,0.29466354846954346,0.9687761068344116,0.024930691346526146,0.24668070673942566,0.9798678159713745,0.024930691346526146,0.19808456301689148,0.9885234832763672,0.024930691346526146,0.14899593591690063,0.9947214722633362,0.024930691346526146,0.09953689575195312,0.9984464645385742,0.024930691346526146,0.04983039200305939,0.9996891617774963,0.024930691346526146,2.448532434308991e-16,0.9972038269042969,0.07473009079694748,0.0,0.9959641695022583,0.07473009079694748,-0.049706507474184036,0.9922484755516052,0.07473009079694748,-0.0992894321680069,0.9860658645629883,0.07473009079694748,-0.14862550795078278,0.9774317145347595,0.07473009079694748,-0.19759207963943481,0.9663675427436829,0.07473009079694748,-0.24606741964817047,0.9529008269309998,0.07473009079694748,-0.2939309775829315,0.937065064907074,0.07473009079694748,-0.34106379747390747,0.9188995957374573,0.07473009079694748,-0.38734865188598633,0.8984495997428894,0.07473009079694748,-0.4326705038547516,0.875765860080719,0.07473009079694748,-0.47691667079925537,0.8509048819541931,0.07473009079694748,-0.5199771523475647,0.8239284157752991,0.07473009079694748,-0.5617449283599854,0.794903576374054,0.07473009079694748,-0.602116048336029,0.7639024257659912,0.07473009079694748,-0.6409902572631836,0.7310020923614502,0.07473009079694748,-0.6782708168029785,0.6962844133377075,0.07473009079694748,-0.7138651609420776,0.6598356366157532,0.07473009079694748,-0.7476846575737,0.6217464208602905,0.07473009079694748,-0.7796453237533569,0.5821114182472229,0.07473009079694748,-0.8096676468849182,0.5410292148590088,0.07473009079694748,-0.8376770615577698,0.49860191345214844,0.07473009079694748,-0.8636038303375244,0.4549350142478943,0.07473009079694748,-0.8873835206031799,0.4101370573043823,0.07473009079694748,-0.9089571237564087,0.36431944370269775,0.07473009079694748,-0.9282708168029785,0.31759610772132874,0.07473009079694748,-0.9452767372131348,0.27008312940597534,0.07473009079694748,-0.9599325656890869,0.22189871966838837,0.07473009079694748,-0.9722018241882324,0.17316262423992157,0.07473009079694748,-0.9820540547370911,0.12399601191282272,0.07473009079694748,-0.9894647002220154,0.07452113181352615,0.07473009079694748,-0.9944154024124146,0.024860979989171028,0.07473009079694748,-0.9968938231468201,-0.024860979989171028,0.07473009079694748,-0.9968938231468201,-0.07452113181352615,0.07473009079694748,-0.9944154024124146,-0.12399601191282272,0.07473009079694748,-0.9894647002220154,-0.17316262423992157,0.07473009079694748,-0.9820540547370911,-0.22189871966838837,0.07473009079694748,-0.9722018241882324,-0.27008312940597534,0.07473009079694748,-0.9599325656890869,-0.31759610772132874,0.07473009079694748,-0.9452767372131348,-0.36431944370269775,0.07473009079694748,-0.9282708168029785,-0.4101370573043823,0.07473009079694748,-0.9089571237564087,-0.4549350142478943,0.07473009079694748,-0.8873835206031799,-0.49860191345214844,0.07473009079694748,-0.8636038303375244,-0.5410292148590088,0.07473009079694748,-0.8376770615577698,-0.5821114182472229,0.07473009079694748,-0.8096676468849182,-0.6217464208602905,0.07473009079694748,-0.7796453237533569,-0.6598356366157532,0.07473009079694748,-0.7476846575737,-0.6962844133377075,0.07473009079694748,-0.7138651609420776,-0.7310020923614502,0.07473009079694748,-0.6782708168029785,-0.7639024257659912,0.07473009079694748,-0.6409902572631836,-0.794903576374054,0.07473009079694748,-0.602116048336029,-0.8239284157752991,0.07473009079694748,-0.5617449283599854,-0.8509048819541931,0.07473009079694748,-0.5199771523475647,-0.875765860080719,0.07473009079694748,-0.47691667079925537,-0.8984495997428894,0.07473009079694748,-0.4326705038547516,-0.9188995957374573,0.07473009079694748,-0.38734865188598633,-0.937065064907074,0.07473009079694748,-0.34106379747390747,-0.9529008269309998,0.07473009079694748,-0.2939309775829315,-0.9663675427436829,0.07473009079694748,-0.24606741964817047,-0.9774317145347595,0.07473009079694748,-0.19759207963943481,-0.9860658645629883,0.07473009079694748,-0.14862550795078278,-0.9922484755516052,0.07473009079694748,-0.0992894321680069,-0.9959641695022583,0.07473009079694748,-0.049706507474184036,-0.9972038269042969,0.07473009079694748,-1.2212224571980963e-16,-0.9959641695022583,0.07473009079694748,0.049706507474184036,-0.9922484755516052,0.07473009079694748,0.0992894321680069,-0.9860658645629883,0.07473009079694748,0.14862550795078278,-0.9774317145347595,0.07473009079694748,0.19759207963943481,-0.9663675427436829,0.07473009079694748,0.24606741964817047,-0.9529008269309998,0.07473009079694748,0.2939309775829315,-0.937065064907074,0.07473009079694748,0.34106379747390747,-0.9188995957374573,0.07473009079694748,0.38734865188598633,-0.8984495997428894,0.07473009079694748,0.4326705038547516,-0.875765860080719,0.07473009079694748,0.47691667079925537,-0.8509048819541931,0.07473009079694748,0.5199771523475647,-0.8239284157752991,0.07473009079694748,0.5617449283599854,-0.794903576374054,0.07473009079694748,0.602116048336029,-0.7639024257659912,0.07473009079694748,0.6409902572631836,-0.7310020923614502,0.07473009079694748,0.6782708168029785,-0.6962844133377075,0.07473009079694748,0.7138651609420776,-0.6598356366157532,0.07473009079694748,0.7476846575737,-0.6217464208602905,0.07473009079694748,0.7796453237533569,-0.5821114182472229,0.07473009079694748,0.8096676468849182,-0.5410292148590088,0.07473009079694748,0.8376770615577698,-0.49860191345214844,0.07473009079694748,0.8636038303375244,-0.4549350142478943,0.07473009079694748,0.8873835206031799,-0.4101370573043823,0.07473009079694748,0.9089571237564087,-0.36431944370269775,0.07473009079694748,0.9282708168029785,-0.31759610772132874,0.07473009079694748,0.9452767372131348,-0.27008312940597534,0.07473009079694748,0.9599325656890869,-0.22189871966838837,0.07473009079694748,0.9722018241882324,-0.17316262423992157,0.07473009079694748,0.9820540547370911,-0.12399601191282272,0.07473009079694748,0.9894647002220154,-0.07452113181352615,0.07473009079694748,0.9944154024124146,-0.024860979989171028,0.07473009079694748,0.9968938231468201,0.024860979989171028,0.07473009079694748,0.9968938231468201,0.07452113181352615,0.07473009079694748,0.9944154024124146,0.12399601191282272,0.07473009079694748,0.9894647002220154,0.17316262423992157,0.07473009079694748,0.9820540547370911,0.22189871966838837,0.07473009079694748,0.9722018241882324,0.27008312940597534,0.07473009079694748,0.9599325656890869,0.31759610772132874,0.07473009079694748,0.9452767372131348,0.36431944370269775,0.07473009079694748,0.9282708168029785,0.4101370573043823,0.07473009079694748,0.9089571237564087,0.4549350142478943,0.07473009079694748,0.8873835206031799,0.49860191345214844,0.07473009079694748,0.8636038303375244,0.5410292148590088,0.07473009079694748,0.8376770615577698,0.5821114182472229,0.07473009079694748,0.8096676468849182,0.6217464208602905,0.07473009079694748,0.7796453237533569,0.6598356366157532,0.07473009079694748,0.7476846575737,0.6962844133377075,0.07473009079694748,0.7138651609420776,0.7310020923614502,0.07473009079694748,0.6782708168029785,0.7639024257659912,0.07473009079694748,0.6409902572631836,0.794903576374054,0.07473009079694748,0.602116048336029,0.8239284157752991,0.07473009079694748,0.5617449283599854,0.8509048819541931,0.07473009079694748,0.5199771523475647,0.875765860080719,0.07473009079694748,0.47691667079925537,0.8984495997428894,0.07473009079694748,0.4326705038547516,0.9188995957374573,0.07473009079694748,0.38734865188598633,0.937065064907074,0.07473009079694748,0.34106379747390747,0.9529008269309998,0.07473009079694748,0.2939309775829315,0.9663675427436829,0.07473009079694748,0.24606741964817047,0.9774317145347595,0.07473009079694748,0.19759207963943481,0.9860658645629883,0.07473009079694748,0.14862550795078278,0.9922484755516052,0.07473009079694748,0.0992894321680069,0.9959641695022583,0.07473009079694748,0.049706507474184036,0.9972038269042969,0.07473009079694748,2.4424449143961927e-16,0.9922391772270203,0.12434370815753937,0.0,0.9910057783126831,0.12434370815753937,-0.04945904389023781,0.9873085618019104,0.12434370815753937,-0.09879512339830399,0.9811567068099976,0.12434370815753937,-0.14788557589054108,0.9725655913352966,0.12434370815753937,-0.19660836458206177,0.9615564942359924,0.12434370815753937,-0.24484236538410187,0.9481567740440369,0.12434370815753937,-0.2924676537513733,0.9323998689651489,0.12434370815753937,-0.33936581015586853,0.9143248200416565,0.12434370815753937,-0.3854202330112457,0.893976628780365,0.12434370815753937,-0.43051645159721375,0.8714058995246887,0.12434370815753937,-0.4745423495769501,0.8466686606407166,0.12434370815753937,-0.5173884630203247,0.8198264837265015,0.12434370815753937,-0.5589482188224792,0.7909461259841919,0.12434370815753937,-0.5991184115409851,0.7600993514060974,0.12434370815753937,-0.637799084186554,0.7273628115653992,0.12434370815753937,-0.6748940348625183,0.6928179264068604,0.12434370815753937,-0.7103111743927002,0.6565506458282471,0.12434370815753937,-0.743962287902832,0.6186510324478149,0.12434370815753937,-0.7757638692855835,0.5792133808135986,0.12434370815753937,-0.8056367039680481,0.5383356809616089,0.12434370815753937,-0.8335066437721252,0.49611958861351013,0.12434370815753937,-0.8593043684959412,0.4526700973510742,0.12434370815753937,-0.8829656839370728,0.40809518098831177,0.12434370815753937,-0.9044318199157715,0.3625056743621826,0.12434370815753937,-0.9236494302749634,0.31601494550704956,0.12434370815753937,-0.9405706524848938,0.2687385380268097,0.12434370815753937,-0.9551535248756409,0.22079399228096008,0.12434370815753937,-0.9673616886138916,0.1723005324602127,0.12434370815753937,-0.9771648645401001,0.1233787015080452,0.12434370815753937,-0.9845386147499084,0.07415013015270233,0.12434370815753937,-0.9894647002220154,0.02473720908164978,0.12434370815753937,-0.9919307827949524,-0.02473720908164978,0.12434370815753937,-0.9919307827949524,-0.07415013015270233,0.12434370815753937,-0.9894647002220154,-0.1233787015080452,0.12434370815753937,-0.9845386147499084,-0.1723005324602127,0.12434370815753937,-0.9771648645401001,-0.22079399228096008,0.12434370815753937,-0.9673616886138916,-0.2687385380268097,0.12434370815753937,-0.9551535248756409,-0.31601494550704956,0.12434370815753937,-0.9405706524848938,-0.3625056743621826,0.12434370815753937,-0.9236494302749634,-0.40809518098831177,0.12434370815753937,-0.9044318199157715,-0.4526700973510742,0.12434370815753937,-0.8829656839370728,-0.49611958861351013,0.12434370815753937,-0.8593043684959412,-0.5383356809616089,0.12434370815753937,-0.8335066437721252,-0.5792133808135986,0.12434370815753937,-0.8056367039680481,-0.6186510324478149,0.12434370815753937,-0.7757638692855835,-0.6565506458282471,0.12434370815753937,-0.743962287902832,-0.6928179264068604,0.12434370815753937,-0.7103111743927002,-0.7273628115653992,0.12434370815753937,-0.6748940348625183,-0.7600993514060974,0.12434370815753937,-0.637799084186554,-0.7909461259841919,0.12434370815753937,-0.5991184115409851,-0.8198264837265015,0.12434370815753937,-0.5589482188224792,-0.8466686606407166,0.12434370815753937,-0.5173884630203247,-0.8714058995246887,0.12434370815753937,-0.4745423495769501,-0.893976628780365,0.12434370815753937,-0.43051645159721375,-0.9143248200416565,0.12434370815753937,-0.3854202330112457,-0.9323998689651489,0.12434370815753937,-0.33936581015586853,-0.9481567740440369,0.12434370815753937,-0.2924676537513733,-0.9615564942359924,0.12434370815753937,-0.24484236538410187,-0.9725655913352966,0.12434370815753937,-0.19660836458206177,-0.9811567068099976,0.12434370815753937,-0.14788557589054108,-0.9873085618019104,0.12434370815753937,-0.09879512339830399,-0.9910057783126831,0.12434370815753937,-0.04945904389023781,-0.9922391772270203,0.12434370815753937,-1.2151426135213826e-16,-0.9910057783126831,0.12434370815753937,0.04945904389023781,-0.9873085618019104,0.12434370815753937,0.09879512339830399,-0.9811567068099976,0.12434370815753937,0.14788557589054108,-0.9725655913352966,0.12434370815753937,0.19660836458206177,-0.9615564942359924,0.12434370815753937,0.24484236538410187,-0.9481567740440369,0.12434370815753937,0.2924676537513733,-0.9323998689651489,0.12434370815753937,0.33936581015586853,-0.9143248200416565,0.12434370815753937,0.3854202330112457,-0.893976628780365,0.12434370815753937,0.43051645159721375,-0.8714058995246887,0.12434370815753937,0.4745423495769501,-0.8466686606407166,0.12434370815753937,0.5173884630203247,-0.8198264837265015,0.12434370815753937,0.5589482188224792,-0.7909461259841919,0.12434370815753937,0.5991184115409851,-0.7600993514060974,0.12434370815753937,0.637799084186554,-0.7273628115653992,0.12434370815753937,0.6748940348625183,-0.6928179264068604,0.12434370815753937,0.7103111743927002,-0.6565506458282471,0.12434370815753937,0.743962287902832,-0.6186510324478149,0.12434370815753937,0.7757638692855835,-0.5792133808135986,0.12434370815753937,0.8056367039680481,-0.5383356809616089,0.12434370815753937,0.8335066437721252,-0.49611958861351013,0.12434370815753937,0.8593043684959412,-0.4526700973510742,0.12434370815753937,0.8829656839370728,-0.40809518098831177,0.12434370815753937,0.9044318199157715,-0.3625056743621826,0.12434370815753937,0.9236494302749634,-0.31601494550704956,0.12434370815753937,0.9405706524848938,-0.2687385380268097,0.12434370815753937,0.9551535248756409,-0.22079399228096008,0.12434370815753937,0.9673616886138916,-0.1723005324602127,0.12434370815753937,0.9771648645401001,-0.1233787015080452,0.12434370815753937,0.9845386147499084,-0.07415013015270233,0.12434370815753937,0.9894647002220154,-0.02473720908164978,0.12434370815753937,0.9919307827949524,0.02473720908164978,0.12434370815753937,0.9919307827949524,0.07415013015270233,0.12434370815753937,0.9894647002220154,0.1233787015080452,0.12434370815753937,0.9845386147499084,0.1723005324602127,0.12434370815753937,0.9771648645401001,0.22079399228096008,0.12434370815753937,0.9673616886138916,0.2687385380268097,0.12434370815753937,0.9551535248756409,0.31601494550704956,0.12434370815753937,0.9405706524848938,0.3625056743621826,0.12434370815753937,0.9236494302749634,0.40809518098831177,0.12434370815753937,0.9044318199157715,0.4526700973510742,0.12434370815753937,0.8829656839370728,0.49611958861351013,0.12434370815753937,0.8593043684959412,0.5383356809616089,0.12434370815753937,0.8335066437721252,0.5792133808135986,0.12434370815753937,0.8056367039680481,0.6186510324478149,0.12434370815753937,0.7757638692855835,0.6565506458282471,0.12434370815753937,0.743962287902832,0.6928179264068604,0.12434370815753937,0.7103111743927002,0.7273628115653992,0.12434370815753937,0.6748940348625183,0.7600993514060974,0.12434370815753937,0.637799084186554,0.7909461259841919,0.12434370815753937,0.5991184115409851,0.8198264837265015,0.12434370815753937,0.5589482188224792,0.8466686606407166,0.12434370815753937,0.5173884630203247,0.8714058995246887,0.12434370815753937,0.4745423495769501,0.893976628780365,0.12434370815753937,0.43051645159721375,0.9143248200416565,0.12434370815753937,0.3854202330112457,0.9323998689651489,0.12434370815753937,0.33936581015586853,0.9481567740440369,0.12434370815753937,0.2924676537513733,0.9615564942359924,0.12434370815753937,0.24484236538410187,0.9725655913352966,0.12434370815753937,0.19660836458206177,0.9811567068099976,0.12434370815753937,0.14788557589054108,0.9873085618019104,0.12434370815753937,0.09879512339830399,0.9910057783126831,0.12434370815753937,0.04945904389023781,0.9922391772270203,0.12434370815753937,2.430285227042765e-16,0.9848077297210693,0.1736481785774231,0.0,0.9835835695266724,0.1736481785774231,-0.04908861592411995,0.9799140095710754,0.1736481785774231,-0.09805518388748169,0.9738082885742188,0.1736481785774231,-0.14677797257900238,0.9652814865112305,0.1736481785774231,-0.19513586163520813,0.9543548226356506,0.1736481785774231,-0.2430085986852646,0.9410555362701416,0.1736481785774231,-0.2902771830558777,0.9254165887832642,0.1736481785774231,-0.33682408928871155,0.9074769020080566,0.1736481785774231,-0.38253360986709595,0.8872811198234558,0.1736481785774231,-0.4272920787334442,0.8648794293403625,0.1736481785774231,-0.4709882140159607,0.8403275012969971,0.1736481785774231,-0.513513445854187,0.8136863708496094,0.1736481785774231,-0.5547619462013245,0.7850222587585449,0.1736481785774231,-0.5946312546730042,0.7544065117835999,0.1736481785774231,-0.6330222487449646,0.7219151854515076,0.1736481785774231,-0.6698393821716309,0.6876290440559387,0.1736481785774231,-0.7049912214279175,0.6516333222389221,0.1736481785774231,-0.738390326499939,0.6140176057815552,0.1736481785774231,-0.769953727722168,0.5748752951622009,0.1736481785774231,-0.7996028661727905,0.5343037843704224,0.1736481785774231,-0.8272640705108643,0.49240386486053467,0.1736481785774231,-0.8528685569763184,0.44927978515625,0.1736481785774231,-0.8763526678085327,0.4050387144088745,0.1736481785774231,-0.8976580500602722,0.3597906827926636,0.1736481785774231,-0.9167316555976868,0.31364813446998596,0.1736481785774231,-0.9335262179374695,0.2667257785797119,0.1736481785774231,-0.9479998350143433,0.21914033591747284,0.1736481785774231,-0.9601165652275085,0.1710100769996643,0.1736481785774231,-0.9698463082313538,0.12245464324951172,0.1736481785774231,-0.9771648645401001,0.07359477877616882,0.1736481785774231,-0.9820540547370911,0.024551939219236374,0.1736481785774231,-0.9845016598701477,-0.024551939219236374,0.1736481785774231,-0.9845016598701477,-0.07359477877616882,0.1736481785774231,-0.9820540547370911,-0.12245464324951172,0.1736481785774231,-0.9771648645401001,-0.1710100769996643,0.1736481785774231,-0.9698463082313538,-0.21914033591747284,0.1736481785774231,-0.9601165652275085,-0.2667257785797119,0.1736481785774231,-0.9479998350143433,-0.31364813446998596,0.1736481785774231,-0.9335262179374695,-0.3597906827926636,0.1736481785774231,-0.9167316555976868,-0.4050387144088745,0.1736481785774231,-0.8976580500602722,-0.44927978515625,0.1736481785774231,-0.8763526678085327,-0.49240386486053467,0.1736481785774231,-0.8528685569763184,-0.5343037843704224,0.1736481785774231,-0.8272640705108643,-0.5748752951622009,0.1736481785774231,-0.7996028661727905,-0.6140176057815552,0.1736481785774231,-0.769953727722168,-0.6516333222389221,0.1736481785774231,-0.738390326499939,-0.6876290440559387,0.1736481785774231,-0.7049912214279175,-0.7219151854515076,0.1736481785774231,-0.6698393821716309,-0.7544065117835999,0.1736481785774231,-0.6330222487449646,-0.7850222587585449,0.1736481785774231,-0.5946312546730042,-0.8136863708496094,0.1736481785774231,-0.5547619462013245,-0.8403275012969971,0.1736481785774231,-0.513513445854187,-0.8648794293403625,0.1736481785774231,-0.4709882140159607,-0.8872811198234558,0.1736481785774231,-0.4272920787334442,-0.9074769020080566,0.1736481785774231,-0.38253360986709595,-0.9254165887832642,0.1736481785774231,-0.33682408928871155,-0.9410555362701416,0.1736481785774231,-0.2902771830558777,-0.9543548226356506,0.1736481785774231,-0.2430085986852646,-0.9652814865112305,0.1736481785774231,-0.19513586163520813,-0.9738082885742188,0.1736481785774231,-0.14677797257900238,-0.9799140095710754,0.1736481785774231,-0.09805518388748169,-0.9835835695266724,0.1736481785774231,-0.04908861592411995,-0.9848077297210693,0.1736481785774231,-1.2060416415498291e-16,-0.9835835695266724,0.1736481785774231,0.04908861592411995,-0.9799140095710754,0.1736481785774231,0.09805518388748169,-0.9738082885742188,0.1736481785774231,0.14677797257900238,-0.9652814865112305,0.1736481785774231,0.19513586163520813,-0.9543548226356506,0.1736481785774231,0.2430085986852646,-0.9410555362701416,0.1736481785774231,0.2902771830558777,-0.9254165887832642,0.1736481785774231,0.33682408928871155,-0.9074769020080566,0.1736481785774231,0.38253360986709595,-0.8872811198234558,0.1736481785774231,0.4272920787334442,-0.8648794293403625,0.1736481785774231,0.4709882140159607,-0.8403275012969971,0.1736481785774231,0.513513445854187,-0.8136863708496094,0.1736481785774231,0.5547619462013245,-0.7850222587585449,0.1736481785774231,0.5946312546730042,-0.7544065117835999,0.1736481785774231,0.6330222487449646,-0.7219151854515076,0.1736481785774231,0.6698393821716309,-0.6876290440559387,0.1736481785774231,0.7049912214279175,-0.6516333222389221,0.1736481785774231,0.738390326499939,-0.6140176057815552,0.1736481785774231,0.769953727722168,-0.5748752951622009,0.1736481785774231,0.7996028661727905,-0.5343037843704224,0.1736481785774231,0.8272640705108643,-0.49240386486053467,0.1736481785774231,0.8528685569763184,-0.44927978515625,0.1736481785774231,0.8763526678085327,-0.4050387144088745,0.1736481785774231,0.8976580500602722,-0.3597906827926636,0.1736481785774231,0.9167316555976868,-0.31364813446998596,0.1736481785774231,0.9335262179374695,-0.2667257785797119,0.1736481785774231,0.9479998350143433,-0.21914033591747284,0.1736481785774231,0.9601165652275085,-0.1710100769996643,0.1736481785774231,0.9698463082313538,-0.12245464324951172,0.1736481785774231,0.9771648645401001,-0.07359477877616882,0.1736481785774231,0.9820540547370911,-0.024551939219236374,0.1736481785774231,0.9845016598701477,0.024551939219236374,0.1736481785774231,0.9845016598701477,0.07359477877616882,0.1736481785774231,0.9820540547370911,0.12245464324951172,0.1736481785774231,0.9771648645401001,0.1710100769996643,0.1736481785774231,0.9698463082313538,0.21914033591747284,0.1736481785774231,0.9601165652275085,0.2667257785797119,0.1736481785774231,0.9479998350143433,0.31364813446998596,0.1736481785774231,0.9335262179374695,0.3597906827926636,0.1736481785774231,0.9167316555976868,0.4050387144088745,0.1736481785774231,0.8976580500602722,0.44927978515625,0.1736481785774231,0.8763526678085327,0.49240386486053467,0.1736481785774231,0.8528685569763184,0.5343037843704224,0.1736481785774231,0.8272640705108643,0.5748752951622009,0.1736481785774231,0.7996028661727905,0.6140176057815552,0.1736481785774231,0.769953727722168,0.6516333222389221,0.1736481785774231,0.738390326499939,0.6876290440559387,0.1736481785774231,0.7049912214279175,0.7219151854515076,0.1736481785774231,0.6698393821716309,0.7544065117835999,0.1736481785774231,0.6330222487449646,0.7850222587585449,0.1736481785774231,0.5946312546730042,0.8136863708496094,0.1736481785774231,0.5547619462013245,0.8403275012969971,0.1736481785774231,0.513513445854187,0.8648794293403625,0.1736481785774231,0.4709882140159607,0.8872811198234558,0.1736481785774231,0.4272920787334442,0.9074769020080566,0.1736481785774231,0.38253360986709595,0.9254165887832642,0.1736481785774231,0.33682408928871155,0.9410555362701416,0.1736481785774231,0.2902771830558777,0.9543548226356506,0.1736481785774231,0.2430085986852646,0.9652814865112305,0.1736481785774231,0.19513586163520813,0.9738082885742188,0.1736481785774231,0.14677797257900238,0.9799140095710754,0.1736481785774231,0.09805518388748169,0.9835835695266724,0.1736481785774231,0.04908861592411995,0.9848077297210693,0.1736481785774231,2.4120832830996583e-16,0.9749279022216797,0.22252093255519867,0.0,0.9737160205841064,0.22252093255519867,-0.04859614372253418,0.9700832962989807,0.22252093255519867,-0.09707147628068924,0.9640387892723083,0.22252093255519867,-0.14530546963214874,0.9555975198745728,0.22252093255519867,-0.1931782066822052,0.9447804689407349,0.22252093255519867,-0.24057067930698395,0.9316145777702332,0.22252093255519867,-0.28736504912376404,0.9161325693130493,0.22252093255519867,-0.3334449827671051,0.8983728885650635,0.22252093255519867,-0.37869593501091003,0.8783797025680542,0.22252093255519867,-0.4230053722858429,0.8562027215957642,0.22252093255519867,-0.46626314520835876,0.8318970799446106,0.22252093255519867,-0.5083617568016052,0.8055232167243958,0.22252093255519867,-0.5491964221000671,0.7771467566490173,0.22252093255519867,-0.588665783405304,0.7468380928039551,0.22252093255519867,-0.626671552658081,0.7146727442741394,0.22252093255519867,-0.663119375705719,0.6807305812835693,0.22252093255519867,-0.6979185938835144,0.6450960040092468,0.22252093255519867,-0.7309826016426086,0.6078575849533081,0.22252093255519867,-0.762229323387146,0.5691080093383789,0.22252093255519867,-0.7915810346603394,0.5289434790611267,0.22252093255519867,-0.8189647197723389,0.48746395111083984,0.22252093255519867,-0.844312310218811,0.44477251172065735,0.22252093255519867,-0.867560863494873,0.4009752869606018,0.22252093255519867,-0.888652503490448,0.35618117451667786,0.22252093255519867,-0.9075347781181335,0.3105015158653259,0.22252093255519867,-0.9241608381271362,0.2640499174594879,0.22252093255519867,-0.9384892582893372,0.21694186329841614,0.22252093255519867,-0.9504844546318054,0.16929446160793304,0.22252093255519867,-0.9601165652275085,0.12122614681720734,0.22252093255519867,-0.9673616886138916,0.07285645604133606,0.22252093255519867,-0.9722018241882324,0.02430562674999237,0.22252093255519867,-0.9746248722076416,-0.02430562674999237,0.22252093255519867,-0.9746248722076416,-0.07285645604133606,0.22252093255519867,-0.9722018241882324,-0.12122614681720734,0.22252093255519867,-0.9673616886138916,-0.16929446160793304,0.22252093255519867,-0.9601165652275085,-0.21694186329841614,0.22252093255519867,-0.9504844546318054,-0.2640499174594879,0.22252093255519867,-0.9384892582893372,-0.3105015158653259,0.22252093255519867,-0.9241608381271362,-0.35618117451667786,0.22252093255519867,-0.9075347781181335,-0.4009752869606018,0.22252093255519867,-0.888652503490448,-0.44477251172065735,0.22252093255519867,-0.867560863494873,-0.48746395111083984,0.22252093255519867,-0.844312310218811,-0.5289434790611267,0.22252093255519867,-0.8189647197723389,-0.5691080093383789,0.22252093255519867,-0.7915810346603394,-0.6078575849533081,0.22252093255519867,-0.762229323387146,-0.6450960040092468,0.22252093255519867,-0.7309826016426086,-0.6807305812835693,0.22252093255519867,-0.6979185938835144,-0.7146727442741394,0.22252093255519867,-0.663119375705719,-0.7468380928039551,0.22252093255519867,-0.626671552658081,-0.7771467566490173,0.22252093255519867,-0.588665783405304,-0.8055232167243958,0.22252093255519867,-0.5491964221000671,-0.8318970799446106,0.22252093255519867,-0.5083617568016052,-0.8562027215957642,0.22252093255519867,-0.46626314520835876,-0.8783797025680542,0.22252093255519867,-0.4230053722858429,-0.8983728885650635,0.22252093255519867,-0.37869593501091003,-0.9161325693130493,0.22252093255519867,-0.3334449827671051,-0.9316145777702332,0.22252093255519867,-0.28736504912376404,-0.9447804689407349,0.22252093255519867,-0.24057067930698395,-0.9555975198745728,0.22252093255519867,-0.1931782066822052,-0.9640387892723083,0.22252093255519867,-0.14530546963214874,-0.9700832962989807,0.22252093255519867,-0.09707147628068924,-0.9737160205841064,0.22252093255519867,-0.04859614372253418,-0.9749279022216797,0.22252093255519867,-1.1939423052938935e-16,-0.9737160205841064,0.22252093255519867,0.04859614372253418,-0.9700832962989807,0.22252093255519867,0.09707147628068924,-0.9640387892723083,0.22252093255519867,0.14530546963214874,-0.9555975198745728,0.22252093255519867,0.1931782066822052,-0.9447804689407349,0.22252093255519867,0.24057067930698395,-0.9316145777702332,0.22252093255519867,0.28736504912376404,-0.9161325693130493,0.22252093255519867,0.3334449827671051,-0.8983728885650635,0.22252093255519867,0.37869593501091003,-0.8783797025680542,0.22252093255519867,0.4230053722858429,-0.8562027215957642,0.22252093255519867,0.46626314520835876,-0.8318970799446106,0.22252093255519867,0.5083617568016052,-0.8055232167243958,0.22252093255519867,0.5491964221000671,-0.7771467566490173,0.22252093255519867,0.588665783405304,-0.7468380928039551,0.22252093255519867,0.626671552658081,-0.7146727442741394,0.22252093255519867,0.663119375705719,-0.6807305812835693,0.22252093255519867,0.6979185938835144,-0.6450960040092468,0.22252093255519867,0.7309826016426086,-0.6078575849533081,0.22252093255519867,0.762229323387146,-0.5691080093383789,0.22252093255519867,0.7915810346603394,-0.5289434790611267,0.22252093255519867,0.8189647197723389,-0.48746395111083984,0.22252093255519867,0.844312310218811,-0.44477251172065735,0.22252093255519867,0.867560863494873,-0.4009752869606018,0.22252093255519867,0.888652503490448,-0.35618117451667786,0.22252093255519867,0.9075347781181335,-0.3105015158653259,0.22252093255519867,0.9241608381271362,-0.2640499174594879,0.22252093255519867,0.9384892582893372,-0.21694186329841614,0.22252093255519867,0.9504844546318054,-0.16929446160793304,0.22252093255519867,0.9601165652275085,-0.12122614681720734,0.22252093255519867,0.9673616886138916,-0.07285645604133606,0.22252093255519867,0.9722018241882324,-0.02430562674999237,0.22252093255519867,0.9746248722076416,0.02430562674999237,0.22252093255519867,0.9746248722076416,0.07285645604133606,0.22252093255519867,0.9722018241882324,0.12122614681720734,0.22252093255519867,0.9673616886138916,0.16929446160793304,0.22252093255519867,0.9601165652275085,0.21694186329841614,0.22252093255519867,0.9504844546318054,0.2640499174594879,0.22252093255519867,0.9384892582893372,0.3105015158653259,0.22252093255519867,0.9241608381271362,0.35618117451667786,0.22252093255519867,0.9075347781181335,0.4009752869606018,0.22252093255519867,0.888652503490448,0.44477251172065735,0.22252093255519867,0.867560863494873,0.48746395111083984,0.22252093255519867,0.844312310218811,0.5289434790611267,0.22252093255519867,0.8189647197723389,0.5691080093383789,0.22252093255519867,0.7915810346603394,0.6078575849533081,0.22252093255519867,0.762229323387146,0.6450960040092468,0.22252093255519867,0.7309826016426086,0.6807305812835693,0.22252093255519867,0.6979185938835144,0.7146727442741394,0.22252093255519867,0.663119375705719,0.7468380928039551,0.22252093255519867,0.626671552658081,0.7771467566490173,0.22252093255519867,0.588665783405304,0.8055232167243958,0.22252093255519867,0.5491964221000671,0.8318970799446106,0.22252093255519867,0.5083617568016052,0.8562027215957642,0.22252093255519867,0.46626314520835876,0.8783797025680542,0.22252093255519867,0.4230053722858429,0.8983728885650635,0.22252093255519867,0.37869593501091003,0.9161325693130493,0.22252093255519867,0.3334449827671051,0.9316145777702332,0.22252093255519867,0.28736504912376404,0.9447804689407349,0.22252093255519867,0.24057067930698395,0.9555975198745728,0.22252093255519867,0.1931782066822052,0.9640387892723083,0.22252093255519867,0.14530546963214874,0.9700832962989807,0.22252093255519867,0.09707147628068924,0.9737160205841064,0.22252093255519867,0.04859614372253418,0.9749279022216797,0.22252093255519867,2.387884610587787e-16,0.9626242518424988,0.27084046602249146,0.0,0.961427628993988,0.27084046602249146,-0.04798285663127899,0.9578407406806946,0.27084046602249146,-0.09584642201662064,0.9518725275993347,0.27084046602249146,-0.14347170293331146,0.9435378313064575,0.27084046602249146,-0.19074028730392456,0.9328572750091553,0.27084046602249146,-0.23753465712070465,0.9198575615882874,0.27084046602249146,-0.28373846411705017,0.9045708775520325,0.27084046602249146,-0.3292368948459625,0.8870353698730469,0.27084046602249146,-0.37391674518585205,0.8672944903373718,0.27084046602249146,-0.4176670014858246,0.8453973531723022,0.27084046602249146,-0.46037888526916504,0.8213984966278076,0.27084046602249146,-0.5019461512565613,0.7953574657440186,0.27084046602249146,-0.5422655344009399,0.7673390507698059,0.27084046602249146,-0.5812367796897888,0.7374129295349121,0.27084046602249146,-0.6187629103660583,0.7056534886360168,0.27084046602249146,-0.6547507643699646,0.6721397042274475,0.27084046602249146,-0.6891108155250549,0.6369548439979553,0.27084046602249146,-0.7217575907707214,0.6001864075660706,0.27084046602249146,-0.7526099681854248,0.5619258284568787,0.27084046602249146,-0.7815912365913391,0.5222681760787964,0.27084046602249146,-0.8086293339729309,0.4813121259212494,0.27084046602249146,-0.8336570262908936,0.43915945291519165,0.27084046602249146,-0.8566122055053711,0.3959149420261383,0.27084046602249146,-0.8774376511573792,0.35168612003326416,0.27084046602249146,-0.8960816264152527,0.3065829575061798,0.27084046602249146,-0.9124978184700012,0.26071760058403015,0.27084046602249146,-0.9266454577445984,0.21420404314994812,0.27084046602249146,-0.9384892582893372,0.16715794801712036,0.27084046602249146,-0.9479998350143433,0.11969626694917679,0.27084046602249146,-0.9551535248756409,0.07193700224161148,0.27084046602249146,-0.9599325656890869,0.023998888209462166,0.27084046602249146,-0.9623250365257263,-0.023998888209462166,0.27084046602249146,-0.9623250365257263,-0.07193700224161148,0.27084046602249146,-0.9599325656890869,-0.11969626694917679,0.27084046602249146,-0.9551535248756409,-0.16715794801712036,0.27084046602249146,-0.9479998350143433,-0.21420404314994812,0.27084046602249146,-0.9384892582893372,-0.26071760058403015,0.27084046602249146,-0.9266454577445984,-0.3065829575061798,0.27084046602249146,-0.9124978184700012,-0.35168612003326416,0.27084046602249146,-0.8960816264152527,-0.3959149420261383,0.27084046602249146,-0.8774376511573792,-0.43915945291519165,0.27084046602249146,-0.8566122055053711,-0.4813121259212494,0.27084046602249146,-0.8336570262908936,-0.5222681760787964,0.27084046602249146,-0.8086293339729309,-0.5619258284568787,0.27084046602249146,-0.7815912365913391,-0.6001864075660706,0.27084046602249146,-0.7526099681854248,-0.6369548439979553,0.27084046602249146,-0.7217575907707214,-0.6721397042274475,0.27084046602249146,-0.6891108155250549,-0.7056534886360168,0.27084046602249146,-0.6547507643699646,-0.7374129295349121,0.27084046602249146,-0.6187629103660583,-0.7673390507698059,0.27084046602249146,-0.5812367796897888,-0.7953574657440186,0.27084046602249146,-0.5422655344009399,-0.8213984966278076,0.27084046602249146,-0.5019461512565613,-0.8453973531723022,0.27084046602249146,-0.46037888526916504,-0.8672944903373718,0.27084046602249146,-0.4176670014858246,-0.8870353698730469,0.27084046602249146,-0.37391674518585205,-0.9045708775520325,0.27084046602249146,-0.3292368948459625,-0.9198575615882874,0.27084046602249146,-0.28373846411705017,-0.9328572750091553,0.27084046602249146,-0.23753465712070465,-0.9435378313064575,0.27084046602249146,-0.19074028730392456,-0.9518725275993347,0.27084046602249146,-0.14347170293331146,-0.9578407406806946,0.27084046602249146,-0.09584642201662064,-0.961427628993988,0.27084046602249146,-0.04798285663127899,-0.9626242518424988,0.27084046602249146,-1.1788746479534236e-16,-0.961427628993988,0.27084046602249146,0.04798285663127899,-0.9578407406806946,0.27084046602249146,0.09584642201662064,-0.9518725275993347,0.27084046602249146,0.14347170293331146,-0.9435378313064575,0.27084046602249146,0.19074028730392456,-0.9328572750091553,0.27084046602249146,0.23753465712070465,-0.9198575615882874,0.27084046602249146,0.28373846411705017,-0.9045708775520325,0.27084046602249146,0.3292368948459625,-0.8870353698730469,0.27084046602249146,0.37391674518585205,-0.8672944903373718,0.27084046602249146,0.4176670014858246,-0.8453973531723022,0.27084046602249146,0.46037888526916504,-0.8213984966278076,0.27084046602249146,0.5019461512565613,-0.7953574657440186,0.27084046602249146,0.5422655344009399,-0.7673390507698059,0.27084046602249146,0.5812367796897888,-0.7374129295349121,0.27084046602249146,0.6187629103660583,-0.7056534886360168,0.27084046602249146,0.6547507643699646,-0.6721397042274475,0.27084046602249146,0.6891108155250549,-0.6369548439979553,0.27084046602249146,0.7217575907707214,-0.6001864075660706,0.27084046602249146,0.7526099681854248,-0.5619258284568787,0.27084046602249146,0.7815912365913391,-0.5222681760787964,0.27084046602249146,0.8086293339729309,-0.4813121259212494,0.27084046602249146,0.8336570262908936,-0.43915945291519165,0.27084046602249146,0.8566122055053711,-0.3959149420261383,0.27084046602249146,0.8774376511573792,-0.35168612003326416,0.27084046602249146,0.8960816264152527,-0.3065829575061798,0.27084046602249146,0.9124978184700012,-0.26071760058403015,0.27084046602249146,0.9266454577445984,-0.21420404314994812,0.27084046602249146,0.9384892582893372,-0.16715794801712036,0.27084046602249146,0.9479998350143433,-0.11969626694917679,0.27084046602249146,0.9551535248756409,-0.07193700224161148,0.27084046602249146,0.9599325656890869,-0.023998888209462166,0.27084046602249146,0.9623250365257263,0.023998888209462166,0.27084046602249146,0.9623250365257263,0.07193700224161148,0.27084046602249146,0.9599325656890869,0.11969626694917679,0.27084046602249146,0.9551535248756409,0.16715794801712036,0.27084046602249146,0.9479998350143433,0.21420404314994812,0.27084046602249146,0.9384892582893372,0.26071760058403015,0.27084046602249146,0.9266454577445984,0.3065829575061798,0.27084046602249146,0.9124978184700012,0.35168612003326416,0.27084046602249146,0.8960816264152527,0.3959149420261383,0.27084046602249146,0.8774376511573792,0.43915945291519165,0.27084046602249146,0.8566122055053711,0.4813121259212494,0.27084046602249146,0.8336570262908936,0.5222681760787964,0.27084046602249146,0.8086293339729309,0.5619258284568787,0.27084046602249146,0.7815912365913391,0.6001864075660706,0.27084046602249146,0.7526099681854248,0.6369548439979553,0.27084046602249146,0.7217575907707214,0.6721397042274475,0.27084046602249146,0.6891108155250549,0.7056534886360168,0.27084046602249146,0.6547507643699646,0.7374129295349121,0.27084046602249146,0.6187629103660583,0.7673390507698059,0.27084046602249146,0.5812367796897888,0.7953574657440186,0.27084046602249146,0.5422655344009399,0.8213984966278076,0.27084046602249146,0.5019461512565613,0.8453973531723022,0.27084046602249146,0.46037888526916504,0.8672944903373718,0.27084046602249146,0.4176670014858246,0.8870353698730469,0.27084046602249146,0.37391674518585205,0.9045708775520325,0.27084046602249146,0.3292368948459625,0.9198575615882874,0.27084046602249146,0.28373846411705017,0.9328572750091553,0.27084046602249146,0.23753465712070465,0.9435378313064575,0.27084046602249146,0.19074028730392456,0.9518725275993347,0.27084046602249146,0.14347170293331146,0.9578407406806946,0.27084046602249146,0.09584642201662064,0.961427628993988,0.27084046602249146,0.04798285663127899,0.9626242518424988,0.27084046602249146,2.357749295906847e-16,0.9479273557662964,0.31848666071891785,0.0,0.9467489719390869,0.31848666071891785,-0.047250278294086456,0.943216860294342,0.31848666071891785,-0.09438308328390121,0.9373397827148438,0.31848666071891785,-0.14128124713897705,0.9291322827339172,0.31848666071891785,-0.1878281533718109,0.9186148643493652,0.31848666071891785,-0.23390808701515198,0.9058135747909546,0.31848666071891785,-0.27940648794174194,0.8907603025436401,0.31848666071891785,-0.3242102563381195,0.8734924793243408,0.31848666071891785,-0.3682079613208771,0.8540530204772949,0.31848666071891785,-0.4112902581691742,0.8324902653694153,0.31848666071891785,-0.4533500373363495,0.8088577389717102,0.31848666071891785,-0.49428269267082214,0.7832143306732178,0.31848666071891785,-0.533986508846283,0.7556236982345581,0.31848666071891785,-0.5723627209663391,0.7261544466018677,0.31848666071891785,-0.6093159317970276,0.6948798894882202,0.31848666071891785,-0.6447543501853943,0.6618777513504028,0.31848666071891785,-0.6785897612571716,0.6272301077842712,0.31848666071891785,-0.7107381224632263,0.5910230278968811,0.31848666071891785,-0.7411194443702698,0.553346574306488,0.31848666071891785,-0.7696582674980164,0.514294445514679,0.31848666071891785,-0.7962835431098938,0.4739636778831482,0.31848666071891785,-0.8209291696548462,0.43245455622673035,0.31848666071891785,-0.8435338139533997,0.389870285987854,0.31848666071891785,-0.8640413284301758,0.34631675481796265,0.31848666071891785,-0.8824006915092468,0.3019022047519684,0.31848666071891785,-0.8985662460327148,0.25673708319664,0.31848666071891785,-0.9124978184700012,0.21093368530273438,0.31848666071891785,-0.9241608381271362,0.16460585594177246,0.31848666071891785,-0.9335262179374695,0.11786879599094391,0.31848666071891785,-0.9405706524848938,0.07083869725465775,0.31848666071891785,-0.9452767372131348,0.023632483556866646,0.31848666071891785,-0.9476327300071716,-0.023632483556866646,0.31848666071891785,-0.9476327300071716,-0.07083869725465775,0.31848666071891785,-0.9452767372131348,-0.11786879599094391,0.31848666071891785,-0.9405706524848938,-0.16460585594177246,0.31848666071891785,-0.9335262179374695,-0.21093368530273438,0.31848666071891785,-0.9241608381271362,-0.25673708319664,0.31848666071891785,-0.9124978184700012,-0.3019022047519684,0.31848666071891785,-0.8985662460327148,-0.34631675481796265,0.31848666071891785,-0.8824006915092468,-0.389870285987854,0.31848666071891785,-0.8640413284301758,-0.43245455622673035,0.31848666071891785,-0.8435338139533997,-0.4739636778831482,0.31848666071891785,-0.8209291696548462,-0.514294445514679,0.31848666071891785,-0.7962835431098938,-0.553346574306488,0.31848666071891785,-0.7696582674980164,-0.5910230278968811,0.31848666071891785,-0.7411194443702698,-0.6272301077842712,0.31848666071891785,-0.7107381224632263,-0.6618777513504028,0.31848666071891785,-0.6785897612571716,-0.6948798894882202,0.31848666071891785,-0.6447543501853943,-0.7261544466018677,0.31848666071891785,-0.6093159317970276,-0.7556236982345581,0.31848666071891785,-0.5723627209663391,-0.7832143306732178,0.31848666071891785,-0.533986508846283,-0.8088577389717102,0.31848666071891785,-0.49428269267082214,-0.8324902653694153,0.31848666071891785,-0.4533500373363495,-0.8540530204772949,0.31848666071891785,-0.4112902581691742,-0.8734924793243408,0.31848666071891785,-0.3682079613208771,-0.8907603025436401,0.31848666071891785,-0.3242102563381195,-0.9058135747909546,0.31848666071891785,-0.27940648794174194,-0.9186148643493652,0.31848666071891785,-0.23390808701515198,-0.9291322827339172,0.31848666071891785,-0.1878281533718109,-0.9373397827148438,0.31848666071891785,-0.14128124713897705,-0.943216860294342,0.31848666071891785,-0.09438308328390121,-0.9467489719390869,0.31848666071891785,-0.047250278294086456,-0.9479273557662964,0.31848666071891785,-1.1608761242665557e-16,-0.9467489719390869,0.31848666071891785,0.047250278294086456,-0.943216860294342,0.31848666071891785,0.09438308328390121,-0.9373397827148438,0.31848666071891785,0.14128124713897705,-0.9291322827339172,0.31848666071891785,0.1878281533718109,-0.9186148643493652,0.31848666071891785,0.23390808701515198,-0.9058135747909546,0.31848666071891785,0.27940648794174194,-0.8907603025436401,0.31848666071891785,0.3242102563381195,-0.8734924793243408,0.31848666071891785,0.3682079613208771,-0.8540530204772949,0.31848666071891785,0.4112902581691742,-0.8324902653694153,0.31848666071891785,0.4533500373363495,-0.8088577389717102,0.31848666071891785,0.49428269267082214,-0.7832143306732178,0.31848666071891785,0.533986508846283,-0.7556236982345581,0.31848666071891785,0.5723627209663391,-0.7261544466018677,0.31848666071891785,0.6093159317970276,-0.6948798894882202,0.31848666071891785,0.6447543501853943,-0.6618777513504028,0.31848666071891785,0.6785897612571716,-0.6272301077842712,0.31848666071891785,0.7107381224632263,-0.5910230278968811,0.31848666071891785,0.7411194443702698,-0.553346574306488,0.31848666071891785,0.7696582674980164,-0.514294445514679,0.31848666071891785,0.7962835431098938,-0.4739636778831482,0.31848666071891785,0.8209291696548462,-0.43245455622673035,0.31848666071891785,0.8435338139533997,-0.389870285987854,0.31848666071891785,0.8640413284301758,-0.34631675481796265,0.31848666071891785,0.8824006915092468,-0.3019022047519684,0.31848666071891785,0.8985662460327148,-0.25673708319664,0.31848666071891785,0.9124978184700012,-0.21093368530273438,0.31848666071891785,0.9241608381271362,-0.16460585594177246,0.31848666071891785,0.9335262179374695,-0.11786879599094391,0.31848666071891785,0.9405706524848938,-0.07083869725465775,0.31848666071891785,0.9452767372131348,-0.023632483556866646,0.31848666071891785,0.9476327300071716,0.023632483556866646,0.31848666071891785,0.9476327300071716,0.07083869725465775,0.31848666071891785,0.9452767372131348,0.11786879599094391,0.31848666071891785,0.9405706524848938,0.16460585594177246,0.31848666071891785,0.9335262179374695,0.21093368530273438,0.31848666071891785,0.9241608381271362,0.25673708319664,0.31848666071891785,0.9124978184700012,0.3019022047519684,0.31848666071891785,0.8985662460327148,0.34631675481796265,0.31848666071891785,0.8824006915092468,0.389870285987854,0.31848666071891785,0.8640413284301758,0.43245455622673035,0.31848666071891785,0.8435338139533997,0.4739636778831482,0.31848666071891785,0.8209291696548462,0.514294445514679,0.31848666071891785,0.7962835431098938,0.553346574306488,0.31848666071891785,0.7696582674980164,0.5910230278968811,0.31848666071891785,0.7411194443702698,0.6272301077842712,0.31848666071891785,0.7107381224632263,0.6618777513504028,0.31848666071891785,0.6785897612571716,0.6948798894882202,0.31848666071891785,0.6447543501853943,0.7261544466018677,0.31848666071891785,0.6093159317970276,0.7556236982345581,0.31848666071891785,0.5723627209663391,0.7832143306732178,0.31848666071891785,0.533986508846283,0.8088577389717102,0.31848666071891785,0.49428269267082214,0.8324902653694153,0.31848666071891785,0.4533500373363495,0.8540530204772949,0.31848666071891785,0.4112902581691742,0.8734924793243408,0.31848666071891785,0.3682079613208771,0.8907603025436401,0.31848666071891785,0.3242102563381195,0.9058135747909546,0.31848666071891785,0.27940648794174194,0.9186148643493652,0.31848666071891785,0.23390808701515198,0.9291322827339172,0.31848666071891785,0.1878281533718109,0.9373397827148438,0.31848666071891785,0.14128124713897705,0.943216860294342,0.31848666071891785,0.09438308328390121,0.9467489719390869,0.31848666071891785,0.047250278294086456,0.9479273557662964,0.31848666071891785,2.3217522485331115e-16,0.9308737516403198,0.36534103751182556,0.0,0.9297165870666504,0.36534103751182556,-0.04640022665262222,0.9262480139732361,0.36534103751182556,-0.09268509596586227,0.9204766750335693,0.36534103751182556,-0.13873952627182007,0.9124168157577515,0.36534103751182556,-0.18444904685020447,0.9020885825157166,0.36534103751182556,-0.2296999841928482,0.8895176649093628,0.36534103751182556,-0.2743798494338989,0.8747351765632629,0.36534103751182556,-0.3183775842189789,0.857778012752533,0.36534103751182556,-0.36158376932144165,0.8386882543563843,0.36534103751182556,-0.403890997171402,0.8175134062767029,0.36534103751182556,-0.4451940655708313,0.7943060994148254,0.36534103751182556,-0.4853903353214264,0.7691239714622498,0.36534103751182556,-0.5243798494338989,0.7420297265052795,0.36534103751182556,-0.5620656609535217,0.7130906581878662,0.36534103751182556,-0.5983541011810303,0.6823787689208984,0.36534103751182556,-0.6331549286842346,0.6499703526496887,0.36534103751182556,-0.6663816571235657,0.6159459948539734,0.36534103751182556,-0.69795161485672,0.5803902745246887,0.36534103751182556,-0.7277864217758179,0.5433916449546814,0.36534103751182556,-0.7558117508888245,0.5050420761108398,0.36534103751182556,-0.7819581031799316,0.4654368758201599,0.36534103751182556,-0.8061603307723999,0.42467451095581055,0.36534103751182556,-0.8283582925796509,0.3828563690185547,0.36534103751182556,-0.8484968543052673,0.3400863707065582,0.36534103751182556,-0.8665259480476379,0.29647085070610046,0.36534103751182556,-0.8824006915092468,0.2521182894706726,0.36534103751182556,-0.8960816264152527,0.20713889598846436,0.36534103751182556,-0.9075347781181335,0.16164453327655792,0.36534103751182556,-0.9167316555976868,0.11574829369783401,0.36534103751182556,-0.9236494302749634,0.06956428289413452,0.36534103751182556,-0.9282708168029785,0.023207327350974083,0.36534103751182556,-0.9305844306945801,-0.023207327350974083,0.36534103751182556,-0.9305844306945801,-0.06956428289413452,0.36534103751182556,-0.9282708168029785,-0.11574829369783401,0.36534103751182556,-0.9236494302749634,-0.16164453327655792,0.36534103751182556,-0.9167316555976868,-0.20713889598846436,0.36534103751182556,-0.9075347781181335,-0.2521182894706726,0.36534103751182556,-0.8960816264152527,-0.29647085070610046,0.36534103751182556,-0.8824006915092468,-0.3400863707065582,0.36534103751182556,-0.8665259480476379,-0.3828563690185547,0.36534103751182556,-0.8484968543052673,-0.42467451095581055,0.36534103751182556,-0.8283582925796509,-0.4654368758201599,0.36534103751182556,-0.8061603307723999,-0.5050420761108398,0.36534103751182556,-0.7819581031799316,-0.5433916449546814,0.36534103751182556,-0.7558117508888245,-0.5803902745246887,0.36534103751182556,-0.7277864217758179,-0.6159459948539734,0.36534103751182556,-0.69795161485672,-0.6499703526496887,0.36534103751182556,-0.6663816571235657,-0.6823787689208984,0.36534103751182556,-0.6331549286842346,-0.7130906581878662,0.36534103751182556,-0.5983541011810303,-0.7420297265052795,0.36534103751182556,-0.5620656609535217,-0.7691239714622498,0.36534103751182556,-0.5243798494338989,-0.7943060994148254,0.36534103751182556,-0.4853903353214264,-0.8175134062767029,0.36534103751182556,-0.4451940655708313,-0.8386882543563843,0.36534103751182556,-0.403890997171402,-0.857778012752533,0.36534103751182556,-0.36158376932144165,-0.8747351765632629,0.36534103751182556,-0.3183775842189789,-0.8895176649093628,0.36534103751182556,-0.2743798494338989,-0.9020885825157166,0.36534103751182556,-0.2296999841928482,-0.9124168157577515,0.36534103751182556,-0.18444904685020447,-0.9204766750335693,0.36534103751182556,-0.13873952627182007,-0.9262480139732361,0.36534103751182556,-0.09268509596586227,-0.9297165870666504,0.36534103751182556,-0.04640022665262222,-0.9308737516403198,0.36534103751182556,-1.139991600509715e-16,-0.9297165870666504,0.36534103751182556,0.04640022665262222,-0.9262480139732361,0.36534103751182556,0.09268509596586227,-0.9204766750335693,0.36534103751182556,0.13873952627182007,-0.9124168157577515,0.36534103751182556,0.18444904685020447,-0.9020885825157166,0.36534103751182556,0.2296999841928482,-0.8895176649093628,0.36534103751182556,0.2743798494338989,-0.8747351765632629,0.36534103751182556,0.3183775842189789,-0.857778012752533,0.36534103751182556,0.36158376932144165,-0.8386882543563843,0.36534103751182556,0.403890997171402,-0.8175134062767029,0.36534103751182556,0.4451940655708313,-0.7943060994148254,0.36534103751182556,0.4853903353214264,-0.7691239714622498,0.36534103751182556,0.5243798494338989,-0.7420297265052795,0.36534103751182556,0.5620656609535217,-0.7130906581878662,0.36534103751182556,0.5983541011810303,-0.6823787689208984,0.36534103751182556,0.6331549286842346,-0.6499703526496887,0.36534103751182556,0.6663816571235657,-0.6159459948539734,0.36534103751182556,0.69795161485672,-0.5803902745246887,0.36534103751182556,0.7277864217758179,-0.5433916449546814,0.36534103751182556,0.7558117508888245,-0.5050420761108398,0.36534103751182556,0.7819581031799316,-0.4654368758201599,0.36534103751182556,0.8061603307723999,-0.42467451095581055,0.36534103751182556,0.8283582925796509,-0.3828563690185547,0.36534103751182556,0.8484968543052673,-0.3400863707065582,0.36534103751182556,0.8665259480476379,-0.29647085070610046,0.36534103751182556,0.8824006915092468,-0.2521182894706726,0.36534103751182556,0.8960816264152527,-0.20713889598846436,0.36534103751182556,0.9075347781181335,-0.16164453327655792,0.36534103751182556,0.9167316555976868,-0.11574829369783401,0.36534103751182556,0.9236494302749634,-0.06956428289413452,0.36534103751182556,0.9282708168029785,-0.023207327350974083,0.36534103751182556,0.9305844306945801,0.023207327350974083,0.36534103751182556,0.9305844306945801,0.06956428289413452,0.36534103751182556,0.9282708168029785,0.11574829369783401,0.36534103751182556,0.9236494302749634,0.16164453327655792,0.36534103751182556,0.9167316555976868,0.20713889598846436,0.36534103751182556,0.9075347781181335,0.2521182894706726,0.36534103751182556,0.8960816264152527,0.29647085070610046,0.36534103751182556,0.8824006915092468,0.3400863707065582,0.36534103751182556,0.8665259480476379,0.3828563690185547,0.36534103751182556,0.8484968543052673,0.42467451095581055,0.36534103751182556,0.8283582925796509,0.4654368758201599,0.36534103751182556,0.8061603307723999,0.5050420761108398,0.36534103751182556,0.7819581031799316,0.5433916449546814,0.36534103751182556,0.7558117508888245,0.5803902745246887,0.36534103751182556,0.7277864217758179,0.6159459948539734,0.36534103751182556,0.69795161485672,0.6499703526496887,0.36534103751182556,0.6663816571235657,0.6823787689208984,0.36534103751182556,0.6331549286842346,0.7130906581878662,0.36534103751182556,0.5983541011810303,0.7420297265052795,0.36534103751182556,0.5620656609535217,0.7691239714622498,0.36534103751182556,0.5243798494338989,0.7943060994148254,0.36534103751182556,0.4853903353214264,0.8175134062767029,0.36534103751182556,0.4451940655708313,0.8386882543563843,0.36534103751182556,0.403890997171402,0.857778012752533,0.36534103751182556,0.36158376932144165,0.8747351765632629,0.36534103751182556,0.3183775842189789,0.8895176649093628,0.36534103751182556,0.2743798494338989,0.9020885825157166,0.36534103751182556,0.2296999841928482,0.9124168157577515,0.36534103751182556,0.18444904685020447,0.9204766750335693,0.36534103751182556,0.13873952627182007,0.9262480139732361,0.36534103751182556,0.09268509596586227,0.9297165870666504,0.36534103751182556,0.04640022665262222,0.9308737516403198,0.36534103751182556,2.27998320101943e-16,0.9115058779716492,0.4112870991230011,0.0,0.910372793674469,0.4112870991230011,-0.04543481767177582,0.9069764018058777,0.4112870991230011,-0.09075667709112167,0.9013251066207886,0.4112870991230011,-0.1358529031276703,0.8934329748153687,0.4112870991230011,-0.18061137199401855,0.883319616317749,0.4112870991230011,-0.22492080926895142,0.8710101842880249,0.4112870991230011,-0.26867106556892395,0.8565353155136108,0.4112870991230011,-0.31175336241722107,0.8399309515953064,0.4112870991230011,-0.3540605902671814,0.8212383985519409,0.4112870991230011,-0.39548757672309875,0.8005040884017944,0.4112870991230011,-0.4359312951564789,0.7777796387672424,0.4112870991230011,-0.47529125213623047,0.7531214952468872,0.4112870991230011,-0.5134695172309875,0.7265909314155579,0.4112870991230011,-0.5503712296485901,0.6982539892196655,0.4112870991230011,-0.5859046578407288,0.6681810617446899,0.4112870991230011,-0.6199814081192017,0.6364469528198242,0.4112870991230011,-0.6525168418884277,0.6031305193901062,0.4112870991230011,-0.6834299564361572,0.5683146119117737,0.4112870991230011,-0.7126439809799194,0.5320857763290405,0.4112870991230011,-0.7400862574577332,0.49453410506248474,0.4112870991230011,-0.7656885385513306,0.4557529389858246,0.4112870991230011,-0.7893872261047363,0.41583868861198425,0.4112870991230011,-0.8111233711242676,0.37489059567451477,0.4112870991230011,-0.830842912197113,0.3330104947090149,0.4112870991230011,-0.8484968543052673,0.29030245542526245,0.4112870991230011,-0.8640413284301758,0.246872678399086,0.4112870991230011,-0.8774376511573792,0.20282913744449615,0.4112870991230011,-0.888652503490448,0.1582813262939453,0.4112870991230011,-0.8976580500602722,0.11334001272916794,0.4112870991230011,-0.9044318199157715,0.0681169182062149,0.4112870991230011,-0.9089571237564087,0.022724471986293793,0.4112870991230011,-0.911222517490387,-0.022724471986293793,0.4112870991230011,-0.911222517490387,-0.0681169182062149,0.4112870991230011,-0.9089571237564087,-0.11334001272916794,0.4112870991230011,-0.9044318199157715,-0.1582813262939453,0.4112870991230011,-0.8976580500602722,-0.20282913744449615,0.4112870991230011,-0.888652503490448,-0.246872678399086,0.4112870991230011,-0.8774376511573792,-0.29030245542526245,0.4112870991230011,-0.8640413284301758,-0.3330104947090149,0.4112870991230011,-0.8484968543052673,-0.37489059567451477,0.4112870991230011,-0.830842912197113,-0.41583868861198425,0.4112870991230011,-0.8111233711242676,-0.4557529389858246,0.4112870991230011,-0.7893872261047363,-0.49453410506248474,0.4112870991230011,-0.7656885385513306,-0.5320857763290405,0.4112870991230011,-0.7400862574577332,-0.5683146119117737,0.4112870991230011,-0.7126439809799194,-0.6031305193901062,0.4112870991230011,-0.6834299564361572,-0.6364469528198242,0.4112870991230011,-0.6525168418884277,-0.6681810617446899,0.4112870991230011,-0.6199814081192017,-0.6982539892196655,0.4112870991230011,-0.5859046578407288,-0.7265909314155579,0.4112870991230011,-0.5503712296485901,-0.7531214952468872,0.4112870991230011,-0.5134695172309875,-0.7777796387672424,0.4112870991230011,-0.47529125213623047,-0.8005040884017944,0.4112870991230011,-0.4359312951564789,-0.8212383985519409,0.4112870991230011,-0.39548757672309875,-0.8399309515953064,0.4112870991230011,-0.3540605902671814,-0.8565353155136108,0.4112870991230011,-0.31175336241722107,-0.8710101842880249,0.4112870991230011,-0.26867106556892395,-0.883319616317749,0.4112870991230011,-0.22492080926895142,-0.8934329748153687,0.4112870991230011,-0.18061137199401855,-0.9013251066207886,0.4112870991230011,-0.1358529031276703,-0.9069764018058777,0.4112870991230011,-0.09075667709112167,-0.910372793674469,0.4112870991230011,-0.04543481767177582,-0.9115058779716492,0.4112870991230011,-1.1162726927531244e-16,-0.910372793674469,0.4112870991230011,0.04543481767177582,-0.9069764018058777,0.4112870991230011,0.09075667709112167,-0.9013251066207886,0.4112870991230011,0.1358529031276703,-0.8934329748153687,0.4112870991230011,0.18061137199401855,-0.883319616317749,0.4112870991230011,0.22492080926895142,-0.8710101842880249,0.4112870991230011,0.26867106556892395,-0.8565353155136108,0.4112870991230011,0.31175336241722107,-0.8399309515953064,0.4112870991230011,0.3540605902671814,-0.8212383985519409,0.4112870991230011,0.39548757672309875,-0.8005040884017944,0.4112870991230011,0.4359312951564789,-0.7777796387672424,0.4112870991230011,0.47529125213623047,-0.7531214952468872,0.4112870991230011,0.5134695172309875,-0.7265909314155579,0.4112870991230011,0.5503712296485901,-0.6982539892196655,0.4112870991230011,0.5859046578407288,-0.6681810617446899,0.4112870991230011,0.6199814081192017,-0.6364469528198242,0.4112870991230011,0.6525168418884277,-0.6031305193901062,0.4112870991230011,0.6834299564361572,-0.5683146119117737,0.4112870991230011,0.7126439809799194,-0.5320857763290405,0.4112870991230011,0.7400862574577332,-0.49453410506248474,0.4112870991230011,0.7656885385513306,-0.4557529389858246,0.4112870991230011,0.7893872261047363,-0.41583868861198425,0.4112870991230011,0.8111233711242676,-0.37489059567451477,0.4112870991230011,0.830842912197113,-0.3330104947090149,0.4112870991230011,0.8484968543052673,-0.29030245542526245,0.4112870991230011,0.8640413284301758,-0.246872678399086,0.4112870991230011,0.8774376511573792,-0.20282913744449615,0.4112870991230011,0.888652503490448,-0.1582813262939453,0.4112870991230011,0.8976580500602722,-0.11334001272916794,0.4112870991230011,0.9044318199157715,-0.0681169182062149,0.4112870991230011,0.9089571237564087,-0.022724471986293793,0.4112870991230011,0.911222517490387,0.022724471986293793,0.4112870991230011,0.911222517490387,0.0681169182062149,0.4112870991230011,0.9089571237564087,0.11334001272916794,0.4112870991230011,0.9044318199157715,0.1582813262939453,0.4112870991230011,0.8976580500602722,0.20282913744449615,0.4112870991230011,0.888652503490448,0.246872678399086,0.4112870991230011,0.8774376511573792,0.29030245542526245,0.4112870991230011,0.8640413284301758,0.3330104947090149,0.4112870991230011,0.8484968543052673,0.37489059567451477,0.4112870991230011,0.830842912197113,0.41583868861198425,0.4112870991230011,0.8111233711242676,0.4557529389858246,0.4112870991230011,0.7893872261047363,0.49453410506248474,0.4112870991230011,0.7656885385513306,0.5320857763290405,0.4112870991230011,0.7400862574577332,0.5683146119117737,0.4112870991230011,0.7126439809799194,0.6031305193901062,0.4112870991230011,0.6834299564361572,0.6364469528198242,0.4112870991230011,0.6525168418884277,0.6681810617446899,0.4112870991230011,0.6199814081192017,0.6982539892196655,0.4112870991230011,0.5859046578407288,0.7265909314155579,0.4112870991230011,0.5503712296485901,0.7531214952468872,0.4112870991230011,0.5134695172309875,0.7777796387672424,0.4112870991230011,0.47529125213623047,0.8005040884017944,0.4112870991230011,0.4359312951564789,0.8212383985519409,0.4112870991230011,0.39548757672309875,0.8399309515953064,0.4112870991230011,0.3540605902671814,0.8565353155136108,0.4112870991230011,0.31175336241722107,0.8710101842880249,0.4112870991230011,0.26867106556892395,0.883319616317749,0.4112870991230011,0.22492080926895142,0.8934329748153687,0.4112870991230011,0.18061137199401855,0.9013251066207886,0.4112870991230011,0.1358529031276703,0.9069764018058777,0.4112870991230011,0.09075667709112167,0.910372793674469,0.4112870991230011,0.04543481767177582,0.9115058779716492,0.4112870991230011,2.2325453855062487e-16,0.8898718357086182,0.4562106430530548,0.0,0.8887656331062317,0.4562106430530548,-0.04435644671320915,0.8854498267173767,0.4562106430530548,-0.08860261738300323,0.879932701587677,0.4562106430530548,-0.13262851536273956,0.8722278475761414,0.4562106430530548,-0.17632466554641724,0.862354576587677,0.4562106430530548,-0.2195824533700943,0.8503373265266418,0.4562106430530548,-0.26229432225227356,0.8362059593200684,0.4562106430530548,-0.30435407161712646,0.8199957013130188,0.4562106430530548,-0.3456571698188782,0.8017467856407166,0.4562106430530548,-0.3861009180545807,0.7815046310424805,0.4562106430530548,-0.42558473348617554,0.7593194842338562,0.4562106430530548,-0.46401047706604004,0.7352465987205505,0.4562106430530548,-0.5012826323509216,0.7093457579612732,0.4562106430530548,-0.5373085141181946,0.6816813349723816,0.4562106430530548,-0.5719985961914062,0.6523221731185913,0.4562106430530548,-0.6052665710449219,0.6213412880897522,0.4562106430530548,-0.6370297074317932,0.5888155698776245,0.4562106430530548,-0.6672091484069824,0.554826021194458,0.4562106430530548,-0.6957297921180725,0.5194570422172546,0.4562106430530548,-0.7225207686424255,0.48279663920402527,0.4562106430530548,-0.7475153803825378,0.4449359178543091,0.4562106430530548,-0.7706515789031982,0.4059689939022064,0.4562106430530548,-0.7918718457221985,0.36599278450012207,0.4562106430530548,-0.8111233711242676,0.325106680393219,0.4562106430530548,-0.8283582925796509,0.28341227769851685,0.4562106430530548,-0.8435338139533997,0.241013303399086,0.4562106430530548,-0.8566122055053711,0.19801510870456696,0.4562106430530548,-0.867560863494873,0.15452462434768677,0.4562106430530548,-0.8763526678085327,0.1106499582529068,0.4562106430530548,-0.8829656839370728,0.06650020182132721,0.4562106430530548,-0.8873835206031799,0.02218511886894703,0.4562106430530548,-0.8895952105522156,-0.02218511886894703,0.4562106430530548,-0.8895952105522156,-0.06650020182132721,0.4562106430530548,-0.8873835206031799,-0.1106499582529068,0.4562106430530548,-0.8829656839370728,-0.15452462434768677,0.4562106430530548,-0.8763526678085327,-0.19801510870456696,0.4562106430530548,-0.867560863494873,-0.241013303399086,0.4562106430530548,-0.8566122055053711,-0.28341227769851685,0.4562106430530548,-0.8435338139533997,-0.325106680393219,0.4562106430530548,-0.8283582925796509,-0.36599278450012207,0.4562106430530548,-0.8111233711242676,-0.4059689939022064,0.4562106430530548,-0.7918718457221985,-0.4449359178543091,0.4562106430530548,-0.7706515789031982,-0.48279663920402527,0.4562106430530548,-0.7475153803825378,-0.5194570422172546,0.4562106430530548,-0.7225207686424255,-0.554826021194458,0.4562106430530548,-0.6957297921180725,-0.5888155698776245,0.4562106430530548,-0.6672091484069824,-0.6213412880897522,0.4562106430530548,-0.6370297074317932,-0.6523221731185913,0.4562106430530548,-0.6052665710449219,-0.6816813349723816,0.4562106430530548,-0.5719985961914062,-0.7093457579612732,0.4562106430530548,-0.5373085141181946,-0.7352465987205505,0.4562106430530548,-0.5012826323509216,-0.7593194842338562,0.4562106430530548,-0.46401047706604004,-0.7815046310424805,0.4562106430530548,-0.42558473348617554,-0.8017467856407166,0.4562106430530548,-0.3861009180545807,-0.8199957013130188,0.4562106430530548,-0.3456571698188782,-0.8362059593200684,0.4562106430530548,-0.30435407161712646,-0.8503373265266418,0.4562106430530548,-0.26229432225227356,-0.862354576587677,0.4562106430530548,-0.2195824533700943,-0.8722278475761414,0.4562106430530548,-0.17632466554641724,-0.879932701587677,0.4562106430530548,-0.13262851536273956,-0.8854498267173767,0.4562106430530548,-0.08860261738300323,-0.8887656331062317,0.4562106430530548,-0.04435644671320915,-0.8898718357086182,0.4562106430530548,-1.0897786933030919e-16,-0.8887656331062317,0.4562106430530548,0.04435644671320915,-0.8854498267173767,0.4562106430530548,0.08860261738300323,-0.879932701587677,0.4562106430530548,0.13262851536273956,-0.8722278475761414,0.4562106430530548,0.17632466554641724,-0.862354576587677,0.4562106430530548,0.2195824533700943,-0.8503373265266418,0.4562106430530548,0.26229432225227356,-0.8362059593200684,0.4562106430530548,0.30435407161712646,-0.8199957013130188,0.4562106430530548,0.3456571698188782,-0.8017467856407166,0.4562106430530548,0.3861009180545807,-0.7815046310424805,0.4562106430530548,0.42558473348617554,-0.7593194842338562,0.4562106430530548,0.46401047706604004,-0.7352465987205505,0.4562106430530548,0.5012826323509216,-0.7093457579612732,0.4562106430530548,0.5373085141181946,-0.6816813349723816,0.4562106430530548,0.5719985961914062,-0.6523221731185913,0.4562106430530548,0.6052665710449219,-0.6213412880897522,0.4562106430530548,0.6370297074317932,-0.5888155698776245,0.4562106430530548,0.6672091484069824,-0.554826021194458,0.4562106430530548,0.6957297921180725,-0.5194570422172546,0.4562106430530548,0.7225207686424255,-0.48279663920402527,0.4562106430530548,0.7475153803825378,-0.4449359178543091,0.4562106430530548,0.7706515789031982,-0.4059689939022064,0.4562106430530548,0.7918718457221985,-0.36599278450012207,0.4562106430530548,0.8111233711242676,-0.325106680393219,0.4562106430530548,0.8283582925796509,-0.28341227769851685,0.4562106430530548,0.8435338139533997,-0.241013303399086,0.4562106430530548,0.8566122055053711,-0.19801510870456696,0.4562106430530548,0.867560863494873,-0.15452462434768677,0.4562106430530548,0.8763526678085327,-0.1106499582529068,0.4562106430530548,0.8829656839370728,-0.06650020182132721,0.4562106430530548,0.8873835206031799,-0.02218511886894703,0.4562106430530548,0.8895952105522156,0.02218511886894703,0.4562106430530548,0.8895952105522156,0.06650020182132721,0.4562106430530548,0.8873835206031799,0.1106499582529068,0.4562106430530548,0.8829656839370728,0.15452462434768677,0.4562106430530548,0.8763526678085327,0.19801510870456696,0.4562106430530548,0.867560863494873,0.241013303399086,0.4562106430530548,0.8566122055053711,0.28341227769851685,0.4562106430530548,0.8435338139533997,0.325106680393219,0.4562106430530548,0.8283582925796509,0.36599278450012207,0.4562106430530548,0.8111233711242676,0.4059689939022064,0.4562106430530548,0.7918718457221985,0.4449359178543091,0.4562106430530548,0.7706515789031982,0.48279663920402527,0.4562106430530548,0.7475153803825378,0.5194570422172546,0.4562106430530548,0.7225207686424255,0.554826021194458,0.4562106430530548,0.6957297921180725,0.5888155698776245,0.4562106430530548,0.6672091484069824,0.6213412880897522,0.4562106430530548,0.6370297074317932,0.6523221731185913,0.4562106430530548,0.6052665710449219,0.6816813349723816,0.4562106430530548,0.5719985961914062,0.7093457579612732,0.4562106430530548,0.5373085141181946,0.7352465987205505,0.4562106430530548,0.5012826323509216,0.7593194842338562,0.4562106430530548,0.46401047706604004,0.7815046310424805,0.4562106430530548,0.42558473348617554,0.8017467856407166,0.4562106430530548,0.3861009180545807,0.8199957013130188,0.4562106430530548,0.3456571698188782,0.8362059593200684,0.4562106430530548,0.30435407161712646,0.8503373265266418,0.4562106430530548,0.26229432225227356,0.862354576587677,0.4562106430530548,0.2195824533700943,0.8722278475761414,0.4562106430530548,0.17632466554641724,0.879932701587677,0.4562106430530548,0.13262851536273956,0.8854498267173767,0.4562106430530548,0.08860261738300323,0.8887656331062317,0.4562106430530548,0.04435644671320915,0.8898718357086182,0.4562106430530548,2.1795573866061839e-16,0.8660253882408142,0.5,0.0,0.8649488687515259,0.5,-0.043167803436517715,0.861721932888031,0.5,-0.08622828125953674,0.8563526272773743,0.5,-0.12907439470291138,0.8488543033599854,0.5,-0.1715995967388153,0.8392455577850342,0.5,-0.21369817852973938,0.8275503516197205,0.5,-0.255265474319458,0.813797652721405,0.5,-0.29619812965393066,0.7980217933654785,0.5,-0.33639439940452576,0.7802619338035583,0.5,-0.37575432658195496,0.7605621814727783,0.5,-0.41418009996414185,0.7389715909957886,0.5,-0.4515761435031891,0.7155437469482422,0.5,-0.48784947395324707,0.6903370022773743,0.5,-0.522909939289093,0.663413941860199,0.5,-0.5566704273223877,0.6348415613174438,0.5,-0.5890468955039978,0.6046908497810364,0.5,-0.6199588775634766,0.5730367302894592,0.5,-0.6493295431137085,0.5399580001831055,0.5,-0.6770859360694885,0.5055368542671204,0.5,-0.7031589150428772,0.469858855009079,0.5,-0.7274838089942932,0.4330126941204071,0.5,-0.75,0.3950900137424469,0.5,-0.7706515789031982,0.35618507862091064,0.5,-0.7893872261047363,0.3163945972919464,0.5,-0.8061603307723999,0.27581754326820374,0.5,-0.8209291696548462,0.234554722905159,0.5,-0.8336570262908936,0.19270877540111542,0.5,-0.844312310218811,0.15038372576236725,0.5,-0.8528685569763184,0.10768480598926544,0.5,-0.8593043684959412,0.06471815705299377,0.5,-0.8636038303375244,0.021590612828731537,0.5,-0.8657562136650085,-0.021590612828731537,0.5,-0.8657562136650085,-0.06471815705299377,0.5,-0.8636038303375244,-0.10768480598926544,0.5,-0.8593043684959412,-0.15038372576236725,0.5,-0.8528685569763184,-0.19270877540111542,0.5,-0.844312310218811,-0.234554722905159,0.5,-0.8336570262908936,-0.27581754326820374,0.5,-0.8209291696548462,-0.3163945972919464,0.5,-0.8061603307723999,-0.35618507862091064,0.5,-0.7893872261047363,-0.3950900137424469,0.5,-0.7706515789031982,-0.4330126941204071,0.5,-0.75,-0.469858855009079,0.5,-0.7274838089942932,-0.5055368542671204,0.5,-0.7031589150428772,-0.5399580001831055,0.5,-0.6770859360694885,-0.5730367302894592,0.5,-0.6493295431137085,-0.6046908497810364,0.5,-0.6199588775634766,-0.6348415613174438,0.5,-0.5890468955039978,-0.663413941860199,0.5,-0.5566704273223877,-0.6903370022773743,0.5,-0.522909939289093,-0.7155437469482422,0.5,-0.48784947395324707,-0.7389715909957886,0.5,-0.4515761435031891,-0.7605621814727783,0.5,-0.41418009996414185,-0.7802619338035583,0.5,-0.37575432658195496,-0.7980217933654785,0.5,-0.33639439940452576,-0.813797652721405,0.5,-0.29619812965393066,-0.8275503516197205,0.5,-0.255265474319458,-0.8392455577850342,0.5,-0.21369817852973938,-0.8488543033599854,0.5,-0.1715995967388153,-0.8563526272773743,0.5,-0.12907439470291138,-0.861721932888031,0.5,-0.08622828125953674,-0.8649488687515259,0.5,-0.043167803436517715,-0.8660253882408142,0.5,-1.0605752472130298e-16,-0.8649488687515259,0.5,0.043167803436517715,-0.861721932888031,0.5,0.08622828125953674,-0.8563526272773743,0.5,0.12907439470291138,-0.8488543033599854,0.5,0.1715995967388153,-0.8392455577850342,0.5,0.21369817852973938,-0.8275503516197205,0.5,0.255265474319458,-0.813797652721405,0.5,0.29619812965393066,-0.7980217933654785,0.5,0.33639439940452576,-0.7802619338035583,0.5,0.37575432658195496,-0.7605621814727783,0.5,0.41418009996414185,-0.7389715909957886,0.5,0.4515761435031891,-0.7155437469482422,0.5,0.48784947395324707,-0.6903370022773743,0.5,0.522909939289093,-0.663413941860199,0.5,0.5566704273223877,-0.6348415613174438,0.5,0.5890468955039978,-0.6046908497810364,0.5,0.6199588775634766,-0.5730367302894592,0.5,0.6493295431137085,-0.5399580001831055,0.5,0.6770859360694885,-0.5055368542671204,0.5,0.7031589150428772,-0.469858855009079,0.5,0.7274838089942932,-0.4330126941204071,0.5,0.75,-0.3950900137424469,0.5,0.7706515789031982,-0.35618507862091064,0.5,0.7893872261047363,-0.3163945972919464,0.5,0.8061603307723999,-0.27581754326820374,0.5,0.8209291696548462,-0.234554722905159,0.5,0.8336570262908936,-0.19270877540111542,0.5,0.844312310218811,-0.15038372576236725,0.5,0.8528685569763184,-0.10768480598926544,0.5,0.8593043684959412,-0.06471815705299377,0.5,0.8636038303375244,-0.021590612828731537,0.5,0.8657562136650085,0.021590612828731537,0.5,0.8657562136650085,0.06471815705299377,0.5,0.8636038303375244,0.10768480598926544,0.5,0.8593043684959412,0.15038372576236725,0.5,0.8528685569763184,0.19270877540111542,0.5,0.844312310218811,0.234554722905159,0.5,0.8336570262908936,0.27581754326820374,0.5,0.8209291696548462,0.3163945972919464,0.5,0.8061603307723999,0.35618507862091064,0.5,0.7893872261047363,0.3950900137424469,0.5,0.7706515789031982,0.4330126941204071,0.5,0.75,0.469858855009079,0.5,0.7274838089942932,0.5055368542671204,0.5,0.7031589150428772,0.5399580001831055,0.5,0.6770859360694885,0.5730367302894592,0.5,0.6493295431137085,0.6046908497810364,0.5,0.6199588775634766,0.6348415613174438,0.5,0.5890468955039978,0.663413941860199,0.5,0.5566704273223877,0.6903370022773743,0.5,0.522909939289093,0.7155437469482422,0.5,0.48784947395324707,0.7389715909957886,0.5,0.4515761435031891,0.7605621814727783,0.5,0.41418009996414185,0.7802619338035583,0.5,0.37575432658195496,0.7980217933654785,0.5,0.33639439940452576,0.813797652721405,0.5,0.29619812965393066,0.8275503516197205,0.5,0.255265474319458,0.8392455577850342,0.5,0.21369817852973938,0.8488543033599854,0.5,0.1715995967388153,0.8563526272773743,0.5,0.12907439470291138,0.861721932888031,0.5,0.08622828125953674,0.8649488687515259,0.5,0.043167803436517715,0.8660253882408142,0.5,2.1211504944260596e-16,0.8400259017944336,0.542546272277832,0.0,0.8389816880226135,0.542546272277832,-0.04187183454632759,0.8358516693115234,0.542546272277832,-0.08363956958055496,0.8306435346603394,0.542546272277832,-0.1251993626356125,0.8233702778816223,0.542546272277832,-0.16644789278507233,0.814050018787384,0.542546272277832,-0.20728261768817902,0.8027059435844421,0.542546272277832,-0.24760198593139648,0.7893661856651306,0.542546272277832,-0.2873057723045349,0.7740638852119446,0.542546272277832,-0.32629528641700745,0.7568371891975403,0.542546272277832,-0.3644735813140869,0.7377288937568665,0.542546272277832,-0.4017457365989685,0.7167864441871643,0.542546272277832,-0.4380190968513489,0.6940619945526123,0.542546272277832,-0.4732034504413605,0.6696119904518127,0.542546272277832,-0.5072113275527954,0.6434971690177917,0.542546272277832,-0.5399582386016846,0.6157825589179993,0.542546272277832,-0.5713627338409424,0.5865370035171509,0.542546272277832,-0.6013467311859131,0.5558332800865173,0.542546272277832,-0.6298356652259827,0.5237476229667664,0.542546272277832,-0.656758725643158,0.4903598129749298,0.542546272277832,-0.6820489764213562,0.4557529389858246,0.542546272277832,-0.7056435346603394,0.4200129508972168,0.542546272277832,-0.7274838089942932,0.38322877883911133,0.542546272277832,-0.7475153803825378,0.34549182653427124,0.542546272277832,-0.7656885385513306,0.3068959414958954,0.542546272277832,-0.7819581031799316,0.26753702759742737,0.542546272277832,-0.7962835431098938,0.22751301527023315,0.542546272277832,-0.8086293339729309,0.18692335486412048,0.542546272277832,-0.8189647197723389,0.14586897194385529,0.542546272277832,-0.8272640705108643,0.10445193201303482,0.542546272277832,-0.8335066437721252,0.06277521699666977,0.542546272277832,-0.8376770615577698,0.020942427217960358,0.542546272277832,-0.8397648334503174,-0.020942427217960358,0.542546272277832,-0.8397648334503174,-0.06277521699666977,0.542546272277832,-0.8376770615577698,-0.10445193201303482,0.542546272277832,-0.8335066437721252,-0.14586897194385529,0.542546272277832,-0.8272640705108643,-0.18692335486412048,0.542546272277832,-0.8189647197723389,-0.22751301527023315,0.542546272277832,-0.8086293339729309,-0.26753702759742737,0.542546272277832,-0.7962835431098938,-0.3068959414958954,0.542546272277832,-0.7819581031799316,-0.34549182653427124,0.542546272277832,-0.7656885385513306,-0.38322877883911133,0.542546272277832,-0.7475153803825378,-0.4200129508972168,0.542546272277832,-0.7274838089942932,-0.4557529389858246,0.542546272277832,-0.7056435346603394,-0.4903598129749298,0.542546272277832,-0.6820489764213562,-0.5237476229667664,0.542546272277832,-0.656758725643158,-0.5558332800865173,0.542546272277832,-0.6298356652259827,-0.5865370035171509,0.542546272277832,-0.6013467311859131,-0.6157825589179993,0.542546272277832,-0.5713627338409424,-0.6434971690177917,0.542546272277832,-0.5399582386016846,-0.6696119904518127,0.542546272277832,-0.5072113275527954,-0.6940619945526123,0.542546272277832,-0.4732034504413605,-0.7167864441871643,0.542546272277832,-0.4380190968513489,-0.7377288937568665,0.542546272277832,-0.4017457365989685,-0.7568371891975403,0.542546272277832,-0.3644735813140869,-0.7740638852119446,0.542546272277832,-0.32629528641700745,-0.7893661856651306,0.542546272277832,-0.2873057723045349,-0.8027059435844421,0.542546272277832,-0.24760198593139648,-0.814050018787384,0.542546272277832,-0.20728261768817902,-0.8233702778816223,0.542546272277832,-0.16644789278507233,-0.8306435346603394,0.542546272277832,-0.1251993626356125,-0.8358516693115234,0.542546272277832,-0.08363956958055496,-0.8389816880226135,0.542546272277832,-0.04187183454632759,-0.8400259017944336,0.542546272277832,-1.0287350802023936e-16,-0.8389816880226135,0.542546272277832,0.04187183454632759,-0.8358516693115234,0.542546272277832,0.08363956958055496,-0.8306435346603394,0.542546272277832,0.1251993626356125,-0.8233702778816223,0.542546272277832,0.16644789278507233,-0.814050018787384,0.542546272277832,0.20728261768817902,-0.8027059435844421,0.542546272277832,0.24760198593139648,-0.7893661856651306,0.542546272277832,0.2873057723045349,-0.7740638852119446,0.542546272277832,0.32629528641700745,-0.7568371891975403,0.542546272277832,0.3644735813140869,-0.7377288937568665,0.542546272277832,0.4017457365989685,-0.7167864441871643,0.542546272277832,0.4380190968513489,-0.6940619945526123,0.542546272277832,0.4732034504413605,-0.6696119904518127,0.542546272277832,0.5072113275527954,-0.6434971690177917,0.542546272277832,0.5399582386016846,-0.6157825589179993,0.542546272277832,0.5713627338409424,-0.5865370035171509,0.542546272277832,0.6013467311859131,-0.5558332800865173,0.542546272277832,0.6298356652259827,-0.5237476229667664,0.542546272277832,0.656758725643158,-0.4903598129749298,0.542546272277832,0.6820489764213562,-0.4557529389858246,0.542546272277832,0.7056435346603394,-0.4200129508972168,0.542546272277832,0.7274838089942932,-0.38322877883911133,0.542546272277832,0.7475153803825378,-0.34549182653427124,0.542546272277832,0.7656885385513306,-0.3068959414958954,0.542546272277832,0.7819581031799316,-0.26753702759742737,0.542546272277832,0.7962835431098938,-0.22751301527023315,0.542546272277832,0.8086293339729309,-0.18692335486412048,0.542546272277832,0.8189647197723389,-0.14586897194385529,0.542546272277832,0.8272640705108643,-0.10445193201303482,0.542546272277832,0.8335066437721252,-0.06277521699666977,0.542546272277832,0.8376770615577698,-0.020942427217960358,0.542546272277832,0.8397648334503174,0.020942427217960358,0.542546272277832,0.8397648334503174,0.06277521699666977,0.542546272277832,0.8376770615577698,0.10445193201303482,0.542546272277832,0.8335066437721252,0.14586897194385529,0.542546272277832,0.8272640705108643,0.18692335486412048,0.542546272277832,0.8189647197723389,0.22751301527023315,0.542546272277832,0.8086293339729309,0.26753702759742737,0.542546272277832,0.7962835431098938,0.3068959414958954,0.542546272277832,0.7819581031799316,0.34549182653427124,0.542546272277832,0.7656885385513306,0.38322877883911133,0.542546272277832,0.7475153803825378,0.4200129508972168,0.542546272277832,0.7274838089942932,0.4557529389858246,0.542546272277832,0.7056435346603394,0.4903598129749298,0.542546272277832,0.6820489764213562,0.5237476229667664,0.542546272277832,0.656758725643158,0.5558332800865173,0.542546272277832,0.6298356652259827,0.5865370035171509,0.542546272277832,0.6013467311859131,0.6157825589179993,0.542546272277832,0.5713627338409424,0.6434971690177917,0.542546272277832,0.5399582386016846,0.6696119904518127,0.542546272277832,0.5072113275527954,0.6940619945526123,0.542546272277832,0.4732034504413605,0.7167864441871643,0.542546272277832,0.4380190968513489,0.7377288937568665,0.542546272277832,0.4017457365989685,0.7568371891975403,0.542546272277832,0.3644735813140869,0.7740638852119446,0.542546272277832,0.32629528641700745,0.7893661856651306,0.542546272277832,0.2873057723045349,0.8027059435844421,0.542546272277832,0.24760198593139648,0.814050018787384,0.542546272277832,0.20728261768817902,0.8233702778816223,0.542546272277832,0.16644789278507233,0.8306435346603394,0.542546272277832,0.1251993626356125,0.8358516693115234,0.542546272277832,0.08363956958055496,0.8389816880226135,0.542546272277832,0.04187183454632759,0.8400259017944336,0.542546272277832,2.0574701604047873e-16,0.8119379878044128,0.583743691444397,0.0,0.8109287023544312,0.583743691444397,-0.040471769869327545,0.8079032897949219,0.583743691444397,-0.08084291964769363,0.8028693199157715,0.583743691444397,-0.1210130825638771,0.7958393096923828,0.583743691444397,-0.1608823835849762,0.7868306636810303,0.583743691444397,-0.20035171508789062,0.7758658528327942,0.583743691444397,-0.23932293057441711,0.7629721760749817,0.583743691444397,-0.27769914269447327,0.7481815814971924,0.583743691444397,-0.31538498401641846,0.7315308451652527,0.583743691444397,-0.352286696434021,0.7130614519119263,0.583743691444397,-0.38831257820129395,0.6928192973136902,0.583743691444397,-0.4233730733394623,0.6708546876907349,0.583743691444397,-0.4573809504508972,0.6472221612930298,0.583743691444397,-0.490251749753952,0.621980607509613,0.583743691444397,-0.5219036936759949,0.5951926708221436,0.583743691444397,-0.5522580742835999,0.5669249892234802,0.583743691444397,-0.5812395215034485,0.537247896194458,0.583743691444397,-0.6087758541107178,0.5062350630760193,0.583743691444397,-0.6347987055778503,0.4739636778831482,0.583743691444397,-0.6592433452606201,0.44051393866539,0.583743691444397,-0.6820489764213562,0.4059689939022064,0.583743691444397,-0.7031589150428772,0.37041476368904114,0.583743691444397,-0.7225207686424255,0.33393964171409607,0.583743691444397,-0.7400862574577332,0.2966342568397522,0.583743691444397,-0.7558117508888245,0.2585914134979248,0.583743691444397,-0.7696582674980164,0.21990567445755005,0.583743691444397,-0.7815912365913391,0.18067319691181183,0.583743691444397,-0.7915810346603394,0.14099155366420746,0.583743691444397,-0.7996028661727905,0.10095938295125961,0.583743691444397,-0.8056367039680481,0.060676202178001404,0.583743691444397,-0.8096676468849182,0.020242176949977875,0.583743691444397,-0.8116856217384338,-0.020242176949977875,0.583743691444397,-0.8116856217384338,-0.060676202178001404,0.583743691444397,-0.8096676468849182,-0.10095938295125961,0.583743691444397,-0.8056367039680481,-0.14099155366420746,0.583743691444397,-0.7996028661727905,-0.18067319691181183,0.583743691444397,-0.7915810346603394,-0.21990567445755005,0.583743691444397,-0.7815912365913391,-0.2585914134979248,0.583743691444397,-0.7696582674980164,-0.2966342568397522,0.583743691444397,-0.7558117508888245,-0.33393964171409607,0.583743691444397,-0.7400862574577332,-0.37041476368904114,0.583743691444397,-0.7225207686424255,-0.4059689939022064,0.583743691444397,-0.7031589150428772,-0.44051393866539,0.583743691444397,-0.6820489764213562,-0.4739636778831482,0.583743691444397,-0.6592433452606201,-0.5062350630760193,0.583743691444397,-0.6347987055778503,-0.537247896194458,0.583743691444397,-0.6087758541107178,-0.5669249892234802,0.583743691444397,-0.5812395215034485,-0.5951926708221436,0.583743691444397,-0.5522580742835999,-0.621980607509613,0.583743691444397,-0.5219036936759949,-0.6472221612930298,0.583743691444397,-0.490251749753952,-0.6708546876907349,0.583743691444397,-0.4573809504508972,-0.6928192973136902,0.583743691444397,-0.4233730733394623,-0.7130614519119263,0.583743691444397,-0.38831257820129395,-0.7315308451652527,0.583743691444397,-0.352286696434021,-0.7481815814971924,0.583743691444397,-0.31538498401641846,-0.7629721760749817,0.583743691444397,-0.27769914269447327,-0.7758658528327942,0.583743691444397,-0.23932293057441711,-0.7868306636810303,0.583743691444397,-0.20035171508789062,-0.7958393096923828,0.583743691444397,-0.1608823835849762,-0.8028693199157715,0.583743691444397,-0.1210130825638771,-0.8079032897949219,0.583743691444397,-0.08084291964769363,-0.8109287023544312,0.583743691444397,-0.040471769869327545,-0.8119379878044128,0.583743691444397,-9.943372707377435e-17,-0.8109287023544312,0.583743691444397,0.040471769869327545,-0.8079032897949219,0.583743691444397,0.08084291964769363,-0.8028693199157715,0.583743691444397,0.1210130825638771,-0.7958393096923828,0.583743691444397,0.1608823835849762,-0.7868306636810303,0.583743691444397,0.20035171508789062,-0.7758658528327942,0.583743691444397,0.23932293057441711,-0.7629721760749817,0.583743691444397,0.27769914269447327,-0.7481815814971924,0.583743691444397,0.31538498401641846,-0.7315308451652527,0.583743691444397,0.352286696434021,-0.7130614519119263,0.583743691444397,0.38831257820129395,-0.6928192973136902,0.583743691444397,0.4233730733394623,-0.6708546876907349,0.583743691444397,0.4573809504508972,-0.6472221612930298,0.583743691444397,0.490251749753952,-0.621980607509613,0.583743691444397,0.5219036936759949,-0.5951926708221436,0.583743691444397,0.5522580742835999,-0.5669249892234802,0.583743691444397,0.5812395215034485,-0.537247896194458,0.583743691444397,0.6087758541107178,-0.5062350630760193,0.583743691444397,0.6347987055778503,-0.4739636778831482,0.583743691444397,0.6592433452606201,-0.44051393866539,0.583743691444397,0.6820489764213562,-0.4059689939022064,0.583743691444397,0.7031589150428772,-0.37041476368904114,0.583743691444397,0.7225207686424255,-0.33393964171409607,0.583743691444397,0.7400862574577332,-0.2966342568397522,0.583743691444397,0.7558117508888245,-0.2585914134979248,0.583743691444397,0.7696582674980164,-0.21990567445755005,0.583743691444397,0.7815912365913391,-0.18067319691181183,0.583743691444397,0.7915810346603394,-0.14099155366420746,0.583743691444397,0.7996028661727905,-0.10095938295125961,0.583743691444397,0.8056367039680481,-0.060676202178001404,0.583743691444397,0.8096676468849182,-0.020242176949977875,0.583743691444397,0.8116856217384338,0.020242176949977875,0.583743691444397,0.8116856217384338,0.060676202178001404,0.583743691444397,0.8096676468849182,0.10095938295125961,0.583743691444397,0.8056367039680481,0.14099155366420746,0.583743691444397,0.7996028661727905,0.18067319691181183,0.583743691444397,0.7915810346603394,0.21990567445755005,0.583743691444397,0.7815912365913391,0.2585914134979248,0.583743691444397,0.7696582674980164,0.2966342568397522,0.583743691444397,0.7558117508888245,0.33393964171409607,0.583743691444397,0.7400862574577332,0.37041476368904114,0.583743691444397,0.7225207686424255,0.4059689939022064,0.583743691444397,0.7031589150428772,0.44051393866539,0.583743691444397,0.6820489764213562,0.4739636778831482,0.583743691444397,0.6592433452606201,0.5062350630760193,0.583743691444397,0.6347987055778503,0.537247896194458,0.583743691444397,0.6087758541107178,0.5669249892234802,0.583743691444397,0.5812395215034485,0.5951926708221436,0.583743691444397,0.5522580742835999,0.621980607509613,0.583743691444397,0.5219036936759949,0.6472221612930298,0.583743691444397,0.490251749753952,0.6708546876907349,0.583743691444397,0.4573809504508972,0.6928192973136902,0.583743691444397,0.4233730733394623,0.7130614519119263,0.583743691444397,0.38831257820129395,0.7315308451652527,0.583743691444397,0.352286696434021,0.7481815814971924,0.583743691444397,0.31538498401641846,0.7629721760749817,0.583743691444397,0.27769914269447327,0.7758658528327942,0.583743691444397,0.23932293057441711,0.7868306636810303,0.583743691444397,0.20035171508789062,0.7958393096923828,0.583743691444397,0.1608823835849762,0.8028693199157715,0.583743691444397,0.1210130825638771,0.8079032897949219,0.583743691444397,0.08084291964769363,0.8109287023544312,0.583743691444397,0.040471769869327545,0.8119379878044128,0.583743691444397,1.988674541475487e-16,0.7818315029144287,0.6234897971153259,0.0,0.7808595895767212,0.6234897971153259,-0.038971081376075745,0.777946412563324,0.6234897971153259,-0.07784527540206909,0.7730990648269653,0.6234897971153259,-0.11652593314647675,0.7663297057151794,0.6234897971153259,-0.1549168974161148,0.757655143737793,0.6234897971153259,-0.1929226964712143,0.7470968961715698,0.6234897971153259,-0.2304488718509674,0.734681248664856,0.6234897971153259,-0.26740211248397827,0.7204391360282898,0.6234897971153259,-0.3036905527114868,0.7044058442115784,0.6234897971153259,-0.3392239809036255,0.6866212487220764,0.6234897971153259,-0.3739140033721924,0.6671296954154968,0.6234897971153259,-0.4076744616031647,0.6459794640541077,0.6234897971153259,-0.44042134284973145,0.6232233047485352,0.6234897971153259,-0.4720732867717743,0.5989176630973816,0.6234897971153259,-0.5025516152381897,0.573123037815094,0.6234897971153259,-0.531780481338501,0.5459035038948059,0.6234897971153259,-0.5596872568130493,0.517326831817627,0.6234897971153259,-0.5862025618553162,0.48746395111083984,0.6234897971153259,-0.6112604737281799,0.4563891887664795,0.6234897971153259,-0.6347987055778503,0.4241797626018524,0.6234897971153259,-0.656758725643158,0.39091575145721436,0.6234897971153259,-0.6770859360694885,0.35667985677719116,0.6234897971153259,-0.6957297921180725,0.3215571939945221,0.6234897971153259,-0.7126439809799194,0.2856351137161255,0.6234897971153259,-0.7277864217758179,0.24900288879871368,0.6234897971153259,-0.7411194443702698,0.21175161004066467,0.6234897971153259,-0.7526099681854248,0.17397387325763702,0.6234897971153259,-0.762229323387146,0.13576361536979675,0.6234897971153259,-0.769953727722168,0.09721582382917404,0.6234897971153259,-0.7757638692855835,0.05842633917927742,0.6234897971153259,-0.7796453237533569,0.01949159987270832,0.6234897971153259,-0.7815884947776794,-0.01949159987270832,0.6234897971153259,-0.7815884947776794,-0.05842633917927742,0.6234897971153259,-0.7796453237533569,-0.09721582382917404,0.6234897971153259,-0.7757638692855835,-0.13576361536979675,0.6234897971153259,-0.769953727722168,-0.17397387325763702,0.6234897971153259,-0.762229323387146,-0.21175161004066467,0.6234897971153259,-0.7526099681854248,-0.24900288879871368,0.6234897971153259,-0.7411194443702698,-0.2856351137161255,0.6234897971153259,-0.7277864217758179,-0.3215571939945221,0.6234897971153259,-0.7126439809799194,-0.35667985677719116,0.6234897971153259,-0.6957297921180725,-0.39091575145721436,0.6234897971153259,-0.6770859360694885,-0.4241797626018524,0.6234897971153259,-0.656758725643158,-0.4563891887664795,0.6234897971153259,-0.6347987055778503,-0.48746395111083984,0.6234897971153259,-0.6112604737281799,-0.517326831817627,0.6234897971153259,-0.5862025618553162,-0.5459035038948059,0.6234897971153259,-0.5596872568130493,-0.573123037815094,0.6234897971153259,-0.531780481338501,-0.5989176630973816,0.6234897971153259,-0.5025516152381897,-0.6232233047485352,0.6234897971153259,-0.4720732867717743,-0.6459794640541077,0.6234897971153259,-0.44042134284973145,-0.6671296954154968,0.6234897971153259,-0.4076744616031647,-0.6866212487220764,0.6234897971153259,-0.3739140033721924,-0.7044058442115784,0.6234897971153259,-0.3392239809036255,-0.7204391360282898,0.6234897971153259,-0.3036905527114868,-0.734681248664856,0.6234897971153259,-0.26740211248397827,-0.7470968961715698,0.6234897971153259,-0.2304488718509674,-0.757655143737793,0.6234897971153259,-0.1929226964712143,-0.7663297057151794,0.6234897971153259,-0.1549168974161148,-0.7730990648269653,0.6234897971153259,-0.11652593314647675,-0.777946412563324,0.6234897971153259,-0.07784527540206909,-0.7808595895767212,0.6234897971153259,-0.038971081376075745,-0.7818315029144287,0.6234897971153259,-9.574674485560909e-17,-0.7808595895767212,0.6234897971153259,0.038971081376075745,-0.777946412563324,0.6234897971153259,0.07784527540206909,-0.7730990648269653,0.6234897971153259,0.11652593314647675,-0.7663297057151794,0.6234897971153259,0.1549168974161148,-0.757655143737793,0.6234897971153259,0.1929226964712143,-0.7470968961715698,0.6234897971153259,0.2304488718509674,-0.734681248664856,0.6234897971153259,0.26740211248397827,-0.7204391360282898,0.6234897971153259,0.3036905527114868,-0.7044058442115784,0.6234897971153259,0.3392239809036255,-0.6866212487220764,0.6234897971153259,0.3739140033721924,-0.6671296954154968,0.6234897971153259,0.4076744616031647,-0.6459794640541077,0.6234897971153259,0.44042134284973145,-0.6232233047485352,0.6234897971153259,0.4720732867717743,-0.5989176630973816,0.6234897971153259,0.5025516152381897,-0.573123037815094,0.6234897971153259,0.531780481338501,-0.5459035038948059,0.6234897971153259,0.5596872568130493,-0.517326831817627,0.6234897971153259,0.5862025618553162,-0.48746395111083984,0.6234897971153259,0.6112604737281799,-0.4563891887664795,0.6234897971153259,0.6347987055778503,-0.4241797626018524,0.6234897971153259,0.656758725643158,-0.39091575145721436,0.6234897971153259,0.6770859360694885,-0.35667985677719116,0.6234897971153259,0.6957297921180725,-0.3215571939945221,0.6234897971153259,0.7126439809799194,-0.2856351137161255,0.6234897971153259,0.7277864217758179,-0.24900288879871368,0.6234897971153259,0.7411194443702698,-0.21175161004066467,0.6234897971153259,0.7526099681854248,-0.17397387325763702,0.6234897971153259,0.762229323387146,-0.13576361536979675,0.6234897971153259,0.769953727722168,-0.09721582382917404,0.6234897971153259,0.7757638692855835,-0.05842633917927742,0.6234897971153259,0.7796453237533569,-0.01949159987270832,0.6234897971153259,0.7815884947776794,0.01949159987270832,0.6234897971153259,0.7815884947776794,0.05842633917927742,0.6234897971153259,0.7796453237533569,0.09721582382917404,0.6234897971153259,0.7757638692855835,0.13576361536979675,0.6234897971153259,0.769953727722168,0.17397387325763702,0.6234897971153259,0.762229323387146,0.21175161004066467,0.6234897971153259,0.7526099681854248,0.24900288879871368,0.6234897971153259,0.7411194443702698,0.2856351137161255,0.6234897971153259,0.7277864217758179,0.3215571939945221,0.6234897971153259,0.7126439809799194,0.35667985677719116,0.6234897971153259,0.6957297921180725,0.39091575145721436,0.6234897971153259,0.6770859360694885,0.4241797626018524,0.6234897971153259,0.656758725643158,0.4563891887664795,0.6234897971153259,0.6347987055778503,0.48746395111083984,0.6234897971153259,0.6112604737281799,0.517326831817627,0.6234897971153259,0.5862025618553162,0.5459035038948059,0.6234897971153259,0.5596872568130493,0.573123037815094,0.6234897971153259,0.531780481338501,0.5989176630973816,0.6234897971153259,0.5025516152381897,0.6232233047485352,0.6234897971153259,0.4720732867717743,0.6459794640541077,0.6234897971153259,0.44042134284973145,0.6671296954154968,0.6234897971153259,0.4076744616031647,0.6866212487220764,0.6234897971153259,0.3739140033721924,0.7044058442115784,0.6234897971153259,0.3392239809036255,0.7204391360282898,0.6234897971153259,0.3036905527114868,0.734681248664856,0.6234897971153259,0.26740211248397827,0.7470968961715698,0.6234897971153259,0.2304488718509674,0.757655143737793,0.6234897971153259,0.1929226964712143,0.7663297057151794,0.6234897971153259,0.1549168974161148,0.7730990648269653,0.6234897971153259,0.11652593314647675,0.777946412563324,0.6234897971153259,0.07784527540206909,0.7808595895767212,0.6234897971153259,0.038971081376075745,0.7818315029144287,0.6234897971153259,1.9149348971121818e-16,0.7497811913490295,0.6616858243942261,0.0,0.7488491535186768,0.6616858243942261,-0.037373509258031845,0.7460553646087646,0.6616858243942261,-0.07465410232543945,0.7414067387580872,0.6616858243942261,-0.1117490902543068,0.7349148988723755,0.6616858243942261,-0.14856626093387604,0.726595938205719,0.6616858243942261,-0.1850140541791916,0.7164705395698547,0.6616858243942261,-0.22100189328193665,0.7045638561248779,0.6616858243942261,-0.25644028186798096,0.6909055709838867,0.6616858243942261,-0.2912411093711853,0.6755295395851135,0.6616858243942261,-0.3253178596496582,0.6584740281105042,0.6616858243942261,-0.35858583450317383,0.6397814750671387,0.6616858243942261,-0.39096230268478394,0.6194983124732971,0.6616858243942261,-0.42236679792404175,0.5976749658584595,0.6616858243942261,-0.4527212083339691,0.5743657350540161,0.6616858243942261,-0.4819500744342804,0.549628496170044,0.6616858243942261,-0.5099807381629944,0.523524820804596,0.6616858243942261,-0.5367435216903687,0.49611958861351013,0.6616858243942261,-0.5621718764305115,0.46748092770576477,0.6616858243942261,-0.5862025618553162,0.43768003582954407,0.6616858243942261,-0.6087758541107178,0.40679100155830383,0.6616858243942261,-0.6298356652259827,0.37489059567451477,0.6616858243942261,-0.6493295431137085,0.3420581817626953,0.6616858243942261,-0.6672091484069824,0.3083753287792206,0.6616858243942261,-0.6834299564361572,0.2739258408546448,0.6616858243942261,-0.69795161485672,0.23879531025886536,0.6616858243942261,-0.7107381224632263,0.20307108759880066,0.6616858243942261,-0.7217575907707214,0.1668420135974884,0.6616858243942261,-0.7309826016426086,0.130198135972023,0.6616858243942261,-0.738390326499939,0.09323057532310486,0.6616858243942261,-0.743962287902832,0.05603121966123581,0.6616858243942261,-0.7476846575737,0.018692564219236374,0.6616858243942261,-0.7495481371879578,-0.018692564219236374,0.6616858243942261,-0.7495481371879578,-0.05603121966123581,0.6616858243942261,-0.7476846575737,-0.09323057532310486,0.6616858243942261,-0.743962287902832,-0.130198135972023,0.6616858243942261,-0.738390326499939,-0.1668420135974884,0.6616858243942261,-0.7309826016426086,-0.20307108759880066,0.6616858243942261,-0.7217575907707214,-0.23879531025886536,0.6616858243942261,-0.7107381224632263,-0.2739258408546448,0.6616858243942261,-0.69795161485672,-0.3083753287792206,0.6616858243942261,-0.6834299564361572,-0.3420581817626953,0.6616858243942261,-0.6672091484069824,-0.37489059567451477,0.6616858243942261,-0.6493295431137085,-0.40679100155830383,0.6616858243942261,-0.6298356652259827,-0.43768003582954407,0.6616858243942261,-0.6087758541107178,-0.46748092770576477,0.6616858243942261,-0.5862025618553162,-0.49611958861351013,0.6616858243942261,-0.5621718764305115,-0.523524820804596,0.6616858243942261,-0.5367435216903687,-0.549628496170044,0.6616858243942261,-0.5099807381629944,-0.5743657350540161,0.6616858243942261,-0.4819500744342804,-0.5976749658584595,0.6616858243942261,-0.4527212083339691,-0.6194983124732971,0.6616858243942261,-0.42236679792404175,-0.6397814750671387,0.6616858243942261,-0.39096230268478394,-0.6584740281105042,0.6616858243942261,-0.35858583450317383,-0.6755295395851135,0.6616858243942261,-0.3253178596496582,-0.6909055709838867,0.6616858243942261,-0.2912411093711853,-0.7045638561248779,0.6616858243942261,-0.25644028186798096,-0.7164705395698547,0.6616858243942261,-0.22100189328193665,-0.726595938205719,0.6616858243942261,-0.1850140541791916,-0.7349148988723755,0.6616858243942261,-0.14856626093387604,-0.7414067387580872,0.6616858243942261,-0.1117490902543068,-0.7460553646087646,0.6616858243942261,-0.07465410232543945,-0.7488491535186768,0.6616858243942261,-0.037373509258031845,-0.7497811913490295,0.6616858243942261,-9.182171329204087e-17,-0.7488491535186768,0.6616858243942261,0.037373509258031845,-0.7460553646087646,0.6616858243942261,0.07465410232543945,-0.7414067387580872,0.6616858243942261,0.1117490902543068,-0.7349148988723755,0.6616858243942261,0.14856626093387604,-0.726595938205719,0.6616858243942261,0.1850140541791916,-0.7164705395698547,0.6616858243942261,0.22100189328193665,-0.7045638561248779,0.6616858243942261,0.25644028186798096,-0.6909055709838867,0.6616858243942261,0.2912411093711853,-0.6755295395851135,0.6616858243942261,0.3253178596496582,-0.6584740281105042,0.6616858243942261,0.35858583450317383,-0.6397814750671387,0.6616858243942261,0.39096230268478394,-0.6194983124732971,0.6616858243942261,0.42236679792404175,-0.5976749658584595,0.6616858243942261,0.4527212083339691,-0.5743657350540161,0.6616858243942261,0.4819500744342804,-0.549628496170044,0.6616858243942261,0.5099807381629944,-0.523524820804596,0.6616858243942261,0.5367435216903687,-0.49611958861351013,0.6616858243942261,0.5621718764305115,-0.46748092770576477,0.6616858243942261,0.5862025618553162,-0.43768003582954407,0.6616858243942261,0.6087758541107178,-0.40679100155830383,0.6616858243942261,0.6298356652259827,-0.37489059567451477,0.6616858243942261,0.6493295431137085,-0.3420581817626953,0.6616858243942261,0.6672091484069824,-0.3083753287792206,0.6616858243942261,0.6834299564361572,-0.2739258408546448,0.6616858243942261,0.69795161485672,-0.23879531025886536,0.6616858243942261,0.7107381224632263,-0.20307108759880066,0.6616858243942261,0.7217575907707214,-0.1668420135974884,0.6616858243942261,0.7309826016426086,-0.130198135972023,0.6616858243942261,0.738390326499939,-0.09323057532310486,0.6616858243942261,0.743962287902832,-0.05603121966123581,0.6616858243942261,0.7476846575737,-0.018692564219236374,0.6616858243942261,0.7495481371879578,0.018692564219236374,0.6616858243942261,0.7495481371879578,0.05603121966123581,0.6616858243942261,0.7476846575737,0.09323057532310486,0.6616858243942261,0.743962287902832,0.130198135972023,0.6616858243942261,0.738390326499939,0.1668420135974884,0.6616858243942261,0.7309826016426086,0.20307108759880066,0.6616858243942261,0.7217575907707214,0.23879531025886536,0.6616858243942261,0.7107381224632263,0.2739258408546448,0.6616858243942261,0.69795161485672,0.3083753287792206,0.6616858243942261,0.6834299564361572,0.3420581817626953,0.6616858243942261,0.6672091484069824,0.37489059567451477,0.6616858243942261,0.6493295431137085,0.40679100155830383,0.6616858243942261,0.6298356652259827,0.43768003582954407,0.6616858243942261,0.6087758541107178,0.46748092770576477,0.6616858243942261,0.5862025618553162,0.49611958861351013,0.6616858243942261,0.5621718764305115,0.523524820804596,0.6616858243942261,0.5367435216903687,0.549628496170044,0.6616858243942261,0.5099807381629944,0.5743657350540161,0.6616858243942261,0.4819500744342804,0.5976749658584595,0.6616858243942261,0.4527212083339691,0.6194983124732971,0.6616858243942261,0.42236679792404175,0.6397814750671387,0.6616858243942261,0.39096230268478394,0.6584740281105042,0.6616858243942261,0.35858583450317383,0.6755295395851135,0.6616858243942261,0.3253178596496582,0.6909055709838867,0.6616858243942261,0.2912411093711853,0.7045638561248779,0.6616858243942261,0.25644028186798096,0.7164705395698547,0.6616858243942261,0.22100189328193665,0.726595938205719,0.6616858243942261,0.1850140541791916,0.7349148988723755,0.6616858243942261,0.14856626093387604,0.7414067387580872,0.6616858243942261,0.1117490902543068,0.7460553646087646,0.6616858243942261,0.07465410232543945,0.7488491535186768,0.6616858243942261,0.037373509258031845,0.7497811913490295,0.6616858243942261,1.8364342658408174e-16,0.7158668637275696,0.6982368230819702,0.0,0.714976966381073,0.6982368230819702,-0.03568301722407341,0.7123095393180847,0.6982368230819702,-0.07127732038497925,0.7078711986541748,0.6982368230819702,-0.10669441521167755,0.7016729712486267,0.6982368230819702,-0.14184625446796417,0.6937302947044373,0.6982368230819702,-0.1766454428434372,0.6840628981590271,0.6982368230819702,-0.21100546419620514,0.6726948022842407,0.6982368230819702,-0.24484087526798248,0.6596542596817017,0.6982368230819702,-0.27806758880615234,0.6449737548828125,0.6982368230819702,-0.31060299277305603,0.628689706325531,0.6982368230819702,-0.34236615896224976,0.6108426451683044,0.6982368230819702,-0.3732781708240509,0.5914769768714905,0.6982368230819702,-0.4032621681690216,0.5706407427787781,0.6982368230819702,-0.43224355578422546,0.5483857989311218,0.6982368230819702,-0.4601503312587738,0.5247675180435181,0.6982368230819702,-0.48691311478614807,0.49984458088874817,0.6982368230819702,-0.5124653577804565,0.47367894649505615,0.6982368230819702,-0.5367435216903687,0.44633567333221436,0.6982368230819702,-0.5596872568130493,0.4178827404975891,0.6982368230819702,-0.5812395215034485,0.3883908987045288,0.6982368230819702,-0.6013467311859131,0.3579334318637848,0.6982368230819702,-0.6199588775634766,0.3265860974788666,0.6982368230819702,-0.6370297074317932,0.2944267988204956,0.6982368230819702,-0.6525168418884277,0.26153552532196045,0.6982368230819702,-0.6663816571235657,0.22799403965473175,0.6982368230819702,-0.6785897612571716,0.1938857138156891,0.6982368230819702,-0.6891108155250549,0.15929536521434784,0.6982368230819702,-0.6979185938835144,0.12430897355079651,0.6982368230819702,-0.7049912214279175,0.08901353925466537,0.6982368230819702,-0.7103111743927002,0.053496796637773514,0.6982368230819702,-0.7138651609420776,0.017847055569291115,0.6982368230819702,-0.715644359588623,-0.017847055569291115,0.6982368230819702,-0.715644359588623,-0.053496796637773514,0.6982368230819702,-0.7138651609420776,-0.08901353925466537,0.6982368230819702,-0.7103111743927002,-0.12430897355079651,0.6982368230819702,-0.7049912214279175,-0.15929536521434784,0.6982368230819702,-0.6979185938835144,-0.1938857138156891,0.6982368230819702,-0.6891108155250549,-0.22799403965473175,0.6982368230819702,-0.6785897612571716,-0.26153552532196045,0.6982368230819702,-0.6663816571235657,-0.2944267988204956,0.6982368230819702,-0.6525168418884277,-0.3265860974788666,0.6982368230819702,-0.6370297074317932,-0.3579334318637848,0.6982368230819702,-0.6199588775634766,-0.3883908987045288,0.6982368230819702,-0.6013467311859131,-0.4178827404975891,0.6982368230819702,-0.5812395215034485,-0.44633567333221436,0.6982368230819702,-0.5596872568130493,-0.47367894649505615,0.6982368230819702,-0.5367435216903687,-0.49984458088874817,0.6982368230819702,-0.5124653577804565,-0.5247675180435181,0.6982368230819702,-0.48691311478614807,-0.5483857989311218,0.6982368230819702,-0.4601503312587738,-0.5706407427787781,0.6982368230819702,-0.43224355578422546,-0.5914769768714905,0.6982368230819702,-0.4032621681690216,-0.6108426451683044,0.6982368230819702,-0.3732781708240509,-0.628689706325531,0.6982368230819702,-0.34236615896224976,-0.6449737548828125,0.6982368230819702,-0.31060299277305603,-0.6596542596817017,0.6982368230819702,-0.27806758880615234,-0.6726948022842407,0.6982368230819702,-0.24484087526798248,-0.6840628981590271,0.6982368230819702,-0.21100546419620514,-0.6937302947044373,0.6982368230819702,-0.1766454428434372,-0.7016729712486267,0.6982368230819702,-0.14184625446796417,-0.7078711986541748,0.6982368230819702,-0.10669441521167755,-0.7123095393180847,0.6982368230819702,-0.07127732038497925,-0.714976966381073,0.6982368230819702,-0.03568301722407341,-0.7158668637275696,0.6982368230819702,-8.766840634918762e-17,-0.714976966381073,0.6982368230819702,0.03568301722407341,-0.7123095393180847,0.6982368230819702,0.07127732038497925,-0.7078711986541748,0.6982368230819702,0.10669441521167755,-0.7016729712486267,0.6982368230819702,0.14184625446796417,-0.6937302947044373,0.6982368230819702,0.1766454428434372,-0.6840628981590271,0.6982368230819702,0.21100546419620514,-0.6726948022842407,0.6982368230819702,0.24484087526798248,-0.6596542596817017,0.6982368230819702,0.27806758880615234,-0.6449737548828125,0.6982368230819702,0.31060299277305603,-0.628689706325531,0.6982368230819702,0.34236615896224976,-0.6108426451683044,0.6982368230819702,0.3732781708240509,-0.5914769768714905,0.6982368230819702,0.4032621681690216,-0.5706407427787781,0.6982368230819702,0.43224355578422546,-0.5483857989311218,0.6982368230819702,0.4601503312587738,-0.5247675180435181,0.6982368230819702,0.48691311478614807,-0.49984458088874817,0.6982368230819702,0.5124653577804565,-0.47367894649505615,0.6982368230819702,0.5367435216903687,-0.44633567333221436,0.6982368230819702,0.5596872568130493,-0.4178827404975891,0.6982368230819702,0.5812395215034485,-0.3883908987045288,0.6982368230819702,0.6013467311859131,-0.3579334318637848,0.6982368230819702,0.6199588775634766,-0.3265860974788666,0.6982368230819702,0.6370297074317932,-0.2944267988204956,0.6982368230819702,0.6525168418884277,-0.26153552532196045,0.6982368230819702,0.6663816571235657,-0.22799403965473175,0.6982368230819702,0.6785897612571716,-0.1938857138156891,0.6982368230819702,0.6891108155250549,-0.15929536521434784,0.6982368230819702,0.6979185938835144,-0.12430897355079651,0.6982368230819702,0.7049912214279175,-0.08901353925466537,0.6982368230819702,0.7103111743927002,-0.053496796637773514,0.6982368230819702,0.7138651609420776,-0.017847055569291115,0.6982368230819702,0.715644359588623,0.017847055569291115,0.6982368230819702,0.715644359588623,0.053496796637773514,0.6982368230819702,0.7138651609420776,0.08901353925466537,0.6982368230819702,0.7103111743927002,0.12430897355079651,0.6982368230819702,0.7049912214279175,0.15929536521434784,0.6982368230819702,0.6979185938835144,0.1938857138156891,0.6982368230819702,0.6891108155250549,0.22799403965473175,0.6982368230819702,0.6785897612571716,0.26153552532196045,0.6982368230819702,0.6663816571235657,0.2944267988204956,0.6982368230819702,0.6525168418884277,0.3265860974788666,0.6982368230819702,0.6370297074317932,0.3579334318637848,0.6982368230819702,0.6199588775634766,0.3883908987045288,0.6982368230819702,0.6013467311859131,0.4178827404975891,0.6982368230819702,0.5812395215034485,0.44633567333221436,0.6982368230819702,0.5596872568130493,0.47367894649505615,0.6982368230819702,0.5367435216903687,0.49984458088874817,0.6982368230819702,0.5124653577804565,0.5247675180435181,0.6982368230819702,0.48691311478614807,0.5483857989311218,0.6982368230819702,0.4601503312587738,0.5706407427787781,0.6982368230819702,0.43224355578422546,0.5914769768714905,0.6982368230819702,0.4032621681690216,0.6108426451683044,0.6982368230819702,0.3732781708240509,0.628689706325531,0.6982368230819702,0.34236615896224976,0.6449737548828125,0.6982368230819702,0.31060299277305603,0.6596542596817017,0.6982368230819702,0.27806758880615234,0.6726948022842407,0.6982368230819702,0.24484087526798248,0.6840628981590271,0.6982368230819702,0.21100546419620514,0.6937302947044373,0.6982368230819702,0.1766454428434372,0.7016729712486267,0.6982368230819702,0.14184625446796417,0.7078711986541748,0.6982368230819702,0.10669441521167755,0.7123095393180847,0.6982368230819702,0.07127732038497925,0.714976966381073,0.6982368230819702,0.03568301722407341,0.7158668637275696,0.6982368230819702,1.7533681269837523e-16,0.6801727414131165,0.7330518960952759,0.0,0.6793272495269775,0.7330518960952759,-0.0339038111269474,0.6767928004264832,0.7330518960952759,-0.0677233338356018,0.6725757718086243,0.7330518960952759,-0.10137448459863663,0.6666865944862366,0.7330518960952759,-0.1347736120223999,0.6591399312019348,0.7330518960952759,-0.16783764958381653,0.6499545574188232,0.7330518960952759,-0.20048443973064423,0.6391533017158508,0.7330518960952759,-0.23263277113437653,0.6267629861831665,0.7330518960952759,-0.2642027735710144,0.6128144860267639,0.7330518960952759,-0.2951158881187439,0.5973423719406128,0.7330518960952759,-0.3252953290939331,0.5803852081298828,0.7330518960952759,-0.3546660244464874,0.5619850754737854,0.7330518960952759,-0.383154958486557,0.5421878099441528,0.7330518960952759,-0.4106912910938263,0.52104252576828,0.7330518960952759,-0.43720659613609314,0.49860191345214844,0.7330518960952759,-0.46263495087623596,0.47492164373397827,0.7330518960952759,-0.48691311478614807,0.4500606656074524,0.7330518960952759,-0.5099807381629944,0.4240807592868805,0.7330518960952759,-0.531780481338501,0.3970465362071991,0.7330518960952759,-0.5522580742835999,0.36902517080307007,0.7330518960952759,-0.5713627338409424,0.3400863707065582,0.7330518960952759,-0.5890468955039978,0.3103020489215851,0.7330518960952759,-0.6052665710449219,0.27974626421928406,0.7330518960952759,-0.6199814081192017,0.24849499762058258,0.7330518960952759,-0.6331549286842346,0.21662594377994537,0.7330518960952759,-0.6447543501853943,0.18421830236911774,0.7330518960952759,-0.6547507643699646,0.1513526737689972,0.7330518960952759,-0.663119375705719,0.11811075359582901,0.7330518960952759,-0.6698393821716309,0.08457519859075546,0.7330518960952759,-0.6748940348625183,0.05082937330007553,0.7330518960952759,-0.6782708168029785,0.016957176849246025,0.7330518960952759,-0.6799613237380981,-0.016957176849246025,0.7330518960952759,-0.6799613237380981,-0.05082937330007553,0.7330518960952759,-0.6782708168029785,-0.08457519859075546,0.7330518960952759,-0.6748940348625183,-0.11811075359582901,0.7330518960952759,-0.6698393821716309,-0.1513526737689972,0.7330518960952759,-0.663119375705719,-0.18421830236911774,0.7330518960952759,-0.6547507643699646,-0.21662594377994537,0.7330518960952759,-0.6447543501853943,-0.24849499762058258,0.7330518960952759,-0.6331549286842346,-0.27974626421928406,0.7330518960952759,-0.6199814081192017,-0.3103020489215851,0.7330518960952759,-0.6052665710449219,-0.3400863707065582,0.7330518960952759,-0.5890468955039978,-0.36902517080307007,0.7330518960952759,-0.5713627338409424,-0.3970465362071991,0.7330518960952759,-0.5522580742835999,-0.4240807592868805,0.7330518960952759,-0.531780481338501,-0.4500606656074524,0.7330518960952759,-0.5099807381629944,-0.47492164373397827,0.7330518960952759,-0.48691311478614807,-0.49860191345214844,0.7330518960952759,-0.46263495087623596,-0.52104252576828,0.7330518960952759,-0.43720659613609314,-0.5421878099441528,0.7330518960952759,-0.4106912910938263,-0.5619850754737854,0.7330518960952759,-0.383154958486557,-0.5803852081298828,0.7330518960952759,-0.3546660244464874,-0.5973423719406128,0.7330518960952759,-0.3252953290939331,-0.6128144860267639,0.7330518960952759,-0.2951158881187439,-0.6267629861831665,0.7330518960952759,-0.2642027735710144,-0.6391533017158508,0.7330518960952759,-0.23263277113437653,-0.6499545574188232,0.7330518960952759,-0.20048443973064423,-0.6591399312019348,0.7330518960952759,-0.16783764958381653,-0.6666865944862366,0.7330518960952759,-0.1347736120223999,-0.6725757718086243,0.7330518960952759,-0.10137448459863663,-0.6767928004264832,0.7330518960952759,-0.0677233338356018,-0.6793272495269775,0.7330518960952759,-0.0339038111269474,-0.6801727414131165,0.7330518960952759,-8.329713400620419e-17,-0.6793272495269775,0.7330518960952759,0.0339038111269474,-0.6767928004264832,0.7330518960952759,0.0677233338356018,-0.6725757718086243,0.7330518960952759,0.10137448459863663,-0.6666865944862366,0.7330518960952759,0.1347736120223999,-0.6591399312019348,0.7330518960952759,0.16783764958381653,-0.6499545574188232,0.7330518960952759,0.20048443973064423,-0.6391533017158508,0.7330518960952759,0.23263277113437653,-0.6267629861831665,0.7330518960952759,0.2642027735710144,-0.6128144860267639,0.7330518960952759,0.2951158881187439,-0.5973423719406128,0.7330518960952759,0.3252953290939331,-0.5803852081298828,0.7330518960952759,0.3546660244464874,-0.5619850754737854,0.7330518960952759,0.383154958486557,-0.5421878099441528,0.7330518960952759,0.4106912910938263,-0.52104252576828,0.7330518960952759,0.43720659613609314,-0.49860191345214844,0.7330518960952759,0.46263495087623596,-0.47492164373397827,0.7330518960952759,0.48691311478614807,-0.4500606656074524,0.7330518960952759,0.5099807381629944,-0.4240807592868805,0.7330518960952759,0.531780481338501,-0.3970465362071991,0.7330518960952759,0.5522580742835999,-0.36902517080307007,0.7330518960952759,0.5713627338409424,-0.3400863707065582,0.7330518960952759,0.5890468955039978,-0.3103020489215851,0.7330518960952759,0.6052665710449219,-0.27974626421928406,0.7330518960952759,0.6199814081192017,-0.24849499762058258,0.7330518960952759,0.6331549286842346,-0.21662594377994537,0.7330518960952759,0.6447543501853943,-0.18421830236911774,0.7330518960952759,0.6547507643699646,-0.1513526737689972,0.7330518960952759,0.663119375705719,-0.11811075359582901,0.7330518960952759,0.6698393821716309,-0.08457519859075546,0.7330518960952759,0.6748940348625183,-0.05082937330007553,0.7330518960952759,0.6782708168029785,-0.016957176849246025,0.7330518960952759,0.6799613237380981,0.016957176849246025,0.7330518960952759,0.6799613237380981,0.05082937330007553,0.7330518960952759,0.6782708168029785,0.08457519859075546,0.7330518960952759,0.6748940348625183,0.11811075359582901,0.7330518960952759,0.6698393821716309,0.1513526737689972,0.7330518960952759,0.663119375705719,0.18421830236911774,0.7330518960952759,0.6547507643699646,0.21662594377994537,0.7330518960952759,0.6447543501853943,0.24849499762058258,0.7330518960952759,0.6331549286842346,0.27974626421928406,0.7330518960952759,0.6199814081192017,0.3103020489215851,0.7330518960952759,0.6052665710449219,0.3400863707065582,0.7330518960952759,0.5890468955039978,0.36902517080307007,0.7330518960952759,0.5713627338409424,0.3970465362071991,0.7330518960952759,0.5522580742835999,0.4240807592868805,0.7330518960952759,0.531780481338501,0.4500606656074524,0.7330518960952759,0.5099807381629944,0.47492164373397827,0.7330518960952759,0.48691311478614807,0.49860191345214844,0.7330518960952759,0.46263495087623596,0.52104252576828,0.7330518960952759,0.43720659613609314,0.5421878099441528,0.7330518960952759,0.4106912910938263,0.5619850754737854,0.7330518960952759,0.383154958486557,0.5803852081298828,0.7330518960952759,0.3546660244464874,0.5973423719406128,0.7330518960952759,0.3252953290939331,0.6128144860267639,0.7330518960952759,0.2951158881187439,0.6267629861831665,0.7330518960952759,0.2642027735710144,0.6391533017158508,0.7330518960952759,0.23263277113437653,0.6499545574188232,0.7330518960952759,0.20048443973064423,0.6591399312019348,0.7330518960952759,0.16783764958381653,0.6666865944862366,0.7330518960952759,0.1347736120223999,0.6725757718086243,0.7330518960952759,0.10137448459863663,0.6767928004264832,0.7330518960952759,0.0677233338356018,0.6793272495269775,0.7330518960952759,0.0339038111269474,0.6801727414131165,0.7330518960952759,1.6659426801240838e-16,0.6427876353263855,0.7660444378852844,0.0,0.6419885754585266,0.7660444378852844,-0.0320403166115284,0.6395934820175171,0.7660444378852844,-0.06400097906589508,0.6356081962585449,0.7660444378852844,-0.09580252319574356,0.6300427317619324,0.7660444378852844,-0.12736588716506958,0.6229108572006226,0.7660444378852844,-0.15861259400844574,0.6142303347587585,0.7660444378852844,-0.1894649714231491,0.6040228009223938,0.7660444378852844,-0.21984630823135376,0.5923134684562683,0.7660444378852844,-0.24968107044696808,0.5791316032409668,0.7660444378852844,-0.2788950800895691,0.564509928226471,0.7660444378852844,-0.3074157238006592,0.5484848022460938,0.7660444378852844,-0.3351720869541168,0.5310960412025452,0.7660444378852844,-0.3620951473712921,0.5123869180679321,0.7660444378852844,-0.3881179988384247,0.49240386486053467,0.7660444378852844,-0.41317591071128845,0.47119665145874023,0.7660444378852844,-0.43720659613609314,0.4488179683685303,0.7660444378852844,-0.4601503312587738,0.4253234565258026,0.7660444378852844,-0.4819500744342804,0.40077152848243713,0.7660444378852844,-0.5025516152381897,0.37522318959236145,0.7660444378852844,-0.5219036936759949,0.3487420082092285,0.7660444378852844,-0.5399582386016846,0.32139381766319275,0.7660444378852844,-0.5566704273223877,0.2932465672492981,0.7660444378852844,-0.5719985961914062,0.26437026262283325,0.7660444378852844,-0.5859046578407288,0.23483668267726898,0.7660444378852844,-0.5983541011810303,0.20471927523612976,0.7660444378852844,-0.6093159317970276,0.17409290373325348,0.7660444378852844,-0.6187629103660583,0.1430336982011795,0.7660444378852844,-0.626671552658081,0.11161889880895615,0.7660444378852844,-0.6330222487449646,0.07992659509181976,0.7660444378852844,-0.637799084186554,0.048035576939582825,0.7660444378852844,-0.6409902572631836,0.016025139018893242,0.7660444378852844,-0.6425878405570984,-0.016025139018893242,0.7660444378852844,-0.6425878405570984,-0.048035576939582825,0.7660444378852844,-0.6409902572631836,-0.07992659509181976,0.7660444378852844,-0.637799084186554,-0.11161889880895615,0.7660444378852844,-0.6330222487449646,-0.1430336982011795,0.7660444378852844,-0.626671552658081,-0.17409290373325348,0.7660444378852844,-0.6187629103660583,-0.20471927523612976,0.7660444378852844,-0.6093159317970276,-0.23483668267726898,0.7660444378852844,-0.5983541011810303,-0.26437026262283325,0.7660444378852844,-0.5859046578407288,-0.2932465672492981,0.7660444378852844,-0.5719985961914062,-0.32139381766319275,0.7660444378852844,-0.5566704273223877,-0.3487420082092285,0.7660444378852844,-0.5399582386016846,-0.37522318959236145,0.7660444378852844,-0.5219036936759949,-0.40077152848243713,0.7660444378852844,-0.5025516152381897,-0.4253234565258026,0.7660444378852844,-0.4819500744342804,-0.4488179683685303,0.7660444378852844,-0.4601503312587738,-0.47119665145874023,0.7660444378852844,-0.43720659613609314,-0.49240386486053467,0.7660444378852844,-0.41317591071128845,-0.5123869180679321,0.7660444378852844,-0.3881179988384247,-0.5310960412025452,0.7660444378852844,-0.3620951473712921,-0.5484848022460938,0.7660444378852844,-0.3351720869541168,-0.564509928226471,0.7660444378852844,-0.3074157238006592,-0.5791316032409668,0.7660444378852844,-0.2788950800895691,-0.5923134684562683,0.7660444378852844,-0.24968107044696808,-0.6040228009223938,0.7660444378852844,-0.21984630823135376,-0.6142303347587585,0.7660444378852844,-0.1894649714231491,-0.6229108572006226,0.7660444378852844,-0.15861259400844574,-0.6300427317619324,0.7660444378852844,-0.12736588716506958,-0.6356081962585449,0.7660444378852844,-0.09580252319574356,-0.6395934820175171,0.7660444378852844,-0.06400097906589508,-0.6419885754585266,0.7660444378852844,-0.0320403166115284,-0.6427876353263855,0.7660444378852844,-7.871878195995179e-17,-0.6419885754585266,0.7660444378852844,0.0320403166115284,-0.6395934820175171,0.7660444378852844,0.06400097906589508,-0.6356081962585449,0.7660444378852844,0.09580252319574356,-0.6300427317619324,0.7660444378852844,0.12736588716506958,-0.6229108572006226,0.7660444378852844,0.15861259400844574,-0.6142303347587585,0.7660444378852844,0.1894649714231491,-0.6040228009223938,0.7660444378852844,0.21984630823135376,-0.5923134684562683,0.7660444378852844,0.24968107044696808,-0.5791316032409668,0.7660444378852844,0.2788950800895691,-0.564509928226471,0.7660444378852844,0.3074157238006592,-0.5484848022460938,0.7660444378852844,0.3351720869541168,-0.5310960412025452,0.7660444378852844,0.3620951473712921,-0.5123869180679321,0.7660444378852844,0.3881179988384247,-0.49240386486053467,0.7660444378852844,0.41317591071128845,-0.47119665145874023,0.7660444378852844,0.43720659613609314,-0.4488179683685303,0.7660444378852844,0.4601503312587738,-0.4253234565258026,0.7660444378852844,0.4819500744342804,-0.40077152848243713,0.7660444378852844,0.5025516152381897,-0.37522318959236145,0.7660444378852844,0.5219036936759949,-0.3487420082092285,0.7660444378852844,0.5399582386016846,-0.32139381766319275,0.7660444378852844,0.5566704273223877,-0.2932465672492981,0.7660444378852844,0.5719985961914062,-0.26437026262283325,0.7660444378852844,0.5859046578407288,-0.23483668267726898,0.7660444378852844,0.5983541011810303,-0.20471927523612976,0.7660444378852844,0.6093159317970276,-0.17409290373325348,0.7660444378852844,0.6187629103660583,-0.1430336982011795,0.7660444378852844,0.626671552658081,-0.11161889880895615,0.7660444378852844,0.6330222487449646,-0.07992659509181976,0.7660444378852844,0.637799084186554,-0.048035576939582825,0.7660444378852844,0.6409902572631836,-0.016025139018893242,0.7660444378852844,0.6425878405570984,0.016025139018893242,0.7660444378852844,0.6425878405570984,0.048035576939582825,0.7660444378852844,0.6409902572631836,0.07992659509181976,0.7660444378852844,0.637799084186554,0.11161889880895615,0.7660444378852844,0.6330222487449646,0.1430336982011795,0.7660444378852844,0.626671552658081,0.17409290373325348,0.7660444378852844,0.6187629103660583,0.20471927523612976,0.7660444378852844,0.6093159317970276,0.23483668267726898,0.7660444378852844,0.5983541011810303,0.26437026262283325,0.7660444378852844,0.5859046578407288,0.2932465672492981,0.7660444378852844,0.5719985961914062,0.32139381766319275,0.7660444378852844,0.5566704273223877,0.3487420082092285,0.7660444378852844,0.5399582386016846,0.37522318959236145,0.7660444378852844,0.5219036936759949,0.40077152848243713,0.7660444378852844,0.5025516152381897,0.4253234565258026,0.7660444378852844,0.4819500744342804,0.4488179683685303,0.7660444378852844,0.4601503312587738,0.47119665145874023,0.7660444378852844,0.43720659613609314,0.49240386486053467,0.7660444378852844,0.41317591071128845,0.5123869180679321,0.7660444378852844,0.3881179988384247,0.5310960412025452,0.7660444378852844,0.3620951473712921,0.5484848022460938,0.7660444378852844,0.3351720869541168,0.564509928226471,0.7660444378852844,0.3074157238006592,0.5791316032409668,0.7660444378852844,0.2788950800895691,0.5923134684562683,0.7660444378852844,0.24968107044696808,0.6040228009223938,0.7660444378852844,0.21984630823135376,0.6142303347587585,0.7660444378852844,0.1894649714231491,0.6229108572006226,0.7660444378852844,0.15861259400844574,0.6300427317619324,0.7660444378852844,0.12736588716506958,0.6356081962585449,0.7660444378852844,0.09580252319574356,0.6395934820175171,0.7660444378852844,0.06400097906589508,0.6419885754585266,0.7660444378852844,0.0320403166115284,0.6427876353263855,0.7660444378852844,1.5743756391990358e-16,0.6038044095039368,0.7971324920654297,0.0,0.6030538082122803,0.7971324920654297,-0.03009716607630253,0.6008039712905884,0.7971324920654297,-0.06011950597167015,0.5970604419708252,0.7971324920654297,-0.08999237418174744,0.5918324589729309,0.7971324920654297,-0.11964151263237,0.5851331353187561,0.7971324920654297,-0.14899320900440216,0.5769791007041931,0.7971324920654297,-0.17797447741031647,0.5673905611038208,0.7971324920654297,-0.20651327073574066,0.5563914179801941,0.7971324920654297,-0.23453864455223083,0.5440089702606201,0.7971324920654297,-0.26198092103004456,0.5302740335464478,0.7971324920654297,-0.2887718677520752,0.5152208209037781,0.7971324920654297,-0.31484487652778625,0.4988866150379181,0.7971324920654297,-0.3401351273059845,0.4813121259212494,0.7971324920654297,-0.3645797669887543,0.46254101395606995,0.7971324920654297,-0.3881179988384247,0.4426199495792389,0.7971324920654297,-0.4106912910938263,0.4215984642505646,0.7971324920654297,-0.43224355578422546,0.399528831243515,0.7971324920654297,-0.4527212083339691,0.37646588683128357,0.7971324920654297,-0.4720732867717743,0.35246700048446655,0.7971324920654297,-0.490251749753952,0.32759183645248413,0.7971324920654297,-0.5072113275527954,0.3019022047519684,0.7971324920654297,-0.522909939289093,0.27546200156211853,0.7971324920654297,-0.5373085141181946,0.24833697080612183,0.7971324920654297,-0.5503712296485901,0.22059452533721924,0.7971324920654297,-0.5620656609535217,0.1923036426305771,0.7971324920654297,-0.5723627209663391,0.16353467106819153,0.7971324920654297,-0.5812367796897888,0.13435912132263184,0.7971324920654297,-0.588665783405304,0.10484953224658966,0.7971324920654297,-0.5946312546730042,0.07507927715778351,0.7971324920654297,-0.5991184115409851,0.045122358947992325,0.7971324920654297,-0.602116048336029,0.015053262002766132,0.7971324920654297,-0.6036167144775391,-0.015053262002766132,0.7971324920654297,-0.6036167144775391,-0.045122358947992325,0.7971324920654297,-0.602116048336029,-0.07507927715778351,0.7971324920654297,-0.5991184115409851,-0.10484953224658966,0.7971324920654297,-0.5946312546730042,-0.13435912132263184,0.7971324920654297,-0.588665783405304,-0.16353467106819153,0.7971324920654297,-0.5812367796897888,-0.1923036426305771,0.7971324920654297,-0.5723627209663391,-0.22059452533721924,0.7971324920654297,-0.5620656609535217,-0.24833697080612183,0.7971324920654297,-0.5503712296485901,-0.27546200156211853,0.7971324920654297,-0.5373085141181946,-0.3019022047519684,0.7971324920654297,-0.522909939289093,-0.32759183645248413,0.7971324920654297,-0.5072113275527954,-0.35246700048446655,0.7971324920654297,-0.490251749753952,-0.37646588683128357,0.7971324920654297,-0.4720732867717743,-0.399528831243515,0.7971324920654297,-0.4527212083339691,-0.4215984642505646,0.7971324920654297,-0.43224355578422546,-0.4426199495792389,0.7971324920654297,-0.4106912910938263,-0.46254101395606995,0.7971324920654297,-0.3881179988384247,-0.4813121259212494,0.7971324920654297,-0.3645797669887543,-0.4988866150379181,0.7971324920654297,-0.3401351273059845,-0.5152208209037781,0.7971324920654297,-0.31484487652778625,-0.5302740335464478,0.7971324920654297,-0.2887718677520752,-0.5440089702606201,0.7971324920654297,-0.26198092103004456,-0.5563914179801941,0.7971324920654297,-0.23453864455223083,-0.5673905611038208,0.7971324920654297,-0.20651327073574066,-0.5769791007041931,0.7971324920654297,-0.17797447741031647,-0.5851331353187561,0.7971324920654297,-0.14899320900440216,-0.5918324589729309,0.7971324920654297,-0.11964151263237,-0.5970604419708252,0.7971324920654297,-0.08999237418174744,-0.6008039712905884,0.7971324920654297,-0.06011950597167015,-0.6030538082122803,0.7971324920654297,-0.03009716607630253,-0.6038044095039368,0.7971324920654297,-7.394471236332444e-17,-0.6030538082122803,0.7971324920654297,0.03009716607630253,-0.6008039712905884,0.7971324920654297,0.06011950597167015,-0.5970604419708252,0.7971324920654297,0.08999237418174744,-0.5918324589729309,0.7971324920654297,0.11964151263237,-0.5851331353187561,0.7971324920654297,0.14899320900440216,-0.5769791007041931,0.7971324920654297,0.17797447741031647,-0.5673905611038208,0.7971324920654297,0.20651327073574066,-0.5563914179801941,0.7971324920654297,0.23453864455223083,-0.5440089702606201,0.7971324920654297,0.26198092103004456,-0.5302740335464478,0.7971324920654297,0.2887718677520752,-0.5152208209037781,0.7971324920654297,0.31484487652778625,-0.4988866150379181,0.7971324920654297,0.3401351273059845,-0.4813121259212494,0.7971324920654297,0.3645797669887543,-0.46254101395606995,0.7971324920654297,0.3881179988384247,-0.4426199495792389,0.7971324920654297,0.4106912910938263,-0.4215984642505646,0.7971324920654297,0.43224355578422546,-0.399528831243515,0.7971324920654297,0.4527212083339691,-0.37646588683128357,0.7971324920654297,0.4720732867717743,-0.35246700048446655,0.7971324920654297,0.490251749753952,-0.32759183645248413,0.7971324920654297,0.5072113275527954,-0.3019022047519684,0.7971324920654297,0.522909939289093,-0.27546200156211853,0.7971324920654297,0.5373085141181946,-0.24833697080612183,0.7971324920654297,0.5503712296485901,-0.22059452533721924,0.7971324920654297,0.5620656609535217,-0.1923036426305771,0.7971324920654297,0.5723627209663391,-0.16353467106819153,0.7971324920654297,0.5812367796897888,-0.13435912132263184,0.7971324920654297,0.588665783405304,-0.10484953224658966,0.7971324920654297,0.5946312546730042,-0.07507927715778351,0.7971324920654297,0.5991184115409851,-0.045122358947992325,0.7971324920654297,0.602116048336029,-0.015053262002766132,0.7971324920654297,0.6036167144775391,0.015053262002766132,0.7971324920654297,0.6036167144775391,0.045122358947992325,0.7971324920654297,0.602116048336029,0.07507927715778351,0.7971324920654297,0.5991184115409851,0.10484953224658966,0.7971324920654297,0.5946312546730042,0.13435912132263184,0.7971324920654297,0.588665783405304,0.16353467106819153,0.7971324920654297,0.5812367796897888,0.1923036426305771,0.7971324920654297,0.5723627209663391,0.22059452533721924,0.7971324920654297,0.5620656609535217,0.24833697080612183,0.7971324920654297,0.5503712296485901,0.27546200156211853,0.7971324920654297,0.5373085141181946,0.3019022047519684,0.7971324920654297,0.522909939289093,0.32759183645248413,0.7971324920654297,0.5072113275527954,0.35246700048446655,0.7971324920654297,0.490251749753952,0.37646588683128357,0.7971324920654297,0.4720732867717743,0.399528831243515,0.7971324920654297,0.4527212083339691,0.4215984642505646,0.7971324920654297,0.43224355578422546,0.4426199495792389,0.7971324920654297,0.4106912910938263,0.46254101395606995,0.7971324920654297,0.3881179988384247,0.4813121259212494,0.7971324920654297,0.3645797669887543,0.4988866150379181,0.7971324920654297,0.3401351273059845,0.5152208209037781,0.7971324920654297,0.31484487652778625,0.5302740335464478,0.7971324920654297,0.2887718677520752,0.5440089702606201,0.7971324920654297,0.26198092103004456,0.5563914179801941,0.7971324920654297,0.23453864455223083,0.5673905611038208,0.7971324920654297,0.20651327073574066,0.5769791007041931,0.7971324920654297,0.17797447741031647,0.5851331353187561,0.7971324920654297,0.14899320900440216,0.5918324589729309,0.7971324920654297,0.11964151263237,0.5970604419708252,0.7971324920654297,0.08999237418174744,0.6008039712905884,0.7971324920654297,0.06011950597167015,0.6030538082122803,0.7971324920654297,0.03009716607630253,0.6038044095039368,0.7971324920654297,1.4788942472664888e-16,0.5633200407028198,0.826238751411438,0.0,0.5626198053359985,0.826238751411438,-0.028079187497496605,0.5605207681655884,0.826238751411438,-0.05608856678009033,0.5570282340049744,0.826238751411438,-0.08395849913358688,0.5521508455276489,0.826238751411438,-0.11161969602108002,0.5459007024765015,0.826238751411438,-0.13900339603424072,0.5382933020591736,0.826238751411438,-0.1660415083169937,0.5293477177619934,0.826238751411438,-0.19266681373119354,0.5190860629081726,0.826238751411438,-0.21881310641765594,0.507533848285675,0.826238751411438,-0.24441541731357574,0.49471983313560486,0.826238751411438,-0.26941007375717163,0.4806758761405945,0.826238751411438,-0.29373490810394287,0.4654368758201599,0.826238751411438,-0.3173294961452484,0.4490407407283783,0.826238751411438,-0.3401351273059845,0.4315282106399536,0.826238751411438,-0.3620951473712921,0.4129428267478943,0.826238751411438,-0.383154958486557,0.39333081245422363,0.826238751411438,-0.4032621681690216,0.37274089455604553,0.826238751411438,-0.42236679792404175,0.35122430324554443,0.826238751411438,-0.44042134284973145,0.32883453369140625,0.826238751411438,-0.4573809504508972,0.3056271970272064,0.826238751411438,-0.4732034504413605,0.2816600203514099,0.826238751411438,-0.48784947395324707,0.2569926083087921,0.826238751411438,-0.5012826323509216,0.2316862791776657,0.826238751411438,-0.5134695172309875,0.20580393075942993,0.826238751411438,-0.5243798494338989,0.179409921169281,0.826238751411438,-0.533986508846283,0.15256987512111664,0.826238751411438,-0.5422655344009399,0.12535050511360168,0.826238751411438,-0.5491964221000671,0.0978194996714592,0.826238751411438,-0.5547619462013245,0.07004529982805252,0.826238751411438,-0.5589482188224792,0.04209696128964424,0.826238751411438,-0.5617449283599854,0.014043958857655525,0.826238751411438,-0.5631449818611145,-0.014043958857655525,0.826238751411438,-0.5631449818611145,-0.04209696128964424,0.826238751411438,-0.5617449283599854,-0.07004529982805252,0.826238751411438,-0.5589482188224792,-0.0978194996714592,0.826238751411438,-0.5547619462013245,-0.12535050511360168,0.826238751411438,-0.5491964221000671,-0.15256987512111664,0.826238751411438,-0.5422655344009399,-0.179409921169281,0.826238751411438,-0.533986508846283,-0.20580393075942993,0.826238751411438,-0.5243798494338989,-0.2316862791776657,0.826238751411438,-0.5134695172309875,-0.2569926083087921,0.826238751411438,-0.5012826323509216,-0.2816600203514099,0.826238751411438,-0.48784947395324707,-0.3056271970272064,0.826238751411438,-0.4732034504413605,-0.32883453369140625,0.826238751411438,-0.4573809504508972,-0.35122430324554443,0.826238751411438,-0.44042134284973145,-0.37274089455604553,0.826238751411438,-0.42236679792404175,-0.39333081245422363,0.826238751411438,-0.4032621681690216,-0.4129428267478943,0.826238751411438,-0.383154958486557,-0.4315282106399536,0.826238751411438,-0.3620951473712921,-0.4490407407283783,0.826238751411438,-0.3401351273059845,-0.4654368758201599,0.826238751411438,-0.3173294961452484,-0.4806758761405945,0.826238751411438,-0.29373490810394287,-0.49471983313560486,0.826238751411438,-0.26941007375717163,-0.507533848285675,0.826238751411438,-0.24441541731357574,-0.5190860629081726,0.826238751411438,-0.21881310641765594,-0.5293477177619934,0.826238751411438,-0.19266681373119354,-0.5382933020591736,0.826238751411438,-0.1660415083169937,-0.5459007024765015,0.826238751411438,-0.13900339603424072,-0.5521508455276489,0.826238751411438,-0.11161969602108002,-0.5570282340049744,0.826238751411438,-0.08395849913358688,-0.5605207681655884,0.826238751411438,-0.05608856678009033,-0.5626198053359985,0.826238751411438,-0.028079187497496605,-0.5633200407028198,0.826238751411438,-6.89868101473633e-17,-0.5626198053359985,0.826238751411438,0.028079187497496605,-0.5605207681655884,0.826238751411438,0.05608856678009033,-0.5570282340049744,0.826238751411438,0.08395849913358688,-0.5521508455276489,0.826238751411438,0.11161969602108002,-0.5459007024765015,0.826238751411438,0.13900339603424072,-0.5382933020591736,0.826238751411438,0.1660415083169937,-0.5293477177619934,0.826238751411438,0.19266681373119354,-0.5190860629081726,0.826238751411438,0.21881310641765594,-0.507533848285675,0.826238751411438,0.24441541731357574,-0.49471983313560486,0.826238751411438,0.26941007375717163,-0.4806758761405945,0.826238751411438,0.29373490810394287,-0.4654368758201599,0.826238751411438,0.3173294961452484,-0.4490407407283783,0.826238751411438,0.3401351273059845,-0.4315282106399536,0.826238751411438,0.3620951473712921,-0.4129428267478943,0.826238751411438,0.383154958486557,-0.39333081245422363,0.826238751411438,0.4032621681690216,-0.37274089455604553,0.826238751411438,0.42236679792404175,-0.35122430324554443,0.826238751411438,0.44042134284973145,-0.32883453369140625,0.826238751411438,0.4573809504508972,-0.3056271970272064,0.826238751411438,0.4732034504413605,-0.2816600203514099,0.826238751411438,0.48784947395324707,-0.2569926083087921,0.826238751411438,0.5012826323509216,-0.2316862791776657,0.826238751411438,0.5134695172309875,-0.20580393075942993,0.826238751411438,0.5243798494338989,-0.179409921169281,0.826238751411438,0.533986508846283,-0.15256987512111664,0.826238751411438,0.5422655344009399,-0.12535050511360168,0.826238751411438,0.5491964221000671,-0.0978194996714592,0.826238751411438,0.5547619462013245,-0.07004529982805252,0.826238751411438,0.5589482188224792,-0.04209696128964424,0.826238751411438,0.5617449283599854,-0.014043958857655525,0.826238751411438,0.5631449818611145,0.014043958857655525,0.826238751411438,0.5631449818611145,0.04209696128964424,0.826238751411438,0.5617449283599854,0.07004529982805252,0.826238751411438,0.5589482188224792,0.0978194996714592,0.826238751411438,0.5547619462013245,0.12535050511360168,0.826238751411438,0.5491964221000671,0.15256987512111664,0.826238751411438,0.5422655344009399,0.179409921169281,0.826238751411438,0.533986508846283,0.20580393075942993,0.826238751411438,0.5243798494338989,0.2316862791776657,0.826238751411438,0.5134695172309875,0.2569926083087921,0.826238751411438,0.5012826323509216,0.2816600203514099,0.826238751411438,0.48784947395324707,0.3056271970272064,0.826238751411438,0.4732034504413605,0.32883453369140625,0.826238751411438,0.4573809504508972,0.35122430324554443,0.826238751411438,0.44042134284973145,0.37274089455604553,0.826238751411438,0.42236679792404175,0.39333081245422363,0.826238751411438,0.4032621681690216,0.4129428267478943,0.826238751411438,0.383154958486557,0.4315282106399536,0.826238751411438,0.3620951473712921,0.4490407407283783,0.826238751411438,0.3401351273059845,0.4654368758201599,0.826238751411438,0.3173294961452484,0.4806758761405945,0.826238751411438,0.29373490810394287,0.49471983313560486,0.826238751411438,0.26941007375717163,0.507533848285675,0.826238751411438,0.24441541731357574,0.5190860629081726,0.826238751411438,0.21881310641765594,0.5293477177619934,0.826238751411438,0.19266681373119354,0.5382933020591736,0.826238751411438,0.1660415083169937,0.5459007024765015,0.826238751411438,0.13900339603424072,0.5521508455276489,0.826238751411438,0.11161969602108002,0.5570282340049744,0.826238751411438,0.08395849913358688,0.5605207681655884,0.826238751411438,0.05608856678009033,0.5626198053359985,0.826238751411438,0.028079187497496605,0.5633200407028198,0.826238751411438,1.379736202947266e-16,0.5214352011680603,0.853290855884552,0.0,0.5207870006561279,0.853290855884552,-0.025991398841142654,0.5188440680503845,0.853290855884552,-0.05191817879676819,0.5156112313270569,0.853290855884552,-0.07771588116884232,0.5110964179039001,0.853290855884552,-0.10332037508487701,0.5053110122680664,0.853290855884552,-0.12866799533367157,0.49826928973197937,0.853290855884552,-0.1536957174539566,0.4899888038635254,0.853290855884552,-0.178341343998909,0.48049014806747437,0.853290855884552,-0.20254357159137726,0.46979689598083496,0.853290855884552,-0.22624225914478302,0.457935631275177,0.853290855884552,-0.24937845766544342,0.4449359178543091,0.853290855884552,-0.2718946635723114,0.4308299720287323,0.853290855884552,-0.29373490810394287,0.41565296053886414,0.853290855884552,-0.31484487652778625,0.39944255352020264,0.853290855884552,-0.3351720869541168,0.38223904371261597,0.853290855884552,-0.3546660244464874,0.36408525705337524,0.853290855884552,-0.3732781708240509,0.34502628445625305,0.853290855884552,-0.39096230268478394,0.3251095414161682,0.853290855884552,-0.4076744616031647,0.3043844997882843,0.853290855884552,-0.4233730733394623,0.28290271759033203,0.853290855884552,-0.4380190968513489,0.26071760058403015,0.853290855884552,-0.4515761435031891,0.2378842979669571,0.853290855884552,-0.46401047706604004,0.21445956826210022,0.853290855884552,-0.47529125213623047,0.19050167500972748,0.853290855884552,-0.4853903353214264,0.1660701483488083,0.853290855884552,-0.49428269267082214,0.14122575521469116,0.853290855884552,-0.5019461512565613,0.1160302460193634,0.853290855884552,-0.5083617568016052,0.09054627269506454,0.853290855884552,-0.513513445854187,0.06483718752861023,0.853290855884552,-0.5173884630203247,0.03896690160036087,0.853290855884552,-0.5199771523475647,0.012999740429222584,0.853290855884552,-0.521273136138916,-0.012999740429222584,0.853290855884552,-0.521273136138916,-0.03896690160036087,0.853290855884552,-0.5199771523475647,-0.06483718752861023,0.853290855884552,-0.5173884630203247,-0.09054627269506454,0.853290855884552,-0.513513445854187,-0.1160302460193634,0.853290855884552,-0.5083617568016052,-0.14122575521469116,0.853290855884552,-0.5019461512565613,-0.1660701483488083,0.853290855884552,-0.49428269267082214,-0.19050167500972748,0.853290855884552,-0.4853903353214264,-0.21445956826210022,0.853290855884552,-0.47529125213623047,-0.2378842979669571,0.853290855884552,-0.46401047706604004,-0.26071760058403015,0.853290855884552,-0.4515761435031891,-0.28290271759033203,0.853290855884552,-0.4380190968513489,-0.3043844997882843,0.853290855884552,-0.4233730733394623,-0.3251095414161682,0.853290855884552,-0.4076744616031647,-0.34502628445625305,0.853290855884552,-0.39096230268478394,-0.36408525705337524,0.853290855884552,-0.3732781708240509,-0.38223904371261597,0.853290855884552,-0.3546660244464874,-0.39944255352020264,0.853290855884552,-0.3351720869541168,-0.41565296053886414,0.853290855884552,-0.31484487652778625,-0.4308299720287323,0.853290855884552,-0.29373490810394287,-0.4449359178543091,0.853290855884552,-0.2718946635723114,-0.457935631275177,0.853290855884552,-0.24937845766544342,-0.46979689598083496,0.853290855884552,-0.22624225914478302,-0.48049014806747437,0.853290855884552,-0.20254357159137726,-0.4899888038635254,0.853290855884552,-0.178341343998909,-0.49826928973197937,0.853290855884552,-0.1536957174539566,-0.5053110122680664,0.853290855884552,-0.12866799533367157,-0.5110964179039001,0.853290855884552,-0.10332037508487701,-0.5156112313270569,0.853290855884552,-0.07771588116884232,-0.5188440680503845,0.853290855884552,-0.05191817879676819,-0.5207870006561279,0.853290855884552,-0.025991398841142654,-0.5214352011680603,0.853290855884552,-6.385739699447298e-17,-0.5207870006561279,0.853290855884552,0.025991398841142654,-0.5188440680503845,0.853290855884552,0.05191817879676819,-0.5156112313270569,0.853290855884552,0.07771588116884232,-0.5110964179039001,0.853290855884552,0.10332037508487701,-0.5053110122680664,0.853290855884552,0.12866799533367157,-0.49826928973197937,0.853290855884552,0.1536957174539566,-0.4899888038635254,0.853290855884552,0.178341343998909,-0.48049014806747437,0.853290855884552,0.20254357159137726,-0.46979689598083496,0.853290855884552,0.22624225914478302,-0.457935631275177,0.853290855884552,0.24937845766544342,-0.4449359178543091,0.853290855884552,0.2718946635723114,-0.4308299720287323,0.853290855884552,0.29373490810394287,-0.41565296053886414,0.853290855884552,0.31484487652778625,-0.39944255352020264,0.853290855884552,0.3351720869541168,-0.38223904371261597,0.853290855884552,0.3546660244464874,-0.36408525705337524,0.853290855884552,0.3732781708240509,-0.34502628445625305,0.853290855884552,0.39096230268478394,-0.3251095414161682,0.853290855884552,0.4076744616031647,-0.3043844997882843,0.853290855884552,0.4233730733394623,-0.28290271759033203,0.853290855884552,0.4380190968513489,-0.26071760058403015,0.853290855884552,0.4515761435031891,-0.2378842979669571,0.853290855884552,0.46401047706604004,-0.21445956826210022,0.853290855884552,0.47529125213623047,-0.19050167500972748,0.853290855884552,0.4853903353214264,-0.1660701483488083,0.853290855884552,0.49428269267082214,-0.14122575521469116,0.853290855884552,0.5019461512565613,-0.1160302460193634,0.853290855884552,0.5083617568016052,-0.09054627269506454,0.853290855884552,0.513513445854187,-0.06483718752861023,0.853290855884552,0.5173884630203247,-0.03896690160036087,0.853290855884552,0.5199771523475647,-0.012999740429222584,0.853290855884552,0.521273136138916,0.012999740429222584,0.853290855884552,0.521273136138916,0.03896690160036087,0.853290855884552,0.5199771523475647,0.06483718752861023,0.853290855884552,0.5173884630203247,0.09054627269506454,0.853290855884552,0.513513445854187,0.1160302460193634,0.853290855884552,0.5083617568016052,0.14122575521469116,0.853290855884552,0.5019461512565613,0.1660701483488083,0.853290855884552,0.49428269267082214,0.19050167500972748,0.853290855884552,0.4853903353214264,0.21445956826210022,0.853290855884552,0.47529125213623047,0.2378842979669571,0.853290855884552,0.46401047706604004,0.26071760058403015,0.853290855884552,0.4515761435031891,0.28290271759033203,0.853290855884552,0.4380190968513489,0.3043844997882843,0.853290855884552,0.4233730733394623,0.3251095414161682,0.853290855884552,0.4076744616031647,0.34502628445625305,0.853290855884552,0.39096230268478394,0.36408525705337524,0.853290855884552,0.3732781708240509,0.38223904371261597,0.853290855884552,0.3546660244464874,0.39944255352020264,0.853290855884552,0.3351720869541168,0.41565296053886414,0.853290855884552,0.31484487652778625,0.4308299720287323,0.853290855884552,0.29373490810394287,0.4449359178543091,0.853290855884552,0.2718946635723114,0.457935631275177,0.853290855884552,0.24937845766544342,0.46979689598083496,0.853290855884552,0.22624225914478302,0.48049014806747437,0.853290855884552,0.20254357159137726,0.4899888038635254,0.853290855884552,0.178341343998909,0.49826928973197937,0.853290855884552,0.1536957174539566,0.5053110122680664,0.853290855884552,0.12866799533367157,0.5110964179039001,0.853290855884552,0.10332037508487701,0.5156112313270569,0.853290855884552,0.07771588116884232,0.5188440680503845,0.853290855884552,0.05191817879676819,0.5207870006561279,0.853290855884552,0.025991398841142654,0.5214352011680603,0.853290855884552,1.2771479398894595e-16,0.4782539904117584,0.8782215714454651,0.0,0.4776594638824463,0.8782215714454651,-0.023838993161916733,0.47587743401527405,0.8782215714454651,-0.047618716955184937,0.4729122817516327,0.8782215714454651,-0.07128005474805832,0.46877139806747437,0.8782215714454651,-0.09476418048143387,0.4634650647640228,0.8782215714454651,-0.11801270395517349,0.4570064842700958,0.8782215714454651,-0.14096783101558685,0.4494117200374603,0.8782215714454651,-0.1635724902153015,0.44069966673851013,0.8782215714454651,-0.18577048182487488,0.4308919310569763,0.8782215714454651,-0.20750662684440613,0.4200129508972168,0.8782215714454651,-0.22872686386108398,0.4080897569656372,0.8782215714454651,-0.24937845766544342,0.3951519727706909,0.8782215714454651,-0.26941007375717163,0.38123178482055664,0.8782215714454651,-0.2887718677520752,0.3663637936115265,0.8782215714454651,-0.3074157238006592,0.3505849838256836,0.8782215714454651,-0.3252953290939331,0.3339345455169678,0.8782215714454651,-0.34236615896224976,0.31645387411117554,0.8782215714454651,-0.35858583450317383,0.2981864809989929,0.8782215714454651,-0.3739140033721924,0.279177725315094,0.8782215714454651,-0.38831257820129395,0.25947490334510803,0.8782215714454651,-0.4017457365989685,0.2391269952058792,0.8782215714454651,-0.41418009996414185,0.21818456053733826,0.8782215714454651,-0.42558473348617554,0.19669969379901886,0.8782215714454651,-0.4359312951564789,0.17472580075263977,0.8782215714454651,-0.4451940655708313,0.15231750905513763,0.8782215714454651,-0.4533500373363495,0.12953053414821625,0.8782215714454651,-0.46037888526916504,0.10642152279615402,0.8782215714454651,-0.46626314520835876,0.08304793387651443,0.8782215714454651,-0.4709882140159607,0.059467870742082596,0.8782215714454651,-0.4745423495769501,0.035739965736866,0.8782215714454651,-0.47691667079925537,0.011923202313482761,0.8782215714454651,-0.4781053364276886,-0.011923202313482761,0.8782215714454651,-0.4781053364276886,-0.035739965736866,0.8782215714454651,-0.47691667079925537,-0.059467870742082596,0.8782215714454651,-0.4745423495769501,-0.08304793387651443,0.8782215714454651,-0.4709882140159607,-0.10642152279615402,0.8782215714454651,-0.46626314520835876,-0.12953053414821625,0.8782215714454651,-0.46037888526916504,-0.15231750905513763,0.8782215714454651,-0.4533500373363495,-0.17472580075263977,0.8782215714454651,-0.4451940655708313,-0.19669969379901886,0.8782215714454651,-0.4359312951564789,-0.21818456053733826,0.8782215714454651,-0.42558473348617554,-0.2391269952058792,0.8782215714454651,-0.41418009996414185,-0.25947490334510803,0.8782215714454651,-0.4017457365989685,-0.279177725315094,0.8782215714454651,-0.38831257820129395,-0.2981864809989929,0.8782215714454651,-0.3739140033721924,-0.31645387411117554,0.8782215714454651,-0.35858583450317383,-0.3339345455169678,0.8782215714454651,-0.34236615896224976,-0.3505849838256836,0.8782215714454651,-0.3252953290939331,-0.3663637936115265,0.8782215714454651,-0.3074157238006592,-0.38123178482055664,0.8782215714454651,-0.2887718677520752,-0.3951519727706909,0.8782215714454651,-0.26941007375717163,-0.4080897569656372,0.8782215714454651,-0.24937845766544342,-0.4200129508972168,0.8782215714454651,-0.22872686386108398,-0.4308919310569763,0.8782215714454651,-0.20750662684440613,-0.44069966673851013,0.8782215714454651,-0.18577048182487488,-0.4494117200374603,0.8782215714454651,-0.1635724902153015,-0.4570064842700958,0.8782215714454651,-0.14096783101558685,-0.4634650647640228,0.8782215714454651,-0.11801270395517349,-0.46877139806747437,0.8782215714454651,-0.09476418048143387,-0.4729122817516327,0.8782215714454651,-0.07128005474805832,-0.47587743401527405,0.8782215714454651,-0.047618716955184937,-0.4776594638824463,0.8782215714454651,-0.023838993161916733,-0.4782539904117584,0.8782215714454651,-5.856921810353167e-17,-0.4776594638824463,0.8782215714454651,0.023838993161916733,-0.47587743401527405,0.8782215714454651,0.047618716955184937,-0.4729122817516327,0.8782215714454651,0.07128005474805832,-0.46877139806747437,0.8782215714454651,0.09476418048143387,-0.4634650647640228,0.8782215714454651,0.11801270395517349,-0.4570064842700958,0.8782215714454651,0.14096783101558685,-0.4494117200374603,0.8782215714454651,0.1635724902153015,-0.44069966673851013,0.8782215714454651,0.18577048182487488,-0.4308919310569763,0.8782215714454651,0.20750662684440613,-0.4200129508972168,0.8782215714454651,0.22872686386108398,-0.4080897569656372,0.8782215714454651,0.24937845766544342,-0.3951519727706909,0.8782215714454651,0.26941007375717163,-0.38123178482055664,0.8782215714454651,0.2887718677520752,-0.3663637936115265,0.8782215714454651,0.3074157238006592,-0.3505849838256836,0.8782215714454651,0.3252953290939331,-0.3339345455169678,0.8782215714454651,0.34236615896224976,-0.31645387411117554,0.8782215714454651,0.35858583450317383,-0.2981864809989929,0.8782215714454651,0.3739140033721924,-0.279177725315094,0.8782215714454651,0.38831257820129395,-0.25947490334510803,0.8782215714454651,0.4017457365989685,-0.2391269952058792,0.8782215714454651,0.41418009996414185,-0.21818456053733826,0.8782215714454651,0.42558473348617554,-0.19669969379901886,0.8782215714454651,0.4359312951564789,-0.17472580075263977,0.8782215714454651,0.4451940655708313,-0.15231750905513763,0.8782215714454651,0.4533500373363495,-0.12953053414821625,0.8782215714454651,0.46037888526916504,-0.10642152279615402,0.8782215714454651,0.46626314520835876,-0.08304793387651443,0.8782215714454651,0.4709882140159607,-0.059467870742082596,0.8782215714454651,0.4745423495769501,-0.035739965736866,0.8782215714454651,0.47691667079925537,-0.011923202313482761,0.8782215714454651,0.4781053364276886,0.011923202313482761,0.8782215714454651,0.4781053364276886,0.035739965736866,0.8782215714454651,0.47691667079925537,0.059467870742082596,0.8782215714454651,0.4745423495769501,0.08304793387651443,0.8782215714454651,0.4709882140159607,0.10642152279615402,0.8782215714454651,0.46626314520835876,0.12953053414821625,0.8782215714454651,0.46037888526916504,0.15231750905513763,0.8782215714454651,0.4533500373363495,0.17472580075263977,0.8782215714454651,0.4451940655708313,0.19669969379901886,0.8782215714454651,0.4359312951564789,0.21818456053733826,0.8782215714454651,0.42558473348617554,0.2391269952058792,0.8782215714454651,0.41418009996414185,0.25947490334510803,0.8782215714454651,0.4017457365989685,0.279177725315094,0.8782215714454651,0.38831257820129395,0.2981864809989929,0.8782215714454651,0.3739140033721924,0.31645387411117554,0.8782215714454651,0.35858583450317383,0.3339345455169678,0.8782215714454651,0.34236615896224976,0.3505849838256836,0.8782215714454651,0.3252953290939331,0.3663637936115265,0.8782215714454651,0.3074157238006592,0.38123178482055664,0.8782215714454651,0.2887718677520752,0.3951519727706909,0.8782215714454651,0.26941007375717163,0.4080897569656372,0.8782215714454651,0.24937845766544342,0.4200129508972168,0.8782215714454651,0.22872686386108398,0.4308919310569763,0.8782215714454651,0.20750662684440613,0.44069966673851013,0.8782215714454651,0.18577048182487488,0.4494117200374603,0.8782215714454651,0.1635724902153015,0.4570064842700958,0.8782215714454651,0.14096783101558685,0.4634650647640228,0.8782215714454651,0.11801270395517349,0.46877139806747437,0.8782215714454651,0.09476418048143387,0.4729122817516327,0.8782215714454651,0.07128005474805832,0.47587743401527405,0.8782215714454651,0.047618716955184937,0.4776594638824463,0.8782215714454651,0.023838993161916733,0.4782539904117584,0.8782215714454651,1.1713843620706334e-16,0.4338837265968323,0.9009688496589661,0.0,0.43334439396858215,0.9009688496589661,-0.02162731997668743,0.43172767758369446,0.9009688496589661,-0.04320086911320686,0.4290376305580139,0.9009688496589661,-0.06466701626777649,0.425280898809433,0.9009688496589661,-0.0859723910689354,0.4204668700695038,0.9009688496589661,-0.10706402361392975,0.4146074950695038,0.9009688496589661,-0.127889484167099,0.40771734714508057,0.9009688496589661,-0.14839698374271393,0.39981353282928467,0.9009688496589661,-0.16853554546833038,0.39091575145721436,0.9009688496589661,-0.18825510144233704,0.3810460567474365,0.9009688496589661,-0.20750662684440613,0.370229035615921,0.9009688496589661,-0.22624225914478302,0.35849156975746155,0.9009688496589661,-0.24441541731357574,0.34586283564567566,0.9009688496589661,-0.26198092103004456,0.3323742151260376,0.9009688496589661,-0.2788950800895691,0.3180592954158783,0.9009688496589661,-0.2951158881187439,0.3029536008834839,0.9009688496589661,-0.31060299277305603,0.28709471225738525,0.9009688496589661,-0.3253178596496582,0.2705220878124237,0.9009688496589661,-0.3392239809036255,0.25327688455581665,0.9009688496589661,-0.352286696434021,0.23540200293064117,0.9009688496589661,-0.3644735813140869,0.21694186329841614,0.9009688496589661,-0.37575432658195496,0.19794239103794098,0.9009688496589661,-0.3861009180545807,0.1784507930278778,0.9009688496589661,-0.39548757672309875,0.15851552784442902,0.9009688496589661,-0.403890997171402,0.13818617165088654,0.9009688496589661,-0.4112902581691742,0.1175132766366005,0.9009688496589661,-0.4176670014858246,0.09654821455478668,0.9009688496589661,-0.4230053722858429,0.07534311711788177,0.9009688496589661,-0.4272920787334442,0.0539507120847702,0.9009688496589661,-0.43051645159721375,0.03242417424917221,0.9009688496589661,-0.4326705038547516,0.010817022062838078,0.9009688496589661,-0.43374887108802795,-0.010817022062838078,0.9009688496589661,-0.43374887108802795,-0.03242417424917221,0.9009688496589661,-0.4326705038547516,-0.0539507120847702,0.9009688496589661,-0.43051645159721375,-0.07534311711788177,0.9009688496589661,-0.4272920787334442,-0.09654821455478668,0.9009688496589661,-0.4230053722858429,-0.1175132766366005,0.9009688496589661,-0.4176670014858246,-0.13818617165088654,0.9009688496589661,-0.4112902581691742,-0.15851552784442902,0.9009688496589661,-0.403890997171402,-0.1784507930278778,0.9009688496589661,-0.39548757672309875,-0.19794239103794098,0.9009688496589661,-0.3861009180545807,-0.21694186329841614,0.9009688496589661,-0.37575432658195496,-0.23540200293064117,0.9009688496589661,-0.3644735813140869,-0.25327688455581665,0.9009688496589661,-0.352286696434021,-0.2705220878124237,0.9009688496589661,-0.3392239809036255,-0.28709471225738525,0.9009688496589661,-0.3253178596496582,-0.3029536008834839,0.9009688496589661,-0.31060299277305603,-0.3180592954158783,0.9009688496589661,-0.2951158881187439,-0.3323742151260376,0.9009688496589661,-0.2788950800895691,-0.34586283564567566,0.9009688496589661,-0.26198092103004456,-0.35849156975746155,0.9009688496589661,-0.24441541731357574,-0.370229035615921,0.9009688496589661,-0.22624225914478302,-0.3810460567474365,0.9009688496589661,-0.20750662684440613,-0.39091575145721436,0.9009688496589661,-0.18825510144233704,-0.39981353282928467,0.9009688496589661,-0.16853554546833038,-0.40771734714508057,0.9009688496589661,-0.14839698374271393,-0.4146074950695038,0.9009688496589661,-0.127889484167099,-0.4204668700695038,0.9009688496589661,-0.10706402361392975,-0.425280898809433,0.9009688496589661,-0.0859723910689354,-0.4290376305580139,0.9009688496589661,-0.06466701626777649,-0.43172767758369446,0.9009688496589661,-0.04320086911320686,-0.43334439396858215,0.9009688496589661,-0.02162731997668743,-0.4338837265968323,0.9009688496589661,-5.313543226372388e-17,-0.43334439396858215,0.9009688496589661,0.02162731997668743,-0.43172767758369446,0.9009688496589661,0.04320086911320686,-0.4290376305580139,0.9009688496589661,0.06466701626777649,-0.425280898809433,0.9009688496589661,0.0859723910689354,-0.4204668700695038,0.9009688496589661,0.10706402361392975,-0.4146074950695038,0.9009688496589661,0.127889484167099,-0.40771734714508057,0.9009688496589661,0.14839698374271393,-0.39981353282928467,0.9009688496589661,0.16853554546833038,-0.39091575145721436,0.9009688496589661,0.18825510144233704,-0.3810460567474365,0.9009688496589661,0.20750662684440613,-0.370229035615921,0.9009688496589661,0.22624225914478302,-0.35849156975746155,0.9009688496589661,0.24441541731357574,-0.34586283564567566,0.9009688496589661,0.26198092103004456,-0.3323742151260376,0.9009688496589661,0.2788950800895691,-0.3180592954158783,0.9009688496589661,0.2951158881187439,-0.3029536008834839,0.9009688496589661,0.31060299277305603,-0.28709471225738525,0.9009688496589661,0.3253178596496582,-0.2705220878124237,0.9009688496589661,0.3392239809036255,-0.25327688455581665,0.9009688496589661,0.352286696434021,-0.23540200293064117,0.9009688496589661,0.3644735813140869,-0.21694186329841614,0.9009688496589661,0.37575432658195496,-0.19794239103794098,0.9009688496589661,0.3861009180545807,-0.1784507930278778,0.9009688496589661,0.39548757672309875,-0.15851552784442902,0.9009688496589661,0.403890997171402,-0.13818617165088654,0.9009688496589661,0.4112902581691742,-0.1175132766366005,0.9009688496589661,0.4176670014858246,-0.09654821455478668,0.9009688496589661,0.4230053722858429,-0.07534311711788177,0.9009688496589661,0.4272920787334442,-0.0539507120847702,0.9009688496589661,0.43051645159721375,-0.03242417424917221,0.9009688496589661,0.4326705038547516,-0.010817022062838078,0.9009688496589661,0.43374887108802795,0.010817022062838078,0.9009688496589661,0.43374887108802795,0.03242417424917221,0.9009688496589661,0.4326705038547516,0.0539507120847702,0.9009688496589661,0.43051645159721375,0.07534311711788177,0.9009688496589661,0.4272920787334442,0.09654821455478668,0.9009688496589661,0.4230053722858429,0.1175132766366005,0.9009688496589661,0.4176670014858246,0.13818617165088654,0.9009688496589661,0.4112902581691742,0.15851552784442902,0.9009688496589661,0.403890997171402,0.1784507930278778,0.9009688496589661,0.39548757672309875,0.19794239103794098,0.9009688496589661,0.3861009180545807,0.21694186329841614,0.9009688496589661,0.37575432658195496,0.23540200293064117,0.9009688496589661,0.3644735813140869,0.25327688455581665,0.9009688496589661,0.352286696434021,0.2705220878124237,0.9009688496589661,0.3392239809036255,0.28709471225738525,0.9009688496589661,0.3253178596496582,0.3029536008834839,0.9009688496589661,0.31060299277305603,0.3180592954158783,0.9009688496589661,0.2951158881187439,0.3323742151260376,0.9009688496589661,0.2788950800895691,0.34586283564567566,0.9009688496589661,0.26198092103004456,0.35849156975746155,0.9009688496589661,0.24441541731357574,0.370229035615921,0.9009688496589661,0.22624225914478302,0.3810460567474365,0.9009688496589661,0.20750662684440613,0.39091575145721436,0.9009688496589661,0.18825510144233704,0.39981353282928467,0.9009688496589661,0.16853554546833038,0.40771734714508057,0.9009688496589661,0.14839698374271393,0.4146074950695038,0.9009688496589661,0.127889484167099,0.4204668700695038,0.9009688496589661,0.10706402361392975,0.425280898809433,0.9009688496589661,0.0859723910689354,0.4290376305580139,0.9009688496589661,0.06466701626777649,0.43172767758369446,0.9009688496589661,0.04320086911320686,0.43334439396858215,0.9009688496589661,0.02162731997668743,0.4338837265968323,0.9009688496589661,1.0627086452744776e-16,0.3884347975254059,0.9214761853218079,0.0,0.38795194029808044,0.9214761853218079,-0.01936187595129013,0.386504590511322,0.9214761853218079,-0.038675617426633835,0.38409629464149475,0.9214761853218079,-0.05789320170879364,0.38073310256004333,0.9214761853218079,-0.07696685940027237,0.37642332911491394,0.9214761853218079,-0.09584915637969971,0.3711777329444885,0.9214761853218079,-0.11449316889047623,0.3650093078613281,0.9214761853218079,-0.13285252451896667,0.3579334318637848,0.9214761853218079,-0.1508815884590149,0.3499676585197449,0.9214761853218079,-0.16853554546833038,0.3411318063735962,0.9214761853218079,-0.18577048182487488,0.33144786953926086,0.9214761853218079,-0.20254357159137726,0.32093989849090576,0.9214761853218079,-0.21881310641765594,0.3096340000629425,0.9214761853218079,-0.23453864455223083,0.2975583076477051,0.9214761853218079,-0.24968107044696808,0.2847428619861603,0.9214761853218079,-0.2642027735710144,0.2712194621562958,0.9214761853218079,-0.27806758880615234,0.25702181458473206,0.9214761853218079,-0.2912411093711853,0.24218513071537018,0.9214761853218079,-0.3036905527114868,0.2267463505268097,0.9214761853218079,-0.31538498401641846,0.21074384450912476,0.9214761853218079,-0.32629528641700745,0.19421739876270294,0.9214761853218079,-0.33639439940452576,0.1772080957889557,0.9214761853218079,-0.3456571698188782,0.15975822508335114,0.9214761853218079,-0.3540605902671814,0.14191116392612457,0.9214761853218079,-0.36158376932144165,0.12371129542589188,0.9214761853218079,-0.3682079613208771,0.10520385950803757,0.9214761853218079,-0.37391674518585205,0.08643487095832825,0.9214761853218079,-0.37869593501091003,0.06745099276304245,0.9214761853218079,-0.38253360986709595,0.04829942062497139,0.9214761853218079,-0.3854202330112457,0.029027769342064857,0.9214761853218079,-0.38734865188598633,0.009683948010206223,0.9214761853218079,-0.38831406831741333,-0.009683948010206223,0.9214761853218079,-0.38831406831741333,-0.029027769342064857,0.9214761853218079,-0.38734865188598633,-0.04829942062497139,0.9214761853218079,-0.3854202330112457,-0.06745099276304245,0.9214761853218079,-0.38253360986709595,-0.08643487095832825,0.9214761853218079,-0.37869593501091003,-0.10520385950803757,0.9214761853218079,-0.37391674518585205,-0.12371129542589188,0.9214761853218079,-0.3682079613208771,-0.14191116392612457,0.9214761853218079,-0.36158376932144165,-0.15975822508335114,0.9214761853218079,-0.3540605902671814,-0.1772080957889557,0.9214761853218079,-0.3456571698188782,-0.19421739876270294,0.9214761853218079,-0.33639439940452576,-0.21074384450912476,0.9214761853218079,-0.32629528641700745,-0.2267463505268097,0.9214761853218079,-0.31538498401641846,-0.24218513071537018,0.9214761853218079,-0.3036905527114868,-0.25702181458473206,0.9214761853218079,-0.2912411093711853,-0.2712194621562958,0.9214761853218079,-0.27806758880615234,-0.2847428619861603,0.9214761853218079,-0.2642027735710144,-0.2975583076477051,0.9214761853218079,-0.24968107044696808,-0.3096340000629425,0.9214761853218079,-0.23453864455223083,-0.32093989849090576,0.9214761853218079,-0.21881310641765594,-0.33144786953926086,0.9214761853218079,-0.20254357159137726,-0.3411318063735962,0.9214761853218079,-0.18577048182487488,-0.3499676585197449,0.9214761853218079,-0.16853554546833038,-0.3579334318637848,0.9214761853218079,-0.1508815884590149,-0.3650093078613281,0.9214761853218079,-0.13285252451896667,-0.3711777329444885,0.9214761853218079,-0.11449316889047623,-0.37642332911491394,0.9214761853218079,-0.09584915637969971,-0.38073310256004333,0.9214761853218079,-0.07696685940027237,-0.38409629464149475,0.9214761853218079,-0.05789320170879364,-0.386504590511322,0.9214761853218079,-0.038675617426633835,-0.38795194029808044,0.9214761853218079,-0.01936187595129013,-0.3884347975254059,0.9214761853218079,-4.756954237136892e-17,-0.38795194029808044,0.9214761853218079,0.01936187595129013,-0.386504590511322,0.9214761853218079,0.038675617426633835,-0.38409629464149475,0.9214761853218079,0.05789320170879364,-0.38073310256004333,0.9214761853218079,0.07696685940027237,-0.37642332911491394,0.9214761853218079,0.09584915637969971,-0.3711777329444885,0.9214761853218079,0.11449316889047623,-0.3650093078613281,0.9214761853218079,0.13285252451896667,-0.3579334318637848,0.9214761853218079,0.1508815884590149,-0.3499676585197449,0.9214761853218079,0.16853554546833038,-0.3411318063735962,0.9214761853218079,0.18577048182487488,-0.33144786953926086,0.9214761853218079,0.20254357159137726,-0.32093989849090576,0.9214761853218079,0.21881310641765594,-0.3096340000629425,0.9214761853218079,0.23453864455223083,-0.2975583076477051,0.9214761853218079,0.24968107044696808,-0.2847428619861603,0.9214761853218079,0.2642027735710144,-0.2712194621562958,0.9214761853218079,0.27806758880615234,-0.25702181458473206,0.9214761853218079,0.2912411093711853,-0.24218513071537018,0.9214761853218079,0.3036905527114868,-0.2267463505268097,0.9214761853218079,0.31538498401641846,-0.21074384450912476,0.9214761853218079,0.32629528641700745,-0.19421739876270294,0.9214761853218079,0.33639439940452576,-0.1772080957889557,0.9214761853218079,0.3456571698188782,-0.15975822508335114,0.9214761853218079,0.3540605902671814,-0.14191116392612457,0.9214761853218079,0.36158376932144165,-0.12371129542589188,0.9214761853218079,0.3682079613208771,-0.10520385950803757,0.9214761853218079,0.37391674518585205,-0.08643487095832825,0.9214761853218079,0.37869593501091003,-0.06745099276304245,0.9214761853218079,0.38253360986709595,-0.04829942062497139,0.9214761853218079,0.3854202330112457,-0.029027769342064857,0.9214761853218079,0.38734865188598633,-0.009683948010206223,0.9214761853218079,0.38831406831741333,0.009683948010206223,0.9214761853218079,0.38831406831741333,0.029027769342064857,0.9214761853218079,0.38734865188598633,0.04829942062497139,0.9214761853218079,0.3854202330112457,0.06745099276304245,0.9214761853218079,0.38253360986709595,0.08643487095832825,0.9214761853218079,0.37869593501091003,0.10520385950803757,0.9214761853218079,0.37391674518585205,0.12371129542589188,0.9214761853218079,0.3682079613208771,0.14191116392612457,0.9214761853218079,0.36158376932144165,0.15975822508335114,0.9214761853218079,0.3540605902671814,0.1772080957889557,0.9214761853218079,0.3456571698188782,0.19421739876270294,0.9214761853218079,0.33639439940452576,0.21074384450912476,0.9214761853218079,0.32629528641700745,0.2267463505268097,0.9214761853218079,0.31538498401641846,0.24218513071537018,0.9214761853218079,0.3036905527114868,0.25702181458473206,0.9214761853218079,0.2912411093711853,0.2712194621562958,0.9214761853218079,0.27806758880615234,0.2847428619861603,0.9214761853218079,0.2642027735710144,0.2975583076477051,0.9214761853218079,0.24968107044696808,0.3096340000629425,0.9214761853218079,0.23453864455223083,0.32093989849090576,0.9214761853218079,0.21881310641765594,0.33144786953926086,0.9214761853218079,0.20254357159137726,0.3411318063735962,0.9214761853218079,0.18577048182487488,0.3499676585197449,0.9214761853218079,0.16853554546833038,0.3579334318637848,0.9214761853218079,0.1508815884590149,0.3650093078613281,0.9214761853218079,0.13285252451896667,0.3711777329444885,0.9214761853218079,0.11449316889047623,0.37642332911491394,0.9214761853218079,0.09584915637969971,0.38073310256004333,0.9214761853218079,0.07696685940027237,0.38409629464149475,0.9214761853218079,0.05789320170879364,0.386504590511322,0.9214761853218079,0.038675617426633835,0.38795194029808044,0.9214761853218079,0.01936187595129013,0.3884347975254059,0.9214761853218079,9.513908474273784e-17,0.3420201539993286,0.9396926164627075,0.0,0.34159499406814575,0.9396926164627075,-0.017048297449946404,0.34032055735588074,0.9396926164627075,-0.03405420854687691,0.33820006251335144,0.9396926164627075,-0.050975456833839417,0.3352387249469757,0.9396926164627075,-0.06776997447013855,0.3314439654350281,0.9396926164627075,-0.08439599722623825,0.3268251419067383,0.9396926164627075,-0.10081220418214798,0.32139381766319275,0.9396926164627075,-0.11697778105735779,0.31516343355178833,0.9396926164627075,-0.13285252451896667,0.3081494867801666,0.9396926164627075,-0.14839698374271393,0.3003694713115692,0.9396926164627075,-0.1635724902153015,0.29184266924858093,0.9396926164627075,-0.178341343998909,0.2825902998447418,0.9396926164627075,-0.19266681373119354,0.2726353704929352,0.9396926164627075,-0.20651327073574066,0.2620026171207428,0.9396926164627075,-0.21984630823135376,0.25071850419044495,0.9396926164627075,-0.23263277113437653,0.23881106078624725,0.9396926164627075,-0.24484087526798248,0.2263098806142807,0.9396926164627075,-0.25644028186798096,0.21324607729911804,0.9396926164627075,-0.26740211248397827,0.19965209066867828,0.9396926164627075,-0.27769914269447327,0.18556174635887146,0.9396926164627075,-0.2873057723045349,0.1710100769996643,0.9396926164627075,-0.29619812965393066,0.1560332328081131,0.9396926164627075,-0.30435407161712646,0.14066846668720245,0.9396926164627075,-0.31175336241722107,0.124953992664814,0.9396926164627075,-0.3183775842189789,0.1089288517832756,0.9396926164627075,-0.3242102563381195,0.09263289719820023,0.9396926164627075,-0.3292368948459625,0.07610664516687393,0.9396926164627075,-0.3334449827671051,0.05939117446541786,0.9396926164627075,-0.33682408928871155,0.042528051882982254,0.9396926164627075,-0.33936581015586853,0.0255591981112957,0.9396926164627075,-0.34106379747390747,0.008526798337697983,0.9396926164627075,-0.3419138491153717,-0.008526798337697983,0.9396926164627075,-0.3419138491153717,-0.0255591981112957,0.9396926164627075,-0.34106379747390747,-0.042528051882982254,0.9396926164627075,-0.33936581015586853,-0.05939117446541786,0.9396926164627075,-0.33682408928871155,-0.07610664516687393,0.9396926164627075,-0.3334449827671051,-0.09263289719820023,0.9396926164627075,-0.3292368948459625,-0.1089288517832756,0.9396926164627075,-0.3242102563381195,-0.124953992664814,0.9396926164627075,-0.3183775842189789,-0.14066846668720245,0.9396926164627075,-0.31175336241722107,-0.1560332328081131,0.9396926164627075,-0.30435407161712646,-0.1710100769996643,0.9396926164627075,-0.29619812965393066,-0.18556174635887146,0.9396926164627075,-0.2873057723045349,-0.19965209066867828,0.9396926164627075,-0.27769914269447327,-0.21324607729911804,0.9396926164627075,-0.26740211248397827,-0.2263098806142807,0.9396926164627075,-0.25644028186798096,-0.23881106078624725,0.9396926164627075,-0.24484087526798248,-0.25071850419044495,0.9396926164627075,-0.23263277113437653,-0.2620026171207428,0.9396926164627075,-0.21984630823135376,-0.2726353704929352,0.9396926164627075,-0.20651327073574066,-0.2825902998447418,0.9396926164627075,-0.19266681373119354,-0.29184266924858093,0.9396926164627075,-0.178341343998909,-0.3003694713115692,0.9396926164627075,-0.1635724902153015,-0.3081494867801666,0.9396926164627075,-0.14839698374271393,-0.31516343355178833,0.9396926164627075,-0.13285252451896667,-0.32139381766319275,0.9396926164627075,-0.11697778105735779,-0.3268251419067383,0.9396926164627075,-0.10081220418214798,-0.3314439654350281,0.9396926164627075,-0.08439599722623825,-0.3352387249469757,0.9396926164627075,-0.06776997447013855,-0.33820006251335144,0.9396926164627075,-0.050975456833839417,-0.34032055735588074,0.9396926164627075,-0.03405420854687691,-0.34159499406814575,0.9396926164627075,-0.017048297449946404,-0.3420201539993286,0.9396926164627075,-4.1885388812476027e-17,-0.34159499406814575,0.9396926164627075,0.017048297449946404,-0.34032055735588074,0.9396926164627075,0.03405420854687691,-0.33820006251335144,0.9396926164627075,0.050975456833839417,-0.3352387249469757,0.9396926164627075,0.06776997447013855,-0.3314439654350281,0.9396926164627075,0.08439599722623825,-0.3268251419067383,0.9396926164627075,0.10081220418214798,-0.32139381766319275,0.9396926164627075,0.11697778105735779,-0.31516343355178833,0.9396926164627075,0.13285252451896667,-0.3081494867801666,0.9396926164627075,0.14839698374271393,-0.3003694713115692,0.9396926164627075,0.1635724902153015,-0.29184266924858093,0.9396926164627075,0.178341343998909,-0.2825902998447418,0.9396926164627075,0.19266681373119354,-0.2726353704929352,0.9396926164627075,0.20651327073574066,-0.2620026171207428,0.9396926164627075,0.21984630823135376,-0.25071850419044495,0.9396926164627075,0.23263277113437653,-0.23881106078624725,0.9396926164627075,0.24484087526798248,-0.2263098806142807,0.9396926164627075,0.25644028186798096,-0.21324607729911804,0.9396926164627075,0.26740211248397827,-0.19965209066867828,0.9396926164627075,0.27769914269447327,-0.18556174635887146,0.9396926164627075,0.2873057723045349,-0.1710100769996643,0.9396926164627075,0.29619812965393066,-0.1560332328081131,0.9396926164627075,0.30435407161712646,-0.14066846668720245,0.9396926164627075,0.31175336241722107,-0.124953992664814,0.9396926164627075,0.3183775842189789,-0.1089288517832756,0.9396926164627075,0.3242102563381195,-0.09263289719820023,0.9396926164627075,0.3292368948459625,-0.07610664516687393,0.9396926164627075,0.3334449827671051,-0.05939117446541786,0.9396926164627075,0.33682408928871155,-0.042528051882982254,0.9396926164627075,0.33936581015586853,-0.0255591981112957,0.9396926164627075,0.34106379747390747,-0.008526798337697983,0.9396926164627075,0.3419138491153717,0.008526798337697983,0.9396926164627075,0.3419138491153717,0.0255591981112957,0.9396926164627075,0.34106379747390747,0.042528051882982254,0.9396926164627075,0.33936581015586853,0.05939117446541786,0.9396926164627075,0.33682408928871155,0.07610664516687393,0.9396926164627075,0.3334449827671051,0.09263289719820023,0.9396926164627075,0.3292368948459625,0.1089288517832756,0.9396926164627075,0.3242102563381195,0.124953992664814,0.9396926164627075,0.3183775842189789,0.14066846668720245,0.9396926164627075,0.31175336241722107,0.1560332328081131,0.9396926164627075,0.30435407161712646,0.1710100769996643,0.9396926164627075,0.29619812965393066,0.18556174635887146,0.9396926164627075,0.2873057723045349,0.19965209066867828,0.9396926164627075,0.27769914269447327,0.21324607729911804,0.9396926164627075,0.26740211248397827,0.2263098806142807,0.9396926164627075,0.25644028186798096,0.23881106078624725,0.9396926164627075,0.24484087526798248,0.25071850419044495,0.9396926164627075,0.23263277113437653,0.2620026171207428,0.9396926164627075,0.21984630823135376,0.2726353704929352,0.9396926164627075,0.20651327073574066,0.2825902998447418,0.9396926164627075,0.19266681373119354,0.29184266924858093,0.9396926164627075,0.178341343998909,0.3003694713115692,0.9396926164627075,0.1635724902153015,0.3081494867801666,0.9396926164627075,0.14839698374271393,0.31516343355178833,0.9396926164627075,0.13285252451896667,0.32139381766319275,0.9396926164627075,0.11697778105735779,0.3268251419067383,0.9396926164627075,0.10081220418214798,0.3314439654350281,0.9396926164627075,0.08439599722623825,0.3352387249469757,0.9396926164627075,0.06776997447013855,0.33820006251335144,0.9396926164627075,0.050975456833839417,0.34032055735588074,0.9396926164627075,0.03405420854687691,0.34159499406814575,0.9396926164627075,0.017048297449946404,0.3420201539993286,0.9396926164627075,8.377077762495205e-17,0.29475516080856323,0.955572783946991,0.0,0.2943887710571289,0.955572783946991,-0.014692332595586777,0.29329046607017517,0.955572783946991,-0.029348138719797134,0.2914630174636841,0.955572783946991,-0.04393097758293152,0.2889109253883362,0.955572783946991,-0.058404602110385895,0.28564053773880005,0.955572783946991,-0.07273302227258682,0.2816600203514099,0.955572783946991,-0.08688060939311981,0.2769792675971985,0.955572783946991,-0.10081220418214798,0.2716098725795746,0.955572783946991,-0.11449316889047623,0.26556524634361267,0.955572783946991,-0.127889484167099,0.25886034965515137,0.955572783946991,-0.14096783101558685,0.25151190161705017,0.955572783946991,-0.1536957174539566,0.24353815615177155,0.955572783946991,-0.1660415083169937,0.2349589318037033,0.955572783946991,-0.17797447741031647,0.22579556703567505,0.955572783946991,-0.1894649714231491,0.21607083082199097,0.955572783946991,-0.20048443973064423,0.20580890774726868,0.955572783946991,-0.21100546419620514,0.19503532350063324,0.955572783946991,-0.22100189328193665,0.1837768405675888,0.955572783946991,-0.2304488718509674,0.1720614731311798,0.955572783946991,-0.23932293057441711,0.15991832315921783,0.955572783946991,-0.24760198593139648,0.14737758040428162,0.955572783946991,-0.255265474319458,0.13447044789791107,0.955572783946991,-0.26229432225227356,0.12122900038957596,0.955572783946991,-0.26867106556892395,0.10768615454435349,0.955572783946991,-0.2743798494338989,0.09387558698654175,0.955572783946991,-0.27940648794174194,0.07983162999153137,0.955572783946991,-0.28373846411705017,0.06558919697999954,0.955572783946991,-0.28736504912376404,0.05118370056152344,0.955572783946991,-0.2902771830558777,0.03665095195174217,0.955572783946991,-0.2924676537513733,0.02202708087861538,0.955572783946991,-0.2939309775829315,0.007348450366407633,0.955572783946991,-0.29466354846954346,-0.007348450366407633,0.955572783946991,-0.29466354846954346,-0.02202708087861538,0.955572783946991,-0.2939309775829315,-0.03665095195174217,0.955572783946991,-0.2924676537513733,-0.05118370056152344,0.955572783946991,-0.2902771830558777,-0.06558919697999954,0.955572783946991,-0.28736504912376404,-0.07983162999153137,0.955572783946991,-0.28373846411705017,-0.09387558698654175,0.955572783946991,-0.27940648794174194,-0.10768615454435349,0.955572783946991,-0.2743798494338989,-0.12122900038957596,0.955572783946991,-0.26867106556892395,-0.13447044789791107,0.955572783946991,-0.26229432225227356,-0.14737758040428162,0.955572783946991,-0.255265474319458,-0.15991832315921783,0.955572783946991,-0.24760198593139648,-0.1720614731311798,0.955572783946991,-0.23932293057441711,-0.1837768405675888,0.955572783946991,-0.2304488718509674,-0.19503532350063324,0.955572783946991,-0.22100189328193665,-0.20580890774726868,0.955572783946991,-0.21100546419620514,-0.21607083082199097,0.955572783946991,-0.20048443973064423,-0.22579556703567505,0.955572783946991,-0.1894649714231491,-0.2349589318037033,0.955572783946991,-0.17797447741031647,-0.24353815615177155,0.955572783946991,-0.1660415083169937,-0.25151190161705017,0.955572783946991,-0.1536957174539566,-0.25886034965515137,0.955572783946991,-0.14096783101558685,-0.26556524634361267,0.955572783946991,-0.127889484167099,-0.2716098725795746,0.955572783946991,-0.11449316889047623,-0.2769792675971985,0.955572783946991,-0.10081220418214798,-0.2816600203514099,0.955572783946991,-0.08688060939311981,-0.28564053773880005,0.955572783946991,-0.07273302227258682,-0.2889109253883362,0.955572783946991,-0.058404602110385895,-0.2914630174636841,0.955572783946991,-0.04393097758293152,-0.29329046607017517,0.955572783946991,-0.029348138719797134,-0.2943887710571289,0.955572783946991,-0.014692332595586777,-0.29475516080856323,0.955572783946991,-3.609709652318516e-17,-0.2943887710571289,0.955572783946991,0.014692332595586777,-0.29329046607017517,0.955572783946991,0.029348138719797134,-0.2914630174636841,0.955572783946991,0.04393097758293152,-0.2889109253883362,0.955572783946991,0.058404602110385895,-0.28564053773880005,0.955572783946991,0.07273302227258682,-0.2816600203514099,0.955572783946991,0.08688060939311981,-0.2769792675971985,0.955572783946991,0.10081220418214798,-0.2716098725795746,0.955572783946991,0.11449316889047623,-0.26556524634361267,0.955572783946991,0.127889484167099,-0.25886034965515137,0.955572783946991,0.14096783101558685,-0.25151190161705017,0.955572783946991,0.1536957174539566,-0.24353815615177155,0.955572783946991,0.1660415083169937,-0.2349589318037033,0.955572783946991,0.17797447741031647,-0.22579556703567505,0.955572783946991,0.1894649714231491,-0.21607083082199097,0.955572783946991,0.20048443973064423,-0.20580890774726868,0.955572783946991,0.21100546419620514,-0.19503532350063324,0.955572783946991,0.22100189328193665,-0.1837768405675888,0.955572783946991,0.2304488718509674,-0.1720614731311798,0.955572783946991,0.23932293057441711,-0.15991832315921783,0.955572783946991,0.24760198593139648,-0.14737758040428162,0.955572783946991,0.255265474319458,-0.13447044789791107,0.955572783946991,0.26229432225227356,-0.12122900038957596,0.955572783946991,0.26867106556892395,-0.10768615454435349,0.955572783946991,0.2743798494338989,-0.09387558698654175,0.955572783946991,0.27940648794174194,-0.07983162999153137,0.955572783946991,0.28373846411705017,-0.06558919697999954,0.955572783946991,0.28736504912376404,-0.05118370056152344,0.955572783946991,0.2902771830558777,-0.03665095195174217,0.955572783946991,0.2924676537513733,-0.02202708087861538,0.955572783946991,0.2939309775829315,-0.007348450366407633,0.955572783946991,0.29466354846954346,0.007348450366407633,0.955572783946991,0.29466354846954346,0.02202708087861538,0.955572783946991,0.2939309775829315,0.03665095195174217,0.955572783946991,0.2924676537513733,0.05118370056152344,0.955572783946991,0.2902771830558777,0.06558919697999954,0.955572783946991,0.28736504912376404,0.07983162999153137,0.955572783946991,0.28373846411705017,0.09387558698654175,0.955572783946991,0.27940648794174194,0.10768615454435349,0.955572783946991,0.2743798494338989,0.12122900038957596,0.955572783946991,0.26867106556892395,0.13447044789791107,0.955572783946991,0.26229432225227356,0.14737758040428162,0.955572783946991,0.255265474319458,0.15991832315921783,0.955572783946991,0.24760198593139648,0.1720614731311798,0.955572783946991,0.23932293057441711,0.1837768405675888,0.955572783946991,0.2304488718509674,0.19503532350063324,0.955572783946991,0.22100189328193665,0.20580890774726868,0.955572783946991,0.21100546419620514,0.21607083082199097,0.955572783946991,0.20048443973064423,0.22579556703567505,0.955572783946991,0.1894649714231491,0.2349589318037033,0.955572783946991,0.17797447741031647,0.24353815615177155,0.955572783946991,0.1660415083169937,0.25151190161705017,0.955572783946991,0.1536957174539566,0.25886034965515137,0.955572783946991,0.14096783101558685,0.26556524634361267,0.955572783946991,0.127889484167099,0.2716098725795746,0.955572783946991,0.11449316889047623,0.2769792675971985,0.955572783946991,0.10081220418214798,0.2816600203514099,0.955572783946991,0.08688060939311981,0.28564053773880005,0.955572783946991,0.07273302227258682,0.2889109253883362,0.955572783946991,0.058404602110385895,0.2914630174636841,0.955572783946991,0.04393097758293152,0.29329046607017517,0.955572783946991,0.029348138719797134,0.2943887710571289,0.955572783946991,0.014692332595586777,0.29475516080856323,0.955572783946991,7.219419304637032e-17,0.2467574030160904,0.9690772891044617,0.0,0.24645066261291504,0.9690772891044617,-0.012299841269850731,0.24553120136260986,0.9690772891044617,-0.024569103494286537,0.24400131404399872,0.9690772891044617,-0.036777280271053314,0.24186481535434723,0.9690772891044617,-0.04889402538537979,0.2391269952058792,0.9690772891044617,-0.060889214277267456,0.23579466342926025,0.9690772891044617,-0.07273302227258682,0.23187610507011414,0.9690772891044617,-0.08439599722623825,0.22738106548786163,0.9690772891044617,-0.09584915637969971,0.22232073545455933,0.9690772891044617,-0.10706402361392975,0.21670767664909363,0.9690772891044617,-0.11801270395517349,0.21055583655834198,0.9690772891044617,-0.12866799533367157,0.20388053357601166,0.9690772891044617,-0.13900339603424072,0.19669833779335022,0.9690772891044617,-0.14899320900440216,0.18902713060379028,0.9690772891044617,-0.15861259400844574,0.18088597059249878,0.9690772891044617,-0.16783764958381653,0.17229509353637695,0.9690772891044617,-0.1766454428434372,0.16327588260173798,0.9690772891044617,-0.1850140541791916,0.153850719332695,0.9690772891044617,-0.1929226964712143,0.14404307305812836,0.9690772891044617,-0.20035171508789062,0.13387730717658997,0.9690772891044617,-0.20728261768817902,0.1233787015080452,0.9690772891044617,-0.21369817852973938,0.11257335543632507,0.9690772891044617,-0.2195824533700943,0.1014881357550621,0.9690772891044617,-0.22492080926895142,0.09015060216188431,0.9690772891044617,-0.2296999841928482,0.07858894020318985,0.9690772891044617,-0.23390808701515198,0.06683188676834106,0.9690772891044617,-0.23753465712070465,0.05490868538618088,0.9690772891044617,-0.24057067930698395,0.042848970741033554,0.9690772891044617,-0.2430085986852646,0.030682729557156563,0.9690772891044617,-0.24484236538410187,0.018440203741192818,0.9690772891044617,-0.24606741964817047,0.006151832640171051,0.9690772891044617,-0.24668070673942566,-0.006151832640171051,0.9690772891044617,-0.24668070673942566,-0.018440203741192818,0.9690772891044617,-0.24606741964817047,-0.030682729557156563,0.9690772891044617,-0.24484236538410187,-0.042848970741033554,0.9690772891044617,-0.2430085986852646,-0.05490868538618088,0.9690772891044617,-0.24057067930698395,-0.06683188676834106,0.9690772891044617,-0.23753465712070465,-0.07858894020318985,0.9690772891044617,-0.23390808701515198,-0.09015060216188431,0.9690772891044617,-0.2296999841928482,-0.1014881357550621,0.9690772891044617,-0.22492080926895142,-0.11257335543632507,0.9690772891044617,-0.2195824533700943,-0.1233787015080452,0.9690772891044617,-0.21369817852973938,-0.13387730717658997,0.9690772891044617,-0.20728261768817902,-0.14404307305812836,0.9690772891044617,-0.20035171508789062,-0.153850719332695,0.9690772891044617,-0.1929226964712143,-0.16327588260173798,0.9690772891044617,-0.1850140541791916,-0.17229509353637695,0.9690772891044617,-0.1766454428434372,-0.18088597059249878,0.9690772891044617,-0.16783764958381653,-0.18902713060379028,0.9690772891044617,-0.15861259400844574,-0.19669833779335022,0.9690772891044617,-0.14899320900440216,-0.20388053357601166,0.9690772891044617,-0.13900339603424072,-0.21055583655834198,0.9690772891044617,-0.12866799533367157,-0.21670767664909363,0.9690772891044617,-0.11801270395517349,-0.22232073545455933,0.9690772891044617,-0.10706402361392975,-0.22738106548786163,0.9690772891044617,-0.09584915637969971,-0.23187610507011414,0.9690772891044617,-0.08439599722623825,-0.23579466342926025,0.9690772891044617,-0.07273302227258682,-0.2391269952058792,0.9690772891044617,-0.060889214277267456,-0.24186481535434723,0.9690772891044617,-0.04889402538537979,-0.24400131404399872,0.9690772891044617,-0.036777280271053314,-0.24553120136260986,0.9690772891044617,-0.024569103494286537,-0.24645066261291504,0.9690772891044617,-0.012299841269850731,-0.2467574030160904,0.9690772891044617,-3.021906506359964e-17,-0.24645066261291504,0.9690772891044617,0.012299841269850731,-0.24553120136260986,0.9690772891044617,0.024569103494286537,-0.24400131404399872,0.9690772891044617,0.036777280271053314,-0.24186481535434723,0.9690772891044617,0.04889402538537979,-0.2391269952058792,0.9690772891044617,0.060889214277267456,-0.23579466342926025,0.9690772891044617,0.07273302227258682,-0.23187610507011414,0.9690772891044617,0.08439599722623825,-0.22738106548786163,0.9690772891044617,0.09584915637969971,-0.22232073545455933,0.9690772891044617,0.10706402361392975,-0.21670767664909363,0.9690772891044617,0.11801270395517349,-0.21055583655834198,0.9690772891044617,0.12866799533367157,-0.20388053357601166,0.9690772891044617,0.13900339603424072,-0.19669833779335022,0.9690772891044617,0.14899320900440216,-0.18902713060379028,0.9690772891044617,0.15861259400844574,-0.18088597059249878,0.9690772891044617,0.16783764958381653,-0.17229509353637695,0.9690772891044617,0.1766454428434372,-0.16327588260173798,0.9690772891044617,0.1850140541791916,-0.153850719332695,0.9690772891044617,0.1929226964712143,-0.14404307305812836,0.9690772891044617,0.20035171508789062,-0.13387730717658997,0.9690772891044617,0.20728261768817902,-0.1233787015080452,0.9690772891044617,0.21369817852973938,-0.11257335543632507,0.9690772891044617,0.2195824533700943,-0.1014881357550621,0.9690772891044617,0.22492080926895142,-0.09015060216188431,0.9690772891044617,0.2296999841928482,-0.07858894020318985,0.9690772891044617,0.23390808701515198,-0.06683188676834106,0.9690772891044617,0.23753465712070465,-0.05490868538618088,0.9690772891044617,0.24057067930698395,-0.042848970741033554,0.9690772891044617,0.2430085986852646,-0.030682729557156563,0.9690772891044617,0.24484236538410187,-0.018440203741192818,0.9690772891044617,0.24606741964817047,-0.006151832640171051,0.9690772891044617,0.24668070673942566,0.006151832640171051,0.9690772891044617,0.24668070673942566,0.018440203741192818,0.9690772891044617,0.24606741964817047,0.030682729557156563,0.9690772891044617,0.24484236538410187,0.042848970741033554,0.9690772891044617,0.2430085986852646,0.05490868538618088,0.9690772891044617,0.24057067930698395,0.06683188676834106,0.9690772891044617,0.23753465712070465,0.07858894020318985,0.9690772891044617,0.23390808701515198,0.09015060216188431,0.9690772891044617,0.2296999841928482,0.1014881357550621,0.9690772891044617,0.22492080926895142,0.11257335543632507,0.9690772891044617,0.2195824533700943,0.1233787015080452,0.9690772891044617,0.21369817852973938,0.13387730717658997,0.9690772891044617,0.20728261768817902,0.14404307305812836,0.9690772891044617,0.20035171508789062,0.153850719332695,0.9690772891044617,0.1929226964712143,0.16327588260173798,0.9690772891044617,0.1850140541791916,0.17229509353637695,0.9690772891044617,0.1766454428434372,0.18088597059249878,0.9690772891044617,0.16783764958381653,0.18902713060379028,0.9690772891044617,0.15861259400844574,0.19669833779335022,0.9690772891044617,0.14899320900440216,0.20388053357601166,0.9690772891044617,0.13900339603424072,0.21055583655834198,0.9690772891044617,0.12866799533367157,0.21670767664909363,0.9690772891044617,0.11801270395517349,0.22232073545455933,0.9690772891044617,0.10706402361392975,0.22738106548786163,0.9690772891044617,0.09584915637969971,0.23187610507011414,0.9690772891044617,0.08439599722623825,0.23579466342926025,0.9690772891044617,0.07273302227258682,0.2391269952058792,0.9690772891044617,0.060889214277267456,0.24186481535434723,0.9690772891044617,0.04889402538537979,0.24400131404399872,0.9690772891044617,0.036777280271053314,0.24553120136260986,0.9690772891044617,0.024569103494286537,0.24645066261291504,0.9690772891044617,0.012299841269850731,0.2467574030160904,0.9690772891044617,6.043813012719928e-17,0.19814614951610565,0.9801725149154663,0.0,0.19789983332157135,0.9801725149154663,-0.009876769967377186,0.1971615105867386,0.9801725149154663,-0.01972898468375206,0.1959330141544342,0.9801725149154663,-0.02953214943408966,0.19421739876270294,0.9801725149154663,-0.039261892437934875,0.19201892614364624,0.9801725149154663,-0.04889402538537979,0.18934306502342224,0.9801725149154663,-0.058404602110385895,0.1861964613199234,0.9801725149154663,-0.06776997447013855,0.18258695304393768,0.9801725149154663,-0.07696685940027237,0.17852351069450378,0.9801725149154663,-0.0859723910689354,0.17401622235774994,0.9801725149154663,-0.09476418048143387,0.16907629370689392,0.9801725149154663,-0.10332037508487701,0.16371603310108185,0.9801725149154663,-0.11161969602108002,0.15794873237609863,0.9801725149154663,-0.11964151263237,0.15178875625133514,0.9801725149154663,-0.12736588716506958,0.14525140821933746,0.9801725149154663,-0.1347736120223999,0.13835293054580688,0.9801725149154663,-0.14184625446796417,0.13111048936843872,0.9801725149154663,-0.14856626093387604,0.12354210019111633,0.9801725149154663,-0.1549168974161148,0.11566656082868576,0.9801725149154663,-0.1608823835849762,0.10750345140695572,0.9801725149154663,-0.16644789278507233,0.09907307475805283,0.9801725149154663,-0.1715995967388153,0.09039638191461563,0.9801725149154663,-0.17632466554641724,0.08149494975805283,0.9801725149154663,-0.18061137199401855,0.07239091396331787,0.9801725149154663,-0.18444904685020447,0.06310690194368362,0.9801725149154663,-0.1878281533718109,0.053665995597839355,0.9801725149154663,-0.19074028730392456,0.044091664254665375,0.9801725149154663,-0.1931782066822052,0.03440771624445915,0.9801725149154663,-0.19513586163520813,0.024638226255774498,0.9801725149154663,-0.19660836458206177,0.014807479456067085,0.9801725149154663,-0.19759207963943481,0.0049399202689528465,0.9801725149154663,-0.19808456301689148,-0.0049399202689528465,0.9801725149154663,-0.19808456301689148,-0.014807479456067085,0.9801725149154663,-0.19759207963943481,-0.024638226255774498,0.9801725149154663,-0.19660836458206177,-0.03440771624445915,0.9801725149154663,-0.19513586163520813,-0.044091664254665375,0.9801725149154663,-0.1931782066822052,-0.053665995597839355,0.9801725149154663,-0.19074028730392456,-0.06310690194368362,0.9801725149154663,-0.1878281533718109,-0.07239091396331787,0.9801725149154663,-0.18444904685020447,-0.08149494975805283,0.9801725149154663,-0.18061137199401855,-0.09039638191461563,0.9801725149154663,-0.17632466554641724,-0.09907307475805283,0.9801725149154663,-0.1715995967388153,-0.10750345140695572,0.9801725149154663,-0.16644789278507233,-0.11566656082868576,0.9801725149154663,-0.1608823835849762,-0.12354210019111633,0.9801725149154663,-0.1549168974161148,-0.13111048936843872,0.9801725149154663,-0.14856626093387604,-0.13835293054580688,0.9801725149154663,-0.14184625446796417,-0.14525140821933746,0.9801725149154663,-0.1347736120223999,-0.15178875625133514,0.9801725149154663,-0.12736588716506958,-0.15794873237609863,0.9801725149154663,-0.11964151263237,-0.16371603310108185,0.9801725149154663,-0.11161969602108002,-0.16907629370689392,0.9801725149154663,-0.10332037508487701,-0.17401622235774994,0.9801725149154663,-0.09476418048143387,-0.17852351069450378,0.9801725149154663,-0.0859723910689354,-0.18258695304393768,0.9801725149154663,-0.07696685940027237,-0.1861964613199234,0.9801725149154663,-0.06776997447013855,-0.18934306502342224,0.9801725149154663,-0.058404602110385895,-0.19201892614364624,0.9801725149154663,-0.04889402538537979,-0.19421739876270294,0.9801725149154663,-0.039261892437934875,-0.1959330141544342,0.9801725149154663,-0.02953214943408966,-0.1971615105867386,0.9801725149154663,-0.01972898468375206,-0.19789983332157135,0.9801725149154663,-0.009876769967377186,-0.19814614951610565,0.9801725149154663,-2.4265904097698378e-17,-0.19789983332157135,0.9801725149154663,0.009876769967377186,-0.1971615105867386,0.9801725149154663,0.01972898468375206,-0.1959330141544342,0.9801725149154663,0.02953214943408966,-0.19421739876270294,0.9801725149154663,0.039261892437934875,-0.19201892614364624,0.9801725149154663,0.04889402538537979,-0.18934306502342224,0.9801725149154663,0.058404602110385895,-0.1861964613199234,0.9801725149154663,0.06776997447013855,-0.18258695304393768,0.9801725149154663,0.07696685940027237,-0.17852351069450378,0.9801725149154663,0.0859723910689354,-0.17401622235774994,0.9801725149154663,0.09476418048143387,-0.16907629370689392,0.9801725149154663,0.10332037508487701,-0.16371603310108185,0.9801725149154663,0.11161969602108002,-0.15794873237609863,0.9801725149154663,0.11964151263237,-0.15178875625133514,0.9801725149154663,0.12736588716506958,-0.14525140821933746,0.9801725149154663,0.1347736120223999,-0.13835293054580688,0.9801725149154663,0.14184625446796417,-0.13111048936843872,0.9801725149154663,0.14856626093387604,-0.12354210019111633,0.9801725149154663,0.1549168974161148,-0.11566656082868576,0.9801725149154663,0.1608823835849762,-0.10750345140695572,0.9801725149154663,0.16644789278507233,-0.09907307475805283,0.9801725149154663,0.1715995967388153,-0.09039638191461563,0.9801725149154663,0.17632466554641724,-0.08149494975805283,0.9801725149154663,0.18061137199401855,-0.07239091396331787,0.9801725149154663,0.18444904685020447,-0.06310690194368362,0.9801725149154663,0.1878281533718109,-0.053665995597839355,0.9801725149154663,0.19074028730392456,-0.044091664254665375,0.9801725149154663,0.1931782066822052,-0.03440771624445915,0.9801725149154663,0.19513586163520813,-0.024638226255774498,0.9801725149154663,0.19660836458206177,-0.014807479456067085,0.9801725149154663,0.19759207963943481,-0.0049399202689528465,0.9801725149154663,0.19808456301689148,0.0049399202689528465,0.9801725149154663,0.19808456301689148,0.014807479456067085,0.9801725149154663,0.19759207963943481,0.024638226255774498,0.9801725149154663,0.19660836458206177,0.03440771624445915,0.9801725149154663,0.19513586163520813,0.044091664254665375,0.9801725149154663,0.1931782066822052,0.053665995597839355,0.9801725149154663,0.19074028730392456,0.06310690194368362,0.9801725149154663,0.1878281533718109,0.07239091396331787,0.9801725149154663,0.18444904685020447,0.08149494975805283,0.9801725149154663,0.18061137199401855,0.09039638191461563,0.9801725149154663,0.17632466554641724,0.09907307475805283,0.9801725149154663,0.1715995967388153,0.10750345140695572,0.9801725149154663,0.16644789278507233,0.11566656082868576,0.9801725149154663,0.1608823835849762,0.12354210019111633,0.9801725149154663,0.1549168974161148,0.13111048936843872,0.9801725149154663,0.14856626093387604,0.13835293054580688,0.9801725149154663,0.14184625446796417,0.14525140821933746,0.9801725149154663,0.1347736120223999,0.15178875625133514,0.9801725149154663,0.12736588716506958,0.15794873237609863,0.9801725149154663,0.11964151263237,0.16371603310108185,0.9801725149154663,0.11161969602108002,0.16907629370689392,0.9801725149154663,0.10332037508487701,0.17401622235774994,0.9801725149154663,0.09476418048143387,0.17852351069450378,0.9801725149154663,0.0859723910689354,0.18258695304393768,0.9801725149154663,0.07696685940027237,0.1861964613199234,0.9801725149154663,0.06776997447013855,0.18934306502342224,0.9801725149154663,0.058404602110385895,0.19201892614364624,0.9801725149154663,0.04889402538537979,0.19421739876270294,0.9801725149154663,0.039261892437934875,0.1959330141544342,0.9801725149154663,0.02953214943408966,0.1971615105867386,0.9801725149154663,0.01972898468375206,0.19789983332157135,0.9801725149154663,0.009876769967377186,0.19814614951610565,0.9801725149154663,4.8531808195396756e-17,0.1490422636270523,0.9888308048248291,0.0,0.1488569974899292,0.9888308048248291,-0.007429143879562616,0.1483016461133957,0.9888308048248291,-0.014839817769825459,0.14737758040428162,0.9888308048248291,-0.02221359685063362,0.14608712494373322,0.9888308048248291,-0.02953214943408966,0.14443346858024597,0.9888308048248291,-0.036777280271053314,0.14242073893547058,0.9888308048248291,-0.04393097758293152,0.1400539129972458,0.9888308048248291,-0.050975456833839417,0.13733890652656555,0.9888308048248291,-0.05789320170879364,0.1342824399471283,0.9888308048248291,-0.06466701626777649,0.13089212775230408,0.9888308048248291,-0.07128005474805832,0.1271764039993286,0.9888308048248291,-0.07771588116884232,0.12314449995756149,0.9888308048248291,-0.08395849913358688,0.11880643665790558,0.9888308048248291,-0.08999237418174744,0.11417300254106522,0.9888308048248291,-0.09580252319574356,0.10925570875406265,0.9888308048248291,-0.10137448459863663,0.10406679660081863,0.9888308048248291,-0.10669441521167755,0.09861915558576584,0.9888308048248291,-0.1117490902543068,0.09292633086442947,0.9888308048248291,-0.11652593314647675,0.0870024785399437,0.9888308048248291,-0.1210130825638771,0.08086232095956802,0.9888308048248291,-0.1251993626356125,0.07452113181352615,0.9888308048248291,-0.12907439470291138,0.06799466907978058,0.9888308048248291,-0.13262851536273956,0.0612991601228714,0.9888308048248291,-0.1358529031276703,0.05445125326514244,0.9888308048248291,-0.13873952627182007,0.047467973083257675,0.9888308048248291,-0.14128124713897705,0.040366675704717636,0.9888308048248291,-0.14347170293331146,0.03316502273082733,0.9888308048248291,-0.14530546963214874,0.02588091790676117,0.9888308048248291,-0.14677797257900238,0.018532468006014824,0.9888308048248291,-0.14788557589054108,0.011137942783534527,0.9888308048248291,-0.14862550795078278,0.0037157267797738314,0.9888308048248291,-0.14899593591690063,-0.0037157267797738314,0.9888308048248291,-0.14899593591690063,-0.011137942783534527,0.9888308048248291,-0.14862550795078278,-0.018532468006014824,0.9888308048248291,-0.14788557589054108,-0.02588091790676117,0.9888308048248291,-0.14677797257900238,-0.03316502273082733,0.9888308048248291,-0.14530546963214874,-0.040366675704717636,0.9888308048248291,-0.14347170293331146,-0.047467973083257675,0.9888308048248291,-0.14128124713897705,-0.05445125326514244,0.9888308048248291,-0.13873952627182007,-0.0612991601228714,0.9888308048248291,-0.1358529031276703,-0.06799466907978058,0.9888308048248291,-0.13262851536273956,-0.07452113181352615,0.9888308048248291,-0.12907439470291138,-0.08086232095956802,0.9888308048248291,-0.1251993626356125,-0.0870024785399437,0.9888308048248291,-0.1210130825638771,-0.09292633086442947,0.9888308048248291,-0.11652593314647675,-0.09861915558576584,0.9888308048248291,-0.1117490902543068,-0.10406679660081863,0.9888308048248291,-0.10669441521167755,-0.10925570875406265,0.9888308048248291,-0.10137448459863663,-0.11417300254106522,0.9888308048248291,-0.09580252319574356,-0.11880643665790558,0.9888308048248291,-0.08999237418174744,-0.12314449995756149,0.9888308048248291,-0.08395849913358688,-0.1271764039993286,0.9888308048248291,-0.07771588116884232,-0.13089212775230408,0.9888308048248291,-0.07128005474805832,-0.1342824399471283,0.9888308048248291,-0.06466701626777649,-0.13733890652656555,0.9888308048248291,-0.05789320170879364,-0.1400539129972458,0.9888308048248291,-0.050975456833839417,-0.14242073893547058,0.9888308048248291,-0.04393097758293152,-0.14443346858024597,0.9888308048248291,-0.036777280271053314,-0.14608712494373322,0.9888308048248291,-0.02953214943408966,-0.14737758040428162,0.9888308048248291,-0.02221359685063362,-0.1483016461133957,0.9888308048248291,-0.014839817769825459,-0.1488569974899292,0.9888308048248291,-0.007429143879562616,-0.1490422636270523,0.9888308048248291,-1.8252413541001174e-17,-0.1488569974899292,0.9888308048248291,0.007429143879562616,-0.1483016461133957,0.9888308048248291,0.014839817769825459,-0.14737758040428162,0.9888308048248291,0.02221359685063362,-0.14608712494373322,0.9888308048248291,0.02953214943408966,-0.14443346858024597,0.9888308048248291,0.036777280271053314,-0.14242073893547058,0.9888308048248291,0.04393097758293152,-0.1400539129972458,0.9888308048248291,0.050975456833839417,-0.13733890652656555,0.9888308048248291,0.05789320170879364,-0.1342824399471283,0.9888308048248291,0.06466701626777649,-0.13089212775230408,0.9888308048248291,0.07128005474805832,-0.1271764039993286,0.9888308048248291,0.07771588116884232,-0.12314449995756149,0.9888308048248291,0.08395849913358688,-0.11880643665790558,0.9888308048248291,0.08999237418174744,-0.11417300254106522,0.9888308048248291,0.09580252319574356,-0.10925570875406265,0.9888308048248291,0.10137448459863663,-0.10406679660081863,0.9888308048248291,0.10669441521167755,-0.09861915558576584,0.9888308048248291,0.1117490902543068,-0.09292633086442947,0.9888308048248291,0.11652593314647675,-0.0870024785399437,0.9888308048248291,0.1210130825638771,-0.08086232095956802,0.9888308048248291,0.1251993626356125,-0.07452113181352615,0.9888308048248291,0.12907439470291138,-0.06799466907978058,0.9888308048248291,0.13262851536273956,-0.0612991601228714,0.9888308048248291,0.1358529031276703,-0.05445125326514244,0.9888308048248291,0.13873952627182007,-0.047467973083257675,0.9888308048248291,0.14128124713897705,-0.040366675704717636,0.9888308048248291,0.14347170293331146,-0.03316502273082733,0.9888308048248291,0.14530546963214874,-0.02588091790676117,0.9888308048248291,0.14677797257900238,-0.018532468006014824,0.9888308048248291,0.14788557589054108,-0.011137942783534527,0.9888308048248291,0.14862550795078278,-0.0037157267797738314,0.9888308048248291,0.14899593591690063,0.0037157267797738314,0.9888308048248291,0.14899593591690063,0.011137942783534527,0.9888308048248291,0.14862550795078278,0.018532468006014824,0.9888308048248291,0.14788557589054108,0.02588091790676117,0.9888308048248291,0.14677797257900238,0.03316502273082733,0.9888308048248291,0.14530546963214874,0.040366675704717636,0.9888308048248291,0.14347170293331146,0.047467973083257675,0.9888308048248291,0.14128124713897705,0.05445125326514244,0.9888308048248291,0.13873952627182007,0.0612991601228714,0.9888308048248291,0.1358529031276703,0.06799466907978058,0.9888308048248291,0.13262851536273956,0.07452113181352615,0.9888308048248291,0.12907439470291138,0.08086232095956802,0.9888308048248291,0.1251993626356125,0.0870024785399437,0.9888308048248291,0.1210130825638771,0.09292633086442947,0.9888308048248291,0.11652593314647675,0.09861915558576584,0.9888308048248291,0.1117490902543068,0.10406679660081863,0.9888308048248291,0.10669441521167755,0.10925570875406265,0.9888308048248291,0.10137448459863663,0.11417300254106522,0.9888308048248291,0.09580252319574356,0.11880643665790558,0.9888308048248291,0.08999237418174744,0.12314449995756149,0.9888308048248291,0.08395849913358688,0.1271764039993286,0.9888308048248291,0.07771588116884232,0.13089212775230408,0.9888308048248291,0.07128005474805832,0.1342824399471283,0.9888308048248291,0.06466701626777649,0.13733890652656555,0.9888308048248291,0.05789320170879364,0.1400539129972458,0.9888308048248291,0.050975456833839417,0.14242073893547058,0.9888308048248291,0.04393097758293152,0.14443346858024597,0.9888308048248291,0.036777280271053314,0.14608712494373322,0.9888308048248291,0.02953214943408966,0.14737758040428162,0.9888308048248291,0.02221359685063362,0.1483016461133957,0.9888308048248291,0.014839817769825459,0.1488569974899292,0.9888308048248291,0.007429143879562616,0.1490422636270523,0.9888308048248291,3.650482708200235e-17,0.09956784546375275,0.9950307607650757,0.0,0.09944407641887665,0.9950307607650757,-0.004963047336786985,0.09907307475805283,0.9950307607650757,-0.009913756512105465,0.0984557569026947,0.9950307607650757,-0.014839817769825459,0.09759366512298584,0.9950307607650757,-0.01972898468375206,0.09648893773555756,0.9950307607650757,-0.024569103494286537,0.09514432400465012,0.9950307607650757,-0.029348138719797134,0.09356316924095154,0.9950307607650757,-0.03405420854687691,0.0917493999004364,0.9950307607650757,-0.038675617426633835,0.08970753103494644,0.9950307607650757,-0.04320086911320686,0.08744262903928757,0.9950307607650757,-0.047618716955184937,0.08496033400297165,0.9950307607650757,-0.05191817879676819,0.08226681500673294,0.9950307607650757,-0.05608856678009033,0.07936877012252808,0.9950307607650757,-0.06011950597167015,0.07627339661121368,0.9950307607650757,-0.06400097906589508,0.07298839837312698,0.9950307607650757,-0.0677233338356018,0.0695219337940216,0.9950307607650757,-0.07127732038497925,0.06588263064622879,0.9950307607650757,-0.07465410232543945,0.0620795376598835,0.9950307607650757,-0.07784527540206909,0.05812210217118263,0.9950307607650757,-0.08084291964769363,0.05402016267180443,0.9950307607650757,-0.08363956958055496,0.04978392273187637,0.9950307607650757,-0.08622828125953674,0.04542391374707222,0.9950307607650757,-0.08860261738300323,0.040950972586870193,0.9950307607650757,-0.09075667709112167,0.0363762192428112,0.9950307607650757,-0.09268509596586227,0.03171103075146675,0.9950307607650757,-0.09438308328390121,0.0269670020788908,0.9950307607650757,-0.09584642201662064,0.02215592935681343,0.9950307607650757,-0.09707147628068924,0.017289774492383003,0.9950307607650757,-0.09805518388748169,0.012380635365843773,0.9950307607650757,-0.09879512339830399,0.007440714631229639,0.9950307607650757,-0.0992894321680069,0.0024822952691465616,0.9950307607650757,-0.09953689575195312,-0.0024822952691465616,0.9950307607650757,-0.09953689575195312,-0.007440714631229639,0.9950307607650757,-0.0992894321680069,-0.012380635365843773,0.9950307607650757,-0.09879512339830399,-0.017289774492383003,0.9950307607650757,-0.09805518388748169,-0.02215592935681343,0.9950307607650757,-0.09707147628068924,-0.0269670020788908,0.9950307607650757,-0.09584642201662064,-0.03171103075146675,0.9950307607650757,-0.09438308328390121,-0.0363762192428112,0.9950307607650757,-0.09268509596586227,-0.040950972586870193,0.9950307607650757,-0.09075667709112167,-0.04542391374707222,0.9950307607650757,-0.08860261738300323,-0.04978392273187637,0.9950307607650757,-0.08622828125953674,-0.05402016267180443,0.9950307607650757,-0.08363956958055496,-0.05812210217118263,0.9950307607650757,-0.08084291964769363,-0.0620795376598835,0.9950307607650757,-0.07784527540206909,-0.06588263064622879,0.9950307607650757,-0.07465410232543945,-0.0695219337940216,0.9950307607650757,-0.07127732038497925,-0.07298839837312698,0.9950307607650757,-0.0677233338356018,-0.07627339661121368,0.9950307607650757,-0.06400097906589508,-0.07936877012252808,0.9950307607650757,-0.06011950597167015,-0.08226681500673294,0.9950307607650757,-0.05608856678009033,-0.08496033400297165,0.9950307607650757,-0.05191817879676819,-0.08744262903928757,0.9950307607650757,-0.047618716955184937,-0.08970753103494644,0.9950307607650757,-0.04320086911320686,-0.0917493999004364,0.9950307607650757,-0.038675617426633835,-0.09356316924095154,0.9950307607650757,-0.03405420854687691,-0.09514432400465012,0.9950307607650757,-0.029348138719797134,-0.09648893773555756,0.9950307607650757,-0.024569103494286537,-0.09759366512298584,0.9950307607650757,-0.01972898468375206,-0.0984557569026947,0.9950307607650757,-0.014839817769825459,-0.09907307475805283,0.9950307607650757,-0.009913756512105465,-0.09944407641887665,0.9950307607650757,-0.004963047336786985,-0.09956784546375275,0.9950307607650757,-1.2193544683079923e-17,-0.09944407641887665,0.9950307607650757,0.004963047336786985,-0.09907307475805283,0.9950307607650757,0.009913756512105465,-0.0984557569026947,0.9950307607650757,0.014839817769825459,-0.09759366512298584,0.9950307607650757,0.01972898468375206,-0.09648893773555756,0.9950307607650757,0.024569103494286537,-0.09514432400465012,0.9950307607650757,0.029348138719797134,-0.09356316924095154,0.9950307607650757,0.03405420854687691,-0.0917493999004364,0.9950307607650757,0.038675617426633835,-0.08970753103494644,0.9950307607650757,0.04320086911320686,-0.08744262903928757,0.9950307607650757,0.047618716955184937,-0.08496033400297165,0.9950307607650757,0.05191817879676819,-0.08226681500673294,0.9950307607650757,0.05608856678009033,-0.07936877012252808,0.9950307607650757,0.06011950597167015,-0.07627339661121368,0.9950307607650757,0.06400097906589508,-0.07298839837312698,0.9950307607650757,0.0677233338356018,-0.0695219337940216,0.9950307607650757,0.07127732038497925,-0.06588263064622879,0.9950307607650757,0.07465410232543945,-0.0620795376598835,0.9950307607650757,0.07784527540206909,-0.05812210217118263,0.9950307607650757,0.08084291964769363,-0.05402016267180443,0.9950307607650757,0.08363956958055496,-0.04978392273187637,0.9950307607650757,0.08622828125953674,-0.04542391374707222,0.9950307607650757,0.08860261738300323,-0.040950972586870193,0.9950307607650757,0.09075667709112167,-0.0363762192428112,0.9950307607650757,0.09268509596586227,-0.03171103075146675,0.9950307607650757,0.09438308328390121,-0.0269670020788908,0.9950307607650757,0.09584642201662064,-0.02215592935681343,0.9950307607650757,0.09707147628068924,-0.017289774492383003,0.9950307607650757,0.09805518388748169,-0.012380635365843773,0.9950307607650757,0.09879512339830399,-0.007440714631229639,0.9950307607650757,0.0992894321680069,-0.0024822952691465616,0.9950307607650757,0.09953689575195312,0.0024822952691465616,0.9950307607650757,0.09953689575195312,0.007440714631229639,0.9950307607650757,0.0992894321680069,0.012380635365843773,0.9950307607650757,0.09879512339830399,0.017289774492383003,0.9950307607650757,0.09805518388748169,0.02215592935681343,0.9950307607650757,0.09707147628068924,0.0269670020788908,0.9950307607650757,0.09584642201662064,0.03171103075146675,0.9950307607650757,0.09438308328390121,0.0363762192428112,0.9950307607650757,0.09268509596586227,0.040950972586870193,0.9950307607650757,0.09075667709112167,0.04542391374707222,0.9950307607650757,0.08860261738300323,0.04978392273187637,0.9950307607650757,0.08622828125953674,0.05402016267180443,0.9950307607650757,0.08363956958055496,0.05812210217118263,0.9950307607650757,0.08084291964769363,0.0620795376598835,0.9950307607650757,0.07784527540206909,0.06588263064622879,0.9950307607650757,0.07465410232543945,0.0695219337940216,0.9950307607650757,0.07127732038497925,0.07298839837312698,0.9950307607650757,0.0677233338356018,0.07627339661121368,0.9950307607650757,0.06400097906589508,0.07936877012252808,0.9950307607650757,0.06011950597167015,0.08226681500673294,0.9950307607650757,0.05608856678009033,0.08496033400297165,0.9950307607650757,0.05191817879676819,0.08744262903928757,0.9950307607650757,0.047618716955184937,0.08970753103494644,0.9950307607650757,0.04320086911320686,0.0917493999004364,0.9950307607650757,0.038675617426633835,0.09356316924095154,0.9950307607650757,0.03405420854687691,0.09514432400465012,0.9950307607650757,0.029348138719797134,0.09648893773555756,0.9950307607650757,0.024569103494286537,0.09759366512298584,0.9950307607650757,0.01972898468375206,0.0984557569026947,0.9950307607650757,0.014839817769825459,0.09907307475805283,0.9950307607650757,0.009913756512105465,0.09944407641887665,0.9950307607650757,0.004963047336786985,0.09956784546375275,0.9950307607650757,2.4387089366159847e-17,0.04984588548541069,0.9987569451332092,0.0,0.04978392273187637,0.9987569451332092,-0.002484612399712205,0.04959819093346596,0.9987569451332092,-0.004963047336786985,0.049289148300886154,0.9987569451332092,-0.007429143879562616,0.048857565969228745,0.9987569451332092,-0.009876769967377186,0.048304516822099686,0.9987569451332092,-0.012299841269850731,0.04763137176632881,0.9987569451332092,-0.014692332595586777,0.04683981090784073,0.9987569451332092,-0.017048297449946404,0.045931797474622726,0.9987569451332092,-0.01936187595129013,0.04490959271788597,0.9987569451332092,-0.02162731997668743,0.043775733560323715,0.9987569451332092,-0.023838993161916733,0.042533040046691895,0.9987569451332092,-0.025991398841142654,0.04118460416793823,0.9987569451332092,-0.028079187497496605,0.039733774960041046,0.9987569451332092,-0.03009716607630253,0.038184162229299545,0.9987569451332092,-0.0320403166115284,0.03653961792588234,0.9987569451332092,-0.0339038111269474,0.03480423241853714,0.9987569451332092,-0.03568301722407341,0.03298231586813927,0.9987569451332092,-0.037373509258031845,0.03107840195298195,0.9987569451332092,-0.038971081376075745,0.029097219929099083,0.9987569451332092,-0.040471769869327545,0.027043698355555534,0.9987569451332092,-0.04187183454632759,0.024922942742705345,0.9987569451332092,-0.043167803436517715,0.02274022437632084,0.9987569451332092,-0.04435644671320915,0.020500969141721725,0.9987569451332092,-0.04543481767177582,0.018210746347904205,0.9987569451332092,-0.04640022665262222,0.01587524823844433,0.9987569451332092,-0.047250278294086456,0.013500283472239971,0.9987569451332092,-0.04798285663127899,0.011091752909123898,0.9987569451332092,-0.04859614372253418,0.008655646815896034,0.9987569451332092,-0.04908861592411995,0.006198022048920393,0.9987569451332092,-0.04945904389023781,0.003724987618625164,0.9987569451332092,-0.049706507474184036,0.0012426924658939242,0.9987569451332092,-0.04983039200305939,-0.0012426924658939242,0.9987569451332092,-0.04983039200305939,-0.003724987618625164,0.9987569451332092,-0.049706507474184036,-0.006198022048920393,0.9987569451332092,-0.04945904389023781,-0.008655646815896034,0.9987569451332092,-0.04908861592411995,-0.011091752909123898,0.9987569451332092,-0.04859614372253418,-0.013500283472239971,0.9987569451332092,-0.04798285663127899,-0.01587524823844433,0.9987569451332092,-0.047250278294086456,-0.018210746347904205,0.9987569451332092,-0.04640022665262222,-0.020500969141721725,0.9987569451332092,-0.04543481767177582,-0.02274022437632084,0.9987569451332092,-0.04435644671320915,-0.024922942742705345,0.9987569451332092,-0.043167803436517715,-0.027043698355555534,0.9987569451332092,-0.04187183454632759,-0.029097219929099083,0.9987569451332092,-0.040471769869327545,-0.03107840195298195,0.9987569451332092,-0.038971081376075745,-0.03298231586813927,0.9987569451332092,-0.037373509258031845,-0.03480423241853714,0.9987569451332092,-0.03568301722407341,-0.03653961792588234,0.9987569451332092,-0.0339038111269474,-0.038184162229299545,0.9987569451332092,-0.0320403166115284,-0.039733774960041046,0.9987569451332092,-0.03009716607630253,-0.04118460416793823,0.9987569451332092,-0.028079187497496605,-0.042533040046691895,0.9987569451332092,-0.025991398841142654,-0.043775733560323715,0.9987569451332092,-0.023838993161916733,-0.04490959271788597,0.9987569451332092,-0.02162731997668743,-0.045931797474622726,0.9987569451332092,-0.01936187595129013,-0.04683981090784073,0.9987569451332092,-0.017048297449946404,-0.04763137176632881,0.9987569451332092,-0.014692332595586777,-0.048304516822099686,0.9987569451332092,-0.012299841269850731,-0.048857565969228745,0.9987569451332092,-0.009876769967377186,-0.049289148300886154,0.9987569451332092,-0.007429143879562616,-0.04959819093346596,0.9987569451332092,-0.004963047336786985,-0.04978392273187637,0.9987569451332092,-0.002484612399712205,-0.04984588548541069,0.9987569451332092,-6.104360482889217e-18,-0.04978392273187637,0.9987569451332092,0.002484612399712205,-0.04959819093346596,0.9987569451332092,0.004963047336786985,-0.049289148300886154,0.9987569451332092,0.007429143879562616,-0.048857565969228745,0.9987569451332092,0.009876769967377186,-0.048304516822099686,0.9987569451332092,0.012299841269850731,-0.04763137176632881,0.9987569451332092,0.014692332595586777,-0.04683981090784073,0.9987569451332092,0.017048297449946404,-0.045931797474622726,0.9987569451332092,0.01936187595129013,-0.04490959271788597,0.9987569451332092,0.02162731997668743,-0.043775733560323715,0.9987569451332092,0.023838993161916733,-0.042533040046691895,0.9987569451332092,0.025991398841142654,-0.04118460416793823,0.9987569451332092,0.028079187497496605,-0.039733774960041046,0.9987569451332092,0.03009716607630253,-0.038184162229299545,0.9987569451332092,0.0320403166115284,-0.03653961792588234,0.9987569451332092,0.0339038111269474,-0.03480423241853714,0.9987569451332092,0.03568301722407341,-0.03298231586813927,0.9987569451332092,0.037373509258031845,-0.03107840195298195,0.9987569451332092,0.038971081376075745,-0.029097219929099083,0.9987569451332092,0.040471769869327545,-0.027043698355555534,0.9987569451332092,0.04187183454632759,-0.024922942742705345,0.9987569451332092,0.043167803436517715,-0.02274022437632084,0.9987569451332092,0.04435644671320915,-0.020500969141721725,0.9987569451332092,0.04543481767177582,-0.018210746347904205,0.9987569451332092,0.04640022665262222,-0.01587524823844433,0.9987569451332092,0.047250278294086456,-0.013500283472239971,0.9987569451332092,0.04798285663127899,-0.011091752909123898,0.9987569451332092,0.04859614372253418,-0.008655646815896034,0.9987569451332092,0.04908861592411995,-0.006198022048920393,0.9987569451332092,0.04945904389023781,-0.003724987618625164,0.9987569451332092,0.049706507474184036,-0.0012426924658939242,0.9987569451332092,0.04983039200305939,0.0012426924658939242,0.9987569451332092,0.04983039200305939,0.003724987618625164,0.9987569451332092,0.049706507474184036,0.006198022048920393,0.9987569451332092,0.04945904389023781,0.008655646815896034,0.9987569451332092,0.04908861592411995,0.011091752909123898,0.9987569451332092,0.04859614372253418,0.013500283472239971,0.9987569451332092,0.04798285663127899,0.01587524823844433,0.9987569451332092,0.047250278294086456,0.018210746347904205,0.9987569451332092,0.04640022665262222,0.020500969141721725,0.9987569451332092,0.04543481767177582,0.02274022437632084,0.9987569451332092,0.04435644671320915,0.024922942742705345,0.9987569451332092,0.043167803436517715,0.027043698355555534,0.9987569451332092,0.04187183454632759,0.029097219929099083,0.9987569451332092,0.040471769869327545,0.03107840195298195,0.9987569451332092,0.038971081376075745,0.03298231586813927,0.9987569451332092,0.037373509258031845,0.03480423241853714,0.9987569451332092,0.03568301722407341,0.03653961792588234,0.9987569451332092,0.0339038111269474,0.038184162229299545,0.9987569451332092,0.0320403166115284,0.039733774960041046,0.9987569451332092,0.03009716607630253,0.04118460416793823,0.9987569451332092,0.028079187497496605,0.042533040046691895,0.9987569451332092,0.025991398841142654,0.043775733560323715,0.9987569451332092,0.023838993161916733,0.04490959271788597,0.9987569451332092,0.02162731997668743,0.045931797474622726,0.9987569451332092,0.01936187595129013,0.04683981090784073,0.9987569451332092,0.017048297449946404,0.04763137176632881,0.9987569451332092,0.014692332595586777,0.048304516822099686,0.9987569451332092,0.012299841269850731,0.048857565969228745,0.9987569451332092,0.009876769967377186,0.049289148300886154,0.9987569451332092,0.007429143879562616,0.04959819093346596,0.9987569451332092,0.004963047336786985,0.04978392273187637,0.9987569451332092,0.002484612399712205,0.04984588548541069,0.9987569451332092,1.2208720965778434e-17,6.123234262925839e-17,1.0,0.0,6.115622216056881e-17,1.0,-3.0521802414446084e-18,6.092806589529199e-17,1.0,-6.096772341539962e-18,6.054842308135465e-17,1.0,-9.126206770500587e-18,6.001825324826736e-17,1.0,-1.2132952048849189e-17,5.933886665012041e-17,1.0,-1.510953253179982e-17,5.85119573528083e-17,1.0,-1.804854826159258e-17,5.753957676425016e-17,1.0,-2.0942694406238013e-17,5.642414686927956e-17,1.0,-2.378477118568446e-17,5.5168430451142406e-17,1.0,-2.656771613186194e-17,5.3775560869999064e-17,1.0,-2.9284609051765835e-17,5.224899574081e-17,1.0,-3.192869849723649e-17,5.059253347694806e-17,1.0,-3.449340507368165e-17,4.881029012914131e-17,1.0,-3.697235618166222e-17,4.6906692768028125e-17,1.0,-3.9359390979975894e-17,4.4886482792879666e-17,1.0,-4.1648567003102095e-17,4.2754672918208004e-17,1.0,-4.383420317459381e-17,4.0516573643545727e-17,1.0,-4.5910856646020435e-17,3.817774031388674e-17,1.0,-4.7873372427804546e-17,3.574398966329852e-17,1.0,-4.9716863536887175e-17,3.322137665386496e-17,1.0,-5.143675401011968e-17,3.0616171314629196e-17,1.0,-5.302876236065149e-17,2.7934845506703856e-17,1.0,-5.4488934665154596e-17,2.5184071268909788e-17,1.0,-5.581363463765622e-17,2.2370686076190357e-17,1.0,-5.699958002548575e-17,1.9501682913444085e-17,1.0,-5.804380621332779e-17,1.658419538627363e-17,1.0,-5.894373239767118e-17,1.3625477868651082e-17,1.0,-5.969711526469467e-17,1.0632883996222037e-17,1.0,-6.030208207749146e-17,7.613855912957635e-18,1.0,-6.075713067606913e-17,4.57589862855557e-18,1.0,-6.106112285990482e-17,1.52656461220118e-18,1.0,-6.121331085772477e-17,-1.52656461220118e-18,1.0,-6.121331085772477e-17,-4.57589862855557e-18,1.0,-6.106112285990482e-17,-7.613855912957635e-18,1.0,-6.075713067606913e-17,-1.0632883996222037e-17,1.0,-6.030208207749146e-17,-1.3625477868651082e-17,1.0,-5.969711526469467e-17,-1.658419538627363e-17,1.0,-5.894373239767118e-17,-1.9501682913444085e-17,1.0,-5.804380621332779e-17,-2.2370686076190357e-17,1.0,-5.699958002548575e-17,-2.5184071268909788e-17,1.0,-5.581363463765622e-17,-2.7934845506703856e-17,1.0,-5.4488934665154596e-17,-3.0616171314629196e-17,1.0,-5.302876236065149e-17,-3.322137665386496e-17,1.0,-5.143675401011968e-17,-3.574398966329852e-17,1.0,-4.9716863536887175e-17,-3.817774031388674e-17,1.0,-4.7873372427804546e-17,-4.0516573643545727e-17,1.0,-4.5910856646020435e-17,-4.2754672918208004e-17,1.0,-4.383420317459381e-17,-4.4886482792879666e-17,1.0,-4.1648567003102095e-17,-4.6906692768028125e-17,1.0,-3.9359390979975894e-17,-4.881029012914131e-17,1.0,-3.697235618166222e-17,-5.059253347694806e-17,1.0,-3.449340507368165e-17,-5.224899574081e-17,1.0,-3.192869849723649e-17,-5.3775560869999064e-17,1.0,-2.9284609051765835e-17,-5.5168430451142406e-17,1.0,-2.656771613186194e-17,-5.642414686927956e-17,1.0,-2.378477118568446e-17,-5.753957676425016e-17,1.0,-2.0942694406238013e-17,-5.85119573528083e-17,1.0,-1.804854826159258e-17,-5.933886665012041e-17,1.0,-1.510953253179982e-17,-6.001825324826736e-17,1.0,-1.2132952048849189e-17,-6.054842308135465e-17,1.0,-9.126206770500587e-18,-6.092806589529199e-17,1.0,-6.096772341539962e-18,-6.115622216056881e-17,1.0,-3.0521802414446084e-18,-6.123234262925839e-17,1.0,-7.498798786105971e-33,-6.115622216056881e-17,1.0,3.0521802414446084e-18,-6.092806589529199e-17,1.0,6.096772341539962e-18,-6.054842308135465e-17,1.0,9.126206770500587e-18,-6.001825324826736e-17,1.0,1.2132952048849189e-17,-5.933886665012041e-17,1.0,1.510953253179982e-17,-5.85119573528083e-17,1.0,1.804854826159258e-17,-5.753957676425016e-17,1.0,2.0942694406238013e-17,-5.642414686927956e-17,1.0,2.378477118568446e-17,-5.5168430451142406e-17,1.0,2.656771613186194e-17,-5.3775560869999064e-17,1.0,2.9284609051765835e-17,-5.224899574081e-17,1.0,3.192869849723649e-17,-5.059253347694806e-17,1.0,3.449340507368165e-17,-4.881029012914131e-17,1.0,3.697235618166222e-17,-4.6906692768028125e-17,1.0,3.9359390979975894e-17,-4.4886482792879666e-17,1.0,4.1648567003102095e-17,-4.2754672918208004e-17,1.0,4.383420317459381e-17,-4.0516573643545727e-17,1.0,4.5910856646020435e-17,-3.817774031388674e-17,1.0,4.7873372427804546e-17,-3.574398966329852e-17,1.0,4.9716863536887175e-17,-3.322137665386496e-17,1.0,5.143675401011968e-17,-3.0616171314629196e-17,1.0,5.302876236065149e-17,-2.7934845506703856e-17,1.0,5.4488934665154596e-17,-2.5184071268909788e-17,1.0,5.581363463765622e-17,-2.2370686076190357e-17,1.0,5.699958002548575e-17,-1.9501682913444085e-17,1.0,5.804380621332779e-17,-1.658419538627363e-17,1.0,5.894373239767118e-17,-1.3625477868651082e-17,1.0,5.969711526469467e-17,-1.0632883996222037e-17,1.0,6.030208207749146e-17,-7.613855912957635e-18,1.0,6.075713067606913e-17,-4.57589862855557e-18,1.0,6.106112285990482e-17,-1.52656461220118e-18,1.0,6.121331085772477e-17,1.52656461220118e-18,1.0,6.121331085772477e-17,4.57589862855557e-18,1.0,6.106112285990482e-17,7.613855912957635e-18,1.0,6.075713067606913e-17,1.0632883996222037e-17,1.0,6.030208207749146e-17,1.3625477868651082e-17,1.0,5.969711526469467e-17,1.658419538627363e-17,1.0,5.894373239767118e-17,1.9501682913444085e-17,1.0,5.804380621332779e-17,2.2370686076190357e-17,1.0,5.699958002548575e-17,2.5184071268909788e-17,1.0,5.581363463765622e-17,2.7934845506703856e-17,1.0,5.4488934665154596e-17,3.0616171314629196e-17,1.0,5.302876236065149e-17,3.322137665386496e-17,1.0,5.143675401011968e-17,3.574398966329852e-17,1.0,4.9716863536887175e-17,3.817774031388674e-17,1.0,4.7873372427804546e-17,4.0516573643545727e-17,1.0,4.5910856646020435e-17,4.2754672918208004e-17,1.0,4.383420317459381e-17,4.4886482792879666e-17,1.0,4.1648567003102095e-17,4.6906692768028125e-17,1.0,3.9359390979975894e-17,4.881029012914131e-17,1.0,3.697235618166222e-17,5.059253347694806e-17,1.0,3.449340507368165e-17,5.224899574081e-17,1.0,3.192869849723649e-17,5.3775560869999064e-17,1.0,2.9284609051765835e-17,5.5168430451142406e-17,1.0,2.656771613186194e-17,5.642414686927956e-17,1.0,2.378477118568446e-17,5.753957676425016e-17,1.0,2.0942694406238013e-17,5.85119573528083e-17,1.0,1.804854826159258e-17,5.933886665012041e-17,1.0,1.510953253179982e-17,6.001825324826736e-17,1.0,1.2132952048849189e-17,6.054842308135465e-17,1.0,9.126206770500587e-18,6.092806589529199e-17,1.0,6.096772341539962e-18,6.115622216056881e-17,1.0,3.0521802414446084e-18,6.123234262925839e-17,1.0,1.4997597572211942e-32],"outlineEdgeIds":[],"outlinePositions":[],"positions":[0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0,-1.0,0.0,0.0498458856606972,-0.9987569212189223,0.0,0.049783923297908365,-0.9987569212189223,-0.002484612317299297,0.04959819025773868,-0.9987569212189223,-0.004963047496896916,0.04928914830179049,-0.9987569212189223,-0.0074291437584287886,0.04885756575705963,-0.9987569212189223,-0.009876769998025305,0.04830451560575335,-0.9987569212189223,-0.012299841031201563,0.047631372817687576,-0.9987569212189223,-0.01469233272158479,0.046839810931895286,-0.9987569212189223,-0.01704829695786655,0.045931797895944725,-0.9987569212189223,-0.019361876441744644,0.04490959117331178,-0.9987569212189223,-0.021627319250089573,0.04377573213097001,-0.9987569212189223,-0.02383899313513175,0.04253303972115194,-0.9987569212189223,-0.025991399527116845,0.041184603472989675,-0.9987569212189223,-0.02807918720461661,0.03973377581145868,-0.9987569212189223,-0.03009716559850844,0.038184163722721036,-0.9987569212189223,-0.032040317696548096,0.03653961978658958,-0.9987569212189223,-0.03390381251645262,0.03480423259840742,-0.9987569212189223,-0.03568301711648348,0.03298231660415571,-0.9987569212189223,-0.03737350811366968,0.031078401374061187,-0.9987569212189223,-0.0389710826810348,0.02909722034137084,-0.9987569212189223,-0.04047176899648709,0.027043699034291095,-0.9987569212189223,-0.041871836117394964,0.024922942830348592,-0.9987569212189223,-0.04316780325629825,0.022740224263617274,-0.9987569212189223,-0.04435644843469426,0.020500969916367847,-0.9987569212189223,-0.045434816493384,0.018210746927729313,-0.9987569212189223,-0.046400226439463586,0.01587524915290392,-0.9987569212189223,-0.047250278111694986,0.013500283007345938,-0.9987569212189223,-0.04798285814768504,0.011091753031098002,-0.9987569212189223,-0.048596145238037416,0.008655647209174246,-0.9987569212189223,-0.04908861465441465,0.006198022084486054,-0.9987569212189223,-0.04945904204025308,0.0037249877003221114,-0.9987569212189223,-0.04970650645470618,0.0012426924098180767,-0.9987569212189223,-0.0498303926622486,-0.0012426924098180706,-0.9987569212189223,-0.0498303926622486,-0.003724987700322105,-0.9987569212189223,-0.04970650645470618,-0.0061980220844860484,-0.9987569212189223,-0.04945904204025308,-0.008655647209174241,-0.9987569212189223,-0.04908861465441465,-0.011091753031097997,-0.9987569212189223,-0.048596145238037416,-0.01350028300734593,-0.9987569212189223,-0.04798285814768505,-0.015875249152903916,-0.9987569212189223,-0.047250278111694986,-0.018210746927729306,-0.9987569212189223,-0.04640022643946359,-0.020500969916367833,-0.9987569212189223,-0.04543481649338401,-0.02274022426361725,-0.9987569212189223,-0.044356448434694266,-0.02492294283034861,-0.9987569212189223,-0.04316780325629825,-0.027043699034291095,-0.9987569212189223,-0.04187183611739497,-0.029097220341370824,-0.9987569212189223,-0.0404717689964871,-0.03107840137406118,-0.9987569212189223,-0.0389710826810348,-0.032982316604155695,-0.9987569212189223,-0.03737350811366969,-0.03480423259840741,-0.9987569212189223,-0.03568301711648349,-0.03653961978658958,-0.9987569212189223,-0.03390381251645262,-0.03818416372272103,-0.9987569212189223,-0.0320403176965481,-0.03973377581145868,-0.9987569212189223,-0.03009716559850844,-0.041184603472989675,-0.9987569212189223,-0.028079187204616624,-0.04253303972115194,-0.9987569212189223,-0.025991399527116852,-0.04377573213097001,-0.9987569212189223,-0.023838993135131742,-0.04490959117331177,-0.9987569212189223,-0.02162731925008958,-0.04593179789594473,-0.9987569212189223,-0.019361876441744637,-0.04683981093189528,-0.9987569212189223,-0.017048296957866558,-0.047631372817687576,-0.9987569212189223,-0.014692332721584812,-0.04830451560575334,-0.9987569212189223,-0.012299841031201573,-0.04885756575705963,-0.9987569212189223,-0.009876769998025307,-0.04928914830179049,-0.9987569212189223,-0.007429143758428802,-0.04959819025773868,-0.9987569212189223,-0.004963047496896919,-0.049783923297908365,-0.9987569212189223,-0.002484612317299313,-0.0498458856606972,-0.9987569212189223,-6.104360432503777e-18,-0.049783923297908365,-0.9987569212189223,0.0024846123172993003,-0.04959819025773868,-0.9987569212189223,0.004963047496896907,-0.04928914830179049,-0.9987569212189223,0.00742914375842879,-0.048857565757059636,-0.9987569212189223,0.009876769998025295,-0.04830451560575335,-0.9987569212189223,0.012299841031201563,-0.04763137281768758,-0.9987569212189223,0.014692332721584779,-0.046839810931895286,-0.9987569212189223,0.017048296957866547,-0.045931797895944725,-0.9987569212189223,0.019361876441744648,-0.04490959117331178,-0.9987569212189223,0.02162731925008957,-0.04377573213097001,-0.9987569212189223,0.02383899313513173,-0.04253303972115194,-0.9987569212189223,0.02599139952711684,-0.041184603472989675,-0.9987569212189223,0.02807918720461661,-0.039733775811458684,-0.9987569212189223,0.03009716559850843,-0.038184163722721036,-0.9987569212189223,0.032040317696548096,-0.036539619786589594,-0.9987569212189223,0.033903812516452615,-0.034804232598407425,-0.9987569212189223,0.03568301711648347,-0.03298231660415572,-0.9987569212189223,0.037373508113669664,-0.031078401374061187,-0.9987569212189223,0.038971082681034795,-0.02909722034137087,-0.9987569212189223,0.04047176899648707,-0.027043699034291085,-0.9987569212189223,0.04187183611739497,-0.024922942830348578,-0.9987569212189223,0.04316780325629826,-0.02274022426361728,-0.9987569212189223,0.04435644843469425,-0.020500969916367844,-0.9987569212189223,0.045434816493384,-0.018210746927729348,-0.9987569212189223,0.04640022643946358,-0.015875249152903947,-0.9987569212189223,0.04725027811169497,-0.01350028300734591,-0.9987569212189223,0.047982858147685055,-0.011091753031098009,-0.9987569212189223,0.048596145238037416,-0.008655647209174243,-0.9987569212189223,0.04908861465441465,-0.006198022084486082,-0.9987569212189223,0.04945904204025307,-0.003724987700322128,-0.9987569212189223,0.04970650645470618,-0.0012426924098180828,-0.9987569212189223,0.0498303926622486,0.0012426924098180646,-0.9987569212189223,0.0498303926622486,0.0037249877003221097,-0.9987569212189223,0.04970650645470618,0.00619802208448602,-0.9987569212189223,0.04945904204025309,0.008655647209174224,-0.9987569212189223,0.04908861465441465,0.011091753031097992,-0.9987569212189223,0.048596145238037416,0.013500283007345935,-0.9987569212189223,0.04798285814768504,0.01587524915290393,-0.9987569212189223,0.04725027811169498,0.018210746927729293,-0.9987569212189223,0.0464002264394636,0.020500969916367826,-0.9987569212189223,0.04543481649338401,0.022740224263617263,-0.9987569212189223,0.044356448434694266,0.024922942830348606,-0.9987569212189223,0.04316780325629825,0.02704369903429111,-0.9987569212189223,0.04187183611739496,0.02909722034137082,-0.9987569212189223,0.0404717689964871,0.031078401374061176,-0.9987569212189223,0.0389710826810348,0.032982316604155675,-0.9987569212189223,0.037373508113669705,0.034804232598407425,-0.9987569212189223,0.03568301711648347,0.036539619786589594,-0.9987569212189223,0.033903812516452615,0.03818416372272102,-0.9987569212189223,0.03204031769654811,0.03973377581145867,-0.9987569212189223,0.030097165598508446,0.041184603472989655,-0.9987569212189223,0.028079187204616645,0.042533039721151945,-0.9987569212189223,0.02599139952711684,0.043775732130969996,-0.9987569212189223,0.023838993135131766,0.04490959117331177,-0.9987569212189223,0.021627319250089587,0.045931797895944725,-0.9987569212189223,0.019361876441744644,0.046839810931895265,-0.9987569212189223,0.017048296957866586,0.047631372817687576,-0.9987569212189223,0.014692332721584817,0.04830451560575334,-0.9987569212189223,0.012299841031201578,0.04885756575705963,-0.9987569212189223,0.009876769998025312,0.04928914830179049,-0.9987569212189223,0.007429143758428786,0.04959819025773867,-0.9987569212189223,0.004963047496896947,0.049783923297908365,-0.9987569212189223,0.0024846123172993185,0.0498458856606972,-0.9987569212189223,0.0,0.09956784659581666,-0.9950307753654014,0.0,0.0994440759184358,-0.9950307753654014,-0.0049630474968969124,0.09907307159969879,-0.9950307753654014,-0.00991375607572808,0.09845575601479824,-0.9950307753654014,-0.01483981749492221,0.09759366390754379,-0.9950307753654014,-0.01972898478963034,0.09648893857474715,-0.9950307753654014,-0.02456910271961008,0.09514432653764857,-0.9950307753654014,-0.029348137989068095,0.09356317071363225,-0.9950307753654014,-0.03405420916332941,0.091749402105207,-0.9950307753654014,-0.0386756162079561,0.08970753002691467,-0.9950307753654014,-0.04320086957687636,0.08744263089446366,-0.9950307753654014,-0.047618718777206394,0.08496033560395963,-0.9950307753654014,-0.05191818033974832,0.08226681553261056,-0.9950307753654014,-0.05608856512562525,0.07936876719571066,-0.9950307753654014,-0.06011950490116467,0.0762733955980482,-0.9950307753654014,-0.06400097811496101,0.07298839632112841,-0.9950307753654014,-0.06772333481303153,0.06952193639074525,-0.9950307753654014,-0.07127732063012225,0.06588263397246855,-0.9950307753654014,-0.07465409979751823,0.062079536945526516,-0.9950307753654014,-0.07784527711015672,0.05812210040835225,-0.9950307753654014,-0.08084291879842971,0.054020163171719406,-0.9950307753654014,-0.08363957225278529,0.04978392329790832,-0.9950307753654014,-0.08622828455208917,0.04542391274671642,-0.9950307753654014,-0.0886026197496822,0.04095097119134657,-0.9950307753654014,-0.09075667487415778,0.036376219069271735,-0.9950307753654014,-0.09268509460507893,0.03171102993507523,-0.9950307753654014,-0.09438308458714857,0.026967002184001908,-0.9950307753654014,-0.09584642334973233,0.022155930216520167,-0.9950307753654014,-0.09707147280209963,0.017289775115584043,-0.9950307753654014,-0.09805518727829043,0.01238063490949635,-0.9950307753654014,-0.09879512110912077,0.0074407144943041265,-0.9950307753654014,-0.09928943470250161,0.00248229529050405,-0.9950307753654014,-0.09953689911695471,-0.0024822952905040377,-0.9950307753654014,-0.09953689911695471,-0.007440714494304114,-0.9950307753654014,-0.09928943470250161,-0.012380634909496337,-0.9950307753654014,-0.09879512110912077,-0.017289775115584032,-0.9950307753654014,-0.09805518727829043,-0.022155930216520157,-0.9950307753654014,-0.09707147280209963,-0.02696700218400189,-0.9950307753654014,-0.09584642334973234,-0.03171102993507522,-0.9950307753654014,-0.09438308458714857,-0.03637621906927172,-0.9950307753654014,-0.09268509460507894,-0.040950971191346545,-0.9950307753654014,-0.0907566748741578,-0.045423912746716366,-0.9950307753654014,-0.08860261974968221,-0.04978392329790835,-0.9950307753654014,-0.08622828455208917,-0.054020163171719406,-0.9950307753654014,-0.08363957225278529,-0.058122100408352216,-0.9950307753654014,-0.08084291879842972,-0.0620795369455265,-0.9950307753654014,-0.07784527711015672,-0.06588263397246853,-0.9950307753654014,-0.07465409979751826,-0.06952193639074523,-0.9950307753654014,-0.07127732063012227,-0.07298839632112841,-0.9950307753654014,-0.06772333481303153,-0.07627339559804819,-0.9950307753654014,-0.06400097811496104,-0.07936876719571066,-0.9950307753654014,-0.06011950490116467,-0.08226681553261056,-0.9950307753654014,-0.05608856512562528,-0.08496033560395962,-0.9950307753654014,-0.05191818033974833,-0.08744263089446368,-0.9950307753654014,-0.04761871877720638,-0.08970753002691466,-0.9950307753654014,-0.043200869576876376,-0.091749402105207,-0.9950307753654014,-0.03867561620795609,-0.09356317071363224,-0.9950307753654014,-0.03405420916332943,-0.09514432653764855,-0.9950307753654014,-0.029348137989068133,-0.09648893857474714,-0.9950307753654014,-0.024569102719610103,-0.09759366390754379,-0.9950307753654014,-0.019728984789630342,-0.09845575601479824,-0.9950307753654014,-0.014839817494922239,-0.09907307159969879,-0.9950307753654014,-0.009913756075728086,-0.0994440759184358,-0.9950307753654014,-0.0049630474968969445,-0.09956784659581666,-0.9950307753654014,-1.2193544463156156e-17,-0.0994440759184358,-0.9950307753654014,0.004963047496896919,-0.09907307159969879,-0.9950307753654014,0.009913756075728062,-0.09845575601479824,-0.9950307753654014,0.014839817494922214,-0.09759366390754379,-0.9950307753654014,0.019728984789630317,-0.09648893857474715,-0.9950307753654014,0.02456910271961008,-0.09514432653764858,-0.9950307753654014,0.029348137989068067,-0.09356317071363225,-0.9950307753654014,0.03405420916332941,-0.091749402105207,-0.9950307753654014,0.03867561620795611,-0.08970753002691467,-0.9950307753654014,0.043200869576876355,-0.08744263089446368,-0.9950307753654014,0.04761871877720636,-0.08496033560395963,-0.9950307753654014,0.05191818033974831,-0.08226681553261056,-0.9950307753654014,0.05608856512562525,-0.07936876719571068,-0.9950307753654014,0.06011950490116465,-0.0762733955980482,-0.9950307753654014,0.06400097811496101,-0.07298839632112843,-0.9950307753654014,0.06772333481303151,-0.06952193639074526,-0.9950307753654014,0.07127732063012225,-0.06588263397246859,-0.9950307753654014,0.07465409979751822,-0.062079536945526516,-0.9950307753654014,0.07784527711015671,-0.058122100408352306,-0.9950307753654014,0.08084291879842967,-0.054020163171719385,-0.9950307753654014,0.08363957225278529,-0.04978392329790829,-0.9950307753654014,0.08622828455208918,-0.04542391274671643,-0.9950307753654014,0.08860261974968218,-0.040950971191346566,-0.9950307753654014,0.09075667487415778,-0.036376219069271805,-0.9950307753654014,0.0926850946050789,-0.03171102993507528,-0.9950307753654014,0.09438308458714856,-0.026967002184001852,-0.9950307753654014,0.09584642334973235,-0.02215593021652018,-0.9950307753654014,0.09707147280209963,-0.017289775115584036,-0.9950307753654014,0.09805518727829043,-0.012380634909496405,-0.9950307753654014,0.09879512110912075,-0.007440714494304159,-0.9950307753654014,0.09928943470250161,-0.002482295290504062,-0.9950307753654014,0.09953689911695471,0.002482295290504025,-0.9950307753654014,0.09953689911695471,0.007440714494304124,-0.9950307753654014,0.09928943470250161,0.012380634909496282,-0.9950307753654014,0.09879512110912078,0.017289775115584,-0.9950307753654014,0.09805518727829045,0.022155930216520146,-0.9950307753654014,0.09707147280209963,0.0269670021840019,-0.9950307753654014,0.09584642334973233,0.03171102993507525,-0.9950307753654014,0.09438308458714857,0.03637621906927169,-0.9950307753654014,0.09268509460507895,0.04095097119134653,-0.9950307753654014,0.0907566748741578,0.045423912746716394,-0.9950307753654014,0.0886026197496822,0.049783923297908345,-0.9950307753654014,0.08622828455208917,0.054020163171719426,-0.9950307753654014,0.08363957225278527,0.0581221004083522,-0.9950307753654014,0.08084291879842974,0.06207953694552649,-0.9950307753654014,0.07784527711015672,0.06588263397246849,-0.9950307753654014,0.07465409979751829,0.06952193639074526,-0.9950307753654014,0.07127732063012225,0.07298839632112843,-0.9950307753654014,0.06772333481303151,0.07627339559804819,-0.9950307753654014,0.06400097811496105,0.07936876719571065,-0.9950307753654014,0.06011950490116468,0.08226681553261052,-0.9950307753654014,0.05608856512562532,0.08496033560395964,-0.9950307753654014,0.05191818033974831,0.08744263089446364,-0.9950307753654014,0.04761871877720643,0.08970753002691466,-0.9950307753654014,0.04320086957687638,0.091749402105207,-0.9950307753654014,0.0386756162079561,0.09356317071363221,-0.9950307753654014,0.034054209163329484,0.09514432653764855,-0.9950307753654014,0.029348137989068143,0.09648893857474714,-0.9950307753654014,0.024569102719610113,0.09759366390754379,-0.9950307753654014,0.019728984789630352,0.09845575601479824,-0.9950307753654014,0.014839817494922206,0.09907307159969879,-0.9950307753654014,0.009913756075728142,0.0994440759184358,-0.9950307753654014,0.004963047496896956,0.09956784659581666,-0.9950307753654014,0.0,0.14904226617617444,-0.9888308262251285,0.0,0.14885699489760712,-0.9888308262251285,-0.007429143758428783,0.1483016416754954,-0.9888308262251285,-0.01483981749492221,0.1473775872054521,-0.9888308262251285,-0.022213597106929633,0.14608712883248579,-0.9888308262251285,-0.029532150216506993,0.14443347483943902,-0.9888308262251285,-0.03677728174749687,0.1424207364706918,-0.9888308262251285,-0.04393097916135471,0.14005391771096032,-0.9888308262251285,-0.05097545723915765,0.1373389028446022,-0.9888308262251285,-0.05789320229846115,0.1342824418263589,-0.9888308262251285,-0.06466701573507293,0.1308921334999043,-0.9888308262251285,-0.07128005678149295,0.1271764067059223,-0.9888308262251285,-0.07771588437571479,0.12314449932668063,-0.9888308262251285,-0.0839584980362964,0.11880643531920011,-0.9888308262251285,-0.08999237764207785,0.11417299979411805,-0.9888308262251285,-0.0958025220176481,0.10925571220220388,-0.9888308262251285,-0.10137448622863066,0.10406679769518956,-0.9888308262251285,-0.1066944174940663,0.09861915673211605,-0.9888308262251285,-0.11174908962660932,0.09292633300675963,-0.9888308262251285,-0.11652593591491316,0.0870024797758751,-0.9888308262251285,-0.12101308036645493,0.0808623246719695,-0.9888308262251285,-0.12519936723312391,0.07452113308808721,-0.9888308262251285,-0.12907438874616925,0.06799467022563764,-0.9888308262251285,-0.1326285109915527,0.061299161899620334,-0.9888308262251285,-0.13585289786137714,0.05445125419869248,-0.9888308262251285,-0.1387395330218428,0.047467972100369724,-0.9888308262251285,-0.1412812398431163,0.04036667714424947,-0.9888308262251285,-0.14347169924156317,0.033165024268487955,-0.9888308262251285,-0.14530546538998537,0.025880917916842272,-0.9888308262251285,-0.14677797925680577,0.018532467525402118,-0.9888308262251285,-0.147885579940539,0.011137942499678291,-0.9888308262251285,-0.14862551377136932,0.003715726793982034,-0.9888308262251285,-0.14899594115720774,-0.0037157267939820163,-0.9888308262251285,-0.14899594115720774,-0.011137942499678272,-0.9888308262251285,-0.14862551377136932,-0.018532467525402104,-0.9888308262251285,-0.147885579940539,-0.025880917916842258,-0.9888308262251285,-0.14677797925680577,-0.033165024268487935,-0.9888308262251285,-0.14530546538998537,-0.04036667714424944,-0.9888308262251285,-0.1434716992415632,-0.04746797210036971,-0.9888308262251285,-0.1412812398431163,-0.054451254198692456,-0.9888308262251285,-0.1387395330218428,-0.06129916189962029,-0.9888308262251285,-0.13585289786137716,-0.06799467022563757,-0.9888308262251285,-0.13262851099155273,-0.07452113308808725,-0.9888308262251285,-0.12907438874616925,-0.0808623246719695,-0.9888308262251285,-0.12519936723312394,-0.08700247977587505,-0.9888308262251285,-0.12101308036645494,-0.09292633300675962,-0.9888308262251285,-0.11652593591491317,-0.09861915673211602,-0.9888308262251285,-0.11174908962660934,-0.10406679769518955,-0.9888308262251285,-0.10669441749406632,-0.10925571220220388,-0.9888308262251285,-0.10137448622863066,-0.11417299979411803,-0.9888308262251285,-0.09580252201764815,-0.11880643531920011,-0.9888308262251285,-0.08999237764207785,-0.12314449932668062,-0.9888308262251285,-0.08395849803629643,-0.12717640670592228,-0.9888308262251285,-0.07771588437571482,-0.13089213349990433,-0.9888308262251285,-0.07128005678149293,-0.1342824418263589,-0.9888308262251285,-0.06466701573507294,-0.13733890284460223,-0.9888308262251285,-0.05789320229846113,-0.1400539177109603,-0.9888308262251285,-0.050975457239157675,-0.1424207364706918,-0.9888308262251285,-0.043930979161354765,-0.144433474839439,-0.9888308262251285,-0.03677728174749691,-0.14608712883248579,-0.9888308262251285,-0.029532150216506996,-0.1473775872054521,-0.9888308262251285,-0.022213597106929675,-0.1483016416754954,-0.9888308262251285,-0.014839817494922221,-0.14885699489760712,-0.9888308262251285,-0.007429143758428831,-0.14904226617617444,-0.9888308262251285,-1.8252413421031987e-17,-0.14885699489760712,-0.9888308262251285,0.007429143758428794,-0.1483016416754954,-0.9888308262251285,0.014839817494922185,-0.1473775872054521,-0.9888308262251285,0.022213597106929637,-0.14608712883248579,-0.9888308262251285,0.029532150216506958,-0.14443347483943902,-0.9888308262251285,0.03677728174749687,-0.14242073647069184,-0.9888308262251285,0.04393097916135467,-0.14005391771096032,-0.9888308262251285,0.05097545723915764,-0.1373389028446022,-0.9888308262251285,0.057893202298461156,-0.1342824418263589,-0.9888308262251285,0.06466701573507291,-0.13089213349990433,-0.9888308262251285,0.07128005678149289,-0.1271764067059223,-0.9888308262251285,0.07771588437571478,-0.12314449932668063,-0.9888308262251285,0.0839584980362964,-0.11880643531920013,-0.9888308262251285,0.08999237764207782,-0.11417299979411805,-0.9888308262251285,0.0958025220176481,-0.10925571220220393,-0.9888308262251285,0.10137448622863063,-0.10406679769518958,-0.9888308262251285,0.10669441749406629,-0.0986191567321161,-0.9888308262251285,0.11174908962660929,-0.09292633300675963,-0.9888308262251285,0.11652593591491314,-0.08700247977587518,-0.9888308262251285,0.12101308036645486,-0.08086232467196947,-0.9888308262251285,0.12519936723312394,-0.07452113308808717,-0.9888308262251285,0.12907438874616928,-0.06799467022563767,-0.9888308262251285,0.1326285109915527,-0.06129916189962033,-0.9888308262251285,0.13585289786137714,-0.05445125419869258,-0.9888308262251285,0.13873953302184275,-0.04746797210036981,-0.9888308262251285,0.14128123984311627,-0.04036667714424939,-0.9888308262251285,0.1434716992415632,-0.03316502426848797,-0.9888308262251285,0.14530546538998537,-0.02588091791684226,-0.9888308262251285,0.14677797925680577,-0.018532467525402205,-0.9888308262251285,0.14788557994053897,-0.01113794249967834,-0.9888308262251285,0.14862551377136932,-0.0037157267939820523,-0.9888308262251285,0.14899594115720774,0.0037157267939819977,-0.9888308262251285,0.14899594115720774,0.011137942499678286,-0.9888308262251285,0.14862551377136932,0.018532467525402017,-0.9888308262251285,0.147885579940539,0.025880917916842206,-0.9888308262251285,0.14677797925680577,0.03316502426848792,-0.9888308262251285,0.14530546538998537,0.04036667714424946,-0.9888308262251285,0.14347169924156317,0.04746797210036975,-0.9888308262251285,0.1412812398431163,0.05445125419869241,-0.9888308262251285,0.13873953302184283,0.06129916189962028,-0.9888308262251285,0.13585289786137716,0.06799467022563761,-0.9888308262251285,0.13262851099155273,0.07452113308808724,-0.9888308262251285,0.12907438874616925,0.08086232467196952,-0.9888308262251285,0.12519936723312391,0.08700247977587502,-0.9888308262251285,0.12101308036645496,0.0929263330067596,-0.9888308262251285,0.11652593591491317,0.09861915673211595,-0.9888308262251285,0.1117490896266094,0.10406679769518958,-0.9888308262251285,0.10669441749406629,0.10925571220220393,-0.9888308262251285,0.10137448622863063,0.114172999794118,-0.9888308262251285,0.09580252201764816,0.1188064353192001,-0.9888308262251285,0.08999237764207786,0.12314449932668058,-0.9888308262251285,0.0839584980362965,0.12717640670592234,-0.9888308262251285,0.07771588437571478,0.13089213349990428,-0.9888308262251285,0.071280056781493,0.1342824418263589,-0.9888308262251285,0.06466701573507296,0.1373389028446022,-0.9888308262251285,0.05789320229846115,0.14005391771096026,-0.9888308262251285,0.05097545723915776,0.1424207364706918,-0.9888308262251285,0.04393097916135478,0.144433474839439,-0.9888308262251285,0.03677728174749692,0.14608712883248579,-0.9888308262251285,0.02953215021650701,0.1473775872054521,-0.9888308262251285,0.022213597106929623,0.1483016416754954,-0.9888308262251285,0.014839817494922304,0.14885699489760712,-0.9888308262251285,0.007429143758428848,0.14904226617617444,-0.9888308262251285,0.0,0.19814614319939755,-0.9801724878485438,0.0,0.19789983193323402,-0.9801724878485438,-0.009876769998025297,0.1971615105033604,-0.9801724878485438,-0.019728984789630335,0.1959330144931829,-0.9801724878485438,-0.029532150216506986,0.1942173981373473,-0.9801724878485438,-0.03926189406479617,0.19201892672843046,-0.9801724878485438,-0.048894026658251606,0.18934306601275072,-0.9801724878485438,-0.058404600997586424,0.18619646860166178,-0.9801724878485438,-0.06776997229648643,0.18258695743211217,-0.9801724878485438,-0.07696685676627447,0.17852350631759184,-0.9801724878485438,-0.08597238950307771,0.17401621763781752,-0.9801724878485438,-0.09476418133358133,0.16907629722262532,-0.9801724878485438,-0.103320374478041,0.16371602649251185,-0.9801724878485438,-0.1116196968921674,0.15794873192508802,-0.9801724878485438,-0.11964151515277983,0.15178875192335578,-0.9801724878485438,-0.12736588575574748,0.1452514011681792,-0.9801724878485438,-0.13477360469868285,0.1383529325435747,-0.9801724878485438,-0.1418462552251177,0.1311104967294806,-0.9801724878485438,-0.14856625361146122,0.12354209956246463,-0.9801724878485438,-0.1549168928829075,0.11566655727037688,-0.9801724878485438,-0.16088238434960736,0.1075034496922429,-0.9801724878485438,-0.16644789685983888,0.09907307159969875,-0.9801724878485438,-0.17159959367258748,0.09039638224099114,-0.9801724878485438,-0.17632466685786416,0.08149495323298357,-0.9801724878485438,-0.1806113691392377,0.0723909149307183,-0.9801724878485438,-0.18444904309941448,0.0631069014078667,-0.9801724878485438,-0.18782814767625738,0.05366599418485577,-0.9801724878485438,-0.1907402818833693,0.04409166484457157,-0.9801724878485438,-0.1931782056962693,0.03440771667830602,-0.9801724878485438,-0.1951358580522339,0.02463822550702421,-0.9801724878485438,-0.1966083719190543,0.014807479825080029,-0.9801724878485438,-0.19759208639524511,0.004939920415192257,-0.9801724878485438,-0.19808455581162235,-0.004939920415192233,-0.9801724878485438,-0.19808455581162235,-0.014807479825080003,-0.9801724878485438,-0.19759208639524511,-0.02463822550702419,-0.9801724878485438,-0.1966083719190543,-0.034407716678306,-0.9801724878485438,-0.1951358580522339,-0.04409166484457155,-0.9801724878485438,-0.1931782056962693,-0.053665994184855736,-0.9801724878485438,-0.19074028188336933,-0.06310690140786669,-0.9801724878485438,-0.18782814767625738,-0.07239091493071827,-0.9801724878485438,-0.1844490430994145,-0.08149495323298352,-0.9801724878485438,-0.18061136913923773,-0.09039638224099104,-0.9801724878485438,-0.17632466685786422,-0.09907307159969882,-0.9801724878485438,-0.17159959367258745,-0.1075034496922429,-0.9801724878485438,-0.1664478968598389,-0.11566655727037681,-0.9801724878485438,-0.1608823843496074,-0.1235420995624646,-0.9801724878485438,-0.15491689288290753,-0.13111049672948058,-0.9801724878485438,-0.14856625361146128,-0.13835293254357467,-0.9801724878485438,-0.14184625522511773,-0.1452514011681792,-0.9801724878485438,-0.13477360469868285,-0.15178875192335575,-0.9801724878485438,-0.1273658857557475,-0.15794873192508802,-0.9801724878485438,-0.11964151515277983,-0.16371602649251182,-0.9801724878485438,-0.11161969689216744,-0.1690762972226253,-0.9801724878485438,-0.10332037447804102,-0.17401621763781755,-0.9801724878485438,-0.0947641813335813,-0.1785235063175918,-0.9801724878485438,-0.08597238950307774,-0.1825869574321122,-0.9801724878485438,-0.07696685676627446,-0.18619646860166178,-0.9801724878485438,-0.06776997229648646,-0.18934306601275072,-0.9801724878485438,-0.0584046009975865,-0.19201892672843043,-0.9801724878485438,-0.048894026658251655,-0.1942173981373473,-0.9801724878485438,-0.039261894064796174,-0.1959330144931829,-0.9801724878485438,-0.02953215021650704,-0.1971615105033604,-0.9801724878485438,-0.01972898478963035,-0.19789983193323402,-0.9801724878485438,-0.00987676999802536,-0.19814614319939755,-0.9801724878485438,-2.426590400325353e-17,-0.19789983193323402,-0.9801724878485438,0.00987676999802531,-0.1971615105033604,-0.9801724878485438,0.0197289847896303,-0.1959330144931829,-0.9801724878485438,0.029532150216506993,-0.19421739813734734,-0.9801724878485438,0.03926189406479612,-0.19201892672843046,-0.9801724878485438,0.048894026658251606,-0.18934306601275075,-0.9801724878485438,0.05840460099758637,-0.18619646860166178,-0.9801724878485438,0.06776997229648642,-0.18258695743211217,-0.9801724878485438,0.07696685676627449,-0.17852350631759184,-0.9801724878485438,0.0859723895030777,-0.17401621763781755,-0.9801724878485438,0.09476418133358126,-0.16907629722262532,-0.9801724878485438,0.10332037447804097,-0.16371602649251185,-0.9801724878485438,0.1116196968921674,-0.15794873192508802,-0.9801724878485438,0.11964151515277979,-0.15178875192335578,-0.9801724878485438,0.12736588575574748,-0.14525140116817922,-0.9801724878485438,0.13477360469868283,-0.13835293254357472,-0.9801724878485438,0.14184625522511768,-0.1311104967294807,-0.9801724878485438,0.14856625361146117,-0.12354209956246463,-0.9801724878485438,0.1549168928829075,-0.11566655727037699,-0.9801724878485438,0.16088238434960728,-0.10750344969224286,-0.9801724878485438,0.1664478968598389,-0.09907307159969869,-0.9801724878485438,0.1715995936725875,-0.09039638224099115,-0.9801724878485438,0.17632466685786413,-0.08149495323298356,-0.9801724878485438,0.1806113691392377,-0.07239091493071843,-0.9801724878485438,0.18444904309941446,-0.06310690140786682,-0.9801724878485438,0.18782814767625736,-0.05366599418485566,-0.9801724878485438,0.19074028188336936,-0.044091664844571596,-0.9801724878485438,0.1931782056962693,-0.034407716678306006,-0.9801724878485438,0.1951358580522339,-0.024638225507024325,-0.9801724878485438,0.19660837191905428,-0.014807479825080095,-0.9801724878485438,0.19759208639524511,-0.004939920415192281,-0.9801724878485438,0.19808455581162235,0.004939920415192208,-0.9801724878485438,0.19808455581162235,0.014807479825080024,-0.9801724878485438,0.19759208639524511,0.024638225507024075,-0.9801724878485438,0.19660837191905434,0.03440771667830593,-0.9801724878485438,0.19513585805223393,0.044091664844571526,-0.9801724878485438,0.1931782056962693,0.05366599418485576,-0.9801724878485438,0.1907402818833693,0.06310690140786675,-0.9801724878485438,0.18782814767625738,0.0723909149307182,-0.9801724878485438,0.18444904309941454,0.08149495323298349,-0.9801724878485438,0.18061136913923773,0.0903963822409911,-0.9801724878485438,0.1763246668578642,0.0990730715996988,-0.9801724878485438,0.17159959367258745,0.10750344969224294,-0.9801724878485438,0.16644789685983885,0.1156665572703768,-0.9801724878485438,0.16088238434960742,0.12354209956246459,-0.9801724878485438,0.15491689288290753,0.13111049672948047,-0.9801724878485438,0.14856625361146134,0.13835293254357472,-0.9801724878485438,0.14184625522511768,0.14525140116817922,-0.9801724878485438,0.13477360469868283,0.15178875192335572,-0.9801724878485438,0.12736588575574753,0.157948731925088,-0.9801724878485438,0.11964151515277986,0.16371602649251174,-0.9801724878485438,0.11161969689216754,0.16907629722262532,-0.9801724878485438,0.10332037447804097,0.1740162176378175,-0.9801724878485438,0.0947641813335814,0.1785235063175918,-0.9801724878485438,0.08597238950307777,0.18258695743211217,-0.9801724878485438,0.07696685676627447,0.18619646860166172,-0.9801724878485438,0.06776997229648657,0.18934306601275072,-0.9801724878485438,0.05840460099758653,0.19201892672843043,-0.9801724878485438,0.048894026658251676,0.1942173981373473,-0.9801724878485438,0.039261894064796195,0.1959330144931829,-0.9801724878485438,0.029532150216506976,0.1971615105033604,-0.9801724878485438,0.01972898478963046,0.19789983193323402,-0.9801724878485438,0.009876769998025383,0.19814614319939755,-0.9801724878485438,0.0,0.24675739769029378,-0.969077286229078,0.0,0.24645065880515105,-0.969077286229078,-0.012299841031201563,0.24553120475092174,-0.969077286229078,-0.024569102719610096,0.24400132143525582,-0.969077286229078,-0.0367772817474969,0.24186481238912777,-0.969077286229078,-0.04889402665825165,0.23912698931065926,-0.969077286229078,-0.06088921331488576,0.23579465885940057,-0.969077286229078,-0.0727330197933834,0.23187610573390283,-0.969077286229078,-0.08439600052470331,0.22738107207465158,-0.969077286229078,-0.09584915950110309,0.22232073324357102,-0.969077286229078,-0.10706402236478296,0.216707670040313,-0.969077286229078,-0.11801270719962588,0.21055583742440726,-0.969077286229078,-0.128667993850034,0.20388052982103286,-0.969077286229078,-0.13900339159452457,0.19669834309666767,-0.969077286229078,-0.14899320500583715,0.1890271332991493,-0.969077286229078,-0.1586125978338147,0.18088597226472672,-0.969077286229078,-0.16783765475223467,0.17229510020247038,-0.969077286229078,-0.17664544081607794,0.16327587537392338,-0.969077286229078,-0.18501405848141608,0.153850720993098,-0.969077286229078,-0.19292270204615558,0.14404306947883258,-0.969077286229078,-0.20035170937629163,0.13387730419810626,-0.969077286229078,-0.20728261078907106,0.12337869884514686,-0.969077286229078,-0.213698174971534,0.1125733546070448,-0.969077286229078,-0.2195824518202726,0.10148813527208922,-0.969077286229078,-0.22492081209590173,0.09015060044215784,-0.969077286229078,-0.22969998379365247,0.0785889370152044,-0.969077286229078,-0.23390808513966774,0.06683188910818887,-0.969077286229078,-0.2375346541309637,0.054908686594673885,-0.969077286229078,-0.24057067454561806,0.04284897243475354,-0.969077286229078,-0.24300859835851804,0.030682728977983954,-0.969077286229078,-0.24484236450694025,0.018440203422538198,-0.969077286229078,-0.24606741395930753,0.006151832615905809,-0.969077286229078,-0.2466807010496599,-0.00615183261590578,-0.969077286229078,-0.2466807010496599,-0.018440203422538166,-0.969077286229078,-0.24606741395930753,-0.030682728977983926,-0.969077286229078,-0.24484236450694025,-0.04284897243475351,-0.969077286229078,-0.24300859835851804,-0.05490868659467386,-0.969077286229078,-0.24057067454561806,-0.06683188910818882,-0.969077286229078,-0.23753465413096372,-0.07858893701520438,-0.969077286229078,-0.23390808513966774,-0.09015060044215781,-0.969077286229078,-0.2296999837936525,-0.10148813527208915,-0.969077286229078,-0.22492081209590176,-0.11257335460704469,-0.969077286229078,-0.21958245182027267,-0.12337869884514695,-0.969077286229078,-0.21369817497153398,-0.13387730419810626,-0.969077286229078,-0.2072826107890711,-0.1440430694788325,-0.969077286229078,-0.20035170937629165,-0.15385072099309796,-0.969077286229078,-0.1929227020461556,-0.16327587537392332,-0.969077286229078,-0.18501405848141614,-0.17229510020247038,-0.969077286229078,-0.17664544081607797,-0.18088597226472672,-0.969077286229078,-0.16783765475223467,-0.18902713329914927,-0.969077286229078,-0.15861259783381476,-0.19669834309666767,-0.969077286229078,-0.14899320500583715,-0.20388052982103283,-0.969077286229078,-0.13900339159452463,-0.21055583742440723,-0.969077286229078,-0.12866799385003402,-0.21670767004031302,-0.969077286229078,-0.11801270719962585,-0.222320733243571,-0.969077286229078,-0.10706402236478299,-0.2273810720746516,-0.969077286229078,-0.09584915950110307,-0.2318761057339028,-0.969077286229078,-0.08439600052470335,-0.23579465885940054,-0.969077286229078,-0.0727330197933835,-0.23912698931065923,-0.969077286229078,-0.060889213314885816,-0.24186481238912777,-0.969077286229078,-0.048894026658251655,-0.24400132143525582,-0.969077286229078,-0.03677728174749697,-0.24553120475092174,-0.969077286229078,-0.024569102719610113,-0.24645065880515105,-0.969077286229078,-0.01229984103120164,-0.24675739769029378,-0.969077286229078,-3.021906572473488e-17,-0.24645065880515105,-0.969077286229078,0.01229984103120158,-0.24553120475092174,-0.969077286229078,0.02456910271961005,-0.24400132143525582,-0.969077286229078,0.03677728174749691,-0.2418648123891278,-0.969077286229078,0.04889402665825159,-0.23912698931065926,-0.969077286229078,0.06088921331488576,-0.2357946588594006,-0.969077286229078,0.07273301979338333,-0.23187610573390283,-0.969077286229078,0.0843960005247033,-0.22738107207465158,-0.969077286229078,0.0958491595011031,-0.22232073324357102,-0.969077286229078,0.10706402236478293,-0.21670767004031302,-0.969077286229078,0.1180127071996258,-0.21055583742440726,-0.969077286229078,0.128667993850034,-0.20388052982103286,-0.969077286229078,0.13900339159452457,-0.1966983430966677,-0.969077286229078,0.1489932050058371,-0.1890271332991493,-0.969077286229078,0.1586125978338147,-0.18088597226472677,-0.969077286229078,0.1678376547522346,-0.1722951002024704,-0.969077286229078,0.17664544081607791,-0.16327587537392346,-0.969077286229078,0.18501405848141603,-0.153850720993098,-0.969077286229078,0.19292270204615555,-0.14404306947883272,-0.969077286229078,0.20035170937629151,-0.13387730419810623,-0.969077286229078,0.2072826107890711,-0.1233786988451468,-0.969077286229078,0.21369817497153404,-0.11257335460704483,-0.969077286229078,0.21958245182027258,-0.1014881352720892,-0.969077286229078,0.22492081209590173,-0.09015060044215802,-0.969077286229078,0.22969998379365242,-0.07858893701520454,-0.969077286229078,0.23390808513966768,-0.06683188910818873,-0.969077286229078,0.23753465413096375,-0.05490868659467392,-0.969077286229078,0.24057067454561806,-0.04284897243475352,-0.969077286229078,0.24300859835851804,-0.030682728977984096,-0.969077286229078,0.24484236450694022,-0.018440203422538277,-0.969077286229078,0.24606741395930753,-0.00615183261590584,-0.969077286229078,0.2466807010496599,0.006151832615905749,-0.969077286229078,0.2466807010496599,0.01844020342253819,-0.969077286229078,0.24606741395930753,0.030682728977983787,-0.969077286229078,0.24484236450694027,0.04284897243475343,-0.969077286229078,0.24300859835851807,0.05490868659467383,-0.969077286229078,0.24057067454561806,0.06683188910818885,-0.969077286229078,0.2375346541309637,0.07858893701520445,-0.969077286229078,0.2339080851396677,0.09015060044215772,-0.969077286229078,0.22969998379365253,0.10148813527208912,-0.969077286229078,0.22492081209590176,0.11257335460704476,-0.969077286229078,0.21958245182027264,0.12337869884514692,-0.969077286229078,0.21369817497153398,0.1338773041981063,-0.969077286229078,0.20728261078907104,0.14404306947883247,-0.969077286229078,0.20035170937629168,0.15385072099309793,-0.969077286229078,0.1929227020461556,0.1632758753739232,-0.969077286229078,0.18501405848141622,0.1722951002024704,-0.969077286229078,0.17664544081607791,0.18088597226472677,-0.969077286229078,0.1678376547522346,0.18902713329914925,-0.969077286229078,0.1586125978338148,0.19669834309666764,-0.969077286229078,0.14899320500583718,0.20388052982103275,-0.969077286229078,0.13900339159452474,0.21055583742440728,-0.969077286229078,0.128667993850034,0.21670767004031294,-0.969077286229078,0.11801270719962596,0.222320733243571,-0.969077286229078,0.10706402236478302,0.22738107207465158,-0.969077286229078,0.09584915950110309,0.23187610573390274,-0.969077286229078,0.08439600052470349,0.23579465885940054,-0.969077286229078,0.07273301979338352,0.23912698931065923,-0.969077286229078,0.060889213314885844,0.24186481238912777,-0.969077286229078,0.04889402665825168,0.24400132143525582,-0.969077286229078,0.036777281747496886,0.24553120475092172,-0.969077286229078,0.02456910271961025,0.24645065880515105,-0.969077286229078,0.01229984103120167,0.24675739769029378,-0.969077286229078,0.0,0.2947551744109043,-0.9555728057861407,0.0,0.2943887705079813,-0.9555728057861407,-0.014692332721584787,0.29329046973704626,-0.9555728057861407,-0.029348137989068105,0.29146300264686636,-0.9555728057861407,-0.04393097916135472,0.28891091260856755,-0.9555728057861407,-0.05840460099758646,0.28564054452009774,-0.9555728057861407,-0.07273301979338337,0.2816600290318111,-0.9555728057861407,-0.08688061284200259,0.27697926233239023,-0.9555728057861407,-0.10081220699799998,0.2716098815453614,-0.9555728057861407,-0.11449316612321174,0.26556523579737257,-0.9555728057861407,-0.12788947719765115,0.25886035303016053,-0.9555728057861407,-0.14096783488123554,0.25151190263872036,-0.9555728057861407,-0.1536957243161093,0.24353815402856288,-0.9555728057861407,-0.16604150196370368,0.23495893119509398,-0.9555728057861407,-0.17797447427555932,0.22579556343803844,-0.9555728057861407,-0.18946497400232418,0.21607083233344035,-0.9555728057861407,-0.20048443395120963,0.20580891509507526,-0.9555728057861407,-0.21100545800853285,0.1950353244660876,-0.9555728057861407,-0.22100188925077216,0.1837768452902912,-0.9555728057861407,-0.23044887497480002,0.17206146792082727,-0.9555728057861407,-0.23932292848561912,0.15991831863173644,-0.9555728057861407,-0.24760198748798654,0.14737758720545213,-0.9555728057861407,-0.25526546893675606,0.1344704518762449,-0.9555728057861407,-0.26229432020957133,0.12122900181621904,-0.9555728057861407,-0.2686710664746872,0.1076861573565752,-0.9555728057861407,-0.27437985413615473,0.09387558814247993,-0.9555728057861407,-0.2794064902483586,0.07983162942502246,-0.9555728057861407,-0.28373847780191624,0.06558919669837078,-0.9555728057861407,-0.28736504679321223,0.05118369889435177,-0.9555728057861407,-0.2902771810003242,0.0366509503502675,-0.9555728057861407,-0.29246764039877104,0.022027081768809725,-0.9555728057861407,-0.2939309791613548,0.007348450391440209,-0.9555728057861407,-0.2946635591973449,-0.007348450391440173,-0.9555728057861407,-0.2946635591973449,-0.022027081768809686,-0.9555728057861407,-0.2939309791613548,-0.03665095035026746,-0.9555728057861407,-0.29246764039877104,-0.051183698894351745,-0.9555728057861407,-0.2902771810003242,-0.06558919669837075,-0.9555728057861407,-0.28736504679321223,-0.07983162942502241,-0.9555728057861407,-0.28373847780191624,-0.0938755881424799,-0.9555728057861407,-0.2794064902483586,-0.10768615735657516,-0.9555728057861407,-0.2743798541361548,-0.12122900181621896,-0.9555728057861407,-0.26867106647468725,-0.13447045187624473,-0.9555728057861407,-0.2622943202095714,-0.14737758720545222,-0.9555728057861407,-0.25526546893675606,-0.15991831863173644,-0.9555728057861407,-0.24760198748798656,-0.1720614679208272,-0.9555728057861407,-0.23932292848561915,-0.18377684529029117,-0.9555728057861407,-0.23044887497480004,-0.19503532446608754,-0.9555728057861407,-0.22100188925077222,-0.20580891509507523,-0.9555728057861407,-0.2110054580085329,-0.21607083233344035,-0.9555728057861407,-0.20048443395120963,-0.22579556343803842,-0.9555728057861407,-0.18946497400232423,-0.23495893119509398,-0.9555728057861407,-0.17797447427555932,-0.24353815402856285,-0.9555728057861407,-0.16604150196370374,-0.25151190263872036,-0.9555728057861407,-0.15369572431610934,-0.25886035303016053,-0.9555728057861407,-0.14096783488123552,-0.2655652357973725,-0.9555728057861407,-0.12788947719765117,-0.2716098815453615,-0.9555728057861407,-0.1144931661232117,-0.2769792623323902,-0.9555728057861407,-0.10081220699800002,-0.2816600290318111,-0.9555728057861407,-0.0868806128420027,-0.2856405445200977,-0.9555728057861407,-0.07273301979338344,-0.28891091260856755,-0.9555728057861407,-0.058404600997586466,-0.29146300264686636,-0.9555728057861407,-0.043930979161354806,-0.29329046973704626,-0.9555728057861407,-0.029348137989068126,-0.2943887705079813,-0.9555728057861407,-0.014692332721584881,-0.2947551744109043,-0.9555728057861407,-3.609709808744338e-17,-0.2943887705079813,-0.9555728057861407,0.014692332721584808,-0.29329046973704626,-0.9555728057861407,0.029348137989068053,-0.29146300264686636,-0.9555728057861407,0.04393097916135473,-0.28891091260856755,-0.9555728057861407,0.05840460099758639,-0.28564054452009774,-0.9555728057861407,0.07273301979338337,-0.28166002903181114,-0.9555728057861407,0.0868806128420025,-0.27697926233239023,-0.9555728057861407,0.10081220699799996,-0.2716098815453614,-0.9555728057861407,0.11449316612321175,-0.26556523579737257,-0.9555728057861407,0.12788947719765112,-0.25886035303016053,-0.9555728057861407,0.14096783488123546,-0.25151190263872036,-0.9555728057861407,0.15369572431610926,-0.24353815402856288,-0.9555728057861407,0.16604150196370368,-0.234958931195094,-0.9555728057861407,0.17797447427555926,-0.22579556343803844,-0.9555728057861407,0.18946497400232418,-0.2160708323334404,-0.9555728057861407,0.20048443395120955,-0.20580891509507532,-0.9555728057861407,0.21100545800853282,-0.1950353244660877,-0.9555728057861407,0.22100188925077208,-0.1837768452902912,-0.9555728057861407,0.23044887497479996,-0.17206146792082744,-0.9555728057861407,0.23932292848561898,-0.15991831863173636,-0.9555728057861407,0.24760198748798656,-0.14737758720545205,-0.9555728057861407,0.2552654689367561,-0.13447045187624493,-0.9555728057861407,0.2622943202095713,-0.12122900181621903,-0.9555728057861407,0.2686710664746872,-0.10768615735657541,-0.9555728057861407,0.2743798541361547,-0.0938755881424801,-0.9555728057861407,0.27940649024835856,-0.0798316294250223,-0.9555728057861407,0.2837384778019163,-0.06558919669837082,-0.9555728057861407,0.28736504679321223,-0.05118369889435175,-0.9555728057861407,0.2902771810003242,-0.036650950350267664,-0.9555728057861407,0.292467640398771,-0.022027081768809822,-0.9555728057861407,0.2939309791613548,-0.007348450391440244,-0.9555728057861407,0.2946635591973449,0.007348450391440136,-0.9555728057861407,0.2946635591973449,0.022027081768809714,-0.9555728057861407,0.2939309791613548,0.036650950350267296,-0.9555728057861407,0.2924676403987711,0.05118369889435164,-0.9555728057861407,0.2902771810003242,0.06558919669837072,-0.9555728057861407,0.28736504679321223,0.07983162942502245,-0.9555728057861407,0.28373847780191624,0.09387558814247998,-0.9555728057861407,0.27940649024835856,0.10768615735657507,-0.9555728057861407,0.2743798541361548,0.12122900181621891,-0.9555728057861407,0.26867106647468725,0.13447045187624482,-0.9555728057861407,0.26229432020957133,0.1473775872054522,-0.9555728057861407,0.25526546893675606,0.1599183186317365,-0.9555728057861407,0.2476019874879865,0.17206146792082716,-0.9555728057861407,0.23932292848561917,0.18377684529029112,-0.9555728057861407,0.23044887497480004,0.1950353244660874,-0.9555728057861407,0.2210018892507723,0.20580891509507532,-0.9555728057861407,0.21100545800853282,0.2160708323334404,-0.9555728057861407,0.20048443395120955,0.22579556343803836,-0.9555728057861407,0.18946497400232426,0.23495893119509395,-0.9555728057861407,0.17797447427555935,0.24353815402856277,-0.9555728057861407,0.16604150196370387,0.2515119026387204,-0.9555728057861407,0.15369572431610926,0.2588603530301605,-0.9555728057861407,0.14096783488123565,0.2655652357973725,-0.9555728057861407,0.12788947719765123,0.2716098815453614,-0.9555728057861407,0.11449316612321174,0.2769792623323901,-0.9555728057861407,0.10081220699800018,0.2816600290318111,-0.9555728057861407,0.08688061284200274,0.2856405445200977,-0.9555728057861407,0.07273301979338347,0.28891091260856755,-0.9555728057861407,0.058404600997586494,0.29146300264686636,-0.9555728057861407,0.04393097916135471,0.2932904697370462,-0.9555728057861407,0.02934813798906829,0.2943887705079813,-0.9555728057861407,0.014692332721584916,0.2947551744109043,-0.9555728057861407,0.0,0.3420201433256688,-0.9396926207859083,0.0,0.34159498534279953,-0.9396926207859083,-0.017048296957866544,0.340320568403926,-0.9396926207859083,-0.03405420916332942,0.338200060910358,-0.9396926207859083,-0.05097545723915767,0.33523873477783633,-0.9396926207859083,-0.06776997229648646,0.33144395232971946,-0.9396926207859083,-0.08439600052470328,0.3268251479930873,-0.9396926207859083,-0.10081220699799998,0.32139380484326974,-0.9396926207859083,-0.11697777844051101,0.31516342605511116,-0.9396926207859083,-0.13285252469454806,0.30814950133195096,-0.9396926207859083,-0.14839697863966433,0.30036946839577994,-0.9396926207859083,-0.1635724943141346,0.2918426696343162,-0.9396926207859083,-0.17834134299490517,0.2825903040127815,-0.9396926207859083,-0.1926668069971441,0.2726353743699337,-0.9396926207859083,-0.20651327096019073,0.262002630229385,-0.9396926207859083,-0.21984631039295421,0.25071850626838704,-0.9396926207859083,-0.2326327772586224,0.2388110565970576,-0.9396926207859083,-0.24484088238590385,0.22630988501144308,-0.9396926207859083,-0.25644027450191687,0.21324607139381693,-0.9396926207859083,-0.2674021156902357,0.1996520944431951,-0.9396926207859083,-0.27769915308649495,0.18556175092817317,-0.9396926207859083,-0.2873057866333041,0.17101007166283438,-0.9396926207859083,-0.29619813272602397,0.15603323441462644,-0.9396926207859083,-0.3043540835911706,0.14066847396073093,-0.9396926207859083,-0.31175336224982436,0.12495398951654108,-0.9396926207859083,-0.31837757292939334,0.10892884976639326,-0.9396926207859083,-0.3242102467984033,0.09263289573266187,-0.9396926207859083,-0.32923688291060715,0.07610664172470036,-0.9396926207859083,-0.3334449842566224,0.05939117461388475,-0.9396926207859083,-0.33682408883346526,0.042528051685177544,-0.9396926207859083,-0.3393657956547388,0.025559197319169516,-0.9396926207859083,-0.3410637856368084,0.008526798761463807,-0.9396926207859083,-0.3419138373090398,-0.008526798761463766,-0.9396926207859083,-0.3419138373090398,-0.02555919731916947,-0.9396926207859083,-0.3410637856368084,-0.04252805168517751,-0.9396926207859083,-0.3393657956547388,-0.059391174613884705,-0.9396926207859083,-0.33682408883346526,-0.07610664172470032,-0.9396926207859083,-0.3334449842566224,-0.09263289573266181,-0.9396926207859083,-0.32923688291060715,-0.10892884976639323,-0.9396926207859083,-0.3242102467984033,-0.12495398951654105,-0.9396926207859083,-0.3183775729293934,-0.14066847396073084,-0.9396926207859083,-0.3117533622498244,-0.15603323441462624,-0.9396926207859083,-0.3043540835911707,-0.1710100716628345,-0.9396926207859083,-0.2961981327260239,-0.18556175092817317,-0.9396926207859083,-0.28730578663330414,-0.19965209444319498,-0.9396926207859083,-0.277699153086495,-0.21324607139381688,-0.9396926207859083,-0.2674021156902357,-0.226309885011443,-0.9396926207859083,-0.2564402745019169,-0.23881105659705754,-0.9396926207859083,-0.2448408823859039,-0.25071850626838704,-0.9396926207859083,-0.2326327772586224,-0.26200263022938497,-0.9396926207859083,-0.2198463103929543,-0.2726353743699337,-0.9396926207859083,-0.20651327096019073,-0.28259030401278146,-0.9396926207859083,-0.19266680699714417,-0.29184266963431615,-0.9396926207859083,-0.17834134299490523,-0.30036946839578,-0.9396926207859083,-0.16357249431413456,-0.30814950133195096,-0.9396926207859083,-0.14839697863966436,-0.3151634260551112,-0.9396926207859083,-0.13285252469454803,-0.32139380484326974,-0.9396926207859083,-0.11697777844051106,-0.3268251479930873,-0.9396926207859083,-0.1008122069980001,-0.3314439523297194,-0.9396926207859083,-0.08439600052470336,-0.33523873477783633,-0.9396926207859083,-0.06776997229648647,-0.338200060910358,-0.9396926207859083,-0.05097545723915776,-0.340320568403926,-0.9396926207859083,-0.03405420916332944,-0.34159498534279953,-0.9396926207859083,-0.017048296957866655,-0.3420201433256688,-0.9396926207859083,-4.188538737676993e-17,-0.34159498534279953,-0.9396926207859083,0.01704829695786657,-0.340320568403926,-0.9396926207859083,0.03405420916332936,-0.338200060910358,-0.9396926207859083,0.050975457239157675,-0.3352387347778364,-0.9396926207859083,0.06776997229648639,-0.33144395232971946,-0.9396926207859083,0.08439600052470328,-0.3268251479930874,-0.9396926207859083,0.10081220699799988,-0.32139380484326974,-0.9396926207859083,0.116977778440511,-0.31516342605511116,-0.9396926207859083,0.13285252469454809,-0.30814950133195096,-0.9396926207859083,0.14839697863966428,-0.30036946839578,-0.9396926207859083,0.16357249431413448,-0.2918426696343162,-0.9396926207859083,0.17834134299490514,-0.2825903040127815,-0.9396926207859083,0.1926668069971441,-0.27263537436993374,-0.9396926207859083,0.20651327096019065,-0.262002630229385,-0.9396926207859083,0.21984631039295421,-0.2507185062683871,-0.9396926207859083,0.23263277725862233,-0.23881105659705762,-0.9396926207859083,0.24484088238590382,-0.2263098850114432,-0.9396926207859083,0.25644027450191675,-0.21324607139381693,-0.9396926207859083,0.26740211569023564,-0.1996520944431953,-0.9396926207859083,0.2776991530864948,-0.1855617509281731,-0.9396926207859083,0.28730578663330414,-0.17101007166283427,-0.9396926207859083,0.29619813272602397,-0.15603323441462646,-0.9396926207859083,0.3043540835911706,-0.14066847396073093,-0.9396926207859083,0.31175336224982436,-0.12495398951654133,-0.9396926207859083,0.3183775729293933,-0.10892884976639346,-0.9396926207859083,0.3242102467984032,-0.09263289573266167,-0.9396926207859083,0.3292368829106072,-0.0761066417247004,-0.9396926207859083,0.3334449842566224,-0.05939117461388472,-0.9396926207859083,0.33682408883346526,-0.04252805168517774,-0.9396926207859083,0.33936579565473873,-0.02555919731916963,-0.9396926207859083,0.3410637856368084,-0.008526798761463849,-0.9396926207859083,0.3419138373090398,0.008526798761463722,-0.9396926207859083,0.3419138373090398,0.025559197319169506,-0.9396926207859083,0.3410637856368084,0.042528051685177315,-0.9396926207859083,0.3393657956547388,0.059391174613884594,-0.9396926207859083,0.33682408883346526,0.07610664172470027,-0.9396926207859083,0.3334449842566224,0.09263289573266185,-0.9396926207859083,0.32923688291060715,0.10892884976639333,-0.9396926207859083,0.32421024679840327,0.12495398951654092,-0.9396926207859083,0.31837757292939345,0.14066847396073082,-0.9396926207859083,0.3117533622498244,0.15603323441462635,-0.9396926207859083,0.30435408359117067,0.17101007166283444,-0.9396926207859083,0.2961981327260239,0.18556175092817326,-0.9396926207859083,0.2873057866333041,0.19965209444319496,-0.9396926207859083,0.277699153086495,0.21324607139381685,-0.9396926207859083,0.2674021156902357,0.22630988501144284,-0.9396926207859083,0.25644027450191703,0.23881105659705762,-0.9396926207859083,0.24484088238590382,0.2507185062683871,-0.9396926207859083,0.23263277725862233,0.26200263022938497,-0.9396926207859083,0.21984631039295435,0.2726353743699337,-0.9396926207859083,0.20651327096019076,0.28259030401278135,-0.9396926207859083,0.19266680699714434,0.29184266963431627,-0.9396926207859083,0.17834134299490514,0.3003694683957799,-0.9396926207859083,0.16357249431413473,0.30814950133195096,-0.9396926207859083,0.14839697863966442,0.31516342605511116,-0.9396926207859083,0.13285252469454806,0.3213938048432696,-0.9396926207859083,0.11697777844051126,0.3268251479930873,-0.9396926207859083,0.10081220699800014,0.3314439523297194,-0.9396926207859083,0.0843960005247034,0.33523873477783633,-0.9396926207859083,0.0677699722964865,0.338200060910358,-0.9396926207859083,0.05097545723915765,0.34032056840392594,-0.9396926207859083,0.034054209163329636,0.34159498534279953,-0.9396926207859083,0.017048296957866693,0.3420201433256688,-0.9396926207859083,0.0,0.3884347962746948,-0.9214762118704076,0.0,0.38795194122161347,-0.9214762118704076,-0.019361876441744634,0.3865045765161113,-0.9214762118704076,-0.03867561620795611,0.3840963005348959,-0.9214762118704076,-0.057893202298461156,0.3807331006315099,-0.9214762118704076,-0.0769668567662745,0.37642333825082597,-0.9214762118704076,-0.09584915950110305,0.37117772814117805,-0.9214762118704076,-0.11449316612321171,0.36500931171580836,-0.9214762118704076,-0.13285252469454803,0.3579334246298593,-0.9214762118704076,-0.15088159095696363,0.3499676586535186,-0.9214762118704076,-0.1685355418110315,0.34113181793610664,-0.9214762118704076,-0.18577048675333396,0.33144786976984114,-0.9214762118704076,-0.20254357699516937,0.320939889975687,-0.9214762118704076,-0.21881311199139228,0.30963400304707256,-0.9214762118704076,-0.23453864311453904,0.29755831720028225,-0.9214762118704076,-0.2496810742164889,0.2847428544930023,-0.9214762118704076,-0.2642027588276485,0.27121947618475484,-0.9214762118704076,-0.2780675937520064,0.2570218035247869,-0.9214762118704076,-0.2912411088253674,0.242185134164347,-0.9214762118704076,-0.3036905526136118,0.22674635440116284,-0.9214762118704076,-0.3153849738379207,0.21074384747429306,-0.9214762118704076,-0.3262952983245323,0.19421739813734734,-0.9214762118704076,-0.33639440128771875,0.1772080937473205,-0.9214762118704076,-0.34565717476627694,0.15975822211494853,-0.9214762118704076,-0.3540605900458768,0.14191116637054893,-0.9214762118704076,-0.36158375491207295,0.12371129710672302,-0.9214762118704076,-0.36820796559164193,0.10520386206607117,-0.9214762118704076,-0.3739167532531094,0.08643487364817581,-0.9214762118704076,-0.3786959249508602,0.06745099451552612,-0.9214762118704076,-0.38253359891103694,0.048299421582786765,-0.9214762118704076,-0.3854202340715026,0.029027768677831634,-0.9214762118704076,-0.3873486538024238,0.009683948166265615,-0.9214762118704076,-0.38831406374850336,-0.009683948166265569,-0.9214762118704076,-0.38831406374850336,-0.029027768677831585,-0.9214762118704076,-0.3873486538024238,-0.04829942158278672,-0.9214762118704076,-0.3854202340715026,-0.06745099451552608,-0.9214762118704076,-0.38253359891103694,-0.08643487364817577,-0.9214762118704076,-0.3786959249508602,-0.10520386206607112,-0.9214762118704076,-0.37391675325310947,-0.12371129710672298,-0.9214762118704076,-0.36820796559164193,-0.1419111663705489,-0.9214762118704076,-0.36158375491207295,-0.15975822211494842,-0.9214762118704076,-0.3540605900458768,-0.1772080937473203,-0.9214762118704076,-0.34565717476627705,-0.19421739813734748,-0.9214762118704076,-0.3363944012877187,-0.21074384747429306,-0.9214762118704076,-0.32629529832453236,-0.22674635440116273,-0.9214762118704076,-0.31538497383792075,-0.24218513416434698,-0.9214762118704076,-0.30369055261361183,-0.25702180352478676,-0.9214762118704076,-0.2912411088253675,-0.2712194761847548,-0.9214762118704076,-0.2780675937520064,-0.2847428544930023,-0.9214762118704076,-0.2642027588276485,-0.2975583172002822,-0.9214762118704076,-0.249681074216489,-0.30963400304707256,-0.9214762118704076,-0.23453864311453904,-0.32093988997568695,-0.9214762118704076,-0.21881311199139236,-0.3314478697698411,-0.9214762118704076,-0.2025435769951694,-0.3411318179361067,-0.9214762118704076,-0.18577048675333394,-0.34996765865351853,-0.9214762118704076,-0.16853554181103156,-0.35793342462985933,-0.9214762118704076,-0.15088159095696357,-0.3650093117158083,-0.9214762118704076,-0.1328525246945481,-0.371177728141178,-0.9214762118704076,-0.11449316612321186,-0.37642333825082597,-0.9214762118704076,-0.09584915950110313,-0.3807331006315099,-0.9214762118704076,-0.07696685676627452,-0.3840963005348959,-0.9214762118704076,-0.05789320229846126,-0.3865045765161113,-0.9214762118704076,-0.038675616207956134,-0.38795194122161347,-0.9214762118704076,-0.019361876441744755,-0.3884347962746948,-0.9214762118704076,-4.756954299352592e-17,-0.38795194122161347,-0.9214762118704076,0.01936187644174466,-0.3865045765161113,-0.9214762118704076,0.03867561620795604,-0.3840963005348959,-0.9214762118704076,0.05789320229846116,-0.38073310063150995,-0.9214762118704076,0.07696685676627442,-0.37642333825082597,-0.9214762118704076,0.09584915950110305,-0.3711777281411781,-0.9214762118704076,0.1144931661232116,-0.36500931171580836,-0.9214762118704076,0.13285252469454803,-0.3579334246298593,-0.9214762118704076,0.15088159095696366,-0.3499676586535186,-0.9214762118704076,0.16853554181103148,-0.3411318179361067,-0.9214762118704076,0.18577048675333385,-0.33144786976984114,-0.9214762118704076,0.2025435769951693,-0.320939889975687,-0.9214762118704076,0.21881311199139228,-0.3096340030470726,-0.9214762118704076,0.23453864311453895,-0.29755831720028225,-0.9214762118704076,0.2496810742164889,-0.28474285449300235,-0.9214762118704076,0.2642027588276484,-0.2712194761847549,-0.9214762118704076,0.27806759375200635,-0.257021803524787,-0.9214762118704076,0.29124110882536736,-0.242185134164347,-0.9214762118704076,0.3036905526136117,-0.22674635440116306,-0.9214762118704076,0.3153849738379205,-0.21074384747429298,-0.9214762118704076,0.32629529832453236,-0.19421739813734726,-0.9214762118704076,0.3363944012877188,-0.17720809374732052,-0.9214762118704076,0.3456571747662769,-0.1597582221149485,-0.9214762118704076,0.3540605900458768,-0.14191116637054924,-0.9214762118704076,0.36158375491207284,-0.12371129710672323,-0.9214762118704076,0.3682079655916419,-0.10520386206607096,-0.9214762118704076,0.3739167532531095,-0.08643487364817587,-0.9214762118704076,0.3786959249508602,-0.0674509945155261,-0.9214762118704076,0.38253359891103694,-0.04829942158278698,-0.9214762118704076,0.3854202340715026,-0.029027768677831765,-0.9214762118704076,0.3873486538024238,-0.009683948166265662,-0.9214762118704076,0.38831406374850336,0.00968394816626552,-0.9214762118704076,0.38831406374850336,0.029027768677831623,-0.9214762118704076,0.3873486538024238,0.048299421582786495,-0.9214762118704076,0.38542023407150267,0.06745099451552596,-0.9214762118704076,0.382533598911037,0.08643487364817573,-0.9214762118704076,0.3786959249508602,0.10520386206607116,-0.9214762118704076,0.3739167532531094,0.12371129710672309,-0.9214762118704076,0.3682079655916419,0.14191116637054876,-0.9214762118704076,0.361583754912073,0.1597582221149484,-0.9214762118704076,0.3540605900458768,0.1772080937473204,-0.9214762118704076,0.345657174766277,0.19421739813734745,-0.9214762118704076,0.3363944012877187,0.21074384747429317,-0.9214762118704076,0.32629529832453225,0.22674635440116267,-0.9214762118704076,0.3153849738379208,0.24218513416434692,-0.9214762118704076,0.30369055261361183,0.2570218035247866,-0.9214762118704076,0.29124110882536763,0.2712194761847549,-0.9214762118704076,0.27806759375200635,0.28474285449300235,-0.9214762118704076,0.2642027588276484,0.29755831720028214,-0.9214762118704076,0.24968107421648902,0.30963400304707256,-0.9214762118704076,0.23453864311453906,0.32093988997568684,-0.9214762118704076,0.21881311199139253,0.33144786976984114,-0.9214762118704076,0.2025435769951693,0.3411318179361066,-0.9214762118704076,0.18577048675333413,0.34996765865351853,-0.9214762118704076,0.1685355418110316,0.3579334246298593,-0.9214762118704076,0.15088159095696363,0.36500931171580825,-0.9214762118704076,0.1328525246945483,0.371177728141178,-0.9214762118704076,0.1144931661232119,0.37642333825082597,-0.9214762118704076,0.09584915950110318,0.3807331006315099,-0.9214762118704076,0.07696685676627456,0.3840963005348959,-0.9214762118704076,0.057893202298461136,0.38650457651611125,-0.9214762118704076,0.03867561620795635,0.38795194122161347,-0.9214762118704076,0.019361876441744804,0.3884347962746948,-0.9214762118704076,0.0,0.4338837391175582,-0.9009688679024191,0.0,0.4333443874480065,-0.9009688679024191,-0.021627319250089563,0.43172767335258344,-0.9009688679024191,-0.04320086957687637,0.42903761623726316,-0.9009688679024191,-0.06466701573507294,0.42528090400788554,-0.9009688679024191,-0.08597238950307774,0.42046687644296854,-0.9009688679024191,-0.10706402236478291,0.41460750197354695,-0.9009688679024191,-0.12788947719765112,0.4077173479277676,-0.9009688679024191,-0.1483969786396643,0.39981354431421573,-0.9009688679024191,-0.1685355418110315,0.39091574123401496,-0.9009688679024191,-0.18825509907063326,0.38104606002757974,-0.9009688679024191,-0.20750662449206628,0.37022903827747744,-0.9009688679024191,-0.22624225574982101,0.3584915688041322,-0.9009688679024191,-0.24441541311256432,0.3458628328060356,-0.9009688679024191,-0.26198091524769046,0.3323742273106898,-0.9009688679024191,-0.2788950915492332,0.31805928711665005,-0.9009688679024191,-0.2951158907098729,0.3029536014207316,-0.9009688679024191,-0.310602985267112,0.28709472533765873,-0.9009688679024191,-0.3253178718637013,0.27052208653213283,-0.9009688679024191,-0.3392239669730524,0.253276887195445,-0.9009688679024191,-0.3522866978516491,0.23540200161033706,-0.9009688679024191,-0.3644735884923353,0.21694186955877903,-0.9009688679024191,-0.3757543403647854,0.19794238583766954,-0.9009688679024191,-0.38610090774242484,0.17845078615713855,-0.9009688679024191,-0.3954875674285255,0.1585155297051304,-0.9009688679024191,-0.40389098270812535,0.13818617867022684,-0.9009688679024191,-0.4112902613667791,0.11751327502223698,-0.9009688679024191,-0.4176670076318949,0.09654821485689694,-0.9009688679024191,-0.423005367907524,0.07534312061707783,-0.9009688679024191,-0.42729207018889753,0.053950711508180205,-0.9009688679024191,-0.430516457058722,0.032424172429882867,-0.9009688679024191,-0.4326705121831976,0.010817021750102344,-0.9009688679024191,-0.4337488802418873,-0.01081702175010229,-0.9009688679024191,-0.4337488802418873,-0.03242417242988281,-0.9009688679024191,-0.4326705121831976,-0.053950711508180156,-0.9009688679024191,-0.430516457058722,-0.07534312061707778,-0.9009688679024191,-0.42729207018889753,-0.09654821485689688,-0.9009688679024191,-0.423005367907524,-0.11751327502223691,-0.9009688679024191,-0.41766700763189496,-0.13818617867022678,-0.9009688679024191,-0.4112902613667791,-0.15851552970513033,-0.9009688679024191,-0.4038909827081254,-0.17845078615713844,-0.9009688679024191,-0.39548756742852553,-0.19794238583766932,-0.9009688679024191,-0.38610090774242495,-0.21694186955877917,-0.9009688679024191,-0.37575434036478533,-0.23540200161033706,-0.9009688679024191,-0.3644735884923353,-0.25327688719544483,-0.9009688679024191,-0.3522866978516492,-0.2705220865321328,-0.9009688679024191,-0.33922396697305246,-0.2870947253376586,-0.9009688679024191,-0.3253178718637014,-0.3029536014207315,-0.9009688679024191,-0.31060298526711205,-0.31805928711665005,-0.9009688679024191,-0.2951158907098729,-0.3323742273106897,-0.9009688679024191,-0.2788950915492333,-0.3458628328060356,-0.9009688679024191,-0.26198091524769046,-0.35849156880413213,-0.9009688679024191,-0.24441541311256443,-0.37022903827747744,-0.9009688679024191,-0.22624225574982104,-0.3810460600275798,-0.9009688679024191,-0.20750662449206622,-0.3909157412340149,-0.9009688679024191,-0.1882550990706333,-0.39981354431421573,-0.9009688679024191,-0.16853554181103148,-0.4077173479277676,-0.9009688679024191,-0.14839697863966436,-0.4146075019735469,-0.9009688679024191,-0.12788947719765129,-0.4204668764429685,-0.9009688679024191,-0.107064022364783,-0.42528090400788554,-0.9009688679024191,-0.08597238950307776,-0.42903761623726316,-0.9009688679024191,-0.06466701573507305,-0.43172767335258344,-0.9009688679024191,-0.0432008695768764,-0.4333443874480065,-0.9009688679024191,-0.0216273192500897,-0.4338837391175582,-0.9009688679024191,-5.313543323124029e-17,-0.4333443874480065,-0.9009688679024191,0.02162731925008959,-0.43172767335258344,-0.9009688679024191,0.04320086957687629,-0.42903761623726316,-0.9009688679024191,0.06466701573507296,-0.4252809040078856,-0.9009688679024191,0.08597238950307765,-0.42046687644296854,-0.9009688679024191,0.10706402236478291,-0.414607501973547,-0.9009688679024191,0.127889477197651,-0.4077173479277676,-0.9009688679024191,0.14839697863966428,-0.39981354431421573,-0.9009688679024191,0.16853554181103153,-0.39091574123401496,-0.9009688679024191,0.1882550990706332,-0.3810460600275798,-0.9009688679024191,0.2075066244920661,-0.37022903827747744,-0.9009688679024191,0.22624225574982096,-0.3584915688041322,-0.9009688679024191,0.24441541311256432,-0.34586283280603564,-0.9009688679024191,0.2619809152476904,-0.3323742273106898,-0.9009688679024191,0.2788950915492332,-0.31805928711665016,-0.9009688679024191,0.29511589070987276,-0.30295360142073163,-0.9009688679024191,0.310602985267112,-0.28709472533765884,-0.9009688679024191,0.3253178718637012,-0.27052208653213283,-0.9009688679024191,0.33922396697305235,-0.2532768871954452,-0.9009688679024191,0.35228669785164896,-0.23540200161033695,-0.9009688679024191,0.3644735884923353,-0.21694186955877892,-0.9009688679024191,0.37575434036478544,-0.19794238583766957,-0.9009688679024191,0.3861009077424248,-0.17845078615713852,-0.9009688679024191,0.3954875674285255,-0.1585155297051307,-0.9009688679024191,0.40389098270812523,-0.1381861786702271,-0.9009688679024191,0.411290261366779,-0.11751327502223674,-0.9009688679024191,0.417667007631895,-0.09654821485689699,-0.9009688679024191,0.423005367907524,-0.07534312061707779,-0.9009688679024191,0.42729207018889753,-0.053950711508180454,-0.9009688679024191,0.43051645705872194,-0.03242417242988301,-0.9009688679024191,0.4326705121831976,-0.010817021750102396,-0.9009688679024191,0.4337488802418873,0.010817021750102237,-0.9009688679024191,0.4337488802418873,0.03242417242988286,-0.9009688679024191,0.4326705121831976,0.05395071150817991,-0.9009688679024191,0.430516457058722,0.07534312061707764,-0.9009688679024191,0.4272920701888976,0.09654821485689684,-0.9009688679024191,0.423005367907524,0.11751327502223695,-0.9009688679024191,0.4176670076318949,0.13818617867022692,-0.9009688679024191,0.41129026136677904,0.1585155297051302,-0.9009688679024191,0.40389098270812546,0.17845078615713839,-0.9009688679024191,0.39548756742852553,0.19794238583766943,-0.9009688679024191,0.3861009077424249,0.21694186955877914,-0.9009688679024191,0.37575434036478533,0.23540200161033714,-0.9009688679024191,0.36447358849233524,0.2532768871954448,-0.9009688679024191,0.35228669785164923,0.2705220865321327,-0.9009688679024191,0.33922396697305246,0.2870947253376584,-0.9009688679024191,0.3253178718637016,0.30295360142073163,-0.9009688679024191,0.310602985267112,0.31805928711665016,-0.9009688679024191,0.29511589070987276,0.3323742273106897,-0.9009688679024191,0.27889509154923336,0.3458628328060355,-0.9009688679024191,0.2619809152476905,0.35849156880413197,-0.9009688679024191,0.24441541311256462,0.3702290382774775,-0.9009688679024191,0.22624225574982096,0.3810460600275796,-0.9009688679024191,0.20750662449206644,0.3909157412340149,-0.9009688679024191,0.18825509907063334,0.39981354431421573,-0.9009688679024191,0.1685355418110315,0.4077173479277675,-0.9009688679024191,0.1483969786396646,0.4146075019735469,-0.9009688679024191,0.12788947719765134,0.4204668764429685,-0.9009688679024191,0.10706402236478306,0.42528090400788554,-0.9009688679024191,0.0859723895030778,0.42903761623726316,-0.9009688679024191,0.06466701573507291,0.4317276733525834,-0.9009688679024191,0.04320086957687664,0.4333443874480065,-0.9009688679024191,0.02162731925008975,0.4338837391175582,-0.9009688679024191,0.0,0.47825397862131824,-0.8782215733702285,0.0,0.4776594712485281,-0.8782215733702285,-0.023838993135131735,0.4758774271691584,-0.8782215733702285,-0.047618718777206394,0.4729122768255731,-0.8782215733702285,-0.07128005678149295,0.4687713920487218,-0.8782215733702285,-0.09476418133358135,0.46346506773060653,-0.8782215733702285,-0.11801270719962581,0.457006496229558,-0.8782215733702285,-0.14096783488123552,0.4494117345719544,-0.8782215733702285,-0.16357249431413456,0.4406996645319233,-0.8782215733702285,-0.18577048675333396,0.4308919456882769,-0.8782215733702285,-0.20750662449206625,0.42001296157538576,-0.8782215733702285,-0.2287268680671203,0.4080897590618708,-0.8782215733702285,-0.24937846060946117,0.395151981107826,-0.8782215733702285,-0.26941005900611925,0.3812317930677494,-0.8782215733702285,-0.28877186154725853,0.3663638027224034,-0.8782215733702285,-0.3074157317410744,0.3505849742384191,-0.8782215733702285,-0.32529531798869676,0.33393453626955394,-0.8782215733702285,-0.34236616882156784,0.3164538844280774,-0.8782215733702285,-0.35858584341479705,0.2981864783687567,-0.8782215733702285,-0.37391401710173866,0.27917773374130705,-0.8782215733702285,-0.388312581627467,0.259474909279931,-0.8782215733702285,-0.40174573989190215,0.23912698931065907,-0.8782215733702285,-0.41418009494704144,0.2181845619685972,-0.8782215733702285,-0.42558473302703387,0.19669969342785146,-0.8782215733702285,-0.43593130040467337,0.17472579845681638,-0.8782215733702285,-0.4451940738832316,0.15231750762064436,-0.8782215733702285,-0.4533500247483784,0.12953053146105262,-0.8782215733702285,-0.46037887602119365,0.10642152199113898,-0.8782215733702285,-0.4662631528699323,0.083047931849551,-0.8782215733702285,-0.470988226055209,0.059467871464173934,-0.8782215733702285,-0.47454234830059244,0.03573996458045092,-0.8782215733702285,-0.4769166834981855,0.011923202513515056,-0.8782215733702285,-0.4781053286765815,-0.011923202513514999,-0.8782215733702285,-0.4781053286765815,-0.03573996458045086,-0.8782215733702285,-0.4769166834981855,-0.05946787146417388,-0.8782215733702285,-0.47454234830059244,-0.08304793184955096,-0.8782215733702285,-0.470988226055209,-0.10642152199113893,-0.8782215733702285,-0.4662631528699323,-0.12953053146105253,-0.8782215733702285,-0.4603788760211937,-0.1523175076206443,-0.8782215733702285,-0.4533500247483784,-0.17472579845681632,-0.8782215733702285,-0.4451940738832317,-0.19669969342785135,-0.8782215733702285,-0.4359313004046734,-0.21818456196859695,-0.8782215733702285,-0.425584733027034,-0.23912698931065923,-0.8782215733702285,-0.4141800949470414,-0.259474909279931,-0.8782215733702285,-0.4017457398919022,-0.2791777337413069,-0.8782215733702285,-0.38831258162746707,-0.29818647836875667,-0.8782215733702285,-0.3739140171017387,-0.3164538844280773,-0.8782215733702285,-0.35858584341479716,-0.3339345362695539,-0.8782215733702285,-0.3423661688215679,-0.3505849742384191,-0.8782215733702285,-0.32529531798869676,-0.3663638027224033,-0.8782215733702285,-0.3074157317410745,-0.3812317930677494,-0.8782215733702285,-0.28877186154725853,-0.39515198110782596,-0.8782215733702285,-0.26941005900611936,-0.4080897590618707,-0.8782215733702285,-0.24937846060946123,-0.4200129615753858,-0.8782215733702285,-0.22872686806712025,-0.4308919456882768,-0.8782215733702285,-0.2075066244920663,-0.4406996645319233,-0.8782215733702285,-0.1857704867533339,-0.4494117345719543,-0.8782215733702285,-0.16357249431413465,-0.45700649622955797,-0.8782215733702285,-0.1409678348812357,-0.4634650677306065,-0.8782215733702285,-0.11801270719962591,-0.4687713920487218,-0.8782215733702285,-0.09476418133358136,-0.4729122768255731,-0.8782215733702285,-0.07128005678149309,-0.4758774271691584,-0.8782215733702285,-0.04761871877720643,-0.4776594712485281,-0.8782215733702285,-0.023838993135131888,-0.47825397862131824,-0.8782215733702285,-5.856922040980841e-17,-0.4776594712485281,-0.8782215733702285,0.023838993135131766,-0.4758774271691584,-0.8782215733702285,0.04761871877720631,-0.4729122768255731,-0.8782215733702285,0.07128005678149296,-0.46877139204872187,-0.8782215733702285,0.09476418133358125,-0.46346506773060653,-0.8782215733702285,0.11801270719962581,-0.4570064962295581,-0.8782215733702285,0.14096783488123538,-0.4494117345719544,-0.8782215733702285,0.16357249431413454,-0.4406996645319233,-0.8782215733702285,0.185770486753334,-0.4308919456882769,-0.8782215733702285,0.20750662449206622,-0.4200129615753858,-0.8782215733702285,0.22872686806712014,-0.4080897590618708,-0.8782215733702285,0.24937846060946112,-0.395151981107826,-0.8782215733702285,0.26941005900611925,-0.38123179306774946,-0.8782215733702285,0.2887718615472584,-0.3663638027224034,-0.8782215733702285,0.3074157317410744,-0.35058497423841917,-0.8782215733702285,0.32529531798869665,-0.333934536269554,-0.8782215733702285,0.3423661688215678,-0.3164538844280776,-0.8782215733702285,0.35858584341479693,-0.2981864783687567,-0.8782215733702285,0.3739140171017386,-0.27917773374130733,-0.8782215733702285,0.3883125816274668,-0.2594749092799309,-0.8782215733702285,0.4017457398919022,-0.23912698931065893,-0.8782215733702285,0.4141800949470415,-0.21818456196859726,-0.8782215733702285,0.4255847330270338,-0.19669969342785143,-0.8782215733702285,0.43593130040467337,-0.1747257984568167,-0.8782215733702285,0.4451940738832315,-0.1523175076206446,-0.8782215733702285,0.45335002474837827,-0.12953053146105234,-0.8782215733702285,0.4603788760211937,-0.10642152199113905,-0.8782215733702285,0.4662631528699323,-0.08304793184955098,-0.8782215733702285,0.470988226055209,-0.059467871464174205,-0.8782215733702285,0.4745423483005924,-0.03573996458045108,-0.8782215733702285,0.4769166834981855,-0.011923202513515115,-0.8782215733702285,0.4781053286765815,0.011923202513514938,-0.8782215733702285,0.4781053286765815,0.03573996458045091,-0.8782215733702285,0.4769166834981855,0.05946787146417361,-0.8782215733702285,0.4745423483005925,0.0830479318495508,-0.8782215733702285,0.47098822605520907,0.10642152199113887,-0.8782215733702285,0.4662631528699323,0.1295305314610526,-0.8782215733702285,0.46037887602119365,0.15231750762064442,-0.8782215733702285,0.4533500247483783,0.17472579845681616,-0.8782215733702285,0.44519407388323173,0.1966996934278513,-0.8782215733702285,0.4359313004046734,0.2181845619685971,-0.8782215733702285,0.4255847330270339,0.23912698931065918,-0.8782215733702285,0.4141800949470414,0.2594749092799311,-0.8782215733702285,0.4017457398919021,0.27917773374130683,-0.8782215733702285,0.3883125816274671,0.2981864783687566,-0.8782215733702285,0.3739140171017387,0.31645388442807715,-0.8782215733702285,0.35858584341479727,0.333934536269554,-0.8782215733702285,0.3423661688215678,0.35058497423841917,-0.8782215733702285,0.32529531798869665,0.36636380272240326,-0.8782215733702285,0.30741573174107456,0.38123179306774935,-0.8782215733702285,0.2887718615472586,0.3951519811078258,-0.8782215733702285,0.2694100590061196,0.40808975906187084,-0.8782215733702285,0.24937846060946112,0.42001296157538565,-0.8782215733702285,0.22872686806712048,0.4308919456882768,-0.8782215733702285,0.20750662449206636,0.4406996645319233,-0.8782215733702285,0.18577048675333396,0.4494117345719542,-0.8782215733702285,0.1635724943141349,0.45700649622955797,-0.8782215733702285,0.14096783488123574,0.4634650677306065,-0.8782215733702285,0.11801270719962596,0.4687713920487218,-0.8782215733702285,0.09476418133358142,0.4729122768255731,-0.8782215733702285,0.07128005678149293,0.4758774271691584,-0.8782215733702285,0.04761871877720669,0.4776594712485281,-0.8782215733702285,0.023838993135131943,0.47825397862131824,-0.8782215733702285,0.0,0.521435203379498,-0.8532908816321557,0.0,0.52078701834247,-0.8532908816321557,-0.025991399527116828,0.5188440747215177,-0.8532908816321557,-0.05191818033974832,0.5156112029806169,-0.8532908816321557,-0.07771588437571479,0.511096440548294,-0.8532908816321557,-0.10332037447804102,0.5053110118353112,-0.8532908816321557,-0.1286679938500339,0.4982693003290138,-0.8532908816321557,-0.15369572431610923,0.48998881283371365,-0.8532908816321557,-0.17834134299490512,0.4804901359460154,-0.8532908816321557,-0.2025435769951693,0.469796884873294,-0.8532908816321557,-0.22624225574982096,0.45793564472256787,-0.8532908816321557,-0.24937846060946114,0.4449359044057343,-0.8532908816321557,-0.27189467132341844,0.43082998332548794,-0.8532908816321557,-0.2937349090441554,0.41565295102419375,-0.8532908816321557,-0.3148448754995032,0.3994425399954786,-0.8532908816321557,-0.335172087986722,0.3822390518753072,-0.8532908816321557,-0.3546660098527693,0.36408525724576496,-0.8532908816321557,-0.3732781761363817,0.3450262893006519,-0.8532908816321557,-0.39096231405960513,0.32510953163725165,-0.8532908816321557,-0.40767445806921154,0.3043845004532427,-0.8532908816321557,-0.42337305914199164,0.28290272144162903,-0.8532908816321557,-0.43801908808217305,0.26071760168974895,-0.8532908816321557,-0.4515761325541507,0.23788429690084106,-0.8532908816321557,-0.46401048760928987,0.21445957426827505,-0.8532908816321557,-0.47529123948173996,0.1905016713433653,-0.8532908816321557,-0.48539034244492635,0.16607015124764213,-0.8532908816321557,-0.4942826885376462,0.14122575458954634,-0.8532908816321557,-0.5019461699864156,0.11603024845370667,-0.8532908816321557,-0.5083617341688785,0.09054627283823506,-0.8532908816321557,-0.5135134309816272,0.06483718492182171,-0.8532908816321557,-0.5173884524946725,0.038966901547806125,-0.8532908816321557,-0.5199771647939764,0.012999740316833684,-0.8532908816321557,-0.5212731319328796,-0.01299974031683362,-0.8532908816321557,-0.5212731319328796,-0.038966901547806056,-0.8532908816321557,-0.5199771647939764,-0.06483718492182165,-0.8532908816321557,-0.5173884524946725,-0.090546272838235,-0.8532908816321557,-0.5135134309816272,-0.11603024845370662,-0.8532908816321557,-0.5083617341688785,-0.14122575458954625,-0.8532908816321557,-0.5019461699864157,-0.16607015124764207,-0.8532908816321557,-0.4942826885376462,-0.19050167134336524,-0.8532908816321557,-0.4853903424449264,-0.21445957426827492,-0.8532908816321557,-0.47529123948174,-0.2378842969008408,-0.8532908816321557,-0.46401048760929,-0.2607176016897491,-0.8532908816321557,-0.45157613255415063,-0.28290272144162903,-0.8532908816321557,-0.4380190880821731,-0.30438450045324256,-0.8532908816321557,-0.4233730591419917,-0.3251095316372516,-0.8532908816321557,-0.4076744580692116,-0.34502628930065177,-0.8532908816321557,-0.3909623140596053,-0.3640852572457649,-0.8532908816321557,-0.37327817613638176,-0.3822390518753072,-0.8532908816321557,-0.3546660098527693,-0.3994425399954785,-0.8532908816321557,-0.3351720879867221,-0.41565295102419375,-0.8532908816321557,-0.3148448754995032,-0.4308299833254879,-0.8532908816321557,-0.2937349090441555,-0.4449359044057342,-0.8532908816321557,-0.2718946713234185,-0.4579356447225679,-0.8532908816321557,-0.2493784606094611,-0.46979688487329396,-0.8532908816321557,-0.22624225574982104,-0.4804901359460155,-0.8532908816321557,-0.20254357699516926,-0.4899888128337136,-0.8532908816321557,-0.1783413429949052,-0.49826930032901373,-0.8532908816321557,-0.15369572431610945,-0.5053110118353112,-0.8532908816321557,-0.12866799385003405,-0.511096440548294,-0.8532908816321557,-0.10332037447804103,-0.5156112029806169,-0.8532908816321557,-0.07771588437571494,-0.5188440747215177,-0.8532908816321557,-0.051918180339748356,-0.52078701834247,-0.8532908816321557,-0.025991399527116994,-0.521435203379498,-0.8532908816321557,-6.385739527814514e-17,-0.52078701834247,-0.8532908816321557,0.025991399527116866,-0.5188440747215177,-0.8532908816321557,0.051918180339748224,-0.5156112029806169,-0.8532908816321557,0.0777158843757148,-0.5110964405482941,-0.8532908816321557,0.10332037447804089,-0.5053110118353112,-0.8532908816321557,0.1286679938500339,-0.49826930032901384,-0.8532908816321557,0.1536957243161091,-0.48998881283371365,-0.8532908816321557,0.1783413429949051,-0.4804901359460154,-0.8532908816321557,0.20254357699516937,-0.469796884873294,-0.8532908816321557,0.2262422557498209,-0.4579356447225679,-0.8532908816321557,0.24937846060946098,-0.4449359044057343,-0.8532908816321557,0.2718946713234184,-0.43082998332548794,-0.8532908816321557,0.2937349090441554,-0.4156529510241938,-0.8532908816321557,0.314844875499503,-0.3994425399954786,-0.8532908816321557,0.335172087986722,-0.3822390518753073,-0.8532908816321557,0.3546660098527692,-0.364085257245765,-0.8532908816321557,0.37327817613638165,-0.34502628930065204,-0.8532908816321557,0.390962314059605,-0.32510953163725165,-0.8532908816321557,0.4076744580692115,-0.304384500453243,-0.8532908816321557,0.4233730591419914,-0.2829027214416289,-0.8532908816321557,0.4380190880821731,-0.2607176016897488,-0.8532908816321557,0.45157613255415074,-0.23788429690084112,-0.8532908816321557,0.4640104876092898,-0.21445957426827503,-0.8532908816321557,0.47529123948173996,-0.19050167134336568,-0.8532908816321557,0.48539034244492624,-0.1660701512476424,-0.8532908816321557,0.49428268853764606,-0.14122575458954606,-0.8532908816321557,0.5019461699864157,-0.11603024845370674,-0.8532908816321557,0.5083617341688785,-0.09054627283823502,-0.8532908816321557,0.5135134309816272,-0.06483718492182201,-0.8532908816321557,0.5173884524946724,-0.0389669015478063,-0.8532908816321557,0.5199771647939764,-0.012999740316833746,-0.8532908816321557,0.5212731319328796,0.012999740316833555,-0.8532908816321557,0.5212731319328796,0.03896690154780611,-0.8532908816321557,0.5199771647939764,0.06483718492182136,-0.8532908816321557,0.5173884524946725,0.09054627283823483,-0.8532908816321557,0.5135134309816272,0.11603024845370655,-0.8532908816321557,0.5083617341688785,0.1412257545895463,-0.8532908816321557,0.5019461699864156,0.1660701512476422,-0.8532908816321557,0.4942826885376461,0.19050167134336507,-0.8532908816321557,0.48539034244492646,0.21445957426827486,-0.8532908816321557,0.47529123948174,0.23788429690084095,-0.8532908816321557,0.4640104876092899,0.26071760168974906,-0.8532908816321557,0.45157613255415063,0.2829027214416292,-0.8532908816321557,0.438019088082173,0.3043845004532425,-0.8532908816321557,0.42337305914199175,0.32510953163725154,-0.8532908816321557,0.4076744580692116,0.3450262893006515,-0.8532908816321557,0.39096231405960546,0.364085257245765,-0.8532908816321557,0.37327817613638165,0.3822390518753073,-0.8532908816321557,0.3546660098527692,0.39944253999547846,-0.8532908816321557,0.33517208798672216,0.4156529510241937,-0.8532908816321557,0.31484487549950324,0.4308299833254877,-0.8532908816321557,0.2937349090441557,0.44493590440573433,-0.8532908816321557,0.2718946713234184,0.45793564472256776,-0.8532908816321557,0.24937846060946134,0.46979688487329396,-0.8532908816321557,0.2262422557498211,0.4804901359460154,-0.8532908816321557,0.2025435769951693,0.4899888128337135,-0.8532908816321557,0.1783413429949055,0.49826930032901373,-0.8532908816321557,0.1536957243161095,0.5053110118353112,-0.8532908816321557,0.1286679938500341,0.511096440548294,-0.8532908816321557,0.10332037447804109,0.5156112029806169,-0.8532908816321557,0.07771588437571476,0.5188440747215176,-0.8532908816321557,0.05191818033974865,0.52078701834247,-0.8532908816321557,0.025991399527117057,0.521435203379498,-0.8532908816321557,0.0,0.5633200580636221,-0.8262387743159948,0.0,0.5626198068524877,-0.8262387743159948,-0.028079187204616593,0.5605207941539289,-0.8262387743159948,-0.05608856512562525,0.5570282384442388,-0.8262387743159948,-0.0839584980362964,0.5521508227672066,-0.8262387743159948,-0.11161969689216741,0.5459006731467015,-0.8262387743159948,-0.1390033915945245,0.538293328439467,-0.8262387743159948,-0.1660415019637036,0.5293477017030751,-0.8262387743159948,-0.19266680699714403,0.5190860331750845,-0.8262387743159948,-0.21881311199139225,0.5075338349803066,-0.8262387743159948,-0.2444154131125643,0.49471982770364265,-0.8262387743159948,-0.26941005900611925,0.4806758689861852,-0.8262387743159948,-0.2937349090441554,0.4654368743221022,-0.8262387743159948,-0.31732948781680254,0.44904073025321734,-0.8262387743159948,-0.340135135483619,0.4315282001770977,-0.8262387743159948,-0.36209515361119815,0.4129428230028246,-0.8262387743159948,-0.3831549461344071,0.39333080490640526,-0.8262387743159948,-0.40326215509080676,0.37274090445493924,-0.8262387743159948,-0.4223667907907964,0.35122431138513804,-0.8262387743159948,-0.4404213560998583,0.32883451933757385,-0.8262387743159948,-0.4573809645239178,0.30562719286306084,-0.8262387743159948,-0.4732034518042403,0.281660029031811,-0.8262387743159948,-0.48784948074442175,0.256992613989427,-0.8262387743159948,-0.5012826390088568,0.2316862748163551,-0.8262387743159948,-0.5134695296495431,0.20580392705910078,-0.8262387743159948,-0.5243798541361546,0.17940991831226738,-0.8262387743159948,-0.5339864876829639,0.15256986824029625,-0.8262387743159948,-0.5422655466853312,0.12535050543664247,-0.8262387743159948,-0.5491964480981107,0.0978195015259774,-0.8262387743159948,-0.5547619606083422,0.07004530292186728,-0.8262387743159948,-0.5589482474750113,0.0420969606582045,-0.8262387743159948,-0.5617449009293668,0.014043958717457564,-0.8262387743159948,-0.5631449680502747,-0.014043958717457497,-0.8262387743159948,-0.5631449680502747,-0.04209696065820443,-0.8262387743159948,-0.5617449009293668,-0.07004530292186721,-0.8262387743159948,-0.5589482474750113,-0.09781950152597733,-0.8262387743159948,-0.5547619606083422,-0.1253505054366424,-0.8262387743159948,-0.5491964480981107,-0.15256986824029617,-0.8262387743159948,-0.5422655466853313,-0.1794099183122673,-0.8262387743159948,-0.5339864876829639,-0.20580392705910072,-0.8262387743159948,-0.5243798541361547,-0.23168627481635493,-0.8262387743159948,-0.5134695296495431,-0.25699261398942674,-0.8262387743159948,-0.501282639008857,-0.28166002903181114,-0.8262387743159948,-0.4878494807444217,-0.30562719286306084,-0.8262387743159948,-0.47320345180424034,-0.3288345193375737,-0.8262387743159948,-0.45738096452391785,-0.351224311385138,-0.8262387743159948,-0.44042135609985833,-0.3727409044549391,-0.8262387743159948,-0.42236679079079653,-0.3933308049064052,-0.8262387743159948,-0.4032621550908068,-0.4129428230028246,-0.8262387743159948,-0.3831549461344071,-0.43152820017709764,-0.8262387743159948,-0.36209515361119826,-0.44904073025321734,-0.8262387743159948,-0.340135135483619,-0.4654368743221021,-0.8262387743159948,-0.31732948781680265,-0.48067586898618514,-0.8262387743159948,-0.29373490904415545,-0.49471982770364276,-0.8262387743159948,-0.26941005900611914,-0.5075338349803066,-0.8262387743159948,-0.24441541311256434,-0.5190860331750846,-0.8262387743159948,-0.2188131119913922,-0.5293477017030751,-0.8262387743159948,-0.19266680699714414,-0.538293328439467,-0.8262387743159948,-0.16604150196370382,-0.5459006731467014,-0.8262387743159948,-0.1390033915945246,-0.5521508227672066,-0.8262387743159948,-0.11161969689216743,-0.5570282384442388,-0.8262387743159948,-0.08395849803629656,-0.5605207941539289,-0.8262387743159948,-0.056088565125625295,-0.5626198068524877,-0.8262387743159948,-0.028079187204616773,-0.5633200580636221,-0.8262387743159948,-6.89868106003116e-17,-0.5626198068524877,-0.8262387743159948,0.02807918720461663,-0.5605207941539289,-0.8262387743159948,0.056088565125625156,-0.5570282384442388,-0.8262387743159948,0.08395849803629642,-0.5521508227672066,-0.8262387743159948,0.11161969689216729,-0.5459006731467015,-0.8262387743159948,0.1390033915945245,-0.5382933284394671,-0.8262387743159948,0.16604150196370346,-0.5293477017030751,-0.8262387743159948,0.192666806997144,-0.5190860331750845,-0.8262387743159948,0.21881311199139228,-0.5075338349803066,-0.8262387743159948,0.24441541311256423,-0.49471982770364276,-0.8262387743159948,0.26941005900611903,-0.4806758689861852,-0.8262387743159948,0.29373490904415533,-0.4654368743221022,-0.8262387743159948,0.31732948781680254,-0.4490407302532174,-0.8262387743159948,0.3401351354836189,-0.4315282001770977,-0.8262387743159948,0.36209515361119815,-0.41294282300282475,-0.8262387743159948,0.3831549461344069,-0.3933308049064053,-0.8262387743159948,0.4032621550908067,-0.3727409044549394,-0.8262387743159948,0.4223667907907963,-0.35122431138513804,-0.8262387743159948,0.4404213560998582,-0.3288345193375742,-0.8262387743159948,0.4573809645239175,-0.3056271928630607,-0.8262387743159948,0.47320345180424034,-0.2816600290318108,-0.8262387743159948,0.4878494807444218,-0.2569926139894271,-0.8262387743159948,0.5012826390088568,-0.23168627481635506,-0.8262387743159948,0.5134695296495431,-0.2058039270591012,-0.8262387743159948,0.5243798541361545,-0.17940991831226769,-0.8262387743159948,0.5339864876829638,-0.15256986824029595,-0.8262387743159948,0.5422655466853313,-0.12535050543664256,-0.8262387743159948,0.5491964480981107,-0.09781950152597735,-0.8262387743159948,0.5547619606083422,-0.0700453029218676,-0.8262387743159948,0.5589482474750112,-0.04209696065820469,-0.8262387743159948,0.5617449009293668,-0.014043958717457634,-0.8262387743159948,0.5631449680502747,0.014043958717457426,-0.8262387743159948,0.5631449680502747,0.04209696065820449,-0.8262387743159948,0.5617449009293668,0.07004530292186689,-0.8262387743159948,0.5589482474750113,0.09781950152597715,-0.8262387743159948,0.5547619606083423,0.12535050543664233,-0.8262387743159948,0.5491964480981107,0.15256986824029622,-0.8262387743159948,0.5422655466853312,0.17940991831226746,-0.8262387743159948,0.5339864876829638,0.20580392705910053,-0.8262387743159948,0.5243798541361548,0.23168627481635487,-0.8262387743159948,0.5134695296495431,0.2569926139894269,-0.8262387743159948,0.501282639008857,0.2816600290318111,-0.8262387743159948,0.4878494807444217,0.30562719286306095,-0.8262387743159948,0.4732034518042402,0.32883451933757357,-0.8262387743159948,0.4573809645239179,0.3512243113851379,-0.8262387743159948,0.44042135609985833,0.37274090445493885,-0.8262387743159948,0.42236679079079675,0.3933308049064053,-0.8262387743159948,0.4032621550908067,0.41294282300282475,-0.8262387743159948,0.3831549461344069,0.4315282001770976,-0.8262387743159948,0.3620951536111983,0.4490407302532173,-0.8262387743159948,0.34013513548361907,0.4654368743221019,-0.8262387743159948,0.3173294878168029,0.4806758689861853,-0.8262387743159948,0.29373490904415533,0.49471982770364253,-0.8262387743159948,0.2694100590061195,0.5075338349803066,-0.8262387743159948,0.2444154131125644,0.5190860331750845,-0.8262387743159948,0.21881311199139225,0.529347701703075,-0.8262387743159948,0.19266680699714445,0.538293328439467,-0.8262387743159948,0.16604150196370387,0.5459006731467014,-0.8262387743159948,0.13900339159452466,0.5521508227672066,-0.8262387743159948,0.1116196968921675,0.5570282384442388,-0.8262387743159948,0.08395849803629638,0.5605207941539287,-0.8262387743159948,0.05608856512562561,0.5626198068524877,-0.8262387743159948,0.02807918720461684,0.5633200580636221,-0.8262387743159948,0.0,0.6038044103254774,-0.7971325072229225,0.0,0.6030538338750807,-0.7971325072229225,-0.03009716559850842,0.6008039705752087,-0.7971325072229225,-0.06011950490116467,0.5970604139405183,-0.7971325072229225,-0.08999237764207785,0.5918324710426461,-0.7971325072229225,-0.11964151515277985,0.5851331393713622,-0.7971325072229225,-0.14899320500583704,0.5769790745207626,-0.7971325072229225,-0.17797447427555926,0.5673905487808378,-0.7971325072229225,-0.20651327096019065,0.5563914007373661,-0.7971325072229225,-0.23453864311453898,0.5440089760054331,-0.7971325072229225,-0.26198091524769046,0.5302740592439238,-0.7971325072229225,-0.2887718615472585,0.5152207976200105,-0.7971325072229225,-0.3148448754995032,0.4988866159139145,-0.7971325072229225,-0.340135135483619,0.48131212347500607,-0.7971325072229225,-0.36457976592849745,0.46254101326056324,-0.7971325072229225,-0.38811799363130395,0.4426199532081957,-0.7971325072229225,-0.4106912988492355,0.42159847021199887,-0.7971325072229225,-0.4322435607888217,0.39952882699089126,-0.7971325072229225,-0.45272119713105985,0.3764658921552614,-0.7971325072229225,-0.47207329724550257,0.3524670037949561,-0.7971325072229225,-0.4902517487621068,0.32759182692775574,-0.7971325072229225,-0.5072113571861663,0.30190220516273863,-0.7971325072229225,-0.5229099582589465,0.27546200694732503,-0.7971325072229225,-0.5373085227846747,0.24833696678025277,-0.7971325072229225,-0.5503712536632714,0.220594521785257,-0.7971325072229225,-0.5620656748875804,0.19230364405175487,-0.7971325072229225,-0.5723627122838397,0.1635346691593635,-0.7971325072229225,-0.5812367657946588,0.13435912131256694,-0.7971325072229225,-0.5886657731247948,0.10484953552027465,-0.7971325072229225,-0.5946312645914946,0.07507927726236016,-0.7971325072229225,-0.5991184090430364,0.045122360091518716,-0.7971325072229225,-0.6021160507313094,0.01505326162391344,-0.7971325072229225,-0.6036167370467617,-0.015053261623913365,-0.7971325072229225,-0.6036167370467617,-0.04512236009151865,-0.7971325072229225,-0.6021160507313094,-0.0750792772623601,-0.7971325072229225,-0.5991184090430364,-0.10484953552027458,-0.7971325072229225,-0.5946312645914946,-0.1343591213125669,-0.7971325072229225,-0.5886657731247948,-0.16353466915936338,-0.7971325072229225,-0.5812367657946588,-0.1923036440517548,-0.7971325072229225,-0.5723627122838397,-0.22059452178525693,-0.7971325072229225,-0.5620656748875804,-0.2483369667802526,-0.7971325072229225,-0.5503712536632716,-0.27546200694732476,-0.7971325072229225,-0.5373085227846749,-0.3019022051627388,-0.7971325072229225,-0.5229099582589464,-0.32759182692775574,-0.7971325072229225,-0.5072113571861664,-0.3524670037949559,-0.7971325072229225,-0.49025174876210686,-0.37646589215526133,-0.7971325072229225,-0.4720732972455026,-0.39952882699089115,-0.7971325072229225,-0.45272119713105996,-0.42159847021199875,-0.7971325072229225,-0.43224356078882176,-0.4426199532081957,-0.7971325072229225,-0.4106912988492355,-0.4625410132605631,-0.7971325072229225,-0.38811799363130406,-0.48131212347500607,-0.7971325072229225,-0.36457976592849745,-0.4988866159139144,-0.7971325072229225,-0.3401351354836191,-0.5152207976200104,-0.7971325072229225,-0.31484487549950324,-0.5302740592439239,-0.7971325072229225,-0.2887718615472584,-0.5440089760054331,-0.7971325072229225,-0.2619809152476905,-0.5563914007373661,-0.7971325072229225,-0.23453864311453892,-0.5673905487808378,-0.7971325072229225,-0.20651327096019076,-0.5769790745207626,-0.7971325072229225,-0.17797447427555949,-0.5851331393713622,-0.7971325072229225,-0.14899320500583718,-0.5918324710426461,-0.7971325072229225,-0.11964151515277988,-0.5970604139405183,-0.7971325072229225,-0.08999237764207801,-0.6008039705752087,-0.7971325072229225,-0.06011950490116471,-0.6030538338750807,-0.7971325072229225,-0.030097165598508613,-0.6038044103254774,-0.7971325072229225,-7.394471384161509e-17,-0.6030538338750807,-0.7971325072229225,0.03009716559850846,-0.6008039705752087,-0.7971325072229225,0.060119504901164564,-0.5970604139405183,-0.7971325072229225,0.08999237764207788,-0.5918324710426462,-0.7971325072229225,0.11964151515277972,-0.5851331393713622,-0.7971325072229225,0.14899320500583704,-0.5769790745207627,-0.7971325072229225,0.1779744742755591,-0.5673905487808378,-0.7971325072229225,0.20651327096019062,-0.5563914007373661,-0.7971325072229225,0.23453864311453904,-0.5440089760054331,-0.7971325072229225,0.2619809152476904,-0.5302740592439239,-0.7971325072229225,0.2887718615472583,-0.5152207976200105,-0.7971325072229225,0.3148448754995031,-0.4988866159139145,-0.7971325072229225,0.340135135483619,-0.4813121234750061,-0.7971325072229225,0.36457976592849733,-0.46254101326056324,-0.7971325072229225,0.38811799363130395,-0.44261995320819586,-0.7971325072229225,0.4106912988492354,-0.4215984702119989,-0.7971325072229225,0.43224356078882165,-0.3995288269908915,-0.7971325072229225,0.4527211971310597,-0.3764658921552614,-0.7971325072229225,0.47207329724550245,-0.35246700379495643,-0.7971325072229225,0.49025174876210653,-0.3275918269277556,-0.7971325072229225,0.5072113571861664,-0.30190220516273847,-0.7971325072229225,0.5229099582589465,-0.2754620069473251,-0.7971325072229225,0.5373085227846747,-0.24833696678025274,-0.7971325072229225,0.5503712536632714,-0.22059452178525743,-0.7971325072229225,0.5620656748875803,-0.1923036440517552,-0.7971325072229225,0.5723627122838396,-0.16353466915936313,-0.7971325072229225,0.5812367657946589,-0.13435912131256703,-0.7971325072229225,0.5886657731247948,-0.1048495355202746,-0.7971325072229225,0.5946312645914946,-0.07507927726236051,-0.7971325072229225,0.5991184090430364,-0.04512236009151892,-0.7971325072229225,0.6021160507313094,-0.015053261623913513,-0.7971325072229225,0.6036167370467617,0.015053261623913291,-0.7971325072229225,0.6036167370467617,0.0451223600915187,-0.7971325072229225,0.6021160507313094,0.07507927726235976,-0.7971325072229225,0.5991184090430365,0.10484953552027439,-0.7971325072229225,0.5946312645914947,0.1343591213125668,-0.7971325072229225,0.5886657731247948,0.16353466915936343,-0.7971325072229225,0.5812367657946588,0.19230364405175498,-0.7971325072229225,0.5723627122838396,0.2205945217852567,-0.7971325072229225,0.5620656748875805,0.24833696678025255,-0.7971325072229225,0.5503712536632716,0.2754620069473249,-0.7971325072229225,0.5373085227846748,0.30190220516273875,-0.7971325072229225,0.5229099582589464,0.32759182692775585,-0.7971325072229225,0.5072113571861663,0.3524670037949558,-0.7971325072229225,0.490251748762107,0.3764658921552612,-0.7971325072229225,0.4720732972455026,0.3995288269908909,-0.7971325072229225,0.4527211971310602,0.4215984702119989,-0.7971325072229225,0.43224356078882165,0.44261995320819586,-0.7971325072229225,0.4106912988492354,0.46254101326056307,-0.7971325072229225,0.38811799363130417,0.481312123475006,-0.7971325072229225,0.3645797659284975,0.4988866159139142,-0.7971325072229225,0.3401351354836194,0.5152207976200106,-0.7971325072229225,0.3148448754995031,0.5302740592439237,-0.7971325072229225,0.2887718615472587,0.5440089760054331,-0.7971325072229225,0.26198091524769057,0.5563914007373661,-0.7971325072229225,0.23453864311453898,0.5673905487808376,-0.7971325072229225,0.2065132709601911,0.5769790745207626,-0.7971325072229225,0.17797447427555957,0.5851331393713622,-0.7971325072229225,0.14899320500583726,0.5918324710426461,-0.7971325072229225,0.11964151515277995,0.5970604139405183,-0.7971325072229225,0.08999237764207782,0.6008039705752086,-0.7971325072229225,0.06011950490116505,0.6030538338750807,-0.7971325072229225,0.030097165598508682,0.6038044103254774,-0.7971325072229225,0.0,0.6427876096865394,-0.766044443118978,0.0,0.6419885740481984,-0.766044443118978,-0.032040317696548075,0.6395934536616703,-0.766044443118978,-0.06400097811496103,0.6356082031736161,-0.766044443118978,-0.09580252201764812,0.6300427305446741,-0.766044443118978,-0.1273658857557475,0.6229108724167074,-0.766044443118978,-0.15861259783381462,0.6142303597127331,-0.766044443118978,-0.18946497400232412,0.6040227735550537,-0.766044443118978,-0.2198463103929542,0.5923134916111864,-0.766044443118978,-0.2496810742164889,0.5791316250009835,-0.766044443118978,-0.2788950915492332,0.5645099459218009,-0.766044443118978,-0.3074157317410744,0.5484848061716532,-0.766044443118978,-0.33517208798672204,0.5310960467729144,-0.766044443118978,-0.3620951536111982,0.5123868989212604,-0.766044443118978,-0.388117993631304,0.49240387650610407,-0.766044443118978,-0.4131759111665348,0.4711966604697375,-0.766044443118978,-0.4372066082857186,0.4488179752926818,-0.766044443118978,-0.4601503408894886,0.42532345791232096,-0.766044443118978,-0.4819500672435279,0.40077151940070943,-0.766044443118978,-0.5025515897933084,0.3752231997454433,-0.766044443118978,-0.5219036899077512,0.34874201609463396,-0.766044443118978,-0.539958255216813,0.3213938048432696,-0.766044443118978,-0.5566703992264195,0.2932465579535645,-0.766044443118978,-0.571998572913361,0.2643702539162271,-0.766044443118978,-0.5859046680227121,0.23483668377290676,-0.766044443118978,-0.5983541118109565,0.2047192726323531,-0.766044443118978,-0.6093159529992754,0.1740928971240256,-0.766044443118978,-0.6187629387233032,0.14303369924299567,-0.766044443118978,-0.6266715822880428,0.11161889704894971,-0.766044443118978,-0.6330222215594891,0.0799265926899261,-0.766044443118978,-0.6377990678477929,0.04803557822806912,-0.766044443118978,-0.6409902451604313,0.01602513975014792,-0.766044443118978,-0.6425878197277964,-0.016025139750147844,-0.766044443118978,-0.6425878197277964,-0.04803557822806904,-0.766044443118978,-0.6409902451604313,-0.07992659268992602,-0.766044443118978,-0.6377990678477929,-0.11161889704894963,-0.766044443118978,-0.6330222215594891,-0.14303369924299558,-0.766044443118978,-0.6266715822880428,-0.1740928971240255,-0.766044443118978,-0.6187629387233032,-0.20471927263235304,-0.766044443118978,-0.6093159529992754,-0.2348366837729067,-0.766044443118978,-0.5983541118109565,-0.2643702539162269,-0.766044443118978,-0.5859046680227122,-0.2932465579535642,-0.766044443118978,-0.5719985729133612,-0.32139380484326985,-0.766044443118978,-0.5566703992264194,-0.34874201609463396,-0.766044443118978,-0.5399582552168131,-0.3752231997454431,-0.766044443118978,-0.5219036899077512,-0.4007715194007093,-0.766044443118978,-0.5025515897933085,-0.4253234579123208,-0.766044443118978,-0.481950067243528,-0.4488179752926817,-0.766044443118978,-0.4601503408894887,-0.4711966604697375,-0.766044443118978,-0.4372066082857186,-0.49240387650610395,-0.766044443118978,-0.41317591116653496,-0.5123868989212604,-0.766044443118978,-0.388117993631304,-0.5310960467729143,-0.766044443118978,-0.3620951536111983,-0.5484848061716531,-0.766044443118978,-0.3351720879867221,-0.564509945921801,-0.766044443118978,-0.30741573174107434,-0.5791316250009834,-0.766044443118978,-0.2788950915492333,-0.5923134916111865,-0.766044443118978,-0.24968107421648886,-0.6040227735550536,-0.766044443118978,-0.2198463103929543,-0.614230359712733,-0.766044443118978,-0.18946497400232437,-0.6229108724167073,-0.766044443118978,-0.15861259783381476,-0.6300427305446741,-0.766044443118978,-0.12736588575574753,-0.6356082031736161,-0.766044443118978,-0.0958025220176483,-0.6395934536616703,-0.766044443118978,-0.06400097811496107,-0.6419885740481984,-0.766044443118978,-0.03204031769654828,-0.6427876096865394,-0.766044443118978,-7.871877887341986e-17,-0.6419885740481984,-0.766044443118978,0.03204031769654812,-0.6395934536616703,-0.766044443118978,0.06400097811496092,-0.6356082031736161,-0.766044443118978,0.09580252201764815,-0.6300427305446741,-0.766044443118978,0.12736588575574737,-0.6229108724167074,-0.766044443118978,0.15861259783381462,-0.6142303597127331,-0.766044443118978,0.18946497400232395,-0.6040227735550537,-0.766044443118978,0.21984631039295416,-0.5923134916111864,-0.766044443118978,0.24968107421648894,-0.5791316250009835,-0.766044443118978,0.27889509154923314,-0.564509945921801,-0.766044443118978,0.3074157317410742,-0.5484848061716532,-0.766044443118978,0.33517208798672193,-0.5310960467729144,-0.766044443118978,0.3620951536111982,-0.5123868989212605,-0.766044443118978,0.3881179936313039,-0.49240387650610407,-0.766044443118978,0.4131759111665348,-0.4711966604697376,-0.766044443118978,0.43720660828571845,-0.44881797529268186,-0.766044443118978,0.46015034088948853,-0.4253234579123211,-0.766044443118978,0.48195006724352774,-0.40077151940070943,-0.766044443118978,0.5025515897933083,-0.3752231997454437,-0.766044443118978,0.5219036899077508,-0.34874201609463384,-0.766044443118978,0.5399582552168131,-0.32139380484326946,-0.766044443118978,0.5566703992264195,-0.2932465579535646,-0.766044443118978,0.571998572913361,-0.26437025391622704,-0.766044443118978,0.5859046680227121,-0.23483668377290723,-0.766044443118978,0.5983541118109563,-0.20471927263235346,-0.766044443118978,0.6093159529992752,-0.17409289712402526,-0.766044443118978,0.6187629387233033,-0.14303369924299575,-0.766044443118978,0.6266715822880428,-0.11161889704894966,-0.766044443118978,0.6330222215594891,-0.07992659268992645,-0.766044443118978,0.6377990678477928,-0.04803557822806934,-0.766044443118978,0.6409902451604313,-0.016025139750148,-0.766044443118978,0.6425878197277964,0.016025139750147764,-0.766044443118978,0.6425878197277964,0.0480355782280691,-0.766044443118978,0.6409902451604313,0.07992659268992566,-0.766044443118978,0.6377990678477929,0.11161889704894942,-0.766044443118978,0.6330222215594891,0.1430336992429955,-0.766044443118978,0.6266715822880428,0.17409289712402556,-0.766044443118978,0.6187629387233032,0.2047192726323532,-0.766044443118978,0.6093159529992753,0.23483668377290648,-0.766044443118978,0.5983541118109567,0.2643702539162268,-0.766044443118978,0.5859046680227122,0.2932465579535644,-0.766044443118978,0.5719985729133611,0.32139380484326974,-0.766044443118978,0.5566703992264194,0.3487420160946341,-0.766044443118978,0.5399582552168128,0.37522319974544305,-0.766044443118978,0.5219036899077513,0.40077151940070926,-0.766044443118978,0.5025515897933085,0.4253234579123205,-0.766044443118978,0.48195006724352824,0.44881797529268186,-0.766044443118978,0.46015034088948853,0.4711966604697376,-0.766044443118978,0.43720660828571845,0.4924038765061039,-0.766044443118978,0.413175911166535,0.5123868989212603,-0.766044443118978,0.38811799363130406,0.5310960467729141,-0.766044443118978,0.3620951536111986,0.5484848061716533,-0.766044443118978,0.33517208798672193,0.5645099459218008,-0.766044443118978,0.30741573174107467,0.5791316250009834,-0.766044443118978,0.27889509154923336,0.5923134916111864,-0.766044443118978,0.2496810742164889,0.6040227735550535,-0.766044443118978,0.21984631039295466,0.614230359712733,-0.766044443118978,0.18946497400232445,0.6229108724167073,-0.766044443118978,0.15861259783381484,0.6300427305446741,-0.766044443118978,0.1273658857557476,0.6356082031736161,-0.766044443118978,0.09580252201764809,0.6395934536616702,-0.766044443118978,0.06400097811496143,0.6419885740481984,-0.766044443118978,0.03204031769654836,0.6427876096865394,-0.766044443118978,0.0,0.6801727377709194,-0.7330518718298263,0.0,0.6793272294731288,-0.7330518718298263,-0.0339038125164526,0.6767928066466057,-0.7330518718298263,-0.06772333481303153,0.6725757702658258,-0.7330518718298263,-0.10137448622863066,0.6666866045476773,-0.7330518718298263,-0.13477360469868288,0.6591399508860448,-0.7330518718298263,-0.16783765475223456,0.6499545714509983,-0.7330518718298263,-0.20048443395120955,0.6391533025430817,-0.7330518718298263,-0.23263277725862233,0.6267629978186708,-0.7330518718298263,-0.26420275882764843,0.6128144615275543,-0.7330518718298263,-0.2951158907098728,0.5973423719287126,-0.7330518718298263,-0.3252953179886967,0.5803851950747049,-0.7330518718298263,-0.3546660098527693,0.561985089178999,-0.7330518718298263,-0.3831549461344071,0.5421877998040123,-0.7330518718298263,-0.4106912988492355,0.5210425461304345,-0.7330518718298263,-0.4372066082857185,0.49860189859059006,-0.7330518718298263,-0.4626349532067878,0.47492164817005955,-0.7330518718298263,-0.4869131147404247,0.45006066770249975,-0.7330518718298263,-0.5099807335517371,0.4240807655025029,-0.7330518718298263,-0.5317804599057764,0.3970465317003873,-0.7330518718298263,-0.5522580962480145,0.3690251776609572,-0.7330518718298263,-0.5713627319480041,0.3400863688854596,-0.7330518718298263,-0.5890468698712276,0.31030205181217174,-0.7330518718298263,-0.6052665444644567,0.2797462749462186,-0.7330518718298263,-0.619981431061046,0.24849500476332304,-0.7330518718298263,-0.633154946134407,0.21662593684517747,-0.7330518718298263,-0.6447543382504201,0.1842183027159853,-0.7330518718298263,-0.6547507694926592,0.15135267286040832,-0.7330518718298263,-0.6631193871579975,0.11811075641264708,-0.7330518718298263,-0.6698393855443409,0.08457519801465865,-0.7330518718298263,-0.6748940576768839,0.0508293723485553,-0.7330518718298263,-0.6782708368442799,0.016957176854007976,-0.7330518718298263,-0.679961327841466,-0.016957176854007893,-0.7330518718298263,-0.679961327841466,-0.05082937234855522,-0.7330518718298263,-0.6782708368442799,-0.08457519801465857,-0.7330518718298263,-0.6748940576768839,-0.118110756412647,-0.7330518718298263,-0.6698393855443409,-0.15135267286040827,-0.7330518718298263,-0.6631193871579975,-0.1842183027159852,-0.7330518718298263,-0.6547507694926593,-0.2166259368451774,-0.7330518718298263,-0.6447543382504201,-0.24849500476332295,-0.7330518718298263,-0.6331549461344071,-0.2797462749462184,-0.7330518718298263,-0.6199814310610461,-0.3103020518121714,-0.7330518718298263,-0.6052665444644568,-0.34008636888545984,-0.7330518718298263,-0.5890468698712275,-0.3690251776609572,-0.7330518718298263,-0.5713627319480041,-0.39704653170038706,-0.7330518718298263,-0.5522580962480146,-0.4240807655025028,-0.7330518718298263,-0.5317804599057765,-0.45006066770249964,-0.7330518718298263,-0.5099807335517373,-0.4749216481700595,-0.7330518718298263,-0.4869131147404248,-0.49860189859059006,-0.7330518718298263,-0.4626349532067878,-0.5210425461304345,-0.7330518718298263,-0.43720660828571867,-0.5421877998040123,-0.7330518718298263,-0.4106912988492355,-0.5619850891789989,-0.7330518718298263,-0.3831549461344072,-0.5803851950747048,-0.7330518718298263,-0.35466600985276936,-0.5973423719287128,-0.7330518718298263,-0.32529531798869665,-0.6128144615275541,-0.7330518718298263,-0.29511589070987293,-0.626762997818671,-0.7330518718298263,-0.2642027588276484,-0.6391533025430816,-0.7330518718298263,-0.23263277725862244,-0.6499545714509982,-0.7330518718298263,-0.20048443395120982,-0.6591399508860447,-0.7330518718298263,-0.1678376547522347,-0.6666866045476773,-0.7330518718298263,-0.1347736046986829,-0.6725757702658258,-0.7330518718298263,-0.10137448622863085,-0.6767928066466057,-0.7330518718298263,-0.06772333481303158,-0.6793272294731288,-0.7330518718298263,-0.033903812516452816,-0.6801727377709194,-0.7330518718298263,-8.329713661784484e-17,-0.6793272294731288,-0.7330518718298263,0.03390381251645265,-0.6767928066466057,-0.7330518718298263,0.0677233348130314,-0.6725757702658258,-0.7330518718298263,0.10137448622863068,-0.6666866045476774,-0.7330518718298263,0.13477360469868274,-0.6591399508860448,-0.7330518718298263,0.16783765475223456,-0.6499545714509984,-0.7330518718298263,0.20048443395120935,-0.6391533025430817,-0.7330518718298263,0.23263277725862228,-0.6267629978186708,-0.7330518718298263,0.2642027588276485,-0.6128144615275543,-0.7330518718298263,0.29511589070987276,-0.5973423719287128,-0.7330518718298263,0.3252953179886965,-0.5803851950747049,-0.7330518718298263,0.35466600985276925,-0.561985089178999,-0.7330518718298263,0.3831549461344071,-0.5421877998040124,-0.7330518718298263,0.4106912988492354,-0.5210425461304345,-0.7330518718298263,0.4372066082857185,-0.49860189859059023,-0.7330518718298263,0.46263495320678766,-0.4749216481700596,-0.7330518718298263,0.48691311474042465,-0.45006066770250003,-0.7330518718298263,0.509980733551737,-0.4240807655025029,-0.7330518718298263,0.5317804599057763,-0.3970465317003877,-0.7330518718298263,0.5522580962480141,-0.36902517766095705,-0.7330518718298263,0.5713627319480041,-0.3400863688854594,-0.7330518718298263,0.5890468698712277,-0.3103020518121718,-0.7330518718298263,0.6052665444644566,-0.27974627494621856,-0.7330518718298263,0.619981431061046,-0.24849500476332353,-0.7330518718298263,0.6331549461344069,-0.21662593684517784,-0.7330518718298263,0.64475433825042,-0.1842183027159849,-0.7330518718298263,0.6547507694926594,-0.15135267286040843,-0.7330518718298263,0.6631193871579975,-0.11811075641264702,-0.7330518718298263,0.6698393855443409,-0.08457519801465903,-0.7330518718298263,0.6748940576768838,-0.05082937234855553,-0.7330518718298263,0.6782708368442799,-0.01695717685400806,-0.7330518718298263,0.679961327841466,0.01695717685400781,-0.7330518718298263,0.679961327841466,0.05082937234855528,-0.7330518718298263,0.6782708368442799,0.08457519801465818,-0.7330518718298263,0.6748940576768839,0.11811075641264678,-0.7330518718298263,0.669839385544341,0.15135267286040818,-0.7330518718298263,0.6631193871579975,0.18421830271598524,-0.7330518718298263,0.6547507694926592,0.21662593684517759,-0.7330518718298263,0.64475433825042,0.24849500476332273,-0.7330518718298263,0.6331549461344071,0.27974627494621834,-0.7330518718298263,0.6199814310610461,0.3103020518121716,-0.7330518718298263,0.6052665444644567,0.34008636888545973,-0.7330518718298263,0.5890468698712275,0.3690251776609574,-0.7330518718298263,0.571362731948004,0.397046531700387,-0.7330518718298263,0.5522580962480146,0.42408076550250273,-0.7330518718298263,0.5317804599057765,0.4500606677024993,-0.7330518718298263,0.5099807335517376,0.4749216481700596,-0.7330518718298263,0.48691311474042465,0.49860189859059023,-0.7330518718298263,0.46263495320678766,0.5210425461304344,-0.7330518718298263,0.4372066082857188,0.5421877998040123,-0.7330518718298263,0.4106912988492356,0.5619850891789987,-0.7330518718298263,0.38315494613440754,0.5803851950747049,-0.7330518718298263,0.35466600985276925,0.5973423719287125,-0.7330518718298263,0.325295317988697,0.6128144615275541,-0.7330518718298263,0.295115890709873,0.6267629978186708,-0.7330518718298263,0.26420275882764843,0.6391533025430814,-0.7330518718298263,0.2326327772586228,0.6499545714509982,-0.7330518718298263,0.20048443395120988,0.6591399508860447,-0.7330518718298263,0.16783765475223478,0.6666866045476773,-0.7330518718298263,0.134773604698683,0.6725757702658258,-0.7330518718298263,0.10137448622863063,0.6767928066466057,-0.7330518718298263,0.06772333481303196,0.6793272294731288,-0.7330518718298263,0.0339038125164529,0.6801727377709194,-0.7330518718298263,0.0,0.7158668492597184,-0.6982368180860727,0.0,0.7149769703693267,-0.6982368180860727,-0.03568301711648346,0.7123095460772846,-0.6982368180860727,-0.07127732063012225,0.7078712080206669,-0.6982368180860727,-0.1066944174940663,0.7016729906071967,-0.6982368180860727,-0.14184625522511773,0.6937303035819684,-0.6982368180860727,-0.1766454408160778,0.6840628937163934,-0.6982368180860727,-0.2110054580085328,0.6726947957146157,-0.6982368180860727,-0.2448408823859038,0.6596542724594495,-0.6982368180860727,-0.27806759375200635,0.6449737447464002,-0.6982368180860727,-0.310602985267112,0.6286897106804582,-0.6982368180860727,-0.3423661688215678,0.6108426549360587,-0.6982368180860727,-0.3732781761363817,0.5914769481058029,-0.6982368180860727,-0.40326215509080676,0.5706407363881733,-0.6982368180860727,-0.4322435607888217,0.5483858218884984,-0.6982368180860727,-0.46015034088948853,0.5247675338307567,-0.6982368180860727,-0.4869131147404247,0.4998445910004082,-0.6982368180860727,-0.5124653458690365,0.4736789557602415,-0.6982368180860727,-0.5367435074026733,0.44633568000217777,-0.6982368180860727,-0.5596872400064433,0.41788274341801684,-0.6982368180860727,-0.5812395019460295,0.38839088449121306,-0.6982368180860727,-0.6013467109024291,0.35793342462985916,-0.6982368180860727,-0.6199588771860416,0.32658608587811383,-0.6982368180860727,-0.6370297280189126,0.29442680265926785,-0.6982368180860727,-0.6525168225761517,0.2615355280184892,-0.6982368180860727,-0.6663816575005096,0.22799403484695524,-0.6982368180860727,-0.6785897626277911,0.19388571258156026,-0.6982368180860727,-0.6891107866851143,0.15929535988563673,-0.6982368180860727,-0.6979185727489575,0.12430897382611727,-0.6982368180860727,-0.7049912232753923,0.0890135360712763,-0.6982368180860727,-0.710311154540828,0.053496796640597526,-0.6982368180860727,-0.7138651403579187,0.017847055744399636,-0.6982368180860727,-0.7156443449579496,-0.01784705574439955,-0.6982368180860727,-0.7156443449579496,-0.053496796640597435,-0.6982368180860727,-0.7138651403579187,-0.08901353607127621,-0.6982368180860727,-0.710311154540828,-0.1243089738261172,-0.6982368180860727,-0.7049912232753923,-0.15929535988563664,-0.6982368180860727,-0.6979185727489575,-0.19388571258156012,-0.6982368180860727,-0.6891107866851143,-0.22799403484695516,-0.6982368180860727,-0.6785897626277911,-0.2615355280184891,-0.6982368180860727,-0.6663816575005097,-0.2944268026592677,-0.6982368180860727,-0.6525168225761517,-0.3265860858781135,-0.6982368180860727,-0.6370297280189127,-0.3579334246298594,-0.6982368180860727,-0.6199588771860415,-0.38839088449121306,-0.6982368180860727,-0.6013467109024292,-0.4178827434180166,-0.6982368180860727,-0.5812395019460296,-0.44633568000217766,-0.6982368180860727,-0.5596872400064433,-0.4736789557602413,-0.6982368180860727,-0.5367435074026735,-0.49984459100040807,-0.6982368180860727,-0.5124653458690365,-0.5247675338307567,-0.6982368180860727,-0.4869131147404247,-0.5483858218884983,-0.6982368180860727,-0.4601503408894887,-0.5706407363881733,-0.6982368180860727,-0.4322435607888217,-0.5914769481058028,-0.6982368180860727,-0.40326215509080693,-0.6108426549360586,-0.6982368180860727,-0.3732781761363818,-0.6286897106804582,-0.6982368180860727,-0.34236616882156773,-0.6449737447464002,-0.6982368180860727,-0.31060298526711205,-0.6596542724594495,-0.6982368180860727,-0.27806759375200624,-0.6726947957146155,-0.6982368180860727,-0.2448408823859039,-0.6840628937163933,-0.6982368180860727,-0.21100545800853307,-0.6937303035819683,-0.6982368180860727,-0.17664544081607797,-0.7016729906071967,-0.6982368180860727,-0.14184625522511776,-0.7078712080206669,-0.6982368180860727,-0.1066944174940665,-0.7123095460772846,-0.6982368180860727,-0.0712773206301223,-0.7149769703693267,-0.6982368180860727,-0.03568301711648369,-0.7158668492597184,-0.6982368180860727,-8.76684045561615e-17,-0.7149769703693267,-0.6982368180860727,0.03568301711648351,-0.7123095460772846,-0.6982368180860727,0.07127732063012213,-0.7078712080206669,-0.6982368180860727,0.10669441749406632,-0.7016729906071968,-0.6982368180860727,0.14184625522511757,-0.6937303035819684,-0.6982368180860727,0.1766454408160778,-0.6840628937163935,-0.6982368180860727,0.21100545800853257,-0.6726947957146157,-0.6982368180860727,0.24484088238590374,-0.6596542724594495,-0.6982368180860727,0.2780675937520064,-0.6449737447464002,-0.6982368180860727,0.3106029852671119,-0.6286897106804582,-0.6982368180860727,0.34236616882156756,-0.6108426549360587,-0.6982368180860727,0.37327817613638165,-0.5914769481058029,-0.6982368180860727,0.40326215509080676,-0.5706407363881734,-0.6982368180860727,0.43224356078882153,-0.5483858218884984,-0.6982368180860727,0.46015034088948853,-0.5247675338307569,-0.6982368180860727,0.4869131147404246,-0.49984459100040823,-0.6982368180860727,0.5124653458690364,-0.4736789557602417,-0.6982368180860727,0.5367435074026732,-0.44633568000217777,-0.6982368180860727,0.5596872400064432,-0.4178827434180173,-0.6982368180860727,0.5812395019460291,-0.3883908844912129,-0.6982368180860727,0.6013467109024292,-0.35793342462985894,-0.6982368180860727,0.6199588771860417,-0.32658608587811394,-0.6982368180860727,0.6370297280189124,-0.2944268026592678,-0.6982368180860727,0.6525168225761517,-0.2615355280184897,-0.6982368180860727,0.6663816575005095,-0.22799403484695566,-0.6982368180860727,0.6785897626277909,-0.19388571258155984,-0.6982368180860727,0.6891107866851144,-0.1592953598856368,-0.6982368180860727,0.6979185727489575,-0.12430897382611722,-0.6982368180860727,0.7049912232753923,-0.0890135360712767,-0.6982368180860727,0.7103111545408279,-0.05349679664059776,-0.6982368180860727,0.7138651403579187,-0.017847055744399723,-0.6982368180860727,0.7156443449579496,0.01784705574439946,-0.6982368180860727,0.7156443449579496,0.053496796640597505,-0.6982368180860727,0.7138651403579187,0.08901353607127581,-0.6982368180860727,0.710311154540828,0.12430897382611697,-0.6982368180860727,0.7049912232753924,0.15929535988563656,-0.6982368180860727,0.6979185727489575,0.1938857125815602,-0.6982368180860727,0.6891107866851143,0.22799403484695538,-0.6982368180860727,0.678589762627791,0.2615355280184889,-0.6982368180860727,0.6663816575005097,0.2944268026592676,-0.6982368180860727,0.6525168225761517,0.3265860858781137,-0.6982368180860727,0.6370297280189127,0.3579334246298593,-0.6982368180860727,0.6199588771860415,0.3883908844912132,-0.6982368180860727,0.601346710902429,0.41788274341801657,-0.6982368180860727,0.5812395019460296,0.4463356800021776,-0.6982368180860727,0.5596872400064433,0.473678955760241,-0.6982368180860727,0.5367435074026737,0.49984459100040823,-0.6982368180860727,0.5124653458690364,0.5247675338307569,-0.6982368180860727,0.4869131147404246,0.5483858218884983,-0.6982368180860727,0.46015034088948875,0.5706407363881733,-0.6982368180860727,0.43224356078882176,0.5914769481058025,-0.6982368180860727,0.40326215509080726,0.6108426549360587,-0.6982368180860727,0.37327817613638165,0.628689710680458,-0.6982368180860727,0.34236616882156806,0.6449737447464002,-0.6982368180860727,0.31060298526711216,0.6596542724594495,-0.6982368180860727,0.27806759375200635,0.6726947957146154,-0.6982368180860727,0.2448408823859043,0.6840628937163933,-0.6982368180860727,0.21100545800853313,0.6937303035819683,-0.6982368180860727,0.17664544081607805,0.7016729906071967,-0.6982368180860727,0.14184625522511782,0.7078712080206669,-0.6982368180860727,0.10669441749406626,0.7123095460772845,-0.6982368180860727,0.07127732063012271,0.7149769703693267,-0.6982368180860727,0.03568301711648377,0.7158668492597184,-0.6982368180860727,0.0,0.7497812029677342,-0.6616858375968594,0.0,0.7488491658638742,-0.6616858375968594,-0.03737350811366965,0.746055371743388,-0.6616858375968594,-0.07465409979751823,0.7414067664186554,-0.6616858375968594,-0.11174908962660932,0.734914907054958,-0.6616858375968594,-0.14856625361146125,0.7265959334375454,-0.6616858375968594,-0.18501405848141594,0.7164705278455856,-0.6616858375968594,-0.22100188925077208,0.7045638636327612,-0.6616858375968594,-0.25644027450191675,0.6909055426423449,-0.6616858375968594,-0.29124110882536736,0.6755295216123535,-0.6616858375968594,-0.32531787186370126,0.6584740277537462,-0.6616858375968594,-0.358585843414797,0.6397814637115562,-0.6616858375968594,-0.39096231405960513,0.6194983021452329,-0.6616858375968594,-0.4223667907907964,0.5976749701902889,-0.6616858375968594,-0.45272119713105985,0.5743657240884954,-0.6616858375968594,-0.4819500672435278,0.5496285142983165,-0.6616858375968594,-0.5099807335517371,0.5235248414209387,-0.6616858375968594,-0.5367435074026733,0.49611960330008603,-0.6616858375968594,-0.5621718523237427,0.4674809336757555,-0.6616858375968594,-0.5862025494429264,0.43768003279300355,-0.6616858375968594,-0.6087758546608579,0.40679099038691885,-0.6616858375968594,-0.6298356471840668,0.37489060148386705,-0.6616858375968594,-0.6493295690501142,0.3420581754769554,-0.6616858375968594,-0.6672091552977365,0.3083753389503846,-0.6616858375968594,-0.6834299544583762,0.27392583274289994,-0.6616858375968594,-0.6979516390695357,0.23879530375487198,-0.6616858375968594,-0.7107381059352039,0.2030710920166067,-0.6616858375968594,-0.7217575658840892,0.16684201354726919,-0.6616858375968594,-0.7309826228025093,0.13019813954426593,-0.6616858375968594,-0.7383903417454446,0.09323057245205615,-0.6616858375968594,-0.7439623059564272,0.05603121946712064,-0.6616858375968594,-0.7476846626544976,0.018692564042190152,-0.6616858375968594,-0.7495481574744022,-0.018692564042190062,-0.6616858375968594,-0.7495481574744022,-0.056031219467120544,-0.6616858375968594,-0.7476846626544976,-0.09323057245205607,-0.6616858375968594,-0.7439623059564272,-0.13019813954426585,-0.6616858375968594,-0.7383903417454446,-0.1668420135472691,-0.6616858375968594,-0.7309826228025093,-0.20307109201660659,-0.6616858375968594,-0.7217575658840893,-0.2387953037548719,-0.6616858375968594,-0.7107381059352039,-0.27392583274289983,-0.6616858375968594,-0.6979516390695358,-0.3083753389503844,-0.6616858375968594,-0.6834299544583763,-0.34205817547695505,-0.6616858375968594,-0.6672091552977366,-0.37489060148386727,-0.6616858375968594,-0.6493295690501141,-0.40679099038691885,-0.6616858375968594,-0.6298356471840669,-0.4376800327930033,-0.6616858375968594,-0.608775854660858,-0.46748093367575544,-0.6616858375968594,-0.5862025494429265,-0.49611960330008587,-0.6616858375968594,-0.5621718523237428,-0.5235248414209386,-0.6616858375968594,-0.5367435074026734,-0.5496285142983165,-0.6616858375968594,-0.5099807335517371,-0.5743657240884953,-0.6616858375968594,-0.48195006724352796,-0.5976749701902889,-0.6616858375968594,-0.45272119713105985,-0.6194983021452328,-0.6616858375968594,-0.4223667907907966,-0.6397814637115561,-0.6616858375968594,-0.39096231405960524,-0.6584740277537463,-0.6616858375968594,-0.3585858434147969,-0.6755295216123534,-0.6616858375968594,-0.32531787186370137,-0.690905542642345,-0.6616858375968594,-0.2912411088253673,-0.7045638636327612,-0.6616858375968594,-0.25644027450191687,-0.7164705278455855,-0.6616858375968594,-0.22100188925077235,-0.7265959334375452,-0.6616858375968594,-0.1850140584814161,-0.734914907054958,-0.6616858375968594,-0.14856625361146125,-0.7414067664186554,-0.6616858375968594,-0.11174908962660952,-0.746055371743388,-0.6616858375968594,-0.07465409979751829,-0.7488491658638742,-0.6616858375968594,-0.03737350811366989,-0.7497812029677342,-0.6616858375968594,-9.182171502752876e-17,-0.7488491658638742,-0.6616858375968594,0.037373508113669705,-0.746055371743388,-0.6616858375968594,0.0746540997975181,-0.7414067664186554,-0.6616858375968594,0.11174908962660934,-0.7349149070549581,-0.6616858375968594,0.14856625361146109,-0.7265959334375454,-0.6616858375968594,0.18501405848141594,-0.7164705278455857,-0.6616858375968594,0.22100188925077185,-0.7045638636327612,-0.6616858375968594,0.2564402745019167,-0.6909055426423449,-0.6616858375968594,0.2912411088253674,-0.6755295216123535,-0.6616858375968594,0.3253178718637012,-0.6584740277537463,-0.6616858375968594,0.3585858434147967,-0.6397814637115562,-0.6616858375968594,0.3909623140596051,-0.6194983021452329,-0.6616858375968594,0.4223667907907964,-0.597674970190289,-0.6616858375968594,0.4527211971310597,-0.5743657240884954,-0.6616858375968594,0.4819500672435278,-0.5496285142983167,-0.6616858375968594,0.509980733551737,-0.5235248414209388,-0.6616858375968594,0.5367435074026733,-0.4961196033000863,-0.6616858375968594,0.5621718523237424,-0.4674809336757555,-0.6616858375968594,0.5862025494429263,-0.437680032793004,-0.6616858375968594,0.6087758546608576,-0.4067909903869187,-0.6616858375968594,0.6298356471840669,-0.3748906014838668,-0.6616858375968594,0.6493295690501143,-0.3420581754769555,-0.6616858375968594,0.6672091552977364,-0.30837533895038455,-0.6616858375968594,0.6834299544583762,-0.27392583274290044,-0.6616858375968594,0.6979516390695355,-0.2387953037548724,-0.6616858375968594,0.7107381059352037,-0.20307109201660628,-0.6616858375968594,0.7217575658840895,-0.1668420135472693,-0.6616858375968594,0.7309826228025093,-0.13019813954426587,-0.6616858375968594,0.7383903417454446,-0.09323057245205657,-0.6616858375968594,0.7439623059564271,-0.05603121946712089,-0.6616858375968594,0.7476846626544976,-0.018692564042190243,-0.6616858375968594,0.7495481574744022,0.01869256404218997,-0.6616858375968594,0.7495481574744022,0.05603121946712062,-0.6616858375968594,0.7476846626544976,0.09323057245205564,-0.6616858375968594,0.7439623059564272,0.1301981395442656,-0.6616858375968594,0.7383903417454447,0.16684201354726902,-0.6616858375968594,0.7309826228025093,0.20307109201660667,-0.6616858375968594,0.7217575658840892,0.2387953037548721,-0.6616858375968594,0.7107381059352038,0.2739258327428996,-0.6616858375968594,0.6979516390695358,0.30837533895038427,-0.6616858375968594,0.6834299544583763,0.3420581754769552,-0.6616858375968594,0.6672091552977365,0.37489060148386716,-0.6616858375968594,0.6493295690501141,0.406790990386919,-0.6616858375968594,0.6298356471840667,0.4376800327930032,-0.6616858375968594,0.6087758546608582,0.46748093367575533,-0.6616858375968594,0.5862025494429265,0.49611960330008553,-0.6616858375968594,0.562171852323743,0.5235248414209388,-0.6616858375968594,0.5367435074026733,0.5496285142983167,-0.6616858375968594,0.509980733551737,0.5743657240884952,-0.6616858375968594,0.48195006724352807,0.5976749701902888,-0.6616858375968594,0.4527211971310599,0.6194983021452326,-0.6616858375968594,0.4223667907907969,0.6397814637115563,-0.6616858375968594,0.3909623140596051,0.6584740277537461,-0.6616858375968594,0.35858584341479727,0.6755295216123534,-0.6616858375968594,0.3253178718637014,0.6909055426423449,-0.6616858375968594,0.29124110882536736,0.704563863632761,-0.6616858375968594,0.2564402745019173,0.7164705278455855,-0.6616858375968594,0.22100188925077244,0.7265959334375452,-0.6616858375968594,0.1850140584814162,0.734914907054958,-0.6616858375968594,0.14856625361146134,0.7414067664186554,-0.6616858375968594,0.11174908962660927,0.7460553717433879,-0.6616858375968594,0.0746540997975187,0.7488491658638742,-0.6616858375968594,0.03737350811366998,0.7497812029677342,-0.6616858375968594,0.0,0.7818314824680298,-0.6234898018587335,0.0,0.7808596043417954,-0.6234898018587335,-0.038971082681034774,0.7779463862052449,-0.6234898018587335,-0.07784527711015672,0.773099070777679,-0.6234898018587335,-0.11652593591491316,0.7663297092490039,-0.6234898018587335,-0.15491689288290753,0.7576551313185753,-0.6234898018587335,-0.19292270204615544,0.7470969033539131,-0.6234898018587335,-0.23044887497479993,0.7346812747733149,-0.6234898018587335,-0.2674021156902356,0.7204391127856651,-0.6234898018587335,-0.3036905526136117,0.7044058256496909,-0.6234898018587335,-0.33922396697305235,0.6866212746434514,-0.6234898018587335,-0.3739140171017386,0.6671296749629204,-0.6234898018587335,-0.40767445806921154,0.6459794857960423,-0.6234898018587335,-0.4404213560998583,0.623223289845555,-0.6234898018587335,-0.47207329724550257,0.5989176626001069,-0.6234898018587335,-0.5025515897933083,0.5731230316786773,-0.6234898018587335,-0.5317804599057764,0.5459035265979943,-0.6234898018587335,-0.5596872400064433,0.5173268193364526,-0.6234898018587335,-0.5862025494429264,0.48746395609091187,-0.6234898018587335,-0.6112604669781572,0.4563891806446575,-0.6234898018587335,-0.6347986946809637,0.4241797497856576,-0.6234898018587335,-0.6567587128085429,0.3909157412340148,-0.6234898018587335,-0.6770859252957618,0.3566798545561379,-0.6234898018587335,-0.6957297954895776,0.3215572055605876,-0.6234898018587335,-0.7126439717911205,0.28563511468676717,-0.6234898018587335,-0.7277864028930704,0.24900288991255135,-0.6234898018587335,-0.7411194423258339,0.21175160472058094,-0.6234898018587335,-0.7526099420525987,0.17397387167523587,-0.6234898018587335,-0.7622293348805763,0.13576361217320804,-0.6234898018587335,-0.7699537054835439,0.09721582294011026,-0.6234898018587335,-0.7757638498591142,0.05842633985364879,-0.6234898018587335,-0.7796453230729106,0.019491599680531102,-0.6234898018587335,-0.7815884751709502,-0.01949159968053101,-0.6234898018587335,-0.7815884751709502,-0.058426339853648694,-0.6234898018587335,-0.7796453230729106,-0.09721582294011018,-0.6234898018587335,-0.7757638498591142,-0.13576361217320795,-0.6234898018587335,-0.7699537054835439,-0.17397387167523579,-0.6234898018587335,-0.7622293348805763,-0.2117516047205808,-0.6234898018587335,-0.7526099420525988,-0.24900288991255126,-0.6234898018587335,-0.7411194423258339,-0.2856351146867671,-0.6234898018587335,-0.7277864028930704,-0.32155720556058737,-0.6234898018587335,-0.7126439717911205,-0.3566798545561375,-0.6234898018587335,-0.6957297954895778,-0.39091574123401507,-0.6234898018587335,-0.6770859252957617,-0.4241797497856576,-0.6234898018587335,-0.6567587128085429,-0.4563891806446573,-0.6234898018587335,-0.6347986946809638,-0.48746395609091175,-0.6234898018587335,-0.6112604669781573,-0.5173268193364524,-0.6234898018587335,-0.5862025494429266,-0.5459035265979943,-0.6234898018587335,-0.5596872400064434,-0.5731230316786773,-0.6234898018587335,-0.5317804599057764,-0.5989176626001068,-0.6234898018587335,-0.5025515897933085,-0.623223289845555,-0.6234898018587335,-0.47207329724550257,-0.6459794857960421,-0.6234898018587335,-0.44042135609985844,-0.6671296749629204,-0.6234898018587335,-0.40767445806921165,-0.6866212746434515,-0.6234898018587335,-0.37391401710173855,-0.7044058256496908,-0.6234898018587335,-0.33922396697305246,-0.7204391127856652,-0.6234898018587335,-0.30369055261361166,-0.7346812747733149,-0.6234898018587335,-0.26740211569023575,-0.747096903353913,-0.6234898018587335,-0.2304488749748002,-0.7576551313185752,-0.6234898018587335,-0.19292270204615564,-0.7663297092490039,-0.6234898018587335,-0.15491689288290755,-0.773099070777679,-0.6234898018587335,-0.11652593591491338,-0.7779463862052449,-0.6234898018587335,-0.07784527711015676,-0.7808596043417954,-0.6234898018587335,-0.038971082681035024,-0.7818314824680298,-0.6234898018587335,-9.574674224771027e-17,-0.7808596043417954,-0.6234898018587335,0.03897108268103483,-0.7779463862052449,-0.6234898018587335,0.07784527711015657,-0.773099070777679,-0.6234898018587335,0.11652593591491318,-0.766329709249004,-0.6234898018587335,0.15491689288290736,-0.7576551313185753,-0.6234898018587335,0.19292270204615544,-0.7470969033539132,-0.6234898018587335,0.2304488749747997,-0.7346812747733149,-0.6234898018587335,0.26740211569023553,-0.7204391127856651,-0.6234898018587335,0.3036905526136118,-0.7044058256496909,-0.6234898018587335,0.3392239669730523,-0.6866212746434515,-0.6234898018587335,0.3739140171017384,-0.6671296749629204,-0.6234898018587335,0.4076744580692115,-0.6459794857960423,-0.6234898018587335,0.4404213560998583,-0.6232232898455551,-0.6234898018587335,0.47207329724550234,-0.5989176626001069,-0.6234898018587335,0.5025515897933083,-0.5731230316786775,-0.6234898018587335,0.5317804599057762,-0.5459035265979945,-0.6234898018587335,0.5596872400064432,-0.5173268193364529,-0.6234898018587335,0.5862025494429262,-0.48746395609091187,-0.6234898018587335,0.6112604669781571,-0.45638918064465794,-0.6234898018587335,0.6347986946809634,-0.4241797497856574,-0.6234898018587335,0.6567587128085429,-0.3909157412340146,-0.6234898018587335,0.677085925295762,-0.35667985455613793,-0.6234898018587335,0.6957297954895776,-0.32155720556058753,-0.6234898018587335,0.7126439717911205,-0.2856351146867678,-0.6234898018587335,0.7277864028930702,-0.2490028899125518,-0.6234898018587335,0.7411194423258337,-0.2117516047205805,-0.6234898018587335,0.7526099420525989,-0.17397387167523598,-0.6234898018587335,0.7622293348805763,-0.13576361217320795,-0.6234898018587335,0.7699537054835439,-0.0972158229401107,-0.6234898018587335,0.7757638498591142,-0.05842633985364905,-0.6234898018587335,0.7796453230729106,-0.0194915996805312,-0.6234898018587335,0.7815884751709502,0.01949159968053091,-0.6234898018587335,0.7815884751709502,0.05842633985364877,-0.6234898018587335,0.7796453230729106,0.09721582294010973,-0.6234898018587335,0.7757638498591143,0.13576361217320768,-0.6234898018587335,0.769953705483544,0.1739738716752357,-0.6234898018587335,0.7622293348805763,0.21175160472058088,-0.6234898018587335,0.7526099420525987,0.24900288991255148,-0.6234898018587335,0.7411194423258338,0.28563511468676683,-0.6234898018587335,0.7277864028930705,0.3215572055605873,-0.6234898018587335,0.7126439717911205,0.3566798545561377,-0.6234898018587335,0.6957297954895777,0.390915741234015,-0.6234898018587335,0.6770859252957617,0.42417974978565776,-0.6234898018587335,0.6567587128085428,0.45638918064465717,-0.6234898018587335,0.634798694680964,0.4874639560909117,-0.6234898018587335,0.6112604669781573,0.5173268193364521,-0.6234898018587335,0.5862025494429268,0.5459035265979945,-0.6234898018587335,0.5596872400064432,0.5731230316786775,-0.6234898018587335,0.5317804599057762,0.5989176626001067,-0.6234898018587335,0.5025515897933086,0.6232232898455549,-0.6234898018587335,0.4720732972455026,0.6459794857960418,-0.6234898018587335,0.4404213560998588,0.6671296749629205,-0.6234898018587335,0.4076744580692115,0.6866212746434512,-0.6234898018587335,0.37391401710173894,0.7044058256496908,-0.6234898018587335,0.3392239669730525,0.7204391127856651,-0.6234898018587335,0.3036905526136117,0.7346812747733147,-0.6234898018587335,0.26740211569023614,0.747096903353913,-0.6234898018587335,0.23044887497480032,0.7576551313185752,-0.6234898018587335,0.19292270204615572,0.7663297092490039,-0.6234898018587335,0.15491689288290764,0.773099070777679,-0.6234898018587335,0.11652593591491311,0.7779463862052448,-0.6234898018587335,0.07784527711015721,0.7808596043417954,-0.6234898018587335,0.038971082681035114,0.7818314824680298,-0.6234898018587335,0.0,0.8119380057158565,-0.5837436722347898,0.0,0.8109287028094007,-0.5837436722347898,-0.040471768996487065,0.8079033033760864,-0.5837436722347898,-0.08084291879842971,0.8028693290355935,-0.5837436722347898,-0.12101308036645493,0.7958392950412962,-0.5837436722347898,-0.1608823843496074,0.7868306791653719,-0.5837436722347898,-0.2003517093762915,0.7758658782463045,-0.5837436722347898,-0.23932292848561904,0.762972152506817,-0.5837436722347898,-0.27769915308649484,0.7481815577806609,-0.5837436722347898,-0.31538497383792063,0.7315308658167632,-0.5837436722347898,-0.3522866978516491,0.7130614728588651,-0.5837436722347898,-0.38831258162746696,0.6928192967279375,-0.5837436722347898,-0.42337305914199164,0.6708546626632426,-0.5837436722347898,-0.4573809645239178,0.6472221782058603,-0.5837436722347898,-0.4902517487621068,0.6219805974357369,-0.5837436722347898,-0.521903689907751,0.5951926748997849,-0.5837436722347898,-0.5522580962480145,0.5669250095941912,-0.5837436722347898,-0.5812395019460295,0.5372478793888201,-0.5837436722347898,-0.6087758546608579,0.5062350663053546,-0.5837436722347898,-0.6347986946809637,0.47396367308356596,-0.5837436722347898,-0.6592433251258423,0.44051393149175355,-0.5837436722347898,-0.6820489727926586,0.40596900285792814,-0.5837436722347898,-0.7031589392480065,0.37041477131764716,-0.5837436722347898,-0.7225207417891457,0.33393963029252066,-0.5837436722347898,-0.7400862439242719,0.2966342627302389,-0.5837436722347898,-0.7558117750474187,0.2585914156524761,-0.5837436722347898,-0.7696582390104654,0.21990566957118057,-0.5837436722347898,-0.7815912113223209,0.18067320334651976,-0.5837436722347898,-0.7915810247336336,0.14099155507108022,-0.5837436722347898,-0.799602842994246,0.10095937957480067,-0.5837436722347898,-0.8056367226000274,0.06067620315352074,-0.5837436722347898,-0.8096676623755669,0.0202421761309278,-0.5837436722347898,-0.8116856407694587,-0.0202421761309277,-0.5837436722347898,-0.8116856407694587,-0.06067620315352064,-0.5837436722347898,-0.8096676623755669,-0.10095937957480058,-0.5837436722347898,-0.8056367226000274,-0.14099155507108013,-0.5837436722347898,-0.799602842994246,-0.18067320334651968,-0.5837436722347898,-0.7915810247336336,-0.21990566957118043,-0.5837436722347898,-0.781591211322321,-0.25859141565247606,-0.5837436722347898,-0.7696582390104654,-0.2966342627302388,-0.5837436722347898,-0.7558117750474188,-0.33393963029252044,-0.5837436722347898,-0.740086243924272,-0.3704147713176468,-0.5837436722347898,-0.7225207417891459,-0.4059690028579284,-0.5837436722347898,-0.7031589392480064,-0.44051393149175355,-0.5837436722347898,-0.6820489727926587,-0.4739636730835657,-0.5837436722347898,-0.6592433251258423,-0.5062350663053545,-0.5837436722347898,-0.6347986946809638,-0.5372478793888199,-0.5837436722347898,-0.6087758546608582,-0.5669250095941912,-0.5837436722347898,-0.5812395019460296,-0.5951926748997849,-0.5837436722347898,-0.5522580962480145,-0.6219805974357367,-0.5837436722347898,-0.5219036899077513,-0.6472221782058603,-0.5837436722347898,-0.4902517487621068,-0.6708546626632425,-0.5837436722347898,-0.45738096452391797,-0.6928192967279374,-0.5837436722347898,-0.42337305914199175,-0.7130614728588652,-0.5837436722347898,-0.38831258162746685,-0.7315308658167631,-0.5837436722347898,-0.3522866978516492,-0.7481815577806609,-0.5837436722347898,-0.3153849738379206,-0.762972152506817,-0.5837436722347898,-0.277699153086495,-0.7758658782463045,-0.5837436722347898,-0.23932292848561934,-0.7868306791653717,-0.5837436722347898,-0.20035170937629168,-0.7958392950412962,-0.5837436722347898,-0.16088238434960742,-0.8028693290355935,-0.5837436722347898,-0.12101308036645515,-0.8079033033760864,-0.5837436722347898,-0.08084291879842977,-0.8109287028094007,-0.5837436722347898,-0.04047176899648732,-0.8119380057158565,-0.5837436722347898,-9.94337279806009e-17,-0.8109287028094007,-0.5837436722347898,0.04047176899648712,-0.8079033033760864,-0.5837436722347898,0.08084291879842957,-0.8028693290355935,-0.5837436722347898,0.12101308036645496,-0.7958392950412964,-0.5837436722347898,0.16088238434960722,-0.7868306791653719,-0.5837436722347898,0.2003517093762915,-0.7758658782463046,-0.5837436722347898,0.23932292848561879,-0.762972152506817,-0.5837436722347898,0.27769915308649484,-0.7481815577806609,-0.5837436722347898,0.3153849738379207,-0.7315308658167632,-0.5837436722347898,0.352286697851649,-0.7130614728588652,-0.5837436722347898,0.3883125816274667,-0.6928192967279375,-0.5837436722347898,0.4233730591419916,-0.6708546626632426,-0.5837436722347898,0.4573809645239178,-0.6472221782058604,-0.5837436722347898,0.49025174876210664,-0.6219805974357369,-0.5837436722347898,0.521903689907751,-0.595192674899785,-0.5837436722347898,0.5522580962480143,-0.5669250095941913,-0.5837436722347898,0.5812395019460294,-0.5372478793888203,-0.5837436722347898,0.6087758546608577,-0.5062350663053546,-0.5837436722347898,0.6347986946809636,-0.4739636730835664,-0.5837436722347898,0.6592433251258418,-0.4405139314917534,-0.5837436722347898,0.6820489727926587,-0.4059690028579279,-0.5837436722347898,0.7031589392480067,-0.3704147713176473,-0.5837436722347898,0.7225207417891456,-0.3339396302925206,-0.5837436722347898,0.7400862439242719,-0.29663426273023946,-0.5837436722347898,0.7558117750474185,-0.2585914156524766,-0.5837436722347898,0.7696582390104652,-0.21990566957118013,-0.5837436722347898,0.7815912113223211,-0.18067320334651987,-0.5837436722347898,0.7915810247336336,-0.14099155507108013,-0.5837436722347898,0.799602842994246,-0.10095937957480114,-0.5837436722347898,0.8056367226000274,-0.06067620315352101,-0.5837436722347898,0.8096676623755669,-0.020242176130927898,-0.5837436722347898,0.8116856407694587,0.0202421761309276,-0.5837436722347898,0.8116856407694587,0.060676203153520715,-0.5837436722347898,0.8096676623755669,0.10095937957480011,-0.5837436722347898,0.8056367226000275,0.14099155507107985,-0.5837436722347898,0.799602842994246,0.1806732033465196,-0.5837436722347898,0.7915810247336336,0.21990566957118055,-0.5837436722347898,0.7815912113223209,0.2585914156524763,-0.5837436722347898,0.7696582390104653,0.2966342627302385,-0.5837436722347898,0.7558117750474188,0.33393963029252033,-0.5837436722347898,0.740086243924272,0.370414771317647,-0.5837436722347898,0.7225207417891458,0.40596900285792836,-0.5837436722347898,0.7031589392480064,0.4405139314917538,-0.5837436722347898,0.6820489727926585,0.4739636730835656,-0.5837436722347898,0.6592433251258424,0.5062350663053545,-0.5837436722347898,0.6347986946809638,0.5372478793888196,-0.5837436722347898,0.6087758546608584,0.5669250095941913,-0.5837436722347898,0.5812395019460294,0.595192674899785,-0.5837436722347898,0.5522580962480143,0.6219805974357367,-0.5837436722347898,0.5219036899077513,0.6472221782058601,-0.5837436722347898,0.4902517487621069,0.6708546626632422,-0.5837436722347898,0.45738096452391835,0.6928192967279376,-0.5837436722347898,0.4233730591419916,0.7130614728588649,-0.5837436722347898,0.3883125816274673,0.7315308658167631,-0.5837436722347898,0.3522866978516493,0.7481815577806609,-0.5837436722347898,0.31538497383792063,0.7629721525068168,-0.5837436722347898,0.27769915308649545,0.7758658782463045,-0.5837436722347898,0.23932292848561942,0.7868306791653717,-0.5837436722347898,0.20035170937629176,0.7958392950412962,-0.5837436722347898,0.1608823843496075,0.8028693290355935,-0.5837436722347898,0.12101308036645489,0.8079033033760863,-0.5837436722347898,0.08084291879843022,0.8109287028094007,-0.5837436722347898,0.04047176899648742,0.8119380057158565,-0.5837436722347898,0.0,0.8400259231507714,-0.5425462638657594,0.0,0.8389817047501475,-0.5425462638657594,-0.04187183611739494,0.8358516456397491,-0.5425462638657594,-0.08363957225278529,0.8306435276397036,-0.5425462638657594,-0.12519936723312391,0.8233702989519613,-0.5425462638657594,-0.1664478968598389,0.8140500419690255,-0.5425462638657594,-0.20728261078907093,0.8027059283182756,-0.5425462638657594,-0.24760198748798645,0.7893661612536504,-0.5425462638657594,-0.28730578663330403,0.7740639055379149,-0.5425462638657594,-0.32629529832453225,0.7568372049898351,-0.5425462638657594,-0.36447358849233524,0.7377288879012491,-0.5425462638657594,-0.4017457398919021,0.7167864605591873,-0.5425462638657594,-0.43801908808217305,0.6940619891377555,-0.5425462638657594,-0.4732034518042403,0.6696119702534244,-0.5425462638657594,-0.5072113571861663,0.6434971905055381,-0.5425462638657594,-0.5399582552168128,0.6157825753512508,-0.5425462638657594,-0.5713627319480041,0.5865370276906106,-0.5425462638657594,-0.6013467109024291,0.5558332565630932,-0.5425462638657594,-0.6298356471840668,0.5237475963814743,-0.5425462638657594,-0.6567587128085429,0.49035981715245075,-0.5425462638657594,-0.6820489727926586,0.45575292615583657,-0.5425462638657594,-0.7056435515653057,0.4200129615753856,-0.5425462638657594,-0.7274837892860427,0.3832287785943111,-0.5425462638657594,-0.7475153876827006,0.3454918284872986,-0.5425462638657594,-0.7656885450454439,0.3068959312582294,-0.5425462638657594,-0.7819580800416668,0.26753704238886805,-0.5425462638657594,-0.7962835440439058,0.227513014278415,-0.5425462638657594,-0.8086293216915,0.1869233529670249,-0.5425462638657594,-0.8189647194359906,0.1458689707481124,-0.5425462638657594,-0.8272640418501169,0.10445193528449068,-0.5425462638657594,-0.8335066555106986,0.0627752158520797,-0.5425462638657594,-0.8376770402965754,0.02094242734206211,-0.5425462638657594,-0.8397648279740751,-0.020942427342062007,-0.5425462638657594,-0.8397648279740751,-0.06277521585207958,-0.5425462638657594,-0.8376770402965754,-0.1044519352844906,-0.5425462638657594,-0.8335066555106986,-0.14586897074811228,-0.5425462638657594,-0.8272640418501169,-0.18692335296702478,-0.5425462638657594,-0.8189647194359906,-0.22751301427841486,-0.5425462638657594,-0.8086293216915001,-0.267537042388868,-0.5425462638657594,-0.7962835440439058,-0.30689593125822934,-0.5425462638657594,-0.7819580800416669,-0.34549182848729837,-0.5425462638657594,-0.765688545045444,-0.38322877859431065,-0.5425462638657594,-0.7475153876827008,-0.42001296157538587,-0.5425462638657594,-0.7274837892860426,-0.45575292615583657,-0.5425462638657594,-0.7056435515653058,-0.4903598171524505,-0.5425462638657594,-0.6820489727926587,-0.5237475963814742,-0.5425462638657594,-0.6567587128085429,-0.555833256563093,-0.5425462638657594,-0.629835647184067,-0.5865370276906104,-0.5425462638657594,-0.6013467109024292,-0.6157825753512508,-0.5425462638657594,-0.5713627319480041,-0.643497190505538,-0.5425462638657594,-0.5399582552168131,-0.6696119702534244,-0.5425462638657594,-0.5072113571861663,-0.6940619891377554,-0.5425462638657594,-0.47320345180424045,-0.7167864605591872,-0.5425462638657594,-0.43801908808217316,-0.7377288879012492,-0.5425462638657594,-0.401745739891902,-0.756837204989835,-0.5425462638657594,-0.3644735884923353,-0.774063905537915,-0.5425462638657594,-0.3262952983245322,-0.7893661612536504,-0.5425462638657594,-0.28730578663330414,-0.8027059283182755,-0.5425462638657594,-0.24760198748798676,-0.8140500419690254,-0.5425462638657594,-0.20728261078907112,-0.8233702989519613,-0.5425462638657594,-0.1664478968598389,-0.8306435276397036,-0.5425462638657594,-0.12519936723312416,-0.8358516456397491,-0.5425462638657594,-0.08363957225278534,-0.8389817047501475,-0.5425462638657594,-0.0418718361173952,-0.8400259231507714,-0.5425462638657594,-1.0287350579873927e-16,-0.8389817047501475,-0.5425462638657594,0.04187183611739499,-0.8358516456397491,-0.5425462638657594,0.08363957225278514,-0.8306435276397036,-0.5425462638657594,0.12519936723312394,-0.8233702989519613,-0.5425462638657594,0.1664478968598387,-0.8140500419690255,-0.5425462638657594,0.20728261078907093,-0.8027059283182757,-0.5425462638657594,0.2476019874879862,-0.7893661612536504,-0.5425462638657594,0.287305786633304,-0.7740639055379149,-0.5425462638657594,0.3262952983245323,-0.7568372049898351,-0.5425462638657594,0.36447358849233513,-0.7377288879012492,-0.5425462638657594,0.4017457398919018,-0.7167864605591873,-0.5425462638657594,0.43801908808217294,-0.6940619891377555,-0.5425462638657594,0.4732034518042403,-0.6696119702534246,-0.5425462638657594,0.5072113571861662,-0.6434971905055381,-0.5425462638657594,0.5399582552168128,-0.615782575351251,-0.5425462638657594,0.5713627319480039,-0.5865370276906107,-0.5425462638657594,0.601346710902429,-0.5558332565630935,-0.5425462638657594,0.6298356471840666,-0.5237475963814743,-0.5425462638657594,0.6567587128085428,-0.49035981715245125,-0.5425462638657594,0.6820489727926583,-0.4557529261558364,-0.5425462638657594,0.7056435515653058,-0.42001296157538537,-0.5425462638657594,0.7274837892860427,-0.38322877859431115,-0.5425462638657594,0.7475153876827005,-0.34549182848729854,-0.5425462638657594,0.7656885450454439,-0.30689593125823,-0.5425462638657594,0.7819580800416667,-0.26753704238886855,-0.5425462638657594,0.7962835440439056,-0.22751301427841453,-0.5425462638657594,0.8086293216915001,-0.186923352967025,-0.5425462638657594,0.8189647194359906,-0.1458689707481123,-0.5425462638657594,0.8272640418501169,-0.10445193528449116,-0.5425462638657594,0.8335066555106985,-0.06277521585207997,-0.5425462638657594,0.8376770402965754,-0.02094242734206221,-0.5425462638657594,0.8397648279740751,0.020942427342061903,-0.5425462638657594,0.8397648279740751,0.06277521585207967,-0.5425462638657594,0.8376770402965754,0.10445193528449011,-0.5425462638657594,0.8335066555106986,0.145868970748112,-0.5425462638657594,0.827264041850117,0.1869233529670247,-0.5425462638657594,0.8189647194359906,0.22751301427841497,-0.5425462638657594,0.8086293216915,0.2675370423888682,-0.5425462638657594,0.7962835440439057,0.30689593125822906,-0.5425462638657594,0.781958080041667,0.34549182848729826,-0.5425462638657594,0.765688545045444,0.38322877859431087,-0.5425462638657594,0.7475153876827008,0.4200129615753858,-0.5425462638657594,0.7274837892860426,0.4557529261558368,-0.5425462638657594,0.7056435515653056,0.49035981715245036,-0.5425462638657594,0.6820489727926589,0.5237475963814741,-0.5425462638657594,0.6567587128085429,0.5558332565630927,-0.5425462638657594,0.6298356471840673,0.5865370276906107,-0.5425462638657594,0.601346710902429,0.615782575351251,-0.5425462638657594,0.5713627319480039,0.6434971905055379,-0.5425462638657594,0.5399582552168132,0.6696119702534243,-0.5425462638657594,0.5072113571861664,0.6940619891377551,-0.5425462638657594,0.47320345180424084,0.7167864605591873,-0.5425462638657594,0.43801908808217294,0.737728887901249,-0.5425462638657594,0.40174573989190243,0.756837204989835,-0.5425462638657594,0.3644735884923354,0.7740639055379149,-0.5425462638657594,0.32629529832453225,0.7893661612536502,-0.5425462638657594,0.28730578663330464,0.8027059283182755,-0.5425462638657594,0.24760198748798687,0.8140500419690254,-0.5425462638657594,0.2072826107890712,0.8233702989519613,-0.5425462638657594,0.16644789685983902,0.8306435276397036,-0.5425462638657594,0.1251993672331239,0.8358516456397491,-0.5425462638657594,0.0836395722527858,0.8389817047501475,-0.5425462638657594,0.0418718361173953,0.8400259231507714,-0.5425462638657594,0.0,0.8660254037844387,-0.49999999999999983,0.0,0.8649488659811201,-0.49999999999999983,-0.04316780325629822,0.8617219290137649,-0.49999999999999983,-0.08622828455208917,0.8563526155561171,-0.49999999999999983,-0.12907438874616925,0.848854274567433,-0.49999999999999983,-0.1715995936725875,0.8392455481048653,-0.49999999999999983,-0.21369817497153384,0.8275503249763715,-0.49999999999999983,-0.25526546893675595,0.8137976813493738,-0.49999999999999983,-0.29619813272602386,0.7980218084628248,-0.49999999999999983,-0.3363944012877187,0.7802619276224012,-0.49999999999999983,-0.37575434036478533,0.7605621926901572,-0.49999999999999983,-0.4141800949470414,0.7389715803110674,-0.49999999999999983,-0.4515761325541507,0.7155437681493693,-0.49999999999999983,-0.48784948074442175,0.6903370014374335,-0.49999999999999983,-0.5229099582589465,0.6634139481689384,-0.49999999999999983,-0.5566703992264194,0.634841543296364,-0.49999999999999983,-0.5890468698712276,0.6046908223201529,-0.49999999999999983,-0.6199588771860416,0.5730367446832647,-0.49999999999999983,-0.6493295690501142,0.5399580074101894,-0.49999999999999983,-0.6770859252957618,0.505536849453745,-0.49999999999999983,-0.7031589392480065,0.46985884723608295,-0.49999999999999983,-0.7274837892860427,0.43301270189221924,-0.49999999999999983,-0.7500000000000001,0.39509001874503724,-0.49999999999999983,-0.7706515925423408,0.35618507956002005,-0.49999999999999983,-0.7893872238000956,0.3163946081459277,-0.49999999999999983,-0.8061603140419311,0.2758175298841683,-0.49999999999999983,-0.8209291627227018,0.23455472578471245,-0.49999999999999983,-0.8336570521575755,0.19270878168000763,-0.49999999999999983,-0.8443123388079836,0.15038373318043535,-0.49999999999999983,-0.8528685319524433,0.10768480702539142,-0.49999999999999983,-0.8593043595466651,0.06471815947303208,-0.49999999999999983,-0.8636038211092071,0.02159061237909007,-0.49999999999999983,-0.8657562275011921,-0.021590612379089966,-0.49999999999999983,-0.8657562275011921,-0.06471815947303197,-0.49999999999999983,-0.8636038211092071,-0.10768480702539132,-0.49999999999999983,-0.8593043595466651,-0.15038373318043527,-0.49999999999999983,-0.8528685319524433,-0.19270878168000755,-0.49999999999999983,-0.8443123388079836,-0.23455472578471231,-0.49999999999999983,-0.8336570521575755,-0.27581752988416824,-0.49999999999999983,-0.8209291627227018,-0.31639460814592757,-0.49999999999999983,-0.8061603140419312,-0.3561850795600198,-0.49999999999999983,-0.7893872238000957,-0.39509001874503685,-0.49999999999999983,-0.7706515925423411,-0.4330127018922195,-0.49999999999999983,-0.75,-0.46985884723608295,-0.49999999999999983,-0.7274837892860427,-0.5055368494537448,-0.49999999999999983,-0.7031589392480067,-0.5399580074101894,-0.49999999999999983,-0.677085925295762,-0.5730367446832645,-0.49999999999999983,-0.6493295690501144,-0.6046908223201528,-0.49999999999999983,-0.6199588771860417,-0.634841543296364,-0.49999999999999983,-0.5890468698712276,-0.6634139481689383,-0.49999999999999983,-0.5566703992264196,-0.6903370014374335,-0.49999999999999983,-0.5229099582589465,-0.7155437681493692,-0.49999999999999983,-0.48784948074442197,-0.7389715803110672,-0.49999999999999983,-0.4515761325541508,-0.7605621926901573,-0.49999999999999983,-0.4141800949470413,-0.7802619276224011,-0.49999999999999983,-0.37575434036478544,-0.7980218084628249,-0.49999999999999983,-0.3363944012877186,-0.8137976813493737,-0.49999999999999983,-0.29619813272602397,-0.8275503249763714,-0.49999999999999983,-0.25526546893675633,-0.8392455481048652,-0.49999999999999983,-0.21369817497153404,-0.848854274567433,-0.49999999999999983,-0.17159959367258754,-0.8563526155561171,-0.49999999999999983,-0.1290743887461695,-0.8617219290137649,-0.49999999999999983,-0.08622828455208924,-0.8649488659811201,-0.49999999999999983,-0.0431678032562985,-0.8660254037844387,-0.49999999999999983,-1.0605752387249069e-16,-0.8649488659811201,-0.49999999999999983,0.043167803256298286,-0.8617219290137649,-0.49999999999999983,0.08622828455208902,-0.8563526155561171,-0.49999999999999983,0.12907438874616928,-0.8488542745674331,-0.49999999999999983,0.17159959367258731,-0.8392455481048653,-0.49999999999999983,0.21369817497153384,-0.8275503249763716,-0.49999999999999983,0.2552654689367557,-0.8137976813493738,-0.49999999999999983,0.2961981327260238,-0.7980218084628248,-0.49999999999999983,0.33639440128771875,-0.7802619276224012,-0.49999999999999983,0.3757543403647852,-0.7605621926901573,-0.49999999999999983,0.4141800949470411,-0.7389715803110674,-0.49999999999999983,0.4515761325541506,-0.7155437681493693,-0.49999999999999983,0.48784948074442175,-0.6903370014374336,-0.49999999999999983,0.5229099582589463,-0.6634139481689384,-0.49999999999999983,0.5566703992264194,-0.6348415432963641,-0.49999999999999983,0.5890468698712273,-0.604690822320153,-0.49999999999999983,0.6199588771860415,-0.5730367446832649,-0.49999999999999983,0.649329569050114,-0.5399580074101894,-0.49999999999999983,0.6770859252957617,-0.5055368494537454,-0.49999999999999983,0.7031589392480061,-0.46985884723608273,-0.49999999999999983,0.7274837892860427,-0.433012701892219,-0.49999999999999983,0.7500000000000002,-0.39509001874503735,-0.49999999999999983,0.7706515925423408,-0.35618507956002,-0.49999999999999983,0.7893872238000956,-0.3163946081459283,-0.49999999999999983,0.8061603140419309,-0.2758175298841688,-0.49999999999999983,0.8209291627227016,-0.23455472578471198,-0.49999999999999983,0.8336570521575756,-0.19270878168000777,-0.49999999999999983,0.8443123388079836,-0.1503837331804353,-0.49999999999999983,0.8528685319524433,-0.10768480702539192,-0.49999999999999983,0.8593043595466651,-0.06471815947303236,-0.49999999999999983,0.8636038211092071,-0.021590612379090175,-0.49999999999999983,0.8657562275011921,0.021590612379089855,-0.49999999999999983,0.8657562275011921,0.06471815947303206,-0.49999999999999983,0.8636038211092071,0.10768480702539084,-0.49999999999999983,0.8593043595466652,0.150383733180435,-0.49999999999999983,0.8528685319524434,0.19270878168000743,-0.49999999999999983,0.8443123388079836,0.2345547257847124,-0.49999999999999983,0.8336570521575755,0.27581752988416847,-0.49999999999999983,0.8209291627227017,0.3163946081459273,-0.49999999999999983,0.8061603140419312,0.3561850795600197,-0.49999999999999983,0.7893872238000957,0.3950900187450371,-0.49999999999999983,0.770651592542341,0.43301270189221946,-0.49999999999999983,0.75,0.4698588472360831,-0.49999999999999983,0.7274837892860426,0.5055368494537447,-0.49999999999999983,0.7031589392480068,0.5399580074101893,-0.49999999999999983,0.677085925295762,0.5730367446832642,-0.49999999999999983,0.6493295690501147,0.604690822320153,-0.49999999999999983,0.6199588771860415,0.6348415432963641,-0.49999999999999983,0.5890468698712273,0.6634139481689383,-0.49999999999999983,0.5566703992264196,0.6903370014374334,-0.49999999999999983,0.5229099582589466,0.7155437681493688,-0.49999999999999983,0.48784948074442236,0.7389715803110675,-0.49999999999999983,0.4515761325541506,0.760562192690157,-0.49999999999999983,0.4141800949470417,0.7802619276224011,-0.49999999999999983,0.37575434036478556,0.7980218084628248,-0.49999999999999983,0.3363944012877187,0.8137976813493735,-0.49999999999999983,0.29619813272602447,0.8275503249763714,-0.49999999999999983,0.2552654689367564,0.8392455481048652,-0.49999999999999983,0.21369817497153415,0.848854274567433,-0.49999999999999983,0.17159959367258762,0.8563526155561171,-0.49999999999999983,0.12907438874616922,0.8617219290137648,-0.49999999999999983,0.08622828455208971,0.8649488659811201,-0.49999999999999983,0.043167803256298605,0.8660254037844387,-0.49999999999999983,0.0,0.8898718088114685,-0.456210657353163,0.0,0.8887656280480558,-0.456210657353163,-0.044356448434694225,0.8854498358974878,-0.456210657353163,-0.0886026197496822,0.879932675941494,-0.456210657353163,-0.1326285109915527,0.8722278647090209,-0.456210657353163,-0.1763246668578642,0.8623545575747789,-0.456210657353163,-0.21958245182027247,0.8503373011359632,-0.456210657353163,-0.2622943202095712,0.8362059721855457,-0.456210657353163,-0.30435408359117055,0.8199957034338596,-0.456210657353163,-0.3456571747662769,0.8017467961631468,-0.456210657353163,-0.3861009077424248,0.7815046200322191,-0.456210657353163,-0.4255847330270338,0.7593195002803391,-0.456210657353163,-0.46401048760928987,0.7352465926107451,-0.456210657353163,-0.5012826390088568,0.7093457460648831,-0.456210657353163,-0.5373085227846747,0.681681354228259,-0.456210657353163,-0.5719985729133609,0.6523221951378404,-0.456210657353163,-0.6052665444644567,0.6213412602890179,-0.456210657353163,-0.6370297280189126,0.5888155731672489,-0.456210657353163,-0.6672091552977365,0.5548259977555354,-0.456210657353163,-0.6957297954895776,0.5194570374938215,-0.456210657353163,-0.7225207417891457,0.48279662519012767,-0.456210657353163,-0.7475153876827006,0.44493590440573416,-0.456210657353163,-0.7706515925423408,0.4059690028579283,-0.456210657353163,-0.7918718361173949,0.36599279840366644,-0.456210657353163,-0.8111233615388279,0.32510667818595873,-0.456210657353163,-0.8283583064811304,0.283412291541772,-0.456210657353163,-0.8435338221556007,0.24101329728576093,-0.456210657353163,-0.856612179839185,0.19801510599812286,-0.456210657353163,-0.8675608646740279,0.15452461795728661,-0.456210657353163,-0.8763526565045315,0.11064995736897673,-0.456210657353163,-0.8829656975509516,0.0665002035524018,-0.456210657353163,-0.8873835467512816,0.022185119751880186,-0.456210657353163,-0.8895952206363238,-0.02218511975188008,-0.456210657353163,-0.8895952206363238,-0.06650020355240169,-0.456210657353163,-0.8873835467512816,-0.11064995736897663,-0.456210657353163,-0.8829656975509516,-0.15452461795728653,-0.456210657353163,-0.8763526565045315,-0.19801510599812278,-0.456210657353163,-0.8675608646740279,-0.2410132972857608,-0.456210657353163,-0.8566121798391851,-0.2834122915417719,-0.456210657353163,-0.8435338221556007,-0.3251066781859586,-0.456210657353163,-0.8283583064811304,-0.36599279840366616,-0.456210657353163,-0.811123361538828,-0.40596900285792786,-0.456210657353163,-0.791871836117395,-0.4449359044057345,-0.456210657353163,-0.7706515925423408,-0.48279662519012767,-0.456210657353163,-0.7475153876827008,-0.5194570374938212,-0.456210657353163,-0.7225207417891458,-0.5548259977555353,-0.456210657353163,-0.6957297954895777,-0.5888155731672486,-0.456210657353163,-0.6672091552977366,-0.6213412602890178,-0.456210657353163,-0.6370297280189127,-0.6523221951378404,-0.456210657353163,-0.6052665444644567,-0.681681354228259,-0.456210657353163,-0.5719985729133611,-0.7093457460648831,-0.456210657353163,-0.5373085227846747,-0.735246592610745,-0.456210657353163,-0.5012826390088571,-0.759319500280339,-0.456210657353163,-0.46401048760929,-0.7815046200322192,-0.456210657353163,-0.4255847330270337,-0.8017467961631467,-0.456210657353163,-0.3861009077424249,-0.8199957034338597,-0.456210657353163,-0.3456571747662768,-0.8362059721855456,-0.456210657353163,-0.30435408359117067,-0.8503373011359631,-0.456210657353163,-0.26229432020957155,-0.8623545575747787,-0.456210657353163,-0.21958245182027267,-0.8722278647090209,-0.456210657353163,-0.17632466685786422,-0.879932675941494,-0.456210657353163,-0.13262851099155296,-0.8854498358974878,-0.456210657353163,-0.08860261974968225,-0.8887656280480558,-0.456210657353163,-0.04435644843469451,-0.8898718088114685,-0.456210657353163,-1.0897786623124304e-16,-0.8887656280480558,-0.456210657353163,0.04435644843469429,-0.8854498358974878,-0.456210657353163,0.08860261974968203,-0.879932675941494,-0.456210657353163,0.13262851099155273,-0.8722278647090209,-0.456210657353163,0.176324666857864,-0.8623545575747789,-0.456210657353163,0.21958245182027247,-0.8503373011359633,-0.456210657353163,0.26229432020957094,-0.8362059721855457,-0.456210657353163,0.3043540835911705,-0.8199957034338596,-0.456210657353163,0.34565717476627694,-0.8017467961631468,-0.456210657353163,0.38610090774242467,-0.7815046200322192,-0.456210657353163,0.42558473302703353,-0.7593195002803391,-0.456210657353163,0.46401048760928976,-0.7352465926107451,-0.456210657353163,0.5012826390088568,-0.7093457460648832,-0.456210657353163,0.5373085227846746,-0.681681354228259,-0.456210657353163,0.5719985729133609,-0.6523221951378406,-0.456210657353163,0.6052665444644565,-0.621341260289018,-0.456210657353163,0.6370297280189124,-0.5888155731672492,-0.456210657353163,0.6672091552977363,-0.5548259977555354,-0.456210657353163,0.6957297954895776,-0.5194570374938221,-0.456210657353163,0.7225207417891453,-0.48279662519012745,-0.456210657353163,0.7475153876827008,-0.44493590440573394,-0.456210657353163,0.770651592542341,-0.4059690028579284,-0.456210657353163,0.7918718361173948,-0.3659927984036664,-0.456210657353163,0.8111233615388279,-0.32510667818595934,-0.456210657353163,0.8283583064811302,-0.2834122915417725,-0.456210657353163,0.8435338221556005,-0.24101329728576043,-0.456210657353163,0.8566121798391851,-0.198015105998123,-0.456210657353163,0.8675608646740279,-0.15452461795728656,-0.456210657353163,0.8763526565045315,-0.11064995736897723,-0.456210657353163,0.8829656975509514,-0.06650020355240209,-0.456210657353163,0.8873835467512816,-0.022185119751880294,-0.456210657353163,0.8895952206363238,0.022185119751879968,-0.456210657353163,0.8895952206363238,0.06650020355240177,-0.456210657353163,0.8873835467512816,0.11064995736897612,-0.456210657353163,0.8829656975509517,0.15452461795728623,-0.456210657353163,0.8763526565045316,0.19801510599812266,-0.456210657353163,0.8675608646740279,0.24101329728576087,-0.456210657353163,0.856612179839185,0.2834122915417721,-0.456210657353163,0.8435338221556006,0.3251066781859583,-0.456210657353163,0.8283583064811305,0.36599279840366605,-0.456210657353163,0.811123361538828,0.40596900285792814,-0.456210657353163,0.791871836117395,0.4449359044057344,-0.456210657353163,0.7706515925423408,0.48279662519012784,-0.456210657353163,0.7475153876827005,0.5194570374938212,-0.456210657353163,0.7225207417891459,0.5548259977555352,-0.456210657353163,0.6957297954895777,0.5888155731672483,-0.456210657353163,0.6672091552977369,0.621341260289018,-0.456210657353163,0.6370297280189124,0.6523221951378406,-0.456210657353163,0.6052665444644565,0.6816813542282589,-0.456210657353163,0.5719985729133612,0.709345746064883,-0.456210657353163,0.5373085227846748,0.7352465926107448,-0.456210657353163,0.5012826390088575,0.7593195002803392,-0.456210657353163,0.46401048760928976,0.7815046200322189,-0.456210657353163,0.42558473302703415,0.8017467961631467,-0.456210657353163,0.38610090774242495,0.8199957034338596,-0.456210657353163,0.3456571747662769,0.8362059721855454,-0.456210657353163,0.30435408359117117,0.8503373011359631,-0.456210657353163,0.26229432020957166,0.8623545575747787,-0.456210657353163,0.21958245182027278,0.8722278647090209,-0.456210657353163,0.17632466685786433,0.879932675941494,-0.456210657353163,0.13262851099155265,0.8854498358974877,-0.456210657353163,0.08860261974968275,0.8887656280480558,-0.456210657353163,0.04435644843469461,0.8898718088114685,-0.456210657353163,0.0,0.9115058523116731,-0.4112871031306116,0.0,0.9103727787278364,-0.4112871031306116,-0.045434816493383975,0.9069763749757852,-0.4112871031306116,-0.09075667487415778,0.9013250850503918,-0.4112871031306116,-0.13585289786137714,0.89343295894884,-0.4112871031306116,-0.18061136913923773,0.8833196177401189,-0.4112871031306116,-0.22492081209590156,0.8710102047839531,-0.4112871031306116,-0.2686710664746871,0.8565353232204493,-0.4112871031306116,-0.31175336224982425,0.8399309598858677,-0.4112871031306116,-0.35406059004587676,0.8212383958436779,-0.4112871031306116,-0.3954875674285254,0.8005041037533288,-0.4112871031306116,-0.4359313004046733,0.7777796323318971,-0.4112871031306116,-0.47529123948173996,0.7531214781958531,-0.4112871031306116,-0.5134695296495431,0.7265909454015709,-0.4112871031306116,-0.5503712536632714,0.6982539930337851,-0.4112871031306116,-0.585904668022712,0.6681810712209132,-0.4112871031306116,-0.619981431061046,0.6364469459849365,-0.4112871031306116,-0.6525168225761517,0.6031305133612886,-0.4112871031306116,-0.6834299544583762,0.5683146032508811,-0.4112871031306116,-0.7126439717911205,0.5320857734919182,-0.4112871031306116,-0.7400862439242719,0.494534094663473,-0.4112871031306116,-0.7656885450454439,0.45575292615583646,-0.4112871031306116,-0.7893872238000956,0.4158386840643636,-0.4112871031306116,-0.8111233615388279,0.3748906014838672,-0.4112871031306116,-0.8308429187984296,0.3330104817995106,-0.4112871031306116,-0.8484968696524976,0.29030244558755136,-0.4112871031306116,-0.8640413235976139,0.2468726717551825,-0.4112871031306116,-0.8774376346720533,0.20282913356303994,-0.4112871031306116,-0.8886524975357332,0.15828133018666427,-0.4112871031306116,-0.8976580302725363,0.11334001448429702,-0.4112871031306116,-0.9044318437091482,0.06811691764782486,-0.4112871031306116,-0.9089570970780684,0.02272447142143185,-0.4112871031306116,-0.9112225398864133,-0.02272447142143174,-0.4112871031306116,-0.9112225398864133,-0.06811691764782475,-0.4112871031306116,-0.9089570970780684,-0.11334001448429691,-0.4112871031306116,-0.9044318437091482,-0.15828133018666415,-0.4112871031306116,-0.8976580302725363,-0.20282913356303983,-0.4112871031306116,-0.8886524975357332,-0.24687267175518232,-0.4112871031306116,-0.8774376346720534,-0.29030244558755125,-0.4112871031306116,-0.8640413235976139,-0.3330104817995105,-0.4112871031306116,-0.8484968696524977,-0.37489060148386694,-0.4112871031306116,-0.8308429187984298,-0.41583868406436314,-0.4112871031306116,-0.8111233615388281,-0.4557529261558368,-0.4112871031306116,-0.7893872238000956,-0.494534094663473,-0.4112871031306116,-0.765688545045444,-0.5320857734919179,-0.4112871031306116,-0.740086243924272,-0.5683146032508811,-0.4112871031306116,-0.7126439717911205,-0.6031305133612884,-0.4112871031306116,-0.6834299544583764,-0.6364469459849365,-0.4112871031306116,-0.6525168225761518,-0.6681810712209132,-0.4112871031306116,-0.619981431061046,-0.698253993033785,-0.4112871031306116,-0.5859046680227122,-0.7265909454015709,-0.4112871031306116,-0.5503712536632714,-0.753121478195853,-0.4112871031306116,-0.5134695296495432,-0.777779632331897,-0.4112871031306116,-0.47529123948174007,-0.8005041037533288,-0.4112871031306116,-0.43593130040467326,-0.8212383958436777,-0.4112871031306116,-0.39548756742852553,-0.8399309598858679,-0.4112871031306116,-0.35406059004587664,-0.8565353232204492,-0.4112871031306116,-0.3117533622498244,-0.871010204783953,-0.4112871031306116,-0.26867106647468747,-0.8833196177401188,-0.4112871031306116,-0.22492081209590176,-0.89343295894884,-0.4112871031306116,-0.18061136913923775,-0.9013250850503918,-0.4112871031306116,-0.1358528978613774,-0.9069763749757852,-0.4112871031306116,-0.09075667487415785,-0.9103727787278364,-0.4112871031306116,-0.04543481649338427,-0.9115058523116731,-0.4112871031306116,-1.1162727244375705e-16,-0.9103727787278364,-0.4112871031306116,0.04543481649338404,-0.9069763749757852,-0.4112871031306116,0.09075667487415763,-0.9013250850503918,-0.4112871031306116,0.13585289786137716,-0.8934329589488401,-0.4112871031306116,0.18061136913923753,-0.8833196177401189,-0.4112871031306116,0.22492081209590156,-0.8710102047839532,-0.4112871031306116,0.26867106647468686,-0.8565353232204493,-0.4112871031306116,0.3117533622498242,-0.8399309598858677,-0.4112871031306116,0.3540605900458768,-0.8212383958436779,-0.4112871031306116,0.39548756742852537,-0.8005041037533288,-0.4112871031306116,0.43593130040467304,-0.7777796323318971,-0.4112871031306116,0.47529123948173985,-0.7531214781958531,-0.4112871031306116,0.5134695296495431,-0.726590945401571,-0.4112871031306116,0.5503712536632712,-0.6982539930337851,-0.4112871031306116,0.585904668022712,-0.6681810712209134,-0.4112871031306116,0.6199814310610458,-0.6364469459849366,-0.4112871031306116,0.6525168225761516,-0.603130513361289,-0.4112871031306116,0.683429954458376,-0.5683146032508811,-0.4112871031306116,0.7126439717911204,-0.5320857734919187,-0.4112871031306116,0.7400862439242715,-0.49453409466347276,-0.4112871031306116,0.765688545045444,-0.45575292615583624,-0.4112871031306116,0.7893872238000957,-0.4158386840643637,-0.4112871031306116,0.8111233615388278,-0.37489060148386716,-0.4112871031306116,0.8308429187984296,-0.33301048179951126,-0.4112871031306116,0.8484968696524974,-0.29030244558755186,-0.4112871031306116,0.8640413235976137,-0.24687267175518196,-0.4112871031306116,0.8774376346720535,-0.20282913356304005,-0.4112871031306116,0.8886524975357332,-0.15828133018666418,-0.4112871031306116,0.8976580302725363,-0.11334001448429754,-0.4112871031306116,0.9044318437091481,-0.06811691764782517,-0.4112871031306116,0.9089570970780684,-0.02272447142143196,-0.4112871031306116,0.9112225398864133,0.022724471421431625,-0.4112871031306116,0.9112225398864133,0.06811691764782483,-0.4112871031306116,0.9089570970780684,0.1133400144842964,-0.4112871031306116,0.9044318437091483,0.15828133018666385,-0.4112871031306116,0.8976580302725364,0.20282913356303972,-0.4112871031306116,0.8886524975357332,0.24687267175518243,-0.4112871031306116,0.8774376346720533,0.2903024455875515,-0.4112871031306116,0.8640413235976138,0.3330104817995102,-0.4112871031306116,0.8484968696524978,0.3748906014838668,-0.4112871031306116,0.8308429187984298,0.41583868406436336,-0.4112871031306116,0.811123361538828,0.4557529261558367,-0.4112871031306116,0.7893872238000956,0.49453409466347314,-0.4112871031306116,0.7656885450454438,0.5320857734919178,-0.4112871031306116,0.7400862439242721,0.568314603250881,-0.4112871031306116,0.7126439717911205,0.6031305133612881,-0.4112871031306116,0.6834299544583766,0.6364469459849366,-0.4112871031306116,0.6525168225761516,0.6681810712209134,-0.4112871031306116,0.6199814310610458,0.6982539930337849,-0.4112871031306116,0.5859046680227123,0.7265909454015708,-0.4112871031306116,0.5503712536632716,0.7531214781958527,-0.4112871031306116,0.5134695296495436,0.7777796323318972,-0.4112871031306116,0.47529123948173985,0.8005041037533286,-0.4112871031306116,0.4359313004046737,0.8212383958436777,-0.4112871031306116,0.39548756742852564,0.8399309598858677,-0.4112871031306116,0.35406059004587676,0.856535323220449,-0.4112871031306116,0.3117533622498249,0.871010204783953,-0.4112871031306116,0.2686710664746876,0.8833196177401188,-0.4112871031306116,0.22492081209590187,0.89343295894884,-0.4112871031306116,0.18061136913923787,0.9013250850503918,-0.4112871031306116,0.13585289786137708,0.9069763749757851,-0.4112871031306116,0.09075667487415835,0.9103727787278364,-0.4112871031306116,0.04543481649338437,0.9115058523116731,-0.4112871031306116,0.0,0.9308737486442042,-0.36534102436639493,0.0,0.9297165992394024,-0.36534102436639493,-0.04640022643946356,0.9262480278807403,-0.36534102436639493,-0.09268509460507893,0.920476657983131,-0.36534102436639493,-0.1387395330218428,0.9124168380814898,-0.36534102436639493,-0.1844490430994145,0.9020886061580143,-0.36534102436639493,-0.22969998379365233,0.889517639824605,-0.36534102436639493,-0.2743798541361546,0.8747351924842752,-0.36534102436639493,-0.3183775729293932,0.8577780156302673,-0.36534102436639493,-0.3615837549120729,0.8386882674760497,-0.36534102436639493,-0.4038909827081253,0.8175134081433557,-0.36534102436639493,-0.44519407388323157,0.7943060816688428,-0.36534102436639493,-0.48539034244492635,0.7691239851227228,-0.36534102436639493,-0.5243798541361546,0.7420297251647551,-0.36534102436639493,-0.5620656748875804,0.7130906623942249,-0.36534102436639493,-0.5983541118109564,0.6823787438808812,-0.36534102436639493,-0.633154946134407,0.6499703242931839,-0.36534102436639493,-0.6663816575005096,0.6159459760685686,-0.36534102436639493,-0.6979516390695357,0.5803902890976714,-0.36534102436639493,-0.7277864028930704,0.5433916604205327,-0.36534102436639493,-0.7558117750474187,0.505042074457627,-0.36534102436639493,-0.7819580800416668,0.465436874322102,-0.36534102436639493,-0.8061603140419311,0.42467452478177553,-0.36534102436639493,-0.8283583064811304,0.3828563674602079,-0.36534102436639493,-0.8484968696524976,0.3400863688854597,-0.36534102436639493,-0.8665259359149131,0.2964708620129211,-0.36534102436639493,-0.8824006821689503,0.2521182818648304,-0.36534102436639493,-0.8960816412941619,0.20713889594372384,-0.36534102436639493,-0.9075348002705617,0.1616445300900503,-0.36534102436639493,-0.9167316847403497,0.11574829046551238,-0.36534102436639493,-0.9236494297996533,0.06956428235332708,-0.36534102436639493,-0.9282708368442799,0.023207326474513137,-0.36534102436639493,-0.930584416328158,-0.023207326474513023,-0.36534102436639493,-0.930584416328158,-0.06956428235332697,-0.36534102436639493,-0.9282708368442799,-0.11574829046551227,-0.36534102436639493,-0.9236494297996533,-0.1616445300900502,-0.36534102436639493,-0.9167316847403497,-0.20713889594372373,-0.36534102436639493,-0.9075348002705617,-0.25211828186483026,-0.36534102436639493,-0.896081641294162,-0.296470862012921,-0.36534102436639493,-0.8824006821689503,-0.34008636888545957,-0.36534102436639493,-0.8665259359149132,-0.3828563674602077,-0.36534102436639493,-0.8484968696524977,-0.42467452478177503,-0.36534102436639493,-0.8283583064811305,-0.46543687432210235,-0.36534102436639493,-0.806160314041931,-0.505042074457627,-0.36534102436639493,-0.7819580800416669,-0.5433916604205323,-0.36534102436639493,-0.7558117750474188,-0.5803902890976714,-0.36534102436639493,-0.7277864028930705,-0.6159459760685685,-0.36534102436639493,-0.697951639069536,-0.6499703242931838,-0.36534102436639493,-0.6663816575005097,-0.6823787438808812,-0.36534102436639493,-0.633154946134407,-0.7130906623942248,-0.36534102436639493,-0.5983541118109567,-0.7420297251647551,-0.36534102436639493,-0.5620656748875804,-0.7691239851227227,-0.36534102436639493,-0.5243798541361548,-0.7943060816688426,-0.36534102436639493,-0.48539034244492646,-0.8175134081433558,-0.36534102436639493,-0.44519407388323146,-0.8386882674760496,-0.36534102436639493,-0.4038909827081254,-0.8577780156302675,-0.36534102436639493,-0.3615837549120728,-0.8747351924842751,-0.36534102436639493,-0.3183775729293934,-0.8895176398246049,-0.36534102436639493,-0.274379854136155,-0.9020886061580142,-0.36534102436639493,-0.22969998379365253,-0.9124168380814898,-0.36534102436639493,-0.18444904309941454,-0.920476657983131,-0.36534102436639493,-0.13873953302184305,-0.9262480278807403,-0.36534102436639493,-0.092685094605079,-0.9297165992394024,-0.36534102436639493,-0.04640022643946385,-0.9308737486442042,-0.36534102436639493,-1.1399915566874225e-16,-0.9297165992394024,-0.36534102436639493,0.04640022643946362,-0.9262480278807403,-0.36534102436639493,0.09268509460507876,-0.920476657983131,-0.36534102436639493,0.13873953302184283,-0.9124168380814899,-0.36534102436639493,0.18444904309941432,-0.9020886061580143,-0.36534102436639493,0.22969998379365233,-0.889517639824605,-0.36534102436639493,0.27437985413615434,-0.8747351924842752,-0.36534102436639493,0.31837757292939317,-0.8577780156302673,-0.36534102436639493,0.36158375491207295,-0.8386882674760497,-0.36534102436639493,0.4038909827081252,-0.8175134081433558,-0.36534102436639493,0.4451940738832313,-0.7943060816688428,-0.36534102436639493,0.48539034244492624,-0.7691239851227228,-0.36534102436639493,0.5243798541361546,-0.7420297251647552,-0.36534102436639493,0.5620656748875802,-0.7130906623942249,-0.36534102436639493,0.5983541118109564,-0.6823787438808814,-0.36534102436639493,0.6331549461344068,-0.649970324293184,-0.36534102436639493,0.6663816575005095,-0.6159459760685689,-0.36534102436639493,0.6979516390695355,-0.5803902890976714,-0.36534102436639493,0.7277864028930703,-0.5433916604205331,-0.36534102436639493,0.7558117750474183,-0.5050420744576268,-0.36534102436639493,0.7819580800416669,-0.46543687432210173,-0.36534102436639493,0.8061603140419312,-0.42467452478177564,-0.36534102436639493,0.8283583064811303,-0.38285636746020785,-0.36534102436639493,0.8484968696524976,-0.34008636888546034,-0.36534102436639493,0.8665259359149129,-0.2964708620129216,-0.36534102436639493,0.8824006821689501,-0.2521182818648299,-0.36534102436639493,0.8960816412941621,-0.20713889594372395,-0.36534102436639493,0.9075348002705617,-0.16164453009005023,-0.36534102436639493,0.9167316847403497,-0.11574829046551291,-0.36534102436639493,0.9236494297996531,-0.06956428235332739,-0.36534102436639493,0.9282708368442799,-0.023207326474513252,-0.36534102436639493,0.930584416328158,0.02320732647451291,-0.36534102436639493,0.930584416328158,0.06956428235332705,-0.36534102436639493,0.9282708368442799,0.11574829046551174,-0.36534102436639493,0.9236494297996534,0.1616445300900499,-0.36534102436639493,0.9167316847403498,0.20713889594372362,-0.36534102436639493,0.9075348002705617,0.2521182818648303,-0.36534102436639493,0.8960816412941619,0.2964708620129212,-0.36534102436639493,0.8824006821689502,0.34008636888545923,-0.36534102436639493,0.8665259359149133,0.38285636746020757,-0.36534102436639493,0.8484968696524977,0.4246745247817753,-0.36534102436639493,0.8283583064811304,0.46543687432210223,-0.36534102436639493,0.806160314041931,0.5050420744576273,-0.36534102436639493,0.7819580800416667,0.5433916604205322,-0.36534102436639493,0.7558117750474189,0.5803902890976713,-0.36534102436639493,0.7277864028930705,0.615945976068568,-0.36534102436639493,0.6979516390695362,0.649970324293184,-0.36534102436639493,0.6663816575005095,0.6823787438808814,-0.36534102436639493,0.6331549461344068,0.7130906623942247,-0.36534102436639493,0.5983541118109568,0.742029725164755,-0.36534102436639493,0.5620656748875805,0.7691239851227224,-0.36534102436639493,0.5243798541361553,0.7943060816688429,-0.36534102436639493,0.48539034244492624,0.8175134081433555,-0.36534102436639493,0.44519407388323196,0.8386882674760496,-0.36534102436639493,0.4038909827081255,0.8577780156302673,-0.36534102436639493,0.3615837549120729,0.874735192484275,-0.36534102436639493,0.3183775729293939,0.8895176398246049,-0.36534102436639493,0.27437985413615507,0.9020886061580142,-0.36534102436639493,0.22969998379365264,0.9124168380814898,-0.36534102436639493,0.18444904309941465,0.920476657983131,-0.36534102436639493,0.13873953302184275,0.9262480278807402,-0.36534102436639493,0.09268509460507951,0.9297165992394024,-0.36534102436639493,0.04640022643946396,0.9308737486442042,-0.36534102436639493,0.0,0.9479273461671318,-0.3184866502516844,0.0,0.9467489977971082,-0.3184866502516844,-0.04725027811169495,0.9432168822467485,-0.3184866502516844,-0.09438308458714857,0.9373397809118383,-0.3184866502516844,-0.1412812398431163,0.9291323051923054,-0.3184866502516844,-0.1878281476762574,0.9186148601659758,-0.3184866502516844,-0.23390808513966757,0.9058135938583364,-0.3184866502516844,-0.2794064902483585,0.8907603322344232,-0.3184866502516844,-0.3242102467984032,0.8734925000744572,-0.3184866502516844,-0.3682079655916419,0.8540530279299453,-0.3184866502516844,-0.41129026136677904,0.8324902453915638,-0.3184866502516844,-0.4533500247483783,0.8088577609341816,-0.3184866502516844,-0.4942826885376462,0.7832143286377448,-0.3184866502516844,-0.5339864876829639,0.755623702115377,-0.3184866502516844,-0.5723627122838397,0.7261544760118512,-0.3184866502516844,-0.6093159529992753,0.6948799154664957,-0.3184866502516844,-0.6447543382504201,0.6618777739645134,-0.3184866502516844,-0.6785897626277911,0.6272301000295667,-0.3184866502516844,-0.7107381059352039,0.5910230332382201,-0.3184866502516844,-0.7411194423258339,0.5533465900633805,-0.3184866502516844,-0.7696582390104654,0.5142944400791618,-0.3184866502516844,-0.7962835440439058,0.4739636730835658,-0.3184866502516844,-0.8209291627227018,0.43245455771794655,-0.3184866502516844,-0.8435338221556007,0.38987029218336816,-0.3184866502516844,-0.8640413235976139,0.34631674767361825,-0.3184866502516844,-0.8824006821689503,0.3019022051627387,-0.3184866502516844,-0.8985662536114614,0.2567370862014625,-0.3184866502516844,-0.9124978477674587,0.21093367839184077,-0.3184866502516844,-0.9241608284987786,0.16460585622257196,-0.3184866502516844,-0.9335261997976786,0.11786879795908037,-0.3184866502516844,-0.9405706778754815,0.07083869929220067,-0.3184866502516844,-0.9452767490497428,0.023632484457382412,-0.3184866502516844,-0.9476327132860246,-0.023632484457382294,-0.3184866502516844,-0.9476327132860246,-0.07083869929220056,-0.3184866502516844,-0.9452767490497428,-0.11786879795908026,-0.3184866502516844,-0.9405706778754815,-0.16460585622257184,-0.3184866502516844,-0.9335261997976786,-0.21093367839184066,-0.3184866502516844,-0.9241608284987786,-0.25673708620146235,-0.3184866502516844,-0.9124978477674588,-0.3019022051627386,-0.3184866502516844,-0.8985662536114614,-0.34631674767361814,-0.3184866502516844,-0.8824006821689504,-0.38987029218336794,-0.3184866502516844,-0.864041323597614,-0.4324545577179461,-0.3184866502516844,-0.8435338221556009,-0.47396367308356613,-0.3184866502516844,-0.8209291627227017,-0.5142944400791618,-0.3184866502516844,-0.7962835440439059,-0.5533465900633802,-0.3184866502516844,-0.7696582390104655,-0.59102303323822,-0.3184866502516844,-0.741119442325834,-0.6272301000295665,-0.3184866502516844,-0.7107381059352041,-0.6618777739645133,-0.3184866502516844,-0.6785897626277912,-0.6948799154664957,-0.3184866502516844,-0.6447543382504201,-0.7261544760118511,-0.3184866502516844,-0.6093159529992755,-0.755623702115377,-0.3184866502516844,-0.5723627122838397,-0.7832143286377447,-0.3184866502516844,-0.5339864876829641,-0.8088577609341815,-0.3184866502516844,-0.4942826885376463,-0.8324902453915639,-0.3184866502516844,-0.4533500247483782,-0.8540530279299452,-0.3184866502516844,-0.41129026136677915,-0.8734925000744573,-0.3184866502516844,-0.36820796559164176,-0.8907603322344231,-0.3184866502516844,-0.3242102467984034,-0.9058135938583363,-0.3184866502516844,-0.2794064902483589,-0.9186148601659757,-0.3184866502516844,-0.2339080851396678,-0.9291323051923054,-0.3184866502516844,-0.18782814767625744,-0.9373397809118383,-0.3184866502516844,-0.14128123984311658,-0.9432168822467485,-0.3184866502516844,-0.09438308458714864,-0.9467489977971082,-0.3184866502516844,-0.04725027811169526,-0.9479273461671318,-0.3184866502516844,-1.160876190307823e-16,-0.9467489977971082,-0.3184866502516844,0.047250278111695014,-0.9432168822467485,-0.3184866502516844,0.0943830845871484,-0.9373397809118383,-0.3184866502516844,0.14128123984311633,-0.9291323051923055,-0.3184866502516844,0.18782814767625722,-0.9186148601659758,-0.3184866502516844,0.23390808513966757,-0.9058135938583365,-0.3184866502516844,0.27940649024835823,-0.8907603322344232,-0.3184866502516844,0.32421024679840316,-0.8734925000744572,-0.3184866502516844,0.36820796559164193,-0.8540530279299453,-0.3184866502516844,0.41129026136677893,-0.8324902453915639,-0.3184866502516844,0.45335002474837804,-0.8088577609341816,-0.3184866502516844,0.49428268853764606,-0.7832143286377448,-0.3184866502516844,0.5339864876829639,-0.7556237021153771,-0.3184866502516844,0.5723627122838395,-0.7261544760118512,-0.3184866502516844,0.6093159529992753,-0.694879915466496,-0.3184866502516844,0.6447543382504198,-0.6618777739645135,-0.3184866502516844,0.678589762627791,-0.627230100029567,-0.3184866502516844,0.7107381059352037,-0.5910230332382201,-0.3184866502516844,0.7411194423258338,-0.553346590063381,-0.3184866502516844,0.7696582390104649,-0.5142944400791616,-0.3184866502516844,0.7962835440439059,-0.4739636730835655,-0.3184866502516844,0.8209291627227019,-0.43245455771794666,-0.3184866502516844,0.8435338221556006,-0.3898702921833681,-0.3184866502516844,0.8640413235976139,-0.3463167476736189,-0.3184866502516844,0.8824006821689501,-0.30190220516273925,-0.3184866502516844,0.8985662536114611,-0.25673708620146196,-0.3184866502516844,0.9124978477674588,-0.2109336783918409,-0.3184866502516844,0.9241608284987786,-0.16460585622257187,-0.3184866502516844,0.9335261997976786,-0.11786879795908091,-0.3184866502516844,0.9405706778754814,-0.07083869929220099,-0.3184866502516844,0.9452767490497428,-0.023632484457382526,-0.3184866502516844,0.9476327132860246,0.023632484457382176,-0.3184866502516844,0.9476327132860246,0.07083869929220064,-0.3184866502516844,0.9452767490497428,0.11786879795907973,-0.3184866502516844,0.9405706778754817,0.16460585622257154,-0.3184866502516844,0.9335261997976787,0.21093367839184055,-0.3184866502516844,0.9241608284987786,0.25673708620146246,-0.3184866502516844,0.9124978477674587,0.30190220516273886,-0.3184866502516844,0.8985662536114613,0.3463167476736178,-0.3184866502516844,0.8824006821689505,0.38987029218336783,-0.3184866502516844,0.864041323597614,0.4324545577179464,-0.3184866502516844,0.8435338221556008,0.473963673083566,-0.3184866502516844,0.8209291627227017,0.514294440079162,-0.3184866502516844,0.7962835440439057,0.55334659006338,-0.3184866502516844,0.7696582390104656,0.5910230332382199,-0.3184866502516844,0.741119442325834,0.627230100029566,-0.3184866502516844,0.7107381059352045,0.6618777739645135,-0.3184866502516844,0.678589762627791,0.694879915466496,-0.3184866502516844,0.6447543382504198,0.726154476011851,-0.3184866502516844,0.6093159529992757,0.7556237021153769,-0.3184866502516844,0.5723627122838398,0.7832143286377444,-0.3184866502516844,0.5339864876829645,0.8088577609341817,-0.3184866502516844,0.49428268853764606,0.8324902453915636,-0.3184866502516844,0.4533500247483787,0.8540530279299452,-0.3184866502516844,0.41129026136677926,0.8734925000744572,-0.3184866502516844,0.3682079655916419,0.8907603322344229,-0.3184866502516844,0.3242102467984039,0.9058135938583363,-0.3184866502516844,0.279406490248359,0.9186148601659757,-0.3184866502516844,0.23390808513966788,0.9291323051923054,-0.3184866502516844,0.18782814767625755,0.9373397809118383,-0.3184866502516844,0.14128123984311625,0.9432168822467484,-0.3184866502516844,0.09438308458714917,0.9467489977971082,-0.3184866502516844,0.04725027811169537,0.9479273461671318,-0.3184866502516844,0.0,0.962624246950012,-0.2708404681430051,0.0,0.9614276291744777,-0.2708404681430051,-0.047982858147685006,0.9578407508282061,-0.2708404681430051,-0.09584642334973233,0.9518725294559226,-0.2708404681430051,-0.14347169924156317,0.9435378029963243,-0.2708404681430051,-0.19074028188336933,0.9328572928926274,-0.2708404681430051,-0.23753465413096353,0.9198575525757937,-0.2708404681430051,-0.28373847780191613,0.9045709014485184,-0.2708404681430051,-0.32923688291060704,0.8870353445341008,-0.2708404681430051,-0.37391675325310936,0.8672944779899711,-0.2708404681430051,-0.41766700763189485,0.845397380720771,-0.2708404681430051,-0.4603788760211936,0.8213984923604658,-0.2708404681430051,-0.5019461699864156,0.7953574779268355,-0.2708404681430051,-0.5422655466853312,0.7673390794848408,-0.2708404681430051,-0.5812367657946588,0.7374129551876475,-0.2708404681430051,-0.6187629387233031,0.7056535060954833,-0.2708404681430051,-0.6547507694926592,0.6721396912028784,-0.2708404681430051,-0.6891107866851143,0.6369548311341647,-0.2708404681430051,-0.7217575658840892,0.6001864009952756,-0.2708404681430051,-0.7526099420525987,0.5619258128968493,-0.2708404681430051,-0.7815912113223209,0.5222681886893192,-0.2708404681430051,-0.8086293216915,0.4813121234750059,-0.2708404681430051,-0.8336570521575755,0.4391594404851586,-0.2708404681430051,-0.856612179839185,0.395914937931357,-0.2708404681430051,-0.8774376346720533,0.35168612846064695,-0.2708404681430051,-0.8960816412941619,0.3065829718621596,-0.2708404681430051,-0.9124978477674587,0.26071760168974906,-0.2708404681430051,-0.9266454408160777,0.21420404648031055,-0.2708404681430051,-0.9384892472945754,0.1671579462608708,-0.2708404681430051,-0.9479998216339102,0.11969626504926022,-0.2708404681430051,-0.955153519047768,0.0719370000631357,-0.2708404681430051,-0.959932554317226,0.02399888836030544,-0.2708404681430051,-0.9623250460076093,-0.023998888360305323,-0.2708404681430051,-0.9623250460076093,-0.07193700006313558,-0.2708404681430051,-0.959932554317226,-0.11969626504926012,-0.2708404681430051,-0.955153519047768,-0.1671579462608707,-0.2708404681430051,-0.9479998216339102,-0.21420404648031044,-0.2708404681430051,-0.9384892472945754,-0.2607176016897489,-0.2708404681430051,-0.9266454408160778,-0.3065829718621595,-0.2708404681430051,-0.9124978477674587,-0.35168612846064684,-0.2708404681430051,-0.896081641294162,-0.39591493793135674,-0.2708404681430051,-0.8774376346720534,-0.4391594404851581,-0.2708404681430051,-0.8566121798391853,-0.48131212347500624,-0.2708404681430051,-0.8336570521575754,-0.5222681886893192,-0.2708404681430051,-0.8086293216915001,-0.561925812896849,-0.2708404681430051,-0.781591211322321,-0.6001864009952755,-0.2708404681430051,-0.7526099420525988,-0.6369548311341645,-0.2708404681430051,-0.7217575658840895,-0.6721396912028783,-0.2708404681430051,-0.6891107866851144,-0.7056535060954833,-0.2708404681430051,-0.6547507694926592,-0.7374129551876474,-0.2708404681430051,-0.6187629387233033,-0.7673390794848408,-0.2708404681430051,-0.5812367657946588,-0.7953574779268354,-0.2708404681430051,-0.5422655466853314,-0.8213984923604657,-0.2708404681430051,-0.5019461699864157,-0.8453973807207711,-0.2708404681430051,-0.4603788760211935,-0.867294477989971,-0.2708404681430051,-0.41766700763189496,-0.8870353445341009,-0.2708404681430051,-0.37391675325310925,-0.9045709014485183,-0.2708404681430051,-0.3292368829106072,-0.9198575525757937,-0.2708404681430051,-0.28373847780191647,-0.9328572928926273,-0.2708404681430051,-0.23753465413096375,-0.9435378029963243,-0.2708404681430051,-0.19074028188336936,-0.9518725294559226,-0.2708404681430051,-0.14347169924156344,-0.9578407508282061,-0.2708404681430051,-0.0958464233497324,-0.9614276291744777,-0.2708404681430051,-0.04798285814768532,-0.962624246950012,-0.2708404681430051,-1.1788747028089635e-16,-0.9614276291744777,-0.2708404681430051,0.047982858147685076,-0.9578407508282061,-0.2708404681430051,0.09584642334973216,-0.9518725294559226,-0.2708404681430051,0.1434716992415632,-0.9435378029963244,-0.2708404681430051,0.19074028188336914,-0.9328572928926274,-0.2708404681430051,0.23753465413096353,-0.9198575525757938,-0.2708404681430051,0.28373847780191586,-0.9045709014485184,-0.2708404681430051,0.329236882910607,-0.8870353445341008,-0.2708404681430051,0.3739167532531094,-0.8672944779899711,-0.2708404681430051,0.41766700763189474,-0.8453973807207711,-0.2708404681430051,0.46037887602119326,-0.8213984923604658,-0.2708404681430051,0.5019461699864155,-0.7953574779268355,-0.2708404681430051,0.5422655466853312,-0.7673390794848409,-0.2708404681430051,0.5812367657946585,-0.7374129551876475,-0.2708404681430051,0.6187629387233031,-0.7056535060954835,-0.2708404681430051,0.6547507694926591,-0.6721396912028785,-0.2708404681430051,0.6891107866851142,-0.6369548311341651,-0.2708404681430051,0.721757565884089,-0.6001864009952756,-0.2708404681430051,0.7526099420525986,-0.5619258128968498,-0.2708404681430051,0.7815912113223205,-0.522268188689319,-0.2708404681430051,0.8086293216915001,-0.4813121234750056,-0.2708404681430051,0.8336570521575755,-0.4391594404851587,-0.2708404681430051,0.8566121798391849,-0.39591493793135696,-0.2708404681430051,0.8774376346720533,-0.3516861284606477,-0.2708404681430051,0.8960816412941617,-0.3065829718621601,-0.2708404681430051,0.9124978477674585,-0.26071760168974856,-0.2708404681430051,0.9266454408160779,-0.2142040464803107,-0.2708404681430051,0.9384892472945754,-0.16715794626087072,-0.2708404681430051,0.9479998216339102,-0.11969626504926077,-0.2708404681430051,0.9551535190477679,-0.07193700006313603,-0.2708404681430051,0.959932554317226,-0.02399888836030556,-0.2708404681430051,0.9623250460076093,0.023998888360305205,-0.2708404681430051,0.9623250460076093,0.07193700006313568,-0.2708404681430051,0.959932554317226,0.11969626504925956,-0.2708404681430051,0.9551535190477681,0.16715794626087035,-0.2708404681430051,0.9479998216339103,0.21420404648031036,-0.2708404681430051,0.9384892472945754,0.260717601689749,-0.2708404681430051,0.9266454408160777,0.30658297186215977,-0.2708404681430051,0.9124978477674586,0.35168612846064656,-0.2708404681430051,0.8960816412941621,0.3959149379313566,-0.2708404681430051,0.8774376346720534,0.43915944048515837,-0.2708404681430051,0.8566121798391851,0.4813121234750061,-0.2708404681430051,0.8336570521575754,0.5222681886893195,-0.2708404681430051,0.8086293216914999,0.561925812896849,-0.2708404681430051,0.7815912113223211,0.6001864009952754,-0.2708404681430051,0.7526099420525988,0.6369548311341641,-0.2708404681430051,0.7217575658840898,0.6721396912028785,-0.2708404681430051,0.6891107866851142,0.7056535060954835,-0.2708404681430051,0.6547507694926591,0.7374129551876473,-0.2708404681430051,0.6187629387233035,0.7673390794848407,-0.2708404681430051,0.5812367657946589,0.7953574779268351,-0.2708404681430051,0.5422655466853319,0.8213984923604658,-0.2708404681430051,0.5019461699864155,0.8453973807207708,-0.2708404681430051,0.46037887602119393,0.867294477989971,-0.2708404681430051,0.41766700763189507,0.8870353445341008,-0.2708404681430051,0.37391675325310936,0.904570901448518,-0.2708404681430051,0.3292368829106077,0.9198575525757937,-0.2708404681430051,0.2837384778019166,0.9328572928926273,-0.2708404681430051,0.23753465413096386,0.9435378029963243,-0.2708404681430051,0.19074028188336947,0.9518725294559226,-0.2708404681430051,0.1434716992415631,0.957840750828206,-0.2708404681430051,0.09584642334973294,0.9614276291744777,-0.2708404681430051,0.04798285814768543,0.962624246950012,-0.2708404681430051,0.0,0.9749279121818236,-0.2225209339563144,0.0,0.97371599998111,-0.2225209339563144,-0.04859614523803738,0.9700832763836519,-0.2225209339563144,-0.09707147280209963,0.9640387729126922,-0.2225209339563144,-0.14530546538998537,0.9555975171562447,-0.2225209339563144,-0.19317820569626934,0.9447804954061425,-0.2225209339563144,-0.2405706745456179,0.9316146004828093,-0.2225209339563144,-0.2873650467932121,0.9161325648754718,-0.2225209339563144,-0.3334449842566223,0.8983728793640322,-0.2225209339563144,-0.37869592495086013,0.8783796973249267,-0.2225209339563144,-0.42300536790752397,0.8562027249588732,-0.2225209339563144,-0.46626315286993225,0.8318970977134251,-0.2225209339563144,-0.5083617341688785,0.8055232432075619,-0.2225209339563144,-0.5491964480981107,0.7771467309991062,-0.2225209339563144,-0.5886657731247948,0.746838109568473,-0.2225209339563144,-0.6266715822880427,0.7146727309240304,-0.2225209339563144,-0.6631193871579975,0.6807305632651348,-0.2225209339563144,-0.6979185727489575,0.6450959921685874,-0.2225209339563144,-0.7309826228025093,0.607857610792794,-0.2225209339563144,-0.7622293348805763,0.5691079996212145,-0.2225209339563144,-0.7915810247336336,0.5289434962926937,-0.2225209339563144,-0.8189647194359906,0.4874639560909117,-0.2225209339563144,-0.8443123388079836,0.4447725036884166,-0.2225209339563144,-0.8675608646740279,0.4009752767624376,-0.2225209339563144,-0.8886524975357332,0.3561811621198982,-0.2225209339563144,-0.9075348002705617,0.3105015249876574,-0.2225209339563144,-0.9241608284987786,0.26404993214100775,-0.2225209339563144,-0.9384892472945754,0.21694186955877912,-0.2225209339563144,-0.9504844339512096,0.16929445530699885,-0.2225209339563144,-0.960116566544665,0.12122614836492614,-0.2225209339563144,-0.9673616980756549,0.07285645411736502,-0.2225209339563144,-0.9722018160056346,0.024305627245448182,-0.2225209339563144,-0.9746248870388109,-0.024305627245448064,-0.2225209339563144,-0.9746248870388109,-0.0728564541173649,-0.2225209339563144,-0.9722018160056346,-0.12122614836492603,-0.2225209339563144,-0.9673616980756549,-0.16929445530699874,-0.2225209339563144,-0.960116566544665,-0.216941869558779,-0.2225209339563144,-0.9504844339512096,-0.2640499321410076,-0.2225209339563144,-0.9384892472945755,-0.31050152498765726,-0.2225209339563144,-0.9241608284987786,-0.3561811621198981,-0.2225209339563144,-0.9075348002705618,-0.4009752767624373,-0.2225209339563144,-0.8886524975357333,-0.4447725036884161,-0.2225209339563144,-0.8675608646740282,-0.48746395609091203,-0.2225209339563144,-0.8443123388079835,-0.5289434962926937,-0.2225209339563144,-0.8189647194359907,-0.5691079996212142,-0.2225209339563144,-0.7915810247336337,-0.6078576107927939,-0.2225209339563144,-0.7622293348805764,-0.6450959921685872,-0.2225209339563144,-0.7309826228025095,-0.6807305632651347,-0.2225209339563144,-0.6979185727489576,-0.7146727309240304,-0.2225209339563144,-0.6631193871579975,-0.7468381095684729,-0.2225209339563144,-0.6266715822880429,-0.7771467309991062,-0.2225209339563144,-0.5886657731247948,-0.8055232432075617,-0.2225209339563144,-0.549196448098111,-0.831897097713425,-0.2225209339563144,-0.5083617341688786,-0.8562027249588733,-0.2225209339563144,-0.46626315286993214,-0.8783796973249266,-0.2225209339563144,-0.4230053679075241,-0.8983728793640323,-0.2225209339563144,-0.37869592495086,-0.9161325648754717,-0.2225209339563144,-0.33344498425662245,-0.9316146004828092,-0.2225209339563144,-0.2873650467932125,-0.9447804954061424,-0.2225209339563144,-0.24057067454561812,-0.9555975171562447,-0.2225209339563144,-0.19317820569626937,-0.9640387729126922,-0.2225209339563144,-0.14530546538998565,-0.9700832763836519,-0.2225209339563144,-0.0970714728020997,-0.97371599998111,-0.2225209339563144,-0.048596145238037694,-0.9749279121818236,-0.2225209339563144,-1.1939423470528823e-16,-0.97371599998111,-0.2225209339563144,0.04859614523803745,-0.9700832763836519,-0.2225209339563144,0.09707147280209946,-0.9640387729126922,-0.2225209339563144,0.1453054653899854,-0.9555975171562449,-0.2225209339563144,0.19317820569626912,-0.9447804954061425,-0.2225209339563144,0.2405706745456179,-0.9316146004828094,-0.2225209339563144,0.28736504679321184,-0.9161325648754718,-0.2225209339563144,0.3334449842566222,-0.8983728793640322,-0.2225209339563144,0.3786959249508602,-0.8783796973249267,-0.2225209339563144,0.42300536790752385,-0.8562027249588733,-0.2225209339563144,0.4662631528699319,-0.8318970977134251,-0.2225209339563144,0.5083617341688784,-0.8055232432075619,-0.2225209339563144,0.5491964480981107,-0.7771467309991064,-0.2225209339563144,0.5886657731247946,-0.746838109568473,-0.2225209339563144,0.6266715822880427,-0.7146727309240306,-0.2225209339563144,0.6631193871579972,-0.6807305632651349,-0.2225209339563144,0.6979185727489574,-0.6450959921685877,-0.2225209339563144,0.730982622802509,-0.607857610792794,-0.2225209339563144,0.7622293348805762,-0.569107999621215,-0.2225209339563144,0.7915810247336331,-0.5289434962926934,-0.2225209339563144,0.8189647194359907,-0.4874639560909114,-0.2225209339563144,0.8443123388079837,-0.4447725036884167,-0.2225209339563144,0.8675608646740278,-0.40097527676243755,-0.2225209339563144,0.8886524975357332,-0.3561811621198989,-0.2225209339563144,0.9075348002705615,-0.31050152498765793,-0.2225209339563144,0.9241608284987783,-0.2640499321410072,-0.2225209339563144,0.9384892472945756,-0.21694186955877925,-0.2225209339563144,0.9504844339512096,-0.16929445530699877,-0.2225209339563144,0.960116566544665,-0.12122614836492669,-0.2225209339563144,0.9673616980756548,-0.07285645411736534,-0.2225209339563144,0.9722018160056346,-0.0243056272454483,-0.2225209339563144,0.9746248870388109,0.024305627245447943,-0.2225209339563144,0.9746248870388109,0.072856454117365,-0.2225209339563144,0.9722018160056346,0.12122614836492547,-0.2225209339563144,0.967361698075655,0.1692944553069984,-0.2225209339563144,0.960116566544665,0.2169418695587789,-0.2225209339563144,0.9504844339512096,0.2640499321410077,-0.2225209339563144,0.9384892472945754,0.31050152498765754,-0.2225209339563144,0.9241608284987785,0.35618116211989775,-0.2225209339563144,0.9075348002705619,0.4009752767624372,-0.2225209339563144,0.8886524975357333,0.44477250368841637,-0.2225209339563144,0.867560864674028,0.4874639560909119,-0.2225209339563144,0.8443123388079835,0.5289434962926939,-0.2225209339563144,0.8189647194359905,0.5691079996212141,-0.2225209339563144,0.7915810247336338,0.6078576107927938,-0.2225209339563144,0.7622293348805764,0.6450959921685867,-0.2225209339563144,0.7309826228025098,0.6807305632651349,-0.2225209339563144,0.6979185727489574,0.7146727309240306,-0.2225209339563144,0.6631193871579972,0.7468381095684727,-0.2225209339563144,0.626671582288043,0.7771467309991061,-0.2225209339563144,0.588665773124795,0.8055232432075614,-0.2225209339563144,0.5491964480981114,0.8318970977134252,-0.2225209339563144,0.5083617341688784,0.856202724958873,-0.2225209339563144,0.46626315286993264,0.8783796973249266,-0.2225209339563144,0.4230053679075242,0.8983728793640322,-0.2225209339563144,0.37869592495086013,0.9161325648754715,-0.2225209339563144,0.333444984256623,0.9316146004828092,-0.2225209339563144,0.2873650467932126,0.9447804954061424,-0.2225209339563144,0.24057067454561823,0.9555975171562447,-0.2225209339563144,0.19317820569626948,0.9640387729126922,-0.2225209339563144,0.14530546538998532,0.9700832763836518,-0.2225209339563144,0.09707147280210024,0.97371599998111,-0.2225209339563144,0.04859614523803781,0.9749279121818236,-0.2225209339563144,0.0,0.984807753012208,-0.17364817766693036,0.0,0.9835835593909977,-0.17364817766693036,-0.049088614654414615,0.9799140220655961,-0.17364817766693036,-0.09805518727829043,0.9738082640839739,-0.17364817766693036,-0.14677797925680577,0.9652814653225102,-0.17364817766693036,-0.19513585805223393,0.9543548247464266,-0.17364817766693036,-0.24300859835851787,0.9410555077058202,-0.17364817766693036,-0.29027718100032407,0.9254165783983234,-0.17364817766693036,-0.33682408883346515,0.9074769176662975,-0.17364817766693036,-0.38253359891103694,0.8872811263329343,-0.17364817766693036,-0.4272920701888975,0.8648794143175808,-0.17364817766693036,-0.47098822605520896,0.8403274758059692,-0.17364817766693036,-0.5135134309816272,0.8136863507856958,-0.17364817766693036,-0.5547619606083422,0.785022273291194,-0.17364817766693036,-0.5946312645914946,0.7544065067354889,-0.17364817766693036,-0.633022221559489,0.7219151667381244,-0.17364817766693036,-0.6698393855443409,0.6876290318897392,-0.17364817766693036,-0.7049912232753923,0.6516333429237638,-0.17364817766693036,-0.7383903417454446,0.6140175907945262,-0.17364817766693036,-0.7699537054835439,0.5748752941886384,-0.17364817766693036,-0.799602842994246,0.534303767022807,-0.17364817766693036,-0.8272640418501169,0.4924038765061039,-0.17364817766693036,-0.8528685319524433,0.4492797923681909,-0.17364817766693036,-0.8763526565045315,0.40503872787695794,-0.17364817766693036,-0.8976580302725363,0.3597906732894478,-0.17364817766693036,-0.9167316847403497,0.31364812239874634,-0.17364817766693036,-0.9335261997976786,0.2667257928566874,-0.17364817766693036,-0.9479998216339102,0.21914034096769597,-0.17364817766693036,-0.960116566544665,0.1710100716628344,-0.17364817766693036,-0.9698463103929541,0.12245464437510362,-0.17364817766693036,-0.9771648635025315,0.07359477554723863,-0.17364817766693036,-0.9820540307972396,0.024551938511611724,-0.17364817766693036,-0.9845016570368361,-0.024551938511611606,-0.17364817766693036,-0.9845016570368361,-0.0735947755472385,-0.17364817766693036,-0.9820540307972396,-0.1224546443751035,-0.17364817766693036,-0.9771648635025315,-0.17101007166283433,-0.17364817766693036,-0.9698463103929541,-0.21914034096769586,-0.17364817766693036,-0.960116566544665,-0.26672579285668724,-0.17364817766693036,-0.9479998216339103,-0.31364812239874623,-0.17364817766693036,-0.9335261997976786,-0.3597906732894477,-0.17364817766693036,-0.9167316847403498,-0.40503872787695766,-0.17364817766693036,-0.8976580302725364,-0.4492797923681904,-0.17364817766693036,-0.8763526565045318,-0.49240387650610423,-0.17364817766693036,-0.8528685319524432,-0.534303767022807,-0.17364817766693036,-0.827264041850117,-0.574875294188638,-0.17364817766693036,-0.7996028429942461,-0.6140175907945261,-0.17364817766693036,-0.769953705483544,-0.6516333429237636,-0.17364817766693036,-0.7383903417454448,-0.6876290318897391,-0.17364817766693036,-0.7049912232753924,-0.7219151667381244,-0.17364817766693036,-0.6698393855443409,-0.7544065067354888,-0.17364817766693036,-0.6330222215594892,-0.785022273291194,-0.17364817766693036,-0.5946312645914946,-0.8136863507856957,-0.17364817766693036,-0.5547619606083424,-0.8403274758059691,-0.17364817766693036,-0.5135134309816273,-0.8648794143175809,-0.17364817766693036,-0.47098822605520885,-0.8872811263329342,-0.17364817766693036,-0.4272920701888976,-0.9074769176662976,-0.17364817766693036,-0.38253359891103683,-0.9254165783983233,-0.17364817766693036,-0.3368240888334653,-0.9410555077058201,-0.17364817766693036,-0.29027718100032446,-0.9543548247464265,-0.17364817766693036,-0.2430085983585181,-0.9652814653225102,-0.17364817766693036,-0.19513585805223396,-0.9738082640839739,-0.17364817766693036,-0.14677797925680605,-0.9799140220655961,-0.17364817766693036,-0.0980551872782905,-0.9835835593909977,-0.17364817766693036,-0.04908861465441493,-0.984807753012208,-0.17364817766693036,-1.2060416625018976e-16,-0.9835835593909977,-0.17364817766693036,0.049088614654414685,-0.9799140220655961,-0.17364817766693036,0.09805518727829025,-0.9738082640839739,-0.17364817766693036,0.1467779792568058,-0.9652814653225104,-0.17364817766693036,0.1951358580522337,-0.9543548247464266,-0.17364817766693036,0.24300859835851787,-0.9410555077058204,-0.17364817766693036,0.2902771810003238,-0.9254165783983234,-0.17364817766693036,0.3368240888334651,-0.9074769176662975,-0.17364817766693036,0.38253359891103694,-0.8872811263329343,-0.17364817766693036,0.42729207018889737,-0.8648794143175809,-0.17364817766693036,0.4709882260552086,-0.8403274758059692,-0.17364817766693036,0.513513430981627,-0.8136863507856958,-0.17364817766693036,0.5547619606083422,-0.7850222732911941,-0.17364817766693036,0.5946312645914944,-0.7544065067354889,-0.17364817766693036,0.633022221559489,-0.7219151667381246,-0.17364817766693036,0.6698393855443406,-0.6876290318897393,-0.17364817766693036,0.7049912232753922,-0.6516333429237642,-0.17364817766693036,0.7383903417454444,-0.6140175907945262,-0.17364817766693036,0.7699537054835438,-0.5748752941886389,-0.17364817766693036,0.7996028429942456,-0.5343037670228068,-0.17364817766693036,0.827264041850117,-0.4924038765061036,-0.17364817766693036,0.8528685319524434,-0.449279792368191,-0.17364817766693036,0.8763526565045314,-0.4050387278769579,-0.17364817766693036,0.8976580302725363,-0.35979067328944847,-0.17364817766693036,0.9167316847403495,-0.31364812239874684,-0.17364817766693036,0.9335261997976784,-0.2667257928566869,-0.17364817766693036,0.9479998216339104,-0.2191403409676961,-0.17364817766693036,0.960116566544665,-0.17101007166283433,-0.17364817766693036,0.9698463103929541,-0.12245464437510419,-0.17364817766693036,0.9771648635025314,-0.07359477554723895,-0.17364817766693036,0.9820540307972396,-0.024551938511611842,-0.17364817766693036,0.9845016570368361,0.02455193851161148,-0.17364817766693036,0.9845016570368361,0.0735947755472386,-0.17364817766693036,0.9820540307972396,0.12245464437510295,-0.17364817766693036,0.9771648635025316,0.171010071662834,-0.17364817766693036,0.9698463103929542,0.21914034096769575,-0.17364817766693036,0.960116566544665,0.26672579285668735,-0.17364817766693036,0.9479998216339102,0.3136481223987465,-0.17364817766693036,0.9335261997976785,0.35979067328944736,-0.17364817766693036,0.9167316847403499,0.40503872787695755,-0.17364817766693036,0.8976580302725364,0.44927979236819066,-0.17364817766693036,0.8763526565045316,0.4924038765061041,-0.17364817766693036,0.8528685319524432,0.5343037670228072,-0.17364817766693036,0.8272640418501168,0.5748752941886379,-0.17364817766693036,0.7996028429942462,0.614017590794526,-0.17364817766693036,0.769953705483544,0.6516333429237633,-0.17364817766693036,0.7383903417454452,0.6876290318897393,-0.17364817766693036,0.7049912232753922,0.7219151667381246,-0.17364817766693036,0.6698393855443406,0.7544065067354887,-0.17364817766693036,0.6330222215594893,0.7850222732911939,-0.17364817766693036,0.5946312645914947,0.8136863507856954,-0.17364817766693036,0.5547619606083428,0.8403274758059693,-0.17364817766693036,0.513513430981627,0.8648794143175805,-0.17364817766693036,0.47098822605520935,0.8872811263329342,-0.17364817766693036,0.4272920701888977,0.9074769176662975,-0.17364817766693036,0.38253359891103694,0.925416578398323,-0.17364817766693036,0.3368240888334659,0.9410555077058201,-0.17364817766693036,0.2902771810003245,0.9543548247464265,-0.17364817766693036,0.2430085983585182,0.9652814653225102,-0.17364817766693036,0.19513585805223407,0.9738082640839739,-0.17364817766693036,0.14677797925680572,0.979914022065596,-0.17364817766693036,0.09805518727829104,0.9835835593909977,-0.17364817766693036,0.049088614654415046,0.984807753012208,-0.17364817766693036,0.0,0.9922392066001721,-0.12434370464748522,0.0,0.9910057750966941,-0.12434370464748522,-0.049459042040253046,0.9873085470913199,-0.12434370464748522,-0.09879512110912077,0.9811567144754142,-0.12434370464748522,-0.147885579940539,0.9725655716741559,-0.12434370464748522,-0.19660837191905434,0.9615564776221882,-0.12434370464748522,-0.24484236450694008,0.9481568026619406,-0.12434370464748522,-0.29246764039877093,0.9323998604966461,-0.12434370464748522,-0.3393657956547387,0.9143248253672254,-0.12434370464748522,-0.38542023407150255,0.8939766346589516,-0.12434370464748522,-0.43051645705872194,0.8714058771800304,-0.12434370464748522,-0.4745423483005924,0.8466686673898515,-0.12434370464748522,-0.5173884524946725,0.8198265058896014,-0.12434370464748522,-0.5589482474750113,0.7909461265220785,-0.12434370464748522,-0.5991184090430364,0.7600993304608454,-0.12434370464748522,-0.6377990678477928,0.7273628077011979,-0.12434370464748522,-0.6748940576768839,0.6928179463967536,-0.12434370464748522,-0.710311154540828,0.6565506305156781,-0.12434370464748522,-0.7439623059564272,0.6186510263196083,-0.12434370464748522,-0.7757638498591142,0.5792133581961189,-0.12434370464748522,-0.8056367226000274,0.5383356744020488,-0.12434370464748522,-0.8335066555106986,0.4961196033000859,-0.12434370464748522,-0.8593043595466651,0.45267010069464547,-0.12434370464748522,-0.8829656975509516,0.4080951888952013,-0.12434370464748522,-0.9044318437091482,0.3625056881558059,-0.12434370464748522,-0.9236494297996533,0.31601494115847784,-0.12434370464748522,-0.9405706778754815,0.2687385312254346,-0.12434370464748522,-0.955153519047768,0.22079399496074273,-0.12434370464748522,-0.9673616980756549,0.17230053003580076,-0.12434370464748522,-0.9771648635025315,0.12337869884514692,-0.12434370464748522,-0.984538643114539,0.07415012876935034,-0.12434370464748522,-0.989464704533733,0.024737209790179054,-0.12434370464748522,-0.991930800795265,-0.024737209790178932,-0.12434370464748522,-0.991930800795265,-0.07415012876935022,-0.12434370464748522,-0.989464704533733,-0.12337869884514681,-0.12434370464748522,-0.984538643114539,-0.17230053003580065,-0.12434370464748522,-0.9771648635025315,-0.22079399496074262,-0.12434370464748522,-0.9673616980756549,-0.26873853122543445,-0.12434370464748522,-0.9551535190477681,-0.3160149411584777,-0.12434370464748522,-0.9405706778754815,-0.3625056881558058,-0.12434370464748522,-0.9236494297996534,-0.408095188895201,-0.12434370464748522,-0.9044318437091483,-0.452670100694645,-0.12434370464748522,-0.8829656975509518,-0.49611960330008625,-0.12434370464748522,-0.859304359546665,-0.5383356744020488,-0.12434370464748522,-0.8335066555106987,-0.5792133581961185,-0.12434370464748522,-0.8056367226000275,-0.6186510263196082,-0.12434370464748522,-0.7757638498591143,-0.6565506305156779,-0.12434370464748522,-0.7439623059564274,-0.6928179463967535,-0.12434370464748522,-0.7103111545408282,-0.7273628077011979,-0.12434370464748522,-0.6748940576768839,-0.7600993304608453,-0.12434370464748522,-0.637799067847793,-0.7909461265220785,-0.12434370464748522,-0.5991184090430364,-0.8198265058896013,-0.12434370464748522,-0.5589482474750115,-0.8466686673898514,-0.12434370464748522,-0.5173884524946726,-0.8714058771800305,-0.12434370464748522,-0.4745423483005923,-0.8939766346589515,-0.12434370464748522,-0.43051645705872205,-0.9143248253672255,-0.12434370464748522,-0.38542023407150244,-0.932399860496646,-0.12434370464748522,-0.33936579565473884,-0.9481568026619405,-0.12434370464748522,-0.2924676403987713,-0.9615564776221881,-0.12434370464748522,-0.2448423645069403,-0.9725655716741559,-0.12434370464748522,-0.19660837191905436,-0.9811567144754142,-0.12434370464748522,-0.14788557994053927,-0.9873085470913199,-0.12434370464748522,-0.09879512110912084,-0.9910057750966941,-0.12434370464748522,-0.049459042040253365,-0.9922392066001721,-0.12434370464748522,-1.21514256835141e-16,-0.9910057750966941,-0.12434370464748522,0.049459042040253115,-0.9873085470913199,-0.12434370464748522,0.09879512110912059,-0.9811567144754142,-0.12434370464748522,0.14788557994053902,-0.972565571674156,-0.12434370464748522,0.19660837191905411,-0.9615564776221882,-0.12434370464748522,0.24484236450694008,-0.9481568026619407,-0.12434370464748522,0.29246764039877066,-0.9323998604966461,-0.12434370464748522,0.3393657956547386,-0.9143248253672254,-0.12434370464748522,0.3854202340715026,-0.8939766346589516,-0.12434370464748522,0.4305164570587218,-0.8714058771800305,-0.12434370464748522,0.47454234830059205,-0.8466686673898515,-0.12434370464748522,0.5173884524946724,-0.8198265058896014,-0.12434370464748522,0.5589482474750113,-0.7909461265220786,-0.12434370464748522,0.5991184090430361,-0.7600993304608454,-0.12434370464748522,0.6377990678477928,-0.7273628077011981,-0.12434370464748522,0.6748940576768837,-0.6928179463967538,-0.12434370464748522,0.7103111545408279,-0.6565506305156784,-0.12434370464748522,0.743962305956427,-0.6186510263196083,-0.12434370464748522,0.7757638498591141,-0.5792133581961194,-0.12434370464748522,0.8056367226000269,-0.5383356744020485,-0.12434370464748522,0.8335066555106987,-0.49611960330008564,-0.12434370464748522,0.8593043595466652,-0.4526701006946456,-0.12434370464748522,0.8829656975509514,-0.40809518889520124,-0.12434370464748522,0.9044318437091482,-0.3625056881558066,-0.12434370464748522,0.923649429799653,-0.3160149411584784,-0.12434370464748522,0.9405706778754813,-0.26873853122543406,-0.12434370464748522,0.9551535190477682,-0.22079399496074287,-0.12434370464748522,0.9673616980756549,-0.17230053003580068,-0.12434370464748522,0.9771648635025315,-0.12337869884514747,-0.12434370464748522,0.9845386431145389,-0.07415012876935068,-0.12434370464748522,0.989464704533733,-0.02473720979017917,-0.12434370464748522,0.991930800795265,0.024737209790178807,-0.12434370464748522,0.991930800795265,0.07415012876935032,-0.12434370464748522,0.989464704533733,0.12337869884514624,-0.12434370464748522,0.9845386431145391,0.17230053003580031,-0.12434370464748522,0.9771648635025316,0.2207939949607425,-0.12434370464748522,0.9673616980756549,0.26873853122543456,-0.12434370464748522,0.955153519047768,0.316014941158478,-0.12434370464748522,0.9405706778754814,0.36250568815580547,-0.12434370464748522,0.9236494297996535,0.4080951888952009,-0.12434370464748522,0.9044318437091483,0.45267010069464525,-0.12434370464748522,0.8829656975509517,0.49611960330008614,-0.12434370464748522,0.859304359546665,0.538335674402049,-0.12434370464748522,0.8335066555106985,0.5792133581961184,-0.12434370464748522,0.8056367226000276,0.6186510263196081,-0.12434370464748522,0.7757638498591143,0.6565506305156774,-0.12434370464748522,0.7439623059564278,0.6928179463967538,-0.12434370464748522,0.7103111545408279,0.7273628077011981,-0.12434370464748522,0.6748940576768837,0.7600993304608452,-0.12434370464748522,0.6377990678477932,0.7909461265220784,-0.12434370464748522,0.5991184090430365,0.8198265058896009,-0.12434370464748522,0.5589482474750119,0.8466686673898516,-0.12434370464748522,0.5173884524946724,0.8714058771800302,-0.12434370464748522,0.4745423483005928,0.8939766346589515,-0.12434370464748522,0.4305164570587221,0.9143248253672254,-0.12434370464748522,0.38542023407150255,0.9323998604966458,-0.12434370464748522,0.3393657956547394,0.9481568026619405,-0.12434370464748522,0.29246764039877143,0.9615564776221881,-0.12434370464748522,0.2448423645069404,0.9725655716741559,-0.12434370464748522,0.19660837191905448,0.9811567144754142,-0.12434370464748522,0.14788557994053894,0.9873085470913198,-0.12434370464748522,0.09879512110912139,0.9910057750966941,-0.12434370464748522,0.04945904204025348,0.9922392066001721,-0.12434370464748522,0.0,0.9972037971811801,-0.07473009358642432,0.0,0.9959641943004941,-0.07473009358642432,-0.04970650645470615,0.9922484675065122,-0.07473009358642432,-0.09928943470250161,0.9860658546815019,-0.07473009358642432,-0.14862551377136932,0.977431726775092,-0.07473009358642432,-0.19759208639524514,0.9663675495896699,-0.07473009358642432,-0.24606741395930737,0.9529008304130139,-0.07473009358642432,-0.2939309791613547,0.9370650496308426,-0.07473009358642432,-0.3410637856368083,0.9188995774893002,-0.07473009358642432,-0.3873486538024237,0.8984495762143214,-0.07473009358642432,-0.4326705121831975,0.8757658877312223,-0.07473009358642432,-0.47691668349818545,0.8509049072636626,-0.07473009358642432,-0.5199771647939764,0.8239284431262343,-0.07473009358642432,-0.5617449009293668,0.7949035630592528,-0.07473009358642432,-0.6021160507313094,0.7639024274877875,-0.07473009358642432,-0.6409902451604312,0.7310021101194746,-0.07473009358642432,-0.6782708368442799,0.6962844063271367,-0.07473009358642432,-0.7138651403579187,0.6598356297925979,-0.07473009358642432,-0.7476846626544976,0.6217463979172707,-0.07473009358642432,-0.7796453230729106,0.5821114065330187,-0.07473009358642432,-0.8096676623755669,0.5410291944733978,-0.07473009358642432,-0.8376770402965754,0.49860189859058995,-0.07473009358642432,-0.8636038211092071,0.4549349998270965,-0.07473009358642432,-0.8873835467512816,0.4101370609734936,-0.07473009358642432,-0.9089570970780684,0.3643194567642311,-0.07473009358642432,-0.9282708368442799,0.3175960969824942,-0.07473009358642432,-0.9452767490497428,0.2700831432625332,-0.07473009358642432,-0.959932554317226,0.22189872029353938,-0.07473009358642432,-0.9722018160056346,0.17316262214305522,-0.07473009358642432,-0.9820540307972396,0.12399601443004747,-0.07473009358642432,-0.989464704533733,0.07452113308808736,-0.07473009358642432,-0.9944154131125642,0.024860980467559905,-0.07473009358642432,-0.9968938482921619,-0.024860980467559784,-0.07473009358642432,-0.9968938482921619,-0.07452113308808724,-0.07473009358642432,-0.9944154131125642,-0.12399601443004736,-0.07473009358642432,-0.989464704533733,-0.1731626221430551,-0.07473009358642432,-0.9820540307972396,-0.22189872029353927,-0.07473009358642432,-0.9722018160056346,-0.270083143262533,-0.07473009358642432,-0.9599325543172261,-0.3175960969824941,-0.07473009358642432,-0.9452767490497428,-0.364319456764231,-0.07473009358642432,-0.92827083684428,-0.41013706097349334,-0.07473009358642432,-0.9089570970780685,-0.454934999827096,-0.07473009358642432,-0.8873835467512818,-0.4986018985905903,-0.07473009358642432,-0.863603821109207,-0.5410291944733978,-0.07473009358642432,-0.8376770402965755,-0.5821114065330184,-0.07473009358642432,-0.809667662375567,-0.6217463979172706,-0.07473009358642432,-0.7796453230729107,-0.6598356297925977,-0.07473009358642432,-0.7476846626544978,-0.6962844063271366,-0.07473009358642432,-0.7138651403579188,-0.7310021101194746,-0.07473009358642432,-0.6782708368442799,-0.7639024274877874,-0.07473009358642432,-0.6409902451604315,-0.7949035630592528,-0.07473009358642432,-0.6021160507313094,-0.8239284431262341,-0.07473009358642432,-0.561744900929367,-0.8509049072636625,-0.07473009358642432,-0.5199771647939765,-0.8757658877312224,-0.07473009358642432,-0.47691668349818533,-0.8984495762143213,-0.07473009358642432,-0.43267051218319763,-0.9188995774893003,-0.07473009358642432,-0.3873486538024236,-0.9370650496308426,-0.07473009358642432,-0.34106378563680845,-0.9529008304130138,-0.07473009358642432,-0.2939309791613551,-0.9663675495896697,-0.07473009358642432,-0.2460674139593076,-0.977431726775092,-0.07473009358642432,-0.19759208639524517,-0.9860658546815019,-0.07473009358642432,-0.1486255137713696,-0.9922484675065122,-0.07473009358642432,-0.09928943470250168,-0.9959641943004941,-0.07473009358642432,-0.049706506454706464,-0.9972037971811801,-0.07473009358642432,-1.2212224383155186e-16,-0.9959641943004941,-0.07473009358642432,0.049706506454706215,-0.9922484675065122,-0.07473009358642432,0.09928943470250143,-0.9860658546815019,-0.07473009358642432,0.14862551377136934,-0.9774317267750922,-0.07473009358642432,0.19759208639524492,-0.9663675495896699,-0.07473009358642432,0.24606741395930737,-0.952900830413014,-0.07473009358642432,0.2939309791613544,-0.9370650496308426,-0.07473009358642432,0.3410637856368082,-0.9188995774893002,-0.07473009358642432,0.3873486538024238,-0.8984495762143214,-0.07473009358642432,0.4326705121831974,-0.8757658877312224,-0.07473009358642432,0.4769166834981851,-0.8509049072636626,-0.07473009358642432,0.5199771647939763,-0.8239284431262343,-0.07473009358642432,0.5617449009293668,-0.7949035630592529,-0.07473009358642432,0.6021160507313091,-0.7639024274877875,-0.07473009358642432,0.6409902451604312,-0.7310021101194748,-0.07473009358642432,0.6782708368442797,-0.6962844063271368,-0.07473009358642432,0.7138651403579186,-0.6598356297925982,-0.07473009358642432,0.7476846626544974,-0.6217463979172707,-0.07473009358642432,0.7796453230729105,-0.5821114065330193,-0.07473009358642432,0.8096676623755664,-0.5410291944733976,-0.07473009358642432,0.8376770402965755,-0.4986018985905897,-0.07473009358642432,0.8636038211092072,-0.4549349998270966,-0.07473009358642432,0.8873835467512815,-0.41013706097349356,-0.07473009358642432,0.9089570970780684,-0.36431945676423183,-0.07473009358642432,0.9282708368442797,-0.31759609698249475,-0.07473009358642432,0.9452767490497426,-0.27008314326253263,-0.07473009358642432,0.9599325543172262,-0.22189872029353952,-0.07473009358642432,0.9722018160056346,-0.17316262214305514,-0.07473009358642432,0.9820540307972396,-0.12399601443004804,-0.07473009358642432,0.9894647045337329,-0.0745211330880877,-0.07473009358642432,0.9944154131125642,-0.024860980467560027,-0.07473009358642432,0.9968938482921619,0.02486098046755966,-0.07473009358642432,0.9968938482921619,0.07452113308808733,-0.07473009358642432,0.9944154131125642,0.12399601443004679,-0.07473009358642432,0.9894647045337331,0.17316262214305478,-0.07473009358642432,0.9820540307972397,0.22189872029353916,-0.07473009358642432,0.9722018160056346,0.27008314326253313,-0.07473009358642432,0.959932554317226,0.31759609698249436,-0.07473009358642432,0.9452767490497427,0.36431945676423066,-0.07473009358642432,0.9282708368442801,0.41013706097349323,-0.07473009358642432,0.9089570970780685,0.4549349998270963,-0.07473009358642432,0.8873835467512817,0.4986018985905902,-0.07473009358642432,0.863603821109207,0.541029194473398,-0.07473009358642432,0.8376770402965753,0.5821114065330183,-0.07473009358642432,0.8096676623755671,0.6217463979172705,-0.07473009358642432,0.7796453230729107,0.6598356297925972,-0.07473009358642432,0.7476846626544982,0.6962844063271368,-0.07473009358642432,0.7138651403579186,0.7310021101194748,-0.07473009358642432,0.6782708368442797,0.7639024274877873,-0.07473009358642432,0.6409902451604316,0.7949035630592527,-0.07473009358642432,0.6021160507313095,0.8239284431262338,-0.07473009358642432,0.5617449009293675,0.8509049072636627,-0.07473009358642432,0.5199771647939763,0.8757658877312221,-0.07473009358642432,0.47691668349818583,0.8984495762143213,-0.07473009358642432,0.43267051218319774,0.9188995774893002,-0.07473009358642432,0.3873486538024237,0.9370650496308424,-0.07473009358642432,0.341063785636809,0.9529008304130138,-0.07473009358642432,0.2939309791613552,0.9663675495896697,-0.07473009358642432,0.2460674139593077,0.977431726775092,-0.07473009358642432,0.19759208639524528,0.9860658546815019,-0.07473009358642432,0.14862551377136926,0.9922484675065121,-0.07473009358642432,0.09928943470250223,0.9959641943004941,-0.07473009358642432,0.04970650645470658,0.9972037971811801,-0.07473009358642432,0.0,0.9996891820008162,-0.024930691738072972,0.0,0.9984464895909981,-0.024930691738072972,-0.04983039266224856,0.9947215018906761,-0.024930691738072972,-0.09953689911695471,0.98852347980619,-0.024930691738072972,-0.14899594115720774,0.9798678325970158,-0.024930691738072972,-0.19808455581162238,0.9687760795659178,-0.024930691738072972,-0.24668070104965972,0.9552757965585719,-0.024930691738072972,-0.29466355919734477,0.939400547405668,-0.024930691738072972,-0.3419138373090397,0.9211898004779386,-0.024930691738072972,-0.3883140637485033,0.9006888305615709,-0.024930691738072972,-0.43374888024188724,0.8779486062979536,-0.024930691738072972,-0.47810532867658145,0.8530256634676051,-0.024930691738072972,-0.5212731319328796,0.825981964433314,-0.024930691738072972,-0.5631449680502747,0.7968847440919431,-0.024930691738072972,-0.6036167370467617,0.765806342717882,-0.024930691738072972,-0.6425878197277963,0.7328240261137263,-0.024930691738072972,-0.679961327841466,0.698019793515319,-0.024930691738072972,-0.7156443449579496,0.6614801737287294,-0.024930691738072972,-0.7495481574744022,0.6232960100060084,-0.024930691738072972,-0.7815884751709502,0.5835622341945498,-0.024930691738072972,-0.8116856407694587,0.5423776307215601,-0.024930691738072972,-0.8397648279740751,0.499844591000408,-0.024930691738072972,-0.8657562275011921,0.45606885886943827,-0.024930691738072972,-0.8895952206363238,0.41115926769612654,-0.024930691738072972,-0.9112225398864133,0.36522746980018167,-0.024930691738072972,-0.930584416328158,0.31838765886828646,-0.024930691738072972,-0.9476327132860246,0.270756286050599,-0.024930691738072972,-0.9623250460076093,0.22245177044484565,-0.024930691738072972,-0.9746248870388109,0.17359420468778608,-0.024930691738072972,-0.9845016570368361,0.12430505638599565,-0.024930691738072972,-0.991930800795265,0.07470686612825704,-0.024930691738072972,-0.9968938482921619,0.02492294283034874,-0.024930691738072972,-0.9993784606094611,-0.02492294283034862,-0.024930691738072972,-0.9993784606094611,-0.07470686612825692,-0.024930691738072972,-0.9968938482921619,-0.12430505638599554,-0.024930691738072972,-0.991930800795265,-0.17359420468778597,-0.024930691738072972,-0.9845016570368361,-0.22245177044484554,-0.024930691738072972,-0.9746248870388109,-0.2707562860505988,-0.024930691738072972,-0.9623250460076094,-0.31838765886828635,-0.024930691738072972,-0.9476327132860246,-0.36522746980018156,-0.024930691738072972,-0.9305844163281581,-0.41115926769612626,-0.024930691738072972,-0.9112225398864134,-0.45606885886943777,-0.024930691738072972,-0.889595220636324,-0.49984459100040834,-0.024930691738072972,-0.865756227501192,-0.5423776307215601,-0.024930691738072972,-0.8397648279740753,-0.5835622341945494,-0.024930691738072972,-0.8116856407694588,-0.6232960100060083,-0.024930691738072972,-0.7815884751709503,-0.6614801737287291,-0.024930691738072972,-0.7495481574744024,-0.6980197935153188,-0.024930691738072972,-0.7156443449579497,-0.7328240261137263,-0.024930691738072972,-0.679961327841466,-0.7658063427178818,-0.024930691738072972,-0.6425878197277965,-0.7968847440919431,-0.024930691738072972,-0.6036167370467617,-0.8259819644333138,-0.024930691738072972,-0.5631449680502749,-0.853025663467605,-0.024930691738072972,-0.5212731319328797,-0.8779486062979537,-0.024930691738072972,-0.47810532867658134,-0.9006888305615708,-0.024930691738072972,-0.43374888024188735,-0.9211898004779387,-0.024930691738072972,-0.3883140637485032,-0.9394005474056679,-0.024930691738072972,-0.34191383730903985,-0.9552757965585718,-0.024930691738072972,-0.29466355919734516,-0.9687760795659177,-0.024930691738072972,-0.24668070104965995,-0.9798678325970158,-0.024930691738072972,-0.1980845558116224,-0.98852347980619,-0.024930691738072972,-0.14899594115720802,-0.9947215018906761,-0.024930691738072972,-0.09953689911695478,-0.9984464895909981,-0.024930691738072972,-0.04983039266224888,-0.9996891820008162,-0.024930691738072972,-1.2242661568795353e-16,-0.9984464895909981,-0.024930691738072972,0.04983039266224863,-0.9947215018906761,-0.024930691738072972,0.09953689911695453,-0.98852347980619,-0.024930691738072972,0.14899594115720777,-0.9798678325970159,-0.024930691738072972,0.19808455581162215,-0.9687760795659178,-0.024930691738072972,0.24668070104965972,-0.955275796558572,-0.024930691738072972,0.2946635591973445,-0.939400547405668,-0.024930691738072972,0.3419138373090396,-0.9211898004779386,-0.024930691738072972,0.38831406374850336,-0.9006888305615709,-0.024930691738072972,0.4337488802418871,-0.8779486062979537,-0.024930691738072972,0.4781053286765811,-0.8530256634676051,-0.024930691738072972,0.5212731319328795,-0.825981964433314,-0.024930691738072972,0.5631449680502747,-0.7968847440919432,-0.024930691738072972,0.6036167370467614,-0.765806342717882,-0.024930691738072972,0.6425878197277963,-0.7328240261137265,-0.024930691738072972,0.6799613278414658,-0.6980197935153191,-0.024930691738072972,0.7156443449579495,-0.6614801737287297,-0.024930691738072972,0.749548157474402,-0.6232960100060084,-0.024930691738072972,0.7815884751709501,-0.5835622341945503,-0.024930691738072972,0.8116856407694583,-0.5423776307215599,-0.024930691738072972,0.8397648279740753,-0.49984459100040773,-0.024930691738072972,0.8657562275011922,-0.4560688588694384,-0.024930691738072972,0.8895952206363237,-0.4111592676961265,-0.024930691738072972,0.9112225398864133,-0.3652274698001824,-0.024930691738072972,0.9305844163281578,-0.318387658868287,-0.024930691738072972,0.9476327132860244,-0.2707562860505984,-0.024930691738072972,0.9623250460076095,-0.2224517704448458,-0.024930691738072972,0.9746248870388109,-0.173594204687786,-0.024930691738072972,0.9845016570368361,-0.12430505638599622,-0.024930691738072972,0.9919308007952649,-0.07470686612825737,-0.024930691738072972,0.9968938482921619,-0.024922942830348863,-0.024930691738072972,0.9993784606094611,0.024922942830348495,-0.024930691738072972,0.9993784606094611,0.07470686612825701,-0.024930691738072972,0.9968938482921619,0.12430505638599497,-0.024930691738072972,0.9919308007952651,0.17359420468778564,-0.024930691738072972,0.9845016570368362,0.22245177044484543,-0.024930691738072972,0.9746248870388109,0.2707562860505989,-0.024930691738072972,0.9623250460076093,0.3183876588682866,-0.024930691738072972,0.9476327132860245,0.3652274698001812,-0.024930691738072972,0.9305844163281582,0.41115926769612615,-0.024930691738072972,0.9112225398864134,0.45606885886943804,-0.024930691738072972,0.8895952206363239,0.49984459100040823,-0.024930691738072972,0.865756227501192,0.5423776307215603,-0.024930691738072972,0.839764827974075,0.5835622341945493,-0.024930691738072972,0.8116856407694589,0.6232960100060082,-0.024930691738072972,0.7815884751709503,0.6614801737287287,-0.024930691738072972,0.7495481574744027,0.6980197935153191,-0.024930691738072972,0.7156443449579495,0.7328240261137265,-0.024930691738072972,0.6799613278414658,0.7658063427178817,-0.024930691738072972,0.6425878197277967,0.796884744091943,-0.024930691738072972,0.6036167370467618,0.8259819644333135,-0.024930691738072972,0.5631449680502754,0.8530256634676052,-0.024930691738072972,0.5212731319328795,0.8779486062979533,-0.024930691738072972,0.47810532867658184,0.9006888305615708,-0.024930691738072972,0.43374888024188746,0.9211898004779386,-0.024930691738072972,0.3883140637485033,0.9394005474056677,-0.024930691738072972,0.3419138373090404,0.9552757965585718,-0.024930691738072972,0.29466355919734527,0.9687760795659177,-0.024930691738072972,0.24668070104966006,0.9798678325970158,-0.024930691738072972,0.19808455581162251,0.98852347980619,-0.024930691738072972,0.14899594115720768,0.994721501890676,-0.024930691738072972,0.09953689911695533,0.9984464895909981,-0.024930691738072972,0.049830392662249,0.9996891820008162,-0.024930691738072972,0.0,0.9996891820008162,0.024930691738072972,0.0,0.9984464895909981,0.024930691738072972,-0.04983039266224856,0.9947215018906761,0.024930691738072972,-0.09953689911695471,0.98852347980619,0.024930691738072972,-0.14899594115720774,0.9798678325970158,0.024930691738072972,-0.19808455581162238,0.9687760795659178,0.024930691738072972,-0.24668070104965972,0.9552757965585719,0.024930691738072972,-0.29466355919734477,0.939400547405668,0.024930691738072972,-0.3419138373090397,0.9211898004779386,0.024930691738072972,-0.3883140637485033,0.9006888305615709,0.024930691738072972,-0.43374888024188724,0.8779486062979536,0.024930691738072972,-0.47810532867658145,0.8530256634676051,0.024930691738072972,-0.5212731319328796,0.825981964433314,0.024930691738072972,-0.5631449680502747,0.7968847440919431,0.024930691738072972,-0.6036167370467617,0.765806342717882,0.024930691738072972,-0.6425878197277963,0.7328240261137263,0.024930691738072972,-0.679961327841466,0.698019793515319,0.024930691738072972,-0.7156443449579496,0.6614801737287294,0.024930691738072972,-0.7495481574744022,0.6232960100060084,0.024930691738072972,-0.7815884751709502,0.5835622341945498,0.024930691738072972,-0.8116856407694587,0.5423776307215601,0.024930691738072972,-0.8397648279740751,0.499844591000408,0.024930691738072972,-0.8657562275011921,0.45606885886943827,0.024930691738072972,-0.8895952206363238,0.41115926769612654,0.024930691738072972,-0.9112225398864133,0.36522746980018167,0.024930691738072972,-0.930584416328158,0.31838765886828646,0.024930691738072972,-0.9476327132860246,0.270756286050599,0.024930691738072972,-0.9623250460076093,0.22245177044484565,0.024930691738072972,-0.9746248870388109,0.17359420468778608,0.024930691738072972,-0.9845016570368361,0.12430505638599565,0.024930691738072972,-0.991930800795265,0.07470686612825704,0.024930691738072972,-0.9968938482921619,0.02492294283034874,0.024930691738072972,-0.9993784606094611,-0.02492294283034862,0.024930691738072972,-0.9993784606094611,-0.07470686612825692,0.024930691738072972,-0.9968938482921619,-0.12430505638599554,0.024930691738072972,-0.991930800795265,-0.17359420468778597,0.024930691738072972,-0.9845016570368361,-0.22245177044484554,0.024930691738072972,-0.9746248870388109,-0.2707562860505988,0.024930691738072972,-0.9623250460076094,-0.31838765886828635,0.024930691738072972,-0.9476327132860246,-0.36522746980018156,0.024930691738072972,-0.9305844163281581,-0.41115926769612626,0.024930691738072972,-0.9112225398864134,-0.45606885886943777,0.024930691738072972,-0.889595220636324,-0.49984459100040834,0.024930691738072972,-0.865756227501192,-0.5423776307215601,0.024930691738072972,-0.8397648279740753,-0.5835622341945494,0.024930691738072972,-0.8116856407694588,-0.6232960100060083,0.024930691738072972,-0.7815884751709503,-0.6614801737287291,0.024930691738072972,-0.7495481574744024,-0.6980197935153188,0.024930691738072972,-0.7156443449579497,-0.7328240261137263,0.024930691738072972,-0.679961327841466,-0.7658063427178818,0.024930691738072972,-0.6425878197277965,-0.7968847440919431,0.024930691738072972,-0.6036167370467617,-0.8259819644333138,0.024930691738072972,-0.5631449680502749,-0.853025663467605,0.024930691738072972,-0.5212731319328797,-0.8779486062979537,0.024930691738072972,-0.47810532867658134,-0.9006888305615708,0.024930691738072972,-0.43374888024188735,-0.9211898004779387,0.024930691738072972,-0.3883140637485032,-0.9394005474056679,0.024930691738072972,-0.34191383730903985,-0.9552757965585718,0.024930691738072972,-0.29466355919734516,-0.9687760795659177,0.024930691738072972,-0.24668070104965995,-0.9798678325970158,0.024930691738072972,-0.1980845558116224,-0.98852347980619,0.024930691738072972,-0.14899594115720802,-0.9947215018906761,0.024930691738072972,-0.09953689911695478,-0.9984464895909981,0.024930691738072972,-0.04983039266224888,-0.9996891820008162,0.024930691738072972,-1.2242661568795353e-16,-0.9984464895909981,0.024930691738072972,0.04983039266224863,-0.9947215018906761,0.024930691738072972,0.09953689911695453,-0.98852347980619,0.024930691738072972,0.14899594115720777,-0.9798678325970159,0.024930691738072972,0.19808455581162215,-0.9687760795659178,0.024930691738072972,0.24668070104965972,-0.955275796558572,0.024930691738072972,0.2946635591973445,-0.939400547405668,0.024930691738072972,0.3419138373090396,-0.9211898004779386,0.024930691738072972,0.38831406374850336,-0.9006888305615709,0.024930691738072972,0.4337488802418871,-0.8779486062979537,0.024930691738072972,0.4781053286765811,-0.8530256634676051,0.024930691738072972,0.5212731319328795,-0.825981964433314,0.024930691738072972,0.5631449680502747,-0.7968847440919432,0.024930691738072972,0.6036167370467614,-0.765806342717882,0.024930691738072972,0.6425878197277963,-0.7328240261137265,0.024930691738072972,0.6799613278414658,-0.6980197935153191,0.024930691738072972,0.7156443449579495,-0.6614801737287297,0.024930691738072972,0.749548157474402,-0.6232960100060084,0.024930691738072972,0.7815884751709501,-0.5835622341945503,0.024930691738072972,0.8116856407694583,-0.5423776307215599,0.024930691738072972,0.8397648279740753,-0.49984459100040773,0.024930691738072972,0.8657562275011922,-0.4560688588694384,0.024930691738072972,0.8895952206363237,-0.4111592676961265,0.024930691738072972,0.9112225398864133,-0.3652274698001824,0.024930691738072972,0.9305844163281578,-0.318387658868287,0.024930691738072972,0.9476327132860244,-0.2707562860505984,0.024930691738072972,0.9623250460076095,-0.2224517704448458,0.024930691738072972,0.9746248870388109,-0.173594204687786,0.024930691738072972,0.9845016570368361,-0.12430505638599622,0.024930691738072972,0.9919308007952649,-0.07470686612825737,0.024930691738072972,0.9968938482921619,-0.024922942830348863,0.024930691738072972,0.9993784606094611,0.024922942830348495,0.024930691738072972,0.9993784606094611,0.07470686612825701,0.024930691738072972,0.9968938482921619,0.12430505638599497,0.024930691738072972,0.9919308007952651,0.17359420468778564,0.024930691738072972,0.9845016570368362,0.22245177044484543,0.024930691738072972,0.9746248870388109,0.2707562860505989,0.024930691738072972,0.9623250460076093,0.3183876588682866,0.024930691738072972,0.9476327132860245,0.3652274698001812,0.024930691738072972,0.9305844163281582,0.41115926769612615,0.024930691738072972,0.9112225398864134,0.45606885886943804,0.024930691738072972,0.8895952206363239,0.49984459100040823,0.024930691738072972,0.865756227501192,0.5423776307215603,0.024930691738072972,0.839764827974075,0.5835622341945493,0.024930691738072972,0.8116856407694589,0.6232960100060082,0.024930691738072972,0.7815884751709503,0.6614801737287287,0.024930691738072972,0.7495481574744027,0.6980197935153191,0.024930691738072972,0.7156443449579495,0.7328240261137265,0.024930691738072972,0.6799613278414658,0.7658063427178817,0.024930691738072972,0.6425878197277967,0.796884744091943,0.024930691738072972,0.6036167370467618,0.8259819644333135,0.024930691738072972,0.5631449680502754,0.8530256634676052,0.024930691738072972,0.5212731319328795,0.8779486062979533,0.024930691738072972,0.47810532867658184,0.9006888305615708,0.024930691738072972,0.43374888024188746,0.9211898004779386,0.024930691738072972,0.3883140637485033,0.9394005474056677,0.024930691738072972,0.3419138373090404,0.9552757965585718,0.024930691738072972,0.29466355919734527,0.9687760795659177,0.024930691738072972,0.24668070104966006,0.9798678325970158,0.024930691738072972,0.19808455581162251,0.98852347980619,0.024930691738072972,0.14899594115720768,0.994721501890676,0.024930691738072972,0.09953689911695533,0.9984464895909981,0.024930691738072972,0.049830392662249,0.9996891820008162,0.024930691738072972,0.0,0.9972037971811801,0.07473009358642432,0.0,0.9959641943004941,0.07473009358642432,-0.04970650645470615,0.9922484675065122,0.07473009358642432,-0.09928943470250161,0.9860658546815019,0.07473009358642432,-0.14862551377136932,0.977431726775092,0.07473009358642432,-0.19759208639524514,0.9663675495896699,0.07473009358642432,-0.24606741395930737,0.9529008304130139,0.07473009358642432,-0.2939309791613547,0.9370650496308426,0.07473009358642432,-0.3410637856368083,0.9188995774893002,0.07473009358642432,-0.3873486538024237,0.8984495762143214,0.07473009358642432,-0.4326705121831975,0.8757658877312223,0.07473009358642432,-0.47691668349818545,0.8509049072636626,0.07473009358642432,-0.5199771647939764,0.8239284431262343,0.07473009358642432,-0.5617449009293668,0.7949035630592528,0.07473009358642432,-0.6021160507313094,0.7639024274877875,0.07473009358642432,-0.6409902451604312,0.7310021101194746,0.07473009358642432,-0.6782708368442799,0.6962844063271367,0.07473009358642432,-0.7138651403579187,0.6598356297925979,0.07473009358642432,-0.7476846626544976,0.6217463979172707,0.07473009358642432,-0.7796453230729106,0.5821114065330187,0.07473009358642432,-0.8096676623755669,0.5410291944733978,0.07473009358642432,-0.8376770402965754,0.49860189859058995,0.07473009358642432,-0.8636038211092071,0.4549349998270965,0.07473009358642432,-0.8873835467512816,0.4101370609734936,0.07473009358642432,-0.9089570970780684,0.3643194567642311,0.07473009358642432,-0.9282708368442799,0.3175960969824942,0.07473009358642432,-0.9452767490497428,0.2700831432625332,0.07473009358642432,-0.959932554317226,0.22189872029353938,0.07473009358642432,-0.9722018160056346,0.17316262214305522,0.07473009358642432,-0.9820540307972396,0.12399601443004747,0.07473009358642432,-0.989464704533733,0.07452113308808736,0.07473009358642432,-0.9944154131125642,0.024860980467559905,0.07473009358642432,-0.9968938482921619,-0.024860980467559784,0.07473009358642432,-0.9968938482921619,-0.07452113308808724,0.07473009358642432,-0.9944154131125642,-0.12399601443004736,0.07473009358642432,-0.989464704533733,-0.1731626221430551,0.07473009358642432,-0.9820540307972396,-0.22189872029353927,0.07473009358642432,-0.9722018160056346,-0.270083143262533,0.07473009358642432,-0.9599325543172261,-0.3175960969824941,0.07473009358642432,-0.9452767490497428,-0.364319456764231,0.07473009358642432,-0.92827083684428,-0.41013706097349334,0.07473009358642432,-0.9089570970780685,-0.454934999827096,0.07473009358642432,-0.8873835467512818,-0.4986018985905903,0.07473009358642432,-0.863603821109207,-0.5410291944733978,0.07473009358642432,-0.8376770402965755,-0.5821114065330184,0.07473009358642432,-0.809667662375567,-0.6217463979172706,0.07473009358642432,-0.7796453230729107,-0.6598356297925977,0.07473009358642432,-0.7476846626544978,-0.6962844063271366,0.07473009358642432,-0.7138651403579188,-0.7310021101194746,0.07473009358642432,-0.6782708368442799,-0.7639024274877874,0.07473009358642432,-0.6409902451604315,-0.7949035630592528,0.07473009358642432,-0.6021160507313094,-0.8239284431262341,0.07473009358642432,-0.561744900929367,-0.8509049072636625,0.07473009358642432,-0.5199771647939765,-0.8757658877312224,0.07473009358642432,-0.47691668349818533,-0.8984495762143213,0.07473009358642432,-0.43267051218319763,-0.9188995774893003,0.07473009358642432,-0.3873486538024236,-0.9370650496308426,0.07473009358642432,-0.34106378563680845,-0.9529008304130138,0.07473009358642432,-0.2939309791613551,-0.9663675495896697,0.07473009358642432,-0.2460674139593076,-0.977431726775092,0.07473009358642432,-0.19759208639524517,-0.9860658546815019,0.07473009358642432,-0.1486255137713696,-0.9922484675065122,0.07473009358642432,-0.09928943470250168,-0.9959641943004941,0.07473009358642432,-0.049706506454706464,-0.9972037971811801,0.07473009358642432,-1.2212224383155186e-16,-0.9959641943004941,0.07473009358642432,0.049706506454706215,-0.9922484675065122,0.07473009358642432,0.09928943470250143,-0.9860658546815019,0.07473009358642432,0.14862551377136934,-0.9774317267750922,0.07473009358642432,0.19759208639524492,-0.9663675495896699,0.07473009358642432,0.24606741395930737,-0.952900830413014,0.07473009358642432,0.2939309791613544,-0.9370650496308426,0.07473009358642432,0.3410637856368082,-0.9188995774893002,0.07473009358642432,0.3873486538024238,-0.8984495762143214,0.07473009358642432,0.4326705121831974,-0.8757658877312224,0.07473009358642432,0.4769166834981851,-0.8509049072636626,0.07473009358642432,0.5199771647939763,-0.8239284431262343,0.07473009358642432,0.5617449009293668,-0.7949035630592529,0.07473009358642432,0.6021160507313091,-0.7639024274877875,0.07473009358642432,0.6409902451604312,-0.7310021101194748,0.07473009358642432,0.6782708368442797,-0.6962844063271368,0.07473009358642432,0.7138651403579186,-0.6598356297925982,0.07473009358642432,0.7476846626544974,-0.6217463979172707,0.07473009358642432,0.7796453230729105,-0.5821114065330193,0.07473009358642432,0.8096676623755664,-0.5410291944733976,0.07473009358642432,0.8376770402965755,-0.4986018985905897,0.07473009358642432,0.8636038211092072,-0.4549349998270966,0.07473009358642432,0.8873835467512815,-0.41013706097349356,0.07473009358642432,0.9089570970780684,-0.36431945676423183,0.07473009358642432,0.9282708368442797,-0.31759609698249475,0.07473009358642432,0.9452767490497426,-0.27008314326253263,0.07473009358642432,0.9599325543172262,-0.22189872029353952,0.07473009358642432,0.9722018160056346,-0.17316262214305514,0.07473009358642432,0.9820540307972396,-0.12399601443004804,0.07473009358642432,0.9894647045337329,-0.0745211330880877,0.07473009358642432,0.9944154131125642,-0.024860980467560027,0.07473009358642432,0.9968938482921619,0.02486098046755966,0.07473009358642432,0.9968938482921619,0.07452113308808733,0.07473009358642432,0.9944154131125642,0.12399601443004679,0.07473009358642432,0.9894647045337331,0.17316262214305478,0.07473009358642432,0.9820540307972397,0.22189872029353916,0.07473009358642432,0.9722018160056346,0.27008314326253313,0.07473009358642432,0.959932554317226,0.31759609698249436,0.07473009358642432,0.9452767490497427,0.36431945676423066,0.07473009358642432,0.9282708368442801,0.41013706097349323,0.07473009358642432,0.9089570970780685,0.4549349998270963,0.07473009358642432,0.8873835467512817,0.4986018985905902,0.07473009358642432,0.863603821109207,0.541029194473398,0.07473009358642432,0.8376770402965753,0.5821114065330183,0.07473009358642432,0.8096676623755671,0.6217463979172705,0.07473009358642432,0.7796453230729107,0.6598356297925972,0.07473009358642432,0.7476846626544982,0.6962844063271368,0.07473009358642432,0.7138651403579186,0.7310021101194748,0.07473009358642432,0.6782708368442797,0.7639024274877873,0.07473009358642432,0.6409902451604316,0.7949035630592527,0.07473009358642432,0.6021160507313095,0.8239284431262338,0.07473009358642432,0.5617449009293675,0.8509049072636627,0.07473009358642432,0.5199771647939763,0.8757658877312221,0.07473009358642432,0.47691668349818583,0.8984495762143213,0.07473009358642432,0.43267051218319774,0.9188995774893002,0.07473009358642432,0.3873486538024237,0.9370650496308424,0.07473009358642432,0.341063785636809,0.9529008304130138,0.07473009358642432,0.2939309791613552,0.9663675495896697,0.07473009358642432,0.2460674139593077,0.977431726775092,0.07473009358642432,0.19759208639524528,0.9860658546815019,0.07473009358642432,0.14862551377136926,0.9922484675065121,0.07473009358642432,0.09928943470250223,0.9959641943004941,0.07473009358642432,0.04970650645470658,0.9972037971811801,0.07473009358642432,0.0,0.9922392066001721,0.12434370464748522,0.0,0.9910057750966941,0.12434370464748522,-0.049459042040253046,0.9873085470913199,0.12434370464748522,-0.09879512110912077,0.9811567144754142,0.12434370464748522,-0.147885579940539,0.9725655716741559,0.12434370464748522,-0.19660837191905434,0.9615564776221882,0.12434370464748522,-0.24484236450694008,0.9481568026619406,0.12434370464748522,-0.29246764039877093,0.9323998604966461,0.12434370464748522,-0.3393657956547387,0.9143248253672254,0.12434370464748522,-0.38542023407150255,0.8939766346589516,0.12434370464748522,-0.43051645705872194,0.8714058771800304,0.12434370464748522,-0.4745423483005924,0.8466686673898515,0.12434370464748522,-0.5173884524946725,0.8198265058896014,0.12434370464748522,-0.5589482474750113,0.7909461265220785,0.12434370464748522,-0.5991184090430364,0.7600993304608454,0.12434370464748522,-0.6377990678477928,0.7273628077011979,0.12434370464748522,-0.6748940576768839,0.6928179463967536,0.12434370464748522,-0.710311154540828,0.6565506305156781,0.12434370464748522,-0.7439623059564272,0.6186510263196083,0.12434370464748522,-0.7757638498591142,0.5792133581961189,0.12434370464748522,-0.8056367226000274,0.5383356744020488,0.12434370464748522,-0.8335066555106986,0.4961196033000859,0.12434370464748522,-0.8593043595466651,0.45267010069464547,0.12434370464748522,-0.8829656975509516,0.4080951888952013,0.12434370464748522,-0.9044318437091482,0.3625056881558059,0.12434370464748522,-0.9236494297996533,0.31601494115847784,0.12434370464748522,-0.9405706778754815,0.2687385312254346,0.12434370464748522,-0.955153519047768,0.22079399496074273,0.12434370464748522,-0.9673616980756549,0.17230053003580076,0.12434370464748522,-0.9771648635025315,0.12337869884514692,0.12434370464748522,-0.984538643114539,0.07415012876935034,0.12434370464748522,-0.989464704533733,0.024737209790179054,0.12434370464748522,-0.991930800795265,-0.024737209790178932,0.12434370464748522,-0.991930800795265,-0.07415012876935022,0.12434370464748522,-0.989464704533733,-0.12337869884514681,0.12434370464748522,-0.984538643114539,-0.17230053003580065,0.12434370464748522,-0.9771648635025315,-0.22079399496074262,0.12434370464748522,-0.9673616980756549,-0.26873853122543445,0.12434370464748522,-0.9551535190477681,-0.3160149411584777,0.12434370464748522,-0.9405706778754815,-0.3625056881558058,0.12434370464748522,-0.9236494297996534,-0.408095188895201,0.12434370464748522,-0.9044318437091483,-0.452670100694645,0.12434370464748522,-0.8829656975509518,-0.49611960330008625,0.12434370464748522,-0.859304359546665,-0.5383356744020488,0.12434370464748522,-0.8335066555106987,-0.5792133581961185,0.12434370464748522,-0.8056367226000275,-0.6186510263196082,0.12434370464748522,-0.7757638498591143,-0.6565506305156779,0.12434370464748522,-0.7439623059564274,-0.6928179463967535,0.12434370464748522,-0.7103111545408282,-0.7273628077011979,0.12434370464748522,-0.6748940576768839,-0.7600993304608453,0.12434370464748522,-0.637799067847793,-0.7909461265220785,0.12434370464748522,-0.5991184090430364,-0.8198265058896013,0.12434370464748522,-0.5589482474750115,-0.8466686673898514,0.12434370464748522,-0.5173884524946726,-0.8714058771800305,0.12434370464748522,-0.4745423483005923,-0.8939766346589515,0.12434370464748522,-0.43051645705872205,-0.9143248253672255,0.12434370464748522,-0.38542023407150244,-0.932399860496646,0.12434370464748522,-0.33936579565473884,-0.9481568026619405,0.12434370464748522,-0.2924676403987713,-0.9615564776221881,0.12434370464748522,-0.2448423645069403,-0.9725655716741559,0.12434370464748522,-0.19660837191905436,-0.9811567144754142,0.12434370464748522,-0.14788557994053927,-0.9873085470913199,0.12434370464748522,-0.09879512110912084,-0.9910057750966941,0.12434370464748522,-0.049459042040253365,-0.9922392066001721,0.12434370464748522,-1.21514256835141e-16,-0.9910057750966941,0.12434370464748522,0.049459042040253115,-0.9873085470913199,0.12434370464748522,0.09879512110912059,-0.9811567144754142,0.12434370464748522,0.14788557994053902,-0.972565571674156,0.12434370464748522,0.19660837191905411,-0.9615564776221882,0.12434370464748522,0.24484236450694008,-0.9481568026619407,0.12434370464748522,0.29246764039877066,-0.9323998604966461,0.12434370464748522,0.3393657956547386,-0.9143248253672254,0.12434370464748522,0.3854202340715026,-0.8939766346589516,0.12434370464748522,0.4305164570587218,-0.8714058771800305,0.12434370464748522,0.47454234830059205,-0.8466686673898515,0.12434370464748522,0.5173884524946724,-0.8198265058896014,0.12434370464748522,0.5589482474750113,-0.7909461265220786,0.12434370464748522,0.5991184090430361,-0.7600993304608454,0.12434370464748522,0.6377990678477928,-0.7273628077011981,0.12434370464748522,0.6748940576768837,-0.6928179463967538,0.12434370464748522,0.7103111545408279,-0.6565506305156784,0.12434370464748522,0.743962305956427,-0.6186510263196083,0.12434370464748522,0.7757638498591141,-0.5792133581961194,0.12434370464748522,0.8056367226000269,-0.5383356744020485,0.12434370464748522,0.8335066555106987,-0.49611960330008564,0.12434370464748522,0.8593043595466652,-0.4526701006946456,0.12434370464748522,0.8829656975509514,-0.40809518889520124,0.12434370464748522,0.9044318437091482,-0.3625056881558066,0.12434370464748522,0.923649429799653,-0.3160149411584784,0.12434370464748522,0.9405706778754813,-0.26873853122543406,0.12434370464748522,0.9551535190477682,-0.22079399496074287,0.12434370464748522,0.9673616980756549,-0.17230053003580068,0.12434370464748522,0.9771648635025315,-0.12337869884514747,0.12434370464748522,0.9845386431145389,-0.07415012876935068,0.12434370464748522,0.989464704533733,-0.02473720979017917,0.12434370464748522,0.991930800795265,0.024737209790178807,0.12434370464748522,0.991930800795265,0.07415012876935032,0.12434370464748522,0.989464704533733,0.12337869884514624,0.12434370464748522,0.9845386431145391,0.17230053003580031,0.12434370464748522,0.9771648635025316,0.2207939949607425,0.12434370464748522,0.9673616980756549,0.26873853122543456,0.12434370464748522,0.955153519047768,0.316014941158478,0.12434370464748522,0.9405706778754814,0.36250568815580547,0.12434370464748522,0.9236494297996535,0.4080951888952009,0.12434370464748522,0.9044318437091483,0.45267010069464525,0.12434370464748522,0.8829656975509517,0.49611960330008614,0.12434370464748522,0.859304359546665,0.538335674402049,0.12434370464748522,0.8335066555106985,0.5792133581961184,0.12434370464748522,0.8056367226000276,0.6186510263196081,0.12434370464748522,0.7757638498591143,0.6565506305156774,0.12434370464748522,0.7439623059564278,0.6928179463967538,0.12434370464748522,0.7103111545408279,0.7273628077011981,0.12434370464748522,0.6748940576768837,0.7600993304608452,0.12434370464748522,0.6377990678477932,0.7909461265220784,0.12434370464748522,0.5991184090430365,0.8198265058896009,0.12434370464748522,0.5589482474750119,0.8466686673898516,0.12434370464748522,0.5173884524946724,0.8714058771800302,0.12434370464748522,0.4745423483005928,0.8939766346589515,0.12434370464748522,0.4305164570587221,0.9143248253672254,0.12434370464748522,0.38542023407150255,0.9323998604966458,0.12434370464748522,0.3393657956547394,0.9481568026619405,0.12434370464748522,0.29246764039877143,0.9615564776221881,0.12434370464748522,0.2448423645069404,0.9725655716741559,0.12434370464748522,0.19660837191905448,0.9811567144754142,0.12434370464748522,0.14788557994053894,0.9873085470913198,0.12434370464748522,0.09879512110912139,0.9910057750966941,0.12434370464748522,0.04945904204025348,0.9922392066001721,0.12434370464748522,0.0,0.984807753012208,0.17364817766693036,0.0,0.9835835593909977,0.17364817766693036,-0.049088614654414615,0.9799140220655961,0.17364817766693036,-0.09805518727829043,0.9738082640839739,0.17364817766693036,-0.14677797925680577,0.9652814653225102,0.17364817766693036,-0.19513585805223393,0.9543548247464266,0.17364817766693036,-0.24300859835851787,0.9410555077058202,0.17364817766693036,-0.29027718100032407,0.9254165783983234,0.17364817766693036,-0.33682408883346515,0.9074769176662975,0.17364817766693036,-0.38253359891103694,0.8872811263329343,0.17364817766693036,-0.4272920701888975,0.8648794143175808,0.17364817766693036,-0.47098822605520896,0.8403274758059692,0.17364817766693036,-0.5135134309816272,0.8136863507856958,0.17364817766693036,-0.5547619606083422,0.785022273291194,0.17364817766693036,-0.5946312645914946,0.7544065067354889,0.17364817766693036,-0.633022221559489,0.7219151667381244,0.17364817766693036,-0.6698393855443409,0.6876290318897392,0.17364817766693036,-0.7049912232753923,0.6516333429237638,0.17364817766693036,-0.7383903417454446,0.6140175907945262,0.17364817766693036,-0.7699537054835439,0.5748752941886384,0.17364817766693036,-0.799602842994246,0.534303767022807,0.17364817766693036,-0.8272640418501169,0.4924038765061039,0.17364817766693036,-0.8528685319524433,0.4492797923681909,0.17364817766693036,-0.8763526565045315,0.40503872787695794,0.17364817766693036,-0.8976580302725363,0.3597906732894478,0.17364817766693036,-0.9167316847403497,0.31364812239874634,0.17364817766693036,-0.9335261997976786,0.2667257928566874,0.17364817766693036,-0.9479998216339102,0.21914034096769597,0.17364817766693036,-0.960116566544665,0.1710100716628344,0.17364817766693036,-0.9698463103929541,0.12245464437510362,0.17364817766693036,-0.9771648635025315,0.07359477554723863,0.17364817766693036,-0.9820540307972396,0.024551938511611724,0.17364817766693036,-0.9845016570368361,-0.024551938511611606,0.17364817766693036,-0.9845016570368361,-0.0735947755472385,0.17364817766693036,-0.9820540307972396,-0.1224546443751035,0.17364817766693036,-0.9771648635025315,-0.17101007166283433,0.17364817766693036,-0.9698463103929541,-0.21914034096769586,0.17364817766693036,-0.960116566544665,-0.26672579285668724,0.17364817766693036,-0.9479998216339103,-0.31364812239874623,0.17364817766693036,-0.9335261997976786,-0.3597906732894477,0.17364817766693036,-0.9167316847403498,-0.40503872787695766,0.17364817766693036,-0.8976580302725364,-0.4492797923681904,0.17364817766693036,-0.8763526565045318,-0.49240387650610423,0.17364817766693036,-0.8528685319524432,-0.534303767022807,0.17364817766693036,-0.827264041850117,-0.574875294188638,0.17364817766693036,-0.7996028429942461,-0.6140175907945261,0.17364817766693036,-0.769953705483544,-0.6516333429237636,0.17364817766693036,-0.7383903417454448,-0.6876290318897391,0.17364817766693036,-0.7049912232753924,-0.7219151667381244,0.17364817766693036,-0.6698393855443409,-0.7544065067354888,0.17364817766693036,-0.6330222215594892,-0.785022273291194,0.17364817766693036,-0.5946312645914946,-0.8136863507856957,0.17364817766693036,-0.5547619606083424,-0.8403274758059691,0.17364817766693036,-0.5135134309816273,-0.8648794143175809,0.17364817766693036,-0.47098822605520885,-0.8872811263329342,0.17364817766693036,-0.4272920701888976,-0.9074769176662976,0.17364817766693036,-0.38253359891103683,-0.9254165783983233,0.17364817766693036,-0.3368240888334653,-0.9410555077058201,0.17364817766693036,-0.29027718100032446,-0.9543548247464265,0.17364817766693036,-0.2430085983585181,-0.9652814653225102,0.17364817766693036,-0.19513585805223396,-0.9738082640839739,0.17364817766693036,-0.14677797925680605,-0.9799140220655961,0.17364817766693036,-0.0980551872782905,-0.9835835593909977,0.17364817766693036,-0.04908861465441493,-0.984807753012208,0.17364817766693036,-1.2060416625018976e-16,-0.9835835593909977,0.17364817766693036,0.049088614654414685,-0.9799140220655961,0.17364817766693036,0.09805518727829025,-0.9738082640839739,0.17364817766693036,0.1467779792568058,-0.9652814653225104,0.17364817766693036,0.1951358580522337,-0.9543548247464266,0.17364817766693036,0.24300859835851787,-0.9410555077058204,0.17364817766693036,0.2902771810003238,-0.9254165783983234,0.17364817766693036,0.3368240888334651,-0.9074769176662975,0.17364817766693036,0.38253359891103694,-0.8872811263329343,0.17364817766693036,0.42729207018889737,-0.8648794143175809,0.17364817766693036,0.4709882260552086,-0.8403274758059692,0.17364817766693036,0.513513430981627,-0.8136863507856958,0.17364817766693036,0.5547619606083422,-0.7850222732911941,0.17364817766693036,0.5946312645914944,-0.7544065067354889,0.17364817766693036,0.633022221559489,-0.7219151667381246,0.17364817766693036,0.6698393855443406,-0.6876290318897393,0.17364817766693036,0.7049912232753922,-0.6516333429237642,0.17364817766693036,0.7383903417454444,-0.6140175907945262,0.17364817766693036,0.7699537054835438,-0.5748752941886389,0.17364817766693036,0.7996028429942456,-0.5343037670228068,0.17364817766693036,0.827264041850117,-0.4924038765061036,0.17364817766693036,0.8528685319524434,-0.449279792368191,0.17364817766693036,0.8763526565045314,-0.4050387278769579,0.17364817766693036,0.8976580302725363,-0.35979067328944847,0.17364817766693036,0.9167316847403495,-0.31364812239874684,0.17364817766693036,0.9335261997976784,-0.2667257928566869,0.17364817766693036,0.9479998216339104,-0.2191403409676961,0.17364817766693036,0.960116566544665,-0.17101007166283433,0.17364817766693036,0.9698463103929541,-0.12245464437510419,0.17364817766693036,0.9771648635025314,-0.07359477554723895,0.17364817766693036,0.9820540307972396,-0.024551938511611842,0.17364817766693036,0.9845016570368361,0.02455193851161148,0.17364817766693036,0.9845016570368361,0.0735947755472386,0.17364817766693036,0.9820540307972396,0.12245464437510295,0.17364817766693036,0.9771648635025316,0.171010071662834,0.17364817766693036,0.9698463103929542,0.21914034096769575,0.17364817766693036,0.960116566544665,0.26672579285668735,0.17364817766693036,0.9479998216339102,0.3136481223987465,0.17364817766693036,0.9335261997976785,0.35979067328944736,0.17364817766693036,0.9167316847403499,0.40503872787695755,0.17364817766693036,0.8976580302725364,0.44927979236819066,0.17364817766693036,0.8763526565045316,0.4924038765061041,0.17364817766693036,0.8528685319524432,0.5343037670228072,0.17364817766693036,0.8272640418501168,0.5748752941886379,0.17364817766693036,0.7996028429942462,0.614017590794526,0.17364817766693036,0.769953705483544,0.6516333429237633,0.17364817766693036,0.7383903417454452,0.6876290318897393,0.17364817766693036,0.7049912232753922,0.7219151667381246,0.17364817766693036,0.6698393855443406,0.7544065067354887,0.17364817766693036,0.6330222215594893,0.7850222732911939,0.17364817766693036,0.5946312645914947,0.8136863507856954,0.17364817766693036,0.5547619606083428,0.8403274758059693,0.17364817766693036,0.513513430981627,0.8648794143175805,0.17364817766693036,0.47098822605520935,0.8872811263329342,0.17364817766693036,0.4272920701888977,0.9074769176662975,0.17364817766693036,0.38253359891103694,0.925416578398323,0.17364817766693036,0.3368240888334659,0.9410555077058201,0.17364817766693036,0.2902771810003245,0.9543548247464265,0.17364817766693036,0.2430085983585182,0.9652814653225102,0.17364817766693036,0.19513585805223407,0.9738082640839739,0.17364817766693036,0.14677797925680572,0.979914022065596,0.17364817766693036,0.09805518727829104,0.9835835593909977,0.17364817766693036,0.049088614654415046,0.984807753012208,0.17364817766693036,0.0,0.9749279121818236,0.2225209339563144,0.0,0.97371599998111,0.2225209339563144,-0.04859614523803738,0.9700832763836519,0.2225209339563144,-0.09707147280209963,0.9640387729126922,0.2225209339563144,-0.14530546538998537,0.9555975171562447,0.2225209339563144,-0.19317820569626934,0.9447804954061425,0.2225209339563144,-0.2405706745456179,0.9316146004828093,0.2225209339563144,-0.2873650467932121,0.9161325648754718,0.2225209339563144,-0.3334449842566223,0.8983728793640322,0.2225209339563144,-0.37869592495086013,0.8783796973249267,0.2225209339563144,-0.42300536790752397,0.8562027249588732,0.2225209339563144,-0.46626315286993225,0.8318970977134251,0.2225209339563144,-0.5083617341688785,0.8055232432075619,0.2225209339563144,-0.5491964480981107,0.7771467309991062,0.2225209339563144,-0.5886657731247948,0.746838109568473,0.2225209339563144,-0.6266715822880427,0.7146727309240304,0.2225209339563144,-0.6631193871579975,0.6807305632651348,0.2225209339563144,-0.6979185727489575,0.6450959921685874,0.2225209339563144,-0.7309826228025093,0.607857610792794,0.2225209339563144,-0.7622293348805763,0.5691079996212145,0.2225209339563144,-0.7915810247336336,0.5289434962926937,0.2225209339563144,-0.8189647194359906,0.4874639560909117,0.2225209339563144,-0.8443123388079836,0.4447725036884166,0.2225209339563144,-0.8675608646740279,0.4009752767624376,0.2225209339563144,-0.8886524975357332,0.3561811621198982,0.2225209339563144,-0.9075348002705617,0.3105015249876574,0.2225209339563144,-0.9241608284987786,0.26404993214100775,0.2225209339563144,-0.9384892472945754,0.21694186955877912,0.2225209339563144,-0.9504844339512096,0.16929445530699885,0.2225209339563144,-0.960116566544665,0.12122614836492614,0.2225209339563144,-0.9673616980756549,0.07285645411736502,0.2225209339563144,-0.9722018160056346,0.024305627245448182,0.2225209339563144,-0.9746248870388109,-0.024305627245448064,0.2225209339563144,-0.9746248870388109,-0.0728564541173649,0.2225209339563144,-0.9722018160056346,-0.12122614836492603,0.2225209339563144,-0.9673616980756549,-0.16929445530699874,0.2225209339563144,-0.960116566544665,-0.216941869558779,0.2225209339563144,-0.9504844339512096,-0.2640499321410076,0.2225209339563144,-0.9384892472945755,-0.31050152498765726,0.2225209339563144,-0.9241608284987786,-0.3561811621198981,0.2225209339563144,-0.9075348002705618,-0.4009752767624373,0.2225209339563144,-0.8886524975357333,-0.4447725036884161,0.2225209339563144,-0.8675608646740282,-0.48746395609091203,0.2225209339563144,-0.8443123388079835,-0.5289434962926937,0.2225209339563144,-0.8189647194359907,-0.5691079996212142,0.2225209339563144,-0.7915810247336337,-0.6078576107927939,0.2225209339563144,-0.7622293348805764,-0.6450959921685872,0.2225209339563144,-0.7309826228025095,-0.6807305632651347,0.2225209339563144,-0.6979185727489576,-0.7146727309240304,0.2225209339563144,-0.6631193871579975,-0.7468381095684729,0.2225209339563144,-0.6266715822880429,-0.7771467309991062,0.2225209339563144,-0.5886657731247948,-0.8055232432075617,0.2225209339563144,-0.549196448098111,-0.831897097713425,0.2225209339563144,-0.5083617341688786,-0.8562027249588733,0.2225209339563144,-0.46626315286993214,-0.8783796973249266,0.2225209339563144,-0.4230053679075241,-0.8983728793640323,0.2225209339563144,-0.37869592495086,-0.9161325648754717,0.2225209339563144,-0.33344498425662245,-0.9316146004828092,0.2225209339563144,-0.2873650467932125,-0.9447804954061424,0.2225209339563144,-0.24057067454561812,-0.9555975171562447,0.2225209339563144,-0.19317820569626937,-0.9640387729126922,0.2225209339563144,-0.14530546538998565,-0.9700832763836519,0.2225209339563144,-0.0970714728020997,-0.97371599998111,0.2225209339563144,-0.048596145238037694,-0.9749279121818236,0.2225209339563144,-1.1939423470528823e-16,-0.97371599998111,0.2225209339563144,0.04859614523803745,-0.9700832763836519,0.2225209339563144,0.09707147280209946,-0.9640387729126922,0.2225209339563144,0.1453054653899854,-0.9555975171562449,0.2225209339563144,0.19317820569626912,-0.9447804954061425,0.2225209339563144,0.2405706745456179,-0.9316146004828094,0.2225209339563144,0.28736504679321184,-0.9161325648754718,0.2225209339563144,0.3334449842566222,-0.8983728793640322,0.2225209339563144,0.3786959249508602,-0.8783796973249267,0.2225209339563144,0.42300536790752385,-0.8562027249588733,0.2225209339563144,0.4662631528699319,-0.8318970977134251,0.2225209339563144,0.5083617341688784,-0.8055232432075619,0.2225209339563144,0.5491964480981107,-0.7771467309991064,0.2225209339563144,0.5886657731247946,-0.746838109568473,0.2225209339563144,0.6266715822880427,-0.7146727309240306,0.2225209339563144,0.6631193871579972,-0.6807305632651349,0.2225209339563144,0.6979185727489574,-0.6450959921685877,0.2225209339563144,0.730982622802509,-0.607857610792794,0.2225209339563144,0.7622293348805762,-0.569107999621215,0.2225209339563144,0.7915810247336331,-0.5289434962926934,0.2225209339563144,0.8189647194359907,-0.4874639560909114,0.2225209339563144,0.8443123388079837,-0.4447725036884167,0.2225209339563144,0.8675608646740278,-0.40097527676243755,0.2225209339563144,0.8886524975357332,-0.3561811621198989,0.2225209339563144,0.9075348002705615,-0.31050152498765793,0.2225209339563144,0.9241608284987783,-0.2640499321410072,0.2225209339563144,0.9384892472945756,-0.21694186955877925,0.2225209339563144,0.9504844339512096,-0.16929445530699877,0.2225209339563144,0.960116566544665,-0.12122614836492669,0.2225209339563144,0.9673616980756548,-0.07285645411736534,0.2225209339563144,0.9722018160056346,-0.0243056272454483,0.2225209339563144,0.9746248870388109,0.024305627245447943,0.2225209339563144,0.9746248870388109,0.072856454117365,0.2225209339563144,0.9722018160056346,0.12122614836492547,0.2225209339563144,0.967361698075655,0.1692944553069984,0.2225209339563144,0.960116566544665,0.2169418695587789,0.2225209339563144,0.9504844339512096,0.2640499321410077,0.2225209339563144,0.9384892472945754,0.31050152498765754,0.2225209339563144,0.9241608284987785,0.35618116211989775,0.2225209339563144,0.9075348002705619,0.4009752767624372,0.2225209339563144,0.8886524975357333,0.44477250368841637,0.2225209339563144,0.867560864674028,0.4874639560909119,0.2225209339563144,0.8443123388079835,0.5289434962926939,0.2225209339563144,0.8189647194359905,0.5691079996212141,0.2225209339563144,0.7915810247336338,0.6078576107927938,0.2225209339563144,0.7622293348805764,0.6450959921685867,0.2225209339563144,0.7309826228025098,0.6807305632651349,0.2225209339563144,0.6979185727489574,0.7146727309240306,0.2225209339563144,0.6631193871579972,0.7468381095684727,0.2225209339563144,0.626671582288043,0.7771467309991061,0.2225209339563144,0.588665773124795,0.8055232432075614,0.2225209339563144,0.5491964480981114,0.8318970977134252,0.2225209339563144,0.5083617341688784,0.856202724958873,0.2225209339563144,0.46626315286993264,0.8783796973249266,0.2225209339563144,0.4230053679075242,0.8983728793640322,0.2225209339563144,0.37869592495086013,0.9161325648754715,0.2225209339563144,0.333444984256623,0.9316146004828092,0.2225209339563144,0.2873650467932126,0.9447804954061424,0.2225209339563144,0.24057067454561823,0.9555975171562447,0.2225209339563144,0.19317820569626948,0.9640387729126922,0.2225209339563144,0.14530546538998532,0.9700832763836518,0.2225209339563144,0.09707147280210024,0.97371599998111,0.2225209339563144,0.04859614523803781,0.9749279121818236,0.2225209339563144,0.0,0.962624246950012,0.2708404681430051,0.0,0.9614276291744777,0.2708404681430051,-0.047982858147685006,0.9578407508282061,0.2708404681430051,-0.09584642334973233,0.9518725294559226,0.2708404681430051,-0.14347169924156317,0.9435378029963243,0.2708404681430051,-0.19074028188336933,0.9328572928926274,0.2708404681430051,-0.23753465413096353,0.9198575525757937,0.2708404681430051,-0.28373847780191613,0.9045709014485184,0.2708404681430051,-0.32923688291060704,0.8870353445341008,0.2708404681430051,-0.37391675325310936,0.8672944779899711,0.2708404681430051,-0.41766700763189485,0.845397380720771,0.2708404681430051,-0.4603788760211936,0.8213984923604658,0.2708404681430051,-0.5019461699864156,0.7953574779268355,0.2708404681430051,-0.5422655466853312,0.7673390794848408,0.2708404681430051,-0.5812367657946588,0.7374129551876475,0.2708404681430051,-0.6187629387233031,0.7056535060954833,0.2708404681430051,-0.6547507694926592,0.6721396912028784,0.2708404681430051,-0.6891107866851143,0.6369548311341647,0.2708404681430051,-0.7217575658840892,0.6001864009952756,0.2708404681430051,-0.7526099420525987,0.5619258128968493,0.2708404681430051,-0.7815912113223209,0.5222681886893192,0.2708404681430051,-0.8086293216915,0.4813121234750059,0.2708404681430051,-0.8336570521575755,0.4391594404851586,0.2708404681430051,-0.856612179839185,0.395914937931357,0.2708404681430051,-0.8774376346720533,0.35168612846064695,0.2708404681430051,-0.8960816412941619,0.3065829718621596,0.2708404681430051,-0.9124978477674587,0.26071760168974906,0.2708404681430051,-0.9266454408160777,0.21420404648031055,0.2708404681430051,-0.9384892472945754,0.1671579462608708,0.2708404681430051,-0.9479998216339102,0.11969626504926022,0.2708404681430051,-0.955153519047768,0.0719370000631357,0.2708404681430051,-0.959932554317226,0.02399888836030544,0.2708404681430051,-0.9623250460076093,-0.023998888360305323,0.2708404681430051,-0.9623250460076093,-0.07193700006313558,0.2708404681430051,-0.959932554317226,-0.11969626504926012,0.2708404681430051,-0.955153519047768,-0.1671579462608707,0.2708404681430051,-0.9479998216339102,-0.21420404648031044,0.2708404681430051,-0.9384892472945754,-0.2607176016897489,0.2708404681430051,-0.9266454408160778,-0.3065829718621595,0.2708404681430051,-0.9124978477674587,-0.35168612846064684,0.2708404681430051,-0.896081641294162,-0.39591493793135674,0.2708404681430051,-0.8774376346720534,-0.4391594404851581,0.2708404681430051,-0.8566121798391853,-0.48131212347500624,0.2708404681430051,-0.8336570521575754,-0.5222681886893192,0.2708404681430051,-0.8086293216915001,-0.561925812896849,0.2708404681430051,-0.781591211322321,-0.6001864009952755,0.2708404681430051,-0.7526099420525988,-0.6369548311341645,0.2708404681430051,-0.7217575658840895,-0.6721396912028783,0.2708404681430051,-0.6891107866851144,-0.7056535060954833,0.2708404681430051,-0.6547507694926592,-0.7374129551876474,0.2708404681430051,-0.6187629387233033,-0.7673390794848408,0.2708404681430051,-0.5812367657946588,-0.7953574779268354,0.2708404681430051,-0.5422655466853314,-0.8213984923604657,0.2708404681430051,-0.5019461699864157,-0.8453973807207711,0.2708404681430051,-0.4603788760211935,-0.867294477989971,0.2708404681430051,-0.41766700763189496,-0.8870353445341009,0.2708404681430051,-0.37391675325310925,-0.9045709014485183,0.2708404681430051,-0.3292368829106072,-0.9198575525757937,0.2708404681430051,-0.28373847780191647,-0.9328572928926273,0.2708404681430051,-0.23753465413096375,-0.9435378029963243,0.2708404681430051,-0.19074028188336936,-0.9518725294559226,0.2708404681430051,-0.14347169924156344,-0.9578407508282061,0.2708404681430051,-0.0958464233497324,-0.9614276291744777,0.2708404681430051,-0.04798285814768532,-0.962624246950012,0.2708404681430051,-1.1788747028089635e-16,-0.9614276291744777,0.2708404681430051,0.047982858147685076,-0.9578407508282061,0.2708404681430051,0.09584642334973216,-0.9518725294559226,0.2708404681430051,0.1434716992415632,-0.9435378029963244,0.2708404681430051,0.19074028188336914,-0.9328572928926274,0.2708404681430051,0.23753465413096353,-0.9198575525757938,0.2708404681430051,0.28373847780191586,-0.9045709014485184,0.2708404681430051,0.329236882910607,-0.8870353445341008,0.2708404681430051,0.3739167532531094,-0.8672944779899711,0.2708404681430051,0.41766700763189474,-0.8453973807207711,0.2708404681430051,0.46037887602119326,-0.8213984923604658,0.2708404681430051,0.5019461699864155,-0.7953574779268355,0.2708404681430051,0.5422655466853312,-0.7673390794848409,0.2708404681430051,0.5812367657946585,-0.7374129551876475,0.2708404681430051,0.6187629387233031,-0.7056535060954835,0.2708404681430051,0.6547507694926591,-0.6721396912028785,0.2708404681430051,0.6891107866851142,-0.6369548311341651,0.2708404681430051,0.721757565884089,-0.6001864009952756,0.2708404681430051,0.7526099420525986,-0.5619258128968498,0.2708404681430051,0.7815912113223205,-0.522268188689319,0.2708404681430051,0.8086293216915001,-0.4813121234750056,0.2708404681430051,0.8336570521575755,-0.4391594404851587,0.2708404681430051,0.8566121798391849,-0.39591493793135696,0.2708404681430051,0.8774376346720533,-0.3516861284606477,0.2708404681430051,0.8960816412941617,-0.3065829718621601,0.2708404681430051,0.9124978477674585,-0.26071760168974856,0.2708404681430051,0.9266454408160779,-0.2142040464803107,0.2708404681430051,0.9384892472945754,-0.16715794626087072,0.2708404681430051,0.9479998216339102,-0.11969626504926077,0.2708404681430051,0.9551535190477679,-0.07193700006313603,0.2708404681430051,0.959932554317226,-0.02399888836030556,0.2708404681430051,0.9623250460076093,0.023998888360305205,0.2708404681430051,0.9623250460076093,0.07193700006313568,0.2708404681430051,0.959932554317226,0.11969626504925956,0.2708404681430051,0.9551535190477681,0.16715794626087035,0.2708404681430051,0.9479998216339103,0.21420404648031036,0.2708404681430051,0.9384892472945754,0.260717601689749,0.2708404681430051,0.9266454408160777,0.30658297186215977,0.2708404681430051,0.9124978477674586,0.35168612846064656,0.2708404681430051,0.8960816412941621,0.3959149379313566,0.2708404681430051,0.8774376346720534,0.43915944048515837,0.2708404681430051,0.8566121798391851,0.4813121234750061,0.2708404681430051,0.8336570521575754,0.5222681886893195,0.2708404681430051,0.8086293216914999,0.561925812896849,0.2708404681430051,0.7815912113223211,0.6001864009952754,0.2708404681430051,0.7526099420525988,0.6369548311341641,0.2708404681430051,0.7217575658840898,0.6721396912028785,0.2708404681430051,0.6891107866851142,0.7056535060954835,0.2708404681430051,0.6547507694926591,0.7374129551876473,0.2708404681430051,0.6187629387233035,0.7673390794848407,0.2708404681430051,0.5812367657946589,0.7953574779268351,0.2708404681430051,0.5422655466853319,0.8213984923604658,0.2708404681430051,0.5019461699864155,0.8453973807207708,0.2708404681430051,0.46037887602119393,0.867294477989971,0.2708404681430051,0.41766700763189507,0.8870353445341008,0.2708404681430051,0.37391675325310936,0.904570901448518,0.2708404681430051,0.3292368829106077,0.9198575525757937,0.2708404681430051,0.2837384778019166,0.9328572928926273,0.2708404681430051,0.23753465413096386,0.9435378029963243,0.2708404681430051,0.19074028188336947,0.9518725294559226,0.2708404681430051,0.1434716992415631,0.957840750828206,0.2708404681430051,0.09584642334973294,0.9614276291744777,0.2708404681430051,0.04798285814768543,0.962624246950012,0.2708404681430051,0.0,0.9479273461671318,0.3184866502516844,0.0,0.9467489977971082,0.3184866502516844,-0.04725027811169495,0.9432168822467485,0.3184866502516844,-0.09438308458714857,0.9373397809118383,0.3184866502516844,-0.1412812398431163,0.9291323051923054,0.3184866502516844,-0.1878281476762574,0.9186148601659758,0.3184866502516844,-0.23390808513966757,0.9058135938583364,0.3184866502516844,-0.2794064902483585,0.8907603322344232,0.3184866502516844,-0.3242102467984032,0.8734925000744572,0.3184866502516844,-0.3682079655916419,0.8540530279299453,0.3184866502516844,-0.41129026136677904,0.8324902453915638,0.3184866502516844,-0.4533500247483783,0.8088577609341816,0.3184866502516844,-0.4942826885376462,0.7832143286377448,0.3184866502516844,-0.5339864876829639,0.755623702115377,0.3184866502516844,-0.5723627122838397,0.7261544760118512,0.3184866502516844,-0.6093159529992753,0.6948799154664957,0.3184866502516844,-0.6447543382504201,0.6618777739645134,0.3184866502516844,-0.6785897626277911,0.6272301000295667,0.3184866502516844,-0.7107381059352039,0.5910230332382201,0.3184866502516844,-0.7411194423258339,0.5533465900633805,0.3184866502516844,-0.7696582390104654,0.5142944400791618,0.3184866502516844,-0.7962835440439058,0.4739636730835658,0.3184866502516844,-0.8209291627227018,0.43245455771794655,0.3184866502516844,-0.8435338221556007,0.38987029218336816,0.3184866502516844,-0.8640413235976139,0.34631674767361825,0.3184866502516844,-0.8824006821689503,0.3019022051627387,0.3184866502516844,-0.8985662536114614,0.2567370862014625,0.3184866502516844,-0.9124978477674587,0.21093367839184077,0.3184866502516844,-0.9241608284987786,0.16460585622257196,0.3184866502516844,-0.9335261997976786,0.11786879795908037,0.3184866502516844,-0.9405706778754815,0.07083869929220067,0.3184866502516844,-0.9452767490497428,0.023632484457382412,0.3184866502516844,-0.9476327132860246,-0.023632484457382294,0.3184866502516844,-0.9476327132860246,-0.07083869929220056,0.3184866502516844,-0.9452767490497428,-0.11786879795908026,0.3184866502516844,-0.9405706778754815,-0.16460585622257184,0.3184866502516844,-0.9335261997976786,-0.21093367839184066,0.3184866502516844,-0.9241608284987786,-0.25673708620146235,0.3184866502516844,-0.9124978477674588,-0.3019022051627386,0.3184866502516844,-0.8985662536114614,-0.34631674767361814,0.3184866502516844,-0.8824006821689504,-0.38987029218336794,0.3184866502516844,-0.864041323597614,-0.4324545577179461,0.3184866502516844,-0.8435338221556009,-0.47396367308356613,0.3184866502516844,-0.8209291627227017,-0.5142944400791618,0.3184866502516844,-0.7962835440439059,-0.5533465900633802,0.3184866502516844,-0.7696582390104655,-0.59102303323822,0.3184866502516844,-0.741119442325834,-0.6272301000295665,0.3184866502516844,-0.7107381059352041,-0.6618777739645133,0.3184866502516844,-0.6785897626277912,-0.6948799154664957,0.3184866502516844,-0.6447543382504201,-0.7261544760118511,0.3184866502516844,-0.6093159529992755,-0.755623702115377,0.3184866502516844,-0.5723627122838397,-0.7832143286377447,0.3184866502516844,-0.5339864876829641,-0.8088577609341815,0.3184866502516844,-0.4942826885376463,-0.8324902453915639,0.3184866502516844,-0.4533500247483782,-0.8540530279299452,0.3184866502516844,-0.41129026136677915,-0.8734925000744573,0.3184866502516844,-0.36820796559164176,-0.8907603322344231,0.3184866502516844,-0.3242102467984034,-0.9058135938583363,0.3184866502516844,-0.2794064902483589,-0.9186148601659757,0.3184866502516844,-0.2339080851396678,-0.9291323051923054,0.3184866502516844,-0.18782814767625744,-0.9373397809118383,0.3184866502516844,-0.14128123984311658,-0.9432168822467485,0.3184866502516844,-0.09438308458714864,-0.9467489977971082,0.3184866502516844,-0.04725027811169526,-0.9479273461671318,0.3184866502516844,-1.160876190307823e-16,-0.9467489977971082,0.3184866502516844,0.047250278111695014,-0.9432168822467485,0.3184866502516844,0.0943830845871484,-0.9373397809118383,0.3184866502516844,0.14128123984311633,-0.9291323051923055,0.3184866502516844,0.18782814767625722,-0.9186148601659758,0.3184866502516844,0.23390808513966757,-0.9058135938583365,0.3184866502516844,0.27940649024835823,-0.8907603322344232,0.3184866502516844,0.32421024679840316,-0.8734925000744572,0.3184866502516844,0.36820796559164193,-0.8540530279299453,0.3184866502516844,0.41129026136677893,-0.8324902453915639,0.3184866502516844,0.45335002474837804,-0.8088577609341816,0.3184866502516844,0.49428268853764606,-0.7832143286377448,0.3184866502516844,0.5339864876829639,-0.7556237021153771,0.3184866502516844,0.5723627122838395,-0.7261544760118512,0.3184866502516844,0.6093159529992753,-0.694879915466496,0.3184866502516844,0.6447543382504198,-0.6618777739645135,0.3184866502516844,0.678589762627791,-0.627230100029567,0.3184866502516844,0.7107381059352037,-0.5910230332382201,0.3184866502516844,0.7411194423258338,-0.553346590063381,0.3184866502516844,0.7696582390104649,-0.5142944400791616,0.3184866502516844,0.7962835440439059,-0.4739636730835655,0.3184866502516844,0.8209291627227019,-0.43245455771794666,0.3184866502516844,0.8435338221556006,-0.3898702921833681,0.3184866502516844,0.8640413235976139,-0.3463167476736189,0.3184866502516844,0.8824006821689501,-0.30190220516273925,0.3184866502516844,0.8985662536114611,-0.25673708620146196,0.3184866502516844,0.9124978477674588,-0.2109336783918409,0.3184866502516844,0.9241608284987786,-0.16460585622257187,0.3184866502516844,0.9335261997976786,-0.11786879795908091,0.3184866502516844,0.9405706778754814,-0.07083869929220099,0.3184866502516844,0.9452767490497428,-0.023632484457382526,0.3184866502516844,0.9476327132860246,0.023632484457382176,0.3184866502516844,0.9476327132860246,0.07083869929220064,0.3184866502516844,0.9452767490497428,0.11786879795907973,0.3184866502516844,0.9405706778754817,0.16460585622257154,0.3184866502516844,0.9335261997976787,0.21093367839184055,0.3184866502516844,0.9241608284987786,0.25673708620146246,0.3184866502516844,0.9124978477674587,0.30190220516273886,0.3184866502516844,0.8985662536114613,0.3463167476736178,0.3184866502516844,0.8824006821689505,0.38987029218336783,0.3184866502516844,0.864041323597614,0.4324545577179464,0.3184866502516844,0.8435338221556008,0.473963673083566,0.3184866502516844,0.8209291627227017,0.514294440079162,0.3184866502516844,0.7962835440439057,0.55334659006338,0.3184866502516844,0.7696582390104656,0.5910230332382199,0.3184866502516844,0.741119442325834,0.627230100029566,0.3184866502516844,0.7107381059352045,0.6618777739645135,0.3184866502516844,0.678589762627791,0.694879915466496,0.3184866502516844,0.6447543382504198,0.726154476011851,0.3184866502516844,0.6093159529992757,0.7556237021153769,0.3184866502516844,0.5723627122838398,0.7832143286377444,0.3184866502516844,0.5339864876829645,0.8088577609341817,0.3184866502516844,0.49428268853764606,0.8324902453915636,0.3184866502516844,0.4533500247483787,0.8540530279299452,0.3184866502516844,0.41129026136677926,0.8734925000744572,0.3184866502516844,0.3682079655916419,0.8907603322344229,0.3184866502516844,0.3242102467984039,0.9058135938583363,0.3184866502516844,0.279406490248359,0.9186148601659757,0.3184866502516844,0.23390808513966788,0.9291323051923054,0.3184866502516844,0.18782814767625755,0.9373397809118383,0.3184866502516844,0.14128123984311625,0.9432168822467484,0.3184866502516844,0.09438308458714917,0.9467489977971082,0.3184866502516844,0.04725027811169537,0.9479273461671318,0.3184866502516844,0.0,0.9308737486442042,0.36534102436639493,0.0,0.9297165992394024,0.36534102436639493,-0.04640022643946356,0.9262480278807403,0.36534102436639493,-0.09268509460507893,0.920476657983131,0.36534102436639493,-0.1387395330218428,0.9124168380814898,0.36534102436639493,-0.1844490430994145,0.9020886061580143,0.36534102436639493,-0.22969998379365233,0.889517639824605,0.36534102436639493,-0.2743798541361546,0.8747351924842752,0.36534102436639493,-0.3183775729293932,0.8577780156302673,0.36534102436639493,-0.3615837549120729,0.8386882674760497,0.36534102436639493,-0.4038909827081253,0.8175134081433557,0.36534102436639493,-0.44519407388323157,0.7943060816688428,0.36534102436639493,-0.48539034244492635,0.7691239851227228,0.36534102436639493,-0.5243798541361546,0.7420297251647551,0.36534102436639493,-0.5620656748875804,0.7130906623942249,0.36534102436639493,-0.5983541118109564,0.6823787438808812,0.36534102436639493,-0.633154946134407,0.6499703242931839,0.36534102436639493,-0.6663816575005096,0.6159459760685686,0.36534102436639493,-0.6979516390695357,0.5803902890976714,0.36534102436639493,-0.7277864028930704,0.5433916604205327,0.36534102436639493,-0.7558117750474187,0.505042074457627,0.36534102436639493,-0.7819580800416668,0.465436874322102,0.36534102436639493,-0.8061603140419311,0.42467452478177553,0.36534102436639493,-0.8283583064811304,0.3828563674602079,0.36534102436639493,-0.8484968696524976,0.3400863688854597,0.36534102436639493,-0.8665259359149131,0.2964708620129211,0.36534102436639493,-0.8824006821689503,0.2521182818648304,0.36534102436639493,-0.8960816412941619,0.20713889594372384,0.36534102436639493,-0.9075348002705617,0.1616445300900503,0.36534102436639493,-0.9167316847403497,0.11574829046551238,0.36534102436639493,-0.9236494297996533,0.06956428235332708,0.36534102436639493,-0.9282708368442799,0.023207326474513137,0.36534102436639493,-0.930584416328158,-0.023207326474513023,0.36534102436639493,-0.930584416328158,-0.06956428235332697,0.36534102436639493,-0.9282708368442799,-0.11574829046551227,0.36534102436639493,-0.9236494297996533,-0.1616445300900502,0.36534102436639493,-0.9167316847403497,-0.20713889594372373,0.36534102436639493,-0.9075348002705617,-0.25211828186483026,0.36534102436639493,-0.896081641294162,-0.296470862012921,0.36534102436639493,-0.8824006821689503,-0.34008636888545957,0.36534102436639493,-0.8665259359149132,-0.3828563674602077,0.36534102436639493,-0.8484968696524977,-0.42467452478177503,0.36534102436639493,-0.8283583064811305,-0.46543687432210235,0.36534102436639493,-0.806160314041931,-0.505042074457627,0.36534102436639493,-0.7819580800416669,-0.5433916604205323,0.36534102436639493,-0.7558117750474188,-0.5803902890976714,0.36534102436639493,-0.7277864028930705,-0.6159459760685685,0.36534102436639493,-0.697951639069536,-0.6499703242931838,0.36534102436639493,-0.6663816575005097,-0.6823787438808812,0.36534102436639493,-0.633154946134407,-0.7130906623942248,0.36534102436639493,-0.5983541118109567,-0.7420297251647551,0.36534102436639493,-0.5620656748875804,-0.7691239851227227,0.36534102436639493,-0.5243798541361548,-0.7943060816688426,0.36534102436639493,-0.48539034244492646,-0.8175134081433558,0.36534102436639493,-0.44519407388323146,-0.8386882674760496,0.36534102436639493,-0.4038909827081254,-0.8577780156302675,0.36534102436639493,-0.3615837549120728,-0.8747351924842751,0.36534102436639493,-0.3183775729293934,-0.8895176398246049,0.36534102436639493,-0.274379854136155,-0.9020886061580142,0.36534102436639493,-0.22969998379365253,-0.9124168380814898,0.36534102436639493,-0.18444904309941454,-0.920476657983131,0.36534102436639493,-0.13873953302184305,-0.9262480278807403,0.36534102436639493,-0.092685094605079,-0.9297165992394024,0.36534102436639493,-0.04640022643946385,-0.9308737486442042,0.36534102436639493,-1.1399915566874225e-16,-0.9297165992394024,0.36534102436639493,0.04640022643946362,-0.9262480278807403,0.36534102436639493,0.09268509460507876,-0.920476657983131,0.36534102436639493,0.13873953302184283,-0.9124168380814899,0.36534102436639493,0.18444904309941432,-0.9020886061580143,0.36534102436639493,0.22969998379365233,-0.889517639824605,0.36534102436639493,0.27437985413615434,-0.8747351924842752,0.36534102436639493,0.31837757292939317,-0.8577780156302673,0.36534102436639493,0.36158375491207295,-0.8386882674760497,0.36534102436639493,0.4038909827081252,-0.8175134081433558,0.36534102436639493,0.4451940738832313,-0.7943060816688428,0.36534102436639493,0.48539034244492624,-0.7691239851227228,0.36534102436639493,0.5243798541361546,-0.7420297251647552,0.36534102436639493,0.5620656748875802,-0.7130906623942249,0.36534102436639493,0.5983541118109564,-0.6823787438808814,0.36534102436639493,0.6331549461344068,-0.649970324293184,0.36534102436639493,0.6663816575005095,-0.6159459760685689,0.36534102436639493,0.6979516390695355,-0.5803902890976714,0.36534102436639493,0.7277864028930703,-0.5433916604205331,0.36534102436639493,0.7558117750474183,-0.5050420744576268,0.36534102436639493,0.7819580800416669,-0.46543687432210173,0.36534102436639493,0.8061603140419312,-0.42467452478177564,0.36534102436639493,0.8283583064811303,-0.38285636746020785,0.36534102436639493,0.8484968696524976,-0.34008636888546034,0.36534102436639493,0.8665259359149129,-0.2964708620129216,0.36534102436639493,0.8824006821689501,-0.2521182818648299,0.36534102436639493,0.8960816412941621,-0.20713889594372395,0.36534102436639493,0.9075348002705617,-0.16164453009005023,0.36534102436639493,0.9167316847403497,-0.11574829046551291,0.36534102436639493,0.9236494297996531,-0.06956428235332739,0.36534102436639493,0.9282708368442799,-0.023207326474513252,0.36534102436639493,0.930584416328158,0.02320732647451291,0.36534102436639493,0.930584416328158,0.06956428235332705,0.36534102436639493,0.9282708368442799,0.11574829046551174,0.36534102436639493,0.9236494297996534,0.1616445300900499,0.36534102436639493,0.9167316847403498,0.20713889594372362,0.36534102436639493,0.9075348002705617,0.2521182818648303,0.36534102436639493,0.8960816412941619,0.2964708620129212,0.36534102436639493,0.8824006821689502,0.34008636888545923,0.36534102436639493,0.8665259359149133,0.38285636746020757,0.36534102436639493,0.8484968696524977,0.4246745247817753,0.36534102436639493,0.8283583064811304,0.46543687432210223,0.36534102436639493,0.806160314041931,0.5050420744576273,0.36534102436639493,0.7819580800416667,0.5433916604205322,0.36534102436639493,0.7558117750474189,0.5803902890976713,0.36534102436639493,0.7277864028930705,0.615945976068568,0.36534102436639493,0.6979516390695362,0.649970324293184,0.36534102436639493,0.6663816575005095,0.6823787438808814,0.36534102436639493,0.6331549461344068,0.7130906623942247,0.36534102436639493,0.5983541118109568,0.742029725164755,0.36534102436639493,0.5620656748875805,0.7691239851227224,0.36534102436639493,0.5243798541361553,0.7943060816688429,0.36534102436639493,0.48539034244492624,0.8175134081433555,0.36534102436639493,0.44519407388323196,0.8386882674760496,0.36534102436639493,0.4038909827081255,0.8577780156302673,0.36534102436639493,0.3615837549120729,0.874735192484275,0.36534102436639493,0.3183775729293939,0.8895176398246049,0.36534102436639493,0.27437985413615507,0.9020886061580142,0.36534102436639493,0.22969998379365264,0.9124168380814898,0.36534102436639493,0.18444904309941465,0.920476657983131,0.36534102436639493,0.13873953302184275,0.9262480278807402,0.36534102436639493,0.09268509460507951,0.9297165992394024,0.36534102436639493,0.04640022643946396,0.9308737486442042,0.36534102436639493,0.0,0.9115058523116732,0.41128710313061145,0.0,0.9103727787278365,0.41128710313061145,-0.04543481649338398,0.9069763749757853,0.41128710313061145,-0.0907566748741578,0.9013250850503919,0.41128710313061145,-0.13585289786137716,0.8934329589488401,0.41128710313061145,-0.18061136913923775,0.883319617740119,0.41128710313061145,-0.2249208120959016,0.8710102047839532,0.41128710313061145,-0.26867106647468714,0.8565353232204495,0.41128710313061145,-0.3117533622498243,0.8399309598858679,0.41128710313061145,-0.3540605900458768,0.8212383958436779,0.41128710313061145,-0.3954875674285255,0.8005041037533288,0.41128710313061145,-0.43593130040467337,0.7777796323318972,0.41128710313061145,-0.47529123948174,0.7531214781958532,0.41128710313061145,-0.5134695296495431,0.726590945401571,0.41128710313061145,-0.5503712536632716,0.6982539930337851,0.41128710313061145,-0.5859046680227121,0.6681810712209133,0.41128710313061145,-0.6199814310610461,0.6364469459849366,0.41128710313061145,-0.6525168225761517,0.6031305133612888,0.41128710313061145,-0.6834299544583763,0.5683146032508812,0.41128710313061145,-0.7126439717911205,0.5320857734919182,0.41128710313061145,-0.740086243924272,0.49453409466347303,0.41128710313061145,-0.765688545045444,0.4557529261558365,0.41128710313061145,-0.7893872238000957,0.41583868406436364,0.41128710313061145,-0.811123361538828,0.37489060148386727,0.41128710313061145,-0.8308429187984298,0.33301048179951065,0.41128710313061145,-0.8484968696524977,0.2903024455875514,0.41128710313061145,-0.864041323597614,0.24687267175518252,0.41128710313061145,-0.8774376346720534,0.20282913356303994,0.41128710313061145,-0.8886524975357333,0.15828133018666427,0.41128710313061145,-0.8976580302725364,0.11334001448429704,0.41128710313061145,-0.9044318437091483,0.06811691764782488,0.41128710313061145,-0.9089570970780685,0.02272447142143185,0.41128710313061145,-0.9112225398864134,-0.02272447142143174,0.41128710313061145,-0.9112225398864134,-0.06811691764782477,0.41128710313061145,-0.9089570970780685,-0.11334001448429692,0.41128710313061145,-0.9044318437091483,-0.15828133018666418,0.41128710313061145,-0.8976580302725364,-0.20282913356303986,0.41128710313061145,-0.8886524975357333,-0.24687267175518235,0.41128710313061145,-0.8774376346720535,-0.2903024455875513,0.41128710313061145,-0.864041323597614,-0.33301048179951054,0.41128710313061145,-0.8484968696524978,-0.374890601483867,0.41128710313061145,-0.8308429187984299,-0.4158386840643632,0.41128710313061145,-0.8111233615388281,-0.45575292615583685,0.41128710313061145,-0.7893872238000956,-0.49453409466347303,0.41128710313061145,-0.7656885450454441,-0.532085773491918,0.41128710313061145,-0.7400862439242721,-0.5683146032508811,0.41128710313061145,-0.7126439717911206,-0.6031305133612885,0.41128710313061145,-0.6834299544583764,-0.6364469459849365,0.41128710313061145,-0.6525168225761518,-0.6681810712209133,0.41128710313061145,-0.6199814310610461,-0.6982539930337851,0.41128710313061145,-0.5859046680227123,-0.726590945401571,0.41128710313061145,-0.5503712536632716,-0.7531214781958531,0.41128710313061145,-0.5134695296495433,-0.7777796323318971,0.41128710313061145,-0.4752912394817401,-0.8005041037533289,0.41128710313061145,-0.4359313004046733,-0.8212383958436779,0.41128710313061145,-0.3954875674285256,-0.839930959885868,0.41128710313061145,-0.3540605900458767,-0.8565353232204493,0.41128710313061145,-0.3117533622498245,-0.8710102047839531,0.41128710313061145,-0.26867106647468747,-0.8833196177401189,0.41128710313061145,-0.22492081209590178,-0.8934329589488401,0.41128710313061145,-0.18061136913923778,-0.9013250850503919,0.41128710313061145,-0.13585289786137741,-0.9069763749757853,0.41128710313061145,-0.09075667487415787,-0.9103727787278365,0.41128710313061145,-0.045434816493384274,-0.9115058523116732,0.41128710313061145,-1.1162727244375708e-16,-0.9103727787278365,0.41128710313061145,0.045434816493384045,-0.9069763749757853,0.41128710313061145,0.09075667487415763,-0.9013250850503919,0.41128710313061145,0.1358528978613772,-0.8934329589488402,0.41128710313061145,0.18061136913923753,-0.883319617740119,0.41128710313061145,0.2249208120959016,-0.8710102047839533,0.41128710313061145,0.2686710664746869,-0.8565353232204495,0.41128710313061145,0.31175336224982425,-0.8399309598858679,0.41128710313061145,0.3540605900458768,-0.8212383958436779,0.41128710313061145,0.3954875674285254,-0.8005041037533289,0.41128710313061145,0.4359313004046731,-0.7777796323318972,0.41128710313061145,0.4752912394817399,-0.7531214781958532,0.41128710313061145,0.5134695296495431,-0.7265909454015711,0.41128710313061145,0.5503712536632713,-0.6982539930337851,0.41128710313061145,0.5859046680227121,-0.6681810712209135,0.41128710313061145,0.6199814310610459,-0.6364469459849367,0.41128710313061145,0.6525168225761516,-0.603130513361289,0.41128710313061145,0.6834299544583761,-0.5683146032508812,0.41128710313061145,0.7126439717911204,-0.5320857734919188,0.41128710313061145,0.7400862439242716,-0.4945340946634728,0.41128710313061145,0.7656885450454441,-0.4557529261558363,0.41128710313061145,0.7893872238000958,-0.41583868406436375,0.41128710313061145,0.8111233615388279,-0.3748906014838672,0.41128710313061145,0.8308429187984298,-0.3330104817995113,0.41128710313061145,0.8484968696524975,-0.2903024455875519,0.41128710313061145,0.8640413235976138,-0.24687267175518202,0.41128710313061145,0.8774376346720535,-0.20282913356304008,0.41128710313061145,0.8886524975357333,-0.15828133018666418,0.41128710313061145,0.8976580302725364,-0.11334001448429755,0.41128710313061145,0.9044318437091482,-0.06811691764782518,0.41128710313061145,0.9089570970780685,-0.022724471421431962,0.41128710313061145,0.9112225398864134,0.02272447142143163,0.41128710313061145,0.9112225398864134,0.06811691764782485,0.41128710313061145,0.9089570970780685,0.11334001448429641,0.41128710313061145,0.9044318437091484,0.15828133018666388,0.41128710313061145,0.8976580302725365,0.20282913356303975,0.41128710313061145,0.8886524975357333,0.24687267175518246,0.41128710313061145,0.8774376346720534,0.2903024455875515,0.41128710313061145,0.8640413235976139,0.33301048179951026,0.41128710313061145,0.8484968696524979,0.3748906014838669,0.41128710313061145,0.8308429187984299,0.4158386840643634,0.41128710313061145,0.8111233615388281,0.45575292615583674,0.41128710313061145,0.7893872238000956,0.4945340946634732,0.41128710313061145,0.7656885450454439,0.5320857734919179,0.41128710313061145,0.7400862439242722,0.568314603250881,0.41128710313061145,0.7126439717911206,0.6031305133612881,0.41128710313061145,0.6834299544583767,0.6364469459849367,0.41128710313061145,0.6525168225761516,0.6681810712209135,0.41128710313061145,0.6199814310610459,0.698253993033785,0.41128710313061145,0.5859046680227125,0.7265909454015709,0.41128710313061145,0.5503712536632717,0.7531214781958527,0.41128710313061145,0.5134695296495437,0.7777796323318973,0.41128710313061145,0.4752912394817399,0.8005041037533287,0.41128710313061145,0.43593130040467376,0.8212383958436779,0.41128710313061145,0.3954875674285257,0.8399309598858679,0.41128710313061145,0.3540605900458768,0.8565353232204491,0.41128710313061145,0.311753362249825,0.8710102047839531,0.41128710313061145,0.2686710664746876,0.8833196177401189,0.41128710313061145,0.2249208120959019,0.8934329589488401,0.41128710313061145,0.18061136913923787,0.9013250850503919,0.41128710313061145,0.1358528978613771,0.9069763749757852,0.41128710313061145,0.09075667487415837,0.9103727787278365,0.41128710313061145,0.04543481649338438,0.9115058523116732,0.41128710313061145,0.0,0.8898718088114688,0.45621065735316263,0.0,0.888765628048056,0.45621065735316263,-0.04435644843469424,0.885449835897488,0.45621065735316263,-0.08860261974968221,0.8799326759414943,0.45621065735316263,-0.13262851099155273,0.8722278647090211,0.45621065735316263,-0.17632466685786424,0.8623545575747791,0.45621065735316263,-0.21958245182027253,0.8503373011359634,0.45621065735316263,-0.2622943202095713,0.8362059721855459,0.45621065735316263,-0.3043540835911706,0.8199957034338599,0.45621065735316263,-0.345657174766277,0.801746796163147,0.45621065735316263,-0.3861009077424249,0.7815046200322193,0.45621065735316263,-0.4255847330270339,0.7593195002803393,0.45621065735316263,-0.46401048760929,0.7352465926107453,0.45621065735316263,-0.501282639008857,0.7093457460648832,0.45621065735316263,-0.5373085227846749,0.6816813542282593,0.45621065735316263,-0.5719985729133611,0.6523221951378405,0.45621065735316263,-0.6052665444644568,0.6213412602890181,0.45621065735316263,-0.6370297280189127,0.5888155731672491,0.45621065735316263,-0.6672091552977366,0.5548259977555355,0.45621065735316263,-0.6957297954895778,0.5194570374938217,0.45621065735316263,-0.7225207417891459,0.4827966251901278,0.45621065735316263,-0.7475153876827008,0.4449359044057343,0.45621065735316263,-0.7706515925423411,0.4059690028579284,0.45621065735316263,-0.791871836117395,0.3659927984036665,0.45621065735316263,-0.8111233615388281,0.3251066781859588,0.45621065735316263,-0.8283583064811305,0.28341229154177205,0.45621065735316263,-0.8435338221556009,0.24101329728576099,0.45621065735316263,-0.8566121798391853,0.19801510599812291,0.45621065735316263,-0.8675608646740282,0.15452461795728667,0.45621065735316263,-0.8763526565045318,0.11064995736897676,0.45621065735316263,-0.8829656975509518,0.06650020355240181,0.45621065735316263,-0.8873835467512818,0.02218511975188019,0.45621065735316263,-0.889595220636324,-0.022185119751880082,0.45621065735316263,-0.889595220636324,-0.0665002035524017,0.45621065735316263,-0.8873835467512818,-0.11064995736897666,0.45621065735316263,-0.8829656975509518,-0.15452461795728656,0.45621065735316263,-0.8763526565045318,-0.19801510599812283,0.45621065735316263,-0.8675608646740282,-0.24101329728576085,0.45621065735316263,-0.8566121798391853,-0.28341229154177194,0.45621065735316263,-0.8435338221556009,-0.3251066781859587,0.45621065735316263,-0.8283583064811306,-0.3659927984036663,0.45621065735316263,-0.8111233615388281,-0.405969002857928,0.45621065735316263,-0.7918718361173952,-0.4449359044057346,0.45621065735316263,-0.770651592542341,-0.4827966251901278,0.45621065735316263,-0.7475153876827009,-0.5194570374938214,0.45621065735316263,-0.7225207417891459,-0.5548259977555354,0.45621065735316263,-0.6957297954895779,-0.5888155731672489,0.45621065735316263,-0.6672091552977368,-0.621341260289018,0.45621065735316263,-0.6370297280189128,-0.6523221951378405,0.45621065735316263,-0.6052665444644568,-0.6816813542282592,0.45621065735316263,-0.5719985729133613,-0.7093457460648832,0.45621065735316263,-0.5373085227846749,-0.7352465926107452,0.45621065735316263,-0.5012826390088572,-0.7593195002803392,0.45621065735316263,-0.4640104876092901,-0.7815046200322194,0.45621065735316263,-0.4255847330270338,-0.8017467961631469,0.45621065735316263,-0.38610090774242495,-0.81999570343386,0.45621065735316263,-0.3456571747662769,-0.8362059721855458,0.45621065735316263,-0.3043540835911708,-0.8503373011359633,0.45621065735316263,-0.2622943202095716,-0.862354557574779,0.45621065735316263,-0.21958245182027272,-0.8722278647090211,0.45621065735316263,-0.17632466685786427,-0.8799326759414943,0.45621065735316263,-0.13262851099155298,-0.885449835897488,0.45621065735316263,-0.08860261974968228,-0.888765628048056,0.45621065735316263,-0.04435644843469452,-0.8898718088114688,0.45621065735316263,-1.0897786623124307e-16,-0.888765628048056,0.45621065735316263,0.0443564484346943,-0.885449835897488,0.45621065735316263,0.08860261974968206,-0.8799326759414943,0.45621065735316263,0.13262851099155276,-0.8722278647090211,0.45621065735316263,0.17632466685786405,-0.8623545575747791,0.45621065735316263,0.21958245182027253,-0.8503373011359634,0.45621065735316263,0.26229432020957105,-0.8362059721855459,0.45621065735316263,0.30435408359117055,-0.8199957034338599,0.45621065735316263,0.34565717476627705,-0.801746796163147,0.45621065735316263,0.3861009077424248,-0.7815046200322194,0.45621065735316263,0.42558473302703365,-0.7593195002803393,0.45621065735316263,0.46401048760928987,-0.7352465926107453,0.45621065735316263,0.501282639008857,-0.7093457460648833,0.45621065735316263,0.5373085227846747,-0.6816813542282593,0.45621065735316263,0.5719985729133611,-0.6523221951378407,0.45621065735316263,0.6052665444644566,-0.6213412602890183,0.45621065735316263,0.6370297280189126,-0.5888155731672493,0.45621065735316263,0.6672091552977364,-0.5548259977555355,0.45621065735316263,0.6957297954895777,-0.5194570374938222,0.45621065735316263,0.7225207417891455,-0.48279662519012756,0.45621065735316263,0.7475153876827009,-0.44493590440573405,0.45621065735316263,0.7706515925423412,-0.40596900285792853,0.45621065735316263,0.791871836117395,-0.36599279840366644,0.45621065735316263,0.8111233615388281,-0.32510667818595945,0.45621065735316263,0.8283583064811304,-0.28341229154177255,0.45621065735316263,0.8435338221556007,-0.24101329728576049,0.45621065735316263,0.8566121798391854,-0.19801510599812305,0.45621065735316263,0.8675608646740282,-0.1545246179572866,0.45621065735316263,0.8763526565045318,-0.11064995736897726,0.45621065735316263,0.8829656975509517,-0.06650020355240212,0.45621065735316263,0.8873835467512818,-0.0221851197518803,0.45621065735316263,0.889595220636324,0.02218511975187997,0.45621065735316263,0.889595220636324,0.06650020355240178,0.45621065735316263,0.8873835467512818,0.11064995736897615,0.45621065735316263,0.8829656975509519,0.15452461795728628,0.45621065735316263,0.8763526565045319,0.19801510599812272,0.45621065735316263,0.8675608646740282,0.24101329728576093,0.45621065735316263,0.8566121798391853,0.2834122915417722,0.45621065735316263,0.8435338221556008,0.3251066781859584,0.45621065735316263,0.8283583064811307,0.36599279840366616,0.45621065735316263,0.8111233615388281,0.4059690028579282,0.45621065735316263,0.7918718361173951,0.4449359044057345,0.45621065735316263,0.770651592542341,0.48279662519012795,0.45621065735316263,0.7475153876827008,0.5194570374938213,0.45621065735316263,0.722520741789146,0.5548259977555353,0.45621065735316263,0.6957297954895779,0.5888155731672484,0.45621065735316263,0.6672091552977372,0.6213412602890183,0.45621065735316263,0.6370297280189126,0.6523221951378407,0.45621065735316263,0.6052665444644566,0.681681354228259,0.45621065735316263,0.5719985729133613,0.7093457460648831,0.45621065735316263,0.5373085227846749,0.7352465926107449,0.45621065735316263,0.5012826390088576,0.7593195002803393,0.45621065735316263,0.46401048760928987,0.7815046200322191,0.45621065735316263,0.42558473302703426,0.8017467961631469,0.45621065735316263,0.38610090774242506,0.8199957034338599,0.45621065735316263,0.345657174766277,0.8362059721855456,0.45621065735316263,0.3043540835911713,0.8503373011359633,0.45621065735316263,0.2622943202095717,0.862354557574779,0.45621065735316263,0.21958245182027283,0.8722278647090211,0.45621065735316263,0.17632466685786435,0.8799326759414943,0.45621065735316263,0.1326285109915527,0.8854498358974879,0.45621065735316263,0.08860261974968277,0.888765628048056,0.45621065735316263,0.04435644843469463,0.8898718088114688,0.45621065735316263,0.0,0.8660254037844385,0.5000000000000002,0.0,0.8649488659811199,0.5000000000000002,-0.043167803256298216,0.8617219290137647,0.5000000000000002,-0.08622828455208915,0.8563526155561169,0.5000000000000002,-0.12907438874616922,0.8488542745674328,0.5000000000000002,-0.17159959367258745,0.8392455481048651,0.5000000000000002,-0.2136981749715338,0.8275503249763713,0.5000000000000002,-0.2552654689367559,0.8137976813493736,0.5000000000000002,-0.29619813272602374,0.7980218084628246,0.5000000000000002,-0.33639440128771864,0.780261927622401,0.5000000000000002,-0.3757543403647852,0.760562192690157,0.5000000000000002,-0.4141800949470413,0.7389715803110671,0.5000000000000002,-0.4515761325541506,0.715543768149369,0.5000000000000002,-0.48784948074442164,0.6903370014374333,0.5000000000000002,-0.5229099582589464,0.6634139481689383,0.5000000000000002,-0.5566703992264191,0.6348415432963638,0.5000000000000002,-0.5890468698712275,0.6046908223201528,0.5000000000000002,-0.6199588771860414,0.5730367446832646,0.5000000000000002,-0.6493295690501141,0.5399580074101893,0.5000000000000002,-0.6770859252957616,0.5055368494537449,0.5000000000000002,-0.7031589392480063,0.46985884723608284,0.5000000000000002,-0.7274837892860425,0.43301270189221913,0.5000000000000002,-0.7499999999999999,0.3950900187450372,0.5000000000000002,-0.7706515925423407,0.35618507956002,0.5000000000000002,-0.7893872238000955,0.31639460814592757,0.5000000000000002,-0.8061603140419309,0.27581752988416824,0.5000000000000002,-0.8209291627227016,0.2345547257847124,0.5000000000000002,-0.8336570521575752,0.1927087816800076,0.5000000000000002,-0.8443123388079834,0.15038373318043533,0.5000000000000002,-0.852868531952443,0.10768480702539139,0.5000000000000002,-0.8593043595466648,0.06471815947303206,0.5000000000000002,-0.8636038211092069,0.021590612379090064,0.5000000000000002,-0.8657562275011919,-0.02159061237908996,0.5000000000000002,-0.8657562275011919,-0.06471815947303196,0.5000000000000002,-0.8636038211092069,-0.1076848070253913,0.5000000000000002,-0.8593043595466648,-0.15038373318043524,0.5000000000000002,-0.852868531952443,-0.1927087816800075,0.5000000000000002,-0.8443123388079834,-0.23455472578471226,0.5000000000000002,-0.8336570521575752,-0.27581752988416813,0.5000000000000002,-0.8209291627227016,-0.3163946081459275,0.5000000000000002,-0.806160314041931,-0.3561850795600197,0.5000000000000002,-0.7893872238000956,-0.39509001874503674,0.5000000000000002,-0.7706515925423408,-0.4330127018922194,0.5000000000000002,-0.7499999999999998,-0.46985884723608284,0.5000000000000002,-0.7274837892860426,-0.5055368494537446,0.5000000000000002,-0.7031589392480064,-0.5399580074101892,0.5000000000000002,-0.6770859252957617,-0.5730367446832644,0.5000000000000002,-0.6493295690501142,-0.6046908223201527,0.5000000000000002,-0.6199588771860415,-0.6348415432963638,0.5000000000000002,-0.5890468698712275,-0.6634139481689382,0.5000000000000002,-0.5566703992264194,-0.6903370014374333,0.5000000000000002,-0.5229099582589464,-0.7155437681493689,0.5000000000000002,-0.4878494807444218,-0.738971580311067,0.5000000000000002,-0.45157613255415063,-0.7605621926901571,0.5000000000000002,-0.4141800949470412,-0.7802619276224009,0.5000000000000002,-0.37575434036478533,-0.7980218084628247,0.5000000000000002,-0.3363944012877185,-0.8137976813493735,0.5000000000000002,-0.2961981327260239,-0.8275503249763712,0.5000000000000002,-0.2552654689367562,-0.8392455481048651,0.5000000000000002,-0.21369817497153398,-0.8488542745674328,0.5000000000000002,-0.17159959367258748,-0.8563526155561169,0.5000000000000002,-0.12907438874616947,-0.8617219290137647,0.5000000000000002,-0.08622828455208921,-0.8649488659811199,0.5000000000000002,-0.04316780325629849,-0.8660254037844385,0.5000000000000002,-1.0605752387249067e-16,-0.8649488659811199,0.5000000000000002,0.04316780325629827,-0.8617219290137647,0.5000000000000002,0.086228284552089,-0.8563526155561169,0.5000000000000002,0.12907438874616925,-0.8488542745674329,0.5000000000000002,0.17159959367258726,-0.8392455481048651,0.5000000000000002,0.2136981749715338,-0.8275503249763714,0.5000000000000002,0.25526546893675567,-0.8137976813493736,0.5000000000000002,0.29619813272602374,-0.7980218084628246,0.5000000000000002,0.33639440128771864,-0.780261927622401,0.5000000000000002,0.37575434036478517,-0.7605621926901571,0.5000000000000002,0.414180094947041,-0.7389715803110671,0.5000000000000002,0.45157613255415047,-0.715543768149369,0.5000000000000002,0.48784948074442164,-0.6903370014374334,0.5000000000000002,0.5229099582589462,-0.6634139481689383,0.5000000000000002,0.5566703992264191,-0.634841543296364,0.5000000000000002,0.5890468698712272,-0.6046908223201528,0.5000000000000002,0.6199588771860414,-0.5730367446832648,0.5000000000000002,0.6493295690501139,-0.5399580074101893,0.5000000000000002,0.6770859252957615,-0.5055368494537453,0.5000000000000002,0.703158939248006,-0.4698588472360826,0.5000000000000002,0.7274837892860426,-0.4330127018922189,0.5000000000000002,0.75,-0.39509001874503724,0.5000000000000002,0.7706515925423406,-0.35618507956001993,0.5000000000000002,0.7893872238000955,-0.31639460814592824,0.5000000000000002,0.8061603140419307,-0.27581752988416874,0.5000000000000002,0.8209291627227013,-0.23455472578471193,0.5000000000000002,0.8336570521575754,-0.1927087816800077,0.5000000000000002,0.8443123388079834,-0.15038373318043524,0.5000000000000002,0.852868531952443,-0.10768480702539189,0.5000000000000002,0.8593043595466648,-0.06471815947303235,0.5000000000000002,0.8636038211092069,-0.02159061237909017,0.5000000000000002,0.8657562275011919,0.021590612379089852,0.5000000000000002,0.8657562275011919,0.06471815947303204,0.5000000000000002,0.8636038211092069,0.10768480702539081,0.5000000000000002,0.859304359546665,0.15038373318043494,0.5000000000000002,0.8528685319524432,0.1927087816800074,0.5000000000000002,0.8443123388079834,0.23455472578471234,0.5000000000000002,0.8336570521575752,0.2758175298841684,0.5000000000000002,0.8209291627227014,0.31639460814592724,0.5000000000000002,0.8061603140419311,0.35618507956001966,0.5000000000000002,0.7893872238000956,0.39509001874503696,0.5000000000000002,0.7706515925423408,0.43301270189221935,0.5000000000000002,0.7499999999999998,0.469858847236083,0.5000000000000002,0.7274837892860424,0.5055368494537446,0.5000000000000002,0.7031589392480065,0.5399580074101891,0.5000000000000002,0.6770859252957617,0.5730367446832639,0.5000000000000002,0.6493295690501145,0.6046908223201528,0.5000000000000002,0.6199588771860414,0.634841543296364,0.5000000000000002,0.5890468698712272,0.6634139481689381,0.5000000000000002,0.5566703992264195,0.6903370014374332,0.5000000000000002,0.5229099582589464,0.7155437681493686,0.5000000000000002,0.4878494807444222,0.7389715803110672,0.5000000000000002,0.45157613255415047,0.7605621926901569,0.5000000000000002,0.4141800949470416,0.7802619276224009,0.5000000000000002,0.37575434036478544,0.7980218084628246,0.5000000000000002,0.33639440128771864,0.8137976813493732,0.5000000000000002,0.2961981327260244,0.8275503249763712,0.5000000000000002,0.25526546893675633,0.8392455481048651,0.5000000000000002,0.2136981749715341,0.8488542745674328,0.5000000000000002,0.1715995936725876,0.8563526155561169,0.5000000000000002,0.1290743887461692,0.8617219290137645,0.5000000000000002,0.0862282845520897,0.8649488659811199,0.5000000000000002,0.04316780325629859,0.8660254037844385,0.5000000000000002,0.0,0.8400259231507714,0.5425462638657594,0.0,0.8389817047501475,0.5425462638657594,-0.04187183611739494,0.8358516456397491,0.5425462638657594,-0.08363957225278529,0.8306435276397036,0.5425462638657594,-0.12519936723312391,0.8233702989519613,0.5425462638657594,-0.1664478968598389,0.8140500419690255,0.5425462638657594,-0.20728261078907093,0.8027059283182756,0.5425462638657594,-0.24760198748798645,0.7893661612536504,0.5425462638657594,-0.28730578663330403,0.7740639055379149,0.5425462638657594,-0.32629529832453225,0.7568372049898351,0.5425462638657594,-0.36447358849233524,0.7377288879012491,0.5425462638657594,-0.4017457398919021,0.7167864605591873,0.5425462638657594,-0.43801908808217305,0.6940619891377555,0.5425462638657594,-0.4732034518042403,0.6696119702534244,0.5425462638657594,-0.5072113571861663,0.6434971905055381,0.5425462638657594,-0.5399582552168128,0.6157825753512508,0.5425462638657594,-0.5713627319480041,0.5865370276906106,0.5425462638657594,-0.6013467109024291,0.5558332565630932,0.5425462638657594,-0.6298356471840668,0.5237475963814743,0.5425462638657594,-0.6567587128085429,0.49035981715245075,0.5425462638657594,-0.6820489727926586,0.45575292615583657,0.5425462638657594,-0.7056435515653057,0.4200129615753856,0.5425462638657594,-0.7274837892860427,0.3832287785943111,0.5425462638657594,-0.7475153876827006,0.3454918284872986,0.5425462638657594,-0.7656885450454439,0.3068959312582294,0.5425462638657594,-0.7819580800416668,0.26753704238886805,0.5425462638657594,-0.7962835440439058,0.227513014278415,0.5425462638657594,-0.8086293216915,0.1869233529670249,0.5425462638657594,-0.8189647194359906,0.1458689707481124,0.5425462638657594,-0.8272640418501169,0.10445193528449068,0.5425462638657594,-0.8335066555106986,0.0627752158520797,0.5425462638657594,-0.8376770402965754,0.02094242734206211,0.5425462638657594,-0.8397648279740751,-0.020942427342062007,0.5425462638657594,-0.8397648279740751,-0.06277521585207958,0.5425462638657594,-0.8376770402965754,-0.1044519352844906,0.5425462638657594,-0.8335066555106986,-0.14586897074811228,0.5425462638657594,-0.8272640418501169,-0.18692335296702478,0.5425462638657594,-0.8189647194359906,-0.22751301427841486,0.5425462638657594,-0.8086293216915001,-0.267537042388868,0.5425462638657594,-0.7962835440439058,-0.30689593125822934,0.5425462638657594,-0.7819580800416669,-0.34549182848729837,0.5425462638657594,-0.765688545045444,-0.38322877859431065,0.5425462638657594,-0.7475153876827008,-0.42001296157538587,0.5425462638657594,-0.7274837892860426,-0.45575292615583657,0.5425462638657594,-0.7056435515653058,-0.4903598171524505,0.5425462638657594,-0.6820489727926587,-0.5237475963814742,0.5425462638657594,-0.6567587128085429,-0.555833256563093,0.5425462638657594,-0.629835647184067,-0.5865370276906104,0.5425462638657594,-0.6013467109024292,-0.6157825753512508,0.5425462638657594,-0.5713627319480041,-0.643497190505538,0.5425462638657594,-0.5399582552168131,-0.6696119702534244,0.5425462638657594,-0.5072113571861663,-0.6940619891377554,0.5425462638657594,-0.47320345180424045,-0.7167864605591872,0.5425462638657594,-0.43801908808217316,-0.7377288879012492,0.5425462638657594,-0.401745739891902,-0.756837204989835,0.5425462638657594,-0.3644735884923353,-0.774063905537915,0.5425462638657594,-0.3262952983245322,-0.7893661612536504,0.5425462638657594,-0.28730578663330414,-0.8027059283182755,0.5425462638657594,-0.24760198748798676,-0.8140500419690254,0.5425462638657594,-0.20728261078907112,-0.8233702989519613,0.5425462638657594,-0.1664478968598389,-0.8306435276397036,0.5425462638657594,-0.12519936723312416,-0.8358516456397491,0.5425462638657594,-0.08363957225278534,-0.8389817047501475,0.5425462638657594,-0.0418718361173952,-0.8400259231507714,0.5425462638657594,-1.0287350579873927e-16,-0.8389817047501475,0.5425462638657594,0.04187183611739499,-0.8358516456397491,0.5425462638657594,0.08363957225278514,-0.8306435276397036,0.5425462638657594,0.12519936723312394,-0.8233702989519613,0.5425462638657594,0.1664478968598387,-0.8140500419690255,0.5425462638657594,0.20728261078907093,-0.8027059283182757,0.5425462638657594,0.2476019874879862,-0.7893661612536504,0.5425462638657594,0.287305786633304,-0.7740639055379149,0.5425462638657594,0.3262952983245323,-0.7568372049898351,0.5425462638657594,0.36447358849233513,-0.7377288879012492,0.5425462638657594,0.4017457398919018,-0.7167864605591873,0.5425462638657594,0.43801908808217294,-0.6940619891377555,0.5425462638657594,0.4732034518042403,-0.6696119702534246,0.5425462638657594,0.5072113571861662,-0.6434971905055381,0.5425462638657594,0.5399582552168128,-0.615782575351251,0.5425462638657594,0.5713627319480039,-0.5865370276906107,0.5425462638657594,0.601346710902429,-0.5558332565630935,0.5425462638657594,0.6298356471840666,-0.5237475963814743,0.5425462638657594,0.6567587128085428,-0.49035981715245125,0.5425462638657594,0.6820489727926583,-0.4557529261558364,0.5425462638657594,0.7056435515653058,-0.42001296157538537,0.5425462638657594,0.7274837892860427,-0.38322877859431115,0.5425462638657594,0.7475153876827005,-0.34549182848729854,0.5425462638657594,0.7656885450454439,-0.30689593125823,0.5425462638657594,0.7819580800416667,-0.26753704238886855,0.5425462638657594,0.7962835440439056,-0.22751301427841453,0.5425462638657594,0.8086293216915001,-0.186923352967025,0.5425462638657594,0.8189647194359906,-0.1458689707481123,0.5425462638657594,0.8272640418501169,-0.10445193528449116,0.5425462638657594,0.8335066555106985,-0.06277521585207997,0.5425462638657594,0.8376770402965754,-0.02094242734206221,0.5425462638657594,0.8397648279740751,0.020942427342061903,0.5425462638657594,0.8397648279740751,0.06277521585207967,0.5425462638657594,0.8376770402965754,0.10445193528449011,0.5425462638657594,0.8335066555106986,0.145868970748112,0.5425462638657594,0.827264041850117,0.1869233529670247,0.5425462638657594,0.8189647194359906,0.22751301427841497,0.5425462638657594,0.8086293216915,0.2675370423888682,0.5425462638657594,0.7962835440439057,0.30689593125822906,0.5425462638657594,0.781958080041667,0.34549182848729826,0.5425462638657594,0.765688545045444,0.38322877859431087,0.5425462638657594,0.7475153876827008,0.4200129615753858,0.5425462638657594,0.7274837892860426,0.4557529261558368,0.5425462638657594,0.7056435515653056,0.49035981715245036,0.5425462638657594,0.6820489727926589,0.5237475963814741,0.5425462638657594,0.6567587128085429,0.5558332565630927,0.5425462638657594,0.6298356471840673,0.5865370276906107,0.5425462638657594,0.601346710902429,0.615782575351251,0.5425462638657594,0.5713627319480039,0.6434971905055379,0.5425462638657594,0.5399582552168132,0.6696119702534243,0.5425462638657594,0.5072113571861664,0.6940619891377551,0.5425462638657594,0.47320345180424084,0.7167864605591873,0.5425462638657594,0.43801908808217294,0.737728887901249,0.5425462638657594,0.40174573989190243,0.756837204989835,0.5425462638657594,0.3644735884923354,0.7740639055379149,0.5425462638657594,0.32629529832453225,0.7893661612536502,0.5425462638657594,0.28730578663330464,0.8027059283182755,0.5425462638657594,0.24760198748798687,0.8140500419690254,0.5425462638657594,0.2072826107890712,0.8233702989519613,0.5425462638657594,0.16644789685983902,0.8306435276397036,0.5425462638657594,0.1251993672331239,0.8358516456397491,0.5425462638657594,0.0836395722527858,0.8389817047501475,0.5425462638657594,0.0418718361173953,0.8400259231507714,0.5425462638657594,0.0,0.8119380057158566,0.5837436722347897,0.0,0.8109287028094008,0.5837436722347897,-0.04047176899648707,0.8079033033760865,0.5837436722347897,-0.08084291879842972,0.8028693290355936,0.5837436722347897,-0.12101308036645494,0.7958392950412964,0.5837436722347897,-0.16088238434960742,0.786830679165372,0.5837436722347897,-0.20035170937629151,0.7758658782463046,0.5837436722347897,-0.23932292848561906,0.7629721525068172,0.5837436722347897,-0.2776991530864949,0.748181557780661,0.5837436722347897,-0.3153849738379207,0.7315308658167633,0.5837436722347897,-0.3522866978516491,0.7130614728588652,0.5837436722347897,-0.388312581627467,0.6928192967279376,0.5837436722347897,-0.4233730591419917,0.6708546626632427,0.5837436722347897,-0.45738096452391785,0.6472221782058604,0.5837436722347897,-0.49025174876210686,0.621980597435737,0.5837436722347897,-0.5219036899077512,0.5951926748997849,0.5837436722347897,-0.5522580962480146,0.5669250095941913,0.5837436722347897,-0.5812395019460296,0.5372478793888202,0.5837436722347897,-0.608775854660858,0.5062350663053548,0.5837436722347897,-0.6347986946809638,0.473963673083566,0.5837436722347897,-0.6592433251258423,0.44051393149175366,0.5837436722347897,-0.6820489727926587,0.4059690028579282,0.5837436722347897,-0.7031589392480067,0.3704147713176472,0.5837436722347897,-0.7225207417891458,0.3339396302925207,0.5837436722347897,-0.740086243924272,0.2966342627302389,0.5837436722347897,-0.7558117750474188,0.2585914156524762,0.5837436722347897,-0.7696582390104655,0.2199056695711806,0.5837436722347897,-0.781591211322321,0.1806732033465198,0.5837436722347897,-0.7915810247336337,0.14099155507108024,0.5837436722347897,-0.7996028429942461,0.10095937957480068,0.5837436722347897,-0.8056367226000275,0.06067620315352075,0.5837436722347897,-0.809667662375567,0.020242176130927804,0.5837436722347897,-0.8116856407694588,-0.020242176130927703,0.5837436722347897,-0.8116856407694588,-0.060676203153520646,0.5837436722347897,-0.809667662375567,-0.1009593795748006,0.5837436722347897,-0.8056367226000275,-0.14099155507108013,0.5837436722347897,-0.7996028429942461,-0.1806732033465197,0.5837436722347897,-0.7915810247336337,-0.21990566957118046,0.5837436722347897,-0.7815912113223211,-0.25859141565247606,0.5837436722347897,-0.7696582390104655,-0.29663426273023885,0.5837436722347897,-0.7558117750474189,-0.33393963029252044,0.5837436722347897,-0.7400862439242721,-0.37041477131764683,0.5837436722347897,-0.7225207417891459,-0.4059690028579285,0.5837436722347897,-0.7031589392480065,-0.44051393149175366,0.5837436722347897,-0.6820489727926589,-0.47396367308356574,0.5837436722347897,-0.6592433251258424,-0.5062350663053546,0.5837436722347897,-0.634798694680964,-0.53724787938882,0.5837436722347897,-0.6087758546608582,-0.5669250095941912,0.5837436722347897,-0.5812395019460296,-0.5951926748997849,0.5837436722347897,-0.5522580962480146,-0.6219805974357369,0.5837436722347897,-0.5219036899077513,-0.6472221782058604,0.5837436722347897,-0.49025174876210686,-0.6708546626632426,0.5837436722347897,-0.457380964523918,-0.6928192967279375,0.5837436722347897,-0.4233730591419918,-0.7130614728588653,0.5837436722347897,-0.3883125816274669,-0.7315308658167632,0.5837436722347897,-0.35228669785164923,-0.748181557780661,0.5837436722347897,-0.3153849738379206,-0.7629721525068172,0.5837436722347897,-0.277699153086495,-0.7758658782463046,0.5837436722347897,-0.23932292848561937,-0.7868306791653719,0.5837436722347897,-0.2003517093762917,-0.7958392950412964,0.5837436722347897,-0.16088238434960744,-0.8028693290355936,0.5837436722347897,-0.12101308036645517,-0.8079033033760865,0.5837436722347897,-0.08084291879842978,-0.8109287028094008,0.5837436722347897,-0.04047176899648733,-0.8119380057158566,0.5837436722347897,-9.943372798060091e-17,-0.8109287028094008,0.5837436722347897,0.04047176899648713,-0.8079033033760865,0.5837436722347897,0.08084291879842957,-0.8028693290355936,0.5837436722347897,0.12101308036645497,-0.7958392950412965,0.5837436722347897,0.16088238434960722,-0.786830679165372,0.5837436722347897,0.20035170937629151,-0.7758658782463047,0.5837436722347897,0.23932292848561884,-0.7629721525068172,0.5837436722347897,0.27769915308649484,-0.748181557780661,0.5837436722347897,0.31538497383792075,-0.7315308658167633,0.5837436722347897,0.35228669785164907,-0.7130614728588653,0.5837436722347897,0.38831258162746674,-0.6928192967279376,0.5837436722347897,0.42337305914199164,-0.6708546626632427,0.5837436722347897,0.45738096452391785,-0.6472221782058605,0.5837436722347897,0.4902517487621067,-0.621980597435737,0.5837436722347897,0.5219036899077512,-0.5951926748997851,0.5837436722347897,0.5522580962480144,-0.5669250095941915,0.5837436722347897,0.5812395019460295,-0.5372478793888205,0.5837436722347897,0.6087758546608578,-0.5062350663053548,0.5837436722347897,0.6347986946809637,-0.47396367308356646,0.5837436722347897,0.6592433251258419,-0.44051393149175344,0.5837436722347897,0.6820489727926589,-0.405969002857928,0.5837436722347897,0.7031589392480068,-0.37041477131764733,0.5837436722347897,0.7225207417891457,-0.33393963029252066,0.5837436722347897,0.740086243924272,-0.2966342627302395,0.5837436722347897,0.7558117750474186,-0.2585914156524766,0.5837436722347897,0.7696582390104653,-0.21990566957118016,0.5837436722347897,0.7815912113223212,-0.1806732033465199,0.5837436722347897,0.7915810247336337,-0.14099155507108016,0.5837436722347897,0.7996028429942461,-0.10095937957480115,0.5837436722347897,0.8056367226000275,-0.06067620315352102,0.5837436722347897,0.809667662375567,-0.0202421761309279,0.5837436722347897,0.8116856407694588,0.020242176130927603,0.5837436722347897,0.8116856407694588,0.06067620315352073,0.5837436722347897,0.809667662375567,0.10095937957480013,0.5837436722347897,0.8056367226000276,0.14099155507107988,0.5837436722347897,0.7996028429942461,0.18067320334651962,0.5837436722347897,0.7915810247336337,0.21990566957118057,0.5837436722347897,0.781591211322321,0.25859141565247634,0.5837436722347897,0.7696582390104654,0.2966342627302386,0.5837436722347897,0.7558117750474189,0.3339396302925204,0.5837436722347897,0.7400862439242721,0.37041477131764705,0.5837436722347897,0.7225207417891459,0.4059690028579284,0.5837436722347897,0.7031589392480065,0.44051393149175383,0.5837436722347897,0.6820489727926586,0.4739636730835657,0.5837436722347897,0.6592433251258425,0.5062350663053545,0.5837436722347897,0.634798694680964,0.5372478793888197,0.5837436722347897,0.6087758546608585,0.5669250095941915,0.5837436722347897,0.5812395019460295,0.5951926748997851,0.5837436722347897,0.5522580962480144,0.6219805974357367,0.5837436722347897,0.5219036899077514,0.6472221782058603,0.5837436722347897,0.490251748762107,0.6708546626632422,0.5837436722347897,0.4573809645239184,0.6928192967279376,0.5837436722347897,0.42337305914199164,0.713061472858865,0.5837436722347897,0.38831258162746735,0.7315308658167632,0.5837436722347897,0.35228669785164934,0.748181557780661,0.5837436722347897,0.3153849738379207,0.7629721525068169,0.5837436722347897,0.2776991530864955,0.7758658782463046,0.5837436722347897,0.23932292848561945,0.7868306791653719,0.5837436722347897,0.2003517093762918,0.7958392950412964,0.5837436722347897,0.16088238434960753,0.8028693290355936,0.5837436722347897,0.1210130803664549,0.8079033033760864,0.5837436722347897,0.08084291879843022,0.8109287028094008,0.5837436722347897,0.040471768996487426,0.8119380057158566,0.5837436722347897,0.0,0.7818314824680298,0.6234898018587335,0.0,0.7808596043417954,0.6234898018587335,-0.038971082681034774,0.7779463862052449,0.6234898018587335,-0.07784527711015672,0.773099070777679,0.6234898018587335,-0.11652593591491316,0.7663297092490039,0.6234898018587335,-0.15491689288290753,0.7576551313185753,0.6234898018587335,-0.19292270204615544,0.7470969033539131,0.6234898018587335,-0.23044887497479993,0.7346812747733149,0.6234898018587335,-0.2674021156902356,0.7204391127856651,0.6234898018587335,-0.3036905526136117,0.7044058256496909,0.6234898018587335,-0.33922396697305235,0.6866212746434514,0.6234898018587335,-0.3739140171017386,0.6671296749629204,0.6234898018587335,-0.40767445806921154,0.6459794857960423,0.6234898018587335,-0.4404213560998583,0.623223289845555,0.6234898018587335,-0.47207329724550257,0.5989176626001069,0.6234898018587335,-0.5025515897933083,0.5731230316786773,0.6234898018587335,-0.5317804599057764,0.5459035265979943,0.6234898018587335,-0.5596872400064433,0.5173268193364526,0.6234898018587335,-0.5862025494429264,0.48746395609091187,0.6234898018587335,-0.6112604669781572,0.4563891806446575,0.6234898018587335,-0.6347986946809637,0.4241797497856576,0.6234898018587335,-0.6567587128085429,0.3909157412340148,0.6234898018587335,-0.6770859252957618,0.3566798545561379,0.6234898018587335,-0.6957297954895776,0.3215572055605876,0.6234898018587335,-0.7126439717911205,0.28563511468676717,0.6234898018587335,-0.7277864028930704,0.24900288991255135,0.6234898018587335,-0.7411194423258339,0.21175160472058094,0.6234898018587335,-0.7526099420525987,0.17397387167523587,0.6234898018587335,-0.7622293348805763,0.13576361217320804,0.6234898018587335,-0.7699537054835439,0.09721582294011026,0.6234898018587335,-0.7757638498591142,0.05842633985364879,0.6234898018587335,-0.7796453230729106,0.019491599680531102,0.6234898018587335,-0.7815884751709502,-0.01949159968053101,0.6234898018587335,-0.7815884751709502,-0.058426339853648694,0.6234898018587335,-0.7796453230729106,-0.09721582294011018,0.6234898018587335,-0.7757638498591142,-0.13576361217320795,0.6234898018587335,-0.7699537054835439,-0.17397387167523579,0.6234898018587335,-0.7622293348805763,-0.2117516047205808,0.6234898018587335,-0.7526099420525988,-0.24900288991255126,0.6234898018587335,-0.7411194423258339,-0.2856351146867671,0.6234898018587335,-0.7277864028930704,-0.32155720556058737,0.6234898018587335,-0.7126439717911205,-0.3566798545561375,0.6234898018587335,-0.6957297954895778,-0.39091574123401507,0.6234898018587335,-0.6770859252957617,-0.4241797497856576,0.6234898018587335,-0.6567587128085429,-0.4563891806446573,0.6234898018587335,-0.6347986946809638,-0.48746395609091175,0.6234898018587335,-0.6112604669781573,-0.5173268193364524,0.6234898018587335,-0.5862025494429266,-0.5459035265979943,0.6234898018587335,-0.5596872400064434,-0.5731230316786773,0.6234898018587335,-0.5317804599057764,-0.5989176626001068,0.6234898018587335,-0.5025515897933085,-0.623223289845555,0.6234898018587335,-0.47207329724550257,-0.6459794857960421,0.6234898018587335,-0.44042135609985844,-0.6671296749629204,0.6234898018587335,-0.40767445806921165,-0.6866212746434515,0.6234898018587335,-0.37391401710173855,-0.7044058256496908,0.6234898018587335,-0.33922396697305246,-0.7204391127856652,0.6234898018587335,-0.30369055261361166,-0.7346812747733149,0.6234898018587335,-0.26740211569023575,-0.747096903353913,0.6234898018587335,-0.2304488749748002,-0.7576551313185752,0.6234898018587335,-0.19292270204615564,-0.7663297092490039,0.6234898018587335,-0.15491689288290755,-0.773099070777679,0.6234898018587335,-0.11652593591491338,-0.7779463862052449,0.6234898018587335,-0.07784527711015676,-0.7808596043417954,0.6234898018587335,-0.038971082681035024,-0.7818314824680298,0.6234898018587335,-9.574674224771027e-17,-0.7808596043417954,0.6234898018587335,0.03897108268103483,-0.7779463862052449,0.6234898018587335,0.07784527711015657,-0.773099070777679,0.6234898018587335,0.11652593591491318,-0.766329709249004,0.6234898018587335,0.15491689288290736,-0.7576551313185753,0.6234898018587335,0.19292270204615544,-0.7470969033539132,0.6234898018587335,0.2304488749747997,-0.7346812747733149,0.6234898018587335,0.26740211569023553,-0.7204391127856651,0.6234898018587335,0.3036905526136118,-0.7044058256496909,0.6234898018587335,0.3392239669730523,-0.6866212746434515,0.6234898018587335,0.3739140171017384,-0.6671296749629204,0.6234898018587335,0.4076744580692115,-0.6459794857960423,0.6234898018587335,0.4404213560998583,-0.6232232898455551,0.6234898018587335,0.47207329724550234,-0.5989176626001069,0.6234898018587335,0.5025515897933083,-0.5731230316786775,0.6234898018587335,0.5317804599057762,-0.5459035265979945,0.6234898018587335,0.5596872400064432,-0.5173268193364529,0.6234898018587335,0.5862025494429262,-0.48746395609091187,0.6234898018587335,0.6112604669781571,-0.45638918064465794,0.6234898018587335,0.6347986946809634,-0.4241797497856574,0.6234898018587335,0.6567587128085429,-0.3909157412340146,0.6234898018587335,0.677085925295762,-0.35667985455613793,0.6234898018587335,0.6957297954895776,-0.32155720556058753,0.6234898018587335,0.7126439717911205,-0.2856351146867678,0.6234898018587335,0.7277864028930702,-0.2490028899125518,0.6234898018587335,0.7411194423258337,-0.2117516047205805,0.6234898018587335,0.7526099420525989,-0.17397387167523598,0.6234898018587335,0.7622293348805763,-0.13576361217320795,0.6234898018587335,0.7699537054835439,-0.0972158229401107,0.6234898018587335,0.7757638498591142,-0.05842633985364905,0.6234898018587335,0.7796453230729106,-0.0194915996805312,0.6234898018587335,0.7815884751709502,0.01949159968053091,0.6234898018587335,0.7815884751709502,0.05842633985364877,0.6234898018587335,0.7796453230729106,0.09721582294010973,0.6234898018587335,0.7757638498591143,0.13576361217320768,0.6234898018587335,0.769953705483544,0.1739738716752357,0.6234898018587335,0.7622293348805763,0.21175160472058088,0.6234898018587335,0.7526099420525987,0.24900288991255148,0.6234898018587335,0.7411194423258338,0.28563511468676683,0.6234898018587335,0.7277864028930705,0.3215572055605873,0.6234898018587335,0.7126439717911205,0.3566798545561377,0.6234898018587335,0.6957297954895777,0.390915741234015,0.6234898018587335,0.6770859252957617,0.42417974978565776,0.6234898018587335,0.6567587128085428,0.45638918064465717,0.6234898018587335,0.634798694680964,0.4874639560909117,0.6234898018587335,0.6112604669781573,0.5173268193364521,0.6234898018587335,0.5862025494429268,0.5459035265979945,0.6234898018587335,0.5596872400064432,0.5731230316786775,0.6234898018587335,0.5317804599057762,0.5989176626001067,0.6234898018587335,0.5025515897933086,0.6232232898455549,0.6234898018587335,0.4720732972455026,0.6459794857960418,0.6234898018587335,0.4404213560998588,0.6671296749629205,0.6234898018587335,0.4076744580692115,0.6866212746434512,0.6234898018587335,0.37391401710173894,0.7044058256496908,0.6234898018587335,0.3392239669730525,0.7204391127856651,0.6234898018587335,0.3036905526136117,0.7346812747733147,0.6234898018587335,0.26740211569023614,0.747096903353913,0.6234898018587335,0.23044887497480032,0.7576551313185752,0.6234898018587335,0.19292270204615572,0.7663297092490039,0.6234898018587335,0.15491689288290764,0.773099070777679,0.6234898018587335,0.11652593591491311,0.7779463862052448,0.6234898018587335,0.07784527711015721,0.7808596043417954,0.6234898018587335,0.038971082681035114,0.7818314824680298,0.6234898018587335,0.0,0.7497812029677343,0.6616858375968592,0.0,0.7488491658638743,0.6616858375968592,-0.03737350811366966,0.7460553717433881,0.6616858375968592,-0.07465409979751825,0.7414067664186555,0.6616858375968592,-0.11174908962660933,0.7349149070549581,0.6616858375968592,-0.14856625361146125,0.7265959334375455,0.6616858375968592,-0.18501405848141597,0.7164705278455857,0.6616858375968592,-0.2210018892507721,0.7045638636327614,0.6616858375968592,-0.2564402745019168,0.690905542642345,0.6616858375968592,-0.2912411088253674,0.6755295216123536,0.6616858375968592,-0.3253178718637013,0.6584740277537463,0.6616858375968592,-0.35858584341479705,0.6397814637115563,0.6616858375968592,-0.3909623140596052,0.619498302145233,0.6616858375968592,-0.4223667907907965,0.597674970190289,0.6616858375968592,-0.4527211971310599,0.5743657240884955,0.6616858375968592,-0.48195006724352785,0.5496285142983166,0.6616858375968592,-0.5099807335517372,0.5235248414209388,0.6616858375968592,-0.5367435074026734,0.49611960330008614,0.6616858375968592,-0.5621718523237427,0.4674809336757556,0.6616858375968592,-0.5862025494429265,0.4376800327930036,0.6616858375968592,-0.608775854660858,0.4067909903869189,0.6616858375968592,-0.6298356471840669,0.3748906014838671,0.6616858375968592,-0.6493295690501143,0.34205817547695544,0.6616858375968592,-0.6672091552977366,0.3083753389503846,0.6616858375968592,-0.6834299544583763,0.27392583274289994,0.6616858375968592,-0.6979516390695358,0.238795303754872,0.6616858375968592,-0.710738105935204,0.20307109201660672,0.6616858375968592,-0.7217575658840893,0.1668420135472692,0.6616858375968592,-0.7309826228025094,0.13019813954426596,0.6616858375968592,-0.7383903417454447,0.09323057245205617,0.6616858375968592,-0.7439623059564273,0.05603121946712065,0.6616858375968592,-0.7476846626544977,0.018692564042190156,0.6616858375968592,-0.7495481574744023,-0.018692564042190062,0.6616858375968592,-0.7495481574744023,-0.05603121946712056,0.6616858375968592,-0.7476846626544977,-0.09323057245205608,0.6616858375968592,-0.7439623059564273,-0.13019813954426587,0.6616858375968592,-0.7383903417454447,-0.16684201354726913,0.6616858375968592,-0.7309826228025094,-0.2030710920166066,0.6616858375968592,-0.7217575658840895,-0.23879530375487193,0.6616858375968592,-0.710738105935204,-0.2739258327428999,0.6616858375968592,-0.6979516390695358,-0.30837533895038444,0.6616858375968592,-0.6834299544583763,-0.3420581754769551,0.6616858375968592,-0.6672091552977367,-0.3748906014838673,0.6616858375968592,-0.6493295690501142,-0.4067909903869189,0.6616858375968592,-0.629835647184067,-0.4376800327930034,0.6616858375968592,-0.6087758546608582,-0.4674809336757555,0.6616858375968592,-0.5862025494429266,-0.496119603300086,0.6616858375968592,-0.5621718523237429,-0.5235248414209387,0.6616858375968592,-0.5367435074026735,-0.5496285142983166,0.6616858375968592,-0.5099807335517372,-0.5743657240884954,0.6616858375968592,-0.481950067243528,-0.597674970190289,0.6616858375968592,-0.4527211971310599,-0.6194983021452329,0.6616858375968592,-0.42236679079079664,-0.6397814637115562,0.6616858375968592,-0.3909623140596053,-0.6584740277537464,0.6616858375968592,-0.35858584341479693,-0.6755295216123535,0.6616858375968592,-0.3253178718637014,-0.6909055426423452,0.6616858375968592,-0.29124110882536736,-0.7045638636327614,0.6616858375968592,-0.2564402745019169,-0.7164705278455856,0.6616858375968592,-0.22100188925077238,-0.7265959334375454,0.6616858375968592,-0.18501405848141614,-0.7349149070549581,0.6616858375968592,-0.14856625361146128,-0.7414067664186555,0.6616858375968592,-0.11174908962660954,-0.7460553717433881,0.6616858375968592,-0.0746540997975183,-0.7488491658638743,0.6616858375968592,-0.0373735081136699,-0.7497812029677343,0.6616858375968592,-9.182171502752879e-17,-0.7488491658638743,0.6616858375968592,0.03737350811366971,-0.7460553717433881,0.6616858375968592,0.07465409979751811,-0.7414067664186555,0.6616858375968592,0.11174908962660936,-0.7349149070549582,0.6616858375968592,0.14856625361146109,-0.7265959334375455,0.6616858375968592,0.18501405848141597,-0.7164705278455858,0.6616858375968592,0.22100188925077188,-0.7045638636327614,0.6616858375968592,0.25644027450191675,-0.690905542642345,0.6616858375968592,0.29124110882536747,-0.6755295216123536,0.6616858375968592,0.32531787186370126,-0.6584740277537464,0.6616858375968592,0.35858584341479677,-0.6397814637115563,0.6616858375968592,0.39096231405960513,-0.619498302145233,0.6616858375968592,0.4223667907907965,-0.597674970190289,0.6616858375968592,0.45272119713105974,-0.5743657240884955,0.6616858375968592,0.48195006724352785,-0.5496285142983167,0.6616858375968592,0.509980733551737,-0.5235248414209388,0.6616858375968592,0.5367435074026733,-0.49611960330008636,0.6616858375968592,0.5621718523237426,-0.4674809336757556,0.6616858375968592,0.5862025494429264,-0.43768003279300405,0.6616858375968592,0.6087758546608577,-0.40679099038691874,0.6616858375968592,0.629835647184067,-0.3748906014838669,0.6616858375968592,0.6493295690501144,-0.34205817547695555,0.6616858375968592,0.6672091552977365,-0.3083753389503846,0.6616858375968592,0.6834299544583763,-0.2739258327429005,0.6616858375968592,0.6979516390695356,-0.23879530375487243,0.6616858375968592,0.7107381059352038,-0.2030710920166063,0.6616858375968592,0.7217575658840896,-0.16684201354726932,0.6616858375968592,0.7309826228025094,-0.13019813954426587,0.6616858375968592,0.7383903417454447,-0.09323057245205658,0.6616858375968592,0.7439623059564272,-0.0560312194671209,0.6616858375968592,0.7476846626544977,-0.018692564042190246,0.6616858375968592,0.7495481574744023,0.01869256404218997,0.6616858375968592,0.7495481574744023,0.05603121946712063,0.6616858375968592,0.7476846626544977,0.09323057245205565,0.6616858375968592,0.7439623059564273,0.13019813954426562,0.6616858375968592,0.7383903417454448,0.16684201354726905,0.6616858375968592,0.7309826228025094,0.2030710920166067,0.6616858375968592,0.7217575658840893,0.23879530375487215,0.6616858375968592,0.7107381059352039,0.2739258327428996,0.6616858375968592,0.697951639069536,0.3083753389503843,0.6616858375968592,0.6834299544583763,0.3420581754769553,0.6616858375968592,0.6672091552977366,0.3748906014838672,0.6616858375968592,0.6493295690501142,0.40679099038691907,0.6616858375968592,0.6298356471840668,0.43768003279300327,0.6616858375968592,0.6087758546608582,0.46748093367575544,0.6616858375968592,0.5862025494429266,0.49611960330008564,0.6616858375968592,0.5621718523237431,0.5235248414209388,0.6616858375968592,0.5367435074026733,0.5496285142983167,0.6616858375968592,0.509980733551737,0.5743657240884953,0.6616858375968592,0.4819500672435281,0.5976749701902889,0.6616858375968592,0.45272119713105996,0.6194983021452327,0.6616858375968592,0.422366790790797,0.6397814637115564,0.6616858375968592,0.39096231405960513,0.6584740277537462,0.6616858375968592,0.3585858434147973,0.6755295216123535,0.6616858375968592,0.3253178718637015,0.690905542642345,0.6616858375968592,0.2912411088253674,0.7045638636327611,0.6616858375968592,0.2564402745019173,0.7164705278455856,0.6616858375968592,0.22100188925077247,0.7265959334375454,0.6616858375968592,0.18501405848141622,0.7349149070549581,0.6616858375968592,0.14856625361146136,0.7414067664186555,0.6616858375968592,0.11174908962660929,0.746055371743388,0.6616858375968592,0.07465409979751872,0.7488491658638743,0.6616858375968592,0.03737350811366998,0.7497812029677343,0.6616858375968592,0.0,0.7158668492597184,0.6982368180860727,0.0,0.7149769703693267,0.6982368180860727,-0.03568301711648346,0.7123095460772846,0.6982368180860727,-0.07127732063012225,0.7078712080206669,0.6982368180860727,-0.1066944174940663,0.7016729906071967,0.6982368180860727,-0.14184625522511773,0.6937303035819684,0.6982368180860727,-0.1766454408160778,0.6840628937163934,0.6982368180860727,-0.2110054580085328,0.6726947957146157,0.6982368180860727,-0.2448408823859038,0.6596542724594495,0.6982368180860727,-0.27806759375200635,0.6449737447464002,0.6982368180860727,-0.310602985267112,0.6286897106804582,0.6982368180860727,-0.3423661688215678,0.6108426549360587,0.6982368180860727,-0.3732781761363817,0.5914769481058029,0.6982368180860727,-0.40326215509080676,0.5706407363881733,0.6982368180860727,-0.4322435607888217,0.5483858218884984,0.6982368180860727,-0.46015034088948853,0.5247675338307567,0.6982368180860727,-0.4869131147404247,0.4998445910004082,0.6982368180860727,-0.5124653458690365,0.4736789557602415,0.6982368180860727,-0.5367435074026733,0.44633568000217777,0.6982368180860727,-0.5596872400064433,0.41788274341801684,0.6982368180860727,-0.5812395019460295,0.38839088449121306,0.6982368180860727,-0.6013467109024291,0.35793342462985916,0.6982368180860727,-0.6199588771860416,0.32658608587811383,0.6982368180860727,-0.6370297280189126,0.29442680265926785,0.6982368180860727,-0.6525168225761517,0.2615355280184892,0.6982368180860727,-0.6663816575005096,0.22799403484695524,0.6982368180860727,-0.6785897626277911,0.19388571258156026,0.6982368180860727,-0.6891107866851143,0.15929535988563673,0.6982368180860727,-0.6979185727489575,0.12430897382611727,0.6982368180860727,-0.7049912232753923,0.0890135360712763,0.6982368180860727,-0.710311154540828,0.053496796640597526,0.6982368180860727,-0.7138651403579187,0.017847055744399636,0.6982368180860727,-0.7156443449579496,-0.01784705574439955,0.6982368180860727,-0.7156443449579496,-0.053496796640597435,0.6982368180860727,-0.7138651403579187,-0.08901353607127621,0.6982368180860727,-0.710311154540828,-0.1243089738261172,0.6982368180860727,-0.7049912232753923,-0.15929535988563664,0.6982368180860727,-0.6979185727489575,-0.19388571258156012,0.6982368180860727,-0.6891107866851143,-0.22799403484695516,0.6982368180860727,-0.6785897626277911,-0.2615355280184891,0.6982368180860727,-0.6663816575005097,-0.2944268026592677,0.6982368180860727,-0.6525168225761517,-0.3265860858781135,0.6982368180860727,-0.6370297280189127,-0.3579334246298594,0.6982368180860727,-0.6199588771860415,-0.38839088449121306,0.6982368180860727,-0.6013467109024292,-0.4178827434180166,0.6982368180860727,-0.5812395019460296,-0.44633568000217766,0.6982368180860727,-0.5596872400064433,-0.4736789557602413,0.6982368180860727,-0.5367435074026735,-0.49984459100040807,0.6982368180860727,-0.5124653458690365,-0.5247675338307567,0.6982368180860727,-0.4869131147404247,-0.5483858218884983,0.6982368180860727,-0.4601503408894887,-0.5706407363881733,0.6982368180860727,-0.4322435607888217,-0.5914769481058028,0.6982368180860727,-0.40326215509080693,-0.6108426549360586,0.6982368180860727,-0.3732781761363818,-0.6286897106804582,0.6982368180860727,-0.34236616882156773,-0.6449737447464002,0.6982368180860727,-0.31060298526711205,-0.6596542724594495,0.6982368180860727,-0.27806759375200624,-0.6726947957146155,0.6982368180860727,-0.2448408823859039,-0.6840628937163933,0.6982368180860727,-0.21100545800853307,-0.6937303035819683,0.6982368180860727,-0.17664544081607797,-0.7016729906071967,0.6982368180860727,-0.14184625522511776,-0.7078712080206669,0.6982368180860727,-0.1066944174940665,-0.7123095460772846,0.6982368180860727,-0.0712773206301223,-0.7149769703693267,0.6982368180860727,-0.03568301711648369,-0.7158668492597184,0.6982368180860727,-8.76684045561615e-17,-0.7149769703693267,0.6982368180860727,0.03568301711648351,-0.7123095460772846,0.6982368180860727,0.07127732063012213,-0.7078712080206669,0.6982368180860727,0.10669441749406632,-0.7016729906071968,0.6982368180860727,0.14184625522511757,-0.6937303035819684,0.6982368180860727,0.1766454408160778,-0.6840628937163935,0.6982368180860727,0.21100545800853257,-0.6726947957146157,0.6982368180860727,0.24484088238590374,-0.6596542724594495,0.6982368180860727,0.2780675937520064,-0.6449737447464002,0.6982368180860727,0.3106029852671119,-0.6286897106804582,0.6982368180860727,0.34236616882156756,-0.6108426549360587,0.6982368180860727,0.37327817613638165,-0.5914769481058029,0.6982368180860727,0.40326215509080676,-0.5706407363881734,0.6982368180860727,0.43224356078882153,-0.5483858218884984,0.6982368180860727,0.46015034088948853,-0.5247675338307569,0.6982368180860727,0.4869131147404246,-0.49984459100040823,0.6982368180860727,0.5124653458690364,-0.4736789557602417,0.6982368180860727,0.5367435074026732,-0.44633568000217777,0.6982368180860727,0.5596872400064432,-0.4178827434180173,0.6982368180860727,0.5812395019460291,-0.3883908844912129,0.6982368180860727,0.6013467109024292,-0.35793342462985894,0.6982368180860727,0.6199588771860417,-0.32658608587811394,0.6982368180860727,0.6370297280189124,-0.2944268026592678,0.6982368180860727,0.6525168225761517,-0.2615355280184897,0.6982368180860727,0.6663816575005095,-0.22799403484695566,0.6982368180860727,0.6785897626277909,-0.19388571258155984,0.6982368180860727,0.6891107866851144,-0.1592953598856368,0.6982368180860727,0.6979185727489575,-0.12430897382611722,0.6982368180860727,0.7049912232753923,-0.0890135360712767,0.6982368180860727,0.7103111545408279,-0.05349679664059776,0.6982368180860727,0.7138651403579187,-0.017847055744399723,0.6982368180860727,0.7156443449579496,0.01784705574439946,0.6982368180860727,0.7156443449579496,0.053496796640597505,0.6982368180860727,0.7138651403579187,0.08901353607127581,0.6982368180860727,0.710311154540828,0.12430897382611697,0.6982368180860727,0.7049912232753924,0.15929535988563656,0.6982368180860727,0.6979185727489575,0.1938857125815602,0.6982368180860727,0.6891107866851143,0.22799403484695538,0.6982368180860727,0.678589762627791,0.2615355280184889,0.6982368180860727,0.6663816575005097,0.2944268026592676,0.6982368180860727,0.6525168225761517,0.3265860858781137,0.6982368180860727,0.6370297280189127,0.3579334246298593,0.6982368180860727,0.6199588771860415,0.3883908844912132,0.6982368180860727,0.601346710902429,0.41788274341801657,0.6982368180860727,0.5812395019460296,0.4463356800021776,0.6982368180860727,0.5596872400064433,0.473678955760241,0.6982368180860727,0.5367435074026737,0.49984459100040823,0.6982368180860727,0.5124653458690364,0.5247675338307569,0.6982368180860727,0.4869131147404246,0.5483858218884983,0.6982368180860727,0.46015034088948875,0.5706407363881733,0.6982368180860727,0.43224356078882176,0.5914769481058025,0.6982368180860727,0.40326215509080726,0.6108426549360587,0.6982368180860727,0.37327817613638165,0.628689710680458,0.6982368180860727,0.34236616882156806,0.6449737447464002,0.6982368180860727,0.31060298526711216,0.6596542724594495,0.6982368180860727,0.27806759375200635,0.6726947957146154,0.6982368180860727,0.2448408823859043,0.6840628937163933,0.6982368180860727,0.21100545800853313,0.6937303035819683,0.6982368180860727,0.17664544081607805,0.7016729906071967,0.6982368180860727,0.14184625522511782,0.7078712080206669,0.6982368180860727,0.10669441749406626,0.7123095460772845,0.6982368180860727,0.07127732063012271,0.7149769703693267,0.6982368180860727,0.03568301711648377,0.7158668492597184,0.6982368180860727,0.0,0.6801727377709192,0.7330518718298265,0.0,0.6793272294731287,0.7330518718298265,-0.033903812516452594,0.6767928066466056,0.7330518718298265,-0.06772333481303153,0.6725757702658257,0.7330518718298265,-0.10137448622863064,0.6666866045476771,0.7330518718298265,-0.13477360469868285,0.6591399508860447,0.7330518718298265,-0.16783765475223453,0.6499545714509982,0.7330518718298265,-0.20048443395120952,0.6391533025430816,0.7330518718298265,-0.23263277725862228,0.6267629978186708,0.7330518718298265,-0.2642027588276484,0.6128144615275541,0.7330518718298265,-0.2951158907098728,0.5973423719287125,0.7330518718298265,-0.32529531798869665,0.5803851950747048,0.7330518718298265,-0.35466600985276925,0.5619850891789989,0.7330518718298265,-0.38315494613440704,0.5421877998040122,0.7330518718298265,-0.41069129884923544,0.5210425461304345,0.7330518718298265,-0.43720660828571845,0.49860189859058995,0.7330518718298265,-0.46263495320678777,0.4749216481700595,0.7330518718298265,-0.48691311474042465,0.4500606677024997,0.7330518718298265,-0.509980733551737,0.4240807655025028,0.7330518718298265,-0.5317804599057763,0.39704653170038723,0.7330518718298265,-0.5522580962480144,0.36902517766095716,0.7330518718298265,-0.571362731948004,0.34008636888545957,0.7330518718298265,-0.5890468698712275,0.3103020518121717,0.7330518718298265,-0.6052665444644566,0.27974627494621856,0.7330518718298265,-0.6199814310610459,0.248495004763323,0.7330518718298265,-0.6331549461344069,0.21662593684517742,0.7330518718298265,-0.64475433825042,0.18421830271598527,0.7330518718298265,-0.6547507694926591,0.1513526728604083,0.7330518718298265,-0.6631193871579973,0.11811075641264705,0.7330518718298265,-0.6698393855443407,0.08457519801465864,0.7330518718298265,-0.6748940576768838,0.05082937234855529,0.7330518718298265,-0.6782708368442798,0.016957176854007973,0.7330518718298265,-0.6799613278414659,-0.01695717685400789,0.7330518718298265,-0.6799613278414659,-0.05082937234855521,0.7330518718298265,-0.6782708368442798,-0.08457519801465856,0.7330518718298265,-0.6748940576768838,-0.11811075641264698,0.7330518718298265,-0.6698393855443407,-0.15135267286040824,0.7330518718298265,-0.6631193871579973,-0.18421830271598513,0.7330518718298265,-0.6547507694926592,-0.21662593684517736,0.7330518718298265,-0.64475433825042,-0.24849500476332292,0.7330518718298265,-0.633154946134407,-0.27974627494621834,0.7330518718298265,-0.619981431061046,-0.31030205181217135,0.7330518718298265,-0.6052665444644567,-0.3400863688854598,0.7330518718298265,-0.5890468698712275,-0.36902517766095716,0.7330518718298265,-0.571362731948004,-0.397046531700387,0.7330518718298265,-0.5522580962480145,-0.42408076550250273,0.7330518718298265,-0.5317804599057764,-0.45006066770249953,0.7330518718298265,-0.5099807335517372,-0.4749216481700594,0.7330518718298265,-0.4869131147404247,-0.49860189859058995,0.7330518718298265,-0.46263495320678777,-0.5210425461304344,0.7330518718298265,-0.4372066082857186,-0.5421877998040122,0.7330518718298265,-0.41069129884923544,-0.5619850891789988,0.7330518718298265,-0.38315494613440715,-0.5803851950747047,0.7330518718298265,-0.3546660098527693,-0.5973423719287126,0.7330518718298265,-0.3252953179886966,-0.612814461527554,0.7330518718298265,-0.2951158907098729,-0.6267629978186708,0.7330518718298265,-0.2642027588276483,-0.6391533025430814,0.7330518718298265,-0.2326327772586224,-0.6499545714509981,0.7330518718298265,-0.20048443395120977,-0.6591399508860446,0.7330518718298265,-0.16783765475223467,-0.6666866045476771,0.7330518718298265,-0.13477360469868288,-0.6725757702658257,0.7330518718298265,-0.10137448622863084,-0.6767928066466056,0.7330518718298265,-0.06772333481303157,-0.6793272294731287,0.7330518718298265,-0.03390381251645281,-0.6801727377709192,0.7330518718298265,-8.329713661784483e-17,-0.6793272294731287,0.7330518718298265,0.03390381251645264,-0.6767928066466056,0.7330518718298265,0.0677233348130314,-0.6725757702658257,0.7330518718298265,0.10137448622863067,-0.6666866045476773,0.7330518718298265,0.13477360469868271,-0.6591399508860447,0.7330518718298265,0.16783765475223453,-0.6499545714509983,0.7330518718298265,0.20048443395120932,-0.6391533025430816,0.7330518718298265,0.23263277725862225,-0.6267629978186708,0.7330518718298265,0.26420275882764843,-0.6128144615275541,0.7330518718298265,0.2951158907098727,-0.5973423719287126,0.7330518718298265,0.32529531798869643,-0.5803851950747048,0.7330518718298265,0.35466600985276914,-0.5619850891789989,0.7330518718298265,0.38315494613440704,-0.5421877998040123,0.7330518718298265,0.4106912988492353,-0.5210425461304345,0.7330518718298265,0.43720660828571845,-0.4986018985905901,0.7330518718298265,0.4626349532067876,-0.47492164817005955,0.7330518718298265,0.4869131147404246,-0.4500606677024999,0.7330518718298265,0.5099807335517369,-0.4240807655025028,0.7330518718298265,0.5317804599057762,-0.3970465317003876,0.7330518718298265,0.5522580962480141,-0.369025177660957,0.7330518718298265,0.571362731948004,-0.34008636888545934,0.7330518718298265,0.5890468698712276,-0.31030205181217174,0.7330518718298265,0.6052665444644565,-0.2797462749462185,0.7330518718298265,0.6199814310610459,-0.24849500476332348,0.7330518718298265,0.6331549461344068,-0.2166259368451778,0.7330518718298265,0.6447543382504198,-0.18421830271598488,0.7330518718298265,0.6547507694926593,-0.1513526728604084,0.7330518718298265,0.6631193871579973,-0.118110756412647,0.7330518718298265,0.6698393855443407,-0.08457519801465901,0.7330518718298265,0.6748940576768837,-0.05082937234855552,0.7330518718298265,0.6782708368442798,-0.016957176854008056,0.7330518718298265,0.6799613278414659,0.016957176854007806,0.7330518718298265,0.6799613278414659,0.05082937234855527,0.7330518718298265,0.6782708368442798,0.08457519801465817,0.7330518718298265,0.6748940576768838,0.11811075641264675,0.7330518718298265,0.6698393855443409,0.15135267286040816,0.7330518718298265,0.6631193871579973,0.18421830271598522,0.7330518718298265,0.6547507694926591,0.21662593684517753,0.7330518718298265,0.6447543382504198,0.2484950047633227,0.7330518718298265,0.633154946134407,0.2797462749462183,0.7330518718298265,0.619981431061046,0.3103020518121715,0.7330518718298265,0.6052665444644566,0.3400863688854597,0.7330518718298265,0.5890468698712275,0.3690251776609573,0.7330518718298265,0.5713627319480039,0.3970465317003869,0.7330518718298265,0.5522580962480146,0.4240807655025027,0.7330518718298265,0.5317804599057764,0.45006066770249925,0.7330518718298265,0.5099807335517375,0.47492164817005955,0.7330518718298265,0.4869131147404246,0.4986018985905901,0.7330518718298265,0.4626349532067876,0.5210425461304343,0.7330518718298265,0.43720660828571867,0.5421877998040122,0.7330518718298265,0.41069129884923555,0.5619850891789986,0.7330518718298265,0.3831549461344075,0.5803851950747049,0.7330518718298265,0.35466600985276914,0.5973423719287124,0.7330518718298265,0.32529531798869693,0.612814461527554,0.7330518718298265,0.29511589070987293,0.6267629978186708,0.7330518718298265,0.2642027588276484,0.6391533025430813,0.7330518718298265,0.23263277725862277,0.6499545714509981,0.7330518718298265,0.20048443395120985,0.6591399508860446,0.7330518718298265,0.16783765475223475,0.6666866045476771,0.7330518718298265,0.13477360469868296,0.6725757702658257,0.7330518718298265,0.10137448622863061,0.6767928066466056,0.7330518718298265,0.06772333481303194,0.6793272294731287,0.7330518718298265,0.03390381251645289,0.6801727377709192,0.7330518718298265,0.0,0.6427876096865395,0.766044443118978,0.0,0.6419885740481985,0.766044443118978,-0.03204031769654808,0.6395934536616704,0.766044443118978,-0.06400097811496104,0.6356082031736162,0.766044443118978,-0.09580252201764815,0.6300427305446742,0.766044443118978,-0.12736588575574753,0.6229108724167075,0.766044443118978,-0.15861259783381465,0.6142303597127332,0.766044443118978,-0.18946497400232415,0.6040227735550538,0.766044443118978,-0.21984631039295424,0.5923134916111865,0.766044443118978,-0.24968107421648897,0.5791316250009836,0.766044443118978,-0.27889509154923325,0.564509945921801,0.766044443118978,-0.30741573174107445,0.5484848061716533,0.766044443118978,-0.3351720879867221,0.5310960467729146,0.766044443118978,-0.36209515361119826,0.5123868989212605,0.766044443118978,-0.38811799363130406,0.4924038765061041,0.766044443118978,-0.41317591116653485,0.47119666046973757,0.766044443118978,-0.43720660828571867,0.44881797529268186,0.766044443118978,-0.4601503408894887,0.425323457912321,0.766044443118978,-0.48195006724352796,0.4007715194007095,0.766044443118978,-0.5025515897933085,0.3752231997454434,0.766044443118978,-0.5219036899077513,0.348742016094634,0.766044443118978,-0.5399582552168131,0.3213938048432697,0.766044443118978,-0.5566703992264196,0.2932465579535646,0.766044443118978,-0.5719985729133611,0.26437025391622715,0.766044443118978,-0.5859046680227122,0.2348366837729068,0.766044443118978,-0.5983541118109567,0.20471927263235315,0.766044443118978,-0.6093159529992755,0.17409289712402562,0.766044443118978,-0.6187629387233033,0.1430336992429957,0.766044443118978,-0.6266715822880429,0.11161889704894973,0.766044443118978,-0.6330222215594892,0.07992659268992611,0.766044443118978,-0.637799067847793,0.04803557822806913,0.766044443118978,-0.6409902451604315,0.016025139750147924,0.766044443118978,-0.6425878197277965,-0.016025139750147847,0.766044443118978,-0.6425878197277965,-0.04803557822806905,0.766044443118978,-0.6409902451604315,-0.07992659268992604,0.766044443118978,-0.637799067847793,-0.11161889704894966,0.766044443118978,-0.6330222215594892,-0.1430336992429956,0.766044443118978,-0.6266715822880429,-0.17409289712402554,0.766044443118978,-0.6187629387233033,-0.20471927263235307,0.766044443118978,-0.6093159529992755,-0.23483668377290673,0.766044443118978,-0.5983541118109567,-0.2643702539162269,0.766044443118978,-0.5859046680227123,-0.29324655795356425,0.766044443118978,-0.5719985729133613,-0.3213938048432699,0.766044443118978,-0.5566703992264195,-0.348742016094634,0.766044443118978,-0.5399582552168132,-0.37522319974544316,0.766044443118978,-0.5219036899077513,-0.40077151940070943,0.766044443118978,-0.5025515897933085,-0.42532345791232085,0.766044443118978,-0.4819500672435281,-0.4488179752926818,0.766044443118978,-0.46015034088948875,-0.47119666046973757,0.766044443118978,-0.43720660828571867,-0.49240387650610407,0.766044443118978,-0.413175911166535,-0.5123868989212605,0.766044443118978,-0.38811799363130406,-0.5310960467729144,0.766044443118978,-0.3620951536111984,-0.5484848061716532,0.766044443118978,-0.33517208798672216,-0.5645099459218011,0.766044443118978,-0.3074157317410744,-0.5791316250009835,0.766044443118978,-0.27889509154923336,-0.5923134916111866,0.766044443118978,-0.24968107421648889,-0.6040227735550537,0.766044443118978,-0.21984631039295432,-0.6142303597127331,0.766044443118978,-0.1894649740023244,-0.6229108724167074,0.766044443118978,-0.1586125978338148,-0.6300427305446742,0.766044443118978,-0.12736588575574756,-0.6356082031736162,0.766044443118978,-0.09580252201764831,-0.6395934536616704,0.766044443118978,-0.06400097811496108,-0.6419885740481985,0.766044443118978,-0.03204031769654829,-0.6427876096865395,0.766044443118978,-7.871877887341988e-17,-0.6419885740481985,0.766044443118978,0.03204031769654813,-0.6395934536616704,0.766044443118978,0.06400097811496092,-0.6356082031736162,0.766044443118978,0.09580252201764816,-0.6300427305446742,0.766044443118978,0.1273658857557474,-0.6229108724167075,0.766044443118978,0.15861259783381465,-0.6142303597127332,0.766044443118978,0.18946497400232398,-0.6040227735550538,0.766044443118978,0.2198463103929542,-0.5923134916111865,0.766044443118978,0.249681074216489,-0.5791316250009836,0.766044443118978,0.2788950915492332,-0.5645099459218011,0.766044443118978,0.3074157317410742,-0.5484848061716533,0.766044443118978,0.33517208798672204,-0.5310960467729146,0.766044443118978,0.36209515361119826,-0.5123868989212605,0.766044443118978,0.38811799363130395,-0.4924038765061041,0.766044443118978,0.41317591116653485,-0.47119666046973774,0.766044443118978,0.43720660828571856,-0.4488179752926819,0.766044443118978,0.46015034088948864,-0.42532345791232123,0.766044443118978,0.48195006724352785,-0.4007715194007095,0.766044443118978,0.5025515897933084,-0.37522319974544377,0.766044443118978,0.5219036899077509,-0.3487420160946339,0.766044443118978,0.5399582552168132,-0.3213938048432695,0.766044443118978,0.5566703992264196,-0.29324655795356463,0.766044443118978,0.5719985729133611,-0.2643702539162271,0.766044443118978,0.5859046680227122,-0.23483668377290726,0.766044443118978,0.5983541118109564,-0.2047192726323535,0.766044443118978,0.6093159529992753,-0.1740928971240253,0.766044443118978,0.6187629387233035,-0.14303369924299578,0.766044443118978,0.6266715822880429,-0.11161889704894967,0.766044443118978,0.6330222215594892,-0.07992659268992647,0.766044443118978,0.6377990678477929,-0.048035578228069344,0.766044443118978,0.6409902451604315,-0.016025139750148003,0.766044443118978,0.6425878197277965,0.016025139750147764,0.766044443118978,0.6425878197277965,0.048035578228069115,0.766044443118978,0.6409902451604315,0.07992659268992568,0.766044443118978,0.637799067847793,0.11161889704894944,0.766044443118978,0.6330222215594892,0.14303369924299553,0.766044443118978,0.6266715822880429,0.1740928971240256,0.766044443118978,0.6187629387233033,0.20471927263235326,0.766044443118978,0.6093159529992754,0.23483668377290653,0.766044443118978,0.5983541118109568,0.26437025391622687,0.766044443118978,0.5859046680227123,0.29324655795356447,0.766044443118978,0.5719985729133612,0.3213938048432698,0.766044443118978,0.5566703992264195,0.3487420160946342,0.766044443118978,0.539958255216813,0.3752231997454431,0.766044443118978,0.5219036899077514,0.4007715194007093,0.766044443118978,0.5025515897933085,0.42532345791232057,0.766044443118978,0.48195006724352835,0.4488179752926819,0.766044443118978,0.46015034088948864,0.47119666046973774,0.766044443118978,0.43720660828571856,0.492403876506104,0.766044443118978,0.41317591116653507,0.5123868989212604,0.766044443118978,0.38811799363130417,0.5310960467729142,0.766044443118978,0.3620951536111987,0.5484848061716533,0.766044443118978,0.33517208798672204,0.5645099459218009,0.766044443118978,0.3074157317410747,0.5791316250009835,0.766044443118978,0.2788950915492334,0.5923134916111865,0.766044443118978,0.24968107421648897,0.6040227735550536,0.766044443118978,0.21984631039295469,0.6142303597127331,0.766044443118978,0.18946497400232448,0.6229108724167074,0.766044443118978,0.15861259783381487,0.6300427305446742,0.766044443118978,0.12736588575574762,0.6356082031736162,0.766044443118978,0.0958025220176481,0.6395934536616703,0.766044443118978,0.06400097811496144,0.6419885740481985,0.766044443118978,0.032040317696548366,0.6427876096865395,0.766044443118978,0.0,0.6038044103254773,0.7971325072229225,0.0,0.6030538338750806,0.7971325072229225,-0.030097165598508415,0.6008039705752086,0.7971325072229225,-0.06011950490116466,0.5970604139405182,0.7971325072229225,-0.08999237764207783,0.591832471042646,0.7971325072229225,-0.11964151515277983,0.5851331393713621,0.7971325072229225,-0.14899320500583701,0.5769790745207625,0.7971325072229225,-0.17797447427555924,0.5673905487808377,0.7971325072229225,-0.20651327096019062,0.556391400737366,0.7971325072229225,-0.23453864311453895,0.544008976005433,0.7971325072229225,-0.2619809152476904,0.5302740592439237,0.7971325072229225,-0.2887718615472584,0.5152207976200104,0.7971325072229225,-0.31484487549950313,0.4988866159139144,0.7971325072229225,-0.34013513548361896,0.48131212347500596,0.7971325072229225,-0.3645797659284974,0.4625410132605631,0.7971325072229225,-0.3881179936313039,0.44261995320819564,0.7971325072229225,-0.41069129884923544,0.42159847021199875,0.7971325072229225,-0.4322435607888216,0.3995288269908912,0.7971325072229225,-0.45272119713105974,0.3764658921552613,0.7971325072229225,-0.47207329724550245,0.35246700379495605,0.7971325072229225,-0.49025174876210675,0.3275918269277557,0.7971325072229225,-0.5072113571861662,0.3019022051627386,0.7971325072229225,-0.5229099582589464,0.275462006947325,0.7971325072229225,-0.5373085227846746,0.24833696678025274,0.7971325072229225,-0.5503712536632713,0.22059452178525696,0.7971325072229225,-0.5620656748875803,0.19230364405175485,0.7971325072229225,-0.5723627122838396,0.16353466915936343,0.7971325072229225,-0.5812367657946587,0.13435912131256691,0.7971325072229225,-0.5886657731247947,0.10484953552027464,0.7971325072229225,-0.5946312645914945,0.07507927726236015,0.7971325072229225,-0.5991184090430363,0.04512236009151871,0.7971325072229225,-0.6021160507313092,0.015053261623913437,0.7971325072229225,-0.6036167370467616,-0.015053261623913364,0.7971325072229225,-0.6036167370467616,-0.04512236009151863,0.7971325072229225,-0.6021160507313092,-0.07507927726236009,0.7971325072229225,-0.5991184090430363,-0.10484953552027457,0.7971325072229225,-0.5946312645914945,-0.13435912131256686,0.7971325072229225,-0.5886657731247947,-0.16353466915936335,0.7971325072229225,-0.5812367657946587,-0.19230364405175476,0.7971325072229225,-0.5723627122838396,-0.22059452178525688,0.7971325072229225,-0.5620656748875804,-0.24833696678025258,0.7971325072229225,-0.5503712536632714,-0.2754620069473247,0.7971325072229225,-0.5373085227846748,-0.30190220516273875,0.7971325072229225,-0.5229099582589463,-0.3275918269277557,0.7971325072229225,-0.5072113571861663,-0.3524670037949558,0.7971325072229225,-0.4902517487621068,-0.3764658921552612,0.7971325072229225,-0.4720732972455025,-0.3995288269908911,0.7971325072229225,-0.45272119713105985,-0.4215984702119987,0.7971325072229225,-0.4322435607888217,-0.44261995320819564,0.7971325072229225,-0.41069129884923544,-0.46254101326056307,0.7971325072229225,-0.388117993631304,-0.48131212347500596,0.7971325072229225,-0.3645797659284974,-0.4988866159139143,0.7971325072229225,-0.34013513548361907,-0.5152207976200104,0.7971325072229225,-0.3148448754995032,-0.5302740592439238,0.7971325072229225,-0.28877186154725837,-0.544008976005433,0.7971325072229225,-0.26198091524769046,-0.5563914007373661,0.7971325072229225,-0.2345386431145389,-0.5673905487808377,0.7971325072229225,-0.20651327096019073,-0.5769790745207625,0.7971325072229225,-0.17797447427555946,-0.5851331393713621,0.7971325072229225,-0.14899320500583715,-0.591832471042646,0.7971325072229225,-0.11964151515277985,-0.5970604139405182,0.7971325072229225,-0.089992377642078,-0.6008039705752086,0.7971325072229225,-0.0601195049011647,-0.6030538338750806,0.7971325072229225,-0.030097165598508606,-0.6038044103254773,0.7971325072229225,-7.394471384161508e-17,-0.6030538338750806,0.7971325072229225,0.030097165598508457,-0.6008039705752086,0.7971325072229225,0.06011950490116455,-0.5970604139405182,0.7971325072229225,0.08999237764207785,-0.5918324710426461,0.7971325072229225,0.1196415151527797,-0.5851331393713621,0.7971325072229225,0.14899320500583701,-0.5769790745207626,0.7971325072229225,0.17797447427555904,-0.5673905487808377,0.7971325072229225,0.2065132709601906,-0.556391400737366,0.7971325072229225,0.23453864311453898,-0.544008976005433,0.7971325072229225,0.26198091524769035,-0.5302740592439238,0.7971325072229225,0.28877186154725826,-0.5152207976200104,0.7971325072229225,0.314844875499503,-0.4988866159139144,0.7971325072229225,0.34013513548361896,-0.481312123475006,0.7971325072229225,0.3645797659284973,-0.4625410132605631,0.7971325072229225,0.3881179936313039,-0.44261995320819575,0.7971325072229225,0.41069129884923533,-0.4215984702119988,0.7971325072229225,0.43224356078882153,-0.39952882699089143,0.7971325072229225,0.4527211971310596,-0.3764658921552613,0.7971325072229225,0.4720732972455024,-0.3524670037949564,0.7971325072229225,0.4902517487621065,-0.3275918269277555,0.7971325072229225,0.5072113571861663,-0.3019022051627384,0.7971325072229225,0.5229099582589465,-0.27546200694732503,0.7971325072229225,0.5373085227846746,-0.24833696678025272,0.7971325072229225,0.5503712536632713,-0.22059452178525737,0.7971325072229225,0.5620656748875802,-0.19230364405175518,0.7971325072229225,0.5723627122838395,-0.1635346691593631,0.7971325072229225,0.5812367657946588,-0.134359121312567,0.7971325072229225,0.5886657731247947,-0.10484953552027458,0.7971325072229225,0.5946312645914945,-0.0750792772623605,0.7971325072229225,0.5991184090430363,-0.04512236009151891,0.7971325072229225,0.6021160507313092,-0.01505326162391351,0.7971325072229225,0.6036167370467616,0.015053261623913287,0.7971325072229225,0.6036167370467616,0.045122360091518696,0.7971325072229225,0.6021160507313092,0.07507927726235974,0.7971325072229225,0.5991184090430364,0.10484953552027436,0.7971325072229225,0.5946312645914946,0.13435912131256678,0.7971325072229225,0.5886657731247947,0.1635346691593634,0.7971325072229225,0.5812367657946587,0.19230364405175493,0.7971325072229225,0.5723627122838395,0.22059452178525668,0.7971325072229225,0.5620656748875804,0.2483369667802525,0.7971325072229225,0.5503712536632714,0.27546200694732487,0.7971325072229225,0.5373085227846747,0.3019022051627387,0.7971325072229225,0.5229099582589463,0.3275918269277558,0.7971325072229225,0.5072113571861662,0.35246700379495577,0.7971325072229225,0.49025174876210686,0.37646589215526116,0.7971325072229225,0.4720732972455025,0.3995288269908908,0.7971325072229225,0.45272119713106007,0.4215984702119988,0.7971325072229225,0.43224356078882153,0.44261995320819575,0.7971325072229225,0.41069129884923533,0.462541013260563,0.7971325072229225,0.38811799363130406,0.4813121234750059,0.7971325072229225,0.36457976592849745,0.49888661591391414,0.7971325072229225,0.34013513548361934,0.5152207976200105,0.7971325072229225,0.314844875499503,0.5302740592439236,0.7971325072229225,0.2887718615472587,0.544008976005433,0.7971325072229225,0.2619809152476905,0.556391400737366,0.7971325072229225,0.23453864311453895,0.5673905487808376,0.7971325072229225,0.20651327096019106,0.5769790745207625,0.7971325072229225,0.1779744742755595,0.5851331393713621,0.7971325072229225,0.14899320500583724,0.591832471042646,0.7971325072229225,0.11964151515277992,0.5970604139405182,0.7971325072229225,0.0899923776420778,0.6008039705752085,0.7971325072229225,0.060119504901165036,0.6030538338750806,0.7971325072229225,0.03009716559850868,0.6038044103254773,0.7971325072229225,0.0,0.5633200580636222,0.8262387743159948,0.0,0.5626198068524878,0.8262387743159948,-0.028079187204616596,0.560520794153929,0.8262387743159948,-0.05608856512562527,0.5570282384442389,0.8262387743159948,-0.08395849803629642,0.5521508227672067,0.8262387743159948,-0.11161969689216744,0.5459006731467017,0.8262387743159948,-0.13900339159452452,0.5382933284394671,0.8262387743159948,-0.16604150196370365,0.5293477017030752,0.8262387743159948,-0.19266680699714409,0.5190860331750846,0.8262387743159948,-0.21881311199139228,0.5075338349803067,0.8262387743159948,-0.24441541311256434,0.49471982770364276,0.8262387743159948,-0.2694100590061193,0.4806758689861853,0.8262387743159948,-0.29373490904415545,0.4654368743221023,0.8262387743159948,-0.3173294878168026,0.44904073025321745,0.8262387743159948,-0.34013513548361907,0.4315282001770978,0.8262387743159948,-0.3620951536111982,0.4129428230028247,0.8262387743159948,-0.38315494613440715,0.3933308049064054,0.8262387743159948,-0.4032621550908069,0.3727409044549393,0.8262387743159948,-0.42236679079079653,0.3512243113851381,0.8262387743159948,-0.44042135609985833,0.3288345193375739,0.8262387743159948,-0.45738096452391785,0.3056271928630609,0.8262387743159948,-0.4732034518042404,0.28166002903181103,0.8262387743159948,-0.48784948074442186,0.2569926139894271,0.8262387743159948,-0.501282639008857,0.23168627481635512,0.8262387743159948,-0.5134695296495432,0.20580392705910083,0.8262387743159948,-0.5243798541361547,0.1794099183122674,0.8262387743159948,-0.533986487682964,0.15256986824029628,0.8262387743159948,-0.5422655466853313,0.1253505054366425,0.8262387743159948,-0.5491964480981109,0.09781950152597742,0.8262387743159948,-0.5547619606083423,0.0700453029218673,0.8262387743159948,-0.5589482474750114,0.04209696065820451,0.8262387743159948,-0.5617449009293669,0.014043958717457568,0.8262387743159948,-0.5631449680502748,-0.014043958717457498,0.8262387743159948,-0.5631449680502748,-0.04209696065820444,0.8262387743159948,-0.5617449009293669,-0.07004530292186723,0.8262387743159948,-0.5589482474750114,-0.09781950152597736,0.8262387743159948,-0.5547619606083423,-0.12535050543664242,0.8262387743159948,-0.5491964480981109,-0.1525698682402962,0.8262387743159948,-0.5422655466853314,-0.17940991831226735,0.8262387743159948,-0.533986487682964,-0.20580392705910078,0.8262387743159948,-0.5243798541361548,-0.23168627481635498,0.8262387743159948,-0.5134695296495432,-0.2569926139894268,0.8262387743159948,-0.5012826390088571,-0.2816600290318112,0.8262387743159948,-0.4878494807444218,-0.3056271928630609,0.8262387743159948,-0.47320345180424045,-0.32883451933757374,0.8262387743159948,-0.45738096452391797,-0.35122431138513804,0.8262387743159948,-0.44042135609985844,-0.3727409044549392,0.8262387743159948,-0.42236679079079664,-0.3933308049064053,0.8262387743159948,-0.40326215509080693,-0.4129428230028247,0.8262387743159948,-0.38315494613440715,-0.43152820017709775,0.8262387743159948,-0.3620951536111983,-0.44904073025321745,0.8262387743159948,-0.34013513548361907,-0.46543687432210223,0.8262387743159948,-0.3173294878168027,-0.48067586898618525,0.8262387743159948,-0.2937349090441555,-0.4947198277036428,0.8262387743159948,-0.2694100590061192,-0.5075338349803066,0.8262387743159948,-0.2444154131125644,-0.5190860331750847,0.8262387743159948,-0.21881311199139222,-0.5293477017030752,0.8262387743159948,-0.19266680699714417,-0.5382933284394671,0.8262387743159948,-0.16604150196370385,-0.5459006731467015,0.8262387743159948,-0.13900339159452463,-0.5521508227672067,0.8262387743159948,-0.11161969689216746,-0.5570282384442389,0.8262387743159948,-0.08395849803629657,-0.560520794153929,0.8262387743159948,-0.05608856512562531,-0.5626198068524878,0.8262387743159948,-0.028079187204616777,-0.5633200580636222,0.8262387743159948,-6.898681060031161e-17,-0.5626198068524878,0.8262387743159948,0.028079187204616638,-0.560520794153929,0.8262387743159948,0.05608856512562516,-0.5570282384442389,0.8262387743159948,0.08395849803629643,-0.5521508227672067,0.8262387743159948,0.11161969689216732,-0.5459006731467017,0.8262387743159948,0.13900339159452452,-0.5382933284394672,0.8262387743159948,0.1660415019637035,-0.5293477017030752,0.8262387743159948,0.19266680699714406,-0.5190860331750846,0.8262387743159948,0.21881311199139233,-0.5075338349803067,0.8262387743159948,0.24441541311256426,-0.4947198277036428,0.8262387743159948,0.2694100590061191,-0.4806758689861853,0.8262387743159948,0.2937349090441554,-0.4654368743221023,0.8262387743159948,0.3173294878168026,-0.4490407302532175,0.8262387743159948,0.34013513548361896,-0.4315282001770978,0.8262387743159948,0.3620951536111982,-0.4129428230028248,0.8262387743159948,0.38315494613440704,-0.39333080490640543,0.8262387743159948,0.4032621550908068,-0.3727409044549395,0.8262387743159948,0.42236679079079636,-0.3512243113851381,0.8262387743159948,0.4404213560998583,-0.32883451933757424,0.8262387743159948,0.45738096452391763,-0.3056271928630608,0.8262387743159948,0.47320345180424045,-0.28166002903181087,0.8262387743159948,0.4878494807444219,-0.25699261398942713,0.8262387743159948,0.501282639008857,-0.2316862748163551,0.8262387743159948,0.5134695296495432,-0.20580392705910122,0.8262387743159948,0.5243798541361546,-0.1794099183122677,0.8262387743159948,0.5339864876829639,-0.15256986824029597,0.8262387743159948,0.5422655466853314,-0.12535050543664256,0.8262387743159948,0.5491964480981109,-0.09781950152597738,0.8262387743159948,0.5547619606083423,-0.07004530292186761,0.8262387743159948,0.5589482474750113,-0.042096960658204695,0.8262387743159948,0.5617449009293669,-0.014043958717457635,0.8262387743159948,0.5631449680502748,0.014043958717457429,0.8262387743159948,0.5631449680502748,0.042096960658204494,0.8262387743159948,0.5617449009293669,0.0700453029218669,0.8262387743159948,0.5589482474750114,0.09781950152597717,0.8262387743159948,0.5547619606083424,0.12535050543664236,0.8262387743159948,0.5491964480981109,0.15256986824029625,0.8262387743159948,0.5422655466853313,0.1794099183122675,0.8262387743159948,0.5339864876829639,0.20580392705910058,0.8262387743159948,0.5243798541361548,0.23168627481635493,0.8262387743159948,0.5134695296495432,0.25699261398942697,0.8262387743159948,0.5012826390088571,0.28166002903181114,0.8262387743159948,0.4878494807444218,0.305627192863061,0.8262387743159948,0.4732034518042403,0.3288345193375737,0.8262387743159948,0.457380964523918,0.351224311385138,0.8262387743159948,0.44042135609985844,0.37274090445493896,0.8262387743159948,0.4223667907907968,0.39333080490640543,0.8262387743159948,0.4032621550908068,0.4129428230028248,0.8262387743159948,0.38315494613440704,0.4315282001770977,0.8262387743159948,0.3620951536111984,0.4490407302532174,0.8262387743159948,0.3401351354836191,0.465436874322102,0.8262387743159948,0.317329487816803,0.48067586898618536,0.8262387743159948,0.2937349090441554,0.49471982770364265,0.8262387743159948,0.2694100590061195,0.5075338349803066,0.8262387743159948,0.24441541311256446,0.5190860331750846,0.8262387743159948,0.21881311199139228,0.529347701703075,0.8262387743159948,0.19266680699714447,0.5382933284394671,0.8262387743159948,0.16604150196370393,0.5459006731467015,0.8262387743159948,0.13900339159452468,0.5521508227672067,0.8262387743159948,0.11161969689216751,0.5570282384442389,0.8262387743159948,0.08395849803629639,0.5605207941539289,0.8262387743159948,0.05608856512562562,0.5626198068524878,0.8262387743159948,0.028079187204616843,0.5633200580636222,0.8262387743159948,0.0,0.521435203379498,0.8532908816321557,0.0,0.52078701834247,0.8532908816321557,-0.025991399527116828,0.5188440747215177,0.8532908816321557,-0.05191818033974832,0.5156112029806169,0.8532908816321557,-0.07771588437571479,0.511096440548294,0.8532908816321557,-0.10332037447804102,0.5053110118353112,0.8532908816321557,-0.1286679938500339,0.4982693003290138,0.8532908816321557,-0.15369572431610923,0.48998881283371365,0.8532908816321557,-0.17834134299490512,0.4804901359460154,0.8532908816321557,-0.2025435769951693,0.469796884873294,0.8532908816321557,-0.22624225574982096,0.45793564472256787,0.8532908816321557,-0.24937846060946114,0.4449359044057343,0.8532908816321557,-0.27189467132341844,0.43082998332548794,0.8532908816321557,-0.2937349090441554,0.41565295102419375,0.8532908816321557,-0.3148448754995032,0.3994425399954786,0.8532908816321557,-0.335172087986722,0.3822390518753072,0.8532908816321557,-0.3546660098527693,0.36408525724576496,0.8532908816321557,-0.3732781761363817,0.3450262893006519,0.8532908816321557,-0.39096231405960513,0.32510953163725165,0.8532908816321557,-0.40767445806921154,0.3043845004532427,0.8532908816321557,-0.42337305914199164,0.28290272144162903,0.8532908816321557,-0.43801908808217305,0.26071760168974895,0.8532908816321557,-0.4515761325541507,0.23788429690084106,0.8532908816321557,-0.46401048760928987,0.21445957426827505,0.8532908816321557,-0.47529123948173996,0.1905016713433653,0.8532908816321557,-0.48539034244492635,0.16607015124764213,0.8532908816321557,-0.4942826885376462,0.14122575458954634,0.8532908816321557,-0.5019461699864156,0.11603024845370667,0.8532908816321557,-0.5083617341688785,0.09054627283823506,0.8532908816321557,-0.5135134309816272,0.06483718492182171,0.8532908816321557,-0.5173884524946725,0.038966901547806125,0.8532908816321557,-0.5199771647939764,0.012999740316833684,0.8532908816321557,-0.5212731319328796,-0.01299974031683362,0.8532908816321557,-0.5212731319328796,-0.038966901547806056,0.8532908816321557,-0.5199771647939764,-0.06483718492182165,0.8532908816321557,-0.5173884524946725,-0.090546272838235,0.8532908816321557,-0.5135134309816272,-0.11603024845370662,0.8532908816321557,-0.5083617341688785,-0.14122575458954625,0.8532908816321557,-0.5019461699864157,-0.16607015124764207,0.8532908816321557,-0.4942826885376462,-0.19050167134336524,0.8532908816321557,-0.4853903424449264,-0.21445957426827492,0.8532908816321557,-0.47529123948174,-0.2378842969008408,0.8532908816321557,-0.46401048760929,-0.2607176016897491,0.8532908816321557,-0.45157613255415063,-0.28290272144162903,0.8532908816321557,-0.4380190880821731,-0.30438450045324256,0.8532908816321557,-0.4233730591419917,-0.3251095316372516,0.8532908816321557,-0.4076744580692116,-0.34502628930065177,0.8532908816321557,-0.3909623140596053,-0.3640852572457649,0.8532908816321557,-0.37327817613638176,-0.3822390518753072,0.8532908816321557,-0.3546660098527693,-0.3994425399954785,0.8532908816321557,-0.3351720879867221,-0.41565295102419375,0.8532908816321557,-0.3148448754995032,-0.4308299833254879,0.8532908816321557,-0.2937349090441555,-0.4449359044057342,0.8532908816321557,-0.2718946713234185,-0.4579356447225679,0.8532908816321557,-0.2493784606094611,-0.46979688487329396,0.8532908816321557,-0.22624225574982104,-0.4804901359460155,0.8532908816321557,-0.20254357699516926,-0.4899888128337136,0.8532908816321557,-0.1783413429949052,-0.49826930032901373,0.8532908816321557,-0.15369572431610945,-0.5053110118353112,0.8532908816321557,-0.12866799385003405,-0.511096440548294,0.8532908816321557,-0.10332037447804103,-0.5156112029806169,0.8532908816321557,-0.07771588437571494,-0.5188440747215177,0.8532908816321557,-0.051918180339748356,-0.52078701834247,0.8532908816321557,-0.025991399527116994,-0.521435203379498,0.8532908816321557,-6.385739527814514e-17,-0.52078701834247,0.8532908816321557,0.025991399527116866,-0.5188440747215177,0.8532908816321557,0.051918180339748224,-0.5156112029806169,0.8532908816321557,0.0777158843757148,-0.5110964405482941,0.8532908816321557,0.10332037447804089,-0.5053110118353112,0.8532908816321557,0.1286679938500339,-0.49826930032901384,0.8532908816321557,0.1536957243161091,-0.48998881283371365,0.8532908816321557,0.1783413429949051,-0.4804901359460154,0.8532908816321557,0.20254357699516937,-0.469796884873294,0.8532908816321557,0.2262422557498209,-0.4579356447225679,0.8532908816321557,0.24937846060946098,-0.4449359044057343,0.8532908816321557,0.2718946713234184,-0.43082998332548794,0.8532908816321557,0.2937349090441554,-0.4156529510241938,0.8532908816321557,0.314844875499503,-0.3994425399954786,0.8532908816321557,0.335172087986722,-0.3822390518753073,0.8532908816321557,0.3546660098527692,-0.364085257245765,0.8532908816321557,0.37327817613638165,-0.34502628930065204,0.8532908816321557,0.390962314059605,-0.32510953163725165,0.8532908816321557,0.4076744580692115,-0.304384500453243,0.8532908816321557,0.4233730591419914,-0.2829027214416289,0.8532908816321557,0.4380190880821731,-0.2607176016897488,0.8532908816321557,0.45157613255415074,-0.23788429690084112,0.8532908816321557,0.4640104876092898,-0.21445957426827503,0.8532908816321557,0.47529123948173996,-0.19050167134336568,0.8532908816321557,0.48539034244492624,-0.1660701512476424,0.8532908816321557,0.49428268853764606,-0.14122575458954606,0.8532908816321557,0.5019461699864157,-0.11603024845370674,0.8532908816321557,0.5083617341688785,-0.09054627283823502,0.8532908816321557,0.5135134309816272,-0.06483718492182201,0.8532908816321557,0.5173884524946724,-0.0389669015478063,0.8532908816321557,0.5199771647939764,-0.012999740316833746,0.8532908816321557,0.5212731319328796,0.012999740316833555,0.8532908816321557,0.5212731319328796,0.03896690154780611,0.8532908816321557,0.5199771647939764,0.06483718492182136,0.8532908816321557,0.5173884524946725,0.09054627283823483,0.8532908816321557,0.5135134309816272,0.11603024845370655,0.8532908816321557,0.5083617341688785,0.1412257545895463,0.8532908816321557,0.5019461699864156,0.1660701512476422,0.8532908816321557,0.4942826885376461,0.19050167134336507,0.8532908816321557,0.48539034244492646,0.21445957426827486,0.8532908816321557,0.47529123948174,0.23788429690084095,0.8532908816321557,0.4640104876092899,0.26071760168974906,0.8532908816321557,0.45157613255415063,0.2829027214416292,0.8532908816321557,0.438019088082173,0.3043845004532425,0.8532908816321557,0.42337305914199175,0.32510953163725154,0.8532908816321557,0.4076744580692116,0.3450262893006515,0.8532908816321557,0.39096231405960546,0.364085257245765,0.8532908816321557,0.37327817613638165,0.3822390518753073,0.8532908816321557,0.3546660098527692,0.39944253999547846,0.8532908816321557,0.33517208798672216,0.4156529510241937,0.8532908816321557,0.31484487549950324,0.4308299833254877,0.8532908816321557,0.2937349090441557,0.44493590440573433,0.8532908816321557,0.2718946713234184,0.45793564472256776,0.8532908816321557,0.24937846060946134,0.46979688487329396,0.8532908816321557,0.2262422557498211,0.4804901359460154,0.8532908816321557,0.2025435769951693,0.4899888128337135,0.8532908816321557,0.1783413429949055,0.49826930032901373,0.8532908816321557,0.1536957243161095,0.5053110118353112,0.8532908816321557,0.1286679938500341,0.511096440548294,0.8532908816321557,0.10332037447804109,0.5156112029806169,0.8532908816321557,0.07771588437571476,0.5188440747215176,0.8532908816321557,0.05191818033974865,0.52078701834247,0.8532908816321557,0.025991399527117057,0.521435203379498,0.8532908816321557,0.0,0.478253978621318,0.8782215733702287,0.0,0.47765947124852787,0.8782215733702287,-0.023838993135131725,0.4758774271691582,0.8782215733702287,-0.04761871877720637,0.47291227682557285,0.8782215733702287,-0.07128005678149292,0.4687713920487216,0.8782215733702287,-0.0947641813335813,0.46346506773060636,0.8782215733702287,-0.11801270719962575,0.4570064962295578,0.8782215733702287,-0.14096783488123543,0.44941173457195416,0.8782215733702287,-0.16357249431413448,0.44069966453192305,0.8782215733702287,-0.18577048675333388,0.43089194568827666,0.8782215733702287,-0.20750662449206617,0.42001296157538553,0.8782215733702287,-0.2287268680671202,0.4080897590618706,0.8782215733702287,-0.24937846060946106,0.39515198110782584,0.8782215733702287,-0.26941005900611914,0.38123179306774924,0.8782215733702287,-0.28877186154725837,0.36636380272240315,0.8782215733702287,-0.3074157317410743,0.35058497423841894,0.8782215733702287,-0.3252953179886966,0.3339345362695538,0.8782215733702287,-0.3423661688215677,0.3164538844280773,0.8782215733702287,-0.3585858434147969,0.29818647836875656,0.8782215733702287,-0.3739140171017385,0.2791777337413069,0.8782215733702287,-0.38831258162746685,0.2594749092799309,0.8782215733702287,-0.401745739891902,0.23912698931065896,0.8782215733702287,-0.4141800949470413,0.2181845619685971,0.8782215733702287,-0.4255847330270337,0.19669969342785137,0.8782215733702287,-0.4359313004046732,0.1747257984568163,0.8782215733702287,-0.4451940738832314,0.15231750762064428,0.8782215733702287,-0.4533500247483782,0.12953053146105256,0.8782215733702287,-0.46037887602119343,0.10642152199113893,0.8782215733702287,-0.4662631528699321,0.08304793184955098,0.8782215733702287,-0.4709882260552088,0.059467871464173906,0.8782215733702287,-0.4745423483005922,0.03573996458045091,0.8782215733702287,-0.4769166834981853,0.01192320251351505,0.8782215733702287,-0.4781053286765813,-0.011923202513514993,0.8782215733702287,-0.4781053286765813,-0.035739964580450846,0.8782215733702287,-0.4769166834981853,-0.05946787146417385,0.8782215733702287,-0.4745423483005922,-0.08304793184955092,0.8782215733702287,-0.4709882260552088,-0.10642152199113887,0.8782215733702287,-0.4662631528699321,-0.12953053146105248,0.8782215733702287,-0.4603788760211935,-0.15231750762064422,0.8782215733702287,-0.4533500247483782,-0.17472579845681624,0.8782215733702287,-0.44519407388323146,-0.19669969342785124,0.8782215733702287,-0.43593130040467326,-0.21818456196859687,0.8782215733702287,-0.42558473302703376,-0.23912698931065912,0.8782215733702287,-0.4141800949470412,-0.2594749092799309,0.8782215733702287,-0.401745739891902,-0.2791777337413068,0.8782215733702287,-0.3883125816274669,-0.29818647836875656,0.8782215733702287,-0.37391401710173855,-0.3164538844280772,0.8782215733702287,-0.358585843414797,-0.33393453626955377,0.8782215733702287,-0.34236616882156773,-0.35058497423841894,0.8782215733702287,-0.3252953179886966,-0.36636380272240315,0.8782215733702287,-0.30741573174107434,-0.38123179306774924,0.8782215733702287,-0.28877186154725837,-0.3951519811078258,0.8782215733702287,-0.26941005900611925,-0.40808975906187056,0.8782215733702287,-0.24937846060946112,-0.4200129615753856,0.8782215733702287,-0.22872686806712014,-0.4308919456882766,0.8782215733702287,-0.20750662449206622,-0.4406996645319231,0.8782215733702287,-0.18577048675333382,-0.4494117345719541,0.8782215733702287,-0.16357249431413456,-0.45700649622955775,0.8782215733702287,-0.14096783488123563,-0.4634650677306063,0.8782215733702287,-0.11801270719962585,-0.4687713920487216,0.8782215733702287,-0.09476418133358132,-0.47291227682557285,0.8782215733702287,-0.07128005678149306,-0.4758774271691582,0.8782215733702287,-0.04761871877720641,-0.47765947124852787,0.8782215733702287,-0.023838993135131877,-0.478253978621318,0.8782215733702287,-5.856922040980838e-17,-0.47765947124852787,0.8782215733702287,0.023838993135131756,-0.4758774271691582,0.8782215733702287,0.04761871877720629,-0.47291227682557285,0.8782215733702287,0.07128005678149293,-0.46877139204872165,0.8782215733702287,0.09476418133358121,-0.46346506773060636,0.8782215733702287,0.11801270719962575,-0.45700649622955786,0.8782215733702287,0.14096783488123532,-0.44941173457195416,0.8782215733702287,0.16357249431413445,-0.44069966453192305,0.8782215733702287,0.1857704867533339,-0.43089194568827666,0.8782215733702287,0.2075066244920661,-0.4200129615753856,0.8782215733702287,0.22872686806712003,-0.4080897590618706,0.8782215733702287,0.249378460609461,-0.39515198110782584,0.8782215733702287,0.26941005900611914,-0.3812317930677493,0.8782215733702287,0.2887718615472583,-0.36636380272240315,0.8782215733702287,0.3074157317410743,-0.35058497423841906,0.8782215733702287,0.3252953179886965,-0.3339345362695539,0.8782215733702287,0.3423661688215676,-0.3164538844280775,0.8782215733702287,0.35858584341479677,-0.29818647836875656,0.8782215733702287,0.37391401710173844,-0.27917773374130717,0.8782215733702287,0.3883125816274666,-0.2594749092799308,0.8782215733702287,0.401745739891902,-0.23912698931065882,0.8782215733702287,0.41418009494704133,-0.21818456196859715,0.8782215733702287,0.42558473302703365,-0.19669969342785135,0.8782215733702287,0.4359313004046732,-0.17472579845681663,0.8782215733702287,0.4451940738832313,-0.15231750762064455,0.8782215733702287,0.4533500247483781,-0.12953053146105228,0.8782215733702287,0.46037887602119354,-0.106421521991139,0.8782215733702287,0.4662631528699321,-0.08304793184955093,0.8782215733702287,0.4709882260552088,-0.05946787146417418,0.8782215733702287,0.47454234830059216,-0.03573996458045107,0.8782215733702287,0.4769166834981853,-0.01192320251351511,0.8782215733702287,0.4781053286765813,0.011923202513514933,0.8782215733702287,0.4781053286765813,0.035739964580450895,0.8782215733702287,0.4769166834981853,0.05946787146417358,0.8782215733702287,0.4745423483005923,0.08304793184955075,0.8782215733702287,0.47098822605520885,0.10642152199113883,0.8782215733702287,0.4662631528699321,0.12953053146105253,0.8782215733702287,0.46037887602119343,0.15231750762064436,0.8782215733702287,0.45335002474837816,0.17472579845681607,0.8782215733702287,0.4451940738832315,0.19669969342785118,0.8782215733702287,0.43593130040467326,0.21818456196859698,0.8782215733702287,0.4255847330270337,0.23912698931065907,0.8782215733702287,0.4141800949470412,0.259474909279931,0.8782215733702287,0.40174573989190193,0.2791777337413067,0.8782215733702287,0.38831258162746696,0.2981864783687565,0.8782215733702287,0.37391401710173855,0.316453884428077,0.8782215733702287,0.3585858434147971,0.3339345362695539,0.8782215733702287,0.3423661688215676,0.35058497423841906,0.8782215733702287,0.3252953179886965,0.3663638027224031,0.8782215733702287,0.3074157317410744,0.3812317930677492,0.8782215733702287,0.2887718615472584,0.3951519811078256,0.8782215733702287,0.2694100590061195,0.40808975906187067,0.8782215733702287,0.249378460609461,0.4200129615753855,0.8782215733702287,0.2287268680671204,0.4308919456882766,0.8782215733702287,0.20750662449206628,0.44069966453192305,0.8782215733702287,0.18577048675333388,0.449411734571954,0.8782215733702287,0.16357249431413484,0.45700649622955775,0.8782215733702287,0.14096783488123568,0.4634650677306063,0.8782215733702287,0.11801270719962591,0.4687713920487216,0.8782215733702287,0.09476418133358137,0.47291227682557285,0.8782215733702287,0.07128005678149289,0.47587742716915815,0.8782215733702287,0.04761871877720667,0.47765947124852787,0.8782215733702287,0.023838993135131933,0.478253978621318,0.8782215733702287,0.0,0.4338837391175582,0.9009688679024191,0.0,0.4333443874480065,0.9009688679024191,-0.021627319250089563,0.43172767335258344,0.9009688679024191,-0.04320086957687637,0.42903761623726316,0.9009688679024191,-0.06466701573507294,0.42528090400788554,0.9009688679024191,-0.08597238950307774,0.42046687644296854,0.9009688679024191,-0.10706402236478291,0.41460750197354695,0.9009688679024191,-0.12788947719765112,0.4077173479277676,0.9009688679024191,-0.1483969786396643,0.39981354431421573,0.9009688679024191,-0.1685355418110315,0.39091574123401496,0.9009688679024191,-0.18825509907063326,0.38104606002757974,0.9009688679024191,-0.20750662449206628,0.37022903827747744,0.9009688679024191,-0.22624225574982101,0.3584915688041322,0.9009688679024191,-0.24441541311256432,0.3458628328060356,0.9009688679024191,-0.26198091524769046,0.3323742273106898,0.9009688679024191,-0.2788950915492332,0.31805928711665005,0.9009688679024191,-0.2951158907098729,0.3029536014207316,0.9009688679024191,-0.310602985267112,0.28709472533765873,0.9009688679024191,-0.3253178718637013,0.27052208653213283,0.9009688679024191,-0.3392239669730524,0.253276887195445,0.9009688679024191,-0.3522866978516491,0.23540200161033706,0.9009688679024191,-0.3644735884923353,0.21694186955877903,0.9009688679024191,-0.3757543403647854,0.19794238583766954,0.9009688679024191,-0.38610090774242484,0.17845078615713855,0.9009688679024191,-0.3954875674285255,0.1585155297051304,0.9009688679024191,-0.40389098270812535,0.13818617867022684,0.9009688679024191,-0.4112902613667791,0.11751327502223698,0.9009688679024191,-0.4176670076318949,0.09654821485689694,0.9009688679024191,-0.423005367907524,0.07534312061707783,0.9009688679024191,-0.42729207018889753,0.053950711508180205,0.9009688679024191,-0.430516457058722,0.032424172429882867,0.9009688679024191,-0.4326705121831976,0.010817021750102344,0.9009688679024191,-0.4337488802418873,-0.01081702175010229,0.9009688679024191,-0.4337488802418873,-0.03242417242988281,0.9009688679024191,-0.4326705121831976,-0.053950711508180156,0.9009688679024191,-0.430516457058722,-0.07534312061707778,0.9009688679024191,-0.42729207018889753,-0.09654821485689688,0.9009688679024191,-0.423005367907524,-0.11751327502223691,0.9009688679024191,-0.41766700763189496,-0.13818617867022678,0.9009688679024191,-0.4112902613667791,-0.15851552970513033,0.9009688679024191,-0.4038909827081254,-0.17845078615713844,0.9009688679024191,-0.39548756742852553,-0.19794238583766932,0.9009688679024191,-0.38610090774242495,-0.21694186955877917,0.9009688679024191,-0.37575434036478533,-0.23540200161033706,0.9009688679024191,-0.3644735884923353,-0.25327688719544483,0.9009688679024191,-0.3522866978516492,-0.2705220865321328,0.9009688679024191,-0.33922396697305246,-0.2870947253376586,0.9009688679024191,-0.3253178718637014,-0.3029536014207315,0.9009688679024191,-0.31060298526711205,-0.31805928711665005,0.9009688679024191,-0.2951158907098729,-0.3323742273106897,0.9009688679024191,-0.2788950915492333,-0.3458628328060356,0.9009688679024191,-0.26198091524769046,-0.35849156880413213,0.9009688679024191,-0.24441541311256443,-0.37022903827747744,0.9009688679024191,-0.22624225574982104,-0.3810460600275798,0.9009688679024191,-0.20750662449206622,-0.3909157412340149,0.9009688679024191,-0.1882550990706333,-0.39981354431421573,0.9009688679024191,-0.16853554181103148,-0.4077173479277676,0.9009688679024191,-0.14839697863966436,-0.4146075019735469,0.9009688679024191,-0.12788947719765129,-0.4204668764429685,0.9009688679024191,-0.107064022364783,-0.42528090400788554,0.9009688679024191,-0.08597238950307776,-0.42903761623726316,0.9009688679024191,-0.06466701573507305,-0.43172767335258344,0.9009688679024191,-0.0432008695768764,-0.4333443874480065,0.9009688679024191,-0.0216273192500897,-0.4338837391175582,0.9009688679024191,-5.313543323124029e-17,-0.4333443874480065,0.9009688679024191,0.02162731925008959,-0.43172767335258344,0.9009688679024191,0.04320086957687629,-0.42903761623726316,0.9009688679024191,0.06466701573507296,-0.4252809040078856,0.9009688679024191,0.08597238950307765,-0.42046687644296854,0.9009688679024191,0.10706402236478291,-0.414607501973547,0.9009688679024191,0.127889477197651,-0.4077173479277676,0.9009688679024191,0.14839697863966428,-0.39981354431421573,0.9009688679024191,0.16853554181103153,-0.39091574123401496,0.9009688679024191,0.1882550990706332,-0.3810460600275798,0.9009688679024191,0.2075066244920661,-0.37022903827747744,0.9009688679024191,0.22624225574982096,-0.3584915688041322,0.9009688679024191,0.24441541311256432,-0.34586283280603564,0.9009688679024191,0.2619809152476904,-0.3323742273106898,0.9009688679024191,0.2788950915492332,-0.31805928711665016,0.9009688679024191,0.29511589070987276,-0.30295360142073163,0.9009688679024191,0.310602985267112,-0.28709472533765884,0.9009688679024191,0.3253178718637012,-0.27052208653213283,0.9009688679024191,0.33922396697305235,-0.2532768871954452,0.9009688679024191,0.35228669785164896,-0.23540200161033695,0.9009688679024191,0.3644735884923353,-0.21694186955877892,0.9009688679024191,0.37575434036478544,-0.19794238583766957,0.9009688679024191,0.3861009077424248,-0.17845078615713852,0.9009688679024191,0.3954875674285255,-0.1585155297051307,0.9009688679024191,0.40389098270812523,-0.1381861786702271,0.9009688679024191,0.411290261366779,-0.11751327502223674,0.9009688679024191,0.417667007631895,-0.09654821485689699,0.9009688679024191,0.423005367907524,-0.07534312061707779,0.9009688679024191,0.42729207018889753,-0.053950711508180454,0.9009688679024191,0.43051645705872194,-0.03242417242988301,0.9009688679024191,0.4326705121831976,-0.010817021750102396,0.9009688679024191,0.4337488802418873,0.010817021750102237,0.9009688679024191,0.4337488802418873,0.03242417242988286,0.9009688679024191,0.4326705121831976,0.05395071150817991,0.9009688679024191,0.430516457058722,0.07534312061707764,0.9009688679024191,0.4272920701888976,0.09654821485689684,0.9009688679024191,0.423005367907524,0.11751327502223695,0.9009688679024191,0.4176670076318949,0.13818617867022692,0.9009688679024191,0.41129026136677904,0.1585155297051302,0.9009688679024191,0.40389098270812546,0.17845078615713839,0.9009688679024191,0.39548756742852553,0.19794238583766943,0.9009688679024191,0.3861009077424249,0.21694186955877914,0.9009688679024191,0.37575434036478533,0.23540200161033714,0.9009688679024191,0.36447358849233524,0.2532768871954448,0.9009688679024191,0.35228669785164923,0.2705220865321327,0.9009688679024191,0.33922396697305246,0.2870947253376584,0.9009688679024191,0.3253178718637016,0.30295360142073163,0.9009688679024191,0.310602985267112,0.31805928711665016,0.9009688679024191,0.29511589070987276,0.3323742273106897,0.9009688679024191,0.27889509154923336,0.3458628328060355,0.9009688679024191,0.2619809152476905,0.35849156880413197,0.9009688679024191,0.24441541311256462,0.3702290382774775,0.9009688679024191,0.22624225574982096,0.3810460600275796,0.9009688679024191,0.20750662449206644,0.3909157412340149,0.9009688679024191,0.18825509907063334,0.39981354431421573,0.9009688679024191,0.1685355418110315,0.4077173479277675,0.9009688679024191,0.1483969786396646,0.4146075019735469,0.9009688679024191,0.12788947719765134,0.4204668764429685,0.9009688679024191,0.10706402236478306,0.42528090400788554,0.9009688679024191,0.0859723895030778,0.42903761623726316,0.9009688679024191,0.06466701573507291,0.4317276733525834,0.9009688679024191,0.04320086957687664,0.4333443874480065,0.9009688679024191,0.02162731925008975,0.4338837391175582,0.9009688679024191,0.0,0.38843479627469457,0.9214762118704077,0.0,0.38795194122161325,0.9214762118704077,-0.019361876441744624,0.3865045765161111,0.9214762118704077,-0.038675616207956086,0.3840963005348957,0.9214762118704077,-0.05789320229846112,0.38073310063150967,0.9214762118704077,-0.07696685676627446,0.3764233382508258,0.9214762118704077,-0.095849159501103,0.37117772814117783,0.9214762118704077,-0.11449316612321164,0.36500931171580814,0.9214762118704077,-0.13285252469454797,0.35793342462985905,0.9214762118704077,-0.15088159095696355,0.34996765865351837,0.9214762118704077,-0.16853554181103142,0.3411318179361065,0.9214762118704077,-0.18577048675333385,0.3314478697698409,0.9214762118704077,-0.20254357699516923,0.32093988997568684,0.9214762118704077,-0.21881311199139217,0.3096340030470724,0.9214762118704077,-0.2345386431145389,0.2975583172002821,0.9214762118704077,-0.24968107421648877,0.28474285449300213,0.9214762118704077,-0.2642027588276483,0.27121947618475467,0.9214762118704077,-0.27806759375200624,0.2570218035247867,0.9214762118704077,-0.29124110882536725,0.24218513416434687,0.9214762118704077,-0.3036905526136116,0.22674635440116273,0.9214762118704077,-0.3153849738379205,0.21074384747429295,0.9214762118704077,-0.32629529832453213,0.19421739813734723,0.9214762118704077,-0.3363944012877186,0.17720809374732038,0.9214762118704077,-0.3456571747662767,0.15975822211494844,0.9214762118704077,-0.3540605900458766,0.14191116637054887,0.9214762118704077,-0.36158375491207273,0.12371129710672295,0.9214762118704077,-0.3682079655916417,0.10520386206607112,0.9214762118704077,-0.3739167532531092,0.08643487364817577,0.9214762118704077,-0.37869592495085996,0.06745099451552608,0.9214762118704077,-0.3825335989110368,0.04829942158278674,0.9214762118704077,-0.3854202340715024,0.02902776867783162,0.9214762118704077,-0.38734865380242356,0.00968394816626561,0.9214762118704077,-0.38831406374850314,-0.009683948166265563,0.9214762118704077,-0.38831406374850314,-0.02902776867783157,0.9214762118704077,-0.38734865380242356,-0.04829942158278669,0.9214762118704077,-0.3854202340715024,-0.06745099451552604,0.9214762118704077,-0.3825335989110368,-0.08643487364817573,0.9214762118704077,-0.37869592495085996,-0.10520386206607105,0.9214762118704077,-0.37391675325310925,-0.1237112971067229,0.9214762118704077,-0.3682079655916417,-0.14191116637054882,0.9214762118704077,-0.3615837549120728,-0.15975822211494833,0.9214762118704077,-0.35406059004587664,-0.1772080937473202,0.9214762118704077,-0.34565717476627683,-0.19421739813734737,0.9214762118704077,-0.3363944012877185,-0.21074384747429295,0.9214762118704077,-0.3262952983245322,-0.2267463544011626,0.9214762118704077,-0.3153849738379206,-0.24218513416434684,0.9214762118704077,-0.30369055261361166,-0.25702180352478665,0.9214762118704077,-0.29124110882536736,-0.2712194761847546,0.9214762118704077,-0.27806759375200624,-0.28474285449300213,0.9214762118704077,-0.2642027588276483,-0.29755831720028203,0.9214762118704077,-0.24968107421648886,-0.3096340030470724,0.9214762118704077,-0.2345386431145389,-0.3209398899756868,0.9214762118704077,-0.21881311199139225,-0.33144786976984086,0.9214762118704077,-0.20254357699516928,-0.3411318179361065,0.9214762118704077,-0.18577048675333382,-0.34996765865351837,0.9214762118704077,-0.16853554181103145,-0.3579334246298591,0.9214762118704077,-0.1508815909569635,-0.36500931171580814,0.9214762118704077,-0.13285252469454803,-0.3711777281411778,0.9214762118704077,-0.1144931661232118,-0.37642333825082575,0.9214762118704077,-0.09584915950110308,-0.38073310063150967,0.9214762118704077,-0.07696685676627446,-0.3840963005348957,0.9214762118704077,-0.057893202298461226,-0.3865045765161111,0.9214762118704077,-0.038675616207956114,-0.38795194122161325,0.9214762118704077,-0.019361876441744745,-0.38843479627469457,0.9214762118704077,-4.7569542993525894e-17,-0.38795194122161325,0.9214762118704077,0.019361876441744648,-0.3865045765161111,0.9214762118704077,0.038675616207956016,-0.3840963005348957,0.9214762118704077,0.05789320229846113,-0.3807331006315097,0.9214762118704077,0.07696685676627436,-0.3764233382508258,0.9214762118704077,0.095849159501103,-0.3711777281411779,0.9214762118704077,0.11449316612321153,-0.36500931171580814,0.9214762118704077,0.13285252469454795,-0.35793342462985905,0.9214762118704077,0.15088159095696357,-0.34996765865351837,0.9214762118704077,0.16853554181103136,-0.3411318179361065,0.9214762118704077,0.18577048675333374,-0.3314478697698409,0.9214762118704077,0.2025435769951692,-0.32093988997568684,0.9214762118704077,0.21881311199139217,-0.30963400304707245,0.9214762118704077,0.23453864311453881,-0.2975583172002821,0.9214762118704077,0.24968107421648877,-0.2847428544930022,0.9214762118704077,0.2642027588276482,-0.2712194761847547,0.9214762118704077,0.2780675937520062,-0.2570218035247869,0.9214762118704077,0.2912411088253672,-0.24218513416434687,0.9214762118704077,0.30369055261361155,-0.22674635440116295,0.9214762118704077,0.31538497383792036,-0.21074384747429287,0.9214762118704077,0.3262952983245322,-0.19421739813734715,0.9214762118704077,0.3363944012877186,-0.17720809374732044,0.9214762118704077,0.3456571747662767,-0.15975822211494842,0.9214762118704077,0.3540605900458766,-0.14191116637054915,0.9214762118704077,0.3615837549120726,-0.12371129710672316,0.9214762118704077,0.36820796559164165,-0.1052038620660709,0.9214762118704077,0.3739167532531093,-0.08643487364817583,0.9214762118704077,0.37869592495085996,-0.06745099451552605,0.9214762118704077,0.3825335989110368,-0.04829942158278695,0.9214762118704077,0.3854202340715024,-0.029027768677831748,0.9214762118704077,0.38734865380242356,-0.009683948166265657,0.9214762118704077,0.38831406374850314,0.009683948166265515,0.9214762118704077,0.38831406374850314,0.02902776867783161,0.9214762118704077,0.38734865380242356,0.04829942158278647,0.9214762118704077,0.38542023407150244,0.06745099451552591,0.9214762118704077,0.3825335989110368,0.08643487364817568,0.9214762118704077,0.37869592495085996,0.10520386206607109,0.9214762118704077,0.3739167532531092,0.123711297106723,0.9214762118704077,0.3682079655916417,0.14191116637054868,0.9214762118704077,0.3615837549120728,0.15975822211494828,0.9214762118704077,0.35406059004587664,0.1772080937473203,0.9214762118704077,0.3456571747662768,0.19421739813734734,0.9214762118704077,0.3363944012877185,0.21074384747429303,0.9214762118704077,0.3262952983245321,0.22674635440116256,0.9214762118704077,0.3153849738379206,0.24218513416434678,0.9214762118704077,0.30369055261361166,0.2570218035247865,0.9214762118704077,0.29124110882536747,0.2712194761847547,0.9214762118704077,0.2780675937520062,0.2847428544930022,0.9214762118704077,0.2642027588276482,0.297558317200282,0.9214762118704077,0.24968107421648889,0.30963400304707234,0.9214762118704077,0.23453864311453892,0.3209398899756867,0.9214762118704077,0.21881311199139242,0.331447869769841,0.9214762118704077,0.2025435769951692,0.34113181793610636,0.9214762118704077,0.18577048675333402,0.34996765865351837,0.9214762118704077,0.1685355418110315,0.35793342462985905,0.9214762118704077,0.15088159095696355,0.365009311715808,0.9214762118704077,0.13285252469454825,0.3711777281411778,0.9214762118704077,0.11449316612321184,0.37642333825082575,0.9214762118704077,0.09584915950110312,0.38073310063150967,0.9214762118704077,0.07696685676627452,0.3840963005348957,0.9214762118704077,0.0578932022984611,0.38650457651611103,0.9214762118704077,0.03867561620795633,0.38795194122161325,0.9214762118704077,0.01936187644174479,0.38843479627469457,0.9214762118704077,0.0,0.3420201433256688,0.9396926207859083,0.0,0.34159498534279953,0.9396926207859083,-0.017048296957866544,0.340320568403926,0.9396926207859083,-0.03405420916332942,0.338200060910358,0.9396926207859083,-0.05097545723915767,0.33523873477783633,0.9396926207859083,-0.06776997229648646,0.33144395232971946,0.9396926207859083,-0.08439600052470328,0.3268251479930873,0.9396926207859083,-0.10081220699799998,0.32139380484326974,0.9396926207859083,-0.11697777844051101,0.31516342605511116,0.9396926207859083,-0.13285252469454806,0.30814950133195096,0.9396926207859083,-0.14839697863966433,0.30036946839577994,0.9396926207859083,-0.1635724943141346,0.2918426696343162,0.9396926207859083,-0.17834134299490517,0.2825903040127815,0.9396926207859083,-0.1926668069971441,0.2726353743699337,0.9396926207859083,-0.20651327096019073,0.262002630229385,0.9396926207859083,-0.21984631039295421,0.25071850626838704,0.9396926207859083,-0.2326327772586224,0.2388110565970576,0.9396926207859083,-0.24484088238590385,0.22630988501144308,0.9396926207859083,-0.25644027450191687,0.21324607139381693,0.9396926207859083,-0.2674021156902357,0.1996520944431951,0.9396926207859083,-0.27769915308649495,0.18556175092817317,0.9396926207859083,-0.2873057866333041,0.17101007166283438,0.9396926207859083,-0.29619813272602397,0.15603323441462644,0.9396926207859083,-0.3043540835911706,0.14066847396073093,0.9396926207859083,-0.31175336224982436,0.12495398951654108,0.9396926207859083,-0.31837757292939334,0.10892884976639326,0.9396926207859083,-0.3242102467984033,0.09263289573266187,0.9396926207859083,-0.32923688291060715,0.07610664172470036,0.9396926207859083,-0.3334449842566224,0.05939117461388475,0.9396926207859083,-0.33682408883346526,0.042528051685177544,0.9396926207859083,-0.3393657956547388,0.025559197319169516,0.9396926207859083,-0.3410637856368084,0.008526798761463807,0.9396926207859083,-0.3419138373090398,-0.008526798761463766,0.9396926207859083,-0.3419138373090398,-0.02555919731916947,0.9396926207859083,-0.3410637856368084,-0.04252805168517751,0.9396926207859083,-0.3393657956547388,-0.059391174613884705,0.9396926207859083,-0.33682408883346526,-0.07610664172470032,0.9396926207859083,-0.3334449842566224,-0.09263289573266181,0.9396926207859083,-0.32923688291060715,-0.10892884976639323,0.9396926207859083,-0.3242102467984033,-0.12495398951654105,0.9396926207859083,-0.3183775729293934,-0.14066847396073084,0.9396926207859083,-0.3117533622498244,-0.15603323441462624,0.9396926207859083,-0.3043540835911707,-0.1710100716628345,0.9396926207859083,-0.2961981327260239,-0.18556175092817317,0.9396926207859083,-0.28730578663330414,-0.19965209444319498,0.9396926207859083,-0.277699153086495,-0.21324607139381688,0.9396926207859083,-0.2674021156902357,-0.226309885011443,0.9396926207859083,-0.2564402745019169,-0.23881105659705754,0.9396926207859083,-0.2448408823859039,-0.25071850626838704,0.9396926207859083,-0.2326327772586224,-0.26200263022938497,0.9396926207859083,-0.2198463103929543,-0.2726353743699337,0.9396926207859083,-0.20651327096019073,-0.28259030401278146,0.9396926207859083,-0.19266680699714417,-0.29184266963431615,0.9396926207859083,-0.17834134299490523,-0.30036946839578,0.9396926207859083,-0.16357249431413456,-0.30814950133195096,0.9396926207859083,-0.14839697863966436,-0.3151634260551112,0.9396926207859083,-0.13285252469454803,-0.32139380484326974,0.9396926207859083,-0.11697777844051106,-0.3268251479930873,0.9396926207859083,-0.1008122069980001,-0.3314439523297194,0.9396926207859083,-0.08439600052470336,-0.33523873477783633,0.9396926207859083,-0.06776997229648647,-0.338200060910358,0.9396926207859083,-0.05097545723915776,-0.340320568403926,0.9396926207859083,-0.03405420916332944,-0.34159498534279953,0.9396926207859083,-0.017048296957866655,-0.3420201433256688,0.9396926207859083,-4.188538737676993e-17,-0.34159498534279953,0.9396926207859083,0.01704829695786657,-0.340320568403926,0.9396926207859083,0.03405420916332936,-0.338200060910358,0.9396926207859083,0.050975457239157675,-0.3352387347778364,0.9396926207859083,0.06776997229648639,-0.33144395232971946,0.9396926207859083,0.08439600052470328,-0.3268251479930874,0.9396926207859083,0.10081220699799988,-0.32139380484326974,0.9396926207859083,0.116977778440511,-0.31516342605511116,0.9396926207859083,0.13285252469454809,-0.30814950133195096,0.9396926207859083,0.14839697863966428,-0.30036946839578,0.9396926207859083,0.16357249431413448,-0.2918426696343162,0.9396926207859083,0.17834134299490514,-0.2825903040127815,0.9396926207859083,0.1926668069971441,-0.27263537436993374,0.9396926207859083,0.20651327096019065,-0.262002630229385,0.9396926207859083,0.21984631039295421,-0.2507185062683871,0.9396926207859083,0.23263277725862233,-0.23881105659705762,0.9396926207859083,0.24484088238590382,-0.2263098850114432,0.9396926207859083,0.25644027450191675,-0.21324607139381693,0.9396926207859083,0.26740211569023564,-0.1996520944431953,0.9396926207859083,0.2776991530864948,-0.1855617509281731,0.9396926207859083,0.28730578663330414,-0.17101007166283427,0.9396926207859083,0.29619813272602397,-0.15603323441462646,0.9396926207859083,0.3043540835911706,-0.14066847396073093,0.9396926207859083,0.31175336224982436,-0.12495398951654133,0.9396926207859083,0.3183775729293933,-0.10892884976639346,0.9396926207859083,0.3242102467984032,-0.09263289573266167,0.9396926207859083,0.3292368829106072,-0.0761066417247004,0.9396926207859083,0.3334449842566224,-0.05939117461388472,0.9396926207859083,0.33682408883346526,-0.04252805168517774,0.9396926207859083,0.33936579565473873,-0.02555919731916963,0.9396926207859083,0.3410637856368084,-0.008526798761463849,0.9396926207859083,0.3419138373090398,0.008526798761463722,0.9396926207859083,0.3419138373090398,0.025559197319169506,0.9396926207859083,0.3410637856368084,0.042528051685177315,0.9396926207859083,0.3393657956547388,0.059391174613884594,0.9396926207859083,0.33682408883346526,0.07610664172470027,0.9396926207859083,0.3334449842566224,0.09263289573266185,0.9396926207859083,0.32923688291060715,0.10892884976639333,0.9396926207859083,0.32421024679840327,0.12495398951654092,0.9396926207859083,0.31837757292939345,0.14066847396073082,0.9396926207859083,0.3117533622498244,0.15603323441462635,0.9396926207859083,0.30435408359117067,0.17101007166283444,0.9396926207859083,0.2961981327260239,0.18556175092817326,0.9396926207859083,0.2873057866333041,0.19965209444319496,0.9396926207859083,0.277699153086495,0.21324607139381685,0.9396926207859083,0.2674021156902357,0.22630988501144284,0.9396926207859083,0.25644027450191703,0.23881105659705762,0.9396926207859083,0.24484088238590382,0.2507185062683871,0.9396926207859083,0.23263277725862233,0.26200263022938497,0.9396926207859083,0.21984631039295435,0.2726353743699337,0.9396926207859083,0.20651327096019076,0.28259030401278135,0.9396926207859083,0.19266680699714434,0.29184266963431627,0.9396926207859083,0.17834134299490514,0.3003694683957799,0.9396926207859083,0.16357249431413473,0.30814950133195096,0.9396926207859083,0.14839697863966442,0.31516342605511116,0.9396926207859083,0.13285252469454806,0.3213938048432696,0.9396926207859083,0.11697777844051126,0.3268251479930873,0.9396926207859083,0.10081220699800014,0.3314439523297194,0.9396926207859083,0.0843960005247034,0.33523873477783633,0.9396926207859083,0.0677699722964865,0.338200060910358,0.9396926207859083,0.05097545723915765,0.34032056840392594,0.9396926207859083,0.034054209163329636,0.34159498534279953,0.9396926207859083,0.017048296957866693,0.3420201433256688,0.9396926207859083,0.0,0.29475517441090454,0.9555728057861407,0.0,0.2943887705079815,0.9555728057861407,-0.014692332721584798,0.2932904697370465,0.9555728057861407,-0.02934813798906813,0.2914630026468666,0.9555728057861407,-0.04393097916135476,0.28891091260856777,0.9555728057861407,-0.0584046009975865,0.28564054452009796,0.9555728057861407,-0.07273301979338342,0.2816600290318113,0.9555728057861407,-0.08688061284200266,0.2769792623323904,0.9555728057861407,-0.10081220699800005,0.27160988154536164,0.9555728057861407,-0.11449316612321182,0.2655652357973728,0.9555728057861407,-0.12788947719765126,0.2588603530301607,0.9555728057861407,-0.14096783488123565,0.2515119026387206,0.9555728057861407,-0.15369572431610942,0.24353815402856308,0.9555728057861407,-0.1660415019637038,0.23495893119509415,0.9555728057861407,-0.17797447427555946,0.2257955634380386,0.9555728057861407,-0.18946497400232432,0.21607083233344052,0.9555728057861407,-0.20048443395120977,0.20580891509507543,0.9555728057861407,-0.21100545800853301,0.19503532446608776,0.9555728057861407,-0.22100188925077233,0.18377684529029134,0.9555728057861407,-0.23044887497480018,0.1720614679208274,0.9555728057861407,-0.23932292848561929,0.15991831863173656,0.9555728057861407,-0.24760198748798673,0.14737758720545224,0.9555728057861407,-0.2552654689367563,0.13447045187624498,0.9555728057861407,-0.2622943202095715,0.12122900181621912,0.9555728057861407,-0.2686710664746874,0.10768615735657527,0.9555728057861407,-0.27437985413615495,0.09387558814248,0.9555728057861407,-0.27940649024835884,0.07983162942502252,0.9555728057861407,-0.28373847780191647,0.06558919669837084,0.9555728057861407,-0.28736504679321245,0.051183698894351815,0.9555728057861407,-0.2902771810003244,0.036650950350267525,0.9555728057861407,-0.29246764039877127,0.022027081768809742,0.9555728057861407,-0.293930979161355,0.007348450391440214,0.9555728057861407,-0.2946635591973451,-0.007348450391440178,0.9555728057861407,-0.2946635591973451,-0.022027081768809704,0.9555728057861407,-0.293930979161355,-0.03665095035026749,0.9555728057861407,-0.29246764039877127,-0.05118369889435178,0.9555728057861407,-0.2902771810003244,-0.06558919669837081,0.9555728057861407,-0.28736504679321245,-0.07983162942502248,0.9555728057861407,-0.28373847780191647,-0.09387558814247997,0.9555728057861407,-0.27940649024835884,-0.10768615735657525,0.9555728057861407,-0.27437985413615495,-0.12122900181621904,0.9555728057861407,-0.26867106647468747,-0.13447045187624485,0.9555728057861407,-0.26229432020957155,-0.14737758720545233,0.9555728057861407,-0.2552654689367562,-0.15991831863173656,0.9555728057861407,-0.24760198748798676,-0.1720614679208273,0.9555728057861407,-0.2393229284856193,-0.1837768452902913,0.9555728057861407,-0.2304488749748002,-0.19503532446608768,0.9555728057861407,-0.22100188925077238,-0.2058089150950754,0.9555728057861407,-0.21100545800853304,-0.21607083233344052,0.9555728057861407,-0.20048443395120977,-0.22579556343803858,0.9555728057861407,-0.18946497400232437,-0.23495893119509415,0.9555728057861407,-0.17797447427555946,-0.24353815402856305,0.9555728057861407,-0.16604150196370385,-0.25151190263872053,0.9555728057861407,-0.15369572431610945,-0.25886035303016075,0.9555728057861407,-0.14096783488123563,-0.26556523579737273,0.9555728057861407,-0.12788947719765129,-0.27160988154536164,0.9555728057861407,-0.11449316612321178,-0.2769792623323904,0.9555728057861407,-0.1008122069980001,-0.28166002903181125,0.9555728057861407,-0.08688061284200277,-0.2856405445200979,0.9555728057861407,-0.0727330197933835,-0.28891091260856777,0.9555728057861407,-0.05840460099758651,-0.2914630026468666,0.9555728057861407,-0.04393097916135484,-0.2932904697370465,0.9555728057861407,-0.02934813798906815,-0.2943887705079815,0.9555728057861407,-0.014692332721584891,-0.29475517441090454,0.9555728057861407,-3.6097098087443407e-17,-0.2943887705079815,0.9555728057861407,0.014692332721584819,-0.2932904697370465,0.9555728057861407,0.029348137989068074,-0.2914630026468666,0.9555728057861407,0.043930979161354765,-0.28891091260856777,0.9555728057861407,0.05840460099758644,-0.28564054452009796,0.9555728057861407,0.07273301979338342,-0.28166002903181137,0.9555728057861407,0.08688061284200257,-0.2769792623323904,0.9555728057861407,0.10081220699800003,-0.27160988154536164,0.9555728057861407,0.11449316612321184,-0.2655652357973728,0.9555728057861407,0.12788947719765123,-0.25886035303016075,0.9555728057861407,0.14096783488123554,-0.2515119026387206,0.9555728057861407,0.1536957243161094,-0.24353815402856308,0.9555728057861407,0.1660415019637038,-0.23495893119509417,0.9555728057861407,0.1779744742755594,-0.2257955634380386,0.9555728057861407,0.18946497400232432,-0.21607083233344057,0.9555728057861407,0.2004844339512097,-0.20580891509507546,0.9555728057861407,0.211005458008533,-0.19503532446608784,0.9555728057861407,0.22100188925077224,-0.18377684529029134,0.9555728057861407,0.23044887497480016,-0.17206146792082758,0.9555728057861407,0.23932292848561917,-0.1599183186317365,0.9555728057861407,0.24760198748798676,-0.14737758720545216,0.9555728057861407,0.2552654689367563,-0.134470451876245,0.9555728057861407,0.2622943202095715,-0.12122900181621911,0.9555728057861407,0.2686710664746874,-0.1076861573565755,0.9555728057861407,0.2743798541361549,-0.09387558814248016,0.9555728057861407,0.27940649024835873,-0.07983162942502235,0.9555728057861407,0.2837384778019165,-0.06558919669837088,0.9555728057861407,0.28736504679321245,-0.05118369889435179,0.9555728057861407,0.2902771810003244,-0.03665095035026769,0.9555728057861407,0.2924676403987712,-0.02202708176880984,0.9555728057861407,0.293930979161355,-0.00734845039144025,0.9555728057861407,0.2946635591973451,0.007348450391440142,0.9555728057861407,0.2946635591973451,0.02202708176880973,0.9555728057861407,0.293930979161355,0.036650950350267324,0.9555728057861407,0.29246764039877127,0.05118369889435168,0.9555728057861407,0.2902771810003244,0.06558919669837077,0.9555728057861407,0.28736504679321245,0.0798316294250225,0.9555728057861407,0.28373847780191647,0.09387558814248005,0.9555728057861407,0.2794064902483588,0.10768615735657515,0.9555728057861407,0.274379854136155,0.12122900181621901,0.9555728057861407,0.26867106647468747,0.13447045187624493,0.9555728057861407,0.26229432020957155,0.1473775872054523,0.9555728057861407,0.2552654689367562,0.1599183186317366,0.9555728057861407,0.24760198748798667,0.17206146792082727,0.9555728057861407,0.23932292848561937,0.18377684529029126,0.9555728057861407,0.2304488749748002,0.19503532446608754,0.9555728057861407,0.22100188925077247,0.20580891509507546,0.9555728057861407,0.211005458008533,0.21607083233344057,0.9555728057861407,0.2004844339512097,0.22579556343803855,0.9555728057861407,0.1894649740023244,0.23495893119509412,0.9555728057861407,0.17797447427555949,0.24353815402856294,0.9555728057861407,0.16604150196370399,0.2515119026387206,0.9555728057861407,0.1536957243161094,0.25886035303016064,0.9555728057861407,0.14096783488123577,0.26556523579737273,0.9555728057861407,0.1278894771976513,0.27160988154536164,0.9555728057861407,0.11449316612321182,0.27697926233239034,0.9555728057861407,0.10081220699800027,0.28166002903181125,0.9555728057861407,0.08688061284200281,0.2856405445200979,0.9555728057861407,0.07273301979338352,0.28891091260856777,0.9555728057861407,0.05840460099758654,0.2914630026468666,0.9555728057861407,0.04393097916135474,0.2932904697370464,0.9555728057861407,0.029348137989068313,0.2943887705079815,0.9555728057861407,0.014692332721584926,0.29475517441090454,0.9555728057861407,0.0,0.24675739769029378,0.969077286229078,0.0,0.24645065880515105,0.969077286229078,-0.012299841031201563,0.24553120475092174,0.969077286229078,-0.024569102719610096,0.24400132143525582,0.969077286229078,-0.0367772817474969,0.24186481238912777,0.969077286229078,-0.04889402665825165,0.23912698931065926,0.969077286229078,-0.06088921331488576,0.23579465885940057,0.969077286229078,-0.0727330197933834,0.23187610573390283,0.969077286229078,-0.08439600052470331,0.22738107207465158,0.969077286229078,-0.09584915950110309,0.22232073324357102,0.969077286229078,-0.10706402236478296,0.216707670040313,0.969077286229078,-0.11801270719962588,0.21055583742440726,0.969077286229078,-0.128667993850034,0.20388052982103286,0.969077286229078,-0.13900339159452457,0.19669834309666767,0.969077286229078,-0.14899320500583715,0.1890271332991493,0.969077286229078,-0.1586125978338147,0.18088597226472672,0.969077286229078,-0.16783765475223467,0.17229510020247038,0.969077286229078,-0.17664544081607794,0.16327587537392338,0.969077286229078,-0.18501405848141608,0.153850720993098,0.969077286229078,-0.19292270204615558,0.14404306947883258,0.969077286229078,-0.20035170937629163,0.13387730419810626,0.969077286229078,-0.20728261078907106,0.12337869884514686,0.969077286229078,-0.213698174971534,0.1125733546070448,0.969077286229078,-0.2195824518202726,0.10148813527208922,0.969077286229078,-0.22492081209590173,0.09015060044215784,0.969077286229078,-0.22969998379365247,0.0785889370152044,0.969077286229078,-0.23390808513966774,0.06683188910818887,0.969077286229078,-0.2375346541309637,0.054908686594673885,0.969077286229078,-0.24057067454561806,0.04284897243475354,0.969077286229078,-0.24300859835851804,0.030682728977983954,0.969077286229078,-0.24484236450694025,0.018440203422538198,0.969077286229078,-0.24606741395930753,0.006151832615905809,0.969077286229078,-0.2466807010496599,-0.00615183261590578,0.969077286229078,-0.2466807010496599,-0.018440203422538166,0.969077286229078,-0.24606741395930753,-0.030682728977983926,0.969077286229078,-0.24484236450694025,-0.04284897243475351,0.969077286229078,-0.24300859835851804,-0.05490868659467386,0.969077286229078,-0.24057067454561806,-0.06683188910818882,0.969077286229078,-0.23753465413096372,-0.07858893701520438,0.969077286229078,-0.23390808513966774,-0.09015060044215781,0.969077286229078,-0.2296999837936525,-0.10148813527208915,0.969077286229078,-0.22492081209590176,-0.11257335460704469,0.969077286229078,-0.21958245182027267,-0.12337869884514695,0.969077286229078,-0.21369817497153398,-0.13387730419810626,0.969077286229078,-0.2072826107890711,-0.1440430694788325,0.969077286229078,-0.20035170937629165,-0.15385072099309796,0.969077286229078,-0.1929227020461556,-0.16327587537392332,0.969077286229078,-0.18501405848141614,-0.17229510020247038,0.969077286229078,-0.17664544081607797,-0.18088597226472672,0.969077286229078,-0.16783765475223467,-0.18902713329914927,0.969077286229078,-0.15861259783381476,-0.19669834309666767,0.969077286229078,-0.14899320500583715,-0.20388052982103283,0.969077286229078,-0.13900339159452463,-0.21055583742440723,0.969077286229078,-0.12866799385003402,-0.21670767004031302,0.969077286229078,-0.11801270719962585,-0.222320733243571,0.969077286229078,-0.10706402236478299,-0.2273810720746516,0.969077286229078,-0.09584915950110307,-0.2318761057339028,0.969077286229078,-0.08439600052470335,-0.23579465885940054,0.969077286229078,-0.0727330197933835,-0.23912698931065923,0.969077286229078,-0.060889213314885816,-0.24186481238912777,0.969077286229078,-0.048894026658251655,-0.24400132143525582,0.969077286229078,-0.03677728174749697,-0.24553120475092174,0.969077286229078,-0.024569102719610113,-0.24645065880515105,0.969077286229078,-0.01229984103120164,-0.24675739769029378,0.969077286229078,-3.021906572473488e-17,-0.24645065880515105,0.969077286229078,0.01229984103120158,-0.24553120475092174,0.969077286229078,0.02456910271961005,-0.24400132143525582,0.969077286229078,0.03677728174749691,-0.2418648123891278,0.969077286229078,0.04889402665825159,-0.23912698931065926,0.969077286229078,0.06088921331488576,-0.2357946588594006,0.969077286229078,0.07273301979338333,-0.23187610573390283,0.969077286229078,0.0843960005247033,-0.22738107207465158,0.969077286229078,0.0958491595011031,-0.22232073324357102,0.969077286229078,0.10706402236478293,-0.21670767004031302,0.969077286229078,0.1180127071996258,-0.21055583742440726,0.969077286229078,0.128667993850034,-0.20388052982103286,0.969077286229078,0.13900339159452457,-0.1966983430966677,0.969077286229078,0.1489932050058371,-0.1890271332991493,0.969077286229078,0.1586125978338147,-0.18088597226472677,0.969077286229078,0.1678376547522346,-0.1722951002024704,0.969077286229078,0.17664544081607791,-0.16327587537392346,0.969077286229078,0.18501405848141603,-0.153850720993098,0.969077286229078,0.19292270204615555,-0.14404306947883272,0.969077286229078,0.20035170937629151,-0.13387730419810623,0.969077286229078,0.2072826107890711,-0.1233786988451468,0.969077286229078,0.21369817497153404,-0.11257335460704483,0.969077286229078,0.21958245182027258,-0.1014881352720892,0.969077286229078,0.22492081209590173,-0.09015060044215802,0.969077286229078,0.22969998379365242,-0.07858893701520454,0.969077286229078,0.23390808513966768,-0.06683188910818873,0.969077286229078,0.23753465413096375,-0.05490868659467392,0.969077286229078,0.24057067454561806,-0.04284897243475352,0.969077286229078,0.24300859835851804,-0.030682728977984096,0.969077286229078,0.24484236450694022,-0.018440203422538277,0.969077286229078,0.24606741395930753,-0.00615183261590584,0.969077286229078,0.2466807010496599,0.006151832615905749,0.969077286229078,0.2466807010496599,0.01844020342253819,0.969077286229078,0.24606741395930753,0.030682728977983787,0.969077286229078,0.24484236450694027,0.04284897243475343,0.969077286229078,0.24300859835851807,0.05490868659467383,0.969077286229078,0.24057067454561806,0.06683188910818885,0.969077286229078,0.2375346541309637,0.07858893701520445,0.969077286229078,0.2339080851396677,0.09015060044215772,0.969077286229078,0.22969998379365253,0.10148813527208912,0.969077286229078,0.22492081209590176,0.11257335460704476,0.969077286229078,0.21958245182027264,0.12337869884514692,0.969077286229078,0.21369817497153398,0.1338773041981063,0.969077286229078,0.20728261078907104,0.14404306947883247,0.969077286229078,0.20035170937629168,0.15385072099309793,0.969077286229078,0.1929227020461556,0.1632758753739232,0.969077286229078,0.18501405848141622,0.1722951002024704,0.969077286229078,0.17664544081607791,0.18088597226472677,0.969077286229078,0.1678376547522346,0.18902713329914925,0.969077286229078,0.1586125978338148,0.19669834309666764,0.969077286229078,0.14899320500583718,0.20388052982103275,0.969077286229078,0.13900339159452474,0.21055583742440728,0.969077286229078,0.128667993850034,0.21670767004031294,0.969077286229078,0.11801270719962596,0.222320733243571,0.969077286229078,0.10706402236478302,0.22738107207465158,0.969077286229078,0.09584915950110309,0.23187610573390274,0.969077286229078,0.08439600052470349,0.23579465885940054,0.969077286229078,0.07273301979338352,0.23912698931065923,0.969077286229078,0.060889213314885844,0.24186481238912777,0.969077286229078,0.04889402665825168,0.24400132143525582,0.969077286229078,0.036777281747496886,0.24553120475092172,0.969077286229078,0.02456910271961025,0.24645065880515105,0.969077286229078,0.01229984103120167,0.24675739769029378,0.969077286229078,0.0,0.19814614319939755,0.9801724878485438,0.0,0.19789983193323402,0.9801724878485438,-0.009876769998025297,0.1971615105033604,0.9801724878485438,-0.019728984789630335,0.1959330144931829,0.9801724878485438,-0.029532150216506986,0.1942173981373473,0.9801724878485438,-0.03926189406479617,0.19201892672843046,0.9801724878485438,-0.048894026658251606,0.18934306601275072,0.9801724878485438,-0.058404600997586424,0.18619646860166178,0.9801724878485438,-0.06776997229648643,0.18258695743211217,0.9801724878485438,-0.07696685676627447,0.17852350631759184,0.9801724878485438,-0.08597238950307771,0.17401621763781752,0.9801724878485438,-0.09476418133358133,0.16907629722262532,0.9801724878485438,-0.103320374478041,0.16371602649251185,0.9801724878485438,-0.1116196968921674,0.15794873192508802,0.9801724878485438,-0.11964151515277983,0.15178875192335578,0.9801724878485438,-0.12736588575574748,0.1452514011681792,0.9801724878485438,-0.13477360469868285,0.1383529325435747,0.9801724878485438,-0.1418462552251177,0.1311104967294806,0.9801724878485438,-0.14856625361146122,0.12354209956246463,0.9801724878485438,-0.1549168928829075,0.11566655727037688,0.9801724878485438,-0.16088238434960736,0.1075034496922429,0.9801724878485438,-0.16644789685983888,0.09907307159969875,0.9801724878485438,-0.17159959367258748,0.09039638224099114,0.9801724878485438,-0.17632466685786416,0.08149495323298357,0.9801724878485438,-0.1806113691392377,0.0723909149307183,0.9801724878485438,-0.18444904309941448,0.0631069014078667,0.9801724878485438,-0.18782814767625738,0.05366599418485577,0.9801724878485438,-0.1907402818833693,0.04409166484457157,0.9801724878485438,-0.1931782056962693,0.03440771667830602,0.9801724878485438,-0.1951358580522339,0.02463822550702421,0.9801724878485438,-0.1966083719190543,0.014807479825080029,0.9801724878485438,-0.19759208639524511,0.004939920415192257,0.9801724878485438,-0.19808455581162235,-0.004939920415192233,0.9801724878485438,-0.19808455581162235,-0.014807479825080003,0.9801724878485438,-0.19759208639524511,-0.02463822550702419,0.9801724878485438,-0.1966083719190543,-0.034407716678306,0.9801724878485438,-0.1951358580522339,-0.04409166484457155,0.9801724878485438,-0.1931782056962693,-0.053665994184855736,0.9801724878485438,-0.19074028188336933,-0.06310690140786669,0.9801724878485438,-0.18782814767625738,-0.07239091493071827,0.9801724878485438,-0.1844490430994145,-0.08149495323298352,0.9801724878485438,-0.18061136913923773,-0.09039638224099104,0.9801724878485438,-0.17632466685786422,-0.09907307159969882,0.9801724878485438,-0.17159959367258745,-0.1075034496922429,0.9801724878485438,-0.1664478968598389,-0.11566655727037681,0.9801724878485438,-0.1608823843496074,-0.1235420995624646,0.9801724878485438,-0.15491689288290753,-0.13111049672948058,0.9801724878485438,-0.14856625361146128,-0.13835293254357467,0.9801724878485438,-0.14184625522511773,-0.1452514011681792,0.9801724878485438,-0.13477360469868285,-0.15178875192335575,0.9801724878485438,-0.1273658857557475,-0.15794873192508802,0.9801724878485438,-0.11964151515277983,-0.16371602649251182,0.9801724878485438,-0.11161969689216744,-0.1690762972226253,0.9801724878485438,-0.10332037447804102,-0.17401621763781755,0.9801724878485438,-0.0947641813335813,-0.1785235063175918,0.9801724878485438,-0.08597238950307774,-0.1825869574321122,0.9801724878485438,-0.07696685676627446,-0.18619646860166178,0.9801724878485438,-0.06776997229648646,-0.18934306601275072,0.9801724878485438,-0.0584046009975865,-0.19201892672843043,0.9801724878485438,-0.048894026658251655,-0.1942173981373473,0.9801724878485438,-0.039261894064796174,-0.1959330144931829,0.9801724878485438,-0.02953215021650704,-0.1971615105033604,0.9801724878485438,-0.01972898478963035,-0.19789983193323402,0.9801724878485438,-0.00987676999802536,-0.19814614319939755,0.9801724878485438,-2.426590400325353e-17,-0.19789983193323402,0.9801724878485438,0.00987676999802531,-0.1971615105033604,0.9801724878485438,0.0197289847896303,-0.1959330144931829,0.9801724878485438,0.029532150216506993,-0.19421739813734734,0.9801724878485438,0.03926189406479612,-0.19201892672843046,0.9801724878485438,0.048894026658251606,-0.18934306601275075,0.9801724878485438,0.05840460099758637,-0.18619646860166178,0.9801724878485438,0.06776997229648642,-0.18258695743211217,0.9801724878485438,0.07696685676627449,-0.17852350631759184,0.9801724878485438,0.0859723895030777,-0.17401621763781755,0.9801724878485438,0.09476418133358126,-0.16907629722262532,0.9801724878485438,0.10332037447804097,-0.16371602649251185,0.9801724878485438,0.1116196968921674,-0.15794873192508802,0.9801724878485438,0.11964151515277979,-0.15178875192335578,0.9801724878485438,0.12736588575574748,-0.14525140116817922,0.9801724878485438,0.13477360469868283,-0.13835293254357472,0.9801724878485438,0.14184625522511768,-0.1311104967294807,0.9801724878485438,0.14856625361146117,-0.12354209956246463,0.9801724878485438,0.1549168928829075,-0.11566655727037699,0.9801724878485438,0.16088238434960728,-0.10750344969224286,0.9801724878485438,0.1664478968598389,-0.09907307159969869,0.9801724878485438,0.1715995936725875,-0.09039638224099115,0.9801724878485438,0.17632466685786413,-0.08149495323298356,0.9801724878485438,0.1806113691392377,-0.07239091493071843,0.9801724878485438,0.18444904309941446,-0.06310690140786682,0.9801724878485438,0.18782814767625736,-0.05366599418485566,0.9801724878485438,0.19074028188336936,-0.044091664844571596,0.9801724878485438,0.1931782056962693,-0.034407716678306006,0.9801724878485438,0.1951358580522339,-0.024638225507024325,0.9801724878485438,0.19660837191905428,-0.014807479825080095,0.9801724878485438,0.19759208639524511,-0.004939920415192281,0.9801724878485438,0.19808455581162235,0.004939920415192208,0.9801724878485438,0.19808455581162235,0.014807479825080024,0.9801724878485438,0.19759208639524511,0.024638225507024075,0.9801724878485438,0.19660837191905434,0.03440771667830593,0.9801724878485438,0.19513585805223393,0.044091664844571526,0.9801724878485438,0.1931782056962693,0.05366599418485576,0.9801724878485438,0.1907402818833693,0.06310690140786675,0.9801724878485438,0.18782814767625738,0.0723909149307182,0.9801724878485438,0.18444904309941454,0.08149495323298349,0.9801724878485438,0.18061136913923773,0.0903963822409911,0.9801724878485438,0.1763246668578642,0.0990730715996988,0.9801724878485438,0.17159959367258745,0.10750344969224294,0.9801724878485438,0.16644789685983885,0.1156665572703768,0.9801724878485438,0.16088238434960742,0.12354209956246459,0.9801724878485438,0.15491689288290753,0.13111049672948047,0.9801724878485438,0.14856625361146134,0.13835293254357472,0.9801724878485438,0.14184625522511768,0.14525140116817922,0.9801724878485438,0.13477360469868283,0.15178875192335572,0.9801724878485438,0.12736588575574753,0.157948731925088,0.9801724878485438,0.11964151515277986,0.16371602649251174,0.9801724878485438,0.11161969689216754,0.16907629722262532,0.9801724878485438,0.10332037447804097,0.1740162176378175,0.9801724878485438,0.0947641813335814,0.1785235063175918,0.9801724878485438,0.08597238950307777,0.18258695743211217,0.9801724878485438,0.07696685676627447,0.18619646860166172,0.9801724878485438,0.06776997229648657,0.18934306601275072,0.9801724878485438,0.05840460099758653,0.19201892672843043,0.9801724878485438,0.048894026658251676,0.1942173981373473,0.9801724878485438,0.039261894064796195,0.1959330144931829,0.9801724878485438,0.029532150216506976,0.1971615105033604,0.9801724878485438,0.01972898478963046,0.19789983193323402,0.9801724878485438,0.009876769998025383,0.19814614319939755,0.9801724878485438,0.0,0.14904226617617464,0.9888308262251285,0.0,0.14885699489760731,0.9888308262251285,-0.007429143758428793,0.1483016416754956,0.9888308262251285,-0.01483981749492223,0.1473775872054523,0.9888308262251285,-0.02221359710692966,0.14608712883248598,0.9888308262251285,-0.02953215021650703,0.14443347483943922,0.9888308262251285,-0.03677728174749692,0.142420736470692,0.9888308262251285,-0.043930979161354765,0.1400539177109605,0.9888308262251285,-0.050975457239157716,0.1373389028446024,0.9888308262251285,-0.05789320229846122,0.13428244182635907,0.9888308262251285,-0.06466701573507301,0.13089213349990447,0.9888308262251285,-0.07128005678149305,0.12717640670592248,0.9888308262251285,-0.0777158843757149,0.1231444993266808,0.9888308262251285,-0.08395849803629651,0.11880643531920027,0.9888308262251285,-0.08999237764207797,0.1141729997941182,0.9888308262251285,-0.09580252201764823,0.10925571220220404,0.9888308262251285,-0.1013744862286308,0.1040667976951897,0.9888308262251285,-0.10669441749406644,0.09861915673211619,0.9888308262251285,-0.11174908962660947,0.09292633300675976,0.9888308262251285,-0.11652593591491331,0.0870024797758752,0.9888308262251285,-0.12101308036645508,0.0808623246719696,0.9888308262251285,-0.12519936723312408,0.0745211330880873,0.9888308262251285,-0.12907438874616944,0.06799467022563774,0.9888308262251285,-0.13262851099155287,0.06129916189962041,0.9888308262251285,-0.1358528978613773,0.054451254198692546,0.9888308262251285,-0.13873953302184297,0.047467972100369786,0.9888308262251285,-0.1412812398431165,0.040366677144249526,0.9888308262251285,-0.14347169924156336,0.033165024268488,0.9888308262251285,-0.14530546538998557,0.025880917916842307,0.9888308262251285,-0.14677797925680597,0.018532467525402142,0.9888308262251285,-0.1478855799405392,0.011137942499678305,0.9888308262251285,-0.1486255137713695,0.0037157267939820393,0.9888308262251285,-0.14899594115720793,-0.003715726793982021,0.9888308262251285,-0.14899594115720793,-0.011137942499678286,0.9888308262251285,-0.1486255137713695,-0.01853246752540213,0.9888308262251285,-0.1478855799405392,-0.02588091791684229,0.9888308262251285,-0.14677797925680597,-0.033165024268487976,0.9888308262251285,-0.14530546538998557,-0.0403666771442495,0.9888308262251285,-0.1434716992415634,-0.04746797210036977,0.9888308262251285,-0.1412812398431165,-0.054451254198692525,0.9888308262251285,-0.138739533021843,-0.061299161899620376,0.9888308262251285,-0.13585289786137733,-0.06799467022563765,0.9888308262251285,-0.13262851099155293,-0.07452113308808735,0.9888308262251285,-0.12907438874616942,-0.0808623246719696,0.9888308262251285,-0.1251993672331241,-0.08700247977587516,0.9888308262251285,-0.12101308036645511,-0.09292633300675975,0.9888308262251285,-0.11652593591491332,-0.09861915673211614,0.9888308262251285,-0.1117490896266095,-0.10406679769518969,0.9888308262251285,-0.10669441749406645,-0.10925571220220404,0.9888308262251285,-0.1013744862286308,-0.11417299979411817,0.9888308262251285,-0.09580252201764827,-0.11880643531920027,0.9888308262251285,-0.08999237764207797,-0.12314449932668078,0.9888308262251285,-0.08395849803629654,-0.12717640670592245,0.9888308262251285,-0.07771588437571492,-0.1308921334999045,0.9888308262251285,-0.07128005678149302,-0.13428244182635907,0.9888308262251285,-0.06466701573507302,-0.1373389028446024,0.9888308262251285,-0.057893202298461205,-0.14005391771096048,0.9888308262251285,-0.05097545723915774,-0.142420736470692,0.9888308262251285,-0.04393097916135482,-0.1444334748394392,0.9888308262251285,-0.036777281747496955,-0.14608712883248598,0.9888308262251285,-0.029532150216507035,-0.1473775872054523,0.9888308262251285,-0.022213597106929703,-0.1483016416754956,0.9888308262251285,-0.01483981749492224,-0.14885699489760731,0.9888308262251285,-0.007429143758428841,-0.14904226617617464,0.9888308262251285,-1.825241342103201e-17,-0.14885699489760731,0.9888308262251285,0.007429143758428803,-0.1483016416754956,0.9888308262251285,0.014839817494922204,-0.1473775872054523,0.9888308262251285,0.022213597106929665,-0.14608712883248598,0.9888308262251285,0.029532150216506996,-0.14443347483943922,0.9888308262251285,0.03677728174749692,-0.14242073647069203,0.9888308262251285,0.04393097916135472,-0.1400539177109605,0.9888308262251285,0.05097545723915771,-0.1373389028446024,0.9888308262251285,0.05789320229846123,-0.13428244182635907,0.9888308262251285,0.064667015735073,-0.1308921334999045,0.9888308262251285,0.07128005678149299,-0.12717640670592248,0.9888308262251285,0.07771588437571487,-0.1231444993266808,0.9888308262251285,0.08395849803629651,-0.11880643531920028,0.9888308262251285,0.08999237764207793,-0.1141729997941182,0.9888308262251285,0.09580252201764823,-0.10925571220220406,0.9888308262251285,0.10137448622863077,-0.10406679769518971,0.9888308262251285,0.10669441749406643,-0.09861915673211623,0.9888308262251285,0.11174908962660943,-0.09292633300675976,0.9888308262251285,0.1165259359149133,-0.08700247977587529,0.9888308262251285,0.12101308036645503,-0.08086232467196956,0.9888308262251285,0.1251993672331241,-0.07452113308808726,0.9888308262251285,0.12907438874616944,-0.06799467022563775,0.9888308262251285,0.13262851099155287,-0.061299161899620404,0.9888308262251285,0.1358528978613773,-0.05445125419869265,0.9888308262251285,0.13873953302184294,-0.04746797210036987,0.9888308262251285,0.14128123984311647,-0.04036667714424944,0.9888308262251285,0.1434716992415634,-0.03316502426848802,0.9888308262251285,0.14530546538998557,-0.025880917916842293,0.9888308262251285,0.14677797925680597,-0.01853246752540223,0.9888308262251285,0.14788557994053916,-0.011137942499678356,0.9888308262251285,0.1486255137713695,-0.003715726793982057,0.9888308262251285,0.14899594115720793,0.0037157267939820025,0.9888308262251285,0.14899594115720793,0.011137942499678302,0.9888308262251285,0.1486255137713695,0.01853246752540204,0.9888308262251285,0.1478855799405392,0.02588091791684224,0.9888308262251285,0.14677797925680597,0.03316502426848796,0.9888308262251285,0.14530546538998557,0.04036667714424951,0.9888308262251285,0.14347169924156336,0.047467972100369814,0.9888308262251285,0.14128123984311647,0.05445125419869248,0.9888308262251285,0.138739533021843,0.061299161899620355,0.9888308262251285,0.13585289786137733,0.0679946702256377,0.9888308262251285,0.1326285109915529,0.07452113308808733,0.9888308262251285,0.12907438874616942,0.08086232467196963,0.9888308262251285,0.12519936723312408,0.08700247977587514,0.9888308262251285,0.12101308036645513,0.09292633300675972,0.9888308262251285,0.11652593591491332,0.09861915673211608,0.9888308262251285,0.11174908962660955,0.10406679769518971,0.9888308262251285,0.10669441749406643,0.10925571220220406,0.9888308262251285,0.10137448622863077,0.11417299979411816,0.9888308262251285,0.09580252201764829,0.11880643531920025,0.9888308262251285,0.08999237764207799,0.12314449932668073,0.9888308262251285,0.08395849803629661,0.1271764067059225,0.9888308262251285,0.07771588437571487,0.13089213349990445,0.9888308262251285,0.0712800567814931,0.13428244182635907,0.9888308262251285,0.06466701573507305,0.1373389028446024,0.9888308262251285,0.05789320229846122,0.14005391771096046,0.9888308262251285,0.05097545723915782,0.142420736470692,0.9888308262251285,0.04393097916135484,0.1444334748394392,0.9888308262251285,0.03677728174749697,0.14608712883248598,0.9888308262251285,0.029532150216507052,0.1473775872054523,0.9888308262251285,0.022213597106929654,0.14830164167549556,0.9888308262251285,0.014839817494922324,0.14885699489760731,0.9888308262251285,0.007429143758428858,0.14904226617617464,0.9888308262251285,0.0,0.09956784659581666,0.9950307753654014,0.0,0.0994440759184358,0.9950307753654014,-0.0049630474968969124,0.09907307159969879,0.9950307753654014,-0.00991375607572808,0.09845575601479824,0.9950307753654014,-0.01483981749492221,0.09759366390754379,0.9950307753654014,-0.01972898478963034,0.09648893857474715,0.9950307753654014,-0.02456910271961008,0.09514432653764857,0.9950307753654014,-0.029348137989068095,0.09356317071363225,0.9950307753654014,-0.03405420916332941,0.091749402105207,0.9950307753654014,-0.0386756162079561,0.08970753002691467,0.9950307753654014,-0.04320086957687636,0.08744263089446366,0.9950307753654014,-0.047618718777206394,0.08496033560395963,0.9950307753654014,-0.05191818033974832,0.08226681553261056,0.9950307753654014,-0.05608856512562525,0.07936876719571066,0.9950307753654014,-0.06011950490116467,0.0762733955980482,0.9950307753654014,-0.06400097811496101,0.07298839632112841,0.9950307753654014,-0.06772333481303153,0.06952193639074525,0.9950307753654014,-0.07127732063012225,0.06588263397246855,0.9950307753654014,-0.07465409979751823,0.062079536945526516,0.9950307753654014,-0.07784527711015672,0.05812210040835225,0.9950307753654014,-0.08084291879842971,0.054020163171719406,0.9950307753654014,-0.08363957225278529,0.04978392329790832,0.9950307753654014,-0.08622828455208917,0.04542391274671642,0.9950307753654014,-0.0886026197496822,0.04095097119134657,0.9950307753654014,-0.09075667487415778,0.036376219069271735,0.9950307753654014,-0.09268509460507893,0.03171102993507523,0.9950307753654014,-0.09438308458714857,0.026967002184001908,0.9950307753654014,-0.09584642334973233,0.022155930216520167,0.9950307753654014,-0.09707147280209963,0.017289775115584043,0.9950307753654014,-0.09805518727829043,0.01238063490949635,0.9950307753654014,-0.09879512110912077,0.0074407144943041265,0.9950307753654014,-0.09928943470250161,0.00248229529050405,0.9950307753654014,-0.09953689911695471,-0.0024822952905040377,0.9950307753654014,-0.09953689911695471,-0.007440714494304114,0.9950307753654014,-0.09928943470250161,-0.012380634909496337,0.9950307753654014,-0.09879512110912077,-0.017289775115584032,0.9950307753654014,-0.09805518727829043,-0.022155930216520157,0.9950307753654014,-0.09707147280209963,-0.02696700218400189,0.9950307753654014,-0.09584642334973234,-0.03171102993507522,0.9950307753654014,-0.09438308458714857,-0.03637621906927172,0.9950307753654014,-0.09268509460507894,-0.040950971191346545,0.9950307753654014,-0.0907566748741578,-0.045423912746716366,0.9950307753654014,-0.08860261974968221,-0.04978392329790835,0.9950307753654014,-0.08622828455208917,-0.054020163171719406,0.9950307753654014,-0.08363957225278529,-0.058122100408352216,0.9950307753654014,-0.08084291879842972,-0.0620795369455265,0.9950307753654014,-0.07784527711015672,-0.06588263397246853,0.9950307753654014,-0.07465409979751826,-0.06952193639074523,0.9950307753654014,-0.07127732063012227,-0.07298839632112841,0.9950307753654014,-0.06772333481303153,-0.07627339559804819,0.9950307753654014,-0.06400097811496104,-0.07936876719571066,0.9950307753654014,-0.06011950490116467,-0.08226681553261056,0.9950307753654014,-0.05608856512562528,-0.08496033560395962,0.9950307753654014,-0.05191818033974833,-0.08744263089446368,0.9950307753654014,-0.04761871877720638,-0.08970753002691466,0.9950307753654014,-0.043200869576876376,-0.091749402105207,0.9950307753654014,-0.03867561620795609,-0.09356317071363224,0.9950307753654014,-0.03405420916332943,-0.09514432653764855,0.9950307753654014,-0.029348137989068133,-0.09648893857474714,0.9950307753654014,-0.024569102719610103,-0.09759366390754379,0.9950307753654014,-0.019728984789630342,-0.09845575601479824,0.9950307753654014,-0.014839817494922239,-0.09907307159969879,0.9950307753654014,-0.009913756075728086,-0.0994440759184358,0.9950307753654014,-0.0049630474968969445,-0.09956784659581666,0.9950307753654014,-1.2193544463156156e-17,-0.0994440759184358,0.9950307753654014,0.004963047496896919,-0.09907307159969879,0.9950307753654014,0.009913756075728062,-0.09845575601479824,0.9950307753654014,0.014839817494922214,-0.09759366390754379,0.9950307753654014,0.019728984789630317,-0.09648893857474715,0.9950307753654014,0.02456910271961008,-0.09514432653764858,0.9950307753654014,0.029348137989068067,-0.09356317071363225,0.9950307753654014,0.03405420916332941,-0.091749402105207,0.9950307753654014,0.03867561620795611,-0.08970753002691467,0.9950307753654014,0.043200869576876355,-0.08744263089446368,0.9950307753654014,0.04761871877720636,-0.08496033560395963,0.9950307753654014,0.05191818033974831,-0.08226681553261056,0.9950307753654014,0.05608856512562525,-0.07936876719571068,0.9950307753654014,0.06011950490116465,-0.0762733955980482,0.9950307753654014,0.06400097811496101,-0.07298839632112843,0.9950307753654014,0.06772333481303151,-0.06952193639074526,0.9950307753654014,0.07127732063012225,-0.06588263397246859,0.9950307753654014,0.07465409979751822,-0.062079536945526516,0.9950307753654014,0.07784527711015671,-0.058122100408352306,0.9950307753654014,0.08084291879842967,-0.054020163171719385,0.9950307753654014,0.08363957225278529,-0.04978392329790829,0.9950307753654014,0.08622828455208918,-0.04542391274671643,0.9950307753654014,0.08860261974968218,-0.040950971191346566,0.9950307753654014,0.09075667487415778,-0.036376219069271805,0.9950307753654014,0.0926850946050789,-0.03171102993507528,0.9950307753654014,0.09438308458714856,-0.026967002184001852,0.9950307753654014,0.09584642334973235,-0.02215593021652018,0.9950307753654014,0.09707147280209963,-0.017289775115584036,0.9950307753654014,0.09805518727829043,-0.012380634909496405,0.9950307753654014,0.09879512110912075,-0.007440714494304159,0.9950307753654014,0.09928943470250161,-0.002482295290504062,0.9950307753654014,0.09953689911695471,0.002482295290504025,0.9950307753654014,0.09953689911695471,0.007440714494304124,0.9950307753654014,0.09928943470250161,0.012380634909496282,0.9950307753654014,0.09879512110912078,0.017289775115584,0.9950307753654014,0.09805518727829045,0.022155930216520146,0.9950307753654014,0.09707147280209963,0.0269670021840019,0.9950307753654014,0.09584642334973233,0.03171102993507525,0.9950307753654014,0.09438308458714857,0.03637621906927169,0.9950307753654014,0.09268509460507895,0.04095097119134653,0.9950307753654014,0.0907566748741578,0.045423912746716394,0.9950307753654014,0.0886026197496822,0.049783923297908345,0.9950307753654014,0.08622828455208917,0.054020163171719426,0.9950307753654014,0.08363957225278527,0.0581221004083522,0.9950307753654014,0.08084291879842974,0.06207953694552649,0.9950307753654014,0.07784527711015672,0.06588263397246849,0.9950307753654014,0.07465409979751829,0.06952193639074526,0.9950307753654014,0.07127732063012225,0.07298839632112843,0.9950307753654014,0.06772333481303151,0.07627339559804819,0.9950307753654014,0.06400097811496105,0.07936876719571065,0.9950307753654014,0.06011950490116468,0.08226681553261052,0.9950307753654014,0.05608856512562532,0.08496033560395964,0.9950307753654014,0.05191818033974831,0.08744263089446364,0.9950307753654014,0.04761871877720643,0.08970753002691466,0.9950307753654014,0.04320086957687638,0.091749402105207,0.9950307753654014,0.0386756162079561,0.09356317071363221,0.9950307753654014,0.034054209163329484,0.09514432653764855,0.9950307753654014,0.029348137989068143,0.09648893857474714,0.9950307753654014,0.024569102719610113,0.09759366390754379,0.9950307753654014,0.019728984789630352,0.09845575601479824,0.9950307753654014,0.014839817494922206,0.09907307159969879,0.9950307753654014,0.009913756075728142,0.0994440759184358,0.9950307753654014,0.004963047496896956,0.09956784659581666,0.9950307753654014,0.0,0.04984588566069742,0.9987569212189223,0.0,0.04978392329790858,0.9987569212189223,-0.0024846123172993077,0.0495981902577389,0.9987569212189223,-0.0049630474968969385,0.049289148301790715,0.9987569212189223,-0.0074291437584288215,0.048857565757059844,0.9987569212189223,-0.009876769998025349,0.048304515605753565,0.9987569212189223,-0.012299841031201617,0.04763137281768779,0.9987569212189223,-0.014692332721584857,0.046839810931895494,0.9987569212189223,-0.017048296957866627,0.045931797895944926,0.9987569212189223,-0.01936187644174473,0.04490959117331198,0.9987569212189223,-0.02162731925008967,0.043775732130970205,0.9987569212189223,-0.023838993135131853,0.04253303972115213,0.9987569212189223,-0.025991399527116963,0.04118460347298986,0.9987569212189223,-0.02807918720461674,0.03973377581145886,0.9987569212189223,-0.030097165598508575,0.03818416372272121,0.9987569212189223,-0.032040317696548234,0.03653961978658975,0.9987569212189223,-0.033903812516452775,0.03480423259840757,0.9987569212189223,-0.03568301711648364,0.032982316604155855,0.9987569212189223,-0.037373508113669844,0.031078401374061326,0.9987569212189223,-0.038971082681034976,0.02909722034137097,0.9987569212189223,-0.04047176899648727,0.027043699034291217,0.9987569212189223,-0.04187183611739515,0.024922942830348703,0.9987569212189223,-0.043167803256298445,0.022740224263617374,0.9987569212189223,-0.044356448434694454,0.020500969916367937,0.9987569212189223,-0.04543481649338421,0.018210746927729393,0.9987569212189223,-0.046400226439463794,0.015875249152903993,0.9987569212189223,-0.047250278111695194,0.013500283007345997,0.9987569212189223,-0.047982858147685256,0.011091753031098052,0.9987569212189223,-0.04859614523803764,0.008655647209174284,0.9987569212189223,-0.049088614654414865,0.006198022084486081,0.9987569212189223,-0.0494590420402533,0.003724987700322128,0.9987569212189223,-0.0497065064547064,0.0012426924098180823,0.9987569212189223,-0.04983039266224882,-0.0012426924098180763,0.9987569212189223,-0.04983039266224882,-0.003724987700322122,0.9987569212189223,-0.0497065064547064,-0.006198022084486075,0.9987569212189223,-0.0494590420402533,-0.00865564720917428,0.9987569212189223,-0.049088614654414865,-0.011091753031098047,0.9987569212189223,-0.04859614523803764,-0.013500283007345988,0.9987569212189223,-0.04798285814768526,-0.015875249152903986,0.9987569212189223,-0.047250278111695194,-0.01821074692772939,0.9987569212189223,-0.0464002264394638,-0.020500969916367923,0.9987569212189223,-0.04543481649338421,-0.02274022426361735,0.9987569212189223,-0.04435644843469447,-0.02492294283034872,0.9987569212189223,-0.04316780325629844,-0.027043699034291217,0.9987569212189223,-0.04187183611739515,-0.029097220341370956,0.9987569212189223,-0.04047176899648728,-0.03107840137406132,0.9987569212189223,-0.038971082681034976,-0.03298231660415584,0.9987569212189223,-0.03737350811366986,-0.034804232598407564,0.9987569212189223,-0.03568301711648365,-0.03653961978658975,0.9987569212189223,-0.033903812516452775,-0.0381841637227212,0.9987569212189223,-0.03204031769654825,-0.03973377581145886,0.9987569212189223,-0.030097165598508575,-0.041184603472989856,0.9987569212189223,-0.02807918720461675,-0.042533039721152126,0.9987569212189223,-0.025991399527116966,-0.043775732130970205,0.9987569212189223,-0.02383899313513185,-0.044909591173311975,0.9987569212189223,-0.021627319250089677,-0.04593179789594493,0.9987569212189223,-0.019361876441744724,-0.04683981093189549,0.9987569212189223,-0.017048296957866634,-0.047631372817687784,0.9987569212189223,-0.014692332721584876,-0.04830451560575356,0.9987569212189223,-0.012299841031201629,-0.048857565757059844,0.9987569212189223,-0.00987676999802535,-0.049289148301790715,0.9987569212189223,-0.007429143758428835,-0.0495981902577389,0.9987569212189223,-0.004963047496896942,-0.04978392329790858,0.9987569212189223,-0.0024846123172993237,-0.04984588566069742,0.9987569212189223,-6.104360432503805e-18,-0.04978392329790858,0.9987569212189223,0.002484612317299311,-0.0495981902577389,0.9987569212189223,0.004963047496896929,-0.049289148301790715,0.9987569212189223,0.007429143758428823,-0.04885756575705985,0.9987569212189223,0.009876769998025338,-0.048304515605753565,0.9987569212189223,0.012299841031201617,-0.0476313728176878,0.9987569212189223,0.014692332721584843,-0.046839810931895494,0.9987569212189223,0.017048296957866624,-0.045931797895944926,0.9987569212189223,0.01936187644174473,-0.04490959117331198,0.9987569212189223,0.021627319250089663,-0.043775732130970205,0.9987569212189223,0.02383899313513184,-0.04253303972115213,0.9987569212189223,0.025991399527116956,-0.04118460347298986,0.9987569212189223,0.02807918720461674,-0.03973377581145886,0.9987569212189223,0.030097165598508564,-0.03818416372272121,0.9987569212189223,0.032040317696548234,-0.036539619786589754,0.9987569212189223,0.03390381251645276,-0.03480423259840758,0.9987569212189223,0.03568301711648363,-0.03298231660415587,0.9987569212189223,0.03737350811366983,-0.031078401374061326,0.9987569212189223,0.03897108268103497,-0.029097220341370997,0.9987569212189223,0.04047176899648725,-0.027043699034291206,0.9987569212189223,0.04187183611739515,-0.02492294283034869,0.9987569212189223,0.04316780325629845,-0.02274022426361738,0.9987569212189223,0.044356448434694454,-0.020500969916367934,0.9987569212189223,0.04543481649338421,-0.01821074692772943,0.9987569212189223,0.04640022643946378,-0.01587524915290402,0.9987569212189223,0.04725027811169518,-0.01350028300734597,0.9987569212189223,0.04798285814768527,-0.01109175303109806,0.9987569212189223,0.04859614523803764,-0.008655647209174281,0.9987569212189223,0.049088614654414865,-0.00619802208448611,0.9987569212189223,0.049459042040253295,-0.0037249877003221444,0.9987569212189223,0.0497065064547064,-0.0012426924098180884,0.9987569212189223,0.04983039266224882,0.00124269240981807,0.9987569212189223,0.04983039266224882,0.0037249877003221266,0.9987569212189223,0.0497065064547064,0.006198022084486048,0.9987569212189223,0.04945904204025331,0.008655647209174262,0.9987569212189223,0.04908861465441487,0.01109175303109804,0.9987569212189223,0.04859614523803764,0.013500283007345995,0.9987569212189223,0.047982858147685256,0.015875249152904,0.9987569212189223,0.04725027811169519,0.018210746927729372,0.9987569212189223,0.04640022643946381,0.020500969916367916,0.9987569212189223,0.04543481649338421,0.022740224263617364,0.9987569212189223,0.04435644843469446,0.024922942830348717,0.9987569212189223,0.04316780325629844,0.027043699034291227,0.9987569212189223,0.041871836117395145,0.02909722034137095,0.9987569212189223,0.04047176899648728,0.03107840137406131,0.9987569212189223,0.038971082681034976,0.03298231660415582,0.9987569212189223,0.03737350811366987,0.03480423259840758,0.9987569212189223,0.03568301711648363,0.036539619786589754,0.9987569212189223,0.03390381251645276,0.038184163722721196,0.9987569212189223,0.032040317696548255,0.03973377581145885,0.9987569212189223,0.030097165598508578,0.04118460347298984,0.9987569212189223,0.02807918720461677,0.04253303972115213,0.9987569212189223,0.025991399527116956,0.04377573213097019,0.9987569212189223,0.023838993135131874,0.044909591173311975,0.9987569212189223,0.02162731925008968,0.045931797895944926,0.9987569212189223,0.01936187644174473,0.04683981093189547,0.9987569212189223,0.017048296957866662,0.047631372817687784,0.9987569212189223,0.014692332721584883,0.04830451560575356,0.9987569212189223,0.012299841031201634,0.048857565757059844,0.9987569212189223,0.009876769998025356,0.049289148301790715,0.9987569212189223,0.007429143758428819,0.04959819025773889,0.9987569212189223,0.00496304749689697,0.04978392329790858,0.9987569212189223,0.00248461231729933,0.04984588566069742,0.9987569212189223,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0,0.0,1.0,0.0],"revision":0,"triangleFaceIds":[0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0]}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/torus.brep.json b/main/opengeometry/tests/fixtures/cases/torus.brep.json
new file mode 100644
index 0000000..d7612c4
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/torus.brep.json
@@ -0,0 +1 @@
+{"schema_version":2,"id":"torus","revision":0,"geometry":{"surfaces":[{"kind":"Torus","frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"major_radius":2.0,"minor_radius":0.5}],"curves":[{"kind":"Circle","frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"radius":2.5},{"kind":"Circle","frame":{"origin":[2.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"radius":0.5}],"pcurves":[{"kind":"Line2","origin":[0.0,0.0],"direction":[1.0,0.0]},{"kind":"Line2","origin":[6.283185307179586,0.0],"direction":[0.0,1.0]},{"kind":"Line2","origin":[0.0,6.283185307179586],"direction":[1.0,0.0]},{"kind":"Line2","origin":[0.0,0.0],"direction":[0.0,1.0]}],"intersections":[]},"topology":{"vertices":[{"id":0,"position":[2.5,0.0,0.0],"outgoing_halfedge":0,"tolerance":1e-8}],"edges":[{"id":0,"geometry":{"kind":"Curve","curve":0,"range":{"lo":0.0,"hi":6.283185307179586}},"halfedge":0,"twin_halfedge":2,"tolerance":1e-8,"chart_seam":true},{"id":1,"geometry":{"kind":"Curve","curve":1,"range":{"lo":0.0,"hi":6.283185307179586}},"halfedge":1,"twin_halfedge":3,"tolerance":1e-8,"chart_seam":true}],"halfedges":[{"id":0,"from":0,"to":0,"twin":2,"next":1,"prev":3,"edge":0,"face":0,"loop_ref":0,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":0,"periodic_lift":[0,0]}},{"id":1,"from":0,"to":0,"twin":3,"next":2,"prev":0,"edge":1,"face":0,"loop_ref":0,"wire_ref":null,"geometry_use":{"sense":"Forward","pcurve":1,"periodic_lift":[0,0]}},{"id":2,"from":0,"to":0,"twin":0,"next":3,"prev":1,"edge":0,"face":0,"loop_ref":0,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":2,"periodic_lift":[0,0]}},{"id":3,"from":0,"to":0,"twin":1,"next":0,"prev":2,"edge":1,"face":0,"loop_ref":0,"wire_ref":null,"geometry_use":{"sense":"Reverse","pcurve":3,"periodic_lift":[0,0]}}],"loops":[{"id":0,"start_halfedge":0,"face_ref":0,"is_hole":false}],"faces":[{"id":0,"key":"skin","surface":0,"sense":"Forward","trim":{"chart":0,"uv_bounds":[{"lo":0.0,"hi":6.283185307179586},{"lo":0.0,"hi":6.283185307179586}],"outer":0,"holes":[]},"shell_ref":0,"provenance":{"sources":[{"entity":"torus","body":"torus","key":"skin","face":0}],"role":"Authored","reversed":false}}],"wires":[],"shells":[{"id":0,"faces":[0],"is_closed":true}]},"solids":[{"outer_shell":0,"cavity_shells":[]}],"accuracy":{"geometric":1e-8,"intersection":1e-9,"tessellation":0.01,"exchange":1e-6},"quality":{"kind":"Analytic"}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/torus.step.m b/main/opengeometry/tests/fixtures/cases/torus.step.m
new file mode 100644
index 0000000..33bf923
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/torus.step.m
@@ -0,0 +1,79 @@
+ISO-10303-21;
+HEADER;
+FILE_DESCRIPTION(('OpenGeometry authoritative analytic BRep v2'),'2;1');
+FILE_NAME('torus','1970-01-01T00:00:00',('OpenGeometry'),('OpenGeometry'),'OpenGeometry','OpenGeometry','');
+FILE_SCHEMA(('AUTOMOTIVE_DESIGN'));
+ENDSEC;
+DATA;
+#1=(GEOMETRIC_REPRESENTATION_CONTEXT(2) REPRESENTATION_CONTEXT('',''));
+#2=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#3=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#4=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#5=AXIS2_PLACEMENT_3D('',#2,#3,#4);
+#6=TOROIDAL_SURFACE('',#5,2.00000000000000000E0,5.00000000000000000E-1);
+#7=CARTESIAN_POINT('',(2.50000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#8=VERTEX_POINT('',#7);
+#9=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#10=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#11=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#12=AXIS2_PLACEMENT_3D('',#9,#10,#11);
+#13=CIRCLE('',#12,2.50000000000000000E0);
+#14=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#15=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#16=VECTOR('',#15,1.00000000000000000E0);
+#17=LINE('',#14,#16);
+#18=DEFINITIONAL_REPRESENTATION('',(#17),#1);
+#19=PCURVE('',#6,#18);
+#20=CARTESIAN_POINT('',(0.00000000000000000E0,6.28318530717958623E0));
+#21=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#22=VECTOR('',#21,1.00000000000000000E0);
+#23=LINE('',#20,#22);
+#24=DEFINITIONAL_REPRESENTATION('',(#23),#1);
+#25=PCURVE('',#6,#24);
+#26=SEAM_CURVE('',#13,(#19,#25),.CURVE_3D.);
+#27=EDGE_CURVE('',#8,#8,#26,.T.);
+#28=CARTESIAN_POINT('',(2.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#29=DIRECTION('',(-0.00000000000000000E0,-0.00000000000000000E0,1.00000000000000000E0));
+#30=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#31=AXIS2_PLACEMENT_3D('',#28,#29,#30);
+#32=CIRCLE('',#31,5.00000000000000000E-1);
+#33=CARTESIAN_POINT('',(6.28318530717958623E0,0.00000000000000000E0));
+#34=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#35=VECTOR('',#34,1.00000000000000000E0);
+#36=LINE('',#33,#35);
+#37=DEFINITIONAL_REPRESENTATION('',(#36),#1);
+#38=PCURVE('',#6,#37);
+#39=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#40=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#41=VECTOR('',#40,1.00000000000000000E0);
+#42=LINE('',#39,#41);
+#43=DEFINITIONAL_REPRESENTATION('',(#42),#1);
+#44=PCURVE('',#6,#43);
+#45=SEAM_CURVE('',#32,(#38,#44),.CURVE_3D.);
+#46=EDGE_CURVE('',#8,#8,#45,.T.);
+#47=ORIENTED_EDGE('',*,*,#27,.T.);
+#48=ORIENTED_EDGE('',*,*,#46,.T.);
+#49=ORIENTED_EDGE('',*,*,#27,.F.);
+#50=ORIENTED_EDGE('',*,*,#46,.F.);
+#51=EDGE_LOOP('',(#47,#48,#49,#50));
+#52=FACE_OUTER_BOUND('',#51,.T.);
+#53=ADVANCED_FACE('skin',(#52),#6,.T.);
+#54=CLOSED_SHELL('',(#53));
+#55=MANIFOLD_SOLID_BREP('torus-0',#54);
+#56=(LENGTH_UNIT() NAMED_UNIT(*) SI_UNIT($,.METRE.));
+#57=(NAMED_UNIT(*) PLANE_ANGLE_UNIT() SI_UNIT($,.RADIAN.));
+#58=(NAMED_UNIT(*) SI_UNIT($,.STERADIAN.) SOLID_ANGLE_UNIT());
+#59=UNCERTAINTY_MEASURE_WITH_UNIT(LENGTH_MEASURE(1.00000355271367882E-8),#56,'distance_accuracy_value','exchange error bound');
+#60=(GEOMETRIC_REPRESENTATION_CONTEXT(3) GLOBAL_UNCERTAINTY_ASSIGNED_CONTEXT((#59)) GLOBAL_UNIT_ASSIGNED_CONTEXT((#56,#57,#58)) REPRESENTATION_CONTEXT('',''));
+#61=ADVANCED_BREP_SHAPE_REPRESENTATION('',(#55),#60);
+#62=APPLICATION_CONTEXT('automotive design');
+#63=APPLICATION_PROTOCOL_DEFINITION('international standard','automotive_design',2000,#62);
+#64=PRODUCT_CONTEXT('',#62,'mechanical');
+#65=PRODUCT('torus','torus','',(#64));
+#66=PRODUCT_DEFINITION_FORMATION_WITH_SPECIFIED_SOURCE('1','',#65,.NOT_KNOWN.);
+#67=PRODUCT_DEFINITION_CONTEXT('part definition',#62,'design');
+#68=PRODUCT_DEFINITION('','',#66,#67);
+#69=PRODUCT_DEFINITION_SHAPE('','',#68);
+#70=SHAPE_DEFINITION_REPRESENTATION(#69,#61);
+ENDSEC;
+END-ISO-10303-21;
diff --git a/main/opengeometry/tests/fixtures/cases/torus.step.m.report.json b/main/opengeometry/tests/fixtures/cases/torus.step.m.report.json
new file mode 100644
index 0000000..5863cba
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/torus.step.m.report.json
@@ -0,0 +1 @@
+{"cavity_shells":0,"collapsed_chart_uses":0,"edges":2,"exchange_error_bound":1.0000035527136788e-8,"faces":1,"geometric_tolerance":1e-8,"length_unit":"metre","quality":{"kind":"Analytic"},"revision":"0","schema_version":2,"solids":1,"validation_level":"v2 structure, sampled residuals and Part-21 references; external schema/import validation pending"}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/torus.step.mm b/main/opengeometry/tests/fixtures/cases/torus.step.mm
new file mode 100644
index 0000000..cce96de
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/torus.step.mm
@@ -0,0 +1,79 @@
+ISO-10303-21;
+HEADER;
+FILE_DESCRIPTION(('OpenGeometry authoritative analytic BRep v2'),'2;1');
+FILE_NAME('torus','1970-01-01T00:00:00',('OpenGeometry'),('OpenGeometry'),'OpenGeometry','OpenGeometry','');
+FILE_SCHEMA(('AUTOMOTIVE_DESIGN'));
+ENDSEC;
+DATA;
+#1=(GEOMETRIC_REPRESENTATION_CONTEXT(2) REPRESENTATION_CONTEXT('',''));
+#2=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#3=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#4=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#5=AXIS2_PLACEMENT_3D('',#2,#3,#4);
+#6=TOROIDAL_SURFACE('',#5,2.00000000000000000E3,5.00000000000000000E2);
+#7=CARTESIAN_POINT('',(2.50000000000000000E3,0.00000000000000000E0,0.00000000000000000E0));
+#8=VERTEX_POINT('',#7);
+#9=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#10=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0,0.00000000000000000E0));
+#11=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#12=AXIS2_PLACEMENT_3D('',#9,#10,#11);
+#13=CIRCLE('',#12,2.50000000000000000E3);
+#14=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#15=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#16=VECTOR('',#15,1.00000000000000000E0);
+#17=LINE('',#14,#16);
+#18=DEFINITIONAL_REPRESENTATION('',(#17),#1);
+#19=PCURVE('',#6,#18);
+#20=CARTESIAN_POINT('',(0.00000000000000000E0,6.28318530717958623E0));
+#21=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0));
+#22=VECTOR('',#21,1.00000000000000000E0);
+#23=LINE('',#20,#22);
+#24=DEFINITIONAL_REPRESENTATION('',(#23),#1);
+#25=PCURVE('',#6,#24);
+#26=SEAM_CURVE('',#13,(#19,#25),.CURVE_3D.);
+#27=EDGE_CURVE('',#8,#8,#26,.T.);
+#28=CARTESIAN_POINT('',(2.00000000000000000E3,0.00000000000000000E0,0.00000000000000000E0));
+#29=DIRECTION('',(-0.00000000000000000E0,-0.00000000000000000E0,1.00000000000000000E0));
+#30=DIRECTION('',(1.00000000000000000E0,0.00000000000000000E0,0.00000000000000000E0));
+#31=AXIS2_PLACEMENT_3D('',#28,#29,#30);
+#32=CIRCLE('',#31,5.00000000000000000E2);
+#33=CARTESIAN_POINT('',(6.28318530717958623E0,0.00000000000000000E0));
+#34=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#35=VECTOR('',#34,1.00000000000000000E0);
+#36=LINE('',#33,#35);
+#37=DEFINITIONAL_REPRESENTATION('',(#36),#1);
+#38=PCURVE('',#6,#37);
+#39=CARTESIAN_POINT('',(0.00000000000000000E0,0.00000000000000000E0));
+#40=DIRECTION('',(0.00000000000000000E0,1.00000000000000000E0));
+#41=VECTOR('',#40,1.00000000000000000E0);
+#42=LINE('',#39,#41);
+#43=DEFINITIONAL_REPRESENTATION('',(#42),#1);
+#44=PCURVE('',#6,#43);
+#45=SEAM_CURVE('',#32,(#38,#44),.CURVE_3D.);
+#46=EDGE_CURVE('',#8,#8,#45,.T.);
+#47=ORIENTED_EDGE('',*,*,#27,.T.);
+#48=ORIENTED_EDGE('',*,*,#46,.T.);
+#49=ORIENTED_EDGE('',*,*,#27,.F.);
+#50=ORIENTED_EDGE('',*,*,#46,.F.);
+#51=EDGE_LOOP('',(#47,#48,#49,#50));
+#52=FACE_OUTER_BOUND('',#51,.T.);
+#53=ADVANCED_FACE('skin',(#52),#6,.T.);
+#54=CLOSED_SHELL('',(#53));
+#55=MANIFOLD_SOLID_BREP('torus-0',#54);
+#56=(LENGTH_UNIT() NAMED_UNIT(*) SI_UNIT(.MILLI.,.METRE.));
+#57=(NAMED_UNIT(*) PLANE_ANGLE_UNIT() SI_UNIT($,.RADIAN.));
+#58=(NAMED_UNIT(*) SI_UNIT($,.STERADIAN.) SOLID_ANGLE_UNIT());
+#59=UNCERTAINTY_MEASURE_WITH_UNIT(LENGTH_MEASURE(1.00000355271367888E-5),#56,'distance_accuracy_value','exchange error bound');
+#60=(GEOMETRIC_REPRESENTATION_CONTEXT(3) GLOBAL_UNCERTAINTY_ASSIGNED_CONTEXT((#59)) GLOBAL_UNIT_ASSIGNED_CONTEXT((#56,#57,#58)) REPRESENTATION_CONTEXT('',''));
+#61=ADVANCED_BREP_SHAPE_REPRESENTATION('',(#55),#60);
+#62=APPLICATION_CONTEXT('automotive design');
+#63=APPLICATION_PROTOCOL_DEFINITION('international standard','automotive_design',2000,#62);
+#64=PRODUCT_CONTEXT('',#62,'mechanical');
+#65=PRODUCT('torus','torus','',(#64));
+#66=PRODUCT_DEFINITION_FORMATION_WITH_SPECIFIED_SOURCE('1','',#65,.NOT_KNOWN.);
+#67=PRODUCT_DEFINITION_CONTEXT('part definition',#62,'design');
+#68=PRODUCT_DEFINITION('','',#66,#67);
+#69=PRODUCT_DEFINITION_SHAPE('','',#68);
+#70=SHAPE_DEFINITION_REPRESENTATION(#69,#61);
+ENDSEC;
+END-ISO-10303-21;
diff --git a/main/opengeometry/tests/fixtures/cases/torus.step.mm.report.json b/main/opengeometry/tests/fixtures/cases/torus.step.mm.report.json
new file mode 100644
index 0000000..bad0075
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/torus.step.mm.report.json
@@ -0,0 +1 @@
+{"cavity_shells":0,"collapsed_chart_uses":0,"edges":2,"exchange_error_bound":0.000010000035527136789,"faces":1,"geometric_tolerance":0.00001,"length_unit":"millimetre","quality":{"kind":"Analytic"},"revision":"0","schema_version":2,"solids":1,"validation_level":"v2 structure, sampled residuals and Part-21 references; external schema/import validation pending"}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/torus.tess.json b/main/opengeometry/tests/fixtures/cases/torus.tess.json
new file mode 100644
index 0000000..5045e01
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/torus.tess.json
@@ -0,0 +1 @@
+{"achievedDeflection":0.01,"indices":[0,1,156,0,156,155,1,2,157,1,157,156,2,3,158,2,158,157,3,4,159,3,159,158,4,5,160,4,160,159,5,6,161,5,161,160,6,7,162,6,162,161,7,8,163,7,163,162,8,9,164,8,164,163,9,10,165,9,165,164,10,11,166,10,166,165,11,12,167,11,167,166,12,13,168,12,168,167,13,14,169,13,169,168,14,15,170,14,170,169,15,16,171,15,171,170,16,17,172,16,172,171,17,18,173,17,173,172,18,19,174,18,174,173,19,20,175,19,175,174,20,21,176,20,176,175,21,22,177,21,177,176,22,23,178,22,178,177,23,24,179,23,179,178,24,25,180,24,180,179,25,26,181,25,181,180,26,27,182,26,182,181,27,28,183,27,183,182,28,29,184,28,184,183,29,30,185,29,185,184,30,31,186,30,186,185,31,32,187,31,187,186,32,33,188,32,188,187,33,34,189,33,189,188,34,35,190,34,190,189,35,36,191,35,191,190,36,37,192,36,192,191,37,38,193,37,193,192,38,39,194,38,194,193,39,40,195,39,195,194,40,41,196,40,196,195,41,42,197,41,197,196,42,43,198,42,198,197,43,44,199,43,199,198,44,45,200,44,200,199,45,46,201,45,201,200,46,47,202,46,202,201,47,48,203,47,203,202,48,49,204,48,204,203,49,50,205,49,205,204,50,51,206,50,206,205,51,52,207,51,207,206,52,53,208,52,208,207,53,54,209,53,209,208,54,55,210,54,210,209,55,56,211,55,211,210,56,57,212,56,212,211,57,58,213,57,213,212,58,59,214,58,214,213,59,60,215,59,215,214,60,61,216,60,216,215,61,62,217,61,217,216,62,63,218,62,218,217,63,64,219,63,219,218,64,65,220,64,220,219,65,66,221,65,221,220,66,67,222,66,222,221,67,68,223,67,223,222,68,69,224,68,224,223,69,70,225,69,225,224,70,71,226,70,226,225,71,72,227,71,227,226,72,73,228,72,228,227,73,74,229,73,229,228,74,75,230,74,230,229,75,76,231,75,231,230,76,77,232,76,232,231,77,78,233,77,233,232,78,79,234,78,234,233,79,80,235,79,235,234,80,81,236,80,236,235,81,82,237,81,237,236,82,83,238,82,238,237,83,84,239,83,239,238,84,85,240,84,240,239,85,86,241,85,241,240,86,87,242,86,242,241,87,88,243,87,243,242,88,89,244,88,244,243,89,90,245,89,245,244,90,91,246,90,246,245,91,92,247,91,247,246,92,93,248,92,248,247,93,94,249,93,249,248,94,95,250,94,250,249,95,96,251,95,251,250,96,97,252,96,252,251,97,98,253,97,253,252,98,99,254,98,254,253,99,100,255,99,255,254,100,101,256,100,256,255,101,102,257,101,257,256,102,103,258,102,258,257,103,104,259,103,259,258,104,105,260,104,260,259,105,106,261,105,261,260,106,107,262,106,262,261,107,108,263,107,263,262,108,109,264,108,264,263,109,110,265,109,265,264,110,111,266,110,266,265,111,112,267,111,267,266,112,113,268,112,268,267,113,114,269,113,269,268,114,115,270,114,270,269,115,116,271,115,271,270,116,117,272,116,272,271,117,118,273,117,273,272,118,119,274,118,274,273,119,120,275,119,275,274,120,121,276,120,276,275,121,122,277,121,277,276,122,123,278,122,278,277,123,124,279,123,279,278,124,125,280,124,280,279,125,126,281,125,281,280,126,127,282,126,282,281,127,128,283,127,283,282,128,129,284,128,284,283,129,130,285,129,285,284,130,131,286,130,286,285,131,132,287,131,287,286,132,133,288,132,288,287,133,134,289,133,289,288,134,135,290,134,290,289,135,136,291,135,291,290,136,137,292,136,292,291,137,138,293,137,293,292,138,139,294,138,294,293,139,140,295,139,295,294,140,141,296,140,296,295,141,142,297,141,297,296,142,143,298,142,298,297,143,144,299,143,299,298,144,145,300,144,300,299,145,146,301,145,301,300,146,147,302,146,302,301,147,148,303,147,303,302,148,149,304,148,304,303,149,150,305,149,305,304,150,151,306,150,306,305,151,152,307,151,307,306,152,153,308,152,308,307,153,154,309,153,309,308,155,156,311,155,311,310,156,157,312,156,312,311,157,158,313,157,313,312,158,159,314,158,314,313,159,160,315,159,315,314,160,161,316,160,316,315,161,162,317,161,317,316,162,163,318,162,318,317,163,164,319,163,319,318,164,165,320,164,320,319,165,166,321,165,321,320,166,167,322,166,322,321,167,168,323,167,323,322,168,169,324,168,324,323,169,170,325,169,325,324,170,171,326,170,326,325,171,172,327,171,327,326,172,173,328,172,328,327,173,174,329,173,329,328,174,175,330,174,330,329,175,176,331,175,331,330,176,177,332,176,332,331,177,178,333,177,333,332,178,179,334,178,334,333,179,180,335,179,335,334,180,181,336,180,336,335,181,182,337,181,337,336,182,183,338,182,338,337,183,184,339,183,339,338,184,185,340,184,340,339,185,186,341,185,341,340,186,187,342,186,342,341,187,188,343,187,343,342,188,189,344,188,344,343,189,190,345,189,345,344,190,191,346,190,346,345,191,192,347,191,347,346,192,193,348,192,348,347,193,194,349,193,349,348,194,195,350,194,350,349,195,196,351,195,351,350,196,197,352,196,352,351,197,198,353,197,353,352,198,199,354,198,354,353,199,200,355,199,355,354,200,201,356,200,356,355,201,202,357,201,357,356,202,203,358,202,358,357,203,204,359,203,359,358,204,205,360,204,360,359,205,206,361,205,361,360,206,207,362,206,362,361,207,208,363,207,363,362,208,209,364,208,364,363,209,210,365,209,365,364,210,211,366,210,366,365,211,212,367,211,367,366,212,213,368,212,368,367,213,214,369,213,369,368,214,215,370,214,370,369,215,216,371,215,371,370,216,217,372,216,372,371,217,218,373,217,373,372,218,219,374,218,374,373,219,220,375,219,375,374,220,221,376,220,376,375,221,222,377,221,377,376,222,223,378,222,378,377,223,224,379,223,379,378,224,225,380,224,380,379,225,226,381,225,381,380,226,227,382,226,382,381,227,228,383,227,383,382,228,229,384,228,384,383,229,230,385,229,385,384,230,231,386,230,386,385,231,232,387,231,387,386,232,233,388,232,388,387,233,234,389,233,389,388,234,235,390,234,390,389,235,236,391,235,391,390,236,237,392,236,392,391,237,238,393,237,393,392,238,239,394,238,394,393,239,240,395,239,395,394,240,241,396,240,396,395,241,242,397,241,397,396,242,243,398,242,398,397,243,244,399,243,399,398,244,245,400,244,400,399,245,246,401,245,401,400,246,247,402,246,402,401,247,248,403,247,403,402,248,249,404,248,404,403,249,250,405,249,405,404,250,251,406,250,406,405,251,252,407,251,407,406,252,253,408,252,408,407,253,254,409,253,409,408,254,255,410,254,410,409,255,256,411,255,411,410,256,257,412,256,412,411,257,258,413,257,413,412,258,259,414,258,414,413,259,260,415,259,415,414,260,261,416,260,416,415,261,262,417,261,417,416,262,263,418,262,418,417,263,264,419,263,419,418,264,265,420,264,420,419,265,266,421,265,421,420,266,267,422,266,422,421,267,268,423,267,423,422,268,269,424,268,424,423,269,270,425,269,425,424,270,271,426,270,426,425,271,272,427,271,427,426,272,273,428,272,428,427,273,274,429,273,429,428,274,275,430,274,430,429,275,276,431,275,431,430,276,277,432,276,432,431,277,278,433,277,433,432,278,279,434,278,434,433,279,280,435,279,435,434,280,281,436,280,436,435,281,282,437,281,437,436,282,283,438,282,438,437,283,284,439,283,439,438,284,285,440,284,440,439,285,286,441,285,441,440,286,287,442,286,442,441,287,288,443,287,443,442,288,289,444,288,444,443,289,290,445,289,445,444,290,291,446,290,446,445,291,292,447,291,447,446,292,293,448,292,448,447,293,294,449,293,449,448,294,295,450,294,450,449,295,296,451,295,451,450,296,297,452,296,452,451,297,298,453,297,453,452,298,299,454,298,454,453,299,300,455,299,455,454,300,301,456,300,456,455,301,302,457,301,457,456,302,303,458,302,458,457,303,304,459,303,459,458,304,305,460,304,460,459,305,306,461,305,461,460,306,307,462,306,462,461,307,308,463,307,463,462,308,309,464,308,464,463,310,311,466,310,466,465,311,312,467,311,467,466,312,313,468,312,468,467,313,314,469,313,469,468,314,315,470,314,470,469,315,316,471,315,471,470,316,317,472,316,472,471,317,318,473,317,473,472,318,319,474,318,474,473,319,320,475,319,475,474,320,321,476,320,476,475,321,322,477,321,477,476,322,323,478,322,478,477,323,324,479,323,479,478,324,325,480,324,480,479,325,326,481,325,481,480,326,327,482,326,482,481,327,328,483,327,483,482,328,329,484,328,484,483,329,330,485,329,485,484,330,331,486,330,486,485,331,332,487,331,487,486,332,333,488,332,488,487,333,334,489,333,489,488,334,335,490,334,490,489,335,336,491,335,491,490,336,337,492,336,492,491,337,338,493,337,493,492,338,339,494,338,494,493,339,340,495,339,495,494,340,341,496,340,496,495,341,342,497,341,497,496,342,343,498,342,498,497,343,344,499,343,499,498,344,345,500,344,500,499,345,346,501,345,501,500,346,347,502,346,502,501,347,348,503,347,503,502,348,349,504,348,504,503,349,350,505,349,505,504,350,351,506,350,506,505,351,352,507,351,507,506,352,353,508,352,508,507,353,354,509,353,509,508,354,355,510,354,510,509,355,356,511,355,511,510,356,357,512,356,512,511,357,358,513,357,513,512,358,359,514,358,514,513,359,360,515,359,515,514,360,361,516,360,516,515,361,362,517,361,517,516,362,363,518,362,518,517,363,364,519,363,519,518,364,365,520,364,520,519,365,366,521,365,521,520,366,367,522,366,522,521,367,368,523,367,523,522,368,369,524,368,524,523,369,370,525,369,525,524,370,371,526,370,526,525,371,372,527,371,527,526,372,373,528,372,528,527,373,374,529,373,529,528,374,375,530,374,530,529,375,376,531,375,531,530,376,377,532,376,532,531,377,378,533,377,533,532,378,379,534,378,534,533,379,380,535,379,535,534,380,381,536,380,536,535,381,382,537,381,537,536,382,383,538,382,538,537,383,384,539,383,539,538,384,385,540,384,540,539,385,386,541,385,541,540,386,387,542,386,542,541,387,388,543,387,543,542,388,389,544,388,544,543,389,390,545,389,545,544,390,391,546,390,546,545,391,392,547,391,547,546,392,393,548,392,548,547,393,394,549,393,549,548,394,395,550,394,550,549,395,396,551,395,551,550,396,397,552,396,552,551,397,398,553,397,553,552,398,399,554,398,554,553,399,400,555,399,555,554,400,401,556,400,556,555,401,402,557,401,557,556,402,403,558,402,558,557,403,404,559,403,559,558,404,405,560,404,560,559,405,406,561,405,561,560,406,407,562,406,562,561,407,408,563,407,563,562,408,409,564,408,564,563,409,410,565,409,565,564,410,411,566,410,566,565,411,412,567,411,567,566,412,413,568,412,568,567,413,414,569,413,569,568,414,415,570,414,570,569,415,416,571,415,571,570,416,417,572,416,572,571,417,418,573,417,573,572,418,419,574,418,574,573,419,420,575,419,575,574,420,421,576,420,576,575,421,422,577,421,577,576,422,423,578,422,578,577,423,424,579,423,579,578,424,425,580,424,580,579,425,426,581,425,581,580,426,427,582,426,582,581,427,428,583,427,583,582,428,429,584,428,584,583,429,430,585,429,585,584,430,431,586,430,586,585,431,432,587,431,587,586,432,433,588,432,588,587,433,434,589,433,589,588,434,435,590,434,590,589,435,436,591,435,591,590,436,437,592,436,592,591,437,438,593,437,593,592,438,439,594,438,594,593,439,440,595,439,595,594,440,441,596,440,596,595,441,442,597,441,597,596,442,443,598,442,598,597,443,444,599,443,599,598,444,445,600,444,600,599,445,446,601,445,601,600,446,447,602,446,602,601,447,448,603,447,603,602,448,449,604,448,604,603,449,450,605,449,605,604,450,451,606,450,606,605,451,452,607,451,607,606,452,453,608,452,608,607,453,454,609,453,609,608,454,455,610,454,610,609,455,456,611,455,611,610,456,457,612,456,612,611,457,458,613,457,613,612,458,459,614,458,614,613,459,460,615,459,615,614,460,461,616,460,616,615,461,462,617,461,617,616,462,463,618,462,618,617,463,464,619,463,619,618,465,466,621,465,621,620,466,467,622,466,622,621,467,468,623,467,623,622,468,469,624,468,624,623,469,470,625,469,625,624,470,471,626,470,626,625,471,472,627,471,627,626,472,473,628,472,628,627,473,474,629,473,629,628,474,475,630,474,630,629,475,476,631,475,631,630,476,477,632,476,632,631,477,478,633,477,633,632,478,479,634,478,634,633,479,480,635,479,635,634,480,481,636,480,636,635,481,482,637,481,637,636,482,483,638,482,638,637,483,484,639,483,639,638,484,485,640,484,640,639,485,486,641,485,641,640,486,487,642,486,642,641,487,488,643,487,643,642,488,489,644,488,644,643,489,490,645,489,645,644,490,491,646,490,646,645,491,492,647,491,647,646,492,493,648,492,648,647,493,494,649,493,649,648,494,495,650,494,650,649,495,496,651,495,651,650,496,497,652,496,652,651,497,498,653,497,653,652,498,499,654,498,654,653,499,500,655,499,655,654,500,501,656,500,656,655,501,502,657,501,657,656,502,503,658,502,658,657,503,504,659,503,659,658,504,505,660,504,660,659,505,506,661,505,661,660,506,507,662,506,662,661,507,508,663,507,663,662,508,509,664,508,664,663,509,510,665,509,665,664,510,511,666,510,666,665,511,512,667,511,667,666,512,513,668,512,668,667,513,514,669,513,669,668,514,515,670,514,670,669,515,516,671,515,671,670,516,517,672,516,672,671,517,518,673,517,673,672,518,519,674,518,674,673,519,520,675,519,675,674,520,521,676,520,676,675,521,522,677,521,677,676,522,523,678,522,678,677,523,524,679,523,679,678,524,525,680,524,680,679,525,526,681,525,681,680,526,527,682,526,682,681,527,528,683,527,683,682,528,529,684,528,684,683,529,530,685,529,685,684,530,531,686,530,686,685,531,532,687,531,687,686,532,533,688,532,688,687,533,534,689,533,689,688,534,535,690,534,690,689,535,536,691,535,691,690,536,537,692,536,692,691,537,538,693,537,693,692,538,539,694,538,694,693,539,540,695,539,695,694,540,541,696,540,696,695,541,542,697,541,697,696,542,543,698,542,698,697,543,544,699,543,699,698,544,545,700,544,700,699,545,546,701,545,701,700,546,547,702,546,702,701,547,548,703,547,703,702,548,549,704,548,704,703,549,550,705,549,705,704,550,551,706,550,706,705,551,552,707,551,707,706,552,553,708,552,708,707,553,554,709,553,709,708,554,555,710,554,710,709,555,556,711,555,711,710,556,557,712,556,712,711,557,558,713,557,713,712,558,559,714,558,714,713,559,560,715,559,715,714,560,561,716,560,716,715,561,562,717,561,717,716,562,563,718,562,718,717,563,564,719,563,719,718,564,565,720,564,720,719,565,566,721,565,721,720,566,567,722,566,722,721,567,568,723,567,723,722,568,569,724,568,724,723,569,570,725,569,725,724,570,571,726,570,726,725,571,572,727,571,727,726,572,573,728,572,728,727,573,574,729,573,729,728,574,575,730,574,730,729,575,576,731,575,731,730,576,577,732,576,732,731,577,578,733,577,733,732,578,579,734,578,734,733,579,580,735,579,735,734,580,581,736,580,736,735,581,582,737,581,737,736,582,583,738,582,738,737,583,584,739,583,739,738,584,585,740,584,740,739,585,586,741,585,741,740,586,587,742,586,742,741,587,588,743,587,743,742,588,589,744,588,744,743,589,590,745,589,745,744,590,591,746,590,746,745,591,592,747,591,747,746,592,593,748,592,748,747,593,594,749,593,749,748,594,595,750,594,750,749,595,596,751,595,751,750,596,597,752,596,752,751,597,598,753,597,753,752,598,599,754,598,754,753,599,600,755,599,755,754,600,601,756,600,756,755,601,602,757,601,757,756,602,603,758,602,758,757,603,604,759,603,759,758,604,605,760,604,760,759,605,606,761,605,761,760,606,607,762,606,762,761,607,608,763,607,763,762,608,609,764,608,764,763,609,610,765,609,765,764,610,611,766,610,766,765,611,612,767,611,767,766,612,613,768,612,768,767,613,614,769,613,769,768,614,615,770,614,770,769,615,616,771,615,771,770,616,617,772,616,772,771,617,618,773,617,773,772,618,619,774,618,774,773,620,621,776,620,776,775,621,622,777,621,777,776,622,623,778,622,778,777,623,624,779,623,779,778,624,625,780,624,780,779,625,626,781,625,781,780,626,627,782,626,782,781,627,628,783,627,783,782,628,629,784,628,784,783,629,630,785,629,785,784,630,631,786,630,786,785,631,632,787,631,787,786,632,633,788,632,788,787,633,634,789,633,789,788,634,635,790,634,790,789,635,636,791,635,791,790,636,637,792,636,792,791,637,638,793,637,793,792,638,639,794,638,794,793,639,640,795,639,795,794,640,641,796,640,796,795,641,642,797,641,797,796,642,643,798,642,798,797,643,644,799,643,799,798,644,645,800,644,800,799,645,646,801,645,801,800,646,647,802,646,802,801,647,648,803,647,803,802,648,649,804,648,804,803,649,650,805,649,805,804,650,651,806,650,806,805,651,652,807,651,807,806,652,653,808,652,808,807,653,654,809,653,809,808,654,655,810,654,810,809,655,656,811,655,811,810,656,657,812,656,812,811,657,658,813,657,813,812,658,659,814,658,814,813,659,660,815,659,815,814,660,661,816,660,816,815,661,662,817,661,817,816,662,663,818,662,818,817,663,664,819,663,819,818,664,665,820,664,820,819,665,666,821,665,821,820,666,667,822,666,822,821,667,668,823,667,823,822,668,669,824,668,824,823,669,670,825,669,825,824,670,671,826,670,826,825,671,672,827,671,827,826,672,673,828,672,828,827,673,674,829,673,829,828,674,675,830,674,830,829,675,676,831,675,831,830,676,677,832,676,832,831,677,678,833,677,833,832,678,679,834,678,834,833,679,680,835,679,835,834,680,681,836,680,836,835,681,682,837,681,837,836,682,683,838,682,838,837,683,684,839,683,839,838,684,685,840,684,840,839,685,686,841,685,841,840,686,687,842,686,842,841,687,688,843,687,843,842,688,689,844,688,844,843,689,690,845,689,845,844,690,691,846,690,846,845,691,692,847,691,847,846,692,693,848,692,848,847,693,694,849,693,849,848,694,695,850,694,850,849,695,696,851,695,851,850,696,697,852,696,852,851,697,698,853,697,853,852,698,699,854,698,854,853,699,700,855,699,855,854,700,701,856,700,856,855,701,702,857,701,857,856,702,703,858,702,858,857,703,704,859,703,859,858,704,705,860,704,860,859,705,706,861,705,861,860,706,707,862,706,862,861,707,708,863,707,863,862,708,709,864,708,864,863,709,710,865,709,865,864,710,711,866,710,866,865,711,712,867,711,867,866,712,713,868,712,868,867,713,714,869,713,869,868,714,715,870,714,870,869,715,716,871,715,871,870,716,717,872,716,872,871,717,718,873,717,873,872,718,719,874,718,874,873,719,720,875,719,875,874,720,721,876,720,876,875,721,722,877,721,877,876,722,723,878,722,878,877,723,724,879,723,879,878,724,725,880,724,880,879,725,726,881,725,881,880,726,727,882,726,882,881,727,728,883,727,883,882,728,729,884,728,884,883,729,730,885,729,885,884,730,731,886,730,886,885,731,732,887,731,887,886,732,733,888,732,888,887,733,734,889,733,889,888,734,735,890,734,890,889,735,736,891,735,891,890,736,737,892,736,892,891,737,738,893,737,893,892,738,739,894,738,894,893,739,740,895,739,895,894,740,741,896,740,896,895,741,742,897,741,897,896,742,743,898,742,898,897,743,744,899,743,899,898,744,745,900,744,900,899,745,746,901,745,901,900,746,747,902,746,902,901,747,748,903,747,903,902,748,749,904,748,904,903,749,750,905,749,905,904,750,751,906,750,906,905,751,752,907,751,907,906,752,753,908,752,908,907,753,754,909,753,909,908,754,755,910,754,910,909,755,756,911,755,911,910,756,757,912,756,912,911,757,758,913,757,913,912,758,759,914,758,914,913,759,760,915,759,915,914,760,761,916,760,916,915,761,762,917,761,917,916,762,763,918,762,918,917,763,764,919,763,919,918,764,765,920,764,920,919,765,766,921,765,921,920,766,767,922,766,922,921,767,768,923,767,923,922,768,769,924,768,924,923,769,770,925,769,925,924,770,771,926,770,926,925,771,772,927,771,927,926,772,773,928,772,928,927,773,774,929,773,929,928,775,776,931,775,931,930,776,777,932,776,932,931,777,778,933,777,933,932,778,779,934,778,934,933,779,780,935,779,935,934,780,781,936,780,936,935,781,782,937,781,937,936,782,783,938,782,938,937,783,784,939,783,939,938,784,785,940,784,940,939,785,786,941,785,941,940,786,787,942,786,942,941,787,788,943,787,943,942,788,789,944,788,944,943,789,790,945,789,945,944,790,791,946,790,946,945,791,792,947,791,947,946,792,793,948,792,948,947,793,794,949,793,949,948,794,795,950,794,950,949,795,796,951,795,951,950,796,797,952,796,952,951,797,798,953,797,953,952,798,799,954,798,954,953,799,800,955,799,955,954,800,801,956,800,956,955,801,802,957,801,957,956,802,803,958,802,958,957,803,804,959,803,959,958,804,805,960,804,960,959,805,806,961,805,961,960,806,807,962,806,962,961,807,808,963,807,963,962,808,809,964,808,964,963,809,810,965,809,965,964,810,811,966,810,966,965,811,812,967,811,967,966,812,813,968,812,968,967,813,814,969,813,969,968,814,815,970,814,970,969,815,816,971,815,971,970,816,817,972,816,972,971,817,818,973,817,973,972,818,819,974,818,974,973,819,820,975,819,975,974,820,821,976,820,976,975,821,822,977,821,977,976,822,823,978,822,978,977,823,824,979,823,979,978,824,825,980,824,980,979,825,826,981,825,981,980,826,827,982,826,982,981,827,828,983,827,983,982,828,829,984,828,984,983,829,830,985,829,985,984,830,831,986,830,986,985,831,832,987,831,987,986,832,833,988,832,988,987,833,834,989,833,989,988,834,835,990,834,990,989,835,836,991,835,991,990,836,837,992,836,992,991,837,838,993,837,993,992,838,839,994,838,994,993,839,840,995,839,995,994,840,841,996,840,996,995,841,842,997,841,997,996,842,843,998,842,998,997,843,844,999,843,999,998,844,845,1000,844,1000,999,845,846,1001,845,1001,1000,846,847,1002,846,1002,1001,847,848,1003,847,1003,1002,848,849,1004,848,1004,1003,849,850,1005,849,1005,1004,850,851,1006,850,1006,1005,851,852,1007,851,1007,1006,852,853,1008,852,1008,1007,853,854,1009,853,1009,1008,854,855,1010,854,1010,1009,855,856,1011,855,1011,1010,856,857,1012,856,1012,1011,857,858,1013,857,1013,1012,858,859,1014,858,1014,1013,859,860,1015,859,1015,1014,860,861,1016,860,1016,1015,861,862,1017,861,1017,1016,862,863,1018,862,1018,1017,863,864,1019,863,1019,1018,864,865,1020,864,1020,1019,865,866,1021,865,1021,1020,866,867,1022,866,1022,1021,867,868,1023,867,1023,1022,868,869,1024,868,1024,1023,869,870,1025,869,1025,1024,870,871,1026,870,1026,1025,871,872,1027,871,1027,1026,872,873,1028,872,1028,1027,873,874,1029,873,1029,1028,874,875,1030,874,1030,1029,875,876,1031,875,1031,1030,876,877,1032,876,1032,1031,877,878,1033,877,1033,1032,878,879,1034,878,1034,1033,879,880,1035,879,1035,1034,880,881,1036,880,1036,1035,881,882,1037,881,1037,1036,882,883,1038,882,1038,1037,883,884,1039,883,1039,1038,884,885,1040,884,1040,1039,885,886,1041,885,1041,1040,886,887,1042,886,1042,1041,887,888,1043,887,1043,1042,888,889,1044,888,1044,1043,889,890,1045,889,1045,1044,890,891,1046,890,1046,1045,891,892,1047,891,1047,1046,892,893,1048,892,1048,1047,893,894,1049,893,1049,1048,894,895,1050,894,1050,1049,895,896,1051,895,1051,1050,896,897,1052,896,1052,1051,897,898,1053,897,1053,1052,898,899,1054,898,1054,1053,899,900,1055,899,1055,1054,900,901,1056,900,1056,1055,901,902,1057,901,1057,1056,902,903,1058,902,1058,1057,903,904,1059,903,1059,1058,904,905,1060,904,1060,1059,905,906,1061,905,1061,1060,906,907,1062,906,1062,1061,907,908,1063,907,1063,1062,908,909,1064,908,1064,1063,909,910,1065,909,1065,1064,910,911,1066,910,1066,1065,911,912,1067,911,1067,1066,912,913,1068,912,1068,1067,913,914,1069,913,1069,1068,914,915,1070,914,1070,1069,915,916,1071,915,1071,1070,916,917,1072,916,1072,1071,917,918,1073,917,1073,1072,918,919,1074,918,1074,1073,919,920,1075,919,1075,1074,920,921,1076,920,1076,1075,921,922,1077,921,1077,1076,922,923,1078,922,1078,1077,923,924,1079,923,1079,1078,924,925,1080,924,1080,1079,925,926,1081,925,1081,1080,926,927,1082,926,1082,1081,927,928,1083,927,1083,1082,928,929,1084,928,1084,1083,930,931,1086,930,1086,1085,931,932,1087,931,1087,1086,932,933,1088,932,1088,1087,933,934,1089,933,1089,1088,934,935,1090,934,1090,1089,935,936,1091,935,1091,1090,936,937,1092,936,1092,1091,937,938,1093,937,1093,1092,938,939,1094,938,1094,1093,939,940,1095,939,1095,1094,940,941,1096,940,1096,1095,941,942,1097,941,1097,1096,942,943,1098,942,1098,1097,943,944,1099,943,1099,1098,944,945,1100,944,1100,1099,945,946,1101,945,1101,1100,946,947,1102,946,1102,1101,947,948,1103,947,1103,1102,948,949,1104,948,1104,1103,949,950,1105,949,1105,1104,950,951,1106,950,1106,1105,951,952,1107,951,1107,1106,952,953,1108,952,1108,1107,953,954,1109,953,1109,1108,954,955,1110,954,1110,1109,955,956,1111,955,1111,1110,956,957,1112,956,1112,1111,957,958,1113,957,1113,1112,958,959,1114,958,1114,1113,959,960,1115,959,1115,1114,960,961,1116,960,1116,1115,961,962,1117,961,1117,1116,962,963,1118,962,1118,1117,963,964,1119,963,1119,1118,964,965,1120,964,1120,1119,965,966,1121,965,1121,1120,966,967,1122,966,1122,1121,967,968,1123,967,1123,1122,968,969,1124,968,1124,1123,969,970,1125,969,1125,1124,970,971,1126,970,1126,1125,971,972,1127,971,1127,1126,972,973,1128,972,1128,1127,973,974,1129,973,1129,1128,974,975,1130,974,1130,1129,975,976,1131,975,1131,1130,976,977,1132,976,1132,1131,977,978,1133,977,1133,1132,978,979,1134,978,1134,1133,979,980,1135,979,1135,1134,980,981,1136,980,1136,1135,981,982,1137,981,1137,1136,982,983,1138,982,1138,1137,983,984,1139,983,1139,1138,984,985,1140,984,1140,1139,985,986,1141,985,1141,1140,986,987,1142,986,1142,1141,987,988,1143,987,1143,1142,988,989,1144,988,1144,1143,989,990,1145,989,1145,1144,990,991,1146,990,1146,1145,991,992,1147,991,1147,1146,992,993,1148,992,1148,1147,993,994,1149,993,1149,1148,994,995,1150,994,1150,1149,995,996,1151,995,1151,1150,996,997,1152,996,1152,1151,997,998,1153,997,1153,1152,998,999,1154,998,1154,1153,999,1000,1155,999,1155,1154,1000,1001,1156,1000,1156,1155,1001,1002,1157,1001,1157,1156,1002,1003,1158,1002,1158,1157,1003,1004,1159,1003,1159,1158,1004,1005,1160,1004,1160,1159,1005,1006,1161,1005,1161,1160,1006,1007,1162,1006,1162,1161,1007,1008,1163,1007,1163,1162,1008,1009,1164,1008,1164,1163,1009,1010,1165,1009,1165,1164,1010,1011,1166,1010,1166,1165,1011,1012,1167,1011,1167,1166,1012,1013,1168,1012,1168,1167,1013,1014,1169,1013,1169,1168,1014,1015,1170,1014,1170,1169,1015,1016,1171,1015,1171,1170,1016,1017,1172,1016,1172,1171,1017,1018,1173,1017,1173,1172,1018,1019,1174,1018,1174,1173,1019,1020,1175,1019,1175,1174,1020,1021,1176,1020,1176,1175,1021,1022,1177,1021,1177,1176,1022,1023,1178,1022,1178,1177,1023,1024,1179,1023,1179,1178,1024,1025,1180,1024,1180,1179,1025,1026,1181,1025,1181,1180,1026,1027,1182,1026,1182,1181,1027,1028,1183,1027,1183,1182,1028,1029,1184,1028,1184,1183,1029,1030,1185,1029,1185,1184,1030,1031,1186,1030,1186,1185,1031,1032,1187,1031,1187,1186,1032,1033,1188,1032,1188,1187,1033,1034,1189,1033,1189,1188,1034,1035,1190,1034,1190,1189,1035,1036,1191,1035,1191,1190,1036,1037,1192,1036,1192,1191,1037,1038,1193,1037,1193,1192,1038,1039,1194,1038,1194,1193,1039,1040,1195,1039,1195,1194,1040,1041,1196,1040,1196,1195,1041,1042,1197,1041,1197,1196,1042,1043,1198,1042,1198,1197,1043,1044,1199,1043,1199,1198,1044,1045,1200,1044,1200,1199,1045,1046,1201,1045,1201,1200,1046,1047,1202,1046,1202,1201,1047,1048,1203,1047,1203,1202,1048,1049,1204,1048,1204,1203,1049,1050,1205,1049,1205,1204,1050,1051,1206,1050,1206,1205,1051,1052,1207,1051,1207,1206,1052,1053,1208,1052,1208,1207,1053,1054,1209,1053,1209,1208,1054,1055,1210,1054,1210,1209,1055,1056,1211,1055,1211,1210,1056,1057,1212,1056,1212,1211,1057,1058,1213,1057,1213,1212,1058,1059,1214,1058,1214,1213,1059,1060,1215,1059,1215,1214,1060,1061,1216,1060,1216,1215,1061,1062,1217,1061,1217,1216,1062,1063,1218,1062,1218,1217,1063,1064,1219,1063,1219,1218,1064,1065,1220,1064,1220,1219,1065,1066,1221,1065,1221,1220,1066,1067,1222,1066,1222,1221,1067,1068,1223,1067,1223,1222,1068,1069,1224,1068,1224,1223,1069,1070,1225,1069,1225,1224,1070,1071,1226,1070,1226,1225,1071,1072,1227,1071,1227,1226,1072,1073,1228,1072,1228,1227,1073,1074,1229,1073,1229,1228,1074,1075,1230,1074,1230,1229,1075,1076,1231,1075,1231,1230,1076,1077,1232,1076,1232,1231,1077,1078,1233,1077,1233,1232,1078,1079,1234,1078,1234,1233,1079,1080,1235,1079,1235,1234,1080,1081,1236,1080,1236,1235,1081,1082,1237,1081,1237,1236,1082,1083,1238,1082,1238,1237,1083,1084,1239,1083,1239,1238,1085,1086,1241,1085,1241,1240,1086,1087,1242,1086,1242,1241,1087,1088,1243,1087,1243,1242,1088,1089,1244,1088,1244,1243,1089,1090,1245,1089,1245,1244,1090,1091,1246,1090,1246,1245,1091,1092,1247,1091,1247,1246,1092,1093,1248,1092,1248,1247,1093,1094,1249,1093,1249,1248,1094,1095,1250,1094,1250,1249,1095,1096,1251,1095,1251,1250,1096,1097,1252,1096,1252,1251,1097,1098,1253,1097,1253,1252,1098,1099,1254,1098,1254,1253,1099,1100,1255,1099,1255,1254,1100,1101,1256,1100,1256,1255,1101,1102,1257,1101,1257,1256,1102,1103,1258,1102,1258,1257,1103,1104,1259,1103,1259,1258,1104,1105,1260,1104,1260,1259,1105,1106,1261,1105,1261,1260,1106,1107,1262,1106,1262,1261,1107,1108,1263,1107,1263,1262,1108,1109,1264,1108,1264,1263,1109,1110,1265,1109,1265,1264,1110,1111,1266,1110,1266,1265,1111,1112,1267,1111,1267,1266,1112,1113,1268,1112,1268,1267,1113,1114,1269,1113,1269,1268,1114,1115,1270,1114,1270,1269,1115,1116,1271,1115,1271,1270,1116,1117,1272,1116,1272,1271,1117,1118,1273,1117,1273,1272,1118,1119,1274,1118,1274,1273,1119,1120,1275,1119,1275,1274,1120,1121,1276,1120,1276,1275,1121,1122,1277,1121,1277,1276,1122,1123,1278,1122,1278,1277,1123,1124,1279,1123,1279,1278,1124,1125,1280,1124,1280,1279,1125,1126,1281,1125,1281,1280,1126,1127,1282,1126,1282,1281,1127,1128,1283,1127,1283,1282,1128,1129,1284,1128,1284,1283,1129,1130,1285,1129,1285,1284,1130,1131,1286,1130,1286,1285,1131,1132,1287,1131,1287,1286,1132,1133,1288,1132,1288,1287,1133,1134,1289,1133,1289,1288,1134,1135,1290,1134,1290,1289,1135,1136,1291,1135,1291,1290,1136,1137,1292,1136,1292,1291,1137,1138,1293,1137,1293,1292,1138,1139,1294,1138,1294,1293,1139,1140,1295,1139,1295,1294,1140,1141,1296,1140,1296,1295,1141,1142,1297,1141,1297,1296,1142,1143,1298,1142,1298,1297,1143,1144,1299,1143,1299,1298,1144,1145,1300,1144,1300,1299,1145,1146,1301,1145,1301,1300,1146,1147,1302,1146,1302,1301,1147,1148,1303,1147,1303,1302,1148,1149,1304,1148,1304,1303,1149,1150,1305,1149,1305,1304,1150,1151,1306,1150,1306,1305,1151,1152,1307,1151,1307,1306,1152,1153,1308,1152,1308,1307,1153,1154,1309,1153,1309,1308,1154,1155,1310,1154,1310,1309,1155,1156,1311,1155,1311,1310,1156,1157,1312,1156,1312,1311,1157,1158,1313,1157,1313,1312,1158,1159,1314,1158,1314,1313,1159,1160,1315,1159,1315,1314,1160,1161,1316,1160,1316,1315,1161,1162,1317,1161,1317,1316,1162,1163,1318,1162,1318,1317,1163,1164,1319,1163,1319,1318,1164,1165,1320,1164,1320,1319,1165,1166,1321,1165,1321,1320,1166,1167,1322,1166,1322,1321,1167,1168,1323,1167,1323,1322,1168,1169,1324,1168,1324,1323,1169,1170,1325,1169,1325,1324,1170,1171,1326,1170,1326,1325,1171,1172,1327,1171,1327,1326,1172,1173,1328,1172,1328,1327,1173,1174,1329,1173,1329,1328,1174,1175,1330,1174,1330,1329,1175,1176,1331,1175,1331,1330,1176,1177,1332,1176,1332,1331,1177,1178,1333,1177,1333,1332,1178,1179,1334,1178,1334,1333,1179,1180,1335,1179,1335,1334,1180,1181,1336,1180,1336,1335,1181,1182,1337,1181,1337,1336,1182,1183,1338,1182,1338,1337,1183,1184,1339,1183,1339,1338,1184,1185,1340,1184,1340,1339,1185,1186,1341,1185,1341,1340,1186,1187,1342,1186,1342,1341,1187,1188,1343,1187,1343,1342,1188,1189,1344,1188,1344,1343,1189,1190,1345,1189,1345,1344,1190,1191,1346,1190,1346,1345,1191,1192,1347,1191,1347,1346,1192,1193,1348,1192,1348,1347,1193,1194,1349,1193,1349,1348,1194,1195,1350,1194,1350,1349,1195,1196,1351,1195,1351,1350,1196,1197,1352,1196,1352,1351,1197,1198,1353,1197,1353,1352,1198,1199,1354,1198,1354,1353,1199,1200,1355,1199,1355,1354,1200,1201,1356,1200,1356,1355,1201,1202,1357,1201,1357,1356,1202,1203,1358,1202,1358,1357,1203,1204,1359,1203,1359,1358,1204,1205,1360,1204,1360,1359,1205,1206,1361,1205,1361,1360,1206,1207,1362,1206,1362,1361,1207,1208,1363,1207,1363,1362,1208,1209,1364,1208,1364,1363,1209,1210,1365,1209,1365,1364,1210,1211,1366,1210,1366,1365,1211,1212,1367,1211,1367,1366,1212,1213,1368,1212,1368,1367,1213,1214,1369,1213,1369,1368,1214,1215,1370,1214,1370,1369,1215,1216,1371,1215,1371,1370,1216,1217,1372,1216,1372,1371,1217,1218,1373,1217,1373,1372,1218,1219,1374,1218,1374,1373,1219,1220,1375,1219,1375,1374,1220,1221,1376,1220,1376,1375,1221,1222,1377,1221,1377,1376,1222,1223,1378,1222,1378,1377,1223,1224,1379,1223,1379,1378,1224,1225,1380,1224,1380,1379,1225,1226,1381,1225,1381,1380,1226,1227,1382,1226,1382,1381,1227,1228,1383,1227,1383,1382,1228,1229,1384,1228,1384,1383,1229,1230,1385,1229,1385,1384,1230,1231,1386,1230,1386,1385,1231,1232,1387,1231,1387,1386,1232,1233,1388,1232,1388,1387,1233,1234,1389,1233,1389,1388,1234,1235,1390,1234,1390,1389,1235,1236,1391,1235,1391,1390,1236,1237,1392,1236,1392,1391,1237,1238,1393,1237,1393,1392,1238,1239,1394,1238,1394,1393,1240,1241,1396,1240,1396,1395,1241,1242,1397,1241,1397,1396,1242,1243,1398,1242,1398,1397,1243,1244,1399,1243,1399,1398,1244,1245,1400,1244,1400,1399,1245,1246,1401,1245,1401,1400,1246,1247,1402,1246,1402,1401,1247,1248,1403,1247,1403,1402,1248,1249,1404,1248,1404,1403,1249,1250,1405,1249,1405,1404,1250,1251,1406,1250,1406,1405,1251,1252,1407,1251,1407,1406,1252,1253,1408,1252,1408,1407,1253,1254,1409,1253,1409,1408,1254,1255,1410,1254,1410,1409,1255,1256,1411,1255,1411,1410,1256,1257,1412,1256,1412,1411,1257,1258,1413,1257,1413,1412,1258,1259,1414,1258,1414,1413,1259,1260,1415,1259,1415,1414,1260,1261,1416,1260,1416,1415,1261,1262,1417,1261,1417,1416,1262,1263,1418,1262,1418,1417,1263,1264,1419,1263,1419,1418,1264,1265,1420,1264,1420,1419,1265,1266,1421,1265,1421,1420,1266,1267,1422,1266,1422,1421,1267,1268,1423,1267,1423,1422,1268,1269,1424,1268,1424,1423,1269,1270,1425,1269,1425,1424,1270,1271,1426,1270,1426,1425,1271,1272,1427,1271,1427,1426,1272,1273,1428,1272,1428,1427,1273,1274,1429,1273,1429,1428,1274,1275,1430,1274,1430,1429,1275,1276,1431,1275,1431,1430,1276,1277,1432,1276,1432,1431,1277,1278,1433,1277,1433,1432,1278,1279,1434,1278,1434,1433,1279,1280,1435,1279,1435,1434,1280,1281,1436,1280,1436,1435,1281,1282,1437,1281,1437,1436,1282,1283,1438,1282,1438,1437,1283,1284,1439,1283,1439,1438,1284,1285,1440,1284,1440,1439,1285,1286,1441,1285,1441,1440,1286,1287,1442,1286,1442,1441,1287,1288,1443,1287,1443,1442,1288,1289,1444,1288,1444,1443,1289,1290,1445,1289,1445,1444,1290,1291,1446,1290,1446,1445,1291,1292,1447,1291,1447,1446,1292,1293,1448,1292,1448,1447,1293,1294,1449,1293,1449,1448,1294,1295,1450,1294,1450,1449,1295,1296,1451,1295,1451,1450,1296,1297,1452,1296,1452,1451,1297,1298,1453,1297,1453,1452,1298,1299,1454,1298,1454,1453,1299,1300,1455,1299,1455,1454,1300,1301,1456,1300,1456,1455,1301,1302,1457,1301,1457,1456,1302,1303,1458,1302,1458,1457,1303,1304,1459,1303,1459,1458,1304,1305,1460,1304,1460,1459,1305,1306,1461,1305,1461,1460,1306,1307,1462,1306,1462,1461,1307,1308,1463,1307,1463,1462,1308,1309,1464,1308,1464,1463,1309,1310,1465,1309,1465,1464,1310,1311,1466,1310,1466,1465,1311,1312,1467,1311,1467,1466,1312,1313,1468,1312,1468,1467,1313,1314,1469,1313,1469,1468,1314,1315,1470,1314,1470,1469,1315,1316,1471,1315,1471,1470,1316,1317,1472,1316,1472,1471,1317,1318,1473,1317,1473,1472,1318,1319,1474,1318,1474,1473,1319,1320,1475,1319,1475,1474,1320,1321,1476,1320,1476,1475,1321,1322,1477,1321,1477,1476,1322,1323,1478,1322,1478,1477,1323,1324,1479,1323,1479,1478,1324,1325,1480,1324,1480,1479,1325,1326,1481,1325,1481,1480,1326,1327,1482,1326,1482,1481,1327,1328,1483,1327,1483,1482,1328,1329,1484,1328,1484,1483,1329,1330,1485,1329,1485,1484,1330,1331,1486,1330,1486,1485,1331,1332,1487,1331,1487,1486,1332,1333,1488,1332,1488,1487,1333,1334,1489,1333,1489,1488,1334,1335,1490,1334,1490,1489,1335,1336,1491,1335,1491,1490,1336,1337,1492,1336,1492,1491,1337,1338,1493,1337,1493,1492,1338,1339,1494,1338,1494,1493,1339,1340,1495,1339,1495,1494,1340,1341,1496,1340,1496,1495,1341,1342,1497,1341,1497,1496,1342,1343,1498,1342,1498,1497,1343,1344,1499,1343,1499,1498,1344,1345,1500,1344,1500,1499,1345,1346,1501,1345,1501,1500,1346,1347,1502,1346,1502,1501,1347,1348,1503,1347,1503,1502,1348,1349,1504,1348,1504,1503,1349,1350,1505,1349,1505,1504,1350,1351,1506,1350,1506,1505,1351,1352,1507,1351,1507,1506,1352,1353,1508,1352,1508,1507,1353,1354,1509,1353,1509,1508,1354,1355,1510,1354,1510,1509,1355,1356,1511,1355,1511,1510,1356,1357,1512,1356,1512,1511,1357,1358,1513,1357,1513,1512,1358,1359,1514,1358,1514,1513,1359,1360,1515,1359,1515,1514,1360,1361,1516,1360,1516,1515,1361,1362,1517,1361,1517,1516,1362,1363,1518,1362,1518,1517,1363,1364,1519,1363,1519,1518,1364,1365,1520,1364,1520,1519,1365,1366,1521,1365,1521,1520,1366,1367,1522,1366,1522,1521,1367,1368,1523,1367,1523,1522,1368,1369,1524,1368,1524,1523,1369,1370,1525,1369,1525,1524,1370,1371,1526,1370,1526,1525,1371,1372,1527,1371,1527,1526,1372,1373,1528,1372,1528,1527,1373,1374,1529,1373,1529,1528,1374,1375,1530,1374,1530,1529,1375,1376,1531,1375,1531,1530,1376,1377,1532,1376,1532,1531,1377,1378,1533,1377,1533,1532,1378,1379,1534,1378,1534,1533,1379,1380,1535,1379,1535,1534,1380,1381,1536,1380,1536,1535,1381,1382,1537,1381,1537,1536,1382,1383,1538,1382,1538,1537,1383,1384,1539,1383,1539,1538,1384,1385,1540,1384,1540,1539,1385,1386,1541,1385,1541,1540,1386,1387,1542,1386,1542,1541,1387,1388,1543,1387,1543,1542,1388,1389,1544,1388,1544,1543,1389,1390,1545,1389,1545,1544,1390,1391,1546,1390,1546,1545,1391,1392,1547,1391,1547,1546,1392,1393,1548,1392,1548,1547,1393,1394,1549,1393,1549,1548,1395,1396,1551,1395,1551,1550,1396,1397,1552,1396,1552,1551,1397,1398,1553,1397,1553,1552,1398,1399,1554,1398,1554,1553,1399,1400,1555,1399,1555,1554,1400,1401,1556,1400,1556,1555,1401,1402,1557,1401,1557,1556,1402,1403,1558,1402,1558,1557,1403,1404,1559,1403,1559,1558,1404,1405,1560,1404,1560,1559,1405,1406,1561,1405,1561,1560,1406,1407,1562,1406,1562,1561,1407,1408,1563,1407,1563,1562,1408,1409,1564,1408,1564,1563,1409,1410,1565,1409,1565,1564,1410,1411,1566,1410,1566,1565,1411,1412,1567,1411,1567,1566,1412,1413,1568,1412,1568,1567,1413,1414,1569,1413,1569,1568,1414,1415,1570,1414,1570,1569,1415,1416,1571,1415,1571,1570,1416,1417,1572,1416,1572,1571,1417,1418,1573,1417,1573,1572,1418,1419,1574,1418,1574,1573,1419,1420,1575,1419,1575,1574,1420,1421,1576,1420,1576,1575,1421,1422,1577,1421,1577,1576,1422,1423,1578,1422,1578,1577,1423,1424,1579,1423,1579,1578,1424,1425,1580,1424,1580,1579,1425,1426,1581,1425,1581,1580,1426,1427,1582,1426,1582,1581,1427,1428,1583,1427,1583,1582,1428,1429,1584,1428,1584,1583,1429,1430,1585,1429,1585,1584,1430,1431,1586,1430,1586,1585,1431,1432,1587,1431,1587,1586,1432,1433,1588,1432,1588,1587,1433,1434,1589,1433,1589,1588,1434,1435,1590,1434,1590,1589,1435,1436,1591,1435,1591,1590,1436,1437,1592,1436,1592,1591,1437,1438,1593,1437,1593,1592,1438,1439,1594,1438,1594,1593,1439,1440,1595,1439,1595,1594,1440,1441,1596,1440,1596,1595,1441,1442,1597,1441,1597,1596,1442,1443,1598,1442,1598,1597,1443,1444,1599,1443,1599,1598,1444,1445,1600,1444,1600,1599,1445,1446,1601,1445,1601,1600,1446,1447,1602,1446,1602,1601,1447,1448,1603,1447,1603,1602,1448,1449,1604,1448,1604,1603,1449,1450,1605,1449,1605,1604,1450,1451,1606,1450,1606,1605,1451,1452,1607,1451,1607,1606,1452,1453,1608,1452,1608,1607,1453,1454,1609,1453,1609,1608,1454,1455,1610,1454,1610,1609,1455,1456,1611,1455,1611,1610,1456,1457,1612,1456,1612,1611,1457,1458,1613,1457,1613,1612,1458,1459,1614,1458,1614,1613,1459,1460,1615,1459,1615,1614,1460,1461,1616,1460,1616,1615,1461,1462,1617,1461,1617,1616,1462,1463,1618,1462,1618,1617,1463,1464,1619,1463,1619,1618,1464,1465,1620,1464,1620,1619,1465,1466,1621,1465,1621,1620,1466,1467,1622,1466,1622,1621,1467,1468,1623,1467,1623,1622,1468,1469,1624,1468,1624,1623,1469,1470,1625,1469,1625,1624,1470,1471,1626,1470,1626,1625,1471,1472,1627,1471,1627,1626,1472,1473,1628,1472,1628,1627,1473,1474,1629,1473,1629,1628,1474,1475,1630,1474,1630,1629,1475,1476,1631,1475,1631,1630,1476,1477,1632,1476,1632,1631,1477,1478,1633,1477,1633,1632,1478,1479,1634,1478,1634,1633,1479,1480,1635,1479,1635,1634,1480,1481,1636,1480,1636,1635,1481,1482,1637,1481,1637,1636,1482,1483,1638,1482,1638,1637,1483,1484,1639,1483,1639,1638,1484,1485,1640,1484,1640,1639,1485,1486,1641,1485,1641,1640,1486,1487,1642,1486,1642,1641,1487,1488,1643,1487,1643,1642,1488,1489,1644,1488,1644,1643,1489,1490,1645,1489,1645,1644,1490,1491,1646,1490,1646,1645,1491,1492,1647,1491,1647,1646,1492,1493,1648,1492,1648,1647,1493,1494,1649,1493,1649,1648,1494,1495,1650,1494,1650,1649,1495,1496,1651,1495,1651,1650,1496,1497,1652,1496,1652,1651,1497,1498,1653,1497,1653,1652,1498,1499,1654,1498,1654,1653,1499,1500,1655,1499,1655,1654,1500,1501,1656,1500,1656,1655,1501,1502,1657,1501,1657,1656,1502,1503,1658,1502,1658,1657,1503,1504,1659,1503,1659,1658,1504,1505,1660,1504,1660,1659,1505,1506,1661,1505,1661,1660,1506,1507,1662,1506,1662,1661,1507,1508,1663,1507,1663,1662,1508,1509,1664,1508,1664,1663,1509,1510,1665,1509,1665,1664,1510,1511,1666,1510,1666,1665,1511,1512,1667,1511,1667,1666,1512,1513,1668,1512,1668,1667,1513,1514,1669,1513,1669,1668,1514,1515,1670,1514,1670,1669,1515,1516,1671,1515,1671,1670,1516,1517,1672,1516,1672,1671,1517,1518,1673,1517,1673,1672,1518,1519,1674,1518,1674,1673,1519,1520,1675,1519,1675,1674,1520,1521,1676,1520,1676,1675,1521,1522,1677,1521,1677,1676,1522,1523,1678,1522,1678,1677,1523,1524,1679,1523,1679,1678,1524,1525,1680,1524,1680,1679,1525,1526,1681,1525,1681,1680,1526,1527,1682,1526,1682,1681,1527,1528,1683,1527,1683,1682,1528,1529,1684,1528,1684,1683,1529,1530,1685,1529,1685,1684,1530,1531,1686,1530,1686,1685,1531,1532,1687,1531,1687,1686,1532,1533,1688,1532,1688,1687,1533,1534,1689,1533,1689,1688,1534,1535,1690,1534,1690,1689,1535,1536,1691,1535,1691,1690,1536,1537,1692,1536,1692,1691,1537,1538,1693,1537,1693,1692,1538,1539,1694,1538,1694,1693,1539,1540,1695,1539,1695,1694,1540,1541,1696,1540,1696,1695,1541,1542,1697,1541,1697,1696,1542,1543,1698,1542,1698,1697,1543,1544,1699,1543,1699,1698,1544,1545,1700,1544,1700,1699,1545,1546,1701,1545,1701,1700,1546,1547,1702,1546,1702,1701,1547,1548,1703,1547,1703,1702,1548,1549,1704,1548,1704,1703,1550,1551,1706,1550,1706,1705,1551,1552,1707,1551,1707,1706,1552,1553,1708,1552,1708,1707,1553,1554,1709,1553,1709,1708,1554,1555,1710,1554,1710,1709,1555,1556,1711,1555,1711,1710,1556,1557,1712,1556,1712,1711,1557,1558,1713,1557,1713,1712,1558,1559,1714,1558,1714,1713,1559,1560,1715,1559,1715,1714,1560,1561,1716,1560,1716,1715,1561,1562,1717,1561,1717,1716,1562,1563,1718,1562,1718,1717,1563,1564,1719,1563,1719,1718,1564,1565,1720,1564,1720,1719,1565,1566,1721,1565,1721,1720,1566,1567,1722,1566,1722,1721,1567,1568,1723,1567,1723,1722,1568,1569,1724,1568,1724,1723,1569,1570,1725,1569,1725,1724,1570,1571,1726,1570,1726,1725,1571,1572,1727,1571,1727,1726,1572,1573,1728,1572,1728,1727,1573,1574,1729,1573,1729,1728,1574,1575,1730,1574,1730,1729,1575,1576,1731,1575,1731,1730,1576,1577,1732,1576,1732,1731,1577,1578,1733,1577,1733,1732,1578,1579,1734,1578,1734,1733,1579,1580,1735,1579,1735,1734,1580,1581,1736,1580,1736,1735,1581,1582,1737,1581,1737,1736,1582,1583,1738,1582,1738,1737,1583,1584,1739,1583,1739,1738,1584,1585,1740,1584,1740,1739,1585,1586,1741,1585,1741,1740,1586,1587,1742,1586,1742,1741,1587,1588,1743,1587,1743,1742,1588,1589,1744,1588,1744,1743,1589,1590,1745,1589,1745,1744,1590,1591,1746,1590,1746,1745,1591,1592,1747,1591,1747,1746,1592,1593,1748,1592,1748,1747,1593,1594,1749,1593,1749,1748,1594,1595,1750,1594,1750,1749,1595,1596,1751,1595,1751,1750,1596,1597,1752,1596,1752,1751,1597,1598,1753,1597,1753,1752,1598,1599,1754,1598,1754,1753,1599,1600,1755,1599,1755,1754,1600,1601,1756,1600,1756,1755,1601,1602,1757,1601,1757,1756,1602,1603,1758,1602,1758,1757,1603,1604,1759,1603,1759,1758,1604,1605,1760,1604,1760,1759,1605,1606,1761,1605,1761,1760,1606,1607,1762,1606,1762,1761,1607,1608,1763,1607,1763,1762,1608,1609,1764,1608,1764,1763,1609,1610,1765,1609,1765,1764,1610,1611,1766,1610,1766,1765,1611,1612,1767,1611,1767,1766,1612,1613,1768,1612,1768,1767,1613,1614,1769,1613,1769,1768,1614,1615,1770,1614,1770,1769,1615,1616,1771,1615,1771,1770,1616,1617,1772,1616,1772,1771,1617,1618,1773,1617,1773,1772,1618,1619,1774,1618,1774,1773,1619,1620,1775,1619,1775,1774,1620,1621,1776,1620,1776,1775,1621,1622,1777,1621,1777,1776,1622,1623,1778,1622,1778,1777,1623,1624,1779,1623,1779,1778,1624,1625,1780,1624,1780,1779,1625,1626,1781,1625,1781,1780,1626,1627,1782,1626,1782,1781,1627,1628,1783,1627,1783,1782,1628,1629,1784,1628,1784,1783,1629,1630,1785,1629,1785,1784,1630,1631,1786,1630,1786,1785,1631,1632,1787,1631,1787,1786,1632,1633,1788,1632,1788,1787,1633,1634,1789,1633,1789,1788,1634,1635,1790,1634,1790,1789,1635,1636,1791,1635,1791,1790,1636,1637,1792,1636,1792,1791,1637,1638,1793,1637,1793,1792,1638,1639,1794,1638,1794,1793,1639,1640,1795,1639,1795,1794,1640,1641,1796,1640,1796,1795,1641,1642,1797,1641,1797,1796,1642,1643,1798,1642,1798,1797,1643,1644,1799,1643,1799,1798,1644,1645,1800,1644,1800,1799,1645,1646,1801,1645,1801,1800,1646,1647,1802,1646,1802,1801,1647,1648,1803,1647,1803,1802,1648,1649,1804,1648,1804,1803,1649,1650,1805,1649,1805,1804,1650,1651,1806,1650,1806,1805,1651,1652,1807,1651,1807,1806,1652,1653,1808,1652,1808,1807,1653,1654,1809,1653,1809,1808,1654,1655,1810,1654,1810,1809,1655,1656,1811,1655,1811,1810,1656,1657,1812,1656,1812,1811,1657,1658,1813,1657,1813,1812,1658,1659,1814,1658,1814,1813,1659,1660,1815,1659,1815,1814,1660,1661,1816,1660,1816,1815,1661,1662,1817,1661,1817,1816,1662,1663,1818,1662,1818,1817,1663,1664,1819,1663,1819,1818,1664,1665,1820,1664,1820,1819,1665,1666,1821,1665,1821,1820,1666,1667,1822,1666,1822,1821,1667,1668,1823,1667,1823,1822,1668,1669,1824,1668,1824,1823,1669,1670,1825,1669,1825,1824,1670,1671,1826,1670,1826,1825,1671,1672,1827,1671,1827,1826,1672,1673,1828,1672,1828,1827,1673,1674,1829,1673,1829,1828,1674,1675,1830,1674,1830,1829,1675,1676,1831,1675,1831,1830,1676,1677,1832,1676,1832,1831,1677,1678,1833,1677,1833,1832,1678,1679,1834,1678,1834,1833,1679,1680,1835,1679,1835,1834,1680,1681,1836,1680,1836,1835,1681,1682,1837,1681,1837,1836,1682,1683,1838,1682,1838,1837,1683,1684,1839,1683,1839,1838,1684,1685,1840,1684,1840,1839,1685,1686,1841,1685,1841,1840,1686,1687,1842,1686,1842,1841,1687,1688,1843,1687,1843,1842,1688,1689,1844,1688,1844,1843,1689,1690,1845,1689,1845,1844,1690,1691,1846,1690,1846,1845,1691,1692,1847,1691,1847,1846,1692,1693,1848,1692,1848,1847,1693,1694,1849,1693,1849,1848,1694,1695,1850,1694,1850,1849,1695,1696,1851,1695,1851,1850,1696,1697,1852,1696,1852,1851,1697,1698,1853,1697,1853,1852,1698,1699,1854,1698,1854,1853,1699,1700,1855,1699,1855,1854,1700,1701,1856,1700,1856,1855,1701,1702,1857,1701,1857,1856,1702,1703,1858,1702,1858,1857,1703,1704,1859,1703,1859,1858,1705,1706,1861,1705,1861,1860,1706,1707,1862,1706,1862,1861,1707,1708,1863,1707,1863,1862,1708,1709,1864,1708,1864,1863,1709,1710,1865,1709,1865,1864,1710,1711,1866,1710,1866,1865,1711,1712,1867,1711,1867,1866,1712,1713,1868,1712,1868,1867,1713,1714,1869,1713,1869,1868,1714,1715,1870,1714,1870,1869,1715,1716,1871,1715,1871,1870,1716,1717,1872,1716,1872,1871,1717,1718,1873,1717,1873,1872,1718,1719,1874,1718,1874,1873,1719,1720,1875,1719,1875,1874,1720,1721,1876,1720,1876,1875,1721,1722,1877,1721,1877,1876,1722,1723,1878,1722,1878,1877,1723,1724,1879,1723,1879,1878,1724,1725,1880,1724,1880,1879,1725,1726,1881,1725,1881,1880,1726,1727,1882,1726,1882,1881,1727,1728,1883,1727,1883,1882,1728,1729,1884,1728,1884,1883,1729,1730,1885,1729,1885,1884,1730,1731,1886,1730,1886,1885,1731,1732,1887,1731,1887,1886,1732,1733,1888,1732,1888,1887,1733,1734,1889,1733,1889,1888,1734,1735,1890,1734,1890,1889,1735,1736,1891,1735,1891,1890,1736,1737,1892,1736,1892,1891,1737,1738,1893,1737,1893,1892,1738,1739,1894,1738,1894,1893,1739,1740,1895,1739,1895,1894,1740,1741,1896,1740,1896,1895,1741,1742,1897,1741,1897,1896,1742,1743,1898,1742,1898,1897,1743,1744,1899,1743,1899,1898,1744,1745,1900,1744,1900,1899,1745,1746,1901,1745,1901,1900,1746,1747,1902,1746,1902,1901,1747,1748,1903,1747,1903,1902,1748,1749,1904,1748,1904,1903,1749,1750,1905,1749,1905,1904,1750,1751,1906,1750,1906,1905,1751,1752,1907,1751,1907,1906,1752,1753,1908,1752,1908,1907,1753,1754,1909,1753,1909,1908,1754,1755,1910,1754,1910,1909,1755,1756,1911,1755,1911,1910,1756,1757,1912,1756,1912,1911,1757,1758,1913,1757,1913,1912,1758,1759,1914,1758,1914,1913,1759,1760,1915,1759,1915,1914,1760,1761,1916,1760,1916,1915,1761,1762,1917,1761,1917,1916,1762,1763,1918,1762,1918,1917,1763,1764,1919,1763,1919,1918,1764,1765,1920,1764,1920,1919,1765,1766,1921,1765,1921,1920,1766,1767,1922,1766,1922,1921,1767,1768,1923,1767,1923,1922,1768,1769,1924,1768,1924,1923,1769,1770,1925,1769,1925,1924,1770,1771,1926,1770,1926,1925,1771,1772,1927,1771,1927,1926,1772,1773,1928,1772,1928,1927,1773,1774,1929,1773,1929,1928,1774,1775,1930,1774,1930,1929,1775,1776,1931,1775,1931,1930,1776,1777,1932,1776,1932,1931,1777,1778,1933,1777,1933,1932,1778,1779,1934,1778,1934,1933,1779,1780,1935,1779,1935,1934,1780,1781,1936,1780,1936,1935,1781,1782,1937,1781,1937,1936,1782,1783,1938,1782,1938,1937,1783,1784,1939,1783,1939,1938,1784,1785,1940,1784,1940,1939,1785,1786,1941,1785,1941,1940,1786,1787,1942,1786,1942,1941,1787,1788,1943,1787,1943,1942,1788,1789,1944,1788,1944,1943,1789,1790,1945,1789,1945,1944,1790,1791,1946,1790,1946,1945,1791,1792,1947,1791,1947,1946,1792,1793,1948,1792,1948,1947,1793,1794,1949,1793,1949,1948,1794,1795,1950,1794,1950,1949,1795,1796,1951,1795,1951,1950,1796,1797,1952,1796,1952,1951,1797,1798,1953,1797,1953,1952,1798,1799,1954,1798,1954,1953,1799,1800,1955,1799,1955,1954,1800,1801,1956,1800,1956,1955,1801,1802,1957,1801,1957,1956,1802,1803,1958,1802,1958,1957,1803,1804,1959,1803,1959,1958,1804,1805,1960,1804,1960,1959,1805,1806,1961,1805,1961,1960,1806,1807,1962,1806,1962,1961,1807,1808,1963,1807,1963,1962,1808,1809,1964,1808,1964,1963,1809,1810,1965,1809,1965,1964,1810,1811,1966,1810,1966,1965,1811,1812,1967,1811,1967,1966,1812,1813,1968,1812,1968,1967,1813,1814,1969,1813,1969,1968,1814,1815,1970,1814,1970,1969,1815,1816,1971,1815,1971,1970,1816,1817,1972,1816,1972,1971,1817,1818,1973,1817,1973,1972,1818,1819,1974,1818,1974,1973,1819,1820,1975,1819,1975,1974,1820,1821,1976,1820,1976,1975,1821,1822,1977,1821,1977,1976,1822,1823,1978,1822,1978,1977,1823,1824,1979,1823,1979,1978,1824,1825,1980,1824,1980,1979,1825,1826,1981,1825,1981,1980,1826,1827,1982,1826,1982,1981,1827,1828,1983,1827,1983,1982,1828,1829,1984,1828,1984,1983,1829,1830,1985,1829,1985,1984,1830,1831,1986,1830,1986,1985,1831,1832,1987,1831,1987,1986,1832,1833,1988,1832,1988,1987,1833,1834,1989,1833,1989,1988,1834,1835,1990,1834,1990,1989,1835,1836,1991,1835,1991,1990,1836,1837,1992,1836,1992,1991,1837,1838,1993,1837,1993,1992,1838,1839,1994,1838,1994,1993,1839,1840,1995,1839,1995,1994,1840,1841,1996,1840,1996,1995,1841,1842,1997,1841,1997,1996,1842,1843,1998,1842,1998,1997,1843,1844,1999,1843,1999,1998,1844,1845,2000,1844,2000,1999,1845,1846,2001,1845,2001,2000,1846,1847,2002,1846,2002,2001,1847,1848,2003,1847,2003,2002,1848,1849,2004,1848,2004,2003,1849,1850,2005,1849,2005,2004,1850,1851,2006,1850,2006,2005,1851,1852,2007,1851,2007,2006,1852,1853,2008,1852,2008,2007,1853,1854,2009,1853,2009,2008,1854,1855,2010,1854,2010,2009,1855,1856,2011,1855,2011,2010,1856,1857,2012,1856,2012,2011,1857,1858,2013,1857,2013,2012,1858,1859,2014,1858,2014,2013,1860,1861,2016,1860,2016,2015,1861,1862,2017,1861,2017,2016,1862,1863,2018,1862,2018,2017,1863,1864,2019,1863,2019,2018,1864,1865,2020,1864,2020,2019,1865,1866,2021,1865,2021,2020,1866,1867,2022,1866,2022,2021,1867,1868,2023,1867,2023,2022,1868,1869,2024,1868,2024,2023,1869,1870,2025,1869,2025,2024,1870,1871,2026,1870,2026,2025,1871,1872,2027,1871,2027,2026,1872,1873,2028,1872,2028,2027,1873,1874,2029,1873,2029,2028,1874,1875,2030,1874,2030,2029,1875,1876,2031,1875,2031,2030,1876,1877,2032,1876,2032,2031,1877,1878,2033,1877,2033,2032,1878,1879,2034,1878,2034,2033,1879,1880,2035,1879,2035,2034,1880,1881,2036,1880,2036,2035,1881,1882,2037,1881,2037,2036,1882,1883,2038,1882,2038,2037,1883,1884,2039,1883,2039,2038,1884,1885,2040,1884,2040,2039,1885,1886,2041,1885,2041,2040,1886,1887,2042,1886,2042,2041,1887,1888,2043,1887,2043,2042,1888,1889,2044,1888,2044,2043,1889,1890,2045,1889,2045,2044,1890,1891,2046,1890,2046,2045,1891,1892,2047,1891,2047,2046,1892,1893,2048,1892,2048,2047,1893,1894,2049,1893,2049,2048,1894,1895,2050,1894,2050,2049,1895,1896,2051,1895,2051,2050,1896,1897,2052,1896,2052,2051,1897,1898,2053,1897,2053,2052,1898,1899,2054,1898,2054,2053,1899,1900,2055,1899,2055,2054,1900,1901,2056,1900,2056,2055,1901,1902,2057,1901,2057,2056,1902,1903,2058,1902,2058,2057,1903,1904,2059,1903,2059,2058,1904,1905,2060,1904,2060,2059,1905,1906,2061,1905,2061,2060,1906,1907,2062,1906,2062,2061,1907,1908,2063,1907,2063,2062,1908,1909,2064,1908,2064,2063,1909,1910,2065,1909,2065,2064,1910,1911,2066,1910,2066,2065,1911,1912,2067,1911,2067,2066,1912,1913,2068,1912,2068,2067,1913,1914,2069,1913,2069,2068,1914,1915,2070,1914,2070,2069,1915,1916,2071,1915,2071,2070,1916,1917,2072,1916,2072,2071,1917,1918,2073,1917,2073,2072,1918,1919,2074,1918,2074,2073,1919,1920,2075,1919,2075,2074,1920,1921,2076,1920,2076,2075,1921,1922,2077,1921,2077,2076,1922,1923,2078,1922,2078,2077,1923,1924,2079,1923,2079,2078,1924,1925,2080,1924,2080,2079,1925,1926,2081,1925,2081,2080,1926,1927,2082,1926,2082,2081,1927,1928,2083,1927,2083,2082,1928,1929,2084,1928,2084,2083,1929,1930,2085,1929,2085,2084,1930,1931,2086,1930,2086,2085,1931,1932,2087,1931,2087,2086,1932,1933,2088,1932,2088,2087,1933,1934,2089,1933,2089,2088,1934,1935,2090,1934,2090,2089,1935,1936,2091,1935,2091,2090,1936,1937,2092,1936,2092,2091,1937,1938,2093,1937,2093,2092,1938,1939,2094,1938,2094,2093,1939,1940,2095,1939,2095,2094,1940,1941,2096,1940,2096,2095,1941,1942,2097,1941,2097,2096,1942,1943,2098,1942,2098,2097,1943,1944,2099,1943,2099,2098,1944,1945,2100,1944,2100,2099,1945,1946,2101,1945,2101,2100,1946,1947,2102,1946,2102,2101,1947,1948,2103,1947,2103,2102,1948,1949,2104,1948,2104,2103,1949,1950,2105,1949,2105,2104,1950,1951,2106,1950,2106,2105,1951,1952,2107,1951,2107,2106,1952,1953,2108,1952,2108,2107,1953,1954,2109,1953,2109,2108,1954,1955,2110,1954,2110,2109,1955,1956,2111,1955,2111,2110,1956,1957,2112,1956,2112,2111,1957,1958,2113,1957,2113,2112,1958,1959,2114,1958,2114,2113,1959,1960,2115,1959,2115,2114,1960,1961,2116,1960,2116,2115,1961,1962,2117,1961,2117,2116,1962,1963,2118,1962,2118,2117,1963,1964,2119,1963,2119,2118,1964,1965,2120,1964,2120,2119,1965,1966,2121,1965,2121,2120,1966,1967,2122,1966,2122,2121,1967,1968,2123,1967,2123,2122,1968,1969,2124,1968,2124,2123,1969,1970,2125,1969,2125,2124,1970,1971,2126,1970,2126,2125,1971,1972,2127,1971,2127,2126,1972,1973,2128,1972,2128,2127,1973,1974,2129,1973,2129,2128,1974,1975,2130,1974,2130,2129,1975,1976,2131,1975,2131,2130,1976,1977,2132,1976,2132,2131,1977,1978,2133,1977,2133,2132,1978,1979,2134,1978,2134,2133,1979,1980,2135,1979,2135,2134,1980,1981,2136,1980,2136,2135,1981,1982,2137,1981,2137,2136,1982,1983,2138,1982,2138,2137,1983,1984,2139,1983,2139,2138,1984,1985,2140,1984,2140,2139,1985,1986,2141,1985,2141,2140,1986,1987,2142,1986,2142,2141,1987,1988,2143,1987,2143,2142,1988,1989,2144,1988,2144,2143,1989,1990,2145,1989,2145,2144,1990,1991,2146,1990,2146,2145,1991,1992,2147,1991,2147,2146,1992,1993,2148,1992,2148,2147,1993,1994,2149,1993,2149,2148,1994,1995,2150,1994,2150,2149,1995,1996,2151,1995,2151,2150,1996,1997,2152,1996,2152,2151,1997,1998,2153,1997,2153,2152,1998,1999,2154,1998,2154,2153,1999,2000,2155,1999,2155,2154,2000,2001,2156,2000,2156,2155,2001,2002,2157,2001,2157,2156,2002,2003,2158,2002,2158,2157,2003,2004,2159,2003,2159,2158,2004,2005,2160,2004,2160,2159,2005,2006,2161,2005,2161,2160,2006,2007,2162,2006,2162,2161,2007,2008,2163,2007,2163,2162,2008,2009,2164,2008,2164,2163,2009,2010,2165,2009,2165,2164,2010,2011,2166,2010,2166,2165,2011,2012,2167,2011,2167,2166,2012,2013,2168,2012,2168,2167,2013,2014,2169,2013,2169,2168,2015,2016,2171,2015,2171,2170,2016,2017,2172,2016,2172,2171,2017,2018,2173,2017,2173,2172,2018,2019,2174,2018,2174,2173,2019,2020,2175,2019,2175,2174,2020,2021,2176,2020,2176,2175,2021,2022,2177,2021,2177,2176,2022,2023,2178,2022,2178,2177,2023,2024,2179,2023,2179,2178,2024,2025,2180,2024,2180,2179,2025,2026,2181,2025,2181,2180,2026,2027,2182,2026,2182,2181,2027,2028,2183,2027,2183,2182,2028,2029,2184,2028,2184,2183,2029,2030,2185,2029,2185,2184,2030,2031,2186,2030,2186,2185,2031,2032,2187,2031,2187,2186,2032,2033,2188,2032,2188,2187,2033,2034,2189,2033,2189,2188,2034,2035,2190,2034,2190,2189,2035,2036,2191,2035,2191,2190,2036,2037,2192,2036,2192,2191,2037,2038,2193,2037,2193,2192,2038,2039,2194,2038,2194,2193,2039,2040,2195,2039,2195,2194,2040,2041,2196,2040,2196,2195,2041,2042,2197,2041,2197,2196,2042,2043,2198,2042,2198,2197,2043,2044,2199,2043,2199,2198,2044,2045,2200,2044,2200,2199,2045,2046,2201,2045,2201,2200,2046,2047,2202,2046,2202,2201,2047,2048,2203,2047,2203,2202,2048,2049,2204,2048,2204,2203,2049,2050,2205,2049,2205,2204,2050,2051,2206,2050,2206,2205,2051,2052,2207,2051,2207,2206,2052,2053,2208,2052,2208,2207,2053,2054,2209,2053,2209,2208,2054,2055,2210,2054,2210,2209,2055,2056,2211,2055,2211,2210,2056,2057,2212,2056,2212,2211,2057,2058,2213,2057,2213,2212,2058,2059,2214,2058,2214,2213,2059,2060,2215,2059,2215,2214,2060,2061,2216,2060,2216,2215,2061,2062,2217,2061,2217,2216,2062,2063,2218,2062,2218,2217,2063,2064,2219,2063,2219,2218,2064,2065,2220,2064,2220,2219,2065,2066,2221,2065,2221,2220,2066,2067,2222,2066,2222,2221,2067,2068,2223,2067,2223,2222,2068,2069,2224,2068,2224,2223,2069,2070,2225,2069,2225,2224,2070,2071,2226,2070,2226,2225,2071,2072,2227,2071,2227,2226,2072,2073,2228,2072,2228,2227,2073,2074,2229,2073,2229,2228,2074,2075,2230,2074,2230,2229,2075,2076,2231,2075,2231,2230,2076,2077,2232,2076,2232,2231,2077,2078,2233,2077,2233,2232,2078,2079,2234,2078,2234,2233,2079,2080,2235,2079,2235,2234,2080,2081,2236,2080,2236,2235,2081,2082,2237,2081,2237,2236,2082,2083,2238,2082,2238,2237,2083,2084,2239,2083,2239,2238,2084,2085,2240,2084,2240,2239,2085,2086,2241,2085,2241,2240,2086,2087,2242,2086,2242,2241,2087,2088,2243,2087,2243,2242,2088,2089,2244,2088,2244,2243,2089,2090,2245,2089,2245,2244,2090,2091,2246,2090,2246,2245,2091,2092,2247,2091,2247,2246,2092,2093,2248,2092,2248,2247,2093,2094,2249,2093,2249,2248,2094,2095,2250,2094,2250,2249,2095,2096,2251,2095,2251,2250,2096,2097,2252,2096,2252,2251,2097,2098,2253,2097,2253,2252,2098,2099,2254,2098,2254,2253,2099,2100,2255,2099,2255,2254,2100,2101,2256,2100,2256,2255,2101,2102,2257,2101,2257,2256,2102,2103,2258,2102,2258,2257,2103,2104,2259,2103,2259,2258,2104,2105,2260,2104,2260,2259,2105,2106,2261,2105,2261,2260,2106,2107,2262,2106,2262,2261,2107,2108,2263,2107,2263,2262,2108,2109,2264,2108,2264,2263,2109,2110,2265,2109,2265,2264,2110,2111,2266,2110,2266,2265,2111,2112,2267,2111,2267,2266,2112,2113,2268,2112,2268,2267,2113,2114,2269,2113,2269,2268,2114,2115,2270,2114,2270,2269,2115,2116,2271,2115,2271,2270,2116,2117,2272,2116,2272,2271,2117,2118,2273,2117,2273,2272,2118,2119,2274,2118,2274,2273,2119,2120,2275,2119,2275,2274,2120,2121,2276,2120,2276,2275,2121,2122,2277,2121,2277,2276,2122,2123,2278,2122,2278,2277,2123,2124,2279,2123,2279,2278,2124,2125,2280,2124,2280,2279,2125,2126,2281,2125,2281,2280,2126,2127,2282,2126,2282,2281,2127,2128,2283,2127,2283,2282,2128,2129,2284,2128,2284,2283,2129,2130,2285,2129,2285,2284,2130,2131,2286,2130,2286,2285,2131,2132,2287,2131,2287,2286,2132,2133,2288,2132,2288,2287,2133,2134,2289,2133,2289,2288,2134,2135,2290,2134,2290,2289,2135,2136,2291,2135,2291,2290,2136,2137,2292,2136,2292,2291,2137,2138,2293,2137,2293,2292,2138,2139,2294,2138,2294,2293,2139,2140,2295,2139,2295,2294,2140,2141,2296,2140,2296,2295,2141,2142,2297,2141,2297,2296,2142,2143,2298,2142,2298,2297,2143,2144,2299,2143,2299,2298,2144,2145,2300,2144,2300,2299,2145,2146,2301,2145,2301,2300,2146,2147,2302,2146,2302,2301,2147,2148,2303,2147,2303,2302,2148,2149,2304,2148,2304,2303,2149,2150,2305,2149,2305,2304,2150,2151,2306,2150,2306,2305,2151,2152,2307,2151,2307,2306,2152,2153,2308,2152,2308,2307,2153,2154,2309,2153,2309,2308,2154,2155,2310,2154,2310,2309,2155,2156,2311,2155,2311,2310,2156,2157,2312,2156,2312,2311,2157,2158,2313,2157,2313,2312,2158,2159,2314,2158,2314,2313,2159,2160,2315,2159,2315,2314,2160,2161,2316,2160,2316,2315,2161,2162,2317,2161,2317,2316,2162,2163,2318,2162,2318,2317,2163,2164,2319,2163,2319,2318,2164,2165,2320,2164,2320,2319,2165,2166,2321,2165,2321,2320,2166,2167,2322,2166,2322,2321,2167,2168,2323,2167,2323,2322,2168,2169,2324,2168,2324,2323,2170,2171,2326,2170,2326,2325,2171,2172,2327,2171,2327,2326,2172,2173,2328,2172,2328,2327,2173,2174,2329,2173,2329,2328,2174,2175,2330,2174,2330,2329,2175,2176,2331,2175,2331,2330,2176,2177,2332,2176,2332,2331,2177,2178,2333,2177,2333,2332,2178,2179,2334,2178,2334,2333,2179,2180,2335,2179,2335,2334,2180,2181,2336,2180,2336,2335,2181,2182,2337,2181,2337,2336,2182,2183,2338,2182,2338,2337,2183,2184,2339,2183,2339,2338,2184,2185,2340,2184,2340,2339,2185,2186,2341,2185,2341,2340,2186,2187,2342,2186,2342,2341,2187,2188,2343,2187,2343,2342,2188,2189,2344,2188,2344,2343,2189,2190,2345,2189,2345,2344,2190,2191,2346,2190,2346,2345,2191,2192,2347,2191,2347,2346,2192,2193,2348,2192,2348,2347,2193,2194,2349,2193,2349,2348,2194,2195,2350,2194,2350,2349,2195,2196,2351,2195,2351,2350,2196,2197,2352,2196,2352,2351,2197,2198,2353,2197,2353,2352,2198,2199,2354,2198,2354,2353,2199,2200,2355,2199,2355,2354,2200,2201,2356,2200,2356,2355,2201,2202,2357,2201,2357,2356,2202,2203,2358,2202,2358,2357,2203,2204,2359,2203,2359,2358,2204,2205,2360,2204,2360,2359,2205,2206,2361,2205,2361,2360,2206,2207,2362,2206,2362,2361,2207,2208,2363,2207,2363,2362,2208,2209,2364,2208,2364,2363,2209,2210,2365,2209,2365,2364,2210,2211,2366,2210,2366,2365,2211,2212,2367,2211,2367,2366,2212,2213,2368,2212,2368,2367,2213,2214,2369,2213,2369,2368,2214,2215,2370,2214,2370,2369,2215,2216,2371,2215,2371,2370,2216,2217,2372,2216,2372,2371,2217,2218,2373,2217,2373,2372,2218,2219,2374,2218,2374,2373,2219,2220,2375,2219,2375,2374,2220,2221,2376,2220,2376,2375,2221,2222,2377,2221,2377,2376,2222,2223,2378,2222,2378,2377,2223,2224,2379,2223,2379,2378,2224,2225,2380,2224,2380,2379,2225,2226,2381,2225,2381,2380,2226,2227,2382,2226,2382,2381,2227,2228,2383,2227,2383,2382,2228,2229,2384,2228,2384,2383,2229,2230,2385,2229,2385,2384,2230,2231,2386,2230,2386,2385,2231,2232,2387,2231,2387,2386,2232,2233,2388,2232,2388,2387,2233,2234,2389,2233,2389,2388,2234,2235,2390,2234,2390,2389,2235,2236,2391,2235,2391,2390,2236,2237,2392,2236,2392,2391,2237,2238,2393,2237,2393,2392,2238,2239,2394,2238,2394,2393,2239,2240,2395,2239,2395,2394,2240,2241,2396,2240,2396,2395,2241,2242,2397,2241,2397,2396,2242,2243,2398,2242,2398,2397,2243,2244,2399,2243,2399,2398,2244,2245,2400,2244,2400,2399,2245,2246,2401,2245,2401,2400,2246,2247,2402,2246,2402,2401,2247,2248,2403,2247,2403,2402,2248,2249,2404,2248,2404,2403,2249,2250,2405,2249,2405,2404,2250,2251,2406,2250,2406,2405,2251,2252,2407,2251,2407,2406,2252,2253,2408,2252,2408,2407,2253,2254,2409,2253,2409,2408,2254,2255,2410,2254,2410,2409,2255,2256,2411,2255,2411,2410,2256,2257,2412,2256,2412,2411,2257,2258,2413,2257,2413,2412,2258,2259,2414,2258,2414,2413,2259,2260,2415,2259,2415,2414,2260,2261,2416,2260,2416,2415,2261,2262,2417,2261,2417,2416,2262,2263,2418,2262,2418,2417,2263,2264,2419,2263,2419,2418,2264,2265,2420,2264,2420,2419,2265,2266,2421,2265,2421,2420,2266,2267,2422,2266,2422,2421,2267,2268,2423,2267,2423,2422,2268,2269,2424,2268,2424,2423,2269,2270,2425,2269,2425,2424,2270,2271,2426,2270,2426,2425,2271,2272,2427,2271,2427,2426,2272,2273,2428,2272,2428,2427,2273,2274,2429,2273,2429,2428,2274,2275,2430,2274,2430,2429,2275,2276,2431,2275,2431,2430,2276,2277,2432,2276,2432,2431,2277,2278,2433,2277,2433,2432,2278,2279,2434,2278,2434,2433,2279,2280,2435,2279,2435,2434,2280,2281,2436,2280,2436,2435,2281,2282,2437,2281,2437,2436,2282,2283,2438,2282,2438,2437,2283,2284,2439,2283,2439,2438,2284,2285,2440,2284,2440,2439,2285,2286,2441,2285,2441,2440,2286,2287,2442,2286,2442,2441,2287,2288,2443,2287,2443,2442,2288,2289,2444,2288,2444,2443,2289,2290,2445,2289,2445,2444,2290,2291,2446,2290,2446,2445,2291,2292,2447,2291,2447,2446,2292,2293,2448,2292,2448,2447,2293,2294,2449,2293,2449,2448,2294,2295,2450,2294,2450,2449,2295,2296,2451,2295,2451,2450,2296,2297,2452,2296,2452,2451,2297,2298,2453,2297,2453,2452,2298,2299,2454,2298,2454,2453,2299,2300,2455,2299,2455,2454,2300,2301,2456,2300,2456,2455,2301,2302,2457,2301,2457,2456,2302,2303,2458,2302,2458,2457,2303,2304,2459,2303,2459,2458,2304,2305,2460,2304,2460,2459,2305,2306,2461,2305,2461,2460,2306,2307,2462,2306,2462,2461,2307,2308,2463,2307,2463,2462,2308,2309,2464,2308,2464,2463,2309,2310,2465,2309,2465,2464,2310,2311,2466,2310,2466,2465,2311,2312,2467,2311,2467,2466,2312,2313,2468,2312,2468,2467,2313,2314,2469,2313,2469,2468,2314,2315,2470,2314,2470,2469,2315,2316,2471,2315,2471,2470,2316,2317,2472,2316,2472,2471,2317,2318,2473,2317,2473,2472,2318,2319,2474,2318,2474,2473,2319,2320,2475,2319,2475,2474,2320,2321,2476,2320,2476,2475,2321,2322,2477,2321,2477,2476,2322,2323,2478,2322,2478,2477,2323,2324,2479,2323,2479,2478,2325,2326,2481,2325,2481,2480,2326,2327,2482,2326,2482,2481,2327,2328,2483,2327,2483,2482,2328,2329,2484,2328,2484,2483,2329,2330,2485,2329,2485,2484,2330,2331,2486,2330,2486,2485,2331,2332,2487,2331,2487,2486,2332,2333,2488,2332,2488,2487,2333,2334,2489,2333,2489,2488,2334,2335,2490,2334,2490,2489,2335,2336,2491,2335,2491,2490,2336,2337,2492,2336,2492,2491,2337,2338,2493,2337,2493,2492,2338,2339,2494,2338,2494,2493,2339,2340,2495,2339,2495,2494,2340,2341,2496,2340,2496,2495,2341,2342,2497,2341,2497,2496,2342,2343,2498,2342,2498,2497,2343,2344,2499,2343,2499,2498,2344,2345,2500,2344,2500,2499,2345,2346,2501,2345,2501,2500,2346,2347,2502,2346,2502,2501,2347,2348,2503,2347,2503,2502,2348,2349,2504,2348,2504,2503,2349,2350,2505,2349,2505,2504,2350,2351,2506,2350,2506,2505,2351,2352,2507,2351,2507,2506,2352,2353,2508,2352,2508,2507,2353,2354,2509,2353,2509,2508,2354,2355,2510,2354,2510,2509,2355,2356,2511,2355,2511,2510,2356,2357,2512,2356,2512,2511,2357,2358,2513,2357,2513,2512,2358,2359,2514,2358,2514,2513,2359,2360,2515,2359,2515,2514,2360,2361,2516,2360,2516,2515,2361,2362,2517,2361,2517,2516,2362,2363,2518,2362,2518,2517,2363,2364,2519,2363,2519,2518,2364,2365,2520,2364,2520,2519,2365,2366,2521,2365,2521,2520,2366,2367,2522,2366,2522,2521,2367,2368,2523,2367,2523,2522,2368,2369,2524,2368,2524,2523,2369,2370,2525,2369,2525,2524,2370,2371,2526,2370,2526,2525,2371,2372,2527,2371,2527,2526,2372,2373,2528,2372,2528,2527,2373,2374,2529,2373,2529,2528,2374,2375,2530,2374,2530,2529,2375,2376,2531,2375,2531,2530,2376,2377,2532,2376,2532,2531,2377,2378,2533,2377,2533,2532,2378,2379,2534,2378,2534,2533,2379,2380,2535,2379,2535,2534,2380,2381,2536,2380,2536,2535,2381,2382,2537,2381,2537,2536,2382,2383,2538,2382,2538,2537,2383,2384,2539,2383,2539,2538,2384,2385,2540,2384,2540,2539,2385,2386,2541,2385,2541,2540,2386,2387,2542,2386,2542,2541,2387,2388,2543,2387,2543,2542,2388,2389,2544,2388,2544,2543,2389,2390,2545,2389,2545,2544,2390,2391,2546,2390,2546,2545,2391,2392,2547,2391,2547,2546,2392,2393,2548,2392,2548,2547,2393,2394,2549,2393,2549,2548,2394,2395,2550,2394,2550,2549,2395,2396,2551,2395,2551,2550,2396,2397,2552,2396,2552,2551,2397,2398,2553,2397,2553,2552,2398,2399,2554,2398,2554,2553,2399,2400,2555,2399,2555,2554,2400,2401,2556,2400,2556,2555,2401,2402,2557,2401,2557,2556,2402,2403,2558,2402,2558,2557,2403,2404,2559,2403,2559,2558,2404,2405,2560,2404,2560,2559,2405,2406,2561,2405,2561,2560,2406,2407,2562,2406,2562,2561,2407,2408,2563,2407,2563,2562,2408,2409,2564,2408,2564,2563,2409,2410,2565,2409,2565,2564,2410,2411,2566,2410,2566,2565,2411,2412,2567,2411,2567,2566,2412,2413,2568,2412,2568,2567,2413,2414,2569,2413,2569,2568,2414,2415,2570,2414,2570,2569,2415,2416,2571,2415,2571,2570,2416,2417,2572,2416,2572,2571,2417,2418,2573,2417,2573,2572,2418,2419,2574,2418,2574,2573,2419,2420,2575,2419,2575,2574,2420,2421,2576,2420,2576,2575,2421,2422,2577,2421,2577,2576,2422,2423,2578,2422,2578,2577,2423,2424,2579,2423,2579,2578,2424,2425,2580,2424,2580,2579,2425,2426,2581,2425,2581,2580,2426,2427,2582,2426,2582,2581,2427,2428,2583,2427,2583,2582,2428,2429,2584,2428,2584,2583,2429,2430,2585,2429,2585,2584,2430,2431,2586,2430,2586,2585,2431,2432,2587,2431,2587,2586,2432,2433,2588,2432,2588,2587,2433,2434,2589,2433,2589,2588,2434,2435,2590,2434,2590,2589,2435,2436,2591,2435,2591,2590,2436,2437,2592,2436,2592,2591,2437,2438,2593,2437,2593,2592,2438,2439,2594,2438,2594,2593,2439,2440,2595,2439,2595,2594,2440,2441,2596,2440,2596,2595,2441,2442,2597,2441,2597,2596,2442,2443,2598,2442,2598,2597,2443,2444,2599,2443,2599,2598,2444,2445,2600,2444,2600,2599,2445,2446,2601,2445,2601,2600,2446,2447,2602,2446,2602,2601,2447,2448,2603,2447,2603,2602,2448,2449,2604,2448,2604,2603,2449,2450,2605,2449,2605,2604,2450,2451,2606,2450,2606,2605,2451,2452,2607,2451,2607,2606,2452,2453,2608,2452,2608,2607,2453,2454,2609,2453,2609,2608,2454,2455,2610,2454,2610,2609,2455,2456,2611,2455,2611,2610,2456,2457,2612,2456,2612,2611,2457,2458,2613,2457,2613,2612,2458,2459,2614,2458,2614,2613,2459,2460,2615,2459,2615,2614,2460,2461,2616,2460,2616,2615,2461,2462,2617,2461,2617,2616,2462,2463,2618,2462,2618,2617,2463,2464,2619,2463,2619,2618,2464,2465,2620,2464,2620,2619,2465,2466,2621,2465,2621,2620,2466,2467,2622,2466,2622,2621,2467,2468,2623,2467,2623,2622,2468,2469,2624,2468,2624,2623,2469,2470,2625,2469,2625,2624,2470,2471,2626,2470,2626,2625,2471,2472,2627,2471,2627,2626,2472,2473,2628,2472,2628,2627,2473,2474,2629,2473,2629,2628,2474,2475,2630,2474,2630,2629,2475,2476,2631,2475,2631,2630,2476,2477,2632,2476,2632,2631,2477,2478,2633,2477,2633,2632,2478,2479,2634,2478,2634,2633,2480,2481,2636,2480,2636,2635,2481,2482,2637,2481,2637,2636,2482,2483,2638,2482,2638,2637,2483,2484,2639,2483,2639,2638,2484,2485,2640,2484,2640,2639,2485,2486,2641,2485,2641,2640,2486,2487,2642,2486,2642,2641,2487,2488,2643,2487,2643,2642,2488,2489,2644,2488,2644,2643,2489,2490,2645,2489,2645,2644,2490,2491,2646,2490,2646,2645,2491,2492,2647,2491,2647,2646,2492,2493,2648,2492,2648,2647,2493,2494,2649,2493,2649,2648,2494,2495,2650,2494,2650,2649,2495,2496,2651,2495,2651,2650,2496,2497,2652,2496,2652,2651,2497,2498,2653,2497,2653,2652,2498,2499,2654,2498,2654,2653,2499,2500,2655,2499,2655,2654,2500,2501,2656,2500,2656,2655,2501,2502,2657,2501,2657,2656,2502,2503,2658,2502,2658,2657,2503,2504,2659,2503,2659,2658,2504,2505,2660,2504,2660,2659,2505,2506,2661,2505,2661,2660,2506,2507,2662,2506,2662,2661,2507,2508,2663,2507,2663,2662,2508,2509,2664,2508,2664,2663,2509,2510,2665,2509,2665,2664,2510,2511,2666,2510,2666,2665,2511,2512,2667,2511,2667,2666,2512,2513,2668,2512,2668,2667,2513,2514,2669,2513,2669,2668,2514,2515,2670,2514,2670,2669,2515,2516,2671,2515,2671,2670,2516,2517,2672,2516,2672,2671,2517,2518,2673,2517,2673,2672,2518,2519,2674,2518,2674,2673,2519,2520,2675,2519,2675,2674,2520,2521,2676,2520,2676,2675,2521,2522,2677,2521,2677,2676,2522,2523,2678,2522,2678,2677,2523,2524,2679,2523,2679,2678,2524,2525,2680,2524,2680,2679,2525,2526,2681,2525,2681,2680,2526,2527,2682,2526,2682,2681,2527,2528,2683,2527,2683,2682,2528,2529,2684,2528,2684,2683,2529,2530,2685,2529,2685,2684,2530,2531,2686,2530,2686,2685,2531,2532,2687,2531,2687,2686,2532,2533,2688,2532,2688,2687,2533,2534,2689,2533,2689,2688,2534,2535,2690,2534,2690,2689,2535,2536,2691,2535,2691,2690,2536,2537,2692,2536,2692,2691,2537,2538,2693,2537,2693,2692,2538,2539,2694,2538,2694,2693,2539,2540,2695,2539,2695,2694,2540,2541,2696,2540,2696,2695,2541,2542,2697,2541,2697,2696,2542,2543,2698,2542,2698,2697,2543,2544,2699,2543,2699,2698,2544,2545,2700,2544,2700,2699,2545,2546,2701,2545,2701,2700,2546,2547,2702,2546,2702,2701,2547,2548,2703,2547,2703,2702,2548,2549,2704,2548,2704,2703,2549,2550,2705,2549,2705,2704,2550,2551,2706,2550,2706,2705,2551,2552,2707,2551,2707,2706,2552,2553,2708,2552,2708,2707,2553,2554,2709,2553,2709,2708,2554,2555,2710,2554,2710,2709,2555,2556,2711,2555,2711,2710,2556,2557,2712,2556,2712,2711,2557,2558,2713,2557,2713,2712,2558,2559,2714,2558,2714,2713,2559,2560,2715,2559,2715,2714,2560,2561,2716,2560,2716,2715,2561,2562,2717,2561,2717,2716,2562,2563,2718,2562,2718,2717,2563,2564,2719,2563,2719,2718,2564,2565,2720,2564,2720,2719,2565,2566,2721,2565,2721,2720,2566,2567,2722,2566,2722,2721,2567,2568,2723,2567,2723,2722,2568,2569,2724,2568,2724,2723,2569,2570,2725,2569,2725,2724,2570,2571,2726,2570,2726,2725,2571,2572,2727,2571,2727,2726,2572,2573,2728,2572,2728,2727,2573,2574,2729,2573,2729,2728,2574,2575,2730,2574,2730,2729,2575,2576,2731,2575,2731,2730,2576,2577,2732,2576,2732,2731,2577,2578,2733,2577,2733,2732,2578,2579,2734,2578,2734,2733,2579,2580,2735,2579,2735,2734,2580,2581,2736,2580,2736,2735,2581,2582,2737,2581,2737,2736,2582,2583,2738,2582,2738,2737,2583,2584,2739,2583,2739,2738,2584,2585,2740,2584,2740,2739,2585,2586,2741,2585,2741,2740,2586,2587,2742,2586,2742,2741,2587,2588,2743,2587,2743,2742,2588,2589,2744,2588,2744,2743,2589,2590,2745,2589,2745,2744,2590,2591,2746,2590,2746,2745,2591,2592,2747,2591,2747,2746,2592,2593,2748,2592,2748,2747,2593,2594,2749,2593,2749,2748,2594,2595,2750,2594,2750,2749,2595,2596,2751,2595,2751,2750,2596,2597,2752,2596,2752,2751,2597,2598,2753,2597,2753,2752,2598,2599,2754,2598,2754,2753,2599,2600,2755,2599,2755,2754,2600,2601,2756,2600,2756,2755,2601,2602,2757,2601,2757,2756,2602,2603,2758,2602,2758,2757,2603,2604,2759,2603,2759,2758,2604,2605,2760,2604,2760,2759,2605,2606,2761,2605,2761,2760,2606,2607,2762,2606,2762,2761,2607,2608,2763,2607,2763,2762,2608,2609,2764,2608,2764,2763,2609,2610,2765,2609,2765,2764,2610,2611,2766,2610,2766,2765,2611,2612,2767,2611,2767,2766,2612,2613,2768,2612,2768,2767,2613,2614,2769,2613,2769,2768,2614,2615,2770,2614,2770,2769,2615,2616,2771,2615,2771,2770,2616,2617,2772,2616,2772,2771,2617,2618,2773,2617,2773,2772,2618,2619,2774,2618,2774,2773,2619,2620,2775,2619,2775,2774,2620,2621,2776,2620,2776,2775,2621,2622,2777,2621,2777,2776,2622,2623,2778,2622,2778,2777,2623,2624,2779,2623,2779,2778,2624,2625,2780,2624,2780,2779,2625,2626,2781,2625,2781,2780,2626,2627,2782,2626,2782,2781,2627,2628,2783,2627,2783,2782,2628,2629,2784,2628,2784,2783,2629,2630,2785,2629,2785,2784,2630,2631,2786,2630,2786,2785,2631,2632,2787,2631,2787,2786,2632,2633,2788,2632,2788,2787,2633,2634,2789,2633,2789,2788,2635,2636,2791,2635,2791,2790,2636,2637,2792,2636,2792,2791,2637,2638,2793,2637,2793,2792,2638,2639,2794,2638,2794,2793,2639,2640,2795,2639,2795,2794,2640,2641,2796,2640,2796,2795,2641,2642,2797,2641,2797,2796,2642,2643,2798,2642,2798,2797,2643,2644,2799,2643,2799,2798,2644,2645,2800,2644,2800,2799,2645,2646,2801,2645,2801,2800,2646,2647,2802,2646,2802,2801,2647,2648,2803,2647,2803,2802,2648,2649,2804,2648,2804,2803,2649,2650,2805,2649,2805,2804,2650,2651,2806,2650,2806,2805,2651,2652,2807,2651,2807,2806,2652,2653,2808,2652,2808,2807,2653,2654,2809,2653,2809,2808,2654,2655,2810,2654,2810,2809,2655,2656,2811,2655,2811,2810,2656,2657,2812,2656,2812,2811,2657,2658,2813,2657,2813,2812,2658,2659,2814,2658,2814,2813,2659,2660,2815,2659,2815,2814,2660,2661,2816,2660,2816,2815,2661,2662,2817,2661,2817,2816,2662,2663,2818,2662,2818,2817,2663,2664,2819,2663,2819,2818,2664,2665,2820,2664,2820,2819,2665,2666,2821,2665,2821,2820,2666,2667,2822,2666,2822,2821,2667,2668,2823,2667,2823,2822,2668,2669,2824,2668,2824,2823,2669,2670,2825,2669,2825,2824,2670,2671,2826,2670,2826,2825,2671,2672,2827,2671,2827,2826,2672,2673,2828,2672,2828,2827,2673,2674,2829,2673,2829,2828,2674,2675,2830,2674,2830,2829,2675,2676,2831,2675,2831,2830,2676,2677,2832,2676,2832,2831,2677,2678,2833,2677,2833,2832,2678,2679,2834,2678,2834,2833,2679,2680,2835,2679,2835,2834,2680,2681,2836,2680,2836,2835,2681,2682,2837,2681,2837,2836,2682,2683,2838,2682,2838,2837,2683,2684,2839,2683,2839,2838,2684,2685,2840,2684,2840,2839,2685,2686,2841,2685,2841,2840,2686,2687,2842,2686,2842,2841,2687,2688,2843,2687,2843,2842,2688,2689,2844,2688,2844,2843,2689,2690,2845,2689,2845,2844,2690,2691,2846,2690,2846,2845,2691,2692,2847,2691,2847,2846,2692,2693,2848,2692,2848,2847,2693,2694,2849,2693,2849,2848,2694,2695,2850,2694,2850,2849,2695,2696,2851,2695,2851,2850,2696,2697,2852,2696,2852,2851,2697,2698,2853,2697,2853,2852,2698,2699,2854,2698,2854,2853,2699,2700,2855,2699,2855,2854,2700,2701,2856,2700,2856,2855,2701,2702,2857,2701,2857,2856,2702,2703,2858,2702,2858,2857,2703,2704,2859,2703,2859,2858,2704,2705,2860,2704,2860,2859,2705,2706,2861,2705,2861,2860,2706,2707,2862,2706,2862,2861,2707,2708,2863,2707,2863,2862,2708,2709,2864,2708,2864,2863,2709,2710,2865,2709,2865,2864,2710,2711,2866,2710,2866,2865,2711,2712,2867,2711,2867,2866,2712,2713,2868,2712,2868,2867,2713,2714,2869,2713,2869,2868,2714,2715,2870,2714,2870,2869,2715,2716,2871,2715,2871,2870,2716,2717,2872,2716,2872,2871,2717,2718,2873,2717,2873,2872,2718,2719,2874,2718,2874,2873,2719,2720,2875,2719,2875,2874,2720,2721,2876,2720,2876,2875,2721,2722,2877,2721,2877,2876,2722,2723,2878,2722,2878,2877,2723,2724,2879,2723,2879,2878,2724,2725,2880,2724,2880,2879,2725,2726,2881,2725,2881,2880,2726,2727,2882,2726,2882,2881,2727,2728,2883,2727,2883,2882,2728,2729,2884,2728,2884,2883,2729,2730,2885,2729,2885,2884,2730,2731,2886,2730,2886,2885,2731,2732,2887,2731,2887,2886,2732,2733,2888,2732,2888,2887,2733,2734,2889,2733,2889,2888,2734,2735,2890,2734,2890,2889,2735,2736,2891,2735,2891,2890,2736,2737,2892,2736,2892,2891,2737,2738,2893,2737,2893,2892,2738,2739,2894,2738,2894,2893,2739,2740,2895,2739,2895,2894,2740,2741,2896,2740,2896,2895,2741,2742,2897,2741,2897,2896,2742,2743,2898,2742,2898,2897,2743,2744,2899,2743,2899,2898,2744,2745,2900,2744,2900,2899,2745,2746,2901,2745,2901,2900,2746,2747,2902,2746,2902,2901,2747,2748,2903,2747,2903,2902,2748,2749,2904,2748,2904,2903,2749,2750,2905,2749,2905,2904,2750,2751,2906,2750,2906,2905,2751,2752,2907,2751,2907,2906,2752,2753,2908,2752,2908,2907,2753,2754,2909,2753,2909,2908,2754,2755,2910,2754,2910,2909,2755,2756,2911,2755,2911,2910,2756,2757,2912,2756,2912,2911,2757,2758,2913,2757,2913,2912,2758,2759,2914,2758,2914,2913,2759,2760,2915,2759,2915,2914,2760,2761,2916,2760,2916,2915,2761,2762,2917,2761,2917,2916,2762,2763,2918,2762,2918,2917,2763,2764,2919,2763,2919,2918,2764,2765,2920,2764,2920,2919,2765,2766,2921,2765,2921,2920,2766,2767,2922,2766,2922,2921,2767,2768,2923,2767,2923,2922,2768,2769,2924,2768,2924,2923,2769,2770,2925,2769,2925,2924,2770,2771,2926,2770,2926,2925,2771,2772,2927,2771,2927,2926,2772,2773,2928,2772,2928,2927,2773,2774,2929,2773,2929,2928,2774,2775,2930,2774,2930,2929,2775,2776,2931,2775,2931,2930,2776,2777,2932,2776,2932,2931,2777,2778,2933,2777,2933,2932,2778,2779,2934,2778,2934,2933,2779,2780,2935,2779,2935,2934,2780,2781,2936,2780,2936,2935,2781,2782,2937,2781,2937,2936,2782,2783,2938,2782,2938,2937,2783,2784,2939,2783,2939,2938,2784,2785,2940,2784,2940,2939,2785,2786,2941,2785,2941,2940,2786,2787,2942,2786,2942,2941,2787,2788,2943,2787,2943,2942,2788,2789,2944,2788,2944,2943,2790,2791,2946,2790,2946,2945,2791,2792,2947,2791,2947,2946,2792,2793,2948,2792,2948,2947,2793,2794,2949,2793,2949,2948,2794,2795,2950,2794,2950,2949,2795,2796,2951,2795,2951,2950,2796,2797,2952,2796,2952,2951,2797,2798,2953,2797,2953,2952,2798,2799,2954,2798,2954,2953,2799,2800,2955,2799,2955,2954,2800,2801,2956,2800,2956,2955,2801,2802,2957,2801,2957,2956,2802,2803,2958,2802,2958,2957,2803,2804,2959,2803,2959,2958,2804,2805,2960,2804,2960,2959,2805,2806,2961,2805,2961,2960,2806,2807,2962,2806,2962,2961,2807,2808,2963,2807,2963,2962,2808,2809,2964,2808,2964,2963,2809,2810,2965,2809,2965,2964,2810,2811,2966,2810,2966,2965,2811,2812,2967,2811,2967,2966,2812,2813,2968,2812,2968,2967,2813,2814,2969,2813,2969,2968,2814,2815,2970,2814,2970,2969,2815,2816,2971,2815,2971,2970,2816,2817,2972,2816,2972,2971,2817,2818,2973,2817,2973,2972,2818,2819,2974,2818,2974,2973,2819,2820,2975,2819,2975,2974,2820,2821,2976,2820,2976,2975,2821,2822,2977,2821,2977,2976,2822,2823,2978,2822,2978,2977,2823,2824,2979,2823,2979,2978,2824,2825,2980,2824,2980,2979,2825,2826,2981,2825,2981,2980,2826,2827,2982,2826,2982,2981,2827,2828,2983,2827,2983,2982,2828,2829,2984,2828,2984,2983,2829,2830,2985,2829,2985,2984,2830,2831,2986,2830,2986,2985,2831,2832,2987,2831,2987,2986,2832,2833,2988,2832,2988,2987,2833,2834,2989,2833,2989,2988,2834,2835,2990,2834,2990,2989,2835,2836,2991,2835,2991,2990,2836,2837,2992,2836,2992,2991,2837,2838,2993,2837,2993,2992,2838,2839,2994,2838,2994,2993,2839,2840,2995,2839,2995,2994,2840,2841,2996,2840,2996,2995,2841,2842,2997,2841,2997,2996,2842,2843,2998,2842,2998,2997,2843,2844,2999,2843,2999,2998,2844,2845,3000,2844,3000,2999,2845,2846,3001,2845,3001,3000,2846,2847,3002,2846,3002,3001,2847,2848,3003,2847,3003,3002,2848,2849,3004,2848,3004,3003,2849,2850,3005,2849,3005,3004,2850,2851,3006,2850,3006,3005,2851,2852,3007,2851,3007,3006,2852,2853,3008,2852,3008,3007,2853,2854,3009,2853,3009,3008,2854,2855,3010,2854,3010,3009,2855,2856,3011,2855,3011,3010,2856,2857,3012,2856,3012,3011,2857,2858,3013,2857,3013,3012,2858,2859,3014,2858,3014,3013,2859,2860,3015,2859,3015,3014,2860,2861,3016,2860,3016,3015,2861,2862,3017,2861,3017,3016,2862,2863,3018,2862,3018,3017,2863,2864,3019,2863,3019,3018,2864,2865,3020,2864,3020,3019,2865,2866,3021,2865,3021,3020,2866,2867,3022,2866,3022,3021,2867,2868,3023,2867,3023,3022,2868,2869,3024,2868,3024,3023,2869,2870,3025,2869,3025,3024,2870,2871,3026,2870,3026,3025,2871,2872,3027,2871,3027,3026,2872,2873,3028,2872,3028,3027,2873,2874,3029,2873,3029,3028,2874,2875,3030,2874,3030,3029,2875,2876,3031,2875,3031,3030,2876,2877,3032,2876,3032,3031,2877,2878,3033,2877,3033,3032,2878,2879,3034,2878,3034,3033,2879,2880,3035,2879,3035,3034,2880,2881,3036,2880,3036,3035,2881,2882,3037,2881,3037,3036,2882,2883,3038,2882,3038,3037,2883,2884,3039,2883,3039,3038,2884,2885,3040,2884,3040,3039,2885,2886,3041,2885,3041,3040,2886,2887,3042,2886,3042,3041,2887,2888,3043,2887,3043,3042,2888,2889,3044,2888,3044,3043,2889,2890,3045,2889,3045,3044,2890,2891,3046,2890,3046,3045,2891,2892,3047,2891,3047,3046,2892,2893,3048,2892,3048,3047,2893,2894,3049,2893,3049,3048,2894,2895,3050,2894,3050,3049,2895,2896,3051,2895,3051,3050,2896,2897,3052,2896,3052,3051,2897,2898,3053,2897,3053,3052,2898,2899,3054,2898,3054,3053,2899,2900,3055,2899,3055,3054,2900,2901,3056,2900,3056,3055,2901,2902,3057,2901,3057,3056,2902,2903,3058,2902,3058,3057,2903,2904,3059,2903,3059,3058,2904,2905,3060,2904,3060,3059,2905,2906,3061,2905,3061,3060,2906,2907,3062,2906,3062,3061,2907,2908,3063,2907,3063,3062,2908,2909,3064,2908,3064,3063,2909,2910,3065,2909,3065,3064,2910,2911,3066,2910,3066,3065,2911,2912,3067,2911,3067,3066,2912,2913,3068,2912,3068,3067,2913,2914,3069,2913,3069,3068,2914,2915,3070,2914,3070,3069,2915,2916,3071,2915,3071,3070,2916,2917,3072,2916,3072,3071,2917,2918,3073,2917,3073,3072,2918,2919,3074,2918,3074,3073,2919,2920,3075,2919,3075,3074,2920,2921,3076,2920,3076,3075,2921,2922,3077,2921,3077,3076,2922,2923,3078,2922,3078,3077,2923,2924,3079,2923,3079,3078,2924,2925,3080,2924,3080,3079,2925,2926,3081,2925,3081,3080,2926,2927,3082,2926,3082,3081,2927,2928,3083,2927,3083,3082,2928,2929,3084,2928,3084,3083,2929,2930,3085,2929,3085,3084,2930,2931,3086,2930,3086,3085,2931,2932,3087,2931,3087,3086,2932,2933,3088,2932,3088,3087,2933,2934,3089,2933,3089,3088,2934,2935,3090,2934,3090,3089,2935,2936,3091,2935,3091,3090,2936,2937,3092,2936,3092,3091,2937,2938,3093,2937,3093,3092,2938,2939,3094,2938,3094,3093,2939,2940,3095,2939,3095,3094,2940,2941,3096,2940,3096,3095,2941,2942,3097,2941,3097,3096,2942,2943,3098,2942,3098,3097,2943,2944,3099,2943,3099,3098,2945,2946,3101,2945,3101,3100,2946,2947,3102,2946,3102,3101,2947,2948,3103,2947,3103,3102,2948,2949,3104,2948,3104,3103,2949,2950,3105,2949,3105,3104,2950,2951,3106,2950,3106,3105,2951,2952,3107,2951,3107,3106,2952,2953,3108,2952,3108,3107,2953,2954,3109,2953,3109,3108,2954,2955,3110,2954,3110,3109,2955,2956,3111,2955,3111,3110,2956,2957,3112,2956,3112,3111,2957,2958,3113,2957,3113,3112,2958,2959,3114,2958,3114,3113,2959,2960,3115,2959,3115,3114,2960,2961,3116,2960,3116,3115,2961,2962,3117,2961,3117,3116,2962,2963,3118,2962,3118,3117,2963,2964,3119,2963,3119,3118,2964,2965,3120,2964,3120,3119,2965,2966,3121,2965,3121,3120,2966,2967,3122,2966,3122,3121,2967,2968,3123,2967,3123,3122,2968,2969,3124,2968,3124,3123,2969,2970,3125,2969,3125,3124,2970,2971,3126,2970,3126,3125,2971,2972,3127,2971,3127,3126,2972,2973,3128,2972,3128,3127,2973,2974,3129,2973,3129,3128,2974,2975,3130,2974,3130,3129,2975,2976,3131,2975,3131,3130,2976,2977,3132,2976,3132,3131,2977,2978,3133,2977,3133,3132,2978,2979,3134,2978,3134,3133,2979,2980,3135,2979,3135,3134,2980,2981,3136,2980,3136,3135,2981,2982,3137,2981,3137,3136,2982,2983,3138,2982,3138,3137,2983,2984,3139,2983,3139,3138,2984,2985,3140,2984,3140,3139,2985,2986,3141,2985,3141,3140,2986,2987,3142,2986,3142,3141,2987,2988,3143,2987,3143,3142,2988,2989,3144,2988,3144,3143,2989,2990,3145,2989,3145,3144,2990,2991,3146,2990,3146,3145,2991,2992,3147,2991,3147,3146,2992,2993,3148,2992,3148,3147,2993,2994,3149,2993,3149,3148,2994,2995,3150,2994,3150,3149,2995,2996,3151,2995,3151,3150,2996,2997,3152,2996,3152,3151,2997,2998,3153,2997,3153,3152,2998,2999,3154,2998,3154,3153,2999,3000,3155,2999,3155,3154,3000,3001,3156,3000,3156,3155,3001,3002,3157,3001,3157,3156,3002,3003,3158,3002,3158,3157,3003,3004,3159,3003,3159,3158,3004,3005,3160,3004,3160,3159,3005,3006,3161,3005,3161,3160,3006,3007,3162,3006,3162,3161,3007,3008,3163,3007,3163,3162,3008,3009,3164,3008,3164,3163,3009,3010,3165,3009,3165,3164,3010,3011,3166,3010,3166,3165,3011,3012,3167,3011,3167,3166,3012,3013,3168,3012,3168,3167,3013,3014,3169,3013,3169,3168,3014,3015,3170,3014,3170,3169,3015,3016,3171,3015,3171,3170,3016,3017,3172,3016,3172,3171,3017,3018,3173,3017,3173,3172,3018,3019,3174,3018,3174,3173,3019,3020,3175,3019,3175,3174,3020,3021,3176,3020,3176,3175,3021,3022,3177,3021,3177,3176,3022,3023,3178,3022,3178,3177,3023,3024,3179,3023,3179,3178,3024,3025,3180,3024,3180,3179,3025,3026,3181,3025,3181,3180,3026,3027,3182,3026,3182,3181,3027,3028,3183,3027,3183,3182,3028,3029,3184,3028,3184,3183,3029,3030,3185,3029,3185,3184,3030,3031,3186,3030,3186,3185,3031,3032,3187,3031,3187,3186,3032,3033,3188,3032,3188,3187,3033,3034,3189,3033,3189,3188,3034,3035,3190,3034,3190,3189,3035,3036,3191,3035,3191,3190,3036,3037,3192,3036,3192,3191,3037,3038,3193,3037,3193,3192,3038,3039,3194,3038,3194,3193,3039,3040,3195,3039,3195,3194,3040,3041,3196,3040,3196,3195,3041,3042,3197,3041,3197,3196,3042,3043,3198,3042,3198,3197,3043,3044,3199,3043,3199,3198,3044,3045,3200,3044,3200,3199,3045,3046,3201,3045,3201,3200,3046,3047,3202,3046,3202,3201,3047,3048,3203,3047,3203,3202,3048,3049,3204,3048,3204,3203,3049,3050,3205,3049,3205,3204,3050,3051,3206,3050,3206,3205,3051,3052,3207,3051,3207,3206,3052,3053,3208,3052,3208,3207,3053,3054,3209,3053,3209,3208,3054,3055,3210,3054,3210,3209,3055,3056,3211,3055,3211,3210,3056,3057,3212,3056,3212,3211,3057,3058,3213,3057,3213,3212,3058,3059,3214,3058,3214,3213,3059,3060,3215,3059,3215,3214,3060,3061,3216,3060,3216,3215,3061,3062,3217,3061,3217,3216,3062,3063,3218,3062,3218,3217,3063,3064,3219,3063,3219,3218,3064,3065,3220,3064,3220,3219,3065,3066,3221,3065,3221,3220,3066,3067,3222,3066,3222,3221,3067,3068,3223,3067,3223,3222,3068,3069,3224,3068,3224,3223,3069,3070,3225,3069,3225,3224,3070,3071,3226,3070,3226,3225,3071,3072,3227,3071,3227,3226,3072,3073,3228,3072,3228,3227,3073,3074,3229,3073,3229,3228,3074,3075,3230,3074,3230,3229,3075,3076,3231,3075,3231,3230,3076,3077,3232,3076,3232,3231,3077,3078,3233,3077,3233,3232,3078,3079,3234,3078,3234,3233,3079,3080,3235,3079,3235,3234,3080,3081,3236,3080,3236,3235,3081,3082,3237,3081,3237,3236,3082,3083,3238,3082,3238,3237,3083,3084,3239,3083,3239,3238,3084,3085,3240,3084,3240,3239,3085,3086,3241,3085,3241,3240,3086,3087,3242,3086,3242,3241,3087,3088,3243,3087,3243,3242,3088,3089,3244,3088,3244,3243,3089,3090,3245,3089,3245,3244,3090,3091,3246,3090,3246,3245,3091,3092,3247,3091,3247,3246,3092,3093,3248,3092,3248,3247,3093,3094,3249,3093,3249,3248,3094,3095,3250,3094,3250,3249,3095,3096,3251,3095,3251,3250,3096,3097,3252,3096,3252,3251,3097,3098,3253,3097,3253,3252,3098,3099,3254,3098,3254,3253,3100,3101,3256,3100,3256,3255,3101,3102,3257,3101,3257,3256,3102,3103,3258,3102,3258,3257,3103,3104,3259,3103,3259,3258,3104,3105,3260,3104,3260,3259,3105,3106,3261,3105,3261,3260,3106,3107,3262,3106,3262,3261,3107,3108,3263,3107,3263,3262,3108,3109,3264,3108,3264,3263,3109,3110,3265,3109,3265,3264,3110,3111,3266,3110,3266,3265,3111,3112,3267,3111,3267,3266,3112,3113,3268,3112,3268,3267,3113,3114,3269,3113,3269,3268,3114,3115,3270,3114,3270,3269,3115,3116,3271,3115,3271,3270,3116,3117,3272,3116,3272,3271,3117,3118,3273,3117,3273,3272,3118,3119,3274,3118,3274,3273,3119,3120,3275,3119,3275,3274,3120,3121,3276,3120,3276,3275,3121,3122,3277,3121,3277,3276,3122,3123,3278,3122,3278,3277,3123,3124,3279,3123,3279,3278,3124,3125,3280,3124,3280,3279,3125,3126,3281,3125,3281,3280,3126,3127,3282,3126,3282,3281,3127,3128,3283,3127,3283,3282,3128,3129,3284,3128,3284,3283,3129,3130,3285,3129,3285,3284,3130,3131,3286,3130,3286,3285,3131,3132,3287,3131,3287,3286,3132,3133,3288,3132,3288,3287,3133,3134,3289,3133,3289,3288,3134,3135,3290,3134,3290,3289,3135,3136,3291,3135,3291,3290,3136,3137,3292,3136,3292,3291,3137,3138,3293,3137,3293,3292,3138,3139,3294,3138,3294,3293,3139,3140,3295,3139,3295,3294,3140,3141,3296,3140,3296,3295,3141,3142,3297,3141,3297,3296,3142,3143,3298,3142,3298,3297,3143,3144,3299,3143,3299,3298,3144,3145,3300,3144,3300,3299,3145,3146,3301,3145,3301,3300,3146,3147,3302,3146,3302,3301,3147,3148,3303,3147,3303,3302,3148,3149,3304,3148,3304,3303,3149,3150,3305,3149,3305,3304,3150,3151,3306,3150,3306,3305,3151,3152,3307,3151,3307,3306,3152,3153,3308,3152,3308,3307,3153,3154,3309,3153,3309,3308,3154,3155,3310,3154,3310,3309,3155,3156,3311,3155,3311,3310,3156,3157,3312,3156,3312,3311,3157,3158,3313,3157,3313,3312,3158,3159,3314,3158,3314,3313,3159,3160,3315,3159,3315,3314,3160,3161,3316,3160,3316,3315,3161,3162,3317,3161,3317,3316,3162,3163,3318,3162,3318,3317,3163,3164,3319,3163,3319,3318,3164,3165,3320,3164,3320,3319,3165,3166,3321,3165,3321,3320,3166,3167,3322,3166,3322,3321,3167,3168,3323,3167,3323,3322,3168,3169,3324,3168,3324,3323,3169,3170,3325,3169,3325,3324,3170,3171,3326,3170,3326,3325,3171,3172,3327,3171,3327,3326,3172,3173,3328,3172,3328,3327,3173,3174,3329,3173,3329,3328,3174,3175,3330,3174,3330,3329,3175,3176,3331,3175,3331,3330,3176,3177,3332,3176,3332,3331,3177,3178,3333,3177,3333,3332,3178,3179,3334,3178,3334,3333,3179,3180,3335,3179,3335,3334,3180,3181,3336,3180,3336,3335,3181,3182,3337,3181,3337,3336,3182,3183,3338,3182,3338,3337,3183,3184,3339,3183,3339,3338,3184,3185,3340,3184,3340,3339,3185,3186,3341,3185,3341,3340,3186,3187,3342,3186,3342,3341,3187,3188,3343,3187,3343,3342,3188,3189,3344,3188,3344,3343,3189,3190,3345,3189,3345,3344,3190,3191,3346,3190,3346,3345,3191,3192,3347,3191,3347,3346,3192,3193,3348,3192,3348,3347,3193,3194,3349,3193,3349,3348,3194,3195,3350,3194,3350,3349,3195,3196,3351,3195,3351,3350,3196,3197,3352,3196,3352,3351,3197,3198,3353,3197,3353,3352,3198,3199,3354,3198,3354,3353,3199,3200,3355,3199,3355,3354,3200,3201,3356,3200,3356,3355,3201,3202,3357,3201,3357,3356,3202,3203,3358,3202,3358,3357,3203,3204,3359,3203,3359,3358,3204,3205,3360,3204,3360,3359,3205,3206,3361,3205,3361,3360,3206,3207,3362,3206,3362,3361,3207,3208,3363,3207,3363,3362,3208,3209,3364,3208,3364,3363,3209,3210,3365,3209,3365,3364,3210,3211,3366,3210,3366,3365,3211,3212,3367,3211,3367,3366,3212,3213,3368,3212,3368,3367,3213,3214,3369,3213,3369,3368,3214,3215,3370,3214,3370,3369,3215,3216,3371,3215,3371,3370,3216,3217,3372,3216,3372,3371,3217,3218,3373,3217,3373,3372,3218,3219,3374,3218,3374,3373,3219,3220,3375,3219,3375,3374,3220,3221,3376,3220,3376,3375,3221,3222,3377,3221,3377,3376,3222,3223,3378,3222,3378,3377,3223,3224,3379,3223,3379,3378,3224,3225,3380,3224,3380,3379,3225,3226,3381,3225,3381,3380,3226,3227,3382,3226,3382,3381,3227,3228,3383,3227,3383,3382,3228,3229,3384,3228,3384,3383,3229,3230,3385,3229,3385,3384,3230,3231,3386,3230,3386,3385,3231,3232,3387,3231,3387,3386,3232,3233,3388,3232,3388,3387,3233,3234,3389,3233,3389,3388,3234,3235,3390,3234,3390,3389,3235,3236,3391,3235,3391,3390,3236,3237,3392,3236,3392,3391,3237,3238,3393,3237,3393,3392,3238,3239,3394,3238,3394,3393,3239,3240,3395,3239,3395,3394,3240,3241,3396,3240,3396,3395,3241,3242,3397,3241,3397,3396,3242,3243,3398,3242,3398,3397,3243,3244,3399,3243,3399,3398,3244,3245,3400,3244,3400,3399,3245,3246,3401,3245,3401,3400,3246,3247,3402,3246,3402,3401,3247,3248,3403,3247,3403,3402,3248,3249,3404,3248,3404,3403,3249,3250,3405,3249,3405,3404,3250,3251,3406,3250,3406,3405,3251,3252,3407,3251,3407,3406,3252,3253,3408,3252,3408,3407,3253,3254,3409,3253,3409,3408,3255,3256,3411,3255,3411,3410,3256,3257,3412,3256,3412,3411,3257,3258,3413,3257,3413,3412,3258,3259,3414,3258,3414,3413,3259,3260,3415,3259,3415,3414,3260,3261,3416,3260,3416,3415,3261,3262,3417,3261,3417,3416,3262,3263,3418,3262,3418,3417,3263,3264,3419,3263,3419,3418,3264,3265,3420,3264,3420,3419,3265,3266,3421,3265,3421,3420,3266,3267,3422,3266,3422,3421,3267,3268,3423,3267,3423,3422,3268,3269,3424,3268,3424,3423,3269,3270,3425,3269,3425,3424,3270,3271,3426,3270,3426,3425,3271,3272,3427,3271,3427,3426,3272,3273,3428,3272,3428,3427,3273,3274,3429,3273,3429,3428,3274,3275,3430,3274,3430,3429,3275,3276,3431,3275,3431,3430,3276,3277,3432,3276,3432,3431,3277,3278,3433,3277,3433,3432,3278,3279,3434,3278,3434,3433,3279,3280,3435,3279,3435,3434,3280,3281,3436,3280,3436,3435,3281,3282,3437,3281,3437,3436,3282,3283,3438,3282,3438,3437,3283,3284,3439,3283,3439,3438,3284,3285,3440,3284,3440,3439,3285,3286,3441,3285,3441,3440,3286,3287,3442,3286,3442,3441,3287,3288,3443,3287,3443,3442,3288,3289,3444,3288,3444,3443,3289,3290,3445,3289,3445,3444,3290,3291,3446,3290,3446,3445,3291,3292,3447,3291,3447,3446,3292,3293,3448,3292,3448,3447,3293,3294,3449,3293,3449,3448,3294,3295,3450,3294,3450,3449,3295,3296,3451,3295,3451,3450,3296,3297,3452,3296,3452,3451,3297,3298,3453,3297,3453,3452,3298,3299,3454,3298,3454,3453,3299,3300,3455,3299,3455,3454,3300,3301,3456,3300,3456,3455,3301,3302,3457,3301,3457,3456,3302,3303,3458,3302,3458,3457,3303,3304,3459,3303,3459,3458,3304,3305,3460,3304,3460,3459,3305,3306,3461,3305,3461,3460,3306,3307,3462,3306,3462,3461,3307,3308,3463,3307,3463,3462,3308,3309,3464,3308,3464,3463,3309,3310,3465,3309,3465,3464,3310,3311,3466,3310,3466,3465,3311,3312,3467,3311,3467,3466,3312,3313,3468,3312,3468,3467,3313,3314,3469,3313,3469,3468,3314,3315,3470,3314,3470,3469,3315,3316,3471,3315,3471,3470,3316,3317,3472,3316,3472,3471,3317,3318,3473,3317,3473,3472,3318,3319,3474,3318,3474,3473,3319,3320,3475,3319,3475,3474,3320,3321,3476,3320,3476,3475,3321,3322,3477,3321,3477,3476,3322,3323,3478,3322,3478,3477,3323,3324,3479,3323,3479,3478,3324,3325,3480,3324,3480,3479,3325,3326,3481,3325,3481,3480,3326,3327,3482,3326,3482,3481,3327,3328,3483,3327,3483,3482,3328,3329,3484,3328,3484,3483,3329,3330,3485,3329,3485,3484,3330,3331,3486,3330,3486,3485,3331,3332,3487,3331,3487,3486,3332,3333,3488,3332,3488,3487,3333,3334,3489,3333,3489,3488,3334,3335,3490,3334,3490,3489,3335,3336,3491,3335,3491,3490,3336,3337,3492,3336,3492,3491,3337,3338,3493,3337,3493,3492,3338,3339,3494,3338,3494,3493,3339,3340,3495,3339,3495,3494,3340,3341,3496,3340,3496,3495,3341,3342,3497,3341,3497,3496,3342,3343,3498,3342,3498,3497,3343,3344,3499,3343,3499,3498,3344,3345,3500,3344,3500,3499,3345,3346,3501,3345,3501,3500,3346,3347,3502,3346,3502,3501,3347,3348,3503,3347,3503,3502,3348,3349,3504,3348,3504,3503,3349,3350,3505,3349,3505,3504,3350,3351,3506,3350,3506,3505,3351,3352,3507,3351,3507,3506,3352,3353,3508,3352,3508,3507,3353,3354,3509,3353,3509,3508,3354,3355,3510,3354,3510,3509,3355,3356,3511,3355,3511,3510,3356,3357,3512,3356,3512,3511,3357,3358,3513,3357,3513,3512,3358,3359,3514,3358,3514,3513,3359,3360,3515,3359,3515,3514,3360,3361,3516,3360,3516,3515,3361,3362,3517,3361,3517,3516,3362,3363,3518,3362,3518,3517,3363,3364,3519,3363,3519,3518,3364,3365,3520,3364,3520,3519,3365,3366,3521,3365,3521,3520,3366,3367,3522,3366,3522,3521,3367,3368,3523,3367,3523,3522,3368,3369,3524,3368,3524,3523,3369,3370,3525,3369,3525,3524,3370,3371,3526,3370,3526,3525,3371,3372,3527,3371,3527,3526,3372,3373,3528,3372,3528,3527,3373,3374,3529,3373,3529,3528,3374,3375,3530,3374,3530,3529,3375,3376,3531,3375,3531,3530,3376,3377,3532,3376,3532,3531,3377,3378,3533,3377,3533,3532,3378,3379,3534,3378,3534,3533,3379,3380,3535,3379,3535,3534,3380,3381,3536,3380,3536,3535,3381,3382,3537,3381,3537,3536,3382,3383,3538,3382,3538,3537,3383,3384,3539,3383,3539,3538,3384,3385,3540,3384,3540,3539,3385,3386,3541,3385,3541,3540,3386,3387,3542,3386,3542,3541,3387,3388,3543,3387,3543,3542,3388,3389,3544,3388,3544,3543,3389,3390,3545,3389,3545,3544,3390,3391,3546,3390,3546,3545,3391,3392,3547,3391,3547,3546,3392,3393,3548,3392,3548,3547,3393,3394,3549,3393,3549,3548,3394,3395,3550,3394,3550,3549,3395,3396,3551,3395,3551,3550,3396,3397,3552,3396,3552,3551,3397,3398,3553,3397,3553,3552,3398,3399,3554,3398,3554,3553,3399,3400,3555,3399,3555,3554,3400,3401,3556,3400,3556,3555,3401,3402,3557,3401,3557,3556,3402,3403,3558,3402,3558,3557,3403,3404,3559,3403,3559,3558,3404,3405,3560,3404,3560,3559,3405,3406,3561,3405,3561,3560,3406,3407,3562,3406,3562,3561,3407,3408,3563,3407,3563,3562,3408,3409,3564,3408,3564,3563,3410,3411,3566,3410,3566,3565,3411,3412,3567,3411,3567,3566,3412,3413,3568,3412,3568,3567,3413,3414,3569,3413,3569,3568,3414,3415,3570,3414,3570,3569,3415,3416,3571,3415,3571,3570,3416,3417,3572,3416,3572,3571,3417,3418,3573,3417,3573,3572,3418,3419,3574,3418,3574,3573,3419,3420,3575,3419,3575,3574,3420,3421,3576,3420,3576,3575,3421,3422,3577,3421,3577,3576,3422,3423,3578,3422,3578,3577,3423,3424,3579,3423,3579,3578,3424,3425,3580,3424,3580,3579,3425,3426,3581,3425,3581,3580,3426,3427,3582,3426,3582,3581,3427,3428,3583,3427,3583,3582,3428,3429,3584,3428,3584,3583,3429,3430,3585,3429,3585,3584,3430,3431,3586,3430,3586,3585,3431,3432,3587,3431,3587,3586,3432,3433,3588,3432,3588,3587,3433,3434,3589,3433,3589,3588,3434,3435,3590,3434,3590,3589,3435,3436,3591,3435,3591,3590,3436,3437,3592,3436,3592,3591,3437,3438,3593,3437,3593,3592,3438,3439,3594,3438,3594,3593,3439,3440,3595,3439,3595,3594,3440,3441,3596,3440,3596,3595,3441,3442,3597,3441,3597,3596,3442,3443,3598,3442,3598,3597,3443,3444,3599,3443,3599,3598,3444,3445,3600,3444,3600,3599,3445,3446,3601,3445,3601,3600,3446,3447,3602,3446,3602,3601,3447,3448,3603,3447,3603,3602,3448,3449,3604,3448,3604,3603,3449,3450,3605,3449,3605,3604,3450,3451,3606,3450,3606,3605,3451,3452,3607,3451,3607,3606,3452,3453,3608,3452,3608,3607,3453,3454,3609,3453,3609,3608,3454,3455,3610,3454,3610,3609,3455,3456,3611,3455,3611,3610,3456,3457,3612,3456,3612,3611,3457,3458,3613,3457,3613,3612,3458,3459,3614,3458,3614,3613,3459,3460,3615,3459,3615,3614,3460,3461,3616,3460,3616,3615,3461,3462,3617,3461,3617,3616,3462,3463,3618,3462,3618,3617,3463,3464,3619,3463,3619,3618,3464,3465,3620,3464,3620,3619,3465,3466,3621,3465,3621,3620,3466,3467,3622,3466,3622,3621,3467,3468,3623,3467,3623,3622,3468,3469,3624,3468,3624,3623,3469,3470,3625,3469,3625,3624,3470,3471,3626,3470,3626,3625,3471,3472,3627,3471,3627,3626,3472,3473,3628,3472,3628,3627,3473,3474,3629,3473,3629,3628,3474,3475,3630,3474,3630,3629,3475,3476,3631,3475,3631,3630,3476,3477,3632,3476,3632,3631,3477,3478,3633,3477,3633,3632,3478,3479,3634,3478,3634,3633,3479,3480,3635,3479,3635,3634,3480,3481,3636,3480,3636,3635,3481,3482,3637,3481,3637,3636,3482,3483,3638,3482,3638,3637,3483,3484,3639,3483,3639,3638,3484,3485,3640,3484,3640,3639,3485,3486,3641,3485,3641,3640,3486,3487,3642,3486,3642,3641,3487,3488,3643,3487,3643,3642,3488,3489,3644,3488,3644,3643,3489,3490,3645,3489,3645,3644,3490,3491,3646,3490,3646,3645,3491,3492,3647,3491,3647,3646,3492,3493,3648,3492,3648,3647,3493,3494,3649,3493,3649,3648,3494,3495,3650,3494,3650,3649,3495,3496,3651,3495,3651,3650,3496,3497,3652,3496,3652,3651,3497,3498,3653,3497,3653,3652,3498,3499,3654,3498,3654,3653,3499,3500,3655,3499,3655,3654,3500,3501,3656,3500,3656,3655,3501,3502,3657,3501,3657,3656,3502,3503,3658,3502,3658,3657,3503,3504,3659,3503,3659,3658,3504,3505,3660,3504,3660,3659,3505,3506,3661,3505,3661,3660,3506,3507,3662,3506,3662,3661,3507,3508,3663,3507,3663,3662,3508,3509,3664,3508,3664,3663,3509,3510,3665,3509,3665,3664,3510,3511,3666,3510,3666,3665,3511,3512,3667,3511,3667,3666,3512,3513,3668,3512,3668,3667,3513,3514,3669,3513,3669,3668,3514,3515,3670,3514,3670,3669,3515,3516,3671,3515,3671,3670,3516,3517,3672,3516,3672,3671,3517,3518,3673,3517,3673,3672,3518,3519,3674,3518,3674,3673,3519,3520,3675,3519,3675,3674,3520,3521,3676,3520,3676,3675,3521,3522,3677,3521,3677,3676,3522,3523,3678,3522,3678,3677,3523,3524,3679,3523,3679,3678,3524,3525,3680,3524,3680,3679,3525,3526,3681,3525,3681,3680,3526,3527,3682,3526,3682,3681,3527,3528,3683,3527,3683,3682,3528,3529,3684,3528,3684,3683,3529,3530,3685,3529,3685,3684,3530,3531,3686,3530,3686,3685,3531,3532,3687,3531,3687,3686,3532,3533,3688,3532,3688,3687,3533,3534,3689,3533,3689,3688,3534,3535,3690,3534,3690,3689,3535,3536,3691,3535,3691,3690,3536,3537,3692,3536,3692,3691,3537,3538,3693,3537,3693,3692,3538,3539,3694,3538,3694,3693,3539,3540,3695,3539,3695,3694,3540,3541,3696,3540,3696,3695,3541,3542,3697,3541,3697,3696,3542,3543,3698,3542,3698,3697,3543,3544,3699,3543,3699,3698,3544,3545,3700,3544,3700,3699,3545,3546,3701,3545,3701,3700,3546,3547,3702,3546,3702,3701,3547,3548,3703,3547,3703,3702,3548,3549,3704,3548,3704,3703,3549,3550,3705,3549,3705,3704,3550,3551,3706,3550,3706,3705,3551,3552,3707,3551,3707,3706,3552,3553,3708,3552,3708,3707,3553,3554,3709,3553,3709,3708,3554,3555,3710,3554,3710,3709,3555,3556,3711,3555,3711,3710,3556,3557,3712,3556,3712,3711,3557,3558,3713,3557,3713,3712,3558,3559,3714,3558,3714,3713,3559,3560,3715,3559,3715,3714,3560,3561,3716,3560,3716,3715,3561,3562,3717,3561,3717,3716,3562,3563,3718,3562,3718,3717,3563,3564,3719,3563,3719,3718,3565,3566,3721,3565,3721,3720,3566,3567,3722,3566,3722,3721,3567,3568,3723,3567,3723,3722,3568,3569,3724,3568,3724,3723,3569,3570,3725,3569,3725,3724,3570,3571,3726,3570,3726,3725,3571,3572,3727,3571,3727,3726,3572,3573,3728,3572,3728,3727,3573,3574,3729,3573,3729,3728,3574,3575,3730,3574,3730,3729,3575,3576,3731,3575,3731,3730,3576,3577,3732,3576,3732,3731,3577,3578,3733,3577,3733,3732,3578,3579,3734,3578,3734,3733,3579,3580,3735,3579,3735,3734,3580,3581,3736,3580,3736,3735,3581,3582,3737,3581,3737,3736,3582,3583,3738,3582,3738,3737,3583,3584,3739,3583,3739,3738,3584,3585,3740,3584,3740,3739,3585,3586,3741,3585,3741,3740,3586,3587,3742,3586,3742,3741,3587,3588,3743,3587,3743,3742,3588,3589,3744,3588,3744,3743,3589,3590,3745,3589,3745,3744,3590,3591,3746,3590,3746,3745,3591,3592,3747,3591,3747,3746,3592,3593,3748,3592,3748,3747,3593,3594,3749,3593,3749,3748,3594,3595,3750,3594,3750,3749,3595,3596,3751,3595,3751,3750,3596,3597,3752,3596,3752,3751,3597,3598,3753,3597,3753,3752,3598,3599,3754,3598,3754,3753,3599,3600,3755,3599,3755,3754,3600,3601,3756,3600,3756,3755,3601,3602,3757,3601,3757,3756,3602,3603,3758,3602,3758,3757,3603,3604,3759,3603,3759,3758,3604,3605,3760,3604,3760,3759,3605,3606,3761,3605,3761,3760,3606,3607,3762,3606,3762,3761,3607,3608,3763,3607,3763,3762,3608,3609,3764,3608,3764,3763,3609,3610,3765,3609,3765,3764,3610,3611,3766,3610,3766,3765,3611,3612,3767,3611,3767,3766,3612,3613,3768,3612,3768,3767,3613,3614,3769,3613,3769,3768,3614,3615,3770,3614,3770,3769,3615,3616,3771,3615,3771,3770,3616,3617,3772,3616,3772,3771,3617,3618,3773,3617,3773,3772,3618,3619,3774,3618,3774,3773,3619,3620,3775,3619,3775,3774,3620,3621,3776,3620,3776,3775,3621,3622,3777,3621,3777,3776,3622,3623,3778,3622,3778,3777,3623,3624,3779,3623,3779,3778,3624,3625,3780,3624,3780,3779,3625,3626,3781,3625,3781,3780,3626,3627,3782,3626,3782,3781,3627,3628,3783,3627,3783,3782,3628,3629,3784,3628,3784,3783,3629,3630,3785,3629,3785,3784,3630,3631,3786,3630,3786,3785,3631,3632,3787,3631,3787,3786,3632,3633,3788,3632,3788,3787,3633,3634,3789,3633,3789,3788,3634,3635,3790,3634,3790,3789,3635,3636,3791,3635,3791,3790,3636,3637,3792,3636,3792,3791,3637,3638,3793,3637,3793,3792,3638,3639,3794,3638,3794,3793,3639,3640,3795,3639,3795,3794,3640,3641,3796,3640,3796,3795,3641,3642,3797,3641,3797,3796,3642,3643,3798,3642,3798,3797,3643,3644,3799,3643,3799,3798,3644,3645,3800,3644,3800,3799,3645,3646,3801,3645,3801,3800,3646,3647,3802,3646,3802,3801,3647,3648,3803,3647,3803,3802,3648,3649,3804,3648,3804,3803,3649,3650,3805,3649,3805,3804,3650,3651,3806,3650,3806,3805,3651,3652,3807,3651,3807,3806,3652,3653,3808,3652,3808,3807,3653,3654,3809,3653,3809,3808,3654,3655,3810,3654,3810,3809,3655,3656,3811,3655,3811,3810,3656,3657,3812,3656,3812,3811,3657,3658,3813,3657,3813,3812,3658,3659,3814,3658,3814,3813,3659,3660,3815,3659,3815,3814,3660,3661,3816,3660,3816,3815,3661,3662,3817,3661,3817,3816,3662,3663,3818,3662,3818,3817,3663,3664,3819,3663,3819,3818,3664,3665,3820,3664,3820,3819,3665,3666,3821,3665,3821,3820,3666,3667,3822,3666,3822,3821,3667,3668,3823,3667,3823,3822,3668,3669,3824,3668,3824,3823,3669,3670,3825,3669,3825,3824,3670,3671,3826,3670,3826,3825,3671,3672,3827,3671,3827,3826,3672,3673,3828,3672,3828,3827,3673,3674,3829,3673,3829,3828,3674,3675,3830,3674,3830,3829,3675,3676,3831,3675,3831,3830,3676,3677,3832,3676,3832,3831,3677,3678,3833,3677,3833,3832,3678,3679,3834,3678,3834,3833,3679,3680,3835,3679,3835,3834,3680,3681,3836,3680,3836,3835,3681,3682,3837,3681,3837,3836,3682,3683,3838,3682,3838,3837,3683,3684,3839,3683,3839,3838,3684,3685,3840,3684,3840,3839,3685,3686,3841,3685,3841,3840,3686,3687,3842,3686,3842,3841,3687,3688,3843,3687,3843,3842,3688,3689,3844,3688,3844,3843,3689,3690,3845,3689,3845,3844,3690,3691,3846,3690,3846,3845,3691,3692,3847,3691,3847,3846,3692,3693,3848,3692,3848,3847,3693,3694,3849,3693,3849,3848,3694,3695,3850,3694,3850,3849,3695,3696,3851,3695,3851,3850,3696,3697,3852,3696,3852,3851,3697,3698,3853,3697,3853,3852,3698,3699,3854,3698,3854,3853,3699,3700,3855,3699,3855,3854,3700,3701,3856,3700,3856,3855,3701,3702,3857,3701,3857,3856,3702,3703,3858,3702,3858,3857,3703,3704,3859,3703,3859,3858,3704,3705,3860,3704,3860,3859,3705,3706,3861,3705,3861,3860,3706,3707,3862,3706,3862,3861,3707,3708,3863,3707,3863,3862,3708,3709,3864,3708,3864,3863,3709,3710,3865,3709,3865,3864,3710,3711,3866,3710,3866,3865,3711,3712,3867,3711,3867,3866,3712,3713,3868,3712,3868,3867,3713,3714,3869,3713,3869,3868,3714,3715,3870,3714,3870,3869,3715,3716,3871,3715,3871,3870,3716,3717,3872,3716,3872,3871,3717,3718,3873,3717,3873,3872,3718,3719,3874,3718,3874,3873,3720,3721,3876,3720,3876,3875,3721,3722,3877,3721,3877,3876,3722,3723,3878,3722,3878,3877,3723,3724,3879,3723,3879,3878,3724,3725,3880,3724,3880,3879,3725,3726,3881,3725,3881,3880,3726,3727,3882,3726,3882,3881,3727,3728,3883,3727,3883,3882,3728,3729,3884,3728,3884,3883,3729,3730,3885,3729,3885,3884,3730,3731,3886,3730,3886,3885,3731,3732,3887,3731,3887,3886,3732,3733,3888,3732,3888,3887,3733,3734,3889,3733,3889,3888,3734,3735,3890,3734,3890,3889,3735,3736,3891,3735,3891,3890,3736,3737,3892,3736,3892,3891,3737,3738,3893,3737,3893,3892,3738,3739,3894,3738,3894,3893,3739,3740,3895,3739,3895,3894,3740,3741,3896,3740,3896,3895,3741,3742,3897,3741,3897,3896,3742,3743,3898,3742,3898,3897,3743,3744,3899,3743,3899,3898,3744,3745,3900,3744,3900,3899,3745,3746,3901,3745,3901,3900,3746,3747,3902,3746,3902,3901,3747,3748,3903,3747,3903,3902,3748,3749,3904,3748,3904,3903,3749,3750,3905,3749,3905,3904,3750,3751,3906,3750,3906,3905,3751,3752,3907,3751,3907,3906,3752,3753,3908,3752,3908,3907,3753,3754,3909,3753,3909,3908,3754,3755,3910,3754,3910,3909,3755,3756,3911,3755,3911,3910,3756,3757,3912,3756,3912,3911,3757,3758,3913,3757,3913,3912,3758,3759,3914,3758,3914,3913,3759,3760,3915,3759,3915,3914,3760,3761,3916,3760,3916,3915,3761,3762,3917,3761,3917,3916,3762,3763,3918,3762,3918,3917,3763,3764,3919,3763,3919,3918,3764,3765,3920,3764,3920,3919,3765,3766,3921,3765,3921,3920,3766,3767,3922,3766,3922,3921,3767,3768,3923,3767,3923,3922,3768,3769,3924,3768,3924,3923,3769,3770,3925,3769,3925,3924,3770,3771,3926,3770,3926,3925,3771,3772,3927,3771,3927,3926,3772,3773,3928,3772,3928,3927,3773,3774,3929,3773,3929,3928,3774,3775,3930,3774,3930,3929,3775,3776,3931,3775,3931,3930,3776,3777,3932,3776,3932,3931,3777,3778,3933,3777,3933,3932,3778,3779,3934,3778,3934,3933,3779,3780,3935,3779,3935,3934,3780,3781,3936,3780,3936,3935,3781,3782,3937,3781,3937,3936,3782,3783,3938,3782,3938,3937,3783,3784,3939,3783,3939,3938,3784,3785,3940,3784,3940,3939,3785,3786,3941,3785,3941,3940,3786,3787,3942,3786,3942,3941,3787,3788,3943,3787,3943,3942,3788,3789,3944,3788,3944,3943,3789,3790,3945,3789,3945,3944,3790,3791,3946,3790,3946,3945,3791,3792,3947,3791,3947,3946,3792,3793,3948,3792,3948,3947,3793,3794,3949,3793,3949,3948,3794,3795,3950,3794,3950,3949,3795,3796,3951,3795,3951,3950,3796,3797,3952,3796,3952,3951,3797,3798,3953,3797,3953,3952,3798,3799,3954,3798,3954,3953,3799,3800,3955,3799,3955,3954,3800,3801,3956,3800,3956,3955,3801,3802,3957,3801,3957,3956,3802,3803,3958,3802,3958,3957,3803,3804,3959,3803,3959,3958,3804,3805,3960,3804,3960,3959,3805,3806,3961,3805,3961,3960,3806,3807,3962,3806,3962,3961,3807,3808,3963,3807,3963,3962,3808,3809,3964,3808,3964,3963,3809,3810,3965,3809,3965,3964,3810,3811,3966,3810,3966,3965,3811,3812,3967,3811,3967,3966,3812,3813,3968,3812,3968,3967,3813,3814,3969,3813,3969,3968,3814,3815,3970,3814,3970,3969,3815,3816,3971,3815,3971,3970,3816,3817,3972,3816,3972,3971,3817,3818,3973,3817,3973,3972,3818,3819,3974,3818,3974,3973,3819,3820,3975,3819,3975,3974,3820,3821,3976,3820,3976,3975,3821,3822,3977,3821,3977,3976,3822,3823,3978,3822,3978,3977,3823,3824,3979,3823,3979,3978,3824,3825,3980,3824,3980,3979,3825,3826,3981,3825,3981,3980,3826,3827,3982,3826,3982,3981,3827,3828,3983,3827,3983,3982,3828,3829,3984,3828,3984,3983,3829,3830,3985,3829,3985,3984,3830,3831,3986,3830,3986,3985,3831,3832,3987,3831,3987,3986,3832,3833,3988,3832,3988,3987,3833,3834,3989,3833,3989,3988,3834,3835,3990,3834,3990,3989,3835,3836,3991,3835,3991,3990,3836,3837,3992,3836,3992,3991,3837,3838,3993,3837,3993,3992,3838,3839,3994,3838,3994,3993,3839,3840,3995,3839,3995,3994,3840,3841,3996,3840,3996,3995,3841,3842,3997,3841,3997,3996,3842,3843,3998,3842,3998,3997,3843,3844,3999,3843,3999,3998,3844,3845,4000,3844,4000,3999,3845,3846,4001,3845,4001,4000,3846,3847,4002,3846,4002,4001,3847,3848,4003,3847,4003,4002,3848,3849,4004,3848,4004,4003,3849,3850,4005,3849,4005,4004,3850,3851,4006,3850,4006,4005,3851,3852,4007,3851,4007,4006,3852,3853,4008,3852,4008,4007,3853,3854,4009,3853,4009,4008,3854,3855,4010,3854,4010,4009,3855,3856,4011,3855,4011,4010,3856,3857,4012,3856,4012,4011,3857,3858,4013,3857,4013,4012,3858,3859,4014,3858,4014,4013,3859,3860,4015,3859,4015,4014,3860,3861,4016,3860,4016,4015,3861,3862,4017,3861,4017,4016,3862,3863,4018,3862,4018,4017,3863,3864,4019,3863,4019,4018,3864,3865,4020,3864,4020,4019,3865,3866,4021,3865,4021,4020,3866,3867,4022,3866,4022,4021,3867,3868,4023,3867,4023,4022,3868,3869,4024,3868,4024,4023,3869,3870,4025,3869,4025,4024,3870,3871,4026,3870,4026,4025,3871,3872,4027,3871,4027,4026,3872,3873,4028,3872,4028,4027,3873,3874,4029,3873,4029,4028,3875,3876,4031,3875,4031,4030,3876,3877,4032,3876,4032,4031,3877,3878,4033,3877,4033,4032,3878,3879,4034,3878,4034,4033,3879,3880,4035,3879,4035,4034,3880,3881,4036,3880,4036,4035,3881,3882,4037,3881,4037,4036,3882,3883,4038,3882,4038,4037,3883,3884,4039,3883,4039,4038,3884,3885,4040,3884,4040,4039,3885,3886,4041,3885,4041,4040,3886,3887,4042,3886,4042,4041,3887,3888,4043,3887,4043,4042,3888,3889,4044,3888,4044,4043,3889,3890,4045,3889,4045,4044,3890,3891,4046,3890,4046,4045,3891,3892,4047,3891,4047,4046,3892,3893,4048,3892,4048,4047,3893,3894,4049,3893,4049,4048,3894,3895,4050,3894,4050,4049,3895,3896,4051,3895,4051,4050,3896,3897,4052,3896,4052,4051,3897,3898,4053,3897,4053,4052,3898,3899,4054,3898,4054,4053,3899,3900,4055,3899,4055,4054,3900,3901,4056,3900,4056,4055,3901,3902,4057,3901,4057,4056,3902,3903,4058,3902,4058,4057,3903,3904,4059,3903,4059,4058,3904,3905,4060,3904,4060,4059,3905,3906,4061,3905,4061,4060,3906,3907,4062,3906,4062,4061,3907,3908,4063,3907,4063,4062,3908,3909,4064,3908,4064,4063,3909,3910,4065,3909,4065,4064,3910,3911,4066,3910,4066,4065,3911,3912,4067,3911,4067,4066,3912,3913,4068,3912,4068,4067,3913,3914,4069,3913,4069,4068,3914,3915,4070,3914,4070,4069,3915,3916,4071,3915,4071,4070,3916,3917,4072,3916,4072,4071,3917,3918,4073,3917,4073,4072,3918,3919,4074,3918,4074,4073,3919,3920,4075,3919,4075,4074,3920,3921,4076,3920,4076,4075,3921,3922,4077,3921,4077,4076,3922,3923,4078,3922,4078,4077,3923,3924,4079,3923,4079,4078,3924,3925,4080,3924,4080,4079,3925,3926,4081,3925,4081,4080,3926,3927,4082,3926,4082,4081,3927,3928,4083,3927,4083,4082,3928,3929,4084,3928,4084,4083,3929,3930,4085,3929,4085,4084,3930,3931,4086,3930,4086,4085,3931,3932,4087,3931,4087,4086,3932,3933,4088,3932,4088,4087,3933,3934,4089,3933,4089,4088,3934,3935,4090,3934,4090,4089,3935,3936,4091,3935,4091,4090,3936,3937,4092,3936,4092,4091,3937,3938,4093,3937,4093,4092,3938,3939,4094,3938,4094,4093,3939,3940,4095,3939,4095,4094,3940,3941,4096,3940,4096,4095,3941,3942,4097,3941,4097,4096,3942,3943,4098,3942,4098,4097,3943,3944,4099,3943,4099,4098,3944,3945,4100,3944,4100,4099,3945,3946,4101,3945,4101,4100,3946,3947,4102,3946,4102,4101,3947,3948,4103,3947,4103,4102,3948,3949,4104,3948,4104,4103,3949,3950,4105,3949,4105,4104,3950,3951,4106,3950,4106,4105,3951,3952,4107,3951,4107,4106,3952,3953,4108,3952,4108,4107,3953,3954,4109,3953,4109,4108,3954,3955,4110,3954,4110,4109,3955,3956,4111,3955,4111,4110,3956,3957,4112,3956,4112,4111,3957,3958,4113,3957,4113,4112,3958,3959,4114,3958,4114,4113,3959,3960,4115,3959,4115,4114,3960,3961,4116,3960,4116,4115,3961,3962,4117,3961,4117,4116,3962,3963,4118,3962,4118,4117,3963,3964,4119,3963,4119,4118,3964,3965,4120,3964,4120,4119,3965,3966,4121,3965,4121,4120,3966,3967,4122,3966,4122,4121,3967,3968,4123,3967,4123,4122,3968,3969,4124,3968,4124,4123,3969,3970,4125,3969,4125,4124,3970,3971,4126,3970,4126,4125,3971,3972,4127,3971,4127,4126,3972,3973,4128,3972,4128,4127,3973,3974,4129,3973,4129,4128,3974,3975,4130,3974,4130,4129,3975,3976,4131,3975,4131,4130,3976,3977,4132,3976,4132,4131,3977,3978,4133,3977,4133,4132,3978,3979,4134,3978,4134,4133,3979,3980,4135,3979,4135,4134,3980,3981,4136,3980,4136,4135,3981,3982,4137,3981,4137,4136,3982,3983,4138,3982,4138,4137,3983,3984,4139,3983,4139,4138,3984,3985,4140,3984,4140,4139,3985,3986,4141,3985,4141,4140,3986,3987,4142,3986,4142,4141,3987,3988,4143,3987,4143,4142,3988,3989,4144,3988,4144,4143,3989,3990,4145,3989,4145,4144,3990,3991,4146,3990,4146,4145,3991,3992,4147,3991,4147,4146,3992,3993,4148,3992,4148,4147,3993,3994,4149,3993,4149,4148,3994,3995,4150,3994,4150,4149,3995,3996,4151,3995,4151,4150,3996,3997,4152,3996,4152,4151,3997,3998,4153,3997,4153,4152,3998,3999,4154,3998,4154,4153,3999,4000,4155,3999,4155,4154,4000,4001,4156,4000,4156,4155,4001,4002,4157,4001,4157,4156,4002,4003,4158,4002,4158,4157,4003,4004,4159,4003,4159,4158,4004,4005,4160,4004,4160,4159,4005,4006,4161,4005,4161,4160,4006,4007,4162,4006,4162,4161,4007,4008,4163,4007,4163,4162,4008,4009,4164,4008,4164,4163,4009,4010,4165,4009,4165,4164,4010,4011,4166,4010,4166,4165,4011,4012,4167,4011,4167,4166,4012,4013,4168,4012,4168,4167,4013,4014,4169,4013,4169,4168,4014,4015,4170,4014,4170,4169,4015,4016,4171,4015,4171,4170,4016,4017,4172,4016,4172,4171,4017,4018,4173,4017,4173,4172,4018,4019,4174,4018,4174,4173,4019,4020,4175,4019,4175,4174,4020,4021,4176,4020,4176,4175,4021,4022,4177,4021,4177,4176,4022,4023,4178,4022,4178,4177,4023,4024,4179,4023,4179,4178,4024,4025,4180,4024,4180,4179,4025,4026,4181,4025,4181,4180,4026,4027,4182,4026,4182,4181,4027,4028,4183,4027,4183,4182,4028,4029,4184,4028,4184,4183,4030,4031,4186,4030,4186,4185,4031,4032,4187,4031,4187,4186,4032,4033,4188,4032,4188,4187,4033,4034,4189,4033,4189,4188,4034,4035,4190,4034,4190,4189,4035,4036,4191,4035,4191,4190,4036,4037,4192,4036,4192,4191,4037,4038,4193,4037,4193,4192,4038,4039,4194,4038,4194,4193,4039,4040,4195,4039,4195,4194,4040,4041,4196,4040,4196,4195,4041,4042,4197,4041,4197,4196,4042,4043,4198,4042,4198,4197,4043,4044,4199,4043,4199,4198,4044,4045,4200,4044,4200,4199,4045,4046,4201,4045,4201,4200,4046,4047,4202,4046,4202,4201,4047,4048,4203,4047,4203,4202,4048,4049,4204,4048,4204,4203,4049,4050,4205,4049,4205,4204,4050,4051,4206,4050,4206,4205,4051,4052,4207,4051,4207,4206,4052,4053,4208,4052,4208,4207,4053,4054,4209,4053,4209,4208,4054,4055,4210,4054,4210,4209,4055,4056,4211,4055,4211,4210,4056,4057,4212,4056,4212,4211,4057,4058,4213,4057,4213,4212,4058,4059,4214,4058,4214,4213,4059,4060,4215,4059,4215,4214,4060,4061,4216,4060,4216,4215,4061,4062,4217,4061,4217,4216,4062,4063,4218,4062,4218,4217,4063,4064,4219,4063,4219,4218,4064,4065,4220,4064,4220,4219,4065,4066,4221,4065,4221,4220,4066,4067,4222,4066,4222,4221,4067,4068,4223,4067,4223,4222,4068,4069,4224,4068,4224,4223,4069,4070,4225,4069,4225,4224,4070,4071,4226,4070,4226,4225,4071,4072,4227,4071,4227,4226,4072,4073,4228,4072,4228,4227,4073,4074,4229,4073,4229,4228,4074,4075,4230,4074,4230,4229,4075,4076,4231,4075,4231,4230,4076,4077,4232,4076,4232,4231,4077,4078,4233,4077,4233,4232,4078,4079,4234,4078,4234,4233,4079,4080,4235,4079,4235,4234,4080,4081,4236,4080,4236,4235,4081,4082,4237,4081,4237,4236,4082,4083,4238,4082,4238,4237,4083,4084,4239,4083,4239,4238,4084,4085,4240,4084,4240,4239,4085,4086,4241,4085,4241,4240,4086,4087,4242,4086,4242,4241,4087,4088,4243,4087,4243,4242,4088,4089,4244,4088,4244,4243,4089,4090,4245,4089,4245,4244,4090,4091,4246,4090,4246,4245,4091,4092,4247,4091,4247,4246,4092,4093,4248,4092,4248,4247,4093,4094,4249,4093,4249,4248,4094,4095,4250,4094,4250,4249,4095,4096,4251,4095,4251,4250,4096,4097,4252,4096,4252,4251,4097,4098,4253,4097,4253,4252,4098,4099,4254,4098,4254,4253,4099,4100,4255,4099,4255,4254,4100,4101,4256,4100,4256,4255,4101,4102,4257,4101,4257,4256,4102,4103,4258,4102,4258,4257,4103,4104,4259,4103,4259,4258,4104,4105,4260,4104,4260,4259,4105,4106,4261,4105,4261,4260,4106,4107,4262,4106,4262,4261,4107,4108,4263,4107,4263,4262,4108,4109,4264,4108,4264,4263,4109,4110,4265,4109,4265,4264,4110,4111,4266,4110,4266,4265,4111,4112,4267,4111,4267,4266,4112,4113,4268,4112,4268,4267,4113,4114,4269,4113,4269,4268,4114,4115,4270,4114,4270,4269,4115,4116,4271,4115,4271,4270,4116,4117,4272,4116,4272,4271,4117,4118,4273,4117,4273,4272,4118,4119,4274,4118,4274,4273,4119,4120,4275,4119,4275,4274,4120,4121,4276,4120,4276,4275,4121,4122,4277,4121,4277,4276,4122,4123,4278,4122,4278,4277,4123,4124,4279,4123,4279,4278,4124,4125,4280,4124,4280,4279,4125,4126,4281,4125,4281,4280,4126,4127,4282,4126,4282,4281,4127,4128,4283,4127,4283,4282,4128,4129,4284,4128,4284,4283,4129,4130,4285,4129,4285,4284,4130,4131,4286,4130,4286,4285,4131,4132,4287,4131,4287,4286,4132,4133,4288,4132,4288,4287,4133,4134,4289,4133,4289,4288,4134,4135,4290,4134,4290,4289,4135,4136,4291,4135,4291,4290,4136,4137,4292,4136,4292,4291,4137,4138,4293,4137,4293,4292,4138,4139,4294,4138,4294,4293,4139,4140,4295,4139,4295,4294,4140,4141,4296,4140,4296,4295,4141,4142,4297,4141,4297,4296,4142,4143,4298,4142,4298,4297,4143,4144,4299,4143,4299,4298,4144,4145,4300,4144,4300,4299,4145,4146,4301,4145,4301,4300,4146,4147,4302,4146,4302,4301,4147,4148,4303,4147,4303,4302,4148,4149,4304,4148,4304,4303,4149,4150,4305,4149,4305,4304,4150,4151,4306,4150,4306,4305,4151,4152,4307,4151,4307,4306,4152,4153,4308,4152,4308,4307,4153,4154,4309,4153,4309,4308,4154,4155,4310,4154,4310,4309,4155,4156,4311,4155,4311,4310,4156,4157,4312,4156,4312,4311,4157,4158,4313,4157,4313,4312,4158,4159,4314,4158,4314,4313,4159,4160,4315,4159,4315,4314,4160,4161,4316,4160,4316,4315,4161,4162,4317,4161,4317,4316,4162,4163,4318,4162,4318,4317,4163,4164,4319,4163,4319,4318,4164,4165,4320,4164,4320,4319,4165,4166,4321,4165,4321,4320,4166,4167,4322,4166,4322,4321,4167,4168,4323,4167,4323,4322,4168,4169,4324,4168,4324,4323,4169,4170,4325,4169,4325,4324,4170,4171,4326,4170,4326,4325,4171,4172,4327,4171,4327,4326,4172,4173,4328,4172,4328,4327,4173,4174,4329,4173,4329,4328,4174,4175,4330,4174,4330,4329,4175,4176,4331,4175,4331,4330,4176,4177,4332,4176,4332,4331,4177,4178,4333,4177,4333,4332,4178,4179,4334,4178,4334,4333,4179,4180,4335,4179,4335,4334,4180,4181,4336,4180,4336,4335,4181,4182,4337,4181,4337,4336,4182,4183,4338,4182,4338,4337,4183,4184,4339,4183,4339,4338,4185,4186,4341,4185,4341,4340,4186,4187,4342,4186,4342,4341,4187,4188,4343,4187,4343,4342,4188,4189,4344,4188,4344,4343,4189,4190,4345,4189,4345,4344,4190,4191,4346,4190,4346,4345,4191,4192,4347,4191,4347,4346,4192,4193,4348,4192,4348,4347,4193,4194,4349,4193,4349,4348,4194,4195,4350,4194,4350,4349,4195,4196,4351,4195,4351,4350,4196,4197,4352,4196,4352,4351,4197,4198,4353,4197,4353,4352,4198,4199,4354,4198,4354,4353,4199,4200,4355,4199,4355,4354,4200,4201,4356,4200,4356,4355,4201,4202,4357,4201,4357,4356,4202,4203,4358,4202,4358,4357,4203,4204,4359,4203,4359,4358,4204,4205,4360,4204,4360,4359,4205,4206,4361,4205,4361,4360,4206,4207,4362,4206,4362,4361,4207,4208,4363,4207,4363,4362,4208,4209,4364,4208,4364,4363,4209,4210,4365,4209,4365,4364,4210,4211,4366,4210,4366,4365,4211,4212,4367,4211,4367,4366,4212,4213,4368,4212,4368,4367,4213,4214,4369,4213,4369,4368,4214,4215,4370,4214,4370,4369,4215,4216,4371,4215,4371,4370,4216,4217,4372,4216,4372,4371,4217,4218,4373,4217,4373,4372,4218,4219,4374,4218,4374,4373,4219,4220,4375,4219,4375,4374,4220,4221,4376,4220,4376,4375,4221,4222,4377,4221,4377,4376,4222,4223,4378,4222,4378,4377,4223,4224,4379,4223,4379,4378,4224,4225,4380,4224,4380,4379,4225,4226,4381,4225,4381,4380,4226,4227,4382,4226,4382,4381,4227,4228,4383,4227,4383,4382,4228,4229,4384,4228,4384,4383,4229,4230,4385,4229,4385,4384,4230,4231,4386,4230,4386,4385,4231,4232,4387,4231,4387,4386,4232,4233,4388,4232,4388,4387,4233,4234,4389,4233,4389,4388,4234,4235,4390,4234,4390,4389,4235,4236,4391,4235,4391,4390,4236,4237,4392,4236,4392,4391,4237,4238,4393,4237,4393,4392,4238,4239,4394,4238,4394,4393,4239,4240,4395,4239,4395,4394,4240,4241,4396,4240,4396,4395,4241,4242,4397,4241,4397,4396,4242,4243,4398,4242,4398,4397,4243,4244,4399,4243,4399,4398,4244,4245,4400,4244,4400,4399,4245,4246,4401,4245,4401,4400,4246,4247,4402,4246,4402,4401,4247,4248,4403,4247,4403,4402,4248,4249,4404,4248,4404,4403,4249,4250,4405,4249,4405,4404,4250,4251,4406,4250,4406,4405,4251,4252,4407,4251,4407,4406,4252,4253,4408,4252,4408,4407,4253,4254,4409,4253,4409,4408,4254,4255,4410,4254,4410,4409,4255,4256,4411,4255,4411,4410,4256,4257,4412,4256,4412,4411,4257,4258,4413,4257,4413,4412,4258,4259,4414,4258,4414,4413,4259,4260,4415,4259,4415,4414,4260,4261,4416,4260,4416,4415,4261,4262,4417,4261,4417,4416,4262,4263,4418,4262,4418,4417,4263,4264,4419,4263,4419,4418,4264,4265,4420,4264,4420,4419,4265,4266,4421,4265,4421,4420,4266,4267,4422,4266,4422,4421,4267,4268,4423,4267,4423,4422,4268,4269,4424,4268,4424,4423,4269,4270,4425,4269,4425,4424,4270,4271,4426,4270,4426,4425,4271,4272,4427,4271,4427,4426,4272,4273,4428,4272,4428,4427,4273,4274,4429,4273,4429,4428,4274,4275,4430,4274,4430,4429,4275,4276,4431,4275,4431,4430,4276,4277,4432,4276,4432,4431,4277,4278,4433,4277,4433,4432,4278,4279,4434,4278,4434,4433,4279,4280,4435,4279,4435,4434,4280,4281,4436,4280,4436,4435,4281,4282,4437,4281,4437,4436,4282,4283,4438,4282,4438,4437,4283,4284,4439,4283,4439,4438,4284,4285,4440,4284,4440,4439,4285,4286,4441,4285,4441,4440,4286,4287,4442,4286,4442,4441,4287,4288,4443,4287,4443,4442,4288,4289,4444,4288,4444,4443,4289,4290,4445,4289,4445,4444,4290,4291,4446,4290,4446,4445,4291,4292,4447,4291,4447,4446,4292,4293,4448,4292,4448,4447,4293,4294,4449,4293,4449,4448,4294,4295,4450,4294,4450,4449,4295,4296,4451,4295,4451,4450,4296,4297,4452,4296,4452,4451,4297,4298,4453,4297,4453,4452,4298,4299,4454,4298,4454,4453,4299,4300,4455,4299,4455,4454,4300,4301,4456,4300,4456,4455,4301,4302,4457,4301,4457,4456,4302,4303,4458,4302,4458,4457,4303,4304,4459,4303,4459,4458,4304,4305,4460,4304,4460,4459,4305,4306,4461,4305,4461,4460,4306,4307,4462,4306,4462,4461,4307,4308,4463,4307,4463,4462,4308,4309,4464,4308,4464,4463,4309,4310,4465,4309,4465,4464,4310,4311,4466,4310,4466,4465,4311,4312,4467,4311,4467,4466,4312,4313,4468,4312,4468,4467,4313,4314,4469,4313,4469,4468,4314,4315,4470,4314,4470,4469,4315,4316,4471,4315,4471,4470,4316,4317,4472,4316,4472,4471,4317,4318,4473,4317,4473,4472,4318,4319,4474,4318,4474,4473,4319,4320,4475,4319,4475,4474,4320,4321,4476,4320,4476,4475,4321,4322,4477,4321,4477,4476,4322,4323,4478,4322,4478,4477,4323,4324,4479,4323,4479,4478,4324,4325,4480,4324,4480,4479,4325,4326,4481,4325,4481,4480,4326,4327,4482,4326,4482,4481,4327,4328,4483,4327,4483,4482,4328,4329,4484,4328,4484,4483,4329,4330,4485,4329,4485,4484,4330,4331,4486,4330,4486,4485,4331,4332,4487,4331,4487,4486,4332,4333,4488,4332,4488,4487,4333,4334,4489,4333,4489,4488,4334,4335,4490,4334,4490,4489,4335,4336,4491,4335,4491,4490,4336,4337,4492,4336,4492,4491,4337,4338,4493,4337,4493,4492,4338,4339,4494,4338,4494,4493,4340,4341,4496,4340,4496,4495,4341,4342,4497,4341,4497,4496,4342,4343,4498,4342,4498,4497,4343,4344,4499,4343,4499,4498,4344,4345,4500,4344,4500,4499,4345,4346,4501,4345,4501,4500,4346,4347,4502,4346,4502,4501,4347,4348,4503,4347,4503,4502,4348,4349,4504,4348,4504,4503,4349,4350,4505,4349,4505,4504,4350,4351,4506,4350,4506,4505,4351,4352,4507,4351,4507,4506,4352,4353,4508,4352,4508,4507,4353,4354,4509,4353,4509,4508,4354,4355,4510,4354,4510,4509,4355,4356,4511,4355,4511,4510,4356,4357,4512,4356,4512,4511,4357,4358,4513,4357,4513,4512,4358,4359,4514,4358,4514,4513,4359,4360,4515,4359,4515,4514,4360,4361,4516,4360,4516,4515,4361,4362,4517,4361,4517,4516,4362,4363,4518,4362,4518,4517,4363,4364,4519,4363,4519,4518,4364,4365,4520,4364,4520,4519,4365,4366,4521,4365,4521,4520,4366,4367,4522,4366,4522,4521,4367,4368,4523,4367,4523,4522,4368,4369,4524,4368,4524,4523,4369,4370,4525,4369,4525,4524,4370,4371,4526,4370,4526,4525,4371,4372,4527,4371,4527,4526,4372,4373,4528,4372,4528,4527,4373,4374,4529,4373,4529,4528,4374,4375,4530,4374,4530,4529,4375,4376,4531,4375,4531,4530,4376,4377,4532,4376,4532,4531,4377,4378,4533,4377,4533,4532,4378,4379,4534,4378,4534,4533,4379,4380,4535,4379,4535,4534,4380,4381,4536,4380,4536,4535,4381,4382,4537,4381,4537,4536,4382,4383,4538,4382,4538,4537,4383,4384,4539,4383,4539,4538,4384,4385,4540,4384,4540,4539,4385,4386,4541,4385,4541,4540,4386,4387,4542,4386,4542,4541,4387,4388,4543,4387,4543,4542,4388,4389,4544,4388,4544,4543,4389,4390,4545,4389,4545,4544,4390,4391,4546,4390,4546,4545,4391,4392,4547,4391,4547,4546,4392,4393,4548,4392,4548,4547,4393,4394,4549,4393,4549,4548,4394,4395,4550,4394,4550,4549,4395,4396,4551,4395,4551,4550,4396,4397,4552,4396,4552,4551,4397,4398,4553,4397,4553,4552,4398,4399,4554,4398,4554,4553,4399,4400,4555,4399,4555,4554,4400,4401,4556,4400,4556,4555,4401,4402,4557,4401,4557,4556,4402,4403,4558,4402,4558,4557,4403,4404,4559,4403,4559,4558,4404,4405,4560,4404,4560,4559,4405,4406,4561,4405,4561,4560,4406,4407,4562,4406,4562,4561,4407,4408,4563,4407,4563,4562,4408,4409,4564,4408,4564,4563,4409,4410,4565,4409,4565,4564,4410,4411,4566,4410,4566,4565,4411,4412,4567,4411,4567,4566,4412,4413,4568,4412,4568,4567,4413,4414,4569,4413,4569,4568,4414,4415,4570,4414,4570,4569,4415,4416,4571,4415,4571,4570,4416,4417,4572,4416,4572,4571,4417,4418,4573,4417,4573,4572,4418,4419,4574,4418,4574,4573,4419,4420,4575,4419,4575,4574,4420,4421,4576,4420,4576,4575,4421,4422,4577,4421,4577,4576,4422,4423,4578,4422,4578,4577,4423,4424,4579,4423,4579,4578,4424,4425,4580,4424,4580,4579,4425,4426,4581,4425,4581,4580,4426,4427,4582,4426,4582,4581,4427,4428,4583,4427,4583,4582,4428,4429,4584,4428,4584,4583,4429,4430,4585,4429,4585,4584,4430,4431,4586,4430,4586,4585,4431,4432,4587,4431,4587,4586,4432,4433,4588,4432,4588,4587,4433,4434,4589,4433,4589,4588,4434,4435,4590,4434,4590,4589,4435,4436,4591,4435,4591,4590,4436,4437,4592,4436,4592,4591,4437,4438,4593,4437,4593,4592,4438,4439,4594,4438,4594,4593,4439,4440,4595,4439,4595,4594,4440,4441,4596,4440,4596,4595,4441,4442,4597,4441,4597,4596,4442,4443,4598,4442,4598,4597,4443,4444,4599,4443,4599,4598,4444,4445,4600,4444,4600,4599,4445,4446,4601,4445,4601,4600,4446,4447,4602,4446,4602,4601,4447,4448,4603,4447,4603,4602,4448,4449,4604,4448,4604,4603,4449,4450,4605,4449,4605,4604,4450,4451,4606,4450,4606,4605,4451,4452,4607,4451,4607,4606,4452,4453,4608,4452,4608,4607,4453,4454,4609,4453,4609,4608,4454,4455,4610,4454,4610,4609,4455,4456,4611,4455,4611,4610,4456,4457,4612,4456,4612,4611,4457,4458,4613,4457,4613,4612,4458,4459,4614,4458,4614,4613,4459,4460,4615,4459,4615,4614,4460,4461,4616,4460,4616,4615,4461,4462,4617,4461,4617,4616,4462,4463,4618,4462,4618,4617,4463,4464,4619,4463,4619,4618,4464,4465,4620,4464,4620,4619,4465,4466,4621,4465,4621,4620,4466,4467,4622,4466,4622,4621,4467,4468,4623,4467,4623,4622,4468,4469,4624,4468,4624,4623,4469,4470,4625,4469,4625,4624,4470,4471,4626,4470,4626,4625,4471,4472,4627,4471,4627,4626,4472,4473,4628,4472,4628,4627,4473,4474,4629,4473,4629,4628,4474,4475,4630,4474,4630,4629,4475,4476,4631,4475,4631,4630,4476,4477,4632,4476,4632,4631,4477,4478,4633,4477,4633,4632,4478,4479,4634,4478,4634,4633,4479,4480,4635,4479,4635,4634,4480,4481,4636,4480,4636,4635,4481,4482,4637,4481,4637,4636,4482,4483,4638,4482,4638,4637,4483,4484,4639,4483,4639,4638,4484,4485,4640,4484,4640,4639,4485,4486,4641,4485,4641,4640,4486,4487,4642,4486,4642,4641,4487,4488,4643,4487,4643,4642,4488,4489,4644,4488,4644,4643,4489,4490,4645,4489,4645,4644,4490,4491,4646,4490,4646,4645,4491,4492,4647,4491,4647,4646,4492,4493,4648,4492,4648,4647,4493,4494,4649,4493,4649,4648,4495,4496,4651,4495,4651,4650,4496,4497,4652,4496,4652,4651,4497,4498,4653,4497,4653,4652,4498,4499,4654,4498,4654,4653,4499,4500,4655,4499,4655,4654,4500,4501,4656,4500,4656,4655,4501,4502,4657,4501,4657,4656,4502,4503,4658,4502,4658,4657,4503,4504,4659,4503,4659,4658,4504,4505,4660,4504,4660,4659,4505,4506,4661,4505,4661,4660,4506,4507,4662,4506,4662,4661,4507,4508,4663,4507,4663,4662,4508,4509,4664,4508,4664,4663,4509,4510,4665,4509,4665,4664,4510,4511,4666,4510,4666,4665,4511,4512,4667,4511,4667,4666,4512,4513,4668,4512,4668,4667,4513,4514,4669,4513,4669,4668,4514,4515,4670,4514,4670,4669,4515,4516,4671,4515,4671,4670,4516,4517,4672,4516,4672,4671,4517,4518,4673,4517,4673,4672,4518,4519,4674,4518,4674,4673,4519,4520,4675,4519,4675,4674,4520,4521,4676,4520,4676,4675,4521,4522,4677,4521,4677,4676,4522,4523,4678,4522,4678,4677,4523,4524,4679,4523,4679,4678,4524,4525,4680,4524,4680,4679,4525,4526,4681,4525,4681,4680,4526,4527,4682,4526,4682,4681,4527,4528,4683,4527,4683,4682,4528,4529,4684,4528,4684,4683,4529,4530,4685,4529,4685,4684,4530,4531,4686,4530,4686,4685,4531,4532,4687,4531,4687,4686,4532,4533,4688,4532,4688,4687,4533,4534,4689,4533,4689,4688,4534,4535,4690,4534,4690,4689,4535,4536,4691,4535,4691,4690,4536,4537,4692,4536,4692,4691,4537,4538,4693,4537,4693,4692,4538,4539,4694,4538,4694,4693,4539,4540,4695,4539,4695,4694,4540,4541,4696,4540,4696,4695,4541,4542,4697,4541,4697,4696,4542,4543,4698,4542,4698,4697,4543,4544,4699,4543,4699,4698,4544,4545,4700,4544,4700,4699,4545,4546,4701,4545,4701,4700,4546,4547,4702,4546,4702,4701,4547,4548,4703,4547,4703,4702,4548,4549,4704,4548,4704,4703,4549,4550,4705,4549,4705,4704,4550,4551,4706,4550,4706,4705,4551,4552,4707,4551,4707,4706,4552,4553,4708,4552,4708,4707,4553,4554,4709,4553,4709,4708,4554,4555,4710,4554,4710,4709,4555,4556,4711,4555,4711,4710,4556,4557,4712,4556,4712,4711,4557,4558,4713,4557,4713,4712,4558,4559,4714,4558,4714,4713,4559,4560,4715,4559,4715,4714,4560,4561,4716,4560,4716,4715,4561,4562,4717,4561,4717,4716,4562,4563,4718,4562,4718,4717,4563,4564,4719,4563,4719,4718,4564,4565,4720,4564,4720,4719,4565,4566,4721,4565,4721,4720,4566,4567,4722,4566,4722,4721,4567,4568,4723,4567,4723,4722,4568,4569,4724,4568,4724,4723,4569,4570,4725,4569,4725,4724,4570,4571,4726,4570,4726,4725,4571,4572,4727,4571,4727,4726,4572,4573,4728,4572,4728,4727,4573,4574,4729,4573,4729,4728,4574,4575,4730,4574,4730,4729,4575,4576,4731,4575,4731,4730,4576,4577,4732,4576,4732,4731,4577,4578,4733,4577,4733,4732,4578,4579,4734,4578,4734,4733,4579,4580,4735,4579,4735,4734,4580,4581,4736,4580,4736,4735,4581,4582,4737,4581,4737,4736,4582,4583,4738,4582,4738,4737,4583,4584,4739,4583,4739,4738,4584,4585,4740,4584,4740,4739,4585,4586,4741,4585,4741,4740,4586,4587,4742,4586,4742,4741,4587,4588,4743,4587,4743,4742,4588,4589,4744,4588,4744,4743,4589,4590,4745,4589,4745,4744,4590,4591,4746,4590,4746,4745,4591,4592,4747,4591,4747,4746,4592,4593,4748,4592,4748,4747,4593,4594,4749,4593,4749,4748,4594,4595,4750,4594,4750,4749,4595,4596,4751,4595,4751,4750,4596,4597,4752,4596,4752,4751,4597,4598,4753,4597,4753,4752,4598,4599,4754,4598,4754,4753,4599,4600,4755,4599,4755,4754,4600,4601,4756,4600,4756,4755,4601,4602,4757,4601,4757,4756,4602,4603,4758,4602,4758,4757,4603,4604,4759,4603,4759,4758,4604,4605,4760,4604,4760,4759,4605,4606,4761,4605,4761,4760,4606,4607,4762,4606,4762,4761,4607,4608,4763,4607,4763,4762,4608,4609,4764,4608,4764,4763,4609,4610,4765,4609,4765,4764,4610,4611,4766,4610,4766,4765,4611,4612,4767,4611,4767,4766,4612,4613,4768,4612,4768,4767,4613,4614,4769,4613,4769,4768,4614,4615,4770,4614,4770,4769,4615,4616,4771,4615,4771,4770,4616,4617,4772,4616,4772,4771,4617,4618,4773,4617,4773,4772,4618,4619,4774,4618,4774,4773,4619,4620,4775,4619,4775,4774,4620,4621,4776,4620,4776,4775,4621,4622,4777,4621,4777,4776,4622,4623,4778,4622,4778,4777,4623,4624,4779,4623,4779,4778,4624,4625,4780,4624,4780,4779,4625,4626,4781,4625,4781,4780,4626,4627,4782,4626,4782,4781,4627,4628,4783,4627,4783,4782,4628,4629,4784,4628,4784,4783,4629,4630,4785,4629,4785,4784,4630,4631,4786,4630,4786,4785,4631,4632,4787,4631,4787,4786,4632,4633,4788,4632,4788,4787,4633,4634,4789,4633,4789,4788,4634,4635,4790,4634,4790,4789,4635,4636,4791,4635,4791,4790,4636,4637,4792,4636,4792,4791,4637,4638,4793,4637,4793,4792,4638,4639,4794,4638,4794,4793,4639,4640,4795,4639,4795,4794,4640,4641,4796,4640,4796,4795,4641,4642,4797,4641,4797,4796,4642,4643,4798,4642,4798,4797,4643,4644,4799,4643,4799,4798,4644,4645,4800,4644,4800,4799,4645,4646,4801,4645,4801,4800,4646,4647,4802,4646,4802,4801,4647,4648,4803,4647,4803,4802,4648,4649,4804,4648,4804,4803,4650,4651,4806,4650,4806,4805,4651,4652,4807,4651,4807,4806,4652,4653,4808,4652,4808,4807,4653,4654,4809,4653,4809,4808,4654,4655,4810,4654,4810,4809,4655,4656,4811,4655,4811,4810,4656,4657,4812,4656,4812,4811,4657,4658,4813,4657,4813,4812,4658,4659,4814,4658,4814,4813,4659,4660,4815,4659,4815,4814,4660,4661,4816,4660,4816,4815,4661,4662,4817,4661,4817,4816,4662,4663,4818,4662,4818,4817,4663,4664,4819,4663,4819,4818,4664,4665,4820,4664,4820,4819,4665,4666,4821,4665,4821,4820,4666,4667,4822,4666,4822,4821,4667,4668,4823,4667,4823,4822,4668,4669,4824,4668,4824,4823,4669,4670,4825,4669,4825,4824,4670,4671,4826,4670,4826,4825,4671,4672,4827,4671,4827,4826,4672,4673,4828,4672,4828,4827,4673,4674,4829,4673,4829,4828,4674,4675,4830,4674,4830,4829,4675,4676,4831,4675,4831,4830,4676,4677,4832,4676,4832,4831,4677,4678,4833,4677,4833,4832,4678,4679,4834,4678,4834,4833,4679,4680,4835,4679,4835,4834,4680,4681,4836,4680,4836,4835,4681,4682,4837,4681,4837,4836,4682,4683,4838,4682,4838,4837,4683,4684,4839,4683,4839,4838,4684,4685,4840,4684,4840,4839,4685,4686,4841,4685,4841,4840,4686,4687,4842,4686,4842,4841,4687,4688,4843,4687,4843,4842,4688,4689,4844,4688,4844,4843,4689,4690,4845,4689,4845,4844,4690,4691,4846,4690,4846,4845,4691,4692,4847,4691,4847,4846,4692,4693,4848,4692,4848,4847,4693,4694,4849,4693,4849,4848,4694,4695,4850,4694,4850,4849,4695,4696,4851,4695,4851,4850,4696,4697,4852,4696,4852,4851,4697,4698,4853,4697,4853,4852,4698,4699,4854,4698,4854,4853,4699,4700,4855,4699,4855,4854,4700,4701,4856,4700,4856,4855,4701,4702,4857,4701,4857,4856,4702,4703,4858,4702,4858,4857,4703,4704,4859,4703,4859,4858,4704,4705,4860,4704,4860,4859,4705,4706,4861,4705,4861,4860,4706,4707,4862,4706,4862,4861,4707,4708,4863,4707,4863,4862,4708,4709,4864,4708,4864,4863,4709,4710,4865,4709,4865,4864,4710,4711,4866,4710,4866,4865,4711,4712,4867,4711,4867,4866,4712,4713,4868,4712,4868,4867,4713,4714,4869,4713,4869,4868,4714,4715,4870,4714,4870,4869,4715,4716,4871,4715,4871,4870,4716,4717,4872,4716,4872,4871,4717,4718,4873,4717,4873,4872,4718,4719,4874,4718,4874,4873,4719,4720,4875,4719,4875,4874,4720,4721,4876,4720,4876,4875,4721,4722,4877,4721,4877,4876,4722,4723,4878,4722,4878,4877,4723,4724,4879,4723,4879,4878,4724,4725,4880,4724,4880,4879,4725,4726,4881,4725,4881,4880,4726,4727,4882,4726,4882,4881,4727,4728,4883,4727,4883,4882,4728,4729,4884,4728,4884,4883,4729,4730,4885,4729,4885,4884,4730,4731,4886,4730,4886,4885,4731,4732,4887,4731,4887,4886,4732,4733,4888,4732,4888,4887,4733,4734,4889,4733,4889,4888,4734,4735,4890,4734,4890,4889,4735,4736,4891,4735,4891,4890,4736,4737,4892,4736,4892,4891,4737,4738,4893,4737,4893,4892,4738,4739,4894,4738,4894,4893,4739,4740,4895,4739,4895,4894,4740,4741,4896,4740,4896,4895,4741,4742,4897,4741,4897,4896,4742,4743,4898,4742,4898,4897,4743,4744,4899,4743,4899,4898,4744,4745,4900,4744,4900,4899,4745,4746,4901,4745,4901,4900,4746,4747,4902,4746,4902,4901,4747,4748,4903,4747,4903,4902,4748,4749,4904,4748,4904,4903,4749,4750,4905,4749,4905,4904,4750,4751,4906,4750,4906,4905,4751,4752,4907,4751,4907,4906,4752,4753,4908,4752,4908,4907,4753,4754,4909,4753,4909,4908,4754,4755,4910,4754,4910,4909,4755,4756,4911,4755,4911,4910,4756,4757,4912,4756,4912,4911,4757,4758,4913,4757,4913,4912,4758,4759,4914,4758,4914,4913,4759,4760,4915,4759,4915,4914,4760,4761,4916,4760,4916,4915,4761,4762,4917,4761,4917,4916,4762,4763,4918,4762,4918,4917,4763,4764,4919,4763,4919,4918,4764,4765,4920,4764,4920,4919,4765,4766,4921,4765,4921,4920,4766,4767,4922,4766,4922,4921,4767,4768,4923,4767,4923,4922,4768,4769,4924,4768,4924,4923,4769,4770,4925,4769,4925,4924,4770,4771,4926,4770,4926,4925,4771,4772,4927,4771,4927,4926,4772,4773,4928,4772,4928,4927,4773,4774,4929,4773,4929,4928,4774,4775,4930,4774,4930,4929,4775,4776,4931,4775,4931,4930,4776,4777,4932,4776,4932,4931,4777,4778,4933,4777,4933,4932,4778,4779,4934,4778,4934,4933,4779,4780,4935,4779,4935,4934,4780,4781,4936,4780,4936,4935,4781,4782,4937,4781,4937,4936,4782,4783,4938,4782,4938,4937,4783,4784,4939,4783,4939,4938,4784,4785,4940,4784,4940,4939,4785,4786,4941,4785,4941,4940,4786,4787,4942,4786,4942,4941,4787,4788,4943,4787,4943,4942,4788,4789,4944,4788,4944,4943,4789,4790,4945,4789,4945,4944,4790,4791,4946,4790,4946,4945,4791,4792,4947,4791,4947,4946,4792,4793,4948,4792,4948,4947,4793,4794,4949,4793,4949,4948,4794,4795,4950,4794,4950,4949,4795,4796,4951,4795,4951,4950,4796,4797,4952,4796,4952,4951,4797,4798,4953,4797,4953,4952,4798,4799,4954,4798,4954,4953,4799,4800,4955,4799,4955,4954,4800,4801,4956,4800,4956,4955,4801,4802,4957,4801,4957,4956,4802,4803,4958,4802,4958,4957,4803,4804,4959,4803,4959,4958,4805,4806,4961,4805,4961,4960,4806,4807,4962,4806,4962,4961,4807,4808,4963,4807,4963,4962,4808,4809,4964,4808,4964,4963,4809,4810,4965,4809,4965,4964,4810,4811,4966,4810,4966,4965,4811,4812,4967,4811,4967,4966,4812,4813,4968,4812,4968,4967,4813,4814,4969,4813,4969,4968,4814,4815,4970,4814,4970,4969,4815,4816,4971,4815,4971,4970,4816,4817,4972,4816,4972,4971,4817,4818,4973,4817,4973,4972,4818,4819,4974,4818,4974,4973,4819,4820,4975,4819,4975,4974,4820,4821,4976,4820,4976,4975,4821,4822,4977,4821,4977,4976,4822,4823,4978,4822,4978,4977,4823,4824,4979,4823,4979,4978,4824,4825,4980,4824,4980,4979,4825,4826,4981,4825,4981,4980,4826,4827,4982,4826,4982,4981,4827,4828,4983,4827,4983,4982,4828,4829,4984,4828,4984,4983,4829,4830,4985,4829,4985,4984,4830,4831,4986,4830,4986,4985,4831,4832,4987,4831,4987,4986,4832,4833,4988,4832,4988,4987,4833,4834,4989,4833,4989,4988,4834,4835,4990,4834,4990,4989,4835,4836,4991,4835,4991,4990,4836,4837,4992,4836,4992,4991,4837,4838,4993,4837,4993,4992,4838,4839,4994,4838,4994,4993,4839,4840,4995,4839,4995,4994,4840,4841,4996,4840,4996,4995,4841,4842,4997,4841,4997,4996,4842,4843,4998,4842,4998,4997,4843,4844,4999,4843,4999,4998,4844,4845,5000,4844,5000,4999,4845,4846,5001,4845,5001,5000,4846,4847,5002,4846,5002,5001,4847,4848,5003,4847,5003,5002,4848,4849,5004,4848,5004,5003,4849,4850,5005,4849,5005,5004,4850,4851,5006,4850,5006,5005,4851,4852,5007,4851,5007,5006,4852,4853,5008,4852,5008,5007,4853,4854,5009,4853,5009,5008,4854,4855,5010,4854,5010,5009,4855,4856,5011,4855,5011,5010,4856,4857,5012,4856,5012,5011,4857,4858,5013,4857,5013,5012,4858,4859,5014,4858,5014,5013,4859,4860,5015,4859,5015,5014,4860,4861,5016,4860,5016,5015,4861,4862,5017,4861,5017,5016,4862,4863,5018,4862,5018,5017,4863,4864,5019,4863,5019,5018,4864,4865,5020,4864,5020,5019,4865,4866,5021,4865,5021,5020,4866,4867,5022,4866,5022,5021,4867,4868,5023,4867,5023,5022,4868,4869,5024,4868,5024,5023,4869,4870,5025,4869,5025,5024,4870,4871,5026,4870,5026,5025,4871,4872,5027,4871,5027,5026,4872,4873,5028,4872,5028,5027,4873,4874,5029,4873,5029,5028,4874,4875,5030,4874,5030,5029,4875,4876,5031,4875,5031,5030,4876,4877,5032,4876,5032,5031,4877,4878,5033,4877,5033,5032,4878,4879,5034,4878,5034,5033,4879,4880,5035,4879,5035,5034,4880,4881,5036,4880,5036,5035,4881,4882,5037,4881,5037,5036,4882,4883,5038,4882,5038,5037,4883,4884,5039,4883,5039,5038,4884,4885,5040,4884,5040,5039,4885,4886,5041,4885,5041,5040,4886,4887,5042,4886,5042,5041,4887,4888,5043,4887,5043,5042,4888,4889,5044,4888,5044,5043,4889,4890,5045,4889,5045,5044,4890,4891,5046,4890,5046,5045,4891,4892,5047,4891,5047,5046,4892,4893,5048,4892,5048,5047,4893,4894,5049,4893,5049,5048,4894,4895,5050,4894,5050,5049,4895,4896,5051,4895,5051,5050,4896,4897,5052,4896,5052,5051,4897,4898,5053,4897,5053,5052,4898,4899,5054,4898,5054,5053,4899,4900,5055,4899,5055,5054,4900,4901,5056,4900,5056,5055,4901,4902,5057,4901,5057,5056,4902,4903,5058,4902,5058,5057,4903,4904,5059,4903,5059,5058,4904,4905,5060,4904,5060,5059,4905,4906,5061,4905,5061,5060,4906,4907,5062,4906,5062,5061,4907,4908,5063,4907,5063,5062,4908,4909,5064,4908,5064,5063,4909,4910,5065,4909,5065,5064,4910,4911,5066,4910,5066,5065,4911,4912,5067,4911,5067,5066,4912,4913,5068,4912,5068,5067,4913,4914,5069,4913,5069,5068,4914,4915,5070,4914,5070,5069,4915,4916,5071,4915,5071,5070,4916,4917,5072,4916,5072,5071,4917,4918,5073,4917,5073,5072,4918,4919,5074,4918,5074,5073,4919,4920,5075,4919,5075,5074,4920,4921,5076,4920,5076,5075,4921,4922,5077,4921,5077,5076,4922,4923,5078,4922,5078,5077,4923,4924,5079,4923,5079,5078,4924,4925,5080,4924,5080,5079,4925,4926,5081,4925,5081,5080,4926,4927,5082,4926,5082,5081,4927,4928,5083,4927,5083,5082,4928,4929,5084,4928,5084,5083,4929,4930,5085,4929,5085,5084,4930,4931,5086,4930,5086,5085,4931,4932,5087,4931,5087,5086,4932,4933,5088,4932,5088,5087,4933,4934,5089,4933,5089,5088,4934,4935,5090,4934,5090,5089,4935,4936,5091,4935,5091,5090,4936,4937,5092,4936,5092,5091,4937,4938,5093,4937,5093,5092,4938,4939,5094,4938,5094,5093,4939,4940,5095,4939,5095,5094,4940,4941,5096,4940,5096,5095,4941,4942,5097,4941,5097,5096,4942,4943,5098,4942,5098,5097,4943,4944,5099,4943,5099,5098,4944,4945,5100,4944,5100,5099,4945,4946,5101,4945,5101,5100,4946,4947,5102,4946,5102,5101,4947,4948,5103,4947,5103,5102,4948,4949,5104,4948,5104,5103,4949,4950,5105,4949,5105,5104,4950,4951,5106,4950,5106,5105,4951,4952,5107,4951,5107,5106,4952,4953,5108,4952,5108,5107,4953,4954,5109,4953,5109,5108,4954,4955,5110,4954,5110,5109,4955,4956,5111,4955,5111,5110,4956,4957,5112,4956,5112,5111,4957,4958,5113,4957,5113,5112,4958,4959,5114,4958,5114,5113,4960,4961,5116,4960,5116,5115,4961,4962,5117,4961,5117,5116,4962,4963,5118,4962,5118,5117,4963,4964,5119,4963,5119,5118,4964,4965,5120,4964,5120,5119,4965,4966,5121,4965,5121,5120,4966,4967,5122,4966,5122,5121,4967,4968,5123,4967,5123,5122,4968,4969,5124,4968,5124,5123,4969,4970,5125,4969,5125,5124,4970,4971,5126,4970,5126,5125,4971,4972,5127,4971,5127,5126,4972,4973,5128,4972,5128,5127,4973,4974,5129,4973,5129,5128,4974,4975,5130,4974,5130,5129,4975,4976,5131,4975,5131,5130,4976,4977,5132,4976,5132,5131,4977,4978,5133,4977,5133,5132,4978,4979,5134,4978,5134,5133,4979,4980,5135,4979,5135,5134,4980,4981,5136,4980,5136,5135,4981,4982,5137,4981,5137,5136,4982,4983,5138,4982,5138,5137,4983,4984,5139,4983,5139,5138,4984,4985,5140,4984,5140,5139,4985,4986,5141,4985,5141,5140,4986,4987,5142,4986,5142,5141,4987,4988,5143,4987,5143,5142,4988,4989,5144,4988,5144,5143,4989,4990,5145,4989,5145,5144,4990,4991,5146,4990,5146,5145,4991,4992,5147,4991,5147,5146,4992,4993,5148,4992,5148,5147,4993,4994,5149,4993,5149,5148,4994,4995,5150,4994,5150,5149,4995,4996,5151,4995,5151,5150,4996,4997,5152,4996,5152,5151,4997,4998,5153,4997,5153,5152,4998,4999,5154,4998,5154,5153,4999,5000,5155,4999,5155,5154,5000,5001,5156,5000,5156,5155,5001,5002,5157,5001,5157,5156,5002,5003,5158,5002,5158,5157,5003,5004,5159,5003,5159,5158,5004,5005,5160,5004,5160,5159,5005,5006,5161,5005,5161,5160,5006,5007,5162,5006,5162,5161,5007,5008,5163,5007,5163,5162,5008,5009,5164,5008,5164,5163,5009,5010,5165,5009,5165,5164,5010,5011,5166,5010,5166,5165,5011,5012,5167,5011,5167,5166,5012,5013,5168,5012,5168,5167,5013,5014,5169,5013,5169,5168,5014,5015,5170,5014,5170,5169,5015,5016,5171,5015,5171,5170,5016,5017,5172,5016,5172,5171,5017,5018,5173,5017,5173,5172,5018,5019,5174,5018,5174,5173,5019,5020,5175,5019,5175,5174,5020,5021,5176,5020,5176,5175,5021,5022,5177,5021,5177,5176,5022,5023,5178,5022,5178,5177,5023,5024,5179,5023,5179,5178,5024,5025,5180,5024,5180,5179,5025,5026,5181,5025,5181,5180,5026,5027,5182,5026,5182,5181,5027,5028,5183,5027,5183,5182,5028,5029,5184,5028,5184,5183,5029,5030,5185,5029,5185,5184,5030,5031,5186,5030,5186,5185,5031,5032,5187,5031,5187,5186,5032,5033,5188,5032,5188,5187,5033,5034,5189,5033,5189,5188,5034,5035,5190,5034,5190,5189,5035,5036,5191,5035,5191,5190,5036,5037,5192,5036,5192,5191,5037,5038,5193,5037,5193,5192,5038,5039,5194,5038,5194,5193,5039,5040,5195,5039,5195,5194,5040,5041,5196,5040,5196,5195,5041,5042,5197,5041,5197,5196,5042,5043,5198,5042,5198,5197,5043,5044,5199,5043,5199,5198,5044,5045,5200,5044,5200,5199,5045,5046,5201,5045,5201,5200,5046,5047,5202,5046,5202,5201,5047,5048,5203,5047,5203,5202,5048,5049,5204,5048,5204,5203,5049,5050,5205,5049,5205,5204,5050,5051,5206,5050,5206,5205,5051,5052,5207,5051,5207,5206,5052,5053,5208,5052,5208,5207,5053,5054,5209,5053,5209,5208,5054,5055,5210,5054,5210,5209,5055,5056,5211,5055,5211,5210,5056,5057,5212,5056,5212,5211,5057,5058,5213,5057,5213,5212,5058,5059,5214,5058,5214,5213,5059,5060,5215,5059,5215,5214,5060,5061,5216,5060,5216,5215,5061,5062,5217,5061,5217,5216,5062,5063,5218,5062,5218,5217,5063,5064,5219,5063,5219,5218,5064,5065,5220,5064,5220,5219,5065,5066,5221,5065,5221,5220,5066,5067,5222,5066,5222,5221,5067,5068,5223,5067,5223,5222,5068,5069,5224,5068,5224,5223,5069,5070,5225,5069,5225,5224,5070,5071,5226,5070,5226,5225,5071,5072,5227,5071,5227,5226,5072,5073,5228,5072,5228,5227,5073,5074,5229,5073,5229,5228,5074,5075,5230,5074,5230,5229,5075,5076,5231,5075,5231,5230,5076,5077,5232,5076,5232,5231,5077,5078,5233,5077,5233,5232,5078,5079,5234,5078,5234,5233,5079,5080,5235,5079,5235,5234,5080,5081,5236,5080,5236,5235,5081,5082,5237,5081,5237,5236,5082,5083,5238,5082,5238,5237,5083,5084,5239,5083,5239,5238,5084,5085,5240,5084,5240,5239,5085,5086,5241,5085,5241,5240,5086,5087,5242,5086,5242,5241,5087,5088,5243,5087,5243,5242,5088,5089,5244,5088,5244,5243,5089,5090,5245,5089,5245,5244,5090,5091,5246,5090,5246,5245,5091,5092,5247,5091,5247,5246,5092,5093,5248,5092,5248,5247,5093,5094,5249,5093,5249,5248,5094,5095,5250,5094,5250,5249,5095,5096,5251,5095,5251,5250,5096,5097,5252,5096,5252,5251,5097,5098,5253,5097,5253,5252,5098,5099,5254,5098,5254,5253,5099,5100,5255,5099,5255,5254,5100,5101,5256,5100,5256,5255,5101,5102,5257,5101,5257,5256,5102,5103,5258,5102,5258,5257,5103,5104,5259,5103,5259,5258,5104,5105,5260,5104,5260,5259,5105,5106,5261,5105,5261,5260,5106,5107,5262,5106,5262,5261,5107,5108,5263,5107,5263,5262,5108,5109,5264,5108,5264,5263,5109,5110,5265,5109,5265,5264,5110,5111,5266,5110,5266,5265,5111,5112,5267,5111,5267,5266,5112,5113,5268,5112,5268,5267,5113,5114,5269,5113,5269,5268,5115,5116,5271,5115,5271,5270,5116,5117,5272,5116,5272,5271,5117,5118,5273,5117,5273,5272,5118,5119,5274,5118,5274,5273,5119,5120,5275,5119,5275,5274,5120,5121,5276,5120,5276,5275,5121,5122,5277,5121,5277,5276,5122,5123,5278,5122,5278,5277,5123,5124,5279,5123,5279,5278,5124,5125,5280,5124,5280,5279,5125,5126,5281,5125,5281,5280,5126,5127,5282,5126,5282,5281,5127,5128,5283,5127,5283,5282,5128,5129,5284,5128,5284,5283,5129,5130,5285,5129,5285,5284,5130,5131,5286,5130,5286,5285,5131,5132,5287,5131,5287,5286,5132,5133,5288,5132,5288,5287,5133,5134,5289,5133,5289,5288,5134,5135,5290,5134,5290,5289,5135,5136,5291,5135,5291,5290,5136,5137,5292,5136,5292,5291,5137,5138,5293,5137,5293,5292,5138,5139,5294,5138,5294,5293,5139,5140,5295,5139,5295,5294,5140,5141,5296,5140,5296,5295,5141,5142,5297,5141,5297,5296,5142,5143,5298,5142,5298,5297,5143,5144,5299,5143,5299,5298,5144,5145,5300,5144,5300,5299,5145,5146,5301,5145,5301,5300,5146,5147,5302,5146,5302,5301,5147,5148,5303,5147,5303,5302,5148,5149,5304,5148,5304,5303,5149,5150,5305,5149,5305,5304,5150,5151,5306,5150,5306,5305,5151,5152,5307,5151,5307,5306,5152,5153,5308,5152,5308,5307,5153,5154,5309,5153,5309,5308,5154,5155,5310,5154,5310,5309,5155,5156,5311,5155,5311,5310,5156,5157,5312,5156,5312,5311,5157,5158,5313,5157,5313,5312,5158,5159,5314,5158,5314,5313,5159,5160,5315,5159,5315,5314,5160,5161,5316,5160,5316,5315,5161,5162,5317,5161,5317,5316,5162,5163,5318,5162,5318,5317,5163,5164,5319,5163,5319,5318,5164,5165,5320,5164,5320,5319,5165,5166,5321,5165,5321,5320,5166,5167,5322,5166,5322,5321,5167,5168,5323,5167,5323,5322,5168,5169,5324,5168,5324,5323,5169,5170,5325,5169,5325,5324,5170,5171,5326,5170,5326,5325,5171,5172,5327,5171,5327,5326,5172,5173,5328,5172,5328,5327,5173,5174,5329,5173,5329,5328,5174,5175,5330,5174,5330,5329,5175,5176,5331,5175,5331,5330,5176,5177,5332,5176,5332,5331,5177,5178,5333,5177,5333,5332,5178,5179,5334,5178,5334,5333,5179,5180,5335,5179,5335,5334,5180,5181,5336,5180,5336,5335,5181,5182,5337,5181,5337,5336,5182,5183,5338,5182,5338,5337,5183,5184,5339,5183,5339,5338,5184,5185,5340,5184,5340,5339,5185,5186,5341,5185,5341,5340,5186,5187,5342,5186,5342,5341,5187,5188,5343,5187,5343,5342,5188,5189,5344,5188,5344,5343,5189,5190,5345,5189,5345,5344,5190,5191,5346,5190,5346,5345,5191,5192,5347,5191,5347,5346,5192,5193,5348,5192,5348,5347,5193,5194,5349,5193,5349,5348,5194,5195,5350,5194,5350,5349,5195,5196,5351,5195,5351,5350,5196,5197,5352,5196,5352,5351,5197,5198,5353,5197,5353,5352,5198,5199,5354,5198,5354,5353,5199,5200,5355,5199,5355,5354,5200,5201,5356,5200,5356,5355,5201,5202,5357,5201,5357,5356,5202,5203,5358,5202,5358,5357,5203,5204,5359,5203,5359,5358,5204,5205,5360,5204,5360,5359,5205,5206,5361,5205,5361,5360,5206,5207,5362,5206,5362,5361,5207,5208,5363,5207,5363,5362,5208,5209,5364,5208,5364,5363,5209,5210,5365,5209,5365,5364,5210,5211,5366,5210,5366,5365,5211,5212,5367,5211,5367,5366,5212,5213,5368,5212,5368,5367,5213,5214,5369,5213,5369,5368,5214,5215,5370,5214,5370,5369,5215,5216,5371,5215,5371,5370,5216,5217,5372,5216,5372,5371,5217,5218,5373,5217,5373,5372,5218,5219,5374,5218,5374,5373,5219,5220,5375,5219,5375,5374,5220,5221,5376,5220,5376,5375,5221,5222,5377,5221,5377,5376,5222,5223,5378,5222,5378,5377,5223,5224,5379,5223,5379,5378,5224,5225,5380,5224,5380,5379,5225,5226,5381,5225,5381,5380,5226,5227,5382,5226,5382,5381,5227,5228,5383,5227,5383,5382,5228,5229,5384,5228,5384,5383,5229,5230,5385,5229,5385,5384,5230,5231,5386,5230,5386,5385,5231,5232,5387,5231,5387,5386,5232,5233,5388,5232,5388,5387,5233,5234,5389,5233,5389,5388,5234,5235,5390,5234,5390,5389,5235,5236,5391,5235,5391,5390,5236,5237,5392,5236,5392,5391,5237,5238,5393,5237,5393,5392,5238,5239,5394,5238,5394,5393,5239,5240,5395,5239,5395,5394,5240,5241,5396,5240,5396,5395,5241,5242,5397,5241,5397,5396,5242,5243,5398,5242,5398,5397,5243,5244,5399,5243,5399,5398,5244,5245,5400,5244,5400,5399,5245,5246,5401,5245,5401,5400,5246,5247,5402,5246,5402,5401,5247,5248,5403,5247,5403,5402,5248,5249,5404,5248,5404,5403,5249,5250,5405,5249,5405,5404,5250,5251,5406,5250,5406,5405,5251,5252,5407,5251,5407,5406,5252,5253,5408,5252,5408,5407,5253,5254,5409,5253,5409,5408,5254,5255,5410,5254,5410,5409,5255,5256,5411,5255,5411,5410,5256,5257,5412,5256,5412,5411,5257,5258,5413,5257,5413,5412,5258,5259,5414,5258,5414,5413,5259,5260,5415,5259,5415,5414,5260,5261,5416,5260,5416,5415,5261,5262,5417,5261,5417,5416,5262,5263,5418,5262,5418,5417,5263,5264,5419,5263,5419,5418,5264,5265,5420,5264,5420,5419,5265,5266,5421,5265,5421,5420,5266,5267,5422,5266,5422,5421,5267,5268,5423,5267,5423,5422,5268,5269,5424,5268,5424,5423,5270,5271,5426,5270,5426,5425,5271,5272,5427,5271,5427,5426,5272,5273,5428,5272,5428,5427,5273,5274,5429,5273,5429,5428,5274,5275,5430,5274,5430,5429,5275,5276,5431,5275,5431,5430,5276,5277,5432,5276,5432,5431,5277,5278,5433,5277,5433,5432,5278,5279,5434,5278,5434,5433,5279,5280,5435,5279,5435,5434,5280,5281,5436,5280,5436,5435,5281,5282,5437,5281,5437,5436,5282,5283,5438,5282,5438,5437,5283,5284,5439,5283,5439,5438,5284,5285,5440,5284,5440,5439,5285,5286,5441,5285,5441,5440,5286,5287,5442,5286,5442,5441,5287,5288,5443,5287,5443,5442,5288,5289,5444,5288,5444,5443,5289,5290,5445,5289,5445,5444,5290,5291,5446,5290,5446,5445,5291,5292,5447,5291,5447,5446,5292,5293,5448,5292,5448,5447,5293,5294,5449,5293,5449,5448,5294,5295,5450,5294,5450,5449,5295,5296,5451,5295,5451,5450,5296,5297,5452,5296,5452,5451,5297,5298,5453,5297,5453,5452,5298,5299,5454,5298,5454,5453,5299,5300,5455,5299,5455,5454,5300,5301,5456,5300,5456,5455,5301,5302,5457,5301,5457,5456,5302,5303,5458,5302,5458,5457,5303,5304,5459,5303,5459,5458,5304,5305,5460,5304,5460,5459,5305,5306,5461,5305,5461,5460,5306,5307,5462,5306,5462,5461,5307,5308,5463,5307,5463,5462,5308,5309,5464,5308,5464,5463,5309,5310,5465,5309,5465,5464,5310,5311,5466,5310,5466,5465,5311,5312,5467,5311,5467,5466,5312,5313,5468,5312,5468,5467,5313,5314,5469,5313,5469,5468,5314,5315,5470,5314,5470,5469,5315,5316,5471,5315,5471,5470,5316,5317,5472,5316,5472,5471,5317,5318,5473,5317,5473,5472,5318,5319,5474,5318,5474,5473,5319,5320,5475,5319,5475,5474,5320,5321,5476,5320,5476,5475,5321,5322,5477,5321,5477,5476,5322,5323,5478,5322,5478,5477,5323,5324,5479,5323,5479,5478,5324,5325,5480,5324,5480,5479,5325,5326,5481,5325,5481,5480,5326,5327,5482,5326,5482,5481,5327,5328,5483,5327,5483,5482,5328,5329,5484,5328,5484,5483,5329,5330,5485,5329,5485,5484,5330,5331,5486,5330,5486,5485,5331,5332,5487,5331,5487,5486,5332,5333,5488,5332,5488,5487,5333,5334,5489,5333,5489,5488,5334,5335,5490,5334,5490,5489,5335,5336,5491,5335,5491,5490,5336,5337,5492,5336,5492,5491,5337,5338,5493,5337,5493,5492,5338,5339,5494,5338,5494,5493,5339,5340,5495,5339,5495,5494,5340,5341,5496,5340,5496,5495,5341,5342,5497,5341,5497,5496,5342,5343,5498,5342,5498,5497,5343,5344,5499,5343,5499,5498,5344,5345,5500,5344,5500,5499,5345,5346,5501,5345,5501,5500,5346,5347,5502,5346,5502,5501,5347,5348,5503,5347,5503,5502,5348,5349,5504,5348,5504,5503,5349,5350,5505,5349,5505,5504,5350,5351,5506,5350,5506,5505,5351,5352,5507,5351,5507,5506,5352,5353,5508,5352,5508,5507,5353,5354,5509,5353,5509,5508,5354,5355,5510,5354,5510,5509,5355,5356,5511,5355,5511,5510,5356,5357,5512,5356,5512,5511,5357,5358,5513,5357,5513,5512,5358,5359,5514,5358,5514,5513,5359,5360,5515,5359,5515,5514,5360,5361,5516,5360,5516,5515,5361,5362,5517,5361,5517,5516,5362,5363,5518,5362,5518,5517,5363,5364,5519,5363,5519,5518,5364,5365,5520,5364,5520,5519,5365,5366,5521,5365,5521,5520,5366,5367,5522,5366,5522,5521,5367,5368,5523,5367,5523,5522,5368,5369,5524,5368,5524,5523,5369,5370,5525,5369,5525,5524,5370,5371,5526,5370,5526,5525,5371,5372,5527,5371,5527,5526,5372,5373,5528,5372,5528,5527,5373,5374,5529,5373,5529,5528,5374,5375,5530,5374,5530,5529,5375,5376,5531,5375,5531,5530,5376,5377,5532,5376,5532,5531,5377,5378,5533,5377,5533,5532,5378,5379,5534,5378,5534,5533,5379,5380,5535,5379,5535,5534,5380,5381,5536,5380,5536,5535,5381,5382,5537,5381,5537,5536,5382,5383,5538,5382,5538,5537,5383,5384,5539,5383,5539,5538,5384,5385,5540,5384,5540,5539,5385,5386,5541,5385,5541,5540,5386,5387,5542,5386,5542,5541,5387,5388,5543,5387,5543,5542,5388,5389,5544,5388,5544,5543,5389,5390,5545,5389,5545,5544,5390,5391,5546,5390,5546,5545,5391,5392,5547,5391,5547,5546,5392,5393,5548,5392,5548,5547,5393,5394,5549,5393,5549,5548,5394,5395,5550,5394,5550,5549,5395,5396,5551,5395,5551,5550,5396,5397,5552,5396,5552,5551,5397,5398,5553,5397,5553,5552,5398,5399,5554,5398,5554,5553,5399,5400,5555,5399,5555,5554,5400,5401,5556,5400,5556,5555,5401,5402,5557,5401,5557,5556,5402,5403,5558,5402,5558,5557,5403,5404,5559,5403,5559,5558,5404,5405,5560,5404,5560,5559,5405,5406,5561,5405,5561,5560,5406,5407,5562,5406,5562,5561,5407,5408,5563,5407,5563,5562,5408,5409,5564,5408,5564,5563,5409,5410,5565,5409,5565,5564,5410,5411,5566,5410,5566,5565,5411,5412,5567,5411,5567,5566,5412,5413,5568,5412,5568,5567,5413,5414,5569,5413,5569,5568,5414,5415,5570,5414,5570,5569,5415,5416,5571,5415,5571,5570,5416,5417,5572,5416,5572,5571,5417,5418,5573,5417,5573,5572,5418,5419,5574,5418,5574,5573,5419,5420,5575,5419,5575,5574,5420,5421,5576,5420,5576,5575,5421,5422,5577,5421,5577,5576,5422,5423,5578,5422,5578,5577,5423,5424,5579,5423,5579,5578,5425,5426,5581,5425,5581,5580,5426,5427,5582,5426,5582,5581,5427,5428,5583,5427,5583,5582,5428,5429,5584,5428,5584,5583,5429,5430,5585,5429,5585,5584,5430,5431,5586,5430,5586,5585,5431,5432,5587,5431,5587,5586,5432,5433,5588,5432,5588,5587,5433,5434,5589,5433,5589,5588,5434,5435,5590,5434,5590,5589,5435,5436,5591,5435,5591,5590,5436,5437,5592,5436,5592,5591,5437,5438,5593,5437,5593,5592,5438,5439,5594,5438,5594,5593,5439,5440,5595,5439,5595,5594,5440,5441,5596,5440,5596,5595,5441,5442,5597,5441,5597,5596,5442,5443,5598,5442,5598,5597,5443,5444,5599,5443,5599,5598,5444,5445,5600,5444,5600,5599,5445,5446,5601,5445,5601,5600,5446,5447,5602,5446,5602,5601,5447,5448,5603,5447,5603,5602,5448,5449,5604,5448,5604,5603,5449,5450,5605,5449,5605,5604,5450,5451,5606,5450,5606,5605,5451,5452,5607,5451,5607,5606,5452,5453,5608,5452,5608,5607,5453,5454,5609,5453,5609,5608,5454,5455,5610,5454,5610,5609,5455,5456,5611,5455,5611,5610,5456,5457,5612,5456,5612,5611,5457,5458,5613,5457,5613,5612,5458,5459,5614,5458,5614,5613,5459,5460,5615,5459,5615,5614,5460,5461,5616,5460,5616,5615,5461,5462,5617,5461,5617,5616,5462,5463,5618,5462,5618,5617,5463,5464,5619,5463,5619,5618,5464,5465,5620,5464,5620,5619,5465,5466,5621,5465,5621,5620,5466,5467,5622,5466,5622,5621,5467,5468,5623,5467,5623,5622,5468,5469,5624,5468,5624,5623,5469,5470,5625,5469,5625,5624,5470,5471,5626,5470,5626,5625,5471,5472,5627,5471,5627,5626,5472,5473,5628,5472,5628,5627,5473,5474,5629,5473,5629,5628,5474,5475,5630,5474,5630,5629,5475,5476,5631,5475,5631,5630,5476,5477,5632,5476,5632,5631,5477,5478,5633,5477,5633,5632,5478,5479,5634,5478,5634,5633,5479,5480,5635,5479,5635,5634,5480,5481,5636,5480,5636,5635,5481,5482,5637,5481,5637,5636,5482,5483,5638,5482,5638,5637,5483,5484,5639,5483,5639,5638,5484,5485,5640,5484,5640,5639,5485,5486,5641,5485,5641,5640,5486,5487,5642,5486,5642,5641,5487,5488,5643,5487,5643,5642,5488,5489,5644,5488,5644,5643,5489,5490,5645,5489,5645,5644,5490,5491,5646,5490,5646,5645,5491,5492,5647,5491,5647,5646,5492,5493,5648,5492,5648,5647,5493,5494,5649,5493,5649,5648,5494,5495,5650,5494,5650,5649,5495,5496,5651,5495,5651,5650,5496,5497,5652,5496,5652,5651,5497,5498,5653,5497,5653,5652,5498,5499,5654,5498,5654,5653,5499,5500,5655,5499,5655,5654,5500,5501,5656,5500,5656,5655,5501,5502,5657,5501,5657,5656,5502,5503,5658,5502,5658,5657,5503,5504,5659,5503,5659,5658,5504,5505,5660,5504,5660,5659,5505,5506,5661,5505,5661,5660,5506,5507,5662,5506,5662,5661,5507,5508,5663,5507,5663,5662,5508,5509,5664,5508,5664,5663,5509,5510,5665,5509,5665,5664,5510,5511,5666,5510,5666,5665,5511,5512,5667,5511,5667,5666,5512,5513,5668,5512,5668,5667,5513,5514,5669,5513,5669,5668,5514,5515,5670,5514,5670,5669,5515,5516,5671,5515,5671,5670,5516,5517,5672,5516,5672,5671,5517,5518,5673,5517,5673,5672,5518,5519,5674,5518,5674,5673,5519,5520,5675,5519,5675,5674,5520,5521,5676,5520,5676,5675,5521,5522,5677,5521,5677,5676,5522,5523,5678,5522,5678,5677,5523,5524,5679,5523,5679,5678,5524,5525,5680,5524,5680,5679,5525,5526,5681,5525,5681,5680,5526,5527,5682,5526,5682,5681,5527,5528,5683,5527,5683,5682,5528,5529,5684,5528,5684,5683,5529,5530,5685,5529,5685,5684,5530,5531,5686,5530,5686,5685,5531,5532,5687,5531,5687,5686,5532,5533,5688,5532,5688,5687,5533,5534,5689,5533,5689,5688,5534,5535,5690,5534,5690,5689,5535,5536,5691,5535,5691,5690,5536,5537,5692,5536,5692,5691,5537,5538,5693,5537,5693,5692,5538,5539,5694,5538,5694,5693,5539,5540,5695,5539,5695,5694,5540,5541,5696,5540,5696,5695,5541,5542,5697,5541,5697,5696,5542,5543,5698,5542,5698,5697,5543,5544,5699,5543,5699,5698,5544,5545,5700,5544,5700,5699,5545,5546,5701,5545,5701,5700,5546,5547,5702,5546,5702,5701,5547,5548,5703,5547,5703,5702,5548,5549,5704,5548,5704,5703,5549,5550,5705,5549,5705,5704,5550,5551,5706,5550,5706,5705,5551,5552,5707,5551,5707,5706,5552,5553,5708,5552,5708,5707,5553,5554,5709,5553,5709,5708,5554,5555,5710,5554,5710,5709,5555,5556,5711,5555,5711,5710,5556,5557,5712,5556,5712,5711,5557,5558,5713,5557,5713,5712,5558,5559,5714,5558,5714,5713,5559,5560,5715,5559,5715,5714,5560,5561,5716,5560,5716,5715,5561,5562,5717,5561,5717,5716,5562,5563,5718,5562,5718,5717,5563,5564,5719,5563,5719,5718,5564,5565,5720,5564,5720,5719,5565,5566,5721,5565,5721,5720,5566,5567,5722,5566,5722,5721,5567,5568,5723,5567,5723,5722,5568,5569,5724,5568,5724,5723,5569,5570,5725,5569,5725,5724,5570,5571,5726,5570,5726,5725,5571,5572,5727,5571,5727,5726,5572,5573,5728,5572,5728,5727,5573,5574,5729,5573,5729,5728,5574,5575,5730,5574,5730,5729,5575,5576,5731,5575,5731,5730,5576,5577,5732,5576,5732,5731,5577,5578,5733,5577,5733,5732,5578,5579,5734,5578,5734,5733,5580,5581,5736,5580,5736,5735,5581,5582,5737,5581,5737,5736,5582,5583,5738,5582,5738,5737,5583,5584,5739,5583,5739,5738,5584,5585,5740,5584,5740,5739,5585,5586,5741,5585,5741,5740,5586,5587,5742,5586,5742,5741,5587,5588,5743,5587,5743,5742,5588,5589,5744,5588,5744,5743,5589,5590,5745,5589,5745,5744,5590,5591,5746,5590,5746,5745,5591,5592,5747,5591,5747,5746,5592,5593,5748,5592,5748,5747,5593,5594,5749,5593,5749,5748,5594,5595,5750,5594,5750,5749,5595,5596,5751,5595,5751,5750,5596,5597,5752,5596,5752,5751,5597,5598,5753,5597,5753,5752,5598,5599,5754,5598,5754,5753,5599,5600,5755,5599,5755,5754,5600,5601,5756,5600,5756,5755,5601,5602,5757,5601,5757,5756,5602,5603,5758,5602,5758,5757,5603,5604,5759,5603,5759,5758,5604,5605,5760,5604,5760,5759,5605,5606,5761,5605,5761,5760,5606,5607,5762,5606,5762,5761,5607,5608,5763,5607,5763,5762,5608,5609,5764,5608,5764,5763,5609,5610,5765,5609,5765,5764,5610,5611,5766,5610,5766,5765,5611,5612,5767,5611,5767,5766,5612,5613,5768,5612,5768,5767,5613,5614,5769,5613,5769,5768,5614,5615,5770,5614,5770,5769,5615,5616,5771,5615,5771,5770,5616,5617,5772,5616,5772,5771,5617,5618,5773,5617,5773,5772,5618,5619,5774,5618,5774,5773,5619,5620,5775,5619,5775,5774,5620,5621,5776,5620,5776,5775,5621,5622,5777,5621,5777,5776,5622,5623,5778,5622,5778,5777,5623,5624,5779,5623,5779,5778,5624,5625,5780,5624,5780,5779,5625,5626,5781,5625,5781,5780,5626,5627,5782,5626,5782,5781,5627,5628,5783,5627,5783,5782,5628,5629,5784,5628,5784,5783,5629,5630,5785,5629,5785,5784,5630,5631,5786,5630,5786,5785,5631,5632,5787,5631,5787,5786,5632,5633,5788,5632,5788,5787,5633,5634,5789,5633,5789,5788,5634,5635,5790,5634,5790,5789,5635,5636,5791,5635,5791,5790,5636,5637,5792,5636,5792,5791,5637,5638,5793,5637,5793,5792,5638,5639,5794,5638,5794,5793,5639,5640,5795,5639,5795,5794,5640,5641,5796,5640,5796,5795,5641,5642,5797,5641,5797,5796,5642,5643,5798,5642,5798,5797,5643,5644,5799,5643,5799,5798,5644,5645,5800,5644,5800,5799,5645,5646,5801,5645,5801,5800,5646,5647,5802,5646,5802,5801,5647,5648,5803,5647,5803,5802,5648,5649,5804,5648,5804,5803,5649,5650,5805,5649,5805,5804,5650,5651,5806,5650,5806,5805,5651,5652,5807,5651,5807,5806,5652,5653,5808,5652,5808,5807,5653,5654,5809,5653,5809,5808,5654,5655,5810,5654,5810,5809,5655,5656,5811,5655,5811,5810,5656,5657,5812,5656,5812,5811,5657,5658,5813,5657,5813,5812,5658,5659,5814,5658,5814,5813,5659,5660,5815,5659,5815,5814,5660,5661,5816,5660,5816,5815,5661,5662,5817,5661,5817,5816,5662,5663,5818,5662,5818,5817,5663,5664,5819,5663,5819,5818,5664,5665,5820,5664,5820,5819,5665,5666,5821,5665,5821,5820,5666,5667,5822,5666,5822,5821,5667,5668,5823,5667,5823,5822,5668,5669,5824,5668,5824,5823,5669,5670,5825,5669,5825,5824,5670,5671,5826,5670,5826,5825,5671,5672,5827,5671,5827,5826,5672,5673,5828,5672,5828,5827,5673,5674,5829,5673,5829,5828,5674,5675,5830,5674,5830,5829,5675,5676,5831,5675,5831,5830,5676,5677,5832,5676,5832,5831,5677,5678,5833,5677,5833,5832,5678,5679,5834,5678,5834,5833,5679,5680,5835,5679,5835,5834,5680,5681,5836,5680,5836,5835,5681,5682,5837,5681,5837,5836,5682,5683,5838,5682,5838,5837,5683,5684,5839,5683,5839,5838,5684,5685,5840,5684,5840,5839,5685,5686,5841,5685,5841,5840,5686,5687,5842,5686,5842,5841,5687,5688,5843,5687,5843,5842,5688,5689,5844,5688,5844,5843,5689,5690,5845,5689,5845,5844,5690,5691,5846,5690,5846,5845,5691,5692,5847,5691,5847,5846,5692,5693,5848,5692,5848,5847,5693,5694,5849,5693,5849,5848,5694,5695,5850,5694,5850,5849,5695,5696,5851,5695,5851,5850,5696,5697,5852,5696,5852,5851,5697,5698,5853,5697,5853,5852,5698,5699,5854,5698,5854,5853,5699,5700,5855,5699,5855,5854,5700,5701,5856,5700,5856,5855,5701,5702,5857,5701,5857,5856,5702,5703,5858,5702,5858,5857,5703,5704,5859,5703,5859,5858,5704,5705,5860,5704,5860,5859,5705,5706,5861,5705,5861,5860,5706,5707,5862,5706,5862,5861,5707,5708,5863,5707,5863,5862,5708,5709,5864,5708,5864,5863,5709,5710,5865,5709,5865,5864,5710,5711,5866,5710,5866,5865,5711,5712,5867,5711,5867,5866,5712,5713,5868,5712,5868,5867,5713,5714,5869,5713,5869,5868,5714,5715,5870,5714,5870,5869,5715,5716,5871,5715,5871,5870,5716,5717,5872,5716,5872,5871,5717,5718,5873,5717,5873,5872,5718,5719,5874,5718,5874,5873,5719,5720,5875,5719,5875,5874,5720,5721,5876,5720,5876,5875,5721,5722,5877,5721,5877,5876,5722,5723,5878,5722,5878,5877,5723,5724,5879,5723,5879,5878,5724,5725,5880,5724,5880,5879,5725,5726,5881,5725,5881,5880,5726,5727,5882,5726,5882,5881,5727,5728,5883,5727,5883,5882,5728,5729,5884,5728,5884,5883,5729,5730,5885,5729,5885,5884,5730,5731,5886,5730,5886,5885,5731,5732,5887,5731,5887,5886,5732,5733,5888,5732,5888,5887,5733,5734,5889,5733,5889,5888,5735,5736,5891,5735,5891,5890,5736,5737,5892,5736,5892,5891,5737,5738,5893,5737,5893,5892,5738,5739,5894,5738,5894,5893,5739,5740,5895,5739,5895,5894,5740,5741,5896,5740,5896,5895,5741,5742,5897,5741,5897,5896,5742,5743,5898,5742,5898,5897,5743,5744,5899,5743,5899,5898,5744,5745,5900,5744,5900,5899,5745,5746,5901,5745,5901,5900,5746,5747,5902,5746,5902,5901,5747,5748,5903,5747,5903,5902,5748,5749,5904,5748,5904,5903,5749,5750,5905,5749,5905,5904,5750,5751,5906,5750,5906,5905,5751,5752,5907,5751,5907,5906,5752,5753,5908,5752,5908,5907,5753,5754,5909,5753,5909,5908,5754,5755,5910,5754,5910,5909,5755,5756,5911,5755,5911,5910,5756,5757,5912,5756,5912,5911,5757,5758,5913,5757,5913,5912,5758,5759,5914,5758,5914,5913,5759,5760,5915,5759,5915,5914,5760,5761,5916,5760,5916,5915,5761,5762,5917,5761,5917,5916,5762,5763,5918,5762,5918,5917,5763,5764,5919,5763,5919,5918,5764,5765,5920,5764,5920,5919,5765,5766,5921,5765,5921,5920,5766,5767,5922,5766,5922,5921,5767,5768,5923,5767,5923,5922,5768,5769,5924,5768,5924,5923,5769,5770,5925,5769,5925,5924,5770,5771,5926,5770,5926,5925,5771,5772,5927,5771,5927,5926,5772,5773,5928,5772,5928,5927,5773,5774,5929,5773,5929,5928,5774,5775,5930,5774,5930,5929,5775,5776,5931,5775,5931,5930,5776,5777,5932,5776,5932,5931,5777,5778,5933,5777,5933,5932,5778,5779,5934,5778,5934,5933,5779,5780,5935,5779,5935,5934,5780,5781,5936,5780,5936,5935,5781,5782,5937,5781,5937,5936,5782,5783,5938,5782,5938,5937,5783,5784,5939,5783,5939,5938,5784,5785,5940,5784,5940,5939,5785,5786,5941,5785,5941,5940,5786,5787,5942,5786,5942,5941,5787,5788,5943,5787,5943,5942,5788,5789,5944,5788,5944,5943,5789,5790,5945,5789,5945,5944,5790,5791,5946,5790,5946,5945,5791,5792,5947,5791,5947,5946,5792,5793,5948,5792,5948,5947,5793,5794,5949,5793,5949,5948,5794,5795,5950,5794,5950,5949,5795,5796,5951,5795,5951,5950,5796,5797,5952,5796,5952,5951,5797,5798,5953,5797,5953,5952,5798,5799,5954,5798,5954,5953,5799,5800,5955,5799,5955,5954,5800,5801,5956,5800,5956,5955,5801,5802,5957,5801,5957,5956,5802,5803,5958,5802,5958,5957,5803,5804,5959,5803,5959,5958,5804,5805,5960,5804,5960,5959,5805,5806,5961,5805,5961,5960,5806,5807,5962,5806,5962,5961,5807,5808,5963,5807,5963,5962,5808,5809,5964,5808,5964,5963,5809,5810,5965,5809,5965,5964,5810,5811,5966,5810,5966,5965,5811,5812,5967,5811,5967,5966,5812,5813,5968,5812,5968,5967,5813,5814,5969,5813,5969,5968,5814,5815,5970,5814,5970,5969,5815,5816,5971,5815,5971,5970,5816,5817,5972,5816,5972,5971,5817,5818,5973,5817,5973,5972,5818,5819,5974,5818,5974,5973,5819,5820,5975,5819,5975,5974,5820,5821,5976,5820,5976,5975,5821,5822,5977,5821,5977,5976,5822,5823,5978,5822,5978,5977,5823,5824,5979,5823,5979,5978,5824,5825,5980,5824,5980,5979,5825,5826,5981,5825,5981,5980,5826,5827,5982,5826,5982,5981,5827,5828,5983,5827,5983,5982,5828,5829,5984,5828,5984,5983,5829,5830,5985,5829,5985,5984,5830,5831,5986,5830,5986,5985,5831,5832,5987,5831,5987,5986,5832,5833,5988,5832,5988,5987,5833,5834,5989,5833,5989,5988,5834,5835,5990,5834,5990,5989,5835,5836,5991,5835,5991,5990,5836,5837,5992,5836,5992,5991,5837,5838,5993,5837,5993,5992,5838,5839,5994,5838,5994,5993,5839,5840,5995,5839,5995,5994,5840,5841,5996,5840,5996,5995,5841,5842,5997,5841,5997,5996,5842,5843,5998,5842,5998,5997,5843,5844,5999,5843,5999,5998,5844,5845,6000,5844,6000,5999,5845,5846,6001,5845,6001,6000,5846,5847,6002,5846,6002,6001,5847,5848,6003,5847,6003,6002,5848,5849,6004,5848,6004,6003,5849,5850,6005,5849,6005,6004,5850,5851,6006,5850,6006,6005,5851,5852,6007,5851,6007,6006,5852,5853,6008,5852,6008,6007,5853,5854,6009,5853,6009,6008,5854,5855,6010,5854,6010,6009,5855,5856,6011,5855,6011,6010,5856,5857,6012,5856,6012,6011,5857,5858,6013,5857,6013,6012,5858,5859,6014,5858,6014,6013,5859,5860,6015,5859,6015,6014,5860,5861,6016,5860,6016,6015,5861,5862,6017,5861,6017,6016,5862,5863,6018,5862,6018,6017,5863,5864,6019,5863,6019,6018,5864,5865,6020,5864,6020,6019,5865,5866,6021,5865,6021,6020,5866,5867,6022,5866,6022,6021,5867,5868,6023,5867,6023,6022,5868,5869,6024,5868,6024,6023,5869,5870,6025,5869,6025,6024,5870,5871,6026,5870,6026,6025,5871,5872,6027,5871,6027,6026,5872,5873,6028,5872,6028,6027,5873,5874,6029,5873,6029,6028,5874,5875,6030,5874,6030,6029,5875,5876,6031,5875,6031,6030,5876,5877,6032,5876,6032,6031,5877,5878,6033,5877,6033,6032,5878,5879,6034,5878,6034,6033,5879,5880,6035,5879,6035,6034,5880,5881,6036,5880,6036,6035,5881,5882,6037,5881,6037,6036,5882,5883,6038,5882,6038,6037,5883,5884,6039,5883,6039,6038,5884,5885,6040,5884,6040,6039,5885,5886,6041,5885,6041,6040,5886,5887,6042,5886,6042,6041,5887,5888,6043,5887,6043,6042,5888,5889,6044,5888,6044,6043,5890,5891,6046,5890,6046,6045,5891,5892,6047,5891,6047,6046,5892,5893,6048,5892,6048,6047,5893,5894,6049,5893,6049,6048,5894,5895,6050,5894,6050,6049,5895,5896,6051,5895,6051,6050,5896,5897,6052,5896,6052,6051,5897,5898,6053,5897,6053,6052,5898,5899,6054,5898,6054,6053,5899,5900,6055,5899,6055,6054,5900,5901,6056,5900,6056,6055,5901,5902,6057,5901,6057,6056,5902,5903,6058,5902,6058,6057,5903,5904,6059,5903,6059,6058,5904,5905,6060,5904,6060,6059,5905,5906,6061,5905,6061,6060,5906,5907,6062,5906,6062,6061,5907,5908,6063,5907,6063,6062,5908,5909,6064,5908,6064,6063,5909,5910,6065,5909,6065,6064,5910,5911,6066,5910,6066,6065,5911,5912,6067,5911,6067,6066,5912,5913,6068,5912,6068,6067,5913,5914,6069,5913,6069,6068,5914,5915,6070,5914,6070,6069,5915,5916,6071,5915,6071,6070,5916,5917,6072,5916,6072,6071,5917,5918,6073,5917,6073,6072,5918,5919,6074,5918,6074,6073,5919,5920,6075,5919,6075,6074,5920,5921,6076,5920,6076,6075,5921,5922,6077,5921,6077,6076,5922,5923,6078,5922,6078,6077,5923,5924,6079,5923,6079,6078,5924,5925,6080,5924,6080,6079,5925,5926,6081,5925,6081,6080,5926,5927,6082,5926,6082,6081,5927,5928,6083,5927,6083,6082,5928,5929,6084,5928,6084,6083,5929,5930,6085,5929,6085,6084,5930,5931,6086,5930,6086,6085,5931,5932,6087,5931,6087,6086,5932,5933,6088,5932,6088,6087,5933,5934,6089,5933,6089,6088,5934,5935,6090,5934,6090,6089,5935,5936,6091,5935,6091,6090,5936,5937,6092,5936,6092,6091,5937,5938,6093,5937,6093,6092,5938,5939,6094,5938,6094,6093,5939,5940,6095,5939,6095,6094,5940,5941,6096,5940,6096,6095,5941,5942,6097,5941,6097,6096,5942,5943,6098,5942,6098,6097,5943,5944,6099,5943,6099,6098,5944,5945,6100,5944,6100,6099,5945,5946,6101,5945,6101,6100,5946,5947,6102,5946,6102,6101,5947,5948,6103,5947,6103,6102,5948,5949,6104,5948,6104,6103,5949,5950,6105,5949,6105,6104,5950,5951,6106,5950,6106,6105,5951,5952,6107,5951,6107,6106,5952,5953,6108,5952,6108,6107,5953,5954,6109,5953,6109,6108,5954,5955,6110,5954,6110,6109,5955,5956,6111,5955,6111,6110,5956,5957,6112,5956,6112,6111,5957,5958,6113,5957,6113,6112,5958,5959,6114,5958,6114,6113,5959,5960,6115,5959,6115,6114,5960,5961,6116,5960,6116,6115,5961,5962,6117,5961,6117,6116,5962,5963,6118,5962,6118,6117,5963,5964,6119,5963,6119,6118,5964,5965,6120,5964,6120,6119,5965,5966,6121,5965,6121,6120,5966,5967,6122,5966,6122,6121,5967,5968,6123,5967,6123,6122,5968,5969,6124,5968,6124,6123,5969,5970,6125,5969,6125,6124,5970,5971,6126,5970,6126,6125,5971,5972,6127,5971,6127,6126,5972,5973,6128,5972,6128,6127,5973,5974,6129,5973,6129,6128,5974,5975,6130,5974,6130,6129,5975,5976,6131,5975,6131,6130,5976,5977,6132,5976,6132,6131,5977,5978,6133,5977,6133,6132,5978,5979,6134,5978,6134,6133,5979,5980,6135,5979,6135,6134,5980,5981,6136,5980,6136,6135,5981,5982,6137,5981,6137,6136,5982,5983,6138,5982,6138,6137,5983,5984,6139,5983,6139,6138,5984,5985,6140,5984,6140,6139,5985,5986,6141,5985,6141,6140,5986,5987,6142,5986,6142,6141,5987,5988,6143,5987,6143,6142,5988,5989,6144,5988,6144,6143,5989,5990,6145,5989,6145,6144,5990,5991,6146,5990,6146,6145,5991,5992,6147,5991,6147,6146,5992,5993,6148,5992,6148,6147,5993,5994,6149,5993,6149,6148,5994,5995,6150,5994,6150,6149,5995,5996,6151,5995,6151,6150,5996,5997,6152,5996,6152,6151,5997,5998,6153,5997,6153,6152,5998,5999,6154,5998,6154,6153,5999,6000,6155,5999,6155,6154,6000,6001,6156,6000,6156,6155,6001,6002,6157,6001,6157,6156,6002,6003,6158,6002,6158,6157,6003,6004,6159,6003,6159,6158,6004,6005,6160,6004,6160,6159,6005,6006,6161,6005,6161,6160,6006,6007,6162,6006,6162,6161,6007,6008,6163,6007,6163,6162,6008,6009,6164,6008,6164,6163,6009,6010,6165,6009,6165,6164,6010,6011,6166,6010,6166,6165,6011,6012,6167,6011,6167,6166,6012,6013,6168,6012,6168,6167,6013,6014,6169,6013,6169,6168,6014,6015,6170,6014,6170,6169,6015,6016,6171,6015,6171,6170,6016,6017,6172,6016,6172,6171,6017,6018,6173,6017,6173,6172,6018,6019,6174,6018,6174,6173,6019,6020,6175,6019,6175,6174,6020,6021,6176,6020,6176,6175,6021,6022,6177,6021,6177,6176,6022,6023,6178,6022,6178,6177,6023,6024,6179,6023,6179,6178,6024,6025,6180,6024,6180,6179,6025,6026,6181,6025,6181,6180,6026,6027,6182,6026,6182,6181,6027,6028,6183,6027,6183,6182,6028,6029,6184,6028,6184,6183,6029,6030,6185,6029,6185,6184,6030,6031,6186,6030,6186,6185,6031,6032,6187,6031,6187,6186,6032,6033,6188,6032,6188,6187,6033,6034,6189,6033,6189,6188,6034,6035,6190,6034,6190,6189,6035,6036,6191,6035,6191,6190,6036,6037,6192,6036,6192,6191,6037,6038,6193,6037,6193,6192,6038,6039,6194,6038,6194,6193,6039,6040,6195,6039,6195,6194,6040,6041,6196,6040,6196,6195,6041,6042,6197,6041,6197,6196,6042,6043,6198,6042,6198,6197,6043,6044,6199,6043,6199,6198,6045,6046,6201,6045,6201,6200,6046,6047,6202,6046,6202,6201,6047,6048,6203,6047,6203,6202,6048,6049,6204,6048,6204,6203,6049,6050,6205,6049,6205,6204,6050,6051,6206,6050,6206,6205,6051,6052,6207,6051,6207,6206,6052,6053,6208,6052,6208,6207,6053,6054,6209,6053,6209,6208,6054,6055,6210,6054,6210,6209,6055,6056,6211,6055,6211,6210,6056,6057,6212,6056,6212,6211,6057,6058,6213,6057,6213,6212,6058,6059,6214,6058,6214,6213,6059,6060,6215,6059,6215,6214,6060,6061,6216,6060,6216,6215,6061,6062,6217,6061,6217,6216,6062,6063,6218,6062,6218,6217,6063,6064,6219,6063,6219,6218,6064,6065,6220,6064,6220,6219,6065,6066,6221,6065,6221,6220,6066,6067,6222,6066,6222,6221,6067,6068,6223,6067,6223,6222,6068,6069,6224,6068,6224,6223,6069,6070,6225,6069,6225,6224,6070,6071,6226,6070,6226,6225,6071,6072,6227,6071,6227,6226,6072,6073,6228,6072,6228,6227,6073,6074,6229,6073,6229,6228,6074,6075,6230,6074,6230,6229,6075,6076,6231,6075,6231,6230,6076,6077,6232,6076,6232,6231,6077,6078,6233,6077,6233,6232,6078,6079,6234,6078,6234,6233,6079,6080,6235,6079,6235,6234,6080,6081,6236,6080,6236,6235,6081,6082,6237,6081,6237,6236,6082,6083,6238,6082,6238,6237,6083,6084,6239,6083,6239,6238,6084,6085,6240,6084,6240,6239,6085,6086,6241,6085,6241,6240,6086,6087,6242,6086,6242,6241,6087,6088,6243,6087,6243,6242,6088,6089,6244,6088,6244,6243,6089,6090,6245,6089,6245,6244,6090,6091,6246,6090,6246,6245,6091,6092,6247,6091,6247,6246,6092,6093,6248,6092,6248,6247,6093,6094,6249,6093,6249,6248,6094,6095,6250,6094,6250,6249,6095,6096,6251,6095,6251,6250,6096,6097,6252,6096,6252,6251,6097,6098,6253,6097,6253,6252,6098,6099,6254,6098,6254,6253,6099,6100,6255,6099,6255,6254,6100,6101,6256,6100,6256,6255,6101,6102,6257,6101,6257,6256,6102,6103,6258,6102,6258,6257,6103,6104,6259,6103,6259,6258,6104,6105,6260,6104,6260,6259,6105,6106,6261,6105,6261,6260,6106,6107,6262,6106,6262,6261,6107,6108,6263,6107,6263,6262,6108,6109,6264,6108,6264,6263,6109,6110,6265,6109,6265,6264,6110,6111,6266,6110,6266,6265,6111,6112,6267,6111,6267,6266,6112,6113,6268,6112,6268,6267,6113,6114,6269,6113,6269,6268,6114,6115,6270,6114,6270,6269,6115,6116,6271,6115,6271,6270,6116,6117,6272,6116,6272,6271,6117,6118,6273,6117,6273,6272,6118,6119,6274,6118,6274,6273,6119,6120,6275,6119,6275,6274,6120,6121,6276,6120,6276,6275,6121,6122,6277,6121,6277,6276,6122,6123,6278,6122,6278,6277,6123,6124,6279,6123,6279,6278,6124,6125,6280,6124,6280,6279,6125,6126,6281,6125,6281,6280,6126,6127,6282,6126,6282,6281,6127,6128,6283,6127,6283,6282,6128,6129,6284,6128,6284,6283,6129,6130,6285,6129,6285,6284,6130,6131,6286,6130,6286,6285,6131,6132,6287,6131,6287,6286,6132,6133,6288,6132,6288,6287,6133,6134,6289,6133,6289,6288,6134,6135,6290,6134,6290,6289,6135,6136,6291,6135,6291,6290,6136,6137,6292,6136,6292,6291,6137,6138,6293,6137,6293,6292,6138,6139,6294,6138,6294,6293,6139,6140,6295,6139,6295,6294,6140,6141,6296,6140,6296,6295,6141,6142,6297,6141,6297,6296,6142,6143,6298,6142,6298,6297,6143,6144,6299,6143,6299,6298,6144,6145,6300,6144,6300,6299,6145,6146,6301,6145,6301,6300,6146,6147,6302,6146,6302,6301,6147,6148,6303,6147,6303,6302,6148,6149,6304,6148,6304,6303,6149,6150,6305,6149,6305,6304,6150,6151,6306,6150,6306,6305,6151,6152,6307,6151,6307,6306,6152,6153,6308,6152,6308,6307,6153,6154,6309,6153,6309,6308,6154,6155,6310,6154,6310,6309,6155,6156,6311,6155,6311,6310,6156,6157,6312,6156,6312,6311,6157,6158,6313,6157,6313,6312,6158,6159,6314,6158,6314,6313,6159,6160,6315,6159,6315,6314,6160,6161,6316,6160,6316,6315,6161,6162,6317,6161,6317,6316,6162,6163,6318,6162,6318,6317,6163,6164,6319,6163,6319,6318,6164,6165,6320,6164,6320,6319,6165,6166,6321,6165,6321,6320,6166,6167,6322,6166,6322,6321,6167,6168,6323,6167,6323,6322,6168,6169,6324,6168,6324,6323,6169,6170,6325,6169,6325,6324,6170,6171,6326,6170,6326,6325,6171,6172,6327,6171,6327,6326,6172,6173,6328,6172,6328,6327,6173,6174,6329,6173,6329,6328,6174,6175,6330,6174,6330,6329,6175,6176,6331,6175,6331,6330,6176,6177,6332,6176,6332,6331,6177,6178,6333,6177,6333,6332,6178,6179,6334,6178,6334,6333,6179,6180,6335,6179,6335,6334,6180,6181,6336,6180,6336,6335,6181,6182,6337,6181,6337,6336,6182,6183,6338,6182,6338,6337,6183,6184,6339,6183,6339,6338,6184,6185,6340,6184,6340,6339,6185,6186,6341,6185,6341,6340,6186,6187,6342,6186,6342,6341,6187,6188,6343,6187,6343,6342,6188,6189,6344,6188,6344,6343,6189,6190,6345,6189,6345,6344,6190,6191,6346,6190,6346,6345,6191,6192,6347,6191,6347,6346,6192,6193,6348,6192,6348,6347,6193,6194,6349,6193,6349,6348,6194,6195,6350,6194,6350,6349,6195,6196,6351,6195,6351,6350,6196,6197,6352,6196,6352,6351,6197,6198,6353,6197,6353,6352,6198,6199,6354,6198,6354,6353,6200,6201,6356,6200,6356,6355,6201,6202,6357,6201,6357,6356,6202,6203,6358,6202,6358,6357,6203,6204,6359,6203,6359,6358,6204,6205,6360,6204,6360,6359,6205,6206,6361,6205,6361,6360,6206,6207,6362,6206,6362,6361,6207,6208,6363,6207,6363,6362,6208,6209,6364,6208,6364,6363,6209,6210,6365,6209,6365,6364,6210,6211,6366,6210,6366,6365,6211,6212,6367,6211,6367,6366,6212,6213,6368,6212,6368,6367,6213,6214,6369,6213,6369,6368,6214,6215,6370,6214,6370,6369,6215,6216,6371,6215,6371,6370,6216,6217,6372,6216,6372,6371,6217,6218,6373,6217,6373,6372,6218,6219,6374,6218,6374,6373,6219,6220,6375,6219,6375,6374,6220,6221,6376,6220,6376,6375,6221,6222,6377,6221,6377,6376,6222,6223,6378,6222,6378,6377,6223,6224,6379,6223,6379,6378,6224,6225,6380,6224,6380,6379,6225,6226,6381,6225,6381,6380,6226,6227,6382,6226,6382,6381,6227,6228,6383,6227,6383,6382,6228,6229,6384,6228,6384,6383,6229,6230,6385,6229,6385,6384,6230,6231,6386,6230,6386,6385,6231,6232,6387,6231,6387,6386,6232,6233,6388,6232,6388,6387,6233,6234,6389,6233,6389,6388,6234,6235,6390,6234,6390,6389,6235,6236,6391,6235,6391,6390,6236,6237,6392,6236,6392,6391,6237,6238,6393,6237,6393,6392,6238,6239,6394,6238,6394,6393,6239,6240,6395,6239,6395,6394,6240,6241,6396,6240,6396,6395,6241,6242,6397,6241,6397,6396,6242,6243,6398,6242,6398,6397,6243,6244,6399,6243,6399,6398,6244,6245,6400,6244,6400,6399,6245,6246,6401,6245,6401,6400,6246,6247,6402,6246,6402,6401,6247,6248,6403,6247,6403,6402,6248,6249,6404,6248,6404,6403,6249,6250,6405,6249,6405,6404,6250,6251,6406,6250,6406,6405,6251,6252,6407,6251,6407,6406,6252,6253,6408,6252,6408,6407,6253,6254,6409,6253,6409,6408,6254,6255,6410,6254,6410,6409,6255,6256,6411,6255,6411,6410,6256,6257,6412,6256,6412,6411,6257,6258,6413,6257,6413,6412,6258,6259,6414,6258,6414,6413,6259,6260,6415,6259,6415,6414,6260,6261,6416,6260,6416,6415,6261,6262,6417,6261,6417,6416,6262,6263,6418,6262,6418,6417,6263,6264,6419,6263,6419,6418,6264,6265,6420,6264,6420,6419,6265,6266,6421,6265,6421,6420,6266,6267,6422,6266,6422,6421,6267,6268,6423,6267,6423,6422,6268,6269,6424,6268,6424,6423,6269,6270,6425,6269,6425,6424,6270,6271,6426,6270,6426,6425,6271,6272,6427,6271,6427,6426,6272,6273,6428,6272,6428,6427,6273,6274,6429,6273,6429,6428,6274,6275,6430,6274,6430,6429,6275,6276,6431,6275,6431,6430,6276,6277,6432,6276,6432,6431,6277,6278,6433,6277,6433,6432,6278,6279,6434,6278,6434,6433,6279,6280,6435,6279,6435,6434,6280,6281,6436,6280,6436,6435,6281,6282,6437,6281,6437,6436,6282,6283,6438,6282,6438,6437,6283,6284,6439,6283,6439,6438,6284,6285,6440,6284,6440,6439,6285,6286,6441,6285,6441,6440,6286,6287,6442,6286,6442,6441,6287,6288,6443,6287,6443,6442,6288,6289,6444,6288,6444,6443,6289,6290,6445,6289,6445,6444,6290,6291,6446,6290,6446,6445,6291,6292,6447,6291,6447,6446,6292,6293,6448,6292,6448,6447,6293,6294,6449,6293,6449,6448,6294,6295,6450,6294,6450,6449,6295,6296,6451,6295,6451,6450,6296,6297,6452,6296,6452,6451,6297,6298,6453,6297,6453,6452,6298,6299,6454,6298,6454,6453,6299,6300,6455,6299,6455,6454,6300,6301,6456,6300,6456,6455,6301,6302,6457,6301,6457,6456,6302,6303,6458,6302,6458,6457,6303,6304,6459,6303,6459,6458,6304,6305,6460,6304,6460,6459,6305,6306,6461,6305,6461,6460,6306,6307,6462,6306,6462,6461,6307,6308,6463,6307,6463,6462,6308,6309,6464,6308,6464,6463,6309,6310,6465,6309,6465,6464,6310,6311,6466,6310,6466,6465,6311,6312,6467,6311,6467,6466,6312,6313,6468,6312,6468,6467,6313,6314,6469,6313,6469,6468,6314,6315,6470,6314,6470,6469,6315,6316,6471,6315,6471,6470,6316,6317,6472,6316,6472,6471,6317,6318,6473,6317,6473,6472,6318,6319,6474,6318,6474,6473,6319,6320,6475,6319,6475,6474,6320,6321,6476,6320,6476,6475,6321,6322,6477,6321,6477,6476,6322,6323,6478,6322,6478,6477,6323,6324,6479,6323,6479,6478,6324,6325,6480,6324,6480,6479,6325,6326,6481,6325,6481,6480,6326,6327,6482,6326,6482,6481,6327,6328,6483,6327,6483,6482,6328,6329,6484,6328,6484,6483,6329,6330,6485,6329,6485,6484,6330,6331,6486,6330,6486,6485,6331,6332,6487,6331,6487,6486,6332,6333,6488,6332,6488,6487,6333,6334,6489,6333,6489,6488,6334,6335,6490,6334,6490,6489,6335,6336,6491,6335,6491,6490,6336,6337,6492,6336,6492,6491,6337,6338,6493,6337,6493,6492,6338,6339,6494,6338,6494,6493,6339,6340,6495,6339,6495,6494,6340,6341,6496,6340,6496,6495,6341,6342,6497,6341,6497,6496,6342,6343,6498,6342,6498,6497,6343,6344,6499,6343,6499,6498,6344,6345,6500,6344,6500,6499,6345,6346,6501,6345,6501,6500,6346,6347,6502,6346,6502,6501,6347,6348,6503,6347,6503,6502,6348,6349,6504,6348,6504,6503,6349,6350,6505,6349,6505,6504,6350,6351,6506,6350,6506,6505,6351,6352,6507,6351,6507,6506,6352,6353,6508,6352,6508,6507,6353,6354,6509,6353,6509,6508,6355,6356,6511,6355,6511,6510,6356,6357,6512,6356,6512,6511,6357,6358,6513,6357,6513,6512,6358,6359,6514,6358,6514,6513,6359,6360,6515,6359,6515,6514,6360,6361,6516,6360,6516,6515,6361,6362,6517,6361,6517,6516,6362,6363,6518,6362,6518,6517,6363,6364,6519,6363,6519,6518,6364,6365,6520,6364,6520,6519,6365,6366,6521,6365,6521,6520,6366,6367,6522,6366,6522,6521,6367,6368,6523,6367,6523,6522,6368,6369,6524,6368,6524,6523,6369,6370,6525,6369,6525,6524,6370,6371,6526,6370,6526,6525,6371,6372,6527,6371,6527,6526,6372,6373,6528,6372,6528,6527,6373,6374,6529,6373,6529,6528,6374,6375,6530,6374,6530,6529,6375,6376,6531,6375,6531,6530,6376,6377,6532,6376,6532,6531,6377,6378,6533,6377,6533,6532,6378,6379,6534,6378,6534,6533,6379,6380,6535,6379,6535,6534,6380,6381,6536,6380,6536,6535,6381,6382,6537,6381,6537,6536,6382,6383,6538,6382,6538,6537,6383,6384,6539,6383,6539,6538,6384,6385,6540,6384,6540,6539,6385,6386,6541,6385,6541,6540,6386,6387,6542,6386,6542,6541,6387,6388,6543,6387,6543,6542,6388,6389,6544,6388,6544,6543,6389,6390,6545,6389,6545,6544,6390,6391,6546,6390,6546,6545,6391,6392,6547,6391,6547,6546,6392,6393,6548,6392,6548,6547,6393,6394,6549,6393,6549,6548,6394,6395,6550,6394,6550,6549,6395,6396,6551,6395,6551,6550,6396,6397,6552,6396,6552,6551,6397,6398,6553,6397,6553,6552,6398,6399,6554,6398,6554,6553,6399,6400,6555,6399,6555,6554,6400,6401,6556,6400,6556,6555,6401,6402,6557,6401,6557,6556,6402,6403,6558,6402,6558,6557,6403,6404,6559,6403,6559,6558,6404,6405,6560,6404,6560,6559,6405,6406,6561,6405,6561,6560,6406,6407,6562,6406,6562,6561,6407,6408,6563,6407,6563,6562,6408,6409,6564,6408,6564,6563,6409,6410,6565,6409,6565,6564,6410,6411,6566,6410,6566,6565,6411,6412,6567,6411,6567,6566,6412,6413,6568,6412,6568,6567,6413,6414,6569,6413,6569,6568,6414,6415,6570,6414,6570,6569,6415,6416,6571,6415,6571,6570,6416,6417,6572,6416,6572,6571,6417,6418,6573,6417,6573,6572,6418,6419,6574,6418,6574,6573,6419,6420,6575,6419,6575,6574,6420,6421,6576,6420,6576,6575,6421,6422,6577,6421,6577,6576,6422,6423,6578,6422,6578,6577,6423,6424,6579,6423,6579,6578,6424,6425,6580,6424,6580,6579,6425,6426,6581,6425,6581,6580,6426,6427,6582,6426,6582,6581,6427,6428,6583,6427,6583,6582,6428,6429,6584,6428,6584,6583,6429,6430,6585,6429,6585,6584,6430,6431,6586,6430,6586,6585,6431,6432,6587,6431,6587,6586,6432,6433,6588,6432,6588,6587,6433,6434,6589,6433,6589,6588,6434,6435,6590,6434,6590,6589,6435,6436,6591,6435,6591,6590,6436,6437,6592,6436,6592,6591,6437,6438,6593,6437,6593,6592,6438,6439,6594,6438,6594,6593,6439,6440,6595,6439,6595,6594,6440,6441,6596,6440,6596,6595,6441,6442,6597,6441,6597,6596,6442,6443,6598,6442,6598,6597,6443,6444,6599,6443,6599,6598,6444,6445,6600,6444,6600,6599,6445,6446,6601,6445,6601,6600,6446,6447,6602,6446,6602,6601,6447,6448,6603,6447,6603,6602,6448,6449,6604,6448,6604,6603,6449,6450,6605,6449,6605,6604,6450,6451,6606,6450,6606,6605,6451,6452,6607,6451,6607,6606,6452,6453,6608,6452,6608,6607,6453,6454,6609,6453,6609,6608,6454,6455,6610,6454,6610,6609,6455,6456,6611,6455,6611,6610,6456,6457,6612,6456,6612,6611,6457,6458,6613,6457,6613,6612,6458,6459,6614,6458,6614,6613,6459,6460,6615,6459,6615,6614,6460,6461,6616,6460,6616,6615,6461,6462,6617,6461,6617,6616,6462,6463,6618,6462,6618,6617,6463,6464,6619,6463,6619,6618,6464,6465,6620,6464,6620,6619,6465,6466,6621,6465,6621,6620,6466,6467,6622,6466,6622,6621,6467,6468,6623,6467,6623,6622,6468,6469,6624,6468,6624,6623,6469,6470,6625,6469,6625,6624,6470,6471,6626,6470,6626,6625,6471,6472,6627,6471,6627,6626,6472,6473,6628,6472,6628,6627,6473,6474,6629,6473,6629,6628,6474,6475,6630,6474,6630,6629,6475,6476,6631,6475,6631,6630,6476,6477,6632,6476,6632,6631,6477,6478,6633,6477,6633,6632,6478,6479,6634,6478,6634,6633,6479,6480,6635,6479,6635,6634,6480,6481,6636,6480,6636,6635,6481,6482,6637,6481,6637,6636,6482,6483,6638,6482,6638,6637,6483,6484,6639,6483,6639,6638,6484,6485,6640,6484,6640,6639,6485,6486,6641,6485,6641,6640,6486,6487,6642,6486,6642,6641,6487,6488,6643,6487,6643,6642,6488,6489,6644,6488,6644,6643,6489,6490,6645,6489,6645,6644,6490,6491,6646,6490,6646,6645,6491,6492,6647,6491,6647,6646,6492,6493,6648,6492,6648,6647,6493,6494,6649,6493,6649,6648,6494,6495,6650,6494,6650,6649,6495,6496,6651,6495,6651,6650,6496,6497,6652,6496,6652,6651,6497,6498,6653,6497,6653,6652,6498,6499,6654,6498,6654,6653,6499,6500,6655,6499,6655,6654,6500,6501,6656,6500,6656,6655,6501,6502,6657,6501,6657,6656,6502,6503,6658,6502,6658,6657,6503,6504,6659,6503,6659,6658,6504,6505,6660,6504,6660,6659,6505,6506,6661,6505,6661,6660,6506,6507,6662,6506,6662,6661,6507,6508,6663,6507,6663,6662,6508,6509,6664,6508,6664,6663,6510,6511,6666,6510,6666,6665,6511,6512,6667,6511,6667,6666,6512,6513,6668,6512,6668,6667,6513,6514,6669,6513,6669,6668,6514,6515,6670,6514,6670,6669,6515,6516,6671,6515,6671,6670,6516,6517,6672,6516,6672,6671,6517,6518,6673,6517,6673,6672,6518,6519,6674,6518,6674,6673,6519,6520,6675,6519,6675,6674,6520,6521,6676,6520,6676,6675,6521,6522,6677,6521,6677,6676,6522,6523,6678,6522,6678,6677,6523,6524,6679,6523,6679,6678,6524,6525,6680,6524,6680,6679,6525,6526,6681,6525,6681,6680,6526,6527,6682,6526,6682,6681,6527,6528,6683,6527,6683,6682,6528,6529,6684,6528,6684,6683,6529,6530,6685,6529,6685,6684,6530,6531,6686,6530,6686,6685,6531,6532,6687,6531,6687,6686,6532,6533,6688,6532,6688,6687,6533,6534,6689,6533,6689,6688,6534,6535,6690,6534,6690,6689,6535,6536,6691,6535,6691,6690,6536,6537,6692,6536,6692,6691,6537,6538,6693,6537,6693,6692,6538,6539,6694,6538,6694,6693,6539,6540,6695,6539,6695,6694,6540,6541,6696,6540,6696,6695,6541,6542,6697,6541,6697,6696,6542,6543,6698,6542,6698,6697,6543,6544,6699,6543,6699,6698,6544,6545,6700,6544,6700,6699,6545,6546,6701,6545,6701,6700,6546,6547,6702,6546,6702,6701,6547,6548,6703,6547,6703,6702,6548,6549,6704,6548,6704,6703,6549,6550,6705,6549,6705,6704,6550,6551,6706,6550,6706,6705,6551,6552,6707,6551,6707,6706,6552,6553,6708,6552,6708,6707,6553,6554,6709,6553,6709,6708,6554,6555,6710,6554,6710,6709,6555,6556,6711,6555,6711,6710,6556,6557,6712,6556,6712,6711,6557,6558,6713,6557,6713,6712,6558,6559,6714,6558,6714,6713,6559,6560,6715,6559,6715,6714,6560,6561,6716,6560,6716,6715,6561,6562,6717,6561,6717,6716,6562,6563,6718,6562,6718,6717,6563,6564,6719,6563,6719,6718,6564,6565,6720,6564,6720,6719,6565,6566,6721,6565,6721,6720,6566,6567,6722,6566,6722,6721,6567,6568,6723,6567,6723,6722,6568,6569,6724,6568,6724,6723,6569,6570,6725,6569,6725,6724,6570,6571,6726,6570,6726,6725,6571,6572,6727,6571,6727,6726,6572,6573,6728,6572,6728,6727,6573,6574,6729,6573,6729,6728,6574,6575,6730,6574,6730,6729,6575,6576,6731,6575,6731,6730,6576,6577,6732,6576,6732,6731,6577,6578,6733,6577,6733,6732,6578,6579,6734,6578,6734,6733,6579,6580,6735,6579,6735,6734,6580,6581,6736,6580,6736,6735,6581,6582,6737,6581,6737,6736,6582,6583,6738,6582,6738,6737,6583,6584,6739,6583,6739,6738,6584,6585,6740,6584,6740,6739,6585,6586,6741,6585,6741,6740,6586,6587,6742,6586,6742,6741,6587,6588,6743,6587,6743,6742,6588,6589,6744,6588,6744,6743,6589,6590,6745,6589,6745,6744,6590,6591,6746,6590,6746,6745,6591,6592,6747,6591,6747,6746,6592,6593,6748,6592,6748,6747,6593,6594,6749,6593,6749,6748,6594,6595,6750,6594,6750,6749,6595,6596,6751,6595,6751,6750,6596,6597,6752,6596,6752,6751,6597,6598,6753,6597,6753,6752,6598,6599,6754,6598,6754,6753,6599,6600,6755,6599,6755,6754,6600,6601,6756,6600,6756,6755,6601,6602,6757,6601,6757,6756,6602,6603,6758,6602,6758,6757,6603,6604,6759,6603,6759,6758,6604,6605,6760,6604,6760,6759,6605,6606,6761,6605,6761,6760,6606,6607,6762,6606,6762,6761,6607,6608,6763,6607,6763,6762,6608,6609,6764,6608,6764,6763,6609,6610,6765,6609,6765,6764,6610,6611,6766,6610,6766,6765,6611,6612,6767,6611,6767,6766,6612,6613,6768,6612,6768,6767,6613,6614,6769,6613,6769,6768,6614,6615,6770,6614,6770,6769,6615,6616,6771,6615,6771,6770,6616,6617,6772,6616,6772,6771,6617,6618,6773,6617,6773,6772,6618,6619,6774,6618,6774,6773,6619,6620,6775,6619,6775,6774,6620,6621,6776,6620,6776,6775,6621,6622,6777,6621,6777,6776,6622,6623,6778,6622,6778,6777,6623,6624,6779,6623,6779,6778,6624,6625,6780,6624,6780,6779,6625,6626,6781,6625,6781,6780,6626,6627,6782,6626,6782,6781,6627,6628,6783,6627,6783,6782,6628,6629,6784,6628,6784,6783,6629,6630,6785,6629,6785,6784,6630,6631,6786,6630,6786,6785,6631,6632,6787,6631,6787,6786,6632,6633,6788,6632,6788,6787,6633,6634,6789,6633,6789,6788,6634,6635,6790,6634,6790,6789,6635,6636,6791,6635,6791,6790,6636,6637,6792,6636,6792,6791,6637,6638,6793,6637,6793,6792,6638,6639,6794,6638,6794,6793,6639,6640,6795,6639,6795,6794,6640,6641,6796,6640,6796,6795,6641,6642,6797,6641,6797,6796,6642,6643,6798,6642,6798,6797,6643,6644,6799,6643,6799,6798,6644,6645,6800,6644,6800,6799,6645,6646,6801,6645,6801,6800,6646,6647,6802,6646,6802,6801,6647,6648,6803,6647,6803,6802,6648,6649,6804,6648,6804,6803,6649,6650,6805,6649,6805,6804,6650,6651,6806,6650,6806,6805,6651,6652,6807,6651,6807,6806,6652,6653,6808,6652,6808,6807,6653,6654,6809,6653,6809,6808,6654,6655,6810,6654,6810,6809,6655,6656,6811,6655,6811,6810,6656,6657,6812,6656,6812,6811,6657,6658,6813,6657,6813,6812,6658,6659,6814,6658,6814,6813,6659,6660,6815,6659,6815,6814,6660,6661,6816,6660,6816,6815,6661,6662,6817,6661,6817,6816,6662,6663,6818,6662,6818,6817,6663,6664,6819,6663,6819,6818,6665,6666,6821,6665,6821,6820,6666,6667,6822,6666,6822,6821,6667,6668,6823,6667,6823,6822,6668,6669,6824,6668,6824,6823,6669,6670,6825,6669,6825,6824,6670,6671,6826,6670,6826,6825,6671,6672,6827,6671,6827,6826,6672,6673,6828,6672,6828,6827,6673,6674,6829,6673,6829,6828,6674,6675,6830,6674,6830,6829,6675,6676,6831,6675,6831,6830,6676,6677,6832,6676,6832,6831,6677,6678,6833,6677,6833,6832,6678,6679,6834,6678,6834,6833,6679,6680,6835,6679,6835,6834,6680,6681,6836,6680,6836,6835,6681,6682,6837,6681,6837,6836,6682,6683,6838,6682,6838,6837,6683,6684,6839,6683,6839,6838,6684,6685,6840,6684,6840,6839,6685,6686,6841,6685,6841,6840,6686,6687,6842,6686,6842,6841,6687,6688,6843,6687,6843,6842,6688,6689,6844,6688,6844,6843,6689,6690,6845,6689,6845,6844,6690,6691,6846,6690,6846,6845,6691,6692,6847,6691,6847,6846,6692,6693,6848,6692,6848,6847,6693,6694,6849,6693,6849,6848,6694,6695,6850,6694,6850,6849,6695,6696,6851,6695,6851,6850,6696,6697,6852,6696,6852,6851,6697,6698,6853,6697,6853,6852,6698,6699,6854,6698,6854,6853,6699,6700,6855,6699,6855,6854,6700,6701,6856,6700,6856,6855,6701,6702,6857,6701,6857,6856,6702,6703,6858,6702,6858,6857,6703,6704,6859,6703,6859,6858,6704,6705,6860,6704,6860,6859,6705,6706,6861,6705,6861,6860,6706,6707,6862,6706,6862,6861,6707,6708,6863,6707,6863,6862,6708,6709,6864,6708,6864,6863,6709,6710,6865,6709,6865,6864,6710,6711,6866,6710,6866,6865,6711,6712,6867,6711,6867,6866,6712,6713,6868,6712,6868,6867,6713,6714,6869,6713,6869,6868,6714,6715,6870,6714,6870,6869,6715,6716,6871,6715,6871,6870,6716,6717,6872,6716,6872,6871,6717,6718,6873,6717,6873,6872,6718,6719,6874,6718,6874,6873,6719,6720,6875,6719,6875,6874,6720,6721,6876,6720,6876,6875,6721,6722,6877,6721,6877,6876,6722,6723,6878,6722,6878,6877,6723,6724,6879,6723,6879,6878,6724,6725,6880,6724,6880,6879,6725,6726,6881,6725,6881,6880,6726,6727,6882,6726,6882,6881,6727,6728,6883,6727,6883,6882,6728,6729,6884,6728,6884,6883,6729,6730,6885,6729,6885,6884,6730,6731,6886,6730,6886,6885,6731,6732,6887,6731,6887,6886,6732,6733,6888,6732,6888,6887,6733,6734,6889,6733,6889,6888,6734,6735,6890,6734,6890,6889,6735,6736,6891,6735,6891,6890,6736,6737,6892,6736,6892,6891,6737,6738,6893,6737,6893,6892,6738,6739,6894,6738,6894,6893,6739,6740,6895,6739,6895,6894,6740,6741,6896,6740,6896,6895,6741,6742,6897,6741,6897,6896,6742,6743,6898,6742,6898,6897,6743,6744,6899,6743,6899,6898,6744,6745,6900,6744,6900,6899,6745,6746,6901,6745,6901,6900,6746,6747,6902,6746,6902,6901,6747,6748,6903,6747,6903,6902,6748,6749,6904,6748,6904,6903,6749,6750,6905,6749,6905,6904,6750,6751,6906,6750,6906,6905,6751,6752,6907,6751,6907,6906,6752,6753,6908,6752,6908,6907,6753,6754,6909,6753,6909,6908,6754,6755,6910,6754,6910,6909,6755,6756,6911,6755,6911,6910,6756,6757,6912,6756,6912,6911,6757,6758,6913,6757,6913,6912,6758,6759,6914,6758,6914,6913,6759,6760,6915,6759,6915,6914,6760,6761,6916,6760,6916,6915,6761,6762,6917,6761,6917,6916,6762,6763,6918,6762,6918,6917,6763,6764,6919,6763,6919,6918,6764,6765,6920,6764,6920,6919,6765,6766,6921,6765,6921,6920,6766,6767,6922,6766,6922,6921,6767,6768,6923,6767,6923,6922,6768,6769,6924,6768,6924,6923,6769,6770,6925,6769,6925,6924,6770,6771,6926,6770,6926,6925,6771,6772,6927,6771,6927,6926,6772,6773,6928,6772,6928,6927,6773,6774,6929,6773,6929,6928,6774,6775,6930,6774,6930,6929,6775,6776,6931,6775,6931,6930,6776,6777,6932,6776,6932,6931,6777,6778,6933,6777,6933,6932,6778,6779,6934,6778,6934,6933,6779,6780,6935,6779,6935,6934,6780,6781,6936,6780,6936,6935,6781,6782,6937,6781,6937,6936,6782,6783,6938,6782,6938,6937,6783,6784,6939,6783,6939,6938,6784,6785,6940,6784,6940,6939,6785,6786,6941,6785,6941,6940,6786,6787,6942,6786,6942,6941,6787,6788,6943,6787,6943,6942,6788,6789,6944,6788,6944,6943,6789,6790,6945,6789,6945,6944,6790,6791,6946,6790,6946,6945,6791,6792,6947,6791,6947,6946,6792,6793,6948,6792,6948,6947,6793,6794,6949,6793,6949,6948,6794,6795,6950,6794,6950,6949,6795,6796,6951,6795,6951,6950,6796,6797,6952,6796,6952,6951,6797,6798,6953,6797,6953,6952,6798,6799,6954,6798,6954,6953,6799,6800,6955,6799,6955,6954,6800,6801,6956,6800,6956,6955,6801,6802,6957,6801,6957,6956,6802,6803,6958,6802,6958,6957,6803,6804,6959,6803,6959,6958,6804,6805,6960,6804,6960,6959,6805,6806,6961,6805,6961,6960,6806,6807,6962,6806,6962,6961,6807,6808,6963,6807,6963,6962,6808,6809,6964,6808,6964,6963,6809,6810,6965,6809,6965,6964,6810,6811,6966,6810,6966,6965,6811,6812,6967,6811,6967,6966,6812,6813,6968,6812,6968,6967,6813,6814,6969,6813,6969,6968,6814,6815,6970,6814,6970,6969,6815,6816,6971,6815,6971,6970,6816,6817,6972,6816,6972,6971,6817,6818,6973,6817,6973,6972,6818,6819,6974,6818,6974,6973,6820,6821,6976,6820,6976,6975,6821,6822,6977,6821,6977,6976,6822,6823,6978,6822,6978,6977,6823,6824,6979,6823,6979,6978,6824,6825,6980,6824,6980,6979,6825,6826,6981,6825,6981,6980,6826,6827,6982,6826,6982,6981,6827,6828,6983,6827,6983,6982,6828,6829,6984,6828,6984,6983,6829,6830,6985,6829,6985,6984,6830,6831,6986,6830,6986,6985,6831,6832,6987,6831,6987,6986,6832,6833,6988,6832,6988,6987,6833,6834,6989,6833,6989,6988,6834,6835,6990,6834,6990,6989,6835,6836,6991,6835,6991,6990,6836,6837,6992,6836,6992,6991,6837,6838,6993,6837,6993,6992,6838,6839,6994,6838,6994,6993,6839,6840,6995,6839,6995,6994,6840,6841,6996,6840,6996,6995,6841,6842,6997,6841,6997,6996,6842,6843,6998,6842,6998,6997,6843,6844,6999,6843,6999,6998,6844,6845,7000,6844,7000,6999,6845,6846,7001,6845,7001,7000,6846,6847,7002,6846,7002,7001,6847,6848,7003,6847,7003,7002,6848,6849,7004,6848,7004,7003,6849,6850,7005,6849,7005,7004,6850,6851,7006,6850,7006,7005,6851,6852,7007,6851,7007,7006,6852,6853,7008,6852,7008,7007,6853,6854,7009,6853,7009,7008,6854,6855,7010,6854,7010,7009,6855,6856,7011,6855,7011,7010,6856,6857,7012,6856,7012,7011,6857,6858,7013,6857,7013,7012,6858,6859,7014,6858,7014,7013,6859,6860,7015,6859,7015,7014,6860,6861,7016,6860,7016,7015,6861,6862,7017,6861,7017,7016,6862,6863,7018,6862,7018,7017,6863,6864,7019,6863,7019,7018,6864,6865,7020,6864,7020,7019,6865,6866,7021,6865,7021,7020,6866,6867,7022,6866,7022,7021,6867,6868,7023,6867,7023,7022,6868,6869,7024,6868,7024,7023,6869,6870,7025,6869,7025,7024,6870,6871,7026,6870,7026,7025,6871,6872,7027,6871,7027,7026,6872,6873,7028,6872,7028,7027,6873,6874,7029,6873,7029,7028,6874,6875,7030,6874,7030,7029,6875,6876,7031,6875,7031,7030,6876,6877,7032,6876,7032,7031,6877,6878,7033,6877,7033,7032,6878,6879,7034,6878,7034,7033,6879,6880,7035,6879,7035,7034,6880,6881,7036,6880,7036,7035,6881,6882,7037,6881,7037,7036,6882,6883,7038,6882,7038,7037,6883,6884,7039,6883,7039,7038,6884,6885,7040,6884,7040,7039,6885,6886,7041,6885,7041,7040,6886,6887,7042,6886,7042,7041,6887,6888,7043,6887,7043,7042,6888,6889,7044,6888,7044,7043,6889,6890,7045,6889,7045,7044,6890,6891,7046,6890,7046,7045,6891,6892,7047,6891,7047,7046,6892,6893,7048,6892,7048,7047,6893,6894,7049,6893,7049,7048,6894,6895,7050,6894,7050,7049,6895,6896,7051,6895,7051,7050,6896,6897,7052,6896,7052,7051,6897,6898,7053,6897,7053,7052,6898,6899,7054,6898,7054,7053,6899,6900,7055,6899,7055,7054,6900,6901,7056,6900,7056,7055,6901,6902,7057,6901,7057,7056,6902,6903,7058,6902,7058,7057,6903,6904,7059,6903,7059,7058,6904,6905,7060,6904,7060,7059,6905,6906,7061,6905,7061,7060,6906,6907,7062,6906,7062,7061,6907,6908,7063,6907,7063,7062,6908,6909,7064,6908,7064,7063,6909,6910,7065,6909,7065,7064,6910,6911,7066,6910,7066,7065,6911,6912,7067,6911,7067,7066,6912,6913,7068,6912,7068,7067,6913,6914,7069,6913,7069,7068,6914,6915,7070,6914,7070,7069,6915,6916,7071,6915,7071,7070,6916,6917,7072,6916,7072,7071,6917,6918,7073,6917,7073,7072,6918,6919,7074,6918,7074,7073,6919,6920,7075,6919,7075,7074,6920,6921,7076,6920,7076,7075,6921,6922,7077,6921,7077,7076,6922,6923,7078,6922,7078,7077,6923,6924,7079,6923,7079,7078,6924,6925,7080,6924,7080,7079,6925,6926,7081,6925,7081,7080,6926,6927,7082,6926,7082,7081,6927,6928,7083,6927,7083,7082,6928,6929,7084,6928,7084,7083,6929,6930,7085,6929,7085,7084,6930,6931,7086,6930,7086,7085,6931,6932,7087,6931,7087,7086,6932,6933,7088,6932,7088,7087,6933,6934,7089,6933,7089,7088,6934,6935,7090,6934,7090,7089,6935,6936,7091,6935,7091,7090,6936,6937,7092,6936,7092,7091,6937,6938,7093,6937,7093,7092,6938,6939,7094,6938,7094,7093,6939,6940,7095,6939,7095,7094,6940,6941,7096,6940,7096,7095,6941,6942,7097,6941,7097,7096,6942,6943,7098,6942,7098,7097,6943,6944,7099,6943,7099,7098,6944,6945,7100,6944,7100,7099,6945,6946,7101,6945,7101,7100,6946,6947,7102,6946,7102,7101,6947,6948,7103,6947,7103,7102,6948,6949,7104,6948,7104,7103,6949,6950,7105,6949,7105,7104,6950,6951,7106,6950,7106,7105,6951,6952,7107,6951,7107,7106,6952,6953,7108,6952,7108,7107,6953,6954,7109,6953,7109,7108,6954,6955,7110,6954,7110,7109,6955,6956,7111,6955,7111,7110,6956,6957,7112,6956,7112,7111,6957,6958,7113,6957,7113,7112,6958,6959,7114,6958,7114,7113,6959,6960,7115,6959,7115,7114,6960,6961,7116,6960,7116,7115,6961,6962,7117,6961,7117,7116,6962,6963,7118,6962,7118,7117,6963,6964,7119,6963,7119,7118,6964,6965,7120,6964,7120,7119,6965,6966,7121,6965,7121,7120,6966,6967,7122,6966,7122,7121,6967,6968,7123,6967,7123,7122,6968,6969,7124,6968,7124,7123,6969,6970,7125,6969,7125,7124,6970,6971,7126,6970,7126,7125,6971,6972,7127,6971,7127,7126,6972,6973,7128,6972,7128,7127,6973,6974,7129,6973,7129,7128,6975,6976,7131,6975,7131,7130,6976,6977,7132,6976,7132,7131,6977,6978,7133,6977,7133,7132,6978,6979,7134,6978,7134,7133,6979,6980,7135,6979,7135,7134,6980,6981,7136,6980,7136,7135,6981,6982,7137,6981,7137,7136,6982,6983,7138,6982,7138,7137,6983,6984,7139,6983,7139,7138,6984,6985,7140,6984,7140,7139,6985,6986,7141,6985,7141,7140,6986,6987,7142,6986,7142,7141,6987,6988,7143,6987,7143,7142,6988,6989,7144,6988,7144,7143,6989,6990,7145,6989,7145,7144,6990,6991,7146,6990,7146,7145,6991,6992,7147,6991,7147,7146,6992,6993,7148,6992,7148,7147,6993,6994,7149,6993,7149,7148,6994,6995,7150,6994,7150,7149,6995,6996,7151,6995,7151,7150,6996,6997,7152,6996,7152,7151,6997,6998,7153,6997,7153,7152,6998,6999,7154,6998,7154,7153,6999,7000,7155,6999,7155,7154,7000,7001,7156,7000,7156,7155,7001,7002,7157,7001,7157,7156,7002,7003,7158,7002,7158,7157,7003,7004,7159,7003,7159,7158,7004,7005,7160,7004,7160,7159,7005,7006,7161,7005,7161,7160,7006,7007,7162,7006,7162,7161,7007,7008,7163,7007,7163,7162,7008,7009,7164,7008,7164,7163,7009,7010,7165,7009,7165,7164,7010,7011,7166,7010,7166,7165,7011,7012,7167,7011,7167,7166,7012,7013,7168,7012,7168,7167,7013,7014,7169,7013,7169,7168,7014,7015,7170,7014,7170,7169,7015,7016,7171,7015,7171,7170,7016,7017,7172,7016,7172,7171,7017,7018,7173,7017,7173,7172,7018,7019,7174,7018,7174,7173,7019,7020,7175,7019,7175,7174,7020,7021,7176,7020,7176,7175,7021,7022,7177,7021,7177,7176,7022,7023,7178,7022,7178,7177,7023,7024,7179,7023,7179,7178,7024,7025,7180,7024,7180,7179,7025,7026,7181,7025,7181,7180,7026,7027,7182,7026,7182,7181,7027,7028,7183,7027,7183,7182,7028,7029,7184,7028,7184,7183,7029,7030,7185,7029,7185,7184,7030,7031,7186,7030,7186,7185,7031,7032,7187,7031,7187,7186,7032,7033,7188,7032,7188,7187,7033,7034,7189,7033,7189,7188,7034,7035,7190,7034,7190,7189,7035,7036,7191,7035,7191,7190,7036,7037,7192,7036,7192,7191,7037,7038,7193,7037,7193,7192,7038,7039,7194,7038,7194,7193,7039,7040,7195,7039,7195,7194,7040,7041,7196,7040,7196,7195,7041,7042,7197,7041,7197,7196,7042,7043,7198,7042,7198,7197,7043,7044,7199,7043,7199,7198,7044,7045,7200,7044,7200,7199,7045,7046,7201,7045,7201,7200,7046,7047,7202,7046,7202,7201,7047,7048,7203,7047,7203,7202,7048,7049,7204,7048,7204,7203,7049,7050,7205,7049,7205,7204,7050,7051,7206,7050,7206,7205,7051,7052,7207,7051,7207,7206,7052,7053,7208,7052,7208,7207,7053,7054,7209,7053,7209,7208,7054,7055,7210,7054,7210,7209,7055,7056,7211,7055,7211,7210,7056,7057,7212,7056,7212,7211,7057,7058,7213,7057,7213,7212,7058,7059,7214,7058,7214,7213,7059,7060,7215,7059,7215,7214,7060,7061,7216,7060,7216,7215,7061,7062,7217,7061,7217,7216,7062,7063,7218,7062,7218,7217,7063,7064,7219,7063,7219,7218,7064,7065,7220,7064,7220,7219,7065,7066,7221,7065,7221,7220,7066,7067,7222,7066,7222,7221,7067,7068,7223,7067,7223,7222,7068,7069,7224,7068,7224,7223,7069,7070,7225,7069,7225,7224,7070,7071,7226,7070,7226,7225,7071,7072,7227,7071,7227,7226,7072,7073,7228,7072,7228,7227,7073,7074,7229,7073,7229,7228,7074,7075,7230,7074,7230,7229,7075,7076,7231,7075,7231,7230,7076,7077,7232,7076,7232,7231,7077,7078,7233,7077,7233,7232,7078,7079,7234,7078,7234,7233,7079,7080,7235,7079,7235,7234,7080,7081,7236,7080,7236,7235,7081,7082,7237,7081,7237,7236,7082,7083,7238,7082,7238,7237,7083,7084,7239,7083,7239,7238,7084,7085,7240,7084,7240,7239,7085,7086,7241,7085,7241,7240,7086,7087,7242,7086,7242,7241,7087,7088,7243,7087,7243,7242,7088,7089,7244,7088,7244,7243,7089,7090,7245,7089,7245,7244,7090,7091,7246,7090,7246,7245,7091,7092,7247,7091,7247,7246,7092,7093,7248,7092,7248,7247,7093,7094,7249,7093,7249,7248,7094,7095,7250,7094,7250,7249,7095,7096,7251,7095,7251,7250,7096,7097,7252,7096,7252,7251,7097,7098,7253,7097,7253,7252,7098,7099,7254,7098,7254,7253,7099,7100,7255,7099,7255,7254,7100,7101,7256,7100,7256,7255,7101,7102,7257,7101,7257,7256,7102,7103,7258,7102,7258,7257,7103,7104,7259,7103,7259,7258,7104,7105,7260,7104,7260,7259,7105,7106,7261,7105,7261,7260,7106,7107,7262,7106,7262,7261,7107,7108,7263,7107,7263,7262,7108,7109,7264,7108,7264,7263,7109,7110,7265,7109,7265,7264,7110,7111,7266,7110,7266,7265,7111,7112,7267,7111,7267,7266,7112,7113,7268,7112,7268,7267,7113,7114,7269,7113,7269,7268,7114,7115,7270,7114,7270,7269,7115,7116,7271,7115,7271,7270,7116,7117,7272,7116,7272,7271,7117,7118,7273,7117,7273,7272,7118,7119,7274,7118,7274,7273,7119,7120,7275,7119,7275,7274,7120,7121,7276,7120,7276,7275,7121,7122,7277,7121,7277,7276,7122,7123,7278,7122,7278,7277,7123,7124,7279,7123,7279,7278,7124,7125,7280,7124,7280,7279,7125,7126,7281,7125,7281,7280,7126,7127,7282,7126,7282,7281,7127,7128,7283,7127,7283,7282,7128,7129,7284,7128,7284,7283,7130,7131,7286,7130,7286,7285,7131,7132,7287,7131,7287,7286,7132,7133,7288,7132,7288,7287,7133,7134,7289,7133,7289,7288,7134,7135,7290,7134,7290,7289,7135,7136,7291,7135,7291,7290,7136,7137,7292,7136,7292,7291,7137,7138,7293,7137,7293,7292,7138,7139,7294,7138,7294,7293,7139,7140,7295,7139,7295,7294,7140,7141,7296,7140,7296,7295,7141,7142,7297,7141,7297,7296,7142,7143,7298,7142,7298,7297,7143,7144,7299,7143,7299,7298,7144,7145,7300,7144,7300,7299,7145,7146,7301,7145,7301,7300,7146,7147,7302,7146,7302,7301,7147,7148,7303,7147,7303,7302,7148,7149,7304,7148,7304,7303,7149,7150,7305,7149,7305,7304,7150,7151,7306,7150,7306,7305,7151,7152,7307,7151,7307,7306,7152,7153,7308,7152,7308,7307,7153,7154,7309,7153,7309,7308,7154,7155,7310,7154,7310,7309,7155,7156,7311,7155,7311,7310,7156,7157,7312,7156,7312,7311,7157,7158,7313,7157,7313,7312,7158,7159,7314,7158,7314,7313,7159,7160,7315,7159,7315,7314,7160,7161,7316,7160,7316,7315,7161,7162,7317,7161,7317,7316,7162,7163,7318,7162,7318,7317,7163,7164,7319,7163,7319,7318,7164,7165,7320,7164,7320,7319,7165,7166,7321,7165,7321,7320,7166,7167,7322,7166,7322,7321,7167,7168,7323,7167,7323,7322,7168,7169,7324,7168,7324,7323,7169,7170,7325,7169,7325,7324,7170,7171,7326,7170,7326,7325,7171,7172,7327,7171,7327,7326,7172,7173,7328,7172,7328,7327,7173,7174,7329,7173,7329,7328,7174,7175,7330,7174,7330,7329,7175,7176,7331,7175,7331,7330,7176,7177,7332,7176,7332,7331,7177,7178,7333,7177,7333,7332,7178,7179,7334,7178,7334,7333,7179,7180,7335,7179,7335,7334,7180,7181,7336,7180,7336,7335,7181,7182,7337,7181,7337,7336,7182,7183,7338,7182,7338,7337,7183,7184,7339,7183,7339,7338,7184,7185,7340,7184,7340,7339,7185,7186,7341,7185,7341,7340,7186,7187,7342,7186,7342,7341,7187,7188,7343,7187,7343,7342,7188,7189,7344,7188,7344,7343,7189,7190,7345,7189,7345,7344,7190,7191,7346,7190,7346,7345,7191,7192,7347,7191,7347,7346,7192,7193,7348,7192,7348,7347,7193,7194,7349,7193,7349,7348,7194,7195,7350,7194,7350,7349,7195,7196,7351,7195,7351,7350,7196,7197,7352,7196,7352,7351,7197,7198,7353,7197,7353,7352,7198,7199,7354,7198,7354,7353,7199,7200,7355,7199,7355,7354,7200,7201,7356,7200,7356,7355,7201,7202,7357,7201,7357,7356,7202,7203,7358,7202,7358,7357,7203,7204,7359,7203,7359,7358,7204,7205,7360,7204,7360,7359,7205,7206,7361,7205,7361,7360,7206,7207,7362,7206,7362,7361,7207,7208,7363,7207,7363,7362,7208,7209,7364,7208,7364,7363,7209,7210,7365,7209,7365,7364,7210,7211,7366,7210,7366,7365,7211,7212,7367,7211,7367,7366,7212,7213,7368,7212,7368,7367,7213,7214,7369,7213,7369,7368,7214,7215,7370,7214,7370,7369,7215,7216,7371,7215,7371,7370,7216,7217,7372,7216,7372,7371,7217,7218,7373,7217,7373,7372,7218,7219,7374,7218,7374,7373,7219,7220,7375,7219,7375,7374,7220,7221,7376,7220,7376,7375,7221,7222,7377,7221,7377,7376,7222,7223,7378,7222,7378,7377,7223,7224,7379,7223,7379,7378,7224,7225,7380,7224,7380,7379,7225,7226,7381,7225,7381,7380,7226,7227,7382,7226,7382,7381,7227,7228,7383,7227,7383,7382,7228,7229,7384,7228,7384,7383,7229,7230,7385,7229,7385,7384,7230,7231,7386,7230,7386,7385,7231,7232,7387,7231,7387,7386,7232,7233,7388,7232,7388,7387,7233,7234,7389,7233,7389,7388,7234,7235,7390,7234,7390,7389,7235,7236,7391,7235,7391,7390,7236,7237,7392,7236,7392,7391,7237,7238,7393,7237,7393,7392,7238,7239,7394,7238,7394,7393,7239,7240,7395,7239,7395,7394,7240,7241,7396,7240,7396,7395,7241,7242,7397,7241,7397,7396,7242,7243,7398,7242,7398,7397,7243,7244,7399,7243,7399,7398,7244,7245,7400,7244,7400,7399,7245,7246,7401,7245,7401,7400,7246,7247,7402,7246,7402,7401,7247,7248,7403,7247,7403,7402,7248,7249,7404,7248,7404,7403,7249,7250,7405,7249,7405,7404,7250,7251,7406,7250,7406,7405,7251,7252,7407,7251,7407,7406,7252,7253,7408,7252,7408,7407,7253,7254,7409,7253,7409,7408,7254,7255,7410,7254,7410,7409,7255,7256,7411,7255,7411,7410,7256,7257,7412,7256,7412,7411,7257,7258,7413,7257,7413,7412,7258,7259,7414,7258,7414,7413,7259,7260,7415,7259,7415,7414,7260,7261,7416,7260,7416,7415,7261,7262,7417,7261,7417,7416,7262,7263,7418,7262,7418,7417,7263,7264,7419,7263,7419,7418,7264,7265,7420,7264,7420,7419,7265,7266,7421,7265,7421,7420,7266,7267,7422,7266,7422,7421,7267,7268,7423,7267,7423,7422,7268,7269,7424,7268,7424,7423,7269,7270,7425,7269,7425,7424,7270,7271,7426,7270,7426,7425,7271,7272,7427,7271,7427,7426,7272,7273,7428,7272,7428,7427,7273,7274,7429,7273,7429,7428,7274,7275,7430,7274,7430,7429,7275,7276,7431,7275,7431,7430,7276,7277,7432,7276,7432,7431,7277,7278,7433,7277,7433,7432,7278,7279,7434,7278,7434,7433,7279,7280,7435,7279,7435,7434,7280,7281,7436,7280,7436,7435,7281,7282,7437,7281,7437,7436,7282,7283,7438,7282,7438,7437,7283,7284,7439,7283,7439,7438,7285,7286,7441,7285,7441,7440,7286,7287,7442,7286,7442,7441,7287,7288,7443,7287,7443,7442,7288,7289,7444,7288,7444,7443,7289,7290,7445,7289,7445,7444,7290,7291,7446,7290,7446,7445,7291,7292,7447,7291,7447,7446,7292,7293,7448,7292,7448,7447,7293,7294,7449,7293,7449,7448,7294,7295,7450,7294,7450,7449,7295,7296,7451,7295,7451,7450,7296,7297,7452,7296,7452,7451,7297,7298,7453,7297,7453,7452,7298,7299,7454,7298,7454,7453,7299,7300,7455,7299,7455,7454,7300,7301,7456,7300,7456,7455,7301,7302,7457,7301,7457,7456,7302,7303,7458,7302,7458,7457,7303,7304,7459,7303,7459,7458,7304,7305,7460,7304,7460,7459,7305,7306,7461,7305,7461,7460,7306,7307,7462,7306,7462,7461,7307,7308,7463,7307,7463,7462,7308,7309,7464,7308,7464,7463,7309,7310,7465,7309,7465,7464,7310,7311,7466,7310,7466,7465,7311,7312,7467,7311,7467,7466,7312,7313,7468,7312,7468,7467,7313,7314,7469,7313,7469,7468,7314,7315,7470,7314,7470,7469,7315,7316,7471,7315,7471,7470,7316,7317,7472,7316,7472,7471,7317,7318,7473,7317,7473,7472,7318,7319,7474,7318,7474,7473,7319,7320,7475,7319,7475,7474,7320,7321,7476,7320,7476,7475,7321,7322,7477,7321,7477,7476,7322,7323,7478,7322,7478,7477,7323,7324,7479,7323,7479,7478,7324,7325,7480,7324,7480,7479,7325,7326,7481,7325,7481,7480,7326,7327,7482,7326,7482,7481,7327,7328,7483,7327,7483,7482,7328,7329,7484,7328,7484,7483,7329,7330,7485,7329,7485,7484,7330,7331,7486,7330,7486,7485,7331,7332,7487,7331,7487,7486,7332,7333,7488,7332,7488,7487,7333,7334,7489,7333,7489,7488,7334,7335,7490,7334,7490,7489,7335,7336,7491,7335,7491,7490,7336,7337,7492,7336,7492,7491,7337,7338,7493,7337,7493,7492,7338,7339,7494,7338,7494,7493,7339,7340,7495,7339,7495,7494,7340,7341,7496,7340,7496,7495,7341,7342,7497,7341,7497,7496,7342,7343,7498,7342,7498,7497,7343,7344,7499,7343,7499,7498,7344,7345,7500,7344,7500,7499,7345,7346,7501,7345,7501,7500,7346,7347,7502,7346,7502,7501,7347,7348,7503,7347,7503,7502,7348,7349,7504,7348,7504,7503,7349,7350,7505,7349,7505,7504,7350,7351,7506,7350,7506,7505,7351,7352,7507,7351,7507,7506,7352,7353,7508,7352,7508,7507,7353,7354,7509,7353,7509,7508,7354,7355,7510,7354,7510,7509,7355,7356,7511,7355,7511,7510,7356,7357,7512,7356,7512,7511,7357,7358,7513,7357,7513,7512,7358,7359,7514,7358,7514,7513,7359,7360,7515,7359,7515,7514,7360,7361,7516,7360,7516,7515,7361,7362,7517,7361,7517,7516,7362,7363,7518,7362,7518,7517,7363,7364,7519,7363,7519,7518,7364,7365,7520,7364,7520,7519,7365,7366,7521,7365,7521,7520,7366,7367,7522,7366,7522,7521,7367,7368,7523,7367,7523,7522,7368,7369,7524,7368,7524,7523,7369,7370,7525,7369,7525,7524,7370,7371,7526,7370,7526,7525,7371,7372,7527,7371,7527,7526,7372,7373,7528,7372,7528,7527,7373,7374,7529,7373,7529,7528,7374,7375,7530,7374,7530,7529,7375,7376,7531,7375,7531,7530,7376,7377,7532,7376,7532,7531,7377,7378,7533,7377,7533,7532,7378,7379,7534,7378,7534,7533,7379,7380,7535,7379,7535,7534,7380,7381,7536,7380,7536,7535,7381,7382,7537,7381,7537,7536,7382,7383,7538,7382,7538,7537,7383,7384,7539,7383,7539,7538,7384,7385,7540,7384,7540,7539,7385,7386,7541,7385,7541,7540,7386,7387,7542,7386,7542,7541,7387,7388,7543,7387,7543,7542,7388,7389,7544,7388,7544,7543,7389,7390,7545,7389,7545,7544,7390,7391,7546,7390,7546,7545,7391,7392,7547,7391,7547,7546,7392,7393,7548,7392,7548,7547,7393,7394,7549,7393,7549,7548,7394,7395,7550,7394,7550,7549,7395,7396,7551,7395,7551,7550,7396,7397,7552,7396,7552,7551,7397,7398,7553,7397,7553,7552,7398,7399,7554,7398,7554,7553,7399,7400,7555,7399,7555,7554,7400,7401,7556,7400,7556,7555,7401,7402,7557,7401,7557,7556,7402,7403,7558,7402,7558,7557,7403,7404,7559,7403,7559,7558,7404,7405,7560,7404,7560,7559,7405,7406,7561,7405,7561,7560,7406,7407,7562,7406,7562,7561,7407,7408,7563,7407,7563,7562,7408,7409,7564,7408,7564,7563,7409,7410,7565,7409,7565,7564,7410,7411,7566,7410,7566,7565,7411,7412,7567,7411,7567,7566,7412,7413,7568,7412,7568,7567,7413,7414,7569,7413,7569,7568,7414,7415,7570,7414,7570,7569,7415,7416,7571,7415,7571,7570,7416,7417,7572,7416,7572,7571,7417,7418,7573,7417,7573,7572,7418,7419,7574,7418,7574,7573,7419,7420,7575,7419,7575,7574,7420,7421,7576,7420,7576,7575,7421,7422,7577,7421,7577,7576,7422,7423,7578,7422,7578,7577,7423,7424,7579,7423,7579,7578,7424,7425,7580,7424,7580,7579,7425,7426,7581,7425,7581,7580,7426,7427,7582,7426,7582,7581,7427,7428,7583,7427,7583,7582,7428,7429,7584,7428,7584,7583,7429,7430,7585,7429,7585,7584,7430,7431,7586,7430,7586,7585,7431,7432,7587,7431,7587,7586,7432,7433,7588,7432,7588,7587,7433,7434,7589,7433,7589,7588,7434,7435,7590,7434,7590,7589,7435,7436,7591,7435,7591,7590,7436,7437,7592,7436,7592,7591,7437,7438,7593,7437,7593,7592,7438,7439,7594,7438,7594,7593,7440,7441,7596,7440,7596,7595,7441,7442,7597,7441,7597,7596,7442,7443,7598,7442,7598,7597,7443,7444,7599,7443,7599,7598,7444,7445,7600,7444,7600,7599,7445,7446,7601,7445,7601,7600,7446,7447,7602,7446,7602,7601,7447,7448,7603,7447,7603,7602,7448,7449,7604,7448,7604,7603,7449,7450,7605,7449,7605,7604,7450,7451,7606,7450,7606,7605,7451,7452,7607,7451,7607,7606,7452,7453,7608,7452,7608,7607,7453,7454,7609,7453,7609,7608,7454,7455,7610,7454,7610,7609,7455,7456,7611,7455,7611,7610,7456,7457,7612,7456,7612,7611,7457,7458,7613,7457,7613,7612,7458,7459,7614,7458,7614,7613,7459,7460,7615,7459,7615,7614,7460,7461,7616,7460,7616,7615,7461,7462,7617,7461,7617,7616,7462,7463,7618,7462,7618,7617,7463,7464,7619,7463,7619,7618,7464,7465,7620,7464,7620,7619,7465,7466,7621,7465,7621,7620,7466,7467,7622,7466,7622,7621,7467,7468,7623,7467,7623,7622,7468,7469,7624,7468,7624,7623,7469,7470,7625,7469,7625,7624,7470,7471,7626,7470,7626,7625,7471,7472,7627,7471,7627,7626,7472,7473,7628,7472,7628,7627,7473,7474,7629,7473,7629,7628,7474,7475,7630,7474,7630,7629,7475,7476,7631,7475,7631,7630,7476,7477,7632,7476,7632,7631,7477,7478,7633,7477,7633,7632,7478,7479,7634,7478,7634,7633,7479,7480,7635,7479,7635,7634,7480,7481,7636,7480,7636,7635,7481,7482,7637,7481,7637,7636,7482,7483,7638,7482,7638,7637,7483,7484,7639,7483,7639,7638,7484,7485,7640,7484,7640,7639,7485,7486,7641,7485,7641,7640,7486,7487,7642,7486,7642,7641,7487,7488,7643,7487,7643,7642,7488,7489,7644,7488,7644,7643,7489,7490,7645,7489,7645,7644,7490,7491,7646,7490,7646,7645,7491,7492,7647,7491,7647,7646,7492,7493,7648,7492,7648,7647,7493,7494,7649,7493,7649,7648,7494,7495,7650,7494,7650,7649,7495,7496,7651,7495,7651,7650,7496,7497,7652,7496,7652,7651,7497,7498,7653,7497,7653,7652,7498,7499,7654,7498,7654,7653,7499,7500,7655,7499,7655,7654,7500,7501,7656,7500,7656,7655,7501,7502,7657,7501,7657,7656,7502,7503,7658,7502,7658,7657,7503,7504,7659,7503,7659,7658,7504,7505,7660,7504,7660,7659,7505,7506,7661,7505,7661,7660,7506,7507,7662,7506,7662,7661,7507,7508,7663,7507,7663,7662,7508,7509,7664,7508,7664,7663,7509,7510,7665,7509,7665,7664,7510,7511,7666,7510,7666,7665,7511,7512,7667,7511,7667,7666,7512,7513,7668,7512,7668,7667,7513,7514,7669,7513,7669,7668,7514,7515,7670,7514,7670,7669,7515,7516,7671,7515,7671,7670,7516,7517,7672,7516,7672,7671,7517,7518,7673,7517,7673,7672,7518,7519,7674,7518,7674,7673,7519,7520,7675,7519,7675,7674,7520,7521,7676,7520,7676,7675,7521,7522,7677,7521,7677,7676,7522,7523,7678,7522,7678,7677,7523,7524,7679,7523,7679,7678,7524,7525,7680,7524,7680,7679,7525,7526,7681,7525,7681,7680,7526,7527,7682,7526,7682,7681,7527,7528,7683,7527,7683,7682,7528,7529,7684,7528,7684,7683,7529,7530,7685,7529,7685,7684,7530,7531,7686,7530,7686,7685,7531,7532,7687,7531,7687,7686,7532,7533,7688,7532,7688,7687,7533,7534,7689,7533,7689,7688,7534,7535,7690,7534,7690,7689,7535,7536,7691,7535,7691,7690,7536,7537,7692,7536,7692,7691,7537,7538,7693,7537,7693,7692,7538,7539,7694,7538,7694,7693,7539,7540,7695,7539,7695,7694,7540,7541,7696,7540,7696,7695,7541,7542,7697,7541,7697,7696,7542,7543,7698,7542,7698,7697,7543,7544,7699,7543,7699,7698,7544,7545,7700,7544,7700,7699,7545,7546,7701,7545,7701,7700,7546,7547,7702,7546,7702,7701,7547,7548,7703,7547,7703,7702,7548,7549,7704,7548,7704,7703,7549,7550,7705,7549,7705,7704,7550,7551,7706,7550,7706,7705,7551,7552,7707,7551,7707,7706,7552,7553,7708,7552,7708,7707,7553,7554,7709,7553,7709,7708,7554,7555,7710,7554,7710,7709,7555,7556,7711,7555,7711,7710,7556,7557,7712,7556,7712,7711,7557,7558,7713,7557,7713,7712,7558,7559,7714,7558,7714,7713,7559,7560,7715,7559,7715,7714,7560,7561,7716,7560,7716,7715,7561,7562,7717,7561,7717,7716,7562,7563,7718,7562,7718,7717,7563,7564,7719,7563,7719,7718,7564,7565,7720,7564,7720,7719,7565,7566,7721,7565,7721,7720,7566,7567,7722,7566,7722,7721,7567,7568,7723,7567,7723,7722,7568,7569,7724,7568,7724,7723,7569,7570,7725,7569,7725,7724,7570,7571,7726,7570,7726,7725,7571,7572,7727,7571,7727,7726,7572,7573,7728,7572,7728,7727,7573,7574,7729,7573,7729,7728,7574,7575,7730,7574,7730,7729,7575,7576,7731,7575,7731,7730,7576,7577,7732,7576,7732,7731,7577,7578,7733,7577,7733,7732,7578,7579,7734,7578,7734,7733,7579,7580,7735,7579,7735,7734,7580,7581,7736,7580,7736,7735,7581,7582,7737,7581,7737,7736,7582,7583,7738,7582,7738,7737,7583,7584,7739,7583,7739,7738,7584,7585,7740,7584,7740,7739,7585,7586,7741,7585,7741,7740,7586,7587,7742,7586,7742,7741,7587,7588,7743,7587,7743,7742,7588,7589,7744,7588,7744,7743,7589,7590,7745,7589,7745,7744,7590,7591,7746,7590,7746,7745,7591,7592,7747,7591,7747,7746,7592,7593,7748,7592,7748,7747,7593,7594,7749,7593,7749,7748,7595,7596,7751,7595,7751,7750,7596,7597,7752,7596,7752,7751,7597,7598,7753,7597,7753,7752,7598,7599,7754,7598,7754,7753,7599,7600,7755,7599,7755,7754,7600,7601,7756,7600,7756,7755,7601,7602,7757,7601,7757,7756,7602,7603,7758,7602,7758,7757,7603,7604,7759,7603,7759,7758,7604,7605,7760,7604,7760,7759,7605,7606,7761,7605,7761,7760,7606,7607,7762,7606,7762,7761,7607,7608,7763,7607,7763,7762,7608,7609,7764,7608,7764,7763,7609,7610,7765,7609,7765,7764,7610,7611,7766,7610,7766,7765,7611,7612,7767,7611,7767,7766,7612,7613,7768,7612,7768,7767,7613,7614,7769,7613,7769,7768,7614,7615,7770,7614,7770,7769,7615,7616,7771,7615,7771,7770,7616,7617,7772,7616,7772,7771,7617,7618,7773,7617,7773,7772,7618,7619,7774,7618,7774,7773,7619,7620,7775,7619,7775,7774,7620,7621,7776,7620,7776,7775,7621,7622,7777,7621,7777,7776,7622,7623,7778,7622,7778,7777,7623,7624,7779,7623,7779,7778,7624,7625,7780,7624,7780,7779,7625,7626,7781,7625,7781,7780,7626,7627,7782,7626,7782,7781,7627,7628,7783,7627,7783,7782,7628,7629,7784,7628,7784,7783,7629,7630,7785,7629,7785,7784,7630,7631,7786,7630,7786,7785,7631,7632,7787,7631,7787,7786,7632,7633,7788,7632,7788,7787,7633,7634,7789,7633,7789,7788,7634,7635,7790,7634,7790,7789,7635,7636,7791,7635,7791,7790,7636,7637,7792,7636,7792,7791,7637,7638,7793,7637,7793,7792,7638,7639,7794,7638,7794,7793,7639,7640,7795,7639,7795,7794,7640,7641,7796,7640,7796,7795,7641,7642,7797,7641,7797,7796,7642,7643,7798,7642,7798,7797,7643,7644,7799,7643,7799,7798,7644,7645,7800,7644,7800,7799,7645,7646,7801,7645,7801,7800,7646,7647,7802,7646,7802,7801,7647,7648,7803,7647,7803,7802,7648,7649,7804,7648,7804,7803,7649,7650,7805,7649,7805,7804,7650,7651,7806,7650,7806,7805,7651,7652,7807,7651,7807,7806,7652,7653,7808,7652,7808,7807,7653,7654,7809,7653,7809,7808,7654,7655,7810,7654,7810,7809,7655,7656,7811,7655,7811,7810,7656,7657,7812,7656,7812,7811,7657,7658,7813,7657,7813,7812,7658,7659,7814,7658,7814,7813,7659,7660,7815,7659,7815,7814,7660,7661,7816,7660,7816,7815,7661,7662,7817,7661,7817,7816,7662,7663,7818,7662,7818,7817,7663,7664,7819,7663,7819,7818,7664,7665,7820,7664,7820,7819,7665,7666,7821,7665,7821,7820,7666,7667,7822,7666,7822,7821,7667,7668,7823,7667,7823,7822,7668,7669,7824,7668,7824,7823,7669,7670,7825,7669,7825,7824,7670,7671,7826,7670,7826,7825,7671,7672,7827,7671,7827,7826,7672,7673,7828,7672,7828,7827,7673,7674,7829,7673,7829,7828,7674,7675,7830,7674,7830,7829,7675,7676,7831,7675,7831,7830,7676,7677,7832,7676,7832,7831,7677,7678,7833,7677,7833,7832,7678,7679,7834,7678,7834,7833,7679,7680,7835,7679,7835,7834,7680,7681,7836,7680,7836,7835,7681,7682,7837,7681,7837,7836,7682,7683,7838,7682,7838,7837,7683,7684,7839,7683,7839,7838,7684,7685,7840,7684,7840,7839,7685,7686,7841,7685,7841,7840,7686,7687,7842,7686,7842,7841,7687,7688,7843,7687,7843,7842,7688,7689,7844,7688,7844,7843,7689,7690,7845,7689,7845,7844,7690,7691,7846,7690,7846,7845,7691,7692,7847,7691,7847,7846,7692,7693,7848,7692,7848,7847,7693,7694,7849,7693,7849,7848,7694,7695,7850,7694,7850,7849,7695,7696,7851,7695,7851,7850,7696,7697,7852,7696,7852,7851,7697,7698,7853,7697,7853,7852,7698,7699,7854,7698,7854,7853,7699,7700,7855,7699,7855,7854,7700,7701,7856,7700,7856,7855,7701,7702,7857,7701,7857,7856,7702,7703,7858,7702,7858,7857,7703,7704,7859,7703,7859,7858,7704,7705,7860,7704,7860,7859,7705,7706,7861,7705,7861,7860,7706,7707,7862,7706,7862,7861,7707,7708,7863,7707,7863,7862,7708,7709,7864,7708,7864,7863,7709,7710,7865,7709,7865,7864,7710,7711,7866,7710,7866,7865,7711,7712,7867,7711,7867,7866,7712,7713,7868,7712,7868,7867,7713,7714,7869,7713,7869,7868,7714,7715,7870,7714,7870,7869,7715,7716,7871,7715,7871,7870,7716,7717,7872,7716,7872,7871,7717,7718,7873,7717,7873,7872,7718,7719,7874,7718,7874,7873,7719,7720,7875,7719,7875,7874,7720,7721,7876,7720,7876,7875,7721,7722,7877,7721,7877,7876,7722,7723,7878,7722,7878,7877,7723,7724,7879,7723,7879,7878,7724,7725,7880,7724,7880,7879,7725,7726,7881,7725,7881,7880,7726,7727,7882,7726,7882,7881,7727,7728,7883,7727,7883,7882,7728,7729,7884,7728,7884,7883,7729,7730,7885,7729,7885,7884,7730,7731,7886,7730,7886,7885,7731,7732,7887,7731,7887,7886,7732,7733,7888,7732,7888,7887,7733,7734,7889,7733,7889,7888,7734,7735,7890,7734,7890,7889,7735,7736,7891,7735,7891,7890,7736,7737,7892,7736,7892,7891,7737,7738,7893,7737,7893,7892,7738,7739,7894,7738,7894,7893,7739,7740,7895,7739,7895,7894,7740,7741,7896,7740,7896,7895,7741,7742,7897,7741,7897,7896,7742,7743,7898,7742,7898,7897,7743,7744,7899,7743,7899,7898,7744,7745,7900,7744,7900,7899,7745,7746,7901,7745,7901,7900,7746,7747,7902,7746,7902,7901,7747,7748,7903,7747,7903,7902,7748,7749,7904,7748,7904,7903,7750,7751,7906,7750,7906,7905,7751,7752,7907,7751,7907,7906,7752,7753,7908,7752,7908,7907,7753,7754,7909,7753,7909,7908,7754,7755,7910,7754,7910,7909,7755,7756,7911,7755,7911,7910,7756,7757,7912,7756,7912,7911,7757,7758,7913,7757,7913,7912,7758,7759,7914,7758,7914,7913,7759,7760,7915,7759,7915,7914,7760,7761,7916,7760,7916,7915,7761,7762,7917,7761,7917,7916,7762,7763,7918,7762,7918,7917,7763,7764,7919,7763,7919,7918,7764,7765,7920,7764,7920,7919,7765,7766,7921,7765,7921,7920,7766,7767,7922,7766,7922,7921,7767,7768,7923,7767,7923,7922,7768,7769,7924,7768,7924,7923,7769,7770,7925,7769,7925,7924,7770,7771,7926,7770,7926,7925,7771,7772,7927,7771,7927,7926,7772,7773,7928,7772,7928,7927,7773,7774,7929,7773,7929,7928,7774,7775,7930,7774,7930,7929,7775,7776,7931,7775,7931,7930,7776,7777,7932,7776,7932,7931,7777,7778,7933,7777,7933,7932,7778,7779,7934,7778,7934,7933,7779,7780,7935,7779,7935,7934,7780,7781,7936,7780,7936,7935,7781,7782,7937,7781,7937,7936,7782,7783,7938,7782,7938,7937,7783,7784,7939,7783,7939,7938,7784,7785,7940,7784,7940,7939,7785,7786,7941,7785,7941,7940,7786,7787,7942,7786,7942,7941,7787,7788,7943,7787,7943,7942,7788,7789,7944,7788,7944,7943,7789,7790,7945,7789,7945,7944,7790,7791,7946,7790,7946,7945,7791,7792,7947,7791,7947,7946,7792,7793,7948,7792,7948,7947,7793,7794,7949,7793,7949,7948,7794,7795,7950,7794,7950,7949,7795,7796,7951,7795,7951,7950,7796,7797,7952,7796,7952,7951,7797,7798,7953,7797,7953,7952,7798,7799,7954,7798,7954,7953,7799,7800,7955,7799,7955,7954,7800,7801,7956,7800,7956,7955,7801,7802,7957,7801,7957,7956,7802,7803,7958,7802,7958,7957,7803,7804,7959,7803,7959,7958,7804,7805,7960,7804,7960,7959,7805,7806,7961,7805,7961,7960,7806,7807,7962,7806,7962,7961,7807,7808,7963,7807,7963,7962,7808,7809,7964,7808,7964,7963,7809,7810,7965,7809,7965,7964,7810,7811,7966,7810,7966,7965,7811,7812,7967,7811,7967,7966,7812,7813,7968,7812,7968,7967,7813,7814,7969,7813,7969,7968,7814,7815,7970,7814,7970,7969,7815,7816,7971,7815,7971,7970,7816,7817,7972,7816,7972,7971,7817,7818,7973,7817,7973,7972,7818,7819,7974,7818,7974,7973,7819,7820,7975,7819,7975,7974,7820,7821,7976,7820,7976,7975,7821,7822,7977,7821,7977,7976,7822,7823,7978,7822,7978,7977,7823,7824,7979,7823,7979,7978,7824,7825,7980,7824,7980,7979,7825,7826,7981,7825,7981,7980,7826,7827,7982,7826,7982,7981,7827,7828,7983,7827,7983,7982,7828,7829,7984,7828,7984,7983,7829,7830,7985,7829,7985,7984,7830,7831,7986,7830,7986,7985,7831,7832,7987,7831,7987,7986,7832,7833,7988,7832,7988,7987,7833,7834,7989,7833,7989,7988,7834,7835,7990,7834,7990,7989,7835,7836,7991,7835,7991,7990,7836,7837,7992,7836,7992,7991,7837,7838,7993,7837,7993,7992,7838,7839,7994,7838,7994,7993,7839,7840,7995,7839,7995,7994,7840,7841,7996,7840,7996,7995,7841,7842,7997,7841,7997,7996,7842,7843,7998,7842,7998,7997,7843,7844,7999,7843,7999,7998,7844,7845,8000,7844,8000,7999,7845,7846,8001,7845,8001,8000,7846,7847,8002,7846,8002,8001,7847,7848,8003,7847,8003,8002,7848,7849,8004,7848,8004,8003,7849,7850,8005,7849,8005,8004,7850,7851,8006,7850,8006,8005,7851,7852,8007,7851,8007,8006,7852,7853,8008,7852,8008,8007,7853,7854,8009,7853,8009,8008,7854,7855,8010,7854,8010,8009,7855,7856,8011,7855,8011,8010,7856,7857,8012,7856,8012,8011,7857,7858,8013,7857,8013,8012,7858,7859,8014,7858,8014,8013,7859,7860,8015,7859,8015,8014,7860,7861,8016,7860,8016,8015,7861,7862,8017,7861,8017,8016,7862,7863,8018,7862,8018,8017,7863,7864,8019,7863,8019,8018,7864,7865,8020,7864,8020,8019,7865,7866,8021,7865,8021,8020,7866,7867,8022,7866,8022,8021,7867,7868,8023,7867,8023,8022,7868,7869,8024,7868,8024,8023,7869,7870,8025,7869,8025,8024,7870,7871,8026,7870,8026,8025,7871,7872,8027,7871,8027,8026,7872,7873,8028,7872,8028,8027,7873,7874,8029,7873,8029,8028,7874,7875,8030,7874,8030,8029,7875,7876,8031,7875,8031,8030,7876,7877,8032,7876,8032,8031,7877,7878,8033,7877,8033,8032,7878,7879,8034,7878,8034,8033,7879,7880,8035,7879,8035,8034,7880,7881,8036,7880,8036,8035,7881,7882,8037,7881,8037,8036,7882,7883,8038,7882,8038,8037,7883,7884,8039,7883,8039,8038,7884,7885,8040,7884,8040,8039,7885,7886,8041,7885,8041,8040,7886,7887,8042,7886,8042,8041,7887,7888,8043,7887,8043,8042,7888,7889,8044,7888,8044,8043,7889,7890,8045,7889,8045,8044,7890,7891,8046,7890,8046,8045,7891,7892,8047,7891,8047,8046,7892,7893,8048,7892,8048,8047,7893,7894,8049,7893,8049,8048,7894,7895,8050,7894,8050,8049,7895,7896,8051,7895,8051,8050,7896,7897,8052,7896,8052,8051,7897,7898,8053,7897,8053,8052,7898,7899,8054,7898,8054,8053,7899,7900,8055,7899,8055,8054,7900,7901,8056,7900,8056,8055,7901,7902,8057,7901,8057,8056,7902,7903,8058,7902,8058,8057,7903,7904,8059,7903,8059,8058,7905,7906,8061,7905,8061,8060,7906,7907,8062,7906,8062,8061,7907,7908,8063,7907,8063,8062,7908,7909,8064,7908,8064,8063,7909,7910,8065,7909,8065,8064,7910,7911,8066,7910,8066,8065,7911,7912,8067,7911,8067,8066,7912,7913,8068,7912,8068,8067,7913,7914,8069,7913,8069,8068,7914,7915,8070,7914,8070,8069,7915,7916,8071,7915,8071,8070,7916,7917,8072,7916,8072,8071,7917,7918,8073,7917,8073,8072,7918,7919,8074,7918,8074,8073,7919,7920,8075,7919,8075,8074,7920,7921,8076,7920,8076,8075,7921,7922,8077,7921,8077,8076,7922,7923,8078,7922,8078,8077,7923,7924,8079,7923,8079,8078,7924,7925,8080,7924,8080,8079,7925,7926,8081,7925,8081,8080,7926,7927,8082,7926,8082,8081,7927,7928,8083,7927,8083,8082,7928,7929,8084,7928,8084,8083,7929,7930,8085,7929,8085,8084,7930,7931,8086,7930,8086,8085,7931,7932,8087,7931,8087,8086,7932,7933,8088,7932,8088,8087,7933,7934,8089,7933,8089,8088,7934,7935,8090,7934,8090,8089,7935,7936,8091,7935,8091,8090,7936,7937,8092,7936,8092,8091,7937,7938,8093,7937,8093,8092,7938,7939,8094,7938,8094,8093,7939,7940,8095,7939,8095,8094,7940,7941,8096,7940,8096,8095,7941,7942,8097,7941,8097,8096,7942,7943,8098,7942,8098,8097,7943,7944,8099,7943,8099,8098,7944,7945,8100,7944,8100,8099,7945,7946,8101,7945,8101,8100,7946,7947,8102,7946,8102,8101,7947,7948,8103,7947,8103,8102,7948,7949,8104,7948,8104,8103,7949,7950,8105,7949,8105,8104,7950,7951,8106,7950,8106,8105,7951,7952,8107,7951,8107,8106,7952,7953,8108,7952,8108,8107,7953,7954,8109,7953,8109,8108,7954,7955,8110,7954,8110,8109,7955,7956,8111,7955,8111,8110,7956,7957,8112,7956,8112,8111,7957,7958,8113,7957,8113,8112,7958,7959,8114,7958,8114,8113,7959,7960,8115,7959,8115,8114,7960,7961,8116,7960,8116,8115,7961,7962,8117,7961,8117,8116,7962,7963,8118,7962,8118,8117,7963,7964,8119,7963,8119,8118,7964,7965,8120,7964,8120,8119,7965,7966,8121,7965,8121,8120,7966,7967,8122,7966,8122,8121,7967,7968,8123,7967,8123,8122,7968,7969,8124,7968,8124,8123,7969,7970,8125,7969,8125,8124,7970,7971,8126,7970,8126,8125,7971,7972,8127,7971,8127,8126,7972,7973,8128,7972,8128,8127,7973,7974,8129,7973,8129,8128,7974,7975,8130,7974,8130,8129,7975,7976,8131,7975,8131,8130,7976,7977,8132,7976,8132,8131,7977,7978,8133,7977,8133,8132,7978,7979,8134,7978,8134,8133,7979,7980,8135,7979,8135,8134,7980,7981,8136,7980,8136,8135,7981,7982,8137,7981,8137,8136,7982,7983,8138,7982,8138,8137,7983,7984,8139,7983,8139,8138,7984,7985,8140,7984,8140,8139,7985,7986,8141,7985,8141,8140,7986,7987,8142,7986,8142,8141,7987,7988,8143,7987,8143,8142,7988,7989,8144,7988,8144,8143,7989,7990,8145,7989,8145,8144,7990,7991,8146,7990,8146,8145,7991,7992,8147,7991,8147,8146,7992,7993,8148,7992,8148,8147,7993,7994,8149,7993,8149,8148,7994,7995,8150,7994,8150,8149,7995,7996,8151,7995,8151,8150,7996,7997,8152,7996,8152,8151,7997,7998,8153,7997,8153,8152,7998,7999,8154,7998,8154,8153,7999,8000,8155,7999,8155,8154,8000,8001,8156,8000,8156,8155,8001,8002,8157,8001,8157,8156,8002,8003,8158,8002,8158,8157,8003,8004,8159,8003,8159,8158,8004,8005,8160,8004,8160,8159,8005,8006,8161,8005,8161,8160,8006,8007,8162,8006,8162,8161,8007,8008,8163,8007,8163,8162,8008,8009,8164,8008,8164,8163,8009,8010,8165,8009,8165,8164,8010,8011,8166,8010,8166,8165,8011,8012,8167,8011,8167,8166,8012,8013,8168,8012,8168,8167,8013,8014,8169,8013,8169,8168,8014,8015,8170,8014,8170,8169,8015,8016,8171,8015,8171,8170,8016,8017,8172,8016,8172,8171,8017,8018,8173,8017,8173,8172,8018,8019,8174,8018,8174,8173,8019,8020,8175,8019,8175,8174,8020,8021,8176,8020,8176,8175,8021,8022,8177,8021,8177,8176,8022,8023,8178,8022,8178,8177,8023,8024,8179,8023,8179,8178,8024,8025,8180,8024,8180,8179,8025,8026,8181,8025,8181,8180,8026,8027,8182,8026,8182,8181,8027,8028,8183,8027,8183,8182,8028,8029,8184,8028,8184,8183,8029,8030,8185,8029,8185,8184,8030,8031,8186,8030,8186,8185,8031,8032,8187,8031,8187,8186,8032,8033,8188,8032,8188,8187,8033,8034,8189,8033,8189,8188,8034,8035,8190,8034,8190,8189,8035,8036,8191,8035,8191,8190,8036,8037,8192,8036,8192,8191,8037,8038,8193,8037,8193,8192,8038,8039,8194,8038,8194,8193,8039,8040,8195,8039,8195,8194,8040,8041,8196,8040,8196,8195,8041,8042,8197,8041,8197,8196,8042,8043,8198,8042,8198,8197,8043,8044,8199,8043,8199,8198,8044,8045,8200,8044,8200,8199,8045,8046,8201,8045,8201,8200,8046,8047,8202,8046,8202,8201,8047,8048,8203,8047,8203,8202,8048,8049,8204,8048,8204,8203,8049,8050,8205,8049,8205,8204,8050,8051,8206,8050,8206,8205,8051,8052,8207,8051,8207,8206,8052,8053,8208,8052,8208,8207,8053,8054,8209,8053,8209,8208,8054,8055,8210,8054,8210,8209,8055,8056,8211,8055,8211,8210,8056,8057,8212,8056,8212,8211,8057,8058,8213,8057,8213,8212,8058,8059,8214,8058,8214,8213,8060,8061,8216,8060,8216,8215,8061,8062,8217,8061,8217,8216,8062,8063,8218,8062,8218,8217,8063,8064,8219,8063,8219,8218,8064,8065,8220,8064,8220,8219,8065,8066,8221,8065,8221,8220,8066,8067,8222,8066,8222,8221,8067,8068,8223,8067,8223,8222,8068,8069,8224,8068,8224,8223,8069,8070,8225,8069,8225,8224,8070,8071,8226,8070,8226,8225,8071,8072,8227,8071,8227,8226,8072,8073,8228,8072,8228,8227,8073,8074,8229,8073,8229,8228,8074,8075,8230,8074,8230,8229,8075,8076,8231,8075,8231,8230,8076,8077,8232,8076,8232,8231,8077,8078,8233,8077,8233,8232,8078,8079,8234,8078,8234,8233,8079,8080,8235,8079,8235,8234,8080,8081,8236,8080,8236,8235,8081,8082,8237,8081,8237,8236,8082,8083,8238,8082,8238,8237,8083,8084,8239,8083,8239,8238,8084,8085,8240,8084,8240,8239,8085,8086,8241,8085,8241,8240,8086,8087,8242,8086,8242,8241,8087,8088,8243,8087,8243,8242,8088,8089,8244,8088,8244,8243,8089,8090,8245,8089,8245,8244,8090,8091,8246,8090,8246,8245,8091,8092,8247,8091,8247,8246,8092,8093,8248,8092,8248,8247,8093,8094,8249,8093,8249,8248,8094,8095,8250,8094,8250,8249,8095,8096,8251,8095,8251,8250,8096,8097,8252,8096,8252,8251,8097,8098,8253,8097,8253,8252,8098,8099,8254,8098,8254,8253,8099,8100,8255,8099,8255,8254,8100,8101,8256,8100,8256,8255,8101,8102,8257,8101,8257,8256,8102,8103,8258,8102,8258,8257,8103,8104,8259,8103,8259,8258,8104,8105,8260,8104,8260,8259,8105,8106,8261,8105,8261,8260,8106,8107,8262,8106,8262,8261,8107,8108,8263,8107,8263,8262,8108,8109,8264,8108,8264,8263,8109,8110,8265,8109,8265,8264,8110,8111,8266,8110,8266,8265,8111,8112,8267,8111,8267,8266,8112,8113,8268,8112,8268,8267,8113,8114,8269,8113,8269,8268,8114,8115,8270,8114,8270,8269,8115,8116,8271,8115,8271,8270,8116,8117,8272,8116,8272,8271,8117,8118,8273,8117,8273,8272,8118,8119,8274,8118,8274,8273,8119,8120,8275,8119,8275,8274,8120,8121,8276,8120,8276,8275,8121,8122,8277,8121,8277,8276,8122,8123,8278,8122,8278,8277,8123,8124,8279,8123,8279,8278,8124,8125,8280,8124,8280,8279,8125,8126,8281,8125,8281,8280,8126,8127,8282,8126,8282,8281,8127,8128,8283,8127,8283,8282,8128,8129,8284,8128,8284,8283,8129,8130,8285,8129,8285,8284,8130,8131,8286,8130,8286,8285,8131,8132,8287,8131,8287,8286,8132,8133,8288,8132,8288,8287,8133,8134,8289,8133,8289,8288,8134,8135,8290,8134,8290,8289,8135,8136,8291,8135,8291,8290,8136,8137,8292,8136,8292,8291,8137,8138,8293,8137,8293,8292,8138,8139,8294,8138,8294,8293,8139,8140,8295,8139,8295,8294,8140,8141,8296,8140,8296,8295,8141,8142,8297,8141,8297,8296,8142,8143,8298,8142,8298,8297,8143,8144,8299,8143,8299,8298,8144,8145,8300,8144,8300,8299,8145,8146,8301,8145,8301,8300,8146,8147,8302,8146,8302,8301,8147,8148,8303,8147,8303,8302,8148,8149,8304,8148,8304,8303,8149,8150,8305,8149,8305,8304,8150,8151,8306,8150,8306,8305,8151,8152,8307,8151,8307,8306,8152,8153,8308,8152,8308,8307,8153,8154,8309,8153,8309,8308,8154,8155,8310,8154,8310,8309,8155,8156,8311,8155,8311,8310,8156,8157,8312,8156,8312,8311,8157,8158,8313,8157,8313,8312,8158,8159,8314,8158,8314,8313,8159,8160,8315,8159,8315,8314,8160,8161,8316,8160,8316,8315,8161,8162,8317,8161,8317,8316,8162,8163,8318,8162,8318,8317,8163,8164,8319,8163,8319,8318,8164,8165,8320,8164,8320,8319,8165,8166,8321,8165,8321,8320,8166,8167,8322,8166,8322,8321,8167,8168,8323,8167,8323,8322,8168,8169,8324,8168,8324,8323,8169,8170,8325,8169,8325,8324,8170,8171,8326,8170,8326,8325,8171,8172,8327,8171,8327,8326,8172,8173,8328,8172,8328,8327,8173,8174,8329,8173,8329,8328,8174,8175,8330,8174,8330,8329,8175,8176,8331,8175,8331,8330,8176,8177,8332,8176,8332,8331,8177,8178,8333,8177,8333,8332,8178,8179,8334,8178,8334,8333,8179,8180,8335,8179,8335,8334,8180,8181,8336,8180,8336,8335,8181,8182,8337,8181,8337,8336,8182,8183,8338,8182,8338,8337,8183,8184,8339,8183,8339,8338,8184,8185,8340,8184,8340,8339,8185,8186,8341,8185,8341,8340,8186,8187,8342,8186,8342,8341,8187,8188,8343,8187,8343,8342,8188,8189,8344,8188,8344,8343,8189,8190,8345,8189,8345,8344,8190,8191,8346,8190,8346,8345,8191,8192,8347,8191,8347,8346,8192,8193,8348,8192,8348,8347,8193,8194,8349,8193,8349,8348,8194,8195,8350,8194,8350,8349,8195,8196,8351,8195,8351,8350,8196,8197,8352,8196,8352,8351,8197,8198,8353,8197,8353,8352,8198,8199,8354,8198,8354,8353,8199,8200,8355,8199,8355,8354,8200,8201,8356,8200,8356,8355,8201,8202,8357,8201,8357,8356,8202,8203,8358,8202,8358,8357,8203,8204,8359,8203,8359,8358,8204,8205,8360,8204,8360,8359,8205,8206,8361,8205,8361,8360,8206,8207,8362,8206,8362,8361,8207,8208,8363,8207,8363,8362,8208,8209,8364,8208,8364,8363,8209,8210,8365,8209,8365,8364,8210,8211,8366,8210,8366,8365,8211,8212,8367,8211,8367,8366,8212,8213,8368,8212,8368,8367,8213,8214,8369,8213,8369,8368,8215,8216,8371,8215,8371,8370,8216,8217,8372,8216,8372,8371,8217,8218,8373,8217,8373,8372,8218,8219,8374,8218,8374,8373,8219,8220,8375,8219,8375,8374,8220,8221,8376,8220,8376,8375,8221,8222,8377,8221,8377,8376,8222,8223,8378,8222,8378,8377,8223,8224,8379,8223,8379,8378,8224,8225,8380,8224,8380,8379,8225,8226,8381,8225,8381,8380,8226,8227,8382,8226,8382,8381,8227,8228,8383,8227,8383,8382,8228,8229,8384,8228,8384,8383,8229,8230,8385,8229,8385,8384,8230,8231,8386,8230,8386,8385,8231,8232,8387,8231,8387,8386,8232,8233,8388,8232,8388,8387,8233,8234,8389,8233,8389,8388,8234,8235,8390,8234,8390,8389,8235,8236,8391,8235,8391,8390,8236,8237,8392,8236,8392,8391,8237,8238,8393,8237,8393,8392,8238,8239,8394,8238,8394,8393,8239,8240,8395,8239,8395,8394,8240,8241,8396,8240,8396,8395,8241,8242,8397,8241,8397,8396,8242,8243,8398,8242,8398,8397,8243,8244,8399,8243,8399,8398,8244,8245,8400,8244,8400,8399,8245,8246,8401,8245,8401,8400,8246,8247,8402,8246,8402,8401,8247,8248,8403,8247,8403,8402,8248,8249,8404,8248,8404,8403,8249,8250,8405,8249,8405,8404,8250,8251,8406,8250,8406,8405,8251,8252,8407,8251,8407,8406,8252,8253,8408,8252,8408,8407,8253,8254,8409,8253,8409,8408,8254,8255,8410,8254,8410,8409,8255,8256,8411,8255,8411,8410,8256,8257,8412,8256,8412,8411,8257,8258,8413,8257,8413,8412,8258,8259,8414,8258,8414,8413,8259,8260,8415,8259,8415,8414,8260,8261,8416,8260,8416,8415,8261,8262,8417,8261,8417,8416,8262,8263,8418,8262,8418,8417,8263,8264,8419,8263,8419,8418,8264,8265,8420,8264,8420,8419,8265,8266,8421,8265,8421,8420,8266,8267,8422,8266,8422,8421,8267,8268,8423,8267,8423,8422,8268,8269,8424,8268,8424,8423,8269,8270,8425,8269,8425,8424,8270,8271,8426,8270,8426,8425,8271,8272,8427,8271,8427,8426,8272,8273,8428,8272,8428,8427,8273,8274,8429,8273,8429,8428,8274,8275,8430,8274,8430,8429,8275,8276,8431,8275,8431,8430,8276,8277,8432,8276,8432,8431,8277,8278,8433,8277,8433,8432,8278,8279,8434,8278,8434,8433,8279,8280,8435,8279,8435,8434,8280,8281,8436,8280,8436,8435,8281,8282,8437,8281,8437,8436,8282,8283,8438,8282,8438,8437,8283,8284,8439,8283,8439,8438,8284,8285,8440,8284,8440,8439,8285,8286,8441,8285,8441,8440,8286,8287,8442,8286,8442,8441,8287,8288,8443,8287,8443,8442,8288,8289,8444,8288,8444,8443,8289,8290,8445,8289,8445,8444,8290,8291,8446,8290,8446,8445,8291,8292,8447,8291,8447,8446,8292,8293,8448,8292,8448,8447,8293,8294,8449,8293,8449,8448,8294,8295,8450,8294,8450,8449,8295,8296,8451,8295,8451,8450,8296,8297,8452,8296,8452,8451,8297,8298,8453,8297,8453,8452,8298,8299,8454,8298,8454,8453,8299,8300,8455,8299,8455,8454,8300,8301,8456,8300,8456,8455,8301,8302,8457,8301,8457,8456,8302,8303,8458,8302,8458,8457,8303,8304,8459,8303,8459,8458,8304,8305,8460,8304,8460,8459,8305,8306,8461,8305,8461,8460,8306,8307,8462,8306,8462,8461,8307,8308,8463,8307,8463,8462,8308,8309,8464,8308,8464,8463,8309,8310,8465,8309,8465,8464,8310,8311,8466,8310,8466,8465,8311,8312,8467,8311,8467,8466,8312,8313,8468,8312,8468,8467,8313,8314,8469,8313,8469,8468,8314,8315,8470,8314,8470,8469,8315,8316,8471,8315,8471,8470,8316,8317,8472,8316,8472,8471,8317,8318,8473,8317,8473,8472,8318,8319,8474,8318,8474,8473,8319,8320,8475,8319,8475,8474,8320,8321,8476,8320,8476,8475,8321,8322,8477,8321,8477,8476,8322,8323,8478,8322,8478,8477,8323,8324,8479,8323,8479,8478,8324,8325,8480,8324,8480,8479,8325,8326,8481,8325,8481,8480,8326,8327,8482,8326,8482,8481,8327,8328,8483,8327,8483,8482,8328,8329,8484,8328,8484,8483,8329,8330,8485,8329,8485,8484,8330,8331,8486,8330,8486,8485,8331,8332,8487,8331,8487,8486,8332,8333,8488,8332,8488,8487,8333,8334,8489,8333,8489,8488,8334,8335,8490,8334,8490,8489,8335,8336,8491,8335,8491,8490,8336,8337,8492,8336,8492,8491,8337,8338,8493,8337,8493,8492,8338,8339,8494,8338,8494,8493,8339,8340,8495,8339,8495,8494,8340,8341,8496,8340,8496,8495,8341,8342,8497,8341,8497,8496,8342,8343,8498,8342,8498,8497,8343,8344,8499,8343,8499,8498,8344,8345,8500,8344,8500,8499,8345,8346,8501,8345,8501,8500,8346,8347,8502,8346,8502,8501,8347,8348,8503,8347,8503,8502,8348,8349,8504,8348,8504,8503,8349,8350,8505,8349,8505,8504,8350,8351,8506,8350,8506,8505,8351,8352,8507,8351,8507,8506,8352,8353,8508,8352,8508,8507,8353,8354,8509,8353,8509,8508,8354,8355,8510,8354,8510,8509,8355,8356,8511,8355,8511,8510,8356,8357,8512,8356,8512,8511,8357,8358,8513,8357,8513,8512,8358,8359,8514,8358,8514,8513,8359,8360,8515,8359,8515,8514,8360,8361,8516,8360,8516,8515,8361,8362,8517,8361,8517,8516,8362,8363,8518,8362,8518,8517,8363,8364,8519,8363,8519,8518,8364,8365,8520,8364,8520,8519,8365,8366,8521,8365,8521,8520,8366,8367,8522,8366,8522,8521,8367,8368,8523,8367,8523,8522,8368,8369,8524,8368,8524,8523,8370,8371,8526,8370,8526,8525,8371,8372,8527,8371,8527,8526,8372,8373,8528,8372,8528,8527,8373,8374,8529,8373,8529,8528,8374,8375,8530,8374,8530,8529,8375,8376,8531,8375,8531,8530,8376,8377,8532,8376,8532,8531,8377,8378,8533,8377,8533,8532,8378,8379,8534,8378,8534,8533,8379,8380,8535,8379,8535,8534,8380,8381,8536,8380,8536,8535,8381,8382,8537,8381,8537,8536,8382,8383,8538,8382,8538,8537,8383,8384,8539,8383,8539,8538,8384,8385,8540,8384,8540,8539,8385,8386,8541,8385,8541,8540,8386,8387,8542,8386,8542,8541,8387,8388,8543,8387,8543,8542,8388,8389,8544,8388,8544,8543,8389,8390,8545,8389,8545,8544,8390,8391,8546,8390,8546,8545,8391,8392,8547,8391,8547,8546,8392,8393,8548,8392,8548,8547,8393,8394,8549,8393,8549,8548,8394,8395,8550,8394,8550,8549,8395,8396,8551,8395,8551,8550,8396,8397,8552,8396,8552,8551,8397,8398,8553,8397,8553,8552,8398,8399,8554,8398,8554,8553,8399,8400,8555,8399,8555,8554,8400,8401,8556,8400,8556,8555,8401,8402,8557,8401,8557,8556,8402,8403,8558,8402,8558,8557,8403,8404,8559,8403,8559,8558,8404,8405,8560,8404,8560,8559,8405,8406,8561,8405,8561,8560,8406,8407,8562,8406,8562,8561,8407,8408,8563,8407,8563,8562,8408,8409,8564,8408,8564,8563,8409,8410,8565,8409,8565,8564,8410,8411,8566,8410,8566,8565,8411,8412,8567,8411,8567,8566,8412,8413,8568,8412,8568,8567,8413,8414,8569,8413,8569,8568,8414,8415,8570,8414,8570,8569,8415,8416,8571,8415,8571,8570,8416,8417,8572,8416,8572,8571,8417,8418,8573,8417,8573,8572,8418,8419,8574,8418,8574,8573,8419,8420,8575,8419,8575,8574,8420,8421,8576,8420,8576,8575,8421,8422,8577,8421,8577,8576,8422,8423,8578,8422,8578,8577,8423,8424,8579,8423,8579,8578,8424,8425,8580,8424,8580,8579,8425,8426,8581,8425,8581,8580,8426,8427,8582,8426,8582,8581,8427,8428,8583,8427,8583,8582,8428,8429,8584,8428,8584,8583,8429,8430,8585,8429,8585,8584,8430,8431,8586,8430,8586,8585,8431,8432,8587,8431,8587,8586,8432,8433,8588,8432,8588,8587,8433,8434,8589,8433,8589,8588,8434,8435,8590,8434,8590,8589,8435,8436,8591,8435,8591,8590,8436,8437,8592,8436,8592,8591,8437,8438,8593,8437,8593,8592,8438,8439,8594,8438,8594,8593,8439,8440,8595,8439,8595,8594,8440,8441,8596,8440,8596,8595,8441,8442,8597,8441,8597,8596,8442,8443,8598,8442,8598,8597,8443,8444,8599,8443,8599,8598,8444,8445,8600,8444,8600,8599,8445,8446,8601,8445,8601,8600,8446,8447,8602,8446,8602,8601,8447,8448,8603,8447,8603,8602,8448,8449,8604,8448,8604,8603,8449,8450,8605,8449,8605,8604,8450,8451,8606,8450,8606,8605,8451,8452,8607,8451,8607,8606,8452,8453,8608,8452,8608,8607,8453,8454,8609,8453,8609,8608,8454,8455,8610,8454,8610,8609,8455,8456,8611,8455,8611,8610,8456,8457,8612,8456,8612,8611,8457,8458,8613,8457,8613,8612,8458,8459,8614,8458,8614,8613,8459,8460,8615,8459,8615,8614,8460,8461,8616,8460,8616,8615,8461,8462,8617,8461,8617,8616,8462,8463,8618,8462,8618,8617,8463,8464,8619,8463,8619,8618,8464,8465,8620,8464,8620,8619,8465,8466,8621,8465,8621,8620,8466,8467,8622,8466,8622,8621,8467,8468,8623,8467,8623,8622,8468,8469,8624,8468,8624,8623,8469,8470,8625,8469,8625,8624,8470,8471,8626,8470,8626,8625,8471,8472,8627,8471,8627,8626,8472,8473,8628,8472,8628,8627,8473,8474,8629,8473,8629,8628,8474,8475,8630,8474,8630,8629,8475,8476,8631,8475,8631,8630,8476,8477,8632,8476,8632,8631,8477,8478,8633,8477,8633,8632,8478,8479,8634,8478,8634,8633,8479,8480,8635,8479,8635,8634,8480,8481,8636,8480,8636,8635,8481,8482,8637,8481,8637,8636,8482,8483,8638,8482,8638,8637,8483,8484,8639,8483,8639,8638,8484,8485,8640,8484,8640,8639,8485,8486,8641,8485,8641,8640,8486,8487,8642,8486,8642,8641,8487,8488,8643,8487,8643,8642,8488,8489,8644,8488,8644,8643,8489,8490,8645,8489,8645,8644,8490,8491,8646,8490,8646,8645,8491,8492,8647,8491,8647,8646,8492,8493,8648,8492,8648,8647,8493,8494,8649,8493,8649,8648,8494,8495,8650,8494,8650,8649,8495,8496,8651,8495,8651,8650,8496,8497,8652,8496,8652,8651,8497,8498,8653,8497,8653,8652,8498,8499,8654,8498,8654,8653,8499,8500,8655,8499,8655,8654,8500,8501,8656,8500,8656,8655,8501,8502,8657,8501,8657,8656,8502,8503,8658,8502,8658,8657,8503,8504,8659,8503,8659,8658,8504,8505,8660,8504,8660,8659,8505,8506,8661,8505,8661,8660,8506,8507,8662,8506,8662,8661,8507,8508,8663,8507,8663,8662,8508,8509,8664,8508,8664,8663,8509,8510,8665,8509,8665,8664,8510,8511,8666,8510,8666,8665,8511,8512,8667,8511,8667,8666,8512,8513,8668,8512,8668,8667,8513,8514,8669,8513,8669,8668,8514,8515,8670,8514,8670,8669,8515,8516,8671,8515,8671,8670,8516,8517,8672,8516,8672,8671,8517,8518,8673,8517,8673,8672,8518,8519,8674,8518,8674,8673,8519,8520,8675,8519,8675,8674,8520,8521,8676,8520,8676,8675,8521,8522,8677,8521,8677,8676,8522,8523,8678,8522,8678,8677,8523,8524,8679,8523,8679,8678,8525,8526,8681,8525,8681,8680,8526,8527,8682,8526,8682,8681,8527,8528,8683,8527,8683,8682,8528,8529,8684,8528,8684,8683,8529,8530,8685,8529,8685,8684,8530,8531,8686,8530,8686,8685,8531,8532,8687,8531,8687,8686,8532,8533,8688,8532,8688,8687,8533,8534,8689,8533,8689,8688,8534,8535,8690,8534,8690,8689,8535,8536,8691,8535,8691,8690,8536,8537,8692,8536,8692,8691,8537,8538,8693,8537,8693,8692,8538,8539,8694,8538,8694,8693,8539,8540,8695,8539,8695,8694,8540,8541,8696,8540,8696,8695,8541,8542,8697,8541,8697,8696,8542,8543,8698,8542,8698,8697,8543,8544,8699,8543,8699,8698,8544,8545,8700,8544,8700,8699,8545,8546,8701,8545,8701,8700,8546,8547,8702,8546,8702,8701,8547,8548,8703,8547,8703,8702,8548,8549,8704,8548,8704,8703,8549,8550,8705,8549,8705,8704,8550,8551,8706,8550,8706,8705,8551,8552,8707,8551,8707,8706,8552,8553,8708,8552,8708,8707,8553,8554,8709,8553,8709,8708,8554,8555,8710,8554,8710,8709,8555,8556,8711,8555,8711,8710,8556,8557,8712,8556,8712,8711,8557,8558,8713,8557,8713,8712,8558,8559,8714,8558,8714,8713,8559,8560,8715,8559,8715,8714,8560,8561,8716,8560,8716,8715,8561,8562,8717,8561,8717,8716,8562,8563,8718,8562,8718,8717,8563,8564,8719,8563,8719,8718,8564,8565,8720,8564,8720,8719,8565,8566,8721,8565,8721,8720,8566,8567,8722,8566,8722,8721,8567,8568,8723,8567,8723,8722,8568,8569,8724,8568,8724,8723,8569,8570,8725,8569,8725,8724,8570,8571,8726,8570,8726,8725,8571,8572,8727,8571,8727,8726,8572,8573,8728,8572,8728,8727,8573,8574,8729,8573,8729,8728,8574,8575,8730,8574,8730,8729,8575,8576,8731,8575,8731,8730,8576,8577,8732,8576,8732,8731,8577,8578,8733,8577,8733,8732,8578,8579,8734,8578,8734,8733,8579,8580,8735,8579,8735,8734,8580,8581,8736,8580,8736,8735,8581,8582,8737,8581,8737,8736,8582,8583,8738,8582,8738,8737,8583,8584,8739,8583,8739,8738,8584,8585,8740,8584,8740,8739,8585,8586,8741,8585,8741,8740,8586,8587,8742,8586,8742,8741,8587,8588,8743,8587,8743,8742,8588,8589,8744,8588,8744,8743,8589,8590,8745,8589,8745,8744,8590,8591,8746,8590,8746,8745,8591,8592,8747,8591,8747,8746,8592,8593,8748,8592,8748,8747,8593,8594,8749,8593,8749,8748,8594,8595,8750,8594,8750,8749,8595,8596,8751,8595,8751,8750,8596,8597,8752,8596,8752,8751,8597,8598,8753,8597,8753,8752,8598,8599,8754,8598,8754,8753,8599,8600,8755,8599,8755,8754,8600,8601,8756,8600,8756,8755,8601,8602,8757,8601,8757,8756,8602,8603,8758,8602,8758,8757,8603,8604,8759,8603,8759,8758,8604,8605,8760,8604,8760,8759,8605,8606,8761,8605,8761,8760,8606,8607,8762,8606,8762,8761,8607,8608,8763,8607,8763,8762,8608,8609,8764,8608,8764,8763,8609,8610,8765,8609,8765,8764,8610,8611,8766,8610,8766,8765,8611,8612,8767,8611,8767,8766,8612,8613,8768,8612,8768,8767,8613,8614,8769,8613,8769,8768,8614,8615,8770,8614,8770,8769,8615,8616,8771,8615,8771,8770,8616,8617,8772,8616,8772,8771,8617,8618,8773,8617,8773,8772,8618,8619,8774,8618,8774,8773,8619,8620,8775,8619,8775,8774,8620,8621,8776,8620,8776,8775,8621,8622,8777,8621,8777,8776,8622,8623,8778,8622,8778,8777,8623,8624,8779,8623,8779,8778,8624,8625,8780,8624,8780,8779,8625,8626,8781,8625,8781,8780,8626,8627,8782,8626,8782,8781,8627,8628,8783,8627,8783,8782,8628,8629,8784,8628,8784,8783,8629,8630,8785,8629,8785,8784,8630,8631,8786,8630,8786,8785,8631,8632,8787,8631,8787,8786,8632,8633,8788,8632,8788,8787,8633,8634,8789,8633,8789,8788,8634,8635,8790,8634,8790,8789,8635,8636,8791,8635,8791,8790,8636,8637,8792,8636,8792,8791,8637,8638,8793,8637,8793,8792,8638,8639,8794,8638,8794,8793,8639,8640,8795,8639,8795,8794,8640,8641,8796,8640,8796,8795,8641,8642,8797,8641,8797,8796,8642,8643,8798,8642,8798,8797,8643,8644,8799,8643,8799,8798,8644,8645,8800,8644,8800,8799,8645,8646,8801,8645,8801,8800,8646,8647,8802,8646,8802,8801,8647,8648,8803,8647,8803,8802,8648,8649,8804,8648,8804,8803,8649,8650,8805,8649,8805,8804,8650,8651,8806,8650,8806,8805,8651,8652,8807,8651,8807,8806,8652,8653,8808,8652,8808,8807,8653,8654,8809,8653,8809,8808,8654,8655,8810,8654,8810,8809,8655,8656,8811,8655,8811,8810,8656,8657,8812,8656,8812,8811,8657,8658,8813,8657,8813,8812,8658,8659,8814,8658,8814,8813,8659,8660,8815,8659,8815,8814,8660,8661,8816,8660,8816,8815,8661,8662,8817,8661,8817,8816,8662,8663,8818,8662,8818,8817,8663,8664,8819,8663,8819,8818,8664,8665,8820,8664,8820,8819,8665,8666,8821,8665,8821,8820,8666,8667,8822,8666,8822,8821,8667,8668,8823,8667,8823,8822,8668,8669,8824,8668,8824,8823,8669,8670,8825,8669,8825,8824,8670,8671,8826,8670,8826,8825,8671,8672,8827,8671,8827,8826,8672,8673,8828,8672,8828,8827,8673,8674,8829,8673,8829,8828,8674,8675,8830,8674,8830,8829,8675,8676,8831,8675,8831,8830,8676,8677,8832,8676,8832,8831,8677,8678,8833,8677,8833,8832,8678,8679,8834,8678,8834,8833,8680,8681,8836,8680,8836,8835,8681,8682,8837,8681,8837,8836,8682,8683,8838,8682,8838,8837,8683,8684,8839,8683,8839,8838,8684,8685,8840,8684,8840,8839,8685,8686,8841,8685,8841,8840,8686,8687,8842,8686,8842,8841,8687,8688,8843,8687,8843,8842,8688,8689,8844,8688,8844,8843,8689,8690,8845,8689,8845,8844,8690,8691,8846,8690,8846,8845,8691,8692,8847,8691,8847,8846,8692,8693,8848,8692,8848,8847,8693,8694,8849,8693,8849,8848,8694,8695,8850,8694,8850,8849,8695,8696,8851,8695,8851,8850,8696,8697,8852,8696,8852,8851,8697,8698,8853,8697,8853,8852,8698,8699,8854,8698,8854,8853,8699,8700,8855,8699,8855,8854,8700,8701,8856,8700,8856,8855,8701,8702,8857,8701,8857,8856,8702,8703,8858,8702,8858,8857,8703,8704,8859,8703,8859,8858,8704,8705,8860,8704,8860,8859,8705,8706,8861,8705,8861,8860,8706,8707,8862,8706,8862,8861,8707,8708,8863,8707,8863,8862,8708,8709,8864,8708,8864,8863,8709,8710,8865,8709,8865,8864,8710,8711,8866,8710,8866,8865,8711,8712,8867,8711,8867,8866,8712,8713,8868,8712,8868,8867,8713,8714,8869,8713,8869,8868,8714,8715,8870,8714,8870,8869,8715,8716,8871,8715,8871,8870,8716,8717,8872,8716,8872,8871,8717,8718,8873,8717,8873,8872,8718,8719,8874,8718,8874,8873,8719,8720,8875,8719,8875,8874,8720,8721,8876,8720,8876,8875,8721,8722,8877,8721,8877,8876,8722,8723,8878,8722,8878,8877,8723,8724,8879,8723,8879,8878,8724,8725,8880,8724,8880,8879,8725,8726,8881,8725,8881,8880,8726,8727,8882,8726,8882,8881,8727,8728,8883,8727,8883,8882,8728,8729,8884,8728,8884,8883,8729,8730,8885,8729,8885,8884,8730,8731,8886,8730,8886,8885,8731,8732,8887,8731,8887,8886,8732,8733,8888,8732,8888,8887,8733,8734,8889,8733,8889,8888,8734,8735,8890,8734,8890,8889,8735,8736,8891,8735,8891,8890,8736,8737,8892,8736,8892,8891,8737,8738,8893,8737,8893,8892,8738,8739,8894,8738,8894,8893,8739,8740,8895,8739,8895,8894,8740,8741,8896,8740,8896,8895,8741,8742,8897,8741,8897,8896,8742,8743,8898,8742,8898,8897,8743,8744,8899,8743,8899,8898,8744,8745,8900,8744,8900,8899,8745,8746,8901,8745,8901,8900,8746,8747,8902,8746,8902,8901,8747,8748,8903,8747,8903,8902,8748,8749,8904,8748,8904,8903,8749,8750,8905,8749,8905,8904,8750,8751,8906,8750,8906,8905,8751,8752,8907,8751,8907,8906,8752,8753,8908,8752,8908,8907,8753,8754,8909,8753,8909,8908,8754,8755,8910,8754,8910,8909,8755,8756,8911,8755,8911,8910,8756,8757,8912,8756,8912,8911,8757,8758,8913,8757,8913,8912,8758,8759,8914,8758,8914,8913,8759,8760,8915,8759,8915,8914,8760,8761,8916,8760,8916,8915,8761,8762,8917,8761,8917,8916,8762,8763,8918,8762,8918,8917,8763,8764,8919,8763,8919,8918,8764,8765,8920,8764,8920,8919,8765,8766,8921,8765,8921,8920,8766,8767,8922,8766,8922,8921,8767,8768,8923,8767,8923,8922,8768,8769,8924,8768,8924,8923,8769,8770,8925,8769,8925,8924,8770,8771,8926,8770,8926,8925,8771,8772,8927,8771,8927,8926,8772,8773,8928,8772,8928,8927,8773,8774,8929,8773,8929,8928,8774,8775,8930,8774,8930,8929,8775,8776,8931,8775,8931,8930,8776,8777,8932,8776,8932,8931,8777,8778,8933,8777,8933,8932,8778,8779,8934,8778,8934,8933,8779,8780,8935,8779,8935,8934,8780,8781,8936,8780,8936,8935,8781,8782,8937,8781,8937,8936,8782,8783,8938,8782,8938,8937,8783,8784,8939,8783,8939,8938,8784,8785,8940,8784,8940,8939,8785,8786,8941,8785,8941,8940,8786,8787,8942,8786,8942,8941,8787,8788,8943,8787,8943,8942,8788,8789,8944,8788,8944,8943,8789,8790,8945,8789,8945,8944,8790,8791,8946,8790,8946,8945,8791,8792,8947,8791,8947,8946,8792,8793,8948,8792,8948,8947,8793,8794,8949,8793,8949,8948,8794,8795,8950,8794,8950,8949,8795,8796,8951,8795,8951,8950,8796,8797,8952,8796,8952,8951,8797,8798,8953,8797,8953,8952,8798,8799,8954,8798,8954,8953,8799,8800,8955,8799,8955,8954,8800,8801,8956,8800,8956,8955,8801,8802,8957,8801,8957,8956,8802,8803,8958,8802,8958,8957,8803,8804,8959,8803,8959,8958,8804,8805,8960,8804,8960,8959,8805,8806,8961,8805,8961,8960,8806,8807,8962,8806,8962,8961,8807,8808,8963,8807,8963,8962,8808,8809,8964,8808,8964,8963,8809,8810,8965,8809,8965,8964,8810,8811,8966,8810,8966,8965,8811,8812,8967,8811,8967,8966,8812,8813,8968,8812,8968,8967,8813,8814,8969,8813,8969,8968,8814,8815,8970,8814,8970,8969,8815,8816,8971,8815,8971,8970,8816,8817,8972,8816,8972,8971,8817,8818,8973,8817,8973,8972,8818,8819,8974,8818,8974,8973,8819,8820,8975,8819,8975,8974,8820,8821,8976,8820,8976,8975,8821,8822,8977,8821,8977,8976,8822,8823,8978,8822,8978,8977,8823,8824,8979,8823,8979,8978,8824,8825,8980,8824,8980,8979,8825,8826,8981,8825,8981,8980,8826,8827,8982,8826,8982,8981,8827,8828,8983,8827,8983,8982,8828,8829,8984,8828,8984,8983,8829,8830,8985,8829,8985,8984,8830,8831,8986,8830,8986,8985,8831,8832,8987,8831,8987,8986,8832,8833,8988,8832,8988,8987,8833,8834,8989,8833,8989,8988,8835,8836,8991,8835,8991,8990,8836,8837,8992,8836,8992,8991,8837,8838,8993,8837,8993,8992,8838,8839,8994,8838,8994,8993,8839,8840,8995,8839,8995,8994,8840,8841,8996,8840,8996,8995,8841,8842,8997,8841,8997,8996,8842,8843,8998,8842,8998,8997,8843,8844,8999,8843,8999,8998,8844,8845,9000,8844,9000,8999,8845,8846,9001,8845,9001,9000,8846,8847,9002,8846,9002,9001,8847,8848,9003,8847,9003,9002,8848,8849,9004,8848,9004,9003,8849,8850,9005,8849,9005,9004,8850,8851,9006,8850,9006,9005,8851,8852,9007,8851,9007,9006,8852,8853,9008,8852,9008,9007,8853,8854,9009,8853,9009,9008,8854,8855,9010,8854,9010,9009,8855,8856,9011,8855,9011,9010,8856,8857,9012,8856,9012,9011,8857,8858,9013,8857,9013,9012,8858,8859,9014,8858,9014,9013,8859,8860,9015,8859,9015,9014,8860,8861,9016,8860,9016,9015,8861,8862,9017,8861,9017,9016,8862,8863,9018,8862,9018,9017,8863,8864,9019,8863,9019,9018,8864,8865,9020,8864,9020,9019,8865,8866,9021,8865,9021,9020,8866,8867,9022,8866,9022,9021,8867,8868,9023,8867,9023,9022,8868,8869,9024,8868,9024,9023,8869,8870,9025,8869,9025,9024,8870,8871,9026,8870,9026,9025,8871,8872,9027,8871,9027,9026,8872,8873,9028,8872,9028,9027,8873,8874,9029,8873,9029,9028,8874,8875,9030,8874,9030,9029,8875,8876,9031,8875,9031,9030,8876,8877,9032,8876,9032,9031,8877,8878,9033,8877,9033,9032,8878,8879,9034,8878,9034,9033,8879,8880,9035,8879,9035,9034,8880,8881,9036,8880,9036,9035,8881,8882,9037,8881,9037,9036,8882,8883,9038,8882,9038,9037,8883,8884,9039,8883,9039,9038,8884,8885,9040,8884,9040,9039,8885,8886,9041,8885,9041,9040,8886,8887,9042,8886,9042,9041,8887,8888,9043,8887,9043,9042,8888,8889,9044,8888,9044,9043,8889,8890,9045,8889,9045,9044,8890,8891,9046,8890,9046,9045,8891,8892,9047,8891,9047,9046,8892,8893,9048,8892,9048,9047,8893,8894,9049,8893,9049,9048,8894,8895,9050,8894,9050,9049,8895,8896,9051,8895,9051,9050,8896,8897,9052,8896,9052,9051,8897,8898,9053,8897,9053,9052,8898,8899,9054,8898,9054,9053,8899,8900,9055,8899,9055,9054,8900,8901,9056,8900,9056,9055,8901,8902,9057,8901,9057,9056,8902,8903,9058,8902,9058,9057,8903,8904,9059,8903,9059,9058,8904,8905,9060,8904,9060,9059,8905,8906,9061,8905,9061,9060,8906,8907,9062,8906,9062,9061,8907,8908,9063,8907,9063,9062,8908,8909,9064,8908,9064,9063,8909,8910,9065,8909,9065,9064,8910,8911,9066,8910,9066,9065,8911,8912,9067,8911,9067,9066,8912,8913,9068,8912,9068,9067,8913,8914,9069,8913,9069,9068,8914,8915,9070,8914,9070,9069,8915,8916,9071,8915,9071,9070,8916,8917,9072,8916,9072,9071,8917,8918,9073,8917,9073,9072,8918,8919,9074,8918,9074,9073,8919,8920,9075,8919,9075,9074,8920,8921,9076,8920,9076,9075,8921,8922,9077,8921,9077,9076,8922,8923,9078,8922,9078,9077,8923,8924,9079,8923,9079,9078,8924,8925,9080,8924,9080,9079,8925,8926,9081,8925,9081,9080,8926,8927,9082,8926,9082,9081,8927,8928,9083,8927,9083,9082,8928,8929,9084,8928,9084,9083,8929,8930,9085,8929,9085,9084,8930,8931,9086,8930,9086,9085,8931,8932,9087,8931,9087,9086,8932,8933,9088,8932,9088,9087,8933,8934,9089,8933,9089,9088,8934,8935,9090,8934,9090,9089,8935,8936,9091,8935,9091,9090,8936,8937,9092,8936,9092,9091,8937,8938,9093,8937,9093,9092,8938,8939,9094,8938,9094,9093,8939,8940,9095,8939,9095,9094,8940,8941,9096,8940,9096,9095,8941,8942,9097,8941,9097,9096,8942,8943,9098,8942,9098,9097,8943,8944,9099,8943,9099,9098,8944,8945,9100,8944,9100,9099,8945,8946,9101,8945,9101,9100,8946,8947,9102,8946,9102,9101,8947,8948,9103,8947,9103,9102,8948,8949,9104,8948,9104,9103,8949,8950,9105,8949,9105,9104,8950,8951,9106,8950,9106,9105,8951,8952,9107,8951,9107,9106,8952,8953,9108,8952,9108,9107,8953,8954,9109,8953,9109,9108,8954,8955,9110,8954,9110,9109,8955,8956,9111,8955,9111,9110,8956,8957,9112,8956,9112,9111,8957,8958,9113,8957,9113,9112,8958,8959,9114,8958,9114,9113,8959,8960,9115,8959,9115,9114,8960,8961,9116,8960,9116,9115,8961,8962,9117,8961,9117,9116,8962,8963,9118,8962,9118,9117,8963,8964,9119,8963,9119,9118,8964,8965,9120,8964,9120,9119,8965,8966,9121,8965,9121,9120,8966,8967,9122,8966,9122,9121,8967,8968,9123,8967,9123,9122,8968,8969,9124,8968,9124,9123,8969,8970,9125,8969,9125,9124,8970,8971,9126,8970,9126,9125,8971,8972,9127,8971,9127,9126,8972,8973,9128,8972,9128,9127,8973,8974,9129,8973,9129,9128,8974,8975,9130,8974,9130,9129,8975,8976,9131,8975,9131,9130,8976,8977,9132,8976,9132,9131,8977,8978,9133,8977,9133,9132,8978,8979,9134,8978,9134,9133,8979,8980,9135,8979,9135,9134,8980,8981,9136,8980,9136,9135,8981,8982,9137,8981,9137,9136,8982,8983,9138,8982,9138,9137,8983,8984,9139,8983,9139,9138,8984,8985,9140,8984,9140,9139,8985,8986,9141,8985,9141,9140,8986,8987,9142,8986,9142,9141,8987,8988,9143,8987,9143,9142,8988,8989,9144,8988,9144,9143,8990,8991,9146,8990,9146,9145,8991,8992,9147,8991,9147,9146,8992,8993,9148,8992,9148,9147,8993,8994,9149,8993,9149,9148,8994,8995,9150,8994,9150,9149,8995,8996,9151,8995,9151,9150,8996,8997,9152,8996,9152,9151,8997,8998,9153,8997,9153,9152,8998,8999,9154,8998,9154,9153,8999,9000,9155,8999,9155,9154,9000,9001,9156,9000,9156,9155,9001,9002,9157,9001,9157,9156,9002,9003,9158,9002,9158,9157,9003,9004,9159,9003,9159,9158,9004,9005,9160,9004,9160,9159,9005,9006,9161,9005,9161,9160,9006,9007,9162,9006,9162,9161,9007,9008,9163,9007,9163,9162,9008,9009,9164,9008,9164,9163,9009,9010,9165,9009,9165,9164,9010,9011,9166,9010,9166,9165,9011,9012,9167,9011,9167,9166,9012,9013,9168,9012,9168,9167,9013,9014,9169,9013,9169,9168,9014,9015,9170,9014,9170,9169,9015,9016,9171,9015,9171,9170,9016,9017,9172,9016,9172,9171,9017,9018,9173,9017,9173,9172,9018,9019,9174,9018,9174,9173,9019,9020,9175,9019,9175,9174,9020,9021,9176,9020,9176,9175,9021,9022,9177,9021,9177,9176,9022,9023,9178,9022,9178,9177,9023,9024,9179,9023,9179,9178,9024,9025,9180,9024,9180,9179,9025,9026,9181,9025,9181,9180,9026,9027,9182,9026,9182,9181,9027,9028,9183,9027,9183,9182,9028,9029,9184,9028,9184,9183,9029,9030,9185,9029,9185,9184,9030,9031,9186,9030,9186,9185,9031,9032,9187,9031,9187,9186,9032,9033,9188,9032,9188,9187,9033,9034,9189,9033,9189,9188,9034,9035,9190,9034,9190,9189,9035,9036,9191,9035,9191,9190,9036,9037,9192,9036,9192,9191,9037,9038,9193,9037,9193,9192,9038,9039,9194,9038,9194,9193,9039,9040,9195,9039,9195,9194,9040,9041,9196,9040,9196,9195,9041,9042,9197,9041,9197,9196,9042,9043,9198,9042,9198,9197,9043,9044,9199,9043,9199,9198,9044,9045,9200,9044,9200,9199,9045,9046,9201,9045,9201,9200,9046,9047,9202,9046,9202,9201,9047,9048,9203,9047,9203,9202,9048,9049,9204,9048,9204,9203,9049,9050,9205,9049,9205,9204,9050,9051,9206,9050,9206,9205,9051,9052,9207,9051,9207,9206,9052,9053,9208,9052,9208,9207,9053,9054,9209,9053,9209,9208,9054,9055,9210,9054,9210,9209,9055,9056,9211,9055,9211,9210,9056,9057,9212,9056,9212,9211,9057,9058,9213,9057,9213,9212,9058,9059,9214,9058,9214,9213,9059,9060,9215,9059,9215,9214,9060,9061,9216,9060,9216,9215,9061,9062,9217,9061,9217,9216,9062,9063,9218,9062,9218,9217,9063,9064,9219,9063,9219,9218,9064,9065,9220,9064,9220,9219,9065,9066,9221,9065,9221,9220,9066,9067,9222,9066,9222,9221,9067,9068,9223,9067,9223,9222,9068,9069,9224,9068,9224,9223,9069,9070,9225,9069,9225,9224,9070,9071,9226,9070,9226,9225,9071,9072,9227,9071,9227,9226,9072,9073,9228,9072,9228,9227,9073,9074,9229,9073,9229,9228,9074,9075,9230,9074,9230,9229,9075,9076,9231,9075,9231,9230,9076,9077,9232,9076,9232,9231,9077,9078,9233,9077,9233,9232,9078,9079,9234,9078,9234,9233,9079,9080,9235,9079,9235,9234,9080,9081,9236,9080,9236,9235,9081,9082,9237,9081,9237,9236,9082,9083,9238,9082,9238,9237,9083,9084,9239,9083,9239,9238,9084,9085,9240,9084,9240,9239,9085,9086,9241,9085,9241,9240,9086,9087,9242,9086,9242,9241,9087,9088,9243,9087,9243,9242,9088,9089,9244,9088,9244,9243,9089,9090,9245,9089,9245,9244,9090,9091,9246,9090,9246,9245,9091,9092,9247,9091,9247,9246,9092,9093,9248,9092,9248,9247,9093,9094,9249,9093,9249,9248,9094,9095,9250,9094,9250,9249,9095,9096,9251,9095,9251,9250,9096,9097,9252,9096,9252,9251,9097,9098,9253,9097,9253,9252,9098,9099,9254,9098,9254,9253,9099,9100,9255,9099,9255,9254,9100,9101,9256,9100,9256,9255,9101,9102,9257,9101,9257,9256,9102,9103,9258,9102,9258,9257,9103,9104,9259,9103,9259,9258,9104,9105,9260,9104,9260,9259,9105,9106,9261,9105,9261,9260,9106,9107,9262,9106,9262,9261,9107,9108,9263,9107,9263,9262,9108,9109,9264,9108,9264,9263,9109,9110,9265,9109,9265,9264,9110,9111,9266,9110,9266,9265,9111,9112,9267,9111,9267,9266,9112,9113,9268,9112,9268,9267,9113,9114,9269,9113,9269,9268,9114,9115,9270,9114,9270,9269,9115,9116,9271,9115,9271,9270,9116,9117,9272,9116,9272,9271,9117,9118,9273,9117,9273,9272,9118,9119,9274,9118,9274,9273,9119,9120,9275,9119,9275,9274,9120,9121,9276,9120,9276,9275,9121,9122,9277,9121,9277,9276,9122,9123,9278,9122,9278,9277,9123,9124,9279,9123,9279,9278,9124,9125,9280,9124,9280,9279,9125,9126,9281,9125,9281,9280,9126,9127,9282,9126,9282,9281,9127,9128,9283,9127,9283,9282,9128,9129,9284,9128,9284,9283,9129,9130,9285,9129,9285,9284,9130,9131,9286,9130,9286,9285,9131,9132,9287,9131,9287,9286,9132,9133,9288,9132,9288,9287,9133,9134,9289,9133,9289,9288,9134,9135,9290,9134,9290,9289,9135,9136,9291,9135,9291,9290,9136,9137,9292,9136,9292,9291,9137,9138,9293,9137,9293,9292,9138,9139,9294,9138,9294,9293,9139,9140,9295,9139,9295,9294,9140,9141,9296,9140,9296,9295,9141,9142,9297,9141,9297,9296,9142,9143,9298,9142,9298,9297,9143,9144,9299,9143,9299,9298,9145,9146,9301,9145,9301,9300,9146,9147,9302,9146,9302,9301,9147,9148,9303,9147,9303,9302,9148,9149,9304,9148,9304,9303,9149,9150,9305,9149,9305,9304,9150,9151,9306,9150,9306,9305,9151,9152,9307,9151,9307,9306,9152,9153,9308,9152,9308,9307,9153,9154,9309,9153,9309,9308,9154,9155,9310,9154,9310,9309,9155,9156,9311,9155,9311,9310,9156,9157,9312,9156,9312,9311,9157,9158,9313,9157,9313,9312,9158,9159,9314,9158,9314,9313,9159,9160,9315,9159,9315,9314,9160,9161,9316,9160,9316,9315,9161,9162,9317,9161,9317,9316,9162,9163,9318,9162,9318,9317,9163,9164,9319,9163,9319,9318,9164,9165,9320,9164,9320,9319,9165,9166,9321,9165,9321,9320,9166,9167,9322,9166,9322,9321,9167,9168,9323,9167,9323,9322,9168,9169,9324,9168,9324,9323,9169,9170,9325,9169,9325,9324,9170,9171,9326,9170,9326,9325,9171,9172,9327,9171,9327,9326,9172,9173,9328,9172,9328,9327,9173,9174,9329,9173,9329,9328,9174,9175,9330,9174,9330,9329,9175,9176,9331,9175,9331,9330,9176,9177,9332,9176,9332,9331,9177,9178,9333,9177,9333,9332,9178,9179,9334,9178,9334,9333,9179,9180,9335,9179,9335,9334,9180,9181,9336,9180,9336,9335,9181,9182,9337,9181,9337,9336,9182,9183,9338,9182,9338,9337,9183,9184,9339,9183,9339,9338,9184,9185,9340,9184,9340,9339,9185,9186,9341,9185,9341,9340,9186,9187,9342,9186,9342,9341,9187,9188,9343,9187,9343,9342,9188,9189,9344,9188,9344,9343,9189,9190,9345,9189,9345,9344,9190,9191,9346,9190,9346,9345,9191,9192,9347,9191,9347,9346,9192,9193,9348,9192,9348,9347,9193,9194,9349,9193,9349,9348,9194,9195,9350,9194,9350,9349,9195,9196,9351,9195,9351,9350,9196,9197,9352,9196,9352,9351,9197,9198,9353,9197,9353,9352,9198,9199,9354,9198,9354,9353,9199,9200,9355,9199,9355,9354,9200,9201,9356,9200,9356,9355,9201,9202,9357,9201,9357,9356,9202,9203,9358,9202,9358,9357,9203,9204,9359,9203,9359,9358,9204,9205,9360,9204,9360,9359,9205,9206,9361,9205,9361,9360,9206,9207,9362,9206,9362,9361,9207,9208,9363,9207,9363,9362,9208,9209,9364,9208,9364,9363,9209,9210,9365,9209,9365,9364,9210,9211,9366,9210,9366,9365,9211,9212,9367,9211,9367,9366,9212,9213,9368,9212,9368,9367,9213,9214,9369,9213,9369,9368,9214,9215,9370,9214,9370,9369,9215,9216,9371,9215,9371,9370,9216,9217,9372,9216,9372,9371,9217,9218,9373,9217,9373,9372,9218,9219,9374,9218,9374,9373,9219,9220,9375,9219,9375,9374,9220,9221,9376,9220,9376,9375,9221,9222,9377,9221,9377,9376,9222,9223,9378,9222,9378,9377,9223,9224,9379,9223,9379,9378,9224,9225,9380,9224,9380,9379,9225,9226,9381,9225,9381,9380,9226,9227,9382,9226,9382,9381,9227,9228,9383,9227,9383,9382,9228,9229,9384,9228,9384,9383,9229,9230,9385,9229,9385,9384,9230,9231,9386,9230,9386,9385,9231,9232,9387,9231,9387,9386,9232,9233,9388,9232,9388,9387,9233,9234,9389,9233,9389,9388,9234,9235,9390,9234,9390,9389,9235,9236,9391,9235,9391,9390,9236,9237,9392,9236,9392,9391,9237,9238,9393,9237,9393,9392,9238,9239,9394,9238,9394,9393,9239,9240,9395,9239,9395,9394,9240,9241,9396,9240,9396,9395,9241,9242,9397,9241,9397,9396,9242,9243,9398,9242,9398,9397,9243,9244,9399,9243,9399,9398,9244,9245,9400,9244,9400,9399,9245,9246,9401,9245,9401,9400,9246,9247,9402,9246,9402,9401,9247,9248,9403,9247,9403,9402,9248,9249,9404,9248,9404,9403,9249,9250,9405,9249,9405,9404,9250,9251,9406,9250,9406,9405,9251,9252,9407,9251,9407,9406,9252,9253,9408,9252,9408,9407,9253,9254,9409,9253,9409,9408,9254,9255,9410,9254,9410,9409,9255,9256,9411,9255,9411,9410,9256,9257,9412,9256,9412,9411,9257,9258,9413,9257,9413,9412,9258,9259,9414,9258,9414,9413,9259,9260,9415,9259,9415,9414,9260,9261,9416,9260,9416,9415,9261,9262,9417,9261,9417,9416,9262,9263,9418,9262,9418,9417,9263,9264,9419,9263,9419,9418,9264,9265,9420,9264,9420,9419,9265,9266,9421,9265,9421,9420,9266,9267,9422,9266,9422,9421,9267,9268,9423,9267,9423,9422,9268,9269,9424,9268,9424,9423,9269,9270,9425,9269,9425,9424,9270,9271,9426,9270,9426,9425,9271,9272,9427,9271,9427,9426,9272,9273,9428,9272,9428,9427,9273,9274,9429,9273,9429,9428,9274,9275,9430,9274,9430,9429,9275,9276,9431,9275,9431,9430,9276,9277,9432,9276,9432,9431,9277,9278,9433,9277,9433,9432,9278,9279,9434,9278,9434,9433,9279,9280,9435,9279,9435,9434,9280,9281,9436,9280,9436,9435,9281,9282,9437,9281,9437,9436,9282,9283,9438,9282,9438,9437,9283,9284,9439,9283,9439,9438,9284,9285,9440,9284,9440,9439,9285,9286,9441,9285,9441,9440,9286,9287,9442,9286,9442,9441,9287,9288,9443,9287,9443,9442,9288,9289,9444,9288,9444,9443,9289,9290,9445,9289,9445,9444,9290,9291,9446,9290,9446,9445,9291,9292,9447,9291,9447,9446,9292,9293,9448,9292,9448,9447,9293,9294,9449,9293,9449,9448,9294,9295,9450,9294,9450,9449,9295,9296,9451,9295,9451,9450,9296,9297,9452,9296,9452,9451,9297,9298,9453,9297,9453,9452,9298,9299,9454,9298,9454,9453,9300,9301,9456,9300,9456,9455,9301,9302,9457,9301,9457,9456,9302,9303,9458,9302,9458,9457,9303,9304,9459,9303,9459,9458,9304,9305,9460,9304,9460,9459,9305,9306,9461,9305,9461,9460,9306,9307,9462,9306,9462,9461,9307,9308,9463,9307,9463,9462,9308,9309,9464,9308,9464,9463,9309,9310,9465,9309,9465,9464,9310,9311,9466,9310,9466,9465,9311,9312,9467,9311,9467,9466,9312,9313,9468,9312,9468,9467,9313,9314,9469,9313,9469,9468,9314,9315,9470,9314,9470,9469,9315,9316,9471,9315,9471,9470,9316,9317,9472,9316,9472,9471,9317,9318,9473,9317,9473,9472,9318,9319,9474,9318,9474,9473,9319,9320,9475,9319,9475,9474,9320,9321,9476,9320,9476,9475,9321,9322,9477,9321,9477,9476,9322,9323,9478,9322,9478,9477,9323,9324,9479,9323,9479,9478,9324,9325,9480,9324,9480,9479,9325,9326,9481,9325,9481,9480,9326,9327,9482,9326,9482,9481,9327,9328,9483,9327,9483,9482,9328,9329,9484,9328,9484,9483,9329,9330,9485,9329,9485,9484,9330,9331,9486,9330,9486,9485,9331,9332,9487,9331,9487,9486,9332,9333,9488,9332,9488,9487,9333,9334,9489,9333,9489,9488,9334,9335,9490,9334,9490,9489,9335,9336,9491,9335,9491,9490,9336,9337,9492,9336,9492,9491,9337,9338,9493,9337,9493,9492,9338,9339,9494,9338,9494,9493,9339,9340,9495,9339,9495,9494,9340,9341,9496,9340,9496,9495,9341,9342,9497,9341,9497,9496,9342,9343,9498,9342,9498,9497,9343,9344,9499,9343,9499,9498,9344,9345,9500,9344,9500,9499,9345,9346,9501,9345,9501,9500,9346,9347,9502,9346,9502,9501,9347,9348,9503,9347,9503,9502,9348,9349,9504,9348,9504,9503,9349,9350,9505,9349,9505,9504,9350,9351,9506,9350,9506,9505,9351,9352,9507,9351,9507,9506,9352,9353,9508,9352,9508,9507,9353,9354,9509,9353,9509,9508,9354,9355,9510,9354,9510,9509,9355,9356,9511,9355,9511,9510,9356,9357,9512,9356,9512,9511,9357,9358,9513,9357,9513,9512,9358,9359,9514,9358,9514,9513,9359,9360,9515,9359,9515,9514,9360,9361,9516,9360,9516,9515,9361,9362,9517,9361,9517,9516,9362,9363,9518,9362,9518,9517,9363,9364,9519,9363,9519,9518,9364,9365,9520,9364,9520,9519,9365,9366,9521,9365,9521,9520,9366,9367,9522,9366,9522,9521,9367,9368,9523,9367,9523,9522,9368,9369,9524,9368,9524,9523,9369,9370,9525,9369,9525,9524,9370,9371,9526,9370,9526,9525,9371,9372,9527,9371,9527,9526,9372,9373,9528,9372,9528,9527,9373,9374,9529,9373,9529,9528,9374,9375,9530,9374,9530,9529,9375,9376,9531,9375,9531,9530,9376,9377,9532,9376,9532,9531,9377,9378,9533,9377,9533,9532,9378,9379,9534,9378,9534,9533,9379,9380,9535,9379,9535,9534,9380,9381,9536,9380,9536,9535,9381,9382,9537,9381,9537,9536,9382,9383,9538,9382,9538,9537,9383,9384,9539,9383,9539,9538,9384,9385,9540,9384,9540,9539,9385,9386,9541,9385,9541,9540,9386,9387,9542,9386,9542,9541,9387,9388,9543,9387,9543,9542,9388,9389,9544,9388,9544,9543,9389,9390,9545,9389,9545,9544,9390,9391,9546,9390,9546,9545,9391,9392,9547,9391,9547,9546,9392,9393,9548,9392,9548,9547,9393,9394,9549,9393,9549,9548,9394,9395,9550,9394,9550,9549,9395,9396,9551,9395,9551,9550,9396,9397,9552,9396,9552,9551,9397,9398,9553,9397,9553,9552,9398,9399,9554,9398,9554,9553,9399,9400,9555,9399,9555,9554,9400,9401,9556,9400,9556,9555,9401,9402,9557,9401,9557,9556,9402,9403,9558,9402,9558,9557,9403,9404,9559,9403,9559,9558,9404,9405,9560,9404,9560,9559,9405,9406,9561,9405,9561,9560,9406,9407,9562,9406,9562,9561,9407,9408,9563,9407,9563,9562,9408,9409,9564,9408,9564,9563,9409,9410,9565,9409,9565,9564,9410,9411,9566,9410,9566,9565,9411,9412,9567,9411,9567,9566,9412,9413,9568,9412,9568,9567,9413,9414,9569,9413,9569,9568,9414,9415,9570,9414,9570,9569,9415,9416,9571,9415,9571,9570,9416,9417,9572,9416,9572,9571,9417,9418,9573,9417,9573,9572,9418,9419,9574,9418,9574,9573,9419,9420,9575,9419,9575,9574,9420,9421,9576,9420,9576,9575,9421,9422,9577,9421,9577,9576,9422,9423,9578,9422,9578,9577,9423,9424,9579,9423,9579,9578,9424,9425,9580,9424,9580,9579,9425,9426,9581,9425,9581,9580,9426,9427,9582,9426,9582,9581,9427,9428,9583,9427,9583,9582,9428,9429,9584,9428,9584,9583,9429,9430,9585,9429,9585,9584,9430,9431,9586,9430,9586,9585,9431,9432,9587,9431,9587,9586,9432,9433,9588,9432,9588,9587,9433,9434,9589,9433,9589,9588,9434,9435,9590,9434,9590,9589,9435,9436,9591,9435,9591,9590,9436,9437,9592,9436,9592,9591,9437,9438,9593,9437,9593,9592,9438,9439,9594,9438,9594,9593,9439,9440,9595,9439,9595,9594,9440,9441,9596,9440,9596,9595,9441,9442,9597,9441,9597,9596,9442,9443,9598,9442,9598,9597,9443,9444,9599,9443,9599,9598,9444,9445,9600,9444,9600,9599,9445,9446,9601,9445,9601,9600,9446,9447,9602,9446,9602,9601,9447,9448,9603,9447,9603,9602,9448,9449,9604,9448,9604,9603,9449,9450,9605,9449,9605,9604,9450,9451,9606,9450,9606,9605,9451,9452,9607,9451,9607,9606,9452,9453,9608,9452,9608,9607,9453,9454,9609,9453,9609,9608,9455,9456,9611,9455,9611,9610,9456,9457,9612,9456,9612,9611,9457,9458,9613,9457,9613,9612,9458,9459,9614,9458,9614,9613,9459,9460,9615,9459,9615,9614,9460,9461,9616,9460,9616,9615,9461,9462,9617,9461,9617,9616,9462,9463,9618,9462,9618,9617,9463,9464,9619,9463,9619,9618,9464,9465,9620,9464,9620,9619,9465,9466,9621,9465,9621,9620,9466,9467,9622,9466,9622,9621,9467,9468,9623,9467,9623,9622,9468,9469,9624,9468,9624,9623,9469,9470,9625,9469,9625,9624,9470,9471,9626,9470,9626,9625,9471,9472,9627,9471,9627,9626,9472,9473,9628,9472,9628,9627,9473,9474,9629,9473,9629,9628,9474,9475,9630,9474,9630,9629,9475,9476,9631,9475,9631,9630,9476,9477,9632,9476,9632,9631,9477,9478,9633,9477,9633,9632,9478,9479,9634,9478,9634,9633,9479,9480,9635,9479,9635,9634,9480,9481,9636,9480,9636,9635,9481,9482,9637,9481,9637,9636,9482,9483,9638,9482,9638,9637,9483,9484,9639,9483,9639,9638,9484,9485,9640,9484,9640,9639,9485,9486,9641,9485,9641,9640,9486,9487,9642,9486,9642,9641,9487,9488,9643,9487,9643,9642,9488,9489,9644,9488,9644,9643,9489,9490,9645,9489,9645,9644,9490,9491,9646,9490,9646,9645,9491,9492,9647,9491,9647,9646,9492,9493,9648,9492,9648,9647,9493,9494,9649,9493,9649,9648,9494,9495,9650,9494,9650,9649,9495,9496,9651,9495,9651,9650,9496,9497,9652,9496,9652,9651,9497,9498,9653,9497,9653,9652,9498,9499,9654,9498,9654,9653,9499,9500,9655,9499,9655,9654,9500,9501,9656,9500,9656,9655,9501,9502,9657,9501,9657,9656,9502,9503,9658,9502,9658,9657,9503,9504,9659,9503,9659,9658,9504,9505,9660,9504,9660,9659,9505,9506,9661,9505,9661,9660,9506,9507,9662,9506,9662,9661,9507,9508,9663,9507,9663,9662,9508,9509,9664,9508,9664,9663,9509,9510,9665,9509,9665,9664,9510,9511,9666,9510,9666,9665,9511,9512,9667,9511,9667,9666,9512,9513,9668,9512,9668,9667,9513,9514,9669,9513,9669,9668,9514,9515,9670,9514,9670,9669,9515,9516,9671,9515,9671,9670,9516,9517,9672,9516,9672,9671,9517,9518,9673,9517,9673,9672,9518,9519,9674,9518,9674,9673,9519,9520,9675,9519,9675,9674,9520,9521,9676,9520,9676,9675,9521,9522,9677,9521,9677,9676,9522,9523,9678,9522,9678,9677,9523,9524,9679,9523,9679,9678,9524,9525,9680,9524,9680,9679,9525,9526,9681,9525,9681,9680,9526,9527,9682,9526,9682,9681,9527,9528,9683,9527,9683,9682,9528,9529,9684,9528,9684,9683,9529,9530,9685,9529,9685,9684,9530,9531,9686,9530,9686,9685,9531,9532,9687,9531,9687,9686,9532,9533,9688,9532,9688,9687,9533,9534,9689,9533,9689,9688,9534,9535,9690,9534,9690,9689,9535,9536,9691,9535,9691,9690,9536,9537,9692,9536,9692,9691,9537,9538,9693,9537,9693,9692,9538,9539,9694,9538,9694,9693,9539,9540,9695,9539,9695,9694,9540,9541,9696,9540,9696,9695,9541,9542,9697,9541,9697,9696,9542,9543,9698,9542,9698,9697,9543,9544,9699,9543,9699,9698,9544,9545,9700,9544,9700,9699,9545,9546,9701,9545,9701,9700,9546,9547,9702,9546,9702,9701,9547,9548,9703,9547,9703,9702,9548,9549,9704,9548,9704,9703,9549,9550,9705,9549,9705,9704,9550,9551,9706,9550,9706,9705,9551,9552,9707,9551,9707,9706,9552,9553,9708,9552,9708,9707,9553,9554,9709,9553,9709,9708,9554,9555,9710,9554,9710,9709,9555,9556,9711,9555,9711,9710,9556,9557,9712,9556,9712,9711,9557,9558,9713,9557,9713,9712,9558,9559,9714,9558,9714,9713,9559,9560,9715,9559,9715,9714,9560,9561,9716,9560,9716,9715,9561,9562,9717,9561,9717,9716,9562,9563,9718,9562,9718,9717,9563,9564,9719,9563,9719,9718,9564,9565,9720,9564,9720,9719,9565,9566,9721,9565,9721,9720,9566,9567,9722,9566,9722,9721,9567,9568,9723,9567,9723,9722,9568,9569,9724,9568,9724,9723,9569,9570,9725,9569,9725,9724,9570,9571,9726,9570,9726,9725,9571,9572,9727,9571,9727,9726,9572,9573,9728,9572,9728,9727,9573,9574,9729,9573,9729,9728,9574,9575,9730,9574,9730,9729,9575,9576,9731,9575,9731,9730,9576,9577,9732,9576,9732,9731,9577,9578,9733,9577,9733,9732,9578,9579,9734,9578,9734,9733,9579,9580,9735,9579,9735,9734,9580,9581,9736,9580,9736,9735,9581,9582,9737,9581,9737,9736,9582,9583,9738,9582,9738,9737,9583,9584,9739,9583,9739,9738,9584,9585,9740,9584,9740,9739,9585,9586,9741,9585,9741,9740,9586,9587,9742,9586,9742,9741,9587,9588,9743,9587,9743,9742,9588,9589,9744,9588,9744,9743,9589,9590,9745,9589,9745,9744,9590,9591,9746,9590,9746,9745,9591,9592,9747,9591,9747,9746,9592,9593,9748,9592,9748,9747,9593,9594,9749,9593,9749,9748,9594,9595,9750,9594,9750,9749,9595,9596,9751,9595,9751,9750,9596,9597,9752,9596,9752,9751,9597,9598,9753,9597,9753,9752,9598,9599,9754,9598,9754,9753,9599,9600,9755,9599,9755,9754,9600,9601,9756,9600,9756,9755,9601,9602,9757,9601,9757,9756,9602,9603,9758,9602,9758,9757,9603,9604,9759,9603,9759,9758,9604,9605,9760,9604,9760,9759,9605,9606,9761,9605,9761,9760,9606,9607,9762,9606,9762,9761,9607,9608,9763,9607,9763,9762,9608,9609,9764,9608,9764,9763,9610,9611,9766,9610,9766,9765,9611,9612,9767,9611,9767,9766,9612,9613,9768,9612,9768,9767,9613,9614,9769,9613,9769,9768,9614,9615,9770,9614,9770,9769,9615,9616,9771,9615,9771,9770,9616,9617,9772,9616,9772,9771,9617,9618,9773,9617,9773,9772,9618,9619,9774,9618,9774,9773,9619,9620,9775,9619,9775,9774,9620,9621,9776,9620,9776,9775,9621,9622,9777,9621,9777,9776,9622,9623,9778,9622,9778,9777,9623,9624,9779,9623,9779,9778,9624,9625,9780,9624,9780,9779,9625,9626,9781,9625,9781,9780,9626,9627,9782,9626,9782,9781,9627,9628,9783,9627,9783,9782,9628,9629,9784,9628,9784,9783,9629,9630,9785,9629,9785,9784,9630,9631,9786,9630,9786,9785,9631,9632,9787,9631,9787,9786,9632,9633,9788,9632,9788,9787,9633,9634,9789,9633,9789,9788,9634,9635,9790,9634,9790,9789,9635,9636,9791,9635,9791,9790,9636,9637,9792,9636,9792,9791,9637,9638,9793,9637,9793,9792,9638,9639,9794,9638,9794,9793,9639,9640,9795,9639,9795,9794,9640,9641,9796,9640,9796,9795,9641,9642,9797,9641,9797,9796,9642,9643,9798,9642,9798,9797,9643,9644,9799,9643,9799,9798,9644,9645,9800,9644,9800,9799,9645,9646,9801,9645,9801,9800,9646,9647,9802,9646,9802,9801,9647,9648,9803,9647,9803,9802,9648,9649,9804,9648,9804,9803,9649,9650,9805,9649,9805,9804,9650,9651,9806,9650,9806,9805,9651,9652,9807,9651,9807,9806,9652,9653,9808,9652,9808,9807,9653,9654,9809,9653,9809,9808,9654,9655,9810,9654,9810,9809,9655,9656,9811,9655,9811,9810,9656,9657,9812,9656,9812,9811,9657,9658,9813,9657,9813,9812,9658,9659,9814,9658,9814,9813,9659,9660,9815,9659,9815,9814,9660,9661,9816,9660,9816,9815,9661,9662,9817,9661,9817,9816,9662,9663,9818,9662,9818,9817,9663,9664,9819,9663,9819,9818,9664,9665,9820,9664,9820,9819,9665,9666,9821,9665,9821,9820,9666,9667,9822,9666,9822,9821,9667,9668,9823,9667,9823,9822,9668,9669,9824,9668,9824,9823,9669,9670,9825,9669,9825,9824,9670,9671,9826,9670,9826,9825,9671,9672,9827,9671,9827,9826,9672,9673,9828,9672,9828,9827,9673,9674,9829,9673,9829,9828,9674,9675,9830,9674,9830,9829,9675,9676,9831,9675,9831,9830,9676,9677,9832,9676,9832,9831,9677,9678,9833,9677,9833,9832,9678,9679,9834,9678,9834,9833,9679,9680,9835,9679,9835,9834,9680,9681,9836,9680,9836,9835,9681,9682,9837,9681,9837,9836,9682,9683,9838,9682,9838,9837,9683,9684,9839,9683,9839,9838,9684,9685,9840,9684,9840,9839,9685,9686,9841,9685,9841,9840,9686,9687,9842,9686,9842,9841,9687,9688,9843,9687,9843,9842,9688,9689,9844,9688,9844,9843,9689,9690,9845,9689,9845,9844,9690,9691,9846,9690,9846,9845,9691,9692,9847,9691,9847,9846,9692,9693,9848,9692,9848,9847,9693,9694,9849,9693,9849,9848,9694,9695,9850,9694,9850,9849,9695,9696,9851,9695,9851,9850,9696,9697,9852,9696,9852,9851,9697,9698,9853,9697,9853,9852,9698,9699,9854,9698,9854,9853,9699,9700,9855,9699,9855,9854,9700,9701,9856,9700,9856,9855,9701,9702,9857,9701,9857,9856,9702,9703,9858,9702,9858,9857,9703,9704,9859,9703,9859,9858,9704,9705,9860,9704,9860,9859,9705,9706,9861,9705,9861,9860,9706,9707,9862,9706,9862,9861,9707,9708,9863,9707,9863,9862,9708,9709,9864,9708,9864,9863,9709,9710,9865,9709,9865,9864,9710,9711,9866,9710,9866,9865,9711,9712,9867,9711,9867,9866,9712,9713,9868,9712,9868,9867,9713,9714,9869,9713,9869,9868,9714,9715,9870,9714,9870,9869,9715,9716,9871,9715,9871,9870,9716,9717,9872,9716,9872,9871,9717,9718,9873,9717,9873,9872,9718,9719,9874,9718,9874,9873,9719,9720,9875,9719,9875,9874,9720,9721,9876,9720,9876,9875,9721,9722,9877,9721,9877,9876,9722,9723,9878,9722,9878,9877,9723,9724,9879,9723,9879,9878,9724,9725,9880,9724,9880,9879,9725,9726,9881,9725,9881,9880,9726,9727,9882,9726,9882,9881,9727,9728,9883,9727,9883,9882,9728,9729,9884,9728,9884,9883,9729,9730,9885,9729,9885,9884,9730,9731,9886,9730,9886,9885,9731,9732,9887,9731,9887,9886,9732,9733,9888,9732,9888,9887,9733,9734,9889,9733,9889,9888,9734,9735,9890,9734,9890,9889,9735,9736,9891,9735,9891,9890,9736,9737,9892,9736,9892,9891,9737,9738,9893,9737,9893,9892,9738,9739,9894,9738,9894,9893,9739,9740,9895,9739,9895,9894,9740,9741,9896,9740,9896,9895,9741,9742,9897,9741,9897,9896,9742,9743,9898,9742,9898,9897,9743,9744,9899,9743,9899,9898,9744,9745,9900,9744,9900,9899,9745,9746,9901,9745,9901,9900,9746,9747,9902,9746,9902,9901,9747,9748,9903,9747,9903,9902,9748,9749,9904,9748,9904,9903,9749,9750,9905,9749,9905,9904,9750,9751,9906,9750,9906,9905,9751,9752,9907,9751,9907,9906,9752,9753,9908,9752,9908,9907,9753,9754,9909,9753,9909,9908,9754,9755,9910,9754,9910,9909,9755,9756,9911,9755,9911,9910,9756,9757,9912,9756,9912,9911,9757,9758,9913,9757,9913,9912,9758,9759,9914,9758,9914,9913,9759,9760,9915,9759,9915,9914,9760,9761,9916,9760,9916,9915,9761,9762,9917,9761,9917,9916,9762,9763,9918,9762,9918,9917,9763,9764,9919,9763,9919,9918,9765,9766,9921,9765,9921,9920,9766,9767,9922,9766,9922,9921,9767,9768,9923,9767,9923,9922,9768,9769,9924,9768,9924,9923,9769,9770,9925,9769,9925,9924,9770,9771,9926,9770,9926,9925,9771,9772,9927,9771,9927,9926,9772,9773,9928,9772,9928,9927,9773,9774,9929,9773,9929,9928,9774,9775,9930,9774,9930,9929,9775,9776,9931,9775,9931,9930,9776,9777,9932,9776,9932,9931,9777,9778,9933,9777,9933,9932,9778,9779,9934,9778,9934,9933,9779,9780,9935,9779,9935,9934,9780,9781,9936,9780,9936,9935,9781,9782,9937,9781,9937,9936,9782,9783,9938,9782,9938,9937,9783,9784,9939,9783,9939,9938,9784,9785,9940,9784,9940,9939,9785,9786,9941,9785,9941,9940,9786,9787,9942,9786,9942,9941,9787,9788,9943,9787,9943,9942,9788,9789,9944,9788,9944,9943,9789,9790,9945,9789,9945,9944,9790,9791,9946,9790,9946,9945,9791,9792,9947,9791,9947,9946,9792,9793,9948,9792,9948,9947,9793,9794,9949,9793,9949,9948,9794,9795,9950,9794,9950,9949,9795,9796,9951,9795,9951,9950,9796,9797,9952,9796,9952,9951,9797,9798,9953,9797,9953,9952,9798,9799,9954,9798,9954,9953,9799,9800,9955,9799,9955,9954,9800,9801,9956,9800,9956,9955,9801,9802,9957,9801,9957,9956,9802,9803,9958,9802,9958,9957,9803,9804,9959,9803,9959,9958,9804,9805,9960,9804,9960,9959,9805,9806,9961,9805,9961,9960,9806,9807,9962,9806,9962,9961,9807,9808,9963,9807,9963,9962,9808,9809,9964,9808,9964,9963,9809,9810,9965,9809,9965,9964,9810,9811,9966,9810,9966,9965,9811,9812,9967,9811,9967,9966,9812,9813,9968,9812,9968,9967,9813,9814,9969,9813,9969,9968,9814,9815,9970,9814,9970,9969,9815,9816,9971,9815,9971,9970,9816,9817,9972,9816,9972,9971,9817,9818,9973,9817,9973,9972,9818,9819,9974,9818,9974,9973,9819,9820,9975,9819,9975,9974,9820,9821,9976,9820,9976,9975,9821,9822,9977,9821,9977,9976,9822,9823,9978,9822,9978,9977,9823,9824,9979,9823,9979,9978,9824,9825,9980,9824,9980,9979,9825,9826,9981,9825,9981,9980,9826,9827,9982,9826,9982,9981,9827,9828,9983,9827,9983,9982,9828,9829,9984,9828,9984,9983,9829,9830,9985,9829,9985,9984,9830,9831,9986,9830,9986,9985,9831,9832,9987,9831,9987,9986,9832,9833,9988,9832,9988,9987,9833,9834,9989,9833,9989,9988,9834,9835,9990,9834,9990,9989,9835,9836,9991,9835,9991,9990,9836,9837,9992,9836,9992,9991,9837,9838,9993,9837,9993,9992,9838,9839,9994,9838,9994,9993,9839,9840,9995,9839,9995,9994,9840,9841,9996,9840,9996,9995,9841,9842,9997,9841,9997,9996,9842,9843,9998,9842,9998,9997,9843,9844,9999,9843,9999,9998,9844,9845,10000,9844,10000,9999,9845,9846,10001,9845,10001,10000,9846,9847,10002,9846,10002,10001,9847,9848,10003,9847,10003,10002,9848,9849,10004,9848,10004,10003,9849,9850,10005,9849,10005,10004,9850,9851,10006,9850,10006,10005,9851,9852,10007,9851,10007,10006,9852,9853,10008,9852,10008,10007,9853,9854,10009,9853,10009,10008,9854,9855,10010,9854,10010,10009,9855,9856,10011,9855,10011,10010,9856,9857,10012,9856,10012,10011,9857,9858,10013,9857,10013,10012,9858,9859,10014,9858,10014,10013,9859,9860,10015,9859,10015,10014,9860,9861,10016,9860,10016,10015,9861,9862,10017,9861,10017,10016,9862,9863,10018,9862,10018,10017,9863,9864,10019,9863,10019,10018,9864,9865,10020,9864,10020,10019,9865,9866,10021,9865,10021,10020,9866,9867,10022,9866,10022,10021,9867,9868,10023,9867,10023,10022,9868,9869,10024,9868,10024,10023,9869,9870,10025,9869,10025,10024,9870,9871,10026,9870,10026,10025,9871,9872,10027,9871,10027,10026,9872,9873,10028,9872,10028,10027,9873,9874,10029,9873,10029,10028,9874,9875,10030,9874,10030,10029,9875,9876,10031,9875,10031,10030,9876,9877,10032,9876,10032,10031,9877,9878,10033,9877,10033,10032,9878,9879,10034,9878,10034,10033,9879,9880,10035,9879,10035,10034,9880,9881,10036,9880,10036,10035,9881,9882,10037,9881,10037,10036,9882,9883,10038,9882,10038,10037,9883,9884,10039,9883,10039,10038,9884,9885,10040,9884,10040,10039,9885,9886,10041,9885,10041,10040,9886,9887,10042,9886,10042,10041,9887,9888,10043,9887,10043,10042,9888,9889,10044,9888,10044,10043,9889,9890,10045,9889,10045,10044,9890,9891,10046,9890,10046,10045,9891,9892,10047,9891,10047,10046,9892,9893,10048,9892,10048,10047,9893,9894,10049,9893,10049,10048,9894,9895,10050,9894,10050,10049,9895,9896,10051,9895,10051,10050,9896,9897,10052,9896,10052,10051,9897,9898,10053,9897,10053,10052,9898,9899,10054,9898,10054,10053,9899,9900,10055,9899,10055,10054,9900,9901,10056,9900,10056,10055,9901,9902,10057,9901,10057,10056,9902,9903,10058,9902,10058,10057,9903,9904,10059,9903,10059,10058,9904,9905,10060,9904,10060,10059,9905,9906,10061,9905,10061,10060,9906,9907,10062,9906,10062,10061,9907,9908,10063,9907,10063,10062,9908,9909,10064,9908,10064,10063,9909,9910,10065,9909,10065,10064,9910,9911,10066,9910,10066,10065,9911,9912,10067,9911,10067,10066,9912,9913,10068,9912,10068,10067,9913,9914,10069,9913,10069,10068,9914,9915,10070,9914,10070,10069,9915,9916,10071,9915,10071,10070,9916,9917,10072,9916,10072,10071,9917,9918,10073,9917,10073,10072,9918,9919,10074,9918,10074,10073,9920,9921,10076,9920,10076,10075,9921,9922,10077,9921,10077,10076,9922,9923,10078,9922,10078,10077,9923,9924,10079,9923,10079,10078,9924,9925,10080,9924,10080,10079,9925,9926,10081,9925,10081,10080,9926,9927,10082,9926,10082,10081,9927,9928,10083,9927,10083,10082,9928,9929,10084,9928,10084,10083,9929,9930,10085,9929,10085,10084,9930,9931,10086,9930,10086,10085,9931,9932,10087,9931,10087,10086,9932,9933,10088,9932,10088,10087,9933,9934,10089,9933,10089,10088,9934,9935,10090,9934,10090,10089,9935,9936,10091,9935,10091,10090,9936,9937,10092,9936,10092,10091,9937,9938,10093,9937,10093,10092,9938,9939,10094,9938,10094,10093,9939,9940,10095,9939,10095,10094,9940,9941,10096,9940,10096,10095,9941,9942,10097,9941,10097,10096,9942,9943,10098,9942,10098,10097,9943,9944,10099,9943,10099,10098,9944,9945,10100,9944,10100,10099,9945,9946,10101,9945,10101,10100,9946,9947,10102,9946,10102,10101,9947,9948,10103,9947,10103,10102,9948,9949,10104,9948,10104,10103,9949,9950,10105,9949,10105,10104,9950,9951,10106,9950,10106,10105,9951,9952,10107,9951,10107,10106,9952,9953,10108,9952,10108,10107,9953,9954,10109,9953,10109,10108,9954,9955,10110,9954,10110,10109,9955,9956,10111,9955,10111,10110,9956,9957,10112,9956,10112,10111,9957,9958,10113,9957,10113,10112,9958,9959,10114,9958,10114,10113,9959,9960,10115,9959,10115,10114,9960,9961,10116,9960,10116,10115,9961,9962,10117,9961,10117,10116,9962,9963,10118,9962,10118,10117,9963,9964,10119,9963,10119,10118,9964,9965,10120,9964,10120,10119,9965,9966,10121,9965,10121,10120,9966,9967,10122,9966,10122,10121,9967,9968,10123,9967,10123,10122,9968,9969,10124,9968,10124,10123,9969,9970,10125,9969,10125,10124,9970,9971,10126,9970,10126,10125,9971,9972,10127,9971,10127,10126,9972,9973,10128,9972,10128,10127,9973,9974,10129,9973,10129,10128,9974,9975,10130,9974,10130,10129,9975,9976,10131,9975,10131,10130,9976,9977,10132,9976,10132,10131,9977,9978,10133,9977,10133,10132,9978,9979,10134,9978,10134,10133,9979,9980,10135,9979,10135,10134,9980,9981,10136,9980,10136,10135,9981,9982,10137,9981,10137,10136,9982,9983,10138,9982,10138,10137,9983,9984,10139,9983,10139,10138,9984,9985,10140,9984,10140,10139,9985,9986,10141,9985,10141,10140,9986,9987,10142,9986,10142,10141,9987,9988,10143,9987,10143,10142,9988,9989,10144,9988,10144,10143,9989,9990,10145,9989,10145,10144,9990,9991,10146,9990,10146,10145,9991,9992,10147,9991,10147,10146,9992,9993,10148,9992,10148,10147,9993,9994,10149,9993,10149,10148,9994,9995,10150,9994,10150,10149,9995,9996,10151,9995,10151,10150,9996,9997,10152,9996,10152,10151,9997,9998,10153,9997,10153,10152,9998,9999,10154,9998,10154,10153,9999,10000,10155,9999,10155,10154,10000,10001,10156,10000,10156,10155,10001,10002,10157,10001,10157,10156,10002,10003,10158,10002,10158,10157,10003,10004,10159,10003,10159,10158,10004,10005,10160,10004,10160,10159,10005,10006,10161,10005,10161,10160,10006,10007,10162,10006,10162,10161,10007,10008,10163,10007,10163,10162,10008,10009,10164,10008,10164,10163,10009,10010,10165,10009,10165,10164,10010,10011,10166,10010,10166,10165,10011,10012,10167,10011,10167,10166,10012,10013,10168,10012,10168,10167,10013,10014,10169,10013,10169,10168,10014,10015,10170,10014,10170,10169,10015,10016,10171,10015,10171,10170,10016,10017,10172,10016,10172,10171,10017,10018,10173,10017,10173,10172,10018,10019,10174,10018,10174,10173,10019,10020,10175,10019,10175,10174,10020,10021,10176,10020,10176,10175,10021,10022,10177,10021,10177,10176,10022,10023,10178,10022,10178,10177,10023,10024,10179,10023,10179,10178,10024,10025,10180,10024,10180,10179,10025,10026,10181,10025,10181,10180,10026,10027,10182,10026,10182,10181,10027,10028,10183,10027,10183,10182,10028,10029,10184,10028,10184,10183,10029,10030,10185,10029,10185,10184,10030,10031,10186,10030,10186,10185,10031,10032,10187,10031,10187,10186,10032,10033,10188,10032,10188,10187,10033,10034,10189,10033,10189,10188,10034,10035,10190,10034,10190,10189,10035,10036,10191,10035,10191,10190,10036,10037,10192,10036,10192,10191,10037,10038,10193,10037,10193,10192,10038,10039,10194,10038,10194,10193,10039,10040,10195,10039,10195,10194,10040,10041,10196,10040,10196,10195,10041,10042,10197,10041,10197,10196,10042,10043,10198,10042,10198,10197,10043,10044,10199,10043,10199,10198,10044,10045,10200,10044,10200,10199,10045,10046,10201,10045,10201,10200,10046,10047,10202,10046,10202,10201,10047,10048,10203,10047,10203,10202,10048,10049,10204,10048,10204,10203,10049,10050,10205,10049,10205,10204,10050,10051,10206,10050,10206,10205,10051,10052,10207,10051,10207,10206,10052,10053,10208,10052,10208,10207,10053,10054,10209,10053,10209,10208,10054,10055,10210,10054,10210,10209,10055,10056,10211,10055,10211,10210,10056,10057,10212,10056,10212,10211,10057,10058,10213,10057,10213,10212,10058,10059,10214,10058,10214,10213,10059,10060,10215,10059,10215,10214,10060,10061,10216,10060,10216,10215,10061,10062,10217,10061,10217,10216,10062,10063,10218,10062,10218,10217,10063,10064,10219,10063,10219,10218,10064,10065,10220,10064,10220,10219,10065,10066,10221,10065,10221,10220,10066,10067,10222,10066,10222,10221,10067,10068,10223,10067,10223,10222,10068,10069,10224,10068,10224,10223,10069,10070,10225,10069,10225,10224,10070,10071,10226,10070,10226,10225,10071,10072,10227,10071,10227,10226,10072,10073,10228,10072,10228,10227,10073,10074,10229,10073,10229,10228,10075,10076,10231,10075,10231,10230,10076,10077,10232,10076,10232,10231,10077,10078,10233,10077,10233,10232,10078,10079,10234,10078,10234,10233,10079,10080,10235,10079,10235,10234,10080,10081,10236,10080,10236,10235,10081,10082,10237,10081,10237,10236,10082,10083,10238,10082,10238,10237,10083,10084,10239,10083,10239,10238,10084,10085,10240,10084,10240,10239,10085,10086,10241,10085,10241,10240,10086,10087,10242,10086,10242,10241,10087,10088,10243,10087,10243,10242,10088,10089,10244,10088,10244,10243,10089,10090,10245,10089,10245,10244,10090,10091,10246,10090,10246,10245,10091,10092,10247,10091,10247,10246,10092,10093,10248,10092,10248,10247,10093,10094,10249,10093,10249,10248,10094,10095,10250,10094,10250,10249,10095,10096,10251,10095,10251,10250,10096,10097,10252,10096,10252,10251,10097,10098,10253,10097,10253,10252,10098,10099,10254,10098,10254,10253,10099,10100,10255,10099,10255,10254,10100,10101,10256,10100,10256,10255,10101,10102,10257,10101,10257,10256,10102,10103,10258,10102,10258,10257,10103,10104,10259,10103,10259,10258,10104,10105,10260,10104,10260,10259,10105,10106,10261,10105,10261,10260,10106,10107,10262,10106,10262,10261,10107,10108,10263,10107,10263,10262,10108,10109,10264,10108,10264,10263,10109,10110,10265,10109,10265,10264,10110,10111,10266,10110,10266,10265,10111,10112,10267,10111,10267,10266,10112,10113,10268,10112,10268,10267,10113,10114,10269,10113,10269,10268,10114,10115,10270,10114,10270,10269,10115,10116,10271,10115,10271,10270,10116,10117,10272,10116,10272,10271,10117,10118,10273,10117,10273,10272,10118,10119,10274,10118,10274,10273,10119,10120,10275,10119,10275,10274,10120,10121,10276,10120,10276,10275,10121,10122,10277,10121,10277,10276,10122,10123,10278,10122,10278,10277,10123,10124,10279,10123,10279,10278,10124,10125,10280,10124,10280,10279,10125,10126,10281,10125,10281,10280,10126,10127,10282,10126,10282,10281,10127,10128,10283,10127,10283,10282,10128,10129,10284,10128,10284,10283,10129,10130,10285,10129,10285,10284,10130,10131,10286,10130,10286,10285,10131,10132,10287,10131,10287,10286,10132,10133,10288,10132,10288,10287,10133,10134,10289,10133,10289,10288,10134,10135,10290,10134,10290,10289,10135,10136,10291,10135,10291,10290,10136,10137,10292,10136,10292,10291,10137,10138,10293,10137,10293,10292,10138,10139,10294,10138,10294,10293,10139,10140,10295,10139,10295,10294,10140,10141,10296,10140,10296,10295,10141,10142,10297,10141,10297,10296,10142,10143,10298,10142,10298,10297,10143,10144,10299,10143,10299,10298,10144,10145,10300,10144,10300,10299,10145,10146,10301,10145,10301,10300,10146,10147,10302,10146,10302,10301,10147,10148,10303,10147,10303,10302,10148,10149,10304,10148,10304,10303,10149,10150,10305,10149,10305,10304,10150,10151,10306,10150,10306,10305,10151,10152,10307,10151,10307,10306,10152,10153,10308,10152,10308,10307,10153,10154,10309,10153,10309,10308,10154,10155,10310,10154,10310,10309,10155,10156,10311,10155,10311,10310,10156,10157,10312,10156,10312,10311,10157,10158,10313,10157,10313,10312,10158,10159,10314,10158,10314,10313,10159,10160,10315,10159,10315,10314,10160,10161,10316,10160,10316,10315,10161,10162,10317,10161,10317,10316,10162,10163,10318,10162,10318,10317,10163,10164,10319,10163,10319,10318,10164,10165,10320,10164,10320,10319,10165,10166,10321,10165,10321,10320,10166,10167,10322,10166,10322,10321,10167,10168,10323,10167,10323,10322,10168,10169,10324,10168,10324,10323,10169,10170,10325,10169,10325,10324,10170,10171,10326,10170,10326,10325,10171,10172,10327,10171,10327,10326,10172,10173,10328,10172,10328,10327,10173,10174,10329,10173,10329,10328,10174,10175,10330,10174,10330,10329,10175,10176,10331,10175,10331,10330,10176,10177,10332,10176,10332,10331,10177,10178,10333,10177,10333,10332,10178,10179,10334,10178,10334,10333,10179,10180,10335,10179,10335,10334,10180,10181,10336,10180,10336,10335,10181,10182,10337,10181,10337,10336,10182,10183,10338,10182,10338,10337,10183,10184,10339,10183,10339,10338,10184,10185,10340,10184,10340,10339,10185,10186,10341,10185,10341,10340,10186,10187,10342,10186,10342,10341,10187,10188,10343,10187,10343,10342,10188,10189,10344,10188,10344,10343,10189,10190,10345,10189,10345,10344,10190,10191,10346,10190,10346,10345,10191,10192,10347,10191,10347,10346,10192,10193,10348,10192,10348,10347,10193,10194,10349,10193,10349,10348,10194,10195,10350,10194,10350,10349,10195,10196,10351,10195,10351,10350,10196,10197,10352,10196,10352,10351,10197,10198,10353,10197,10353,10352,10198,10199,10354,10198,10354,10353,10199,10200,10355,10199,10355,10354,10200,10201,10356,10200,10356,10355,10201,10202,10357,10201,10357,10356,10202,10203,10358,10202,10358,10357,10203,10204,10359,10203,10359,10358,10204,10205,10360,10204,10360,10359,10205,10206,10361,10205,10361,10360,10206,10207,10362,10206,10362,10361,10207,10208,10363,10207,10363,10362,10208,10209,10364,10208,10364,10363,10209,10210,10365,10209,10365,10364,10210,10211,10366,10210,10366,10365,10211,10212,10367,10211,10367,10366,10212,10213,10368,10212,10368,10367,10213,10214,10369,10213,10369,10368,10214,10215,10370,10214,10370,10369,10215,10216,10371,10215,10371,10370,10216,10217,10372,10216,10372,10371,10217,10218,10373,10217,10373,10372,10218,10219,10374,10218,10374,10373,10219,10220,10375,10219,10375,10374,10220,10221,10376,10220,10376,10375,10221,10222,10377,10221,10377,10376,10222,10223,10378,10222,10378,10377,10223,10224,10379,10223,10379,10378,10224,10225,10380,10224,10380,10379,10225,10226,10381,10225,10381,10380,10226,10227,10382,10226,10382,10381,10227,10228,10383,10227,10383,10382,10228,10229,10384,10228,10384,10383,10230,10231,10386,10230,10386,10385,10231,10232,10387,10231,10387,10386,10232,10233,10388,10232,10388,10387,10233,10234,10389,10233,10389,10388,10234,10235,10390,10234,10390,10389,10235,10236,10391,10235,10391,10390,10236,10237,10392,10236,10392,10391,10237,10238,10393,10237,10393,10392,10238,10239,10394,10238,10394,10393,10239,10240,10395,10239,10395,10394,10240,10241,10396,10240,10396,10395,10241,10242,10397,10241,10397,10396,10242,10243,10398,10242,10398,10397,10243,10244,10399,10243,10399,10398,10244,10245,10400,10244,10400,10399,10245,10246,10401,10245,10401,10400,10246,10247,10402,10246,10402,10401,10247,10248,10403,10247,10403,10402,10248,10249,10404,10248,10404,10403,10249,10250,10405,10249,10405,10404,10250,10251,10406,10250,10406,10405,10251,10252,10407,10251,10407,10406,10252,10253,10408,10252,10408,10407,10253,10254,10409,10253,10409,10408,10254,10255,10410,10254,10410,10409,10255,10256,10411,10255,10411,10410,10256,10257,10412,10256,10412,10411,10257,10258,10413,10257,10413,10412,10258,10259,10414,10258,10414,10413,10259,10260,10415,10259,10415,10414,10260,10261,10416,10260,10416,10415,10261,10262,10417,10261,10417,10416,10262,10263,10418,10262,10418,10417,10263,10264,10419,10263,10419,10418,10264,10265,10420,10264,10420,10419,10265,10266,10421,10265,10421,10420,10266,10267,10422,10266,10422,10421,10267,10268,10423,10267,10423,10422,10268,10269,10424,10268,10424,10423,10269,10270,10425,10269,10425,10424,10270,10271,10426,10270,10426,10425,10271,10272,10427,10271,10427,10426,10272,10273,10428,10272,10428,10427,10273,10274,10429,10273,10429,10428,10274,10275,10430,10274,10430,10429,10275,10276,10431,10275,10431,10430,10276,10277,10432,10276,10432,10431,10277,10278,10433,10277,10433,10432,10278,10279,10434,10278,10434,10433,10279,10280,10435,10279,10435,10434,10280,10281,10436,10280,10436,10435,10281,10282,10437,10281,10437,10436,10282,10283,10438,10282,10438,10437,10283,10284,10439,10283,10439,10438,10284,10285,10440,10284,10440,10439,10285,10286,10441,10285,10441,10440,10286,10287,10442,10286,10442,10441,10287,10288,10443,10287,10443,10442,10288,10289,10444,10288,10444,10443,10289,10290,10445,10289,10445,10444,10290,10291,10446,10290,10446,10445,10291,10292,10447,10291,10447,10446,10292,10293,10448,10292,10448,10447,10293,10294,10449,10293,10449,10448,10294,10295,10450,10294,10450,10449,10295,10296,10451,10295,10451,10450,10296,10297,10452,10296,10452,10451,10297,10298,10453,10297,10453,10452,10298,10299,10454,10298,10454,10453,10299,10300,10455,10299,10455,10454,10300,10301,10456,10300,10456,10455,10301,10302,10457,10301,10457,10456,10302,10303,10458,10302,10458,10457,10303,10304,10459,10303,10459,10458,10304,10305,10460,10304,10460,10459,10305,10306,10461,10305,10461,10460,10306,10307,10462,10306,10462,10461,10307,10308,10463,10307,10463,10462,10308,10309,10464,10308,10464,10463,10309,10310,10465,10309,10465,10464,10310,10311,10466,10310,10466,10465,10311,10312,10467,10311,10467,10466,10312,10313,10468,10312,10468,10467,10313,10314,10469,10313,10469,10468,10314,10315,10470,10314,10470,10469,10315,10316,10471,10315,10471,10470,10316,10317,10472,10316,10472,10471,10317,10318,10473,10317,10473,10472,10318,10319,10474,10318,10474,10473,10319,10320,10475,10319,10475,10474,10320,10321,10476,10320,10476,10475,10321,10322,10477,10321,10477,10476,10322,10323,10478,10322,10478,10477,10323,10324,10479,10323,10479,10478,10324,10325,10480,10324,10480,10479,10325,10326,10481,10325,10481,10480,10326,10327,10482,10326,10482,10481,10327,10328,10483,10327,10483,10482,10328,10329,10484,10328,10484,10483,10329,10330,10485,10329,10485,10484,10330,10331,10486,10330,10486,10485,10331,10332,10487,10331,10487,10486,10332,10333,10488,10332,10488,10487,10333,10334,10489,10333,10489,10488,10334,10335,10490,10334,10490,10489,10335,10336,10491,10335,10491,10490,10336,10337,10492,10336,10492,10491,10337,10338,10493,10337,10493,10492,10338,10339,10494,10338,10494,10493,10339,10340,10495,10339,10495,10494,10340,10341,10496,10340,10496,10495,10341,10342,10497,10341,10497,10496,10342,10343,10498,10342,10498,10497,10343,10344,10499,10343,10499,10498,10344,10345,10500,10344,10500,10499,10345,10346,10501,10345,10501,10500,10346,10347,10502,10346,10502,10501,10347,10348,10503,10347,10503,10502,10348,10349,10504,10348,10504,10503,10349,10350,10505,10349,10505,10504,10350,10351,10506,10350,10506,10505,10351,10352,10507,10351,10507,10506,10352,10353,10508,10352,10508,10507,10353,10354,10509,10353,10509,10508,10354,10355,10510,10354,10510,10509,10355,10356,10511,10355,10511,10510,10356,10357,10512,10356,10512,10511,10357,10358,10513,10357,10513,10512,10358,10359,10514,10358,10514,10513,10359,10360,10515,10359,10515,10514,10360,10361,10516,10360,10516,10515,10361,10362,10517,10361,10517,10516,10362,10363,10518,10362,10518,10517,10363,10364,10519,10363,10519,10518,10364,10365,10520,10364,10520,10519,10365,10366,10521,10365,10521,10520,10366,10367,10522,10366,10522,10521,10367,10368,10523,10367,10523,10522,10368,10369,10524,10368,10524,10523,10369,10370,10525,10369,10525,10524,10370,10371,10526,10370,10526,10525,10371,10372,10527,10371,10527,10526,10372,10373,10528,10372,10528,10527,10373,10374,10529,10373,10529,10528,10374,10375,10530,10374,10530,10529,10375,10376,10531,10375,10531,10530,10376,10377,10532,10376,10532,10531,10377,10378,10533,10377,10533,10532,10378,10379,10534,10378,10534,10533,10379,10380,10535,10379,10535,10534,10380,10381,10536,10380,10536,10535,10381,10382,10537,10381,10537,10536,10382,10383,10538,10382,10538,10537,10383,10384,10539,10383,10539,10538,10385,10386,10541,10385,10541,10540,10386,10387,10542,10386,10542,10541,10387,10388,10543,10387,10543,10542,10388,10389,10544,10388,10544,10543,10389,10390,10545,10389,10545,10544,10390,10391,10546,10390,10546,10545,10391,10392,10547,10391,10547,10546,10392,10393,10548,10392,10548,10547,10393,10394,10549,10393,10549,10548,10394,10395,10550,10394,10550,10549,10395,10396,10551,10395,10551,10550,10396,10397,10552,10396,10552,10551,10397,10398,10553,10397,10553,10552,10398,10399,10554,10398,10554,10553,10399,10400,10555,10399,10555,10554,10400,10401,10556,10400,10556,10555,10401,10402,10557,10401,10557,10556,10402,10403,10558,10402,10558,10557,10403,10404,10559,10403,10559,10558,10404,10405,10560,10404,10560,10559,10405,10406,10561,10405,10561,10560,10406,10407,10562,10406,10562,10561,10407,10408,10563,10407,10563,10562,10408,10409,10564,10408,10564,10563,10409,10410,10565,10409,10565,10564,10410,10411,10566,10410,10566,10565,10411,10412,10567,10411,10567,10566,10412,10413,10568,10412,10568,10567,10413,10414,10569,10413,10569,10568,10414,10415,10570,10414,10570,10569,10415,10416,10571,10415,10571,10570,10416,10417,10572,10416,10572,10571,10417,10418,10573,10417,10573,10572,10418,10419,10574,10418,10574,10573,10419,10420,10575,10419,10575,10574,10420,10421,10576,10420,10576,10575,10421,10422,10577,10421,10577,10576,10422,10423,10578,10422,10578,10577,10423,10424,10579,10423,10579,10578,10424,10425,10580,10424,10580,10579,10425,10426,10581,10425,10581,10580,10426,10427,10582,10426,10582,10581,10427,10428,10583,10427,10583,10582,10428,10429,10584,10428,10584,10583,10429,10430,10585,10429,10585,10584,10430,10431,10586,10430,10586,10585,10431,10432,10587,10431,10587,10586,10432,10433,10588,10432,10588,10587,10433,10434,10589,10433,10589,10588,10434,10435,10590,10434,10590,10589,10435,10436,10591,10435,10591,10590,10436,10437,10592,10436,10592,10591,10437,10438,10593,10437,10593,10592,10438,10439,10594,10438,10594,10593,10439,10440,10595,10439,10595,10594,10440,10441,10596,10440,10596,10595,10441,10442,10597,10441,10597,10596,10442,10443,10598,10442,10598,10597,10443,10444,10599,10443,10599,10598,10444,10445,10600,10444,10600,10599,10445,10446,10601,10445,10601,10600,10446,10447,10602,10446,10602,10601,10447,10448,10603,10447,10603,10602,10448,10449,10604,10448,10604,10603,10449,10450,10605,10449,10605,10604,10450,10451,10606,10450,10606,10605,10451,10452,10607,10451,10607,10606,10452,10453,10608,10452,10608,10607,10453,10454,10609,10453,10609,10608,10454,10455,10610,10454,10610,10609,10455,10456,10611,10455,10611,10610,10456,10457,10612,10456,10612,10611,10457,10458,10613,10457,10613,10612,10458,10459,10614,10458,10614,10613,10459,10460,10615,10459,10615,10614,10460,10461,10616,10460,10616,10615,10461,10462,10617,10461,10617,10616,10462,10463,10618,10462,10618,10617,10463,10464,10619,10463,10619,10618,10464,10465,10620,10464,10620,10619,10465,10466,10621,10465,10621,10620,10466,10467,10622,10466,10622,10621,10467,10468,10623,10467,10623,10622,10468,10469,10624,10468,10624,10623,10469,10470,10625,10469,10625,10624,10470,10471,10626,10470,10626,10625,10471,10472,10627,10471,10627,10626,10472,10473,10628,10472,10628,10627,10473,10474,10629,10473,10629,10628,10474,10475,10630,10474,10630,10629,10475,10476,10631,10475,10631,10630,10476,10477,10632,10476,10632,10631,10477,10478,10633,10477,10633,10632,10478,10479,10634,10478,10634,10633,10479,10480,10635,10479,10635,10634,10480,10481,10636,10480,10636,10635,10481,10482,10637,10481,10637,10636,10482,10483,10638,10482,10638,10637,10483,10484,10639,10483,10639,10638,10484,10485,10640,10484,10640,10639,10485,10486,10641,10485,10641,10640,10486,10487,10642,10486,10642,10641,10487,10488,10643,10487,10643,10642,10488,10489,10644,10488,10644,10643,10489,10490,10645,10489,10645,10644,10490,10491,10646,10490,10646,10645,10491,10492,10647,10491,10647,10646,10492,10493,10648,10492,10648,10647,10493,10494,10649,10493,10649,10648,10494,10495,10650,10494,10650,10649,10495,10496,10651,10495,10651,10650,10496,10497,10652,10496,10652,10651,10497,10498,10653,10497,10653,10652,10498,10499,10654,10498,10654,10653,10499,10500,10655,10499,10655,10654,10500,10501,10656,10500,10656,10655,10501,10502,10657,10501,10657,10656,10502,10503,10658,10502,10658,10657,10503,10504,10659,10503,10659,10658,10504,10505,10660,10504,10660,10659,10505,10506,10661,10505,10661,10660,10506,10507,10662,10506,10662,10661,10507,10508,10663,10507,10663,10662,10508,10509,10664,10508,10664,10663,10509,10510,10665,10509,10665,10664,10510,10511,10666,10510,10666,10665,10511,10512,10667,10511,10667,10666,10512,10513,10668,10512,10668,10667,10513,10514,10669,10513,10669,10668,10514,10515,10670,10514,10670,10669,10515,10516,10671,10515,10671,10670,10516,10517,10672,10516,10672,10671,10517,10518,10673,10517,10673,10672,10518,10519,10674,10518,10674,10673,10519,10520,10675,10519,10675,10674,10520,10521,10676,10520,10676,10675,10521,10522,10677,10521,10677,10676,10522,10523,10678,10522,10678,10677,10523,10524,10679,10523,10679,10678,10524,10525,10680,10524,10680,10679,10525,10526,10681,10525,10681,10680,10526,10527,10682,10526,10682,10681,10527,10528,10683,10527,10683,10682,10528,10529,10684,10528,10684,10683,10529,10530,10685,10529,10685,10684,10530,10531,10686,10530,10686,10685,10531,10532,10687,10531,10687,10686,10532,10533,10688,10532,10688,10687,10533,10534,10689,10533,10689,10688,10534,10535,10690,10534,10690,10689,10535,10536,10691,10535,10691,10690,10536,10537,10692,10536,10692,10691,10537,10538,10693,10537,10693,10692,10538,10539,10694,10538,10694,10693,10540,10541,10696,10540,10696,10695,10541,10542,10697,10541,10697,10696,10542,10543,10698,10542,10698,10697,10543,10544,10699,10543,10699,10698,10544,10545,10700,10544,10700,10699,10545,10546,10701,10545,10701,10700,10546,10547,10702,10546,10702,10701,10547,10548,10703,10547,10703,10702,10548,10549,10704,10548,10704,10703,10549,10550,10705,10549,10705,10704,10550,10551,10706,10550,10706,10705,10551,10552,10707,10551,10707,10706,10552,10553,10708,10552,10708,10707,10553,10554,10709,10553,10709,10708,10554,10555,10710,10554,10710,10709,10555,10556,10711,10555,10711,10710,10556,10557,10712,10556,10712,10711,10557,10558,10713,10557,10713,10712,10558,10559,10714,10558,10714,10713,10559,10560,10715,10559,10715,10714,10560,10561,10716,10560,10716,10715,10561,10562,10717,10561,10717,10716,10562,10563,10718,10562,10718,10717,10563,10564,10719,10563,10719,10718,10564,10565,10720,10564,10720,10719,10565,10566,10721,10565,10721,10720,10566,10567,10722,10566,10722,10721,10567,10568,10723,10567,10723,10722,10568,10569,10724,10568,10724,10723,10569,10570,10725,10569,10725,10724,10570,10571,10726,10570,10726,10725,10571,10572,10727,10571,10727,10726,10572,10573,10728,10572,10728,10727,10573,10574,10729,10573,10729,10728,10574,10575,10730,10574,10730,10729,10575,10576,10731,10575,10731,10730,10576,10577,10732,10576,10732,10731,10577,10578,10733,10577,10733,10732,10578,10579,10734,10578,10734,10733,10579,10580,10735,10579,10735,10734,10580,10581,10736,10580,10736,10735,10581,10582,10737,10581,10737,10736,10582,10583,10738,10582,10738,10737,10583,10584,10739,10583,10739,10738,10584,10585,10740,10584,10740,10739,10585,10586,10741,10585,10741,10740,10586,10587,10742,10586,10742,10741,10587,10588,10743,10587,10743,10742,10588,10589,10744,10588,10744,10743,10589,10590,10745,10589,10745,10744,10590,10591,10746,10590,10746,10745,10591,10592,10747,10591,10747,10746,10592,10593,10748,10592,10748,10747,10593,10594,10749,10593,10749,10748,10594,10595,10750,10594,10750,10749,10595,10596,10751,10595,10751,10750,10596,10597,10752,10596,10752,10751,10597,10598,10753,10597,10753,10752,10598,10599,10754,10598,10754,10753,10599,10600,10755,10599,10755,10754,10600,10601,10756,10600,10756,10755,10601,10602,10757,10601,10757,10756,10602,10603,10758,10602,10758,10757,10603,10604,10759,10603,10759,10758,10604,10605,10760,10604,10760,10759,10605,10606,10761,10605,10761,10760,10606,10607,10762,10606,10762,10761,10607,10608,10763,10607,10763,10762,10608,10609,10764,10608,10764,10763,10609,10610,10765,10609,10765,10764,10610,10611,10766,10610,10766,10765,10611,10612,10767,10611,10767,10766,10612,10613,10768,10612,10768,10767,10613,10614,10769,10613,10769,10768,10614,10615,10770,10614,10770,10769,10615,10616,10771,10615,10771,10770,10616,10617,10772,10616,10772,10771,10617,10618,10773,10617,10773,10772,10618,10619,10774,10618,10774,10773,10619,10620,10775,10619,10775,10774,10620,10621,10776,10620,10776,10775,10621,10622,10777,10621,10777,10776,10622,10623,10778,10622,10778,10777,10623,10624,10779,10623,10779,10778,10624,10625,10780,10624,10780,10779,10625,10626,10781,10625,10781,10780,10626,10627,10782,10626,10782,10781,10627,10628,10783,10627,10783,10782,10628,10629,10784,10628,10784,10783,10629,10630,10785,10629,10785,10784,10630,10631,10786,10630,10786,10785,10631,10632,10787,10631,10787,10786,10632,10633,10788,10632,10788,10787,10633,10634,10789,10633,10789,10788,10634,10635,10790,10634,10790,10789,10635,10636,10791,10635,10791,10790,10636,10637,10792,10636,10792,10791,10637,10638,10793,10637,10793,10792,10638,10639,10794,10638,10794,10793,10639,10640,10795,10639,10795,10794,10640,10641,10796,10640,10796,10795,10641,10642,10797,10641,10797,10796,10642,10643,10798,10642,10798,10797,10643,10644,10799,10643,10799,10798,10644,10645,10800,10644,10800,10799,10645,10646,10801,10645,10801,10800,10646,10647,10802,10646,10802,10801,10647,10648,10803,10647,10803,10802,10648,10649,10804,10648,10804,10803,10649,10650,10805,10649,10805,10804,10650,10651,10806,10650,10806,10805,10651,10652,10807,10651,10807,10806,10652,10653,10808,10652,10808,10807,10653,10654,10809,10653,10809,10808,10654,10655,10810,10654,10810,10809,10655,10656,10811,10655,10811,10810,10656,10657,10812,10656,10812,10811,10657,10658,10813,10657,10813,10812,10658,10659,10814,10658,10814,10813,10659,10660,10815,10659,10815,10814,10660,10661,10816,10660,10816,10815,10661,10662,10817,10661,10817,10816,10662,10663,10818,10662,10818,10817,10663,10664,10819,10663,10819,10818,10664,10665,10820,10664,10820,10819,10665,10666,10821,10665,10821,10820,10666,10667,10822,10666,10822,10821,10667,10668,10823,10667,10823,10822,10668,10669,10824,10668,10824,10823,10669,10670,10825,10669,10825,10824,10670,10671,10826,10670,10826,10825,10671,10672,10827,10671,10827,10826,10672,10673,10828,10672,10828,10827,10673,10674,10829,10673,10829,10828,10674,10675,10830,10674,10830,10829,10675,10676,10831,10675,10831,10830,10676,10677,10832,10676,10832,10831,10677,10678,10833,10677,10833,10832,10678,10679,10834,10678,10834,10833,10679,10680,10835,10679,10835,10834,10680,10681,10836,10680,10836,10835,10681,10682,10837,10681,10837,10836,10682,10683,10838,10682,10838,10837,10683,10684,10839,10683,10839,10838,10684,10685,10840,10684,10840,10839,10685,10686,10841,10685,10841,10840,10686,10687,10842,10686,10842,10841,10687,10688,10843,10687,10843,10842,10688,10689,10844,10688,10844,10843,10689,10690,10845,10689,10845,10844,10690,10691,10846,10690,10846,10845,10691,10692,10847,10691,10847,10846,10692,10693,10848,10692,10848,10847,10693,10694,10849,10693,10849,10848,10695,10696,10851,10695,10851,10850,10696,10697,10852,10696,10852,10851,10697,10698,10853,10697,10853,10852,10698,10699,10854,10698,10854,10853,10699,10700,10855,10699,10855,10854,10700,10701,10856,10700,10856,10855,10701,10702,10857,10701,10857,10856,10702,10703,10858,10702,10858,10857,10703,10704,10859,10703,10859,10858,10704,10705,10860,10704,10860,10859,10705,10706,10861,10705,10861,10860,10706,10707,10862,10706,10862,10861,10707,10708,10863,10707,10863,10862,10708,10709,10864,10708,10864,10863,10709,10710,10865,10709,10865,10864,10710,10711,10866,10710,10866,10865,10711,10712,10867,10711,10867,10866,10712,10713,10868,10712,10868,10867,10713,10714,10869,10713,10869,10868,10714,10715,10870,10714,10870,10869,10715,10716,10871,10715,10871,10870,10716,10717,10872,10716,10872,10871,10717,10718,10873,10717,10873,10872,10718,10719,10874,10718,10874,10873,10719,10720,10875,10719,10875,10874,10720,10721,10876,10720,10876,10875,10721,10722,10877,10721,10877,10876,10722,10723,10878,10722,10878,10877,10723,10724,10879,10723,10879,10878,10724,10725,10880,10724,10880,10879,10725,10726,10881,10725,10881,10880,10726,10727,10882,10726,10882,10881,10727,10728,10883,10727,10883,10882,10728,10729,10884,10728,10884,10883,10729,10730,10885,10729,10885,10884,10730,10731,10886,10730,10886,10885,10731,10732,10887,10731,10887,10886,10732,10733,10888,10732,10888,10887,10733,10734,10889,10733,10889,10888,10734,10735,10890,10734,10890,10889,10735,10736,10891,10735,10891,10890,10736,10737,10892,10736,10892,10891,10737,10738,10893,10737,10893,10892,10738,10739,10894,10738,10894,10893,10739,10740,10895,10739,10895,10894,10740,10741,10896,10740,10896,10895,10741,10742,10897,10741,10897,10896,10742,10743,10898,10742,10898,10897,10743,10744,10899,10743,10899,10898,10744,10745,10900,10744,10900,10899,10745,10746,10901,10745,10901,10900,10746,10747,10902,10746,10902,10901,10747,10748,10903,10747,10903,10902,10748,10749,10904,10748,10904,10903,10749,10750,10905,10749,10905,10904,10750,10751,10906,10750,10906,10905,10751,10752,10907,10751,10907,10906,10752,10753,10908,10752,10908,10907,10753,10754,10909,10753,10909,10908,10754,10755,10910,10754,10910,10909,10755,10756,10911,10755,10911,10910,10756,10757,10912,10756,10912,10911,10757,10758,10913,10757,10913,10912,10758,10759,10914,10758,10914,10913,10759,10760,10915,10759,10915,10914,10760,10761,10916,10760,10916,10915,10761,10762,10917,10761,10917,10916,10762,10763,10918,10762,10918,10917,10763,10764,10919,10763,10919,10918,10764,10765,10920,10764,10920,10919,10765,10766,10921,10765,10921,10920,10766,10767,10922,10766,10922,10921,10767,10768,10923,10767,10923,10922,10768,10769,10924,10768,10924,10923,10769,10770,10925,10769,10925,10924,10770,10771,10926,10770,10926,10925,10771,10772,10927,10771,10927,10926,10772,10773,10928,10772,10928,10927,10773,10774,10929,10773,10929,10928,10774,10775,10930,10774,10930,10929,10775,10776,10931,10775,10931,10930,10776,10777,10932,10776,10932,10931,10777,10778,10933,10777,10933,10932,10778,10779,10934,10778,10934,10933,10779,10780,10935,10779,10935,10934,10780,10781,10936,10780,10936,10935,10781,10782,10937,10781,10937,10936,10782,10783,10938,10782,10938,10937,10783,10784,10939,10783,10939,10938,10784,10785,10940,10784,10940,10939,10785,10786,10941,10785,10941,10940,10786,10787,10942,10786,10942,10941,10787,10788,10943,10787,10943,10942,10788,10789,10944,10788,10944,10943,10789,10790,10945,10789,10945,10944,10790,10791,10946,10790,10946,10945,10791,10792,10947,10791,10947,10946,10792,10793,10948,10792,10948,10947,10793,10794,10949,10793,10949,10948,10794,10795,10950,10794,10950,10949,10795,10796,10951,10795,10951,10950,10796,10797,10952,10796,10952,10951,10797,10798,10953,10797,10953,10952,10798,10799,10954,10798,10954,10953,10799,10800,10955,10799,10955,10954,10800,10801,10956,10800,10956,10955,10801,10802,10957,10801,10957,10956,10802,10803,10958,10802,10958,10957,10803,10804,10959,10803,10959,10958,10804,10805,10960,10804,10960,10959,10805,10806,10961,10805,10961,10960,10806,10807,10962,10806,10962,10961,10807,10808,10963,10807,10963,10962,10808,10809,10964,10808,10964,10963,10809,10810,10965,10809,10965,10964,10810,10811,10966,10810,10966,10965,10811,10812,10967,10811,10967,10966,10812,10813,10968,10812,10968,10967,10813,10814,10969,10813,10969,10968,10814,10815,10970,10814,10970,10969,10815,10816,10971,10815,10971,10970,10816,10817,10972,10816,10972,10971,10817,10818,10973,10817,10973,10972,10818,10819,10974,10818,10974,10973,10819,10820,10975,10819,10975,10974,10820,10821,10976,10820,10976,10975,10821,10822,10977,10821,10977,10976,10822,10823,10978,10822,10978,10977,10823,10824,10979,10823,10979,10978,10824,10825,10980,10824,10980,10979,10825,10826,10981,10825,10981,10980,10826,10827,10982,10826,10982,10981,10827,10828,10983,10827,10983,10982,10828,10829,10984,10828,10984,10983,10829,10830,10985,10829,10985,10984,10830,10831,10986,10830,10986,10985,10831,10832,10987,10831,10987,10986,10832,10833,10988,10832,10988,10987,10833,10834,10989,10833,10989,10988,10834,10835,10990,10834,10990,10989,10835,10836,10991,10835,10991,10990,10836,10837,10992,10836,10992,10991,10837,10838,10993,10837,10993,10992,10838,10839,10994,10838,10994,10993,10839,10840,10995,10839,10995,10994,10840,10841,10996,10840,10996,10995,10841,10842,10997,10841,10997,10996,10842,10843,10998,10842,10998,10997,10843,10844,10999,10843,10999,10998,10844,10845,11000,10844,11000,10999,10845,10846,11001,10845,11001,11000,10846,10847,11002,10846,11002,11001,10847,10848,11003,10847,11003,11002,10848,10849,11004,10848,11004,11003,10850,10851,11006,10850,11006,11005,10851,10852,11007,10851,11007,11006,10852,10853,11008,10852,11008,11007,10853,10854,11009,10853,11009,11008,10854,10855,11010,10854,11010,11009,10855,10856,11011,10855,11011,11010,10856,10857,11012,10856,11012,11011,10857,10858,11013,10857,11013,11012,10858,10859,11014,10858,11014,11013,10859,10860,11015,10859,11015,11014,10860,10861,11016,10860,11016,11015,10861,10862,11017,10861,11017,11016,10862,10863,11018,10862,11018,11017,10863,10864,11019,10863,11019,11018,10864,10865,11020,10864,11020,11019,10865,10866,11021,10865,11021,11020,10866,10867,11022,10866,11022,11021,10867,10868,11023,10867,11023,11022,10868,10869,11024,10868,11024,11023,10869,10870,11025,10869,11025,11024,10870,10871,11026,10870,11026,11025,10871,10872,11027,10871,11027,11026,10872,10873,11028,10872,11028,11027,10873,10874,11029,10873,11029,11028,10874,10875,11030,10874,11030,11029,10875,10876,11031,10875,11031,11030,10876,10877,11032,10876,11032,11031,10877,10878,11033,10877,11033,11032,10878,10879,11034,10878,11034,11033,10879,10880,11035,10879,11035,11034,10880,10881,11036,10880,11036,11035,10881,10882,11037,10881,11037,11036,10882,10883,11038,10882,11038,11037,10883,10884,11039,10883,11039,11038,10884,10885,11040,10884,11040,11039,10885,10886,11041,10885,11041,11040,10886,10887,11042,10886,11042,11041,10887,10888,11043,10887,11043,11042,10888,10889,11044,10888,11044,11043,10889,10890,11045,10889,11045,11044,10890,10891,11046,10890,11046,11045,10891,10892,11047,10891,11047,11046,10892,10893,11048,10892,11048,11047,10893,10894,11049,10893,11049,11048,10894,10895,11050,10894,11050,11049,10895,10896,11051,10895,11051,11050,10896,10897,11052,10896,11052,11051,10897,10898,11053,10897,11053,11052,10898,10899,11054,10898,11054,11053,10899,10900,11055,10899,11055,11054,10900,10901,11056,10900,11056,11055,10901,10902,11057,10901,11057,11056,10902,10903,11058,10902,11058,11057,10903,10904,11059,10903,11059,11058,10904,10905,11060,10904,11060,11059,10905,10906,11061,10905,11061,11060,10906,10907,11062,10906,11062,11061,10907,10908,11063,10907,11063,11062,10908,10909,11064,10908,11064,11063,10909,10910,11065,10909,11065,11064,10910,10911,11066,10910,11066,11065,10911,10912,11067,10911,11067,11066,10912,10913,11068,10912,11068,11067,10913,10914,11069,10913,11069,11068,10914,10915,11070,10914,11070,11069,10915,10916,11071,10915,11071,11070,10916,10917,11072,10916,11072,11071,10917,10918,11073,10917,11073,11072,10918,10919,11074,10918,11074,11073,10919,10920,11075,10919,11075,11074,10920,10921,11076,10920,11076,11075,10921,10922,11077,10921,11077,11076,10922,10923,11078,10922,11078,11077,10923,10924,11079,10923,11079,11078,10924,10925,11080,10924,11080,11079,10925,10926,11081,10925,11081,11080,10926,10927,11082,10926,11082,11081,10927,10928,11083,10927,11083,11082,10928,10929,11084,10928,11084,11083,10929,10930,11085,10929,11085,11084,10930,10931,11086,10930,11086,11085,10931,10932,11087,10931,11087,11086,10932,10933,11088,10932,11088,11087,10933,10934,11089,10933,11089,11088,10934,10935,11090,10934,11090,11089,10935,10936,11091,10935,11091,11090,10936,10937,11092,10936,11092,11091,10937,10938,11093,10937,11093,11092,10938,10939,11094,10938,11094,11093,10939,10940,11095,10939,11095,11094,10940,10941,11096,10940,11096,11095,10941,10942,11097,10941,11097,11096,10942,10943,11098,10942,11098,11097,10943,10944,11099,10943,11099,11098,10944,10945,11100,10944,11100,11099,10945,10946,11101,10945,11101,11100,10946,10947,11102,10946,11102,11101,10947,10948,11103,10947,11103,11102,10948,10949,11104,10948,11104,11103,10949,10950,11105,10949,11105,11104,10950,10951,11106,10950,11106,11105,10951,10952,11107,10951,11107,11106,10952,10953,11108,10952,11108,11107,10953,10954,11109,10953,11109,11108,10954,10955,11110,10954,11110,11109,10955,10956,11111,10955,11111,11110,10956,10957,11112,10956,11112,11111,10957,10958,11113,10957,11113,11112,10958,10959,11114,10958,11114,11113,10959,10960,11115,10959,11115,11114,10960,10961,11116,10960,11116,11115,10961,10962,11117,10961,11117,11116,10962,10963,11118,10962,11118,11117,10963,10964,11119,10963,11119,11118,10964,10965,11120,10964,11120,11119,10965,10966,11121,10965,11121,11120,10966,10967,11122,10966,11122,11121,10967,10968,11123,10967,11123,11122,10968,10969,11124,10968,11124,11123,10969,10970,11125,10969,11125,11124,10970,10971,11126,10970,11126,11125,10971,10972,11127,10971,11127,11126,10972,10973,11128,10972,11128,11127,10973,10974,11129,10973,11129,11128,10974,10975,11130,10974,11130,11129,10975,10976,11131,10975,11131,11130,10976,10977,11132,10976,11132,11131,10977,10978,11133,10977,11133,11132,10978,10979,11134,10978,11134,11133,10979,10980,11135,10979,11135,11134,10980,10981,11136,10980,11136,11135,10981,10982,11137,10981,11137,11136,10982,10983,11138,10982,11138,11137,10983,10984,11139,10983,11139,11138,10984,10985,11140,10984,11140,11139,10985,10986,11141,10985,11141,11140,10986,10987,11142,10986,11142,11141,10987,10988,11143,10987,11143,11142,10988,10989,11144,10988,11144,11143,10989,10990,11145,10989,11145,11144,10990,10991,11146,10990,11146,11145,10991,10992,11147,10991,11147,11146,10992,10993,11148,10992,11148,11147,10993,10994,11149,10993,11149,11148,10994,10995,11150,10994,11150,11149,10995,10996,11151,10995,11151,11150,10996,10997,11152,10996,11152,11151,10997,10998,11153,10997,11153,11152,10998,10999,11154,10998,11154,11153,10999,11000,11155,10999,11155,11154,11000,11001,11156,11000,11156,11155,11001,11002,11157,11001,11157,11156,11002,11003,11158,11002,11158,11157,11003,11004,11159,11003,11159,11158,11005,11006,11161,11005,11161,11160,11006,11007,11162,11006,11162,11161,11007,11008,11163,11007,11163,11162,11008,11009,11164,11008,11164,11163,11009,11010,11165,11009,11165,11164,11010,11011,11166,11010,11166,11165,11011,11012,11167,11011,11167,11166,11012,11013,11168,11012,11168,11167,11013,11014,11169,11013,11169,11168,11014,11015,11170,11014,11170,11169,11015,11016,11171,11015,11171,11170,11016,11017,11172,11016,11172,11171,11017,11018,11173,11017,11173,11172,11018,11019,11174,11018,11174,11173,11019,11020,11175,11019,11175,11174,11020,11021,11176,11020,11176,11175,11021,11022,11177,11021,11177,11176,11022,11023,11178,11022,11178,11177,11023,11024,11179,11023,11179,11178,11024,11025,11180,11024,11180,11179,11025,11026,11181,11025,11181,11180,11026,11027,11182,11026,11182,11181,11027,11028,11183,11027,11183,11182,11028,11029,11184,11028,11184,11183,11029,11030,11185,11029,11185,11184,11030,11031,11186,11030,11186,11185,11031,11032,11187,11031,11187,11186,11032,11033,11188,11032,11188,11187,11033,11034,11189,11033,11189,11188,11034,11035,11190,11034,11190,11189,11035,11036,11191,11035,11191,11190,11036,11037,11192,11036,11192,11191,11037,11038,11193,11037,11193,11192,11038,11039,11194,11038,11194,11193,11039,11040,11195,11039,11195,11194,11040,11041,11196,11040,11196,11195,11041,11042,11197,11041,11197,11196,11042,11043,11198,11042,11198,11197,11043,11044,11199,11043,11199,11198,11044,11045,11200,11044,11200,11199,11045,11046,11201,11045,11201,11200,11046,11047,11202,11046,11202,11201,11047,11048,11203,11047,11203,11202,11048,11049,11204,11048,11204,11203,11049,11050,11205,11049,11205,11204,11050,11051,11206,11050,11206,11205,11051,11052,11207,11051,11207,11206,11052,11053,11208,11052,11208,11207,11053,11054,11209,11053,11209,11208,11054,11055,11210,11054,11210,11209,11055,11056,11211,11055,11211,11210,11056,11057,11212,11056,11212,11211,11057,11058,11213,11057,11213,11212,11058,11059,11214,11058,11214,11213,11059,11060,11215,11059,11215,11214,11060,11061,11216,11060,11216,11215,11061,11062,11217,11061,11217,11216,11062,11063,11218,11062,11218,11217,11063,11064,11219,11063,11219,11218,11064,11065,11220,11064,11220,11219,11065,11066,11221,11065,11221,11220,11066,11067,11222,11066,11222,11221,11067,11068,11223,11067,11223,11222,11068,11069,11224,11068,11224,11223,11069,11070,11225,11069,11225,11224,11070,11071,11226,11070,11226,11225,11071,11072,11227,11071,11227,11226,11072,11073,11228,11072,11228,11227,11073,11074,11229,11073,11229,11228,11074,11075,11230,11074,11230,11229,11075,11076,11231,11075,11231,11230,11076,11077,11232,11076,11232,11231,11077,11078,11233,11077,11233,11232,11078,11079,11234,11078,11234,11233,11079,11080,11235,11079,11235,11234,11080,11081,11236,11080,11236,11235,11081,11082,11237,11081,11237,11236,11082,11083,11238,11082,11238,11237,11083,11084,11239,11083,11239,11238,11084,11085,11240,11084,11240,11239,11085,11086,11241,11085,11241,11240,11086,11087,11242,11086,11242,11241,11087,11088,11243,11087,11243,11242,11088,11089,11244,11088,11244,11243,11089,11090,11245,11089,11245,11244,11090,11091,11246,11090,11246,11245,11091,11092,11247,11091,11247,11246,11092,11093,11248,11092,11248,11247,11093,11094,11249,11093,11249,11248,11094,11095,11250,11094,11250,11249,11095,11096,11251,11095,11251,11250,11096,11097,11252,11096,11252,11251,11097,11098,11253,11097,11253,11252,11098,11099,11254,11098,11254,11253,11099,11100,11255,11099,11255,11254,11100,11101,11256,11100,11256,11255,11101,11102,11257,11101,11257,11256,11102,11103,11258,11102,11258,11257,11103,11104,11259,11103,11259,11258,11104,11105,11260,11104,11260,11259,11105,11106,11261,11105,11261,11260,11106,11107,11262,11106,11262,11261,11107,11108,11263,11107,11263,11262,11108,11109,11264,11108,11264,11263,11109,11110,11265,11109,11265,11264,11110,11111,11266,11110,11266,11265,11111,11112,11267,11111,11267,11266,11112,11113,11268,11112,11268,11267,11113,11114,11269,11113,11269,11268,11114,11115,11270,11114,11270,11269,11115,11116,11271,11115,11271,11270,11116,11117,11272,11116,11272,11271,11117,11118,11273,11117,11273,11272,11118,11119,11274,11118,11274,11273,11119,11120,11275,11119,11275,11274,11120,11121,11276,11120,11276,11275,11121,11122,11277,11121,11277,11276,11122,11123,11278,11122,11278,11277,11123,11124,11279,11123,11279,11278,11124,11125,11280,11124,11280,11279,11125,11126,11281,11125,11281,11280,11126,11127,11282,11126,11282,11281,11127,11128,11283,11127,11283,11282,11128,11129,11284,11128,11284,11283,11129,11130,11285,11129,11285,11284,11130,11131,11286,11130,11286,11285,11131,11132,11287,11131,11287,11286,11132,11133,11288,11132,11288,11287,11133,11134,11289,11133,11289,11288,11134,11135,11290,11134,11290,11289,11135,11136,11291,11135,11291,11290,11136,11137,11292,11136,11292,11291,11137,11138,11293,11137,11293,11292,11138,11139,11294,11138,11294,11293,11139,11140,11295,11139,11295,11294,11140,11141,11296,11140,11296,11295,11141,11142,11297,11141,11297,11296,11142,11143,11298,11142,11298,11297,11143,11144,11299,11143,11299,11298,11144,11145,11300,11144,11300,11299,11145,11146,11301,11145,11301,11300,11146,11147,11302,11146,11302,11301,11147,11148,11303,11147,11303,11302,11148,11149,11304,11148,11304,11303,11149,11150,11305,11149,11305,11304,11150,11151,11306,11150,11306,11305,11151,11152,11307,11151,11307,11306,11152,11153,11308,11152,11308,11307,11153,11154,11309,11153,11309,11308,11154,11155,11310,11154,11310,11309,11155,11156,11311,11155,11311,11310,11156,11157,11312,11156,11312,11311,11157,11158,11313,11157,11313,11312,11158,11159,11314,11158,11314,11313,11160,11161,11316,11160,11316,11315,11161,11162,11317,11161,11317,11316,11162,11163,11318,11162,11318,11317,11163,11164,11319,11163,11319,11318,11164,11165,11320,11164,11320,11319,11165,11166,11321,11165,11321,11320,11166,11167,11322,11166,11322,11321,11167,11168,11323,11167,11323,11322,11168,11169,11324,11168,11324,11323,11169,11170,11325,11169,11325,11324,11170,11171,11326,11170,11326,11325,11171,11172,11327,11171,11327,11326,11172,11173,11328,11172,11328,11327,11173,11174,11329,11173,11329,11328,11174,11175,11330,11174,11330,11329,11175,11176,11331,11175,11331,11330,11176,11177,11332,11176,11332,11331,11177,11178,11333,11177,11333,11332,11178,11179,11334,11178,11334,11333,11179,11180,11335,11179,11335,11334,11180,11181,11336,11180,11336,11335,11181,11182,11337,11181,11337,11336,11182,11183,11338,11182,11338,11337,11183,11184,11339,11183,11339,11338,11184,11185,11340,11184,11340,11339,11185,11186,11341,11185,11341,11340,11186,11187,11342,11186,11342,11341,11187,11188,11343,11187,11343,11342,11188,11189,11344,11188,11344,11343,11189,11190,11345,11189,11345,11344,11190,11191,11346,11190,11346,11345,11191,11192,11347,11191,11347,11346,11192,11193,11348,11192,11348,11347,11193,11194,11349,11193,11349,11348,11194,11195,11350,11194,11350,11349,11195,11196,11351,11195,11351,11350,11196,11197,11352,11196,11352,11351,11197,11198,11353,11197,11353,11352,11198,11199,11354,11198,11354,11353,11199,11200,11355,11199,11355,11354,11200,11201,11356,11200,11356,11355,11201,11202,11357,11201,11357,11356,11202,11203,11358,11202,11358,11357,11203,11204,11359,11203,11359,11358,11204,11205,11360,11204,11360,11359,11205,11206,11361,11205,11361,11360,11206,11207,11362,11206,11362,11361,11207,11208,11363,11207,11363,11362,11208,11209,11364,11208,11364,11363,11209,11210,11365,11209,11365,11364,11210,11211,11366,11210,11366,11365,11211,11212,11367,11211,11367,11366,11212,11213,11368,11212,11368,11367,11213,11214,11369,11213,11369,11368,11214,11215,11370,11214,11370,11369,11215,11216,11371,11215,11371,11370,11216,11217,11372,11216,11372,11371,11217,11218,11373,11217,11373,11372,11218,11219,11374,11218,11374,11373,11219,11220,11375,11219,11375,11374,11220,11221,11376,11220,11376,11375,11221,11222,11377,11221,11377,11376,11222,11223,11378,11222,11378,11377,11223,11224,11379,11223,11379,11378,11224,11225,11380,11224,11380,11379,11225,11226,11381,11225,11381,11380,11226,11227,11382,11226,11382,11381,11227,11228,11383,11227,11383,11382,11228,11229,11384,11228,11384,11383,11229,11230,11385,11229,11385,11384,11230,11231,11386,11230,11386,11385,11231,11232,11387,11231,11387,11386,11232,11233,11388,11232,11388,11387,11233,11234,11389,11233,11389,11388,11234,11235,11390,11234,11390,11389,11235,11236,11391,11235,11391,11390,11236,11237,11392,11236,11392,11391,11237,11238,11393,11237,11393,11392,11238,11239,11394,11238,11394,11393,11239,11240,11395,11239,11395,11394,11240,11241,11396,11240,11396,11395,11241,11242,11397,11241,11397,11396,11242,11243,11398,11242,11398,11397,11243,11244,11399,11243,11399,11398,11244,11245,11400,11244,11400,11399,11245,11246,11401,11245,11401,11400,11246,11247,11402,11246,11402,11401,11247,11248,11403,11247,11403,11402,11248,11249,11404,11248,11404,11403,11249,11250,11405,11249,11405,11404,11250,11251,11406,11250,11406,11405,11251,11252,11407,11251,11407,11406,11252,11253,11408,11252,11408,11407,11253,11254,11409,11253,11409,11408,11254,11255,11410,11254,11410,11409,11255,11256,11411,11255,11411,11410,11256,11257,11412,11256,11412,11411,11257,11258,11413,11257,11413,11412,11258,11259,11414,11258,11414,11413,11259,11260,11415,11259,11415,11414,11260,11261,11416,11260,11416,11415,11261,11262,11417,11261,11417,11416,11262,11263,11418,11262,11418,11417,11263,11264,11419,11263,11419,11418,11264,11265,11420,11264,11420,11419,11265,11266,11421,11265,11421,11420,11266,11267,11422,11266,11422,11421,11267,11268,11423,11267,11423,11422,11268,11269,11424,11268,11424,11423,11269,11270,11425,11269,11425,11424,11270,11271,11426,11270,11426,11425,11271,11272,11427,11271,11427,11426,11272,11273,11428,11272,11428,11427,11273,11274,11429,11273,11429,11428,11274,11275,11430,11274,11430,11429,11275,11276,11431,11275,11431,11430,11276,11277,11432,11276,11432,11431,11277,11278,11433,11277,11433,11432,11278,11279,11434,11278,11434,11433,11279,11280,11435,11279,11435,11434,11280,11281,11436,11280,11436,11435,11281,11282,11437,11281,11437,11436,11282,11283,11438,11282,11438,11437,11283,11284,11439,11283,11439,11438,11284,11285,11440,11284,11440,11439,11285,11286,11441,11285,11441,11440,11286,11287,11442,11286,11442,11441,11287,11288,11443,11287,11443,11442,11288,11289,11444,11288,11444,11443,11289,11290,11445,11289,11445,11444,11290,11291,11446,11290,11446,11445,11291,11292,11447,11291,11447,11446,11292,11293,11448,11292,11448,11447,11293,11294,11449,11293,11449,11448,11294,11295,11450,11294,11450,11449,11295,11296,11451,11295,11451,11450,11296,11297,11452,11296,11452,11451,11297,11298,11453,11297,11453,11452,11298,11299,11454,11298,11454,11453,11299,11300,11455,11299,11455,11454,11300,11301,11456,11300,11456,11455,11301,11302,11457,11301,11457,11456,11302,11303,11458,11302,11458,11457,11303,11304,11459,11303,11459,11458,11304,11305,11460,11304,11460,11459,11305,11306,11461,11305,11461,11460,11306,11307,11462,11306,11462,11461,11307,11308,11463,11307,11463,11462,11308,11309,11464,11308,11464,11463,11309,11310,11465,11309,11465,11464,11310,11311,11466,11310,11466,11465,11311,11312,11467,11311,11467,11466,11312,11313,11468,11312,11468,11467,11313,11314,11469,11313,11469,11468,11315,11316,11471,11315,11471,11470,11316,11317,11472,11316,11472,11471,11317,11318,11473,11317,11473,11472,11318,11319,11474,11318,11474,11473,11319,11320,11475,11319,11475,11474,11320,11321,11476,11320,11476,11475,11321,11322,11477,11321,11477,11476,11322,11323,11478,11322,11478,11477,11323,11324,11479,11323,11479,11478,11324,11325,11480,11324,11480,11479,11325,11326,11481,11325,11481,11480,11326,11327,11482,11326,11482,11481,11327,11328,11483,11327,11483,11482,11328,11329,11484,11328,11484,11483,11329,11330,11485,11329,11485,11484,11330,11331,11486,11330,11486,11485,11331,11332,11487,11331,11487,11486,11332,11333,11488,11332,11488,11487,11333,11334,11489,11333,11489,11488,11334,11335,11490,11334,11490,11489,11335,11336,11491,11335,11491,11490,11336,11337,11492,11336,11492,11491,11337,11338,11493,11337,11493,11492,11338,11339,11494,11338,11494,11493,11339,11340,11495,11339,11495,11494,11340,11341,11496,11340,11496,11495,11341,11342,11497,11341,11497,11496,11342,11343,11498,11342,11498,11497,11343,11344,11499,11343,11499,11498,11344,11345,11500,11344,11500,11499,11345,11346,11501,11345,11501,11500,11346,11347,11502,11346,11502,11501,11347,11348,11503,11347,11503,11502,11348,11349,11504,11348,11504,11503,11349,11350,11505,11349,11505,11504,11350,11351,11506,11350,11506,11505,11351,11352,11507,11351,11507,11506,11352,11353,11508,11352,11508,11507,11353,11354,11509,11353,11509,11508,11354,11355,11510,11354,11510,11509,11355,11356,11511,11355,11511,11510,11356,11357,11512,11356,11512,11511,11357,11358,11513,11357,11513,11512,11358,11359,11514,11358,11514,11513,11359,11360,11515,11359,11515,11514,11360,11361,11516,11360,11516,11515,11361,11362,11517,11361,11517,11516,11362,11363,11518,11362,11518,11517,11363,11364,11519,11363,11519,11518,11364,11365,11520,11364,11520,11519,11365,11366,11521,11365,11521,11520,11366,11367,11522,11366,11522,11521,11367,11368,11523,11367,11523,11522,11368,11369,11524,11368,11524,11523,11369,11370,11525,11369,11525,11524,11370,11371,11526,11370,11526,11525,11371,11372,11527,11371,11527,11526,11372,11373,11528,11372,11528,11527,11373,11374,11529,11373,11529,11528,11374,11375,11530,11374,11530,11529,11375,11376,11531,11375,11531,11530,11376,11377,11532,11376,11532,11531,11377,11378,11533,11377,11533,11532,11378,11379,11534,11378,11534,11533,11379,11380,11535,11379,11535,11534,11380,11381,11536,11380,11536,11535,11381,11382,11537,11381,11537,11536,11382,11383,11538,11382,11538,11537,11383,11384,11539,11383,11539,11538,11384,11385,11540,11384,11540,11539,11385,11386,11541,11385,11541,11540,11386,11387,11542,11386,11542,11541,11387,11388,11543,11387,11543,11542,11388,11389,11544,11388,11544,11543,11389,11390,11545,11389,11545,11544,11390,11391,11546,11390,11546,11545,11391,11392,11547,11391,11547,11546,11392,11393,11548,11392,11548,11547,11393,11394,11549,11393,11549,11548,11394,11395,11550,11394,11550,11549,11395,11396,11551,11395,11551,11550,11396,11397,11552,11396,11552,11551,11397,11398,11553,11397,11553,11552,11398,11399,11554,11398,11554,11553,11399,11400,11555,11399,11555,11554,11400,11401,11556,11400,11556,11555,11401,11402,11557,11401,11557,11556,11402,11403,11558,11402,11558,11557,11403,11404,11559,11403,11559,11558,11404,11405,11560,11404,11560,11559,11405,11406,11561,11405,11561,11560,11406,11407,11562,11406,11562,11561,11407,11408,11563,11407,11563,11562,11408,11409,11564,11408,11564,11563,11409,11410,11565,11409,11565,11564,11410,11411,11566,11410,11566,11565,11411,11412,11567,11411,11567,11566,11412,11413,11568,11412,11568,11567,11413,11414,11569,11413,11569,11568,11414,11415,11570,11414,11570,11569,11415,11416,11571,11415,11571,11570,11416,11417,11572,11416,11572,11571,11417,11418,11573,11417,11573,11572,11418,11419,11574,11418,11574,11573,11419,11420,11575,11419,11575,11574,11420,11421,11576,11420,11576,11575,11421,11422,11577,11421,11577,11576,11422,11423,11578,11422,11578,11577,11423,11424,11579,11423,11579,11578,11424,11425,11580,11424,11580,11579,11425,11426,11581,11425,11581,11580,11426,11427,11582,11426,11582,11581,11427,11428,11583,11427,11583,11582,11428,11429,11584,11428,11584,11583,11429,11430,11585,11429,11585,11584,11430,11431,11586,11430,11586,11585,11431,11432,11587,11431,11587,11586,11432,11433,11588,11432,11588,11587,11433,11434,11589,11433,11589,11588,11434,11435,11590,11434,11590,11589,11435,11436,11591,11435,11591,11590,11436,11437,11592,11436,11592,11591,11437,11438,11593,11437,11593,11592,11438,11439,11594,11438,11594,11593,11439,11440,11595,11439,11595,11594,11440,11441,11596,11440,11596,11595,11441,11442,11597,11441,11597,11596,11442,11443,11598,11442,11598,11597,11443,11444,11599,11443,11599,11598,11444,11445,11600,11444,11600,11599,11445,11446,11601,11445,11601,11600,11446,11447,11602,11446,11602,11601,11447,11448,11603,11447,11603,11602,11448,11449,11604,11448,11604,11603,11449,11450,11605,11449,11605,11604,11450,11451,11606,11450,11606,11605,11451,11452,11607,11451,11607,11606,11452,11453,11608,11452,11608,11607,11453,11454,11609,11453,11609,11608,11454,11455,11610,11454,11610,11609,11455,11456,11611,11455,11611,11610,11456,11457,11612,11456,11612,11611,11457,11458,11613,11457,11613,11612,11458,11459,11614,11458,11614,11613,11459,11460,11615,11459,11615,11614,11460,11461,11616,11460,11616,11615,11461,11462,11617,11461,11617,11616,11462,11463,11618,11462,11618,11617,11463,11464,11619,11463,11619,11618,11464,11465,11620,11464,11620,11619,11465,11466,11621,11465,11621,11620,11466,11467,11622,11466,11622,11621,11467,11468,11623,11467,11623,11622,11468,11469,11624,11468,11624,11623,11470,11471,11626,11470,11626,11625,11471,11472,11627,11471,11627,11626,11472,11473,11628,11472,11628,11627,11473,11474,11629,11473,11629,11628,11474,11475,11630,11474,11630,11629,11475,11476,11631,11475,11631,11630,11476,11477,11632,11476,11632,11631,11477,11478,11633,11477,11633,11632,11478,11479,11634,11478,11634,11633,11479,11480,11635,11479,11635,11634,11480,11481,11636,11480,11636,11635,11481,11482,11637,11481,11637,11636,11482,11483,11638,11482,11638,11637,11483,11484,11639,11483,11639,11638,11484,11485,11640,11484,11640,11639,11485,11486,11641,11485,11641,11640,11486,11487,11642,11486,11642,11641,11487,11488,11643,11487,11643,11642,11488,11489,11644,11488,11644,11643,11489,11490,11645,11489,11645,11644,11490,11491,11646,11490,11646,11645,11491,11492,11647,11491,11647,11646,11492,11493,11648,11492,11648,11647,11493,11494,11649,11493,11649,11648,11494,11495,11650,11494,11650,11649,11495,11496,11651,11495,11651,11650,11496,11497,11652,11496,11652,11651,11497,11498,11653,11497,11653,11652,11498,11499,11654,11498,11654,11653,11499,11500,11655,11499,11655,11654,11500,11501,11656,11500,11656,11655,11501,11502,11657,11501,11657,11656,11502,11503,11658,11502,11658,11657,11503,11504,11659,11503,11659,11658,11504,11505,11660,11504,11660,11659,11505,11506,11661,11505,11661,11660,11506,11507,11662,11506,11662,11661,11507,11508,11663,11507,11663,11662,11508,11509,11664,11508,11664,11663,11509,11510,11665,11509,11665,11664,11510,11511,11666,11510,11666,11665,11511,11512,11667,11511,11667,11666,11512,11513,11668,11512,11668,11667,11513,11514,11669,11513,11669,11668,11514,11515,11670,11514,11670,11669,11515,11516,11671,11515,11671,11670,11516,11517,11672,11516,11672,11671,11517,11518,11673,11517,11673,11672,11518,11519,11674,11518,11674,11673,11519,11520,11675,11519,11675,11674,11520,11521,11676,11520,11676,11675,11521,11522,11677,11521,11677,11676,11522,11523,11678,11522,11678,11677,11523,11524,11679,11523,11679,11678,11524,11525,11680,11524,11680,11679,11525,11526,11681,11525,11681,11680,11526,11527,11682,11526,11682,11681,11527,11528,11683,11527,11683,11682,11528,11529,11684,11528,11684,11683,11529,11530,11685,11529,11685,11684,11530,11531,11686,11530,11686,11685,11531,11532,11687,11531,11687,11686,11532,11533,11688,11532,11688,11687,11533,11534,11689,11533,11689,11688,11534,11535,11690,11534,11690,11689,11535,11536,11691,11535,11691,11690,11536,11537,11692,11536,11692,11691,11537,11538,11693,11537,11693,11692,11538,11539,11694,11538,11694,11693,11539,11540,11695,11539,11695,11694,11540,11541,11696,11540,11696,11695,11541,11542,11697,11541,11697,11696,11542,11543,11698,11542,11698,11697,11543,11544,11699,11543,11699,11698,11544,11545,11700,11544,11700,11699,11545,11546,11701,11545,11701,11700,11546,11547,11702,11546,11702,11701,11547,11548,11703,11547,11703,11702,11548,11549,11704,11548,11704,11703,11549,11550,11705,11549,11705,11704,11550,11551,11706,11550,11706,11705,11551,11552,11707,11551,11707,11706,11552,11553,11708,11552,11708,11707,11553,11554,11709,11553,11709,11708,11554,11555,11710,11554,11710,11709,11555,11556,11711,11555,11711,11710,11556,11557,11712,11556,11712,11711,11557,11558,11713,11557,11713,11712,11558,11559,11714,11558,11714,11713,11559,11560,11715,11559,11715,11714,11560,11561,11716,11560,11716,11715,11561,11562,11717,11561,11717,11716,11562,11563,11718,11562,11718,11717,11563,11564,11719,11563,11719,11718,11564,11565,11720,11564,11720,11719,11565,11566,11721,11565,11721,11720,11566,11567,11722,11566,11722,11721,11567,11568,11723,11567,11723,11722,11568,11569,11724,11568,11724,11723,11569,11570,11725,11569,11725,11724,11570,11571,11726,11570,11726,11725,11571,11572,11727,11571,11727,11726,11572,11573,11728,11572,11728,11727,11573,11574,11729,11573,11729,11728,11574,11575,11730,11574,11730,11729,11575,11576,11731,11575,11731,11730,11576,11577,11732,11576,11732,11731,11577,11578,11733,11577,11733,11732,11578,11579,11734,11578,11734,11733,11579,11580,11735,11579,11735,11734,11580,11581,11736,11580,11736,11735,11581,11582,11737,11581,11737,11736,11582,11583,11738,11582,11738,11737,11583,11584,11739,11583,11739,11738,11584,11585,11740,11584,11740,11739,11585,11586,11741,11585,11741,11740,11586,11587,11742,11586,11742,11741,11587,11588,11743,11587,11743,11742,11588,11589,11744,11588,11744,11743,11589,11590,11745,11589,11745,11744,11590,11591,11746,11590,11746,11745,11591,11592,11747,11591,11747,11746,11592,11593,11748,11592,11748,11747,11593,11594,11749,11593,11749,11748,11594,11595,11750,11594,11750,11749,11595,11596,11751,11595,11751,11750,11596,11597,11752,11596,11752,11751,11597,11598,11753,11597,11753,11752,11598,11599,11754,11598,11754,11753,11599,11600,11755,11599,11755,11754,11600,11601,11756,11600,11756,11755,11601,11602,11757,11601,11757,11756,11602,11603,11758,11602,11758,11757,11603,11604,11759,11603,11759,11758,11604,11605,11760,11604,11760,11759,11605,11606,11761,11605,11761,11760,11606,11607,11762,11606,11762,11761,11607,11608,11763,11607,11763,11762,11608,11609,11764,11608,11764,11763,11609,11610,11765,11609,11765,11764,11610,11611,11766,11610,11766,11765,11611,11612,11767,11611,11767,11766,11612,11613,11768,11612,11768,11767,11613,11614,11769,11613,11769,11768,11614,11615,11770,11614,11770,11769,11615,11616,11771,11615,11771,11770,11616,11617,11772,11616,11772,11771,11617,11618,11773,11617,11773,11772,11618,11619,11774,11618,11774,11773,11619,11620,11775,11619,11775,11774,11620,11621,11776,11620,11776,11775,11621,11622,11777,11621,11777,11776,11622,11623,11778,11622,11778,11777,11623,11624,11779,11623,11779,11778,11625,11626,11781,11625,11781,11780,11626,11627,11782,11626,11782,11781,11627,11628,11783,11627,11783,11782,11628,11629,11784,11628,11784,11783,11629,11630,11785,11629,11785,11784,11630,11631,11786,11630,11786,11785,11631,11632,11787,11631,11787,11786,11632,11633,11788,11632,11788,11787,11633,11634,11789,11633,11789,11788,11634,11635,11790,11634,11790,11789,11635,11636,11791,11635,11791,11790,11636,11637,11792,11636,11792,11791,11637,11638,11793,11637,11793,11792,11638,11639,11794,11638,11794,11793,11639,11640,11795,11639,11795,11794,11640,11641,11796,11640,11796,11795,11641,11642,11797,11641,11797,11796,11642,11643,11798,11642,11798,11797,11643,11644,11799,11643,11799,11798,11644,11645,11800,11644,11800,11799,11645,11646,11801,11645,11801,11800,11646,11647,11802,11646,11802,11801,11647,11648,11803,11647,11803,11802,11648,11649,11804,11648,11804,11803,11649,11650,11805,11649,11805,11804,11650,11651,11806,11650,11806,11805,11651,11652,11807,11651,11807,11806,11652,11653,11808,11652,11808,11807,11653,11654,11809,11653,11809,11808,11654,11655,11810,11654,11810,11809,11655,11656,11811,11655,11811,11810,11656,11657,11812,11656,11812,11811,11657,11658,11813,11657,11813,11812,11658,11659,11814,11658,11814,11813,11659,11660,11815,11659,11815,11814,11660,11661,11816,11660,11816,11815,11661,11662,11817,11661,11817,11816,11662,11663,11818,11662,11818,11817,11663,11664,11819,11663,11819,11818,11664,11665,11820,11664,11820,11819,11665,11666,11821,11665,11821,11820,11666,11667,11822,11666,11822,11821,11667,11668,11823,11667,11823,11822,11668,11669,11824,11668,11824,11823,11669,11670,11825,11669,11825,11824,11670,11671,11826,11670,11826,11825,11671,11672,11827,11671,11827,11826,11672,11673,11828,11672,11828,11827,11673,11674,11829,11673,11829,11828,11674,11675,11830,11674,11830,11829,11675,11676,11831,11675,11831,11830,11676,11677,11832,11676,11832,11831,11677,11678,11833,11677,11833,11832,11678,11679,11834,11678,11834,11833,11679,11680,11835,11679,11835,11834,11680,11681,11836,11680,11836,11835,11681,11682,11837,11681,11837,11836,11682,11683,11838,11682,11838,11837,11683,11684,11839,11683,11839,11838,11684,11685,11840,11684,11840,11839,11685,11686,11841,11685,11841,11840,11686,11687,11842,11686,11842,11841,11687,11688,11843,11687,11843,11842,11688,11689,11844,11688,11844,11843,11689,11690,11845,11689,11845,11844,11690,11691,11846,11690,11846,11845,11691,11692,11847,11691,11847,11846,11692,11693,11848,11692,11848,11847,11693,11694,11849,11693,11849,11848,11694,11695,11850,11694,11850,11849,11695,11696,11851,11695,11851,11850,11696,11697,11852,11696,11852,11851,11697,11698,11853,11697,11853,11852,11698,11699,11854,11698,11854,11853,11699,11700,11855,11699,11855,11854,11700,11701,11856,11700,11856,11855,11701,11702,11857,11701,11857,11856,11702,11703,11858,11702,11858,11857,11703,11704,11859,11703,11859,11858,11704,11705,11860,11704,11860,11859,11705,11706,11861,11705,11861,11860,11706,11707,11862,11706,11862,11861,11707,11708,11863,11707,11863,11862,11708,11709,11864,11708,11864,11863,11709,11710,11865,11709,11865,11864,11710,11711,11866,11710,11866,11865,11711,11712,11867,11711,11867,11866,11712,11713,11868,11712,11868,11867,11713,11714,11869,11713,11869,11868,11714,11715,11870,11714,11870,11869,11715,11716,11871,11715,11871,11870,11716,11717,11872,11716,11872,11871,11717,11718,11873,11717,11873,11872,11718,11719,11874,11718,11874,11873,11719,11720,11875,11719,11875,11874,11720,11721,11876,11720,11876,11875,11721,11722,11877,11721,11877,11876,11722,11723,11878,11722,11878,11877,11723,11724,11879,11723,11879,11878,11724,11725,11880,11724,11880,11879,11725,11726,11881,11725,11881,11880,11726,11727,11882,11726,11882,11881,11727,11728,11883,11727,11883,11882,11728,11729,11884,11728,11884,11883,11729,11730,11885,11729,11885,11884,11730,11731,11886,11730,11886,11885,11731,11732,11887,11731,11887,11886,11732,11733,11888,11732,11888,11887,11733,11734,11889,11733,11889,11888,11734,11735,11890,11734,11890,11889,11735,11736,11891,11735,11891,11890,11736,11737,11892,11736,11892,11891,11737,11738,11893,11737,11893,11892,11738,11739,11894,11738,11894,11893,11739,11740,11895,11739,11895,11894,11740,11741,11896,11740,11896,11895,11741,11742,11897,11741,11897,11896,11742,11743,11898,11742,11898,11897,11743,11744,11899,11743,11899,11898,11744,11745,11900,11744,11900,11899,11745,11746,11901,11745,11901,11900,11746,11747,11902,11746,11902,11901,11747,11748,11903,11747,11903,11902,11748,11749,11904,11748,11904,11903,11749,11750,11905,11749,11905,11904,11750,11751,11906,11750,11906,11905,11751,11752,11907,11751,11907,11906,11752,11753,11908,11752,11908,11907,11753,11754,11909,11753,11909,11908,11754,11755,11910,11754,11910,11909,11755,11756,11911,11755,11911,11910,11756,11757,11912,11756,11912,11911,11757,11758,11913,11757,11913,11912,11758,11759,11914,11758,11914,11913,11759,11760,11915,11759,11915,11914,11760,11761,11916,11760,11916,11915,11761,11762,11917,11761,11917,11916,11762,11763,11918,11762,11918,11917,11763,11764,11919,11763,11919,11918,11764,11765,11920,11764,11920,11919,11765,11766,11921,11765,11921,11920,11766,11767,11922,11766,11922,11921,11767,11768,11923,11767,11923,11922,11768,11769,11924,11768,11924,11923,11769,11770,11925,11769,11925,11924,11770,11771,11926,11770,11926,11925,11771,11772,11927,11771,11927,11926,11772,11773,11928,11772,11928,11927,11773,11774,11929,11773,11929,11928,11774,11775,11930,11774,11930,11929,11775,11776,11931,11775,11931,11930,11776,11777,11932,11776,11932,11931,11777,11778,11933,11777,11933,11932,11778,11779,11934,11778,11934,11933,11780,11781,11936,11780,11936,11935,11781,11782,11937,11781,11937,11936,11782,11783,11938,11782,11938,11937,11783,11784,11939,11783,11939,11938,11784,11785,11940,11784,11940,11939,11785,11786,11941,11785,11941,11940,11786,11787,11942,11786,11942,11941,11787,11788,11943,11787,11943,11942,11788,11789,11944,11788,11944,11943,11789,11790,11945,11789,11945,11944,11790,11791,11946,11790,11946,11945,11791,11792,11947,11791,11947,11946,11792,11793,11948,11792,11948,11947,11793,11794,11949,11793,11949,11948,11794,11795,11950,11794,11950,11949,11795,11796,11951,11795,11951,11950,11796,11797,11952,11796,11952,11951,11797,11798,11953,11797,11953,11952,11798,11799,11954,11798,11954,11953,11799,11800,11955,11799,11955,11954,11800,11801,11956,11800,11956,11955,11801,11802,11957,11801,11957,11956,11802,11803,11958,11802,11958,11957,11803,11804,11959,11803,11959,11958,11804,11805,11960,11804,11960,11959,11805,11806,11961,11805,11961,11960,11806,11807,11962,11806,11962,11961,11807,11808,11963,11807,11963,11962,11808,11809,11964,11808,11964,11963,11809,11810,11965,11809,11965,11964,11810,11811,11966,11810,11966,11965,11811,11812,11967,11811,11967,11966,11812,11813,11968,11812,11968,11967,11813,11814,11969,11813,11969,11968,11814,11815,11970,11814,11970,11969,11815,11816,11971,11815,11971,11970,11816,11817,11972,11816,11972,11971,11817,11818,11973,11817,11973,11972,11818,11819,11974,11818,11974,11973,11819,11820,11975,11819,11975,11974,11820,11821,11976,11820,11976,11975,11821,11822,11977,11821,11977,11976,11822,11823,11978,11822,11978,11977,11823,11824,11979,11823,11979,11978,11824,11825,11980,11824,11980,11979,11825,11826,11981,11825,11981,11980,11826,11827,11982,11826,11982,11981,11827,11828,11983,11827,11983,11982,11828,11829,11984,11828,11984,11983,11829,11830,11985,11829,11985,11984,11830,11831,11986,11830,11986,11985,11831,11832,11987,11831,11987,11986,11832,11833,11988,11832,11988,11987,11833,11834,11989,11833,11989,11988,11834,11835,11990,11834,11990,11989,11835,11836,11991,11835,11991,11990,11836,11837,11992,11836,11992,11991,11837,11838,11993,11837,11993,11992,11838,11839,11994,11838,11994,11993,11839,11840,11995,11839,11995,11994,11840,11841,11996,11840,11996,11995,11841,11842,11997,11841,11997,11996,11842,11843,11998,11842,11998,11997,11843,11844,11999,11843,11999,11998,11844,11845,12000,11844,12000,11999,11845,11846,12001,11845,12001,12000,11846,11847,12002,11846,12002,12001,11847,11848,12003,11847,12003,12002,11848,11849,12004,11848,12004,12003,11849,11850,12005,11849,12005,12004,11850,11851,12006,11850,12006,12005,11851,11852,12007,11851,12007,12006,11852,11853,12008,11852,12008,12007,11853,11854,12009,11853,12009,12008,11854,11855,12010,11854,12010,12009,11855,11856,12011,11855,12011,12010,11856,11857,12012,11856,12012,12011,11857,11858,12013,11857,12013,12012,11858,11859,12014,11858,12014,12013,11859,11860,12015,11859,12015,12014,11860,11861,12016,11860,12016,12015,11861,11862,12017,11861,12017,12016,11862,11863,12018,11862,12018,12017,11863,11864,12019,11863,12019,12018,11864,11865,12020,11864,12020,12019,11865,11866,12021,11865,12021,12020,11866,11867,12022,11866,12022,12021,11867,11868,12023,11867,12023,12022,11868,11869,12024,11868,12024,12023,11869,11870,12025,11869,12025,12024,11870,11871,12026,11870,12026,12025,11871,11872,12027,11871,12027,12026,11872,11873,12028,11872,12028,12027,11873,11874,12029,11873,12029,12028,11874,11875,12030,11874,12030,12029,11875,11876,12031,11875,12031,12030,11876,11877,12032,11876,12032,12031,11877,11878,12033,11877,12033,12032,11878,11879,12034,11878,12034,12033,11879,11880,12035,11879,12035,12034,11880,11881,12036,11880,12036,12035,11881,11882,12037,11881,12037,12036,11882,11883,12038,11882,12038,12037,11883,11884,12039,11883,12039,12038,11884,11885,12040,11884,12040,12039,11885,11886,12041,11885,12041,12040,11886,11887,12042,11886,12042,12041,11887,11888,12043,11887,12043,12042,11888,11889,12044,11888,12044,12043,11889,11890,12045,11889,12045,12044,11890,11891,12046,11890,12046,12045,11891,11892,12047,11891,12047,12046,11892,11893,12048,11892,12048,12047,11893,11894,12049,11893,12049,12048,11894,11895,12050,11894,12050,12049,11895,11896,12051,11895,12051,12050,11896,11897,12052,11896,12052,12051,11897,11898,12053,11897,12053,12052,11898,11899,12054,11898,12054,12053,11899,11900,12055,11899,12055,12054,11900,11901,12056,11900,12056,12055,11901,11902,12057,11901,12057,12056,11902,11903,12058,11902,12058,12057,11903,11904,12059,11903,12059,12058,11904,11905,12060,11904,12060,12059,11905,11906,12061,11905,12061,12060,11906,11907,12062,11906,12062,12061,11907,11908,12063,11907,12063,12062,11908,11909,12064,11908,12064,12063,11909,11910,12065,11909,12065,12064,11910,11911,12066,11910,12066,12065,11911,11912,12067,11911,12067,12066,11912,11913,12068,11912,12068,12067,11913,11914,12069,11913,12069,12068,11914,11915,12070,11914,12070,12069,11915,11916,12071,11915,12071,12070,11916,11917,12072,11916,12072,12071,11917,11918,12073,11917,12073,12072,11918,11919,12074,11918,12074,12073,11919,11920,12075,11919,12075,12074,11920,11921,12076,11920,12076,12075,11921,11922,12077,11921,12077,12076,11922,11923,12078,11922,12078,12077,11923,11924,12079,11923,12079,12078,11924,11925,12080,11924,12080,12079,11925,11926,12081,11925,12081,12080,11926,11927,12082,11926,12082,12081,11927,11928,12083,11927,12083,12082,11928,11929,12084,11928,12084,12083,11929,11930,12085,11929,12085,12084,11930,11931,12086,11930,12086,12085,11931,11932,12087,11931,12087,12086,11932,11933,12088,11932,12088,12087,11933,11934,12089,11933,12089,12088,11935,11936,12091,11935,12091,12090,11936,11937,12092,11936,12092,12091,11937,11938,12093,11937,12093,12092,11938,11939,12094,11938,12094,12093,11939,11940,12095,11939,12095,12094,11940,11941,12096,11940,12096,12095,11941,11942,12097,11941,12097,12096,11942,11943,12098,11942,12098,12097,11943,11944,12099,11943,12099,12098,11944,11945,12100,11944,12100,12099,11945,11946,12101,11945,12101,12100,11946,11947,12102,11946,12102,12101,11947,11948,12103,11947,12103,12102,11948,11949,12104,11948,12104,12103,11949,11950,12105,11949,12105,12104,11950,11951,12106,11950,12106,12105,11951,11952,12107,11951,12107,12106,11952,11953,12108,11952,12108,12107,11953,11954,12109,11953,12109,12108,11954,11955,12110,11954,12110,12109,11955,11956,12111,11955,12111,12110,11956,11957,12112,11956,12112,12111,11957,11958,12113,11957,12113,12112,11958,11959,12114,11958,12114,12113,11959,11960,12115,11959,12115,12114,11960,11961,12116,11960,12116,12115,11961,11962,12117,11961,12117,12116,11962,11963,12118,11962,12118,12117,11963,11964,12119,11963,12119,12118,11964,11965,12120,11964,12120,12119,11965,11966,12121,11965,12121,12120,11966,11967,12122,11966,12122,12121,11967,11968,12123,11967,12123,12122,11968,11969,12124,11968,12124,12123,11969,11970,12125,11969,12125,12124,11970,11971,12126,11970,12126,12125,11971,11972,12127,11971,12127,12126,11972,11973,12128,11972,12128,12127,11973,11974,12129,11973,12129,12128,11974,11975,12130,11974,12130,12129,11975,11976,12131,11975,12131,12130,11976,11977,12132,11976,12132,12131,11977,11978,12133,11977,12133,12132,11978,11979,12134,11978,12134,12133,11979,11980,12135,11979,12135,12134,11980,11981,12136,11980,12136,12135,11981,11982,12137,11981,12137,12136,11982,11983,12138,11982,12138,12137,11983,11984,12139,11983,12139,12138,11984,11985,12140,11984,12140,12139,11985,11986,12141,11985,12141,12140,11986,11987,12142,11986,12142,12141,11987,11988,12143,11987,12143,12142,11988,11989,12144,11988,12144,12143,11989,11990,12145,11989,12145,12144,11990,11991,12146,11990,12146,12145,11991,11992,12147,11991,12147,12146,11992,11993,12148,11992,12148,12147,11993,11994,12149,11993,12149,12148,11994,11995,12150,11994,12150,12149,11995,11996,12151,11995,12151,12150,11996,11997,12152,11996,12152,12151,11997,11998,12153,11997,12153,12152,11998,11999,12154,11998,12154,12153,11999,12000,12155,11999,12155,12154,12000,12001,12156,12000,12156,12155,12001,12002,12157,12001,12157,12156,12002,12003,12158,12002,12158,12157,12003,12004,12159,12003,12159,12158,12004,12005,12160,12004,12160,12159,12005,12006,12161,12005,12161,12160,12006,12007,12162,12006,12162,12161,12007,12008,12163,12007,12163,12162,12008,12009,12164,12008,12164,12163,12009,12010,12165,12009,12165,12164,12010,12011,12166,12010,12166,12165,12011,12012,12167,12011,12167,12166,12012,12013,12168,12012,12168,12167,12013,12014,12169,12013,12169,12168,12014,12015,12170,12014,12170,12169,12015,12016,12171,12015,12171,12170,12016,12017,12172,12016,12172,12171,12017,12018,12173,12017,12173,12172,12018,12019,12174,12018,12174,12173,12019,12020,12175,12019,12175,12174,12020,12021,12176,12020,12176,12175,12021,12022,12177,12021,12177,12176,12022,12023,12178,12022,12178,12177,12023,12024,12179,12023,12179,12178,12024,12025,12180,12024,12180,12179,12025,12026,12181,12025,12181,12180,12026,12027,12182,12026,12182,12181,12027,12028,12183,12027,12183,12182,12028,12029,12184,12028,12184,12183,12029,12030,12185,12029,12185,12184,12030,12031,12186,12030,12186,12185,12031,12032,12187,12031,12187,12186,12032,12033,12188,12032,12188,12187,12033,12034,12189,12033,12189,12188,12034,12035,12190,12034,12190,12189,12035,12036,12191,12035,12191,12190,12036,12037,12192,12036,12192,12191,12037,12038,12193,12037,12193,12192,12038,12039,12194,12038,12194,12193,12039,12040,12195,12039,12195,12194,12040,12041,12196,12040,12196,12195,12041,12042,12197,12041,12197,12196,12042,12043,12198,12042,12198,12197,12043,12044,12199,12043,12199,12198,12044,12045,12200,12044,12200,12199,12045,12046,12201,12045,12201,12200,12046,12047,12202,12046,12202,12201,12047,12048,12203,12047,12203,12202,12048,12049,12204,12048,12204,12203,12049,12050,12205,12049,12205,12204,12050,12051,12206,12050,12206,12205,12051,12052,12207,12051,12207,12206,12052,12053,12208,12052,12208,12207,12053,12054,12209,12053,12209,12208,12054,12055,12210,12054,12210,12209,12055,12056,12211,12055,12211,12210,12056,12057,12212,12056,12212,12211,12057,12058,12213,12057,12213,12212,12058,12059,12214,12058,12214,12213,12059,12060,12215,12059,12215,12214,12060,12061,12216,12060,12216,12215,12061,12062,12217,12061,12217,12216,12062,12063,12218,12062,12218,12217,12063,12064,12219,12063,12219,12218,12064,12065,12220,12064,12220,12219,12065,12066,12221,12065,12221,12220,12066,12067,12222,12066,12222,12221,12067,12068,12223,12067,12223,12222,12068,12069,12224,12068,12224,12223,12069,12070,12225,12069,12225,12224,12070,12071,12226,12070,12226,12225,12071,12072,12227,12071,12227,12226,12072,12073,12228,12072,12228,12227,12073,12074,12229,12073,12229,12228,12074,12075,12230,12074,12230,12229,12075,12076,12231,12075,12231,12230,12076,12077,12232,12076,12232,12231,12077,12078,12233,12077,12233,12232,12078,12079,12234,12078,12234,12233,12079,12080,12235,12079,12235,12234,12080,12081,12236,12080,12236,12235,12081,12082,12237,12081,12237,12236,12082,12083,12238,12082,12238,12237,12083,12084,12239,12083,12239,12238,12084,12085,12240,12084,12240,12239,12085,12086,12241,12085,12241,12240,12086,12087,12242,12086,12242,12241,12087,12088,12243,12087,12243,12242,12088,12089,12244,12088,12244,12243,12090,12091,12246,12090,12246,12245,12091,12092,12247,12091,12247,12246,12092,12093,12248,12092,12248,12247,12093,12094,12249,12093,12249,12248,12094,12095,12250,12094,12250,12249,12095,12096,12251,12095,12251,12250,12096,12097,12252,12096,12252,12251,12097,12098,12253,12097,12253,12252,12098,12099,12254,12098,12254,12253,12099,12100,12255,12099,12255,12254,12100,12101,12256,12100,12256,12255,12101,12102,12257,12101,12257,12256,12102,12103,12258,12102,12258,12257,12103,12104,12259,12103,12259,12258,12104,12105,12260,12104,12260,12259,12105,12106,12261,12105,12261,12260,12106,12107,12262,12106,12262,12261,12107,12108,12263,12107,12263,12262,12108,12109,12264,12108,12264,12263,12109,12110,12265,12109,12265,12264,12110,12111,12266,12110,12266,12265,12111,12112,12267,12111,12267,12266,12112,12113,12268,12112,12268,12267,12113,12114,12269,12113,12269,12268,12114,12115,12270,12114,12270,12269,12115,12116,12271,12115,12271,12270,12116,12117,12272,12116,12272,12271,12117,12118,12273,12117,12273,12272,12118,12119,12274,12118,12274,12273,12119,12120,12275,12119,12275,12274,12120,12121,12276,12120,12276,12275,12121,12122,12277,12121,12277,12276,12122,12123,12278,12122,12278,12277,12123,12124,12279,12123,12279,12278,12124,12125,12280,12124,12280,12279,12125,12126,12281,12125,12281,12280,12126,12127,12282,12126,12282,12281,12127,12128,12283,12127,12283,12282,12128,12129,12284,12128,12284,12283,12129,12130,12285,12129,12285,12284,12130,12131,12286,12130,12286,12285,12131,12132,12287,12131,12287,12286,12132,12133,12288,12132,12288,12287,12133,12134,12289,12133,12289,12288,12134,12135,12290,12134,12290,12289,12135,12136,12291,12135,12291,12290,12136,12137,12292,12136,12292,12291,12137,12138,12293,12137,12293,12292,12138,12139,12294,12138,12294,12293,12139,12140,12295,12139,12295,12294,12140,12141,12296,12140,12296,12295,12141,12142,12297,12141,12297,12296,12142,12143,12298,12142,12298,12297,12143,12144,12299,12143,12299,12298,12144,12145,12300,12144,12300,12299,12145,12146,12301,12145,12301,12300,12146,12147,12302,12146,12302,12301,12147,12148,12303,12147,12303,12302,12148,12149,12304,12148,12304,12303,12149,12150,12305,12149,12305,12304,12150,12151,12306,12150,12306,12305,12151,12152,12307,12151,12307,12306,12152,12153,12308,12152,12308,12307,12153,12154,12309,12153,12309,12308,12154,12155,12310,12154,12310,12309,12155,12156,12311,12155,12311,12310,12156,12157,12312,12156,12312,12311,12157,12158,12313,12157,12313,12312,12158,12159,12314,12158,12314,12313,12159,12160,12315,12159,12315,12314,12160,12161,12316,12160,12316,12315,12161,12162,12317,12161,12317,12316,12162,12163,12318,12162,12318,12317,12163,12164,12319,12163,12319,12318,12164,12165,12320,12164,12320,12319,12165,12166,12321,12165,12321,12320,12166,12167,12322,12166,12322,12321,12167,12168,12323,12167,12323,12322,12168,12169,12324,12168,12324,12323,12169,12170,12325,12169,12325,12324,12170,12171,12326,12170,12326,12325,12171,12172,12327,12171,12327,12326,12172,12173,12328,12172,12328,12327,12173,12174,12329,12173,12329,12328,12174,12175,12330,12174,12330,12329,12175,12176,12331,12175,12331,12330,12176,12177,12332,12176,12332,12331,12177,12178,12333,12177,12333,12332,12178,12179,12334,12178,12334,12333,12179,12180,12335,12179,12335,12334,12180,12181,12336,12180,12336,12335,12181,12182,12337,12181,12337,12336,12182,12183,12338,12182,12338,12337,12183,12184,12339,12183,12339,12338,12184,12185,12340,12184,12340,12339,12185,12186,12341,12185,12341,12340,12186,12187,12342,12186,12342,12341,12187,12188,12343,12187,12343,12342,12188,12189,12344,12188,12344,12343,12189,12190,12345,12189,12345,12344,12190,12191,12346,12190,12346,12345,12191,12192,12347,12191,12347,12346,12192,12193,12348,12192,12348,12347,12193,12194,12349,12193,12349,12348,12194,12195,12350,12194,12350,12349,12195,12196,12351,12195,12351,12350,12196,12197,12352,12196,12352,12351,12197,12198,12353,12197,12353,12352,12198,12199,12354,12198,12354,12353,12199,12200,12355,12199,12355,12354,12200,12201,12356,12200,12356,12355,12201,12202,12357,12201,12357,12356,12202,12203,12358,12202,12358,12357,12203,12204,12359,12203,12359,12358,12204,12205,12360,12204,12360,12359,12205,12206,12361,12205,12361,12360,12206,12207,12362,12206,12362,12361,12207,12208,12363,12207,12363,12362,12208,12209,12364,12208,12364,12363,12209,12210,12365,12209,12365,12364,12210,12211,12366,12210,12366,12365,12211,12212,12367,12211,12367,12366,12212,12213,12368,12212,12368,12367,12213,12214,12369,12213,12369,12368,12214,12215,12370,12214,12370,12369,12215,12216,12371,12215,12371,12370,12216,12217,12372,12216,12372,12371,12217,12218,12373,12217,12373,12372,12218,12219,12374,12218,12374,12373,12219,12220,12375,12219,12375,12374,12220,12221,12376,12220,12376,12375,12221,12222,12377,12221,12377,12376,12222,12223,12378,12222,12378,12377,12223,12224,12379,12223,12379,12378,12224,12225,12380,12224,12380,12379,12225,12226,12381,12225,12381,12380,12226,12227,12382,12226,12382,12381,12227,12228,12383,12227,12383,12382,12228,12229,12384,12228,12384,12383,12229,12230,12385,12229,12385,12384,12230,12231,12386,12230,12386,12385,12231,12232,12387,12231,12387,12386,12232,12233,12388,12232,12388,12387,12233,12234,12389,12233,12389,12388,12234,12235,12390,12234,12390,12389,12235,12236,12391,12235,12391,12390,12236,12237,12392,12236,12392,12391,12237,12238,12393,12237,12393,12392,12238,12239,12394,12238,12394,12393,12239,12240,12395,12239,12395,12394,12240,12241,12396,12240,12396,12395,12241,12242,12397,12241,12397,12396,12242,12243,12398,12242,12398,12397,12243,12244,12399,12243,12399,12398,12245,12246,12401,12245,12401,12400,12246,12247,12402,12246,12402,12401,12247,12248,12403,12247,12403,12402,12248,12249,12404,12248,12404,12403,12249,12250,12405,12249,12405,12404,12250,12251,12406,12250,12406,12405,12251,12252,12407,12251,12407,12406,12252,12253,12408,12252,12408,12407,12253,12254,12409,12253,12409,12408,12254,12255,12410,12254,12410,12409,12255,12256,12411,12255,12411,12410,12256,12257,12412,12256,12412,12411,12257,12258,12413,12257,12413,12412,12258,12259,12414,12258,12414,12413,12259,12260,12415,12259,12415,12414,12260,12261,12416,12260,12416,12415,12261,12262,12417,12261,12417,12416,12262,12263,12418,12262,12418,12417,12263,12264,12419,12263,12419,12418,12264,12265,12420,12264,12420,12419,12265,12266,12421,12265,12421,12420,12266,12267,12422,12266,12422,12421,12267,12268,12423,12267,12423,12422,12268,12269,12424,12268,12424,12423,12269,12270,12425,12269,12425,12424,12270,12271,12426,12270,12426,12425,12271,12272,12427,12271,12427,12426,12272,12273,12428,12272,12428,12427,12273,12274,12429,12273,12429,12428,12274,12275,12430,12274,12430,12429,12275,12276,12431,12275,12431,12430,12276,12277,12432,12276,12432,12431,12277,12278,12433,12277,12433,12432,12278,12279,12434,12278,12434,12433,12279,12280,12435,12279,12435,12434,12280,12281,12436,12280,12436,12435,12281,12282,12437,12281,12437,12436,12282,12283,12438,12282,12438,12437,12283,12284,12439,12283,12439,12438,12284,12285,12440,12284,12440,12439,12285,12286,12441,12285,12441,12440,12286,12287,12442,12286,12442,12441,12287,12288,12443,12287,12443,12442,12288,12289,12444,12288,12444,12443,12289,12290,12445,12289,12445,12444,12290,12291,12446,12290,12446,12445,12291,12292,12447,12291,12447,12446,12292,12293,12448,12292,12448,12447,12293,12294,12449,12293,12449,12448,12294,12295,12450,12294,12450,12449,12295,12296,12451,12295,12451,12450,12296,12297,12452,12296,12452,12451,12297,12298,12453,12297,12453,12452,12298,12299,12454,12298,12454,12453,12299,12300,12455,12299,12455,12454,12300,12301,12456,12300,12456,12455,12301,12302,12457,12301,12457,12456,12302,12303,12458,12302,12458,12457,12303,12304,12459,12303,12459,12458,12304,12305,12460,12304,12460,12459,12305,12306,12461,12305,12461,12460,12306,12307,12462,12306,12462,12461,12307,12308,12463,12307,12463,12462,12308,12309,12464,12308,12464,12463,12309,12310,12465,12309,12465,12464,12310,12311,12466,12310,12466,12465,12311,12312,12467,12311,12467,12466,12312,12313,12468,12312,12468,12467,12313,12314,12469,12313,12469,12468,12314,12315,12470,12314,12470,12469,12315,12316,12471,12315,12471,12470,12316,12317,12472,12316,12472,12471,12317,12318,12473,12317,12473,12472,12318,12319,12474,12318,12474,12473,12319,12320,12475,12319,12475,12474,12320,12321,12476,12320,12476,12475,12321,12322,12477,12321,12477,12476,12322,12323,12478,12322,12478,12477,12323,12324,12479,12323,12479,12478,12324,12325,12480,12324,12480,12479,12325,12326,12481,12325,12481,12480,12326,12327,12482,12326,12482,12481,12327,12328,12483,12327,12483,12482,12328,12329,12484,12328,12484,12483,12329,12330,12485,12329,12485,12484,12330,12331,12486,12330,12486,12485,12331,12332,12487,12331,12487,12486,12332,12333,12488,12332,12488,12487,12333,12334,12489,12333,12489,12488,12334,12335,12490,12334,12490,12489,12335,12336,12491,12335,12491,12490,12336,12337,12492,12336,12492,12491,12337,12338,12493,12337,12493,12492,12338,12339,12494,12338,12494,12493,12339,12340,12495,12339,12495,12494,12340,12341,12496,12340,12496,12495,12341,12342,12497,12341,12497,12496,12342,12343,12498,12342,12498,12497,12343,12344,12499,12343,12499,12498,12344,12345,12500,12344,12500,12499,12345,12346,12501,12345,12501,12500,12346,12347,12502,12346,12502,12501,12347,12348,12503,12347,12503,12502,12348,12349,12504,12348,12504,12503,12349,12350,12505,12349,12505,12504,12350,12351,12506,12350,12506,12505,12351,12352,12507,12351,12507,12506,12352,12353,12508,12352,12508,12507,12353,12354,12509,12353,12509,12508,12354,12355,12510,12354,12510,12509,12355,12356,12511,12355,12511,12510,12356,12357,12512,12356,12512,12511,12357,12358,12513,12357,12513,12512,12358,12359,12514,12358,12514,12513,12359,12360,12515,12359,12515,12514,12360,12361,12516,12360,12516,12515,12361,12362,12517,12361,12517,12516,12362,12363,12518,12362,12518,12517,12363,12364,12519,12363,12519,12518,12364,12365,12520,12364,12520,12519,12365,12366,12521,12365,12521,12520,12366,12367,12522,12366,12522,12521,12367,12368,12523,12367,12523,12522,12368,12369,12524,12368,12524,12523,12369,12370,12525,12369,12525,12524,12370,12371,12526,12370,12526,12525,12371,12372,12527,12371,12527,12526,12372,12373,12528,12372,12528,12527,12373,12374,12529,12373,12529,12528,12374,12375,12530,12374,12530,12529,12375,12376,12531,12375,12531,12530,12376,12377,12532,12376,12532,12531,12377,12378,12533,12377,12533,12532,12378,12379,12534,12378,12534,12533,12379,12380,12535,12379,12535,12534,12380,12381,12536,12380,12536,12535,12381,12382,12537,12381,12537,12536,12382,12383,12538,12382,12538,12537,12383,12384,12539,12383,12539,12538,12384,12385,12540,12384,12540,12539,12385,12386,12541,12385,12541,12540,12386,12387,12542,12386,12542,12541,12387,12388,12543,12387,12543,12542,12388,12389,12544,12388,12544,12543,12389,12390,12545,12389,12545,12544,12390,12391,12546,12390,12546,12545,12391,12392,12547,12391,12547,12546,12392,12393,12548,12392,12548,12547,12393,12394,12549,12393,12549,12548,12394,12395,12550,12394,12550,12549,12395,12396,12551,12395,12551,12550,12396,12397,12552,12396,12552,12551,12397,12398,12553,12397,12553,12552,12398,12399,12554,12398,12554,12553,12400,12401,12556,12400,12556,12555,12401,12402,12557,12401,12557,12556,12402,12403,12558,12402,12558,12557,12403,12404,12559,12403,12559,12558,12404,12405,12560,12404,12560,12559,12405,12406,12561,12405,12561,12560,12406,12407,12562,12406,12562,12561,12407,12408,12563,12407,12563,12562,12408,12409,12564,12408,12564,12563,12409,12410,12565,12409,12565,12564,12410,12411,12566,12410,12566,12565,12411,12412,12567,12411,12567,12566,12412,12413,12568,12412,12568,12567,12413,12414,12569,12413,12569,12568,12414,12415,12570,12414,12570,12569,12415,12416,12571,12415,12571,12570,12416,12417,12572,12416,12572,12571,12417,12418,12573,12417,12573,12572,12418,12419,12574,12418,12574,12573,12419,12420,12575,12419,12575,12574,12420,12421,12576,12420,12576,12575,12421,12422,12577,12421,12577,12576,12422,12423,12578,12422,12578,12577,12423,12424,12579,12423,12579,12578,12424,12425,12580,12424,12580,12579,12425,12426,12581,12425,12581,12580,12426,12427,12582,12426,12582,12581,12427,12428,12583,12427,12583,12582,12428,12429,12584,12428,12584,12583,12429,12430,12585,12429,12585,12584,12430,12431,12586,12430,12586,12585,12431,12432,12587,12431,12587,12586,12432,12433,12588,12432,12588,12587,12433,12434,12589,12433,12589,12588,12434,12435,12590,12434,12590,12589,12435,12436,12591,12435,12591,12590,12436,12437,12592,12436,12592,12591,12437,12438,12593,12437,12593,12592,12438,12439,12594,12438,12594,12593,12439,12440,12595,12439,12595,12594,12440,12441,12596,12440,12596,12595,12441,12442,12597,12441,12597,12596,12442,12443,12598,12442,12598,12597,12443,12444,12599,12443,12599,12598,12444,12445,12600,12444,12600,12599,12445,12446,12601,12445,12601,12600,12446,12447,12602,12446,12602,12601,12447,12448,12603,12447,12603,12602,12448,12449,12604,12448,12604,12603,12449,12450,12605,12449,12605,12604,12450,12451,12606,12450,12606,12605,12451,12452,12607,12451,12607,12606,12452,12453,12608,12452,12608,12607,12453,12454,12609,12453,12609,12608,12454,12455,12610,12454,12610,12609,12455,12456,12611,12455,12611,12610,12456,12457,12612,12456,12612,12611,12457,12458,12613,12457,12613,12612,12458,12459,12614,12458,12614,12613,12459,12460,12615,12459,12615,12614,12460,12461,12616,12460,12616,12615,12461,12462,12617,12461,12617,12616,12462,12463,12618,12462,12618,12617,12463,12464,12619,12463,12619,12618,12464,12465,12620,12464,12620,12619,12465,12466,12621,12465,12621,12620,12466,12467,12622,12466,12622,12621,12467,12468,12623,12467,12623,12622,12468,12469,12624,12468,12624,12623,12469,12470,12625,12469,12625,12624,12470,12471,12626,12470,12626,12625,12471,12472,12627,12471,12627,12626,12472,12473,12628,12472,12628,12627,12473,12474,12629,12473,12629,12628,12474,12475,12630,12474,12630,12629,12475,12476,12631,12475,12631,12630,12476,12477,12632,12476,12632,12631,12477,12478,12633,12477,12633,12632,12478,12479,12634,12478,12634,12633,12479,12480,12635,12479,12635,12634,12480,12481,12636,12480,12636,12635,12481,12482,12637,12481,12637,12636,12482,12483,12638,12482,12638,12637,12483,12484,12639,12483,12639,12638,12484,12485,12640,12484,12640,12639,12485,12486,12641,12485,12641,12640,12486,12487,12642,12486,12642,12641,12487,12488,12643,12487,12643,12642,12488,12489,12644,12488,12644,12643,12489,12490,12645,12489,12645,12644,12490,12491,12646,12490,12646,12645,12491,12492,12647,12491,12647,12646,12492,12493,12648,12492,12648,12647,12493,12494,12649,12493,12649,12648,12494,12495,12650,12494,12650,12649,12495,12496,12651,12495,12651,12650,12496,12497,12652,12496,12652,12651,12497,12498,12653,12497,12653,12652,12498,12499,12654,12498,12654,12653,12499,12500,12655,12499,12655,12654,12500,12501,12656,12500,12656,12655,12501,12502,12657,12501,12657,12656,12502,12503,12658,12502,12658,12657,12503,12504,12659,12503,12659,12658,12504,12505,12660,12504,12660,12659,12505,12506,12661,12505,12661,12660,12506,12507,12662,12506,12662,12661,12507,12508,12663,12507,12663,12662,12508,12509,12664,12508,12664,12663,12509,12510,12665,12509,12665,12664,12510,12511,12666,12510,12666,12665,12511,12512,12667,12511,12667,12666,12512,12513,12668,12512,12668,12667,12513,12514,12669,12513,12669,12668,12514,12515,12670,12514,12670,12669,12515,12516,12671,12515,12671,12670,12516,12517,12672,12516,12672,12671,12517,12518,12673,12517,12673,12672,12518,12519,12674,12518,12674,12673,12519,12520,12675,12519,12675,12674,12520,12521,12676,12520,12676,12675,12521,12522,12677,12521,12677,12676,12522,12523,12678,12522,12678,12677,12523,12524,12679,12523,12679,12678,12524,12525,12680,12524,12680,12679,12525,12526,12681,12525,12681,12680,12526,12527,12682,12526,12682,12681,12527,12528,12683,12527,12683,12682,12528,12529,12684,12528,12684,12683,12529,12530,12685,12529,12685,12684,12530,12531,12686,12530,12686,12685,12531,12532,12687,12531,12687,12686,12532,12533,12688,12532,12688,12687,12533,12534,12689,12533,12689,12688,12534,12535,12690,12534,12690,12689,12535,12536,12691,12535,12691,12690,12536,12537,12692,12536,12692,12691,12537,12538,12693,12537,12693,12692,12538,12539,12694,12538,12694,12693,12539,12540,12695,12539,12695,12694,12540,12541,12696,12540,12696,12695,12541,12542,12697,12541,12697,12696,12542,12543,12698,12542,12698,12697,12543,12544,12699,12543,12699,12698,12544,12545,12700,12544,12700,12699,12545,12546,12701,12545,12701,12700,12546,12547,12702,12546,12702,12701,12547,12548,12703,12547,12703,12702,12548,12549,12704,12548,12704,12703,12549,12550,12705,12549,12705,12704,12550,12551,12706,12550,12706,12705,12551,12552,12707,12551,12707,12706,12552,12553,12708,12552,12708,12707,12553,12554,12709,12553,12709,12708,12555,12556,12711,12555,12711,12710,12556,12557,12712,12556,12712,12711,12557,12558,12713,12557,12713,12712,12558,12559,12714,12558,12714,12713,12559,12560,12715,12559,12715,12714,12560,12561,12716,12560,12716,12715,12561,12562,12717,12561,12717,12716,12562,12563,12718,12562,12718,12717,12563,12564,12719,12563,12719,12718,12564,12565,12720,12564,12720,12719,12565,12566,12721,12565,12721,12720,12566,12567,12722,12566,12722,12721,12567,12568,12723,12567,12723,12722,12568,12569,12724,12568,12724,12723,12569,12570,12725,12569,12725,12724,12570,12571,12726,12570,12726,12725,12571,12572,12727,12571,12727,12726,12572,12573,12728,12572,12728,12727,12573,12574,12729,12573,12729,12728,12574,12575,12730,12574,12730,12729,12575,12576,12731,12575,12731,12730,12576,12577,12732,12576,12732,12731,12577,12578,12733,12577,12733,12732,12578,12579,12734,12578,12734,12733,12579,12580,12735,12579,12735,12734,12580,12581,12736,12580,12736,12735,12581,12582,12737,12581,12737,12736,12582,12583,12738,12582,12738,12737,12583,12584,12739,12583,12739,12738,12584,12585,12740,12584,12740,12739,12585,12586,12741,12585,12741,12740,12586,12587,12742,12586,12742,12741,12587,12588,12743,12587,12743,12742,12588,12589,12744,12588,12744,12743,12589,12590,12745,12589,12745,12744,12590,12591,12746,12590,12746,12745,12591,12592,12747,12591,12747,12746,12592,12593,12748,12592,12748,12747,12593,12594,12749,12593,12749,12748,12594,12595,12750,12594,12750,12749,12595,12596,12751,12595,12751,12750,12596,12597,12752,12596,12752,12751,12597,12598,12753,12597,12753,12752,12598,12599,12754,12598,12754,12753,12599,12600,12755,12599,12755,12754,12600,12601,12756,12600,12756,12755,12601,12602,12757,12601,12757,12756,12602,12603,12758,12602,12758,12757,12603,12604,12759,12603,12759,12758,12604,12605,12760,12604,12760,12759,12605,12606,12761,12605,12761,12760,12606,12607,12762,12606,12762,12761,12607,12608,12763,12607,12763,12762,12608,12609,12764,12608,12764,12763,12609,12610,12765,12609,12765,12764,12610,12611,12766,12610,12766,12765,12611,12612,12767,12611,12767,12766,12612,12613,12768,12612,12768,12767,12613,12614,12769,12613,12769,12768,12614,12615,12770,12614,12770,12769,12615,12616,12771,12615,12771,12770,12616,12617,12772,12616,12772,12771,12617,12618,12773,12617,12773,12772,12618,12619,12774,12618,12774,12773,12619,12620,12775,12619,12775,12774,12620,12621,12776,12620,12776,12775,12621,12622,12777,12621,12777,12776,12622,12623,12778,12622,12778,12777,12623,12624,12779,12623,12779,12778,12624,12625,12780,12624,12780,12779,12625,12626,12781,12625,12781,12780,12626,12627,12782,12626,12782,12781,12627,12628,12783,12627,12783,12782,12628,12629,12784,12628,12784,12783,12629,12630,12785,12629,12785,12784,12630,12631,12786,12630,12786,12785,12631,12632,12787,12631,12787,12786,12632,12633,12788,12632,12788,12787,12633,12634,12789,12633,12789,12788,12634,12635,12790,12634,12790,12789,12635,12636,12791,12635,12791,12790,12636,12637,12792,12636,12792,12791,12637,12638,12793,12637,12793,12792,12638,12639,12794,12638,12794,12793,12639,12640,12795,12639,12795,12794,12640,12641,12796,12640,12796,12795,12641,12642,12797,12641,12797,12796,12642,12643,12798,12642,12798,12797,12643,12644,12799,12643,12799,12798,12644,12645,12800,12644,12800,12799,12645,12646,12801,12645,12801,12800,12646,12647,12802,12646,12802,12801,12647,12648,12803,12647,12803,12802,12648,12649,12804,12648,12804,12803,12649,12650,12805,12649,12805,12804,12650,12651,12806,12650,12806,12805,12651,12652,12807,12651,12807,12806,12652,12653,12808,12652,12808,12807,12653,12654,12809,12653,12809,12808,12654,12655,12810,12654,12810,12809,12655,12656,12811,12655,12811,12810,12656,12657,12812,12656,12812,12811,12657,12658,12813,12657,12813,12812,12658,12659,12814,12658,12814,12813,12659,12660,12815,12659,12815,12814,12660,12661,12816,12660,12816,12815,12661,12662,12817,12661,12817,12816,12662,12663,12818,12662,12818,12817,12663,12664,12819,12663,12819,12818,12664,12665,12820,12664,12820,12819,12665,12666,12821,12665,12821,12820,12666,12667,12822,12666,12822,12821,12667,12668,12823,12667,12823,12822,12668,12669,12824,12668,12824,12823,12669,12670,12825,12669,12825,12824,12670,12671,12826,12670,12826,12825,12671,12672,12827,12671,12827,12826,12672,12673,12828,12672,12828,12827,12673,12674,12829,12673,12829,12828,12674,12675,12830,12674,12830,12829,12675,12676,12831,12675,12831,12830,12676,12677,12832,12676,12832,12831,12677,12678,12833,12677,12833,12832,12678,12679,12834,12678,12834,12833,12679,12680,12835,12679,12835,12834,12680,12681,12836,12680,12836,12835,12681,12682,12837,12681,12837,12836,12682,12683,12838,12682,12838,12837,12683,12684,12839,12683,12839,12838,12684,12685,12840,12684,12840,12839,12685,12686,12841,12685,12841,12840,12686,12687,12842,12686,12842,12841,12687,12688,12843,12687,12843,12842,12688,12689,12844,12688,12844,12843,12689,12690,12845,12689,12845,12844,12690,12691,12846,12690,12846,12845,12691,12692,12847,12691,12847,12846,12692,12693,12848,12692,12848,12847,12693,12694,12849,12693,12849,12848,12694,12695,12850,12694,12850,12849,12695,12696,12851,12695,12851,12850,12696,12697,12852,12696,12852,12851,12697,12698,12853,12697,12853,12852,12698,12699,12854,12698,12854,12853,12699,12700,12855,12699,12855,12854,12700,12701,12856,12700,12856,12855,12701,12702,12857,12701,12857,12856,12702,12703,12858,12702,12858,12857,12703,12704,12859,12703,12859,12858,12704,12705,12860,12704,12860,12859,12705,12706,12861,12705,12861,12860,12706,12707,12862,12706,12862,12861,12707,12708,12863,12707,12863,12862,12708,12709,12864,12708,12864,12863,12710,12711,12866,12710,12866,12865,12711,12712,12867,12711,12867,12866,12712,12713,12868,12712,12868,12867,12713,12714,12869,12713,12869,12868,12714,12715,12870,12714,12870,12869,12715,12716,12871,12715,12871,12870,12716,12717,12872,12716,12872,12871,12717,12718,12873,12717,12873,12872,12718,12719,12874,12718,12874,12873,12719,12720,12875,12719,12875,12874,12720,12721,12876,12720,12876,12875,12721,12722,12877,12721,12877,12876,12722,12723,12878,12722,12878,12877,12723,12724,12879,12723,12879,12878,12724,12725,12880,12724,12880,12879,12725,12726,12881,12725,12881,12880,12726,12727,12882,12726,12882,12881,12727,12728,12883,12727,12883,12882,12728,12729,12884,12728,12884,12883,12729,12730,12885,12729,12885,12884,12730,12731,12886,12730,12886,12885,12731,12732,12887,12731,12887,12886,12732,12733,12888,12732,12888,12887,12733,12734,12889,12733,12889,12888,12734,12735,12890,12734,12890,12889,12735,12736,12891,12735,12891,12890,12736,12737,12892,12736,12892,12891,12737,12738,12893,12737,12893,12892,12738,12739,12894,12738,12894,12893,12739,12740,12895,12739,12895,12894,12740,12741,12896,12740,12896,12895,12741,12742,12897,12741,12897,12896,12742,12743,12898,12742,12898,12897,12743,12744,12899,12743,12899,12898,12744,12745,12900,12744,12900,12899,12745,12746,12901,12745,12901,12900,12746,12747,12902,12746,12902,12901,12747,12748,12903,12747,12903,12902,12748,12749,12904,12748,12904,12903,12749,12750,12905,12749,12905,12904,12750,12751,12906,12750,12906,12905,12751,12752,12907,12751,12907,12906,12752,12753,12908,12752,12908,12907,12753,12754,12909,12753,12909,12908,12754,12755,12910,12754,12910,12909,12755,12756,12911,12755,12911,12910,12756,12757,12912,12756,12912,12911,12757,12758,12913,12757,12913,12912,12758,12759,12914,12758,12914,12913,12759,12760,12915,12759,12915,12914,12760,12761,12916,12760,12916,12915,12761,12762,12917,12761,12917,12916,12762,12763,12918,12762,12918,12917,12763,12764,12919,12763,12919,12918,12764,12765,12920,12764,12920,12919,12765,12766,12921,12765,12921,12920,12766,12767,12922,12766,12922,12921,12767,12768,12923,12767,12923,12922,12768,12769,12924,12768,12924,12923,12769,12770,12925,12769,12925,12924,12770,12771,12926,12770,12926,12925,12771,12772,12927,12771,12927,12926,12772,12773,12928,12772,12928,12927,12773,12774,12929,12773,12929,12928,12774,12775,12930,12774,12930,12929,12775,12776,12931,12775,12931,12930,12776,12777,12932,12776,12932,12931,12777,12778,12933,12777,12933,12932,12778,12779,12934,12778,12934,12933,12779,12780,12935,12779,12935,12934,12780,12781,12936,12780,12936,12935,12781,12782,12937,12781,12937,12936,12782,12783,12938,12782,12938,12937,12783,12784,12939,12783,12939,12938,12784,12785,12940,12784,12940,12939,12785,12786,12941,12785,12941,12940,12786,12787,12942,12786,12942,12941,12787,12788,12943,12787,12943,12942,12788,12789,12944,12788,12944,12943,12789,12790,12945,12789,12945,12944,12790,12791,12946,12790,12946,12945,12791,12792,12947,12791,12947,12946,12792,12793,12948,12792,12948,12947,12793,12794,12949,12793,12949,12948,12794,12795,12950,12794,12950,12949,12795,12796,12951,12795,12951,12950,12796,12797,12952,12796,12952,12951,12797,12798,12953,12797,12953,12952,12798,12799,12954,12798,12954,12953,12799,12800,12955,12799,12955,12954,12800,12801,12956,12800,12956,12955,12801,12802,12957,12801,12957,12956,12802,12803,12958,12802,12958,12957,12803,12804,12959,12803,12959,12958,12804,12805,12960,12804,12960,12959,12805,12806,12961,12805,12961,12960,12806,12807,12962,12806,12962,12961,12807,12808,12963,12807,12963,12962,12808,12809,12964,12808,12964,12963,12809,12810,12965,12809,12965,12964,12810,12811,12966,12810,12966,12965,12811,12812,12967,12811,12967,12966,12812,12813,12968,12812,12968,12967,12813,12814,12969,12813,12969,12968,12814,12815,12970,12814,12970,12969,12815,12816,12971,12815,12971,12970,12816,12817,12972,12816,12972,12971,12817,12818,12973,12817,12973,12972,12818,12819,12974,12818,12974,12973,12819,12820,12975,12819,12975,12974,12820,12821,12976,12820,12976,12975,12821,12822,12977,12821,12977,12976,12822,12823,12978,12822,12978,12977,12823,12824,12979,12823,12979,12978,12824,12825,12980,12824,12980,12979,12825,12826,12981,12825,12981,12980,12826,12827,12982,12826,12982,12981,12827,12828,12983,12827,12983,12982,12828,12829,12984,12828,12984,12983,12829,12830,12985,12829,12985,12984,12830,12831,12986,12830,12986,12985,12831,12832,12987,12831,12987,12986,12832,12833,12988,12832,12988,12987,12833,12834,12989,12833,12989,12988,12834,12835,12990,12834,12990,12989,12835,12836,12991,12835,12991,12990,12836,12837,12992,12836,12992,12991,12837,12838,12993,12837,12993,12992,12838,12839,12994,12838,12994,12993,12839,12840,12995,12839,12995,12994,12840,12841,12996,12840,12996,12995,12841,12842,12997,12841,12997,12996,12842,12843,12998,12842,12998,12997,12843,12844,12999,12843,12999,12998,12844,12845,13000,12844,13000,12999,12845,12846,13001,12845,13001,13000,12846,12847,13002,12846,13002,13001,12847,12848,13003,12847,13003,13002,12848,12849,13004,12848,13004,13003,12849,12850,13005,12849,13005,13004,12850,12851,13006,12850,13006,13005,12851,12852,13007,12851,13007,13006,12852,12853,13008,12852,13008,13007,12853,12854,13009,12853,13009,13008,12854,12855,13010,12854,13010,13009,12855,12856,13011,12855,13011,13010,12856,12857,13012,12856,13012,13011,12857,12858,13013,12857,13013,13012,12858,12859,13014,12858,13014,13013,12859,12860,13015,12859,13015,13014,12860,12861,13016,12860,13016,13015,12861,12862,13017,12861,13017,13016,12862,12863,13018,12862,13018,13017,12863,12864,13019,12863,13019,13018,12865,12866,13021,12865,13021,13020,12866,12867,13022,12866,13022,13021,12867,12868,13023,12867,13023,13022,12868,12869,13024,12868,13024,13023,12869,12870,13025,12869,13025,13024,12870,12871,13026,12870,13026,13025,12871,12872,13027,12871,13027,13026,12872,12873,13028,12872,13028,13027,12873,12874,13029,12873,13029,13028,12874,12875,13030,12874,13030,13029,12875,12876,13031,12875,13031,13030,12876,12877,13032,12876,13032,13031,12877,12878,13033,12877,13033,13032,12878,12879,13034,12878,13034,13033,12879,12880,13035,12879,13035,13034,12880,12881,13036,12880,13036,13035,12881,12882,13037,12881,13037,13036,12882,12883,13038,12882,13038,13037,12883,12884,13039,12883,13039,13038,12884,12885,13040,12884,13040,13039,12885,12886,13041,12885,13041,13040,12886,12887,13042,12886,13042,13041,12887,12888,13043,12887,13043,13042,12888,12889,13044,12888,13044,13043,12889,12890,13045,12889,13045,13044,12890,12891,13046,12890,13046,13045,12891,12892,13047,12891,13047,13046,12892,12893,13048,12892,13048,13047,12893,12894,13049,12893,13049,13048,12894,12895,13050,12894,13050,13049,12895,12896,13051,12895,13051,13050,12896,12897,13052,12896,13052,13051,12897,12898,13053,12897,13053,13052,12898,12899,13054,12898,13054,13053,12899,12900,13055,12899,13055,13054,12900,12901,13056,12900,13056,13055,12901,12902,13057,12901,13057,13056,12902,12903,13058,12902,13058,13057,12903,12904,13059,12903,13059,13058,12904,12905,13060,12904,13060,13059,12905,12906,13061,12905,13061,13060,12906,12907,13062,12906,13062,13061,12907,12908,13063,12907,13063,13062,12908,12909,13064,12908,13064,13063,12909,12910,13065,12909,13065,13064,12910,12911,13066,12910,13066,13065,12911,12912,13067,12911,13067,13066,12912,12913,13068,12912,13068,13067,12913,12914,13069,12913,13069,13068,12914,12915,13070,12914,13070,13069,12915,12916,13071,12915,13071,13070,12916,12917,13072,12916,13072,13071,12917,12918,13073,12917,13073,13072,12918,12919,13074,12918,13074,13073,12919,12920,13075,12919,13075,13074,12920,12921,13076,12920,13076,13075,12921,12922,13077,12921,13077,13076,12922,12923,13078,12922,13078,13077,12923,12924,13079,12923,13079,13078,12924,12925,13080,12924,13080,13079,12925,12926,13081,12925,13081,13080,12926,12927,13082,12926,13082,13081,12927,12928,13083,12927,13083,13082,12928,12929,13084,12928,13084,13083,12929,12930,13085,12929,13085,13084,12930,12931,13086,12930,13086,13085,12931,12932,13087,12931,13087,13086,12932,12933,13088,12932,13088,13087,12933,12934,13089,12933,13089,13088,12934,12935,13090,12934,13090,13089,12935,12936,13091,12935,13091,13090,12936,12937,13092,12936,13092,13091,12937,12938,13093,12937,13093,13092,12938,12939,13094,12938,13094,13093,12939,12940,13095,12939,13095,13094,12940,12941,13096,12940,13096,13095,12941,12942,13097,12941,13097,13096,12942,12943,13098,12942,13098,13097,12943,12944,13099,12943,13099,13098,12944,12945,13100,12944,13100,13099,12945,12946,13101,12945,13101,13100,12946,12947,13102,12946,13102,13101,12947,12948,13103,12947,13103,13102,12948,12949,13104,12948,13104,13103,12949,12950,13105,12949,13105,13104,12950,12951,13106,12950,13106,13105,12951,12952,13107,12951,13107,13106,12952,12953,13108,12952,13108,13107,12953,12954,13109,12953,13109,13108,12954,12955,13110,12954,13110,13109,12955,12956,13111,12955,13111,13110,12956,12957,13112,12956,13112,13111,12957,12958,13113,12957,13113,13112,12958,12959,13114,12958,13114,13113,12959,12960,13115,12959,13115,13114,12960,12961,13116,12960,13116,13115,12961,12962,13117,12961,13117,13116,12962,12963,13118,12962,13118,13117,12963,12964,13119,12963,13119,13118,12964,12965,13120,12964,13120,13119,12965,12966,13121,12965,13121,13120,12966,12967,13122,12966,13122,13121,12967,12968,13123,12967,13123,13122,12968,12969,13124,12968,13124,13123,12969,12970,13125,12969,13125,13124,12970,12971,13126,12970,13126,13125,12971,12972,13127,12971,13127,13126,12972,12973,13128,12972,13128,13127,12973,12974,13129,12973,13129,13128,12974,12975,13130,12974,13130,13129,12975,12976,13131,12975,13131,13130,12976,12977,13132,12976,13132,13131,12977,12978,13133,12977,13133,13132,12978,12979,13134,12978,13134,13133,12979,12980,13135,12979,13135,13134,12980,12981,13136,12980,13136,13135,12981,12982,13137,12981,13137,13136,12982,12983,13138,12982,13138,13137,12983,12984,13139,12983,13139,13138,12984,12985,13140,12984,13140,13139,12985,12986,13141,12985,13141,13140,12986,12987,13142,12986,13142,13141,12987,12988,13143,12987,13143,13142,12988,12989,13144,12988,13144,13143,12989,12990,13145,12989,13145,13144,12990,12991,13146,12990,13146,13145,12991,12992,13147,12991,13147,13146,12992,12993,13148,12992,13148,13147,12993,12994,13149,12993,13149,13148,12994,12995,13150,12994,13150,13149,12995,12996,13151,12995,13151,13150,12996,12997,13152,12996,13152,13151,12997,12998,13153,12997,13153,13152,12998,12999,13154,12998,13154,13153,12999,13000,13155,12999,13155,13154,13000,13001,13156,13000,13156,13155,13001,13002,13157,13001,13157,13156,13002,13003,13158,13002,13158,13157,13003,13004,13159,13003,13159,13158,13004,13005,13160,13004,13160,13159,13005,13006,13161,13005,13161,13160,13006,13007,13162,13006,13162,13161,13007,13008,13163,13007,13163,13162,13008,13009,13164,13008,13164,13163,13009,13010,13165,13009,13165,13164,13010,13011,13166,13010,13166,13165,13011,13012,13167,13011,13167,13166,13012,13013,13168,13012,13168,13167,13013,13014,13169,13013,13169,13168,13014,13015,13170,13014,13170,13169,13015,13016,13171,13015,13171,13170,13016,13017,13172,13016,13172,13171,13017,13018,13173,13017,13173,13172,13018,13019,13174,13018,13174,13173,13020,13021,13176,13020,13176,13175,13021,13022,13177,13021,13177,13176,13022,13023,13178,13022,13178,13177,13023,13024,13179,13023,13179,13178,13024,13025,13180,13024,13180,13179,13025,13026,13181,13025,13181,13180,13026,13027,13182,13026,13182,13181,13027,13028,13183,13027,13183,13182,13028,13029,13184,13028,13184,13183,13029,13030,13185,13029,13185,13184,13030,13031,13186,13030,13186,13185,13031,13032,13187,13031,13187,13186,13032,13033,13188,13032,13188,13187,13033,13034,13189,13033,13189,13188,13034,13035,13190,13034,13190,13189,13035,13036,13191,13035,13191,13190,13036,13037,13192,13036,13192,13191,13037,13038,13193,13037,13193,13192,13038,13039,13194,13038,13194,13193,13039,13040,13195,13039,13195,13194,13040,13041,13196,13040,13196,13195,13041,13042,13197,13041,13197,13196,13042,13043,13198,13042,13198,13197,13043,13044,13199,13043,13199,13198,13044,13045,13200,13044,13200,13199,13045,13046,13201,13045,13201,13200,13046,13047,13202,13046,13202,13201,13047,13048,13203,13047,13203,13202,13048,13049,13204,13048,13204,13203,13049,13050,13205,13049,13205,13204,13050,13051,13206,13050,13206,13205,13051,13052,13207,13051,13207,13206,13052,13053,13208,13052,13208,13207,13053,13054,13209,13053,13209,13208,13054,13055,13210,13054,13210,13209,13055,13056,13211,13055,13211,13210,13056,13057,13212,13056,13212,13211,13057,13058,13213,13057,13213,13212,13058,13059,13214,13058,13214,13213,13059,13060,13215,13059,13215,13214,13060,13061,13216,13060,13216,13215,13061,13062,13217,13061,13217,13216,13062,13063,13218,13062,13218,13217,13063,13064,13219,13063,13219,13218,13064,13065,13220,13064,13220,13219,13065,13066,13221,13065,13221,13220,13066,13067,13222,13066,13222,13221,13067,13068,13223,13067,13223,13222,13068,13069,13224,13068,13224,13223,13069,13070,13225,13069,13225,13224,13070,13071,13226,13070,13226,13225,13071,13072,13227,13071,13227,13226,13072,13073,13228,13072,13228,13227,13073,13074,13229,13073,13229,13228,13074,13075,13230,13074,13230,13229,13075,13076,13231,13075,13231,13230,13076,13077,13232,13076,13232,13231,13077,13078,13233,13077,13233,13232,13078,13079,13234,13078,13234,13233,13079,13080,13235,13079,13235,13234,13080,13081,13236,13080,13236,13235,13081,13082,13237,13081,13237,13236,13082,13083,13238,13082,13238,13237,13083,13084,13239,13083,13239,13238,13084,13085,13240,13084,13240,13239,13085,13086,13241,13085,13241,13240,13086,13087,13242,13086,13242,13241,13087,13088,13243,13087,13243,13242,13088,13089,13244,13088,13244,13243,13089,13090,13245,13089,13245,13244,13090,13091,13246,13090,13246,13245,13091,13092,13247,13091,13247,13246,13092,13093,13248,13092,13248,13247,13093,13094,13249,13093,13249,13248,13094,13095,13250,13094,13250,13249,13095,13096,13251,13095,13251,13250,13096,13097,13252,13096,13252,13251,13097,13098,13253,13097,13253,13252,13098,13099,13254,13098,13254,13253,13099,13100,13255,13099,13255,13254,13100,13101,13256,13100,13256,13255,13101,13102,13257,13101,13257,13256,13102,13103,13258,13102,13258,13257,13103,13104,13259,13103,13259,13258,13104,13105,13260,13104,13260,13259,13105,13106,13261,13105,13261,13260,13106,13107,13262,13106,13262,13261,13107,13108,13263,13107,13263,13262,13108,13109,13264,13108,13264,13263,13109,13110,13265,13109,13265,13264,13110,13111,13266,13110,13266,13265,13111,13112,13267,13111,13267,13266,13112,13113,13268,13112,13268,13267,13113,13114,13269,13113,13269,13268,13114,13115,13270,13114,13270,13269,13115,13116,13271,13115,13271,13270,13116,13117,13272,13116,13272,13271,13117,13118,13273,13117,13273,13272,13118,13119,13274,13118,13274,13273,13119,13120,13275,13119,13275,13274,13120,13121,13276,13120,13276,13275,13121,13122,13277,13121,13277,13276,13122,13123,13278,13122,13278,13277,13123,13124,13279,13123,13279,13278,13124,13125,13280,13124,13280,13279,13125,13126,13281,13125,13281,13280,13126,13127,13282,13126,13282,13281,13127,13128,13283,13127,13283,13282,13128,13129,13284,13128,13284,13283,13129,13130,13285,13129,13285,13284,13130,13131,13286,13130,13286,13285,13131,13132,13287,13131,13287,13286,13132,13133,13288,13132,13288,13287,13133,13134,13289,13133,13289,13288,13134,13135,13290,13134,13290,13289,13135,13136,13291,13135,13291,13290,13136,13137,13292,13136,13292,13291,13137,13138,13293,13137,13293,13292,13138,13139,13294,13138,13294,13293,13139,13140,13295,13139,13295,13294,13140,13141,13296,13140,13296,13295,13141,13142,13297,13141,13297,13296,13142,13143,13298,13142,13298,13297,13143,13144,13299,13143,13299,13298,13144,13145,13300,13144,13300,13299,13145,13146,13301,13145,13301,13300,13146,13147,13302,13146,13302,13301,13147,13148,13303,13147,13303,13302,13148,13149,13304,13148,13304,13303,13149,13150,13305,13149,13305,13304,13150,13151,13306,13150,13306,13305,13151,13152,13307,13151,13307,13306,13152,13153,13308,13152,13308,13307,13153,13154,13309,13153,13309,13308,13154,13155,13310,13154,13310,13309,13155,13156,13311,13155,13311,13310,13156,13157,13312,13156,13312,13311,13157,13158,13313,13157,13313,13312,13158,13159,13314,13158,13314,13313,13159,13160,13315,13159,13315,13314,13160,13161,13316,13160,13316,13315,13161,13162,13317,13161,13317,13316,13162,13163,13318,13162,13318,13317,13163,13164,13319,13163,13319,13318,13164,13165,13320,13164,13320,13319,13165,13166,13321,13165,13321,13320,13166,13167,13322,13166,13322,13321,13167,13168,13323,13167,13323,13322,13168,13169,13324,13168,13324,13323,13169,13170,13325,13169,13325,13324,13170,13171,13326,13170,13326,13325,13171,13172,13327,13171,13327,13326,13172,13173,13328,13172,13328,13327,13173,13174,13329,13173,13329,13328,13175,13176,13331,13175,13331,13330,13176,13177,13332,13176,13332,13331,13177,13178,13333,13177,13333,13332,13178,13179,13334,13178,13334,13333,13179,13180,13335,13179,13335,13334,13180,13181,13336,13180,13336,13335,13181,13182,13337,13181,13337,13336,13182,13183,13338,13182,13338,13337,13183,13184,13339,13183,13339,13338,13184,13185,13340,13184,13340,13339,13185,13186,13341,13185,13341,13340,13186,13187,13342,13186,13342,13341,13187,13188,13343,13187,13343,13342,13188,13189,13344,13188,13344,13343,13189,13190,13345,13189,13345,13344,13190,13191,13346,13190,13346,13345,13191,13192,13347,13191,13347,13346,13192,13193,13348,13192,13348,13347,13193,13194,13349,13193,13349,13348,13194,13195,13350,13194,13350,13349,13195,13196,13351,13195,13351,13350,13196,13197,13352,13196,13352,13351,13197,13198,13353,13197,13353,13352,13198,13199,13354,13198,13354,13353,13199,13200,13355,13199,13355,13354,13200,13201,13356,13200,13356,13355,13201,13202,13357,13201,13357,13356,13202,13203,13358,13202,13358,13357,13203,13204,13359,13203,13359,13358,13204,13205,13360,13204,13360,13359,13205,13206,13361,13205,13361,13360,13206,13207,13362,13206,13362,13361,13207,13208,13363,13207,13363,13362,13208,13209,13364,13208,13364,13363,13209,13210,13365,13209,13365,13364,13210,13211,13366,13210,13366,13365,13211,13212,13367,13211,13367,13366,13212,13213,13368,13212,13368,13367,13213,13214,13369,13213,13369,13368,13214,13215,13370,13214,13370,13369,13215,13216,13371,13215,13371,13370,13216,13217,13372,13216,13372,13371,13217,13218,13373,13217,13373,13372,13218,13219,13374,13218,13374,13373,13219,13220,13375,13219,13375,13374,13220,13221,13376,13220,13376,13375,13221,13222,13377,13221,13377,13376,13222,13223,13378,13222,13378,13377,13223,13224,13379,13223,13379,13378,13224,13225,13380,13224,13380,13379,13225,13226,13381,13225,13381,13380,13226,13227,13382,13226,13382,13381,13227,13228,13383,13227,13383,13382,13228,13229,13384,13228,13384,13383,13229,13230,13385,13229,13385,13384,13230,13231,13386,13230,13386,13385,13231,13232,13387,13231,13387,13386,13232,13233,13388,13232,13388,13387,13233,13234,13389,13233,13389,13388,13234,13235,13390,13234,13390,13389,13235,13236,13391,13235,13391,13390,13236,13237,13392,13236,13392,13391,13237,13238,13393,13237,13393,13392,13238,13239,13394,13238,13394,13393,13239,13240,13395,13239,13395,13394,13240,13241,13396,13240,13396,13395,13241,13242,13397,13241,13397,13396,13242,13243,13398,13242,13398,13397,13243,13244,13399,13243,13399,13398,13244,13245,13400,13244,13400,13399,13245,13246,13401,13245,13401,13400,13246,13247,13402,13246,13402,13401,13247,13248,13403,13247,13403,13402,13248,13249,13404,13248,13404,13403,13249,13250,13405,13249,13405,13404,13250,13251,13406,13250,13406,13405,13251,13252,13407,13251,13407,13406,13252,13253,13408,13252,13408,13407,13253,13254,13409,13253,13409,13408,13254,13255,13410,13254,13410,13409,13255,13256,13411,13255,13411,13410,13256,13257,13412,13256,13412,13411,13257,13258,13413,13257,13413,13412,13258,13259,13414,13258,13414,13413,13259,13260,13415,13259,13415,13414,13260,13261,13416,13260,13416,13415,13261,13262,13417,13261,13417,13416,13262,13263,13418,13262,13418,13417,13263,13264,13419,13263,13419,13418,13264,13265,13420,13264,13420,13419,13265,13266,13421,13265,13421,13420,13266,13267,13422,13266,13422,13421,13267,13268,13423,13267,13423,13422,13268,13269,13424,13268,13424,13423,13269,13270,13425,13269,13425,13424,13270,13271,13426,13270,13426,13425,13271,13272,13427,13271,13427,13426,13272,13273,13428,13272,13428,13427,13273,13274,13429,13273,13429,13428,13274,13275,13430,13274,13430,13429,13275,13276,13431,13275,13431,13430,13276,13277,13432,13276,13432,13431,13277,13278,13433,13277,13433,13432,13278,13279,13434,13278,13434,13433,13279,13280,13435,13279,13435,13434,13280,13281,13436,13280,13436,13435,13281,13282,13437,13281,13437,13436,13282,13283,13438,13282,13438,13437,13283,13284,13439,13283,13439,13438,13284,13285,13440,13284,13440,13439,13285,13286,13441,13285,13441,13440,13286,13287,13442,13286,13442,13441,13287,13288,13443,13287,13443,13442,13288,13289,13444,13288,13444,13443,13289,13290,13445,13289,13445,13444,13290,13291,13446,13290,13446,13445,13291,13292,13447,13291,13447,13446,13292,13293,13448,13292,13448,13447,13293,13294,13449,13293,13449,13448,13294,13295,13450,13294,13450,13449,13295,13296,13451,13295,13451,13450,13296,13297,13452,13296,13452,13451,13297,13298,13453,13297,13453,13452,13298,13299,13454,13298,13454,13453,13299,13300,13455,13299,13455,13454,13300,13301,13456,13300,13456,13455,13301,13302,13457,13301,13457,13456,13302,13303,13458,13302,13458,13457,13303,13304,13459,13303,13459,13458,13304,13305,13460,13304,13460,13459,13305,13306,13461,13305,13461,13460,13306,13307,13462,13306,13462,13461,13307,13308,13463,13307,13463,13462,13308,13309,13464,13308,13464,13463,13309,13310,13465,13309,13465,13464,13310,13311,13466,13310,13466,13465,13311,13312,13467,13311,13467,13466,13312,13313,13468,13312,13468,13467,13313,13314,13469,13313,13469,13468,13314,13315,13470,13314,13470,13469,13315,13316,13471,13315,13471,13470,13316,13317,13472,13316,13472,13471,13317,13318,13473,13317,13473,13472,13318,13319,13474,13318,13474,13473,13319,13320,13475,13319,13475,13474,13320,13321,13476,13320,13476,13475,13321,13322,13477,13321,13477,13476,13322,13323,13478,13322,13478,13477,13323,13324,13479,13323,13479,13478,13324,13325,13480,13324,13480,13479,13325,13326,13481,13325,13481,13480,13326,13327,13482,13326,13482,13481,13327,13328,13483,13327,13483,13482,13328,13329,13484,13328,13484,13483,13330,13331,13486,13330,13486,13485,13331,13332,13487,13331,13487,13486,13332,13333,13488,13332,13488,13487,13333,13334,13489,13333,13489,13488,13334,13335,13490,13334,13490,13489,13335,13336,13491,13335,13491,13490,13336,13337,13492,13336,13492,13491,13337,13338,13493,13337,13493,13492,13338,13339,13494,13338,13494,13493,13339,13340,13495,13339,13495,13494,13340,13341,13496,13340,13496,13495,13341,13342,13497,13341,13497,13496,13342,13343,13498,13342,13498,13497,13343,13344,13499,13343,13499,13498,13344,13345,13500,13344,13500,13499,13345,13346,13501,13345,13501,13500,13346,13347,13502,13346,13502,13501,13347,13348,13503,13347,13503,13502,13348,13349,13504,13348,13504,13503,13349,13350,13505,13349,13505,13504,13350,13351,13506,13350,13506,13505,13351,13352,13507,13351,13507,13506,13352,13353,13508,13352,13508,13507,13353,13354,13509,13353,13509,13508,13354,13355,13510,13354,13510,13509,13355,13356,13511,13355,13511,13510,13356,13357,13512,13356,13512,13511,13357,13358,13513,13357,13513,13512,13358,13359,13514,13358,13514,13513,13359,13360,13515,13359,13515,13514,13360,13361,13516,13360,13516,13515,13361,13362,13517,13361,13517,13516,13362,13363,13518,13362,13518,13517,13363,13364,13519,13363,13519,13518,13364,13365,13520,13364,13520,13519,13365,13366,13521,13365,13521,13520,13366,13367,13522,13366,13522,13521,13367,13368,13523,13367,13523,13522,13368,13369,13524,13368,13524,13523,13369,13370,13525,13369,13525,13524,13370,13371,13526,13370,13526,13525,13371,13372,13527,13371,13527,13526,13372,13373,13528,13372,13528,13527,13373,13374,13529,13373,13529,13528,13374,13375,13530,13374,13530,13529,13375,13376,13531,13375,13531,13530,13376,13377,13532,13376,13532,13531,13377,13378,13533,13377,13533,13532,13378,13379,13534,13378,13534,13533,13379,13380,13535,13379,13535,13534,13380,13381,13536,13380,13536,13535,13381,13382,13537,13381,13537,13536,13382,13383,13538,13382,13538,13537,13383,13384,13539,13383,13539,13538,13384,13385,13540,13384,13540,13539,13385,13386,13541,13385,13541,13540,13386,13387,13542,13386,13542,13541,13387,13388,13543,13387,13543,13542,13388,13389,13544,13388,13544,13543,13389,13390,13545,13389,13545,13544,13390,13391,13546,13390,13546,13545,13391,13392,13547,13391,13547,13546,13392,13393,13548,13392,13548,13547,13393,13394,13549,13393,13549,13548,13394,13395,13550,13394,13550,13549,13395,13396,13551,13395,13551,13550,13396,13397,13552,13396,13552,13551,13397,13398,13553,13397,13553,13552,13398,13399,13554,13398,13554,13553,13399,13400,13555,13399,13555,13554,13400,13401,13556,13400,13556,13555,13401,13402,13557,13401,13557,13556,13402,13403,13558,13402,13558,13557,13403,13404,13559,13403,13559,13558,13404,13405,13560,13404,13560,13559,13405,13406,13561,13405,13561,13560,13406,13407,13562,13406,13562,13561,13407,13408,13563,13407,13563,13562,13408,13409,13564,13408,13564,13563,13409,13410,13565,13409,13565,13564,13410,13411,13566,13410,13566,13565,13411,13412,13567,13411,13567,13566,13412,13413,13568,13412,13568,13567,13413,13414,13569,13413,13569,13568,13414,13415,13570,13414,13570,13569,13415,13416,13571,13415,13571,13570,13416,13417,13572,13416,13572,13571,13417,13418,13573,13417,13573,13572,13418,13419,13574,13418,13574,13573,13419,13420,13575,13419,13575,13574,13420,13421,13576,13420,13576,13575,13421,13422,13577,13421,13577,13576,13422,13423,13578,13422,13578,13577,13423,13424,13579,13423,13579,13578,13424,13425,13580,13424,13580,13579,13425,13426,13581,13425,13581,13580,13426,13427,13582,13426,13582,13581,13427,13428,13583,13427,13583,13582,13428,13429,13584,13428,13584,13583,13429,13430,13585,13429,13585,13584,13430,13431,13586,13430,13586,13585,13431,13432,13587,13431,13587,13586,13432,13433,13588,13432,13588,13587,13433,13434,13589,13433,13589,13588,13434,13435,13590,13434,13590,13589,13435,13436,13591,13435,13591,13590,13436,13437,13592,13436,13592,13591,13437,13438,13593,13437,13593,13592,13438,13439,13594,13438,13594,13593,13439,13440,13595,13439,13595,13594,13440,13441,13596,13440,13596,13595,13441,13442,13597,13441,13597,13596,13442,13443,13598,13442,13598,13597,13443,13444,13599,13443,13599,13598,13444,13445,13600,13444,13600,13599,13445,13446,13601,13445,13601,13600,13446,13447,13602,13446,13602,13601,13447,13448,13603,13447,13603,13602,13448,13449,13604,13448,13604,13603,13449,13450,13605,13449,13605,13604,13450,13451,13606,13450,13606,13605,13451,13452,13607,13451,13607,13606,13452,13453,13608,13452,13608,13607,13453,13454,13609,13453,13609,13608,13454,13455,13610,13454,13610,13609,13455,13456,13611,13455,13611,13610,13456,13457,13612,13456,13612,13611,13457,13458,13613,13457,13613,13612,13458,13459,13614,13458,13614,13613,13459,13460,13615,13459,13615,13614,13460,13461,13616,13460,13616,13615,13461,13462,13617,13461,13617,13616,13462,13463,13618,13462,13618,13617,13463,13464,13619,13463,13619,13618,13464,13465,13620,13464,13620,13619,13465,13466,13621,13465,13621,13620,13466,13467,13622,13466,13622,13621,13467,13468,13623,13467,13623,13622,13468,13469,13624,13468,13624,13623,13469,13470,13625,13469,13625,13624,13470,13471,13626,13470,13626,13625,13471,13472,13627,13471,13627,13626,13472,13473,13628,13472,13628,13627,13473,13474,13629,13473,13629,13628,13474,13475,13630,13474,13630,13629,13475,13476,13631,13475,13631,13630,13476,13477,13632,13476,13632,13631,13477,13478,13633,13477,13633,13632,13478,13479,13634,13478,13634,13633,13479,13480,13635,13479,13635,13634,13480,13481,13636,13480,13636,13635,13481,13482,13637,13481,13637,13636,13482,13483,13638,13482,13638,13637,13483,13484,13639,13483,13639,13638,13485,13486,13641,13485,13641,13640,13486,13487,13642,13486,13642,13641,13487,13488,13643,13487,13643,13642,13488,13489,13644,13488,13644,13643,13489,13490,13645,13489,13645,13644,13490,13491,13646,13490,13646,13645,13491,13492,13647,13491,13647,13646,13492,13493,13648,13492,13648,13647,13493,13494,13649,13493,13649,13648,13494,13495,13650,13494,13650,13649,13495,13496,13651,13495,13651,13650,13496,13497,13652,13496,13652,13651,13497,13498,13653,13497,13653,13652,13498,13499,13654,13498,13654,13653,13499,13500,13655,13499,13655,13654,13500,13501,13656,13500,13656,13655,13501,13502,13657,13501,13657,13656,13502,13503,13658,13502,13658,13657,13503,13504,13659,13503,13659,13658,13504,13505,13660,13504,13660,13659,13505,13506,13661,13505,13661,13660,13506,13507,13662,13506,13662,13661,13507,13508,13663,13507,13663,13662,13508,13509,13664,13508,13664,13663,13509,13510,13665,13509,13665,13664,13510,13511,13666,13510,13666,13665,13511,13512,13667,13511,13667,13666,13512,13513,13668,13512,13668,13667,13513,13514,13669,13513,13669,13668,13514,13515,13670,13514,13670,13669,13515,13516,13671,13515,13671,13670,13516,13517,13672,13516,13672,13671,13517,13518,13673,13517,13673,13672,13518,13519,13674,13518,13674,13673,13519,13520,13675,13519,13675,13674,13520,13521,13676,13520,13676,13675,13521,13522,13677,13521,13677,13676,13522,13523,13678,13522,13678,13677,13523,13524,13679,13523,13679,13678,13524,13525,13680,13524,13680,13679,13525,13526,13681,13525,13681,13680,13526,13527,13682,13526,13682,13681,13527,13528,13683,13527,13683,13682,13528,13529,13684,13528,13684,13683,13529,13530,13685,13529,13685,13684,13530,13531,13686,13530,13686,13685,13531,13532,13687,13531,13687,13686,13532,13533,13688,13532,13688,13687,13533,13534,13689,13533,13689,13688,13534,13535,13690,13534,13690,13689,13535,13536,13691,13535,13691,13690,13536,13537,13692,13536,13692,13691,13537,13538,13693,13537,13693,13692,13538,13539,13694,13538,13694,13693,13539,13540,13695,13539,13695,13694,13540,13541,13696,13540,13696,13695,13541,13542,13697,13541,13697,13696,13542,13543,13698,13542,13698,13697,13543,13544,13699,13543,13699,13698,13544,13545,13700,13544,13700,13699,13545,13546,13701,13545,13701,13700,13546,13547,13702,13546,13702,13701,13547,13548,13703,13547,13703,13702,13548,13549,13704,13548,13704,13703,13549,13550,13705,13549,13705,13704,13550,13551,13706,13550,13706,13705,13551,13552,13707,13551,13707,13706,13552,13553,13708,13552,13708,13707,13553,13554,13709,13553,13709,13708,13554,13555,13710,13554,13710,13709,13555,13556,13711,13555,13711,13710,13556,13557,13712,13556,13712,13711,13557,13558,13713,13557,13713,13712,13558,13559,13714,13558,13714,13713,13559,13560,13715,13559,13715,13714,13560,13561,13716,13560,13716,13715,13561,13562,13717,13561,13717,13716,13562,13563,13718,13562,13718,13717,13563,13564,13719,13563,13719,13718,13564,13565,13720,13564,13720,13719,13565,13566,13721,13565,13721,13720,13566,13567,13722,13566,13722,13721,13567,13568,13723,13567,13723,13722,13568,13569,13724,13568,13724,13723,13569,13570,13725,13569,13725,13724,13570,13571,13726,13570,13726,13725,13571,13572,13727,13571,13727,13726,13572,13573,13728,13572,13728,13727,13573,13574,13729,13573,13729,13728,13574,13575,13730,13574,13730,13729,13575,13576,13731,13575,13731,13730,13576,13577,13732,13576,13732,13731,13577,13578,13733,13577,13733,13732,13578,13579,13734,13578,13734,13733,13579,13580,13735,13579,13735,13734,13580,13581,13736,13580,13736,13735,13581,13582,13737,13581,13737,13736,13582,13583,13738,13582,13738,13737,13583,13584,13739,13583,13739,13738,13584,13585,13740,13584,13740,13739,13585,13586,13741,13585,13741,13740,13586,13587,13742,13586,13742,13741,13587,13588,13743,13587,13743,13742,13588,13589,13744,13588,13744,13743,13589,13590,13745,13589,13745,13744,13590,13591,13746,13590,13746,13745,13591,13592,13747,13591,13747,13746,13592,13593,13748,13592,13748,13747,13593,13594,13749,13593,13749,13748,13594,13595,13750,13594,13750,13749,13595,13596,13751,13595,13751,13750,13596,13597,13752,13596,13752,13751,13597,13598,13753,13597,13753,13752,13598,13599,13754,13598,13754,13753,13599,13600,13755,13599,13755,13754,13600,13601,13756,13600,13756,13755,13601,13602,13757,13601,13757,13756,13602,13603,13758,13602,13758,13757,13603,13604,13759,13603,13759,13758,13604,13605,13760,13604,13760,13759,13605,13606,13761,13605,13761,13760,13606,13607,13762,13606,13762,13761,13607,13608,13763,13607,13763,13762,13608,13609,13764,13608,13764,13763,13609,13610,13765,13609,13765,13764,13610,13611,13766,13610,13766,13765,13611,13612,13767,13611,13767,13766,13612,13613,13768,13612,13768,13767,13613,13614,13769,13613,13769,13768,13614,13615,13770,13614,13770,13769,13615,13616,13771,13615,13771,13770,13616,13617,13772,13616,13772,13771,13617,13618,13773,13617,13773,13772,13618,13619,13774,13618,13774,13773,13619,13620,13775,13619,13775,13774,13620,13621,13776,13620,13776,13775,13621,13622,13777,13621,13777,13776,13622,13623,13778,13622,13778,13777,13623,13624,13779,13623,13779,13778,13624,13625,13780,13624,13780,13779,13625,13626,13781,13625,13781,13780,13626,13627,13782,13626,13782,13781,13627,13628,13783,13627,13783,13782,13628,13629,13784,13628,13784,13783,13629,13630,13785,13629,13785,13784,13630,13631,13786,13630,13786,13785,13631,13632,13787,13631,13787,13786,13632,13633,13788,13632,13788,13787,13633,13634,13789,13633,13789,13788,13634,13635,13790,13634,13790,13789,13635,13636,13791,13635,13791,13790,13636,13637,13792,13636,13792,13791,13637,13638,13793,13637,13793,13792,13638,13639,13794,13638,13794,13793,13640,13641,13796,13640,13796,13795,13641,13642,13797,13641,13797,13796,13642,13643,13798,13642,13798,13797,13643,13644,13799,13643,13799,13798,13644,13645,13800,13644,13800,13799,13645,13646,13801,13645,13801,13800,13646,13647,13802,13646,13802,13801,13647,13648,13803,13647,13803,13802,13648,13649,13804,13648,13804,13803,13649,13650,13805,13649,13805,13804,13650,13651,13806,13650,13806,13805,13651,13652,13807,13651,13807,13806,13652,13653,13808,13652,13808,13807,13653,13654,13809,13653,13809,13808,13654,13655,13810,13654,13810,13809,13655,13656,13811,13655,13811,13810,13656,13657,13812,13656,13812,13811,13657,13658,13813,13657,13813,13812,13658,13659,13814,13658,13814,13813,13659,13660,13815,13659,13815,13814,13660,13661,13816,13660,13816,13815,13661,13662,13817,13661,13817,13816,13662,13663,13818,13662,13818,13817,13663,13664,13819,13663,13819,13818,13664,13665,13820,13664,13820,13819,13665,13666,13821,13665,13821,13820,13666,13667,13822,13666,13822,13821,13667,13668,13823,13667,13823,13822,13668,13669,13824,13668,13824,13823,13669,13670,13825,13669,13825,13824,13670,13671,13826,13670,13826,13825,13671,13672,13827,13671,13827,13826,13672,13673,13828,13672,13828,13827,13673,13674,13829,13673,13829,13828,13674,13675,13830,13674,13830,13829,13675,13676,13831,13675,13831,13830,13676,13677,13832,13676,13832,13831,13677,13678,13833,13677,13833,13832,13678,13679,13834,13678,13834,13833,13679,13680,13835,13679,13835,13834,13680,13681,13836,13680,13836,13835,13681,13682,13837,13681,13837,13836,13682,13683,13838,13682,13838,13837,13683,13684,13839,13683,13839,13838,13684,13685,13840,13684,13840,13839,13685,13686,13841,13685,13841,13840,13686,13687,13842,13686,13842,13841,13687,13688,13843,13687,13843,13842,13688,13689,13844,13688,13844,13843,13689,13690,13845,13689,13845,13844,13690,13691,13846,13690,13846,13845,13691,13692,13847,13691,13847,13846,13692,13693,13848,13692,13848,13847,13693,13694,13849,13693,13849,13848,13694,13695,13850,13694,13850,13849,13695,13696,13851,13695,13851,13850,13696,13697,13852,13696,13852,13851,13697,13698,13853,13697,13853,13852,13698,13699,13854,13698,13854,13853,13699,13700,13855,13699,13855,13854,13700,13701,13856,13700,13856,13855,13701,13702,13857,13701,13857,13856,13702,13703,13858,13702,13858,13857,13703,13704,13859,13703,13859,13858,13704,13705,13860,13704,13860,13859,13705,13706,13861,13705,13861,13860,13706,13707,13862,13706,13862,13861,13707,13708,13863,13707,13863,13862,13708,13709,13864,13708,13864,13863,13709,13710,13865,13709,13865,13864,13710,13711,13866,13710,13866,13865,13711,13712,13867,13711,13867,13866,13712,13713,13868,13712,13868,13867,13713,13714,13869,13713,13869,13868,13714,13715,13870,13714,13870,13869,13715,13716,13871,13715,13871,13870,13716,13717,13872,13716,13872,13871,13717,13718,13873,13717,13873,13872,13718,13719,13874,13718,13874,13873,13719,13720,13875,13719,13875,13874,13720,13721,13876,13720,13876,13875,13721,13722,13877,13721,13877,13876,13722,13723,13878,13722,13878,13877,13723,13724,13879,13723,13879,13878,13724,13725,13880,13724,13880,13879,13725,13726,13881,13725,13881,13880,13726,13727,13882,13726,13882,13881,13727,13728,13883,13727,13883,13882,13728,13729,13884,13728,13884,13883,13729,13730,13885,13729,13885,13884,13730,13731,13886,13730,13886,13885,13731,13732,13887,13731,13887,13886,13732,13733,13888,13732,13888,13887,13733,13734,13889,13733,13889,13888,13734,13735,13890,13734,13890,13889,13735,13736,13891,13735,13891,13890,13736,13737,13892,13736,13892,13891,13737,13738,13893,13737,13893,13892,13738,13739,13894,13738,13894,13893,13739,13740,13895,13739,13895,13894,13740,13741,13896,13740,13896,13895,13741,13742,13897,13741,13897,13896,13742,13743,13898,13742,13898,13897,13743,13744,13899,13743,13899,13898,13744,13745,13900,13744,13900,13899,13745,13746,13901,13745,13901,13900,13746,13747,13902,13746,13902,13901,13747,13748,13903,13747,13903,13902,13748,13749,13904,13748,13904,13903,13749,13750,13905,13749,13905,13904,13750,13751,13906,13750,13906,13905,13751,13752,13907,13751,13907,13906,13752,13753,13908,13752,13908,13907,13753,13754,13909,13753,13909,13908,13754,13755,13910,13754,13910,13909,13755,13756,13911,13755,13911,13910,13756,13757,13912,13756,13912,13911,13757,13758,13913,13757,13913,13912,13758,13759,13914,13758,13914,13913,13759,13760,13915,13759,13915,13914,13760,13761,13916,13760,13916,13915,13761,13762,13917,13761,13917,13916,13762,13763,13918,13762,13918,13917,13763,13764,13919,13763,13919,13918,13764,13765,13920,13764,13920,13919,13765,13766,13921,13765,13921,13920,13766,13767,13922,13766,13922,13921,13767,13768,13923,13767,13923,13922,13768,13769,13924,13768,13924,13923,13769,13770,13925,13769,13925,13924,13770,13771,13926,13770,13926,13925,13771,13772,13927,13771,13927,13926,13772,13773,13928,13772,13928,13927,13773,13774,13929,13773,13929,13928,13774,13775,13930,13774,13930,13929,13775,13776,13931,13775,13931,13930,13776,13777,13932,13776,13932,13931,13777,13778,13933,13777,13933,13932,13778,13779,13934,13778,13934,13933,13779,13780,13935,13779,13935,13934,13780,13781,13936,13780,13936,13935,13781,13782,13937,13781,13937,13936,13782,13783,13938,13782,13938,13937,13783,13784,13939,13783,13939,13938,13784,13785,13940,13784,13940,13939,13785,13786,13941,13785,13941,13940,13786,13787,13942,13786,13942,13941,13787,13788,13943,13787,13943,13942,13788,13789,13944,13788,13944,13943,13789,13790,13945,13789,13945,13944,13790,13791,13946,13790,13946,13945,13791,13792,13947,13791,13947,13946,13792,13793,13948,13792,13948,13947,13793,13794,13949,13793,13949,13948],"normals":[1.0,0.0,0.0,0.999167799949646,0.0,-0.04078858718276024,0.9966725707054138,0.0,-0.08150928467512131,0.9925184845924377,0.0,-0.12209431827068329,0.9867124557495117,0.0,-0.16247613728046417,0.9792641401290894,0.0,-0.2025875300168991,0.9701859354972839,0.0,-0.24236173927783966,0.9594929814338684,0.0,-0.28173255920410156,0.9472029805183411,0.0,-0.3206344544887543,0.9333364963531494,0.0,-0.3590027093887329,0.9179165959358215,0.0,-0.39677342772483826,0.9009688496589661,0.0,-0.4338837265968323,0.8825215697288513,0.0,-0.47027191519737244,0.8626053929328918,0.0,-0.5058773756027222,0.8412535190582275,0.0,-0.5406408309936523,0.8185014724731445,0.0,-0.5745044350624084,0.7943871021270752,0.0,-0.6074118614196777,0.7689505219459534,0.0,-0.6393082737922668,0.7422341108322144,0.0,-0.6701406836509705,0.7142823338508606,0.0,-0.6998576521873474,0.6851417422294617,0.0,-0.7284097671508789,0.6548607349395752,0.0,-0.7557495832443237,0.6234897971153259,0.0,-0.7818315029144287,0.5910811424255371,0.0,-0.8066121339797974,0.5576886534690857,0.0,-0.8300502300262451,0.5233680009841919,0.0,-0.8521067500114441,0.4881761968135834,0.0,-0.8727450966835022,0.4521719217300415,0.0,-0.8919308185577393,0.4154150187969208,0.0,-0.9096319675445557,0.3779667019844055,0.0,-0.9258192181587219,0.3398892879486084,0.0,-0.9404654502868652,0.30124619603157043,0.0,-0.953546404838562,0.2621016800403595,0.0,-0.9650402665138245,0.22252093255519867,0.0,-0.9749279022216797,0.18256981670856476,0.0,-0.9831928610801697,0.1423148363828659,0.0,-0.9898214340209961,0.10182298719882965,0.0,-0.9948025345802307,0.06116165965795517,0.0,-0.9981278777122498,0.020398536697030067,0.0,-0.9997919201850891,-0.020398536697030067,0.0,-0.9997919201850891,-0.06116165965795517,0.0,-0.9981278777122498,-0.10182298719882965,0.0,-0.9948025345802307,-0.1423148363828659,0.0,-0.9898214340209961,-0.18256981670856476,0.0,-0.9831928610801697,-0.22252093255519867,0.0,-0.9749279022216797,-0.2621016800403595,0.0,-0.9650402665138245,-0.30124619603157043,0.0,-0.953546404838562,-0.3398892879486084,0.0,-0.9404654502868652,-0.3779667019844055,0.0,-0.9258192181587219,-0.4154150187969208,0.0,-0.9096319675445557,-0.4521719217300415,0.0,-0.8919308185577393,-0.4881761968135834,0.0,-0.8727450966835022,-0.5233680009841919,0.0,-0.8521067500114441,-0.5576886534690857,0.0,-0.8300502300262451,-0.5910811424255371,0.0,-0.8066121339797974,-0.6234897971153259,0.0,-0.7818315029144287,-0.6548607349395752,0.0,-0.7557495832443237,-0.6851417422294617,0.0,-0.7284097671508789,-0.7142823338508606,0.0,-0.6998576521873474,-0.7422341108322144,0.0,-0.6701406836509705,-0.7689505219459534,0.0,-0.6393082737922668,-0.7943871021270752,0.0,-0.6074118614196777,-0.8185014724731445,0.0,-0.5745044350624084,-0.8412535190582275,0.0,-0.5406408309936523,-0.8626053929328918,0.0,-0.5058773756027222,-0.8825215697288513,0.0,-0.47027191519737244,-0.9009688496589661,0.0,-0.4338837265968323,-0.9179165959358215,0.0,-0.39677342772483826,-0.9333364963531494,0.0,-0.3590027093887329,-0.9472029805183411,0.0,-0.3206344544887543,-0.9594929814338684,0.0,-0.28173255920410156,-0.9701859354972839,0.0,-0.24236173927783966,-0.9792641401290894,0.0,-0.2025875300168991,-0.9867124557495117,0.0,-0.16247613728046417,-0.9925184845924377,0.0,-0.12209431827068329,-0.9966725707054138,0.0,-0.08150928467512131,-0.999167799949646,0.0,-0.04078858718276024,-1.0,0.0,-1.2246468525851679e-16,-0.999167799949646,0.0,0.04078858718276024,-0.9966725707054138,0.0,0.08150928467512131,-0.9925184845924377,0.0,0.12209431827068329,-0.9867124557495117,0.0,0.16247613728046417,-0.9792641401290894,0.0,0.2025875300168991,-0.9701859354972839,0.0,0.24236173927783966,-0.9594929814338684,0.0,0.28173255920410156,-0.9472029805183411,0.0,0.3206344544887543,-0.9333364963531494,0.0,0.3590027093887329,-0.9179165959358215,0.0,0.39677342772483826,-0.9009688496589661,0.0,0.4338837265968323,-0.8825215697288513,0.0,0.47027191519737244,-0.8626053929328918,0.0,0.5058773756027222,-0.8412535190582275,0.0,0.5406408309936523,-0.8185014724731445,0.0,0.5745044350624084,-0.7943871021270752,0.0,0.6074118614196777,-0.7689505219459534,0.0,0.6393082737922668,-0.7422341108322144,0.0,0.6701406836509705,-0.7142823338508606,0.0,0.6998576521873474,-0.6851417422294617,0.0,0.7284097671508789,-0.6548607349395752,0.0,0.7557495832443237,-0.6234897971153259,0.0,0.7818315029144287,-0.5910811424255371,0.0,0.8066121339797974,-0.5576886534690857,0.0,0.8300502300262451,-0.5233680009841919,0.0,0.8521067500114441,-0.4881761968135834,0.0,0.8727450966835022,-0.4521719217300415,0.0,0.8919308185577393,-0.4154150187969208,0.0,0.9096319675445557,-0.3779667019844055,0.0,0.9258192181587219,-0.3398892879486084,0.0,0.9404654502868652,-0.30124619603157043,0.0,0.953546404838562,-0.2621016800403595,0.0,0.9650402665138245,-0.22252093255519867,0.0,0.9749279022216797,-0.18256981670856476,0.0,0.9831928610801697,-0.1423148363828659,0.0,0.9898214340209961,-0.10182298719882965,0.0,0.9948025345802307,-0.06116165965795517,0.0,0.9981278777122498,-0.020398536697030067,0.0,0.9997919201850891,0.020398536697030067,0.0,0.9997919201850891,0.06116165965795517,0.0,0.9981278777122498,0.10182298719882965,0.0,0.9948025345802307,0.1423148363828659,0.0,0.9898214340209961,0.18256981670856476,0.0,0.9831928610801697,0.22252093255519867,0.0,0.9749279022216797,0.2621016800403595,0.0,0.9650402665138245,0.30124619603157043,0.0,0.953546404838562,0.3398892879486084,0.0,0.9404654502868652,0.3779667019844055,0.0,0.9258192181587219,0.4154150187969208,0.0,0.9096319675445557,0.4521719217300415,0.0,0.8919308185577393,0.4881761968135834,0.0,0.8727450966835022,0.5233680009841919,0.0,0.8521067500114441,0.5576886534690857,0.0,0.8300502300262451,0.5910811424255371,0.0,0.8066121339797974,0.6234897971153259,0.0,0.7818315029144287,0.6548607349395752,0.0,0.7557495832443237,0.6851417422294617,0.0,0.7284097671508789,0.7142823338508606,0.0,0.6998576521873474,0.7422341108322144,0.0,0.6701406836509705,0.7689505219459534,0.0,0.6393082737922668,0.7943871021270752,0.0,0.6074118614196777,0.8185014724731445,0.0,0.5745044350624084,0.8412535190582275,0.0,0.5406408309936523,0.8626053929328918,0.0,0.5058773756027222,0.8825215697288513,0.0,0.47027191519737244,0.9009688496589661,0.0,0.4338837265968323,0.9179165959358215,0.0,0.39677342772483826,0.9333364963531494,0.0,0.3590027093887329,0.9472029805183411,0.0,0.3206344544887543,0.9594929814338684,0.0,0.28173255920410156,0.9701859354972839,0.0,0.24236173927783966,0.9792641401290894,0.0,0.2025875300168991,0.9867124557495117,0.0,0.16247613728046417,0.9925184845924377,0.0,0.12209431827068329,0.9966725707054138,0.0,0.08150928467512131,0.999167799949646,0.0,0.04078858718276024,1.0,0.0,2.4492937051703357e-16,0.9975090026855469,0.0705389603972435,0.0,0.99667888879776,0.0705389603972435,-0.04068698361515999,0.9941899180412292,0.0705389603972435,-0.08130624890327454,0.9900461435317993,0.0705389603972435,-0.12179018557071686,0.9842545986175537,0.0705389603972435,-0.16207140684127808,0.9768248200416565,0.0705389603972435,-0.20208288729190826,0.9677692651748657,0.0705389603972435,-0.24175801873207092,0.95710289478302,0.0705389603972435,-0.2810307741165161,0.9448435306549072,0.0705389603972435,-0.3198357820510864,0.9310116171836853,0.0705389603972435,-0.35810843110084534,0.9156301021575928,0.0705389603972435,-0.39578506350517273,0.8987245559692383,0.0705389603972435,-0.4328029453754425,0.8803232312202454,0.0705389603972435,-0.4691004753112793,0.8604567050933838,0.0705389603972435,-0.5046172142028809,0.8391579985618591,0.0705389603972435,-0.5392941236495972,0.8164625763893127,0.0705389603972435,-0.5730733871459961,0.792408287525177,0.0705389603972435,-0.6058987975120544,0.7670350670814514,0.0705389603972435,-0.6377158164978027,0.7403852343559265,0.0705389603972435,-0.6684713363647461,0.7125030755996704,0.0705389603972435,-0.6981143355369568,0.6834350228309631,0.0705389603972435,-0.7265953421592712,0.6532294750213623,0.0705389603972435,-0.7538670301437378,0.6219366788864136,0.0705389603972435,-0.7798839807510376,0.5896087884902954,0.0705389603972435,-0.804602861404419,0.5562995076179504,0.0705389603972435,-0.8279826045036316,0.5220642685890198,0.0705389603972435,-0.8499841690063477,0.48696017265319824,0.0705389603972435,-0.8705710768699646,0.45104557275772095,0.0705389603972435,-0.8897090554237366,0.4143802225589752,0.0705389603972435,-0.9073660969734192,0.37702518701553345,0.0705389603972435,-0.9235129952430725,0.33904263377189636,0.0705389603972435,-0.9381227493286133,0.30049580335617065,0.0705389603972435,-0.9511711597442627,0.26144880056381226,0.0705389603972435,-0.9626363515853882,0.22196663916110992,0.0705389603972435,-0.9724993705749512,0.18211504817008972,0.0705389603972435,-0.9807437658309937,0.14196033775806427,0.0705389603972435,-0.9873558282852173,0.10156934708356857,0.0705389603972435,-0.9923245310783386,0.06100931018590927,0.0705389603972435,-0.9956415891647339,0.020347725600004196,0.0705389603972435,-0.997301459312439,-0.020347725600004196,0.0705389603972435,-0.997301459312439,-0.06100931018590927,0.0705389603972435,-0.9956415891647339,-0.10156934708356857,0.0705389603972435,-0.9923245310783386,-0.14196033775806427,0.0705389603972435,-0.9873558282852173,-0.18211504817008972,0.0705389603972435,-0.9807437658309937,-0.22196663916110992,0.0705389603972435,-0.9724993705749512,-0.26144880056381226,0.0705389603972435,-0.9626363515853882,-0.30049580335617065,0.0705389603972435,-0.9511711597442627,-0.33904263377189636,0.0705389603972435,-0.9381227493286133,-0.37702518701553345,0.0705389603972435,-0.9235129952430725,-0.4143802225589752,0.0705389603972435,-0.9073660969734192,-0.45104557275772095,0.0705389603972435,-0.8897090554237366,-0.48696017265319824,0.0705389603972435,-0.8705710768699646,-0.5220642685890198,0.0705389603972435,-0.8499841690063477,-0.5562995076179504,0.0705389603972435,-0.8279826045036316,-0.5896087884902954,0.0705389603972435,-0.804602861404419,-0.6219366788864136,0.0705389603972435,-0.7798839807510376,-0.6532294750213623,0.0705389603972435,-0.7538670301437378,-0.6834350228309631,0.0705389603972435,-0.7265953421592712,-0.7125030755996704,0.0705389603972435,-0.6981143355369568,-0.7403852343559265,0.0705389603972435,-0.6684713363647461,-0.7670350670814514,0.0705389603972435,-0.6377158164978027,-0.792408287525177,0.0705389603972435,-0.6058987975120544,-0.8164625763893127,0.0705389603972435,-0.5730733871459961,-0.8391579985618591,0.0705389603972435,-0.5392941236495972,-0.8604567050933838,0.0705389603972435,-0.5046172142028809,-0.8803232312202454,0.0705389603972435,-0.4691004753112793,-0.8987245559692383,0.0705389603972435,-0.4328029453754425,-0.9156301021575928,0.0705389603972435,-0.39578506350517273,-0.9310116171836853,0.0705389603972435,-0.35810843110084534,-0.9448435306549072,0.0705389603972435,-0.3198357820510864,-0.95710289478302,0.0705389603972435,-0.2810307741165161,-0.9677692651748657,0.0705389603972435,-0.24175801873207092,-0.9768248200416565,0.0705389603972435,-0.20208288729190826,-0.9842545986175537,0.0705389603972435,-0.16207140684127808,-0.9900461435317993,0.0705389603972435,-0.12179018557071686,-0.9941899180412292,0.0705389603972435,-0.08130624890327454,-0.99667888879776,0.0705389603972435,-0.04068698361515999,-0.9975090026855469,0.0705389603972435,-1.2215962104860723e-16,-0.99667888879776,0.0705389603972435,0.04068698361515999,-0.9941899180412292,0.0705389603972435,0.08130624890327454,-0.9900461435317993,0.0705389603972435,0.12179018557071686,-0.9842545986175537,0.0705389603972435,0.16207140684127808,-0.9768248200416565,0.0705389603972435,0.20208288729190826,-0.9677692651748657,0.0705389603972435,0.24175801873207092,-0.95710289478302,0.0705389603972435,0.2810307741165161,-0.9448435306549072,0.0705389603972435,0.3198357820510864,-0.9310116171836853,0.0705389603972435,0.35810843110084534,-0.9156301021575928,0.0705389603972435,0.39578506350517273,-0.8987245559692383,0.0705389603972435,0.4328029453754425,-0.8803232312202454,0.0705389603972435,0.4691004753112793,-0.8604567050933838,0.0705389603972435,0.5046172142028809,-0.8391579985618591,0.0705389603972435,0.5392941236495972,-0.8164625763893127,0.0705389603972435,0.5730733871459961,-0.792408287525177,0.0705389603972435,0.6058987975120544,-0.7670350670814514,0.0705389603972435,0.6377158164978027,-0.7403852343559265,0.0705389603972435,0.6684713363647461,-0.7125030755996704,0.0705389603972435,0.6981143355369568,-0.6834350228309631,0.0705389603972435,0.7265953421592712,-0.6532294750213623,0.0705389603972435,0.7538670301437378,-0.6219366788864136,0.0705389603972435,0.7798839807510376,-0.5896087884902954,0.0705389603972435,0.804602861404419,-0.5562995076179504,0.0705389603972435,0.8279826045036316,-0.5220642685890198,0.0705389603972435,0.8499841690063477,-0.48696017265319824,0.0705389603972435,0.8705710768699646,-0.45104557275772095,0.0705389603972435,0.8897090554237366,-0.4143802225589752,0.0705389603972435,0.9073660969734192,-0.37702518701553345,0.0705389603972435,0.9235129952430725,-0.33904263377189636,0.0705389603972435,0.9381227493286133,-0.30049580335617065,0.0705389603972435,0.9511711597442627,-0.26144880056381226,0.0705389603972435,0.9626363515853882,-0.22196663916110992,0.0705389603972435,0.9724993705749512,-0.18211504817008972,0.0705389603972435,0.9807437658309937,-0.14196033775806427,0.0705389603972435,0.9873558282852173,-0.10156934708356857,0.0705389603972435,0.9923245310783386,-0.06100931018590927,0.0705389603972435,0.9956415891647339,-0.020347725600004196,0.0705389603972435,0.997301459312439,0.020347725600004196,0.0705389603972435,0.997301459312439,0.06100931018590927,0.0705389603972435,0.9956415891647339,0.10156934708356857,0.0705389603972435,0.9923245310783386,0.14196033775806427,0.0705389603972435,0.9873558282852173,0.18211504817008972,0.0705389603972435,0.9807437658309937,0.22196663916110992,0.0705389603972435,0.9724993705749512,0.26144880056381226,0.0705389603972435,0.9626363515853882,0.30049580335617065,0.0705389603972435,0.9511711597442627,0.33904263377189636,0.0705389603972435,0.9381227493286133,0.37702518701553345,0.0705389603972435,0.9235129952430725,0.4143802225589752,0.0705389603972435,0.9073660969734192,0.45104557275772095,0.0705389603972435,0.8897090554237366,0.48696017265319824,0.0705389603972435,0.8705710768699646,0.5220642685890198,0.0705389603972435,0.8499841690063477,0.5562995076179504,0.0705389603972435,0.8279826045036316,0.5896087884902954,0.0705389603972435,0.804602861404419,0.6219366788864136,0.0705389603972435,0.7798839807510376,0.6532294750213623,0.0705389603972435,0.7538670301437378,0.6834350228309631,0.0705389603972435,0.7265953421592712,0.7125030755996704,0.0705389603972435,0.6981143355369568,0.7403852343559265,0.0705389603972435,0.6684713363647461,0.7670350670814514,0.0705389603972435,0.6377158164978027,0.792408287525177,0.0705389603972435,0.6058987975120544,0.8164625763893127,0.0705389603972435,0.5730733871459961,0.8391579985618591,0.0705389603972435,0.5392941236495972,0.8604567050933838,0.0705389603972435,0.5046172142028809,0.8803232312202454,0.0705389603972435,0.4691004753112793,0.8987245559692383,0.0705389603972435,0.4328029453754425,0.9156301021575928,0.0705389603972435,0.39578506350517273,0.9310116171836853,0.0705389603972435,0.35810843110084534,0.9448435306549072,0.0705389603972435,0.3198357820510864,0.95710289478302,0.0705389603972435,0.2810307741165161,0.9677692651748657,0.0705389603972435,0.24175801873207092,0.9768248200416565,0.0705389603972435,0.20208288729190826,0.9842545986175537,0.0705389603972435,0.16207140684127808,0.9900461435317993,0.0705389603972435,0.12179018557071686,0.9941899180412292,0.0705389603972435,0.08130624890327454,0.99667888879776,0.0705389603972435,0.04068698361515999,0.9975090026855469,0.0705389603972435,2.4431924209721446e-16,0.9900485277175903,0.1407264918088913,0.0,0.9892246127128601,0.1407264918088913,-0.04038267955183983,0.9867541790008545,0.1407264918088913,-0.08069814741611481,0.9826414585113525,0.1407264918088913,-0.12087929993867874,0.9768931865692139,0.1407264918088913,-0.16085925698280334,0.9695190191268921,0.1407264918088913,-0.2005714774131775,0.9605311751365662,0.1407264918088913,-0.23994988203048706,0.9499446153640747,0.1407264918088913,-0.2789289057254791,0.9377769231796265,0.1407264918088913,-0.3174436688423157,0.9240484237670898,0.1407264918088913,-0.35543009638786316,0.9087819457054138,0.1407264918088913,-0.3928249180316925,0.8920028805732727,0.1407264918088913,-0.4295659363269806,0.8737391829490662,0.1407264918088913,-0.46559199690818787,0.8540211915969849,0.1407264918088913,-0.5008431077003479,0.8328818082809448,0.1407264918088913,-0.5352606177330017,0.8103561401367188,0.1407264918088913,-0.5687872767448425,0.7864817380905151,0.1407264918088913,-0.601367175579071,0.7612982988357544,0.1407264918088913,-0.6329461932182312,0.7348477840423584,0.1407264918088913,-0.6634717583656311,0.7071741819381714,0.1407264918088913,-0.6928930282592773,0.67832350730896,0.1407264918088913,-0.7211610078811646,0.6483439207077026,0.1407264918088913,-0.7482287287712097,0.6172851324081421,0.1407264918088913,-0.7740510702133179,0.5851989984512329,0.1407264918088913,-0.7985851168632507,0.5521388053894043,0.1407264918088913,-0.8217899799346924,0.5181596875190735,0.1407264918088913,-0.8436270356178284,0.48331812024116516,0.1407264918088913,-0.8640599846839905,0.44767212867736816,0.1407264918088913,-0.883054792881012,0.411281019449234,0.1407264918088913,-0.9005798101425171,0.3742053806781769,0.1407264918088913,-0.9166058897972107,0.3365069031715393,0.1407264918088913,-0.9311063885688782,0.2982483506202698,0.1407264918088913,-0.9440571665763855,0.2594933807849884,0.1407264918088913,-0.955436646938324,0.22030651569366455,0.1407264918088913,-0.9652259349822998,0.1807529777288437,0.1407264918088913,-0.9734086394309998,0.14089860022068024,0.1407264918088913,-0.9799712300300598,0.10080969333648682,0.1407264918088913,-0.9849027395248413,0.06055301055312157,0.1407264918088913,-0.98819500207901,0.02019554190337658,0.1407264918088913,-0.9898425340652466,-0.02019554190337658,0.1407264918088913,-0.9898425340652466,-0.06055301055312157,0.1407264918088913,-0.98819500207901,-0.10080969333648682,0.1407264918088913,-0.9849027395248413,-0.14089860022068024,0.1407264918088913,-0.9799712300300598,-0.1807529777288437,0.1407264918088913,-0.9734086394309998,-0.22030651569366455,0.1407264918088913,-0.9652259349822998,-0.2594933807849884,0.1407264918088913,-0.955436646938324,-0.2982483506202698,0.1407264918088913,-0.9440571665763855,-0.3365069031715393,0.1407264918088913,-0.9311063885688782,-0.3742053806781769,0.1407264918088913,-0.9166058897972107,-0.411281019449234,0.1407264918088913,-0.9005798101425171,-0.44767212867736816,0.1407264918088913,-0.883054792881012,-0.48331812024116516,0.1407264918088913,-0.8640599846839905,-0.5181596875190735,0.1407264918088913,-0.8436270356178284,-0.5521388053894043,0.1407264918088913,-0.8217899799346924,-0.5851989984512329,0.1407264918088913,-0.7985851168632507,-0.6172851324081421,0.1407264918088913,-0.7740510702133179,-0.6483439207077026,0.1407264918088913,-0.7482287287712097,-0.67832350730896,0.1407264918088913,-0.7211610078811646,-0.7071741819381714,0.1407264918088913,-0.6928930282592773,-0.7348477840423584,0.1407264918088913,-0.6634717583656311,-0.7612982988357544,0.1407264918088913,-0.6329461932182312,-0.7864817380905151,0.1407264918088913,-0.601367175579071,-0.8103561401367188,0.1407264918088913,-0.5687872767448425,-0.8328818082809448,0.1407264918088913,-0.5352606177330017,-0.8540211915969849,0.1407264918088913,-0.5008431077003479,-0.8737391829490662,0.1407264918088913,-0.46559199690818787,-0.8920028805732727,0.1407264918088913,-0.4295659363269806,-0.9087819457054138,0.1407264918088913,-0.3928249180316925,-0.9240484237670898,0.1407264918088913,-0.35543009638786316,-0.9377769231796265,0.1407264918088913,-0.3174436688423157,-0.9499446153640747,0.1407264918088913,-0.2789289057254791,-0.9605311751365662,0.1407264918088913,-0.23994988203048706,-0.9695190191268921,0.1407264918088913,-0.2005714774131775,-0.9768931865692139,0.1407264918088913,-0.16085925698280334,-0.9826414585113525,0.1407264918088913,-0.12087929993867874,-0.9867541790008545,0.1407264918088913,-0.08069814741611481,-0.9892246127128601,0.1407264918088913,-0.04038267955183983,-0.9900485277175903,0.1407264918088913,-1.2124597690098526e-16,-0.9892246127128601,0.1407264918088913,0.04038267955183983,-0.9867541790008545,0.1407264918088913,0.08069814741611481,-0.9826414585113525,0.1407264918088913,0.12087929993867874,-0.9768931865692139,0.1407264918088913,0.16085925698280334,-0.9695190191268921,0.1407264918088913,0.2005714774131775,-0.9605311751365662,0.1407264918088913,0.23994988203048706,-0.9499446153640747,0.1407264918088913,0.2789289057254791,-0.9377769231796265,0.1407264918088913,0.3174436688423157,-0.9240484237670898,0.1407264918088913,0.35543009638786316,-0.9087819457054138,0.1407264918088913,0.3928249180316925,-0.8920028805732727,0.1407264918088913,0.4295659363269806,-0.8737391829490662,0.1407264918088913,0.46559199690818787,-0.8540211915969849,0.1407264918088913,0.5008431077003479,-0.8328818082809448,0.1407264918088913,0.5352606177330017,-0.8103561401367188,0.1407264918088913,0.5687872767448425,-0.7864817380905151,0.1407264918088913,0.601367175579071,-0.7612982988357544,0.1407264918088913,0.6329461932182312,-0.7348477840423584,0.1407264918088913,0.6634717583656311,-0.7071741819381714,0.1407264918088913,0.6928930282592773,-0.67832350730896,0.1407264918088913,0.7211610078811646,-0.6483439207077026,0.1407264918088913,0.7482287287712097,-0.6172851324081421,0.1407264918088913,0.7740510702133179,-0.5851989984512329,0.1407264918088913,0.7985851168632507,-0.5521388053894043,0.1407264918088913,0.8217899799346924,-0.5181596875190735,0.1407264918088913,0.8436270356178284,-0.48331812024116516,0.1407264918088913,0.8640599846839905,-0.44767212867736816,0.1407264918088913,0.883054792881012,-0.411281019449234,0.1407264918088913,0.9005798101425171,-0.3742053806781769,0.1407264918088913,0.9166058897972107,-0.3365069031715393,0.1407264918088913,0.9311063885688782,-0.2982483506202698,0.1407264918088913,0.9440571665763855,-0.2594933807849884,0.1407264918088913,0.955436646938324,-0.22030651569366455,0.1407264918088913,0.9652259349822998,-0.1807529777288437,0.1407264918088913,0.9734086394309998,-0.14089860022068024,0.1407264918088913,0.9799712300300598,-0.10080969333648682,0.1407264918088913,0.9849027395248413,-0.06055301055312157,0.1407264918088913,0.98819500207901,-0.02019554190337658,0.1407264918088913,0.9898425340652466,0.02019554190337658,0.1407264918088913,0.9898425340652466,0.06055301055312157,0.1407264918088913,0.98819500207901,0.10080969333648682,0.1407264918088913,0.9849027395248413,0.14089860022068024,0.1407264918088913,0.9799712300300598,0.1807529777288437,0.1407264918088913,0.9734086394309998,0.22030651569366455,0.1407264918088913,0.9652259349822998,0.2594933807849884,0.1407264918088913,0.955436646938324,0.2982483506202698,0.1407264918088913,0.9440571665763855,0.3365069031715393,0.1407264918088913,0.9311063885688782,0.3742053806781769,0.1407264918088913,0.9166058897972107,0.411281019449234,0.1407264918088913,0.9005798101425171,0.44767212867736816,0.1407264918088913,0.883054792881012,0.48331812024116516,0.1407264918088913,0.8640599846839905,0.5181596875190735,0.1407264918088913,0.8436270356178284,0.5521388053894043,0.1407264918088913,0.8217899799346924,0.5851989984512329,0.1407264918088913,0.7985851168632507,0.6172851324081421,0.1407264918088913,0.7740510702133179,0.6483439207077026,0.1407264918088913,0.7482287287712097,0.67832350730896,0.1407264918088913,0.7211610078811646,0.7071741819381714,0.1407264918088913,0.6928930282592773,0.7348477840423584,0.1407264918088913,0.6634717583656311,0.7612982988357544,0.1407264918088913,0.6329461932182312,0.7864817380905151,0.1407264918088913,0.601367175579071,0.8103561401367188,0.1407264918088913,0.5687872767448425,0.8328818082809448,0.1407264918088913,0.5352606177330017,0.8540211915969849,0.1407264918088913,0.5008431077003479,0.8737391829490662,0.1407264918088913,0.46559199690818787,0.8920028805732727,0.1407264918088913,0.4295659363269806,0.9087819457054138,0.1407264918088913,0.3928249180316925,0.9240484237670898,0.1407264918088913,0.35543009638786316,0.9377769231796265,0.1407264918088913,0.3174436688423157,0.9499446153640747,0.1407264918088913,0.2789289057254791,0.9605311751365662,0.1407264918088913,0.23994988203048706,0.9695190191268921,0.1407264918088913,0.2005714774131775,0.9768931865692139,0.1407264918088913,0.16085925698280334,0.9826414585113525,0.1407264918088913,0.12087929993867874,0.9867541790008545,0.1407264918088913,0.08069814741611481,0.9892246127128601,0.1407264918088913,0.04038267955183983,0.9900485277175903,0.1407264918088913,2.424919538019705e-16,0.9776556491851807,0.21021294593811035,0.0,0.9768420457839966,0.21021294593811035,-0.03987719118595123,0.9744025468826294,0.21021294593811035,-0.07968801259994507,0.9703413248062134,0.21021294593811035,-0.11936619877815247,0.9646649956703186,0.21021294593811035,-0.1588457077741623,0.9573830962181091,0.21021294593811035,-0.19806084036827087,0.9485077261924744,0.21021294593811035,-0.23694631457328796,0.9380537271499634,0.21021294593811035,-0.2754374146461487,0.9260383248329163,0.21021294593811035,-0.31347009539604187,0.9124817252159119,0.21021294593811035,-0.3509809970855713,0.8974063396453857,0.21021294593811035,-0.3879077732563019,0.8808372616767883,0.21021294593811035,-0.42418888211250305,0.8628022074699402,0.21021294593811035,-0.4597639739513397,0.8433310389518738,0.21021294593811035,-0.49457383155822754,0.8224562406539917,0.21021294593811035,-0.5285605192184448,0.800212562084198,0.21021294593811035,-0.5616675019264221,0.7766370177268982,0.21021294593811035,-0.5938395857810974,0.7517688274383545,0.21021294593811035,-0.625023365020752,0.725649356842041,0.21021294593811035,-0.6551668047904968,0.6983221769332886,0.21021294593811035,-0.6842197775840759,0.6698326468467712,0.21021294593811035,-0.7121339440345764,0.640228271484375,0.21021294593811035,-0.7388628125190735,0.6095582842826843,0.21021294593811035,-0.7643619179725647,0.5778737664222717,0.21021294593811035,-0.7885888814926147,0.5452274680137634,0.21021294593811035,-0.8115032315254211,0.511673629283905,0.21021294593811035,-0.833066999912262,0.4772682189941406,0.21021294593811035,-0.8532441258430481,0.4420683979988098,0.21021294593811035,-0.8720011711120605,0.4061328172683716,0.21021294593811035,-0.8893068432807922,0.36952126026153564,0.21021294593811035,-0.9051323533058167,0.33229467272758484,0.21021294593811035,-0.9194513559341431,0.29451504349708557,0.21021294593811035,-0.9322400093078613,0.2562451958656311,0.21021294593811035,-0.9434770345687866,0.21754884719848633,0.21021294593811035,-0.9531437754631042,0.17849041521549225,0.21021294593811035,-0.9612240791320801,0.13913489878177643,0.21021294593811035,-0.9677044749259949,0.09954781830310822,0.21021294593811035,-0.9725742936134338,0.059795040637254715,0.21021294593811035,-0.975825309753418,0.019942745566368103,0.21021294593811035,-0.9774522185325623,-0.019942745566368103,0.21021294593811035,-0.9774522185325623,-0.059795040637254715,0.21021294593811035,-0.975825309753418,-0.09954781830310822,0.21021294593811035,-0.9725742936134338,-0.13913489878177643,0.21021294593811035,-0.9677044749259949,-0.17849041521549225,0.21021294593811035,-0.9612240791320801,-0.21754884719848633,0.21021294593811035,-0.9531437754631042,-0.2562451958656311,0.21021294593811035,-0.9434770345687866,-0.29451504349708557,0.21021294593811035,-0.9322400093078613,-0.33229467272758484,0.21021294593811035,-0.9194513559341431,-0.36952126026153564,0.21021294593811035,-0.9051323533058167,-0.4061328172683716,0.21021294593811035,-0.8893068432807922,-0.4420683979988098,0.21021294593811035,-0.8720011711120605,-0.4772682189941406,0.21021294593811035,-0.8532441258430481,-0.511673629283905,0.21021294593811035,-0.833066999912262,-0.5452274680137634,0.21021294593811035,-0.8115032315254211,-0.5778737664222717,0.21021294593811035,-0.7885888814926147,-0.6095582842826843,0.21021294593811035,-0.7643619179725647,-0.640228271484375,0.21021294593811035,-0.7388628125190735,-0.6698326468467712,0.21021294593811035,-0.7121339440345764,-0.6983221769332886,0.21021294593811035,-0.6842197775840759,-0.725649356842041,0.21021294593811035,-0.6551668047904968,-0.7517688274383545,0.21021294593811035,-0.625023365020752,-0.7766370177268982,0.21021294593811035,-0.5938395857810974,-0.800212562084198,0.21021294593811035,-0.5616675019264221,-0.8224562406539917,0.21021294593811035,-0.5285605192184448,-0.8433310389518738,0.21021294593811035,-0.49457383155822754,-0.8628022074699402,0.21021294593811035,-0.4597639739513397,-0.8808372616767883,0.21021294593811035,-0.42418888211250305,-0.8974063396453857,0.21021294593811035,-0.3879077732563019,-0.9124817252159119,0.21021294593811035,-0.3509809970855713,-0.9260383248329163,0.21021294593811035,-0.31347009539604187,-0.9380537271499634,0.21021294593811035,-0.2754374146461487,-0.9485077261924744,0.21021294593811035,-0.23694631457328796,-0.9573830962181091,0.21021294593811035,-0.19806084036827087,-0.9646649956703186,0.21021294593811035,-0.1588457077741623,-0.9703413248062134,0.21021294593811035,-0.11936619877815247,-0.9744025468826294,0.21021294593811035,-0.07968801259994507,-0.9768420457839966,0.21021294593811035,-0.03987719118595123,-0.9776556491851807,0.21021294593811035,-1.1972827914796276e-16,-0.9768420457839966,0.21021294593811035,0.03987719118595123,-0.9744025468826294,0.21021294593811035,0.07968801259994507,-0.9703413248062134,0.21021294593811035,0.11936619877815247,-0.9646649956703186,0.21021294593811035,0.1588457077741623,-0.9573830962181091,0.21021294593811035,0.19806084036827087,-0.9485077261924744,0.21021294593811035,0.23694631457328796,-0.9380537271499634,0.21021294593811035,0.2754374146461487,-0.9260383248329163,0.21021294593811035,0.31347009539604187,-0.9124817252159119,0.21021294593811035,0.3509809970855713,-0.8974063396453857,0.21021294593811035,0.3879077732563019,-0.8808372616767883,0.21021294593811035,0.42418888211250305,-0.8628022074699402,0.21021294593811035,0.4597639739513397,-0.8433310389518738,0.21021294593811035,0.49457383155822754,-0.8224562406539917,0.21021294593811035,0.5285605192184448,-0.800212562084198,0.21021294593811035,0.5616675019264221,-0.7766370177268982,0.21021294593811035,0.5938395857810974,-0.7517688274383545,0.21021294593811035,0.625023365020752,-0.725649356842041,0.21021294593811035,0.6551668047904968,-0.6983221769332886,0.21021294593811035,0.6842197775840759,-0.6698326468467712,0.21021294593811035,0.7121339440345764,-0.640228271484375,0.21021294593811035,0.7388628125190735,-0.6095582842826843,0.21021294593811035,0.7643619179725647,-0.5778737664222717,0.21021294593811035,0.7885888814926147,-0.5452274680137634,0.21021294593811035,0.8115032315254211,-0.511673629283905,0.21021294593811035,0.833066999912262,-0.4772682189941406,0.21021294593811035,0.8532441258430481,-0.4420683979988098,0.21021294593811035,0.8720011711120605,-0.4061328172683716,0.21021294593811035,0.8893068432807922,-0.36952126026153564,0.21021294593811035,0.9051323533058167,-0.33229467272758484,0.21021294593811035,0.9194513559341431,-0.29451504349708557,0.21021294593811035,0.9322400093078613,-0.2562451958656311,0.21021294593811035,0.9434770345687866,-0.21754884719848633,0.21021294593811035,0.9531437754631042,-0.17849041521549225,0.21021294593811035,0.9612240791320801,-0.13913489878177643,0.21021294593811035,0.9677044749259949,-0.09954781830310822,0.21021294593811035,0.9725742936134338,-0.059795040637254715,0.21021294593811035,0.975825309753418,-0.019942745566368103,0.21021294593811035,0.9774522185325623,0.019942745566368103,0.21021294593811035,0.9774522185325623,0.059795040637254715,0.21021294593811035,0.975825309753418,0.09954781830310822,0.21021294593811035,0.9725742936134338,0.13913489878177643,0.21021294593811035,0.9677044749259949,0.17849041521549225,0.21021294593811035,0.9612240791320801,0.21754884719848633,0.21021294593811035,0.9531437754631042,0.2562451958656311,0.21021294593811035,0.9434770345687866,0.29451504349708557,0.21021294593811035,0.9322400093078613,0.33229467272758484,0.21021294593811035,0.9194513559341431,0.36952126026153564,0.21021294593811035,0.9051323533058167,0.4061328172683716,0.21021294593811035,0.8893068432807922,0.4420683979988098,0.21021294593811035,0.8720011711120605,0.4772682189941406,0.21021294593811035,0.8532441258430481,0.511673629283905,0.21021294593811035,0.833066999912262,0.5452274680137634,0.21021294593811035,0.8115032315254211,0.5778737664222717,0.21021294593811035,0.7885888814926147,0.6095582842826843,0.21021294593811035,0.7643619179725647,0.640228271484375,0.21021294593811035,0.7388628125190735,0.6698326468467712,0.21021294593811035,0.7121339440345764,0.6983221769332886,0.21021294593811035,0.6842197775840759,0.725649356842041,0.21021294593811035,0.6551668047904968,0.7517688274383545,0.21021294593811035,0.625023365020752,0.7766370177268982,0.21021294593811035,0.5938395857810974,0.800212562084198,0.21021294593811035,0.5616675019264221,0.8224562406539917,0.21021294593811035,0.5285605192184448,0.8433310389518738,0.21021294593811035,0.49457383155822754,0.8628022074699402,0.21021294593811035,0.4597639739513397,0.8808372616767883,0.21021294593811035,0.42418888211250305,0.8974063396453857,0.21021294593811035,0.3879077732563019,0.9124817252159119,0.21021294593811035,0.3509809970855713,0.9260383248329163,0.21021294593811035,0.31347009539604187,0.9380537271499634,0.21021294593811035,0.2754374146461487,0.9485077261924744,0.21021294593811035,0.23694631457328796,0.9573830962181091,0.21021294593811035,0.19806084036827087,0.9646649956703186,0.21021294593811035,0.1588457077741623,0.9703413248062134,0.21021294593811035,0.11936619877815247,0.9744025468826294,0.21021294593811035,0.07968801259994507,0.9768420457839966,0.21021294593811035,0.03987719118595123,0.9776556491851807,0.21021294593811035,2.3945655829592553e-16,0.9603921175003052,0.2786521017551422,0.0,0.959592878818512,0.2786521017551422,-0.03917303681373596,0.9571964740753174,0.2786521017551422,-0.07828087359666824,0.9532069563865662,0.2786521017551422,-0.11725841462612152,0.9476308822631836,0.2786521017551422,-0.15604080259799957,0.9404775500297546,0.2786521017551422,-0.19456346333026886,0.9317589402198792,0.2786521017551422,-0.23276229202747345,0.9214894771575928,0.2786521017551422,-0.2705737352371216,0.909686267375946,0.2786521017551422,-0.30793479084968567,0.8963690400123596,0.2786521017551422,-0.34478336572647095,0.8815598487854004,0.2786521017551422,-0.38105806708335876,0.8652833700180054,0.2786521017551422,-0.41669851541519165,0.8475667834281921,0.2786521017551422,-0.4516454339027405,0.8284394145011902,0.2786521017551422,-0.4858406186103821,0.8079332709312439,0.2786521017551422,-0.519227147102356,0.7860823273658752,0.2786521017551422,-0.5517495274543762,0.7629230618476868,0.2786521017551422,-0.5833535194396973,0.7384940385818481,0.2786521017551422,-0.613986611366272,0.7128357887268066,0.2786521017551422,-0.6435977816581726,0.685991108417511,0.2786521017551422,-0.6721377372741699,0.6580047011375427,0.2786521017551422,-0.6995590329170227,0.6289230585098267,0.2786521017551422,-0.7258159518241882,0.59879469871521,0.2786521017551422,-0.7508648037910461,0.5676696300506592,0.2786521017551422,-0.7746639251708984,0.5355997681617737,0.2786521017551422,-0.7971736788749695,0.5026384592056274,0.2786521017551422,-0.8183566331863403,0.4688405692577362,0.2786521017551422,-0.838177502155304,0.43426233530044556,0.2786521017551422,-0.8566033244132996,0.39896130561828613,0.2786521017551422,-0.8736034035682678,0.36299625039100647,0.2786521017551422,-0.8891494274139404,0.32642701268196106,0.2786521017551422,-0.9032155871391296,0.2893144488334656,0.2786521017551422,-0.9157784581184387,0.2517203986644745,0.2786521017551422,-0.9268170595169067,0.2137073427438736,0.2786521017551422,-0.9363130927085876,0.17533861100673676,0.2786521017551422,-0.9442507028579712,0.1366780400276184,0.2786521017551422,-0.950616717338562,0.09778999537229538,0.2786521017551422,-0.9554005265235901,0.058739177882671356,0.2786521017551422,-0.9585941433906555,0.0195905938744545,0.2786521017551422,-0.9601922631263733,-0.0195905938744545,0.2786521017551422,-0.9601922631263733,-0.058739177882671356,0.2786521017551422,-0.9585941433906555,-0.09778999537229538,0.2786521017551422,-0.9554005265235901,-0.1366780400276184,0.2786521017551422,-0.950616717338562,-0.17533861100673676,0.2786521017551422,-0.9442507028579712,-0.2137073427438736,0.2786521017551422,-0.9363130927085876,-0.2517203986644745,0.2786521017551422,-0.9268170595169067,-0.2893144488334656,0.2786521017551422,-0.9157784581184387,-0.32642701268196106,0.2786521017551422,-0.9032155871391296,-0.36299625039100647,0.2786521017551422,-0.8891494274139404,-0.39896130561828613,0.2786521017551422,-0.8736034035682678,-0.43426233530044556,0.2786521017551422,-0.8566033244132996,-0.4688405692577362,0.2786521017551422,-0.838177502155304,-0.5026384592056274,0.2786521017551422,-0.8183566331863403,-0.5355997681617737,0.2786521017551422,-0.7971736788749695,-0.5676696300506592,0.2786521017551422,-0.7746639251708984,-0.59879469871521,0.2786521017551422,-0.7508648037910461,-0.6289230585098267,0.2786521017551422,-0.7258159518241882,-0.6580047011375427,0.2786521017551422,-0.6995590329170227,-0.685991108417511,0.2786521017551422,-0.6721377372741699,-0.7128357887268066,0.2786521017551422,-0.6435977816581726,-0.7384940385818481,0.2786521017551422,-0.613986611366272,-0.7629230618476868,0.2786521017551422,-0.5833535194396973,-0.7860823273658752,0.2786521017551422,-0.5517495274543762,-0.8079332709312439,0.2786521017551422,-0.519227147102356,-0.8284394145011902,0.2786521017551422,-0.4858406186103821,-0.8475667834281921,0.2786521017551422,-0.4516454339027405,-0.8652833700180054,0.2786521017551422,-0.41669851541519165,-0.8815598487854004,0.2786521017551422,-0.38105806708335876,-0.8963690400123596,0.2786521017551422,-0.34478336572647095,-0.909686267375946,0.2786521017551422,-0.30793479084968567,-0.9214894771575928,0.2786521017551422,-0.2705737352371216,-0.9317589402198792,0.2786521017551422,-0.23276229202747345,-0.9404775500297546,0.2786521017551422,-0.19456346333026886,-0.9476308822631836,0.2786521017551422,-0.15604080259799957,-0.9532069563865662,0.2786521017551422,-0.11725841462612152,-0.9571964740753174,0.2786521017551422,-0.07828087359666824,-0.959592878818512,0.2786521017551422,-0.03917303681373596,-0.9603921175003052,0.2786521017551422,-1.1761411138139563e-16,-0.959592878818512,0.2786521017551422,0.03917303681373596,-0.9571964740753174,0.2786521017551422,0.07828087359666824,-0.9532069563865662,0.2786521017551422,0.11725841462612152,-0.9476308822631836,0.2786521017551422,0.15604080259799957,-0.9404775500297546,0.2786521017551422,0.19456346333026886,-0.9317589402198792,0.2786521017551422,0.23276229202747345,-0.9214894771575928,0.2786521017551422,0.2705737352371216,-0.909686267375946,0.2786521017551422,0.30793479084968567,-0.8963690400123596,0.2786521017551422,0.34478336572647095,-0.8815598487854004,0.2786521017551422,0.38105806708335876,-0.8652833700180054,0.2786521017551422,0.41669851541519165,-0.8475667834281921,0.2786521017551422,0.4516454339027405,-0.8284394145011902,0.2786521017551422,0.4858406186103821,-0.8079332709312439,0.2786521017551422,0.519227147102356,-0.7860823273658752,0.2786521017551422,0.5517495274543762,-0.7629230618476868,0.2786521017551422,0.5833535194396973,-0.7384940385818481,0.2786521017551422,0.613986611366272,-0.7128357887268066,0.2786521017551422,0.6435977816581726,-0.685991108417511,0.2786521017551422,0.6721377372741699,-0.6580047011375427,0.2786521017551422,0.6995590329170227,-0.6289230585098267,0.2786521017551422,0.7258159518241882,-0.59879469871521,0.2786521017551422,0.7508648037910461,-0.5676696300506592,0.2786521017551422,0.7746639251708984,-0.5355997681617737,0.2786521017551422,0.7971736788749695,-0.5026384592056274,0.2786521017551422,0.8183566331863403,-0.4688405692577362,0.2786521017551422,0.838177502155304,-0.43426233530044556,0.2786521017551422,0.8566033244132996,-0.39896130561828613,0.2786521017551422,0.8736034035682678,-0.36299625039100647,0.2786521017551422,0.8891494274139404,-0.32642701268196106,0.2786521017551422,0.9032155871391296,-0.2893144488334656,0.2786521017551422,0.9157784581184387,-0.2517203986644745,0.2786521017551422,0.9268170595169067,-0.2137073427438736,0.2786521017551422,0.9363130927085876,-0.17533861100673676,0.2786521017551422,0.9442507028579712,-0.1366780400276184,0.2786521017551422,0.950616717338562,-0.09778999537229538,0.2786521017551422,0.9554005265235901,-0.058739177882671356,0.2786521017551422,0.9585941433906555,-0.0195905938744545,0.2786521017551422,0.9601922631263733,0.0195905938744545,0.2786521017551422,0.9601922631263733,0.058739177882671356,0.2786521017551422,0.9585941433906555,0.09778999537229538,0.2786521017551422,0.9554005265235901,0.1366780400276184,0.2786521017551422,0.950616717338562,0.17533861100673676,0.2786521017551422,0.9442507028579712,0.2137073427438736,0.2786521017551422,0.9363130927085876,0.2517203986644745,0.2786521017551422,0.9268170595169067,0.2893144488334656,0.2786521017551422,0.9157784581184387,0.32642701268196106,0.2786521017551422,0.9032155871391296,0.36299625039100647,0.2786521017551422,0.8891494274139404,0.39896130561828613,0.2786521017551422,0.8736034035682678,0.43426233530044556,0.2786521017551422,0.8566033244132996,0.4688405692577362,0.2786521017551422,0.838177502155304,0.5026384592056274,0.2786521017551422,0.8183566331863403,0.5355997681617737,0.2786521017551422,0.7971736788749695,0.5676696300506592,0.2786521017551422,0.7746639251708984,0.59879469871521,0.2786521017551422,0.7508648037910461,0.6289230585098267,0.2786521017551422,0.7258159518241882,0.6580047011375427,0.2786521017551422,0.6995590329170227,0.685991108417511,0.2786521017551422,0.6721377372741699,0.7128357887268066,0.2786521017551422,0.6435977816581726,0.7384940385818481,0.2786521017551422,0.613986611366272,0.7629230618476868,0.2786521017551422,0.5833535194396973,0.7860823273658752,0.2786521017551422,0.5517495274543762,0.8079332709312439,0.2786521017551422,0.519227147102356,0.8284394145011902,0.2786521017551422,0.4858406186103821,0.8475667834281921,0.2786521017551422,0.4516454339027405,0.8652833700180054,0.2786521017551422,0.41669851541519165,0.8815598487854004,0.2786521017551422,0.38105806708335876,0.8963690400123596,0.2786521017551422,0.34478336572647095,0.909686267375946,0.2786521017551422,0.30793479084968567,0.9214894771575928,0.2786521017551422,0.2705737352371216,0.9317589402198792,0.2786521017551422,0.23276229202747345,0.9404775500297546,0.2786521017551422,0.19456346333026886,0.9476308822631836,0.2786521017551422,0.15604080259799957,0.9532069563865662,0.2786521017551422,0.11725841462612152,0.9571964740753174,0.2786521017551422,0.07828087359666824,0.959592878818512,0.2786521017551422,0.03917303681373596,0.9603921175003052,0.2786521017551422,2.3522822276279126e-16,0.9383439421653748,0.3457030653953552,0.0,0.9375630617141724,0.3457030653953552,-0.03827372193336487,0.9352216720581055,0.3457030653953552,-0.07648374140262604,0.931323766708374,0.3457030653953552,-0.11456646770238876,0.9258756637573242,0.3457030653953552,-0.15245850384235382,0.9188866019248962,0.3457030653953552,-0.19009678065776825,0.9103681445121765,0.3457030653953552,-0.2274186760187149,0.9003344178199768,0.3457030653953552,-0.26436203718185425,0.8888022303581238,0.3457030653953552,-0.30086541175842285,0.8757907152175903,0.3457030653953552,-0.336868017911911,0.8613215088844299,0.3457030653953552,-0.37230995297431946,0.8454186916351318,0.3457030653953552,-0.40713217854499817,0.8281087875366211,0.3457030653953552,-0.44127681851387024,0.8094205856323242,0.3457030653953552,-0.47468695044517517,0.789385199546814,0.3457030653953552,-0.5073070526123047,0.768035888671875,0.3457030653953552,-0.5390827655792236,0.745408296585083,0.3457030653953552,-0.5699612498283386,0.721540093421936,0.3457030653953552,-0.5998910665512085,0.6964709162712097,0.3457030653953552,-0.6288224458694458,0.6702425479888916,0.3457030653953552,-0.656707227230072,0.6428986191749573,0.3457030653953552,-0.6834989190101624,0.6144846081733704,0.3457030653953552,-0.7091530561447144,0.5850479006767273,0.3457030653953552,-0.7336268424987793,0.5546374320983887,0.3457030653953552,-0.7568796277046204,0.5233038067817688,0.3457030653953552,-0.7788726091384888,0.49109917879104614,0.3457030653953552,-0.7995692491531372,0.45807719230651855,0.3457030653953552,-0.8189350962638855,0.42429277300834656,0.3457030653953552,-0.8369379043579102,0.38980215787887573,0.3457030653953552,-0.8535476922988892,0.35466277599334717,0.3457030653953552,-0.8687368631362915,0.31893306970596313,0.3457030653953552,-0.8824800848960876,0.28267255425453186,0.3457030653953552,-0.8947545289993286,0.24594153463840485,0.3457030653953552,-0.9055396914482117,0.20880118012428284,0.3457030653953552,-0.914817750453949,0.17131328582763672,0.3457030653953552,-0.9225730895996094,0.13354027271270752,0.3457030653953552,-0.9287929534912109,0.09554498642683029,0.3457030653953552,-0.9334669709205627,0.05739067494869232,0.3457030653953552,-0.9365872740745544,0.01914084516465664,0.3457030653953552,-0.9381487369537354,-0.01914084516465664,0.3457030653953552,-0.9381487369537354,-0.05739067494869232,0.3457030653953552,-0.9365872740745544,-0.09554498642683029,0.3457030653953552,-0.9334669709205627,-0.13354027271270752,0.3457030653953552,-0.9287929534912109,-0.17131328582763672,0.3457030653953552,-0.9225730895996094,-0.20880118012428284,0.3457030653953552,-0.914817750453949,-0.24594153463840485,0.3457030653953552,-0.9055396914482117,-0.28267255425453186,0.3457030653953552,-0.8947545289993286,-0.31893306970596313,0.3457030653953552,-0.8824800848960876,-0.35466277599334717,0.3457030653953552,-0.8687368631362915,-0.38980215787887573,0.3457030653953552,-0.8535476922988892,-0.42429277300834656,0.3457030653953552,-0.8369379043579102,-0.45807719230651855,0.3457030653953552,-0.8189350962638855,-0.49109917879104614,0.3457030653953552,-0.7995692491531372,-0.5233038067817688,0.3457030653953552,-0.7788726091384888,-0.5546374320983887,0.3457030653953552,-0.7568796277046204,-0.5850479006767273,0.3457030653953552,-0.7336268424987793,-0.6144846081733704,0.3457030653953552,-0.7091530561447144,-0.6428986191749573,0.3457030653953552,-0.6834989190101624,-0.6702425479888916,0.3457030653953552,-0.656707227230072,-0.6964709162712097,0.3457030653953552,-0.6288224458694458,-0.721540093421936,0.3457030653953552,-0.5998910665512085,-0.745408296585083,0.3457030653953552,-0.5699612498283386,-0.768035888671875,0.3457030653953552,-0.5390827655792236,-0.789385199546814,0.3457030653953552,-0.5073070526123047,-0.8094205856323242,0.3457030653953552,-0.47468695044517517,-0.8281087875366211,0.3457030653953552,-0.44127681851387024,-0.8454186916351318,0.3457030653953552,-0.40713217854499817,-0.8613215088844299,0.3457030653953552,-0.37230995297431946,-0.8757907152175903,0.3457030653953552,-0.336868017911911,-0.8888022303581238,0.3457030653953552,-0.30086541175842285,-0.9003344178199768,0.3457030653953552,-0.26436203718185425,-0.9103681445121765,0.3457030653953552,-0.2274186760187149,-0.9188866019248962,0.3457030653953552,-0.19009678065776825,-0.9258756637573242,0.3457030653953552,-0.15245850384235382,-0.931323766708374,0.3457030653953552,-0.11456646770238876,-0.9352216720581055,0.3457030653953552,-0.07648374140262604,-0.9375630617141724,0.3457030653953552,-0.03827372193336487,-0.9383439421653748,0.3457030653953552,-1.1491399533867554e-16,-0.9375630617141724,0.3457030653953552,0.03827372193336487,-0.9352216720581055,0.3457030653953552,0.07648374140262604,-0.931323766708374,0.3457030653953552,0.11456646770238876,-0.9258756637573242,0.3457030653953552,0.15245850384235382,-0.9188866019248962,0.3457030653953552,0.19009678065776825,-0.9103681445121765,0.3457030653953552,0.2274186760187149,-0.9003344178199768,0.3457030653953552,0.26436203718185425,-0.8888022303581238,0.3457030653953552,0.30086541175842285,-0.8757907152175903,0.3457030653953552,0.336868017911911,-0.8613215088844299,0.3457030653953552,0.37230995297431946,-0.8454186916351318,0.3457030653953552,0.40713217854499817,-0.8281087875366211,0.3457030653953552,0.44127681851387024,-0.8094205856323242,0.3457030653953552,0.47468695044517517,-0.789385199546814,0.3457030653953552,0.5073070526123047,-0.768035888671875,0.3457030653953552,0.5390827655792236,-0.745408296585083,0.3457030653953552,0.5699612498283386,-0.721540093421936,0.3457030653953552,0.5998910665512085,-0.6964709162712097,0.3457030653953552,0.6288224458694458,-0.6702425479888916,0.3457030653953552,0.656707227230072,-0.6428986191749573,0.3457030653953552,0.6834989190101624,-0.6144846081733704,0.3457030653953552,0.7091530561447144,-0.5850479006767273,0.3457030653953552,0.7336268424987793,-0.5546374320983887,0.3457030653953552,0.7568796277046204,-0.5233038067817688,0.3457030653953552,0.7788726091384888,-0.49109917879104614,0.3457030653953552,0.7995692491531372,-0.45807719230651855,0.3457030653953552,0.8189350962638855,-0.42429277300834656,0.3457030653953552,0.8369379043579102,-0.38980215787887573,0.3457030653953552,0.8535476922988892,-0.35466277599334717,0.3457030653953552,0.8687368631362915,-0.31893306970596313,0.3457030653953552,0.8824800848960876,-0.28267255425453186,0.3457030653953552,0.8947545289993286,-0.24594153463840485,0.3457030653953552,0.9055396914482117,-0.20880118012428284,0.3457030653953552,0.914817750453949,-0.17131328582763672,0.3457030653953552,0.9225730895996094,-0.13354027271270752,0.3457030653953552,0.9287929534912109,-0.09554498642683029,0.3457030653953552,0.9334669709205627,-0.05739067494869232,0.3457030653953552,0.9365872740745544,-0.01914084516465664,0.3457030653953552,0.9381487369537354,0.01914084516465664,0.3457030653953552,0.9381487369537354,0.05739067494869232,0.3457030653953552,0.9365872740745544,0.09554498642683029,0.3457030653953552,0.9334669709205627,0.13354027271270752,0.3457030653953552,0.9287929534912109,0.17131328582763672,0.3457030653953552,0.9225730895996094,0.20880118012428284,0.3457030653953552,0.914817750453949,0.24594153463840485,0.3457030653953552,0.9055396914482117,0.28267255425453186,0.3457030653953552,0.8947545289993286,0.31893306970596313,0.3457030653953552,0.8824800848960876,0.35466277599334717,0.3457030653953552,0.8687368631362915,0.38980215787887573,0.3457030653953552,0.8535476922988892,0.42429277300834656,0.3457030653953552,0.8369379043579102,0.45807719230651855,0.3457030653953552,0.8189350962638855,0.49109917879104614,0.3457030653953552,0.7995692491531372,0.5233038067817688,0.3457030653953552,0.7788726091384888,0.5546374320983887,0.3457030653953552,0.7568796277046204,0.5850479006767273,0.3457030653953552,0.7336268424987793,0.6144846081733704,0.3457030653953552,0.7091530561447144,0.6428986191749573,0.3457030653953552,0.6834989190101624,0.6702425479888916,0.3457030653953552,0.656707227230072,0.6964709162712097,0.3457030653953552,0.6288224458694458,0.721540093421936,0.3457030653953552,0.5998910665512085,0.745408296585083,0.3457030653953552,0.5699612498283386,0.768035888671875,0.3457030653953552,0.5390827655792236,0.789385199546814,0.3457030653953552,0.5073070526123047,0.8094205856323242,0.3457030653953552,0.47468695044517517,0.8281087875366211,0.3457030653953552,0.44127681851387024,0.8454186916351318,0.3457030653953552,0.40713217854499817,0.8613215088844299,0.3457030653953552,0.37230995297431946,0.8757907152175903,0.3457030653953552,0.336868017911911,0.8888022303581238,0.3457030653953552,0.30086541175842285,0.9003344178199768,0.3457030653953552,0.26436203718185425,0.9103681445121765,0.3457030653953552,0.2274186760187149,0.9188866019248962,0.3457030653953552,0.19009678065776825,0.9258756637573242,0.3457030653953552,0.15245850384235382,0.931323766708374,0.3457030653953552,0.11456646770238876,0.9352216720581055,0.3457030653953552,0.07648374140262604,0.9375630617141724,0.3457030653953552,0.03827372193336487,0.9383439421653748,0.3457030653953552,2.2982799067735107e-16,0.9116210341453552,0.41103172302246094,0.0,0.910862386226654,0.41103172302246094,-0.0371837317943573,0.9085876941680908,0.41103172302246094,-0.07430557906627655,0.9048007726669312,0.41103172302246094,-0.11130374670028687,0.8995078206062317,0.41103172302246094,-0.14811666309833527,0.8927178382873535,0.41103172302246094,-0.18468305468559265,0.8844419121742249,0.41103172302246094,-0.22094206511974335,0.8746939897537231,0.41103172302246094,-0.2568333148956299,0.8634901642799377,0.41103172302246094,-0.2922971248626709,0.8508492112159729,0.41103172302246094,-0.3272744119167328,0.8367920517921448,0.41103172302246094,-0.36170700192451477,0.8213421702384949,0.41103172302246094,-0.3955375552177429,0.8045252561569214,0.41103172302246094,-0.4287097752094269,0.786369264125824,0.41103172302246094,-0.46116843819618225,0.7669044137001038,0.41103172302246094,-0.49285954236984253,0.7461631298065186,0.41103172302246094,-0.5237303376197815,0.7241799831390381,0.41103172302246094,-0.5537294149398804,0.7009914517402649,0.41103172302246094,-0.5828068852424622,0.6766362190246582,0.41103172302246094,-0.6109143495559692,0.6511548161506653,0.41103172302246094,-0.6380049586296082,0.6245896220207214,0.41103172302246094,-0.6640337109565735,0.5969848036766052,0.41103172302246094,-0.6889572143554688,0.568386435508728,0.41103172302246094,-0.712734043598175,0.5388420224189758,0.41103172302246094,-0.7353245615959167,0.5084007382392883,0.41103172302246094,-0.7566912174224854,0.477113276720047,0.41103172302246094,-0.7767984867095947,0.44503170251846313,0.41103172302246094,-0.7956128120422363,0.4122094213962555,0.41103172302246094,-0.8131029009819031,0.3787010610103607,0.41103172302246094,-0.8292396664619446,0.3445624113082886,0.41103172302246094,-0.8439962267875671,0.3098502457141876,0.41103172302246094,-0.8573480844497681,0.2746223509311676,0.41103172302246094,-0.8692729473114014,0.2389374077320099,0.41103172302246094,-0.8797510266304016,0.20285476744174957,0.41103172302246094,-0.8887647986412048,0.16643449664115906,0.41103172302246094,-0.8962993025779724,0.12973719835281372,0.41103172302246094,-0.9023420214653015,0.09282397478818893,0.41103172302246094,-0.9068829417228699,0.055756255984306335,0.41103172302246094,-0.9099143743515015,0.018595736473798752,0.41103172302246094,-0.9114313721656799,-0.018595736473798752,0.41103172302246094,-0.9114313721656799,-0.055756255984306335,0.41103172302246094,-0.9099143743515015,-0.09282397478818893,0.41103172302246094,-0.9068829417228699,-0.12973719835281372,0.41103172302246094,-0.9023420214653015,-0.16643449664115906,0.41103172302246094,-0.8962993025779724,-0.20285476744174957,0.41103172302246094,-0.8887647986412048,-0.2389374077320099,0.41103172302246094,-0.8797510266304016,-0.2746223509311676,0.41103172302246094,-0.8692729473114014,-0.3098502457141876,0.41103172302246094,-0.8573480844497681,-0.3445624113082886,0.41103172302246094,-0.8439962267875671,-0.3787010610103607,0.41103172302246094,-0.8292396664619446,-0.4122094213962555,0.41103172302246094,-0.8131029009819031,-0.44503170251846313,0.41103172302246094,-0.7956128120422363,-0.477113276720047,0.41103172302246094,-0.7767984867095947,-0.5084007382392883,0.41103172302246094,-0.7566912174224854,-0.5388420224189758,0.41103172302246094,-0.7353245615959167,-0.568386435508728,0.41103172302246094,-0.712734043598175,-0.5969848036766052,0.41103172302246094,-0.6889572143554688,-0.6245896220207214,0.41103172302246094,-0.6640337109565735,-0.6511548161506653,0.41103172302246094,-0.6380049586296082,-0.6766362190246582,0.41103172302246094,-0.6109143495559692,-0.7009914517402649,0.41103172302246094,-0.5828068852424622,-0.7241799831390381,0.41103172302246094,-0.5537294149398804,-0.7461631298065186,0.41103172302246094,-0.5237303376197815,-0.7669044137001038,0.41103172302246094,-0.49285954236984253,-0.786369264125824,0.41103172302246094,-0.46116843819618225,-0.8045252561569214,0.41103172302246094,-0.4287097752094269,-0.8213421702384949,0.41103172302246094,-0.3955375552177429,-0.8367920517921448,0.41103172302246094,-0.36170700192451477,-0.8508492112159729,0.41103172302246094,-0.3272744119167328,-0.8634901642799377,0.41103172302246094,-0.2922971248626709,-0.8746939897537231,0.41103172302246094,-0.2568333148956299,-0.8844419121742249,0.41103172302246094,-0.22094206511974335,-0.8927178382873535,0.41103172302246094,-0.18468305468559265,-0.8995078206062317,0.41103172302246094,-0.14811666309833527,-0.9048007726669312,0.41103172302246094,-0.11130374670028687,-0.9085876941680908,0.41103172302246094,-0.07430557906627655,-0.910862386226654,0.41103172302246094,-0.0371837317943573,-0.9116210341453552,0.41103172302246094,-1.1164137766784014e-16,-0.910862386226654,0.41103172302246094,0.0371837317943573,-0.9085876941680908,0.41103172302246094,0.07430557906627655,-0.9048007726669312,0.41103172302246094,0.11130374670028687,-0.8995078206062317,0.41103172302246094,0.14811666309833527,-0.8927178382873535,0.41103172302246094,0.18468305468559265,-0.8844419121742249,0.41103172302246094,0.22094206511974335,-0.8746939897537231,0.41103172302246094,0.2568333148956299,-0.8634901642799377,0.41103172302246094,0.2922971248626709,-0.8508492112159729,0.41103172302246094,0.3272744119167328,-0.8367920517921448,0.41103172302246094,0.36170700192451477,-0.8213421702384949,0.41103172302246094,0.3955375552177429,-0.8045252561569214,0.41103172302246094,0.4287097752094269,-0.786369264125824,0.41103172302246094,0.46116843819618225,-0.7669044137001038,0.41103172302246094,0.49285954236984253,-0.7461631298065186,0.41103172302246094,0.5237303376197815,-0.7241799831390381,0.41103172302246094,0.5537294149398804,-0.7009914517402649,0.41103172302246094,0.5828068852424622,-0.6766362190246582,0.41103172302246094,0.6109143495559692,-0.6511548161506653,0.41103172302246094,0.6380049586296082,-0.6245896220207214,0.41103172302246094,0.6640337109565735,-0.5969848036766052,0.41103172302246094,0.6889572143554688,-0.568386435508728,0.41103172302246094,0.712734043598175,-0.5388420224189758,0.41103172302246094,0.7353245615959167,-0.5084007382392883,0.41103172302246094,0.7566912174224854,-0.477113276720047,0.41103172302246094,0.7767984867095947,-0.44503170251846313,0.41103172302246094,0.7956128120422363,-0.4122094213962555,0.41103172302246094,0.8131029009819031,-0.3787010610103607,0.41103172302246094,0.8292396664619446,-0.3445624113082886,0.41103172302246094,0.8439962267875671,-0.3098502457141876,0.41103172302246094,0.8573480844497681,-0.2746223509311676,0.41103172302246094,0.8692729473114014,-0.2389374077320099,0.41103172302246094,0.8797510266304016,-0.20285476744174957,0.41103172302246094,0.8887647986412048,-0.16643449664115906,0.41103172302246094,0.8962993025779724,-0.12973719835281372,0.41103172302246094,0.9023420214653015,-0.09282397478818893,0.41103172302246094,0.9068829417228699,-0.055756255984306335,0.41103172302246094,0.9099143743515015,-0.018595736473798752,0.41103172302246094,0.9114313721656799,0.018595736473798752,0.41103172302246094,0.9114313721656799,0.055756255984306335,0.41103172302246094,0.9099143743515015,0.09282397478818893,0.41103172302246094,0.9068829417228699,0.12973719835281372,0.41103172302246094,0.9023420214653015,0.16643449664115906,0.41103172302246094,0.8962993025779724,0.20285476744174957,0.41103172302246094,0.8887647986412048,0.2389374077320099,0.41103172302246094,0.8797510266304016,0.2746223509311676,0.41103172302246094,0.8692729473114014,0.3098502457141876,0.41103172302246094,0.8573480844497681,0.3445624113082886,0.41103172302246094,0.8439962267875671,0.3787010610103607,0.41103172302246094,0.8292396664619446,0.4122094213962555,0.41103172302246094,0.8131029009819031,0.44503170251846313,0.41103172302246094,0.7956128120422363,0.477113276720047,0.41103172302246094,0.7767984867095947,0.5084007382392883,0.41103172302246094,0.7566912174224854,0.5388420224189758,0.41103172302246094,0.7353245615959167,0.568386435508728,0.41103172302246094,0.712734043598175,0.5969848036766052,0.41103172302246094,0.6889572143554688,0.6245896220207214,0.41103172302246094,0.6640337109565735,0.6511548161506653,0.41103172302246094,0.6380049586296082,0.6766362190246582,0.41103172302246094,0.6109143495559692,0.7009914517402649,0.41103172302246094,0.5828068852424622,0.7241799831390381,0.41103172302246094,0.5537294149398804,0.7461631298065186,0.41103172302246094,0.5237303376197815,0.7669044137001038,0.41103172302246094,0.49285954236984253,0.786369264125824,0.41103172302246094,0.46116843819618225,0.8045252561569214,0.41103172302246094,0.4287097752094269,0.8213421702384949,0.41103172302246094,0.3955375552177429,0.8367920517921448,0.41103172302246094,0.36170700192451477,0.8508492112159729,0.41103172302246094,0.3272744119167328,0.8634901642799377,0.41103172302246094,0.2922971248626709,0.8746939897537231,0.41103172302246094,0.2568333148956299,0.8844419121742249,0.41103172302246094,0.22094206511974335,0.8927178382873535,0.41103172302246094,0.18468305468559265,0.8995078206062317,0.41103172302246094,0.14811666309833527,0.9048007726669312,0.41103172302246094,0.11130374670028687,0.9085876941680908,0.41103172302246094,0.07430557906627655,0.910862386226654,0.41103172302246094,0.0371837317943573,0.9116210341453552,0.41103172302246094,2.232827553356803e-16,0.88035649061203,0.4743126630783081,0.0,0.8796238303184509,0.4743126630783081,-0.035908494144678116,0.8774271607398987,0.4743126630783081,-0.0717572271823883,0.8737700581550598,0.4743126630783081,-0.10748652368783951,0.868658721446991,0.4743126630783081,-0.14303691685199738,0.8621015548706055,0.4743126630783081,-0.17834924161434174,0.8541094660758972,0.4743126630783081,-0.21336472034454346,0.8446958661079407,0.4743126630783081,-0.2480250746011734,0.8338763117790222,0.4743126630783081,-0.282272607088089,0.8216688632965088,0.4743126630783081,-0.31605035066604614,0.808093786239624,0.4743126630783081,-0.3493020534515381,0.7931737899780273,0.4743126630783081,-0.3819723427295685,0.7769335508346558,0.4743126630783081,-0.41400691866874695,0.7594002485275269,0.4743126630783081,-0.4453524053096771,0.740602970123291,0.4743126630783081,-0.47595664858818054,0.7205730676651001,0.4743126630783081,-0.5057687163352966,0.6993438005447388,0.4743126630783081,-0.5347389578819275,0.6769505739212036,0.4743126630783081,-0.5628191828727722,0.6534305810928345,0.4743126630783081,-0.5899626612663269,0.6288231015205383,0.4743126630783081,-0.6161242127418518,0.6031689643859863,0.4743126630783081,-0.6412602663040161,0.5765109062194824,0.4743126630783081,-0.6653290390968323,0.5488932728767395,0.4743126630783081,-0.6882904171943665,0.5203620791435242,0.4743126630783081,-0.7101061940193176,0.4909648299217224,0.4743126630783081,-0.7307400703430176,0.46075040102005005,0.4743126630783081,-0.7501577138900757,0.4297690689563751,0.4743126630783081,-0.7683267593383789,0.3980724513530731,0.4743126630783081,-0.7852170467376709,0.36571329832077026,0.4743126630783081,-0.8008003830909729,0.33274543285369873,0.4743126630783081,-0.8150508999824524,0.29922375082969666,0.4743126630783081,-0.827944815158844,0.2652040421962738,0.4743126630783081,-0.8394607305526733,0.2307429164648056,0.4743126630783081,-0.8495794534683228,0.19589774310588837,0.4743126630783081,-0.8582841157913208,0.16072651743888855,0.4743126630783081,-0.8655602335929871,0.12528778612613678,0.4743126630783081,-0.8713957071304321,0.0896405279636383,0.4743126630783081,-0.8757808208465576,0.053844064474105835,0.4743126630783081,-0.8787083029747009,0.017957983538508415,0.4743126630783081,-0.8801732659339905,-0.017957983538508415,0.4743126630783081,-0.8801732659339905,-0.053844064474105835,0.4743126630783081,-0.8787083029747009,-0.0896405279636383,0.4743126630783081,-0.8757808208465576,-0.12528778612613678,0.4743126630783081,-0.8713957071304321,-0.16072651743888855,0.4743126630783081,-0.8655602335929871,-0.19589774310588837,0.4743126630783081,-0.8582841157913208,-0.2307429164648056,0.4743126630783081,-0.8495794534683228,-0.2652040421962738,0.4743126630783081,-0.8394607305526733,-0.29922375082969666,0.4743126630783081,-0.827944815158844,-0.33274543285369873,0.4743126630783081,-0.8150508999824524,-0.36571329832077026,0.4743126630783081,-0.8008003830909729,-0.3980724513530731,0.4743126630783081,-0.7852170467376709,-0.4297690689563751,0.4743126630783081,-0.7683267593383789,-0.46075040102005005,0.4743126630783081,-0.7501577138900757,-0.4909648299217224,0.4743126630783081,-0.7307400703430176,-0.5203620791435242,0.4743126630783081,-0.7101061940193176,-0.5488932728767395,0.4743126630783081,-0.6882904171943665,-0.5765109062194824,0.4743126630783081,-0.6653290390968323,-0.6031689643859863,0.4743126630783081,-0.6412602663040161,-0.6288231015205383,0.4743126630783081,-0.6161242127418518,-0.6534305810928345,0.4743126630783081,-0.5899626612663269,-0.6769505739212036,0.4743126630783081,-0.5628191828727722,-0.6993438005447388,0.4743126630783081,-0.5347389578819275,-0.7205730676651001,0.4743126630783081,-0.5057687163352966,-0.740602970123291,0.4743126630783081,-0.47595664858818054,-0.7594002485275269,0.4743126630783081,-0.4453524053096771,-0.7769335508346558,0.4743126630783081,-0.41400691866874695,-0.7931737899780273,0.4743126630783081,-0.3819723427295685,-0.808093786239624,0.4743126630783081,-0.3493020534515381,-0.8216688632965088,0.4743126630783081,-0.31605035066604614,-0.8338763117790222,0.4743126630783081,-0.282272607088089,-0.8446958661079407,0.4743126630783081,-0.2480250746011734,-0.8541094660758972,0.4743126630783081,-0.21336472034454346,-0.8621015548706055,0.4743126630783081,-0.17834924161434174,-0.868658721446991,0.4743126630783081,-0.14303691685199738,-0.8737700581550598,0.4743126630783081,-0.10748652368783951,-0.8774271607398987,0.4743126630783081,-0.0717572271823883,-0.8796238303184509,0.4743126630783081,-0.035908494144678116,-0.88035649061203,0.4743126630783081,-1.0781257037056899e-16,-0.8796238303184509,0.4743126630783081,0.035908494144678116,-0.8774271607398987,0.4743126630783081,0.0717572271823883,-0.8737700581550598,0.4743126630783081,0.10748652368783951,-0.868658721446991,0.4743126630783081,0.14303691685199738,-0.8621015548706055,0.4743126630783081,0.17834924161434174,-0.8541094660758972,0.4743126630783081,0.21336472034454346,-0.8446958661079407,0.4743126630783081,0.2480250746011734,-0.8338763117790222,0.4743126630783081,0.282272607088089,-0.8216688632965088,0.4743126630783081,0.31605035066604614,-0.808093786239624,0.4743126630783081,0.3493020534515381,-0.7931737899780273,0.4743126630783081,0.3819723427295685,-0.7769335508346558,0.4743126630783081,0.41400691866874695,-0.7594002485275269,0.4743126630783081,0.4453524053096771,-0.740602970123291,0.4743126630783081,0.47595664858818054,-0.7205730676651001,0.4743126630783081,0.5057687163352966,-0.6993438005447388,0.4743126630783081,0.5347389578819275,-0.6769505739212036,0.4743126630783081,0.5628191828727722,-0.6534305810928345,0.4743126630783081,0.5899626612663269,-0.6288231015205383,0.4743126630783081,0.6161242127418518,-0.6031689643859863,0.4743126630783081,0.6412602663040161,-0.5765109062194824,0.4743126630783081,0.6653290390968323,-0.5488932728767395,0.4743126630783081,0.6882904171943665,-0.5203620791435242,0.4743126630783081,0.7101061940193176,-0.4909648299217224,0.4743126630783081,0.7307400703430176,-0.46075040102005005,0.4743126630783081,0.7501577138900757,-0.4297690689563751,0.4743126630783081,0.7683267593383789,-0.3980724513530731,0.4743126630783081,0.7852170467376709,-0.36571329832077026,0.4743126630783081,0.8008003830909729,-0.33274543285369873,0.4743126630783081,0.8150508999824524,-0.29922375082969666,0.4743126630783081,0.827944815158844,-0.2652040421962738,0.4743126630783081,0.8394607305526733,-0.2307429164648056,0.4743126630783081,0.8495794534683228,-0.19589774310588837,0.4743126630783081,0.8582841157913208,-0.16072651743888855,0.4743126630783081,0.8655602335929871,-0.12528778612613678,0.4743126630783081,0.8713957071304321,-0.0896405279636383,0.4743126630783081,0.8757808208465576,-0.053844064474105835,0.4743126630783081,0.8787083029747009,-0.017957983538508415,0.4743126630783081,0.8801732659339905,0.017957983538508415,0.4743126630783081,0.8801732659339905,0.053844064474105835,0.4743126630783081,0.8787083029747009,0.0896405279636383,0.4743126630783081,0.8757808208465576,0.12528778612613678,0.4743126630783081,0.8713957071304321,0.16072651743888855,0.4743126630783081,0.8655602335929871,0.19589774310588837,0.4743126630783081,0.8582841157913208,0.2307429164648056,0.4743126630783081,0.8495794534683228,0.2652040421962738,0.4743126630783081,0.8394607305526733,0.29922375082969666,0.4743126630783081,0.827944815158844,0.33274543285369873,0.4743126630783081,0.8150508999824524,0.36571329832077026,0.4743126630783081,0.8008003830909729,0.3980724513530731,0.4743126630783081,0.7852170467376709,0.4297690689563751,0.4743126630783081,0.7683267593383789,0.46075040102005005,0.4743126630783081,0.7501577138900757,0.4909648299217224,0.4743126630783081,0.7307400703430176,0.5203620791435242,0.4743126630783081,0.7101061940193176,0.5488932728767395,0.4743126630783081,0.6882904171943665,0.5765109062194824,0.4743126630783081,0.6653290390968323,0.6031689643859863,0.4743126630783081,0.6412602663040161,0.6288231015205383,0.4743126630783081,0.6161242127418518,0.6534305810928345,0.4743126630783081,0.5899626612663269,0.6769505739212036,0.4743126630783081,0.5628191828727722,0.6993438005447388,0.4743126630783081,0.5347389578819275,0.7205730676651001,0.4743126630783081,0.5057687163352966,0.740602970123291,0.4743126630783081,0.47595664858818054,0.7594002485275269,0.4743126630783081,0.4453524053096771,0.7769335508346558,0.4743126630783081,0.41400691866874695,0.7931737899780273,0.4743126630783081,0.3819723427295685,0.808093786239624,0.4743126630783081,0.3493020534515381,0.8216688632965088,0.4743126630783081,0.31605035066604614,0.8338763117790222,0.4743126630783081,0.282272607088089,0.8446958661079407,0.4743126630783081,0.2480250746011734,0.8541094660758972,0.4743126630783081,0.21336472034454346,0.8621015548706055,0.4743126630783081,0.17834924161434174,0.868658721446991,0.4743126630783081,0.14303691685199738,0.8737700581550598,0.4743126630783081,0.10748652368783951,0.8774271607398987,0.4743126630783081,0.0717572271823883,0.8796238303184509,0.4743126630783081,0.035908494144678116,0.88035649061203,0.4743126630783081,2.1562514074113798e-16,0.8447059988975525,0.5352305769920349,0.0,0.8440030217170715,0.5352305769920349,-0.03445436432957649,0.8418952822685242,0.5352305769920349,-0.06885138154029846,0.8383863568305969,0.5352305769920349,-0.10313380509614944,0.8334819674491882,0.5352305769920349,-0.1372445672750473,0.8271902799606323,0.5352305769920349,-0.17112690210342407,0.8195219039916992,0.5352305769920349,-0.20472441613674164,0.8104894757270813,0.5352305769920349,-0.2379811853170395,0.8001080751419067,0.5352305769920349,-0.2708418369293213,0.7883949279785156,0.5352305769920349,-0.3032517433166504,0.7753696441650391,0.5352305769920349,-0.3351568877696991,0.7610538005828857,0.5352305769920349,-0.3665041923522949,0.7454712390899658,0.5352305769920349,-0.3972415030002594,0.7286479473114014,0.5352305769920349,-0.42731761932373047,0.710611879825592,0.5352305769920349,-0.4566825330257416,0.6913930773735046,0.5352305769920349,-0.4852873384952545,0.6710235476493835,0.5352305769920349,-0.5130844116210938,0.6495371460914612,0.5352305769920349,-0.5400275588035583,0.6269696354866028,0.5352305769920349,-0.5660718083381653,0.6033585667610168,0.5352305769920349,-0.5911739468574524,0.5787433385848999,0.5352305769920349,-0.6152921319007874,0.5531647801399231,0.5352305769920349,-0.6383861899375916,0.5266655683517456,0.5352305769920349,-0.6604177355766296,0.49928978085517883,0.5352305769920349,-0.6813501119613647,0.4710829555988312,0.5352305769920349,-0.7011483907699585,0.44209206104278564,0.5352305769920349,-0.7197797298431396,0.4123653769493103,0.5352305769920349,-0.7372130155563354,0.38195231556892395,0.5352305769920349,-0.7534192800521851,0.35090354084968567,0.5352305769920349,-0.76837158203125,0.3192707300186157,0.5352305769920349,-0.7820450067520142,0.28710654377937317,0.5352305769920349,-0.7944167852401733,0.2544644773006439,0.5352305769920349,-0.80546635389328,0.22139886021614075,0.5352305769920349,-0.8151752948760986,0.1879647672176361,0.5352305769920349,-0.823527455329895,0.15421782433986664,0.5352305769920349,-0.8305089473724365,0.12021419405937195,0.5352305769920349,-0.8361080884933472,0.08601048588752747,0.5352305769920349,-0.8403156399726868,0.05166362226009369,0.5352305769920349,-0.8431246280670166,0.017230767756700516,0.5352305769920349,-0.8445302248001099,-0.017230767756700516,0.5352305769920349,-0.8445302248001099,-0.05166362226009369,0.5352305769920349,-0.8431246280670166,-0.08601048588752747,0.5352305769920349,-0.8403156399726868,-0.12021419405937195,0.5352305769920349,-0.8361080884933472,-0.15421782433986664,0.5352305769920349,-0.8305089473724365,-0.1879647672176361,0.5352305769920349,-0.823527455329895,-0.22139886021614075,0.5352305769920349,-0.8151752948760986,-0.2544644773006439,0.5352305769920349,-0.80546635389328,-0.28710654377937317,0.5352305769920349,-0.7944167852401733,-0.3192707300186157,0.5352305769920349,-0.7820450067520142,-0.35090354084968567,0.5352305769920349,-0.76837158203125,-0.38195231556892395,0.5352305769920349,-0.7534192800521851,-0.4123653769493103,0.5352305769920349,-0.7372130155563354,-0.44209206104278564,0.5352305769920349,-0.7197797298431396,-0.4710829555988312,0.5352305769920349,-0.7011483907699585,-0.49928978085517883,0.5352305769920349,-0.6813501119613647,-0.5266655683517456,0.5352305769920349,-0.6604177355766296,-0.5531647801399231,0.5352305769920349,-0.6383861899375916,-0.5787433385848999,0.5352305769920349,-0.6152921319007874,-0.6033585667610168,0.5352305769920349,-0.5911739468574524,-0.6269696354866028,0.5352305769920349,-0.5660718083381653,-0.6495371460914612,0.5352305769920349,-0.5400275588035583,-0.6710235476493835,0.5352305769920349,-0.5130844116210938,-0.6913930773735046,0.5352305769920349,-0.4852873384952545,-0.710611879825592,0.5352305769920349,-0.4566825330257416,-0.7286479473114014,0.5352305769920349,-0.42731761932373047,-0.7454712390899658,0.5352305769920349,-0.3972415030002594,-0.7610538005828857,0.5352305769920349,-0.3665041923522949,-0.7753696441650391,0.5352305769920349,-0.3351568877696991,-0.7883949279785156,0.5352305769920349,-0.3032517433166504,-0.8001080751419067,0.5352305769920349,-0.2708418369293213,-0.8104894757270813,0.5352305769920349,-0.2379811853170395,-0.8195219039916992,0.5352305769920349,-0.20472441613674164,-0.8271902799606323,0.5352305769920349,-0.17112690210342407,-0.8334819674491882,0.5352305769920349,-0.1372445672750473,-0.8383863568305969,0.5352305769920349,-0.10313380509614944,-0.8418952822685242,0.5352305769920349,-0.06885138154029846,-0.8440030217170715,0.5352305769920349,-0.03445436432957649,-0.8447059988975525,0.5352305769920349,-1.0344665154051e-16,-0.8440030217170715,0.5352305769920349,0.03445436432957649,-0.8418952822685242,0.5352305769920349,0.06885138154029846,-0.8383863568305969,0.5352305769920349,0.10313380509614944,-0.8334819674491882,0.5352305769920349,0.1372445672750473,-0.8271902799606323,0.5352305769920349,0.17112690210342407,-0.8195219039916992,0.5352305769920349,0.20472441613674164,-0.8104894757270813,0.5352305769920349,0.2379811853170395,-0.8001080751419067,0.5352305769920349,0.2708418369293213,-0.7883949279785156,0.5352305769920349,0.3032517433166504,-0.7753696441650391,0.5352305769920349,0.3351568877696991,-0.7610538005828857,0.5352305769920349,0.3665041923522949,-0.7454712390899658,0.5352305769920349,0.3972415030002594,-0.7286479473114014,0.5352305769920349,0.42731761932373047,-0.710611879825592,0.5352305769920349,0.4566825330257416,-0.6913930773735046,0.5352305769920349,0.4852873384952545,-0.6710235476493835,0.5352305769920349,0.5130844116210938,-0.6495371460914612,0.5352305769920349,0.5400275588035583,-0.6269696354866028,0.5352305769920349,0.5660718083381653,-0.6033585667610168,0.5352305769920349,0.5911739468574524,-0.5787433385848999,0.5352305769920349,0.6152921319007874,-0.5531647801399231,0.5352305769920349,0.6383861899375916,-0.5266655683517456,0.5352305769920349,0.6604177355766296,-0.49928978085517883,0.5352305769920349,0.6813501119613647,-0.4710829555988312,0.5352305769920349,0.7011483907699585,-0.44209206104278564,0.5352305769920349,0.7197797298431396,-0.4123653769493103,0.5352305769920349,0.7372130155563354,-0.38195231556892395,0.5352305769920349,0.7534192800521851,-0.35090354084968567,0.5352305769920349,0.76837158203125,-0.3192707300186157,0.5352305769920349,0.7820450067520142,-0.28710654377937317,0.5352305769920349,0.7944167852401733,-0.2544644773006439,0.5352305769920349,0.80546635389328,-0.22139886021614075,0.5352305769920349,0.8151752948760986,-0.1879647672176361,0.5352305769920349,0.823527455329895,-0.15421782433986664,0.5352305769920349,0.8305089473724365,-0.12021419405937195,0.5352305769920349,0.8361080884933472,-0.08601048588752747,0.5352305769920349,0.8403156399726868,-0.05166362226009369,0.5352305769920349,0.8431246280670166,-0.017230767756700516,0.5352305769920349,0.8445302248001099,0.017230767756700516,0.5352305769920349,0.8445302248001099,0.05166362226009369,0.5352305769920349,0.8431246280670166,0.08601048588752747,0.5352305769920349,0.8403156399726868,0.12021419405937195,0.5352305769920349,0.8361080884933472,0.15421782433986664,0.5352305769920349,0.8305089473724365,0.1879647672176361,0.5352305769920349,0.823527455329895,0.22139886021614075,0.5352305769920349,0.8151752948760986,0.2544644773006439,0.5352305769920349,0.80546635389328,0.28710654377937317,0.5352305769920349,0.7944167852401733,0.3192707300186157,0.5352305769920349,0.7820450067520142,0.35090354084968567,0.5352305769920349,0.76837158203125,0.38195231556892395,0.5352305769920349,0.7534192800521851,0.4123653769493103,0.5352305769920349,0.7372130155563354,0.44209206104278564,0.5352305769920349,0.7197797298431396,0.4710829555988312,0.5352305769920349,0.7011483907699585,0.49928978085517883,0.5352305769920349,0.6813501119613647,0.5266655683517456,0.5352305769920349,0.6604177355766296,0.5531647801399231,0.5352305769920349,0.6383861899375916,0.5787433385848999,0.5352305769920349,0.6152921319007874,0.6033585667610168,0.5352305769920349,0.5911739468574524,0.6269696354866028,0.5352305769920349,0.5660718083381653,0.6495371460914612,0.5352305769920349,0.5400275588035583,0.6710235476493835,0.5352305769920349,0.5130844116210938,0.6913930773735046,0.5352305769920349,0.4852873384952545,0.710611879825592,0.5352305769920349,0.4566825330257416,0.7286479473114014,0.5352305769920349,0.42731761932373047,0.7454712390899658,0.5352305769920349,0.3972415030002594,0.7610538005828857,0.5352305769920349,0.3665041923522949,0.7753696441650391,0.5352305769920349,0.3351568877696991,0.7883949279785156,0.5352305769920349,0.3032517433166504,0.8001080751419067,0.5352305769920349,0.2708418369293213,0.8104894757270813,0.5352305769920349,0.2379811853170395,0.8195219039916992,0.5352305769920349,0.20472441613674164,0.8271902799606323,0.5352305769920349,0.17112690210342407,0.8334819674491882,0.5352305769920349,0.1372445672750473,0.8383863568305969,0.5352305769920349,0.10313380509614944,0.8418952822685242,0.5352305769920349,0.06885138154029846,0.8440030217170715,0.5352305769920349,0.03445436432957649,0.8447059988975525,0.5352305769920349,2.0689330308102e-16,0.804847240447998,0.5934820175170898,0.0,0.804177463054657,0.5934820175170898,-0.03282858058810234,0.8021692037582397,0.5934820175170898,-0.06560252606868744,0.7988258004188538,0.5934820175170898,-0.09826727211475372,0.7941527962684631,0.5934820175170898,-0.13076847791671753,0.7881580591201782,0.5934820175170898,-0.1630520224571228,0.7808514833450317,0.5934820175170898,-0.19506417214870453,0.7722452878952026,0.5934820175170898,-0.2267516702413559,0.7623537182807922,0.5934820175170898,-0.2580617666244507,0.7511933445930481,0.5934820175170898,-0.2889423370361328,0.7387826442718506,0.5934820175170898,-0.3193419873714447,0.7251423001289368,0.5934820175170898,-0.34921014308929443,0.7102950811386108,0.5934820175170898,-0.37849706411361694,0.694265604019165,0.5934820175170898,-0.40715399384498596,0.6770805716514587,0.5934820175170898,-0.43513327836990356,0.6587686538696289,0.5934820175170898,-0.4623883068561554,0.639360249042511,0.5934820175170898,-0.48887374997138977,0.618887722492218,0.5934820175170898,-0.5145455002784729,0.5973851084709167,0.5934820175170898,-0.5393608808517456,0.5748881697654724,0.5934820175170898,-0.5632784962654114,0.5514343976974487,0.5934820175170898,-0.586258590221405,0.5270628333091736,0.5934820175170898,-0.6082629561424255,0.501814067363739,0.5934820175170898,-0.629254937171936,0.4757300317287445,0.5934820175170898,-0.6491995453834534,0.4488541781902313,0.5934820175170898,-0.6680636405944824,0.4212312698364258,0.5934820175170898,-0.6858158111572266,0.3929072618484497,0.5934820175170898,-0.7024264931678772,0.36392930150032043,0.5934820175170898,-0.7178680300712585,0.33434563875198364,0.5934820175170898,-0.7321147918701172,0.30420544743537903,0.5934820175170898,-0.7451429963111877,0.27355897426605225,0.5934820175170898,-0.7569310069084167,0.24245716631412506,0.5934820175170898,-0.7674592137336731,0.2109518200159073,0.5934820175170898,-0.7767099738121033,0.17909535765647888,0.5934820175170898,-0.7846680283546448,0.14694081246852875,0.5934820175170898,-0.7913200855255127,0.11454170197248459,0.5934820175170898,-0.7966550588607788,0.08195195347070694,0.5934820175170898,-0.8006640672683716,0.04922579601407051,0.5934820175170898,-0.803340494632721,0.01641770638525486,0.5934820175170898,-0.8046797513961792,-0.01641770638525486,0.5934820175170898,-0.8046797513961792,-0.04922579601407051,0.5934820175170898,-0.803340494632721,-0.08195195347070694,0.5934820175170898,-0.8006640672683716,-0.11454170197248459,0.5934820175170898,-0.7966550588607788,-0.14694081246852875,0.5934820175170898,-0.7913200855255127,-0.17909535765647888,0.5934820175170898,-0.7846680283546448,-0.2109518200159073,0.5934820175170898,-0.7767099738121033,-0.24245716631412506,0.5934820175170898,-0.7674592137336731,-0.27355897426605225,0.5934820175170898,-0.7569310069084167,-0.30420544743537903,0.5934820175170898,-0.7451429963111877,-0.33434563875198364,0.5934820175170898,-0.7321147918701172,-0.36392930150032043,0.5934820175170898,-0.7178680300712585,-0.3929072618484497,0.5934820175170898,-0.7024264931678772,-0.4212312698364258,0.5934820175170898,-0.6858158111572266,-0.4488541781902313,0.5934820175170898,-0.6680636405944824,-0.4757300317287445,0.5934820175170898,-0.6491995453834534,-0.501814067363739,0.5934820175170898,-0.629254937171936,-0.5270628333091736,0.5934820175170898,-0.6082629561424255,-0.5514343976974487,0.5934820175170898,-0.586258590221405,-0.5748881697654724,0.5934820175170898,-0.5632784962654114,-0.5973851084709167,0.5934820175170898,-0.5393608808517456,-0.618887722492218,0.5934820175170898,-0.5145455002784729,-0.639360249042511,0.5934820175170898,-0.48887374997138977,-0.6587686538696289,0.5934820175170898,-0.4623883068561554,-0.6770805716514587,0.5934820175170898,-0.43513327836990356,-0.694265604019165,0.5934820175170898,-0.40715399384498596,-0.7102950811386108,0.5934820175170898,-0.37849706411361694,-0.7251423001289368,0.5934820175170898,-0.34921014308929443,-0.7387826442718506,0.5934820175170898,-0.3193419873714447,-0.7511933445930481,0.5934820175170898,-0.2889423370361328,-0.7623537182807922,0.5934820175170898,-0.2580617666244507,-0.7722452878952026,0.5934820175170898,-0.2267516702413559,-0.7808514833450317,0.5934820175170898,-0.19506417214870453,-0.7881580591201782,0.5934820175170898,-0.1630520224571228,-0.7941527962684631,0.5934820175170898,-0.13076847791671753,-0.7988258004188538,0.5934820175170898,-0.09826727211475372,-0.8021692037582397,0.5934820175170898,-0.06560252606868744,-0.804177463054657,0.5934820175170898,-0.03282858058810234,-0.804847240447998,0.5934820175170898,-9.856535948416108e-17,-0.804177463054657,0.5934820175170898,0.03282858058810234,-0.8021692037582397,0.5934820175170898,0.06560252606868744,-0.7988258004188538,0.5934820175170898,0.09826727211475372,-0.7941527962684631,0.5934820175170898,0.13076847791671753,-0.7881580591201782,0.5934820175170898,0.1630520224571228,-0.7808514833450317,0.5934820175170898,0.19506417214870453,-0.7722452878952026,0.5934820175170898,0.2267516702413559,-0.7623537182807922,0.5934820175170898,0.2580617666244507,-0.7511933445930481,0.5934820175170898,0.2889423370361328,-0.7387826442718506,0.5934820175170898,0.3193419873714447,-0.7251423001289368,0.5934820175170898,0.34921014308929443,-0.7102950811386108,0.5934820175170898,0.37849706411361694,-0.694265604019165,0.5934820175170898,0.40715399384498596,-0.6770805716514587,0.5934820175170898,0.43513327836990356,-0.6587686538696289,0.5934820175170898,0.4623883068561554,-0.639360249042511,0.5934820175170898,0.48887374997138977,-0.618887722492218,0.5934820175170898,0.5145455002784729,-0.5973851084709167,0.5934820175170898,0.5393608808517456,-0.5748881697654724,0.5934820175170898,0.5632784962654114,-0.5514343976974487,0.5934820175170898,0.586258590221405,-0.5270628333091736,0.5934820175170898,0.6082629561424255,-0.501814067363739,0.5934820175170898,0.629254937171936,-0.4757300317287445,0.5934820175170898,0.6491995453834534,-0.4488541781902313,0.5934820175170898,0.6680636405944824,-0.4212312698364258,0.5934820175170898,0.6858158111572266,-0.3929072618484497,0.5934820175170898,0.7024264931678772,-0.36392930150032043,0.5934820175170898,0.7178680300712585,-0.33434563875198364,0.5934820175170898,0.7321147918701172,-0.30420544743537903,0.5934820175170898,0.7451429963111877,-0.27355897426605225,0.5934820175170898,0.7569310069084167,-0.24245716631412506,0.5934820175170898,0.7674592137336731,-0.2109518200159073,0.5934820175170898,0.7767099738121033,-0.17909535765647888,0.5934820175170898,0.7846680283546448,-0.14694081246852875,0.5934820175170898,0.7913200855255127,-0.11454170197248459,0.5934820175170898,0.7966550588607788,-0.08195195347070694,0.5934820175170898,0.8006640672683716,-0.04922579601407051,0.5934820175170898,0.803340494632721,-0.01641770638525486,0.5934820175170898,0.8046797513961792,0.01641770638525486,0.5934820175170898,0.8046797513961792,0.04922579601407051,0.5934820175170898,0.803340494632721,0.08195195347070694,0.5934820175170898,0.8006640672683716,0.11454170197248459,0.5934820175170898,0.7966550588607788,0.14694081246852875,0.5934820175170898,0.7913200855255127,0.17909535765647888,0.5934820175170898,0.7846680283546448,0.2109518200159073,0.5934820175170898,0.7767099738121033,0.24245716631412506,0.5934820175170898,0.7674592137336731,0.27355897426605225,0.5934820175170898,0.7569310069084167,0.30420544743537903,0.5934820175170898,0.7451429963111877,0.33434563875198364,0.5934820175170898,0.7321147918701172,0.36392930150032043,0.5934820175170898,0.7178680300712585,0.3929072618484497,0.5934820175170898,0.7024264931678772,0.4212312698364258,0.5934820175170898,0.6858158111572266,0.4488541781902313,0.5934820175170898,0.6680636405944824,0.4757300317287445,0.5934820175170898,0.6491995453834534,0.501814067363739,0.5934820175170898,0.629254937171936,0.5270628333091736,0.5934820175170898,0.6082629561424255,0.5514343976974487,0.5934820175170898,0.586258590221405,0.5748881697654724,0.5934820175170898,0.5632784962654114,0.5973851084709167,0.5934820175170898,0.5393608808517456,0.618887722492218,0.5934820175170898,0.5145455002784729,0.639360249042511,0.5934820175170898,0.48887374997138977,0.6587686538696289,0.5934820175170898,0.4623883068561554,0.6770805716514587,0.5934820175170898,0.43513327836990356,0.694265604019165,0.5934820175170898,0.40715399384498596,0.7102950811386108,0.5934820175170898,0.37849706411361694,0.7251423001289368,0.5934820175170898,0.34921014308929443,0.7387826442718506,0.5934820175170898,0.3193419873714447,0.7511933445930481,0.5934820175170898,0.2889423370361328,0.7623537182807922,0.5934820175170898,0.2580617666244507,0.7722452878952026,0.5934820175170898,0.2267516702413559,0.7808514833450317,0.5934820175170898,0.19506417214870453,0.7881580591201782,0.5934820175170898,0.1630520224571228,0.7941527962684631,0.5934820175170898,0.13076847791671753,0.7988258004188538,0.5934820175170898,0.09826727211475372,0.8021692037582397,0.5934820175170898,0.06560252606868744,0.804177463054657,0.5934820175170898,0.03282858058810234,0.804847240447998,0.5934820175170898,1.9713071896832217e-16,0.7609787583351135,0.6487767696380615,0.0,0.7603455185890198,0.6487767696380615,-0.031039249151945114,0.7584466934204102,0.6487767696380615,-0.06202683597803116,0.7552855014801025,0.6487767696380615,-0.09291118383407593,0.7508672475814819,0.6487767696380615,-0.12364089488983154,0.7451992630958557,0.6487767696380615,-0.15416480600833893,0.7382909059524536,0.6487767696380615,-0.18443213403224945,0.7301537990570068,0.6487767696380615,-0.2143924981355667,0.7208014130592346,0.6487767696380615,-0.2439960241317749,0.7102493047714233,0.6487767696380615,-0.27319344878196716,0.6985150575637817,0.6487767696380615,-0.30193614959716797,0.6856182217597961,0.6487767696380615,-0.33017632365226746,0.6715801954269409,0.6487767696380615,-0.35786694288253784,0.6564244031906128,0.6487767696380615,-0.38496193289756775,0.6401761174201965,0.6487767696380615,-0.4114162027835846,0.6228622794151306,0.6487767696380615,-0.43718570470809937,0.6045117378234863,0.6487767696380615,-0.4622275233268738,0.5851550102233887,0.6487767696380615,-0.4865000545978546,0.5648244023323059,0.6487767696380615,-0.5099628567695618,0.5435537099838257,0.6487767696380615,-0.5325767993927002,0.5213783383369446,0.6487767696380615,-0.5543044209480286,0.4983351230621338,0.6487767696380615,-0.5751094222068787,0.47446250915527344,0.6487767696380615,-0.594957172870636,0.44980019330978394,0.6487767696380615,-0.6138147115707397,0.4243892431259155,0.6487767696380615,-0.6316506266593933,0.39827194809913635,0.6487767696380615,-0.6484351754188538,0.3714917302131653,0.6487767696380615,-0.664140522480011,0.3440932333469391,0.6487767696380615,-0.6787404417991638,0.31612202525138855,0.6487767696380615,-0.6922106742858887,0.28762465715408325,0.6487767696380615,-0.7045287489891052,0.258648544549942,0.6487767696380615,-0.7156742811203003,0.2292419672012329,0.6487767696380615,-0.7256285548210144,0.19945381581783295,0.6487767696380615,-0.7343751788139343,0.16933371126651764,0.6487767696380615,-0.7418994903564453,0.1389317661523819,0.6487767696380615,-0.7481889128684998,0.10829856991767883,0.6487767696380615,-0.7532331347465515,0.07748513668775558,0.6487767696380615,-0.7570236325263977,0.04654272645711899,0.6487767696380615,-0.7595541477203369,0.015522854402661324,0.6487767696380615,-0.7608204483985901,-0.015522854402661324,0.6487767696380615,-0.7608204483985901,-0.04654272645711899,0.6487767696380615,-0.7595541477203369,-0.07748513668775558,0.6487767696380615,-0.7570236325263977,-0.10829856991767883,0.6487767696380615,-0.7532331347465515,-0.1389317661523819,0.6487767696380615,-0.7481889128684998,-0.16933371126651764,0.6487767696380615,-0.7418994903564453,-0.19945381581783295,0.6487767696380615,-0.7343751788139343,-0.2292419672012329,0.6487767696380615,-0.7256285548210144,-0.258648544549942,0.6487767696380615,-0.7156742811203003,-0.28762465715408325,0.6487767696380615,-0.7045287489891052,-0.31612202525138855,0.6487767696380615,-0.6922106742858887,-0.3440932333469391,0.6487767696380615,-0.6787404417991638,-0.3714917302131653,0.6487767696380615,-0.664140522480011,-0.39827194809913635,0.6487767696380615,-0.6484351754188538,-0.4243892431259155,0.6487767696380615,-0.6316506266593933,-0.44980019330978394,0.6487767696380615,-0.6138147115707397,-0.47446250915527344,0.6487767696380615,-0.594957172870636,-0.4983351230621338,0.6487767696380615,-0.5751094222068787,-0.5213783383369446,0.6487767696380615,-0.5543044209480286,-0.5435537099838257,0.6487767696380615,-0.5325767993927002,-0.5648244023323059,0.6487767696380615,-0.5099628567695618,-0.5851550102233887,0.6487767696380615,-0.4865000545978546,-0.6045117378234863,0.6487767696380615,-0.4622275233268738,-0.6228622794151306,0.6487767696380615,-0.43718570470809937,-0.6401761174201965,0.6487767696380615,-0.4114162027835846,-0.6564244031906128,0.6487767696380615,-0.38496193289756775,-0.6715801954269409,0.6487767696380615,-0.35786694288253784,-0.6856182217597961,0.6487767696380615,-0.33017632365226746,-0.6985150575637817,0.6487767696380615,-0.30193614959716797,-0.7102493047714233,0.6487767696380615,-0.27319344878196716,-0.7208014130592346,0.6487767696380615,-0.2439960241317749,-0.7301537990570068,0.6487767696380615,-0.2143924981355667,-0.7382909059524536,0.6487767696380615,-0.18443213403224945,-0.7451992630958557,0.6487767696380615,-0.15416480600833893,-0.7508672475814819,0.6487767696380615,-0.12364089488983154,-0.7552855014801025,0.6487767696380615,-0.09291118383407593,-0.7584466934204102,0.6487767696380615,-0.06202683597803116,-0.7603455185890198,0.6487767696380615,-0.031039249151945114,-0.7609787583351135,0.6487767696380615,-9.319302654642108e-17,-0.7603455185890198,0.6487767696380615,0.031039249151945114,-0.7584466934204102,0.6487767696380615,0.06202683597803116,-0.7552855014801025,0.6487767696380615,0.09291118383407593,-0.7508672475814819,0.6487767696380615,0.12364089488983154,-0.7451992630958557,0.6487767696380615,0.15416480600833893,-0.7382909059524536,0.6487767696380615,0.18443213403224945,-0.7301537990570068,0.6487767696380615,0.2143924981355667,-0.7208014130592346,0.6487767696380615,0.2439960241317749,-0.7102493047714233,0.6487767696380615,0.27319344878196716,-0.6985150575637817,0.6487767696380615,0.30193614959716797,-0.6856182217597961,0.6487767696380615,0.33017632365226746,-0.6715801954269409,0.6487767696380615,0.35786694288253784,-0.6564244031906128,0.6487767696380615,0.38496193289756775,-0.6401761174201965,0.6487767696380615,0.4114162027835846,-0.6228622794151306,0.6487767696380615,0.43718570470809937,-0.6045117378234863,0.6487767696380615,0.4622275233268738,-0.5851550102233887,0.6487767696380615,0.4865000545978546,-0.5648244023323059,0.6487767696380615,0.5099628567695618,-0.5435537099838257,0.6487767696380615,0.5325767993927002,-0.5213783383369446,0.6487767696380615,0.5543044209480286,-0.4983351230621338,0.6487767696380615,0.5751094222068787,-0.47446250915527344,0.6487767696380615,0.594957172870636,-0.44980019330978394,0.6487767696380615,0.6138147115707397,-0.4243892431259155,0.6487767696380615,0.6316506266593933,-0.39827194809913635,0.6487767696380615,0.6484351754188538,-0.3714917302131653,0.6487767696380615,0.664140522480011,-0.3440932333469391,0.6487767696380615,0.6787404417991638,-0.31612202525138855,0.6487767696380615,0.6922106742858887,-0.28762465715408325,0.6487767696380615,0.7045287489891052,-0.258648544549942,0.6487767696380615,0.7156742811203003,-0.2292419672012329,0.6487767696380615,0.7256285548210144,-0.19945381581783295,0.6487767696380615,0.7343751788139343,-0.16933371126651764,0.6487767696380615,0.7418994903564453,-0.1389317661523819,0.6487767696380615,0.7481889128684998,-0.10829856991767883,0.6487767696380615,0.7532331347465515,-0.07748513668775558,0.6487767696380615,0.7570236325263977,-0.04654272645711899,0.6487767696380615,0.7595541477203369,-0.015522854402661324,0.6487767696380615,0.7608204483985901,0.015522854402661324,0.6487767696380615,0.7608204483985901,0.04654272645711899,0.6487767696380615,0.7595541477203369,0.07748513668775558,0.6487767696380615,0.7570236325263977,0.10829856991767883,0.6487767696380615,0.7532331347465515,0.1389317661523819,0.6487767696380615,0.7481889128684998,0.16933371126651764,0.6487767696380615,0.7418994903564453,0.19945381581783295,0.6487767696380615,0.7343751788139343,0.2292419672012329,0.6487767696380615,0.7256285548210144,0.258648544549942,0.6487767696380615,0.7156742811203003,0.28762465715408325,0.6487767696380615,0.7045287489891052,0.31612202525138855,0.6487767696380615,0.6922106742858887,0.3440932333469391,0.6487767696380615,0.6787404417991638,0.3714917302131653,0.6487767696380615,0.664140522480011,0.39827194809913635,0.6487767696380615,0.6484351754188538,0.4243892431259155,0.6487767696380615,0.6316506266593933,0.44980019330978394,0.6487767696380615,0.6138147115707397,0.47446250915527344,0.6487767696380615,0.594957172870636,0.4983351230621338,0.6487767696380615,0.5751094222068787,0.5213783383369446,0.6487767696380615,0.5543044209480286,0.5435537099838257,0.6487767696380615,0.5325767993927002,0.5648244023323059,0.6487767696380615,0.5099628567695618,0.5851550102233887,0.6487767696380615,0.4865000545978546,0.6045117378234863,0.6487767696380615,0.4622275233268738,0.6228622794151306,0.6487767696380615,0.43718570470809937,0.6401761174201965,0.6487767696380615,0.4114162027835846,0.6564244031906128,0.6487767696380615,0.38496193289756775,0.6715801954269409,0.6487767696380615,0.35786694288253784,0.6856182217597961,0.6487767696380615,0.33017632365226746,0.6985150575637817,0.6487767696380615,0.30193614959716797,0.7102493047714233,0.6487767696380615,0.27319344878196716,0.7208014130592346,0.6487767696380615,0.2439960241317749,0.7301537990570068,0.6487767696380615,0.2143924981355667,0.7382909059524536,0.6487767696380615,0.18443213403224945,0.7451992630958557,0.6487767696380615,0.15416480600833893,0.7508672475814819,0.6487767696380615,0.12364089488983154,0.7552855014801025,0.6487767696380615,0.09291118383407593,0.7584466934204102,0.6487767696380615,0.06202683597803116,0.7603455185890198,0.6487767696380615,0.031039249151945114,0.7609787583351135,0.6487767696380615,1.8638605309284216e-16,0.7133191823959351,0.7008393406867981,0.0,0.7127255201339722,0.7008393406867981,-0.029095280915498734,0.7109456658363342,0.7008393406867981,-0.05814213305711746,0.7079824805259705,0.7008393406867981,-0.08709221333265305,0.7038409113883972,0.7008393406867981,-0.11589734256267548,0.6985278725624084,0.7008393406867981,-0.14450956881046295,0.6920522451400757,0.7008393406867981,-0.17288127541542053,0.6844247579574585,0.7008393406867981,-0.20096524059772491,0.6756580471992493,0.7008393406867981,-0.2287147045135498,0.6657668352127075,0.7008393406867981,-0.25608351826667786,0.6547675132751465,0.7008393406867981,-0.2830260694026947,0.6426783800125122,0.7008393406867981,-0.309497594833374,0.6295195817947388,0.7008393406867981,-0.33545395731925964,0.6153129935264587,0.7008393406867981,-0.3608520030975342,0.600082278251648,0.7008393406867981,-0.3856494724750519,0.5838527679443359,0.7008393406867981,-0.409805029630661,0.5666515231132507,0.7008393406867981,-0.43327853083610535,0.5485071539878845,0.7008393406867981,-0.45603084564208984,0.5294498205184937,0.7008393406867981,-0.4780241847038269,0.5095112919807434,0.7008393406867981,-0.49922189116477966,0.4887247085571289,0.7008393406867981,-0.5195886492729187,0.46712473034858704,0.7008393406867981,-0.539090633392334,0.4447472393512726,0.7008393406867981,-0.5576953887939453,0.42162951827049255,0.7008393406867981,-0.5753718614578247,0.3978100121021271,0.7008393406867981,-0.5920907258987427,0.37332841753959656,0.7008393406867981,-0.6078240871429443,0.3482254445552826,0.7008393406867981,-0.6225457787513733,0.32254287600517273,0.7008393406867981,-0.6362313628196716,0.2963234782218933,0.7008393406867981,-0.6488579511642456,0.2696108818054199,0.7008393406867981,-0.6604045629501343,0.242449551820755,0.7008393406867981,-0.6708520650863647,0.2148846834897995,0.7008393406867981,-0.680182933807373,0.18696215748786926,0.7008393406867981,-0.6883817315101624,0.1587284505367279,0.7008393406867981,-0.6954347491264343,0.13023054599761963,0.7008393406867981,-0.7013303637504578,0.10151590406894684,0.7008393406867981,-0.7060586214065552,0.07263229042291641,0.7008393406867981,-0.709611713886261,0.0436277836561203,0.7008393406867981,-0.7119837403297424,0.014550668187439442,0.7008393406867981,-0.7131707668304443,-0.014550668187439442,0.7008393406867981,-0.7131707668304443,-0.0436277836561203,0.7008393406867981,-0.7119837403297424,-0.07263229042291641,0.7008393406867981,-0.709611713886261,-0.10151590406894684,0.7008393406867981,-0.7060586214065552,-0.13023054599761963,0.7008393406867981,-0.7013303637504578,-0.1587284505367279,0.7008393406867981,-0.6954347491264343,-0.18696215748786926,0.7008393406867981,-0.6883817315101624,-0.2148846834897995,0.7008393406867981,-0.680182933807373,-0.242449551820755,0.7008393406867981,-0.6708520650863647,-0.2696108818054199,0.7008393406867981,-0.6604045629501343,-0.2963234782218933,0.7008393406867981,-0.6488579511642456,-0.32254287600517273,0.7008393406867981,-0.6362313628196716,-0.3482254445552826,0.7008393406867981,-0.6225457787513733,-0.37332841753959656,0.7008393406867981,-0.6078240871429443,-0.3978100121021271,0.7008393406867981,-0.5920907258987427,-0.42162951827049255,0.7008393406867981,-0.5753718614578247,-0.4447472393512726,0.7008393406867981,-0.5576953887939453,-0.46712473034858704,0.7008393406867981,-0.539090633392334,-0.4887247085571289,0.7008393406867981,-0.5195886492729187,-0.5095112919807434,0.7008393406867981,-0.49922189116477966,-0.5294498205184937,0.7008393406867981,-0.4780241847038269,-0.5485071539878845,0.7008393406867981,-0.45603084564208984,-0.5666515231132507,0.7008393406867981,-0.43327853083610535,-0.5838527679443359,0.7008393406867981,-0.409805029630661,-0.600082278251648,0.7008393406867981,-0.3856494724750519,-0.6153129935264587,0.7008393406867981,-0.3608520030975342,-0.6295195817947388,0.7008393406867981,-0.33545395731925964,-0.6426783800125122,0.7008393406867981,-0.309497594833374,-0.6547675132751465,0.7008393406867981,-0.2830260694026947,-0.6657668352127075,0.7008393406867981,-0.25608351826667786,-0.6756580471992493,0.7008393406867981,-0.2287147045135498,-0.6844247579574585,0.7008393406867981,-0.20096524059772491,-0.6920522451400757,0.7008393406867981,-0.17288127541542053,-0.6985278725624084,0.7008393406867981,-0.14450956881046295,-0.7038409113883972,0.7008393406867981,-0.11589734256267548,-0.7079824805259705,0.7008393406867981,-0.08709221333265305,-0.7109456658363342,0.7008393406867981,-0.05814213305711746,-0.7127255201339722,0.7008393406867981,-0.029095280915498734,-0.7133191823959351,0.7008393406867981,-8.735640705702242e-17,-0.7127255201339722,0.7008393406867981,0.029095280915498734,-0.7109456658363342,0.7008393406867981,0.05814213305711746,-0.7079824805259705,0.7008393406867981,0.08709221333265305,-0.7038409113883972,0.7008393406867981,0.11589734256267548,-0.6985278725624084,0.7008393406867981,0.14450956881046295,-0.6920522451400757,0.7008393406867981,0.17288127541542053,-0.6844247579574585,0.7008393406867981,0.20096524059772491,-0.6756580471992493,0.7008393406867981,0.2287147045135498,-0.6657668352127075,0.7008393406867981,0.25608351826667786,-0.6547675132751465,0.7008393406867981,0.2830260694026947,-0.6426783800125122,0.7008393406867981,0.309497594833374,-0.6295195817947388,0.7008393406867981,0.33545395731925964,-0.6153129935264587,0.7008393406867981,0.3608520030975342,-0.600082278251648,0.7008393406867981,0.3856494724750519,-0.5838527679443359,0.7008393406867981,0.409805029630661,-0.5666515231132507,0.7008393406867981,0.43327853083610535,-0.5485071539878845,0.7008393406867981,0.45603084564208984,-0.5294498205184937,0.7008393406867981,0.4780241847038269,-0.5095112919807434,0.7008393406867981,0.49922189116477966,-0.4887247085571289,0.7008393406867981,0.5195886492729187,-0.46712473034858704,0.7008393406867981,0.539090633392334,-0.4447472393512726,0.7008393406867981,0.5576953887939453,-0.42162951827049255,0.7008393406867981,0.5753718614578247,-0.3978100121021271,0.7008393406867981,0.5920907258987427,-0.37332841753959656,0.7008393406867981,0.6078240871429443,-0.3482254445552826,0.7008393406867981,0.6225457787513733,-0.32254287600517273,0.7008393406867981,0.6362313628196716,-0.2963234782218933,0.7008393406867981,0.6488579511642456,-0.2696108818054199,0.7008393406867981,0.6604045629501343,-0.242449551820755,0.7008393406867981,0.6708520650863647,-0.2148846834897995,0.7008393406867981,0.680182933807373,-0.18696215748786926,0.7008393406867981,0.6883817315101624,-0.1587284505367279,0.7008393406867981,0.6954347491264343,-0.13023054599761963,0.7008393406867981,0.7013303637504578,-0.10151590406894684,0.7008393406867981,0.7060586214065552,-0.07263229042291641,0.7008393406867981,0.709611713886261,-0.0436277836561203,0.7008393406867981,0.7119837403297424,-0.014550668187439442,0.7008393406867981,0.7131707668304443,0.014550668187439442,0.7008393406867981,0.7131707668304443,0.0436277836561203,0.7008393406867981,0.7119837403297424,0.07263229042291641,0.7008393406867981,0.709611713886261,0.10151590406894684,0.7008393406867981,0.7060586214065552,0.13023054599761963,0.7008393406867981,0.7013303637504578,0.1587284505367279,0.7008393406867981,0.6954347491264343,0.18696215748786926,0.7008393406867981,0.6883817315101624,0.2148846834897995,0.7008393406867981,0.680182933807373,0.242449551820755,0.7008393406867981,0.6708520650863647,0.2696108818054199,0.7008393406867981,0.6604045629501343,0.2963234782218933,0.7008393406867981,0.6488579511642456,0.32254287600517273,0.7008393406867981,0.6362313628196716,0.3482254445552826,0.7008393406867981,0.6225457787513733,0.37332841753959656,0.7008393406867981,0.6078240871429443,0.3978100121021271,0.7008393406867981,0.5920907258987427,0.42162951827049255,0.7008393406867981,0.5753718614578247,0.4447472393512726,0.7008393406867981,0.5576953887939453,0.46712473034858704,0.7008393406867981,0.539090633392334,0.4887247085571289,0.7008393406867981,0.5195886492729187,0.5095112919807434,0.7008393406867981,0.49922189116477966,0.5294498205184937,0.7008393406867981,0.4780241847038269,0.5485071539878845,0.7008393406867981,0.45603084564208984,0.5666515231132507,0.7008393406867981,0.43327853083610535,0.5838527679443359,0.7008393406867981,0.409805029630661,0.600082278251648,0.7008393406867981,0.3856494724750519,0.6153129935264587,0.7008393406867981,0.3608520030975342,0.6295195817947388,0.7008393406867981,0.33545395731925964,0.6426783800125122,0.7008393406867981,0.309497594833374,0.6547675132751465,0.7008393406867981,0.2830260694026947,0.6657668352127075,0.7008393406867981,0.25608351826667786,0.6756580471992493,0.7008393406867981,0.2287147045135498,0.6844247579574585,0.7008393406867981,0.20096524059772491,0.6920522451400757,0.7008393406867981,0.17288127541542053,0.6985278725624084,0.7008393406867981,0.14450956881046295,0.7038409113883972,0.7008393406867981,0.11589734256267548,0.7079824805259705,0.7008393406867981,0.08709221333265305,0.7109456658363342,0.7008393406867981,0.05814213305711746,0.7127255201339722,0.7008393406867981,0.029095280915498734,0.7133191823959351,0.7008393406867981,1.7471281411404483e-16,0.6621058583259583,0.7494103312492371,0.0,0.6615548133850098,0.7494103312492371,-0.0270063616335392,0.6599027514457703,0.7494103312492371,-0.05396777391433716,0.6571522951126099,0.7494103312492371,-0.0808393582701683,0.653308093547821,0.7494103312492371,-0.1075764000415802,0.6483765244483948,0.7494103312492371,-0.13413438200950623,0.6423657536506653,0.7494103312492371,-0.16046911478042603,0.6352859139442444,0.7494103312492371,-0.1865367740392685,0.6271486282348633,0.7494103312492371,-0.21229395270347595,0.6179675459861755,0.7494103312492371,-0.2376977801322937,0.6077579259872437,0.7494103312492371,-0.2627059817314148,0.5965367555618286,0.7494103312492371,-0.287276953458786,0.5843226909637451,0.7494103312492371,-0.31136977672576904,0.5711360573768616,0.7494103312492371,-0.33494433760643005,0.5569988489151001,0.7494103312492371,-0.3579614460468292,0.541934609413147,0.7494103312492371,-0.3803827464580536,0.5259683132171631,0.7494103312492371,-0.40217092633247375,0.509126603603363,0.7494103312492371,-0.4232897460460663,0.49143755435943604,0.7494103312492371,-0.4437040388584137,0.47293052077293396,0.7494103312492371,-0.463379830121994,0.4536363184452057,0.7494103312492371,-0.4822843670845032,0.43358710408210754,0.7494103312492371,-0.5003861784934998,0.41281622648239136,0.7494103312492371,-0.5176551938056946,0.39135825634002686,0.7494103312492371,-0.5340625643730164,0.3692489266395569,0.7494103312492371,-0.5495811104774475,0.3465249836444855,0.7494103312492371,-0.564184844493866,0.3232243061065674,0.7494103312492371,-0.5778496265411377,0.299385666847229,0.7494103312492371,-0.590552568435669,0.27504870295524597,0.7494103312492371,-0.602272629737854,0.25025394558906555,0.7494103312492371,-0.6129902601242065,0.2250426858663559,0.7494103312492371,-0.6226876378059387,0.1994568556547165,0.7494103312492371,-0.6313486099243164,0.17353905737400055,0.7494103312492371,-0.6389588117599487,0.14733241498470306,0.7494103312492371,-0.6455054879188538,0.12088054418563843,0.7494103312492371,-0.6509777307510376,0.09422748535871506,0.7494103312492371,-0.6553665399551392,0.06741759181022644,0.7494103312492371,-0.6586645841598511,0.04049549251794815,0.7494103312492371,-0.6608662605285645,0.013505990616977215,0.7494103312492371,-0.6619680523872375,-0.013505990616977215,0.7494103312492371,-0.6619680523872375,-0.04049549251794815,0.7494103312492371,-0.6608662605285645,-0.06741759181022644,0.7494103312492371,-0.6586645841598511,-0.09422748535871506,0.7494103312492371,-0.6553665399551392,-0.12088054418563843,0.7494103312492371,-0.6509777307510376,-0.14733241498470306,0.7494103312492371,-0.6455054879188538,-0.17353905737400055,0.7494103312492371,-0.6389588117599487,-0.1994568556547165,0.7494103312492371,-0.6313486099243164,-0.2250426858663559,0.7494103312492371,-0.6226876378059387,-0.25025394558906555,0.7494103312492371,-0.6129902601242065,-0.27504870295524597,0.7494103312492371,-0.602272629737854,-0.299385666847229,0.7494103312492371,-0.590552568435669,-0.3232243061065674,0.7494103312492371,-0.5778496265411377,-0.3465249836444855,0.7494103312492371,-0.564184844493866,-0.3692489266395569,0.7494103312492371,-0.5495811104774475,-0.39135825634002686,0.7494103312492371,-0.5340625643730164,-0.41281622648239136,0.7494103312492371,-0.5176551938056946,-0.43358710408210754,0.7494103312492371,-0.5003861784934998,-0.4536363184452057,0.7494103312492371,-0.4822843670845032,-0.47293052077293396,0.7494103312492371,-0.463379830121994,-0.49143755435943604,0.7494103312492371,-0.4437040388584137,-0.509126603603363,0.7494103312492371,-0.4232897460460663,-0.5259683132171631,0.7494103312492371,-0.40217092633247375,-0.541934609413147,0.7494103312492371,-0.3803827464580536,-0.5569988489151001,0.7494103312492371,-0.3579614460468292,-0.5711360573768616,0.7494103312492371,-0.33494433760643005,-0.5843226909637451,0.7494103312492371,-0.31136977672576904,-0.5965367555618286,0.7494103312492371,-0.287276953458786,-0.6077579259872437,0.7494103312492371,-0.2627059817314148,-0.6179675459861755,0.7494103312492371,-0.2376977801322937,-0.6271486282348633,0.7494103312492371,-0.21229395270347595,-0.6352859139442444,0.7494103312492371,-0.1865367740392685,-0.6423657536506653,0.7494103312492371,-0.16046911478042603,-0.6483765244483948,0.7494103312492371,-0.13413438200950623,-0.653308093547821,0.7494103312492371,-0.1075764000415802,-0.6571522951126099,0.7494103312492371,-0.0808393582701683,-0.6599027514457703,0.7494103312492371,-0.05396777391433716,-0.6615548133850098,0.7494103312492371,-0.0270063616335392,-0.6621058583259583,0.7494103312492371,-8.108457806885755e-17,-0.6615548133850098,0.7494103312492371,0.0270063616335392,-0.6599027514457703,0.7494103312492371,0.05396777391433716,-0.6571522951126099,0.7494103312492371,0.0808393582701683,-0.653308093547821,0.7494103312492371,0.1075764000415802,-0.6483765244483948,0.7494103312492371,0.13413438200950623,-0.6423657536506653,0.7494103312492371,0.16046911478042603,-0.6352859139442444,0.7494103312492371,0.1865367740392685,-0.6271486282348633,0.7494103312492371,0.21229395270347595,-0.6179675459861755,0.7494103312492371,0.2376977801322937,-0.6077579259872437,0.7494103312492371,0.2627059817314148,-0.5965367555618286,0.7494103312492371,0.287276953458786,-0.5843226909637451,0.7494103312492371,0.31136977672576904,-0.5711360573768616,0.7494103312492371,0.33494433760643005,-0.5569988489151001,0.7494103312492371,0.3579614460468292,-0.541934609413147,0.7494103312492371,0.3803827464580536,-0.5259683132171631,0.7494103312492371,0.40217092633247375,-0.509126603603363,0.7494103312492371,0.4232897460460663,-0.49143755435943604,0.7494103312492371,0.4437040388584137,-0.47293052077293396,0.7494103312492371,0.463379830121994,-0.4536363184452057,0.7494103312492371,0.4822843670845032,-0.43358710408210754,0.7494103312492371,0.5003861784934998,-0.41281622648239136,0.7494103312492371,0.5176551938056946,-0.39135825634002686,0.7494103312492371,0.5340625643730164,-0.3692489266395569,0.7494103312492371,0.5495811104774475,-0.3465249836444855,0.7494103312492371,0.564184844493866,-0.3232243061065674,0.7494103312492371,0.5778496265411377,-0.299385666847229,0.7494103312492371,0.590552568435669,-0.27504870295524597,0.7494103312492371,0.602272629737854,-0.25025394558906555,0.7494103312492371,0.6129902601242065,-0.2250426858663559,0.7494103312492371,0.6226876378059387,-0.1994568556547165,0.7494103312492371,0.6313486099243164,-0.17353905737400055,0.7494103312492371,0.6389588117599487,-0.14733241498470306,0.7494103312492371,0.6455054879188538,-0.12088054418563843,0.7494103312492371,0.6509777307510376,-0.09422748535871506,0.7494103312492371,0.6553665399551392,-0.06741759181022644,0.7494103312492371,0.6586645841598511,-0.04049549251794815,0.7494103312492371,0.6608662605285645,-0.013505990616977215,0.7494103312492371,0.6619680523872375,0.013505990616977215,0.7494103312492371,0.6619680523872375,0.04049549251794815,0.7494103312492371,0.6608662605285645,0.06741759181022644,0.7494103312492371,0.6586645841598511,0.09422748535871506,0.7494103312492371,0.6553665399551392,0.12088054418563843,0.7494103312492371,0.6509777307510376,0.14733241498470306,0.7494103312492371,0.6455054879188538,0.17353905737400055,0.7494103312492371,0.6389588117599487,0.1994568556547165,0.7494103312492371,0.6313486099243164,0.2250426858663559,0.7494103312492371,0.6226876378059387,0.25025394558906555,0.7494103312492371,0.6129902601242065,0.27504870295524597,0.7494103312492371,0.602272629737854,0.299385666847229,0.7494103312492371,0.590552568435669,0.3232243061065674,0.7494103312492371,0.5778496265411377,0.3465249836444855,0.7494103312492371,0.564184844493866,0.3692489266395569,0.7494103312492371,0.5495811104774475,0.39135825634002686,0.7494103312492371,0.5340625643730164,0.41281622648239136,0.7494103312492371,0.5176551938056946,0.43358710408210754,0.7494103312492371,0.5003861784934998,0.4536363184452057,0.7494103312492371,0.4822843670845032,0.47293052077293396,0.7494103312492371,0.463379830121994,0.49143755435943604,0.7494103312492371,0.4437040388584137,0.509126603603363,0.7494103312492371,0.4232897460460663,0.5259683132171631,0.7494103312492371,0.40217092633247375,0.541934609413147,0.7494103312492371,0.3803827464580536,0.5569988489151001,0.7494103312492371,0.3579614460468292,0.5711360573768616,0.7494103312492371,0.33494433760643005,0.5843226909637451,0.7494103312492371,0.31136977672576904,0.5965367555618286,0.7494103312492371,0.287276953458786,0.6077579259872437,0.7494103312492371,0.2627059817314148,0.6179675459861755,0.7494103312492371,0.2376977801322937,0.6271486282348633,0.7494103312492371,0.21229395270347595,0.6352859139442444,0.7494103312492371,0.1865367740392685,0.6423657536506653,0.7494103312492371,0.16046911478042603,0.6483765244483948,0.7494103312492371,0.13413438200950623,0.653308093547821,0.7494103312492371,0.1075764000415802,0.6571522951126099,0.7494103312492371,0.0808393582701683,0.6599027514457703,0.7494103312492371,0.05396777391433716,0.6615548133850098,0.7494103312492371,0.0270063616335392,0.6621058583259583,0.7494103312492371,1.621691561377151e-16,0.6075938940048218,0.7942478656768799,0.0,0.6070882678031921,0.7942478656768799,-0.024782896041870117,0.6055722236633301,0.7942478656768799,-0.049524545669555664,0.6030482053756714,0.7942478656768799,-0.07418376207351685,0.5995205044746399,0.7942478656768799,-0.0987195149064064,0.5949949622154236,0.7942478656768799,-0.1230909526348114,0.5894790887832642,0.7942478656768799,-0.14725752174854279,0.5829821228981018,0.7942478656768799,-0.17117898166179657,0.5755147933959961,0.7942478656768799,-0.19481554627418518,0.5670896172523499,0.7942478656768799,-0.21812786161899567,0.5577205419540405,0.7942478656768799,-0.24107711017131805,0.5474231839179993,0.7942478656768799,-0.2636251151561737,0.5362147688865662,0.7942478656768799,-0.2857343554496765,0.5241138339042664,0.7942478656768799,-0.3073680102825165,0.5111405253410339,0.7942478656768799,-0.32849007844924927,0.49731650948524475,0.7942478656768799,-0.3490653932094574,0.4826647639274597,0.7942478656768799,-0.3690597414970398,0.46720966696739197,0.7942478656768799,-0.3884398341178894,0.4509769380092621,0.7942478656768799,-0.40717339515686035,0.4339936077594757,0.7942478656768799,-0.4252292513847351,0.41628792881965637,0.7942478656768799,-0.4425773620605469,0.3978894054889679,0.7942478656768799,-0.459188848733902,0.37882861495018005,0.7942478656768799,-0.47503605484962463,0.35913729667663574,0.7942478656768799,-0.49009260535240173,0.3388482332229614,0.7942478656768799,-0.5043334364891052,0.31799519062042236,0.7942478656768799,-0.5177348852157593,0.2966128885746002,0.7942478656768799,-0.5302746295928955,0.2747369110584259,0.7942478656768799,-0.5419317483901978,0.2524036467075348,0.7942478656768799,-0.552686870098114,0.22965027391910553,0.7942478656768799,-0.5625221133232117,0.20651467144489288,0.7942478656768799,-0.5714210867881775,0.18303535878658295,0.7942478656768799,-0.5793690085411072,0.1592513918876648,0.7942478656768799,-0.5863525867462158,0.13520236313343048,0.7942478656768799,-0.592360258102417,0.11092831194400787,0.7942478656768799,-0.5973820090293884,0.0864696279168129,0.7942478656768799,-0.6014094948768616,0.06186702847480774,0.7942478656768799,-0.6044359803199768,0.0371614545583725,0.7942478656768799,-0.6064563989639282,0.012394026853144169,0.7942478656768799,-0.6074674725532532,-0.012394026853144169,0.7942478656768799,-0.6074674725532532,-0.0371614545583725,0.7942478656768799,-0.6064563989639282,-0.06186702847480774,0.7942478656768799,-0.6044359803199768,-0.0864696279168129,0.7942478656768799,-0.6014094948768616,-0.11092831194400787,0.7942478656768799,-0.5973820090293884,-0.13520236313343048,0.7942478656768799,-0.592360258102417,-0.1592513918876648,0.7942478656768799,-0.5863525867462158,-0.18303535878658295,0.7942478656768799,-0.5793690085411072,-0.20651467144489288,0.7942478656768799,-0.5714210867881775,-0.22965027391910553,0.7942478656768799,-0.5625221133232117,-0.2524036467075348,0.7942478656768799,-0.552686870098114,-0.2747369110584259,0.7942478656768799,-0.5419317483901978,-0.2966128885746002,0.7942478656768799,-0.5302746295928955,-0.31799519062042236,0.7942478656768799,-0.5177348852157593,-0.3388482332229614,0.7942478656768799,-0.5043334364891052,-0.35913729667663574,0.7942478656768799,-0.49009260535240173,-0.37882861495018005,0.7942478656768799,-0.47503605484962463,-0.3978894054889679,0.7942478656768799,-0.459188848733902,-0.41628792881965637,0.7942478656768799,-0.4425773620605469,-0.4339936077594757,0.7942478656768799,-0.4252292513847351,-0.4509769380092621,0.7942478656768799,-0.40717339515686035,-0.46720966696739197,0.7942478656768799,-0.3884398341178894,-0.4826647639274597,0.7942478656768799,-0.3690597414970398,-0.49731650948524475,0.7942478656768799,-0.3490653932094574,-0.5111405253410339,0.7942478656768799,-0.32849007844924927,-0.5241138339042664,0.7942478656768799,-0.3073680102825165,-0.5362147688865662,0.7942478656768799,-0.2857343554496765,-0.5474231839179993,0.7942478656768799,-0.2636251151561737,-0.5577205419540405,0.7942478656768799,-0.24107711017131805,-0.5670896172523499,0.7942478656768799,-0.21812786161899567,-0.5755147933959961,0.7942478656768799,-0.19481554627418518,-0.5829821228981018,0.7942478656768799,-0.17117898166179657,-0.5894790887832642,0.7942478656768799,-0.14725752174854279,-0.5949949622154236,0.7942478656768799,-0.1230909526348114,-0.5995205044746399,0.7942478656768799,-0.0987195149064064,-0.6030482053756714,0.7942478656768799,-0.07418376207351685,-0.6055722236633301,0.7942478656768799,-0.049524545669555664,-0.6070882678031921,0.7942478656768799,-0.024782896041870117,-0.6075938940048218,0.7942478656768799,-7.440879377419119e-17,-0.6070882678031921,0.7942478656768799,0.024782896041870117,-0.6055722236633301,0.7942478656768799,0.049524545669555664,-0.6030482053756714,0.7942478656768799,0.07418376207351685,-0.5995205044746399,0.7942478656768799,0.0987195149064064,-0.5949949622154236,0.7942478656768799,0.1230909526348114,-0.5894790887832642,0.7942478656768799,0.14725752174854279,-0.5829821228981018,0.7942478656768799,0.17117898166179657,-0.5755147933959961,0.7942478656768799,0.19481554627418518,-0.5670896172523499,0.7942478656768799,0.21812786161899567,-0.5577205419540405,0.7942478656768799,0.24107711017131805,-0.5474231839179993,0.7942478656768799,0.2636251151561737,-0.5362147688865662,0.7942478656768799,0.2857343554496765,-0.5241138339042664,0.7942478656768799,0.3073680102825165,-0.5111405253410339,0.7942478656768799,0.32849007844924927,-0.49731650948524475,0.7942478656768799,0.3490653932094574,-0.4826647639274597,0.7942478656768799,0.3690597414970398,-0.46720966696739197,0.7942478656768799,0.3884398341178894,-0.4509769380092621,0.7942478656768799,0.40717339515686035,-0.4339936077594757,0.7942478656768799,0.4252292513847351,-0.41628792881965637,0.7942478656768799,0.4425773620605469,-0.3978894054889679,0.7942478656768799,0.459188848733902,-0.37882861495018005,0.7942478656768799,0.47503605484962463,-0.35913729667663574,0.7942478656768799,0.49009260535240173,-0.3388482332229614,0.7942478656768799,0.5043334364891052,-0.31799519062042236,0.7942478656768799,0.5177348852157593,-0.2966128885746002,0.7942478656768799,0.5302746295928955,-0.2747369110584259,0.7942478656768799,0.5419317483901978,-0.2524036467075348,0.7942478656768799,0.552686870098114,-0.22965027391910553,0.7942478656768799,0.5625221133232117,-0.20651467144489288,0.7942478656768799,0.5714210867881775,-0.18303535878658295,0.7942478656768799,0.5793690085411072,-0.1592513918876648,0.7942478656768799,0.5863525867462158,-0.13520236313343048,0.7942478656768799,0.592360258102417,-0.11092831194400787,0.7942478656768799,0.5973820090293884,-0.0864696279168129,0.7942478656768799,0.6014094948768616,-0.06186702847480774,0.7942478656768799,0.6044359803199768,-0.0371614545583725,0.7942478656768799,0.6064563989639282,-0.012394026853144169,0.7942478656768799,0.6074674725532532,0.012394026853144169,0.7942478656768799,0.6074674725532532,0.0371614545583725,0.7942478656768799,0.6064563989639282,0.06186702847480774,0.7942478656768799,0.6044359803199768,0.0864696279168129,0.7942478656768799,0.6014094948768616,0.11092831194400787,0.7942478656768799,0.5973820090293884,0.13520236313343048,0.7942478656768799,0.592360258102417,0.1592513918876648,0.7942478656768799,0.5863525867462158,0.18303535878658295,0.7942478656768799,0.5793690085411072,0.20651467144489288,0.7942478656768799,0.5714210867881775,0.22965027391910553,0.7942478656768799,0.5625221133232117,0.2524036467075348,0.7942478656768799,0.552686870098114,0.2747369110584259,0.7942478656768799,0.5419317483901978,0.2966128885746002,0.7942478656768799,0.5302746295928955,0.31799519062042236,0.7942478656768799,0.5177348852157593,0.3388482332229614,0.7942478656768799,0.5043334364891052,0.35913729667663574,0.7942478656768799,0.49009260535240173,0.37882861495018005,0.7942478656768799,0.47503605484962463,0.3978894054889679,0.7942478656768799,0.459188848733902,0.41628792881965637,0.7942478656768799,0.4425773620605469,0.4339936077594757,0.7942478656768799,0.4252292513847351,0.4509769380092621,0.7942478656768799,0.40717339515686035,0.46720966696739197,0.7942478656768799,0.3884398341178894,0.4826647639274597,0.7942478656768799,0.3690597414970398,0.49731650948524475,0.7942478656768799,0.3490653932094574,0.5111405253410339,0.7942478656768799,0.32849007844924927,0.5241138339042664,0.7942478656768799,0.3073680102825165,0.5362147688865662,0.7942478656768799,0.2857343554496765,0.5474231839179993,0.7942478656768799,0.2636251151561737,0.5577205419540405,0.7942478656768799,0.24107711017131805,0.5670896172523499,0.7942478656768799,0.21812786161899567,0.5755147933959961,0.7942478656768799,0.19481554627418518,0.5829821228981018,0.7942478656768799,0.17117898166179657,0.5894790887832642,0.7942478656768799,0.14725752174854279,0.5949949622154236,0.7942478656768799,0.1230909526348114,0.5995205044746399,0.7942478656768799,0.0987195149064064,0.6030482053756714,0.7942478656768799,0.07418376207351685,0.6055722236633301,0.7942478656768799,0.049524545669555664,0.6070882678031921,0.7942478656768799,0.024782896041870117,0.6075938940048218,0.7942478656768799,1.4881758754838238e-16,0.5500550270080566,0.8351284265518188,0.0,0.5495972633361816,0.8351284265518188,-0.02243596501648426,0.5482247471809387,0.8351284265518188,-0.04483458772301674,0.5459397435188293,0.8351284265518188,-0.06715858727693558,0.5427461266517639,0.8351284265518188,-0.08937080949544907,0.5386491417884827,0.8351284265518188,-0.11143428087234497,0.5336556434631348,0.8351284265518188,-0.13331228494644165,0.527773916721344,0.8351284265518188,-0.15496839582920074,0.5210137367248535,0.8351284265518188,-0.17636658251285553,0.5133864283561707,0.8351284265518188,-0.1974712312221527,0.5049046277999878,0.8351284265518188,-0.2182472050189972,0.4955824315547943,0.8351284265518188,-0.23865991830825806,0.4854353964328766,0.8351284265518188,-0.2586754262447357,0.47448042035102844,0.8351284265518188,-0.27826038002967834,0.46273571252822876,0.8351284265518188,-0.2973821759223938,0.45022082328796387,0.8351284265518188,-0.3160090446472168,0.43695658445358276,0.8351284265518188,-0.33410993218421936,0.42296507954597473,0.8351284265518188,-0.3516547381877899,0.40826958417892456,0.8351284265518188,-0.36861422657966614,0.39289456605911255,0.8351284265518188,-0.38496020436286926,0.3768656253814697,0.8351284265518188,-0.4006654620170593,0.3602094352245331,0.8351284265518188,-0.41570383310317993,0.3429536819458008,0.8351284265518188,-0.4300503134727478,0.32512712478637695,0.8351284265518188,-0.4436810314655304,0.30675944685935974,0.8351284265518188,-0.4565732777118683,0.28788116574287415,0.8351284265518188,-0.46870559453964233,0.2685237526893616,0.8351284265518188,-0.48005780577659607,0.24871942400932312,0.8351284265518188,-0.4906110167503357,0.2285011112689972,0.8351284265518188,-0.5003476142883301,0.2079024761915207,0.8351284265518188,-0.5092514753341675,0.18695780634880066,0.8351284265518188,-0.517307698726654,0.1657019704580307,0.8351284265518188,-0.5245029926300049,0.144170343875885,0.8351284265518188,-0.5308251976966858,0.1223987564444542,0.8351284265518188,-0.5362640023231506,0.10042344033718109,0.8351284265518188,-0.5408101677894592,0.0782809853553772,0.8351284265518188,-0.5444562435150146,0.056008242070674896,0.8351284265518188,-0.547196090221405,0.033642277121543884,0.8351284265518188,-0.5490252375602722,0.011220317333936691,0.8351284265518188,-0.5499405264854431,-0.011220317333936691,0.8351284265518188,-0.5499405264854431,-0.033642277121543884,0.8351284265518188,-0.5490252375602722,-0.056008242070674896,0.8351284265518188,-0.547196090221405,-0.0782809853553772,0.8351284265518188,-0.5444562435150146,-0.10042344033718109,0.8351284265518188,-0.5408101677894592,-0.1223987564444542,0.8351284265518188,-0.5362640023231506,-0.144170343875885,0.8351284265518188,-0.5308251976966858,-0.1657019704580307,0.8351284265518188,-0.5245029926300049,-0.18695780634880066,0.8351284265518188,-0.517307698726654,-0.2079024761915207,0.8351284265518188,-0.5092514753341675,-0.2285011112689972,0.8351284265518188,-0.5003476142883301,-0.24871942400932312,0.8351284265518188,-0.4906110167503357,-0.2685237526893616,0.8351284265518188,-0.48005780577659607,-0.28788116574287415,0.8351284265518188,-0.46870559453964233,-0.30675944685935974,0.8351284265518188,-0.4565732777118683,-0.32512712478637695,0.8351284265518188,-0.4436810314655304,-0.3429536819458008,0.8351284265518188,-0.4300503134727478,-0.3602094352245331,0.8351284265518188,-0.41570383310317993,-0.3768656253814697,0.8351284265518188,-0.4006654620170593,-0.39289456605911255,0.8351284265518188,-0.38496020436286926,-0.40826958417892456,0.8351284265518188,-0.36861422657966614,-0.42296507954597473,0.8351284265518188,-0.3516547381877899,-0.43695658445358276,0.8351284265518188,-0.33410993218421936,-0.45022082328796387,0.8351284265518188,-0.3160090446472168,-0.46273571252822876,0.8351284265518188,-0.2973821759223938,-0.47448042035102844,0.8351284265518188,-0.27826038002967834,-0.4854353964328766,0.8351284265518188,-0.2586754262447357,-0.4955824315547943,0.8351284265518188,-0.23865991830825806,-0.5049046277999878,0.8351284265518188,-0.2182472050189972,-0.5133864283561707,0.8351284265518188,-0.1974712312221527,-0.5210137367248535,0.8351284265518188,-0.17636658251285553,-0.527773916721344,0.8351284265518188,-0.15496839582920074,-0.5336556434631348,0.8351284265518188,-0.13331228494644165,-0.5386491417884827,0.8351284265518188,-0.11143428087234497,-0.5427461266517639,0.8351284265518188,-0.08937080949544907,-0.5459397435188293,0.8351284265518188,-0.06715858727693558,-0.5482247471809387,0.8351284265518188,-0.04483458772301674,-0.5495972633361816,0.8351284265518188,-0.02243596501648426,-0.5500550270080566,0.8351284265518188,-6.736230683364796e-17,-0.5495972633361816,0.8351284265518188,0.02243596501648426,-0.5482247471809387,0.8351284265518188,0.04483458772301674,-0.5459397435188293,0.8351284265518188,0.06715858727693558,-0.5427461266517639,0.8351284265518188,0.08937080949544907,-0.5386491417884827,0.8351284265518188,0.11143428087234497,-0.5336556434631348,0.8351284265518188,0.13331228494644165,-0.527773916721344,0.8351284265518188,0.15496839582920074,-0.5210137367248535,0.8351284265518188,0.17636658251285553,-0.5133864283561707,0.8351284265518188,0.1974712312221527,-0.5049046277999878,0.8351284265518188,0.2182472050189972,-0.4955824315547943,0.8351284265518188,0.23865991830825806,-0.4854353964328766,0.8351284265518188,0.2586754262447357,-0.47448042035102844,0.8351284265518188,0.27826038002967834,-0.46273571252822876,0.8351284265518188,0.2973821759223938,-0.45022082328796387,0.8351284265518188,0.3160090446472168,-0.43695658445358276,0.8351284265518188,0.33410993218421936,-0.42296507954597473,0.8351284265518188,0.3516547381877899,-0.40826958417892456,0.8351284265518188,0.36861422657966614,-0.39289456605911255,0.8351284265518188,0.38496020436286926,-0.3768656253814697,0.8351284265518188,0.4006654620170593,-0.3602094352245331,0.8351284265518188,0.41570383310317993,-0.3429536819458008,0.8351284265518188,0.4300503134727478,-0.32512712478637695,0.8351284265518188,0.4436810314655304,-0.30675944685935974,0.8351284265518188,0.4565732777118683,-0.28788116574287415,0.8351284265518188,0.46870559453964233,-0.2685237526893616,0.8351284265518188,0.48005780577659607,-0.24871942400932312,0.8351284265518188,0.4906110167503357,-0.2285011112689972,0.8351284265518188,0.5003476142883301,-0.2079024761915207,0.8351284265518188,0.5092514753341675,-0.18695780634880066,0.8351284265518188,0.517307698726654,-0.1657019704580307,0.8351284265518188,0.5245029926300049,-0.144170343875885,0.8351284265518188,0.5308251976966858,-0.1223987564444542,0.8351284265518188,0.5362640023231506,-0.10042344033718109,0.8351284265518188,0.5408101677894592,-0.0782809853553772,0.8351284265518188,0.5444562435150146,-0.056008242070674896,0.8351284265518188,0.547196090221405,-0.033642277121543884,0.8351284265518188,0.5490252375602722,-0.011220317333936691,0.8351284265518188,0.5499405264854431,0.011220317333936691,0.8351284265518188,0.5499405264854431,0.033642277121543884,0.8351284265518188,0.5490252375602722,0.056008242070674896,0.8351284265518188,0.547196090221405,0.0782809853553772,0.8351284265518188,0.5444562435150146,0.10042344033718109,0.8351284265518188,0.5408101677894592,0.1223987564444542,0.8351284265518188,0.5362640023231506,0.144170343875885,0.8351284265518188,0.5308251976966858,0.1657019704580307,0.8351284265518188,0.5245029926300049,0.18695780634880066,0.8351284265518188,0.517307698726654,0.2079024761915207,0.8351284265518188,0.5092514753341675,0.2285011112689972,0.8351284265518188,0.5003476142883301,0.24871942400932312,0.8351284265518188,0.4906110167503357,0.2685237526893616,0.8351284265518188,0.48005780577659607,0.28788116574287415,0.8351284265518188,0.46870559453964233,0.30675944685935974,0.8351284265518188,0.4565732777118683,0.32512712478637695,0.8351284265518188,0.4436810314655304,0.3429536819458008,0.8351284265518188,0.4300503134727478,0.3602094352245331,0.8351284265518188,0.41570383310317993,0.3768656253814697,0.8351284265518188,0.4006654620170593,0.39289456605911255,0.8351284265518188,0.38496020436286926,0.40826958417892456,0.8351284265518188,0.36861422657966614,0.42296507954597473,0.8351284265518188,0.3516547381877899,0.43695658445358276,0.8351284265518188,0.33410993218421936,0.45022082328796387,0.8351284265518188,0.3160090446472168,0.46273571252822876,0.8351284265518188,0.2973821759223938,0.47448042035102844,0.8351284265518188,0.27826038002967834,0.4854353964328766,0.8351284265518188,0.2586754262447357,0.4955824315547943,0.8351284265518188,0.23865991830825806,0.5049046277999878,0.8351284265518188,0.2182472050189972,0.5133864283561707,0.8351284265518188,0.1974712312221527,0.5210137367248535,0.8351284265518188,0.17636658251285553,0.527773916721344,0.8351284265518188,0.15496839582920074,0.5336556434631348,0.8351284265518188,0.13331228494644165,0.5386491417884827,0.8351284265518188,0.11143428087234497,0.5427461266517639,0.8351284265518188,0.08937080949544907,0.5459397435188293,0.8351284265518188,0.06715858727693558,0.5482247471809387,0.8351284265518188,0.04483458772301674,0.5495972633361816,0.8351284265518188,0.02243596501648426,0.5500550270080566,0.8351284265518188,1.3472461366729593e-16,0.48977574706077576,0.871848464012146,0.0,0.48936814069747925,0.871848464012146,-0.019977260380983353,0.4881460666656494,0.871848464012146,-0.039921268820762634,0.48611149191856384,0.871848464012146,-0.05979883298277855,0.4832678437232971,0.871848464012146,-0.07957687228918076,0.4796198308467865,0.871848464012146,-0.09922245889902115,0.4751735329627991,0.871848464012146,-0.11870289593935013,0.4699363708496094,0.871848464012146,-0.13798576593399048,0.4639170467853546,0.871848464012146,-0.15703898668289185,0.45712557435035706,0.871848464012146,-0.17583081126213074,0.449573278427124,0.871848464012146,-0.19432999193668365,0.44127270579338074,0.871848464012146,-0.21250572800636292,0.4322376549243927,0.871848464012146,-0.230327770113945,0.4224832057952881,0.871848464012146,-0.24776645004749298,0.4120255708694458,0.871848464012146,-0.2647927701473236,0.40088215470314026,0.871848464012146,-0.2813783288002014,0.389071524143219,0.871848464012146,-0.29749560356140137,0.3766133189201355,0.871848464012146,-0.3131176829338074,0.3635282814502716,0.871848464012146,-0.32821863889694214,0.34983816742897034,0.871848464012146,-0.34277328848838806,0.33556580543518066,0.871848464012146,-0.35675743222236633,0.3207348883152008,0.871848464012146,-0.37014779448509216,0.30537018179893494,0.871848464012146,-0.38292208313941956,0.2894971966743469,0.871848464012146,-0.3950590491294861,0.27314236760139465,0.871848464012146,-0.4065384566783905,0.2563329339027405,0.871848464012146,-0.4173412322998047,0.23909686505794525,0.871848464012146,-0.42744937539100647,0.22146283090114594,0.871848464012146,-0.4368460774421692,0.2034602016210556,0.871848464012146,-0.4455156922340393,0.1851189136505127,0.871848464012146,-0.4534437656402588,0.1664695292711258,0.871848464012146,-0.46061715483665466,0.1475430727005005,0.871848464012146,-0.4670238792896271,0.12837104499340057,0.871848464012146,-0.4726532995700836,0.10898535698652267,0.871848464012146,-0.47749602794647217,0.08941826969385147,0.871848464012146,-0.48154401779174805,0.06970235705375671,0.871848464012146,-0.48479053378105164,0.04987042769789696,0.871848464012146,-0.4872301518917084,0.02995549701154232,0.871848464012146,-0.48885881900787354,0.009990708902478218,0.871848464012146,-0.48967382311820984,-0.009990708902478218,0.871848464012146,-0.48967382311820984,-0.02995549701154232,0.871848464012146,-0.48885881900787354,-0.04987042769789696,0.871848464012146,-0.4872301518917084,-0.06970235705375671,0.871848464012146,-0.48479053378105164,-0.08941826969385147,0.871848464012146,-0.48154401779174805,-0.10898535698652267,0.871848464012146,-0.47749602794647217,-0.12837104499340057,0.871848464012146,-0.4726532995700836,-0.1475430727005005,0.871848464012146,-0.4670238792896271,-0.1664695292711258,0.871848464012146,-0.46061715483665466,-0.1851189136505127,0.871848464012146,-0.4534437656402588,-0.2034602016210556,0.871848464012146,-0.4455156922340393,-0.22146283090114594,0.871848464012146,-0.4368460774421692,-0.23909686505794525,0.871848464012146,-0.42744937539100647,-0.2563329339027405,0.871848464012146,-0.4173412322998047,-0.27314236760139465,0.871848464012146,-0.4065384566783905,-0.2894971966743469,0.871848464012146,-0.3950590491294861,-0.30537018179893494,0.871848464012146,-0.38292208313941956,-0.3207348883152008,0.871848464012146,-0.37014779448509216,-0.33556580543518066,0.871848464012146,-0.35675743222236633,-0.34983816742897034,0.871848464012146,-0.34277328848838806,-0.3635282814502716,0.871848464012146,-0.32821863889694214,-0.3766133189201355,0.871848464012146,-0.3131176829338074,-0.389071524143219,0.871848464012146,-0.29749560356140137,-0.40088215470314026,0.871848464012146,-0.2813783288002014,-0.4120255708694458,0.871848464012146,-0.2647927701473236,-0.4224832057952881,0.871848464012146,-0.24776645004749298,-0.4322376549243927,0.871848464012146,-0.230327770113945,-0.44127270579338074,0.871848464012146,-0.21250572800636292,-0.449573278427124,0.871848464012146,-0.19432999193668365,-0.45712557435035706,0.871848464012146,-0.17583081126213074,-0.4639170467853546,0.871848464012146,-0.15703898668289185,-0.4699363708496094,0.871848464012146,-0.13798576593399048,-0.4751735329627991,0.871848464012146,-0.11870289593935013,-0.4796198308467865,0.871848464012146,-0.09922245889902115,-0.4832678437232971,0.871848464012146,-0.07957687228918076,-0.48611149191856384,0.871848464012146,-0.05979883298277855,-0.4881460666656494,0.871848464012146,-0.039921268820762634,-0.48936814069747925,0.871848464012146,-0.019977260380983353,-0.48977574706077576,0.871848464012146,-5.998022940986952e-17,-0.48936814069747925,0.871848464012146,0.019977260380983353,-0.4881460666656494,0.871848464012146,0.039921268820762634,-0.48611149191856384,0.871848464012146,0.05979883298277855,-0.4832678437232971,0.871848464012146,0.07957687228918076,-0.4796198308467865,0.871848464012146,0.09922245889902115,-0.4751735329627991,0.871848464012146,0.11870289593935013,-0.4699363708496094,0.871848464012146,0.13798576593399048,-0.4639170467853546,0.871848464012146,0.15703898668289185,-0.45712557435035706,0.871848464012146,0.17583081126213074,-0.449573278427124,0.871848464012146,0.19432999193668365,-0.44127270579338074,0.871848464012146,0.21250572800636292,-0.4322376549243927,0.871848464012146,0.230327770113945,-0.4224832057952881,0.871848464012146,0.24776645004749298,-0.4120255708694458,0.871848464012146,0.2647927701473236,-0.40088215470314026,0.871848464012146,0.2813783288002014,-0.389071524143219,0.871848464012146,0.29749560356140137,-0.3766133189201355,0.871848464012146,0.3131176829338074,-0.3635282814502716,0.871848464012146,0.32821863889694214,-0.34983816742897034,0.871848464012146,0.34277328848838806,-0.33556580543518066,0.871848464012146,0.35675743222236633,-0.3207348883152008,0.871848464012146,0.37014779448509216,-0.30537018179893494,0.871848464012146,0.38292208313941956,-0.2894971966743469,0.871848464012146,0.3950590491294861,-0.27314236760139465,0.871848464012146,0.4065384566783905,-0.2563329339027405,0.871848464012146,0.4173412322998047,-0.23909686505794525,0.871848464012146,0.42744937539100647,-0.22146283090114594,0.871848464012146,0.4368460774421692,-0.2034602016210556,0.871848464012146,0.4455156922340393,-0.1851189136505127,0.871848464012146,0.4534437656402588,-0.1664695292711258,0.871848464012146,0.46061715483665466,-0.1475430727005005,0.871848464012146,0.4670238792896271,-0.12837104499340057,0.871848464012146,0.4726532995700836,-0.10898535698652267,0.871848464012146,0.47749602794647217,-0.08941826969385147,0.871848464012146,0.48154401779174805,-0.06970235705375671,0.871848464012146,0.48479053378105164,-0.04987042769789696,0.871848464012146,0.4872301518917084,-0.02995549701154232,0.871848464012146,0.48885881900787354,-0.009990708902478218,0.871848464012146,0.48967382311820984,0.009990708902478218,0.871848464012146,0.48967382311820984,0.02995549701154232,0.871848464012146,0.48885881900787354,0.04987042769789696,0.871848464012146,0.4872301518917084,0.06970235705375671,0.871848464012146,0.48479053378105164,0.08941826969385147,0.871848464012146,0.48154401779174805,0.10898535698652267,0.871848464012146,0.47749602794647217,0.12837104499340057,0.871848464012146,0.4726532995700836,0.1475430727005005,0.871848464012146,0.4670238792896271,0.1664695292711258,0.871848464012146,0.46061715483665466,0.1851189136505127,0.871848464012146,0.4534437656402588,0.2034602016210556,0.871848464012146,0.4455156922340393,0.22146283090114594,0.871848464012146,0.4368460774421692,0.23909686505794525,0.871848464012146,0.42744937539100647,0.2563329339027405,0.871848464012146,0.4173412322998047,0.27314236760139465,0.871848464012146,0.4065384566783905,0.2894971966743469,0.871848464012146,0.3950590491294861,0.30537018179893494,0.871848464012146,0.38292208313941956,0.3207348883152008,0.871848464012146,0.37014779448509216,0.33556580543518066,0.871848464012146,0.35675743222236633,0.34983816742897034,0.871848464012146,0.34277328848838806,0.3635282814502716,0.871848464012146,0.32821863889694214,0.3766133189201355,0.871848464012146,0.3131176829338074,0.389071524143219,0.871848464012146,0.29749560356140137,0.40088215470314026,0.871848464012146,0.2813783288002014,0.4120255708694458,0.871848464012146,0.2647927701473236,0.4224832057952881,0.871848464012146,0.24776645004749298,0.4322376549243927,0.871848464012146,0.230327770113945,0.44127270579338074,0.871848464012146,0.21250572800636292,0.449573278427124,0.871848464012146,0.19432999193668365,0.45712557435035706,0.871848464012146,0.17583081126213074,0.4639170467853546,0.871848464012146,0.15703898668289185,0.4699363708496094,0.871848464012146,0.13798576593399048,0.4751735329627991,0.871848464012146,0.11870289593935013,0.4796198308467865,0.871848464012146,0.09922245889902115,0.4832678437232971,0.871848464012146,0.07957687228918076,0.48611149191856384,0.871848464012146,0.05979883298277855,0.4881460666656494,0.871848464012146,0.039921268820762634,0.48936814069747925,0.871848464012146,0.019977260380983353,0.48977574706077576,0.871848464012146,1.1996045881973905e-16,0.4270564317703247,0.9042249917984009,0.0,0.42670103907585144,0.9042249917984009,-0.017419029027223587,0.4256354570388794,0.9042249917984009,-0.034809064120054245,0.42386141419410706,0.9042249917984009,-0.05214116349816322,0.4213819205760956,0.9042249917984009,-0.06938648223876953,0.4182010591030121,0.9042249917984009,-0.08651630580425262,0.41432416439056396,0.9042249917984009,-0.10350213944911957,0.4097576439380646,0.9042249917984009,-0.12031570076942444,0.40450915694236755,0.9042249917984009,-0.1369290053844452,0.3985873758792877,0.9042249917984009,-0.15331441164016724,0.3920021951198578,0.9042249917984009,-0.16944463551044464,0.38476455211639404,0.9042249917984009,-0.18529284000396729,0.3768865168094635,0.9042249917984009,-0.20083265006542206,0.36838120222091675,0.9042249917984009,-0.21603818237781525,0.35926273465156555,0.9042249917984009,-0.2308841347694397,0.34954631328582764,0.9042249917984009,-0.2453458160161972,0.3392481207847595,0.9042249917984009,-0.2593991458415985,0.32838526368141174,0.9042249917984009,-0.2730207145214081,0.316975861787796,0.9042249917984009,-0.28618788719177246,0.3050388693809509,0.9042249917984009,-0.2988787293434143,0.29259419441223145,0.9042249917984009,-0.31107208132743835,0.27966248989105225,0.9042249917984009,-0.32274770736694336,0.266265332698822,0.9042249917984009,-0.33388617634773254,0.25242501497268677,0.9042249917984009,-0.344468891620636,0.2381645292043686,0.9042249917984009,-0.35447829961776733,0.22350767254829407,0.9042249917984009,-0.3638976812362671,0.20847879350185394,0.9042249917984009,-0.3727114200592041,0.19310292601585388,0.9042249917984009,-0.38090479373931885,0.17740565538406372,0.9042249917984009,-0.38846421241760254,0.16141311824321747,0.9042249917984009,-0.3953770399093628,0.14515191316604614,0.9042249917984009,-0.40163183212280273,0.12864913046360016,0.9042249917984009,-0.4072181284427643,0.11193221062421799,0.9042249917984009,-0.41212666034698486,0.09502899646759033,0.9042249917984009,-0.41634923219680786,0.07796761393547058,0.9042249917984009,-0.41987884044647217,0.060776468366384506,0.9042249917984009,-0.4227096140384674,0.0434841625392437,0.9042249917984009,-0.42483681440353394,0.026119481772184372,0.9042249917984009,-0.42625692486763,0.008711326867341995,0.9042249917984009,-0.426967591047287,-0.008711326867341995,0.9042249917984009,-0.426967591047287,-0.026119481772184372,0.9042249917984009,-0.42625692486763,-0.0434841625392437,0.9042249917984009,-0.42483681440353394,-0.060776468366384506,0.9042249917984009,-0.4227096140384674,-0.07796761393547058,0.9042249917984009,-0.41987884044647217,-0.09502899646759033,0.9042249917984009,-0.41634923219680786,-0.11193221062421799,0.9042249917984009,-0.41212666034698486,-0.12864913046360016,0.9042249917984009,-0.4072181284427643,-0.14515191316604614,0.9042249917984009,-0.40163183212280273,-0.16141311824321747,0.9042249917984009,-0.3953770399093628,-0.17740565538406372,0.9042249917984009,-0.38846421241760254,-0.19310292601585388,0.9042249917984009,-0.38090479373931885,-0.20847879350185394,0.9042249917984009,-0.3727114200592041,-0.22350767254829407,0.9042249917984009,-0.3638976812362671,-0.2381645292043686,0.9042249917984009,-0.35447829961776733,-0.25242501497268677,0.9042249917984009,-0.344468891620636,-0.266265332698822,0.9042249917984009,-0.33388617634773254,-0.27966248989105225,0.9042249917984009,-0.32274770736694336,-0.29259419441223145,0.9042249917984009,-0.31107208132743835,-0.3050388693809509,0.9042249917984009,-0.2988787293434143,-0.316975861787796,0.9042249917984009,-0.28618788719177246,-0.32838526368141174,0.9042249917984009,-0.2730207145214081,-0.3392481207847595,0.9042249917984009,-0.2593991458415985,-0.34954631328582764,0.9042249917984009,-0.2453458160161972,-0.35926273465156555,0.9042249917984009,-0.2308841347694397,-0.36838120222091675,0.9042249917984009,-0.21603818237781525,-0.3768865168094635,0.9042249917984009,-0.20083265006542206,-0.38476455211639404,0.9042249917984009,-0.18529284000396729,-0.3920021951198578,0.9042249917984009,-0.16944463551044464,-0.3985873758792877,0.9042249917984009,-0.15331441164016724,-0.40450915694236755,0.9042249917984009,-0.1369290053844452,-0.4097576439380646,0.9042249917984009,-0.12031570076942444,-0.41432416439056396,0.9042249917984009,-0.10350213944911957,-0.4182010591030121,0.9042249917984009,-0.08651630580425262,-0.4213819205760956,0.9042249917984009,-0.06938648223876953,-0.42386141419410706,0.9042249917984009,-0.05214116349816322,-0.4256354570388794,0.9042249917984009,-0.034809064120054245,-0.42670103907585144,0.9042249917984009,-0.017419029027223587,-0.4270564317703247,0.9042249917984009,-5.229933133544508e-17,-0.42670103907585144,0.9042249917984009,0.017419029027223587,-0.4256354570388794,0.9042249917984009,0.034809064120054245,-0.42386141419410706,0.9042249917984009,0.05214116349816322,-0.4213819205760956,0.9042249917984009,0.06938648223876953,-0.4182010591030121,0.9042249917984009,0.08651630580425262,-0.41432416439056396,0.9042249917984009,0.10350213944911957,-0.4097576439380646,0.9042249917984009,0.12031570076942444,-0.40450915694236755,0.9042249917984009,0.1369290053844452,-0.3985873758792877,0.9042249917984009,0.15331441164016724,-0.3920021951198578,0.9042249917984009,0.16944463551044464,-0.38476455211639404,0.9042249917984009,0.18529284000396729,-0.3768865168094635,0.9042249917984009,0.20083265006542206,-0.36838120222091675,0.9042249917984009,0.21603818237781525,-0.35926273465156555,0.9042249917984009,0.2308841347694397,-0.34954631328582764,0.9042249917984009,0.2453458160161972,-0.3392481207847595,0.9042249917984009,0.2593991458415985,-0.32838526368141174,0.9042249917984009,0.2730207145214081,-0.316975861787796,0.9042249917984009,0.28618788719177246,-0.3050388693809509,0.9042249917984009,0.2988787293434143,-0.29259419441223145,0.9042249917984009,0.31107208132743835,-0.27966248989105225,0.9042249917984009,0.32274770736694336,-0.266265332698822,0.9042249917984009,0.33388617634773254,-0.25242501497268677,0.9042249917984009,0.344468891620636,-0.2381645292043686,0.9042249917984009,0.35447829961776733,-0.22350767254829407,0.9042249917984009,0.3638976812362671,-0.20847879350185394,0.9042249917984009,0.3727114200592041,-0.19310292601585388,0.9042249917984009,0.38090479373931885,-0.17740565538406372,0.9042249917984009,0.38846421241760254,-0.16141311824321747,0.9042249917984009,0.3953770399093628,-0.14515191316604614,0.9042249917984009,0.40163183212280273,-0.12864913046360016,0.9042249917984009,0.4072181284427643,-0.11193221062421799,0.9042249917984009,0.41212666034698486,-0.09502899646759033,0.9042249917984009,0.41634923219680786,-0.07796761393547058,0.9042249917984009,0.41987884044647217,-0.060776468366384506,0.9042249917984009,0.4227096140384674,-0.0434841625392437,0.9042249917984009,0.42483681440353394,-0.026119481772184372,0.9042249917984009,0.42625692486763,-0.008711326867341995,0.9042249917984009,0.426967591047287,0.008711326867341995,0.9042249917984009,0.426967591047287,0.026119481772184372,0.9042249917984009,0.42625692486763,0.0434841625392437,0.9042249917984009,0.42483681440353394,0.060776468366384506,0.9042249917984009,0.4227096140384674,0.07796761393547058,0.9042249917984009,0.41987884044647217,0.09502899646759033,0.9042249917984009,0.41634923219680786,0.11193221062421799,0.9042249917984009,0.41212666034698486,0.12864913046360016,0.9042249917984009,0.4072181284427643,0.14515191316604614,0.9042249917984009,0.40163183212280273,0.16141311824321747,0.9042249917984009,0.3953770399093628,0.17740565538406372,0.9042249917984009,0.38846421241760254,0.19310292601585388,0.9042249917984009,0.38090479373931885,0.20847879350185394,0.9042249917984009,0.3727114200592041,0.22350767254829407,0.9042249917984009,0.3638976812362671,0.2381645292043686,0.9042249917984009,0.35447829961776733,0.25242501497268677,0.9042249917984009,0.344468891620636,0.266265332698822,0.9042249917984009,0.33388617634773254,0.27966248989105225,0.9042249917984009,0.32274770736694336,0.29259419441223145,0.9042249917984009,0.31107208132743835,0.3050388693809509,0.9042249917984009,0.2988787293434143,0.316975861787796,0.9042249917984009,0.28618788719177246,0.32838526368141174,0.9042249917984009,0.2730207145214081,0.3392481207847595,0.9042249917984009,0.2593991458415985,0.34954631328582764,0.9042249917984009,0.2453458160161972,0.35926273465156555,0.9042249917984009,0.2308841347694397,0.36838120222091675,0.9042249917984009,0.21603818237781525,0.3768865168094635,0.9042249917984009,0.20083265006542206,0.38476455211639404,0.9042249917984009,0.18529284000396729,0.3920021951198578,0.9042249917984009,0.16944463551044464,0.3985873758792877,0.9042249917984009,0.15331441164016724,0.40450915694236755,0.9042249917984009,0.1369290053844452,0.4097576439380646,0.9042249917984009,0.12031570076942444,0.41432416439056396,0.9042249917984009,0.10350213944911957,0.4182010591030121,0.9042249917984009,0.08651630580425262,0.4213819205760956,0.9042249917984009,0.06938648223876953,0.42386141419410706,0.9042249917984009,0.05214116349816322,0.4256354570388794,0.9042249917984009,0.034809064120054245,0.42670103907585144,0.9042249917984009,0.017419029027223587,0.4270564317703247,0.9042249917984009,1.0459866267089016e-16,0.3622095584869385,0.9320966601371765,0.0,0.3619081377983093,0.9320966601371765,-0.014774016104638577,0.3610043525695801,0.9320966601371765,-0.029523441568017006,0.3594996929168701,0.9320966601371765,-0.04422372952103615,0.3573966920375824,0.9320966601371765,-0.05885041132569313,0.3546988368034363,0.9320966601371765,-0.07337914407253265,0.3514106273651123,0.9320966601371765,-0.0877857357263565,0.3475375175476074,0.9320966601371765,-0.10204622894525528,0.34308597445487976,0.9320966601371765,-0.11613687127828598,0.33806341886520386,0.9320966601371765,-0.1300342082977295,0.3324781656265259,0.9320966601371765,-0.14371512830257416,0.3263395428657532,0.9320966601371765,-0.157156839966774,0.31965774297714233,0.9320966601371765,-0.17033697664737701,0.31244394183158875,0.9320966601371765,-0.1832336187362671,0.3047100603580475,0.9320966601371765,-0.19582527875900269,0.2964690625667572,0.9320966601371765,-0.20809100568294525,0.28773459792137146,0.9320966601371765,-0.22001038491725922,0.27852123975753784,0.9320966601371765,-0.23156358301639557,0.2688443064689636,0.9320966601371765,-0.24273136258125305,0.25871989130973816,0.9320966601371765,-0.25349512696266174,0.24816487729549408,0.9320966601371765,-0.26383697986602783,0.23719681799411774,0.9320966601371765,-0.2737397253513336,0.2258339673280716,0.9320966601371765,-0.2831868529319763,0.21409523487091064,0.9320966601371765,-0.29216262698173523,0.20200017094612122,0.9320966601371765,-0.3006521165370941,0.189568892121315,0.9320966601371765,-0.3086412250995636,0.17682209610939026,0.9320966601371765,-0.3161166310310364,0.16378098726272583,0.9320966601371765,-0.3230658769607544,0.15046729147434235,0.9320966601371765,-0.3294773995876312,0.13690315186977386,0.9320966601371765,-0.33534055948257446,0.12311115860939026,0.9320966601371765,-0.34064558148384094,0.10911425203084946,0.9320966601371765,-0.3453836143016815,0.09493573755025864,0.9320966601371765,-0.3495468199253082,0.08059921115636826,0.9320966601371765,-0.35312822461128235,0.06612853705883026,0.9320966601371765,-0.35612186789512634,0.05154779553413391,0.9320966601371765,-0.35852280259132385,0.03688126057386398,0.9320966601371765,-0.36032700538635254,0.02215333841741085,0.9320966601371765,-0.36153146624565125,0.007388545200228691,0.9320966601371765,-0.36213418841362,-0.007388545200228691,0.9320966601371765,-0.36213418841362,-0.02215333841741085,0.9320966601371765,-0.36153146624565125,-0.03688126057386398,0.9320966601371765,-0.36032700538635254,-0.05154779553413391,0.9320966601371765,-0.35852280259132385,-0.06612853705883026,0.9320966601371765,-0.35612186789512634,-0.08059921115636826,0.9320966601371765,-0.35312822461128235,-0.09493573755025864,0.9320966601371765,-0.3495468199253082,-0.10911425203084946,0.9320966601371765,-0.3453836143016815,-0.12311115860939026,0.9320966601371765,-0.34064558148384094,-0.13690315186977386,0.9320966601371765,-0.33534055948257446,-0.15046729147434235,0.9320966601371765,-0.3294773995876312,-0.16378098726272583,0.9320966601371765,-0.3230658769607544,-0.17682209610939026,0.9320966601371765,-0.3161166310310364,-0.189568892121315,0.9320966601371765,-0.3086412250995636,-0.20200017094612122,0.9320966601371765,-0.3006521165370941,-0.21409523487091064,0.9320966601371765,-0.29216262698173523,-0.2258339673280716,0.9320966601371765,-0.2831868529319763,-0.23719681799411774,0.9320966601371765,-0.2737397253513336,-0.24816487729549408,0.9320966601371765,-0.26383697986602783,-0.25871989130973816,0.9320966601371765,-0.25349512696266174,-0.2688443064689636,0.9320966601371765,-0.24273136258125305,-0.27852123975753784,0.9320966601371765,-0.23156358301639557,-0.28773459792137146,0.9320966601371765,-0.22001038491725922,-0.2964690625667572,0.9320966601371765,-0.20809100568294525,-0.3047100603580475,0.9320966601371765,-0.19582527875900269,-0.31244394183158875,0.9320966601371765,-0.1832336187362671,-0.31965774297714233,0.9320966601371765,-0.17033697664737701,-0.3263395428657532,0.9320966601371765,-0.157156839966774,-0.3324781656265259,0.9320966601371765,-0.14371512830257416,-0.33806341886520386,0.9320966601371765,-0.1300342082977295,-0.34308597445487976,0.9320966601371765,-0.11613687127828598,-0.3475375175476074,0.9320966601371765,-0.10204622894525528,-0.3514106273651123,0.9320966601371765,-0.0877857357263565,-0.3546988368034363,0.9320966601371765,-0.07337914407253265,-0.3573966920375824,0.9320966601371765,-0.05885041132569313,-0.3594996929168701,0.9320966601371765,-0.04422372952103615,-0.3610043525695801,0.9320966601371765,-0.029523441568017006,-0.3619081377983093,0.9320966601371765,-0.014774016104638577,-0.3622095584869385,0.9320966601371765,-4.435787798551133e-17,-0.3619081377983093,0.9320966601371765,0.014774016104638577,-0.3610043525695801,0.9320966601371765,0.029523441568017006,-0.3594996929168701,0.9320966601371765,0.04422372952103615,-0.3573966920375824,0.9320966601371765,0.05885041132569313,-0.3546988368034363,0.9320966601371765,0.07337914407253265,-0.3514106273651123,0.9320966601371765,0.0877857357263565,-0.3475375175476074,0.9320966601371765,0.10204622894525528,-0.34308597445487976,0.9320966601371765,0.11613687127828598,-0.33806341886520386,0.9320966601371765,0.1300342082977295,-0.3324781656265259,0.9320966601371765,0.14371512830257416,-0.3263395428657532,0.9320966601371765,0.157156839966774,-0.31965774297714233,0.9320966601371765,0.17033697664737701,-0.31244394183158875,0.9320966601371765,0.1832336187362671,-0.3047100603580475,0.9320966601371765,0.19582527875900269,-0.2964690625667572,0.9320966601371765,0.20809100568294525,-0.28773459792137146,0.9320966601371765,0.22001038491725922,-0.27852123975753784,0.9320966601371765,0.23156358301639557,-0.2688443064689636,0.9320966601371765,0.24273136258125305,-0.25871989130973816,0.9320966601371765,0.25349512696266174,-0.24816487729549408,0.9320966601371765,0.26383697986602783,-0.23719681799411774,0.9320966601371765,0.2737397253513336,-0.2258339673280716,0.9320966601371765,0.2831868529319763,-0.21409523487091064,0.9320966601371765,0.29216262698173523,-0.20200017094612122,0.9320966601371765,0.3006521165370941,-0.189568892121315,0.9320966601371765,0.3086412250995636,-0.17682209610939026,0.9320966601371765,0.3161166310310364,-0.16378098726272583,0.9320966601371765,0.3230658769607544,-0.15046729147434235,0.9320966601371765,0.3294773995876312,-0.13690315186977386,0.9320966601371765,0.33534055948257446,-0.12311115860939026,0.9320966601371765,0.34064558148384094,-0.10911425203084946,0.9320966601371765,0.3453836143016815,-0.09493573755025864,0.9320966601371765,0.3495468199253082,-0.08059921115636826,0.9320966601371765,0.35312822461128235,-0.06612853705883026,0.9320966601371765,0.35612186789512634,-0.05154779553413391,0.9320966601371765,0.35852280259132385,-0.03688126057386398,0.9320966601371765,0.36032700538635254,-0.02215333841741085,0.9320966601371765,0.36153146624565125,-0.007388545200228691,0.9320966601371765,0.36213418841362,0.007388545200228691,0.9320966601371765,0.36213418841362,0.02215333841741085,0.9320966601371765,0.36153146624565125,0.03688126057386398,0.9320966601371765,0.36032700538635254,0.05154779553413391,0.9320966601371765,0.35852280259132385,0.06612853705883026,0.9320966601371765,0.35612186789512634,0.08059921115636826,0.9320966601371765,0.35312822461128235,0.09493573755025864,0.9320966601371765,0.3495468199253082,0.10911425203084946,0.9320966601371765,0.3453836143016815,0.12311115860939026,0.9320966601371765,0.34064558148384094,0.13690315186977386,0.9320966601371765,0.33534055948257446,0.15046729147434235,0.9320966601371765,0.3294773995876312,0.16378098726272583,0.9320966601371765,0.3230658769607544,0.17682209610939026,0.9320966601371765,0.3161166310310364,0.189568892121315,0.9320966601371765,0.3086412250995636,0.20200017094612122,0.9320966601371765,0.3006521165370941,0.21409523487091064,0.9320966601371765,0.29216262698173523,0.2258339673280716,0.9320966601371765,0.2831868529319763,0.23719681799411774,0.9320966601371765,0.2737397253513336,0.24816487729549408,0.9320966601371765,0.26383697986602783,0.25871989130973816,0.9320966601371765,0.25349512696266174,0.2688443064689636,0.9320966601371765,0.24273136258125305,0.27852123975753784,0.9320966601371765,0.23156358301639557,0.28773459792137146,0.9320966601371765,0.22001038491725922,0.2964690625667572,0.9320966601371765,0.20809100568294525,0.3047100603580475,0.9320966601371765,0.19582527875900269,0.31244394183158875,0.9320966601371765,0.1832336187362671,0.31965774297714233,0.9320966601371765,0.17033697664737701,0.3263395428657532,0.9320966601371765,0.157156839966774,0.3324781656265259,0.9320966601371765,0.14371512830257416,0.33806341886520386,0.9320966601371765,0.1300342082977295,0.34308597445487976,0.9320966601371765,0.11613687127828598,0.3475375175476074,0.9320966601371765,0.10204622894525528,0.3514106273651123,0.9320966601371765,0.0877857357263565,0.3546988368034363,0.9320966601371765,0.07337914407253265,0.3573966920375824,0.9320966601371765,0.05885041132569313,0.3594996929168701,0.9320966601371765,0.04422372952103615,0.3610043525695801,0.9320966601371765,0.029523441568017006,0.3619081377983093,0.9320966601371765,0.014774016104638577,0.3622095584869385,0.9320966601371765,8.871575597102266e-17,0.2955581843852997,0.9553247690200806,0.0,0.29531222581863403,0.9553247690200806,-0.01205539982765913,0.2945747375488281,0.9553247690200806,-0.024090735241770744,0.29334697127342224,0.9553247690200806,-0.03608597442507744,0.29163095355033875,0.9553247690200806,-0.04802115261554718,0.28942954540252686,0.9553247690200806,-0.05987640097737312,0.28674638271331787,0.9553247690200806,-0.07163199037313461,0.2835859954357147,0.9553247690200806,-0.08326835930347443,0.27995359897613525,0.9553247690200806,-0.09476613998413086,0.27585524320602417,0.9553247690200806,-0.10610618442296982,0.27129775285720825,0.9553247690200806,-0.11726962774991989,0.26628872752189636,0.9553247690200806,-0.12823788821697235,0.26083648204803467,0.9553247690200806,-0.13899271190166473,0.25495007634162903,0.9553247690200806,-0.14951619505882263,0.24863936007022858,0.9553247690200806,-0.15979081392288208,0.2419148087501526,0.9553247690200806,-0.16979949176311493,0.23478759825229645,0.9553247690200806,-0.17952553927898407,0.22726961970329285,0.9553247690200806,-0.18895278871059418,0.21937336027622223,0.9553247690200806,-0.19806554913520813,0.21111199259757996,0.9553247690200806,-0.2068486511707306,0.20249924063682556,0.9553247690200806,-0.2152874767780304,0.19354943931102753,0.9553247690200806,-0.22336797416210175,0.1842775046825409,0.9553247690200806,-0.2310766875743866,0.1746988594532013,0.9553247690200806,-0.23840080201625824,0.16482944786548615,0.9553247690200806,-0.2453281283378601,0.15468569099903107,0.9553247690200806,-0.25184711813926697,0.1442844718694687,0.9553247690200806,-0.2579469382762909,0.13364310562610626,0.9553247690200806,-0.26361745595932007,0.12277930229902267,0.9553247690200806,-0.2688491642475128,0.11171115189790726,0.9553247690200806,-0.2736334204673767,0.10045706480741501,0.9553247690200806,-0.27796226739883423,0.0890357717871666,0.9553247690200806,-0.2818284332752228,0.07746629416942596,0.9553247690200806,-0.2852255403995514,0.06576788425445557,0.9553247690200806,-0.2881479263305664,0.05396000295877457,0.9553247690200806,-0.29059070348739624,0.042062316089868546,0.9553247690200806,-0.29254981875419617,0.03009461611509323,0.9553247690200806,-0.2940220236778259,0.018076829612255096,0.9553247690200806,-0.29500484466552734,0.006028954405337572,0.9553247690200806,-0.2954966723918915,-0.006028954405337572,0.9553247690200806,-0.2954966723918915,-0.018076829612255096,0.9553247690200806,-0.29500484466552734,-0.03009461611509323,0.9553247690200806,-0.2940220236778259,-0.042062316089868546,0.9553247690200806,-0.29254981875419617,-0.05396000295877457,0.9553247690200806,-0.29059070348739624,-0.06576788425445557,0.9553247690200806,-0.2881479263305664,-0.07746629416942596,0.9553247690200806,-0.2852255403995514,-0.0890357717871666,0.9553247690200806,-0.2818284332752228,-0.10045706480741501,0.9553247690200806,-0.27796226739883423,-0.11171115189790726,0.9553247690200806,-0.2736334204673767,-0.12277930229902267,0.9553247690200806,-0.2688491642475128,-0.13364310562610626,0.9553247690200806,-0.26361745595932007,-0.1442844718694687,0.9553247690200806,-0.2579469382762909,-0.15468569099903107,0.9553247690200806,-0.25184711813926697,-0.16482944786548615,0.9553247690200806,-0.2453281283378601,-0.1746988594532013,0.9553247690200806,-0.23840080201625824,-0.1842775046825409,0.9553247690200806,-0.2310766875743866,-0.19354943931102753,0.9553247690200806,-0.22336797416210175,-0.20249924063682556,0.9553247690200806,-0.2152874767780304,-0.21111199259757996,0.9553247690200806,-0.2068486511707306,-0.21937336027622223,0.9553247690200806,-0.19806554913520813,-0.22726961970329285,0.9553247690200806,-0.18895278871059418,-0.23478759825229645,0.9553247690200806,-0.17952553927898407,-0.2419148087501526,0.9553247690200806,-0.16979949176311493,-0.24863936007022858,0.9553247690200806,-0.15979081392288208,-0.25495007634162903,0.9553247690200806,-0.14951619505882263,-0.26083648204803467,0.9553247690200806,-0.13899271190166473,-0.26628872752189636,0.9553247690200806,-0.12823788821697235,-0.27129775285720825,0.9553247690200806,-0.11726962774991989,-0.27585524320602417,0.9553247690200806,-0.10610618442296982,-0.27995359897613525,0.9553247690200806,-0.09476613998413086,-0.2835859954357147,0.9553247690200806,-0.08326835930347443,-0.28674638271331787,0.9553247690200806,-0.07163199037313461,-0.28942954540252686,0.9553247690200806,-0.05987640097737312,-0.29163095355033875,0.9553247690200806,-0.04802115261554718,-0.29334697127342224,0.9553247690200806,-0.03608597442507744,-0.2945747375488281,0.9553247690200806,-0.024090735241770744,-0.29531222581863403,0.9553247690200806,-0.01205539982765913,-0.2955581843852997,0.9553247690200806,-3.6195438371850364e-17,-0.29531222581863403,0.9553247690200806,0.01205539982765913,-0.2945747375488281,0.9553247690200806,0.024090735241770744,-0.29334697127342224,0.9553247690200806,0.03608597442507744,-0.29163095355033875,0.9553247690200806,0.04802115261554718,-0.28942954540252686,0.9553247690200806,0.05987640097737312,-0.28674638271331787,0.9553247690200806,0.07163199037313461,-0.2835859954357147,0.9553247690200806,0.08326835930347443,-0.27995359897613525,0.9553247690200806,0.09476613998413086,-0.27585524320602417,0.9553247690200806,0.10610618442296982,-0.27129775285720825,0.9553247690200806,0.11726962774991989,-0.26628872752189636,0.9553247690200806,0.12823788821697235,-0.26083648204803467,0.9553247690200806,0.13899271190166473,-0.25495007634162903,0.9553247690200806,0.14951619505882263,-0.24863936007022858,0.9553247690200806,0.15979081392288208,-0.2419148087501526,0.9553247690200806,0.16979949176311493,-0.23478759825229645,0.9553247690200806,0.17952553927898407,-0.22726961970329285,0.9553247690200806,0.18895278871059418,-0.21937336027622223,0.9553247690200806,0.19806554913520813,-0.21111199259757996,0.9553247690200806,0.2068486511707306,-0.20249924063682556,0.9553247690200806,0.2152874767780304,-0.19354943931102753,0.9553247690200806,0.22336797416210175,-0.1842775046825409,0.9553247690200806,0.2310766875743866,-0.1746988594532013,0.9553247690200806,0.23840080201625824,-0.16482944786548615,0.9553247690200806,0.2453281283378601,-0.15468569099903107,0.9553247690200806,0.25184711813926697,-0.1442844718694687,0.9553247690200806,0.2579469382762909,-0.13364310562610626,0.9553247690200806,0.26361745595932007,-0.12277930229902267,0.9553247690200806,0.2688491642475128,-0.11171115189790726,0.9553247690200806,0.2736334204673767,-0.10045706480741501,0.9553247690200806,0.27796226739883423,-0.0890357717871666,0.9553247690200806,0.2818284332752228,-0.07746629416942596,0.9553247690200806,0.2852255403995514,-0.06576788425445557,0.9553247690200806,0.2881479263305664,-0.05396000295877457,0.9553247690200806,0.29059070348739624,-0.042062316089868546,0.9553247690200806,0.29254981875419617,-0.03009461611509323,0.9553247690200806,0.2940220236778259,-0.018076829612255096,0.9553247690200806,0.29500484466552734,-0.006028954405337572,0.9553247690200806,0.2954966723918915,0.006028954405337572,0.9553247690200806,0.2954966723918915,0.018076829612255096,0.9553247690200806,0.29500484466552734,0.03009461611509323,0.9553247690200806,0.2940220236778259,0.042062316089868546,0.9553247690200806,0.29254981875419617,0.05396000295877457,0.9553247690200806,0.29059070348739624,0.06576788425445557,0.9553247690200806,0.2881479263305664,0.07746629416942596,0.9553247690200806,0.2852255403995514,0.0890357717871666,0.9553247690200806,0.2818284332752228,0.10045706480741501,0.9553247690200806,0.27796226739883423,0.11171115189790726,0.9553247690200806,0.2736334204673767,0.12277930229902267,0.9553247690200806,0.2688491642475128,0.13364310562610626,0.9553247690200806,0.26361745595932007,0.1442844718694687,0.9553247690200806,0.2579469382762909,0.15468569099903107,0.9553247690200806,0.25184711813926697,0.16482944786548615,0.9553247690200806,0.2453281283378601,0.1746988594532013,0.9553247690200806,0.23840080201625824,0.1842775046825409,0.9553247690200806,0.2310766875743866,0.19354943931102753,0.9553247690200806,0.22336797416210175,0.20249924063682556,0.9553247690200806,0.2152874767780304,0.21111199259757996,0.9553247690200806,0.2068486511707306,0.21937336027622223,0.9553247690200806,0.19806554913520813,0.22726961970329285,0.9553247690200806,0.18895278871059418,0.23478759825229645,0.9553247690200806,0.17952553927898407,0.2419148087501526,0.9553247690200806,0.16979949176311493,0.24863936007022858,0.9553247690200806,0.15979081392288208,0.25495007634162903,0.9553247690200806,0.14951619505882263,0.26083648204803467,0.9553247690200806,0.13899271190166473,0.26628872752189636,0.9553247690200806,0.12823788821697235,0.27129775285720825,0.9553247690200806,0.11726962774991989,0.27585524320602417,0.9553247690200806,0.10610618442296982,0.27995359897613525,0.9553247690200806,0.09476613998413086,0.2835859954357147,0.9553247690200806,0.08326835930347443,0.28674638271331787,0.9553247690200806,0.07163199037313461,0.28942954540252686,0.9553247690200806,0.05987640097737312,0.29163095355033875,0.9553247690200806,0.04802115261554718,0.29334697127342224,0.9553247690200806,0.03608597442507744,0.2945747375488281,0.9553247690200806,0.024090735241770744,0.29531222581863403,0.9553247690200806,0.01205539982765913,0.2955581843852997,0.9553247690200806,7.239087674370073e-17,0.22743433713912964,0.9737934470176697,0.0,0.22724506258964539,0.9737934470176697,-0.009276725351810455,0.2266775667667389,0.9737934470176697,-0.018538009375333786,0.22573278844356537,0.9737934470176697,-0.027768440544605255,0.22441229224205017,0.9737934470176697,-0.03695265203714371,0.22271829843521118,0.9737934470176697,-0.04607535898685455,0.22065359354019165,0.9737934470176697,-0.05512138083577156,0.21822164952754974,0.9737934470176697,-0.06407565623521805,0.2154264897108078,0.9737934470176697,-0.07292328774929047,0.2122727781534195,0.9737934470176697,-0.0816495418548584,0.20876574516296387,0.9737934470176697,-0.09023989737033844,0.2049112617969513,0.9737934470176697,-0.09868006408214569,0.20071570575237274,0.9737934470176697,-0.10695598274469376,0.1961860954761505,0.9737934470176697,-0.11505388468503952,0.1913299411535263,0.9737934470176697,-0.12296028435230255,0.18615533411502838,0.9737934470176697,-0.13066203892230988,0.18067090213298798,0.9737934470176697,-0.138146311044693,0.17488574981689453,0.9737934470176697,-0.14540065824985504,0.16880953311920166,0.9737934470176697,-0.1524129956960678,0.1624523252248764,0.9737934470176697,-0.15917165577411652,0.15582475066184998,0.9737934470176697,-0.165665403008461,0.14893782138824463,0.9737934470176697,-0.17188340425491333,0.14180299639701843,0.9737934470176697,-0.17781533300876617,0.13443215191364288,0.9737934470176697,-0.18345129489898682,0.12683755159378052,0.9737934470176697,-0.18878191709518433,0.11903185397386551,0.9737934470176697,-0.19379833340644836,0.1110280305147171,0.9737934470176697,-0.19849219918251038,0.10283941775560379,0.9737934470176697,-0.2028556913137436,0.09447963535785675,0.9737934470176697,-0.2068815529346466,0.08596260845661163,0.9737934470176697,-0.2105630785226822,0.07730250060558319,0.9737934470176697,-0.21389414370059967,0.06851372867822647,0.9737934470176697,-0.21686919033527374,0.05961092188954353,0.9737934470176697,-0.21948328614234924,0.05060890316963196,0.9737934470176697,-0.22173207998275757,0.04152264818549156,0.9737934470176697,-0.22361183166503906,0.0323672816157341,0.9737934470176697,-0.22511938214302063,0.02315804362297058,0.9737934470176697,-0.2262522578239441,0.013910261914134026,0.9737934470176697,-0.22700855135917664,0.004639327991753817,0.9737934470176697,-0.22738701105117798,-0.004639327991753817,0.9737934470176697,-0.22738701105117798,-0.013910261914134026,0.9737934470176697,-0.22700855135917664,-0.02315804362297058,0.9737934470176697,-0.2262522578239441,-0.0323672816157341,0.9737934470176697,-0.22511938214302063,-0.04152264818549156,0.9737934470176697,-0.22361183166503906,-0.05060890316963196,0.9737934470176697,-0.22173207998275757,-0.05961092188954353,0.9737934470176697,-0.21948328614234924,-0.06851372867822647,0.9737934470176697,-0.21686919033527374,-0.07730250060558319,0.9737934470176697,-0.21389414370059967,-0.08596260845661163,0.9737934470176697,-0.2105630785226822,-0.09447963535785675,0.9737934470176697,-0.2068815529346466,-0.10283941775560379,0.9737934470176697,-0.2028556913137436,-0.1110280305147171,0.9737934470176697,-0.19849219918251038,-0.11903185397386551,0.9737934470176697,-0.19379833340644836,-0.12683755159378052,0.9737934470176697,-0.18878191709518433,-0.13443215191364288,0.9737934470176697,-0.18345129489898682,-0.14180299639701843,0.9737934470176697,-0.17781533300876617,-0.14893782138824463,0.9737934470176697,-0.17188340425491333,-0.15582475066184998,0.9737934470176697,-0.165665403008461,-0.1624523252248764,0.9737934470176697,-0.15917165577411652,-0.16880953311920166,0.9737934470176697,-0.1524129956960678,-0.17488574981689453,0.9737934470176697,-0.14540065824985504,-0.18067090213298798,0.9737934470176697,-0.138146311044693,-0.18615533411502838,0.9737934470176697,-0.13066203892230988,-0.1913299411535263,0.9737934470176697,-0.12296028435230255,-0.1961860954761505,0.9737934470176697,-0.11505388468503952,-0.20071570575237274,0.9737934470176697,-0.10695598274469376,-0.2049112617969513,0.9737934470176697,-0.09868006408214569,-0.20876574516296387,0.9737934470176697,-0.09023989737033844,-0.2122727781534195,0.9737934470176697,-0.0816495418548584,-0.2154264897108078,0.9737934470176697,-0.07292328774929047,-0.21822164952754974,0.9737934470176697,-0.06407565623521805,-0.22065359354019165,0.9737934470176697,-0.05512138083577156,-0.22271829843521118,0.9737934470176697,-0.04607535898685455,-0.22441229224205017,0.9737934470176697,-0.03695265203714371,-0.22573278844356537,0.9737934470176697,-0.027768440544605255,-0.2266775667667389,0.9737934470176697,-0.018538009375333786,-0.22724506258964539,0.9737934470176697,-0.009276725351810455,-0.22743433713912964,0.9737934470176697,-2.785267338465284e-17,-0.22724506258964539,0.9737934470176697,0.009276725351810455,-0.2266775667667389,0.9737934470176697,0.018538009375333786,-0.22573278844356537,0.9737934470176697,0.027768440544605255,-0.22441229224205017,0.9737934470176697,0.03695265203714371,-0.22271829843521118,0.9737934470176697,0.04607535898685455,-0.22065359354019165,0.9737934470176697,0.05512138083577156,-0.21822164952754974,0.9737934470176697,0.06407565623521805,-0.2154264897108078,0.9737934470176697,0.07292328774929047,-0.2122727781534195,0.9737934470176697,0.0816495418548584,-0.20876574516296387,0.9737934470176697,0.09023989737033844,-0.2049112617969513,0.9737934470176697,0.09868006408214569,-0.20071570575237274,0.9737934470176697,0.10695598274469376,-0.1961860954761505,0.9737934470176697,0.11505388468503952,-0.1913299411535263,0.9737934470176697,0.12296028435230255,-0.18615533411502838,0.9737934470176697,0.13066203892230988,-0.18067090213298798,0.9737934470176697,0.138146311044693,-0.17488574981689453,0.9737934470176697,0.14540065824985504,-0.16880953311920166,0.9737934470176697,0.1524129956960678,-0.1624523252248764,0.9737934470176697,0.15917165577411652,-0.15582475066184998,0.9737934470176697,0.165665403008461,-0.14893782138824463,0.9737934470176697,0.17188340425491333,-0.14180299639701843,0.9737934470176697,0.17781533300876617,-0.13443215191364288,0.9737934470176697,0.18345129489898682,-0.12683755159378052,0.9737934470176697,0.18878191709518433,-0.11903185397386551,0.9737934470176697,0.19379833340644836,-0.1110280305147171,0.9737934470176697,0.19849219918251038,-0.10283941775560379,0.9737934470176697,0.2028556913137436,-0.09447963535785675,0.9737934470176697,0.2068815529346466,-0.08596260845661163,0.9737934470176697,0.2105630785226822,-0.07730250060558319,0.9737934470176697,0.21389414370059967,-0.06851372867822647,0.9737934470176697,0.21686919033527374,-0.05961092188954353,0.9737934470176697,0.21948328614234924,-0.05060890316963196,0.9737934470176697,0.22173207998275757,-0.04152264818549156,0.9737934470176697,0.22361183166503906,-0.0323672816157341,0.9737934470176697,0.22511938214302063,-0.02315804362297058,0.9737934470176697,0.2262522578239441,-0.013910261914134026,0.9737934470176697,0.22700855135917664,-0.004639327991753817,0.9737934470176697,0.22738701105117798,0.004639327991753817,0.9737934470176697,0.22738701105117798,0.013910261914134026,0.9737934470176697,0.22700855135917664,0.02315804362297058,0.9737934470176697,0.2262522578239441,0.0323672816157341,0.9737934470176697,0.22511938214302063,0.04152264818549156,0.9737934470176697,0.22361183166503906,0.05060890316963196,0.9737934470176697,0.22173207998275757,0.05961092188954353,0.9737934470176697,0.21948328614234924,0.06851372867822647,0.9737934470176697,0.21686919033527374,0.07730250060558319,0.9737934470176697,0.21389414370059967,0.08596260845661163,0.9737934470176697,0.2105630785226822,0.09447963535785675,0.9737934470176697,0.2068815529346466,0.10283941775560379,0.9737934470176697,0.2028556913137436,0.1110280305147171,0.9737934470176697,0.19849219918251038,0.11903185397386551,0.9737934470176697,0.19379833340644836,0.12683755159378052,0.9737934470176697,0.18878191709518433,0.13443215191364288,0.9737934470176697,0.18345129489898682,0.14180299639701843,0.9737934470176697,0.17781533300876617,0.14893782138824463,0.9737934470176697,0.17188340425491333,0.15582475066184998,0.9737934470176697,0.165665403008461,0.1624523252248764,0.9737934470176697,0.15917165577411652,0.16880953311920166,0.9737934470176697,0.1524129956960678,0.17488574981689453,0.9737934470176697,0.14540065824985504,0.18067090213298798,0.9737934470176697,0.138146311044693,0.18615533411502838,0.9737934470176697,0.13066203892230988,0.1913299411535263,0.9737934470176697,0.12296028435230255,0.1961860954761505,0.9737934470176697,0.11505388468503952,0.20071570575237274,0.9737934470176697,0.10695598274469376,0.2049112617969513,0.9737934470176697,0.09868006408214569,0.20876574516296387,0.9737934470176697,0.09023989737033844,0.2122727781534195,0.9737934470176697,0.0816495418548584,0.2154264897108078,0.9737934470176697,0.07292328774929047,0.21822164952754974,0.9737934470176697,0.06407565623521805,0.22065359354019165,0.9737934470176697,0.05512138083577156,0.22271829843521118,0.9737934470176697,0.04607535898685455,0.22441229224205017,0.9737934470176697,0.03695265203714371,0.22573278844356537,0.9737934470176697,0.027768440544605255,0.2266775667667389,0.9737934470176697,0.018538009375333786,0.22724506258964539,0.9737934470176697,0.009276725351810455,0.22743433713912964,0.9737934470176697,5.570534676930568e-17,0.1581774353981018,0.9874107241630554,0.0,0.15804579854011536,0.9874107241630554,-0.0064518335275352,0.1576511114835739,0.9874107241630554,-0.012892928905785084,0.15699402987957,0.9874107241630554,-0.01931256614625454,0.1560756415128708,0.9874107241630554,-0.025700056925415993,0.15489749610424042,0.9874107241630554,-0.032044775784015656,0.1534615159034729,0.9874107241630554,-0.03833615779876709,0.15177012979984283,0.9874107241630554,-0.04456373304128647,0.14982613921165466,0.9874107241630554,-0.05071713402867317,0.14763277769088745,0.9874107241630554,-0.05678612366318703,0.1451936811208725,0.9874107241630554,-0.0627605989575386,0.1425129473209381,0.9874107241630554,-0.06863061338663101,0.13959500193595886,0.9874107241630554,-0.07438640296459198,0.13644470274448395,0.9874107241630554,-0.08001837879419327,0.133067324757576,0.9874107241630554,-0.08551717549562454,0.12946845591068268,0.9874107241630554,-0.09087363630533218,0.12565410137176514,0.9874107241630554,-0.09607884287834167,0.12163061648607254,0.9874107241630554,-0.10112414509057999,0.11740468442440033,0.9874107241630554,-0.10600113123655319,0.1129833459854126,0.9874107241630554,-0.11070168763399124,0.10837395489215851,0.9874107241630554,-0.11521799117326736,0.1035841852426529,0.9874107241630554,-0.11954252421855927,0.09862201660871506,0.9874107241630554,-0.12366809695959091,0.0934956967830658,0.9874107241630554,-0.12758782505989075,0.08821376413106918,0.9874107241630554,-0.13129520416259766,0.08278500288724899,0.9874107241630554,-0.1347840577363968,0.07721845805644989,0.9874107241630554,-0.13804857432842255,0.07152339071035385,0.9874107241630554,-0.14108332991600037,0.06570927798748016,0.9874107241630554,-0.14388325810432434,0.05978580191731453,0.9874107241630554,-0.1464436948299408,0.05376281589269638,0.9874107241630554,-0.14876040816307068,0.04765034839510918,0.9874107241630554,-0.1508295238018036,0.04145856946706772,0.9874107241630554,-0.15264758467674255,0.03519779071211815,0.9874107241630554,-0.1542115956544876,0.02887842431664467,0.9874107241630554,-0.15551891922950745,0.022510996088385582,0.9874107241630554,-0.15656740963459015,0.016106098890304565,0.9874107241630554,-0.15735530853271484,0.009674394503235817,0.9874107241630554,-0.15788130462169647,0.003226588247343898,0.9874107241630554,-0.1581445187330246,-0.003226588247343898,0.9874107241630554,-0.1581445187330246,-0.009674394503235817,0.9874107241630554,-0.15788130462169647,-0.016106098890304565,0.9874107241630554,-0.15735530853271484,-0.022510996088385582,0.9874107241630554,-0.15656740963459015,-0.02887842431664467,0.9874107241630554,-0.15551891922950745,-0.03519779071211815,0.9874107241630554,-0.1542115956544876,-0.04145856946706772,0.9874107241630554,-0.15264758467674255,-0.04765034839510918,0.9874107241630554,-0.1508295238018036,-0.05376281589269638,0.9874107241630554,-0.14876040816307068,-0.05978580191731453,0.9874107241630554,-0.1464436948299408,-0.06570927798748016,0.9874107241630554,-0.14388325810432434,-0.07152339071035385,0.9874107241630554,-0.14108332991600037,-0.07721845805644989,0.9874107241630554,-0.13804857432842255,-0.08278500288724899,0.9874107241630554,-0.1347840577363968,-0.08821376413106918,0.9874107241630554,-0.13129520416259766,-0.0934956967830658,0.9874107241630554,-0.12758782505989075,-0.09862201660871506,0.9874107241630554,-0.12366809695959091,-0.1035841852426529,0.9874107241630554,-0.11954252421855927,-0.10837395489215851,0.9874107241630554,-0.11521799117326736,-0.1129833459854126,0.9874107241630554,-0.11070168763399124,-0.11740468442440033,0.9874107241630554,-0.10600113123655319,-0.12163061648607254,0.9874107241630554,-0.10112414509057999,-0.12565410137176514,0.9874107241630554,-0.09607884287834167,-0.12946845591068268,0.9874107241630554,-0.09087363630533218,-0.133067324757576,0.9874107241630554,-0.08551717549562454,-0.13644470274448395,0.9874107241630554,-0.08001837879419327,-0.13959500193595886,0.9874107241630554,-0.07438640296459198,-0.1425129473209381,0.9874107241630554,-0.06863061338663101,-0.1451936811208725,0.9874107241630554,-0.0627605989575386,-0.14763277769088745,0.9874107241630554,-0.05678612366318703,-0.14982613921165466,0.9874107241630554,-0.05071713402867317,-0.15177012979984283,0.9874107241630554,-0.04456373304128647,-0.1534615159034729,0.9874107241630554,-0.03833615779876709,-0.15489749610424042,0.9874107241630554,-0.032044775784015656,-0.1560756415128708,0.9874107241630554,-0.025700056925415993,-0.15699402987957,0.9874107241630554,-0.01931256614625454,-0.1576511114835739,0.9874107241630554,-0.012892928905785084,-0.15804579854011536,0.9874107241630554,-0.0064518335275352,-0.1581774353981018,0.9874107241630554,-1.9371148849699542e-17,-0.15804579854011536,0.9874107241630554,0.0064518335275352,-0.1576511114835739,0.9874107241630554,0.012892928905785084,-0.15699402987957,0.9874107241630554,0.01931256614625454,-0.1560756415128708,0.9874107241630554,0.025700056925415993,-0.15489749610424042,0.9874107241630554,0.032044775784015656,-0.1534615159034729,0.9874107241630554,0.03833615779876709,-0.15177012979984283,0.9874107241630554,0.04456373304128647,-0.14982613921165466,0.9874107241630554,0.05071713402867317,-0.14763277769088745,0.9874107241630554,0.05678612366318703,-0.1451936811208725,0.9874107241630554,0.0627605989575386,-0.1425129473209381,0.9874107241630554,0.06863061338663101,-0.13959500193595886,0.9874107241630554,0.07438640296459198,-0.13644470274448395,0.9874107241630554,0.08001837879419327,-0.133067324757576,0.9874107241630554,0.08551717549562454,-0.12946845591068268,0.9874107241630554,0.09087363630533218,-0.12565410137176514,0.9874107241630554,0.09607884287834167,-0.12163061648607254,0.9874107241630554,0.10112414509057999,-0.11740468442440033,0.9874107241630554,0.10600113123655319,-0.1129833459854126,0.9874107241630554,0.11070168763399124,-0.10837395489215851,0.9874107241630554,0.11521799117326736,-0.1035841852426529,0.9874107241630554,0.11954252421855927,-0.09862201660871506,0.9874107241630554,0.12366809695959091,-0.0934956967830658,0.9874107241630554,0.12758782505989075,-0.08821376413106918,0.9874107241630554,0.13129520416259766,-0.08278500288724899,0.9874107241630554,0.1347840577363968,-0.07721845805644989,0.9874107241630554,0.13804857432842255,-0.07152339071035385,0.9874107241630554,0.14108332991600037,-0.06570927798748016,0.9874107241630554,0.14388325810432434,-0.05978580191731453,0.9874107241630554,0.1464436948299408,-0.05376281589269638,0.9874107241630554,0.14876040816307068,-0.04765034839510918,0.9874107241630554,0.1508295238018036,-0.04145856946706772,0.9874107241630554,0.15264758467674255,-0.03519779071211815,0.9874107241630554,0.1542115956544876,-0.02887842431664467,0.9874107241630554,0.15551891922950745,-0.022510996088385582,0.9874107241630554,0.15656740963459015,-0.016106098890304565,0.9874107241630554,0.15735530853271484,-0.009674394503235817,0.9874107241630554,0.15788130462169647,-0.003226588247343898,0.9874107241630554,0.1581445187330246,0.003226588247343898,0.9874107241630554,0.1581445187330246,0.009674394503235817,0.9874107241630554,0.15788130462169647,0.016106098890304565,0.9874107241630554,0.15735530853271484,0.022510996088385582,0.9874107241630554,0.15656740963459015,0.02887842431664467,0.9874107241630554,0.15551891922950745,0.03519779071211815,0.9874107241630554,0.1542115956544876,0.04145856946706772,0.9874107241630554,0.15264758467674255,0.04765034839510918,0.9874107241630554,0.1508295238018036,0.05376281589269638,0.9874107241630554,0.14876040816307068,0.05978580191731453,0.9874107241630554,0.1464436948299408,0.06570927798748016,0.9874107241630554,0.14388325810432434,0.07152339071035385,0.9874107241630554,0.14108332991600037,0.07721845805644989,0.9874107241630554,0.13804857432842255,0.08278500288724899,0.9874107241630554,0.1347840577363968,0.08821376413106918,0.9874107241630554,0.13129520416259766,0.0934956967830658,0.9874107241630554,0.12758782505989075,0.09862201660871506,0.9874107241630554,0.12366809695959091,0.1035841852426529,0.9874107241630554,0.11954252421855927,0.10837395489215851,0.9874107241630554,0.11521799117326736,0.1129833459854126,0.9874107241630554,0.11070168763399124,0.11740468442440033,0.9874107241630554,0.10600113123655319,0.12163061648607254,0.9874107241630554,0.10112414509057999,0.12565410137176514,0.9874107241630554,0.09607884287834167,0.12946845591068268,0.9874107241630554,0.09087363630533218,0.133067324757576,0.9874107241630554,0.08551717549562454,0.13644470274448395,0.9874107241630554,0.08001837879419327,0.13959500193595886,0.9874107241630554,0.07438640296459198,0.1425129473209381,0.9874107241630554,0.06863061338663101,0.1451936811208725,0.9874107241630554,0.0627605989575386,0.14763277769088745,0.9874107241630554,0.05678612366318703,0.14982613921165466,0.9874107241630554,0.05071713402867317,0.15177012979984283,0.9874107241630554,0.04456373304128647,0.1534615159034729,0.9874107241630554,0.03833615779876709,0.15489749610424042,0.9874107241630554,0.032044775784015656,0.1560756415128708,0.9874107241630554,0.025700056925415993,0.15699402987957,0.9874107241630554,0.01931256614625454,0.1576511114835739,0.9874107241630554,0.012892928905785084,0.15804579854011536,0.9874107241630554,0.0064518335275352,0.1581774353981018,0.9874107241630554,3.8742297699399084e-17,0.08813249319791794,0.9961087703704834,0.0,0.08805914968252182,0.9961087703704834,-0.003594799665734172,0.08783923834562302,0.9961087703704834,-0.007183616049587727,0.08747313171625137,0.9961087703704834,-0.010760476812720299,0.08696142584085464,0.9961087703704834,-0.014319426380097866,0.08630499243736267,0.9961087703704834,-0.017854543402791023,0.08550490438938141,0.9961087703704834,-0.021359942853450775,0.0845625028014183,0.9961087703704834,-0.024829791858792305,0.08347935974597931,0.9961087703704834,-0.028258314356207848,0.08225727081298828,0.9961087703704834,-0.03163980320096016,0.08089827746152878,0.9961087703704834,-0.034968629479408264,0.07940462976694107,0.9961087703704834,-0.0382392555475235,0.07777882367372513,0.9961087703704834,-0.04144623503088951,0.07602356374263763,0.9961087703704834,-0.044584233313798904,0.07414177060127258,0.9961087703704834,-0.047648023813962936,0.07213657349348068,0.9961087703704834,-0.05063250660896301,0.07001131027936935,0.9961087703704834,-0.05353271961212158,0.06776952743530273,0.9961087703704834,-0.05634383112192154,0.06541494280099869,0.9961087703704834,-0.059061165899038315,0.0629514828324318,0.9961087703704834,-0.06168019771575928,0.06038324534893036,0.9961087703704834,-0.06419657170772552,0.05771450698375702,0.9961087703704834,-0.06660608947277069,0.05494970828294754,0.9961087703704834,-0.06890475749969482,0.05209345370531082,0.9961087703704834,-0.07108873128890991,0.0491504929959774,0.9961087703704834,-0.07315438985824585,0.04612572491168976,0.9961087703704834,-0.07509829103946686,0.04302418604493141,0.9961087703704834,-0.07691720128059387,0.03985103592276573,0.9961087703704834,-0.07860808074474335,0.036611560732126236,0.9961087703704834,-0.08016813546419144,0.0333111472427845,0.9961087703704834,-0.08159475028514862,0.029955290257930756,0.9961087703704834,-0.08288556337356567,0.026549577713012695,0.9961087703704834,-0.08403842151165009,0.02309967391192913,0.9961087703704834,-0.08505140244960785,0.01961132511496544,0.9961087703704834,-0.08592282235622406,0.016090333461761475,0.9961087703704834,-0.08665123581886292,0.012542561627924442,0.9961087703704834,-0.08723542839288712,0.00897391326725483,0.9961087703704834,-0.08767442405223846,0.005390329752117395,0.9961087703704834,-0.08796749264001846,0.0017977738752961159,0.9961087703704834,-0.08811415731906891,-0.0017977738752961159,0.9961087703704834,-0.08811415731906891,-0.005390329752117395,0.9961087703704834,-0.08796749264001846,-0.00897391326725483,0.9961087703704834,-0.08767442405223846,-0.012542561627924442,0.9961087703704834,-0.08723542839288712,-0.016090333461761475,0.9961087703704834,-0.08665123581886292,-0.01961132511496544,0.9961087703704834,-0.08592282235622406,-0.02309967391192913,0.9961087703704834,-0.08505140244960785,-0.026549577713012695,0.9961087703704834,-0.08403842151165009,-0.029955290257930756,0.9961087703704834,-0.08288556337356567,-0.0333111472427845,0.9961087703704834,-0.08159475028514862,-0.036611560732126236,0.9961087703704834,-0.08016813546419144,-0.03985103592276573,0.9961087703704834,-0.07860808074474335,-0.04302418604493141,0.9961087703704834,-0.07691720128059387,-0.04612572491168976,0.9961087703704834,-0.07509829103946686,-0.0491504929959774,0.9961087703704834,-0.07315438985824585,-0.05209345370531082,0.9961087703704834,-0.07108873128890991,-0.05494970828294754,0.9961087703704834,-0.06890475749969482,-0.05771450698375702,0.9961087703704834,-0.06660608947277069,-0.06038324534893036,0.9961087703704834,-0.06419657170772552,-0.0629514828324318,0.9961087703704834,-0.06168019771575928,-0.06541494280099869,0.9961087703704834,-0.059061165899038315,-0.06776952743530273,0.9961087703704834,-0.05634383112192154,-0.07001131027936935,0.9961087703704834,-0.05353271961212158,-0.07213657349348068,0.9961087703704834,-0.05063250660896301,-0.07414177060127258,0.9961087703704834,-0.047648023813962936,-0.07602356374263763,0.9961087703704834,-0.044584233313798904,-0.07777882367372513,0.9961087703704834,-0.04144623503088951,-0.07940462976694107,0.9961087703704834,-0.0382392555475235,-0.08089827746152878,0.9961087703704834,-0.034968629479408264,-0.08225727081298828,0.9961087703704834,-0.03163980320096016,-0.08347935974597931,0.9961087703704834,-0.028258314356207848,-0.0845625028014183,0.9961087703704834,-0.024829791858792305,-0.08550490438938141,0.9961087703704834,-0.021359942853450775,-0.08630499243736267,0.9961087703704834,-0.017854543402791023,-0.08696142584085464,0.9961087703704834,-0.014319426380097866,-0.08747313171625137,0.9961087703704834,-0.010760476812720299,-0.08783923834562302,0.9961087703704834,-0.007183616049587727,-0.08805914968252182,0.9961087703704834,-0.003594799665734172,-0.08813249319791794,0.9961087703704834,-1.0793117152679684e-17,-0.08805914968252182,0.9961087703704834,0.003594799665734172,-0.08783923834562302,0.9961087703704834,0.007183616049587727,-0.08747313171625137,0.9961087703704834,0.010760476812720299,-0.08696142584085464,0.9961087703704834,0.014319426380097866,-0.08630499243736267,0.9961087703704834,0.017854543402791023,-0.08550490438938141,0.9961087703704834,0.021359942853450775,-0.0845625028014183,0.9961087703704834,0.024829791858792305,-0.08347935974597931,0.9961087703704834,0.028258314356207848,-0.08225727081298828,0.9961087703704834,0.03163980320096016,-0.08089827746152878,0.9961087703704834,0.034968629479408264,-0.07940462976694107,0.9961087703704834,0.0382392555475235,-0.07777882367372513,0.9961087703704834,0.04144623503088951,-0.07602356374263763,0.9961087703704834,0.044584233313798904,-0.07414177060127258,0.9961087703704834,0.047648023813962936,-0.07213657349348068,0.9961087703704834,0.05063250660896301,-0.07001131027936935,0.9961087703704834,0.05353271961212158,-0.06776952743530273,0.9961087703704834,0.05634383112192154,-0.06541494280099869,0.9961087703704834,0.059061165899038315,-0.0629514828324318,0.9961087703704834,0.06168019771575928,-0.06038324534893036,0.9961087703704834,0.06419657170772552,-0.05771450698375702,0.9961087703704834,0.06660608947277069,-0.05494970828294754,0.9961087703704834,0.06890475749969482,-0.05209345370531082,0.9961087703704834,0.07108873128890991,-0.0491504929959774,0.9961087703704834,0.07315438985824585,-0.04612572491168976,0.9961087703704834,0.07509829103946686,-0.04302418604493141,0.9961087703704834,0.07691720128059387,-0.03985103592276573,0.9961087703704834,0.07860808074474335,-0.036611560732126236,0.9961087703704834,0.08016813546419144,-0.0333111472427845,0.9961087703704834,0.08159475028514862,-0.029955290257930756,0.9961087703704834,0.08288556337356567,-0.026549577713012695,0.9961087703704834,0.08403842151165009,-0.02309967391192913,0.9961087703704834,0.08505140244960785,-0.01961132511496544,0.9961087703704834,0.08592282235622406,-0.016090333461761475,0.9961087703704834,0.08665123581886292,-0.012542561627924442,0.9961087703704834,0.08723542839288712,-0.00897391326725483,0.9961087703704834,0.08767442405223846,-0.005390329752117395,0.9961087703704834,0.08796749264001846,-0.0017977738752961159,0.9961087703704834,0.08811415731906891,0.0017977738752961159,0.9961087703704834,0.08811415731906891,0.005390329752117395,0.9961087703704834,0.08796749264001846,0.00897391326725483,0.9961087703704834,0.08767442405223846,0.012542561627924442,0.9961087703704834,0.08723542839288712,0.016090333461761475,0.9961087703704834,0.08665123581886292,0.01961132511496544,0.9961087703704834,0.08592282235622406,0.02309967391192913,0.9961087703704834,0.08505140244960785,0.026549577713012695,0.9961087703704834,0.08403842151165009,0.029955290257930756,0.9961087703704834,0.08288556337356567,0.0333111472427845,0.9961087703704834,0.08159475028514862,0.036611560732126236,0.9961087703704834,0.08016813546419144,0.03985103592276573,0.9961087703704834,0.07860808074474335,0.04302418604493141,0.9961087703704834,0.07691720128059387,0.04612572491168976,0.9961087703704834,0.07509829103946686,0.0491504929959774,0.9961087703704834,0.07315438985824585,0.05209345370531082,0.9961087703704834,0.07108873128890991,0.05494970828294754,0.9961087703704834,0.06890475749969482,0.05771450698375702,0.9961087703704834,0.06660608947277069,0.06038324534893036,0.9961087703704834,0.06419657170772552,0.0629514828324318,0.9961087703704834,0.06168019771575928,0.06541494280099869,0.9961087703704834,0.059061165899038315,0.06776952743530273,0.9961087703704834,0.05634383112192154,0.07001131027936935,0.9961087703704834,0.05353271961212158,0.07213657349348068,0.9961087703704834,0.05063250660896301,0.07414177060127258,0.9961087703704834,0.047648023813962936,0.07602356374263763,0.9961087703704834,0.044584233313798904,0.07777882367372513,0.9961087703704834,0.04144623503088951,0.07940462976694107,0.9961087703704834,0.0382392555475235,0.08089827746152878,0.9961087703704834,0.034968629479408264,0.08225727081298828,0.9961087703704834,0.03163980320096016,0.08347935974597931,0.9961087703704834,0.028258314356207848,0.0845625028014183,0.9961087703704834,0.024829791858792305,0.08550490438938141,0.9961087703704834,0.021359942853450775,0.08630499243736267,0.9961087703704834,0.017854543402791023,0.08696142584085464,0.9961087703704834,0.014319426380097866,0.08747313171625137,0.9961087703704834,0.010760476812720299,0.08783923834562302,0.9961087703704834,0.007183616049587727,0.08805914968252182,0.9961087703704834,0.003594799665734172,0.08813249319791794,0.9961087703704834,2.158623430535937e-17,0.01764848083257675,0.9998442530632019,0.0,0.017633793875575066,0.9998442530632019,-0.0007198565872386098,0.017589757218956947,0.9998442530632019,-0.0014385150279849768,0.017516443505883217,0.9998442530632019,-0.002154779154807329,0.017413975670933723,0.9998442530632019,-0.002867456991225481,0.017282525077462196,0.9998442530632019,-0.003575362032279372,0.017122307792305946,0.9998442530632019,-0.004277316387742758,0.016933593899011612,0.9998442530632019,-0.004972151480615139,0.016716694459319115,0.9998442530632019,-0.005658710841089487,0.016471970826387405,0.9998442530632019,-0.006335852202028036,0.016199832782149315,0.9998442530632019,-0.007002447731792927,0.015900731086730957,0.9998442530632019,-0.007657388690859079,0.015575164929032326,0.9998442530632019,-0.008299584500491619,0.015223675407469273,0.9998442530632019,-0.008927966468036175,0.014846846461296082,0.9998442530632019,-0.00954148918390274,0.014445307664573193,0.9998442530632019,-0.010139130055904388,0.014019724912941456,0.9998442530632019,-0.010719896294176579,0.013570808805525303,0.9998442530632019,-0.011282820254564285,0.013099304400384426,0.9998442530632019,-0.011826964095234871,0.012605997733771801,0.9998442530632019,-0.012351424433290958,0.012091710232198238,0.9998442530632019,-0.01285532582551241,0.011557296849787235,0.9998442530632019,-0.013337831944227219,0.011003647930920124,0.9998442530632019,-0.013798138126730919,0.010431683622300625,0.9998442530632019,-0.014235477894544601,0.009842357598245144,0.9998442530632019,-0.014649124816060066,0.009236649610102177,0.9998442530632019,-0.015038389712572098,0.008615568280220032,0.9998442530632019,-0.015402624383568764,0.007980147376656532,0.9998442530632019,-0.015741223469376564,0.007331443950533867,0.9998442530632019,-0.01605362258851528,0.006670537870377302,0.9998442530632019,-0.01633930206298828,0.005998529959470034,0.9998442530632019,-0.01659778691828251,0.005316537339240313,0.9998442530632019,-0.016828645020723343,0.004625696688890457,0.9998442530632019,-0.01703149452805519,0.003927156329154968,0.9998442530632019,-0.017205996438860893,0.003222079947590828,0.9998442530632019,-0.01735186018049717,0.002511640777811408,0.9998442530632019,-0.01746884547173977,0.001797021017409861,0.9998442530632019,-0.017556753009557724,0.0010794104309752584,0.9998442530632019,-0.017615441232919693,0.00036000317777507007,0.9998442530632019,-0.017644807696342468,-0.00036000317777507007,0.9998442530632019,-0.017644807696342468,-0.0010794104309752584,0.9998442530632019,-0.017615441232919693,-0.001797021017409861,0.9998442530632019,-0.017556753009557724,-0.002511640777811408,0.9998442530632019,-0.01746884547173977,-0.003222079947590828,0.9998442530632019,-0.01735186018049717,-0.003927156329154968,0.9998442530632019,-0.017205996438860893,-0.004625696688890457,0.9998442530632019,-0.01703149452805519,-0.005316537339240313,0.9998442530632019,-0.016828645020723343,-0.005998529959470034,0.9998442530632019,-0.01659778691828251,-0.006670537870377302,0.9998442530632019,-0.01633930206298828,-0.007331443950533867,0.9998442530632019,-0.01605362258851528,-0.007980147376656532,0.9998442530632019,-0.015741223469376564,-0.008615568280220032,0.9998442530632019,-0.015402624383568764,-0.009236649610102177,0.9998442530632019,-0.015038389712572098,-0.009842357598245144,0.9998442530632019,-0.014649124816060066,-0.010431683622300625,0.9998442530632019,-0.014235477894544601,-0.011003647930920124,0.9998442530632019,-0.013798138126730919,-0.011557296849787235,0.9998442530632019,-0.013337831944227219,-0.012091710232198238,0.9998442530632019,-0.01285532582551241,-0.012605997733771801,0.9998442530632019,-0.012351424433290958,-0.013099304400384426,0.9998442530632019,-0.011826964095234871,-0.013570808805525303,0.9998442530632019,-0.011282820254564285,-0.014019724912941456,0.9998442530632019,-0.010719896294176579,-0.014445307664573193,0.9998442530632019,-0.010139130055904388,-0.014846846461296082,0.9998442530632019,-0.00954148918390274,-0.015223675407469273,0.9998442530632019,-0.008927966468036175,-0.015575164929032326,0.9998442530632019,-0.008299584500491619,-0.015900731086730957,0.9998442530632019,-0.007657388690859079,-0.016199832782149315,0.9998442530632019,-0.007002447731792927,-0.016471970826387405,0.9998442530632019,-0.006335852202028036,-0.016716694459319115,0.9998442530632019,-0.005658710841089487,-0.016933593899011612,0.9998442530632019,-0.004972151480615139,-0.017122307792305946,0.9998442530632019,-0.004277316387742758,-0.017282525077462196,0.9998442530632019,-0.003575362032279372,-0.017413975670933723,0.9998442530632019,-0.002867456991225481,-0.017516443505883217,0.9998442530632019,-0.002154779154807329,-0.017589757218956947,0.9998442530632019,-0.0014385150279849768,-0.017633793875575066,0.9998442530632019,-0.0007198565872386098,-0.01764848083257675,0.9998442530632019,-2.1613156139165826e-18,-0.017633793875575066,0.9998442530632019,0.0007198565872386098,-0.017589757218956947,0.9998442530632019,0.0014385150279849768,-0.017516443505883217,0.9998442530632019,0.002154779154807329,-0.017413975670933723,0.9998442530632019,0.002867456991225481,-0.017282525077462196,0.9998442530632019,0.003575362032279372,-0.017122307792305946,0.9998442530632019,0.004277316387742758,-0.016933593899011612,0.9998442530632019,0.004972151480615139,-0.016716694459319115,0.9998442530632019,0.005658710841089487,-0.016471970826387405,0.9998442530632019,0.006335852202028036,-0.016199832782149315,0.9998442530632019,0.007002447731792927,-0.015900731086730957,0.9998442530632019,0.007657388690859079,-0.015575164929032326,0.9998442530632019,0.008299584500491619,-0.015223675407469273,0.9998442530632019,0.008927966468036175,-0.014846846461296082,0.9998442530632019,0.00954148918390274,-0.014445307664573193,0.9998442530632019,0.010139130055904388,-0.014019724912941456,0.9998442530632019,0.010719896294176579,-0.013570808805525303,0.9998442530632019,0.011282820254564285,-0.013099304400384426,0.9998442530632019,0.011826964095234871,-0.012605997733771801,0.9998442530632019,0.012351424433290958,-0.012091710232198238,0.9998442530632019,0.01285532582551241,-0.011557296849787235,0.9998442530632019,0.013337831944227219,-0.011003647930920124,0.9998442530632019,0.013798138126730919,-0.010431683622300625,0.9998442530632019,0.014235477894544601,-0.009842357598245144,0.9998442530632019,0.014649124816060066,-0.009236649610102177,0.9998442530632019,0.015038389712572098,-0.008615568280220032,0.9998442530632019,0.015402624383568764,-0.007980147376656532,0.9998442530632019,0.015741223469376564,-0.007331443950533867,0.9998442530632019,0.01605362258851528,-0.006670537870377302,0.9998442530632019,0.01633930206298828,-0.005998529959470034,0.9998442530632019,0.01659778691828251,-0.005316537339240313,0.9998442530632019,0.016828645020723343,-0.004625696688890457,0.9998442530632019,0.01703149452805519,-0.003927156329154968,0.9998442530632019,0.017205996438860893,-0.003222079947590828,0.9998442530632019,0.01735186018049717,-0.002511640777811408,0.9998442530632019,0.01746884547173977,-0.001797021017409861,0.9998442530632019,0.017556753009557724,-0.0010794104309752584,0.9998442530632019,0.017615441232919693,-0.00036000317777507007,0.9998442530632019,0.017644807696342468,0.00036000317777507007,0.9998442530632019,0.017644807696342468,0.0010794104309752584,0.9998442530632019,0.017615441232919693,0.001797021017409861,0.9998442530632019,0.017556753009557724,0.002511640777811408,0.9998442530632019,0.01746884547173977,0.003222079947590828,0.9998442530632019,0.01735186018049717,0.003927156329154968,0.9998442530632019,0.017205996438860893,0.004625696688890457,0.9998442530632019,0.01703149452805519,0.005316537339240313,0.9998442530632019,0.016828645020723343,0.005998529959470034,0.9998442530632019,0.01659778691828251,0.006670537870377302,0.9998442530632019,0.01633930206298828,0.007331443950533867,0.9998442530632019,0.01605362258851528,0.007980147376656532,0.9998442530632019,0.015741223469376564,0.008615568280220032,0.9998442530632019,0.015402624383568764,0.009236649610102177,0.9998442530632019,0.015038389712572098,0.009842357598245144,0.9998442530632019,0.014649124816060066,0.010431683622300625,0.9998442530632019,0.014235477894544601,0.011003647930920124,0.9998442530632019,0.013798138126730919,0.011557296849787235,0.9998442530632019,0.013337831944227219,0.012091710232198238,0.9998442530632019,0.01285532582551241,0.012605997733771801,0.9998442530632019,0.012351424433290958,0.013099304400384426,0.9998442530632019,0.011826964095234871,0.013570808805525303,0.9998442530632019,0.011282820254564285,0.014019724912941456,0.9998442530632019,0.010719896294176579,0.014445307664573193,0.9998442530632019,0.010139130055904388,0.014846846461296082,0.9998442530632019,0.00954148918390274,0.015223675407469273,0.9998442530632019,0.008927966468036175,0.015575164929032326,0.9998442530632019,0.008299584500491619,0.015900731086730957,0.9998442530632019,0.007657388690859079,0.016199832782149315,0.9998442530632019,0.007002447731792927,0.016471970826387405,0.9998442530632019,0.006335852202028036,0.016716694459319115,0.9998442530632019,0.005658710841089487,0.016933593899011612,0.9998442530632019,0.004972151480615139,0.017122307792305946,0.9998442530632019,0.004277316387742758,0.017282525077462196,0.9998442530632019,0.003575362032279372,0.017413975670933723,0.9998442530632019,0.002867456991225481,0.017516443505883217,0.9998442530632019,0.002154779154807329,0.017589757218956947,0.9998442530632019,0.0014385150279849768,0.017633793875575066,0.9998442530632019,0.0007198565872386098,0.01764848083257675,0.9998442530632019,4.322631227833165e-18,-0.05292345583438873,0.998598575592041,0.0,-0.05287941172719002,0.998598575592041,0.002158672781661153,-0.05274735391139984,0.998598575592041,0.0043137529864907265,-0.05252750590443611,0.998598575592041,0.006461652927100658,-0.05222023278474808,0.998598575592041,0.00859879795461893,-0.05182604119181633,0.998598575592041,0.010721632279455662,-0.0513455905020237,0.998598575592041,0.012826620601117611,-0.05077968165278435,0.998598575592041,0.01491026021540165,-0.050129253417253494,0.998598575592041,0.01696908287703991,-0.04939539358019829,0.998598575592041,0.01899966225028038,-0.04857931658625603,0.998598575592041,0.020998619496822357,-0.04768238589167595,0.998598575592041,0.022962626069784164,-0.04670609161257744,0.998598575592041,0.0248884130269289,-0.045652057975530624,0.998598575592041,0.02677277661859989,-0.04452204331755638,0.998598575592041,0.02861258015036583,-0.043317925184965134,0.998598575592041,0.03040475957095623,-0.042041707783937454,0.998598575592041,0.032146334648132324,-0.040695518255233765,0.998598575592041,0.03383440151810646,-0.03928159177303314,0.998598575592041,0.03546615689992905,-0.03780229017138481,0.998598575592041,0.037038885056972504,-0.03626006469130516,0.998598575592041,0.038549963384866714,-0.034657493233680725,0.998598575592041,0.03999687731266022,-0.03299723565578461,0.998598575592041,0.041377224028110504,-0.031282056123018265,0.998598575592041,0.04268869757652283,-0.02951481007039547,0.998598575592041,0.043929122388362885,-0.027698442339897156,0.998598575592041,0.04509643465280533,-0.025835970416665077,0.998598575592041,0.04618868604302406,-0.023930499330163002,0.998598575592041,0.04720405861735344,-0.021985197439789772,0.998598575592041,0.04814086854457855,-0.0200033038854599,0.998598575592041,0.04899755120277405,-0.017988115549087524,0.998598575592041,0.049772679805755615,-0.01594298891723156,0.998598575592041,0.050464969128370285,-0.013871326111257076,0.998598575592041,0.051073264330625534,-0.01177657674998045,0.998598575592041,0.05159655213356018,-0.009662225842475891,0.998598575592041,0.05203396454453468,-0.0075317928567528725,0.998598575592041,0.05238477140665054,-0.0053888242691755295,0.998598575592041,0.0526483878493309,-0.0032368863467127085,0.998598575592041,0.05282437428832054,-0.0010795610724017024,0.998598575592041,0.05291244387626648,0.0010795610724017024,0.998598575592041,0.05291244387626648,0.0032368863467127085,0.998598575592041,0.05282437428832054,0.0053888242691755295,0.998598575592041,0.0526483878493309,0.0075317928567528725,0.998598575592041,0.05238477140665054,0.009662225842475891,0.998598575592041,0.05203396454453468,0.01177657674998045,0.998598575592041,0.05159655213356018,0.013871326111257076,0.998598575592041,0.051073264330625534,0.01594298891723156,0.998598575592041,0.050464969128370285,0.017988115549087524,0.998598575592041,0.049772679805755615,0.0200033038854599,0.998598575592041,0.04899755120277405,0.021985197439789772,0.998598575592041,0.04814086854457855,0.023930499330163002,0.998598575592041,0.04720405861735344,0.025835970416665077,0.998598575592041,0.04618868604302406,0.027698442339897156,0.998598575592041,0.04509643465280533,0.02951481007039547,0.998598575592041,0.043929122388362885,0.031282056123018265,0.998598575592041,0.04268869757652283,0.03299723565578461,0.998598575592041,0.041377224028110504,0.034657493233680725,0.998598575592041,0.03999687731266022,0.03626006469130516,0.998598575592041,0.038549963384866714,0.03780229017138481,0.998598575592041,0.037038885056972504,0.03928159177303314,0.998598575592041,0.03546615689992905,0.040695518255233765,0.998598575592041,0.03383440151810646,0.042041707783937454,0.998598575592041,0.032146334648132324,0.043317925184965134,0.998598575592041,0.03040475957095623,0.04452204331755638,0.998598575592041,0.02861258015036583,0.045652057975530624,0.998598575592041,0.02677277661859989,0.04670609161257744,0.998598575592041,0.0248884130269289,0.04768238589167595,0.998598575592041,0.022962626069784164,0.04857931658625603,0.998598575592041,0.020998619496822357,0.04939539358019829,0.998598575592041,0.01899966225028038,0.050129253417253494,0.998598575592041,0.01696908287703991,0.05077968165278435,0.998598575592041,0.01491026021540165,0.0513455905020237,0.998598575592041,0.012826620601117611,0.05182604119181633,0.998598575592041,0.010721632279455662,0.05222023278474808,0.998598575592041,0.00859879795461893,0.05252750590443611,0.998598575592041,0.006461652927100658,0.05274735391139984,0.998598575592041,0.0043137529864907265,0.05287941172719002,0.998598575592041,0.002158672781661153,0.05292345583438873,0.998598575592041,6.481253748470428e-18,0.05287941172719002,0.998598575592041,-0.002158672781661153,0.05274735391139984,0.998598575592041,-0.0043137529864907265,0.05252750590443611,0.998598575592041,-0.006461652927100658,0.05222023278474808,0.998598575592041,-0.00859879795461893,0.05182604119181633,0.998598575592041,-0.010721632279455662,0.0513455905020237,0.998598575592041,-0.012826620601117611,0.05077968165278435,0.998598575592041,-0.01491026021540165,0.050129253417253494,0.998598575592041,-0.01696908287703991,0.04939539358019829,0.998598575592041,-0.01899966225028038,0.04857931658625603,0.998598575592041,-0.020998619496822357,0.04768238589167595,0.998598575592041,-0.022962626069784164,0.04670609161257744,0.998598575592041,-0.0248884130269289,0.045652057975530624,0.998598575592041,-0.02677277661859989,0.04452204331755638,0.998598575592041,-0.02861258015036583,0.043317925184965134,0.998598575592041,-0.03040475957095623,0.042041707783937454,0.998598575592041,-0.032146334648132324,0.040695518255233765,0.998598575592041,-0.03383440151810646,0.03928159177303314,0.998598575592041,-0.03546615689992905,0.03780229017138481,0.998598575592041,-0.037038885056972504,0.03626006469130516,0.998598575592041,-0.038549963384866714,0.034657493233680725,0.998598575592041,-0.03999687731266022,0.03299723565578461,0.998598575592041,-0.041377224028110504,0.031282056123018265,0.998598575592041,-0.04268869757652283,0.02951481007039547,0.998598575592041,-0.043929122388362885,0.027698442339897156,0.998598575592041,-0.04509643465280533,0.025835970416665077,0.998598575592041,-0.04618868604302406,0.023930499330163002,0.998598575592041,-0.04720405861735344,0.021985197439789772,0.998598575592041,-0.04814086854457855,0.0200033038854599,0.998598575592041,-0.04899755120277405,0.017988115549087524,0.998598575592041,-0.049772679805755615,0.01594298891723156,0.998598575592041,-0.050464969128370285,0.013871326111257076,0.998598575592041,-0.051073264330625534,0.01177657674998045,0.998598575592041,-0.05159655213356018,0.009662225842475891,0.998598575592041,-0.05203396454453468,0.0075317928567528725,0.998598575592041,-0.05238477140665054,0.0053888242691755295,0.998598575592041,-0.0526483878493309,0.0032368863467127085,0.998598575592041,-0.05282437428832054,0.0010795610724017024,0.998598575592041,-0.05291244387626648,-0.0010795610724017024,0.998598575592041,-0.05291244387626648,-0.0032368863467127085,0.998598575592041,-0.05282437428832054,-0.0053888242691755295,0.998598575592041,-0.0526483878493309,-0.0075317928567528725,0.998598575592041,-0.05238477140665054,-0.009662225842475891,0.998598575592041,-0.05203396454453468,-0.01177657674998045,0.998598575592041,-0.05159655213356018,-0.013871326111257076,0.998598575592041,-0.051073264330625534,-0.01594298891723156,0.998598575592041,-0.050464969128370285,-0.017988115549087524,0.998598575592041,-0.049772679805755615,-0.0200033038854599,0.998598575592041,-0.04899755120277405,-0.021985197439789772,0.998598575592041,-0.04814086854457855,-0.023930499330163002,0.998598575592041,-0.04720405861735344,-0.025835970416665077,0.998598575592041,-0.04618868604302406,-0.027698442339897156,0.998598575592041,-0.04509643465280533,-0.02951481007039547,0.998598575592041,-0.043929122388362885,-0.031282056123018265,0.998598575592041,-0.04268869757652283,-0.03299723565578461,0.998598575592041,-0.041377224028110504,-0.034657493233680725,0.998598575592041,-0.03999687731266022,-0.03626006469130516,0.998598575592041,-0.038549963384866714,-0.03780229017138481,0.998598575592041,-0.037038885056972504,-0.03928159177303314,0.998598575592041,-0.03546615689992905,-0.040695518255233765,0.998598575592041,-0.03383440151810646,-0.042041707783937454,0.998598575592041,-0.032146334648132324,-0.043317925184965134,0.998598575592041,-0.03040475957095623,-0.04452204331755638,0.998598575592041,-0.02861258015036583,-0.045652057975530624,0.998598575592041,-0.02677277661859989,-0.04670609161257744,0.998598575592041,-0.0248884130269289,-0.04768238589167595,0.998598575592041,-0.022962626069784164,-0.04857931658625603,0.998598575592041,-0.020998619496822357,-0.04939539358019829,0.998598575592041,-0.01899966225028038,-0.050129253417253494,0.998598575592041,-0.01696908287703991,-0.05077968165278435,0.998598575592041,-0.01491026021540165,-0.0513455905020237,0.998598575592041,-0.012826620601117611,-0.05182604119181633,0.998598575592041,-0.010721632279455662,-0.05222023278474808,0.998598575592041,-0.00859879795461893,-0.05252750590443611,0.998598575592041,-0.006461652927100658,-0.05274735391139984,0.998598575592041,-0.0043137529864907265,-0.05287941172719002,0.998598575592041,-0.002158672781661153,-0.05292345583438873,0.998598575592041,-1.2962507496940856e-17,-0.12323172390460968,0.9923779368400574,0.0,-0.12312917411327362,0.9923779368400574,0.005026448052376509,-0.12282168120145798,0.9923779368400574,0.010044530034065247,-0.12230976670980453,0.9923779368400574,0.015045893378555775,-0.12159428000450134,0.9923779368400574,0.020022215321660042,-0.12067641317844391,0.9923779368400574,0.024965211749076843,-0.1195576936006546,0.9923779368400574,0.0298666562885046,-0.11823997646570206,0.9923779368400574,0.03471839055418968,-0.11672545969486237,0.9923779368400574,0.03951233997941017,-0.11501666903495789,0.9923779368400574,0.044240523129701614,-0.11311644315719604,0.9923779368400574,0.04889507219195366,-0.11102794855833054,0.9923779368400574,0.0534682422876358,-0.10875465720891953,0.9923779368400574,0.05795241892337799,-0.10630035400390625,0.9923779368400574,0.0623401403427124,-0.10366912931203842,0.9923779368400574,0.06662410497665405,-0.10086534917354584,0.9923779368400574,0.07079717516899109,-0.09789369255304337,0.9923779368400574,0.07485241442918777,-0.09475909918546677,0.9923779368400574,0.0787830650806427,-0.09146679192781448,0.9923779368400574,0.08258259296417236,-0.08802224695682526,0.9923779368400574,0.08624466508626938,-0.08443119376897812,0.9923779368400574,0.08976319432258606,-0.080699622631073,0.9923779368400574,0.09313232451677322,-0.07683372497558594,0.9923779368400574,0.09634644538164139,-0.07283994555473328,0.9923779368400574,0.09940019994974136,-0.06872493773698807,0.9923779368400574,0.10228852182626724,-0.06449554115533829,0.9923779368400574,0.10500659048557281,-0.06015879660844803,0.9923779368400574,0.10754988342523575,-0.05572192370891571,0.9923779368400574,0.10991417616605759,-0.05119230970740318,0.9923779368400574,0.11209551990032196,-0.046577490866184235,0.9923779368400574,0.11409030109643936,-0.041885145008563995,0.9923779368400574,0.11589518189430237,-0.03712308779358864,0.9923779368400574,0.11750716716051102,-0.03229924291372299,0.9923779368400574,0.11892357468605042,-0.02742163836956024,0.9923779368400574,0.12014205008745193,-0.022498393431305885,0.9923779368400574,0.12116055935621262,-0.01753770373761654,0.9923779368400574,0.12197740375995636,-0.012547822669148445,0.9923779368400574,0.12259123474359512,-0.0075370571576058865,0.9923779368400574,0.12300102412700653,-0.002513746963813901,0.9923779368400574,0.12320608645677567,0.002513746963813901,0.9923779368400574,0.12320608645677567,0.0075370571576058865,0.9923779368400574,0.12300102412700653,0.012547822669148445,0.9923779368400574,0.12259123474359512,0.01753770373761654,0.9923779368400574,0.12197740375995636,0.022498393431305885,0.9923779368400574,0.12116055935621262,0.02742163836956024,0.9923779368400574,0.12014205008745193,0.03229924291372299,0.9923779368400574,0.11892357468605042,0.03712308779358864,0.9923779368400574,0.11750716716051102,0.041885145008563995,0.9923779368400574,0.11589518189430237,0.046577490866184235,0.9923779368400574,0.11409030109643936,0.05119230970740318,0.9923779368400574,0.11209551990032196,0.05572192370891571,0.9923779368400574,0.10991417616605759,0.06015879660844803,0.9923779368400574,0.10754988342523575,0.06449554115533829,0.9923779368400574,0.10500659048557281,0.06872493773698807,0.9923779368400574,0.10228852182626724,0.07283994555473328,0.9923779368400574,0.09940019994974136,0.07683372497558594,0.9923779368400574,0.09634644538164139,0.080699622631073,0.9923779368400574,0.09313232451677322,0.08443119376897812,0.9923779368400574,0.08976319432258606,0.08802224695682526,0.9923779368400574,0.08624466508626938,0.09146679192781448,0.9923779368400574,0.08258259296417236,0.09475909918546677,0.9923779368400574,0.0787830650806427,0.09789369255304337,0.9923779368400574,0.07485241442918777,0.10086534917354584,0.9923779368400574,0.07079717516899109,0.10366912931203842,0.9923779368400574,0.06662410497665405,0.10630035400390625,0.9923779368400574,0.0623401403427124,0.10875465720891953,0.9923779368400574,0.05795241892337799,0.11102794855833054,0.9923779368400574,0.0534682422876358,0.11311644315719604,0.9923779368400574,0.04889507219195366,0.11501666903495789,0.9923779368400574,0.044240523129701614,0.11672545969486237,0.9923779368400574,0.03951233997941017,0.11823997646570206,0.9923779368400574,0.03471839055418968,0.1195576936006546,0.9923779368400574,0.0298666562885046,0.12067641317844391,0.9923779368400574,0.024965211749076843,0.12159428000450134,0.9923779368400574,0.020022215321660042,0.12230976670980453,0.9923779368400574,0.015045893378555775,0.12282168120145798,0.9923779368400574,0.010044530034065247,0.12312917411327362,0.9923779368400574,0.005026448052376509,0.12323172390460968,0.9923779368400574,1.509153473603189e-17,0.12312917411327362,0.9923779368400574,-0.005026448052376509,0.12282168120145798,0.9923779368400574,-0.010044530034065247,0.12230976670980453,0.9923779368400574,-0.015045893378555775,0.12159428000450134,0.9923779368400574,-0.020022215321660042,0.12067641317844391,0.9923779368400574,-0.024965211749076843,0.1195576936006546,0.9923779368400574,-0.0298666562885046,0.11823997646570206,0.9923779368400574,-0.03471839055418968,0.11672545969486237,0.9923779368400574,-0.03951233997941017,0.11501666903495789,0.9923779368400574,-0.044240523129701614,0.11311644315719604,0.9923779368400574,-0.04889507219195366,0.11102794855833054,0.9923779368400574,-0.0534682422876358,0.10875465720891953,0.9923779368400574,-0.05795241892337799,0.10630035400390625,0.9923779368400574,-0.0623401403427124,0.10366912931203842,0.9923779368400574,-0.06662410497665405,0.10086534917354584,0.9923779368400574,-0.07079717516899109,0.09789369255304337,0.9923779368400574,-0.07485241442918777,0.09475909918546677,0.9923779368400574,-0.0787830650806427,0.09146679192781448,0.9923779368400574,-0.08258259296417236,0.08802224695682526,0.9923779368400574,-0.08624466508626938,0.08443119376897812,0.9923779368400574,-0.08976319432258606,0.080699622631073,0.9923779368400574,-0.09313232451677322,0.07683372497558594,0.9923779368400574,-0.09634644538164139,0.07283994555473328,0.9923779368400574,-0.09940019994974136,0.06872493773698807,0.9923779368400574,-0.10228852182626724,0.06449554115533829,0.9923779368400574,-0.10500659048557281,0.06015879660844803,0.9923779368400574,-0.10754988342523575,0.05572192370891571,0.9923779368400574,-0.10991417616605759,0.05119230970740318,0.9923779368400574,-0.11209551990032196,0.046577490866184235,0.9923779368400574,-0.11409030109643936,0.041885145008563995,0.9923779368400574,-0.11589518189430237,0.03712308779358864,0.9923779368400574,-0.11750716716051102,0.03229924291372299,0.9923779368400574,-0.11892357468605042,0.02742163836956024,0.9923779368400574,-0.12014205008745193,0.022498393431305885,0.9923779368400574,-0.12116055935621262,0.01753770373761654,0.9923779368400574,-0.12197740375995636,0.012547822669148445,0.9923779368400574,-0.12259123474359512,0.0075370571576058865,0.9923779368400574,-0.12300102412700653,0.002513746963813901,0.9923779368400574,-0.12320608645677567,-0.002513746963813901,0.9923779368400574,-0.12320608645677567,-0.0075370571576058865,0.9923779368400574,-0.12300102412700653,-0.012547822669148445,0.9923779368400574,-0.12259123474359512,-0.01753770373761654,0.9923779368400574,-0.12197740375995636,-0.022498393431305885,0.9923779368400574,-0.12116055935621262,-0.02742163836956024,0.9923779368400574,-0.12014205008745193,-0.03229924291372299,0.9923779368400574,-0.11892357468605042,-0.03712308779358864,0.9923779368400574,-0.11750716716051102,-0.041885145008563995,0.9923779368400574,-0.11589518189430237,-0.046577490866184235,0.9923779368400574,-0.11409030109643936,-0.05119230970740318,0.9923779368400574,-0.11209551990032196,-0.05572192370891571,0.9923779368400574,-0.10991417616605759,-0.06015879660844803,0.9923779368400574,-0.10754988342523575,-0.06449554115533829,0.9923779368400574,-0.10500659048557281,-0.06872493773698807,0.9923779368400574,-0.10228852182626724,-0.07283994555473328,0.9923779368400574,-0.09940019994974136,-0.07683372497558594,0.9923779368400574,-0.09634644538164139,-0.080699622631073,0.9923779368400574,-0.09313232451677322,-0.08443119376897812,0.9923779368400574,-0.08976319432258606,-0.08802224695682526,0.9923779368400574,-0.08624466508626938,-0.09146679192781448,0.9923779368400574,-0.08258259296417236,-0.09475909918546677,0.9923779368400574,-0.0787830650806427,-0.09789369255304337,0.9923779368400574,-0.07485241442918777,-0.10086534917354584,0.9923779368400574,-0.07079717516899109,-0.10366912931203842,0.9923779368400574,-0.06662410497665405,-0.10630035400390625,0.9923779368400574,-0.0623401403427124,-0.10875465720891953,0.9923779368400574,-0.05795241892337799,-0.11102794855833054,0.9923779368400574,-0.0534682422876358,-0.11311644315719604,0.9923779368400574,-0.04889507219195366,-0.11501666903495789,0.9923779368400574,-0.044240523129701614,-0.11672545969486237,0.9923779368400574,-0.03951233997941017,-0.11823997646570206,0.9923779368400574,-0.03471839055418968,-0.1195576936006546,0.9923779368400574,-0.0298666562885046,-0.12067641317844391,0.9923779368400574,-0.024965211749076843,-0.12159428000450134,0.9923779368400574,-0.020022215321660042,-0.12230976670980453,0.9923779368400574,-0.015045893378555775,-0.12282168120145798,0.9923779368400574,-0.010044530034065247,-0.12312917411327362,0.9923779368400574,-0.005026448052376509,-0.12323172390460968,0.9923779368400574,-3.018306947206378e-17,-0.1929260641336441,0.9812132716178894,0.0,-0.1927655190229416,0.9812132716178894,0.007869181223213673,-0.19228412210941315,0.9812132716178894,0.015725266188383102,-0.19148269295692444,0.9812132716178894,0.023555176332592964,-0.19036255776882172,0.9812132716178894,0.03134588152170181,-0.1889255791902542,0.9812132716178894,0.03908441588282585,-0.18717415630817413,0.9812132716178894,0.04675789549946785,-0.18511120975017548,0.9812132716178894,0.05435355380177498,-0.18274015188217163,0.9812132716178894,0.06185874342918396,-0.18006494641304016,0.9812132716178894,0.06926097720861435,-0.17709003388881683,0.9812132716178894,0.07654793560504913,-0.1738203763961792,0.9812132716178894,0.08370748162269592,-0.170261412858963,0.9812132716178894,0.09072770923376083,-0.16641907393932343,0.9812132716178894,0.09759692847728729,-0.1622997373342514,0.9812132716178894,0.10430370271205902,-0.1579102724790573,0.9812132716178894,0.11083687841892242,-0.15325798094272614,0.9812132716178894,0.117185577750206,-0.14835059642791748,0.9812132716178894,0.12333923578262329,-0.14319631457328796,0.9812132716178894,0.12928760051727295,-0.13780368864536285,0.9812132716178894,0.13502077758312225,-0.13218168914318085,0.9812132716178894,0.14052923023700714,-0.12633970379829407,0.9812132716178894,0.1458037942647934,-0.12028743326663971,0.9812132716178894,0.15083567798137665,-0.11403495818376541,0.9812132716178894,0.15561650693416595,-0.10759267956018448,0.9812132716178894,0.1601383239030838,-0.10097132623195648,0.9812132716178894,0.1643936038017273,-0.09418191760778427,0.9812132716178894,0.16837528347969055,-0.08723574876785278,0.9812132716178894,0.17207670211791992,-0.08014438301324844,0.9812132716178894,0.17549172043800354,-0.07291962951421738,0.9812132716178894,0.17861464619636536,-0.06557350605726242,0.9812132716178894,0.1814402937889099,-0.058118242770433426,0.9812132716178894,0.18396395444869995,-0.05056624487042427,0.9812132716178894,0.1861814260482788,-0.04293008893728256,0.9812132716178894,0.1880890130996704,-0.035222478210926056,0.9812132716178894,0.18968354165554047,-0.027456242591142654,0.9812132716178894,0.19096235930919647,-0.01964430883526802,0.9812132716178894,0.1919233351945877,-0.011799678206443787,0.9812132716178894,0.19256488978862762,-0.003935409709811211,0.9812132716178894,0.19288592040538788,0.003935409709811211,0.9812132716178894,0.19288592040538788,0.011799678206443787,0.9812132716178894,0.19256488978862762,0.01964430883526802,0.9812132716178894,0.1919233351945877,0.027456242591142654,0.9812132716178894,0.19096235930919647,0.035222478210926056,0.9812132716178894,0.18968354165554047,0.04293008893728256,0.9812132716178894,0.1880890130996704,0.05056624487042427,0.9812132716178894,0.1861814260482788,0.058118242770433426,0.9812132716178894,0.18396395444869995,0.06557350605726242,0.9812132716178894,0.1814402937889099,0.07291962951421738,0.9812132716178894,0.17861464619636536,0.08014438301324844,0.9812132716178894,0.17549172043800354,0.08723574876785278,0.9812132716178894,0.17207670211791992,0.09418191760778427,0.9812132716178894,0.16837528347969055,0.10097132623195648,0.9812132716178894,0.1643936038017273,0.10759267956018448,0.9812132716178894,0.1601383239030838,0.11403495818376541,0.9812132716178894,0.15561650693416595,0.12028743326663971,0.9812132716178894,0.15083567798137665,0.12633970379829407,0.9812132716178894,0.1458037942647934,0.13218168914318085,0.9812132716178894,0.14052923023700714,0.13780368864536285,0.9812132716178894,0.13502077758312225,0.14319631457328796,0.9812132716178894,0.12928760051727295,0.14835059642791748,0.9812132716178894,0.12333923578262329,0.15325798094272614,0.9812132716178894,0.117185577750206,0.1579102724790573,0.9812132716178894,0.11083687841892242,0.1622997373342514,0.9812132716178894,0.10430370271205902,0.16641907393932343,0.9812132716178894,0.09759692847728729,0.170261412858963,0.9812132716178894,0.09072770923376083,0.1738203763961792,0.9812132716178894,0.08370748162269592,0.17709003388881683,0.9812132716178894,0.07654793560504913,0.18006494641304016,0.9812132716178894,0.06926097720861435,0.18274015188217163,0.9812132716178894,0.06185874342918396,0.18511120975017548,0.9812132716178894,0.05435355380177498,0.18717415630817413,0.9812132716178894,0.04675789549946785,0.1889255791902542,0.9812132716178894,0.03908441588282585,0.19036255776882172,0.9812132716178894,0.03134588152170181,0.19148269295692444,0.9812132716178894,0.023555176332592964,0.19228412210941315,0.9812132716178894,0.015725266188383102,0.1927655190229416,0.9812132716178894,0.007869181223213673,0.1929260641336441,0.9812132716178894,2.3626629141815346e-17,0.1927655190229416,0.9812132716178894,-0.007869181223213673,0.19228412210941315,0.9812132716178894,-0.015725266188383102,0.19148269295692444,0.9812132716178894,-0.023555176332592964,0.19036255776882172,0.9812132716178894,-0.03134588152170181,0.1889255791902542,0.9812132716178894,-0.03908441588282585,0.18717415630817413,0.9812132716178894,-0.04675789549946785,0.18511120975017548,0.9812132716178894,-0.05435355380177498,0.18274015188217163,0.9812132716178894,-0.06185874342918396,0.18006494641304016,0.9812132716178894,-0.06926097720861435,0.17709003388881683,0.9812132716178894,-0.07654793560504913,0.1738203763961792,0.9812132716178894,-0.08370748162269592,0.170261412858963,0.9812132716178894,-0.09072770923376083,0.16641907393932343,0.9812132716178894,-0.09759692847728729,0.1622997373342514,0.9812132716178894,-0.10430370271205902,0.1579102724790573,0.9812132716178894,-0.11083687841892242,0.15325798094272614,0.9812132716178894,-0.117185577750206,0.14835059642791748,0.9812132716178894,-0.12333923578262329,0.14319631457328796,0.9812132716178894,-0.12928760051727295,0.13780368864536285,0.9812132716178894,-0.13502077758312225,0.13218168914318085,0.9812132716178894,-0.14052923023700714,0.12633970379829407,0.9812132716178894,-0.1458037942647934,0.12028743326663971,0.9812132716178894,-0.15083567798137665,0.11403495818376541,0.9812132716178894,-0.15561650693416595,0.10759267956018448,0.9812132716178894,-0.1601383239030838,0.10097132623195648,0.9812132716178894,-0.1643936038017273,0.09418191760778427,0.9812132716178894,-0.16837528347969055,0.08723574876785278,0.9812132716178894,-0.17207670211791992,0.08014438301324844,0.9812132716178894,-0.17549172043800354,0.07291962951421738,0.9812132716178894,-0.17861464619636536,0.06557350605726242,0.9812132716178894,-0.1814402937889099,0.058118242770433426,0.9812132716178894,-0.18396395444869995,0.05056624487042427,0.9812132716178894,-0.1861814260482788,0.04293008893728256,0.9812132716178894,-0.1880890130996704,0.035222478210926056,0.9812132716178894,-0.18968354165554047,0.027456242591142654,0.9812132716178894,-0.19096235930919647,0.01964430883526802,0.9812132716178894,-0.1919233351945877,0.011799678206443787,0.9812132716178894,-0.19256488978862762,0.003935409709811211,0.9812132716178894,-0.19288592040538788,-0.003935409709811211,0.9812132716178894,-0.19288592040538788,-0.011799678206443787,0.9812132716178894,-0.19256488978862762,-0.01964430883526802,0.9812132716178894,-0.1919233351945877,-0.027456242591142654,0.9812132716178894,-0.19096235930919647,-0.035222478210926056,0.9812132716178894,-0.18968354165554047,-0.04293008893728256,0.9812132716178894,-0.1880890130996704,-0.05056624487042427,0.9812132716178894,-0.1861814260482788,-0.058118242770433426,0.9812132716178894,-0.18396395444869995,-0.06557350605726242,0.9812132716178894,-0.1814402937889099,-0.07291962951421738,0.9812132716178894,-0.17861464619636536,-0.08014438301324844,0.9812132716178894,-0.17549172043800354,-0.08723574876785278,0.9812132716178894,-0.17207670211791992,-0.09418191760778427,0.9812132716178894,-0.16837528347969055,-0.10097132623195648,0.9812132716178894,-0.1643936038017273,-0.10759267956018448,0.9812132716178894,-0.1601383239030838,-0.11403495818376541,0.9812132716178894,-0.15561650693416595,-0.12028743326663971,0.9812132716178894,-0.15083567798137665,-0.12633970379829407,0.9812132716178894,-0.1458037942647934,-0.13218168914318085,0.9812132716178894,-0.14052923023700714,-0.13780368864536285,0.9812132716178894,-0.13502077758312225,-0.14319631457328796,0.9812132716178894,-0.12928760051727295,-0.14835059642791748,0.9812132716178894,-0.12333923578262329,-0.15325798094272614,0.9812132716178894,-0.117185577750206,-0.1579102724790573,0.9812132716178894,-0.11083687841892242,-0.1622997373342514,0.9812132716178894,-0.10430370271205902,-0.16641907393932343,0.9812132716178894,-0.09759692847728729,-0.170261412858963,0.9812132716178894,-0.09072770923376083,-0.1738203763961792,0.9812132716178894,-0.08370748162269592,-0.17709003388881683,0.9812132716178894,-0.07654793560504913,-0.18006494641304016,0.9812132716178894,-0.06926097720861435,-0.18274015188217163,0.9812132716178894,-0.06185874342918396,-0.18511120975017548,0.9812132716178894,-0.05435355380177498,-0.18717415630817413,0.9812132716178894,-0.04675789549946785,-0.1889255791902542,0.9812132716178894,-0.03908441588282585,-0.19036255776882172,0.9812132716178894,-0.03134588152170181,-0.19148269295692444,0.9812132716178894,-0.023555176332592964,-0.19228412210941315,0.9812132716178894,-0.015725266188383102,-0.1927655190229416,0.9812132716178894,-0.007869181223213673,-0.1929260641336441,0.9812132716178894,-4.725325828363069e-17,-0.26165926456451416,0.9651603102684021,0.0,-0.26144149899482727,0.9651603102684021,0.010672710835933685,-0.26078861951828003,0.9651603102684021,0.021327657625079155,-0.2597016394138336,0.9651603102684021,0.03194710984826088,-0.25818246603012085,0.9651603102684021,0.04251338541507721,-0.2562335431575775,0.9651603102684021,0.053008902817964554,-0.25385814905166626,0.9651603102684021,0.06341619044542313,-0.25106021761894226,0.9651603102684021,0.07371792942285538,-0.24784442782402039,0.9651603102684021,0.08389697223901749,-0.24421614408493042,0.9651603102684021,0.09393637627363205,-0.24018137156963348,0.9651603102684021,0.10381943732500076,-0.2357468456029892,0.9651603102684021,0.11352969706058502,-0.2309199422597885,0.9651603102684021,0.1230509951710701,-0.22570869326591492,0.9651603102684021,0.13236749172210693,-0.22012177109718323,0.9651603102684021,0.14146366715431213,-0.2141684889793396,0.9651603102684021,0.15032440423965454,-0.20785872638225555,0.9651603102684021,0.15893493592739105,-0.20120301842689514,0.9651603102684021,0.16728092730045319,-0.1942124217748642,0.9651603102684021,0.17534850537776947,-0.1868985891342163,0.9651603102684021,0.18312422931194305,-0.17927366495132446,0.9651603102684021,0.19059516489505768,-0.1713503748178482,0.9651603102684021,0.19774886965751648,-0.1631418764591217,0.9651603102684021,0.20457343757152557,-0.1546618491411209,0.9651603102684021,0.21105752885341644,-0.1459244042634964,0.9651603102684021,0.21719032526016235,-0.13694407045841217,0.9651603102684021,0.22296161949634552,-0.12773582339286804,0.9651603102684021,0.2283618301153183,-0.1183149665594101,0.9651603102684021,0.2333819568157196,-0.10869718343019485,0.9651603102684021,0.2380136251449585,-0.09889848530292511,0.9651603102684021,0.24224916100502014,-0.08893518149852753,0.9651603102684021,0.24608148634433746,-0.07882385700941086,0.9651603102684021,0.2495042383670807,-0.06858132779598236,0.9651603102684021,0.2525117099285126,-0.05822466313838959,0.9651603102684021,0.2550989091396332,-0.04777108505368233,0.9651603102684021,0.2572615146636963,-0.037237994372844696,0.9651603102684021,0.2589959502220154,-0.026642926037311554,0.9651603102684021,0.26029929518699646,-0.01600351557135582,0.9651603102684021,0.2611694037914276,-0.005337466020137072,0.9651603102684021,0.26160481572151184,0.005337466020137072,0.9651603102684021,0.26160481572151184,0.01600351557135582,0.9651603102684021,0.2611694037914276,0.026642926037311554,0.9651603102684021,0.26029929518699646,0.037237994372844696,0.9651603102684021,0.2589959502220154,0.04777108505368233,0.9651603102684021,0.2572615146636963,0.05822466313838959,0.9651603102684021,0.2550989091396332,0.06858132779598236,0.9651603102684021,0.2525117099285126,0.07882385700941086,0.9651603102684021,0.2495042383670807,0.08893518149852753,0.9651603102684021,0.24608148634433746,0.09889848530292511,0.9651603102684021,0.24224916100502014,0.10869718343019485,0.9651603102684021,0.2380136251449585,0.1183149665594101,0.9651603102684021,0.2333819568157196,0.12773582339286804,0.9651603102684021,0.2283618301153183,0.13694407045841217,0.9651603102684021,0.22296161949634552,0.1459244042634964,0.9651603102684021,0.21719032526016235,0.1546618491411209,0.9651603102684021,0.21105752885341644,0.1631418764591217,0.9651603102684021,0.20457343757152557,0.1713503748178482,0.9651603102684021,0.19774886965751648,0.17927366495132446,0.9651603102684021,0.19059516489505768,0.1868985891342163,0.9651603102684021,0.18312422931194305,0.1942124217748642,0.9651603102684021,0.17534850537776947,0.20120301842689514,0.9651603102684021,0.16728092730045319,0.20785872638225555,0.9651603102684021,0.15893493592739105,0.2141684889793396,0.9651603102684021,0.15032440423965454,0.22012177109718323,0.9651603102684021,0.14146366715431213,0.22570869326591492,0.9651603102684021,0.13236749172210693,0.2309199422597885,0.9651603102684021,0.1230509951710701,0.2357468456029892,0.9651603102684021,0.11352969706058502,0.24018137156963348,0.9651603102684021,0.10381943732500076,0.24421614408493042,0.9651603102684021,0.09393637627363205,0.24784442782402039,0.9651603102684021,0.08389697223901749,0.25106021761894226,0.9651603102684021,0.07371792942285538,0.25385814905166626,0.9651603102684021,0.06341619044542313,0.2562335431575775,0.9651603102684021,0.053008902817964554,0.25818246603012085,0.9651603102684021,0.04251338541507721,0.2597016394138336,0.9651603102684021,0.03194710984826088,0.26078861951828003,0.9651603102684021,0.021327657625079155,0.26144149899482727,0.9651603102684021,0.010672710835933685,0.26165926456451416,0.9651603102684021,3.204401740079373e-17,0.26144149899482727,0.9651603102684021,-0.010672710835933685,0.26078861951828003,0.9651603102684021,-0.021327657625079155,0.2597016394138336,0.9651603102684021,-0.03194710984826088,0.25818246603012085,0.9651603102684021,-0.04251338541507721,0.2562335431575775,0.9651603102684021,-0.053008902817964554,0.25385814905166626,0.9651603102684021,-0.06341619044542313,0.25106021761894226,0.9651603102684021,-0.07371792942285538,0.24784442782402039,0.9651603102684021,-0.08389697223901749,0.24421614408493042,0.9651603102684021,-0.09393637627363205,0.24018137156963348,0.9651603102684021,-0.10381943732500076,0.2357468456029892,0.9651603102684021,-0.11352969706058502,0.2309199422597885,0.9651603102684021,-0.1230509951710701,0.22570869326591492,0.9651603102684021,-0.13236749172210693,0.22012177109718323,0.9651603102684021,-0.14146366715431213,0.2141684889793396,0.9651603102684021,-0.15032440423965454,0.20785872638225555,0.9651603102684021,-0.15893493592739105,0.20120301842689514,0.9651603102684021,-0.16728092730045319,0.1942124217748642,0.9651603102684021,-0.17534850537776947,0.1868985891342163,0.9651603102684021,-0.18312422931194305,0.17927366495132446,0.9651603102684021,-0.19059516489505768,0.1713503748178482,0.9651603102684021,-0.19774886965751648,0.1631418764591217,0.9651603102684021,-0.20457343757152557,0.1546618491411209,0.9651603102684021,-0.21105752885341644,0.1459244042634964,0.9651603102684021,-0.21719032526016235,0.13694407045841217,0.9651603102684021,-0.22296161949634552,0.12773582339286804,0.9651603102684021,-0.2283618301153183,0.1183149665594101,0.9651603102684021,-0.2333819568157196,0.10869718343019485,0.9651603102684021,-0.2380136251449585,0.09889848530292511,0.9651603102684021,-0.24224916100502014,0.08893518149852753,0.9651603102684021,-0.24608148634433746,0.07882385700941086,0.9651603102684021,-0.2495042383670807,0.06858132779598236,0.9651603102684021,-0.2525117099285126,0.05822466313838959,0.9651603102684021,-0.2550989091396332,0.04777108505368233,0.9651603102684021,-0.2572615146636963,0.037237994372844696,0.9651603102684021,-0.2589959502220154,0.026642926037311554,0.9651603102684021,-0.26029929518699646,0.01600351557135582,0.9651603102684021,-0.2611694037914276,0.005337466020137072,0.9651603102684021,-0.26160481572151184,-0.005337466020137072,0.9651603102684021,-0.26160481572151184,-0.01600351557135582,0.9651603102684021,-0.2611694037914276,-0.026642926037311554,0.9651603102684021,-0.26029929518699646,-0.037237994372844696,0.9651603102684021,-0.2589959502220154,-0.04777108505368233,0.9651603102684021,-0.2572615146636963,-0.05822466313838959,0.9651603102684021,-0.2550989091396332,-0.06858132779598236,0.9651603102684021,-0.2525117099285126,-0.07882385700941086,0.9651603102684021,-0.2495042383670807,-0.08893518149852753,0.9651603102684021,-0.24608148634433746,-0.09889848530292511,0.9651603102684021,-0.24224916100502014,-0.10869718343019485,0.9651603102684021,-0.2380136251449585,-0.1183149665594101,0.9651603102684021,-0.2333819568157196,-0.12773582339286804,0.9651603102684021,-0.2283618301153183,-0.13694407045841217,0.9651603102684021,-0.22296161949634552,-0.1459244042634964,0.9651603102684021,-0.21719032526016235,-0.1546618491411209,0.9651603102684021,-0.21105752885341644,-0.1631418764591217,0.9651603102684021,-0.20457343757152557,-0.1713503748178482,0.9651603102684021,-0.19774886965751648,-0.17927366495132446,0.9651603102684021,-0.19059516489505768,-0.1868985891342163,0.9651603102684021,-0.18312422931194305,-0.1942124217748642,0.9651603102684021,-0.17534850537776947,-0.20120301842689514,0.9651603102684021,-0.16728092730045319,-0.20785872638225555,0.9651603102684021,-0.15893493592739105,-0.2141684889793396,0.9651603102684021,-0.15032440423965454,-0.22012177109718323,0.9651603102684021,-0.14146366715431213,-0.22570869326591492,0.9651603102684021,-0.13236749172210693,-0.2309199422597885,0.9651603102684021,-0.1230509951710701,-0.2357468456029892,0.9651603102684021,-0.11352969706058502,-0.24018137156963348,0.9651603102684021,-0.10381943732500076,-0.24421614408493042,0.9651603102684021,-0.09393637627363205,-0.24784442782402039,0.9651603102684021,-0.08389697223901749,-0.25106021761894226,0.9651603102684021,-0.07371792942285538,-0.25385814905166626,0.9651603102684021,-0.06341619044542313,-0.2562335431575775,0.9651603102684021,-0.053008902817964554,-0.25818246603012085,0.9651603102684021,-0.04251338541507721,-0.2597016394138336,0.9651603102684021,-0.03194710984826088,-0.26078861951828003,0.9651603102684021,-0.021327657625079155,-0.26144149899482727,0.9651603102684021,-0.010672710835933685,-0.26165926456451416,0.9651603102684021,-6.408803480158746e-17,-0.32908886671066284,0.9442989826202393,0.0,-0.3288150131702423,0.9442989826202393,0.013423069380223751,-0.32799386978149414,0.9442989826202393,0.026823798194527626,-0.32662680745124817,0.9442989826202393,0.04017988219857216,-0.32471609115600586,0.9442989826202393,0.053469087928533554,-0.3222649395465851,0.9442989826202393,0.06666930019855499,-0.31927740573883057,0.9442989826202393,0.07975855469703674,-0.31575846672058105,0.9442989826202393,0.09271504729986191,-0.31171396374702454,0.9442989826202393,0.10551723092794418,-0.307150661945343,0.9442989826202393,0.11814379692077637,-0.302076131105423,0.9442989826202393,0.13057371973991394,-0.2964988350868225,0.9442989826202393,0.14278630912303925,-0.2904280424118042,0.9442989826202393,0.15476125478744507,-0.28387385606765747,0.9442989826202393,0.16647860407829285,-0.2768471837043762,0.9442989826202393,0.17791888117790222,-0.2693597376346588,0.9442989826202393,0.18906301259994507,-0.2614239454269409,0.9442989826202393,0.19989247620105743,-0.25305306911468506,0.9442989826202393,0.21038924157619476,-0.2442609965801239,0.9442989826202393,0.22053582966327667,-0.235062375664711,0.9442989826202393,0.23031537234783173,-0.22547250986099243,0.9442989826202393,0.23971155285835266,-0.2155073881149292,0.9442989826202393,0.24870876967906952,-0.20518355071544647,0.9442989826202393,0.2572920322418213,-0.19451822340488434,0.9442989826202393,0.26544708013534546,-0.18352913856506348,0.9442989826202393,0.27316027879714966,-0.17223457992076874,0.9442989826202393,0.28041887283325195,-0.16065335273742676,0.9442989826202393,0.28721070289611816,-0.14880473911762238,0.9442989826202393,0.29352450370788574,-0.13670845329761505,0.9442989826202393,0.29934975504875183,-0.12438463419675827,0.9442989826202393,0.3046768009662628,-0.11185378581285477,0.9442989826202393,0.3094967007637024,-0.09913676977157593,0.9442989826202393,0.31380149722099304,-0.08625474572181702,0.9442989826202393,0.31758400797843933,-0.07322916388511658,0.9442989826202393,0.32083791494369507,-0.06008169800043106,0.9442989826202393,0.32355785369873047,-0.04683423042297363,0.9442989826202393,0.3257392346858978,-0.03350881114602089,0.9442989826202393,0.32737845182418823,-0.02012762241065502,0.9442989826202393,0.328472763299942,-0.006712931673973799,0.9442989826202393,0.3290204107761383,0.006712931673973799,0.9442989826202393,0.3290204107761383,0.02012762241065502,0.9442989826202393,0.328472763299942,0.03350881114602089,0.9442989826202393,0.32737845182418823,0.04683423042297363,0.9442989826202393,0.3257392346858978,0.06008169800043106,0.9442989826202393,0.32355785369873047,0.07322916388511658,0.9442989826202393,0.32083791494369507,0.08625474572181702,0.9442989826202393,0.31758400797843933,0.09913676977157593,0.9442989826202393,0.31380149722099304,0.11185378581285477,0.9442989826202393,0.3094967007637024,0.12438463419675827,0.9442989826202393,0.3046768009662628,0.13670845329761505,0.9442989826202393,0.29934975504875183,0.14880473911762238,0.9442989826202393,0.29352450370788574,0.16065335273742676,0.9442989826202393,0.28721070289611816,0.17223457992076874,0.9442989826202393,0.28041887283325195,0.18352913856506348,0.9442989826202393,0.27316027879714966,0.19451822340488434,0.9442989826202393,0.26544708013534546,0.20518355071544647,0.9442989826202393,0.2572920322418213,0.2155073881149292,0.9442989826202393,0.24870876967906952,0.22547250986099243,0.9442989826202393,0.23971155285835266,0.235062375664711,0.9442989826202393,0.23031537234783173,0.2442609965801239,0.9442989826202393,0.22053582966327667,0.25305306911468506,0.9442989826202393,0.21038924157619476,0.2614239454269409,0.9442989826202393,0.19989247620105743,0.2693597376346588,0.9442989826202393,0.18906301259994507,0.2768471837043762,0.9442989826202393,0.17791888117790222,0.28387385606765747,0.9442989826202393,0.16647860407829285,0.2904280424118042,0.9442989826202393,0.15476125478744507,0.2964988350868225,0.9442989826202393,0.14278630912303925,0.302076131105423,0.9442989826202393,0.13057371973991394,0.307150661945343,0.9442989826202393,0.11814379692077637,0.31171396374702454,0.9442989826202393,0.10551723092794418,0.31575846672058105,0.9442989826202393,0.09271504729986191,0.31927740573883057,0.9442989826202393,0.07975855469703674,0.3222649395465851,0.9442989826202393,0.06666930019855499,0.32471609115600586,0.9442989826202393,0.053469087928533554,0.32662680745124817,0.9442989826202393,0.04017988219857216,0.32799386978149414,0.9442989826202393,0.026823798194527626,0.3288150131702423,0.9442989826202393,0.013423069380223751,0.32908886671066284,0.9442989826202393,4.0301764764633056e-17,0.3288150131702423,0.9442989826202393,-0.013423069380223751,0.32799386978149414,0.9442989826202393,-0.026823798194527626,0.32662680745124817,0.9442989826202393,-0.04017988219857216,0.32471609115600586,0.9442989826202393,-0.053469087928533554,0.3222649395465851,0.9442989826202393,-0.06666930019855499,0.31927740573883057,0.9442989826202393,-0.07975855469703674,0.31575846672058105,0.9442989826202393,-0.09271504729986191,0.31171396374702454,0.9442989826202393,-0.10551723092794418,0.307150661945343,0.9442989826202393,-0.11814379692077637,0.302076131105423,0.9442989826202393,-0.13057371973991394,0.2964988350868225,0.9442989826202393,-0.14278630912303925,0.2904280424118042,0.9442989826202393,-0.15476125478744507,0.28387385606765747,0.9442989826202393,-0.16647860407829285,0.2768471837043762,0.9442989826202393,-0.17791888117790222,0.2693597376346588,0.9442989826202393,-0.18906301259994507,0.2614239454269409,0.9442989826202393,-0.19989247620105743,0.25305306911468506,0.9442989826202393,-0.21038924157619476,0.2442609965801239,0.9442989826202393,-0.22053582966327667,0.235062375664711,0.9442989826202393,-0.23031537234783173,0.22547250986099243,0.9442989826202393,-0.23971155285835266,0.2155073881149292,0.9442989826202393,-0.24870876967906952,0.20518355071544647,0.9442989826202393,-0.2572920322418213,0.19451822340488434,0.9442989826202393,-0.26544708013534546,0.18352913856506348,0.9442989826202393,-0.27316027879714966,0.17223457992076874,0.9442989826202393,-0.28041887283325195,0.16065335273742676,0.9442989826202393,-0.28721070289611816,0.14880473911762238,0.9442989826202393,-0.29352450370788574,0.13670845329761505,0.9442989826202393,-0.29934975504875183,0.12438463419675827,0.9442989826202393,-0.3046768009662628,0.11185378581285477,0.9442989826202393,-0.3094967007637024,0.09913676977157593,0.9442989826202393,-0.31380149722099304,0.08625474572181702,0.9442989826202393,-0.31758400797843933,0.07322916388511658,0.9442989826202393,-0.32083791494369507,0.06008169800043106,0.9442989826202393,-0.32355785369873047,0.04683423042297363,0.9442989826202393,-0.3257392346858978,0.03350881114602089,0.9442989826202393,-0.32737845182418823,0.02012762241065502,0.9442989826202393,-0.328472763299942,0.006712931673973799,0.9442989826202393,-0.3290204107761383,-0.006712931673973799,0.9442989826202393,-0.3290204107761383,-0.02012762241065502,0.9442989826202393,-0.328472763299942,-0.03350881114602089,0.9442989826202393,-0.32737845182418823,-0.04683423042297363,0.9442989826202393,-0.3257392346858978,-0.06008169800043106,0.9442989826202393,-0.32355785369873047,-0.07322916388511658,0.9442989826202393,-0.32083791494369507,-0.08625474572181702,0.9442989826202393,-0.31758400797843933,-0.09913676977157593,0.9442989826202393,-0.31380149722099304,-0.11185378581285477,0.9442989826202393,-0.3094967007637024,-0.12438463419675827,0.9442989826202393,-0.3046768009662628,-0.13670845329761505,0.9442989826202393,-0.29934975504875183,-0.14880473911762238,0.9442989826202393,-0.29352450370788574,-0.16065335273742676,0.9442989826202393,-0.28721070289611816,-0.17223457992076874,0.9442989826202393,-0.28041887283325195,-0.18352913856506348,0.9442989826202393,-0.27316027879714966,-0.19451822340488434,0.9442989826202393,-0.26544708013534546,-0.20518355071544647,0.9442989826202393,-0.2572920322418213,-0.2155073881149292,0.9442989826202393,-0.24870876967906952,-0.22547250986099243,0.9442989826202393,-0.23971155285835266,-0.235062375664711,0.9442989826202393,-0.23031537234783173,-0.2442609965801239,0.9442989826202393,-0.22053582966327667,-0.25305306911468506,0.9442989826202393,-0.21038924157619476,-0.2614239454269409,0.9442989826202393,-0.19989247620105743,-0.2693597376346588,0.9442989826202393,-0.18906301259994507,-0.2768471837043762,0.9442989826202393,-0.17791888117790222,-0.28387385606765747,0.9442989826202393,-0.16647860407829285,-0.2904280424118042,0.9442989826202393,-0.15476125478744507,-0.2964988350868225,0.9442989826202393,-0.14278630912303925,-0.302076131105423,0.9442989826202393,-0.13057371973991394,-0.307150661945343,0.9442989826202393,-0.11814379692077637,-0.31171396374702454,0.9442989826202393,-0.10551723092794418,-0.31575846672058105,0.9442989826202393,-0.09271504729986191,-0.31927740573883057,0.9442989826202393,-0.07975855469703674,-0.3222649395465851,0.9442989826202393,-0.06666930019855499,-0.32471609115600586,0.9442989826202393,-0.053469087928533554,-0.32662680745124817,0.9442989826202393,-0.04017988219857216,-0.32799386978149414,0.9442989826202393,-0.026823798194527626,-0.3288150131702423,0.9442989826202393,-0.013423069380223751,-0.32908886671066284,0.9442989826202393,-8.060352952926611e-17,-0.39487898349761963,0.9187331199645996,0.0,-0.3945503532886505,0.9187331199645996,0.016106555238366127,-0.3935650587081909,0.9187331199645996,0.03218630328774452,-0.3919247090816498,0.9187331199645996,0.048212479799985886,-0.3896320164203644,0.9187331199645996,0.06415840983390808,-0.38669082522392273,0.9187331199645996,0.07999756187200546,-0.3831060528755188,0.9187331199645996,0.09570355713367462,-0.37888360023498535,0.9187331199645996,0.11125026643276215,-0.37403056025505066,0.9187331199645996,0.12661181390285492,-0.3685549795627594,0.9187331199645996,0.1417626291513443,-0.3624659776687622,0.9187331199645996,0.1566774845123291,-0.3557736873626709,0.9187331199645996,0.17133156955242157,-0.3484892249107361,0.9187331199645996,0.18570049107074738,-0.34062474966049194,0.9187331199645996,0.1997603327035904,-0.3321933448314667,0.9187331199645996,0.21348769962787628,-0.3232090175151825,0.9187331199645996,0.22685973346233368,-0.3136867582798004,0.9187331199645996,0.23985417187213898,-0.3036423921585083,0.9187331199645996,0.2524494230747223,-0.29309266805648804,0.9187331199645996,0.2646244764328003,-0.2820550799369812,0.9187331199645996,0.27635908126831055,-0.2705480754375458,0.9187331199645996,0.2876337170600891,-0.2585907280445099,0.9187331199645996,0.2984296381473541,-0.24620302021503448,0.9187331199645996,0.30872881412506104,-0.23340551555156708,0.9187331199645996,0.3185141682624817,-0.22021953761577606,0.9187331199645996,0.32776939868927,-0.20666702091693878,0.9187331199645996,0.3364790678024292,-0.19277052581310272,0.9187331199645996,0.3446286916732788,-0.17855317890644073,0.9187331199645996,0.35220474004745483,-0.16403865814208984,0.9187331199645996,0.3591945469379425,-0.14925110340118408,0.9187331199645996,0.3655865490436554,-0.13421514630317688,0.9187331199645996,0.3713700473308563,-0.11895579099655151,0.9187331199645996,0.37653544545173645,-0.1034984439611435,0.9187331199645996,0.38107413053512573,-0.0878688395023346,0.9187331199645996,0.3849785327911377,-0.07209298759698868,0.9187331199645996,0.3882422149181366,-0.056197140365839005,0.9187331199645996,0.3908596932888031,-0.04020775854587555,0.9187331199645996,0.3928266167640686,-0.024151453748345375,0.9187331199645996,0.39413973689079285,-0.008054953999817371,0.9187331199645996,0.39479681849479675,0.008054953999817371,0.9187331199645996,0.39479681849479675,0.024151453748345375,0.9187331199645996,0.39413973689079285,0.04020775854587555,0.9187331199645996,0.3928266167640686,0.056197140365839005,0.9187331199645996,0.3908596932888031,0.07209298759698868,0.9187331199645996,0.3882422149181366,0.0878688395023346,0.9187331199645996,0.3849785327911377,0.1034984439611435,0.9187331199645996,0.38107413053512573,0.11895579099655151,0.9187331199645996,0.37653544545173645,0.13421514630317688,0.9187331199645996,0.3713700473308563,0.14925110340118408,0.9187331199645996,0.3655865490436554,0.16403865814208984,0.9187331199645996,0.3591945469379425,0.17855317890644073,0.9187331199645996,0.35220474004745483,0.19277052581310272,0.9187331199645996,0.3446286916732788,0.20666702091693878,0.9187331199645996,0.3364790678024292,0.22021953761577606,0.9187331199645996,0.32776939868927,0.23340551555156708,0.9187331199645996,0.3185141682624817,0.24620302021503448,0.9187331199645996,0.30872881412506104,0.2585907280445099,0.9187331199645996,0.2984296381473541,0.2705480754375458,0.9187331199645996,0.2876337170600891,0.2820550799369812,0.9187331199645996,0.27635908126831055,0.29309266805648804,0.9187331199645996,0.2646244764328003,0.3036423921585083,0.9187331199645996,0.2524494230747223,0.3136867582798004,0.9187331199645996,0.23985417187213898,0.3232090175151825,0.9187331199645996,0.22685973346233368,0.3321933448314667,0.9187331199645996,0.21348769962787628,0.34062474966049194,0.9187331199645996,0.1997603327035904,0.3484892249107361,0.9187331199645996,0.18570049107074738,0.3557736873626709,0.9187331199645996,0.17133156955242157,0.3624659776687622,0.9187331199645996,0.1566774845123291,0.3685549795627594,0.9187331199645996,0.1417626291513443,0.37403056025505066,0.9187331199645996,0.12661181390285492,0.37888360023498535,0.9187331199645996,0.11125026643276215,0.3831060528755188,0.9187331199645996,0.09570355713367462,0.38669082522392273,0.9187331199645996,0.07999756187200546,0.3896320164203644,0.9187331199645996,0.06415840983390808,0.3919247090816498,0.9187331199645996,0.048212479799985886,0.3935650587081909,0.9187331199645996,0.03218630328774452,0.3945503532886505,0.9187331199645996,0.016106555238366127,0.39487898349761963,0.9187331199645996,4.835872892402616e-17,0.3945503532886505,0.9187331199645996,-0.016106555238366127,0.3935650587081909,0.9187331199645996,-0.03218630328774452,0.3919247090816498,0.9187331199645996,-0.048212479799985886,0.3896320164203644,0.9187331199645996,-0.06415840983390808,0.38669082522392273,0.9187331199645996,-0.07999756187200546,0.3831060528755188,0.9187331199645996,-0.09570355713367462,0.37888360023498535,0.9187331199645996,-0.11125026643276215,0.37403056025505066,0.9187331199645996,-0.12661181390285492,0.3685549795627594,0.9187331199645996,-0.1417626291513443,0.3624659776687622,0.9187331199645996,-0.1566774845123291,0.3557736873626709,0.9187331199645996,-0.17133156955242157,0.3484892249107361,0.9187331199645996,-0.18570049107074738,0.34062474966049194,0.9187331199645996,-0.1997603327035904,0.3321933448314667,0.9187331199645996,-0.21348769962787628,0.3232090175151825,0.9187331199645996,-0.22685973346233368,0.3136867582798004,0.9187331199645996,-0.23985417187213898,0.3036423921585083,0.9187331199645996,-0.2524494230747223,0.29309266805648804,0.9187331199645996,-0.2646244764328003,0.2820550799369812,0.9187331199645996,-0.27635908126831055,0.2705480754375458,0.9187331199645996,-0.2876337170600891,0.2585907280445099,0.9187331199645996,-0.2984296381473541,0.24620302021503448,0.9187331199645996,-0.30872881412506104,0.23340551555156708,0.9187331199645996,-0.3185141682624817,0.22021953761577606,0.9187331199645996,-0.32776939868927,0.20666702091693878,0.9187331199645996,-0.3364790678024292,0.19277052581310272,0.9187331199645996,-0.3446286916732788,0.17855317890644073,0.9187331199645996,-0.35220474004745483,0.16403865814208984,0.9187331199645996,-0.3591945469379425,0.14925110340118408,0.9187331199645996,-0.3655865490436554,0.13421514630317688,0.9187331199645996,-0.3713700473308563,0.11895579099655151,0.9187331199645996,-0.37653544545173645,0.1034984439611435,0.9187331199645996,-0.38107413053512573,0.0878688395023346,0.9187331199645996,-0.3849785327911377,0.07209298759698868,0.9187331199645996,-0.3882422149181366,0.056197140365839005,0.9187331199645996,-0.3908596932888031,0.04020775854587555,0.9187331199645996,-0.3928266167640686,0.024151453748345375,0.9187331199645996,-0.39413973689079285,0.008054953999817371,0.9187331199645996,-0.39479681849479675,-0.008054953999817371,0.9187331199645996,-0.39479681849479675,-0.024151453748345375,0.9187331199645996,-0.39413973689079285,-0.04020775854587555,0.9187331199645996,-0.3928266167640686,-0.056197140365839005,0.9187331199645996,-0.3908596932888031,-0.07209298759698868,0.9187331199645996,-0.3882422149181366,-0.0878688395023346,0.9187331199645996,-0.3849785327911377,-0.1034984439611435,0.9187331199645996,-0.38107413053512573,-0.11895579099655151,0.9187331199645996,-0.37653544545173645,-0.13421514630317688,0.9187331199645996,-0.3713700473308563,-0.14925110340118408,0.9187331199645996,-0.3655865490436554,-0.16403865814208984,0.9187331199645996,-0.3591945469379425,-0.17855317890644073,0.9187331199645996,-0.35220474004745483,-0.19277052581310272,0.9187331199645996,-0.3446286916732788,-0.20666702091693878,0.9187331199645996,-0.3364790678024292,-0.22021953761577606,0.9187331199645996,-0.32776939868927,-0.23340551555156708,0.9187331199645996,-0.3185141682624817,-0.24620302021503448,0.9187331199645996,-0.30872881412506104,-0.2585907280445099,0.9187331199645996,-0.2984296381473541,-0.2705480754375458,0.9187331199645996,-0.2876337170600891,-0.2820550799369812,0.9187331199645996,-0.27635908126831055,-0.29309266805648804,0.9187331199645996,-0.2646244764328003,-0.3036423921585083,0.9187331199645996,-0.2524494230747223,-0.3136867582798004,0.9187331199645996,-0.23985417187213898,-0.3232090175151825,0.9187331199645996,-0.22685973346233368,-0.3321933448314667,0.9187331199645996,-0.21348769962787628,-0.34062474966049194,0.9187331199645996,-0.1997603327035904,-0.3484892249107361,0.9187331199645996,-0.18570049107074738,-0.3557736873626709,0.9187331199645996,-0.17133156955242157,-0.3624659776687622,0.9187331199645996,-0.1566774845123291,-0.3685549795627594,0.9187331199645996,-0.1417626291513443,-0.37403056025505066,0.9187331199645996,-0.12661181390285492,-0.37888360023498535,0.9187331199645996,-0.11125026643276215,-0.3831060528755188,0.9187331199645996,-0.09570355713367462,-0.38669082522392273,0.9187331199645996,-0.07999756187200546,-0.3896320164203644,0.9187331199645996,-0.06415840983390808,-0.3919247090816498,0.9187331199645996,-0.048212479799985886,-0.3935650587081909,0.9187331199645996,-0.03218630328774452,-0.3945503532886505,0.9187331199645996,-0.016106555238366127,-0.39487898349761963,0.9187331199645996,-9.671745784805232e-17,-0.45870181918144226,0.8885902762413025,0.0,-0.45832011103630066,0.8885902762413025,0.018709799274802208,-0.4571755528450012,0.8885902762413025,0.03738845884799957,-0.45527005195617676,0.8885902762413025,0.05600488558411598,-0.45260682702064514,0.8885902762413025,0.07452809810638428,-0.44919025897979736,0.8885902762413025,0.09292726963758469,-0.44502606987953186,0.8885902762413025,0.11117177456617355,-0.4401211738586426,0.8885902762413025,0.12923124432563782,-0.43448376655578613,0.8885902762413025,0.1470756083726883,-0.4281231760978699,0.8885902762413025,0.16467519104480743,-0.4210500121116638,0.8885902762413025,0.18200069665908813,-0.4132760763168335,0.8885902762413025,0.1990232616662979,-0.4048142731189728,0.8885902762413025,0.21571458876132965,-0.39567869901657104,0.8885902762413025,0.23204687237739563,-0.38588452339172363,0.8885902762413025,0.24799293279647827,-0.3754481077194214,0.8885902762413025,0.26352623105049133,-0.36438679695129395,0.8885902762413025,0.2786209285259247,-0.3527190089225769,0.8885902762413025,0.2932518720626831,-0.34046414494514465,0.8885902762413025,0.30739474296569824,-0.32764261960983276,0.8885902762413025,0.3210259974002838,-0.3142757713794708,0.8885902762413025,0.334122896194458,-0.30038583278656006,0.8885902762413025,0.3466637134552002,-0.2859959006309509,0.8885902762413025,0.3586275279521942,-0.2711299955844879,0.8885902762413025,0.36999446153640747,-0.2558128237724304,0.8885902762413025,0.3807455599308014,-0.24006985127925873,0.8885902762413025,0.39086294174194336,-0.2239273190498352,0.8885902762413025,0.4003297686576843,-0.20741207897663116,0.8885902762413025,0.4091303050518036,-0.19055162370204926,0.8885902762413025,0.417249858379364,-0.1733740121126175,0.8885902762413025,0.42467495799064636,-0.15590783953666687,0.8885902762413025,0.43139323592185974,-0.13818217813968658,0.8885902762413025,0.4373934864997864,-0.12022652477025986,0.8885902762413025,0.4426657259464264,-0.10207076370716095,0.8885902762413025,0.4472012221813202,-0.08374511450529099,0.8885902762413025,0.4509923756122589,-0.06528007984161377,0.8885902762413025,0.45403289794921875,-0.046706389635801315,0.8885902762413025,0.4563177525997162,-0.028054965659976006,0.8885902762413025,0.4578430950641632,-0.00935684610158205,0.8885902762413025,0.45860639214515686,0.00935684610158205,0.8885902762413025,0.45860639214515686,0.028054965659976006,0.8885902762413025,0.4578430950641632,0.046706389635801315,0.8885902762413025,0.4563177525997162,0.06528007984161377,0.8885902762413025,0.45403289794921875,0.08374511450529099,0.8885902762413025,0.4509923756122589,0.10207076370716095,0.8885902762413025,0.4472012221813202,0.12022652477025986,0.8885902762413025,0.4426657259464264,0.13818217813968658,0.8885902762413025,0.4373934864997864,0.15590783953666687,0.8885902762413025,0.43139323592185974,0.1733740121126175,0.8885902762413025,0.42467495799064636,0.19055162370204926,0.8885902762413025,0.417249858379364,0.20741207897663116,0.8885902762413025,0.4091303050518036,0.2239273190498352,0.8885902762413025,0.4003297686576843,0.24006985127925873,0.8885902762413025,0.39086294174194336,0.2558128237724304,0.8885902762413025,0.3807455599308014,0.2711299955844879,0.8885902762413025,0.36999446153640747,0.2859959006309509,0.8885902762413025,0.3586275279521942,0.30038583278656006,0.8885902762413025,0.3466637134552002,0.3142757713794708,0.8885902762413025,0.334122896194458,0.32764261960983276,0.8885902762413025,0.3210259974002838,0.34046414494514465,0.8885902762413025,0.30739474296569824,0.3527190089225769,0.8885902762413025,0.2932518720626831,0.36438679695129395,0.8885902762413025,0.2786209285259247,0.3754481077194214,0.8885902762413025,0.26352623105049133,0.38588452339172363,0.8885902762413025,0.24799293279647827,0.39567869901657104,0.8885902762413025,0.23204687237739563,0.4048142731189728,0.8885902762413025,0.21571458876132965,0.4132760763168335,0.8885902762413025,0.1990232616662979,0.4210500121116638,0.8885902762413025,0.18200069665908813,0.4281231760978699,0.8885902762413025,0.16467519104480743,0.43448376655578613,0.8885902762413025,0.1470756083726883,0.4401211738586426,0.8885902762413025,0.12923124432563782,0.44502606987953186,0.8885902762413025,0.11117177456617355,0.44919025897979736,0.8885902762413025,0.09292726963758469,0.45260682702064514,0.8885902762413025,0.07452809810638428,0.45527005195617676,0.8885902762413025,0.05600488558411598,0.4571755528450012,0.8885902762413025,0.03738845884799957,0.45832011103630066,0.8885902762413025,0.018709799274802208,0.45870181918144226,0.8885902762413025,5.617477507565197e-17,0.45832011103630066,0.8885902762413025,-0.018709799274802208,0.4571755528450012,0.8885902762413025,-0.03738845884799957,0.45527005195617676,0.8885902762413025,-0.05600488558411598,0.45260682702064514,0.8885902762413025,-0.07452809810638428,0.44919025897979736,0.8885902762413025,-0.09292726963758469,0.44502606987953186,0.8885902762413025,-0.11117177456617355,0.4401211738586426,0.8885902762413025,-0.12923124432563782,0.43448376655578613,0.8885902762413025,-0.1470756083726883,0.4281231760978699,0.8885902762413025,-0.16467519104480743,0.4210500121116638,0.8885902762413025,-0.18200069665908813,0.4132760763168335,0.8885902762413025,-0.1990232616662979,0.4048142731189728,0.8885902762413025,-0.21571458876132965,0.39567869901657104,0.8885902762413025,-0.23204687237739563,0.38588452339172363,0.8885902762413025,-0.24799293279647827,0.3754481077194214,0.8885902762413025,-0.26352623105049133,0.36438679695129395,0.8885902762413025,-0.2786209285259247,0.3527190089225769,0.8885902762413025,-0.2932518720626831,0.34046414494514465,0.8885902762413025,-0.30739474296569824,0.32764261960983276,0.8885902762413025,-0.3210259974002838,0.3142757713794708,0.8885902762413025,-0.334122896194458,0.30038583278656006,0.8885902762413025,-0.3466637134552002,0.2859959006309509,0.8885902762413025,-0.3586275279521942,0.2711299955844879,0.8885902762413025,-0.36999446153640747,0.2558128237724304,0.8885902762413025,-0.3807455599308014,0.24006985127925873,0.8885902762413025,-0.39086294174194336,0.2239273190498352,0.8885902762413025,-0.4003297686576843,0.20741207897663116,0.8885902762413025,-0.4091303050518036,0.19055162370204926,0.8885902762413025,-0.417249858379364,0.1733740121126175,0.8885902762413025,-0.42467495799064636,0.15590783953666687,0.8885902762413025,-0.43139323592185974,0.13818217813968658,0.8885902762413025,-0.4373934864997864,0.12022652477025986,0.8885902762413025,-0.4426657259464264,0.10207076370716095,0.8885902762413025,-0.4472012221813202,0.08374511450529099,0.8885902762413025,-0.4509923756122589,0.06528007984161377,0.8885902762413025,-0.45403289794921875,0.046706389635801315,0.8885902762413025,-0.4563177525997162,0.028054965659976006,0.8885902762413025,-0.4578430950641632,0.00935684610158205,0.8885902762413025,-0.45860639214515686,-0.00935684610158205,0.8885902762413025,-0.45860639214515686,-0.028054965659976006,0.8885902762413025,-0.4578430950641632,-0.046706389635801315,0.8885902762413025,-0.4563177525997162,-0.06528007984161377,0.8885902762413025,-0.45403289794921875,-0.08374511450529099,0.8885902762413025,-0.4509923756122589,-0.10207076370716095,0.8885902762413025,-0.4472012221813202,-0.12022652477025986,0.8885902762413025,-0.4426657259464264,-0.13818217813968658,0.8885902762413025,-0.4373934864997864,-0.15590783953666687,0.8885902762413025,-0.43139323592185974,-0.1733740121126175,0.8885902762413025,-0.42467495799064636,-0.19055162370204926,0.8885902762413025,-0.417249858379364,-0.20741207897663116,0.8885902762413025,-0.4091303050518036,-0.2239273190498352,0.8885902762413025,-0.4003297686576843,-0.24006985127925873,0.8885902762413025,-0.39086294174194336,-0.2558128237724304,0.8885902762413025,-0.3807455599308014,-0.2711299955844879,0.8885902762413025,-0.36999446153640747,-0.2859959006309509,0.8885902762413025,-0.3586275279521942,-0.30038583278656006,0.8885902762413025,-0.3466637134552002,-0.3142757713794708,0.8885902762413025,-0.334122896194458,-0.32764261960983276,0.8885902762413025,-0.3210259974002838,-0.34046414494514465,0.8885902762413025,-0.30739474296569824,-0.3527190089225769,0.8885902762413025,-0.2932518720626831,-0.36438679695129395,0.8885902762413025,-0.2786209285259247,-0.3754481077194214,0.8885902762413025,-0.26352623105049133,-0.38588452339172363,0.8885902762413025,-0.24799293279647827,-0.39567869901657104,0.8885902762413025,-0.23204687237739563,-0.4048142731189728,0.8885902762413025,-0.21571458876132965,-0.4132760763168335,0.8885902762413025,-0.1990232616662979,-0.4210500121116638,0.8885902762413025,-0.18200069665908813,-0.4281231760978699,0.8885902762413025,-0.16467519104480743,-0.43448376655578613,0.8885902762413025,-0.1470756083726883,-0.4401211738586426,0.8885902762413025,-0.12923124432563782,-0.44502606987953186,0.8885902762413025,-0.11117177456617355,-0.44919025897979736,0.8885902762413025,-0.09292726963758469,-0.45260682702064514,0.8885902762413025,-0.07452809810638428,-0.45527005195617676,0.8885902762413025,-0.05600488558411598,-0.4571755528450012,0.8885902762413025,-0.03738845884799957,-0.45832011103630066,0.8885902762413025,-0.018709799274802208,-0.45870181918144226,0.8885902762413025,-1.1234955015130394e-16,-0.5202394723892212,0.8540204167366028,0.0,-0.5198065042495728,0.8540204167366028,0.021219830960035324,-0.5185083746910095,0.8540204167366028,0.04240434616804123,-0.5163472890853882,0.8540204167366028,0.06351827830076218,-0.5133267641067505,0.8540204167366028,0.08452649414539337,-0.5094518661499023,0.8540204167366028,0.10539402812719345,-0.5047290325164795,0.8540204167366028,0.12608613073825836,-0.4991661012172699,0.8540204167366028,0.1465683877468109,-0.4927723705768585,0.8540204167366028,0.16680669784545898,-0.48555848002433777,0.8540204167366028,0.1867673695087433,-0.4775364100933075,0.8540204167366028,0.20641718804836273,-0.4687195420265198,0.8540204167366028,0.22572343051433563,-0.45912253856658936,0.8540204167366028,0.24465399980545044,-0.44876137375831604,0.8540204167366028,0.26317736506462097,-0.4376532733440399,0.8540204167366028,0.28126266598701477,-0.42581674456596375,0.8540204167366028,0.29887986183166504,-0.4132714867591858,0.8540204167366028,0.3159995973110199,-0.40003839135169983,0.8540204167366028,0.3325933814048767,-0.38613948225975037,0.8540204167366028,0.34863361716270447,-0.37159785628318787,0.8540204167366028,0.3640935719013214,-0.3564377427101135,0.8540204167366028,0.37894749641418457,-0.3406843841075897,0.8540204167366028,0.3931707441806793,-0.32436397671699524,0.8540204167366028,0.40673959255218506,-0.30750373005867004,0.8540204167366028,0.4196314513683319,-0.29013165831565857,0.8540204167366028,0.43182486295700073,-0.2722766697406769,0.8540204167366028,0.4432995617389679,-0.2539685070514679,0.8540204167366028,0.4540364146232605,-0.23523765802383423,0.8540204167366028,0.4640175998210907,-0.21611528098583221,0.8540204167366028,0.4732264578342438,-0.19663318991661072,0.8540204167366028,0.48164767026901245,-0.17682382464408875,0.8540204167366028,0.4892672300338745,-0.1567201465368271,0.8540204167366028,0.4960724413394928,-0.13635563850402832,0.8540204167366028,0.5020520091056824,-0.11576417088508606,0.8540204167366028,0.5071959495544434,-0.09498002380132675,0.8540204167366028,0.5114957094192505,-0.07403779029846191,0.8540204167366028,0.5149441361427307,-0.05297233536839485,0.8540204167366028,0.5175355076789856,-0.03181871026754379,0.8540204167366028,0.5192654728889465,-0.010612123645842075,0.8540204167366028,0.5201312303543091,0.010612123645842075,0.8540204167366028,0.5201312303543091,0.03181871026754379,0.8540204167366028,0.5192654728889465,0.05297233536839485,0.8540204167366028,0.5175355076789856,0.07403779029846191,0.8540204167366028,0.5149441361427307,0.09498002380132675,0.8540204167366028,0.5114957094192505,0.11576417088508606,0.8540204167366028,0.5071959495544434,0.13635563850402832,0.8540204167366028,0.5020520091056824,0.1567201465368271,0.8540204167366028,0.4960724413394928,0.17682382464408875,0.8540204167366028,0.4892672300338745,0.19663318991661072,0.8540204167366028,0.48164767026901245,0.21611528098583221,0.8540204167366028,0.4732264578342438,0.23523765802383423,0.8540204167366028,0.4640175998210907,0.2539685070514679,0.8540204167366028,0.4540364146232605,0.2722766697406769,0.8540204167366028,0.4432995617389679,0.29013165831565857,0.8540204167366028,0.43182486295700073,0.30750373005867004,0.8540204167366028,0.4196314513683319,0.32436397671699524,0.8540204167366028,0.40673959255218506,0.3406843841075897,0.8540204167366028,0.3931707441806793,0.3564377427101135,0.8540204167366028,0.37894749641418457,0.37159785628318787,0.8540204167366028,0.3640935719013214,0.38613948225975037,0.8540204167366028,0.34863361716270447,0.40003839135169983,0.8540204167366028,0.3325933814048767,0.4132714867591858,0.8540204167366028,0.3159995973110199,0.42581674456596375,0.8540204167366028,0.29887986183166504,0.4376532733440399,0.8540204167366028,0.28126266598701477,0.44876137375831604,0.8540204167366028,0.26317736506462097,0.45912253856658936,0.8540204167366028,0.24465399980545044,0.4687195420265198,0.8540204167366028,0.22572343051433563,0.4775364100933075,0.8540204167366028,0.20641718804836273,0.48555848002433777,0.8540204167366028,0.1867673695087433,0.4927723705768585,0.8540204167366028,0.16680669784545898,0.4991661012172699,0.8540204167366028,0.1465683877468109,0.5047290325164795,0.8540204167366028,0.12608613073825836,0.5094518661499023,0.8540204167366028,0.10539402812719345,0.5133267641067505,0.8540204167366028,0.08452649414539337,0.5163472890853882,0.8540204167366028,0.06351827830076218,0.5185083746910095,0.8540204167366028,0.04240434616804123,0.5198065042495728,0.8540204167366028,0.021219830960035324,0.5202394723892212,0.8540204167366028,6.371095955627149e-17,0.5198065042495728,0.8540204167366028,-0.021219830960035324,0.5185083746910095,0.8540204167366028,-0.04240434616804123,0.5163472890853882,0.8540204167366028,-0.06351827830076218,0.5133267641067505,0.8540204167366028,-0.08452649414539337,0.5094518661499023,0.8540204167366028,-0.10539402812719345,0.5047290325164795,0.8540204167366028,-0.12608613073825836,0.4991661012172699,0.8540204167366028,-0.1465683877468109,0.4927723705768585,0.8540204167366028,-0.16680669784545898,0.48555848002433777,0.8540204167366028,-0.1867673695087433,0.4775364100933075,0.8540204167366028,-0.20641718804836273,0.4687195420265198,0.8540204167366028,-0.22572343051433563,0.45912253856658936,0.8540204167366028,-0.24465399980545044,0.44876137375831604,0.8540204167366028,-0.26317736506462097,0.4376532733440399,0.8540204167366028,-0.28126266598701477,0.42581674456596375,0.8540204167366028,-0.29887986183166504,0.4132714867591858,0.8540204167366028,-0.3159995973110199,0.40003839135169983,0.8540204167366028,-0.3325933814048767,0.38613948225975037,0.8540204167366028,-0.34863361716270447,0.37159785628318787,0.8540204167366028,-0.3640935719013214,0.3564377427101135,0.8540204167366028,-0.37894749641418457,0.3406843841075897,0.8540204167366028,-0.3931707441806793,0.32436397671699524,0.8540204167366028,-0.40673959255218506,0.30750373005867004,0.8540204167366028,-0.4196314513683319,0.29013165831565857,0.8540204167366028,-0.43182486295700073,0.2722766697406769,0.8540204167366028,-0.4432995617389679,0.2539685070514679,0.8540204167366028,-0.4540364146232605,0.23523765802383423,0.8540204167366028,-0.4640175998210907,0.21611528098583221,0.8540204167366028,-0.4732264578342438,0.19663318991661072,0.8540204167366028,-0.48164767026901245,0.17682382464408875,0.8540204167366028,-0.4892672300338745,0.1567201465368271,0.8540204167366028,-0.4960724413394928,0.13635563850402832,0.8540204167366028,-0.5020520091056824,0.11576417088508606,0.8540204167366028,-0.5071959495544434,0.09498002380132675,0.8540204167366028,-0.5114957094192505,0.07403779029846191,0.8540204167366028,-0.5149441361427307,0.05297233536839485,0.8540204167366028,-0.5175355076789856,0.03181871026754379,0.8540204167366028,-0.5192654728889465,0.010612123645842075,0.8540204167366028,-0.5201312303543091,-0.010612123645842075,0.8540204167366028,-0.5201312303543091,-0.03181871026754379,0.8540204167366028,-0.5192654728889465,-0.05297233536839485,0.8540204167366028,-0.5175355076789856,-0.07403779029846191,0.8540204167366028,-0.5149441361427307,-0.09498002380132675,0.8540204167366028,-0.5114957094192505,-0.11576417088508606,0.8540204167366028,-0.5071959495544434,-0.13635563850402832,0.8540204167366028,-0.5020520091056824,-0.1567201465368271,0.8540204167366028,-0.4960724413394928,-0.17682382464408875,0.8540204167366028,-0.4892672300338745,-0.19663318991661072,0.8540204167366028,-0.48164767026901245,-0.21611528098583221,0.8540204167366028,-0.4732264578342438,-0.23523765802383423,0.8540204167366028,-0.4640175998210907,-0.2539685070514679,0.8540204167366028,-0.4540364146232605,-0.2722766697406769,0.8540204167366028,-0.4432995617389679,-0.29013165831565857,0.8540204167366028,-0.43182486295700073,-0.30750373005867004,0.8540204167366028,-0.4196314513683319,-0.32436397671699524,0.8540204167366028,-0.40673959255218506,-0.3406843841075897,0.8540204167366028,-0.3931707441806793,-0.3564377427101135,0.8540204167366028,-0.37894749641418457,-0.37159785628318787,0.8540204167366028,-0.3640935719013214,-0.38613948225975037,0.8540204167366028,-0.34863361716270447,-0.40003839135169983,0.8540204167366028,-0.3325933814048767,-0.4132714867591858,0.8540204167366028,-0.3159995973110199,-0.42581674456596375,0.8540204167366028,-0.29887986183166504,-0.4376532733440399,0.8540204167366028,-0.28126266598701477,-0.44876137375831604,0.8540204167366028,-0.26317736506462097,-0.45912253856658936,0.8540204167366028,-0.24465399980545044,-0.4687195420265198,0.8540204167366028,-0.22572343051433563,-0.4775364100933075,0.8540204167366028,-0.20641718804836273,-0.48555848002433777,0.8540204167366028,-0.1867673695087433,-0.4927723705768585,0.8540204167366028,-0.16680669784545898,-0.4991661012172699,0.8540204167366028,-0.1465683877468109,-0.5047290325164795,0.8540204167366028,-0.12608613073825836,-0.5094518661499023,0.8540204167366028,-0.10539402812719345,-0.5133267641067505,0.8540204167366028,-0.08452649414539337,-0.5163472890853882,0.8540204167366028,-0.06351827830076218,-0.5185083746910095,0.8540204167366028,-0.04240434616804123,-0.5198065042495728,0.8540204167366028,-0.021219830960035324,-0.5202394723892212,0.8540204167366028,-1.2742191911254298e-16,-0.5791852474212646,0.8151959776878357,0.0,-0.5787032842636108,0.8151959776878357,0.023624148219823837,-0.5772580504417419,0.8151959776878357,0.04720897600054741,-0.5748521089553833,0.8151959776878357,0.07071522623300552,-0.5714893341064453,0.8151959776878357,0.09410378336906433,-0.5671753883361816,0.8151959776878357,0.1173357143998146,-0.5619174242019653,0.8151959776878357,0.1403723508119583,-0.5557242035865784,0.8151959776878357,0.16317534446716309,-0.5486060380935669,0.8151959776878357,0.1857067495584488,-0.5405747294425964,0.8151959776878357,0.2079290747642517,-0.5316437482833862,0.8151959776878357,0.22980530560016632,-0.5218278765678406,0.8151959776878357,0.25129905343055725,-0.5111435055732727,0.8151959776878357,0.27237457036972046,-0.4996083378791809,0.8151959776878357,0.29299670457839966,-0.48724165558815,0.8151959776878357,0.313131183385849,-0.4740639925003052,0.8151959776878357,0.3327445089817047,-0.4600972831249237,0.8151959776878357,0.3518039882183075,-0.4453648030757904,0.8151959776878357,0.37027794122695923,-0.42989104986190796,0.8151959776878357,0.3881355822086334,-0.4137018024921417,0.8151959776878357,0.40534722805023193,-0.3968239724636078,0.8151959776878357,0.4218842089176178,-0.37928569316864014,0.8151959776878357,0.4377190172672272,-0.36111611127853394,0.8151959776878357,0.45282527804374695,-0.3423454761505127,0.8151959776878357,0.4671778380870819,-0.3230050504207611,0.8151959776878357,0.4807528555393219,-0.3031270205974579,0.8151959776878357,0.49352768063545227,-0.28274446725845337,0.8151959776878357,0.5054810643196106,-0.26189130544662476,0.8151959776878357,0.5165931582450867,-0.2406022548675537,0.8151959776878357,0.5268454551696777,-0.218912735581398,0.8151959776878357,0.5362208485603333,-0.19685886800289154,0.8151959776878357,0.5447037220001221,-0.17447735369205475,0.8151959776878357,0.5522800087928772,-0.15180543065071106,0.8151959776878357,0.5589370727539062,-0.1288808435201645,0.8151959776878357,0.5646638870239258,-0.10574174672365189,0.8151959776878357,0.569450855255127,-0.08242665976285934,0.8151959776878357,0.5732899904251099,-0.05897437408566475,0.8151959776878357,0.5761749744415283,-0.03542393073439598,0.8151959776878357,0.5781009793281555,-0.011814531870186329,0.8151959776878357,0.5790647268295288,0.011814531870186329,0.8151959776878357,0.5790647268295288,0.03542393073439598,0.8151959776878357,0.5781009793281555,0.05897437408566475,0.8151959776878357,0.5761749744415283,0.08242665976285934,0.8151959776878357,0.5732899904251099,0.10574174672365189,0.8151959776878357,0.569450855255127,0.1288808435201645,0.8151959776878357,0.5646638870239258,0.15180543065071106,0.8151959776878357,0.5589370727539062,0.17447735369205475,0.8151959776878357,0.5522800087928772,0.19685886800289154,0.8151959776878357,0.5447037220001221,0.218912735581398,0.8151959776878357,0.5362208485603333,0.2406022548675537,0.8151959776878357,0.5268454551696777,0.26189130544662476,0.8151959776878357,0.5165931582450867,0.28274446725845337,0.8151959776878357,0.5054810643196106,0.3031270205974579,0.8151959776878357,0.49352768063545227,0.3230050504207611,0.8151959776878357,0.4807528555393219,0.3423454761505127,0.8151959776878357,0.4671778380870819,0.36111611127853394,0.8151959776878357,0.45282527804374695,0.37928569316864014,0.8151959776878357,0.4377190172672272,0.3968239724636078,0.8151959776878357,0.4218842089176178,0.4137018024921417,0.8151959776878357,0.40534722805023193,0.42989104986190796,0.8151959776878357,0.3881355822086334,0.4453648030757904,0.8151959776878357,0.37027794122695923,0.4600972831249237,0.8151959776878357,0.3518039882183075,0.4740639925003052,0.8151959776878357,0.3327445089817047,0.48724165558815,0.8151959776878357,0.313131183385849,0.4996083378791809,0.8151959776878357,0.29299670457839966,0.5111435055732727,0.8151959776878357,0.27237457036972046,0.5218278765678406,0.8151959776878357,0.25129905343055725,0.5316437482833862,0.8151959776878357,0.22980530560016632,0.5405747294425964,0.8151959776878357,0.2079290747642517,0.5486060380935669,0.8151959776878357,0.1857067495584488,0.5557242035865784,0.8151959776878357,0.16317534446716309,0.5619174242019653,0.8151959776878357,0.1403723508119583,0.5671753883361816,0.8151959776878357,0.1173357143998146,0.5714893341064453,0.8151959776878357,0.09410378336906433,0.5748521089553833,0.8151959776878357,0.07071522623300552,0.5772580504417419,0.8151959776878357,0.04720897600054741,0.5787032842636108,0.8151959776878357,0.023624148219823837,0.5791852474212646,0.8151959776878357,7.092973829224216e-17,0.5787032842636108,0.8151959776878357,-0.023624148219823837,0.5772580504417419,0.8151959776878357,-0.04720897600054741,0.5748521089553833,0.8151959776878357,-0.07071522623300552,0.5714893341064453,0.8151959776878357,-0.09410378336906433,0.5671753883361816,0.8151959776878357,-0.1173357143998146,0.5619174242019653,0.8151959776878357,-0.1403723508119583,0.5557242035865784,0.8151959776878357,-0.16317534446716309,0.5486060380935669,0.8151959776878357,-0.1857067495584488,0.5405747294425964,0.8151959776878357,-0.2079290747642517,0.5316437482833862,0.8151959776878357,-0.22980530560016632,0.5218278765678406,0.8151959776878357,-0.25129905343055725,0.5111435055732727,0.8151959776878357,-0.27237457036972046,0.4996083378791809,0.8151959776878357,-0.29299670457839966,0.48724165558815,0.8151959776878357,-0.313131183385849,0.4740639925003052,0.8151959776878357,-0.3327445089817047,0.4600972831249237,0.8151959776878357,-0.3518039882183075,0.4453648030757904,0.8151959776878357,-0.37027794122695923,0.42989104986190796,0.8151959776878357,-0.3881355822086334,0.4137018024921417,0.8151959776878357,-0.40534722805023193,0.3968239724636078,0.8151959776878357,-0.4218842089176178,0.37928569316864014,0.8151959776878357,-0.4377190172672272,0.36111611127853394,0.8151959776878357,-0.45282527804374695,0.3423454761505127,0.8151959776878357,-0.4671778380870819,0.3230050504207611,0.8151959776878357,-0.4807528555393219,0.3031270205974579,0.8151959776878357,-0.49352768063545227,0.28274446725845337,0.8151959776878357,-0.5054810643196106,0.26189130544662476,0.8151959776878357,-0.5165931582450867,0.2406022548675537,0.8151959776878357,-0.5268454551696777,0.218912735581398,0.8151959776878357,-0.5362208485603333,0.19685886800289154,0.8151959776878357,-0.5447037220001221,0.17447735369205475,0.8151959776878357,-0.5522800087928772,0.15180543065071106,0.8151959776878357,-0.5589370727539062,0.1288808435201645,0.8151959776878357,-0.5646638870239258,0.10574174672365189,0.8151959776878357,-0.569450855255127,0.08242665976285934,0.8151959776878357,-0.5732899904251099,0.05897437408566475,0.8151959776878357,-0.5761749744415283,0.03542393073439598,0.8151959776878357,-0.5781009793281555,0.011814531870186329,0.8151959776878357,-0.5790647268295288,-0.011814531870186329,0.8151959776878357,-0.5790647268295288,-0.03542393073439598,0.8151959776878357,-0.5781009793281555,-0.05897437408566475,0.8151959776878357,-0.5761749744415283,-0.08242665976285934,0.8151959776878357,-0.5732899904251099,-0.10574174672365189,0.8151959776878357,-0.569450855255127,-0.1288808435201645,0.8151959776878357,-0.5646638870239258,-0.15180543065071106,0.8151959776878357,-0.5589370727539062,-0.17447735369205475,0.8151959776878357,-0.5522800087928772,-0.19685886800289154,0.8151959776878357,-0.5447037220001221,-0.218912735581398,0.8151959776878357,-0.5362208485603333,-0.2406022548675537,0.8151959776878357,-0.5268454551696777,-0.26189130544662476,0.8151959776878357,-0.5165931582450867,-0.28274446725845337,0.8151959776878357,-0.5054810643196106,-0.3031270205974579,0.8151959776878357,-0.49352768063545227,-0.3230050504207611,0.8151959776878357,-0.4807528555393219,-0.3423454761505127,0.8151959776878357,-0.4671778380870819,-0.36111611127853394,0.8151959776878357,-0.45282527804374695,-0.37928569316864014,0.8151959776878357,-0.4377190172672272,-0.3968239724636078,0.8151959776878357,-0.4218842089176178,-0.4137018024921417,0.8151959776878357,-0.40534722805023193,-0.42989104986190796,0.8151959776878357,-0.3881355822086334,-0.4453648030757904,0.8151959776878357,-0.37027794122695923,-0.4600972831249237,0.8151959776878357,-0.3518039882183075,-0.4740639925003052,0.8151959776878357,-0.3327445089817047,-0.48724165558815,0.8151959776878357,-0.313131183385849,-0.4996083378791809,0.8151959776878357,-0.29299670457839966,-0.5111435055732727,0.8151959776878357,-0.27237457036972046,-0.5218278765678406,0.8151959776878357,-0.25129905343055725,-0.5316437482833862,0.8151959776878357,-0.22980530560016632,-0.5405747294425964,0.8151959776878357,-0.2079290747642517,-0.5486060380935669,0.8151959776878357,-0.1857067495584488,-0.5557242035865784,0.8151959776878357,-0.16317534446716309,-0.5619174242019653,0.8151959776878357,-0.1403723508119583,-0.5671753883361816,0.8151959776878357,-0.1173357143998146,-0.5714893341064453,0.8151959776878357,-0.09410378336906433,-0.5748521089553833,0.8151959776878357,-0.07071522623300552,-0.5772580504417419,0.8151959776878357,-0.04720897600054741,-0.5787032842636108,0.8151959776878357,-0.023624148219823837,-0.5791852474212646,0.8151959776878357,-1.4185947658448432e-16,-0.6352456212043762,0.772310197353363,0.0,-0.6347169280052185,0.772310197353363,0.025910770520567894,-0.6331318616867065,0.772310197353363,0.051778413355350494,-0.6304929852485657,0.772310197353363,0.07755987346172333,-0.626804769039154,0.772310197353363,0.10321225225925446,-0.622073233127594,0.772310197353363,0.1286928355693817,-0.6163063645362854,0.772310197353363,0.1539592295885086,-0.6095137000083923,0.772310197353363,0.1789693683385849,-0.6017065644264221,0.772310197353363,0.20368163287639618,-0.592897891998291,0.772310197353363,0.22805488109588623,-0.5831024646759033,0.772310197353363,0.2520485520362854,-0.5723364949226379,0.772310197353363,0.27562272548675537,-0.5606179237365723,0.772310197353363,0.29873815178871155,-0.5479663014411926,0.772310197353363,0.3213563561439514,-0.53440260887146,0.772310197353363,0.3434396982192993,-0.5199494361877441,0.772310197353363,0.36495140194892883,-0.5046309232711792,0.772310197353363,0.38585570454597473,-0.48847243189811707,0.772310197353363,0.4061177670955658,-0.471500962972641,0.772310197353363,0.42570391297340393,-0.45374470949172974,0.772310197353363,0.4445814788341522,-0.4352332651615143,0.772310197353363,0.4627191126346588,-0.41599738597869873,0.772310197353363,0.4800865948200226,-0.39606913924217224,0.772310197353363,0.49665501713752747,-0.3754816949367523,0.772310197353363,0.5123968124389648,-0.35426926612854004,0.772310197353363,0.5272857546806335,-0.3324671983718872,0.772310197353363,0.5412970781326294,-0.31011179089546204,0.772310197353363,0.5544074773788452,-0.287240207195282,0.772310197353363,0.5665951371192932,-0.2638905644416809,0.772310197353363,0.577839732170105,-0.2401016801595688,0.772310197353363,0.588122546672821,-0.21591317653656006,0.772310197353363,0.5974265336990356,-0.1913653165102005,0.772310197353363,0.6057361364364624,-0.16649894416332245,0.772310197353363,0.6130375862121582,-0.14135544002056122,0.772310197353363,0.6193186640739441,-0.11597667634487152,0.772310197353363,0.6245689392089844,-0.09040487557649612,0.772310197353363,0.6287797093391418,-0.06468260288238525,0.772310197353363,0.631943941116333,-0.03885267674922943,0.772310197353363,0.6340563297271729,-0.012958081439137459,0.772310197353363,0.6351134181022644,0.012958081439137459,0.772310197353363,0.6351134181022644,0.03885267674922943,0.772310197353363,0.6340563297271729,0.06468260288238525,0.772310197353363,0.631943941116333,0.09040487557649612,0.772310197353363,0.6287797093391418,0.11597667634487152,0.772310197353363,0.6245689392089844,0.14135544002056122,0.772310197353363,0.6193186640739441,0.16649894416332245,0.772310197353363,0.6130375862121582,0.1913653165102005,0.772310197353363,0.6057361364364624,0.21591317653656006,0.772310197353363,0.5974265336990356,0.2401016801595688,0.772310197353363,0.588122546672821,0.2638905644416809,0.772310197353363,0.577839732170105,0.287240207195282,0.772310197353363,0.5665951371192932,0.31011179089546204,0.772310197353363,0.5544074773788452,0.3324671983718872,0.772310197353363,0.5412970781326294,0.35426926612854004,0.772310197353363,0.5272857546806335,0.3754816949367523,0.772310197353363,0.5123968124389648,0.39606913924217224,0.772310197353363,0.49665501713752747,0.41599738597869873,0.772310197353363,0.4800865948200226,0.4352332651615143,0.772310197353363,0.4627191126346588,0.45374470949172974,0.772310197353363,0.4445814788341522,0.471500962972641,0.772310197353363,0.42570391297340393,0.48847243189811707,0.772310197353363,0.4061177670955658,0.5046309232711792,0.772310197353363,0.38585570454597473,0.5199494361877441,0.772310197353363,0.36495140194892883,0.53440260887146,0.772310197353363,0.3434396982192993,0.5479663014411926,0.772310197353363,0.3213563561439514,0.5606179237365723,0.772310197353363,0.29873815178871155,0.5723364949226379,0.772310197353363,0.27562272548675537,0.5831024646759033,0.772310197353363,0.2520485520362854,0.592897891998291,0.772310197353363,0.22805488109588623,0.6017065644264221,0.772310197353363,0.20368163287639618,0.6095137000083923,0.772310197353363,0.1789693683385849,0.6163063645362854,0.772310197353363,0.1539592295885086,0.622073233127594,0.772310197353363,0.1286928355693817,0.626804769039154,0.772310197353363,0.10321225225925446,0.6304929852485657,0.772310197353363,0.07755987346172333,0.6331318616867065,0.772310197353363,0.051778413355350494,0.6347169280052185,0.772310197353363,0.025910770520567894,0.6352456212043762,0.772310197353363,7.779514547053018e-17,0.6347169280052185,0.772310197353363,-0.025910770520567894,0.6331318616867065,0.772310197353363,-0.051778413355350494,0.6304929852485657,0.772310197353363,-0.07755987346172333,0.626804769039154,0.772310197353363,-0.10321225225925446,0.622073233127594,0.772310197353363,-0.1286928355693817,0.6163063645362854,0.772310197353363,-0.1539592295885086,0.6095137000083923,0.772310197353363,-0.1789693683385849,0.6017065644264221,0.772310197353363,-0.20368163287639618,0.592897891998291,0.772310197353363,-0.22805488109588623,0.5831024646759033,0.772310197353363,-0.2520485520362854,0.5723364949226379,0.772310197353363,-0.27562272548675537,0.5606179237365723,0.772310197353363,-0.29873815178871155,0.5479663014411926,0.772310197353363,-0.3213563561439514,0.53440260887146,0.772310197353363,-0.3434396982192993,0.5199494361877441,0.772310197353363,-0.36495140194892883,0.5046309232711792,0.772310197353363,-0.38585570454597473,0.48847243189811707,0.772310197353363,-0.4061177670955658,0.471500962972641,0.772310197353363,-0.42570391297340393,0.45374470949172974,0.772310197353363,-0.4445814788341522,0.4352332651615143,0.772310197353363,-0.4627191126346588,0.41599738597869873,0.772310197353363,-0.4800865948200226,0.39606913924217224,0.772310197353363,-0.49665501713752747,0.3754816949367523,0.772310197353363,-0.5123968124389648,0.35426926612854004,0.772310197353363,-0.5272857546806335,0.3324671983718872,0.772310197353363,-0.5412970781326294,0.31011179089546204,0.772310197353363,-0.5544074773788452,0.287240207195282,0.772310197353363,-0.5665951371192932,0.2638905644416809,0.772310197353363,-0.577839732170105,0.2401016801595688,0.772310197353363,-0.588122546672821,0.21591317653656006,0.772310197353363,-0.5974265336990356,0.1913653165102005,0.772310197353363,-0.6057361364364624,0.16649894416332245,0.772310197353363,-0.6130375862121582,0.14135544002056122,0.772310197353363,-0.6193186640739441,0.11597667634487152,0.772310197353363,-0.6245689392089844,0.09040487557649612,0.772310197353363,-0.6287797093391418,0.06468260288238525,0.772310197353363,-0.631943941116333,0.03885267674922943,0.772310197353363,-0.6340563297271729,0.012958081439137459,0.772310197353363,-0.6351134181022644,-0.012958081439137459,0.772310197353363,-0.6351134181022644,-0.03885267674922943,0.772310197353363,-0.6340563297271729,-0.06468260288238525,0.772310197353363,-0.631943941116333,-0.09040487557649612,0.772310197353363,-0.6287797093391418,-0.11597667634487152,0.772310197353363,-0.6245689392089844,-0.14135544002056122,0.772310197353363,-0.6193186640739441,-0.16649894416332245,0.772310197353363,-0.6130375862121582,-0.1913653165102005,0.772310197353363,-0.6057361364364624,-0.21591317653656006,0.772310197353363,-0.5974265336990356,-0.2401016801595688,0.772310197353363,-0.588122546672821,-0.2638905644416809,0.772310197353363,-0.577839732170105,-0.287240207195282,0.772310197353363,-0.5665951371192932,-0.31011179089546204,0.772310197353363,-0.5544074773788452,-0.3324671983718872,0.772310197353363,-0.5412970781326294,-0.35426926612854004,0.772310197353363,-0.5272857546806335,-0.3754816949367523,0.772310197353363,-0.5123968124389648,-0.39606913924217224,0.772310197353363,-0.49665501713752747,-0.41599738597869873,0.772310197353363,-0.4800865948200226,-0.4352332651615143,0.772310197353363,-0.4627191126346588,-0.45374470949172974,0.772310197353363,-0.4445814788341522,-0.471500962972641,0.772310197353363,-0.42570391297340393,-0.48847243189811707,0.772310197353363,-0.4061177670955658,-0.5046309232711792,0.772310197353363,-0.38585570454597473,-0.5199494361877441,0.772310197353363,-0.36495140194892883,-0.53440260887146,0.772310197353363,-0.3434396982192993,-0.5479663014411926,0.772310197353363,-0.3213563561439514,-0.5606179237365723,0.772310197353363,-0.29873815178871155,-0.5723364949226379,0.772310197353363,-0.27562272548675537,-0.5831024646759033,0.772310197353363,-0.2520485520362854,-0.592897891998291,0.772310197353363,-0.22805488109588623,-0.6017065644264221,0.772310197353363,-0.20368163287639618,-0.6095137000083923,0.772310197353363,-0.1789693683385849,-0.6163063645362854,0.772310197353363,-0.1539592295885086,-0.622073233127594,0.772310197353363,-0.1286928355693817,-0.626804769039154,0.772310197353363,-0.10321225225925446,-0.6304929852485657,0.772310197353363,-0.07755987346172333,-0.6331318616867065,0.772310197353363,-0.051778413355350494,-0.6347169280052185,0.772310197353363,-0.025910770520567894,-0.6352456212043762,0.772310197353363,-1.5559029094106035e-16,-0.6881411671638489,0.7255768179893494,0.0,-0.6875684857368469,0.7255768179893494,0.028068305924534798,-0.6858514547348022,0.7255768179893494,0.056089892983436584,-0.6829928755760193,0.7255768179893494,0.08401812613010406,-0.6789974570274353,0.7255768179893494,0.11180651932954788,-0.6738719940185547,0.7255768179893494,0.13940882682800293,-0.6676248908042908,0.7255768179893494,0.16677908599376678,-0.660266637802124,0.7255768179893494,0.19387176632881165,-0.6518093943595886,0.7255768179893494,0.22064177691936493,-0.6422672867774963,0.7255768179893494,0.24704453349113464,-0.6316561698913574,0.7255768179893494,0.2730361223220825,-0.6199937462806702,0.7255768179893494,0.29857325553894043,-0.6072994470596313,0.7255768179893494,0.3236134648323059,-0.5935943126678467,0.7255768179893494,0.3481150269508362,-0.5789011716842651,0.7255768179893494,0.37203720211982727,-0.5632445812225342,0.7255768179893494,0.3953401446342468,-0.5466504693031311,0.7255768179893494,0.41798511147499084,-0.5291464924812317,0.7255768179893494,0.4399343430995941,-0.5107618570327759,0.7255768179893494,0.4611513912677765,-0.49152708053588867,0.7255768179893494,0.4816008508205414,-0.47147423028945923,0.7255768179893494,0.5012487769126892,-0.450636625289917,0.7255768179893494,0.5200623869895935,-0.429049015045166,0.7255768179893494,0.5380104184150696,-0.4067472517490387,0.7255768179893494,0.555063009262085,-0.3837685286998749,0.7255768179893494,0.5711917281150818,-0.3601510524749756,0.7255768179893494,0.5863697528839111,-0.3359341323375702,0.7255768179893494,0.6005718111991882,-0.31115812063217163,0.7255768179893494,0.613774299621582,-0.2858641743659973,0.7255768179893494,0.6259552240371704,-0.26009446382522583,0.7255768179893494,0.6370943188667297,-0.2338918298482895,0.7255768179893494,0.6471729874610901,-0.20729990303516388,0.7255768179893494,0.6561745405197144,-0.18036295473575592,0.7255768179893494,0.6640839576721191,-0.1531258225440979,0.7255768179893494,0.6708880066871643,-0.12563380599021912,0.7255768179893494,0.6765754818916321,-0.09793269634246826,0.7255768179893494,0.6811369061470032,-0.0700685903429985,0.7255768179893494,0.6845645904541016,-0.0420878566801548,0.7255768179893494,0.6868528723716736,-0.014037073589861393,0.7255768179893494,0.6879979968070984,0.014037073589861393,0.7255768179893494,0.6879979968070984,0.0420878566801548,0.7255768179893494,0.6868528723716736,0.0700685903429985,0.7255768179893494,0.6845645904541016,0.09793269634246826,0.7255768179893494,0.6811369061470032,0.12563380599021912,0.7255768179893494,0.6765754818916321,0.1531258225440979,0.7255768179893494,0.6708880066871643,0.18036295473575592,0.7255768179893494,0.6640839576721191,0.20729990303516388,0.7255768179893494,0.6561745405197144,0.2338918298482895,0.7255768179893494,0.6471729874610901,0.26009446382522583,0.7255768179893494,0.6370943188667297,0.2858641743659973,0.7255768179893494,0.6259552240371704,0.31115812063217163,0.7255768179893494,0.613774299621582,0.3359341323375702,0.7255768179893494,0.6005718111991882,0.3601510524749756,0.7255768179893494,0.5863697528839111,0.3837685286998749,0.7255768179893494,0.5711917281150818,0.4067472517490387,0.7255768179893494,0.555063009262085,0.429049015045166,0.7255768179893494,0.5380104184150696,0.450636625289917,0.7255768179893494,0.5200623869895935,0.47147423028945923,0.7255768179893494,0.5012487769126892,0.49152708053588867,0.7255768179893494,0.4816008508205414,0.5107618570327759,0.7255768179893494,0.4611513912677765,0.5291464924812317,0.7255768179893494,0.4399343430995941,0.5466504693031311,0.7255768179893494,0.41798511147499084,0.5632445812225342,0.7255768179893494,0.3953401446342468,0.5789011716842651,0.7255768179893494,0.37203720211982727,0.5935943126678467,0.7255768179893494,0.3481150269508362,0.6072994470596313,0.7255768179893494,0.3236134648323059,0.6199937462806702,0.7255768179893494,0.29857325553894043,0.6316561698913574,0.7255768179893494,0.2730361223220825,0.6422672867774963,0.7255768179893494,0.24704453349113464,0.6518093943595886,0.7255768179893494,0.22064177691936493,0.660266637802124,0.7255768179893494,0.19387176632881165,0.6676248908042908,0.7255768179893494,0.16677908599376678,0.6738719940185547,0.7255768179893494,0.13940882682800293,0.6789974570274353,0.7255768179893494,0.11180651932954788,0.6829928755760193,0.7255768179893494,0.08401812613010406,0.6858514547348022,0.7255768179893494,0.056089892983436584,0.6875684857368469,0.7255768179893494,0.028068305924534798,0.6881411671638489,0.7255768179893494,8.427298875333505e-17,0.6875684857368469,0.7255768179893494,-0.028068305924534798,0.6858514547348022,0.7255768179893494,-0.056089892983436584,0.6829928755760193,0.7255768179893494,-0.08401812613010406,0.6789974570274353,0.7255768179893494,-0.11180651932954788,0.6738719940185547,0.7255768179893494,-0.13940882682800293,0.6676248908042908,0.7255768179893494,-0.16677908599376678,0.660266637802124,0.7255768179893494,-0.19387176632881165,0.6518093943595886,0.7255768179893494,-0.22064177691936493,0.6422672867774963,0.7255768179893494,-0.24704453349113464,0.6316561698913574,0.7255768179893494,-0.2730361223220825,0.6199937462806702,0.7255768179893494,-0.29857325553894043,0.6072994470596313,0.7255768179893494,-0.3236134648323059,0.5935943126678467,0.7255768179893494,-0.3481150269508362,0.5789011716842651,0.7255768179893494,-0.37203720211982727,0.5632445812225342,0.7255768179893494,-0.3953401446342468,0.5466504693031311,0.7255768179893494,-0.41798511147499084,0.5291464924812317,0.7255768179893494,-0.4399343430995941,0.5107618570327759,0.7255768179893494,-0.4611513912677765,0.49152708053588867,0.7255768179893494,-0.4816008508205414,0.47147423028945923,0.7255768179893494,-0.5012487769126892,0.450636625289917,0.7255768179893494,-0.5200623869895935,0.429049015045166,0.7255768179893494,-0.5380104184150696,0.4067472517490387,0.7255768179893494,-0.555063009262085,0.3837685286998749,0.7255768179893494,-0.5711917281150818,0.3601510524749756,0.7255768179893494,-0.5863697528839111,0.3359341323375702,0.7255768179893494,-0.6005718111991882,0.31115812063217163,0.7255768179893494,-0.613774299621582,0.2858641743659973,0.7255768179893494,-0.6259552240371704,0.26009446382522583,0.7255768179893494,-0.6370943188667297,0.2338918298482895,0.7255768179893494,-0.6471729874610901,0.20729990303516388,0.7255768179893494,-0.6561745405197144,0.18036295473575592,0.7255768179893494,-0.6640839576721191,0.1531258225440979,0.7255768179893494,-0.6708880066871643,0.12563380599021912,0.7255768179893494,-0.6765754818916321,0.09793269634246826,0.7255768179893494,-0.6811369061470032,0.0700685903429985,0.7255768179893494,-0.6845645904541016,0.0420878566801548,0.7255768179893494,-0.6868528723716736,0.014037073589861393,0.7255768179893494,-0.6879979968070984,-0.014037073589861393,0.7255768179893494,-0.6879979968070984,-0.0420878566801548,0.7255768179893494,-0.6868528723716736,-0.0700685903429985,0.7255768179893494,-0.6845645904541016,-0.09793269634246826,0.7255768179893494,-0.6811369061470032,-0.12563380599021912,0.7255768179893494,-0.6765754818916321,-0.1531258225440979,0.7255768179893494,-0.6708880066871643,-0.18036295473575592,0.7255768179893494,-0.6640839576721191,-0.20729990303516388,0.7255768179893494,-0.6561745405197144,-0.2338918298482895,0.7255768179893494,-0.6471729874610901,-0.26009446382522583,0.7255768179893494,-0.6370943188667297,-0.2858641743659973,0.7255768179893494,-0.6259552240371704,-0.31115812063217163,0.7255768179893494,-0.613774299621582,-0.3359341323375702,0.7255768179893494,-0.6005718111991882,-0.3601510524749756,0.7255768179893494,-0.5863697528839111,-0.3837685286998749,0.7255768179893494,-0.5711917281150818,-0.4067472517490387,0.7255768179893494,-0.555063009262085,-0.429049015045166,0.7255768179893494,-0.5380104184150696,-0.450636625289917,0.7255768179893494,-0.5200623869895935,-0.47147423028945923,0.7255768179893494,-0.5012487769126892,-0.49152708053588867,0.7255768179893494,-0.4816008508205414,-0.5107618570327759,0.7255768179893494,-0.4611513912677765,-0.5291464924812317,0.7255768179893494,-0.4399343430995941,-0.5466504693031311,0.7255768179893494,-0.41798511147499084,-0.5632445812225342,0.7255768179893494,-0.3953401446342468,-0.5789011716842651,0.7255768179893494,-0.37203720211982727,-0.5935943126678467,0.7255768179893494,-0.3481150269508362,-0.6072994470596313,0.7255768179893494,-0.3236134648323059,-0.6199937462806702,0.7255768179893494,-0.29857325553894043,-0.6316561698913574,0.7255768179893494,-0.2730361223220825,-0.6422672867774963,0.7255768179893494,-0.24704453349113464,-0.6518093943595886,0.7255768179893494,-0.22064177691936493,-0.660266637802124,0.7255768179893494,-0.19387176632881165,-0.6676248908042908,0.7255768179893494,-0.16677908599376678,-0.6738719940185547,0.7255768179893494,-0.13940882682800293,-0.6789974570274353,0.7255768179893494,-0.11180651932954788,-0.6829928755760193,0.7255768179893494,-0.08401812613010406,-0.6858514547348022,0.7255768179893494,-0.056089892983436584,-0.6875684857368469,0.7255768179893494,-0.028068305924534798,-0.6881411671638489,0.7255768179893494,-1.685459775066701e-16,-0.7376084923744202,0.6752286553382874,0.0,-0.7369946241378784,0.6752286553382874,0.030086006969213486,-0.7351541519165039,0.6752286553382874,0.060121938586235046,-0.7320900559425354,0.6752286553382874,0.09005780518054962,-0.7278074622154236,0.6752286553382874,0.11984377354383469,-0.7223135232925415,0.6752286553382874,0.1494302749633789,-0.7156173586845398,0.6752286553382874,0.1787680685520172,-0.7077301144599915,0.6752286553382874,0.20780831575393677,-0.6986649632453918,0.6752286553382874,0.23650269210338593,-0.6884369254112244,0.6752286553382874,0.2648034393787384,-0.6770630478858948,0.6752286553382874,0.29266342520713806,-0.6645622849464417,0.6752286553382874,0.3200363218784332,-0.6509553790092468,0.6752286553382874,0.3468765318393707,-0.6362650394439697,0.6752286553382874,0.3731394112110138,-0.6205157041549683,0.6752286553382874,0.3987812399864197,-0.6037335991859436,0.6752286553382874,0.4237593412399292,-0.5859466195106506,0.6752286553382874,0.44803211092948914,-0.5671843886375427,0.6752286553382874,0.47155919671058655,-0.547478199005127,0.6752286553382874,0.494301438331604,-0.5268607139587402,0.6752286553382874,0.5162209272384644,-0.505366325378418,0.6752286553382874,0.5372812151908875,-0.4830308258533478,0.6752286553382874,0.5574472546577454,-0.45989134907722473,0.6752286553382874,0.5766855478286743,-0.4359864592552185,0.6752286553382874,0.5949639081954956,-0.4113558828830719,0.6752286553382874,0.6122520565986633,-0.38604065775871277,0.6752286553382874,0.6285211443901062,-0.3600828945636749,0.6752286553382874,0.643744170665741,-0.3335258364677429,0.6752286553382874,0.6578956842422485,-0.3064136207103729,0.6752286553382874,0.6709522604942322,-0.2787914276123047,0.6752286553382874,0.6828920841217041,-0.25070521235466003,0.6752286553382874,0.6936952471733093,-0.22220173478126526,0.6752286553382874,0.7033438682556152,-0.19332842528820038,0.6752286553382874,0.7118218541145325,-0.16413332521915436,0.6752286553382874,0.7191150784492493,-0.13466504216194153,0.6752286553382874,0.7252113819122314,-0.10497263073921204,0.6752286553382874,0.730100691318512,-0.07510549575090408,0.6752286553382874,0.7337747812271118,-0.04511335864663124,0.6752286553382874,0.7362275719642639,-0.015046133659780025,0.6752286553382874,0.7374550104141235,0.015046133659780025,0.6752286553382874,0.7374550104141235,0.04511335864663124,0.6752286553382874,0.7362275719642639,0.07510549575090408,0.6752286553382874,0.7337747812271118,0.10497263073921204,0.6752286553382874,0.730100691318512,0.13466504216194153,0.6752286553382874,0.7252113819122314,0.16413332521915436,0.6752286553382874,0.7191150784492493,0.19332842528820038,0.6752286553382874,0.7118218541145325,0.22220173478126526,0.6752286553382874,0.7033438682556152,0.25070521235466003,0.6752286553382874,0.6936952471733093,0.2787914276123047,0.6752286553382874,0.6828920841217041,0.3064136207103729,0.6752286553382874,0.6709522604942322,0.3335258364677429,0.6752286553382874,0.6578956842422485,0.3600828945636749,0.6752286553382874,0.643744170665741,0.38604065775871277,0.6752286553382874,0.6285211443901062,0.4113558828830719,0.6752286553382874,0.6122520565986633,0.4359864592552185,0.6752286553382874,0.5949639081954956,0.45989134907722473,0.6752286553382874,0.5766855478286743,0.4830308258533478,0.6752286553382874,0.5574472546577454,0.505366325378418,0.6752286553382874,0.5372812151908875,0.5268607139587402,0.6752286553382874,0.5162209272384644,0.547478199005127,0.6752286553382874,0.494301438331604,0.5671843886375427,0.6752286553382874,0.47155919671058655,0.5859466195106506,0.6752286553382874,0.44803211092948914,0.6037335991859436,0.6752286553382874,0.4237593412399292,0.6205157041549683,0.6752286553382874,0.3987812399864197,0.6362650394439697,0.6752286553382874,0.3731394112110138,0.6509553790092468,0.6752286553382874,0.3468765318393707,0.6645622849464417,0.6752286553382874,0.3200363218784332,0.6770630478858948,0.6752286553382874,0.29266342520713806,0.6884369254112244,0.6752286553382874,0.2648034393787384,0.6986649632453918,0.6752286553382874,0.23650269210338593,0.7077301144599915,0.6752286553382874,0.20780831575393677,0.7156173586845398,0.6752286553382874,0.1787680685520172,0.7223135232925415,0.6752286553382874,0.1494302749633789,0.7278074622154236,0.6752286553382874,0.11984377354383469,0.7320900559425354,0.6752286553382874,0.09005780518054962,0.7351541519165039,0.6752286553382874,0.060121938586235046,0.7369946241378784,0.6752286553382874,0.030086006969213486,0.7376084923744202,0.6752286553382874,9.03309816269876e-17,0.7369946241378784,0.6752286553382874,-0.030086006969213486,0.7351541519165039,0.6752286553382874,-0.060121938586235046,0.7320900559425354,0.6752286553382874,-0.09005780518054962,0.7278074622154236,0.6752286553382874,-0.11984377354383469,0.7223135232925415,0.6752286553382874,-0.1494302749633789,0.7156173586845398,0.6752286553382874,-0.1787680685520172,0.7077301144599915,0.6752286553382874,-0.20780831575393677,0.6986649632453918,0.6752286553382874,-0.23650269210338593,0.6884369254112244,0.6752286553382874,-0.2648034393787384,0.6770630478858948,0.6752286553382874,-0.29266342520713806,0.6645622849464417,0.6752286553382874,-0.3200363218784332,0.6509553790092468,0.6752286553382874,-0.3468765318393707,0.6362650394439697,0.6752286553382874,-0.3731394112110138,0.6205157041549683,0.6752286553382874,-0.3987812399864197,0.6037335991859436,0.6752286553382874,-0.4237593412399292,0.5859466195106506,0.6752286553382874,-0.44803211092948914,0.5671843886375427,0.6752286553382874,-0.47155919671058655,0.547478199005127,0.6752286553382874,-0.494301438331604,0.5268607139587402,0.6752286553382874,-0.5162209272384644,0.505366325378418,0.6752286553382874,-0.5372812151908875,0.4830308258533478,0.6752286553382874,-0.5574472546577454,0.45989134907722473,0.6752286553382874,-0.5766855478286743,0.4359864592552185,0.6752286553382874,-0.5949639081954956,0.4113558828830719,0.6752286553382874,-0.6122520565986633,0.38604065775871277,0.6752286553382874,-0.6285211443901062,0.3600828945636749,0.6752286553382874,-0.643744170665741,0.3335258364677429,0.6752286553382874,-0.6578956842422485,0.3064136207103729,0.6752286553382874,-0.6709522604942322,0.2787914276123047,0.6752286553382874,-0.6828920841217041,0.25070521235466003,0.6752286553382874,-0.6936952471733093,0.22220173478126526,0.6752286553382874,-0.7033438682556152,0.19332842528820038,0.6752286553382874,-0.7118218541145325,0.16413332521915436,0.6752286553382874,-0.7191150784492493,0.13466504216194153,0.6752286553382874,-0.7252113819122314,0.10497263073921204,0.6752286553382874,-0.730100691318512,0.07510549575090408,0.6752286553382874,-0.7337747812271118,0.04511335864663124,0.6752286553382874,-0.7362275719642639,0.015046133659780025,0.6752286553382874,-0.7374550104141235,-0.015046133659780025,0.6752286553382874,-0.7374550104141235,-0.04511335864663124,0.6752286553382874,-0.7362275719642639,-0.07510549575090408,0.6752286553382874,-0.7337747812271118,-0.10497263073921204,0.6752286553382874,-0.730100691318512,-0.13466504216194153,0.6752286553382874,-0.7252113819122314,-0.16413332521915436,0.6752286553382874,-0.7191150784492493,-0.19332842528820038,0.6752286553382874,-0.7118218541145325,-0.22220173478126526,0.6752286553382874,-0.7033438682556152,-0.25070521235466003,0.6752286553382874,-0.6936952471733093,-0.2787914276123047,0.6752286553382874,-0.6828920841217041,-0.3064136207103729,0.6752286553382874,-0.6709522604942322,-0.3335258364677429,0.6752286553382874,-0.6578956842422485,-0.3600828945636749,0.6752286553382874,-0.643744170665741,-0.38604065775871277,0.6752286553382874,-0.6285211443901062,-0.4113558828830719,0.6752286553382874,-0.6122520565986633,-0.4359864592552185,0.6752286553382874,-0.5949639081954956,-0.45989134907722473,0.6752286553382874,-0.5766855478286743,-0.4830308258533478,0.6752286553382874,-0.5574472546577454,-0.505366325378418,0.6752286553382874,-0.5372812151908875,-0.5268607139587402,0.6752286553382874,-0.5162209272384644,-0.547478199005127,0.6752286553382874,-0.494301438331604,-0.5671843886375427,0.6752286553382874,-0.47155919671058655,-0.5859466195106506,0.6752286553382874,-0.44803211092948914,-0.6037335991859436,0.6752286553382874,-0.4237593412399292,-0.6205157041549683,0.6752286553382874,-0.3987812399864197,-0.6362650394439697,0.6752286553382874,-0.3731394112110138,-0.6509553790092468,0.6752286553382874,-0.3468765318393707,-0.6645622849464417,0.6752286553382874,-0.3200363218784332,-0.6770630478858948,0.6752286553382874,-0.29266342520713806,-0.6884369254112244,0.6752286553382874,-0.2648034393787384,-0.6986649632453918,0.6752286553382874,-0.23650269210338593,-0.7077301144599915,0.6752286553382874,-0.20780831575393677,-0.7156173586845398,0.6752286553382874,-0.1787680685520172,-0.7223135232925415,0.6752286553382874,-0.1494302749633789,-0.7278074622154236,0.6752286553382874,-0.11984377354383469,-0.7320900559425354,0.6752286553382874,-0.09005780518054962,-0.7351541519165039,0.6752286553382874,-0.060121938586235046,-0.7369946241378784,0.6752286553382874,-0.030086006969213486,-0.7376084923744202,0.6752286553382874,-1.806619632539752e-16,-0.7834010124206543,0.6215165853500366,0.0,-0.7827490568161011,0.6215165853500366,0.03195381909608841,-0.7807943224906921,0.6215165853500366,0.06385445594787598,-0.7775400280952454,0.6215165853500366,0.09564881026744843,-0.7729915380477905,0.6215165853500366,0.127283975481987,-0.7671565413475037,0.6215165853500366,0.15870727598667145,-0.7600446939468384,0.6215165853500366,0.18986643850803375,-0.7516677975654602,0.6215165853500366,0.22070957720279694,-0.7420397996902466,0.6215165853500366,0.2511853575706482,-0.7311767935752869,0.6215165853500366,0.28124308586120605,-0.7190967798233032,0.6215165853500366,0.3108327090740204,-0.7058199644088745,0.6215165853500366,0.3399049639701843,-0.6913682818412781,0.6215165853500366,0.36841148138046265,-0.6757659912109375,0.6215165853500366,0.3963048458099365,-0.6590389013290405,0.6215165853500366,0.42353856563568115,-0.641214907169342,0.6215165853500366,0.4500673711299896,-0.6223236322402954,0.6215165853500366,0.475847065448761,-0.6023966073989868,0.6215165853500366,0.5008347630500793,-0.5814669728279114,0.6215165853500366,0.5249888896942139,-0.5595695376396179,0.6215165853500366,0.5482692122459412,-0.5367407202720642,0.6215165853500366,0.5706369876861572,-0.5130185484886169,0.6215165853500366,0.5920549631118774,-0.4884425401687622,0.6215165853500366,0.6124876141548157,-0.46305355429649353,0.6215165853500366,0.6319007277488708,-0.43689388036727905,0.6215165853500366,0.650262176990509,-0.4100070297718048,0.6215165853500366,0.6675413250923157,-0.38243773579597473,0.6215165853500366,0.6837093830108643,-0.35423192381858826,0.6215165853500366,0.6987395286560059,-0.3254365622997284,0.6215165853500366,0.71260666847229,-0.2960995137691498,0.6215165853500366,0.725287675857544,-0.26626962423324585,0.6215165853500366,0.7367615699768066,-0.2359965741634369,0.6215165853500366,0.7470092177391052,-0.2053307294845581,0.6215165853500366,0.7560135126113892,-0.17432312667369843,0.6215165853500366,0.7637595534324646,-0.14302538335323334,0.6215165853500366,0.7702343463897705,-0.11148959398269653,0.6215165853500366,0.7754271626472473,-0.07976823300123215,0.6215165853500366,0.7793292999267578,-0.04791410639882088,0.6215165853500366,0.781934380531311,-0.015980234369635582,0.6215165853500366,0.7832379937171936,0.015980234369635582,0.6215165853500366,0.7832379937171936,0.04791410639882088,0.6215165853500366,0.781934380531311,0.07976823300123215,0.6215165853500366,0.7793292999267578,0.11148959398269653,0.6215165853500366,0.7754271626472473,0.14302538335323334,0.6215165853500366,0.7702343463897705,0.17432312667369843,0.6215165853500366,0.7637595534324646,0.2053307294845581,0.6215165853500366,0.7560135126113892,0.2359965741634369,0.6215165853500366,0.7470092177391052,0.26626962423324585,0.6215165853500366,0.7367615699768066,0.2960995137691498,0.6215165853500366,0.725287675857544,0.3254365622997284,0.6215165853500366,0.71260666847229,0.35423192381858826,0.6215165853500366,0.6987395286560059,0.38243773579597473,0.6215165853500366,0.6837093830108643,0.4100070297718048,0.6215165853500366,0.6675413250923157,0.43689388036727905,0.6215165853500366,0.650262176990509,0.46305355429649353,0.6215165853500366,0.6319007277488708,0.4884425401687622,0.6215165853500366,0.6124876141548157,0.5130185484886169,0.6215165853500366,0.5920549631118774,0.5367407202720642,0.6215165853500366,0.5706369876861572,0.5595695376396179,0.6215165853500366,0.5482692122459412,0.5814669728279114,0.6215165853500366,0.5249888896942139,0.6023966073989868,0.6215165853500366,0.5008347630500793,0.6223236322402954,0.6215165853500366,0.475847065448761,0.641214907169342,0.6215165853500366,0.4500673711299896,0.6590389013290405,0.6215165853500366,0.42353856563568115,0.6757659912109375,0.6215165853500366,0.3963048458099365,0.6913682818412781,0.6215165853500366,0.36841148138046265,0.7058199644088745,0.6215165853500366,0.3399049639701843,0.7190967798233032,0.6215165853500366,0.3108327090740204,0.7311767935752869,0.6215165853500366,0.28124308586120605,0.7420397996902466,0.6215165853500366,0.2511853575706482,0.7516677975654602,0.6215165853500366,0.22070957720279694,0.7600446939468384,0.6215165853500366,0.18986643850803375,0.7671565413475037,0.6215165853500366,0.15870727598667145,0.7729915380477905,0.6215165853500366,0.127283975481987,0.7775400280952454,0.6215165853500366,0.09564881026744843,0.7807943224906921,0.6215165853500366,0.06385445594787598,0.7827490568161011,0.6215165853500366,0.03195381909608841,0.7834010124206543,0.6215165853500366,9.593895516018681e-17,0.7827490568161011,0.6215165853500366,-0.03195381909608841,0.7807943224906921,0.6215165853500366,-0.06385445594787598,0.7775400280952454,0.6215165853500366,-0.09564881026744843,0.7729915380477905,0.6215165853500366,-0.127283975481987,0.7671565413475037,0.6215165853500366,-0.15870727598667145,0.7600446939468384,0.6215165853500366,-0.18986643850803375,0.7516677975654602,0.6215165853500366,-0.22070957720279694,0.7420397996902466,0.6215165853500366,-0.2511853575706482,0.7311767935752869,0.6215165853500366,-0.28124308586120605,0.7190967798233032,0.6215165853500366,-0.3108327090740204,0.7058199644088745,0.6215165853500366,-0.3399049639701843,0.6913682818412781,0.6215165853500366,-0.36841148138046265,0.6757659912109375,0.6215165853500366,-0.3963048458099365,0.6590389013290405,0.6215165853500366,-0.42353856563568115,0.641214907169342,0.6215165853500366,-0.4500673711299896,0.6223236322402954,0.6215165853500366,-0.475847065448761,0.6023966073989868,0.6215165853500366,-0.5008347630500793,0.5814669728279114,0.6215165853500366,-0.5249888896942139,0.5595695376396179,0.6215165853500366,-0.5482692122459412,0.5367407202720642,0.6215165853500366,-0.5706369876861572,0.5130185484886169,0.6215165853500366,-0.5920549631118774,0.4884425401687622,0.6215165853500366,-0.6124876141548157,0.46305355429649353,0.6215165853500366,-0.6319007277488708,0.43689388036727905,0.6215165853500366,-0.650262176990509,0.4100070297718048,0.6215165853500366,-0.6675413250923157,0.38243773579597473,0.6215165853500366,-0.6837093830108643,0.35423192381858826,0.6215165853500366,-0.6987395286560059,0.3254365622997284,0.6215165853500366,-0.71260666847229,0.2960995137691498,0.6215165853500366,-0.725287675857544,0.26626962423324585,0.6215165853500366,-0.7367615699768066,0.2359965741634369,0.6215165853500366,-0.7470092177391052,0.2053307294845581,0.6215165853500366,-0.7560135126113892,0.17432312667369843,0.6215165853500366,-0.7637595534324646,0.14302538335323334,0.6215165853500366,-0.7702343463897705,0.11148959398269653,0.6215165853500366,-0.7754271626472473,0.07976823300123215,0.6215165853500366,-0.7793292999267578,0.04791410639882088,0.6215165853500366,-0.781934380531311,0.015980234369635582,0.6215165853500366,-0.7832379937171936,-0.015980234369635582,0.6215165853500366,-0.7832379937171936,-0.04791410639882088,0.6215165853500366,-0.781934380531311,-0.07976823300123215,0.6215165853500366,-0.7793292999267578,-0.11148959398269653,0.6215165853500366,-0.7754271626472473,-0.14302538335323334,0.6215165853500366,-0.7702343463897705,-0.17432312667369843,0.6215165853500366,-0.7637595534324646,-0.2053307294845581,0.6215165853500366,-0.7560135126113892,-0.2359965741634369,0.6215165853500366,-0.7470092177391052,-0.26626962423324585,0.6215165853500366,-0.7367615699768066,-0.2960995137691498,0.6215165853500366,-0.725287675857544,-0.3254365622997284,0.6215165853500366,-0.71260666847229,-0.35423192381858826,0.6215165853500366,-0.6987395286560059,-0.38243773579597473,0.6215165853500366,-0.6837093830108643,-0.4100070297718048,0.6215165853500366,-0.6675413250923157,-0.43689388036727905,0.6215165853500366,-0.650262176990509,-0.46305355429649353,0.6215165853500366,-0.6319007277488708,-0.4884425401687622,0.6215165853500366,-0.6124876141548157,-0.5130185484886169,0.6215165853500366,-0.5920549631118774,-0.5367407202720642,0.6215165853500366,-0.5706369876861572,-0.5595695376396179,0.6215165853500366,-0.5482692122459412,-0.5814669728279114,0.6215165853500366,-0.5249888896942139,-0.6023966073989868,0.6215165853500366,-0.5008347630500793,-0.6223236322402954,0.6215165853500366,-0.475847065448761,-0.641214907169342,0.6215165853500366,-0.4500673711299896,-0.6590389013290405,0.6215165853500366,-0.42353856563568115,-0.6757659912109375,0.6215165853500366,-0.3963048458099365,-0.6913682818412781,0.6215165853500366,-0.36841148138046265,-0.7058199644088745,0.6215165853500366,-0.3399049639701843,-0.7190967798233032,0.6215165853500366,-0.3108327090740204,-0.7311767935752869,0.6215165853500366,-0.28124308586120605,-0.7420397996902466,0.6215165853500366,-0.2511853575706482,-0.7516677975654602,0.6215165853500366,-0.22070957720279694,-0.7600446939468384,0.6215165853500366,-0.18986643850803375,-0.7671565413475037,0.6215165853500366,-0.15870727598667145,-0.7729915380477905,0.6215165853500366,-0.127283975481987,-0.7775400280952454,0.6215165853500366,-0.09564881026744843,-0.7807943224906921,0.6215165853500366,-0.06385445594787598,-0.7827490568161011,0.6215165853500366,-0.03195381909608841,-0.7834010124206543,0.6215165853500366,-1.9187791032037363e-16,-0.8252907395362854,0.5647080540657043,0.0,-0.8246039152145386,0.5647080540657043,0.03366244211792946,-0.8225446343421936,0.5647080540657043,0.06726885586977005,-0.8191162943840027,0.5647080540657043,0.10076330602169037,-0.814324676990509,0.5647080540657043,0.13409005105495453,-0.808177649974823,0.5647080540657043,0.16719360649585724,-0.800685465335846,0.5647080540657043,0.20001889765262604,-0.7918606400489807,0.5647080540657043,0.2325112670660019,-0.781717836856842,0.5647080540657043,0.26461663842201233,-0.7702739834785461,0.5647080540657043,0.2962816059589386,-0.7575480341911316,0.5647080540657043,0.3274534046649933,-0.7435612678527832,0.5647080540657043,0.3580802381038666,-0.7283368706703186,0.5647080540657043,0.38811105489730835,-0.7119002342224121,0.5647080540657043,0.41749587655067444,-0.6942787170410156,0.5647080540657043,0.4461858570575714,-0.6755016446113586,0.5647080540657043,0.4741331934928894,-0.6556003093719482,0.5647080540657043,0.5012913942337036,-0.63460773229599,0.5647080540657043,0.5276151895523071,-0.6125589609146118,0.5647080540657043,0.5530608892440796,-0.5894905924797058,0.5647080540657043,0.5775860548019409,-0.5654411315917969,0.5647080540657043,0.60114985704422,-0.5404505133628845,0.5647080540657043,0.6237131357192993,-0.514560341835022,0.5647080540657043,0.6452382802963257,-0.4878137707710266,0.5647080540657043,0.6656894683837891,-0.46025529503822327,0.5647080540657043,0.6850327253341675,-0.4319307506084442,0.5647080540657043,0.7032358050346375,-0.4028872847557068,0.5647080540657043,0.7202684283256531,-0.3731732666492462,0.5647080540657043,0.7361022233963013,-0.3428381681442261,0.5647080540657043,0.7507108449935913,-0.31193241477012634,0.5647080540657043,0.7640699744224548,-0.28050747513771057,0.5647080540657043,0.7761574387550354,-0.24861568212509155,0.5647080540657043,0.7869529724121094,-0.21631008386611938,0.5647080540657043,0.7964387536048889,-0.18364445865154266,0.5647080540657043,0.8045989871025085,-0.15067318081855774,0.5647080540657043,0.8114199638366699,-0.11745111644268036,0.5647080540657043,0.8168904781341553,-0.08403356373310089,0.5647080540657043,0.8210012912750244,-0.05047615244984627,0.5647080540657043,0.8237456679344177,-0.016834722831845284,0.5647080540657043,0.8251190185546875,0.016834722831845284,0.5647080540657043,0.8251190185546875,0.05047615244984627,0.5647080540657043,0.8237456679344177,0.08403356373310089,0.5647080540657043,0.8210012912750244,0.11745111644268036,0.5647080540657043,0.8168904781341553,0.15067318081855774,0.5647080540657043,0.8114199638366699,0.18364445865154266,0.5647080540657043,0.8045989871025085,0.21631008386611938,0.5647080540657043,0.7964387536048889,0.24861568212509155,0.5647080540657043,0.7869529724121094,0.28050747513771057,0.5647080540657043,0.7761574387550354,0.31193241477012634,0.5647080540657043,0.7640699744224548,0.3428381681442261,0.5647080540657043,0.7507108449935913,0.3731732666492462,0.5647080540657043,0.7361022233963013,0.4028872847557068,0.5647080540657043,0.7202684283256531,0.4319307506084442,0.5647080540657043,0.7032358050346375,0.46025529503822327,0.5647080540657043,0.6850327253341675,0.4878137707710266,0.5647080540657043,0.6656894683837891,0.514560341835022,0.5647080540657043,0.6452382802963257,0.5404505133628845,0.5647080540657043,0.6237131357192993,0.5654411315917969,0.5647080540657043,0.60114985704422,0.5894905924797058,0.5647080540657043,0.5775860548019409,0.6125589609146118,0.5647080540657043,0.5530608892440796,0.63460773229599,0.5647080540657043,0.5276151895523071,0.6556003093719482,0.5647080540657043,0.5012913942337036,0.6755016446113586,0.5647080540657043,0.4741331934928894,0.6942787170410156,0.5647080540657043,0.4461858570575714,0.7119002342224121,0.5647080540657043,0.41749587655067444,0.7283368706703186,0.5647080540657043,0.38811105489730835,0.7435612678527832,0.5647080540657043,0.3580802381038666,0.7575480341911316,0.5647080540657043,0.3274534046649933,0.7702739834785461,0.5647080540657043,0.2962816059589386,0.781717836856842,0.5647080540657043,0.26461663842201233,0.7918606400489807,0.5647080540657043,0.2325112670660019,0.800685465335846,0.5647080540657043,0.20001889765262604,0.808177649974823,0.5647080540657043,0.16719360649585724,0.814324676990509,0.5647080540657043,0.13409005105495453,0.8191162943840027,0.5647080540657043,0.10076330602169037,0.8225446343421936,0.5647080540657043,0.06726885586977005,0.8246039152145386,0.5647080540657043,0.03366244211792946,0.8252907395362854,0.5647080540657043,1.0106896388311818e-16,0.8246039152145386,0.5647080540657043,-0.03366244211792946,0.8225446343421936,0.5647080540657043,-0.06726885586977005,0.8191162943840027,0.5647080540657043,-0.10076330602169037,0.814324676990509,0.5647080540657043,-0.13409005105495453,0.808177649974823,0.5647080540657043,-0.16719360649585724,0.800685465335846,0.5647080540657043,-0.20001889765262604,0.7918606400489807,0.5647080540657043,-0.2325112670660019,0.781717836856842,0.5647080540657043,-0.26461663842201233,0.7702739834785461,0.5647080540657043,-0.2962816059589386,0.7575480341911316,0.5647080540657043,-0.3274534046649933,0.7435612678527832,0.5647080540657043,-0.3580802381038666,0.7283368706703186,0.5647080540657043,-0.38811105489730835,0.7119002342224121,0.5647080540657043,-0.41749587655067444,0.6942787170410156,0.5647080540657043,-0.4461858570575714,0.6755016446113586,0.5647080540657043,-0.4741331934928894,0.6556003093719482,0.5647080540657043,-0.5012913942337036,0.63460773229599,0.5647080540657043,-0.5276151895523071,0.6125589609146118,0.5647080540657043,-0.5530608892440796,0.5894905924797058,0.5647080540657043,-0.5775860548019409,0.5654411315917969,0.5647080540657043,-0.60114985704422,0.5404505133628845,0.5647080540657043,-0.6237131357192993,0.514560341835022,0.5647080540657043,-0.6452382802963257,0.4878137707710266,0.5647080540657043,-0.6656894683837891,0.46025529503822327,0.5647080540657043,-0.6850327253341675,0.4319307506084442,0.5647080540657043,-0.7032358050346375,0.4028872847557068,0.5647080540657043,-0.7202684283256531,0.3731732666492462,0.5647080540657043,-0.7361022233963013,0.3428381681442261,0.5647080540657043,-0.7507108449935913,0.31193241477012634,0.5647080540657043,-0.7640699744224548,0.28050747513771057,0.5647080540657043,-0.7761574387550354,0.24861568212509155,0.5647080540657043,-0.7869529724121094,0.21631008386611938,0.5647080540657043,-0.7964387536048889,0.18364445865154266,0.5647080540657043,-0.8045989871025085,0.15067318081855774,0.5647080540657043,-0.8114199638366699,0.11745111644268036,0.5647080540657043,-0.8168904781341553,0.08403356373310089,0.5647080540657043,-0.8210012912750244,0.05047615244984627,0.5647080540657043,-0.8237456679344177,0.016834722831845284,0.5647080540657043,-0.8251190185546875,-0.016834722831845284,0.5647080540657043,-0.8251190185546875,-0.05047615244984627,0.5647080540657043,-0.8237456679344177,-0.08403356373310089,0.5647080540657043,-0.8210012912750244,-0.11745111644268036,0.5647080540657043,-0.8168904781341553,-0.15067318081855774,0.5647080540657043,-0.8114199638366699,-0.18364445865154266,0.5647080540657043,-0.8045989871025085,-0.21631008386611938,0.5647080540657043,-0.7964387536048889,-0.24861568212509155,0.5647080540657043,-0.7869529724121094,-0.28050747513771057,0.5647080540657043,-0.7761574387550354,-0.31193241477012634,0.5647080540657043,-0.7640699744224548,-0.3428381681442261,0.5647080540657043,-0.7507108449935913,-0.3731732666492462,0.5647080540657043,-0.7361022233963013,-0.4028872847557068,0.5647080540657043,-0.7202684283256531,-0.4319307506084442,0.5647080540657043,-0.7032358050346375,-0.46025529503822327,0.5647080540657043,-0.6850327253341675,-0.4878137707710266,0.5647080540657043,-0.6656894683837891,-0.514560341835022,0.5647080540657043,-0.6452382802963257,-0.5404505133628845,0.5647080540657043,-0.6237131357192993,-0.5654411315917969,0.5647080540657043,-0.60114985704422,-0.5894905924797058,0.5647080540657043,-0.5775860548019409,-0.6125589609146118,0.5647080540657043,-0.5530608892440796,-0.63460773229599,0.5647080540657043,-0.5276151895523071,-0.6556003093719482,0.5647080540657043,-0.5012913942337036,-0.6755016446113586,0.5647080540657043,-0.4741331934928894,-0.6942787170410156,0.5647080540657043,-0.4461858570575714,-0.7119002342224121,0.5647080540657043,-0.41749587655067444,-0.7283368706703186,0.5647080540657043,-0.38811105489730835,-0.7435612678527832,0.5647080540657043,-0.3580802381038666,-0.7575480341911316,0.5647080540657043,-0.3274534046649933,-0.7702739834785461,0.5647080540657043,-0.2962816059589386,-0.781717836856842,0.5647080540657043,-0.26461663842201233,-0.7918606400489807,0.5647080540657043,-0.2325112670660019,-0.800685465335846,0.5647080540657043,-0.20001889765262604,-0.808177649974823,0.5647080540657043,-0.16719360649585724,-0.814324676990509,0.5647080540657043,-0.13409005105495453,-0.8191162943840027,0.5647080540657043,-0.10076330602169037,-0.8225446343421936,0.5647080540657043,-0.06726885586977005,-0.8246039152145386,0.5647080540657043,-0.03366244211792946,-0.8252907395362854,0.5647080540657043,-2.0213792776623636e-16,-0.8630688786506653,0.5050862431526184,0.0,-0.8623506426811218,0.5050862431526184,0.03520336002111435,-0.8601970672607422,0.5050862431526184,0.07034812867641449,-0.8566118478775024,0.5050862431526184,0.10537580400705338,-0.8516008257865906,0.5050862431526184,0.14022809267044067,-0.8451724052429199,0.5050862431526184,0.17484699189662933,-0.83733731508255,0.5050862431526184,0.20917487144470215,-0.8281084895133972,0.5050862431526184,0.2431546002626419,-0.817501425743103,0.5050862431526184,0.27672961354255676,-0.8055337071418762,0.5050862431526184,0.309844046831131,-0.7922252416610718,0.5050862431526184,0.3424427807331085,-0.7775982022285461,0.5050862431526184,0.3744715452194214,-0.7616769075393677,0.5050862431526184,0.4058770537376404,-0.7444878816604614,0.5050862431526184,0.4366070032119751,-0.7260597348213196,0.5050862431526184,0.46661025285720825,-0.7064231634140015,0.5050862431526184,0.49583688378334045,-0.6856107711791992,0.5050862431526184,0.5242382884025574,-0.6636572480201721,0.5050862431526184,0.551767110824585,-0.6405991911888123,0.5050862431526184,0.5783775448799133,-0.6164748668670654,0.5050862431526184,0.6040253639221191,-0.591324508190155,0.5050862431526184,0.6286678314208984,-0.5651898980140686,0.5050862431526184,0.6522639393806458,-0.5381146669387817,0.5050862431526184,0.6747744083404541,-0.5101436972618103,0.5050862431526184,0.6961618065834045,-0.4813237190246582,0.5050862431526184,0.7163904905319214,-0.45170262455940247,0.5050862431526184,0.7354268431663513,-0.42132967710494995,0.5050862431526184,0.753239095211029,-0.39025551080703735,0.5050862431526184,0.769797682762146,-0.35853177309036255,0.5050862431526184,0.7850750684738159,-0.3262113034725189,0.5050862431526184,0.799045741558075,-0.29334786534309387,0.5050862431526184,0.8116864562034607,-0.2599962055683136,0.5050862431526184,0.8229762315750122,-0.2262118011713028,0.5050862431526184,0.8328962326049805,-0.19205088913440704,0.5050862431526184,0.8414299488067627,-0.15757033228874207,0.5050862431526184,0.8485631942749023,-0.12282750755548477,0.5050862431526184,0.8542840480804443,-0.08788024634122849,0.5050862431526184,0.8585830926895142,-0.052786726504564285,0.5050862431526184,0.861453115940094,-0.017605341970920563,0.5050862431526184,0.862889289855957,0.017605341970920563,0.5050862431526184,0.862889289855957,0.052786726504564285,0.5050862431526184,0.861453115940094,0.08788024634122849,0.5050862431526184,0.8585830926895142,0.12282750755548477,0.5050862431526184,0.8542840480804443,0.15757033228874207,0.5050862431526184,0.8485631942749023,0.19205088913440704,0.5050862431526184,0.8414299488067627,0.2262118011713028,0.5050862431526184,0.8328962326049805,0.2599962055683136,0.5050862431526184,0.8229762315750122,0.29334786534309387,0.5050862431526184,0.8116864562034607,0.3262113034725189,0.5050862431526184,0.799045741558075,0.35853177309036255,0.5050862431526184,0.7850750684738159,0.39025551080703735,0.5050862431526184,0.769797682762146,0.42132967710494995,0.5050862431526184,0.753239095211029,0.45170262455940247,0.5050862431526184,0.7354268431663513,0.4813237190246582,0.5050862431526184,0.7163904905319214,0.5101436972618103,0.5050862431526184,0.6961618065834045,0.5381146669387817,0.5050862431526184,0.6747744083404541,0.5651898980140686,0.5050862431526184,0.6522639393806458,0.591324508190155,0.5050862431526184,0.6286678314208984,0.6164748668670654,0.5050862431526184,0.6040253639221191,0.6405991911888123,0.5050862431526184,0.5783775448799133,0.6636572480201721,0.5050862431526184,0.551767110824585,0.6856107711791992,0.5050862431526184,0.5242382884025574,0.7064231634140015,0.5050862431526184,0.49583688378334045,0.7260597348213196,0.5050862431526184,0.46661025285720825,0.7444878816604614,0.5050862431526184,0.4366070032119751,0.7616769075393677,0.5050862431526184,0.4058770537376404,0.7775982022285461,0.5050862431526184,0.3744715452194214,0.7922252416610718,0.5050862431526184,0.3424427807331085,0.8055337071418762,0.5050862431526184,0.309844046831131,0.817501425743103,0.5050862431526184,0.27672961354255676,0.8281084895133972,0.5050862431526184,0.2431546002626419,0.83733731508255,0.5050862431526184,0.20917487144470215,0.8451724052429199,0.5050862431526184,0.17484699189662933,0.8516008257865906,0.5050862431526184,0.14022809267044067,0.8566118478775024,0.5050862431526184,0.10537580400705338,0.8601970672607422,0.5050862431526184,0.07034812867641449,0.8623506426811218,0.5050862431526184,0.03520336002111435,0.8630688786506653,0.5050862431526184,1.0569545122357627e-16,0.8623506426811218,0.5050862431526184,-0.03520336002111435,0.8601970672607422,0.5050862431526184,-0.07034812867641449,0.8566118478775024,0.5050862431526184,-0.10537580400705338,0.8516008257865906,0.5050862431526184,-0.14022809267044067,0.8451724052429199,0.5050862431526184,-0.17484699189662933,0.83733731508255,0.5050862431526184,-0.20917487144470215,0.8281084895133972,0.5050862431526184,-0.2431546002626419,0.817501425743103,0.5050862431526184,-0.27672961354255676,0.8055337071418762,0.5050862431526184,-0.309844046831131,0.7922252416610718,0.5050862431526184,-0.3424427807331085,0.7775982022285461,0.5050862431526184,-0.3744715452194214,0.7616769075393677,0.5050862431526184,-0.4058770537376404,0.7444878816604614,0.5050862431526184,-0.4366070032119751,0.7260597348213196,0.5050862431526184,-0.46661025285720825,0.7064231634140015,0.5050862431526184,-0.49583688378334045,0.6856107711791992,0.5050862431526184,-0.5242382884025574,0.6636572480201721,0.5050862431526184,-0.551767110824585,0.6405991911888123,0.5050862431526184,-0.5783775448799133,0.6164748668670654,0.5050862431526184,-0.6040253639221191,0.591324508190155,0.5050862431526184,-0.6286678314208984,0.5651898980140686,0.5050862431526184,-0.6522639393806458,0.5381146669387817,0.5050862431526184,-0.6747744083404541,0.5101436972618103,0.5050862431526184,-0.6961618065834045,0.4813237190246582,0.5050862431526184,-0.7163904905319214,0.45170262455940247,0.5050862431526184,-0.7354268431663513,0.42132967710494995,0.5050862431526184,-0.753239095211029,0.39025551080703735,0.5050862431526184,-0.769797682762146,0.35853177309036255,0.5050862431526184,-0.7850750684738159,0.3262113034725189,0.5050862431526184,-0.799045741558075,0.29334786534309387,0.5050862431526184,-0.8116864562034607,0.2599962055683136,0.5050862431526184,-0.8229762315750122,0.2262118011713028,0.5050862431526184,-0.8328962326049805,0.19205088913440704,0.5050862431526184,-0.8414299488067627,0.15757033228874207,0.5050862431526184,-0.8485631942749023,0.12282750755548477,0.5050862431526184,-0.8542840480804443,0.08788024634122849,0.5050862431526184,-0.8585830926895142,0.052786726504564285,0.5050862431526184,-0.861453115940094,0.017605341970920563,0.5050862431526184,-0.862889289855957,-0.017605341970920563,0.5050862431526184,-0.862889289855957,-0.052786726504564285,0.5050862431526184,-0.861453115940094,-0.08788024634122849,0.5050862431526184,-0.8585830926895142,-0.12282750755548477,0.5050862431526184,-0.8542840480804443,-0.15757033228874207,0.5050862431526184,-0.8485631942749023,-0.19205088913440704,0.5050862431526184,-0.8414299488067627,-0.2262118011713028,0.5050862431526184,-0.8328962326049805,-0.2599962055683136,0.5050862431526184,-0.8229762315750122,-0.29334786534309387,0.5050862431526184,-0.8116864562034607,-0.3262113034725189,0.5050862431526184,-0.799045741558075,-0.35853177309036255,0.5050862431526184,-0.7850750684738159,-0.39025551080703735,0.5050862431526184,-0.769797682762146,-0.42132967710494995,0.5050862431526184,-0.753239095211029,-0.45170262455940247,0.5050862431526184,-0.7354268431663513,-0.4813237190246582,0.5050862431526184,-0.7163904905319214,-0.5101436972618103,0.5050862431526184,-0.6961618065834045,-0.5381146669387817,0.5050862431526184,-0.6747744083404541,-0.5651898980140686,0.5050862431526184,-0.6522639393806458,-0.591324508190155,0.5050862431526184,-0.6286678314208984,-0.6164748668670654,0.5050862431526184,-0.6040253639221191,-0.6405991911888123,0.5050862431526184,-0.5783775448799133,-0.6636572480201721,0.5050862431526184,-0.551767110824585,-0.6856107711791992,0.5050862431526184,-0.5242382884025574,-0.7064231634140015,0.5050862431526184,-0.49583688378334045,-0.7260597348213196,0.5050862431526184,-0.46661025285720825,-0.7444878816604614,0.5050862431526184,-0.4366070032119751,-0.7616769075393677,0.5050862431526184,-0.4058770537376404,-0.7775982022285461,0.5050862431526184,-0.3744715452194214,-0.7922252416610718,0.5050862431526184,-0.3424427807331085,-0.8055337071418762,0.5050862431526184,-0.309844046831131,-0.817501425743103,0.5050862431526184,-0.27672961354255676,-0.8281084895133972,0.5050862431526184,-0.2431546002626419,-0.83733731508255,0.5050862431526184,-0.20917487144470215,-0.8451724052429199,0.5050862431526184,-0.17484699189662933,-0.8516008257865906,0.5050862431526184,-0.14022809267044067,-0.8566118478775024,0.5050862431526184,-0.10537580400705338,-0.8601970672607422,0.5050862431526184,-0.07034812867641449,-0.8623506426811218,0.5050862431526184,-0.03520336002111435,-0.8630688786506653,0.5050862431526184,-2.1139090244715254e-16,-0.896547257900238,0.4429481327533722,0.0,-0.8958011269569397,0.4429481327533722,0.03656889498233795,-0.8935640454292297,0.4429481327533722,0.07307692617177963,-0.8898397088050842,0.4429481327533722,0.10946332663297653,-0.8846343755722046,0.4429481327533722,0.14566753804683685,-0.8779565691947937,0.4429481327533722,0.18162928521633148,-0.8698175549507141,0.4429481327533722,0.21728874742984772,-0.8602308034896851,0.4429481327533722,0.2525865435600281,-0.8492122292518616,0.4429481327533722,0.2874639332294464,-0.836780309677124,0.4429481327533722,0.3218628764152527,-0.8229556083679199,0.4429481327533722,0.35572612285614014,-0.8077611327171326,0.4429481327533722,0.38899725675582886,-0.7912222743034363,0.4429481327533722,0.4216209948062897,-0.7733665108680725,0.4429481327533722,0.45354294776916504,-0.7542235255241394,0.4429481327533722,0.48471003770828247,-0.7338252067565918,0.4429481327533722,0.515070378780365,-0.7122055292129517,0.4429481327533722,0.5445734262466431,-0.6894004940986633,0.4429481327533722,0.5731700658798218,-0.6654479503631592,0.4429481327533722,0.6008127927780151,-0.6403878927230835,0.4429481327533722,0.627455472946167,-0.6142619252204895,0.4429481327533722,0.6530538201332092,-0.5871135592460632,0.4429481327533722,0.6775652170181274,-0.5589880347251892,0.4429481327533722,0.7009488344192505,-0.5299321413040161,0.4429481327533722,0.7231658697128296,-0.4999942481517792,0.4429481327533722,0.7441792488098145,-0.46922412514686584,0.4429481327533722,0.7639539837837219,-0.43767303228378296,0.4429481327533722,0.7824572324752808,-0.40539348125457764,0.4429481327533722,0.7996581196784973,-0.3724391758441925,0.4429481327533722,0.8155280351638794,-0.3388650119304657,0.4429481327533722,0.8300406336784363,-0.30472680926322937,0.4429481327533722,0.8431717157363892,-0.27008143067359924,0.4429481327533722,0.8548994064331055,-0.2349865436553955,0.4429481327533722,0.8652042150497437,-0.19950053095817566,0.4429481327533722,0.8740689158439636,-0.1636824756860733,0.4429481327533722,0.8814789056777954,-0.12759198248386383,0.4429481327533722,0.8874216675758362,-0.09128911793231964,0.4429481327533722,0.8918874859809875,-0.05483431741595268,0.4429481327533722,0.894868791103363,-0.018288252875208855,0.4429481327533722,0.8963606953620911,0.018288252875208855,0.4429481327533722,0.8963606953620911,0.05483431741595268,0.4429481327533722,0.894868791103363,0.09128911793231964,0.4429481327533722,0.8918874859809875,0.12759198248386383,0.4429481327533722,0.8874216675758362,0.1636824756860733,0.4429481327533722,0.8814789056777954,0.19950053095817566,0.4429481327533722,0.8740689158439636,0.2349865436553955,0.4429481327533722,0.8652042150497437,0.27008143067359924,0.4429481327533722,0.8548994064331055,0.30472680926322937,0.4429481327533722,0.8431717157363892,0.3388650119304657,0.4429481327533722,0.8300406336784363,0.3724391758441925,0.4429481327533722,0.8155280351638794,0.40539348125457764,0.4429481327533722,0.7996581196784973,0.43767303228378296,0.4429481327533722,0.7824572324752808,0.46922412514686584,0.4429481327533722,0.7639539837837219,0.4999942481517792,0.4429481327533722,0.7441792488098145,0.5299321413040161,0.4429481327533722,0.7231658697128296,0.5589880347251892,0.4429481327533722,0.7009488344192505,0.5871135592460632,0.4429481327533722,0.6775652170181274,0.6142619252204895,0.4429481327533722,0.6530538201332092,0.6403878927230835,0.4429481327533722,0.627455472946167,0.6654479503631592,0.4429481327533722,0.6008127927780151,0.6894004940986633,0.4429481327533722,0.5731700658798218,0.7122055292129517,0.4429481327533722,0.5445734262466431,0.7338252067565918,0.4429481327533722,0.515070378780365,0.7542235255241394,0.4429481327533722,0.48471003770828247,0.7733665108680725,0.4429481327533722,0.45354294776916504,0.7912222743034363,0.4429481327533722,0.4216209948062897,0.8077611327171326,0.4429481327533722,0.38899725675582886,0.8229556083679199,0.4429481327533722,0.35572612285614014,0.836780309677124,0.4429481327533722,0.3218628764152527,0.8492122292518616,0.4429481327533722,0.2874639332294464,0.8602308034896851,0.4429481327533722,0.2525865435600281,0.8698175549507141,0.4429481327533722,0.21728874742984772,0.8779565691947937,0.4429481327533722,0.18162928521633148,0.8846343755722046,0.4429481327533722,0.14566753804683685,0.8898397088050842,0.4429481327533722,0.10946332663297653,0.8935640454292297,0.4429481327533722,0.07307692617177963,0.8958011269569397,0.4429481327533722,0.03656889498233795,0.896547257900238,0.4429481327533722,1.097953686209729e-16,0.8958011269569397,0.4429481327533722,-0.03656889498233795,0.8935640454292297,0.4429481327533722,-0.07307692617177963,0.8898397088050842,0.4429481327533722,-0.10946332663297653,0.8846343755722046,0.4429481327533722,-0.14566753804683685,0.8779565691947937,0.4429481327533722,-0.18162928521633148,0.8698175549507141,0.4429481327533722,-0.21728874742984772,0.8602308034896851,0.4429481327533722,-0.2525865435600281,0.8492122292518616,0.4429481327533722,-0.2874639332294464,0.836780309677124,0.4429481327533722,-0.3218628764152527,0.8229556083679199,0.4429481327533722,-0.35572612285614014,0.8077611327171326,0.4429481327533722,-0.38899725675582886,0.7912222743034363,0.4429481327533722,-0.4216209948062897,0.7733665108680725,0.4429481327533722,-0.45354294776916504,0.7542235255241394,0.4429481327533722,-0.48471003770828247,0.7338252067565918,0.4429481327533722,-0.515070378780365,0.7122055292129517,0.4429481327533722,-0.5445734262466431,0.6894004940986633,0.4429481327533722,-0.5731700658798218,0.6654479503631592,0.4429481327533722,-0.6008127927780151,0.6403878927230835,0.4429481327533722,-0.627455472946167,0.6142619252204895,0.4429481327533722,-0.6530538201332092,0.5871135592460632,0.4429481327533722,-0.6775652170181274,0.5589880347251892,0.4429481327533722,-0.7009488344192505,0.5299321413040161,0.4429481327533722,-0.7231658697128296,0.4999942481517792,0.4429481327533722,-0.7441792488098145,0.46922412514686584,0.4429481327533722,-0.7639539837837219,0.43767303228378296,0.4429481327533722,-0.7824572324752808,0.40539348125457764,0.4429481327533722,-0.7996581196784973,0.3724391758441925,0.4429481327533722,-0.8155280351638794,0.3388650119304657,0.4429481327533722,-0.8300406336784363,0.30472680926322937,0.4429481327533722,-0.8431717157363892,0.27008143067359924,0.4429481327533722,-0.8548994064331055,0.2349865436553955,0.4429481327533722,-0.8652042150497437,0.19950053095817566,0.4429481327533722,-0.8740689158439636,0.1636824756860733,0.4429481327533722,-0.8814789056777954,0.12759198248386383,0.4429481327533722,-0.8874216675758362,0.09128911793231964,0.4429481327533722,-0.8918874859809875,0.05483431741595268,0.4429481327533722,-0.894868791103363,0.018288252875208855,0.4429481327533722,-0.8963606953620911,-0.018288252875208855,0.4429481327533722,-0.8963606953620911,-0.05483431741595268,0.4429481327533722,-0.894868791103363,-0.09128911793231964,0.4429481327533722,-0.8918874859809875,-0.12759198248386383,0.4429481327533722,-0.8874216675758362,-0.1636824756860733,0.4429481327533722,-0.8814789056777954,-0.19950053095817566,0.4429481327533722,-0.8740689158439636,-0.2349865436553955,0.4429481327533722,-0.8652042150497437,-0.27008143067359924,0.4429481327533722,-0.8548994064331055,-0.30472680926322937,0.4429481327533722,-0.8431717157363892,-0.3388650119304657,0.4429481327533722,-0.8300406336784363,-0.3724391758441925,0.4429481327533722,-0.8155280351638794,-0.40539348125457764,0.4429481327533722,-0.7996581196784973,-0.43767303228378296,0.4429481327533722,-0.7824572324752808,-0.46922412514686584,0.4429481327533722,-0.7639539837837219,-0.4999942481517792,0.4429481327533722,-0.7441792488098145,-0.5299321413040161,0.4429481327533722,-0.7231658697128296,-0.5589880347251892,0.4429481327533722,-0.7009488344192505,-0.5871135592460632,0.4429481327533722,-0.6775652170181274,-0.6142619252204895,0.4429481327533722,-0.6530538201332092,-0.6403878927230835,0.4429481327533722,-0.627455472946167,-0.6654479503631592,0.4429481327533722,-0.6008127927780151,-0.6894004940986633,0.4429481327533722,-0.5731700658798218,-0.7122055292129517,0.4429481327533722,-0.5445734262466431,-0.7338252067565918,0.4429481327533722,-0.515070378780365,-0.7542235255241394,0.4429481327533722,-0.48471003770828247,-0.7733665108680725,0.4429481327533722,-0.45354294776916504,-0.7912222743034363,0.4429481327533722,-0.4216209948062897,-0.8077611327171326,0.4429481327533722,-0.38899725675582886,-0.8229556083679199,0.4429481327533722,-0.35572612285614014,-0.836780309677124,0.4429481327533722,-0.3218628764152527,-0.8492122292518616,0.4429481327533722,-0.2874639332294464,-0.8602308034896851,0.4429481327533722,-0.2525865435600281,-0.8698175549507141,0.4429481327533722,-0.21728874742984772,-0.8779565691947937,0.4429481327533722,-0.18162928521633148,-0.8846343755722046,0.4429481327533722,-0.14566753804683685,-0.8898397088050842,0.4429481327533722,-0.10946332663297653,-0.8935640454292297,0.4429481327533722,-0.07307692617177963,-0.8958011269569397,0.4429481327533722,-0.03656889498233795,-0.896547257900238,0.4429481327533722,-2.195907372419458e-16,-0.9255590438842773,0.3786032497882843,0.0,-0.9247888326644897,0.3786032497882843,0.037752244621515274,-0.9224793314933777,0.3786032497882843,0.07544165849685669,-0.9186344742774963,0.3786032497882843,0.11300550401210785,-0.9132606983184814,0.3786032497882843,0.15038126707077026,-0.9063668251037598,0.3786032497882843,0.18750672042369843,-0.8979644179344177,0.3786032497882843,0.22432009875774384,-0.8880674242973328,0.3786032497882843,0.2607601284980774,-0.8766923546791077,0.3786032497882843,0.29676613211631775,-0.8638581037521362,0.3786032497882843,0.33227819204330444,-0.849586009979248,0.3786032497882843,0.36723724007606506,-0.8338999152183533,0.3786032497882843,0.40158504247665405,-0.8168258666992188,0.3786032497882843,0.4352644383907318,-0.7983922362327576,0.3786032497882843,0.4682193696498871,-0.7786298394203186,0.3786032497882843,0.5003949999809265,-0.7575714588165283,0.3786032497882843,0.5317378044128418,-0.7352521419525146,0.3786032497882843,0.5621955394744873,-0.7117091417312622,0.3786032497882843,0.5917176008224487,-0.6869814991950989,0.3786032497882843,0.6202547550201416,-0.661110520362854,0.3786032497882843,0.6477596163749695,-0.6341391205787659,0.3786032497882843,0.6741862893104553,-0.6061123013496399,0.3786032497882843,0.6994908452033997,-0.5770766139030457,0.3786032497882843,0.7236312031745911,-0.5470805168151855,0.3786032497882843,0.7465671300888062,-0.516173779964447,0.3786032497882843,0.7682604789733887,-0.4844079911708832,0.3786032497882843,0.7886751294136047,-0.45183590054512024,0.3786032497882843,0.8077771067619324,-0.4185118079185486,0.3786032497882843,0.8255346417427063,-0.3844911456108093,0.3786032497882843,0.8419181108474731,-0.3498305082321167,0.3786032497882843,0.8569003343582153,-0.31458762288093567,0.3786032497882843,0.870456337928772,-0.2788211405277252,0.3786032497882843,0.8825635313987732,-0.24259059131145477,0.3786032497882843,0.8932017683982849,-0.20595626533031464,0.3786032497882843,0.9023533463478088,-0.16897915303707123,0.3786032497882843,0.9100030660629272,-0.13172079622745514,0.3786032497882843,0.916138231754303,-0.09424319118261337,0.3786032497882843,0.9207485318183899,-0.05660872906446457,0.3786032497882843,0.923826277256012,-0.018880050629377365,0.3786032497882843,0.9253664612770081,0.018880050629377365,0.3786032497882843,0.9253664612770081,0.05660872906446457,0.3786032497882843,0.923826277256012,0.09424319118261337,0.3786032497882843,0.9207485318183899,0.13172079622745514,0.3786032497882843,0.916138231754303,0.16897915303707123,0.3786032497882843,0.9100030660629272,0.20595626533031464,0.3786032497882843,0.9023533463478088,0.24259059131145477,0.3786032497882843,0.8932017683982849,0.2788211405277252,0.3786032497882843,0.8825635313987732,0.31458762288093567,0.3786032497882843,0.870456337928772,0.3498305082321167,0.3786032497882843,0.8569003343582153,0.3844911456108093,0.3786032497882843,0.8419181108474731,0.4185118079185486,0.3786032497882843,0.8255346417427063,0.45183590054512024,0.3786032497882843,0.8077771067619324,0.4844079911708832,0.3786032497882843,0.7886751294136047,0.516173779964447,0.3786032497882843,0.7682604789733887,0.5470805168151855,0.3786032497882843,0.7465671300888062,0.5770766139030457,0.3786032497882843,0.7236312031745911,0.6061123013496399,0.3786032497882843,0.6994908452033997,0.6341391205787659,0.3786032497882843,0.6741862893104553,0.661110520362854,0.3786032497882843,0.6477596163749695,0.6869814991950989,0.3786032497882843,0.6202547550201416,0.7117091417312622,0.3786032497882843,0.5917176008224487,0.7352521419525146,0.3786032497882843,0.5621955394744873,0.7575714588165283,0.3786032497882843,0.5317378044128418,0.7786298394203186,0.3786032497882843,0.5003949999809265,0.7983922362327576,0.3786032497882843,0.4682193696498871,0.8168258666992188,0.3786032497882843,0.4352644383907318,0.8338999152183533,0.3786032497882843,0.40158504247665405,0.849586009979248,0.3786032497882843,0.36723724007606506,0.8638581037521362,0.3786032497882843,0.33227819204330444,0.8766923546791077,0.3786032497882843,0.29676613211631775,0.8880674242973328,0.3786032497882843,0.2607601284980774,0.8979644179344177,0.3786032497882843,0.22432009875774384,0.9063668251037598,0.3786032497882843,0.18750672042369843,0.9132606983184814,0.3786032497882843,0.15038126707077026,0.9186344742774963,0.3786032497882843,0.11300550401210785,0.9224793314933777,0.3786032497882843,0.07544165849685669,0.9247888326644897,0.3786032497882843,0.037752244621515274,0.9255590438842773,0.3786032497882843,1.1334829464034537e-16,0.9247888326644897,0.3786032497882843,-0.037752244621515274,0.9224793314933777,0.3786032497882843,-0.07544165849685669,0.9186344742774963,0.3786032497882843,-0.11300550401210785,0.9132606983184814,0.3786032497882843,-0.15038126707077026,0.9063668251037598,0.3786032497882843,-0.18750672042369843,0.8979644179344177,0.3786032497882843,-0.22432009875774384,0.8880674242973328,0.3786032497882843,-0.2607601284980774,0.8766923546791077,0.3786032497882843,-0.29676613211631775,0.8638581037521362,0.3786032497882843,-0.33227819204330444,0.849586009979248,0.3786032497882843,-0.36723724007606506,0.8338999152183533,0.3786032497882843,-0.40158504247665405,0.8168258666992188,0.3786032497882843,-0.4352644383907318,0.7983922362327576,0.3786032497882843,-0.4682193696498871,0.7786298394203186,0.3786032497882843,-0.5003949999809265,0.7575714588165283,0.3786032497882843,-0.5317378044128418,0.7352521419525146,0.3786032497882843,-0.5621955394744873,0.7117091417312622,0.3786032497882843,-0.5917176008224487,0.6869814991950989,0.3786032497882843,-0.6202547550201416,0.661110520362854,0.3786032497882843,-0.6477596163749695,0.6341391205787659,0.3786032497882843,-0.6741862893104553,0.6061123013496399,0.3786032497882843,-0.6994908452033997,0.5770766139030457,0.3786032497882843,-0.7236312031745911,0.5470805168151855,0.3786032497882843,-0.7465671300888062,0.516173779964447,0.3786032497882843,-0.7682604789733887,0.4844079911708832,0.3786032497882843,-0.7886751294136047,0.45183590054512024,0.3786032497882843,-0.8077771067619324,0.4185118079185486,0.3786032497882843,-0.8255346417427063,0.3844911456108093,0.3786032497882843,-0.8419181108474731,0.3498305082321167,0.3786032497882843,-0.8569003343582153,0.31458762288093567,0.3786032497882843,-0.870456337928772,0.2788211405277252,0.3786032497882843,-0.8825635313987732,0.24259059131145477,0.3786032497882843,-0.8932017683982849,0.20595626533031464,0.3786032497882843,-0.9023533463478088,0.16897915303707123,0.3786032497882843,-0.9100030660629272,0.13172079622745514,0.3786032497882843,-0.916138231754303,0.09424319118261337,0.3786032497882843,-0.9207485318183899,0.05660872906446457,0.3786032497882843,-0.923826277256012,0.018880050629377365,0.3786032497882843,-0.9253664612770081,-0.018880050629377365,0.3786032497882843,-0.9253664612770081,-0.05660872906446457,0.3786032497882843,-0.923826277256012,-0.09424319118261337,0.3786032497882843,-0.9207485318183899,-0.13172079622745514,0.3786032497882843,-0.916138231754303,-0.16897915303707123,0.3786032497882843,-0.9100030660629272,-0.20595626533031464,0.3786032497882843,-0.9023533463478088,-0.24259059131145477,0.3786032497882843,-0.8932017683982849,-0.2788211405277252,0.3786032497882843,-0.8825635313987732,-0.31458762288093567,0.3786032497882843,-0.870456337928772,-0.3498305082321167,0.3786032497882843,-0.8569003343582153,-0.3844911456108093,0.3786032497882843,-0.8419181108474731,-0.4185118079185486,0.3786032497882843,-0.8255346417427063,-0.45183590054512024,0.3786032497882843,-0.8077771067619324,-0.4844079911708832,0.3786032497882843,-0.7886751294136047,-0.516173779964447,0.3786032497882843,-0.7682604789733887,-0.5470805168151855,0.3786032497882843,-0.7465671300888062,-0.5770766139030457,0.3786032497882843,-0.7236312031745911,-0.6061123013496399,0.3786032497882843,-0.6994908452033997,-0.6341391205787659,0.3786032497882843,-0.6741862893104553,-0.661110520362854,0.3786032497882843,-0.6477596163749695,-0.6869814991950989,0.3786032497882843,-0.6202547550201416,-0.7117091417312622,0.3786032497882843,-0.5917176008224487,-0.7352521419525146,0.3786032497882843,-0.5621955394744873,-0.7575714588165283,0.3786032497882843,-0.5317378044128418,-0.7786298394203186,0.3786032497882843,-0.5003949999809265,-0.7983922362327576,0.3786032497882843,-0.4682193696498871,-0.8168258666992188,0.3786032497882843,-0.4352644383907318,-0.8338999152183533,0.3786032497882843,-0.40158504247665405,-0.849586009979248,0.3786032497882843,-0.36723724007606506,-0.8638581037521362,0.3786032497882843,-0.33227819204330444,-0.8766923546791077,0.3786032497882843,-0.29676613211631775,-0.8880674242973328,0.3786032497882843,-0.2607601284980774,-0.8979644179344177,0.3786032497882843,-0.22432009875774384,-0.9063668251037598,0.3786032497882843,-0.18750672042369843,-0.9132606983184814,0.3786032497882843,-0.15038126707077026,-0.9186344742774963,0.3786032497882843,-0.11300550401210785,-0.9224793314933777,0.3786032497882843,-0.07544165849685669,-0.9247888326644897,0.3786032497882843,-0.037752244621515274,-0.9255590438842773,0.3786032497882843,-2.2669658928069073e-16,-0.9499598145484924,0.3123721778392792,0.0,-0.9491692185401917,0.3123721778392792,0.03874751552939415,-0.9467988610267639,0.3123721778392792,0.07743054628372192,-0.9428526759147644,0.3123721778392792,0.11598469316959381,-0.9373371601104736,0.3123721778392792,0.1543457955121994,-0.9302616119384766,0.3123721778392792,0.19245001673698425,-0.9216376543045044,0.3123721778392792,0.23023390769958496,-0.9114797711372375,0.3123721778392792,0.2676346004009247,-0.8998047709465027,0.3123721778392792,0.3045898377895355,-0.8866322040557861,0.3123721778392792,0.34103813767433167,-0.8719838857650757,0.3123721778392792,0.3769187927246094,-0.8558841943740845,0.3123721778392792,0.4121721088886261,-0.8383600115776062,0.3123721778392792,0.44673940539360046,-0.819440484046936,0.3123721778392792,0.4805631637573242,-0.7991570234298706,0.3123721778392792,0.5135870575904846,-0.7775434851646423,0.3123721778392792,0.5457561016082764,-0.7546358108520508,0.3123721778392792,0.5770168304443359,-0.7304720878601074,0.3123721778392792,0.6073171496391296,-0.7050926089286804,0.3123721778392792,0.6366066932678223,-0.678539514541626,0.3123721778392792,0.6648366451263428,-0.6508570909500122,0.3123721778392792,0.6919600367546082,-0.6220913529396057,0.3123721778392792,0.7179316878318787,-0.5922902226448059,0.3123721778392792,0.7427085041999817,-0.5615032911300659,0.3123721778392792,0.7662490606307983,-0.5297818183898926,0.3123721778392792,0.7885143160820007,-0.4971785545349121,0.3123721778392792,0.8094671964645386,-0.4637477695941925,0.3123721778392792,0.8290727734565735,-0.429545134305954,0.3123721778392792,0.8472983837127686,-0.39462757110595703,0.3123721778392792,0.8641138076782227,-0.3590531647205353,0.3123721778392792,0.8794910311698914,-0.32288116216659546,0.3123721778392792,0.8934043645858765,-0.2861717641353607,0.3123721778392792,0.9058307409286499,-0.24898606538772583,0.3123721778392792,0.9167494773864746,-0.21138593554496765,0.3123721778392792,0.9261423349380493,-0.17343398928642273,0.3123721778392792,0.9339936971664429,-0.1351933777332306,0.3123721778392792,0.9402905702590942,-0.09672774374485016,0.3123721778392792,0.9450224041938782,-0.058101117610931396,0.3123721778392792,0.9481813311576843,-0.01937779039144516,0.3123721778392792,0.9497621655464172,0.01937779039144516,0.3123721778392792,0.9497621655464172,0.058101117610931396,0.3123721778392792,0.9481813311576843,0.09672774374485016,0.3123721778392792,0.9450224041938782,0.1351933777332306,0.3123721778392792,0.9402905702590942,0.17343398928642273,0.3123721778392792,0.9339936971664429,0.21138593554496765,0.3123721778392792,0.9261423349380493,0.24898606538772583,0.3123721778392792,0.9167494773864746,0.2861717641353607,0.3123721778392792,0.9058307409286499,0.32288116216659546,0.3123721778392792,0.8934043645858765,0.3590531647205353,0.3123721778392792,0.8794910311698914,0.39462757110595703,0.3123721778392792,0.8641138076782227,0.429545134305954,0.3123721778392792,0.8472983837127686,0.4637477695941925,0.3123721778392792,0.8290727734565735,0.4971785545349121,0.3123721778392792,0.8094671964645386,0.5297818183898926,0.3123721778392792,0.7885143160820007,0.5615032911300659,0.3123721778392792,0.7662490606307983,0.5922902226448059,0.3123721778392792,0.7427085041999817,0.6220913529396057,0.3123721778392792,0.7179316878318787,0.6508570909500122,0.3123721778392792,0.6919600367546082,0.678539514541626,0.3123721778392792,0.6648366451263428,0.7050926089286804,0.3123721778392792,0.6366066932678223,0.7304720878601074,0.3123721778392792,0.6073171496391296,0.7546358108520508,0.3123721778392792,0.5770168304443359,0.7775434851646423,0.3123721778392792,0.5457561016082764,0.7991570234298706,0.3123721778392792,0.5135870575904846,0.819440484046936,0.3123721778392792,0.4805631637573242,0.8383600115776062,0.3123721778392792,0.44673940539360046,0.8558841943740845,0.3123721778392792,0.4121721088886261,0.8719838857650757,0.3123721778392792,0.3769187927246094,0.8866322040557861,0.3123721778392792,0.34103813767433167,0.8998047709465027,0.3123721778392792,0.3045898377895355,0.9114797711372375,0.3123721778392792,0.2676346004009247,0.9216376543045044,0.3123721778392792,0.23023390769958496,0.9302616119384766,0.3123721778392792,0.19245001673698425,0.9373371601104736,0.3123721778392792,0.1543457955121994,0.9428526759147644,0.3123721778392792,0.11598469316959381,0.9467988610267639,0.3123721778392792,0.07743054628372192,0.9491692185401917,0.3123721778392792,0.03874751552939415,0.9499598145484924,0.3123721778392792,1.1633652099914013e-16,0.9491692185401917,0.3123721778392792,-0.03874751552939415,0.9467988610267639,0.3123721778392792,-0.07743054628372192,0.9428526759147644,0.3123721778392792,-0.11598469316959381,0.9373371601104736,0.3123721778392792,-0.1543457955121994,0.9302616119384766,0.3123721778392792,-0.19245001673698425,0.9216376543045044,0.3123721778392792,-0.23023390769958496,0.9114797711372375,0.3123721778392792,-0.2676346004009247,0.8998047709465027,0.3123721778392792,-0.3045898377895355,0.8866322040557861,0.3123721778392792,-0.34103813767433167,0.8719838857650757,0.3123721778392792,-0.3769187927246094,0.8558841943740845,0.3123721778392792,-0.4121721088886261,0.8383600115776062,0.3123721778392792,-0.44673940539360046,0.819440484046936,0.3123721778392792,-0.4805631637573242,0.7991570234298706,0.3123721778392792,-0.5135870575904846,0.7775434851646423,0.3123721778392792,-0.5457561016082764,0.7546358108520508,0.3123721778392792,-0.5770168304443359,0.7304720878601074,0.3123721778392792,-0.6073171496391296,0.7050926089286804,0.3123721778392792,-0.6366066932678223,0.678539514541626,0.3123721778392792,-0.6648366451263428,0.6508570909500122,0.3123721778392792,-0.6919600367546082,0.6220913529396057,0.3123721778392792,-0.7179316878318787,0.5922902226448059,0.3123721778392792,-0.7427085041999817,0.5615032911300659,0.3123721778392792,-0.7662490606307983,0.5297818183898926,0.3123721778392792,-0.7885143160820007,0.4971785545349121,0.3123721778392792,-0.8094671964645386,0.4637477695941925,0.3123721778392792,-0.8290727734565735,0.429545134305954,0.3123721778392792,-0.8472983837127686,0.39462757110595703,0.3123721778392792,-0.8641138076782227,0.3590531647205353,0.3123721778392792,-0.8794910311698914,0.32288116216659546,0.3123721778392792,-0.8934043645858765,0.2861717641353607,0.3123721778392792,-0.9058307409286499,0.24898606538772583,0.3123721778392792,-0.9167494773864746,0.21138593554496765,0.3123721778392792,-0.9261423349380493,0.17343398928642273,0.3123721778392792,-0.9339936971664429,0.1351933777332306,0.3123721778392792,-0.9402905702590942,0.09672774374485016,0.3123721778392792,-0.9450224041938782,0.058101117610931396,0.3123721778392792,-0.9481813311576843,0.01937779039144516,0.3123721778392792,-0.9497621655464172,-0.01937779039144516,0.3123721778392792,-0.9497621655464172,-0.058101117610931396,0.3123721778392792,-0.9481813311576843,-0.09672774374485016,0.3123721778392792,-0.9450224041938782,-0.1351933777332306,0.3123721778392792,-0.9402905702590942,-0.17343398928642273,0.3123721778392792,-0.9339936971664429,-0.21138593554496765,0.3123721778392792,-0.9261423349380493,-0.24898606538772583,0.3123721778392792,-0.9167494773864746,-0.2861717641353607,0.3123721778392792,-0.9058307409286499,-0.32288116216659546,0.3123721778392792,-0.8934043645858765,-0.3590531647205353,0.3123721778392792,-0.8794910311698914,-0.39462757110595703,0.3123721778392792,-0.8641138076782227,-0.429545134305954,0.3123721778392792,-0.8472983837127686,-0.4637477695941925,0.3123721778392792,-0.8290727734565735,-0.4971785545349121,0.3123721778392792,-0.8094671964645386,-0.5297818183898926,0.3123721778392792,-0.7885143160820007,-0.5615032911300659,0.3123721778392792,-0.7662490606307983,-0.5922902226448059,0.3123721778392792,-0.7427085041999817,-0.6220913529396057,0.3123721778392792,-0.7179316878318787,-0.6508570909500122,0.3123721778392792,-0.6919600367546082,-0.678539514541626,0.3123721778392792,-0.6648366451263428,-0.7050926089286804,0.3123721778392792,-0.6366066932678223,-0.7304720878601074,0.3123721778392792,-0.6073171496391296,-0.7546358108520508,0.3123721778392792,-0.5770168304443359,-0.7775434851646423,0.3123721778392792,-0.5457561016082764,-0.7991570234298706,0.3123721778392792,-0.5135870575904846,-0.819440484046936,0.3123721778392792,-0.4805631637573242,-0.8383600115776062,0.3123721778392792,-0.44673940539360046,-0.8558841943740845,0.3123721778392792,-0.4121721088886261,-0.8719838857650757,0.3123721778392792,-0.3769187927246094,-0.8866322040557861,0.3123721778392792,-0.34103813767433167,-0.8998047709465027,0.3123721778392792,-0.3045898377895355,-0.9114797711372375,0.3123721778392792,-0.2676346004009247,-0.9216376543045044,0.3123721778392792,-0.23023390769958496,-0.9302616119384766,0.3123721778392792,-0.19245001673698425,-0.9373371601104736,0.3123721778392792,-0.1543457955121994,-0.9428526759147644,0.3123721778392792,-0.11598469316959381,-0.9467988610267639,0.3123721778392792,-0.07743054628372192,-0.9491692185401917,0.3123721778392792,-0.03874751552939415,-0.9499598145484924,0.3123721778392792,-2.3267304199828026e-16,-0.969627857208252,0.24458488821983337,0.0,-0.9688209295272827,0.24458488821983337,0.039549749344587326,-0.9664015173912048,0.24458488821983337,0.07903367280960083,-0.9623736143112183,0.24458488821983337,0.11838605254888535,-0.9567439556121826,0.24458488821983337,0.1575413942337036,-0.9495218396186829,0.24458488821983337,0.19643451273441315,-0.9407193660736084,0.24458488821983337,0.23500069975852966,-0.9303511381149292,0.24458488821983337,0.27317574620246887,-0.9184344410896301,0.24458488821983337,0.310896098613739,-0.9049891233444214,0.24458488821983337,0.348099023103714,-0.8900375366210938,0.24458488821983337,0.3847225606441498,-0.8736045360565186,0.24458488821983337,0.42070576548576355,-0.8557175397872925,0.24458488821983337,0.4559887647628784,-0.8364062905311584,0.24458488821983337,0.49051278829574585,-0.8157028555870056,0.24458488821983337,0.5242204070091248,-0.7936418652534485,0.24458488821983337,0.5570555329322815,-0.7702598571777344,0.24458488821983337,0.5889634490013123,-0.7455958724021912,0.24458488821983337,0.6198911666870117,-0.7196909189224243,0.24458488821983337,0.6497870683670044,-0.6925880908966064,0.24458488821983337,0.6786015033721924,-0.6643325090408325,0.24458488821983337,0.7062864303588867,-0.6349712014198303,0.24458488821983337,0.7327958345413208,-0.6045531034469604,0.24458488821983337,0.7580856084823608,-0.5731287598609924,0.24458488821983337,0.7821136116981506,-0.5407505035400391,0.24458488821983337,0.8048398494720459,-0.5074722170829773,0.24458488821983337,0.8262264728546143,-0.47334927320480347,0.24458488821983337,0.8462379574775696,-0.4384384751319885,0.24458488821983337,0.8648409843444824,-0.40279796719551086,0.24458488821983337,0.8820045590400696,-0.366487056016922,0.24458488821983337,0.8977001309394836,-0.3295661509037018,0.24458488821983337,0.9119015336036682,-0.29209670424461365,0.24458488821983337,0.9245851635932922,-0.25414109230041504,0.24458488821983337,0.9357299208641052,-0.21576249599456787,0.24458488821983337,0.945317268371582,-0.17702478170394897,0.24458488821983337,0.9533312320709229,-0.13799244165420532,0.24458488821983337,0.959758460521698,-0.0987304076552391,0.24458488821983337,0.9645882844924927,-0.05930405110120773,0.24458488821983337,0.9678125977516174,-0.019778991118073463,0.24458488821983337,0.969426155090332,0.019778991118073463,0.24458488821983337,0.969426155090332,0.05930405110120773,0.24458488821983337,0.9678125977516174,0.0987304076552391,0.24458488821983337,0.9645882844924927,0.13799244165420532,0.24458488821983337,0.959758460521698,0.17702478170394897,0.24458488821983337,0.9533312320709229,0.21576249599456787,0.24458488821983337,0.945317268371582,0.25414109230041504,0.24458488821983337,0.9357299208641052,0.29209670424461365,0.24458488821983337,0.9245851635932922,0.3295661509037018,0.24458488821983337,0.9119015336036682,0.366487056016922,0.24458488821983337,0.8977001309394836,0.40279796719551086,0.24458488821983337,0.8820045590400696,0.4384384751319885,0.24458488821983337,0.8648409843444824,0.47334927320480347,0.24458488821983337,0.8462379574775696,0.5074722170829773,0.24458488821983337,0.8262264728546143,0.5407505035400391,0.24458488821983337,0.8048398494720459,0.5731287598609924,0.24458488821983337,0.7821136116981506,0.6045531034469604,0.24458488821983337,0.7580856084823608,0.6349712014198303,0.24458488821983337,0.7327958345413208,0.6643325090408325,0.24458488821983337,0.7062864303588867,0.6925880908966064,0.24458488821983337,0.6786015033721924,0.7196909189224243,0.24458488821983337,0.6497870683670044,0.7455958724021912,0.24458488821983337,0.6198911666870117,0.7702598571777344,0.24458488821983337,0.5889634490013123,0.7936418652534485,0.24458488821983337,0.5570555329322815,0.8157028555870056,0.24458488821983337,0.5242204070091248,0.8364062905311584,0.24458488821983337,0.49051278829574585,0.8557175397872925,0.24458488821983337,0.4559887647628784,0.8736045360565186,0.24458488821983337,0.42070576548576355,0.8900375366210938,0.24458488821983337,0.3847225606441498,0.9049891233444214,0.24458488821983337,0.348099023103714,0.9184344410896301,0.24458488821983337,0.310896098613739,0.9303511381149292,0.24458488821983337,0.27317574620246887,0.9407193660736084,0.24458488821983337,0.23500069975852966,0.9495218396186829,0.24458488821983337,0.19643451273441315,0.9567439556121826,0.24458488821983337,0.1575413942337036,0.9623736143112183,0.24458488821983337,0.11838605254888535,0.9664015173912048,0.24458488821983337,0.07903367280960083,0.9688209295272827,0.24458488821983337,0.039549749344587326,0.969627857208252,0.24458488821983337,1.1874516506377614e-16,0.9688209295272827,0.24458488821983337,-0.039549749344587326,0.9664015173912048,0.24458488821983337,-0.07903367280960083,0.9623736143112183,0.24458488821983337,-0.11838605254888535,0.9567439556121826,0.24458488821983337,-0.1575413942337036,0.9495218396186829,0.24458488821983337,-0.19643451273441315,0.9407193660736084,0.24458488821983337,-0.23500069975852966,0.9303511381149292,0.24458488821983337,-0.27317574620246887,0.9184344410896301,0.24458488821983337,-0.310896098613739,0.9049891233444214,0.24458488821983337,-0.348099023103714,0.8900375366210938,0.24458488821983337,-0.3847225606441498,0.8736045360565186,0.24458488821983337,-0.42070576548576355,0.8557175397872925,0.24458488821983337,-0.4559887647628784,0.8364062905311584,0.24458488821983337,-0.49051278829574585,0.8157028555870056,0.24458488821983337,-0.5242204070091248,0.7936418652534485,0.24458488821983337,-0.5570555329322815,0.7702598571777344,0.24458488821983337,-0.5889634490013123,0.7455958724021912,0.24458488821983337,-0.6198911666870117,0.7196909189224243,0.24458488821983337,-0.6497870683670044,0.6925880908966064,0.24458488821983337,-0.6786015033721924,0.6643325090408325,0.24458488821983337,-0.7062864303588867,0.6349712014198303,0.24458488821983337,-0.7327958345413208,0.6045531034469604,0.24458488821983337,-0.7580856084823608,0.5731287598609924,0.24458488821983337,-0.7821136116981506,0.5407505035400391,0.24458488821983337,-0.8048398494720459,0.5074722170829773,0.24458488821983337,-0.8262264728546143,0.47334927320480347,0.24458488821983337,-0.8462379574775696,0.4384384751319885,0.24458488821983337,-0.8648409843444824,0.40279796719551086,0.24458488821983337,-0.8820045590400696,0.366487056016922,0.24458488821983337,-0.8977001309394836,0.3295661509037018,0.24458488821983337,-0.9119015336036682,0.29209670424461365,0.24458488821983337,-0.9245851635932922,0.25414109230041504,0.24458488821983337,-0.9357299208641052,0.21576249599456787,0.24458488821983337,-0.945317268371582,0.17702478170394897,0.24458488821983337,-0.9533312320709229,0.13799244165420532,0.24458488821983337,-0.959758460521698,0.0987304076552391,0.24458488821983337,-0.9645882844924927,0.05930405110120773,0.24458488821983337,-0.9678125977516174,0.019778991118073463,0.24458488821983337,-0.969426155090332,-0.019778991118073463,0.24458488821983337,-0.969426155090332,-0.05930405110120773,0.24458488821983337,-0.9678125977516174,-0.0987304076552391,0.24458488821983337,-0.9645882844924927,-0.13799244165420532,0.24458488821983337,-0.959758460521698,-0.17702478170394897,0.24458488821983337,-0.9533312320709229,-0.21576249599456787,0.24458488821983337,-0.945317268371582,-0.25414109230041504,0.24458488821983337,-0.9357299208641052,-0.29209670424461365,0.24458488821983337,-0.9245851635932922,-0.3295661509037018,0.24458488821983337,-0.9119015336036682,-0.366487056016922,0.24458488821983337,-0.8977001309394836,-0.40279796719551086,0.24458488821983337,-0.8820045590400696,-0.4384384751319885,0.24458488821983337,-0.8648409843444824,-0.47334927320480347,0.24458488821983337,-0.8462379574775696,-0.5074722170829773,0.24458488821983337,-0.8262264728546143,-0.5407505035400391,0.24458488821983337,-0.8048398494720459,-0.5731287598609924,0.24458488821983337,-0.7821136116981506,-0.6045531034469604,0.24458488821983337,-0.7580856084823608,-0.6349712014198303,0.24458488821983337,-0.7327958345413208,-0.6643325090408325,0.24458488821983337,-0.7062864303588867,-0.6925880908966064,0.24458488821983337,-0.6786015033721924,-0.7196909189224243,0.24458488821983337,-0.6497870683670044,-0.7455958724021912,0.24458488821983337,-0.6198911666870117,-0.7702598571777344,0.24458488821983337,-0.5889634490013123,-0.7936418652534485,0.24458488821983337,-0.5570555329322815,-0.8157028555870056,0.24458488821983337,-0.5242204070091248,-0.8364062905311584,0.24458488821983337,-0.49051278829574585,-0.8557175397872925,0.24458488821983337,-0.4559887647628784,-0.8736045360565186,0.24458488821983337,-0.42070576548576355,-0.8900375366210938,0.24458488821983337,-0.3847225606441498,-0.9049891233444214,0.24458488821983337,-0.348099023103714,-0.9184344410896301,0.24458488821983337,-0.310896098613739,-0.9303511381149292,0.24458488821983337,-0.27317574620246887,-0.9407193660736084,0.24458488821983337,-0.23500069975852966,-0.9495218396186829,0.24458488821983337,-0.19643451273441315,-0.9567439556121826,0.24458488821983337,-0.1575413942337036,-0.9623736143112183,0.24458488821983337,-0.11838605254888535,-0.9664015173912048,0.24458488821983337,-0.07903367280960083,-0.9688209295272827,0.24458488821983337,-0.039549749344587326,-0.969627857208252,0.24458488821983337,-2.374903301275523e-16,-0.9844653010368347,0.17557910084724426,0.0,-0.983646035194397,0.17557910084724426,0.04015494883060455,-0.9811896085739136,0.17557910084724426,0.0802430659532547,-0.9771000742912292,0.17557910084724426,0.12019762396812439,-0.9713842272758484,0.17557910084724426,0.15995211899280548,-0.9640516042709351,0.17557910084724426,0.19944040477275848,-0.9551144242286682,0.17557910084724426,0.23859672248363495,-0.9445875883102417,0.17557910084724426,0.27735593914985657,-0.9324885010719299,0.17557910084724426,0.3156535029411316,-0.9188374280929565,0.17557910084724426,0.3534257113933563,-0.903657078742981,0.17557910084724426,0.3906096816062927,-0.8869726061820984,0.17557910084724426,0.42714348435401917,-0.8688119053840637,0.17557910084724426,0.4629663825035095,-0.8492051362991333,0.17557910084724426,0.49801871180534363,-0.828184962272644,0.17557910084724426,0.5322421193122864,-0.8057863116264343,0.17557910084724426,0.5655797123908997,-0.7820465564727783,0.17557910084724426,0.5979759097099304,-0.7570051550865173,0.17557910084724426,0.6293768286705017,-0.7307037711143494,0.17557910084724426,0.6597302556037903,-0.7031862139701843,0.17557910084724426,0.6889855861663818,-0.6744982600212097,0.17557910084724426,0.7170941829681396,-0.6446877121925354,0.17557910084724426,0.744009256362915,-0.6138041019439697,0.17557910084724426,0.7696859836578369,-0.5818988680839539,0.17557910084724426,0.7940816283226013,-0.5490251779556274,0.17557910084724426,0.817155659198761,-0.5152376294136047,0.17557910084724426,0.838869571685791,-0.4805925488471985,0.17557910084724426,0.8591873049736023,-0.4451475739479065,0.17557910084724426,0.8780749440193176,-0.408961683511734,0.17557910084724426,0.8955011367797852,-0.37209510803222656,0.17557910084724426,0.911436915397644,-0.3346092402935028,0.17557910084724426,0.9258556365966797,-0.2965664267539978,0.17557910084724426,0.9387333393096924,-0.2580300271511078,0.17557910084724426,0.9500486850738525,-0.2190641462802887,0.17557910084724426,0.9597827196121216,-0.17973366379737854,0.17557910084724426,0.9679192900657654,-0.1401040256023407,0.17557910084724426,0.9744448661804199,-0.10024119913578033,0.17557910084724426,0.9793485999107361,-0.060211535543203354,0.17557910084724426,0.9826222658157349,-0.020081652328372,0.17557910084724426,0.9842604994773865,0.020081652328372,0.17557910084724426,0.9842604994773865,0.060211535543203354,0.17557910084724426,0.9826222658157349,0.10024119913578033,0.17557910084724426,0.9793485999107361,0.1401040256023407,0.17557910084724426,0.9744448661804199,0.17973366379737854,0.17557910084724426,0.9679192900657654,0.2190641462802887,0.17557910084724426,0.9597827196121216,0.2580300271511078,0.17557910084724426,0.9500486850738525,0.2965664267539978,0.17557910084724426,0.9387333393096924,0.3346092402935028,0.17557910084724426,0.9258556365966797,0.37209510803222656,0.17557910084724426,0.911436915397644,0.408961683511734,0.17557910084724426,0.8955011367797852,0.4451475739479065,0.17557910084724426,0.8780749440193176,0.4805925488471985,0.17557910084724426,0.8591873049736023,0.5152376294136047,0.17557910084724426,0.838869571685791,0.5490251779556274,0.17557910084724426,0.817155659198761,0.5818988680839539,0.17557910084724426,0.7940816283226013,0.6138041019439697,0.17557910084724426,0.7696859836578369,0.6446877121925354,0.17557910084724426,0.744009256362915,0.6744982600212097,0.17557910084724426,0.7170941829681396,0.7031862139701843,0.17557910084724426,0.6889855861663818,0.7307037711143494,0.17557910084724426,0.6597302556037903,0.7570051550865173,0.17557910084724426,0.6293768286705017,0.7820465564727783,0.17557910084724426,0.5979759097099304,0.8057863116264343,0.17557910084724426,0.5655797123908997,0.828184962272644,0.17557910084724426,0.5322421193122864,0.8492051362991333,0.17557910084724426,0.49801871180534363,0.8688119053840637,0.17557910084724426,0.4629663825035095,0.8869726061820984,0.17557910084724426,0.42714348435401917,0.903657078742981,0.17557910084724426,0.3906096816062927,0.9188374280929565,0.17557910084724426,0.3534257113933563,0.9324885010719299,0.17557910084724426,0.3156535029411316,0.9445875883102417,0.17557910084724426,0.27735593914985657,0.9551144242286682,0.17557910084724426,0.23859672248363495,0.9640516042709351,0.17557910084724426,0.19944040477275848,0.9713842272758484,0.17557910084724426,0.15995211899280548,0.9771000742912292,0.17557910084724426,0.12019762396812439,0.9811896085739136,0.17557910084724426,0.0802430659532547,0.983646035194397,0.17557910084724426,0.04015494883060455,0.9844653010368347,0.17557910084724426,1.2056223602409383e-16,0.983646035194397,0.17557910084724426,-0.04015494883060455,0.9811896085739136,0.17557910084724426,-0.0802430659532547,0.9771000742912292,0.17557910084724426,-0.12019762396812439,0.9713842272758484,0.17557910084724426,-0.15995211899280548,0.9640516042709351,0.17557910084724426,-0.19944040477275848,0.9551144242286682,0.17557910084724426,-0.23859672248363495,0.9445875883102417,0.17557910084724426,-0.27735593914985657,0.9324885010719299,0.17557910084724426,-0.3156535029411316,0.9188374280929565,0.17557910084724426,-0.3534257113933563,0.903657078742981,0.17557910084724426,-0.3906096816062927,0.8869726061820984,0.17557910084724426,-0.42714348435401917,0.8688119053840637,0.17557910084724426,-0.4629663825035095,0.8492051362991333,0.17557910084724426,-0.49801871180534363,0.828184962272644,0.17557910084724426,-0.5322421193122864,0.8057863116264343,0.17557910084724426,-0.5655797123908997,0.7820465564727783,0.17557910084724426,-0.5979759097099304,0.7570051550865173,0.17557910084724426,-0.6293768286705017,0.7307037711143494,0.17557910084724426,-0.6597302556037903,0.7031862139701843,0.17557910084724426,-0.6889855861663818,0.6744982600212097,0.17557910084724426,-0.7170941829681396,0.6446877121925354,0.17557910084724426,-0.744009256362915,0.6138041019439697,0.17557910084724426,-0.7696859836578369,0.5818988680839539,0.17557910084724426,-0.7940816283226013,0.5490251779556274,0.17557910084724426,-0.817155659198761,0.5152376294136047,0.17557910084724426,-0.838869571685791,0.4805925488471985,0.17557910084724426,-0.8591873049736023,0.4451475739479065,0.17557910084724426,-0.8780749440193176,0.408961683511734,0.17557910084724426,-0.8955011367797852,0.37209510803222656,0.17557910084724426,-0.911436915397644,0.3346092402935028,0.17557910084724426,-0.9258556365966797,0.2965664267539978,0.17557910084724426,-0.9387333393096924,0.2580300271511078,0.17557910084724426,-0.9500486850738525,0.2190641462802887,0.17557910084724426,-0.9597827196121216,0.17973366379737854,0.17557910084724426,-0.9679192900657654,0.1401040256023407,0.17557910084724426,-0.9744448661804199,0.10024119913578033,0.17557910084724426,-0.9793485999107361,0.060211535543203354,0.17557910084724426,-0.9826222658157349,0.020081652328372,0.17557910084724426,-0.9842604994773865,-0.020081652328372,0.17557910084724426,-0.9842604994773865,-0.060211535543203354,0.17557910084724426,-0.9826222658157349,-0.10024119913578033,0.17557910084724426,-0.9793485999107361,-0.1401040256023407,0.17557910084724426,-0.9744448661804199,-0.17973366379737854,0.17557910084724426,-0.9679192900657654,-0.2190641462802887,0.17557910084724426,-0.9597827196121216,-0.2580300271511078,0.17557910084724426,-0.9500486850738525,-0.2965664267539978,0.17557910084724426,-0.9387333393096924,-0.3346092402935028,0.17557910084724426,-0.9258556365966797,-0.37209510803222656,0.17557910084724426,-0.911436915397644,-0.408961683511734,0.17557910084724426,-0.8955011367797852,-0.4451475739479065,0.17557910084724426,-0.8780749440193176,-0.4805925488471985,0.17557910084724426,-0.8591873049736023,-0.5152376294136047,0.17557910084724426,-0.838869571685791,-0.5490251779556274,0.17557910084724426,-0.817155659198761,-0.5818988680839539,0.17557910084724426,-0.7940816283226013,-0.6138041019439697,0.17557910084724426,-0.7696859836578369,-0.6446877121925354,0.17557910084724426,-0.744009256362915,-0.6744982600212097,0.17557910084724426,-0.7170941829681396,-0.7031862139701843,0.17557910084724426,-0.6889855861663818,-0.7307037711143494,0.17557910084724426,-0.6597302556037903,-0.7570051550865173,0.17557910084724426,-0.6293768286705017,-0.7820465564727783,0.17557910084724426,-0.5979759097099304,-0.8057863116264343,0.17557910084724426,-0.5655797123908997,-0.828184962272644,0.17557910084724426,-0.5322421193122864,-0.8492051362991333,0.17557910084724426,-0.49801871180534363,-0.8688119053840637,0.17557910084724426,-0.4629663825035095,-0.8869726061820984,0.17557910084724426,-0.42714348435401917,-0.903657078742981,0.17557910084724426,-0.3906096816062927,-0.9188374280929565,0.17557910084724426,-0.3534257113933563,-0.9324885010719299,0.17557910084724426,-0.3156535029411316,-0.9445875883102417,0.17557910084724426,-0.27735593914985657,-0.9551144242286682,0.17557910084724426,-0.23859672248363495,-0.9640516042709351,0.17557910084724426,-0.19944040477275848,-0.9713842272758484,0.17557910084724426,-0.15995211899280548,-0.9771000742912292,0.17557910084724426,-0.12019762396812439,-0.9811896085739136,0.17557910084724426,-0.0802430659532547,-0.983646035194397,0.17557910084724426,-0.04015494883060455,-0.9844653010368347,0.17557910084724426,-2.4112447204818765e-16,-0.9943982362747192,0.10569857060909271,0.0,-0.9935706853866577,0.10569857060909271,0.04056009650230408,-0.9910894632339478,0.10569857060909271,0.08105268329381943,-0.9869586229324341,0.10569857060909271,0.12141036987304688,-0.9811851382255554,0.10569857060909271,0.16156597435474396,-0.9737785458564758,0.10569857060909271,0.20145267248153687,-0.9647511839866638,0.10569857060909271,0.241004079580307,-0.9541180729866028,0.10569857060909271,0.28015434741973877,-0.9418969750404358,0.10569857060909271,0.31883832812309265,-0.9281081557273865,0.10569857060909271,0.35699164867401123,-0.9127746224403381,0.10569857060909271,0.39455077052116394,-0.8959218263626099,0.10569857060909271,0.43145322799682617,-0.8775779008865356,0.10569857060909271,0.4676375389099121,-0.8577733039855957,0.10569857060909271,0.503043532371521,-0.8365409970283508,0.10569857060909271,0.53761225938797,-0.8139163851737976,0.10569857060909271,0.5712862014770508,-0.7899370789527893,0.10569857060909271,0.6040092706680298,-0.7646430134773254,0.10569857060909271,0.635727047920227,-0.7380762696266174,0.10569857060909271,0.6663866639137268,-0.7102810740470886,0.10569857060909271,0.6959372162818909,-0.6813036799430847,0.10569857060909271,0.72432941198349,-0.6511923670768738,0.10569857060909271,0.7515160441398621,-0.6199971437454224,0.10569857060909271,0.7774518132209778,-0.5877700448036194,0.10569857060909271,0.8020936250686646,-0.5545645952224731,0.10569857060909271,0.8254004716873169,-0.52043616771698,0.10569857060909271,0.8473334312438965,-0.48544153571128845,0.10569857060909271,0.8678561449050903,-0.4496389329433441,0.10569857060909271,0.8869343996047974,-0.4130879342556,0.10569857060909271,0.9045364260673523,-0.3758494257926941,0.10569857060909271,0.9206329584121704,-0.3379853069782257,0.10569857060909271,0.9351971745491028,-0.2995586693286896,0.10569857060909271,0.9482048153877258,-0.2606334388256073,0.10569857060909271,0.9596343040466309,-0.22127442061901093,0.10569857060909271,0.9694665670394897,-0.1815471053123474,0.10569857060909271,0.977685272693634,-0.14151762425899506,0.10569857060909271,0.9842766523361206,-0.10125259310007095,0.10569857060909271,0.9892298579216003,-0.06081904470920563,0.10569857060909271,0.9925366044044495,-0.020284269005060196,0.10569857060909271,0.9941912889480591,0.020284269005060196,0.10569857060909271,0.9941912889480591,0.06081904470920563,0.10569857060909271,0.9925366044044495,0.10125259310007095,0.10569857060909271,0.9892298579216003,0.14151762425899506,0.10569857060909271,0.9842766523361206,0.1815471053123474,0.10569857060909271,0.977685272693634,0.22127442061901093,0.10569857060909271,0.9694665670394897,0.2606334388256073,0.10569857060909271,0.9596343040466309,0.2995586693286896,0.10569857060909271,0.9482048153877258,0.3379853069782257,0.10569857060909271,0.9351971745491028,0.3758494257926941,0.10569857060909271,0.9206329584121704,0.4130879342556,0.10569857060909271,0.9045364260673523,0.4496389329433441,0.10569857060909271,0.8869343996047974,0.48544153571128845,0.10569857060909271,0.8678561449050903,0.52043616771698,0.10569857060909271,0.8473334312438965,0.5545645952224731,0.10569857060909271,0.8254004716873169,0.5877700448036194,0.10569857060909271,0.8020936250686646,0.6199971437454224,0.10569857060909271,0.7774518132209778,0.6511923670768738,0.10569857060909271,0.7515160441398621,0.6813036799430847,0.10569857060909271,0.72432941198349,0.7102810740470886,0.10569857060909271,0.6959372162818909,0.7380762696266174,0.10569857060909271,0.6663866639137268,0.7646430134773254,0.10569857060909271,0.635727047920227,0.7899370789527893,0.10569857060909271,0.6040092706680298,0.8139163851737976,0.10569857060909271,0.5712862014770508,0.8365409970283508,0.10569857060909271,0.53761225938797,0.8577733039855957,0.10569857060909271,0.503043532371521,0.8775779008865356,0.10569857060909271,0.4676375389099121,0.8959218263626099,0.10569857060909271,0.43145322799682617,0.9127746224403381,0.10569857060909271,0.39455077052116394,0.9281081557273865,0.10569857060909271,0.35699164867401123,0.9418969750404358,0.10569857060909271,0.31883832812309265,0.9541180729866028,0.10569857060909271,0.28015434741973877,0.9647511839866638,0.10569857060909271,0.241004079580307,0.9737785458564758,0.10569857060909271,0.20145267248153687,0.9811851382255554,0.10569857060909271,0.16156597435474396,0.9869586229324341,0.10569857060909271,0.12141036987304688,0.9910894632339478,0.10569857060909271,0.08105268329381943,0.9935706853866577,0.10569857060909271,0.04056009650230408,0.9943982362747192,0.10569857060909271,1.217786547456898e-16,0.9935706853866577,0.10569857060909271,-0.04056009650230408,0.9910894632339478,0.10569857060909271,-0.08105268329381943,0.9869586229324341,0.10569857060909271,-0.12141036987304688,0.9811851382255554,0.10569857060909271,-0.16156597435474396,0.9737785458564758,0.10569857060909271,-0.20145267248153687,0.9647511839866638,0.10569857060909271,-0.241004079580307,0.9541180729866028,0.10569857060909271,-0.28015434741973877,0.9418969750404358,0.10569857060909271,-0.31883832812309265,0.9281081557273865,0.10569857060909271,-0.35699164867401123,0.9127746224403381,0.10569857060909271,-0.39455077052116394,0.8959218263626099,0.10569857060909271,-0.43145322799682617,0.8775779008865356,0.10569857060909271,-0.4676375389099121,0.8577733039855957,0.10569857060909271,-0.503043532371521,0.8365409970283508,0.10569857060909271,-0.53761225938797,0.8139163851737976,0.10569857060909271,-0.5712862014770508,0.7899370789527893,0.10569857060909271,-0.6040092706680298,0.7646430134773254,0.10569857060909271,-0.635727047920227,0.7380762696266174,0.10569857060909271,-0.6663866639137268,0.7102810740470886,0.10569857060909271,-0.6959372162818909,0.6813036799430847,0.10569857060909271,-0.72432941198349,0.6511923670768738,0.10569857060909271,-0.7515160441398621,0.6199971437454224,0.10569857060909271,-0.7774518132209778,0.5877700448036194,0.10569857060909271,-0.8020936250686646,0.5545645952224731,0.10569857060909271,-0.8254004716873169,0.52043616771698,0.10569857060909271,-0.8473334312438965,0.48544153571128845,0.10569857060909271,-0.8678561449050903,0.4496389329433441,0.10569857060909271,-0.8869343996047974,0.4130879342556,0.10569857060909271,-0.9045364260673523,0.3758494257926941,0.10569857060909271,-0.9206329584121704,0.3379853069782257,0.10569857060909271,-0.9351971745491028,0.2995586693286896,0.10569857060909271,-0.9482048153877258,0.2606334388256073,0.10569857060909271,-0.9596343040466309,0.22127442061901093,0.10569857060909271,-0.9694665670394897,0.1815471053123474,0.10569857060909271,-0.977685272693634,0.14151762425899506,0.10569857060909271,-0.9842766523361206,0.10125259310007095,0.10569857060909271,-0.9892298579216003,0.06081904470920563,0.10569857060909271,-0.9925366044044495,0.020284269005060196,0.10569857060909271,-0.9941912889480591,-0.020284269005060196,0.10569857060909271,-0.9941912889480591,-0.06081904470920563,0.10569857060909271,-0.9925366044044495,-0.10125259310007095,0.10569857060909271,-0.9892298579216003,-0.14151762425899506,0.10569857060909271,-0.9842766523361206,-0.1815471053123474,0.10569857060909271,-0.977685272693634,-0.22127442061901093,0.10569857060909271,-0.9694665670394897,-0.2606334388256073,0.10569857060909271,-0.9596343040466309,-0.2995586693286896,0.10569857060909271,-0.9482048153877258,-0.3379853069782257,0.10569857060909271,-0.9351971745491028,-0.3758494257926941,0.10569857060909271,-0.9206329584121704,-0.4130879342556,0.10569857060909271,-0.9045364260673523,-0.4496389329433441,0.10569857060909271,-0.8869343996047974,-0.48544153571128845,0.10569857060909271,-0.8678561449050903,-0.52043616771698,0.10569857060909271,-0.8473334312438965,-0.5545645952224731,0.10569857060909271,-0.8254004716873169,-0.5877700448036194,0.10569857060909271,-0.8020936250686646,-0.6199971437454224,0.10569857060909271,-0.7774518132209778,-0.6511923670768738,0.10569857060909271,-0.7515160441398621,-0.6813036799430847,0.10569857060909271,-0.72432941198349,-0.7102810740470886,0.10569857060909271,-0.6959372162818909,-0.7380762696266174,0.10569857060909271,-0.6663866639137268,-0.7646430134773254,0.10569857060909271,-0.635727047920227,-0.7899370789527893,0.10569857060909271,-0.6040092706680298,-0.8139163851737976,0.10569857060909271,-0.5712862014770508,-0.8365409970283508,0.10569857060909271,-0.53761225938797,-0.8577733039855957,0.10569857060909271,-0.503043532371521,-0.8775779008865356,0.10569857060909271,-0.4676375389099121,-0.8959218263626099,0.10569857060909271,-0.43145322799682617,-0.9127746224403381,0.10569857060909271,-0.39455077052116394,-0.9281081557273865,0.10569857060909271,-0.35699164867401123,-0.9418969750404358,0.10569857060909271,-0.31883832812309265,-0.9541180729866028,0.10569857060909271,-0.28015434741973877,-0.9647511839866638,0.10569857060909271,-0.241004079580307,-0.9737785458564758,0.10569857060909271,-0.20145267248153687,-0.9811851382255554,0.10569857060909271,-0.16156597435474396,-0.9869586229324341,0.10569857060909271,-0.12141036987304688,-0.9910894632339478,0.10569857060909271,-0.08105268329381943,-0.9935706853866577,0.10569857060909271,-0.04056009650230408,-0.9943982362747192,0.10569857060909271,-2.435573094913796e-16,-0.9993770718574524,0.035291463136672974,0.0,-0.9985454082489014,0.035291463136672974,0.04076317697763443,-0.9960517287254333,0.035291463136672974,0.08145850896835327,-0.9919002056121826,0.035291463136672974,0.12201826274394989,-0.9860978126525879,0.035291463136672974,0.16237492859363556,-0.978654146194458,0.035291463136672974,0.2024613320827484,-0.9695816040039062,0.035291463136672974,0.2422107607126236,-0.9588952660560608,0.035291463136672974,0.2815570533275604,-0.9466129541397095,0.035291463136672974,0.32043471932411194,-0.9327551126480103,0.035291463136672974,0.35877907276153564,-0.9173448085784912,0.035291463136672974,0.3965262472629547,-0.900407612323761,0.035291463136672974,0.43361344933509827,-0.8819718360900879,0.035291463136672974,0.4699789583683014,-0.8620680570602417,0.035291463136672974,0.5055622458457947,-0.8407294750213623,0.035291463136672974,0.5403040051460266,-0.8179916143417358,0.035291463136672974,0.574146568775177,-0.7938922047615051,0.035291463136672974,0.6070334911346436,-0.7684715390205383,0.035291463136672974,0.6389100551605225,-0.7417717576026917,0.035291463136672974,0.6697232127189636,-0.7138373851776123,0.035291463136672974,0.6994217038154602,-0.6847149133682251,0.035291463136672974,0.7279560565948486,-0.6544528007507324,0.035291463136672974,0.7552787661552429,-0.6231014132499695,0.035291463136672974,0.781344473361969,-0.5907129049301147,0.035291463136672974,0.8061096668243408,-0.5573412775993347,0.035291463136672974,0.8295331597328186,-0.5230419635772705,0.035291463136672974,0.8515759706497192,-0.48787209391593933,0.035291463136672974,0.8722014427185059,-0.451890230178833,0.035291463136672974,0.8913751840591431,-0.4151562452316284,0.035291463136672974,0.9090653657913208,-0.3777312636375427,0.035291463136672974,0.9252424836158752,-0.3396775722503662,0.035291463136672974,0.9398795962333679,-0.3010585308074951,0.035291463136672974,0.9529523849487305,-0.2619384229183197,0.035291463136672974,0.9644390940666199,-0.2223823219537735,0.035291463136672974,0.9743205904960632,-0.1824560910463333,0.035291463136672974,0.9825804233551025,-0.1422261893749237,0.035291463136672974,0.9892048239707947,-0.10175956040620804,0.035291463136672974,0.994182825088501,-0.0611235611140728,0.035291463136672974,0.9975060820579529,-0.020385829731822014,0.035291463136672974,0.999169111251831,0.020385829731822014,0.035291463136672974,0.999169111251831,0.0611235611140728,0.035291463136672974,0.9975060820579529,0.10175956040620804,0.035291463136672974,0.994182825088501,0.1422261893749237,0.035291463136672974,0.9892048239707947,0.1824560910463333,0.035291463136672974,0.9825804233551025,0.2223823219537735,0.035291463136672974,0.9743205904960632,0.2619384229183197,0.035291463136672974,0.9644390940666199,0.3010585308074951,0.035291463136672974,0.9529523849487305,0.3396775722503662,0.035291463136672974,0.9398795962333679,0.3777312636375427,0.035291463136672974,0.9252424836158752,0.4151562452316284,0.035291463136672974,0.9090653657913208,0.451890230178833,0.035291463136672974,0.8913751840591431,0.48787209391593933,0.035291463136672974,0.8722014427185059,0.5230419635772705,0.035291463136672974,0.8515759706497192,0.5573412775993347,0.035291463136672974,0.8295331597328186,0.5907129049301147,0.035291463136672974,0.8061096668243408,0.6231014132499695,0.035291463136672974,0.781344473361969,0.6544528007507324,0.035291463136672974,0.7552787661552429,0.6847149133682251,0.035291463136672974,0.7279560565948486,0.7138373851776123,0.035291463136672974,0.6994217038154602,0.7417717576026917,0.035291463136672974,0.6697232127189636,0.7684715390205383,0.035291463136672974,0.6389100551605225,0.7938922047615051,0.035291463136672974,0.6070334911346436,0.8179916143417358,0.035291463136672974,0.574146568775177,0.8407294750213623,0.035291463136672974,0.5403040051460266,0.8620680570602417,0.035291463136672974,0.5055622458457947,0.8819718360900879,0.035291463136672974,0.4699789583683014,0.900407612323761,0.035291463136672974,0.43361344933509827,0.9173448085784912,0.035291463136672974,0.3965262472629547,0.9327551126480103,0.035291463136672974,0.35877907276153564,0.9466129541397095,0.035291463136672974,0.32043471932411194,0.9588952660560608,0.035291463136672974,0.2815570533275604,0.9695816040039062,0.035291463136672974,0.2422107607126236,0.978654146194458,0.035291463136672974,0.2024613320827484,0.9860978126525879,0.035291463136672974,0.16237492859363556,0.9919002056121826,0.035291463136672974,0.12201826274394989,0.9960517287254333,0.035291463136672974,0.08145850896835327,0.9985454082489014,0.035291463136672974,0.04076317697763443,0.9993770718574524,0.035291463136672974,1.223883861188149e-16,0.9985454082489014,0.035291463136672974,-0.04076317697763443,0.9960517287254333,0.035291463136672974,-0.08145850896835327,0.9919002056121826,0.035291463136672974,-0.12201826274394989,0.9860978126525879,0.035291463136672974,-0.16237492859363556,0.978654146194458,0.035291463136672974,-0.2024613320827484,0.9695816040039062,0.035291463136672974,-0.2422107607126236,0.9588952660560608,0.035291463136672974,-0.2815570533275604,0.9466129541397095,0.035291463136672974,-0.32043471932411194,0.9327551126480103,0.035291463136672974,-0.35877907276153564,0.9173448085784912,0.035291463136672974,-0.3965262472629547,0.900407612323761,0.035291463136672974,-0.43361344933509827,0.8819718360900879,0.035291463136672974,-0.4699789583683014,0.8620680570602417,0.035291463136672974,-0.5055622458457947,0.8407294750213623,0.035291463136672974,-0.5403040051460266,0.8179916143417358,0.035291463136672974,-0.574146568775177,0.7938922047615051,0.035291463136672974,-0.6070334911346436,0.7684715390205383,0.035291463136672974,-0.6389100551605225,0.7417717576026917,0.035291463136672974,-0.6697232127189636,0.7138373851776123,0.035291463136672974,-0.6994217038154602,0.6847149133682251,0.035291463136672974,-0.7279560565948486,0.6544528007507324,0.035291463136672974,-0.7552787661552429,0.6231014132499695,0.035291463136672974,-0.781344473361969,0.5907129049301147,0.035291463136672974,-0.8061096668243408,0.5573412775993347,0.035291463136672974,-0.8295331597328186,0.5230419635772705,0.035291463136672974,-0.8515759706497192,0.48787209391593933,0.035291463136672974,-0.8722014427185059,0.451890230178833,0.035291463136672974,-0.8913751840591431,0.4151562452316284,0.035291463136672974,-0.9090653657913208,0.3777312636375427,0.035291463136672974,-0.9252424836158752,0.3396775722503662,0.035291463136672974,-0.9398795962333679,0.3010585308074951,0.035291463136672974,-0.9529523849487305,0.2619384229183197,0.035291463136672974,-0.9644390940666199,0.2223823219537735,0.035291463136672974,-0.9743205904960632,0.1824560910463333,0.035291463136672974,-0.9825804233551025,0.1422261893749237,0.035291463136672974,-0.9892048239707947,0.10175956040620804,0.035291463136672974,-0.994182825088501,0.0611235611140728,0.035291463136672974,-0.9975060820579529,0.020385829731822014,0.035291463136672974,-0.999169111251831,-0.020385829731822014,0.035291463136672974,-0.999169111251831,-0.0611235611140728,0.035291463136672974,-0.9975060820579529,-0.10175956040620804,0.035291463136672974,-0.994182825088501,-0.1422261893749237,0.035291463136672974,-0.9892048239707947,-0.1824560910463333,0.035291463136672974,-0.9825804233551025,-0.2223823219537735,0.035291463136672974,-0.9743205904960632,-0.2619384229183197,0.035291463136672974,-0.9644390940666199,-0.3010585308074951,0.035291463136672974,-0.9529523849487305,-0.3396775722503662,0.035291463136672974,-0.9398795962333679,-0.3777312636375427,0.035291463136672974,-0.9252424836158752,-0.4151562452316284,0.035291463136672974,-0.9090653657913208,-0.451890230178833,0.035291463136672974,-0.8913751840591431,-0.48787209391593933,0.035291463136672974,-0.8722014427185059,-0.5230419635772705,0.035291463136672974,-0.8515759706497192,-0.5573412775993347,0.035291463136672974,-0.8295331597328186,-0.5907129049301147,0.035291463136672974,-0.8061096668243408,-0.6231014132499695,0.035291463136672974,-0.781344473361969,-0.6544528007507324,0.035291463136672974,-0.7552787661552429,-0.6847149133682251,0.035291463136672974,-0.7279560565948486,-0.7138373851776123,0.035291463136672974,-0.6994217038154602,-0.7417717576026917,0.035291463136672974,-0.6697232127189636,-0.7684715390205383,0.035291463136672974,-0.6389100551605225,-0.7938922047615051,0.035291463136672974,-0.6070334911346436,-0.8179916143417358,0.035291463136672974,-0.574146568775177,-0.8407294750213623,0.035291463136672974,-0.5403040051460266,-0.8620680570602417,0.035291463136672974,-0.5055622458457947,-0.8819718360900879,0.035291463136672974,-0.4699789583683014,-0.900407612323761,0.035291463136672974,-0.43361344933509827,-0.9173448085784912,0.035291463136672974,-0.3965262472629547,-0.9327551126480103,0.035291463136672974,-0.35877907276153564,-0.9466129541397095,0.035291463136672974,-0.32043471932411194,-0.9588952660560608,0.035291463136672974,-0.2815570533275604,-0.9695816040039062,0.035291463136672974,-0.2422107607126236,-0.978654146194458,0.035291463136672974,-0.2024613320827484,-0.9860978126525879,0.035291463136672974,-0.16237492859363556,-0.9919002056121826,0.035291463136672974,-0.12201826274394989,-0.9960517287254333,0.035291463136672974,-0.08145850896835327,-0.9985454082489014,0.035291463136672974,-0.04076317697763443,-0.9993770718574524,0.035291463136672974,-2.447767722376298e-16,-0.9993770718574524,-0.035291463136672974,0.0,-0.9985454082489014,-0.035291463136672974,0.04076317697763443,-0.9960517287254333,-0.035291463136672974,0.08145850896835327,-0.9919002056121826,-0.035291463136672974,0.12201826274394989,-0.9860978126525879,-0.035291463136672974,0.16237492859363556,-0.978654146194458,-0.035291463136672974,0.2024613320827484,-0.9695816040039062,-0.035291463136672974,0.2422107607126236,-0.9588952660560608,-0.035291463136672974,0.2815570533275604,-0.9466129541397095,-0.035291463136672974,0.32043471932411194,-0.9327551126480103,-0.035291463136672974,0.35877907276153564,-0.9173448085784912,-0.035291463136672974,0.3965262472629547,-0.900407612323761,-0.035291463136672974,0.43361344933509827,-0.8819718360900879,-0.035291463136672974,0.4699789583683014,-0.8620680570602417,-0.035291463136672974,0.5055622458457947,-0.8407294750213623,-0.035291463136672974,0.5403040051460266,-0.8179916143417358,-0.035291463136672974,0.574146568775177,-0.7938922047615051,-0.035291463136672974,0.6070334911346436,-0.7684715390205383,-0.035291463136672974,0.6389100551605225,-0.7417717576026917,-0.035291463136672974,0.6697232127189636,-0.7138373851776123,-0.035291463136672974,0.6994217038154602,-0.6847149133682251,-0.035291463136672974,0.7279560565948486,-0.6544528007507324,-0.035291463136672974,0.7552787661552429,-0.6231014132499695,-0.035291463136672974,0.781344473361969,-0.5907129049301147,-0.035291463136672974,0.8061096668243408,-0.5573412775993347,-0.035291463136672974,0.8295331597328186,-0.5230419635772705,-0.035291463136672974,0.8515759706497192,-0.48787209391593933,-0.035291463136672974,0.8722014427185059,-0.451890230178833,-0.035291463136672974,0.8913751840591431,-0.4151562452316284,-0.035291463136672974,0.9090653657913208,-0.3777312636375427,-0.035291463136672974,0.9252424836158752,-0.3396775722503662,-0.035291463136672974,0.9398795962333679,-0.3010585308074951,-0.035291463136672974,0.9529523849487305,-0.2619384229183197,-0.035291463136672974,0.9644390940666199,-0.2223823219537735,-0.035291463136672974,0.9743205904960632,-0.1824560910463333,-0.035291463136672974,0.9825804233551025,-0.1422261893749237,-0.035291463136672974,0.9892048239707947,-0.10175956040620804,-0.035291463136672974,0.994182825088501,-0.0611235611140728,-0.035291463136672974,0.9975060820579529,-0.020385829731822014,-0.035291463136672974,0.999169111251831,0.020385829731822014,-0.035291463136672974,0.999169111251831,0.0611235611140728,-0.035291463136672974,0.9975060820579529,0.10175956040620804,-0.035291463136672974,0.994182825088501,0.1422261893749237,-0.035291463136672974,0.9892048239707947,0.1824560910463333,-0.035291463136672974,0.9825804233551025,0.2223823219537735,-0.035291463136672974,0.9743205904960632,0.2619384229183197,-0.035291463136672974,0.9644390940666199,0.3010585308074951,-0.035291463136672974,0.9529523849487305,0.3396775722503662,-0.035291463136672974,0.9398795962333679,0.3777312636375427,-0.035291463136672974,0.9252424836158752,0.4151562452316284,-0.035291463136672974,0.9090653657913208,0.451890230178833,-0.035291463136672974,0.8913751840591431,0.48787209391593933,-0.035291463136672974,0.8722014427185059,0.5230419635772705,-0.035291463136672974,0.8515759706497192,0.5573412775993347,-0.035291463136672974,0.8295331597328186,0.5907129049301147,-0.035291463136672974,0.8061096668243408,0.6231014132499695,-0.035291463136672974,0.781344473361969,0.6544528007507324,-0.035291463136672974,0.7552787661552429,0.6847149133682251,-0.035291463136672974,0.7279560565948486,0.7138373851776123,-0.035291463136672974,0.6994217038154602,0.7417717576026917,-0.035291463136672974,0.6697232127189636,0.7684715390205383,-0.035291463136672974,0.6389100551605225,0.7938922047615051,-0.035291463136672974,0.6070334911346436,0.8179916143417358,-0.035291463136672974,0.574146568775177,0.8407294750213623,-0.035291463136672974,0.5403040051460266,0.8620680570602417,-0.035291463136672974,0.5055622458457947,0.8819718360900879,-0.035291463136672974,0.4699789583683014,0.900407612323761,-0.035291463136672974,0.43361344933509827,0.9173448085784912,-0.035291463136672974,0.3965262472629547,0.9327551126480103,-0.035291463136672974,0.35877907276153564,0.9466129541397095,-0.035291463136672974,0.32043471932411194,0.9588952660560608,-0.035291463136672974,0.2815570533275604,0.9695816040039062,-0.035291463136672974,0.2422107607126236,0.978654146194458,-0.035291463136672974,0.2024613320827484,0.9860978126525879,-0.035291463136672974,0.16237492859363556,0.9919002056121826,-0.035291463136672974,0.12201826274394989,0.9960517287254333,-0.035291463136672974,0.08145850896835327,0.9985454082489014,-0.035291463136672974,0.04076317697763443,0.9993770718574524,-0.035291463136672974,1.223883861188149e-16,0.9985454082489014,-0.035291463136672974,-0.04076317697763443,0.9960517287254333,-0.035291463136672974,-0.08145850896835327,0.9919002056121826,-0.035291463136672974,-0.12201826274394989,0.9860978126525879,-0.035291463136672974,-0.16237492859363556,0.978654146194458,-0.035291463136672974,-0.2024613320827484,0.9695816040039062,-0.035291463136672974,-0.2422107607126236,0.9588952660560608,-0.035291463136672974,-0.2815570533275604,0.9466129541397095,-0.035291463136672974,-0.32043471932411194,0.9327551126480103,-0.035291463136672974,-0.35877907276153564,0.9173448085784912,-0.035291463136672974,-0.3965262472629547,0.900407612323761,-0.035291463136672974,-0.43361344933509827,0.8819718360900879,-0.035291463136672974,-0.4699789583683014,0.8620680570602417,-0.035291463136672974,-0.5055622458457947,0.8407294750213623,-0.035291463136672974,-0.5403040051460266,0.8179916143417358,-0.035291463136672974,-0.574146568775177,0.7938922047615051,-0.035291463136672974,-0.6070334911346436,0.7684715390205383,-0.035291463136672974,-0.6389100551605225,0.7417717576026917,-0.035291463136672974,-0.6697232127189636,0.7138373851776123,-0.035291463136672974,-0.6994217038154602,0.6847149133682251,-0.035291463136672974,-0.7279560565948486,0.6544528007507324,-0.035291463136672974,-0.7552787661552429,0.6231014132499695,-0.035291463136672974,-0.781344473361969,0.5907129049301147,-0.035291463136672974,-0.8061096668243408,0.5573412775993347,-0.035291463136672974,-0.8295331597328186,0.5230419635772705,-0.035291463136672974,-0.8515759706497192,0.48787209391593933,-0.035291463136672974,-0.8722014427185059,0.451890230178833,-0.035291463136672974,-0.8913751840591431,0.4151562452316284,-0.035291463136672974,-0.9090653657913208,0.3777312636375427,-0.035291463136672974,-0.9252424836158752,0.3396775722503662,-0.035291463136672974,-0.9398795962333679,0.3010585308074951,-0.035291463136672974,-0.9529523849487305,0.2619384229183197,-0.035291463136672974,-0.9644390940666199,0.2223823219537735,-0.035291463136672974,-0.9743205904960632,0.1824560910463333,-0.035291463136672974,-0.9825804233551025,0.1422261893749237,-0.035291463136672974,-0.9892048239707947,0.10175956040620804,-0.035291463136672974,-0.994182825088501,0.0611235611140728,-0.035291463136672974,-0.9975060820579529,0.020385829731822014,-0.035291463136672974,-0.999169111251831,-0.020385829731822014,-0.035291463136672974,-0.999169111251831,-0.0611235611140728,-0.035291463136672974,-0.9975060820579529,-0.10175956040620804,-0.035291463136672974,-0.994182825088501,-0.1422261893749237,-0.035291463136672974,-0.9892048239707947,-0.1824560910463333,-0.035291463136672974,-0.9825804233551025,-0.2223823219537735,-0.035291463136672974,-0.9743205904960632,-0.2619384229183197,-0.035291463136672974,-0.9644390940666199,-0.3010585308074951,-0.035291463136672974,-0.9529523849487305,-0.3396775722503662,-0.035291463136672974,-0.9398795962333679,-0.3777312636375427,-0.035291463136672974,-0.9252424836158752,-0.4151562452316284,-0.035291463136672974,-0.9090653657913208,-0.451890230178833,-0.035291463136672974,-0.8913751840591431,-0.48787209391593933,-0.035291463136672974,-0.8722014427185059,-0.5230419635772705,-0.035291463136672974,-0.8515759706497192,-0.5573412775993347,-0.035291463136672974,-0.8295331597328186,-0.5907129049301147,-0.035291463136672974,-0.8061096668243408,-0.6231014132499695,-0.035291463136672974,-0.781344473361969,-0.6544528007507324,-0.035291463136672974,-0.7552787661552429,-0.6847149133682251,-0.035291463136672974,-0.7279560565948486,-0.7138373851776123,-0.035291463136672974,-0.6994217038154602,-0.7417717576026917,-0.035291463136672974,-0.6697232127189636,-0.7684715390205383,-0.035291463136672974,-0.6389100551605225,-0.7938922047615051,-0.035291463136672974,-0.6070334911346436,-0.8179916143417358,-0.035291463136672974,-0.574146568775177,-0.8407294750213623,-0.035291463136672974,-0.5403040051460266,-0.8620680570602417,-0.035291463136672974,-0.5055622458457947,-0.8819718360900879,-0.035291463136672974,-0.4699789583683014,-0.900407612323761,-0.035291463136672974,-0.43361344933509827,-0.9173448085784912,-0.035291463136672974,-0.3965262472629547,-0.9327551126480103,-0.035291463136672974,-0.35877907276153564,-0.9466129541397095,-0.035291463136672974,-0.32043471932411194,-0.9588952660560608,-0.035291463136672974,-0.2815570533275604,-0.9695816040039062,-0.035291463136672974,-0.2422107607126236,-0.978654146194458,-0.035291463136672974,-0.2024613320827484,-0.9860978126525879,-0.035291463136672974,-0.16237492859363556,-0.9919002056121826,-0.035291463136672974,-0.12201826274394989,-0.9960517287254333,-0.035291463136672974,-0.08145850896835327,-0.9985454082489014,-0.035291463136672974,-0.04076317697763443,-0.9993770718574524,-0.035291463136672974,-2.447767722376298e-16,-0.9943982362747192,-0.10569857060909271,0.0,-0.9935706853866577,-0.10569857060909271,0.04056009650230408,-0.9910894632339478,-0.10569857060909271,0.08105268329381943,-0.9869586229324341,-0.10569857060909271,0.12141036987304688,-0.9811851382255554,-0.10569857060909271,0.16156597435474396,-0.9737785458564758,-0.10569857060909271,0.20145267248153687,-0.9647511839866638,-0.10569857060909271,0.241004079580307,-0.9541180729866028,-0.10569857060909271,0.28015434741973877,-0.9418969750404358,-0.10569857060909271,0.31883832812309265,-0.9281081557273865,-0.10569857060909271,0.35699164867401123,-0.9127746224403381,-0.10569857060909271,0.39455077052116394,-0.8959218263626099,-0.10569857060909271,0.43145322799682617,-0.8775779008865356,-0.10569857060909271,0.4676375389099121,-0.8577733039855957,-0.10569857060909271,0.503043532371521,-0.8365409970283508,-0.10569857060909271,0.53761225938797,-0.8139163851737976,-0.10569857060909271,0.5712862014770508,-0.7899370789527893,-0.10569857060909271,0.6040092706680298,-0.7646430134773254,-0.10569857060909271,0.635727047920227,-0.7380762696266174,-0.10569857060909271,0.6663866639137268,-0.7102810740470886,-0.10569857060909271,0.6959372162818909,-0.6813036799430847,-0.10569857060909271,0.72432941198349,-0.6511923670768738,-0.10569857060909271,0.7515160441398621,-0.6199971437454224,-0.10569857060909271,0.7774518132209778,-0.5877700448036194,-0.10569857060909271,0.8020936250686646,-0.5545645952224731,-0.10569857060909271,0.8254004716873169,-0.52043616771698,-0.10569857060909271,0.8473334312438965,-0.48544153571128845,-0.10569857060909271,0.8678561449050903,-0.4496389329433441,-0.10569857060909271,0.8869343996047974,-0.4130879342556,-0.10569857060909271,0.9045364260673523,-0.3758494257926941,-0.10569857060909271,0.9206329584121704,-0.3379853069782257,-0.10569857060909271,0.9351971745491028,-0.2995586693286896,-0.10569857060909271,0.9482048153877258,-0.2606334388256073,-0.10569857060909271,0.9596343040466309,-0.22127442061901093,-0.10569857060909271,0.9694665670394897,-0.1815471053123474,-0.10569857060909271,0.977685272693634,-0.14151762425899506,-0.10569857060909271,0.9842766523361206,-0.10125259310007095,-0.10569857060909271,0.9892298579216003,-0.06081904470920563,-0.10569857060909271,0.9925366044044495,-0.020284269005060196,-0.10569857060909271,0.9941912889480591,0.020284269005060196,-0.10569857060909271,0.9941912889480591,0.06081904470920563,-0.10569857060909271,0.9925366044044495,0.10125259310007095,-0.10569857060909271,0.9892298579216003,0.14151762425899506,-0.10569857060909271,0.9842766523361206,0.1815471053123474,-0.10569857060909271,0.977685272693634,0.22127442061901093,-0.10569857060909271,0.9694665670394897,0.2606334388256073,-0.10569857060909271,0.9596343040466309,0.2995586693286896,-0.10569857060909271,0.9482048153877258,0.3379853069782257,-0.10569857060909271,0.9351971745491028,0.3758494257926941,-0.10569857060909271,0.9206329584121704,0.4130879342556,-0.10569857060909271,0.9045364260673523,0.4496389329433441,-0.10569857060909271,0.8869343996047974,0.48544153571128845,-0.10569857060909271,0.8678561449050903,0.52043616771698,-0.10569857060909271,0.8473334312438965,0.5545645952224731,-0.10569857060909271,0.8254004716873169,0.5877700448036194,-0.10569857060909271,0.8020936250686646,0.6199971437454224,-0.10569857060909271,0.7774518132209778,0.6511923670768738,-0.10569857060909271,0.7515160441398621,0.6813036799430847,-0.10569857060909271,0.72432941198349,0.7102810740470886,-0.10569857060909271,0.6959372162818909,0.7380762696266174,-0.10569857060909271,0.6663866639137268,0.7646430134773254,-0.10569857060909271,0.635727047920227,0.7899370789527893,-0.10569857060909271,0.6040092706680298,0.8139163851737976,-0.10569857060909271,0.5712862014770508,0.8365409970283508,-0.10569857060909271,0.53761225938797,0.8577733039855957,-0.10569857060909271,0.503043532371521,0.8775779008865356,-0.10569857060909271,0.4676375389099121,0.8959218263626099,-0.10569857060909271,0.43145322799682617,0.9127746224403381,-0.10569857060909271,0.39455077052116394,0.9281081557273865,-0.10569857060909271,0.35699164867401123,0.9418969750404358,-0.10569857060909271,0.31883832812309265,0.9541180729866028,-0.10569857060909271,0.28015434741973877,0.9647511839866638,-0.10569857060909271,0.241004079580307,0.9737785458564758,-0.10569857060909271,0.20145267248153687,0.9811851382255554,-0.10569857060909271,0.16156597435474396,0.9869586229324341,-0.10569857060909271,0.12141036987304688,0.9910894632339478,-0.10569857060909271,0.08105268329381943,0.9935706853866577,-0.10569857060909271,0.04056009650230408,0.9943982362747192,-0.10569857060909271,1.217786547456898e-16,0.9935706853866577,-0.10569857060909271,-0.04056009650230408,0.9910894632339478,-0.10569857060909271,-0.08105268329381943,0.9869586229324341,-0.10569857060909271,-0.12141036987304688,0.9811851382255554,-0.10569857060909271,-0.16156597435474396,0.9737785458564758,-0.10569857060909271,-0.20145267248153687,0.9647511839866638,-0.10569857060909271,-0.241004079580307,0.9541180729866028,-0.10569857060909271,-0.28015434741973877,0.9418969750404358,-0.10569857060909271,-0.31883832812309265,0.9281081557273865,-0.10569857060909271,-0.35699164867401123,0.9127746224403381,-0.10569857060909271,-0.39455077052116394,0.8959218263626099,-0.10569857060909271,-0.43145322799682617,0.8775779008865356,-0.10569857060909271,-0.4676375389099121,0.8577733039855957,-0.10569857060909271,-0.503043532371521,0.8365409970283508,-0.10569857060909271,-0.53761225938797,0.8139163851737976,-0.10569857060909271,-0.5712862014770508,0.7899370789527893,-0.10569857060909271,-0.6040092706680298,0.7646430134773254,-0.10569857060909271,-0.635727047920227,0.7380762696266174,-0.10569857060909271,-0.6663866639137268,0.7102810740470886,-0.10569857060909271,-0.6959372162818909,0.6813036799430847,-0.10569857060909271,-0.72432941198349,0.6511923670768738,-0.10569857060909271,-0.7515160441398621,0.6199971437454224,-0.10569857060909271,-0.7774518132209778,0.5877700448036194,-0.10569857060909271,-0.8020936250686646,0.5545645952224731,-0.10569857060909271,-0.8254004716873169,0.52043616771698,-0.10569857060909271,-0.8473334312438965,0.48544153571128845,-0.10569857060909271,-0.8678561449050903,0.4496389329433441,-0.10569857060909271,-0.8869343996047974,0.4130879342556,-0.10569857060909271,-0.9045364260673523,0.3758494257926941,-0.10569857060909271,-0.9206329584121704,0.3379853069782257,-0.10569857060909271,-0.9351971745491028,0.2995586693286896,-0.10569857060909271,-0.9482048153877258,0.2606334388256073,-0.10569857060909271,-0.9596343040466309,0.22127442061901093,-0.10569857060909271,-0.9694665670394897,0.1815471053123474,-0.10569857060909271,-0.977685272693634,0.14151762425899506,-0.10569857060909271,-0.9842766523361206,0.10125259310007095,-0.10569857060909271,-0.9892298579216003,0.06081904470920563,-0.10569857060909271,-0.9925366044044495,0.020284269005060196,-0.10569857060909271,-0.9941912889480591,-0.020284269005060196,-0.10569857060909271,-0.9941912889480591,-0.06081904470920563,-0.10569857060909271,-0.9925366044044495,-0.10125259310007095,-0.10569857060909271,-0.9892298579216003,-0.14151762425899506,-0.10569857060909271,-0.9842766523361206,-0.1815471053123474,-0.10569857060909271,-0.977685272693634,-0.22127442061901093,-0.10569857060909271,-0.9694665670394897,-0.2606334388256073,-0.10569857060909271,-0.9596343040466309,-0.2995586693286896,-0.10569857060909271,-0.9482048153877258,-0.3379853069782257,-0.10569857060909271,-0.9351971745491028,-0.3758494257926941,-0.10569857060909271,-0.9206329584121704,-0.4130879342556,-0.10569857060909271,-0.9045364260673523,-0.4496389329433441,-0.10569857060909271,-0.8869343996047974,-0.48544153571128845,-0.10569857060909271,-0.8678561449050903,-0.52043616771698,-0.10569857060909271,-0.8473334312438965,-0.5545645952224731,-0.10569857060909271,-0.8254004716873169,-0.5877700448036194,-0.10569857060909271,-0.8020936250686646,-0.6199971437454224,-0.10569857060909271,-0.7774518132209778,-0.6511923670768738,-0.10569857060909271,-0.7515160441398621,-0.6813036799430847,-0.10569857060909271,-0.72432941198349,-0.7102810740470886,-0.10569857060909271,-0.6959372162818909,-0.7380762696266174,-0.10569857060909271,-0.6663866639137268,-0.7646430134773254,-0.10569857060909271,-0.635727047920227,-0.7899370789527893,-0.10569857060909271,-0.6040092706680298,-0.8139163851737976,-0.10569857060909271,-0.5712862014770508,-0.8365409970283508,-0.10569857060909271,-0.53761225938797,-0.8577733039855957,-0.10569857060909271,-0.503043532371521,-0.8775779008865356,-0.10569857060909271,-0.4676375389099121,-0.8959218263626099,-0.10569857060909271,-0.43145322799682617,-0.9127746224403381,-0.10569857060909271,-0.39455077052116394,-0.9281081557273865,-0.10569857060909271,-0.35699164867401123,-0.9418969750404358,-0.10569857060909271,-0.31883832812309265,-0.9541180729866028,-0.10569857060909271,-0.28015434741973877,-0.9647511839866638,-0.10569857060909271,-0.241004079580307,-0.9737785458564758,-0.10569857060909271,-0.20145267248153687,-0.9811851382255554,-0.10569857060909271,-0.16156597435474396,-0.9869586229324341,-0.10569857060909271,-0.12141036987304688,-0.9910894632339478,-0.10569857060909271,-0.08105268329381943,-0.9935706853866577,-0.10569857060909271,-0.04056009650230408,-0.9943982362747192,-0.10569857060909271,-2.435573094913796e-16,-0.9844653010368347,-0.17557910084724426,0.0,-0.983646035194397,-0.17557910084724426,0.04015494883060455,-0.9811896085739136,-0.17557910084724426,0.0802430659532547,-0.9771000742912292,-0.17557910084724426,0.12019762396812439,-0.9713842272758484,-0.17557910084724426,0.15995211899280548,-0.9640516042709351,-0.17557910084724426,0.19944040477275848,-0.9551144242286682,-0.17557910084724426,0.23859672248363495,-0.9445875883102417,-0.17557910084724426,0.27735593914985657,-0.9324885010719299,-0.17557910084724426,0.3156535029411316,-0.9188374280929565,-0.17557910084724426,0.3534257113933563,-0.903657078742981,-0.17557910084724426,0.3906096816062927,-0.8869726061820984,-0.17557910084724426,0.42714348435401917,-0.8688119053840637,-0.17557910084724426,0.4629663825035095,-0.8492051362991333,-0.17557910084724426,0.49801871180534363,-0.828184962272644,-0.17557910084724426,0.5322421193122864,-0.8057863116264343,-0.17557910084724426,0.5655797123908997,-0.7820465564727783,-0.17557910084724426,0.5979759097099304,-0.7570051550865173,-0.17557910084724426,0.6293768286705017,-0.7307037711143494,-0.17557910084724426,0.6597302556037903,-0.7031862139701843,-0.17557910084724426,0.6889855861663818,-0.6744982600212097,-0.17557910084724426,0.7170941829681396,-0.6446877121925354,-0.17557910084724426,0.744009256362915,-0.6138041019439697,-0.17557910084724426,0.7696859836578369,-0.5818988680839539,-0.17557910084724426,0.7940816283226013,-0.5490251779556274,-0.17557910084724426,0.817155659198761,-0.5152376294136047,-0.17557910084724426,0.838869571685791,-0.4805925488471985,-0.17557910084724426,0.8591873049736023,-0.4451475739479065,-0.17557910084724426,0.8780749440193176,-0.408961683511734,-0.17557910084724426,0.8955011367797852,-0.37209510803222656,-0.17557910084724426,0.911436915397644,-0.3346092402935028,-0.17557910084724426,0.9258556365966797,-0.2965664267539978,-0.17557910084724426,0.9387333393096924,-0.2580300271511078,-0.17557910084724426,0.9500486850738525,-0.2190641462802887,-0.17557910084724426,0.9597827196121216,-0.17973366379737854,-0.17557910084724426,0.9679192900657654,-0.1401040256023407,-0.17557910084724426,0.9744448661804199,-0.10024119913578033,-0.17557910084724426,0.9793485999107361,-0.060211535543203354,-0.17557910084724426,0.9826222658157349,-0.020081652328372,-0.17557910084724426,0.9842604994773865,0.020081652328372,-0.17557910084724426,0.9842604994773865,0.060211535543203354,-0.17557910084724426,0.9826222658157349,0.10024119913578033,-0.17557910084724426,0.9793485999107361,0.1401040256023407,-0.17557910084724426,0.9744448661804199,0.17973366379737854,-0.17557910084724426,0.9679192900657654,0.2190641462802887,-0.17557910084724426,0.9597827196121216,0.2580300271511078,-0.17557910084724426,0.9500486850738525,0.2965664267539978,-0.17557910084724426,0.9387333393096924,0.3346092402935028,-0.17557910084724426,0.9258556365966797,0.37209510803222656,-0.17557910084724426,0.911436915397644,0.408961683511734,-0.17557910084724426,0.8955011367797852,0.4451475739479065,-0.17557910084724426,0.8780749440193176,0.4805925488471985,-0.17557910084724426,0.8591873049736023,0.5152376294136047,-0.17557910084724426,0.838869571685791,0.5490251779556274,-0.17557910084724426,0.817155659198761,0.5818988680839539,-0.17557910084724426,0.7940816283226013,0.6138041019439697,-0.17557910084724426,0.7696859836578369,0.6446877121925354,-0.17557910084724426,0.744009256362915,0.6744982600212097,-0.17557910084724426,0.7170941829681396,0.7031862139701843,-0.17557910084724426,0.6889855861663818,0.7307037711143494,-0.17557910084724426,0.6597302556037903,0.7570051550865173,-0.17557910084724426,0.6293768286705017,0.7820465564727783,-0.17557910084724426,0.5979759097099304,0.8057863116264343,-0.17557910084724426,0.5655797123908997,0.828184962272644,-0.17557910084724426,0.5322421193122864,0.8492051362991333,-0.17557910084724426,0.49801871180534363,0.8688119053840637,-0.17557910084724426,0.4629663825035095,0.8869726061820984,-0.17557910084724426,0.42714348435401917,0.903657078742981,-0.17557910084724426,0.3906096816062927,0.9188374280929565,-0.17557910084724426,0.3534257113933563,0.9324885010719299,-0.17557910084724426,0.3156535029411316,0.9445875883102417,-0.17557910084724426,0.27735593914985657,0.9551144242286682,-0.17557910084724426,0.23859672248363495,0.9640516042709351,-0.17557910084724426,0.19944040477275848,0.9713842272758484,-0.17557910084724426,0.15995211899280548,0.9771000742912292,-0.17557910084724426,0.12019762396812439,0.9811896085739136,-0.17557910084724426,0.0802430659532547,0.983646035194397,-0.17557910084724426,0.04015494883060455,0.9844653010368347,-0.17557910084724426,1.2056223602409383e-16,0.983646035194397,-0.17557910084724426,-0.04015494883060455,0.9811896085739136,-0.17557910084724426,-0.0802430659532547,0.9771000742912292,-0.17557910084724426,-0.12019762396812439,0.9713842272758484,-0.17557910084724426,-0.15995211899280548,0.9640516042709351,-0.17557910084724426,-0.19944040477275848,0.9551144242286682,-0.17557910084724426,-0.23859672248363495,0.9445875883102417,-0.17557910084724426,-0.27735593914985657,0.9324885010719299,-0.17557910084724426,-0.3156535029411316,0.9188374280929565,-0.17557910084724426,-0.3534257113933563,0.903657078742981,-0.17557910084724426,-0.3906096816062927,0.8869726061820984,-0.17557910084724426,-0.42714348435401917,0.8688119053840637,-0.17557910084724426,-0.4629663825035095,0.8492051362991333,-0.17557910084724426,-0.49801871180534363,0.828184962272644,-0.17557910084724426,-0.5322421193122864,0.8057863116264343,-0.17557910084724426,-0.5655797123908997,0.7820465564727783,-0.17557910084724426,-0.5979759097099304,0.7570051550865173,-0.17557910084724426,-0.6293768286705017,0.7307037711143494,-0.17557910084724426,-0.6597302556037903,0.7031862139701843,-0.17557910084724426,-0.6889855861663818,0.6744982600212097,-0.17557910084724426,-0.7170941829681396,0.6446877121925354,-0.17557910084724426,-0.744009256362915,0.6138041019439697,-0.17557910084724426,-0.7696859836578369,0.5818988680839539,-0.17557910084724426,-0.7940816283226013,0.5490251779556274,-0.17557910084724426,-0.817155659198761,0.5152376294136047,-0.17557910084724426,-0.838869571685791,0.4805925488471985,-0.17557910084724426,-0.8591873049736023,0.4451475739479065,-0.17557910084724426,-0.8780749440193176,0.408961683511734,-0.17557910084724426,-0.8955011367797852,0.37209510803222656,-0.17557910084724426,-0.911436915397644,0.3346092402935028,-0.17557910084724426,-0.9258556365966797,0.2965664267539978,-0.17557910084724426,-0.9387333393096924,0.2580300271511078,-0.17557910084724426,-0.9500486850738525,0.2190641462802887,-0.17557910084724426,-0.9597827196121216,0.17973366379737854,-0.17557910084724426,-0.9679192900657654,0.1401040256023407,-0.17557910084724426,-0.9744448661804199,0.10024119913578033,-0.17557910084724426,-0.9793485999107361,0.060211535543203354,-0.17557910084724426,-0.9826222658157349,0.020081652328372,-0.17557910084724426,-0.9842604994773865,-0.020081652328372,-0.17557910084724426,-0.9842604994773865,-0.060211535543203354,-0.17557910084724426,-0.9826222658157349,-0.10024119913578033,-0.17557910084724426,-0.9793485999107361,-0.1401040256023407,-0.17557910084724426,-0.9744448661804199,-0.17973366379737854,-0.17557910084724426,-0.9679192900657654,-0.2190641462802887,-0.17557910084724426,-0.9597827196121216,-0.2580300271511078,-0.17557910084724426,-0.9500486850738525,-0.2965664267539978,-0.17557910084724426,-0.9387333393096924,-0.3346092402935028,-0.17557910084724426,-0.9258556365966797,-0.37209510803222656,-0.17557910084724426,-0.911436915397644,-0.408961683511734,-0.17557910084724426,-0.8955011367797852,-0.4451475739479065,-0.17557910084724426,-0.8780749440193176,-0.4805925488471985,-0.17557910084724426,-0.8591873049736023,-0.5152376294136047,-0.17557910084724426,-0.838869571685791,-0.5490251779556274,-0.17557910084724426,-0.817155659198761,-0.5818988680839539,-0.17557910084724426,-0.7940816283226013,-0.6138041019439697,-0.17557910084724426,-0.7696859836578369,-0.6446877121925354,-0.17557910084724426,-0.744009256362915,-0.6744982600212097,-0.17557910084724426,-0.7170941829681396,-0.7031862139701843,-0.17557910084724426,-0.6889855861663818,-0.7307037711143494,-0.17557910084724426,-0.6597302556037903,-0.7570051550865173,-0.17557910084724426,-0.6293768286705017,-0.7820465564727783,-0.17557910084724426,-0.5979759097099304,-0.8057863116264343,-0.17557910084724426,-0.5655797123908997,-0.828184962272644,-0.17557910084724426,-0.5322421193122864,-0.8492051362991333,-0.17557910084724426,-0.49801871180534363,-0.8688119053840637,-0.17557910084724426,-0.4629663825035095,-0.8869726061820984,-0.17557910084724426,-0.42714348435401917,-0.903657078742981,-0.17557910084724426,-0.3906096816062927,-0.9188374280929565,-0.17557910084724426,-0.3534257113933563,-0.9324885010719299,-0.17557910084724426,-0.3156535029411316,-0.9445875883102417,-0.17557910084724426,-0.27735593914985657,-0.9551144242286682,-0.17557910084724426,-0.23859672248363495,-0.9640516042709351,-0.17557910084724426,-0.19944040477275848,-0.9713842272758484,-0.17557910084724426,-0.15995211899280548,-0.9771000742912292,-0.17557910084724426,-0.12019762396812439,-0.9811896085739136,-0.17557910084724426,-0.0802430659532547,-0.983646035194397,-0.17557910084724426,-0.04015494883060455,-0.9844653010368347,-0.17557910084724426,-2.4112447204818765e-16,-0.969627857208252,-0.24458488821983337,0.0,-0.9688209295272827,-0.24458488821983337,0.039549749344587326,-0.9664015173912048,-0.24458488821983337,0.07903367280960083,-0.9623736143112183,-0.24458488821983337,0.11838605254888535,-0.9567439556121826,-0.24458488821983337,0.1575413942337036,-0.9495218396186829,-0.24458488821983337,0.19643451273441315,-0.9407193660736084,-0.24458488821983337,0.23500069975852966,-0.9303511381149292,-0.24458488821983337,0.27317574620246887,-0.9184344410896301,-0.24458488821983337,0.310896098613739,-0.9049891233444214,-0.24458488821983337,0.348099023103714,-0.8900375366210938,-0.24458488821983337,0.3847225606441498,-0.8736045360565186,-0.24458488821983337,0.42070576548576355,-0.8557175397872925,-0.24458488821983337,0.4559887647628784,-0.8364062905311584,-0.24458488821983337,0.49051278829574585,-0.8157028555870056,-0.24458488821983337,0.5242204070091248,-0.7936418652534485,-0.24458488821983337,0.5570555329322815,-0.7702598571777344,-0.24458488821983337,0.5889634490013123,-0.7455958724021912,-0.24458488821983337,0.6198911666870117,-0.7196909189224243,-0.24458488821983337,0.6497870683670044,-0.6925880908966064,-0.24458488821983337,0.6786015033721924,-0.6643325090408325,-0.24458488821983337,0.7062864303588867,-0.6349712014198303,-0.24458488821983337,0.7327958345413208,-0.6045531034469604,-0.24458488821983337,0.7580856084823608,-0.5731287598609924,-0.24458488821983337,0.7821136116981506,-0.5407505035400391,-0.24458488821983337,0.8048398494720459,-0.5074722170829773,-0.24458488821983337,0.8262264728546143,-0.47334927320480347,-0.24458488821983337,0.8462379574775696,-0.4384384751319885,-0.24458488821983337,0.8648409843444824,-0.40279796719551086,-0.24458488821983337,0.8820045590400696,-0.366487056016922,-0.24458488821983337,0.8977001309394836,-0.3295661509037018,-0.24458488821983337,0.9119015336036682,-0.29209670424461365,-0.24458488821983337,0.9245851635932922,-0.25414109230041504,-0.24458488821983337,0.9357299208641052,-0.21576249599456787,-0.24458488821983337,0.945317268371582,-0.17702478170394897,-0.24458488821983337,0.9533312320709229,-0.13799244165420532,-0.24458488821983337,0.959758460521698,-0.0987304076552391,-0.24458488821983337,0.9645882844924927,-0.05930405110120773,-0.24458488821983337,0.9678125977516174,-0.019778991118073463,-0.24458488821983337,0.969426155090332,0.019778991118073463,-0.24458488821983337,0.969426155090332,0.05930405110120773,-0.24458488821983337,0.9678125977516174,0.0987304076552391,-0.24458488821983337,0.9645882844924927,0.13799244165420532,-0.24458488821983337,0.959758460521698,0.17702478170394897,-0.24458488821983337,0.9533312320709229,0.21576249599456787,-0.24458488821983337,0.945317268371582,0.25414109230041504,-0.24458488821983337,0.9357299208641052,0.29209670424461365,-0.24458488821983337,0.9245851635932922,0.3295661509037018,-0.24458488821983337,0.9119015336036682,0.366487056016922,-0.24458488821983337,0.8977001309394836,0.40279796719551086,-0.24458488821983337,0.8820045590400696,0.4384384751319885,-0.24458488821983337,0.8648409843444824,0.47334927320480347,-0.24458488821983337,0.8462379574775696,0.5074722170829773,-0.24458488821983337,0.8262264728546143,0.5407505035400391,-0.24458488821983337,0.8048398494720459,0.5731287598609924,-0.24458488821983337,0.7821136116981506,0.6045531034469604,-0.24458488821983337,0.7580856084823608,0.6349712014198303,-0.24458488821983337,0.7327958345413208,0.6643325090408325,-0.24458488821983337,0.7062864303588867,0.6925880908966064,-0.24458488821983337,0.6786015033721924,0.7196909189224243,-0.24458488821983337,0.6497870683670044,0.7455958724021912,-0.24458488821983337,0.6198911666870117,0.7702598571777344,-0.24458488821983337,0.5889634490013123,0.7936418652534485,-0.24458488821983337,0.5570555329322815,0.8157028555870056,-0.24458488821983337,0.5242204070091248,0.8364062905311584,-0.24458488821983337,0.49051278829574585,0.8557175397872925,-0.24458488821983337,0.4559887647628784,0.8736045360565186,-0.24458488821983337,0.42070576548576355,0.8900375366210938,-0.24458488821983337,0.3847225606441498,0.9049891233444214,-0.24458488821983337,0.348099023103714,0.9184344410896301,-0.24458488821983337,0.310896098613739,0.9303511381149292,-0.24458488821983337,0.27317574620246887,0.9407193660736084,-0.24458488821983337,0.23500069975852966,0.9495218396186829,-0.24458488821983337,0.19643451273441315,0.9567439556121826,-0.24458488821983337,0.1575413942337036,0.9623736143112183,-0.24458488821983337,0.11838605254888535,0.9664015173912048,-0.24458488821983337,0.07903367280960083,0.9688209295272827,-0.24458488821983337,0.039549749344587326,0.969627857208252,-0.24458488821983337,1.1874516506377614e-16,0.9688209295272827,-0.24458488821983337,-0.039549749344587326,0.9664015173912048,-0.24458488821983337,-0.07903367280960083,0.9623736143112183,-0.24458488821983337,-0.11838605254888535,0.9567439556121826,-0.24458488821983337,-0.1575413942337036,0.9495218396186829,-0.24458488821983337,-0.19643451273441315,0.9407193660736084,-0.24458488821983337,-0.23500069975852966,0.9303511381149292,-0.24458488821983337,-0.27317574620246887,0.9184344410896301,-0.24458488821983337,-0.310896098613739,0.9049891233444214,-0.24458488821983337,-0.348099023103714,0.8900375366210938,-0.24458488821983337,-0.3847225606441498,0.8736045360565186,-0.24458488821983337,-0.42070576548576355,0.8557175397872925,-0.24458488821983337,-0.4559887647628784,0.8364062905311584,-0.24458488821983337,-0.49051278829574585,0.8157028555870056,-0.24458488821983337,-0.5242204070091248,0.7936418652534485,-0.24458488821983337,-0.5570555329322815,0.7702598571777344,-0.24458488821983337,-0.5889634490013123,0.7455958724021912,-0.24458488821983337,-0.6198911666870117,0.7196909189224243,-0.24458488821983337,-0.6497870683670044,0.6925880908966064,-0.24458488821983337,-0.6786015033721924,0.6643325090408325,-0.24458488821983337,-0.7062864303588867,0.6349712014198303,-0.24458488821983337,-0.7327958345413208,0.6045531034469604,-0.24458488821983337,-0.7580856084823608,0.5731287598609924,-0.24458488821983337,-0.7821136116981506,0.5407505035400391,-0.24458488821983337,-0.8048398494720459,0.5074722170829773,-0.24458488821983337,-0.8262264728546143,0.47334927320480347,-0.24458488821983337,-0.8462379574775696,0.4384384751319885,-0.24458488821983337,-0.8648409843444824,0.40279796719551086,-0.24458488821983337,-0.8820045590400696,0.366487056016922,-0.24458488821983337,-0.8977001309394836,0.3295661509037018,-0.24458488821983337,-0.9119015336036682,0.29209670424461365,-0.24458488821983337,-0.9245851635932922,0.25414109230041504,-0.24458488821983337,-0.9357299208641052,0.21576249599456787,-0.24458488821983337,-0.945317268371582,0.17702478170394897,-0.24458488821983337,-0.9533312320709229,0.13799244165420532,-0.24458488821983337,-0.959758460521698,0.0987304076552391,-0.24458488821983337,-0.9645882844924927,0.05930405110120773,-0.24458488821983337,-0.9678125977516174,0.019778991118073463,-0.24458488821983337,-0.969426155090332,-0.019778991118073463,-0.24458488821983337,-0.969426155090332,-0.05930405110120773,-0.24458488821983337,-0.9678125977516174,-0.0987304076552391,-0.24458488821983337,-0.9645882844924927,-0.13799244165420532,-0.24458488821983337,-0.959758460521698,-0.17702478170394897,-0.24458488821983337,-0.9533312320709229,-0.21576249599456787,-0.24458488821983337,-0.945317268371582,-0.25414109230041504,-0.24458488821983337,-0.9357299208641052,-0.29209670424461365,-0.24458488821983337,-0.9245851635932922,-0.3295661509037018,-0.24458488821983337,-0.9119015336036682,-0.366487056016922,-0.24458488821983337,-0.8977001309394836,-0.40279796719551086,-0.24458488821983337,-0.8820045590400696,-0.4384384751319885,-0.24458488821983337,-0.8648409843444824,-0.47334927320480347,-0.24458488821983337,-0.8462379574775696,-0.5074722170829773,-0.24458488821983337,-0.8262264728546143,-0.5407505035400391,-0.24458488821983337,-0.8048398494720459,-0.5731287598609924,-0.24458488821983337,-0.7821136116981506,-0.6045531034469604,-0.24458488821983337,-0.7580856084823608,-0.6349712014198303,-0.24458488821983337,-0.7327958345413208,-0.6643325090408325,-0.24458488821983337,-0.7062864303588867,-0.6925880908966064,-0.24458488821983337,-0.6786015033721924,-0.7196909189224243,-0.24458488821983337,-0.6497870683670044,-0.7455958724021912,-0.24458488821983337,-0.6198911666870117,-0.7702598571777344,-0.24458488821983337,-0.5889634490013123,-0.7936418652534485,-0.24458488821983337,-0.5570555329322815,-0.8157028555870056,-0.24458488821983337,-0.5242204070091248,-0.8364062905311584,-0.24458488821983337,-0.49051278829574585,-0.8557175397872925,-0.24458488821983337,-0.4559887647628784,-0.8736045360565186,-0.24458488821983337,-0.42070576548576355,-0.8900375366210938,-0.24458488821983337,-0.3847225606441498,-0.9049891233444214,-0.24458488821983337,-0.348099023103714,-0.9184344410896301,-0.24458488821983337,-0.310896098613739,-0.9303511381149292,-0.24458488821983337,-0.27317574620246887,-0.9407193660736084,-0.24458488821983337,-0.23500069975852966,-0.9495218396186829,-0.24458488821983337,-0.19643451273441315,-0.9567439556121826,-0.24458488821983337,-0.1575413942337036,-0.9623736143112183,-0.24458488821983337,-0.11838605254888535,-0.9664015173912048,-0.24458488821983337,-0.07903367280960083,-0.9688209295272827,-0.24458488821983337,-0.039549749344587326,-0.969627857208252,-0.24458488821983337,-2.374903301275523e-16,-0.9499598145484924,-0.3123721778392792,0.0,-0.9491692185401917,-0.3123721778392792,0.03874751552939415,-0.9467988610267639,-0.3123721778392792,0.07743054628372192,-0.9428526759147644,-0.3123721778392792,0.11598469316959381,-0.9373371601104736,-0.3123721778392792,0.1543457955121994,-0.9302616119384766,-0.3123721778392792,0.19245001673698425,-0.9216376543045044,-0.3123721778392792,0.23023390769958496,-0.9114797711372375,-0.3123721778392792,0.2676346004009247,-0.8998047709465027,-0.3123721778392792,0.3045898377895355,-0.8866322040557861,-0.3123721778392792,0.34103813767433167,-0.8719838857650757,-0.3123721778392792,0.3769187927246094,-0.8558841943740845,-0.3123721778392792,0.4121721088886261,-0.8383600115776062,-0.3123721778392792,0.44673940539360046,-0.819440484046936,-0.3123721778392792,0.4805631637573242,-0.7991570234298706,-0.3123721778392792,0.5135870575904846,-0.7775434851646423,-0.3123721778392792,0.5457561016082764,-0.7546358108520508,-0.3123721778392792,0.5770168304443359,-0.7304720878601074,-0.3123721778392792,0.6073171496391296,-0.7050926089286804,-0.3123721778392792,0.6366066932678223,-0.678539514541626,-0.3123721778392792,0.6648366451263428,-0.6508570909500122,-0.3123721778392792,0.6919600367546082,-0.6220913529396057,-0.3123721778392792,0.7179316878318787,-0.5922902226448059,-0.3123721778392792,0.7427085041999817,-0.5615032911300659,-0.3123721778392792,0.7662490606307983,-0.5297818183898926,-0.3123721778392792,0.7885143160820007,-0.4971785545349121,-0.3123721778392792,0.8094671964645386,-0.4637477695941925,-0.3123721778392792,0.8290727734565735,-0.429545134305954,-0.3123721778392792,0.8472983837127686,-0.39462757110595703,-0.3123721778392792,0.8641138076782227,-0.3590531647205353,-0.3123721778392792,0.8794910311698914,-0.32288116216659546,-0.3123721778392792,0.8934043645858765,-0.2861717641353607,-0.3123721778392792,0.9058307409286499,-0.24898606538772583,-0.3123721778392792,0.9167494773864746,-0.21138593554496765,-0.3123721778392792,0.9261423349380493,-0.17343398928642273,-0.3123721778392792,0.9339936971664429,-0.1351933777332306,-0.3123721778392792,0.9402905702590942,-0.09672774374485016,-0.3123721778392792,0.9450224041938782,-0.058101117610931396,-0.3123721778392792,0.9481813311576843,-0.01937779039144516,-0.3123721778392792,0.9497621655464172,0.01937779039144516,-0.3123721778392792,0.9497621655464172,0.058101117610931396,-0.3123721778392792,0.9481813311576843,0.09672774374485016,-0.3123721778392792,0.9450224041938782,0.1351933777332306,-0.3123721778392792,0.9402905702590942,0.17343398928642273,-0.3123721778392792,0.9339936971664429,0.21138593554496765,-0.3123721778392792,0.9261423349380493,0.24898606538772583,-0.3123721778392792,0.9167494773864746,0.2861717641353607,-0.3123721778392792,0.9058307409286499,0.32288116216659546,-0.3123721778392792,0.8934043645858765,0.3590531647205353,-0.3123721778392792,0.8794910311698914,0.39462757110595703,-0.3123721778392792,0.8641138076782227,0.429545134305954,-0.3123721778392792,0.8472983837127686,0.4637477695941925,-0.3123721778392792,0.8290727734565735,0.4971785545349121,-0.3123721778392792,0.8094671964645386,0.5297818183898926,-0.3123721778392792,0.7885143160820007,0.5615032911300659,-0.3123721778392792,0.7662490606307983,0.5922902226448059,-0.3123721778392792,0.7427085041999817,0.6220913529396057,-0.3123721778392792,0.7179316878318787,0.6508570909500122,-0.3123721778392792,0.6919600367546082,0.678539514541626,-0.3123721778392792,0.6648366451263428,0.7050926089286804,-0.3123721778392792,0.6366066932678223,0.7304720878601074,-0.3123721778392792,0.6073171496391296,0.7546358108520508,-0.3123721778392792,0.5770168304443359,0.7775434851646423,-0.3123721778392792,0.5457561016082764,0.7991570234298706,-0.3123721778392792,0.5135870575904846,0.819440484046936,-0.3123721778392792,0.4805631637573242,0.8383600115776062,-0.3123721778392792,0.44673940539360046,0.8558841943740845,-0.3123721778392792,0.4121721088886261,0.8719838857650757,-0.3123721778392792,0.3769187927246094,0.8866322040557861,-0.3123721778392792,0.34103813767433167,0.8998047709465027,-0.3123721778392792,0.3045898377895355,0.9114797711372375,-0.3123721778392792,0.2676346004009247,0.9216376543045044,-0.3123721778392792,0.23023390769958496,0.9302616119384766,-0.3123721778392792,0.19245001673698425,0.9373371601104736,-0.3123721778392792,0.1543457955121994,0.9428526759147644,-0.3123721778392792,0.11598469316959381,0.9467988610267639,-0.3123721778392792,0.07743054628372192,0.9491692185401917,-0.3123721778392792,0.03874751552939415,0.9499598145484924,-0.3123721778392792,1.1633652099914013e-16,0.9491692185401917,-0.3123721778392792,-0.03874751552939415,0.9467988610267639,-0.3123721778392792,-0.07743054628372192,0.9428526759147644,-0.3123721778392792,-0.11598469316959381,0.9373371601104736,-0.3123721778392792,-0.1543457955121994,0.9302616119384766,-0.3123721778392792,-0.19245001673698425,0.9216376543045044,-0.3123721778392792,-0.23023390769958496,0.9114797711372375,-0.3123721778392792,-0.2676346004009247,0.8998047709465027,-0.3123721778392792,-0.3045898377895355,0.8866322040557861,-0.3123721778392792,-0.34103813767433167,0.8719838857650757,-0.3123721778392792,-0.3769187927246094,0.8558841943740845,-0.3123721778392792,-0.4121721088886261,0.8383600115776062,-0.3123721778392792,-0.44673940539360046,0.819440484046936,-0.3123721778392792,-0.4805631637573242,0.7991570234298706,-0.3123721778392792,-0.5135870575904846,0.7775434851646423,-0.3123721778392792,-0.5457561016082764,0.7546358108520508,-0.3123721778392792,-0.5770168304443359,0.7304720878601074,-0.3123721778392792,-0.6073171496391296,0.7050926089286804,-0.3123721778392792,-0.6366066932678223,0.678539514541626,-0.3123721778392792,-0.6648366451263428,0.6508570909500122,-0.3123721778392792,-0.6919600367546082,0.6220913529396057,-0.3123721778392792,-0.7179316878318787,0.5922902226448059,-0.3123721778392792,-0.7427085041999817,0.5615032911300659,-0.3123721778392792,-0.7662490606307983,0.5297818183898926,-0.3123721778392792,-0.7885143160820007,0.4971785545349121,-0.3123721778392792,-0.8094671964645386,0.4637477695941925,-0.3123721778392792,-0.8290727734565735,0.429545134305954,-0.3123721778392792,-0.8472983837127686,0.39462757110595703,-0.3123721778392792,-0.8641138076782227,0.3590531647205353,-0.3123721778392792,-0.8794910311698914,0.32288116216659546,-0.3123721778392792,-0.8934043645858765,0.2861717641353607,-0.3123721778392792,-0.9058307409286499,0.24898606538772583,-0.3123721778392792,-0.9167494773864746,0.21138593554496765,-0.3123721778392792,-0.9261423349380493,0.17343398928642273,-0.3123721778392792,-0.9339936971664429,0.1351933777332306,-0.3123721778392792,-0.9402905702590942,0.09672774374485016,-0.3123721778392792,-0.9450224041938782,0.058101117610931396,-0.3123721778392792,-0.9481813311576843,0.01937779039144516,-0.3123721778392792,-0.9497621655464172,-0.01937779039144516,-0.3123721778392792,-0.9497621655464172,-0.058101117610931396,-0.3123721778392792,-0.9481813311576843,-0.09672774374485016,-0.3123721778392792,-0.9450224041938782,-0.1351933777332306,-0.3123721778392792,-0.9402905702590942,-0.17343398928642273,-0.3123721778392792,-0.9339936971664429,-0.21138593554496765,-0.3123721778392792,-0.9261423349380493,-0.24898606538772583,-0.3123721778392792,-0.9167494773864746,-0.2861717641353607,-0.3123721778392792,-0.9058307409286499,-0.32288116216659546,-0.3123721778392792,-0.8934043645858765,-0.3590531647205353,-0.3123721778392792,-0.8794910311698914,-0.39462757110595703,-0.3123721778392792,-0.8641138076782227,-0.429545134305954,-0.3123721778392792,-0.8472983837127686,-0.4637477695941925,-0.3123721778392792,-0.8290727734565735,-0.4971785545349121,-0.3123721778392792,-0.8094671964645386,-0.5297818183898926,-0.3123721778392792,-0.7885143160820007,-0.5615032911300659,-0.3123721778392792,-0.7662490606307983,-0.5922902226448059,-0.3123721778392792,-0.7427085041999817,-0.6220913529396057,-0.3123721778392792,-0.7179316878318787,-0.6508570909500122,-0.3123721778392792,-0.6919600367546082,-0.678539514541626,-0.3123721778392792,-0.6648366451263428,-0.7050926089286804,-0.3123721778392792,-0.6366066932678223,-0.7304720878601074,-0.3123721778392792,-0.6073171496391296,-0.7546358108520508,-0.3123721778392792,-0.5770168304443359,-0.7775434851646423,-0.3123721778392792,-0.5457561016082764,-0.7991570234298706,-0.3123721778392792,-0.5135870575904846,-0.819440484046936,-0.3123721778392792,-0.4805631637573242,-0.8383600115776062,-0.3123721778392792,-0.44673940539360046,-0.8558841943740845,-0.3123721778392792,-0.4121721088886261,-0.8719838857650757,-0.3123721778392792,-0.3769187927246094,-0.8866322040557861,-0.3123721778392792,-0.34103813767433167,-0.8998047709465027,-0.3123721778392792,-0.3045898377895355,-0.9114797711372375,-0.3123721778392792,-0.2676346004009247,-0.9216376543045044,-0.3123721778392792,-0.23023390769958496,-0.9302616119384766,-0.3123721778392792,-0.19245001673698425,-0.9373371601104736,-0.3123721778392792,-0.1543457955121994,-0.9428526759147644,-0.3123721778392792,-0.11598469316959381,-0.9467988610267639,-0.3123721778392792,-0.07743054628372192,-0.9491692185401917,-0.3123721778392792,-0.03874751552939415,-0.9499598145484924,-0.3123721778392792,-2.3267304199828026e-16,-0.9255590438842773,-0.3786032497882843,0.0,-0.9247888326644897,-0.3786032497882843,0.037752244621515274,-0.9224793314933777,-0.3786032497882843,0.07544165849685669,-0.9186344742774963,-0.3786032497882843,0.11300550401210785,-0.9132606983184814,-0.3786032497882843,0.15038126707077026,-0.9063668251037598,-0.3786032497882843,0.18750672042369843,-0.8979644179344177,-0.3786032497882843,0.22432009875774384,-0.8880674242973328,-0.3786032497882843,0.2607601284980774,-0.8766923546791077,-0.3786032497882843,0.29676613211631775,-0.8638581037521362,-0.3786032497882843,0.33227819204330444,-0.849586009979248,-0.3786032497882843,0.36723724007606506,-0.8338999152183533,-0.3786032497882843,0.40158504247665405,-0.8168258666992188,-0.3786032497882843,0.4352644383907318,-0.7983922362327576,-0.3786032497882843,0.4682193696498871,-0.7786298394203186,-0.3786032497882843,0.5003949999809265,-0.7575714588165283,-0.3786032497882843,0.5317378044128418,-0.7352521419525146,-0.3786032497882843,0.5621955394744873,-0.7117091417312622,-0.3786032497882843,0.5917176008224487,-0.6869814991950989,-0.3786032497882843,0.6202547550201416,-0.661110520362854,-0.3786032497882843,0.6477596163749695,-0.6341391205787659,-0.3786032497882843,0.6741862893104553,-0.6061123013496399,-0.3786032497882843,0.6994908452033997,-0.5770766139030457,-0.3786032497882843,0.7236312031745911,-0.5470805168151855,-0.3786032497882843,0.7465671300888062,-0.516173779964447,-0.3786032497882843,0.7682604789733887,-0.4844079911708832,-0.3786032497882843,0.7886751294136047,-0.45183590054512024,-0.3786032497882843,0.8077771067619324,-0.4185118079185486,-0.3786032497882843,0.8255346417427063,-0.3844911456108093,-0.3786032497882843,0.8419181108474731,-0.3498305082321167,-0.3786032497882843,0.8569003343582153,-0.31458762288093567,-0.3786032497882843,0.870456337928772,-0.2788211405277252,-0.3786032497882843,0.8825635313987732,-0.24259059131145477,-0.3786032497882843,0.8932017683982849,-0.20595626533031464,-0.3786032497882843,0.9023533463478088,-0.16897915303707123,-0.3786032497882843,0.9100030660629272,-0.13172079622745514,-0.3786032497882843,0.916138231754303,-0.09424319118261337,-0.3786032497882843,0.9207485318183899,-0.05660872906446457,-0.3786032497882843,0.923826277256012,-0.018880050629377365,-0.3786032497882843,0.9253664612770081,0.018880050629377365,-0.3786032497882843,0.9253664612770081,0.05660872906446457,-0.3786032497882843,0.923826277256012,0.09424319118261337,-0.3786032497882843,0.9207485318183899,0.13172079622745514,-0.3786032497882843,0.916138231754303,0.16897915303707123,-0.3786032497882843,0.9100030660629272,0.20595626533031464,-0.3786032497882843,0.9023533463478088,0.24259059131145477,-0.3786032497882843,0.8932017683982849,0.2788211405277252,-0.3786032497882843,0.8825635313987732,0.31458762288093567,-0.3786032497882843,0.870456337928772,0.3498305082321167,-0.3786032497882843,0.8569003343582153,0.3844911456108093,-0.3786032497882843,0.8419181108474731,0.4185118079185486,-0.3786032497882843,0.8255346417427063,0.45183590054512024,-0.3786032497882843,0.8077771067619324,0.4844079911708832,-0.3786032497882843,0.7886751294136047,0.516173779964447,-0.3786032497882843,0.7682604789733887,0.5470805168151855,-0.3786032497882843,0.7465671300888062,0.5770766139030457,-0.3786032497882843,0.7236312031745911,0.6061123013496399,-0.3786032497882843,0.6994908452033997,0.6341391205787659,-0.3786032497882843,0.6741862893104553,0.661110520362854,-0.3786032497882843,0.6477596163749695,0.6869814991950989,-0.3786032497882843,0.6202547550201416,0.7117091417312622,-0.3786032497882843,0.5917176008224487,0.7352521419525146,-0.3786032497882843,0.5621955394744873,0.7575714588165283,-0.3786032497882843,0.5317378044128418,0.7786298394203186,-0.3786032497882843,0.5003949999809265,0.7983922362327576,-0.3786032497882843,0.4682193696498871,0.8168258666992188,-0.3786032497882843,0.4352644383907318,0.8338999152183533,-0.3786032497882843,0.40158504247665405,0.849586009979248,-0.3786032497882843,0.36723724007606506,0.8638581037521362,-0.3786032497882843,0.33227819204330444,0.8766923546791077,-0.3786032497882843,0.29676613211631775,0.8880674242973328,-0.3786032497882843,0.2607601284980774,0.8979644179344177,-0.3786032497882843,0.22432009875774384,0.9063668251037598,-0.3786032497882843,0.18750672042369843,0.9132606983184814,-0.3786032497882843,0.15038126707077026,0.9186344742774963,-0.3786032497882843,0.11300550401210785,0.9224793314933777,-0.3786032497882843,0.07544165849685669,0.9247888326644897,-0.3786032497882843,0.037752244621515274,0.9255590438842773,-0.3786032497882843,1.1334829464034537e-16,0.9247888326644897,-0.3786032497882843,-0.037752244621515274,0.9224793314933777,-0.3786032497882843,-0.07544165849685669,0.9186344742774963,-0.3786032497882843,-0.11300550401210785,0.9132606983184814,-0.3786032497882843,-0.15038126707077026,0.9063668251037598,-0.3786032497882843,-0.18750672042369843,0.8979644179344177,-0.3786032497882843,-0.22432009875774384,0.8880674242973328,-0.3786032497882843,-0.2607601284980774,0.8766923546791077,-0.3786032497882843,-0.29676613211631775,0.8638581037521362,-0.3786032497882843,-0.33227819204330444,0.849586009979248,-0.3786032497882843,-0.36723724007606506,0.8338999152183533,-0.3786032497882843,-0.40158504247665405,0.8168258666992188,-0.3786032497882843,-0.4352644383907318,0.7983922362327576,-0.3786032497882843,-0.4682193696498871,0.7786298394203186,-0.3786032497882843,-0.5003949999809265,0.7575714588165283,-0.3786032497882843,-0.5317378044128418,0.7352521419525146,-0.3786032497882843,-0.5621955394744873,0.7117091417312622,-0.3786032497882843,-0.5917176008224487,0.6869814991950989,-0.3786032497882843,-0.6202547550201416,0.661110520362854,-0.3786032497882843,-0.6477596163749695,0.6341391205787659,-0.3786032497882843,-0.6741862893104553,0.6061123013496399,-0.3786032497882843,-0.6994908452033997,0.5770766139030457,-0.3786032497882843,-0.7236312031745911,0.5470805168151855,-0.3786032497882843,-0.7465671300888062,0.516173779964447,-0.3786032497882843,-0.7682604789733887,0.4844079911708832,-0.3786032497882843,-0.7886751294136047,0.45183590054512024,-0.3786032497882843,-0.8077771067619324,0.4185118079185486,-0.3786032497882843,-0.8255346417427063,0.3844911456108093,-0.3786032497882843,-0.8419181108474731,0.3498305082321167,-0.3786032497882843,-0.8569003343582153,0.31458762288093567,-0.3786032497882843,-0.870456337928772,0.2788211405277252,-0.3786032497882843,-0.8825635313987732,0.24259059131145477,-0.3786032497882843,-0.8932017683982849,0.20595626533031464,-0.3786032497882843,-0.9023533463478088,0.16897915303707123,-0.3786032497882843,-0.9100030660629272,0.13172079622745514,-0.3786032497882843,-0.916138231754303,0.09424319118261337,-0.3786032497882843,-0.9207485318183899,0.05660872906446457,-0.3786032497882843,-0.923826277256012,0.018880050629377365,-0.3786032497882843,-0.9253664612770081,-0.018880050629377365,-0.3786032497882843,-0.9253664612770081,-0.05660872906446457,-0.3786032497882843,-0.923826277256012,-0.09424319118261337,-0.3786032497882843,-0.9207485318183899,-0.13172079622745514,-0.3786032497882843,-0.916138231754303,-0.16897915303707123,-0.3786032497882843,-0.9100030660629272,-0.20595626533031464,-0.3786032497882843,-0.9023533463478088,-0.24259059131145477,-0.3786032497882843,-0.8932017683982849,-0.2788211405277252,-0.3786032497882843,-0.8825635313987732,-0.31458762288093567,-0.3786032497882843,-0.870456337928772,-0.3498305082321167,-0.3786032497882843,-0.8569003343582153,-0.3844911456108093,-0.3786032497882843,-0.8419181108474731,-0.4185118079185486,-0.3786032497882843,-0.8255346417427063,-0.45183590054512024,-0.3786032497882843,-0.8077771067619324,-0.4844079911708832,-0.3786032497882843,-0.7886751294136047,-0.516173779964447,-0.3786032497882843,-0.7682604789733887,-0.5470805168151855,-0.3786032497882843,-0.7465671300888062,-0.5770766139030457,-0.3786032497882843,-0.7236312031745911,-0.6061123013496399,-0.3786032497882843,-0.6994908452033997,-0.6341391205787659,-0.3786032497882843,-0.6741862893104553,-0.661110520362854,-0.3786032497882843,-0.6477596163749695,-0.6869814991950989,-0.3786032497882843,-0.6202547550201416,-0.7117091417312622,-0.3786032497882843,-0.5917176008224487,-0.7352521419525146,-0.3786032497882843,-0.5621955394744873,-0.7575714588165283,-0.3786032497882843,-0.5317378044128418,-0.7786298394203186,-0.3786032497882843,-0.5003949999809265,-0.7983922362327576,-0.3786032497882843,-0.4682193696498871,-0.8168258666992188,-0.3786032497882843,-0.4352644383907318,-0.8338999152183533,-0.3786032497882843,-0.40158504247665405,-0.849586009979248,-0.3786032497882843,-0.36723724007606506,-0.8638581037521362,-0.3786032497882843,-0.33227819204330444,-0.8766923546791077,-0.3786032497882843,-0.29676613211631775,-0.8880674242973328,-0.3786032497882843,-0.2607601284980774,-0.8979644179344177,-0.3786032497882843,-0.22432009875774384,-0.9063668251037598,-0.3786032497882843,-0.18750672042369843,-0.9132606983184814,-0.3786032497882843,-0.15038126707077026,-0.9186344742774963,-0.3786032497882843,-0.11300550401210785,-0.9224793314933777,-0.3786032497882843,-0.07544165849685669,-0.9247888326644897,-0.3786032497882843,-0.037752244621515274,-0.9255590438842773,-0.3786032497882843,-2.2669658928069073e-16,-0.896547257900238,-0.4429481327533722,0.0,-0.8958011269569397,-0.4429481327533722,0.03656889498233795,-0.8935640454292297,-0.4429481327533722,0.07307692617177963,-0.8898397088050842,-0.4429481327533722,0.10946332663297653,-0.8846343755722046,-0.4429481327533722,0.14566753804683685,-0.8779565691947937,-0.4429481327533722,0.18162928521633148,-0.8698175549507141,-0.4429481327533722,0.21728874742984772,-0.8602308034896851,-0.4429481327533722,0.2525865435600281,-0.8492122292518616,-0.4429481327533722,0.2874639332294464,-0.836780309677124,-0.4429481327533722,0.3218628764152527,-0.8229556083679199,-0.4429481327533722,0.35572612285614014,-0.8077611327171326,-0.4429481327533722,0.38899725675582886,-0.7912222743034363,-0.4429481327533722,0.4216209948062897,-0.7733665108680725,-0.4429481327533722,0.45354294776916504,-0.7542235255241394,-0.4429481327533722,0.48471003770828247,-0.7338252067565918,-0.4429481327533722,0.515070378780365,-0.7122055292129517,-0.4429481327533722,0.5445734262466431,-0.6894004940986633,-0.4429481327533722,0.5731700658798218,-0.6654479503631592,-0.4429481327533722,0.6008127927780151,-0.6403878927230835,-0.4429481327533722,0.627455472946167,-0.6142619252204895,-0.4429481327533722,0.6530538201332092,-0.5871135592460632,-0.4429481327533722,0.6775652170181274,-0.5589880347251892,-0.4429481327533722,0.7009488344192505,-0.5299321413040161,-0.4429481327533722,0.7231658697128296,-0.4999942481517792,-0.4429481327533722,0.7441792488098145,-0.46922412514686584,-0.4429481327533722,0.7639539837837219,-0.43767303228378296,-0.4429481327533722,0.7824572324752808,-0.40539348125457764,-0.4429481327533722,0.7996581196784973,-0.3724391758441925,-0.4429481327533722,0.8155280351638794,-0.3388650119304657,-0.4429481327533722,0.8300406336784363,-0.30472680926322937,-0.4429481327533722,0.8431717157363892,-0.27008143067359924,-0.4429481327533722,0.8548994064331055,-0.2349865436553955,-0.4429481327533722,0.8652042150497437,-0.19950053095817566,-0.4429481327533722,0.8740689158439636,-0.1636824756860733,-0.4429481327533722,0.8814789056777954,-0.12759198248386383,-0.4429481327533722,0.8874216675758362,-0.09128911793231964,-0.4429481327533722,0.8918874859809875,-0.05483431741595268,-0.4429481327533722,0.894868791103363,-0.018288252875208855,-0.4429481327533722,0.8963606953620911,0.018288252875208855,-0.4429481327533722,0.8963606953620911,0.05483431741595268,-0.4429481327533722,0.894868791103363,0.09128911793231964,-0.4429481327533722,0.8918874859809875,0.12759198248386383,-0.4429481327533722,0.8874216675758362,0.1636824756860733,-0.4429481327533722,0.8814789056777954,0.19950053095817566,-0.4429481327533722,0.8740689158439636,0.2349865436553955,-0.4429481327533722,0.8652042150497437,0.27008143067359924,-0.4429481327533722,0.8548994064331055,0.30472680926322937,-0.4429481327533722,0.8431717157363892,0.3388650119304657,-0.4429481327533722,0.8300406336784363,0.3724391758441925,-0.4429481327533722,0.8155280351638794,0.40539348125457764,-0.4429481327533722,0.7996581196784973,0.43767303228378296,-0.4429481327533722,0.7824572324752808,0.46922412514686584,-0.4429481327533722,0.7639539837837219,0.4999942481517792,-0.4429481327533722,0.7441792488098145,0.5299321413040161,-0.4429481327533722,0.7231658697128296,0.5589880347251892,-0.4429481327533722,0.7009488344192505,0.5871135592460632,-0.4429481327533722,0.6775652170181274,0.6142619252204895,-0.4429481327533722,0.6530538201332092,0.6403878927230835,-0.4429481327533722,0.627455472946167,0.6654479503631592,-0.4429481327533722,0.6008127927780151,0.6894004940986633,-0.4429481327533722,0.5731700658798218,0.7122055292129517,-0.4429481327533722,0.5445734262466431,0.7338252067565918,-0.4429481327533722,0.515070378780365,0.7542235255241394,-0.4429481327533722,0.48471003770828247,0.7733665108680725,-0.4429481327533722,0.45354294776916504,0.7912222743034363,-0.4429481327533722,0.4216209948062897,0.8077611327171326,-0.4429481327533722,0.38899725675582886,0.8229556083679199,-0.4429481327533722,0.35572612285614014,0.836780309677124,-0.4429481327533722,0.3218628764152527,0.8492122292518616,-0.4429481327533722,0.2874639332294464,0.8602308034896851,-0.4429481327533722,0.2525865435600281,0.8698175549507141,-0.4429481327533722,0.21728874742984772,0.8779565691947937,-0.4429481327533722,0.18162928521633148,0.8846343755722046,-0.4429481327533722,0.14566753804683685,0.8898397088050842,-0.4429481327533722,0.10946332663297653,0.8935640454292297,-0.4429481327533722,0.07307692617177963,0.8958011269569397,-0.4429481327533722,0.03656889498233795,0.896547257900238,-0.4429481327533722,1.097953686209729e-16,0.8958011269569397,-0.4429481327533722,-0.03656889498233795,0.8935640454292297,-0.4429481327533722,-0.07307692617177963,0.8898397088050842,-0.4429481327533722,-0.10946332663297653,0.8846343755722046,-0.4429481327533722,-0.14566753804683685,0.8779565691947937,-0.4429481327533722,-0.18162928521633148,0.8698175549507141,-0.4429481327533722,-0.21728874742984772,0.8602308034896851,-0.4429481327533722,-0.2525865435600281,0.8492122292518616,-0.4429481327533722,-0.2874639332294464,0.836780309677124,-0.4429481327533722,-0.3218628764152527,0.8229556083679199,-0.4429481327533722,-0.35572612285614014,0.8077611327171326,-0.4429481327533722,-0.38899725675582886,0.7912222743034363,-0.4429481327533722,-0.4216209948062897,0.7733665108680725,-0.4429481327533722,-0.45354294776916504,0.7542235255241394,-0.4429481327533722,-0.48471003770828247,0.7338252067565918,-0.4429481327533722,-0.515070378780365,0.7122055292129517,-0.4429481327533722,-0.5445734262466431,0.6894004940986633,-0.4429481327533722,-0.5731700658798218,0.6654479503631592,-0.4429481327533722,-0.6008127927780151,0.6403878927230835,-0.4429481327533722,-0.627455472946167,0.6142619252204895,-0.4429481327533722,-0.6530538201332092,0.5871135592460632,-0.4429481327533722,-0.6775652170181274,0.5589880347251892,-0.4429481327533722,-0.7009488344192505,0.5299321413040161,-0.4429481327533722,-0.7231658697128296,0.4999942481517792,-0.4429481327533722,-0.7441792488098145,0.46922412514686584,-0.4429481327533722,-0.7639539837837219,0.43767303228378296,-0.4429481327533722,-0.7824572324752808,0.40539348125457764,-0.4429481327533722,-0.7996581196784973,0.3724391758441925,-0.4429481327533722,-0.8155280351638794,0.3388650119304657,-0.4429481327533722,-0.8300406336784363,0.30472680926322937,-0.4429481327533722,-0.8431717157363892,0.27008143067359924,-0.4429481327533722,-0.8548994064331055,0.2349865436553955,-0.4429481327533722,-0.8652042150497437,0.19950053095817566,-0.4429481327533722,-0.8740689158439636,0.1636824756860733,-0.4429481327533722,-0.8814789056777954,0.12759198248386383,-0.4429481327533722,-0.8874216675758362,0.09128911793231964,-0.4429481327533722,-0.8918874859809875,0.05483431741595268,-0.4429481327533722,-0.894868791103363,0.018288252875208855,-0.4429481327533722,-0.8963606953620911,-0.018288252875208855,-0.4429481327533722,-0.8963606953620911,-0.05483431741595268,-0.4429481327533722,-0.894868791103363,-0.09128911793231964,-0.4429481327533722,-0.8918874859809875,-0.12759198248386383,-0.4429481327533722,-0.8874216675758362,-0.1636824756860733,-0.4429481327533722,-0.8814789056777954,-0.19950053095817566,-0.4429481327533722,-0.8740689158439636,-0.2349865436553955,-0.4429481327533722,-0.8652042150497437,-0.27008143067359924,-0.4429481327533722,-0.8548994064331055,-0.30472680926322937,-0.4429481327533722,-0.8431717157363892,-0.3388650119304657,-0.4429481327533722,-0.8300406336784363,-0.3724391758441925,-0.4429481327533722,-0.8155280351638794,-0.40539348125457764,-0.4429481327533722,-0.7996581196784973,-0.43767303228378296,-0.4429481327533722,-0.7824572324752808,-0.46922412514686584,-0.4429481327533722,-0.7639539837837219,-0.4999942481517792,-0.4429481327533722,-0.7441792488098145,-0.5299321413040161,-0.4429481327533722,-0.7231658697128296,-0.5589880347251892,-0.4429481327533722,-0.7009488344192505,-0.5871135592460632,-0.4429481327533722,-0.6775652170181274,-0.6142619252204895,-0.4429481327533722,-0.6530538201332092,-0.6403878927230835,-0.4429481327533722,-0.627455472946167,-0.6654479503631592,-0.4429481327533722,-0.6008127927780151,-0.6894004940986633,-0.4429481327533722,-0.5731700658798218,-0.7122055292129517,-0.4429481327533722,-0.5445734262466431,-0.7338252067565918,-0.4429481327533722,-0.515070378780365,-0.7542235255241394,-0.4429481327533722,-0.48471003770828247,-0.7733665108680725,-0.4429481327533722,-0.45354294776916504,-0.7912222743034363,-0.4429481327533722,-0.4216209948062897,-0.8077611327171326,-0.4429481327533722,-0.38899725675582886,-0.8229556083679199,-0.4429481327533722,-0.35572612285614014,-0.836780309677124,-0.4429481327533722,-0.3218628764152527,-0.8492122292518616,-0.4429481327533722,-0.2874639332294464,-0.8602308034896851,-0.4429481327533722,-0.2525865435600281,-0.8698175549507141,-0.4429481327533722,-0.21728874742984772,-0.8779565691947937,-0.4429481327533722,-0.18162928521633148,-0.8846343755722046,-0.4429481327533722,-0.14566753804683685,-0.8898397088050842,-0.4429481327533722,-0.10946332663297653,-0.8935640454292297,-0.4429481327533722,-0.07307692617177963,-0.8958011269569397,-0.4429481327533722,-0.03656889498233795,-0.896547257900238,-0.4429481327533722,-2.195907372419458e-16,-0.8630688786506653,-0.5050862431526184,0.0,-0.8623506426811218,-0.5050862431526184,0.03520336002111435,-0.8601970672607422,-0.5050862431526184,0.07034812867641449,-0.8566118478775024,-0.5050862431526184,0.10537580400705338,-0.8516008257865906,-0.5050862431526184,0.14022809267044067,-0.8451724052429199,-0.5050862431526184,0.17484699189662933,-0.83733731508255,-0.5050862431526184,0.20917487144470215,-0.8281084895133972,-0.5050862431526184,0.2431546002626419,-0.817501425743103,-0.5050862431526184,0.27672961354255676,-0.8055337071418762,-0.5050862431526184,0.309844046831131,-0.7922252416610718,-0.5050862431526184,0.3424427807331085,-0.7775982022285461,-0.5050862431526184,0.3744715452194214,-0.7616769075393677,-0.5050862431526184,0.4058770537376404,-0.7444878816604614,-0.5050862431526184,0.4366070032119751,-0.7260597348213196,-0.5050862431526184,0.46661025285720825,-0.7064231634140015,-0.5050862431526184,0.49583688378334045,-0.6856107711791992,-0.5050862431526184,0.5242382884025574,-0.6636572480201721,-0.5050862431526184,0.551767110824585,-0.6405991911888123,-0.5050862431526184,0.5783775448799133,-0.6164748668670654,-0.5050862431526184,0.6040253639221191,-0.591324508190155,-0.5050862431526184,0.6286678314208984,-0.5651898980140686,-0.5050862431526184,0.6522639393806458,-0.5381146669387817,-0.5050862431526184,0.6747744083404541,-0.5101436972618103,-0.5050862431526184,0.6961618065834045,-0.4813237190246582,-0.5050862431526184,0.7163904905319214,-0.45170262455940247,-0.5050862431526184,0.7354268431663513,-0.42132967710494995,-0.5050862431526184,0.753239095211029,-0.39025551080703735,-0.5050862431526184,0.769797682762146,-0.35853177309036255,-0.5050862431526184,0.7850750684738159,-0.3262113034725189,-0.5050862431526184,0.799045741558075,-0.29334786534309387,-0.5050862431526184,0.8116864562034607,-0.2599962055683136,-0.5050862431526184,0.8229762315750122,-0.2262118011713028,-0.5050862431526184,0.8328962326049805,-0.19205088913440704,-0.5050862431526184,0.8414299488067627,-0.15757033228874207,-0.5050862431526184,0.8485631942749023,-0.12282750755548477,-0.5050862431526184,0.8542840480804443,-0.08788024634122849,-0.5050862431526184,0.8585830926895142,-0.052786726504564285,-0.5050862431526184,0.861453115940094,-0.017605341970920563,-0.5050862431526184,0.862889289855957,0.017605341970920563,-0.5050862431526184,0.862889289855957,0.052786726504564285,-0.5050862431526184,0.861453115940094,0.08788024634122849,-0.5050862431526184,0.8585830926895142,0.12282750755548477,-0.5050862431526184,0.8542840480804443,0.15757033228874207,-0.5050862431526184,0.8485631942749023,0.19205088913440704,-0.5050862431526184,0.8414299488067627,0.2262118011713028,-0.5050862431526184,0.8328962326049805,0.2599962055683136,-0.5050862431526184,0.8229762315750122,0.29334786534309387,-0.5050862431526184,0.8116864562034607,0.3262113034725189,-0.5050862431526184,0.799045741558075,0.35853177309036255,-0.5050862431526184,0.7850750684738159,0.39025551080703735,-0.5050862431526184,0.769797682762146,0.42132967710494995,-0.5050862431526184,0.753239095211029,0.45170262455940247,-0.5050862431526184,0.7354268431663513,0.4813237190246582,-0.5050862431526184,0.7163904905319214,0.5101436972618103,-0.5050862431526184,0.6961618065834045,0.5381146669387817,-0.5050862431526184,0.6747744083404541,0.5651898980140686,-0.5050862431526184,0.6522639393806458,0.591324508190155,-0.5050862431526184,0.6286678314208984,0.6164748668670654,-0.5050862431526184,0.6040253639221191,0.6405991911888123,-0.5050862431526184,0.5783775448799133,0.6636572480201721,-0.5050862431526184,0.551767110824585,0.6856107711791992,-0.5050862431526184,0.5242382884025574,0.7064231634140015,-0.5050862431526184,0.49583688378334045,0.7260597348213196,-0.5050862431526184,0.46661025285720825,0.7444878816604614,-0.5050862431526184,0.4366070032119751,0.7616769075393677,-0.5050862431526184,0.4058770537376404,0.7775982022285461,-0.5050862431526184,0.3744715452194214,0.7922252416610718,-0.5050862431526184,0.3424427807331085,0.8055337071418762,-0.5050862431526184,0.309844046831131,0.817501425743103,-0.5050862431526184,0.27672961354255676,0.8281084895133972,-0.5050862431526184,0.2431546002626419,0.83733731508255,-0.5050862431526184,0.20917487144470215,0.8451724052429199,-0.5050862431526184,0.17484699189662933,0.8516008257865906,-0.5050862431526184,0.14022809267044067,0.8566118478775024,-0.5050862431526184,0.10537580400705338,0.8601970672607422,-0.5050862431526184,0.07034812867641449,0.8623506426811218,-0.5050862431526184,0.03520336002111435,0.8630688786506653,-0.5050862431526184,1.0569545122357627e-16,0.8623506426811218,-0.5050862431526184,-0.03520336002111435,0.8601970672607422,-0.5050862431526184,-0.07034812867641449,0.8566118478775024,-0.5050862431526184,-0.10537580400705338,0.8516008257865906,-0.5050862431526184,-0.14022809267044067,0.8451724052429199,-0.5050862431526184,-0.17484699189662933,0.83733731508255,-0.5050862431526184,-0.20917487144470215,0.8281084895133972,-0.5050862431526184,-0.2431546002626419,0.817501425743103,-0.5050862431526184,-0.27672961354255676,0.8055337071418762,-0.5050862431526184,-0.309844046831131,0.7922252416610718,-0.5050862431526184,-0.3424427807331085,0.7775982022285461,-0.5050862431526184,-0.3744715452194214,0.7616769075393677,-0.5050862431526184,-0.4058770537376404,0.7444878816604614,-0.5050862431526184,-0.4366070032119751,0.7260597348213196,-0.5050862431526184,-0.46661025285720825,0.7064231634140015,-0.5050862431526184,-0.49583688378334045,0.6856107711791992,-0.5050862431526184,-0.5242382884025574,0.6636572480201721,-0.5050862431526184,-0.551767110824585,0.6405991911888123,-0.5050862431526184,-0.5783775448799133,0.6164748668670654,-0.5050862431526184,-0.6040253639221191,0.591324508190155,-0.5050862431526184,-0.6286678314208984,0.5651898980140686,-0.5050862431526184,-0.6522639393806458,0.5381146669387817,-0.5050862431526184,-0.6747744083404541,0.5101436972618103,-0.5050862431526184,-0.6961618065834045,0.4813237190246582,-0.5050862431526184,-0.7163904905319214,0.45170262455940247,-0.5050862431526184,-0.7354268431663513,0.42132967710494995,-0.5050862431526184,-0.753239095211029,0.39025551080703735,-0.5050862431526184,-0.769797682762146,0.35853177309036255,-0.5050862431526184,-0.7850750684738159,0.3262113034725189,-0.5050862431526184,-0.799045741558075,0.29334786534309387,-0.5050862431526184,-0.8116864562034607,0.2599962055683136,-0.5050862431526184,-0.8229762315750122,0.2262118011713028,-0.5050862431526184,-0.8328962326049805,0.19205088913440704,-0.5050862431526184,-0.8414299488067627,0.15757033228874207,-0.5050862431526184,-0.8485631942749023,0.12282750755548477,-0.5050862431526184,-0.8542840480804443,0.08788024634122849,-0.5050862431526184,-0.8585830926895142,0.052786726504564285,-0.5050862431526184,-0.861453115940094,0.017605341970920563,-0.5050862431526184,-0.862889289855957,-0.017605341970920563,-0.5050862431526184,-0.862889289855957,-0.052786726504564285,-0.5050862431526184,-0.861453115940094,-0.08788024634122849,-0.5050862431526184,-0.8585830926895142,-0.12282750755548477,-0.5050862431526184,-0.8542840480804443,-0.15757033228874207,-0.5050862431526184,-0.8485631942749023,-0.19205088913440704,-0.5050862431526184,-0.8414299488067627,-0.2262118011713028,-0.5050862431526184,-0.8328962326049805,-0.2599962055683136,-0.5050862431526184,-0.8229762315750122,-0.29334786534309387,-0.5050862431526184,-0.8116864562034607,-0.3262113034725189,-0.5050862431526184,-0.799045741558075,-0.35853177309036255,-0.5050862431526184,-0.7850750684738159,-0.39025551080703735,-0.5050862431526184,-0.769797682762146,-0.42132967710494995,-0.5050862431526184,-0.753239095211029,-0.45170262455940247,-0.5050862431526184,-0.7354268431663513,-0.4813237190246582,-0.5050862431526184,-0.7163904905319214,-0.5101436972618103,-0.5050862431526184,-0.6961618065834045,-0.5381146669387817,-0.5050862431526184,-0.6747744083404541,-0.5651898980140686,-0.5050862431526184,-0.6522639393806458,-0.591324508190155,-0.5050862431526184,-0.6286678314208984,-0.6164748668670654,-0.5050862431526184,-0.6040253639221191,-0.6405991911888123,-0.5050862431526184,-0.5783775448799133,-0.6636572480201721,-0.5050862431526184,-0.551767110824585,-0.6856107711791992,-0.5050862431526184,-0.5242382884025574,-0.7064231634140015,-0.5050862431526184,-0.49583688378334045,-0.7260597348213196,-0.5050862431526184,-0.46661025285720825,-0.7444878816604614,-0.5050862431526184,-0.4366070032119751,-0.7616769075393677,-0.5050862431526184,-0.4058770537376404,-0.7775982022285461,-0.5050862431526184,-0.3744715452194214,-0.7922252416610718,-0.5050862431526184,-0.3424427807331085,-0.8055337071418762,-0.5050862431526184,-0.309844046831131,-0.817501425743103,-0.5050862431526184,-0.27672961354255676,-0.8281084895133972,-0.5050862431526184,-0.2431546002626419,-0.83733731508255,-0.5050862431526184,-0.20917487144470215,-0.8451724052429199,-0.5050862431526184,-0.17484699189662933,-0.8516008257865906,-0.5050862431526184,-0.14022809267044067,-0.8566118478775024,-0.5050862431526184,-0.10537580400705338,-0.8601970672607422,-0.5050862431526184,-0.07034812867641449,-0.8623506426811218,-0.5050862431526184,-0.03520336002111435,-0.8630688786506653,-0.5050862431526184,-2.1139090244715254e-16,-0.8252907395362854,-0.5647080540657043,0.0,-0.8246039152145386,-0.5647080540657043,0.03366244211792946,-0.8225446343421936,-0.5647080540657043,0.06726885586977005,-0.8191162943840027,-0.5647080540657043,0.10076330602169037,-0.814324676990509,-0.5647080540657043,0.13409005105495453,-0.808177649974823,-0.5647080540657043,0.16719360649585724,-0.800685465335846,-0.5647080540657043,0.20001889765262604,-0.7918606400489807,-0.5647080540657043,0.2325112670660019,-0.781717836856842,-0.5647080540657043,0.26461663842201233,-0.7702739834785461,-0.5647080540657043,0.2962816059589386,-0.7575480341911316,-0.5647080540657043,0.3274534046649933,-0.7435612678527832,-0.5647080540657043,0.3580802381038666,-0.7283368706703186,-0.5647080540657043,0.38811105489730835,-0.7119002342224121,-0.5647080540657043,0.41749587655067444,-0.6942787170410156,-0.5647080540657043,0.4461858570575714,-0.6755016446113586,-0.5647080540657043,0.4741331934928894,-0.6556003093719482,-0.5647080540657043,0.5012913942337036,-0.63460773229599,-0.5647080540657043,0.5276151895523071,-0.6125589609146118,-0.5647080540657043,0.5530608892440796,-0.5894905924797058,-0.5647080540657043,0.5775860548019409,-0.5654411315917969,-0.5647080540657043,0.60114985704422,-0.5404505133628845,-0.5647080540657043,0.6237131357192993,-0.514560341835022,-0.5647080540657043,0.6452382802963257,-0.4878137707710266,-0.5647080540657043,0.6656894683837891,-0.46025529503822327,-0.5647080540657043,0.6850327253341675,-0.4319307506084442,-0.5647080540657043,0.7032358050346375,-0.4028872847557068,-0.5647080540657043,0.7202684283256531,-0.3731732666492462,-0.5647080540657043,0.7361022233963013,-0.3428381681442261,-0.5647080540657043,0.7507108449935913,-0.31193241477012634,-0.5647080540657043,0.7640699744224548,-0.28050747513771057,-0.5647080540657043,0.7761574387550354,-0.24861568212509155,-0.5647080540657043,0.7869529724121094,-0.21631008386611938,-0.5647080540657043,0.7964387536048889,-0.18364445865154266,-0.5647080540657043,0.8045989871025085,-0.15067318081855774,-0.5647080540657043,0.8114199638366699,-0.11745111644268036,-0.5647080540657043,0.8168904781341553,-0.08403356373310089,-0.5647080540657043,0.8210012912750244,-0.05047615244984627,-0.5647080540657043,0.8237456679344177,-0.016834722831845284,-0.5647080540657043,0.8251190185546875,0.016834722831845284,-0.5647080540657043,0.8251190185546875,0.05047615244984627,-0.5647080540657043,0.8237456679344177,0.08403356373310089,-0.5647080540657043,0.8210012912750244,0.11745111644268036,-0.5647080540657043,0.8168904781341553,0.15067318081855774,-0.5647080540657043,0.8114199638366699,0.18364445865154266,-0.5647080540657043,0.8045989871025085,0.21631008386611938,-0.5647080540657043,0.7964387536048889,0.24861568212509155,-0.5647080540657043,0.7869529724121094,0.28050747513771057,-0.5647080540657043,0.7761574387550354,0.31193241477012634,-0.5647080540657043,0.7640699744224548,0.3428381681442261,-0.5647080540657043,0.7507108449935913,0.3731732666492462,-0.5647080540657043,0.7361022233963013,0.4028872847557068,-0.5647080540657043,0.7202684283256531,0.4319307506084442,-0.5647080540657043,0.7032358050346375,0.46025529503822327,-0.5647080540657043,0.6850327253341675,0.4878137707710266,-0.5647080540657043,0.6656894683837891,0.514560341835022,-0.5647080540657043,0.6452382802963257,0.5404505133628845,-0.5647080540657043,0.6237131357192993,0.5654411315917969,-0.5647080540657043,0.60114985704422,0.5894905924797058,-0.5647080540657043,0.5775860548019409,0.6125589609146118,-0.5647080540657043,0.5530608892440796,0.63460773229599,-0.5647080540657043,0.5276151895523071,0.6556003093719482,-0.5647080540657043,0.5012913942337036,0.6755016446113586,-0.5647080540657043,0.4741331934928894,0.6942787170410156,-0.5647080540657043,0.4461858570575714,0.7119002342224121,-0.5647080540657043,0.41749587655067444,0.7283368706703186,-0.5647080540657043,0.38811105489730835,0.7435612678527832,-0.5647080540657043,0.3580802381038666,0.7575480341911316,-0.5647080540657043,0.3274534046649933,0.7702739834785461,-0.5647080540657043,0.2962816059589386,0.781717836856842,-0.5647080540657043,0.26461663842201233,0.7918606400489807,-0.5647080540657043,0.2325112670660019,0.800685465335846,-0.5647080540657043,0.20001889765262604,0.808177649974823,-0.5647080540657043,0.16719360649585724,0.814324676990509,-0.5647080540657043,0.13409005105495453,0.8191162943840027,-0.5647080540657043,0.10076330602169037,0.8225446343421936,-0.5647080540657043,0.06726885586977005,0.8246039152145386,-0.5647080540657043,0.03366244211792946,0.8252907395362854,-0.5647080540657043,1.0106896388311818e-16,0.8246039152145386,-0.5647080540657043,-0.03366244211792946,0.8225446343421936,-0.5647080540657043,-0.06726885586977005,0.8191162943840027,-0.5647080540657043,-0.10076330602169037,0.814324676990509,-0.5647080540657043,-0.13409005105495453,0.808177649974823,-0.5647080540657043,-0.16719360649585724,0.800685465335846,-0.5647080540657043,-0.20001889765262604,0.7918606400489807,-0.5647080540657043,-0.2325112670660019,0.781717836856842,-0.5647080540657043,-0.26461663842201233,0.7702739834785461,-0.5647080540657043,-0.2962816059589386,0.7575480341911316,-0.5647080540657043,-0.3274534046649933,0.7435612678527832,-0.5647080540657043,-0.3580802381038666,0.7283368706703186,-0.5647080540657043,-0.38811105489730835,0.7119002342224121,-0.5647080540657043,-0.41749587655067444,0.6942787170410156,-0.5647080540657043,-0.4461858570575714,0.6755016446113586,-0.5647080540657043,-0.4741331934928894,0.6556003093719482,-0.5647080540657043,-0.5012913942337036,0.63460773229599,-0.5647080540657043,-0.5276151895523071,0.6125589609146118,-0.5647080540657043,-0.5530608892440796,0.5894905924797058,-0.5647080540657043,-0.5775860548019409,0.5654411315917969,-0.5647080540657043,-0.60114985704422,0.5404505133628845,-0.5647080540657043,-0.6237131357192993,0.514560341835022,-0.5647080540657043,-0.6452382802963257,0.4878137707710266,-0.5647080540657043,-0.6656894683837891,0.46025529503822327,-0.5647080540657043,-0.6850327253341675,0.4319307506084442,-0.5647080540657043,-0.7032358050346375,0.4028872847557068,-0.5647080540657043,-0.7202684283256531,0.3731732666492462,-0.5647080540657043,-0.7361022233963013,0.3428381681442261,-0.5647080540657043,-0.7507108449935913,0.31193241477012634,-0.5647080540657043,-0.7640699744224548,0.28050747513771057,-0.5647080540657043,-0.7761574387550354,0.24861568212509155,-0.5647080540657043,-0.7869529724121094,0.21631008386611938,-0.5647080540657043,-0.7964387536048889,0.18364445865154266,-0.5647080540657043,-0.8045989871025085,0.15067318081855774,-0.5647080540657043,-0.8114199638366699,0.11745111644268036,-0.5647080540657043,-0.8168904781341553,0.08403356373310089,-0.5647080540657043,-0.8210012912750244,0.05047615244984627,-0.5647080540657043,-0.8237456679344177,0.016834722831845284,-0.5647080540657043,-0.8251190185546875,-0.016834722831845284,-0.5647080540657043,-0.8251190185546875,-0.05047615244984627,-0.5647080540657043,-0.8237456679344177,-0.08403356373310089,-0.5647080540657043,-0.8210012912750244,-0.11745111644268036,-0.5647080540657043,-0.8168904781341553,-0.15067318081855774,-0.5647080540657043,-0.8114199638366699,-0.18364445865154266,-0.5647080540657043,-0.8045989871025085,-0.21631008386611938,-0.5647080540657043,-0.7964387536048889,-0.24861568212509155,-0.5647080540657043,-0.7869529724121094,-0.28050747513771057,-0.5647080540657043,-0.7761574387550354,-0.31193241477012634,-0.5647080540657043,-0.7640699744224548,-0.3428381681442261,-0.5647080540657043,-0.7507108449935913,-0.3731732666492462,-0.5647080540657043,-0.7361022233963013,-0.4028872847557068,-0.5647080540657043,-0.7202684283256531,-0.4319307506084442,-0.5647080540657043,-0.7032358050346375,-0.46025529503822327,-0.5647080540657043,-0.6850327253341675,-0.4878137707710266,-0.5647080540657043,-0.6656894683837891,-0.514560341835022,-0.5647080540657043,-0.6452382802963257,-0.5404505133628845,-0.5647080540657043,-0.6237131357192993,-0.5654411315917969,-0.5647080540657043,-0.60114985704422,-0.5894905924797058,-0.5647080540657043,-0.5775860548019409,-0.6125589609146118,-0.5647080540657043,-0.5530608892440796,-0.63460773229599,-0.5647080540657043,-0.5276151895523071,-0.6556003093719482,-0.5647080540657043,-0.5012913942337036,-0.6755016446113586,-0.5647080540657043,-0.4741331934928894,-0.6942787170410156,-0.5647080540657043,-0.4461858570575714,-0.7119002342224121,-0.5647080540657043,-0.41749587655067444,-0.7283368706703186,-0.5647080540657043,-0.38811105489730835,-0.7435612678527832,-0.5647080540657043,-0.3580802381038666,-0.7575480341911316,-0.5647080540657043,-0.3274534046649933,-0.7702739834785461,-0.5647080540657043,-0.2962816059589386,-0.781717836856842,-0.5647080540657043,-0.26461663842201233,-0.7918606400489807,-0.5647080540657043,-0.2325112670660019,-0.800685465335846,-0.5647080540657043,-0.20001889765262604,-0.808177649974823,-0.5647080540657043,-0.16719360649585724,-0.814324676990509,-0.5647080540657043,-0.13409005105495453,-0.8191162943840027,-0.5647080540657043,-0.10076330602169037,-0.8225446343421936,-0.5647080540657043,-0.06726885586977005,-0.8246039152145386,-0.5647080540657043,-0.03366244211792946,-0.8252907395362854,-0.5647080540657043,-2.0213792776623636e-16,-0.7834010124206543,-0.6215165853500366,0.0,-0.7827490568161011,-0.6215165853500366,0.03195381909608841,-0.7807943224906921,-0.6215165853500366,0.06385445594787598,-0.7775400280952454,-0.6215165853500366,0.09564881026744843,-0.7729915380477905,-0.6215165853500366,0.127283975481987,-0.7671565413475037,-0.6215165853500366,0.15870727598667145,-0.7600446939468384,-0.6215165853500366,0.18986643850803375,-0.7516677975654602,-0.6215165853500366,0.22070957720279694,-0.7420397996902466,-0.6215165853500366,0.2511853575706482,-0.7311767935752869,-0.6215165853500366,0.28124308586120605,-0.7190967798233032,-0.6215165853500366,0.3108327090740204,-0.7058199644088745,-0.6215165853500366,0.3399049639701843,-0.6913682818412781,-0.6215165853500366,0.36841148138046265,-0.6757659912109375,-0.6215165853500366,0.3963048458099365,-0.6590389013290405,-0.6215165853500366,0.42353856563568115,-0.641214907169342,-0.6215165853500366,0.4500673711299896,-0.6223236322402954,-0.6215165853500366,0.475847065448761,-0.6023966073989868,-0.6215165853500366,0.5008347630500793,-0.5814669728279114,-0.6215165853500366,0.5249888896942139,-0.5595695376396179,-0.6215165853500366,0.5482692122459412,-0.5367407202720642,-0.6215165853500366,0.5706369876861572,-0.5130185484886169,-0.6215165853500366,0.5920549631118774,-0.4884425401687622,-0.6215165853500366,0.6124876141548157,-0.46305355429649353,-0.6215165853500366,0.6319007277488708,-0.43689388036727905,-0.6215165853500366,0.650262176990509,-0.4100070297718048,-0.6215165853500366,0.6675413250923157,-0.38243773579597473,-0.6215165853500366,0.6837093830108643,-0.35423192381858826,-0.6215165853500366,0.6987395286560059,-0.3254365622997284,-0.6215165853500366,0.71260666847229,-0.2960995137691498,-0.6215165853500366,0.725287675857544,-0.26626962423324585,-0.6215165853500366,0.7367615699768066,-0.2359965741634369,-0.6215165853500366,0.7470092177391052,-0.2053307294845581,-0.6215165853500366,0.7560135126113892,-0.17432312667369843,-0.6215165853500366,0.7637595534324646,-0.14302538335323334,-0.6215165853500366,0.7702343463897705,-0.11148959398269653,-0.6215165853500366,0.7754271626472473,-0.07976823300123215,-0.6215165853500366,0.7793292999267578,-0.04791410639882088,-0.6215165853500366,0.781934380531311,-0.015980234369635582,-0.6215165853500366,0.7832379937171936,0.015980234369635582,-0.6215165853500366,0.7832379937171936,0.04791410639882088,-0.6215165853500366,0.781934380531311,0.07976823300123215,-0.6215165853500366,0.7793292999267578,0.11148959398269653,-0.6215165853500366,0.7754271626472473,0.14302538335323334,-0.6215165853500366,0.7702343463897705,0.17432312667369843,-0.6215165853500366,0.7637595534324646,0.2053307294845581,-0.6215165853500366,0.7560135126113892,0.2359965741634369,-0.6215165853500366,0.7470092177391052,0.26626962423324585,-0.6215165853500366,0.7367615699768066,0.2960995137691498,-0.6215165853500366,0.725287675857544,0.3254365622997284,-0.6215165853500366,0.71260666847229,0.35423192381858826,-0.6215165853500366,0.6987395286560059,0.38243773579597473,-0.6215165853500366,0.6837093830108643,0.4100070297718048,-0.6215165853500366,0.6675413250923157,0.43689388036727905,-0.6215165853500366,0.650262176990509,0.46305355429649353,-0.6215165853500366,0.6319007277488708,0.4884425401687622,-0.6215165853500366,0.6124876141548157,0.5130185484886169,-0.6215165853500366,0.5920549631118774,0.5367407202720642,-0.6215165853500366,0.5706369876861572,0.5595695376396179,-0.6215165853500366,0.5482692122459412,0.5814669728279114,-0.6215165853500366,0.5249888896942139,0.6023966073989868,-0.6215165853500366,0.5008347630500793,0.6223236322402954,-0.6215165853500366,0.475847065448761,0.641214907169342,-0.6215165853500366,0.4500673711299896,0.6590389013290405,-0.6215165853500366,0.42353856563568115,0.6757659912109375,-0.6215165853500366,0.3963048458099365,0.6913682818412781,-0.6215165853500366,0.36841148138046265,0.7058199644088745,-0.6215165853500366,0.3399049639701843,0.7190967798233032,-0.6215165853500366,0.3108327090740204,0.7311767935752869,-0.6215165853500366,0.28124308586120605,0.7420397996902466,-0.6215165853500366,0.2511853575706482,0.7516677975654602,-0.6215165853500366,0.22070957720279694,0.7600446939468384,-0.6215165853500366,0.18986643850803375,0.7671565413475037,-0.6215165853500366,0.15870727598667145,0.7729915380477905,-0.6215165853500366,0.127283975481987,0.7775400280952454,-0.6215165853500366,0.09564881026744843,0.7807943224906921,-0.6215165853500366,0.06385445594787598,0.7827490568161011,-0.6215165853500366,0.03195381909608841,0.7834010124206543,-0.6215165853500366,9.593895516018681e-17,0.7827490568161011,-0.6215165853500366,-0.03195381909608841,0.7807943224906921,-0.6215165853500366,-0.06385445594787598,0.7775400280952454,-0.6215165853500366,-0.09564881026744843,0.7729915380477905,-0.6215165853500366,-0.127283975481987,0.7671565413475037,-0.6215165853500366,-0.15870727598667145,0.7600446939468384,-0.6215165853500366,-0.18986643850803375,0.7516677975654602,-0.6215165853500366,-0.22070957720279694,0.7420397996902466,-0.6215165853500366,-0.2511853575706482,0.7311767935752869,-0.6215165853500366,-0.28124308586120605,0.7190967798233032,-0.6215165853500366,-0.3108327090740204,0.7058199644088745,-0.6215165853500366,-0.3399049639701843,0.6913682818412781,-0.6215165853500366,-0.36841148138046265,0.6757659912109375,-0.6215165853500366,-0.3963048458099365,0.6590389013290405,-0.6215165853500366,-0.42353856563568115,0.641214907169342,-0.6215165853500366,-0.4500673711299896,0.6223236322402954,-0.6215165853500366,-0.475847065448761,0.6023966073989868,-0.6215165853500366,-0.5008347630500793,0.5814669728279114,-0.6215165853500366,-0.5249888896942139,0.5595695376396179,-0.6215165853500366,-0.5482692122459412,0.5367407202720642,-0.6215165853500366,-0.5706369876861572,0.5130185484886169,-0.6215165853500366,-0.5920549631118774,0.4884425401687622,-0.6215165853500366,-0.6124876141548157,0.46305355429649353,-0.6215165853500366,-0.6319007277488708,0.43689388036727905,-0.6215165853500366,-0.650262176990509,0.4100070297718048,-0.6215165853500366,-0.6675413250923157,0.38243773579597473,-0.6215165853500366,-0.6837093830108643,0.35423192381858826,-0.6215165853500366,-0.6987395286560059,0.3254365622997284,-0.6215165853500366,-0.71260666847229,0.2960995137691498,-0.6215165853500366,-0.725287675857544,0.26626962423324585,-0.6215165853500366,-0.7367615699768066,0.2359965741634369,-0.6215165853500366,-0.7470092177391052,0.2053307294845581,-0.6215165853500366,-0.7560135126113892,0.17432312667369843,-0.6215165853500366,-0.7637595534324646,0.14302538335323334,-0.6215165853500366,-0.7702343463897705,0.11148959398269653,-0.6215165853500366,-0.7754271626472473,0.07976823300123215,-0.6215165853500366,-0.7793292999267578,0.04791410639882088,-0.6215165853500366,-0.781934380531311,0.015980234369635582,-0.6215165853500366,-0.7832379937171936,-0.015980234369635582,-0.6215165853500366,-0.7832379937171936,-0.04791410639882088,-0.6215165853500366,-0.781934380531311,-0.07976823300123215,-0.6215165853500366,-0.7793292999267578,-0.11148959398269653,-0.6215165853500366,-0.7754271626472473,-0.14302538335323334,-0.6215165853500366,-0.7702343463897705,-0.17432312667369843,-0.6215165853500366,-0.7637595534324646,-0.2053307294845581,-0.6215165853500366,-0.7560135126113892,-0.2359965741634369,-0.6215165853500366,-0.7470092177391052,-0.26626962423324585,-0.6215165853500366,-0.7367615699768066,-0.2960995137691498,-0.6215165853500366,-0.725287675857544,-0.3254365622997284,-0.6215165853500366,-0.71260666847229,-0.35423192381858826,-0.6215165853500366,-0.6987395286560059,-0.38243773579597473,-0.6215165853500366,-0.6837093830108643,-0.4100070297718048,-0.6215165853500366,-0.6675413250923157,-0.43689388036727905,-0.6215165853500366,-0.650262176990509,-0.46305355429649353,-0.6215165853500366,-0.6319007277488708,-0.4884425401687622,-0.6215165853500366,-0.6124876141548157,-0.5130185484886169,-0.6215165853500366,-0.5920549631118774,-0.5367407202720642,-0.6215165853500366,-0.5706369876861572,-0.5595695376396179,-0.6215165853500366,-0.5482692122459412,-0.5814669728279114,-0.6215165853500366,-0.5249888896942139,-0.6023966073989868,-0.6215165853500366,-0.5008347630500793,-0.6223236322402954,-0.6215165853500366,-0.475847065448761,-0.641214907169342,-0.6215165853500366,-0.4500673711299896,-0.6590389013290405,-0.6215165853500366,-0.42353856563568115,-0.6757659912109375,-0.6215165853500366,-0.3963048458099365,-0.6913682818412781,-0.6215165853500366,-0.36841148138046265,-0.7058199644088745,-0.6215165853500366,-0.3399049639701843,-0.7190967798233032,-0.6215165853500366,-0.3108327090740204,-0.7311767935752869,-0.6215165853500366,-0.28124308586120605,-0.7420397996902466,-0.6215165853500366,-0.2511853575706482,-0.7516677975654602,-0.6215165853500366,-0.22070957720279694,-0.7600446939468384,-0.6215165853500366,-0.18986643850803375,-0.7671565413475037,-0.6215165853500366,-0.15870727598667145,-0.7729915380477905,-0.6215165853500366,-0.127283975481987,-0.7775400280952454,-0.6215165853500366,-0.09564881026744843,-0.7807943224906921,-0.6215165853500366,-0.06385445594787598,-0.7827490568161011,-0.6215165853500366,-0.03195381909608841,-0.7834010124206543,-0.6215165853500366,-1.9187791032037363e-16,-0.7376084923744202,-0.6752286553382874,0.0,-0.7369946241378784,-0.6752286553382874,0.030086006969213486,-0.7351541519165039,-0.6752286553382874,0.060121938586235046,-0.7320900559425354,-0.6752286553382874,0.09005780518054962,-0.7278074622154236,-0.6752286553382874,0.11984377354383469,-0.7223135232925415,-0.6752286553382874,0.1494302749633789,-0.7156173586845398,-0.6752286553382874,0.1787680685520172,-0.7077301144599915,-0.6752286553382874,0.20780831575393677,-0.6986649632453918,-0.6752286553382874,0.23650269210338593,-0.6884369254112244,-0.6752286553382874,0.2648034393787384,-0.6770630478858948,-0.6752286553382874,0.29266342520713806,-0.6645622849464417,-0.6752286553382874,0.3200363218784332,-0.6509553790092468,-0.6752286553382874,0.3468765318393707,-0.6362650394439697,-0.6752286553382874,0.3731394112110138,-0.6205157041549683,-0.6752286553382874,0.3987812399864197,-0.6037335991859436,-0.6752286553382874,0.4237593412399292,-0.5859466195106506,-0.6752286553382874,0.44803211092948914,-0.5671843886375427,-0.6752286553382874,0.47155919671058655,-0.547478199005127,-0.6752286553382874,0.494301438331604,-0.5268607139587402,-0.6752286553382874,0.5162209272384644,-0.505366325378418,-0.6752286553382874,0.5372812151908875,-0.4830308258533478,-0.6752286553382874,0.5574472546577454,-0.45989134907722473,-0.6752286553382874,0.5766855478286743,-0.4359864592552185,-0.6752286553382874,0.5949639081954956,-0.4113558828830719,-0.6752286553382874,0.6122520565986633,-0.38604065775871277,-0.6752286553382874,0.6285211443901062,-0.3600828945636749,-0.6752286553382874,0.643744170665741,-0.3335258364677429,-0.6752286553382874,0.6578956842422485,-0.3064136207103729,-0.6752286553382874,0.6709522604942322,-0.2787914276123047,-0.6752286553382874,0.6828920841217041,-0.25070521235466003,-0.6752286553382874,0.6936952471733093,-0.22220173478126526,-0.6752286553382874,0.7033438682556152,-0.19332842528820038,-0.6752286553382874,0.7118218541145325,-0.16413332521915436,-0.6752286553382874,0.7191150784492493,-0.13466504216194153,-0.6752286553382874,0.7252113819122314,-0.10497263073921204,-0.6752286553382874,0.730100691318512,-0.07510549575090408,-0.6752286553382874,0.7337747812271118,-0.04511335864663124,-0.6752286553382874,0.7362275719642639,-0.015046133659780025,-0.6752286553382874,0.7374550104141235,0.015046133659780025,-0.6752286553382874,0.7374550104141235,0.04511335864663124,-0.6752286553382874,0.7362275719642639,0.07510549575090408,-0.6752286553382874,0.7337747812271118,0.10497263073921204,-0.6752286553382874,0.730100691318512,0.13466504216194153,-0.6752286553382874,0.7252113819122314,0.16413332521915436,-0.6752286553382874,0.7191150784492493,0.19332842528820038,-0.6752286553382874,0.7118218541145325,0.22220173478126526,-0.6752286553382874,0.7033438682556152,0.25070521235466003,-0.6752286553382874,0.6936952471733093,0.2787914276123047,-0.6752286553382874,0.6828920841217041,0.3064136207103729,-0.6752286553382874,0.6709522604942322,0.3335258364677429,-0.6752286553382874,0.6578956842422485,0.3600828945636749,-0.6752286553382874,0.643744170665741,0.38604065775871277,-0.6752286553382874,0.6285211443901062,0.4113558828830719,-0.6752286553382874,0.6122520565986633,0.4359864592552185,-0.6752286553382874,0.5949639081954956,0.45989134907722473,-0.6752286553382874,0.5766855478286743,0.4830308258533478,-0.6752286553382874,0.5574472546577454,0.505366325378418,-0.6752286553382874,0.5372812151908875,0.5268607139587402,-0.6752286553382874,0.5162209272384644,0.547478199005127,-0.6752286553382874,0.494301438331604,0.5671843886375427,-0.6752286553382874,0.47155919671058655,0.5859466195106506,-0.6752286553382874,0.44803211092948914,0.6037335991859436,-0.6752286553382874,0.4237593412399292,0.6205157041549683,-0.6752286553382874,0.3987812399864197,0.6362650394439697,-0.6752286553382874,0.3731394112110138,0.6509553790092468,-0.6752286553382874,0.3468765318393707,0.6645622849464417,-0.6752286553382874,0.3200363218784332,0.6770630478858948,-0.6752286553382874,0.29266342520713806,0.6884369254112244,-0.6752286553382874,0.2648034393787384,0.6986649632453918,-0.6752286553382874,0.23650269210338593,0.7077301144599915,-0.6752286553382874,0.20780831575393677,0.7156173586845398,-0.6752286553382874,0.1787680685520172,0.7223135232925415,-0.6752286553382874,0.1494302749633789,0.7278074622154236,-0.6752286553382874,0.11984377354383469,0.7320900559425354,-0.6752286553382874,0.09005780518054962,0.7351541519165039,-0.6752286553382874,0.060121938586235046,0.7369946241378784,-0.6752286553382874,0.030086006969213486,0.7376084923744202,-0.6752286553382874,9.03309816269876e-17,0.7369946241378784,-0.6752286553382874,-0.030086006969213486,0.7351541519165039,-0.6752286553382874,-0.060121938586235046,0.7320900559425354,-0.6752286553382874,-0.09005780518054962,0.7278074622154236,-0.6752286553382874,-0.11984377354383469,0.7223135232925415,-0.6752286553382874,-0.1494302749633789,0.7156173586845398,-0.6752286553382874,-0.1787680685520172,0.7077301144599915,-0.6752286553382874,-0.20780831575393677,0.6986649632453918,-0.6752286553382874,-0.23650269210338593,0.6884369254112244,-0.6752286553382874,-0.2648034393787384,0.6770630478858948,-0.6752286553382874,-0.29266342520713806,0.6645622849464417,-0.6752286553382874,-0.3200363218784332,0.6509553790092468,-0.6752286553382874,-0.3468765318393707,0.6362650394439697,-0.6752286553382874,-0.3731394112110138,0.6205157041549683,-0.6752286553382874,-0.3987812399864197,0.6037335991859436,-0.6752286553382874,-0.4237593412399292,0.5859466195106506,-0.6752286553382874,-0.44803211092948914,0.5671843886375427,-0.6752286553382874,-0.47155919671058655,0.547478199005127,-0.6752286553382874,-0.494301438331604,0.5268607139587402,-0.6752286553382874,-0.5162209272384644,0.505366325378418,-0.6752286553382874,-0.5372812151908875,0.4830308258533478,-0.6752286553382874,-0.5574472546577454,0.45989134907722473,-0.6752286553382874,-0.5766855478286743,0.4359864592552185,-0.6752286553382874,-0.5949639081954956,0.4113558828830719,-0.6752286553382874,-0.6122520565986633,0.38604065775871277,-0.6752286553382874,-0.6285211443901062,0.3600828945636749,-0.6752286553382874,-0.643744170665741,0.3335258364677429,-0.6752286553382874,-0.6578956842422485,0.3064136207103729,-0.6752286553382874,-0.6709522604942322,0.2787914276123047,-0.6752286553382874,-0.6828920841217041,0.25070521235466003,-0.6752286553382874,-0.6936952471733093,0.22220173478126526,-0.6752286553382874,-0.7033438682556152,0.19332842528820038,-0.6752286553382874,-0.7118218541145325,0.16413332521915436,-0.6752286553382874,-0.7191150784492493,0.13466504216194153,-0.6752286553382874,-0.7252113819122314,0.10497263073921204,-0.6752286553382874,-0.730100691318512,0.07510549575090408,-0.6752286553382874,-0.7337747812271118,0.04511335864663124,-0.6752286553382874,-0.7362275719642639,0.015046133659780025,-0.6752286553382874,-0.7374550104141235,-0.015046133659780025,-0.6752286553382874,-0.7374550104141235,-0.04511335864663124,-0.6752286553382874,-0.7362275719642639,-0.07510549575090408,-0.6752286553382874,-0.7337747812271118,-0.10497263073921204,-0.6752286553382874,-0.730100691318512,-0.13466504216194153,-0.6752286553382874,-0.7252113819122314,-0.16413332521915436,-0.6752286553382874,-0.7191150784492493,-0.19332842528820038,-0.6752286553382874,-0.7118218541145325,-0.22220173478126526,-0.6752286553382874,-0.7033438682556152,-0.25070521235466003,-0.6752286553382874,-0.6936952471733093,-0.2787914276123047,-0.6752286553382874,-0.6828920841217041,-0.3064136207103729,-0.6752286553382874,-0.6709522604942322,-0.3335258364677429,-0.6752286553382874,-0.6578956842422485,-0.3600828945636749,-0.6752286553382874,-0.643744170665741,-0.38604065775871277,-0.6752286553382874,-0.6285211443901062,-0.4113558828830719,-0.6752286553382874,-0.6122520565986633,-0.4359864592552185,-0.6752286553382874,-0.5949639081954956,-0.45989134907722473,-0.6752286553382874,-0.5766855478286743,-0.4830308258533478,-0.6752286553382874,-0.5574472546577454,-0.505366325378418,-0.6752286553382874,-0.5372812151908875,-0.5268607139587402,-0.6752286553382874,-0.5162209272384644,-0.547478199005127,-0.6752286553382874,-0.494301438331604,-0.5671843886375427,-0.6752286553382874,-0.47155919671058655,-0.5859466195106506,-0.6752286553382874,-0.44803211092948914,-0.6037335991859436,-0.6752286553382874,-0.4237593412399292,-0.6205157041549683,-0.6752286553382874,-0.3987812399864197,-0.6362650394439697,-0.6752286553382874,-0.3731394112110138,-0.6509553790092468,-0.6752286553382874,-0.3468765318393707,-0.6645622849464417,-0.6752286553382874,-0.3200363218784332,-0.6770630478858948,-0.6752286553382874,-0.29266342520713806,-0.6884369254112244,-0.6752286553382874,-0.2648034393787384,-0.6986649632453918,-0.6752286553382874,-0.23650269210338593,-0.7077301144599915,-0.6752286553382874,-0.20780831575393677,-0.7156173586845398,-0.6752286553382874,-0.1787680685520172,-0.7223135232925415,-0.6752286553382874,-0.1494302749633789,-0.7278074622154236,-0.6752286553382874,-0.11984377354383469,-0.7320900559425354,-0.6752286553382874,-0.09005780518054962,-0.7351541519165039,-0.6752286553382874,-0.060121938586235046,-0.7369946241378784,-0.6752286553382874,-0.030086006969213486,-0.7376084923744202,-0.6752286553382874,-1.806619632539752e-16,-0.6881411671638489,-0.7255768179893494,0.0,-0.6875684857368469,-0.7255768179893494,0.028068305924534798,-0.6858514547348022,-0.7255768179893494,0.056089892983436584,-0.6829928755760193,-0.7255768179893494,0.08401812613010406,-0.6789974570274353,-0.7255768179893494,0.11180651932954788,-0.6738719940185547,-0.7255768179893494,0.13940882682800293,-0.6676248908042908,-0.7255768179893494,0.16677908599376678,-0.660266637802124,-0.7255768179893494,0.19387176632881165,-0.6518093943595886,-0.7255768179893494,0.22064177691936493,-0.6422672867774963,-0.7255768179893494,0.24704453349113464,-0.6316561698913574,-0.7255768179893494,0.2730361223220825,-0.6199937462806702,-0.7255768179893494,0.29857325553894043,-0.6072994470596313,-0.7255768179893494,0.3236134648323059,-0.5935943126678467,-0.7255768179893494,0.3481150269508362,-0.5789011716842651,-0.7255768179893494,0.37203720211982727,-0.5632445812225342,-0.7255768179893494,0.3953401446342468,-0.5466504693031311,-0.7255768179893494,0.41798511147499084,-0.5291464924812317,-0.7255768179893494,0.4399343430995941,-0.5107618570327759,-0.7255768179893494,0.4611513912677765,-0.49152708053588867,-0.7255768179893494,0.4816008508205414,-0.47147423028945923,-0.7255768179893494,0.5012487769126892,-0.450636625289917,-0.7255768179893494,0.5200623869895935,-0.429049015045166,-0.7255768179893494,0.5380104184150696,-0.4067472517490387,-0.7255768179893494,0.555063009262085,-0.3837685286998749,-0.7255768179893494,0.5711917281150818,-0.3601510524749756,-0.7255768179893494,0.5863697528839111,-0.3359341323375702,-0.7255768179893494,0.6005718111991882,-0.31115812063217163,-0.7255768179893494,0.613774299621582,-0.2858641743659973,-0.7255768179893494,0.6259552240371704,-0.26009446382522583,-0.7255768179893494,0.6370943188667297,-0.2338918298482895,-0.7255768179893494,0.6471729874610901,-0.20729990303516388,-0.7255768179893494,0.6561745405197144,-0.18036295473575592,-0.7255768179893494,0.6640839576721191,-0.1531258225440979,-0.7255768179893494,0.6708880066871643,-0.12563380599021912,-0.7255768179893494,0.6765754818916321,-0.09793269634246826,-0.7255768179893494,0.6811369061470032,-0.0700685903429985,-0.7255768179893494,0.6845645904541016,-0.0420878566801548,-0.7255768179893494,0.6868528723716736,-0.014037073589861393,-0.7255768179893494,0.6879979968070984,0.014037073589861393,-0.7255768179893494,0.6879979968070984,0.0420878566801548,-0.7255768179893494,0.6868528723716736,0.0700685903429985,-0.7255768179893494,0.6845645904541016,0.09793269634246826,-0.7255768179893494,0.6811369061470032,0.12563380599021912,-0.7255768179893494,0.6765754818916321,0.1531258225440979,-0.7255768179893494,0.6708880066871643,0.18036295473575592,-0.7255768179893494,0.6640839576721191,0.20729990303516388,-0.7255768179893494,0.6561745405197144,0.2338918298482895,-0.7255768179893494,0.6471729874610901,0.26009446382522583,-0.7255768179893494,0.6370943188667297,0.2858641743659973,-0.7255768179893494,0.6259552240371704,0.31115812063217163,-0.7255768179893494,0.613774299621582,0.3359341323375702,-0.7255768179893494,0.6005718111991882,0.3601510524749756,-0.7255768179893494,0.5863697528839111,0.3837685286998749,-0.7255768179893494,0.5711917281150818,0.4067472517490387,-0.7255768179893494,0.555063009262085,0.429049015045166,-0.7255768179893494,0.5380104184150696,0.450636625289917,-0.7255768179893494,0.5200623869895935,0.47147423028945923,-0.7255768179893494,0.5012487769126892,0.49152708053588867,-0.7255768179893494,0.4816008508205414,0.5107618570327759,-0.7255768179893494,0.4611513912677765,0.5291464924812317,-0.7255768179893494,0.4399343430995941,0.5466504693031311,-0.7255768179893494,0.41798511147499084,0.5632445812225342,-0.7255768179893494,0.3953401446342468,0.5789011716842651,-0.7255768179893494,0.37203720211982727,0.5935943126678467,-0.7255768179893494,0.3481150269508362,0.6072994470596313,-0.7255768179893494,0.3236134648323059,0.6199937462806702,-0.7255768179893494,0.29857325553894043,0.6316561698913574,-0.7255768179893494,0.2730361223220825,0.6422672867774963,-0.7255768179893494,0.24704453349113464,0.6518093943595886,-0.7255768179893494,0.22064177691936493,0.660266637802124,-0.7255768179893494,0.19387176632881165,0.6676248908042908,-0.7255768179893494,0.16677908599376678,0.6738719940185547,-0.7255768179893494,0.13940882682800293,0.6789974570274353,-0.7255768179893494,0.11180651932954788,0.6829928755760193,-0.7255768179893494,0.08401812613010406,0.6858514547348022,-0.7255768179893494,0.056089892983436584,0.6875684857368469,-0.7255768179893494,0.028068305924534798,0.6881411671638489,-0.7255768179893494,8.427298875333505e-17,0.6875684857368469,-0.7255768179893494,-0.028068305924534798,0.6858514547348022,-0.7255768179893494,-0.056089892983436584,0.6829928755760193,-0.7255768179893494,-0.08401812613010406,0.6789974570274353,-0.7255768179893494,-0.11180651932954788,0.6738719940185547,-0.7255768179893494,-0.13940882682800293,0.6676248908042908,-0.7255768179893494,-0.16677908599376678,0.660266637802124,-0.7255768179893494,-0.19387176632881165,0.6518093943595886,-0.7255768179893494,-0.22064177691936493,0.6422672867774963,-0.7255768179893494,-0.24704453349113464,0.6316561698913574,-0.7255768179893494,-0.2730361223220825,0.6199937462806702,-0.7255768179893494,-0.29857325553894043,0.6072994470596313,-0.7255768179893494,-0.3236134648323059,0.5935943126678467,-0.7255768179893494,-0.3481150269508362,0.5789011716842651,-0.7255768179893494,-0.37203720211982727,0.5632445812225342,-0.7255768179893494,-0.3953401446342468,0.5466504693031311,-0.7255768179893494,-0.41798511147499084,0.5291464924812317,-0.7255768179893494,-0.4399343430995941,0.5107618570327759,-0.7255768179893494,-0.4611513912677765,0.49152708053588867,-0.7255768179893494,-0.4816008508205414,0.47147423028945923,-0.7255768179893494,-0.5012487769126892,0.450636625289917,-0.7255768179893494,-0.5200623869895935,0.429049015045166,-0.7255768179893494,-0.5380104184150696,0.4067472517490387,-0.7255768179893494,-0.555063009262085,0.3837685286998749,-0.7255768179893494,-0.5711917281150818,0.3601510524749756,-0.7255768179893494,-0.5863697528839111,0.3359341323375702,-0.7255768179893494,-0.6005718111991882,0.31115812063217163,-0.7255768179893494,-0.613774299621582,0.2858641743659973,-0.7255768179893494,-0.6259552240371704,0.26009446382522583,-0.7255768179893494,-0.6370943188667297,0.2338918298482895,-0.7255768179893494,-0.6471729874610901,0.20729990303516388,-0.7255768179893494,-0.6561745405197144,0.18036295473575592,-0.7255768179893494,-0.6640839576721191,0.1531258225440979,-0.7255768179893494,-0.6708880066871643,0.12563380599021912,-0.7255768179893494,-0.6765754818916321,0.09793269634246826,-0.7255768179893494,-0.6811369061470032,0.0700685903429985,-0.7255768179893494,-0.6845645904541016,0.0420878566801548,-0.7255768179893494,-0.6868528723716736,0.014037073589861393,-0.7255768179893494,-0.6879979968070984,-0.014037073589861393,-0.7255768179893494,-0.6879979968070984,-0.0420878566801548,-0.7255768179893494,-0.6868528723716736,-0.0700685903429985,-0.7255768179893494,-0.6845645904541016,-0.09793269634246826,-0.7255768179893494,-0.6811369061470032,-0.12563380599021912,-0.7255768179893494,-0.6765754818916321,-0.1531258225440979,-0.7255768179893494,-0.6708880066871643,-0.18036295473575592,-0.7255768179893494,-0.6640839576721191,-0.20729990303516388,-0.7255768179893494,-0.6561745405197144,-0.2338918298482895,-0.7255768179893494,-0.6471729874610901,-0.26009446382522583,-0.7255768179893494,-0.6370943188667297,-0.2858641743659973,-0.7255768179893494,-0.6259552240371704,-0.31115812063217163,-0.7255768179893494,-0.613774299621582,-0.3359341323375702,-0.7255768179893494,-0.6005718111991882,-0.3601510524749756,-0.7255768179893494,-0.5863697528839111,-0.3837685286998749,-0.7255768179893494,-0.5711917281150818,-0.4067472517490387,-0.7255768179893494,-0.555063009262085,-0.429049015045166,-0.7255768179893494,-0.5380104184150696,-0.450636625289917,-0.7255768179893494,-0.5200623869895935,-0.47147423028945923,-0.7255768179893494,-0.5012487769126892,-0.49152708053588867,-0.7255768179893494,-0.4816008508205414,-0.5107618570327759,-0.7255768179893494,-0.4611513912677765,-0.5291464924812317,-0.7255768179893494,-0.4399343430995941,-0.5466504693031311,-0.7255768179893494,-0.41798511147499084,-0.5632445812225342,-0.7255768179893494,-0.3953401446342468,-0.5789011716842651,-0.7255768179893494,-0.37203720211982727,-0.5935943126678467,-0.7255768179893494,-0.3481150269508362,-0.6072994470596313,-0.7255768179893494,-0.3236134648323059,-0.6199937462806702,-0.7255768179893494,-0.29857325553894043,-0.6316561698913574,-0.7255768179893494,-0.2730361223220825,-0.6422672867774963,-0.7255768179893494,-0.24704453349113464,-0.6518093943595886,-0.7255768179893494,-0.22064177691936493,-0.660266637802124,-0.7255768179893494,-0.19387176632881165,-0.6676248908042908,-0.7255768179893494,-0.16677908599376678,-0.6738719940185547,-0.7255768179893494,-0.13940882682800293,-0.6789974570274353,-0.7255768179893494,-0.11180651932954788,-0.6829928755760193,-0.7255768179893494,-0.08401812613010406,-0.6858514547348022,-0.7255768179893494,-0.056089892983436584,-0.6875684857368469,-0.7255768179893494,-0.028068305924534798,-0.6881411671638489,-0.7255768179893494,-1.685459775066701e-16,-0.6352456212043762,-0.772310197353363,0.0,-0.6347169280052185,-0.772310197353363,0.025910770520567894,-0.6331318616867065,-0.772310197353363,0.051778413355350494,-0.6304929852485657,-0.772310197353363,0.07755987346172333,-0.626804769039154,-0.772310197353363,0.10321225225925446,-0.622073233127594,-0.772310197353363,0.1286928355693817,-0.6163063645362854,-0.772310197353363,0.1539592295885086,-0.6095137000083923,-0.772310197353363,0.1789693683385849,-0.6017065644264221,-0.772310197353363,0.20368163287639618,-0.592897891998291,-0.772310197353363,0.22805488109588623,-0.5831024646759033,-0.772310197353363,0.2520485520362854,-0.5723364949226379,-0.772310197353363,0.27562272548675537,-0.5606179237365723,-0.772310197353363,0.29873815178871155,-0.5479663014411926,-0.772310197353363,0.3213563561439514,-0.53440260887146,-0.772310197353363,0.3434396982192993,-0.5199494361877441,-0.772310197353363,0.36495140194892883,-0.5046309232711792,-0.772310197353363,0.38585570454597473,-0.48847243189811707,-0.772310197353363,0.4061177670955658,-0.471500962972641,-0.772310197353363,0.42570391297340393,-0.45374470949172974,-0.772310197353363,0.4445814788341522,-0.4352332651615143,-0.772310197353363,0.4627191126346588,-0.41599738597869873,-0.772310197353363,0.4800865948200226,-0.39606913924217224,-0.772310197353363,0.49665501713752747,-0.3754816949367523,-0.772310197353363,0.5123968124389648,-0.35426926612854004,-0.772310197353363,0.5272857546806335,-0.3324671983718872,-0.772310197353363,0.5412970781326294,-0.31011179089546204,-0.772310197353363,0.5544074773788452,-0.287240207195282,-0.772310197353363,0.5665951371192932,-0.2638905644416809,-0.772310197353363,0.577839732170105,-0.2401016801595688,-0.772310197353363,0.588122546672821,-0.21591317653656006,-0.772310197353363,0.5974265336990356,-0.1913653165102005,-0.772310197353363,0.6057361364364624,-0.16649894416332245,-0.772310197353363,0.6130375862121582,-0.14135544002056122,-0.772310197353363,0.6193186640739441,-0.11597667634487152,-0.772310197353363,0.6245689392089844,-0.09040487557649612,-0.772310197353363,0.6287797093391418,-0.06468260288238525,-0.772310197353363,0.631943941116333,-0.03885267674922943,-0.772310197353363,0.6340563297271729,-0.012958081439137459,-0.772310197353363,0.6351134181022644,0.012958081439137459,-0.772310197353363,0.6351134181022644,0.03885267674922943,-0.772310197353363,0.6340563297271729,0.06468260288238525,-0.772310197353363,0.631943941116333,0.09040487557649612,-0.772310197353363,0.6287797093391418,0.11597667634487152,-0.772310197353363,0.6245689392089844,0.14135544002056122,-0.772310197353363,0.6193186640739441,0.16649894416332245,-0.772310197353363,0.6130375862121582,0.1913653165102005,-0.772310197353363,0.6057361364364624,0.21591317653656006,-0.772310197353363,0.5974265336990356,0.2401016801595688,-0.772310197353363,0.588122546672821,0.2638905644416809,-0.772310197353363,0.577839732170105,0.287240207195282,-0.772310197353363,0.5665951371192932,0.31011179089546204,-0.772310197353363,0.5544074773788452,0.3324671983718872,-0.772310197353363,0.5412970781326294,0.35426926612854004,-0.772310197353363,0.5272857546806335,0.3754816949367523,-0.772310197353363,0.5123968124389648,0.39606913924217224,-0.772310197353363,0.49665501713752747,0.41599738597869873,-0.772310197353363,0.4800865948200226,0.4352332651615143,-0.772310197353363,0.4627191126346588,0.45374470949172974,-0.772310197353363,0.4445814788341522,0.471500962972641,-0.772310197353363,0.42570391297340393,0.48847243189811707,-0.772310197353363,0.4061177670955658,0.5046309232711792,-0.772310197353363,0.38585570454597473,0.5199494361877441,-0.772310197353363,0.36495140194892883,0.53440260887146,-0.772310197353363,0.3434396982192993,0.5479663014411926,-0.772310197353363,0.3213563561439514,0.5606179237365723,-0.772310197353363,0.29873815178871155,0.5723364949226379,-0.772310197353363,0.27562272548675537,0.5831024646759033,-0.772310197353363,0.2520485520362854,0.592897891998291,-0.772310197353363,0.22805488109588623,0.6017065644264221,-0.772310197353363,0.20368163287639618,0.6095137000083923,-0.772310197353363,0.1789693683385849,0.6163063645362854,-0.772310197353363,0.1539592295885086,0.622073233127594,-0.772310197353363,0.1286928355693817,0.626804769039154,-0.772310197353363,0.10321225225925446,0.6304929852485657,-0.772310197353363,0.07755987346172333,0.6331318616867065,-0.772310197353363,0.051778413355350494,0.6347169280052185,-0.772310197353363,0.025910770520567894,0.6352456212043762,-0.772310197353363,7.779514547053018e-17,0.6347169280052185,-0.772310197353363,-0.025910770520567894,0.6331318616867065,-0.772310197353363,-0.051778413355350494,0.6304929852485657,-0.772310197353363,-0.07755987346172333,0.626804769039154,-0.772310197353363,-0.10321225225925446,0.622073233127594,-0.772310197353363,-0.1286928355693817,0.6163063645362854,-0.772310197353363,-0.1539592295885086,0.6095137000083923,-0.772310197353363,-0.1789693683385849,0.6017065644264221,-0.772310197353363,-0.20368163287639618,0.592897891998291,-0.772310197353363,-0.22805488109588623,0.5831024646759033,-0.772310197353363,-0.2520485520362854,0.5723364949226379,-0.772310197353363,-0.27562272548675537,0.5606179237365723,-0.772310197353363,-0.29873815178871155,0.5479663014411926,-0.772310197353363,-0.3213563561439514,0.53440260887146,-0.772310197353363,-0.3434396982192993,0.5199494361877441,-0.772310197353363,-0.36495140194892883,0.5046309232711792,-0.772310197353363,-0.38585570454597473,0.48847243189811707,-0.772310197353363,-0.4061177670955658,0.471500962972641,-0.772310197353363,-0.42570391297340393,0.45374470949172974,-0.772310197353363,-0.4445814788341522,0.4352332651615143,-0.772310197353363,-0.4627191126346588,0.41599738597869873,-0.772310197353363,-0.4800865948200226,0.39606913924217224,-0.772310197353363,-0.49665501713752747,0.3754816949367523,-0.772310197353363,-0.5123968124389648,0.35426926612854004,-0.772310197353363,-0.5272857546806335,0.3324671983718872,-0.772310197353363,-0.5412970781326294,0.31011179089546204,-0.772310197353363,-0.5544074773788452,0.287240207195282,-0.772310197353363,-0.5665951371192932,0.2638905644416809,-0.772310197353363,-0.577839732170105,0.2401016801595688,-0.772310197353363,-0.588122546672821,0.21591317653656006,-0.772310197353363,-0.5974265336990356,0.1913653165102005,-0.772310197353363,-0.6057361364364624,0.16649894416332245,-0.772310197353363,-0.6130375862121582,0.14135544002056122,-0.772310197353363,-0.6193186640739441,0.11597667634487152,-0.772310197353363,-0.6245689392089844,0.09040487557649612,-0.772310197353363,-0.6287797093391418,0.06468260288238525,-0.772310197353363,-0.631943941116333,0.03885267674922943,-0.772310197353363,-0.6340563297271729,0.012958081439137459,-0.772310197353363,-0.6351134181022644,-0.012958081439137459,-0.772310197353363,-0.6351134181022644,-0.03885267674922943,-0.772310197353363,-0.6340563297271729,-0.06468260288238525,-0.772310197353363,-0.631943941116333,-0.09040487557649612,-0.772310197353363,-0.6287797093391418,-0.11597667634487152,-0.772310197353363,-0.6245689392089844,-0.14135544002056122,-0.772310197353363,-0.6193186640739441,-0.16649894416332245,-0.772310197353363,-0.6130375862121582,-0.1913653165102005,-0.772310197353363,-0.6057361364364624,-0.21591317653656006,-0.772310197353363,-0.5974265336990356,-0.2401016801595688,-0.772310197353363,-0.588122546672821,-0.2638905644416809,-0.772310197353363,-0.577839732170105,-0.287240207195282,-0.772310197353363,-0.5665951371192932,-0.31011179089546204,-0.772310197353363,-0.5544074773788452,-0.3324671983718872,-0.772310197353363,-0.5412970781326294,-0.35426926612854004,-0.772310197353363,-0.5272857546806335,-0.3754816949367523,-0.772310197353363,-0.5123968124389648,-0.39606913924217224,-0.772310197353363,-0.49665501713752747,-0.41599738597869873,-0.772310197353363,-0.4800865948200226,-0.4352332651615143,-0.772310197353363,-0.4627191126346588,-0.45374470949172974,-0.772310197353363,-0.4445814788341522,-0.471500962972641,-0.772310197353363,-0.42570391297340393,-0.48847243189811707,-0.772310197353363,-0.4061177670955658,-0.5046309232711792,-0.772310197353363,-0.38585570454597473,-0.5199494361877441,-0.772310197353363,-0.36495140194892883,-0.53440260887146,-0.772310197353363,-0.3434396982192993,-0.5479663014411926,-0.772310197353363,-0.3213563561439514,-0.5606179237365723,-0.772310197353363,-0.29873815178871155,-0.5723364949226379,-0.772310197353363,-0.27562272548675537,-0.5831024646759033,-0.772310197353363,-0.2520485520362854,-0.592897891998291,-0.772310197353363,-0.22805488109588623,-0.6017065644264221,-0.772310197353363,-0.20368163287639618,-0.6095137000083923,-0.772310197353363,-0.1789693683385849,-0.6163063645362854,-0.772310197353363,-0.1539592295885086,-0.622073233127594,-0.772310197353363,-0.1286928355693817,-0.626804769039154,-0.772310197353363,-0.10321225225925446,-0.6304929852485657,-0.772310197353363,-0.07755987346172333,-0.6331318616867065,-0.772310197353363,-0.051778413355350494,-0.6347169280052185,-0.772310197353363,-0.025910770520567894,-0.6352456212043762,-0.772310197353363,-1.5559029094106035e-16,-0.5791852474212646,-0.8151959776878357,0.0,-0.5787032842636108,-0.8151959776878357,0.023624148219823837,-0.5772580504417419,-0.8151959776878357,0.04720897600054741,-0.5748521089553833,-0.8151959776878357,0.07071522623300552,-0.5714893341064453,-0.8151959776878357,0.09410378336906433,-0.5671753883361816,-0.8151959776878357,0.1173357143998146,-0.5619174242019653,-0.8151959776878357,0.1403723508119583,-0.5557242035865784,-0.8151959776878357,0.16317534446716309,-0.5486060380935669,-0.8151959776878357,0.1857067495584488,-0.5405747294425964,-0.8151959776878357,0.2079290747642517,-0.5316437482833862,-0.8151959776878357,0.22980530560016632,-0.5218278765678406,-0.8151959776878357,0.25129905343055725,-0.5111435055732727,-0.8151959776878357,0.27237457036972046,-0.4996083378791809,-0.8151959776878357,0.29299670457839966,-0.48724165558815,-0.8151959776878357,0.313131183385849,-0.4740639925003052,-0.8151959776878357,0.3327445089817047,-0.4600972831249237,-0.8151959776878357,0.3518039882183075,-0.4453648030757904,-0.8151959776878357,0.37027794122695923,-0.42989104986190796,-0.8151959776878357,0.3881355822086334,-0.4137018024921417,-0.8151959776878357,0.40534722805023193,-0.3968239724636078,-0.8151959776878357,0.4218842089176178,-0.37928569316864014,-0.8151959776878357,0.4377190172672272,-0.36111611127853394,-0.8151959776878357,0.45282527804374695,-0.3423454761505127,-0.8151959776878357,0.4671778380870819,-0.3230050504207611,-0.8151959776878357,0.4807528555393219,-0.3031270205974579,-0.8151959776878357,0.49352768063545227,-0.28274446725845337,-0.8151959776878357,0.5054810643196106,-0.26189130544662476,-0.8151959776878357,0.5165931582450867,-0.2406022548675537,-0.8151959776878357,0.5268454551696777,-0.218912735581398,-0.8151959776878357,0.5362208485603333,-0.19685886800289154,-0.8151959776878357,0.5447037220001221,-0.17447735369205475,-0.8151959776878357,0.5522800087928772,-0.15180543065071106,-0.8151959776878357,0.5589370727539062,-0.1288808435201645,-0.8151959776878357,0.5646638870239258,-0.10574174672365189,-0.8151959776878357,0.569450855255127,-0.08242665976285934,-0.8151959776878357,0.5732899904251099,-0.05897437408566475,-0.8151959776878357,0.5761749744415283,-0.03542393073439598,-0.8151959776878357,0.5781009793281555,-0.011814531870186329,-0.8151959776878357,0.5790647268295288,0.011814531870186329,-0.8151959776878357,0.5790647268295288,0.03542393073439598,-0.8151959776878357,0.5781009793281555,0.05897437408566475,-0.8151959776878357,0.5761749744415283,0.08242665976285934,-0.8151959776878357,0.5732899904251099,0.10574174672365189,-0.8151959776878357,0.569450855255127,0.1288808435201645,-0.8151959776878357,0.5646638870239258,0.15180543065071106,-0.8151959776878357,0.5589370727539062,0.17447735369205475,-0.8151959776878357,0.5522800087928772,0.19685886800289154,-0.8151959776878357,0.5447037220001221,0.218912735581398,-0.8151959776878357,0.5362208485603333,0.2406022548675537,-0.8151959776878357,0.5268454551696777,0.26189130544662476,-0.8151959776878357,0.5165931582450867,0.28274446725845337,-0.8151959776878357,0.5054810643196106,0.3031270205974579,-0.8151959776878357,0.49352768063545227,0.3230050504207611,-0.8151959776878357,0.4807528555393219,0.3423454761505127,-0.8151959776878357,0.4671778380870819,0.36111611127853394,-0.8151959776878357,0.45282527804374695,0.37928569316864014,-0.8151959776878357,0.4377190172672272,0.3968239724636078,-0.8151959776878357,0.4218842089176178,0.4137018024921417,-0.8151959776878357,0.40534722805023193,0.42989104986190796,-0.8151959776878357,0.3881355822086334,0.4453648030757904,-0.8151959776878357,0.37027794122695923,0.4600972831249237,-0.8151959776878357,0.3518039882183075,0.4740639925003052,-0.8151959776878357,0.3327445089817047,0.48724165558815,-0.8151959776878357,0.313131183385849,0.4996083378791809,-0.8151959776878357,0.29299670457839966,0.5111435055732727,-0.8151959776878357,0.27237457036972046,0.5218278765678406,-0.8151959776878357,0.25129905343055725,0.5316437482833862,-0.8151959776878357,0.22980530560016632,0.5405747294425964,-0.8151959776878357,0.2079290747642517,0.5486060380935669,-0.8151959776878357,0.1857067495584488,0.5557242035865784,-0.8151959776878357,0.16317534446716309,0.5619174242019653,-0.8151959776878357,0.1403723508119583,0.5671753883361816,-0.8151959776878357,0.1173357143998146,0.5714893341064453,-0.8151959776878357,0.09410378336906433,0.5748521089553833,-0.8151959776878357,0.07071522623300552,0.5772580504417419,-0.8151959776878357,0.04720897600054741,0.5787032842636108,-0.8151959776878357,0.023624148219823837,0.5791852474212646,-0.8151959776878357,7.092973829224216e-17,0.5787032842636108,-0.8151959776878357,-0.023624148219823837,0.5772580504417419,-0.8151959776878357,-0.04720897600054741,0.5748521089553833,-0.8151959776878357,-0.07071522623300552,0.5714893341064453,-0.8151959776878357,-0.09410378336906433,0.5671753883361816,-0.8151959776878357,-0.1173357143998146,0.5619174242019653,-0.8151959776878357,-0.1403723508119583,0.5557242035865784,-0.8151959776878357,-0.16317534446716309,0.5486060380935669,-0.8151959776878357,-0.1857067495584488,0.5405747294425964,-0.8151959776878357,-0.2079290747642517,0.5316437482833862,-0.8151959776878357,-0.22980530560016632,0.5218278765678406,-0.8151959776878357,-0.25129905343055725,0.5111435055732727,-0.8151959776878357,-0.27237457036972046,0.4996083378791809,-0.8151959776878357,-0.29299670457839966,0.48724165558815,-0.8151959776878357,-0.313131183385849,0.4740639925003052,-0.8151959776878357,-0.3327445089817047,0.4600972831249237,-0.8151959776878357,-0.3518039882183075,0.4453648030757904,-0.8151959776878357,-0.37027794122695923,0.42989104986190796,-0.8151959776878357,-0.3881355822086334,0.4137018024921417,-0.8151959776878357,-0.40534722805023193,0.3968239724636078,-0.8151959776878357,-0.4218842089176178,0.37928569316864014,-0.8151959776878357,-0.4377190172672272,0.36111611127853394,-0.8151959776878357,-0.45282527804374695,0.3423454761505127,-0.8151959776878357,-0.4671778380870819,0.3230050504207611,-0.8151959776878357,-0.4807528555393219,0.3031270205974579,-0.8151959776878357,-0.49352768063545227,0.28274446725845337,-0.8151959776878357,-0.5054810643196106,0.26189130544662476,-0.8151959776878357,-0.5165931582450867,0.2406022548675537,-0.8151959776878357,-0.5268454551696777,0.218912735581398,-0.8151959776878357,-0.5362208485603333,0.19685886800289154,-0.8151959776878357,-0.5447037220001221,0.17447735369205475,-0.8151959776878357,-0.5522800087928772,0.15180543065071106,-0.8151959776878357,-0.5589370727539062,0.1288808435201645,-0.8151959776878357,-0.5646638870239258,0.10574174672365189,-0.8151959776878357,-0.569450855255127,0.08242665976285934,-0.8151959776878357,-0.5732899904251099,0.05897437408566475,-0.8151959776878357,-0.5761749744415283,0.03542393073439598,-0.8151959776878357,-0.5781009793281555,0.011814531870186329,-0.8151959776878357,-0.5790647268295288,-0.011814531870186329,-0.8151959776878357,-0.5790647268295288,-0.03542393073439598,-0.8151959776878357,-0.5781009793281555,-0.05897437408566475,-0.8151959776878357,-0.5761749744415283,-0.08242665976285934,-0.8151959776878357,-0.5732899904251099,-0.10574174672365189,-0.8151959776878357,-0.569450855255127,-0.1288808435201645,-0.8151959776878357,-0.5646638870239258,-0.15180543065071106,-0.8151959776878357,-0.5589370727539062,-0.17447735369205475,-0.8151959776878357,-0.5522800087928772,-0.19685886800289154,-0.8151959776878357,-0.5447037220001221,-0.218912735581398,-0.8151959776878357,-0.5362208485603333,-0.2406022548675537,-0.8151959776878357,-0.5268454551696777,-0.26189130544662476,-0.8151959776878357,-0.5165931582450867,-0.28274446725845337,-0.8151959776878357,-0.5054810643196106,-0.3031270205974579,-0.8151959776878357,-0.49352768063545227,-0.3230050504207611,-0.8151959776878357,-0.4807528555393219,-0.3423454761505127,-0.8151959776878357,-0.4671778380870819,-0.36111611127853394,-0.8151959776878357,-0.45282527804374695,-0.37928569316864014,-0.8151959776878357,-0.4377190172672272,-0.3968239724636078,-0.8151959776878357,-0.4218842089176178,-0.4137018024921417,-0.8151959776878357,-0.40534722805023193,-0.42989104986190796,-0.8151959776878357,-0.3881355822086334,-0.4453648030757904,-0.8151959776878357,-0.37027794122695923,-0.4600972831249237,-0.8151959776878357,-0.3518039882183075,-0.4740639925003052,-0.8151959776878357,-0.3327445089817047,-0.48724165558815,-0.8151959776878357,-0.313131183385849,-0.4996083378791809,-0.8151959776878357,-0.29299670457839966,-0.5111435055732727,-0.8151959776878357,-0.27237457036972046,-0.5218278765678406,-0.8151959776878357,-0.25129905343055725,-0.5316437482833862,-0.8151959776878357,-0.22980530560016632,-0.5405747294425964,-0.8151959776878357,-0.2079290747642517,-0.5486060380935669,-0.8151959776878357,-0.1857067495584488,-0.5557242035865784,-0.8151959776878357,-0.16317534446716309,-0.5619174242019653,-0.8151959776878357,-0.1403723508119583,-0.5671753883361816,-0.8151959776878357,-0.1173357143998146,-0.5714893341064453,-0.8151959776878357,-0.09410378336906433,-0.5748521089553833,-0.8151959776878357,-0.07071522623300552,-0.5772580504417419,-0.8151959776878357,-0.04720897600054741,-0.5787032842636108,-0.8151959776878357,-0.023624148219823837,-0.5791852474212646,-0.8151959776878357,-1.4185947658448432e-16,-0.5202394723892212,-0.8540204167366028,0.0,-0.5198065042495728,-0.8540204167366028,0.021219830960035324,-0.5185083746910095,-0.8540204167366028,0.04240434616804123,-0.5163472890853882,-0.8540204167366028,0.06351827830076218,-0.5133267641067505,-0.8540204167366028,0.08452649414539337,-0.5094518661499023,-0.8540204167366028,0.10539402812719345,-0.5047290325164795,-0.8540204167366028,0.12608613073825836,-0.4991661012172699,-0.8540204167366028,0.1465683877468109,-0.4927723705768585,-0.8540204167366028,0.16680669784545898,-0.48555848002433777,-0.8540204167366028,0.1867673695087433,-0.4775364100933075,-0.8540204167366028,0.20641718804836273,-0.4687195420265198,-0.8540204167366028,0.22572343051433563,-0.45912253856658936,-0.8540204167366028,0.24465399980545044,-0.44876137375831604,-0.8540204167366028,0.26317736506462097,-0.4376532733440399,-0.8540204167366028,0.28126266598701477,-0.42581674456596375,-0.8540204167366028,0.29887986183166504,-0.4132714867591858,-0.8540204167366028,0.3159995973110199,-0.40003839135169983,-0.8540204167366028,0.3325933814048767,-0.38613948225975037,-0.8540204167366028,0.34863361716270447,-0.37159785628318787,-0.8540204167366028,0.3640935719013214,-0.3564377427101135,-0.8540204167366028,0.37894749641418457,-0.3406843841075897,-0.8540204167366028,0.3931707441806793,-0.32436397671699524,-0.8540204167366028,0.40673959255218506,-0.30750373005867004,-0.8540204167366028,0.4196314513683319,-0.29013165831565857,-0.8540204167366028,0.43182486295700073,-0.2722766697406769,-0.8540204167366028,0.4432995617389679,-0.2539685070514679,-0.8540204167366028,0.4540364146232605,-0.23523765802383423,-0.8540204167366028,0.4640175998210907,-0.21611528098583221,-0.8540204167366028,0.4732264578342438,-0.19663318991661072,-0.8540204167366028,0.48164767026901245,-0.17682382464408875,-0.8540204167366028,0.4892672300338745,-0.1567201465368271,-0.8540204167366028,0.4960724413394928,-0.13635563850402832,-0.8540204167366028,0.5020520091056824,-0.11576417088508606,-0.8540204167366028,0.5071959495544434,-0.09498002380132675,-0.8540204167366028,0.5114957094192505,-0.07403779029846191,-0.8540204167366028,0.5149441361427307,-0.05297233536839485,-0.8540204167366028,0.5175355076789856,-0.03181871026754379,-0.8540204167366028,0.5192654728889465,-0.010612123645842075,-0.8540204167366028,0.5201312303543091,0.010612123645842075,-0.8540204167366028,0.5201312303543091,0.03181871026754379,-0.8540204167366028,0.5192654728889465,0.05297233536839485,-0.8540204167366028,0.5175355076789856,0.07403779029846191,-0.8540204167366028,0.5149441361427307,0.09498002380132675,-0.8540204167366028,0.5114957094192505,0.11576417088508606,-0.8540204167366028,0.5071959495544434,0.13635563850402832,-0.8540204167366028,0.5020520091056824,0.1567201465368271,-0.8540204167366028,0.4960724413394928,0.17682382464408875,-0.8540204167366028,0.4892672300338745,0.19663318991661072,-0.8540204167366028,0.48164767026901245,0.21611528098583221,-0.8540204167366028,0.4732264578342438,0.23523765802383423,-0.8540204167366028,0.4640175998210907,0.2539685070514679,-0.8540204167366028,0.4540364146232605,0.2722766697406769,-0.8540204167366028,0.4432995617389679,0.29013165831565857,-0.8540204167366028,0.43182486295700073,0.30750373005867004,-0.8540204167366028,0.4196314513683319,0.32436397671699524,-0.8540204167366028,0.40673959255218506,0.3406843841075897,-0.8540204167366028,0.3931707441806793,0.3564377427101135,-0.8540204167366028,0.37894749641418457,0.37159785628318787,-0.8540204167366028,0.3640935719013214,0.38613948225975037,-0.8540204167366028,0.34863361716270447,0.40003839135169983,-0.8540204167366028,0.3325933814048767,0.4132714867591858,-0.8540204167366028,0.3159995973110199,0.42581674456596375,-0.8540204167366028,0.29887986183166504,0.4376532733440399,-0.8540204167366028,0.28126266598701477,0.44876137375831604,-0.8540204167366028,0.26317736506462097,0.45912253856658936,-0.8540204167366028,0.24465399980545044,0.4687195420265198,-0.8540204167366028,0.22572343051433563,0.4775364100933075,-0.8540204167366028,0.20641718804836273,0.48555848002433777,-0.8540204167366028,0.1867673695087433,0.4927723705768585,-0.8540204167366028,0.16680669784545898,0.4991661012172699,-0.8540204167366028,0.1465683877468109,0.5047290325164795,-0.8540204167366028,0.12608613073825836,0.5094518661499023,-0.8540204167366028,0.10539402812719345,0.5133267641067505,-0.8540204167366028,0.08452649414539337,0.5163472890853882,-0.8540204167366028,0.06351827830076218,0.5185083746910095,-0.8540204167366028,0.04240434616804123,0.5198065042495728,-0.8540204167366028,0.021219830960035324,0.5202394723892212,-0.8540204167366028,6.371095955627149e-17,0.5198065042495728,-0.8540204167366028,-0.021219830960035324,0.5185083746910095,-0.8540204167366028,-0.04240434616804123,0.5163472890853882,-0.8540204167366028,-0.06351827830076218,0.5133267641067505,-0.8540204167366028,-0.08452649414539337,0.5094518661499023,-0.8540204167366028,-0.10539402812719345,0.5047290325164795,-0.8540204167366028,-0.12608613073825836,0.4991661012172699,-0.8540204167366028,-0.1465683877468109,0.4927723705768585,-0.8540204167366028,-0.16680669784545898,0.48555848002433777,-0.8540204167366028,-0.1867673695087433,0.4775364100933075,-0.8540204167366028,-0.20641718804836273,0.4687195420265198,-0.8540204167366028,-0.22572343051433563,0.45912253856658936,-0.8540204167366028,-0.24465399980545044,0.44876137375831604,-0.8540204167366028,-0.26317736506462097,0.4376532733440399,-0.8540204167366028,-0.28126266598701477,0.42581674456596375,-0.8540204167366028,-0.29887986183166504,0.4132714867591858,-0.8540204167366028,-0.3159995973110199,0.40003839135169983,-0.8540204167366028,-0.3325933814048767,0.38613948225975037,-0.8540204167366028,-0.34863361716270447,0.37159785628318787,-0.8540204167366028,-0.3640935719013214,0.3564377427101135,-0.8540204167366028,-0.37894749641418457,0.3406843841075897,-0.8540204167366028,-0.3931707441806793,0.32436397671699524,-0.8540204167366028,-0.40673959255218506,0.30750373005867004,-0.8540204167366028,-0.4196314513683319,0.29013165831565857,-0.8540204167366028,-0.43182486295700073,0.2722766697406769,-0.8540204167366028,-0.4432995617389679,0.2539685070514679,-0.8540204167366028,-0.4540364146232605,0.23523765802383423,-0.8540204167366028,-0.4640175998210907,0.21611528098583221,-0.8540204167366028,-0.4732264578342438,0.19663318991661072,-0.8540204167366028,-0.48164767026901245,0.17682382464408875,-0.8540204167366028,-0.4892672300338745,0.1567201465368271,-0.8540204167366028,-0.4960724413394928,0.13635563850402832,-0.8540204167366028,-0.5020520091056824,0.11576417088508606,-0.8540204167366028,-0.5071959495544434,0.09498002380132675,-0.8540204167366028,-0.5114957094192505,0.07403779029846191,-0.8540204167366028,-0.5149441361427307,0.05297233536839485,-0.8540204167366028,-0.5175355076789856,0.03181871026754379,-0.8540204167366028,-0.5192654728889465,0.010612123645842075,-0.8540204167366028,-0.5201312303543091,-0.010612123645842075,-0.8540204167366028,-0.5201312303543091,-0.03181871026754379,-0.8540204167366028,-0.5192654728889465,-0.05297233536839485,-0.8540204167366028,-0.5175355076789856,-0.07403779029846191,-0.8540204167366028,-0.5149441361427307,-0.09498002380132675,-0.8540204167366028,-0.5114957094192505,-0.11576417088508606,-0.8540204167366028,-0.5071959495544434,-0.13635563850402832,-0.8540204167366028,-0.5020520091056824,-0.1567201465368271,-0.8540204167366028,-0.4960724413394928,-0.17682382464408875,-0.8540204167366028,-0.4892672300338745,-0.19663318991661072,-0.8540204167366028,-0.48164767026901245,-0.21611528098583221,-0.8540204167366028,-0.4732264578342438,-0.23523765802383423,-0.8540204167366028,-0.4640175998210907,-0.2539685070514679,-0.8540204167366028,-0.4540364146232605,-0.2722766697406769,-0.8540204167366028,-0.4432995617389679,-0.29013165831565857,-0.8540204167366028,-0.43182486295700073,-0.30750373005867004,-0.8540204167366028,-0.4196314513683319,-0.32436397671699524,-0.8540204167366028,-0.40673959255218506,-0.3406843841075897,-0.8540204167366028,-0.3931707441806793,-0.3564377427101135,-0.8540204167366028,-0.37894749641418457,-0.37159785628318787,-0.8540204167366028,-0.3640935719013214,-0.38613948225975037,-0.8540204167366028,-0.34863361716270447,-0.40003839135169983,-0.8540204167366028,-0.3325933814048767,-0.4132714867591858,-0.8540204167366028,-0.3159995973110199,-0.42581674456596375,-0.8540204167366028,-0.29887986183166504,-0.4376532733440399,-0.8540204167366028,-0.28126266598701477,-0.44876137375831604,-0.8540204167366028,-0.26317736506462097,-0.45912253856658936,-0.8540204167366028,-0.24465399980545044,-0.4687195420265198,-0.8540204167366028,-0.22572343051433563,-0.4775364100933075,-0.8540204167366028,-0.20641718804836273,-0.48555848002433777,-0.8540204167366028,-0.1867673695087433,-0.4927723705768585,-0.8540204167366028,-0.16680669784545898,-0.4991661012172699,-0.8540204167366028,-0.1465683877468109,-0.5047290325164795,-0.8540204167366028,-0.12608613073825836,-0.5094518661499023,-0.8540204167366028,-0.10539402812719345,-0.5133267641067505,-0.8540204167366028,-0.08452649414539337,-0.5163472890853882,-0.8540204167366028,-0.06351827830076218,-0.5185083746910095,-0.8540204167366028,-0.04240434616804123,-0.5198065042495728,-0.8540204167366028,-0.021219830960035324,-0.5202394723892212,-0.8540204167366028,-1.2742191911254298e-16,-0.45870181918144226,-0.8885902762413025,0.0,-0.45832011103630066,-0.8885902762413025,0.018709799274802208,-0.4571755528450012,-0.8885902762413025,0.03738845884799957,-0.45527005195617676,-0.8885902762413025,0.05600488558411598,-0.45260682702064514,-0.8885902762413025,0.07452809810638428,-0.44919025897979736,-0.8885902762413025,0.09292726963758469,-0.44502606987953186,-0.8885902762413025,0.11117177456617355,-0.4401211738586426,-0.8885902762413025,0.12923124432563782,-0.43448376655578613,-0.8885902762413025,0.1470756083726883,-0.4281231760978699,-0.8885902762413025,0.16467519104480743,-0.4210500121116638,-0.8885902762413025,0.18200069665908813,-0.4132760763168335,-0.8885902762413025,0.1990232616662979,-0.4048142731189728,-0.8885902762413025,0.21571458876132965,-0.39567869901657104,-0.8885902762413025,0.23204687237739563,-0.38588452339172363,-0.8885902762413025,0.24799293279647827,-0.3754481077194214,-0.8885902762413025,0.26352623105049133,-0.36438679695129395,-0.8885902762413025,0.2786209285259247,-0.3527190089225769,-0.8885902762413025,0.2932518720626831,-0.34046414494514465,-0.8885902762413025,0.30739474296569824,-0.32764261960983276,-0.8885902762413025,0.3210259974002838,-0.3142757713794708,-0.8885902762413025,0.334122896194458,-0.30038583278656006,-0.8885902762413025,0.3466637134552002,-0.2859959006309509,-0.8885902762413025,0.3586275279521942,-0.2711299955844879,-0.8885902762413025,0.36999446153640747,-0.2558128237724304,-0.8885902762413025,0.3807455599308014,-0.24006985127925873,-0.8885902762413025,0.39086294174194336,-0.2239273190498352,-0.8885902762413025,0.4003297686576843,-0.20741207897663116,-0.8885902762413025,0.4091303050518036,-0.19055162370204926,-0.8885902762413025,0.417249858379364,-0.1733740121126175,-0.8885902762413025,0.42467495799064636,-0.15590783953666687,-0.8885902762413025,0.43139323592185974,-0.13818217813968658,-0.8885902762413025,0.4373934864997864,-0.12022652477025986,-0.8885902762413025,0.4426657259464264,-0.10207076370716095,-0.8885902762413025,0.4472012221813202,-0.08374511450529099,-0.8885902762413025,0.4509923756122589,-0.06528007984161377,-0.8885902762413025,0.45403289794921875,-0.046706389635801315,-0.8885902762413025,0.4563177525997162,-0.028054965659976006,-0.8885902762413025,0.4578430950641632,-0.00935684610158205,-0.8885902762413025,0.45860639214515686,0.00935684610158205,-0.8885902762413025,0.45860639214515686,0.028054965659976006,-0.8885902762413025,0.4578430950641632,0.046706389635801315,-0.8885902762413025,0.4563177525997162,0.06528007984161377,-0.8885902762413025,0.45403289794921875,0.08374511450529099,-0.8885902762413025,0.4509923756122589,0.10207076370716095,-0.8885902762413025,0.4472012221813202,0.12022652477025986,-0.8885902762413025,0.4426657259464264,0.13818217813968658,-0.8885902762413025,0.4373934864997864,0.15590783953666687,-0.8885902762413025,0.43139323592185974,0.1733740121126175,-0.8885902762413025,0.42467495799064636,0.19055162370204926,-0.8885902762413025,0.417249858379364,0.20741207897663116,-0.8885902762413025,0.4091303050518036,0.2239273190498352,-0.8885902762413025,0.4003297686576843,0.24006985127925873,-0.8885902762413025,0.39086294174194336,0.2558128237724304,-0.8885902762413025,0.3807455599308014,0.2711299955844879,-0.8885902762413025,0.36999446153640747,0.2859959006309509,-0.8885902762413025,0.3586275279521942,0.30038583278656006,-0.8885902762413025,0.3466637134552002,0.3142757713794708,-0.8885902762413025,0.334122896194458,0.32764261960983276,-0.8885902762413025,0.3210259974002838,0.34046414494514465,-0.8885902762413025,0.30739474296569824,0.3527190089225769,-0.8885902762413025,0.2932518720626831,0.36438679695129395,-0.8885902762413025,0.2786209285259247,0.3754481077194214,-0.8885902762413025,0.26352623105049133,0.38588452339172363,-0.8885902762413025,0.24799293279647827,0.39567869901657104,-0.8885902762413025,0.23204687237739563,0.4048142731189728,-0.8885902762413025,0.21571458876132965,0.4132760763168335,-0.8885902762413025,0.1990232616662979,0.4210500121116638,-0.8885902762413025,0.18200069665908813,0.4281231760978699,-0.8885902762413025,0.16467519104480743,0.43448376655578613,-0.8885902762413025,0.1470756083726883,0.4401211738586426,-0.8885902762413025,0.12923124432563782,0.44502606987953186,-0.8885902762413025,0.11117177456617355,0.44919025897979736,-0.8885902762413025,0.09292726963758469,0.45260682702064514,-0.8885902762413025,0.07452809810638428,0.45527005195617676,-0.8885902762413025,0.05600488558411598,0.4571755528450012,-0.8885902762413025,0.03738845884799957,0.45832011103630066,-0.8885902762413025,0.018709799274802208,0.45870181918144226,-0.8885902762413025,5.617477507565197e-17,0.45832011103630066,-0.8885902762413025,-0.018709799274802208,0.4571755528450012,-0.8885902762413025,-0.03738845884799957,0.45527005195617676,-0.8885902762413025,-0.05600488558411598,0.45260682702064514,-0.8885902762413025,-0.07452809810638428,0.44919025897979736,-0.8885902762413025,-0.09292726963758469,0.44502606987953186,-0.8885902762413025,-0.11117177456617355,0.4401211738586426,-0.8885902762413025,-0.12923124432563782,0.43448376655578613,-0.8885902762413025,-0.1470756083726883,0.4281231760978699,-0.8885902762413025,-0.16467519104480743,0.4210500121116638,-0.8885902762413025,-0.18200069665908813,0.4132760763168335,-0.8885902762413025,-0.1990232616662979,0.4048142731189728,-0.8885902762413025,-0.21571458876132965,0.39567869901657104,-0.8885902762413025,-0.23204687237739563,0.38588452339172363,-0.8885902762413025,-0.24799293279647827,0.3754481077194214,-0.8885902762413025,-0.26352623105049133,0.36438679695129395,-0.8885902762413025,-0.2786209285259247,0.3527190089225769,-0.8885902762413025,-0.2932518720626831,0.34046414494514465,-0.8885902762413025,-0.30739474296569824,0.32764261960983276,-0.8885902762413025,-0.3210259974002838,0.3142757713794708,-0.8885902762413025,-0.334122896194458,0.30038583278656006,-0.8885902762413025,-0.3466637134552002,0.2859959006309509,-0.8885902762413025,-0.3586275279521942,0.2711299955844879,-0.8885902762413025,-0.36999446153640747,0.2558128237724304,-0.8885902762413025,-0.3807455599308014,0.24006985127925873,-0.8885902762413025,-0.39086294174194336,0.2239273190498352,-0.8885902762413025,-0.4003297686576843,0.20741207897663116,-0.8885902762413025,-0.4091303050518036,0.19055162370204926,-0.8885902762413025,-0.417249858379364,0.1733740121126175,-0.8885902762413025,-0.42467495799064636,0.15590783953666687,-0.8885902762413025,-0.43139323592185974,0.13818217813968658,-0.8885902762413025,-0.4373934864997864,0.12022652477025986,-0.8885902762413025,-0.4426657259464264,0.10207076370716095,-0.8885902762413025,-0.4472012221813202,0.08374511450529099,-0.8885902762413025,-0.4509923756122589,0.06528007984161377,-0.8885902762413025,-0.45403289794921875,0.046706389635801315,-0.8885902762413025,-0.4563177525997162,0.028054965659976006,-0.8885902762413025,-0.4578430950641632,0.00935684610158205,-0.8885902762413025,-0.45860639214515686,-0.00935684610158205,-0.8885902762413025,-0.45860639214515686,-0.028054965659976006,-0.8885902762413025,-0.4578430950641632,-0.046706389635801315,-0.8885902762413025,-0.4563177525997162,-0.06528007984161377,-0.8885902762413025,-0.45403289794921875,-0.08374511450529099,-0.8885902762413025,-0.4509923756122589,-0.10207076370716095,-0.8885902762413025,-0.4472012221813202,-0.12022652477025986,-0.8885902762413025,-0.4426657259464264,-0.13818217813968658,-0.8885902762413025,-0.4373934864997864,-0.15590783953666687,-0.8885902762413025,-0.43139323592185974,-0.1733740121126175,-0.8885902762413025,-0.42467495799064636,-0.19055162370204926,-0.8885902762413025,-0.417249858379364,-0.20741207897663116,-0.8885902762413025,-0.4091303050518036,-0.2239273190498352,-0.8885902762413025,-0.4003297686576843,-0.24006985127925873,-0.8885902762413025,-0.39086294174194336,-0.2558128237724304,-0.8885902762413025,-0.3807455599308014,-0.2711299955844879,-0.8885902762413025,-0.36999446153640747,-0.2859959006309509,-0.8885902762413025,-0.3586275279521942,-0.30038583278656006,-0.8885902762413025,-0.3466637134552002,-0.3142757713794708,-0.8885902762413025,-0.334122896194458,-0.32764261960983276,-0.8885902762413025,-0.3210259974002838,-0.34046414494514465,-0.8885902762413025,-0.30739474296569824,-0.3527190089225769,-0.8885902762413025,-0.2932518720626831,-0.36438679695129395,-0.8885902762413025,-0.2786209285259247,-0.3754481077194214,-0.8885902762413025,-0.26352623105049133,-0.38588452339172363,-0.8885902762413025,-0.24799293279647827,-0.39567869901657104,-0.8885902762413025,-0.23204687237739563,-0.4048142731189728,-0.8885902762413025,-0.21571458876132965,-0.4132760763168335,-0.8885902762413025,-0.1990232616662979,-0.4210500121116638,-0.8885902762413025,-0.18200069665908813,-0.4281231760978699,-0.8885902762413025,-0.16467519104480743,-0.43448376655578613,-0.8885902762413025,-0.1470756083726883,-0.4401211738586426,-0.8885902762413025,-0.12923124432563782,-0.44502606987953186,-0.8885902762413025,-0.11117177456617355,-0.44919025897979736,-0.8885902762413025,-0.09292726963758469,-0.45260682702064514,-0.8885902762413025,-0.07452809810638428,-0.45527005195617676,-0.8885902762413025,-0.05600488558411598,-0.4571755528450012,-0.8885902762413025,-0.03738845884799957,-0.45832011103630066,-0.8885902762413025,-0.018709799274802208,-0.45870181918144226,-0.8885902762413025,-1.1234955015130394e-16,-0.39487898349761963,-0.9187331199645996,0.0,-0.3945503532886505,-0.9187331199645996,0.016106555238366127,-0.3935650587081909,-0.9187331199645996,0.03218630328774452,-0.3919247090816498,-0.9187331199645996,0.048212479799985886,-0.3896320164203644,-0.9187331199645996,0.06415840983390808,-0.38669082522392273,-0.9187331199645996,0.07999756187200546,-0.3831060528755188,-0.9187331199645996,0.09570355713367462,-0.37888360023498535,-0.9187331199645996,0.11125026643276215,-0.37403056025505066,-0.9187331199645996,0.12661181390285492,-0.3685549795627594,-0.9187331199645996,0.1417626291513443,-0.3624659776687622,-0.9187331199645996,0.1566774845123291,-0.3557736873626709,-0.9187331199645996,0.17133156955242157,-0.3484892249107361,-0.9187331199645996,0.18570049107074738,-0.34062474966049194,-0.9187331199645996,0.1997603327035904,-0.3321933448314667,-0.9187331199645996,0.21348769962787628,-0.3232090175151825,-0.9187331199645996,0.22685973346233368,-0.3136867582798004,-0.9187331199645996,0.23985417187213898,-0.3036423921585083,-0.9187331199645996,0.2524494230747223,-0.29309266805648804,-0.9187331199645996,0.2646244764328003,-0.2820550799369812,-0.9187331199645996,0.27635908126831055,-0.2705480754375458,-0.9187331199645996,0.2876337170600891,-0.2585907280445099,-0.9187331199645996,0.2984296381473541,-0.24620302021503448,-0.9187331199645996,0.30872881412506104,-0.23340551555156708,-0.9187331199645996,0.3185141682624817,-0.22021953761577606,-0.9187331199645996,0.32776939868927,-0.20666702091693878,-0.9187331199645996,0.3364790678024292,-0.19277052581310272,-0.9187331199645996,0.3446286916732788,-0.17855317890644073,-0.9187331199645996,0.35220474004745483,-0.16403865814208984,-0.9187331199645996,0.3591945469379425,-0.14925110340118408,-0.9187331199645996,0.3655865490436554,-0.13421514630317688,-0.9187331199645996,0.3713700473308563,-0.11895579099655151,-0.9187331199645996,0.37653544545173645,-0.1034984439611435,-0.9187331199645996,0.38107413053512573,-0.0878688395023346,-0.9187331199645996,0.3849785327911377,-0.07209298759698868,-0.9187331199645996,0.3882422149181366,-0.056197140365839005,-0.9187331199645996,0.3908596932888031,-0.04020775854587555,-0.9187331199645996,0.3928266167640686,-0.024151453748345375,-0.9187331199645996,0.39413973689079285,-0.008054953999817371,-0.9187331199645996,0.39479681849479675,0.008054953999817371,-0.9187331199645996,0.39479681849479675,0.024151453748345375,-0.9187331199645996,0.39413973689079285,0.04020775854587555,-0.9187331199645996,0.3928266167640686,0.056197140365839005,-0.9187331199645996,0.3908596932888031,0.07209298759698868,-0.9187331199645996,0.3882422149181366,0.0878688395023346,-0.9187331199645996,0.3849785327911377,0.1034984439611435,-0.9187331199645996,0.38107413053512573,0.11895579099655151,-0.9187331199645996,0.37653544545173645,0.13421514630317688,-0.9187331199645996,0.3713700473308563,0.14925110340118408,-0.9187331199645996,0.3655865490436554,0.16403865814208984,-0.9187331199645996,0.3591945469379425,0.17855317890644073,-0.9187331199645996,0.35220474004745483,0.19277052581310272,-0.9187331199645996,0.3446286916732788,0.20666702091693878,-0.9187331199645996,0.3364790678024292,0.22021953761577606,-0.9187331199645996,0.32776939868927,0.23340551555156708,-0.9187331199645996,0.3185141682624817,0.24620302021503448,-0.9187331199645996,0.30872881412506104,0.2585907280445099,-0.9187331199645996,0.2984296381473541,0.2705480754375458,-0.9187331199645996,0.2876337170600891,0.2820550799369812,-0.9187331199645996,0.27635908126831055,0.29309266805648804,-0.9187331199645996,0.2646244764328003,0.3036423921585083,-0.9187331199645996,0.2524494230747223,0.3136867582798004,-0.9187331199645996,0.23985417187213898,0.3232090175151825,-0.9187331199645996,0.22685973346233368,0.3321933448314667,-0.9187331199645996,0.21348769962787628,0.34062474966049194,-0.9187331199645996,0.1997603327035904,0.3484892249107361,-0.9187331199645996,0.18570049107074738,0.3557736873626709,-0.9187331199645996,0.17133156955242157,0.3624659776687622,-0.9187331199645996,0.1566774845123291,0.3685549795627594,-0.9187331199645996,0.1417626291513443,0.37403056025505066,-0.9187331199645996,0.12661181390285492,0.37888360023498535,-0.9187331199645996,0.11125026643276215,0.3831060528755188,-0.9187331199645996,0.09570355713367462,0.38669082522392273,-0.9187331199645996,0.07999756187200546,0.3896320164203644,-0.9187331199645996,0.06415840983390808,0.3919247090816498,-0.9187331199645996,0.048212479799985886,0.3935650587081909,-0.9187331199645996,0.03218630328774452,0.3945503532886505,-0.9187331199645996,0.016106555238366127,0.39487898349761963,-0.9187331199645996,4.835872892402616e-17,0.3945503532886505,-0.9187331199645996,-0.016106555238366127,0.3935650587081909,-0.9187331199645996,-0.03218630328774452,0.3919247090816498,-0.9187331199645996,-0.048212479799985886,0.3896320164203644,-0.9187331199645996,-0.06415840983390808,0.38669082522392273,-0.9187331199645996,-0.07999756187200546,0.3831060528755188,-0.9187331199645996,-0.09570355713367462,0.37888360023498535,-0.9187331199645996,-0.11125026643276215,0.37403056025505066,-0.9187331199645996,-0.12661181390285492,0.3685549795627594,-0.9187331199645996,-0.1417626291513443,0.3624659776687622,-0.9187331199645996,-0.1566774845123291,0.3557736873626709,-0.9187331199645996,-0.17133156955242157,0.3484892249107361,-0.9187331199645996,-0.18570049107074738,0.34062474966049194,-0.9187331199645996,-0.1997603327035904,0.3321933448314667,-0.9187331199645996,-0.21348769962787628,0.3232090175151825,-0.9187331199645996,-0.22685973346233368,0.3136867582798004,-0.9187331199645996,-0.23985417187213898,0.3036423921585083,-0.9187331199645996,-0.2524494230747223,0.29309266805648804,-0.9187331199645996,-0.2646244764328003,0.2820550799369812,-0.9187331199645996,-0.27635908126831055,0.2705480754375458,-0.9187331199645996,-0.2876337170600891,0.2585907280445099,-0.9187331199645996,-0.2984296381473541,0.24620302021503448,-0.9187331199645996,-0.30872881412506104,0.23340551555156708,-0.9187331199645996,-0.3185141682624817,0.22021953761577606,-0.9187331199645996,-0.32776939868927,0.20666702091693878,-0.9187331199645996,-0.3364790678024292,0.19277052581310272,-0.9187331199645996,-0.3446286916732788,0.17855317890644073,-0.9187331199645996,-0.35220474004745483,0.16403865814208984,-0.9187331199645996,-0.3591945469379425,0.14925110340118408,-0.9187331199645996,-0.3655865490436554,0.13421514630317688,-0.9187331199645996,-0.3713700473308563,0.11895579099655151,-0.9187331199645996,-0.37653544545173645,0.1034984439611435,-0.9187331199645996,-0.38107413053512573,0.0878688395023346,-0.9187331199645996,-0.3849785327911377,0.07209298759698868,-0.9187331199645996,-0.3882422149181366,0.056197140365839005,-0.9187331199645996,-0.3908596932888031,0.04020775854587555,-0.9187331199645996,-0.3928266167640686,0.024151453748345375,-0.9187331199645996,-0.39413973689079285,0.008054953999817371,-0.9187331199645996,-0.39479681849479675,-0.008054953999817371,-0.9187331199645996,-0.39479681849479675,-0.024151453748345375,-0.9187331199645996,-0.39413973689079285,-0.04020775854587555,-0.9187331199645996,-0.3928266167640686,-0.056197140365839005,-0.9187331199645996,-0.3908596932888031,-0.07209298759698868,-0.9187331199645996,-0.3882422149181366,-0.0878688395023346,-0.9187331199645996,-0.3849785327911377,-0.1034984439611435,-0.9187331199645996,-0.38107413053512573,-0.11895579099655151,-0.9187331199645996,-0.37653544545173645,-0.13421514630317688,-0.9187331199645996,-0.3713700473308563,-0.14925110340118408,-0.9187331199645996,-0.3655865490436554,-0.16403865814208984,-0.9187331199645996,-0.3591945469379425,-0.17855317890644073,-0.9187331199645996,-0.35220474004745483,-0.19277052581310272,-0.9187331199645996,-0.3446286916732788,-0.20666702091693878,-0.9187331199645996,-0.3364790678024292,-0.22021953761577606,-0.9187331199645996,-0.32776939868927,-0.23340551555156708,-0.9187331199645996,-0.3185141682624817,-0.24620302021503448,-0.9187331199645996,-0.30872881412506104,-0.2585907280445099,-0.9187331199645996,-0.2984296381473541,-0.2705480754375458,-0.9187331199645996,-0.2876337170600891,-0.2820550799369812,-0.9187331199645996,-0.27635908126831055,-0.29309266805648804,-0.9187331199645996,-0.2646244764328003,-0.3036423921585083,-0.9187331199645996,-0.2524494230747223,-0.3136867582798004,-0.9187331199645996,-0.23985417187213898,-0.3232090175151825,-0.9187331199645996,-0.22685973346233368,-0.3321933448314667,-0.9187331199645996,-0.21348769962787628,-0.34062474966049194,-0.9187331199645996,-0.1997603327035904,-0.3484892249107361,-0.9187331199645996,-0.18570049107074738,-0.3557736873626709,-0.9187331199645996,-0.17133156955242157,-0.3624659776687622,-0.9187331199645996,-0.1566774845123291,-0.3685549795627594,-0.9187331199645996,-0.1417626291513443,-0.37403056025505066,-0.9187331199645996,-0.12661181390285492,-0.37888360023498535,-0.9187331199645996,-0.11125026643276215,-0.3831060528755188,-0.9187331199645996,-0.09570355713367462,-0.38669082522392273,-0.9187331199645996,-0.07999756187200546,-0.3896320164203644,-0.9187331199645996,-0.06415840983390808,-0.3919247090816498,-0.9187331199645996,-0.048212479799985886,-0.3935650587081909,-0.9187331199645996,-0.03218630328774452,-0.3945503532886505,-0.9187331199645996,-0.016106555238366127,-0.39487898349761963,-0.9187331199645996,-9.671745784805232e-17,-0.32908886671066284,-0.9442989826202393,0.0,-0.3288150131702423,-0.9442989826202393,0.013423069380223751,-0.32799386978149414,-0.9442989826202393,0.026823798194527626,-0.32662680745124817,-0.9442989826202393,0.04017988219857216,-0.32471609115600586,-0.9442989826202393,0.053469087928533554,-0.3222649395465851,-0.9442989826202393,0.06666930019855499,-0.31927740573883057,-0.9442989826202393,0.07975855469703674,-0.31575846672058105,-0.9442989826202393,0.09271504729986191,-0.31171396374702454,-0.9442989826202393,0.10551723092794418,-0.307150661945343,-0.9442989826202393,0.11814379692077637,-0.302076131105423,-0.9442989826202393,0.13057371973991394,-0.2964988350868225,-0.9442989826202393,0.14278630912303925,-0.2904280424118042,-0.9442989826202393,0.15476125478744507,-0.28387385606765747,-0.9442989826202393,0.16647860407829285,-0.2768471837043762,-0.9442989826202393,0.17791888117790222,-0.2693597376346588,-0.9442989826202393,0.18906301259994507,-0.2614239454269409,-0.9442989826202393,0.19989247620105743,-0.25305306911468506,-0.9442989826202393,0.21038924157619476,-0.2442609965801239,-0.9442989826202393,0.22053582966327667,-0.235062375664711,-0.9442989826202393,0.23031537234783173,-0.22547250986099243,-0.9442989826202393,0.23971155285835266,-0.2155073881149292,-0.9442989826202393,0.24870876967906952,-0.20518355071544647,-0.9442989826202393,0.2572920322418213,-0.19451822340488434,-0.9442989826202393,0.26544708013534546,-0.18352913856506348,-0.9442989826202393,0.27316027879714966,-0.17223457992076874,-0.9442989826202393,0.28041887283325195,-0.16065335273742676,-0.9442989826202393,0.28721070289611816,-0.14880473911762238,-0.9442989826202393,0.29352450370788574,-0.13670845329761505,-0.9442989826202393,0.29934975504875183,-0.12438463419675827,-0.9442989826202393,0.3046768009662628,-0.11185378581285477,-0.9442989826202393,0.3094967007637024,-0.09913676977157593,-0.9442989826202393,0.31380149722099304,-0.08625474572181702,-0.9442989826202393,0.31758400797843933,-0.07322916388511658,-0.9442989826202393,0.32083791494369507,-0.06008169800043106,-0.9442989826202393,0.32355785369873047,-0.04683423042297363,-0.9442989826202393,0.3257392346858978,-0.03350881114602089,-0.9442989826202393,0.32737845182418823,-0.02012762241065502,-0.9442989826202393,0.328472763299942,-0.006712931673973799,-0.9442989826202393,0.3290204107761383,0.006712931673973799,-0.9442989826202393,0.3290204107761383,0.02012762241065502,-0.9442989826202393,0.328472763299942,0.03350881114602089,-0.9442989826202393,0.32737845182418823,0.04683423042297363,-0.9442989826202393,0.3257392346858978,0.06008169800043106,-0.9442989826202393,0.32355785369873047,0.07322916388511658,-0.9442989826202393,0.32083791494369507,0.08625474572181702,-0.9442989826202393,0.31758400797843933,0.09913676977157593,-0.9442989826202393,0.31380149722099304,0.11185378581285477,-0.9442989826202393,0.3094967007637024,0.12438463419675827,-0.9442989826202393,0.3046768009662628,0.13670845329761505,-0.9442989826202393,0.29934975504875183,0.14880473911762238,-0.9442989826202393,0.29352450370788574,0.16065335273742676,-0.9442989826202393,0.28721070289611816,0.17223457992076874,-0.9442989826202393,0.28041887283325195,0.18352913856506348,-0.9442989826202393,0.27316027879714966,0.19451822340488434,-0.9442989826202393,0.26544708013534546,0.20518355071544647,-0.9442989826202393,0.2572920322418213,0.2155073881149292,-0.9442989826202393,0.24870876967906952,0.22547250986099243,-0.9442989826202393,0.23971155285835266,0.235062375664711,-0.9442989826202393,0.23031537234783173,0.2442609965801239,-0.9442989826202393,0.22053582966327667,0.25305306911468506,-0.9442989826202393,0.21038924157619476,0.2614239454269409,-0.9442989826202393,0.19989247620105743,0.2693597376346588,-0.9442989826202393,0.18906301259994507,0.2768471837043762,-0.9442989826202393,0.17791888117790222,0.28387385606765747,-0.9442989826202393,0.16647860407829285,0.2904280424118042,-0.9442989826202393,0.15476125478744507,0.2964988350868225,-0.9442989826202393,0.14278630912303925,0.302076131105423,-0.9442989826202393,0.13057371973991394,0.307150661945343,-0.9442989826202393,0.11814379692077637,0.31171396374702454,-0.9442989826202393,0.10551723092794418,0.31575846672058105,-0.9442989826202393,0.09271504729986191,0.31927740573883057,-0.9442989826202393,0.07975855469703674,0.3222649395465851,-0.9442989826202393,0.06666930019855499,0.32471609115600586,-0.9442989826202393,0.053469087928533554,0.32662680745124817,-0.9442989826202393,0.04017988219857216,0.32799386978149414,-0.9442989826202393,0.026823798194527626,0.3288150131702423,-0.9442989826202393,0.013423069380223751,0.32908886671066284,-0.9442989826202393,4.0301764764633056e-17,0.3288150131702423,-0.9442989826202393,-0.013423069380223751,0.32799386978149414,-0.9442989826202393,-0.026823798194527626,0.32662680745124817,-0.9442989826202393,-0.04017988219857216,0.32471609115600586,-0.9442989826202393,-0.053469087928533554,0.3222649395465851,-0.9442989826202393,-0.06666930019855499,0.31927740573883057,-0.9442989826202393,-0.07975855469703674,0.31575846672058105,-0.9442989826202393,-0.09271504729986191,0.31171396374702454,-0.9442989826202393,-0.10551723092794418,0.307150661945343,-0.9442989826202393,-0.11814379692077637,0.302076131105423,-0.9442989826202393,-0.13057371973991394,0.2964988350868225,-0.9442989826202393,-0.14278630912303925,0.2904280424118042,-0.9442989826202393,-0.15476125478744507,0.28387385606765747,-0.9442989826202393,-0.16647860407829285,0.2768471837043762,-0.9442989826202393,-0.17791888117790222,0.2693597376346588,-0.9442989826202393,-0.18906301259994507,0.2614239454269409,-0.9442989826202393,-0.19989247620105743,0.25305306911468506,-0.9442989826202393,-0.21038924157619476,0.2442609965801239,-0.9442989826202393,-0.22053582966327667,0.235062375664711,-0.9442989826202393,-0.23031537234783173,0.22547250986099243,-0.9442989826202393,-0.23971155285835266,0.2155073881149292,-0.9442989826202393,-0.24870876967906952,0.20518355071544647,-0.9442989826202393,-0.2572920322418213,0.19451822340488434,-0.9442989826202393,-0.26544708013534546,0.18352913856506348,-0.9442989826202393,-0.27316027879714966,0.17223457992076874,-0.9442989826202393,-0.28041887283325195,0.16065335273742676,-0.9442989826202393,-0.28721070289611816,0.14880473911762238,-0.9442989826202393,-0.29352450370788574,0.13670845329761505,-0.9442989826202393,-0.29934975504875183,0.12438463419675827,-0.9442989826202393,-0.3046768009662628,0.11185378581285477,-0.9442989826202393,-0.3094967007637024,0.09913676977157593,-0.9442989826202393,-0.31380149722099304,0.08625474572181702,-0.9442989826202393,-0.31758400797843933,0.07322916388511658,-0.9442989826202393,-0.32083791494369507,0.06008169800043106,-0.9442989826202393,-0.32355785369873047,0.04683423042297363,-0.9442989826202393,-0.3257392346858978,0.03350881114602089,-0.9442989826202393,-0.32737845182418823,0.02012762241065502,-0.9442989826202393,-0.328472763299942,0.006712931673973799,-0.9442989826202393,-0.3290204107761383,-0.006712931673973799,-0.9442989826202393,-0.3290204107761383,-0.02012762241065502,-0.9442989826202393,-0.328472763299942,-0.03350881114602089,-0.9442989826202393,-0.32737845182418823,-0.04683423042297363,-0.9442989826202393,-0.3257392346858978,-0.06008169800043106,-0.9442989826202393,-0.32355785369873047,-0.07322916388511658,-0.9442989826202393,-0.32083791494369507,-0.08625474572181702,-0.9442989826202393,-0.31758400797843933,-0.09913676977157593,-0.9442989826202393,-0.31380149722099304,-0.11185378581285477,-0.9442989826202393,-0.3094967007637024,-0.12438463419675827,-0.9442989826202393,-0.3046768009662628,-0.13670845329761505,-0.9442989826202393,-0.29934975504875183,-0.14880473911762238,-0.9442989826202393,-0.29352450370788574,-0.16065335273742676,-0.9442989826202393,-0.28721070289611816,-0.17223457992076874,-0.9442989826202393,-0.28041887283325195,-0.18352913856506348,-0.9442989826202393,-0.27316027879714966,-0.19451822340488434,-0.9442989826202393,-0.26544708013534546,-0.20518355071544647,-0.9442989826202393,-0.2572920322418213,-0.2155073881149292,-0.9442989826202393,-0.24870876967906952,-0.22547250986099243,-0.9442989826202393,-0.23971155285835266,-0.235062375664711,-0.9442989826202393,-0.23031537234783173,-0.2442609965801239,-0.9442989826202393,-0.22053582966327667,-0.25305306911468506,-0.9442989826202393,-0.21038924157619476,-0.2614239454269409,-0.9442989826202393,-0.19989247620105743,-0.2693597376346588,-0.9442989826202393,-0.18906301259994507,-0.2768471837043762,-0.9442989826202393,-0.17791888117790222,-0.28387385606765747,-0.9442989826202393,-0.16647860407829285,-0.2904280424118042,-0.9442989826202393,-0.15476125478744507,-0.2964988350868225,-0.9442989826202393,-0.14278630912303925,-0.302076131105423,-0.9442989826202393,-0.13057371973991394,-0.307150661945343,-0.9442989826202393,-0.11814379692077637,-0.31171396374702454,-0.9442989826202393,-0.10551723092794418,-0.31575846672058105,-0.9442989826202393,-0.09271504729986191,-0.31927740573883057,-0.9442989826202393,-0.07975855469703674,-0.3222649395465851,-0.9442989826202393,-0.06666930019855499,-0.32471609115600586,-0.9442989826202393,-0.053469087928533554,-0.32662680745124817,-0.9442989826202393,-0.04017988219857216,-0.32799386978149414,-0.9442989826202393,-0.026823798194527626,-0.3288150131702423,-0.9442989826202393,-0.013423069380223751,-0.32908886671066284,-0.9442989826202393,-8.060352952926611e-17,-0.26165926456451416,-0.9651603102684021,0.0,-0.26144149899482727,-0.9651603102684021,0.010672710835933685,-0.26078861951828003,-0.9651603102684021,0.021327657625079155,-0.2597016394138336,-0.9651603102684021,0.03194710984826088,-0.25818246603012085,-0.9651603102684021,0.04251338541507721,-0.2562335431575775,-0.9651603102684021,0.053008902817964554,-0.25385814905166626,-0.9651603102684021,0.06341619044542313,-0.25106021761894226,-0.9651603102684021,0.07371792942285538,-0.24784442782402039,-0.9651603102684021,0.08389697223901749,-0.24421614408493042,-0.9651603102684021,0.09393637627363205,-0.24018137156963348,-0.9651603102684021,0.10381943732500076,-0.2357468456029892,-0.9651603102684021,0.11352969706058502,-0.2309199422597885,-0.9651603102684021,0.1230509951710701,-0.22570869326591492,-0.9651603102684021,0.13236749172210693,-0.22012177109718323,-0.9651603102684021,0.14146366715431213,-0.2141684889793396,-0.9651603102684021,0.15032440423965454,-0.20785872638225555,-0.9651603102684021,0.15893493592739105,-0.20120301842689514,-0.9651603102684021,0.16728092730045319,-0.1942124217748642,-0.9651603102684021,0.17534850537776947,-0.1868985891342163,-0.9651603102684021,0.18312422931194305,-0.17927366495132446,-0.9651603102684021,0.19059516489505768,-0.1713503748178482,-0.9651603102684021,0.19774886965751648,-0.1631418764591217,-0.9651603102684021,0.20457343757152557,-0.1546618491411209,-0.9651603102684021,0.21105752885341644,-0.1459244042634964,-0.9651603102684021,0.21719032526016235,-0.13694407045841217,-0.9651603102684021,0.22296161949634552,-0.12773582339286804,-0.9651603102684021,0.2283618301153183,-0.1183149665594101,-0.9651603102684021,0.2333819568157196,-0.10869718343019485,-0.9651603102684021,0.2380136251449585,-0.09889848530292511,-0.9651603102684021,0.24224916100502014,-0.08893518149852753,-0.9651603102684021,0.24608148634433746,-0.07882385700941086,-0.9651603102684021,0.2495042383670807,-0.06858132779598236,-0.9651603102684021,0.2525117099285126,-0.05822466313838959,-0.9651603102684021,0.2550989091396332,-0.04777108505368233,-0.9651603102684021,0.2572615146636963,-0.037237994372844696,-0.9651603102684021,0.2589959502220154,-0.026642926037311554,-0.9651603102684021,0.26029929518699646,-0.01600351557135582,-0.9651603102684021,0.2611694037914276,-0.005337466020137072,-0.9651603102684021,0.26160481572151184,0.005337466020137072,-0.9651603102684021,0.26160481572151184,0.01600351557135582,-0.9651603102684021,0.2611694037914276,0.026642926037311554,-0.9651603102684021,0.26029929518699646,0.037237994372844696,-0.9651603102684021,0.2589959502220154,0.04777108505368233,-0.9651603102684021,0.2572615146636963,0.05822466313838959,-0.9651603102684021,0.2550989091396332,0.06858132779598236,-0.9651603102684021,0.2525117099285126,0.07882385700941086,-0.9651603102684021,0.2495042383670807,0.08893518149852753,-0.9651603102684021,0.24608148634433746,0.09889848530292511,-0.9651603102684021,0.24224916100502014,0.10869718343019485,-0.9651603102684021,0.2380136251449585,0.1183149665594101,-0.9651603102684021,0.2333819568157196,0.12773582339286804,-0.9651603102684021,0.2283618301153183,0.13694407045841217,-0.9651603102684021,0.22296161949634552,0.1459244042634964,-0.9651603102684021,0.21719032526016235,0.1546618491411209,-0.9651603102684021,0.21105752885341644,0.1631418764591217,-0.9651603102684021,0.20457343757152557,0.1713503748178482,-0.9651603102684021,0.19774886965751648,0.17927366495132446,-0.9651603102684021,0.19059516489505768,0.1868985891342163,-0.9651603102684021,0.18312422931194305,0.1942124217748642,-0.9651603102684021,0.17534850537776947,0.20120301842689514,-0.9651603102684021,0.16728092730045319,0.20785872638225555,-0.9651603102684021,0.15893493592739105,0.2141684889793396,-0.9651603102684021,0.15032440423965454,0.22012177109718323,-0.9651603102684021,0.14146366715431213,0.22570869326591492,-0.9651603102684021,0.13236749172210693,0.2309199422597885,-0.9651603102684021,0.1230509951710701,0.2357468456029892,-0.9651603102684021,0.11352969706058502,0.24018137156963348,-0.9651603102684021,0.10381943732500076,0.24421614408493042,-0.9651603102684021,0.09393637627363205,0.24784442782402039,-0.9651603102684021,0.08389697223901749,0.25106021761894226,-0.9651603102684021,0.07371792942285538,0.25385814905166626,-0.9651603102684021,0.06341619044542313,0.2562335431575775,-0.9651603102684021,0.053008902817964554,0.25818246603012085,-0.9651603102684021,0.04251338541507721,0.2597016394138336,-0.9651603102684021,0.03194710984826088,0.26078861951828003,-0.9651603102684021,0.021327657625079155,0.26144149899482727,-0.9651603102684021,0.010672710835933685,0.26165926456451416,-0.9651603102684021,3.204401740079373e-17,0.26144149899482727,-0.9651603102684021,-0.010672710835933685,0.26078861951828003,-0.9651603102684021,-0.021327657625079155,0.2597016394138336,-0.9651603102684021,-0.03194710984826088,0.25818246603012085,-0.9651603102684021,-0.04251338541507721,0.2562335431575775,-0.9651603102684021,-0.053008902817964554,0.25385814905166626,-0.9651603102684021,-0.06341619044542313,0.25106021761894226,-0.9651603102684021,-0.07371792942285538,0.24784442782402039,-0.9651603102684021,-0.08389697223901749,0.24421614408493042,-0.9651603102684021,-0.09393637627363205,0.24018137156963348,-0.9651603102684021,-0.10381943732500076,0.2357468456029892,-0.9651603102684021,-0.11352969706058502,0.2309199422597885,-0.9651603102684021,-0.1230509951710701,0.22570869326591492,-0.9651603102684021,-0.13236749172210693,0.22012177109718323,-0.9651603102684021,-0.14146366715431213,0.2141684889793396,-0.9651603102684021,-0.15032440423965454,0.20785872638225555,-0.9651603102684021,-0.15893493592739105,0.20120301842689514,-0.9651603102684021,-0.16728092730045319,0.1942124217748642,-0.9651603102684021,-0.17534850537776947,0.1868985891342163,-0.9651603102684021,-0.18312422931194305,0.17927366495132446,-0.9651603102684021,-0.19059516489505768,0.1713503748178482,-0.9651603102684021,-0.19774886965751648,0.1631418764591217,-0.9651603102684021,-0.20457343757152557,0.1546618491411209,-0.9651603102684021,-0.21105752885341644,0.1459244042634964,-0.9651603102684021,-0.21719032526016235,0.13694407045841217,-0.9651603102684021,-0.22296161949634552,0.12773582339286804,-0.9651603102684021,-0.2283618301153183,0.1183149665594101,-0.9651603102684021,-0.2333819568157196,0.10869718343019485,-0.9651603102684021,-0.2380136251449585,0.09889848530292511,-0.9651603102684021,-0.24224916100502014,0.08893518149852753,-0.9651603102684021,-0.24608148634433746,0.07882385700941086,-0.9651603102684021,-0.2495042383670807,0.06858132779598236,-0.9651603102684021,-0.2525117099285126,0.05822466313838959,-0.9651603102684021,-0.2550989091396332,0.04777108505368233,-0.9651603102684021,-0.2572615146636963,0.037237994372844696,-0.9651603102684021,-0.2589959502220154,0.026642926037311554,-0.9651603102684021,-0.26029929518699646,0.01600351557135582,-0.9651603102684021,-0.2611694037914276,0.005337466020137072,-0.9651603102684021,-0.26160481572151184,-0.005337466020137072,-0.9651603102684021,-0.26160481572151184,-0.01600351557135582,-0.9651603102684021,-0.2611694037914276,-0.026642926037311554,-0.9651603102684021,-0.26029929518699646,-0.037237994372844696,-0.9651603102684021,-0.2589959502220154,-0.04777108505368233,-0.9651603102684021,-0.2572615146636963,-0.05822466313838959,-0.9651603102684021,-0.2550989091396332,-0.06858132779598236,-0.9651603102684021,-0.2525117099285126,-0.07882385700941086,-0.9651603102684021,-0.2495042383670807,-0.08893518149852753,-0.9651603102684021,-0.24608148634433746,-0.09889848530292511,-0.9651603102684021,-0.24224916100502014,-0.10869718343019485,-0.9651603102684021,-0.2380136251449585,-0.1183149665594101,-0.9651603102684021,-0.2333819568157196,-0.12773582339286804,-0.9651603102684021,-0.2283618301153183,-0.13694407045841217,-0.9651603102684021,-0.22296161949634552,-0.1459244042634964,-0.9651603102684021,-0.21719032526016235,-0.1546618491411209,-0.9651603102684021,-0.21105752885341644,-0.1631418764591217,-0.9651603102684021,-0.20457343757152557,-0.1713503748178482,-0.9651603102684021,-0.19774886965751648,-0.17927366495132446,-0.9651603102684021,-0.19059516489505768,-0.1868985891342163,-0.9651603102684021,-0.18312422931194305,-0.1942124217748642,-0.9651603102684021,-0.17534850537776947,-0.20120301842689514,-0.9651603102684021,-0.16728092730045319,-0.20785872638225555,-0.9651603102684021,-0.15893493592739105,-0.2141684889793396,-0.9651603102684021,-0.15032440423965454,-0.22012177109718323,-0.9651603102684021,-0.14146366715431213,-0.22570869326591492,-0.9651603102684021,-0.13236749172210693,-0.2309199422597885,-0.9651603102684021,-0.1230509951710701,-0.2357468456029892,-0.9651603102684021,-0.11352969706058502,-0.24018137156963348,-0.9651603102684021,-0.10381943732500076,-0.24421614408493042,-0.9651603102684021,-0.09393637627363205,-0.24784442782402039,-0.9651603102684021,-0.08389697223901749,-0.25106021761894226,-0.9651603102684021,-0.07371792942285538,-0.25385814905166626,-0.9651603102684021,-0.06341619044542313,-0.2562335431575775,-0.9651603102684021,-0.053008902817964554,-0.25818246603012085,-0.9651603102684021,-0.04251338541507721,-0.2597016394138336,-0.9651603102684021,-0.03194710984826088,-0.26078861951828003,-0.9651603102684021,-0.021327657625079155,-0.26144149899482727,-0.9651603102684021,-0.010672710835933685,-0.26165926456451416,-0.9651603102684021,-6.408803480158746e-17,-0.1929260641336441,-0.9812132716178894,0.0,-0.1927655190229416,-0.9812132716178894,0.007869181223213673,-0.19228412210941315,-0.9812132716178894,0.015725266188383102,-0.19148269295692444,-0.9812132716178894,0.023555176332592964,-0.19036255776882172,-0.9812132716178894,0.03134588152170181,-0.1889255791902542,-0.9812132716178894,0.03908441588282585,-0.18717415630817413,-0.9812132716178894,0.04675789549946785,-0.18511120975017548,-0.9812132716178894,0.05435355380177498,-0.18274015188217163,-0.9812132716178894,0.06185874342918396,-0.18006494641304016,-0.9812132716178894,0.06926097720861435,-0.17709003388881683,-0.9812132716178894,0.07654793560504913,-0.1738203763961792,-0.9812132716178894,0.08370748162269592,-0.170261412858963,-0.9812132716178894,0.09072770923376083,-0.16641907393932343,-0.9812132716178894,0.09759692847728729,-0.1622997373342514,-0.9812132716178894,0.10430370271205902,-0.1579102724790573,-0.9812132716178894,0.11083687841892242,-0.15325798094272614,-0.9812132716178894,0.117185577750206,-0.14835059642791748,-0.9812132716178894,0.12333923578262329,-0.14319631457328796,-0.9812132716178894,0.12928760051727295,-0.13780368864536285,-0.9812132716178894,0.13502077758312225,-0.13218168914318085,-0.9812132716178894,0.14052923023700714,-0.12633970379829407,-0.9812132716178894,0.1458037942647934,-0.12028743326663971,-0.9812132716178894,0.15083567798137665,-0.11403495818376541,-0.9812132716178894,0.15561650693416595,-0.10759267956018448,-0.9812132716178894,0.1601383239030838,-0.10097132623195648,-0.9812132716178894,0.1643936038017273,-0.09418191760778427,-0.9812132716178894,0.16837528347969055,-0.08723574876785278,-0.9812132716178894,0.17207670211791992,-0.08014438301324844,-0.9812132716178894,0.17549172043800354,-0.07291962951421738,-0.9812132716178894,0.17861464619636536,-0.06557350605726242,-0.9812132716178894,0.1814402937889099,-0.058118242770433426,-0.9812132716178894,0.18396395444869995,-0.05056624487042427,-0.9812132716178894,0.1861814260482788,-0.04293008893728256,-0.9812132716178894,0.1880890130996704,-0.035222478210926056,-0.9812132716178894,0.18968354165554047,-0.027456242591142654,-0.9812132716178894,0.19096235930919647,-0.01964430883526802,-0.9812132716178894,0.1919233351945877,-0.011799678206443787,-0.9812132716178894,0.19256488978862762,-0.003935409709811211,-0.9812132716178894,0.19288592040538788,0.003935409709811211,-0.9812132716178894,0.19288592040538788,0.011799678206443787,-0.9812132716178894,0.19256488978862762,0.01964430883526802,-0.9812132716178894,0.1919233351945877,0.027456242591142654,-0.9812132716178894,0.19096235930919647,0.035222478210926056,-0.9812132716178894,0.18968354165554047,0.04293008893728256,-0.9812132716178894,0.1880890130996704,0.05056624487042427,-0.9812132716178894,0.1861814260482788,0.058118242770433426,-0.9812132716178894,0.18396395444869995,0.06557350605726242,-0.9812132716178894,0.1814402937889099,0.07291962951421738,-0.9812132716178894,0.17861464619636536,0.08014438301324844,-0.9812132716178894,0.17549172043800354,0.08723574876785278,-0.9812132716178894,0.17207670211791992,0.09418191760778427,-0.9812132716178894,0.16837528347969055,0.10097132623195648,-0.9812132716178894,0.1643936038017273,0.10759267956018448,-0.9812132716178894,0.1601383239030838,0.11403495818376541,-0.9812132716178894,0.15561650693416595,0.12028743326663971,-0.9812132716178894,0.15083567798137665,0.12633970379829407,-0.9812132716178894,0.1458037942647934,0.13218168914318085,-0.9812132716178894,0.14052923023700714,0.13780368864536285,-0.9812132716178894,0.13502077758312225,0.14319631457328796,-0.9812132716178894,0.12928760051727295,0.14835059642791748,-0.9812132716178894,0.12333923578262329,0.15325798094272614,-0.9812132716178894,0.117185577750206,0.1579102724790573,-0.9812132716178894,0.11083687841892242,0.1622997373342514,-0.9812132716178894,0.10430370271205902,0.16641907393932343,-0.9812132716178894,0.09759692847728729,0.170261412858963,-0.9812132716178894,0.09072770923376083,0.1738203763961792,-0.9812132716178894,0.08370748162269592,0.17709003388881683,-0.9812132716178894,0.07654793560504913,0.18006494641304016,-0.9812132716178894,0.06926097720861435,0.18274015188217163,-0.9812132716178894,0.06185874342918396,0.18511120975017548,-0.9812132716178894,0.05435355380177498,0.18717415630817413,-0.9812132716178894,0.04675789549946785,0.1889255791902542,-0.9812132716178894,0.03908441588282585,0.19036255776882172,-0.9812132716178894,0.03134588152170181,0.19148269295692444,-0.9812132716178894,0.023555176332592964,0.19228412210941315,-0.9812132716178894,0.015725266188383102,0.1927655190229416,-0.9812132716178894,0.007869181223213673,0.1929260641336441,-0.9812132716178894,2.3626629141815346e-17,0.1927655190229416,-0.9812132716178894,-0.007869181223213673,0.19228412210941315,-0.9812132716178894,-0.015725266188383102,0.19148269295692444,-0.9812132716178894,-0.023555176332592964,0.19036255776882172,-0.9812132716178894,-0.03134588152170181,0.1889255791902542,-0.9812132716178894,-0.03908441588282585,0.18717415630817413,-0.9812132716178894,-0.04675789549946785,0.18511120975017548,-0.9812132716178894,-0.05435355380177498,0.18274015188217163,-0.9812132716178894,-0.06185874342918396,0.18006494641304016,-0.9812132716178894,-0.06926097720861435,0.17709003388881683,-0.9812132716178894,-0.07654793560504913,0.1738203763961792,-0.9812132716178894,-0.08370748162269592,0.170261412858963,-0.9812132716178894,-0.09072770923376083,0.16641907393932343,-0.9812132716178894,-0.09759692847728729,0.1622997373342514,-0.9812132716178894,-0.10430370271205902,0.1579102724790573,-0.9812132716178894,-0.11083687841892242,0.15325798094272614,-0.9812132716178894,-0.117185577750206,0.14835059642791748,-0.9812132716178894,-0.12333923578262329,0.14319631457328796,-0.9812132716178894,-0.12928760051727295,0.13780368864536285,-0.9812132716178894,-0.13502077758312225,0.13218168914318085,-0.9812132716178894,-0.14052923023700714,0.12633970379829407,-0.9812132716178894,-0.1458037942647934,0.12028743326663971,-0.9812132716178894,-0.15083567798137665,0.11403495818376541,-0.9812132716178894,-0.15561650693416595,0.10759267956018448,-0.9812132716178894,-0.1601383239030838,0.10097132623195648,-0.9812132716178894,-0.1643936038017273,0.09418191760778427,-0.9812132716178894,-0.16837528347969055,0.08723574876785278,-0.9812132716178894,-0.17207670211791992,0.08014438301324844,-0.9812132716178894,-0.17549172043800354,0.07291962951421738,-0.9812132716178894,-0.17861464619636536,0.06557350605726242,-0.9812132716178894,-0.1814402937889099,0.058118242770433426,-0.9812132716178894,-0.18396395444869995,0.05056624487042427,-0.9812132716178894,-0.1861814260482788,0.04293008893728256,-0.9812132716178894,-0.1880890130996704,0.035222478210926056,-0.9812132716178894,-0.18968354165554047,0.027456242591142654,-0.9812132716178894,-0.19096235930919647,0.01964430883526802,-0.9812132716178894,-0.1919233351945877,0.011799678206443787,-0.9812132716178894,-0.19256488978862762,0.003935409709811211,-0.9812132716178894,-0.19288592040538788,-0.003935409709811211,-0.9812132716178894,-0.19288592040538788,-0.011799678206443787,-0.9812132716178894,-0.19256488978862762,-0.01964430883526802,-0.9812132716178894,-0.1919233351945877,-0.027456242591142654,-0.9812132716178894,-0.19096235930919647,-0.035222478210926056,-0.9812132716178894,-0.18968354165554047,-0.04293008893728256,-0.9812132716178894,-0.1880890130996704,-0.05056624487042427,-0.9812132716178894,-0.1861814260482788,-0.058118242770433426,-0.9812132716178894,-0.18396395444869995,-0.06557350605726242,-0.9812132716178894,-0.1814402937889099,-0.07291962951421738,-0.9812132716178894,-0.17861464619636536,-0.08014438301324844,-0.9812132716178894,-0.17549172043800354,-0.08723574876785278,-0.9812132716178894,-0.17207670211791992,-0.09418191760778427,-0.9812132716178894,-0.16837528347969055,-0.10097132623195648,-0.9812132716178894,-0.1643936038017273,-0.10759267956018448,-0.9812132716178894,-0.1601383239030838,-0.11403495818376541,-0.9812132716178894,-0.15561650693416595,-0.12028743326663971,-0.9812132716178894,-0.15083567798137665,-0.12633970379829407,-0.9812132716178894,-0.1458037942647934,-0.13218168914318085,-0.9812132716178894,-0.14052923023700714,-0.13780368864536285,-0.9812132716178894,-0.13502077758312225,-0.14319631457328796,-0.9812132716178894,-0.12928760051727295,-0.14835059642791748,-0.9812132716178894,-0.12333923578262329,-0.15325798094272614,-0.9812132716178894,-0.117185577750206,-0.1579102724790573,-0.9812132716178894,-0.11083687841892242,-0.1622997373342514,-0.9812132716178894,-0.10430370271205902,-0.16641907393932343,-0.9812132716178894,-0.09759692847728729,-0.170261412858963,-0.9812132716178894,-0.09072770923376083,-0.1738203763961792,-0.9812132716178894,-0.08370748162269592,-0.17709003388881683,-0.9812132716178894,-0.07654793560504913,-0.18006494641304016,-0.9812132716178894,-0.06926097720861435,-0.18274015188217163,-0.9812132716178894,-0.06185874342918396,-0.18511120975017548,-0.9812132716178894,-0.05435355380177498,-0.18717415630817413,-0.9812132716178894,-0.04675789549946785,-0.1889255791902542,-0.9812132716178894,-0.03908441588282585,-0.19036255776882172,-0.9812132716178894,-0.03134588152170181,-0.19148269295692444,-0.9812132716178894,-0.023555176332592964,-0.19228412210941315,-0.9812132716178894,-0.015725266188383102,-0.1927655190229416,-0.9812132716178894,-0.007869181223213673,-0.1929260641336441,-0.9812132716178894,-4.725325828363069e-17,-0.12323172390460968,-0.9923779368400574,0.0,-0.12312917411327362,-0.9923779368400574,0.005026448052376509,-0.12282168120145798,-0.9923779368400574,0.010044530034065247,-0.12230976670980453,-0.9923779368400574,0.015045893378555775,-0.12159428000450134,-0.9923779368400574,0.020022215321660042,-0.12067641317844391,-0.9923779368400574,0.024965211749076843,-0.1195576936006546,-0.9923779368400574,0.0298666562885046,-0.11823997646570206,-0.9923779368400574,0.03471839055418968,-0.11672545969486237,-0.9923779368400574,0.03951233997941017,-0.11501666903495789,-0.9923779368400574,0.044240523129701614,-0.11311644315719604,-0.9923779368400574,0.04889507219195366,-0.11102794855833054,-0.9923779368400574,0.0534682422876358,-0.10875465720891953,-0.9923779368400574,0.05795241892337799,-0.10630035400390625,-0.9923779368400574,0.0623401403427124,-0.10366912931203842,-0.9923779368400574,0.06662410497665405,-0.10086534917354584,-0.9923779368400574,0.07079717516899109,-0.09789369255304337,-0.9923779368400574,0.07485241442918777,-0.09475909918546677,-0.9923779368400574,0.0787830650806427,-0.09146679192781448,-0.9923779368400574,0.08258259296417236,-0.08802224695682526,-0.9923779368400574,0.08624466508626938,-0.08443119376897812,-0.9923779368400574,0.08976319432258606,-0.080699622631073,-0.9923779368400574,0.09313232451677322,-0.07683372497558594,-0.9923779368400574,0.09634644538164139,-0.07283994555473328,-0.9923779368400574,0.09940019994974136,-0.06872493773698807,-0.9923779368400574,0.10228852182626724,-0.06449554115533829,-0.9923779368400574,0.10500659048557281,-0.06015879660844803,-0.9923779368400574,0.10754988342523575,-0.05572192370891571,-0.9923779368400574,0.10991417616605759,-0.05119230970740318,-0.9923779368400574,0.11209551990032196,-0.046577490866184235,-0.9923779368400574,0.11409030109643936,-0.041885145008563995,-0.9923779368400574,0.11589518189430237,-0.03712308779358864,-0.9923779368400574,0.11750716716051102,-0.03229924291372299,-0.9923779368400574,0.11892357468605042,-0.02742163836956024,-0.9923779368400574,0.12014205008745193,-0.022498393431305885,-0.9923779368400574,0.12116055935621262,-0.01753770373761654,-0.9923779368400574,0.12197740375995636,-0.012547822669148445,-0.9923779368400574,0.12259123474359512,-0.0075370571576058865,-0.9923779368400574,0.12300102412700653,-0.002513746963813901,-0.9923779368400574,0.12320608645677567,0.002513746963813901,-0.9923779368400574,0.12320608645677567,0.0075370571576058865,-0.9923779368400574,0.12300102412700653,0.012547822669148445,-0.9923779368400574,0.12259123474359512,0.01753770373761654,-0.9923779368400574,0.12197740375995636,0.022498393431305885,-0.9923779368400574,0.12116055935621262,0.02742163836956024,-0.9923779368400574,0.12014205008745193,0.03229924291372299,-0.9923779368400574,0.11892357468605042,0.03712308779358864,-0.9923779368400574,0.11750716716051102,0.041885145008563995,-0.9923779368400574,0.11589518189430237,0.046577490866184235,-0.9923779368400574,0.11409030109643936,0.05119230970740318,-0.9923779368400574,0.11209551990032196,0.05572192370891571,-0.9923779368400574,0.10991417616605759,0.06015879660844803,-0.9923779368400574,0.10754988342523575,0.06449554115533829,-0.9923779368400574,0.10500659048557281,0.06872493773698807,-0.9923779368400574,0.10228852182626724,0.07283994555473328,-0.9923779368400574,0.09940019994974136,0.07683372497558594,-0.9923779368400574,0.09634644538164139,0.080699622631073,-0.9923779368400574,0.09313232451677322,0.08443119376897812,-0.9923779368400574,0.08976319432258606,0.08802224695682526,-0.9923779368400574,0.08624466508626938,0.09146679192781448,-0.9923779368400574,0.08258259296417236,0.09475909918546677,-0.9923779368400574,0.0787830650806427,0.09789369255304337,-0.9923779368400574,0.07485241442918777,0.10086534917354584,-0.9923779368400574,0.07079717516899109,0.10366912931203842,-0.9923779368400574,0.06662410497665405,0.10630035400390625,-0.9923779368400574,0.0623401403427124,0.10875465720891953,-0.9923779368400574,0.05795241892337799,0.11102794855833054,-0.9923779368400574,0.0534682422876358,0.11311644315719604,-0.9923779368400574,0.04889507219195366,0.11501666903495789,-0.9923779368400574,0.044240523129701614,0.11672545969486237,-0.9923779368400574,0.03951233997941017,0.11823997646570206,-0.9923779368400574,0.03471839055418968,0.1195576936006546,-0.9923779368400574,0.0298666562885046,0.12067641317844391,-0.9923779368400574,0.024965211749076843,0.12159428000450134,-0.9923779368400574,0.020022215321660042,0.12230976670980453,-0.9923779368400574,0.015045893378555775,0.12282168120145798,-0.9923779368400574,0.010044530034065247,0.12312917411327362,-0.9923779368400574,0.005026448052376509,0.12323172390460968,-0.9923779368400574,1.509153473603189e-17,0.12312917411327362,-0.9923779368400574,-0.005026448052376509,0.12282168120145798,-0.9923779368400574,-0.010044530034065247,0.12230976670980453,-0.9923779368400574,-0.015045893378555775,0.12159428000450134,-0.9923779368400574,-0.020022215321660042,0.12067641317844391,-0.9923779368400574,-0.024965211749076843,0.1195576936006546,-0.9923779368400574,-0.0298666562885046,0.11823997646570206,-0.9923779368400574,-0.03471839055418968,0.11672545969486237,-0.9923779368400574,-0.03951233997941017,0.11501666903495789,-0.9923779368400574,-0.044240523129701614,0.11311644315719604,-0.9923779368400574,-0.04889507219195366,0.11102794855833054,-0.9923779368400574,-0.0534682422876358,0.10875465720891953,-0.9923779368400574,-0.05795241892337799,0.10630035400390625,-0.9923779368400574,-0.0623401403427124,0.10366912931203842,-0.9923779368400574,-0.06662410497665405,0.10086534917354584,-0.9923779368400574,-0.07079717516899109,0.09789369255304337,-0.9923779368400574,-0.07485241442918777,0.09475909918546677,-0.9923779368400574,-0.0787830650806427,0.09146679192781448,-0.9923779368400574,-0.08258259296417236,0.08802224695682526,-0.9923779368400574,-0.08624466508626938,0.08443119376897812,-0.9923779368400574,-0.08976319432258606,0.080699622631073,-0.9923779368400574,-0.09313232451677322,0.07683372497558594,-0.9923779368400574,-0.09634644538164139,0.07283994555473328,-0.9923779368400574,-0.09940019994974136,0.06872493773698807,-0.9923779368400574,-0.10228852182626724,0.06449554115533829,-0.9923779368400574,-0.10500659048557281,0.06015879660844803,-0.9923779368400574,-0.10754988342523575,0.05572192370891571,-0.9923779368400574,-0.10991417616605759,0.05119230970740318,-0.9923779368400574,-0.11209551990032196,0.046577490866184235,-0.9923779368400574,-0.11409030109643936,0.041885145008563995,-0.9923779368400574,-0.11589518189430237,0.03712308779358864,-0.9923779368400574,-0.11750716716051102,0.03229924291372299,-0.9923779368400574,-0.11892357468605042,0.02742163836956024,-0.9923779368400574,-0.12014205008745193,0.022498393431305885,-0.9923779368400574,-0.12116055935621262,0.01753770373761654,-0.9923779368400574,-0.12197740375995636,0.012547822669148445,-0.9923779368400574,-0.12259123474359512,0.0075370571576058865,-0.9923779368400574,-0.12300102412700653,0.002513746963813901,-0.9923779368400574,-0.12320608645677567,-0.002513746963813901,-0.9923779368400574,-0.12320608645677567,-0.0075370571576058865,-0.9923779368400574,-0.12300102412700653,-0.012547822669148445,-0.9923779368400574,-0.12259123474359512,-0.01753770373761654,-0.9923779368400574,-0.12197740375995636,-0.022498393431305885,-0.9923779368400574,-0.12116055935621262,-0.02742163836956024,-0.9923779368400574,-0.12014205008745193,-0.03229924291372299,-0.9923779368400574,-0.11892357468605042,-0.03712308779358864,-0.9923779368400574,-0.11750716716051102,-0.041885145008563995,-0.9923779368400574,-0.11589518189430237,-0.046577490866184235,-0.9923779368400574,-0.11409030109643936,-0.05119230970740318,-0.9923779368400574,-0.11209551990032196,-0.05572192370891571,-0.9923779368400574,-0.10991417616605759,-0.06015879660844803,-0.9923779368400574,-0.10754988342523575,-0.06449554115533829,-0.9923779368400574,-0.10500659048557281,-0.06872493773698807,-0.9923779368400574,-0.10228852182626724,-0.07283994555473328,-0.9923779368400574,-0.09940019994974136,-0.07683372497558594,-0.9923779368400574,-0.09634644538164139,-0.080699622631073,-0.9923779368400574,-0.09313232451677322,-0.08443119376897812,-0.9923779368400574,-0.08976319432258606,-0.08802224695682526,-0.9923779368400574,-0.08624466508626938,-0.09146679192781448,-0.9923779368400574,-0.08258259296417236,-0.09475909918546677,-0.9923779368400574,-0.0787830650806427,-0.09789369255304337,-0.9923779368400574,-0.07485241442918777,-0.10086534917354584,-0.9923779368400574,-0.07079717516899109,-0.10366912931203842,-0.9923779368400574,-0.06662410497665405,-0.10630035400390625,-0.9923779368400574,-0.0623401403427124,-0.10875465720891953,-0.9923779368400574,-0.05795241892337799,-0.11102794855833054,-0.9923779368400574,-0.0534682422876358,-0.11311644315719604,-0.9923779368400574,-0.04889507219195366,-0.11501666903495789,-0.9923779368400574,-0.044240523129701614,-0.11672545969486237,-0.9923779368400574,-0.03951233997941017,-0.11823997646570206,-0.9923779368400574,-0.03471839055418968,-0.1195576936006546,-0.9923779368400574,-0.0298666562885046,-0.12067641317844391,-0.9923779368400574,-0.024965211749076843,-0.12159428000450134,-0.9923779368400574,-0.020022215321660042,-0.12230976670980453,-0.9923779368400574,-0.015045893378555775,-0.12282168120145798,-0.9923779368400574,-0.010044530034065247,-0.12312917411327362,-0.9923779368400574,-0.005026448052376509,-0.12323172390460968,-0.9923779368400574,-3.018306947206378e-17,-0.05292345583438873,-0.998598575592041,0.0,-0.05287941172719002,-0.998598575592041,0.002158672781661153,-0.05274735391139984,-0.998598575592041,0.0043137529864907265,-0.05252750590443611,-0.998598575592041,0.006461652927100658,-0.05222023278474808,-0.998598575592041,0.00859879795461893,-0.05182604119181633,-0.998598575592041,0.010721632279455662,-0.0513455905020237,-0.998598575592041,0.012826620601117611,-0.05077968165278435,-0.998598575592041,0.01491026021540165,-0.050129253417253494,-0.998598575592041,0.01696908287703991,-0.04939539358019829,-0.998598575592041,0.01899966225028038,-0.04857931658625603,-0.998598575592041,0.020998619496822357,-0.04768238589167595,-0.998598575592041,0.022962626069784164,-0.04670609161257744,-0.998598575592041,0.0248884130269289,-0.045652057975530624,-0.998598575592041,0.02677277661859989,-0.04452204331755638,-0.998598575592041,0.02861258015036583,-0.043317925184965134,-0.998598575592041,0.03040475957095623,-0.042041707783937454,-0.998598575592041,0.032146334648132324,-0.040695518255233765,-0.998598575592041,0.03383440151810646,-0.03928159177303314,-0.998598575592041,0.03546615689992905,-0.03780229017138481,-0.998598575592041,0.037038885056972504,-0.03626006469130516,-0.998598575592041,0.038549963384866714,-0.034657493233680725,-0.998598575592041,0.03999687731266022,-0.03299723565578461,-0.998598575592041,0.041377224028110504,-0.031282056123018265,-0.998598575592041,0.04268869757652283,-0.02951481007039547,-0.998598575592041,0.043929122388362885,-0.027698442339897156,-0.998598575592041,0.04509643465280533,-0.025835970416665077,-0.998598575592041,0.04618868604302406,-0.023930499330163002,-0.998598575592041,0.04720405861735344,-0.021985197439789772,-0.998598575592041,0.04814086854457855,-0.0200033038854599,-0.998598575592041,0.04899755120277405,-0.017988115549087524,-0.998598575592041,0.049772679805755615,-0.01594298891723156,-0.998598575592041,0.050464969128370285,-0.013871326111257076,-0.998598575592041,0.051073264330625534,-0.01177657674998045,-0.998598575592041,0.05159655213356018,-0.009662225842475891,-0.998598575592041,0.05203396454453468,-0.0075317928567528725,-0.998598575592041,0.05238477140665054,-0.0053888242691755295,-0.998598575592041,0.0526483878493309,-0.0032368863467127085,-0.998598575592041,0.05282437428832054,-0.0010795610724017024,-0.998598575592041,0.05291244387626648,0.0010795610724017024,-0.998598575592041,0.05291244387626648,0.0032368863467127085,-0.998598575592041,0.05282437428832054,0.0053888242691755295,-0.998598575592041,0.0526483878493309,0.0075317928567528725,-0.998598575592041,0.05238477140665054,0.009662225842475891,-0.998598575592041,0.05203396454453468,0.01177657674998045,-0.998598575592041,0.05159655213356018,0.013871326111257076,-0.998598575592041,0.051073264330625534,0.01594298891723156,-0.998598575592041,0.050464969128370285,0.017988115549087524,-0.998598575592041,0.049772679805755615,0.0200033038854599,-0.998598575592041,0.04899755120277405,0.021985197439789772,-0.998598575592041,0.04814086854457855,0.023930499330163002,-0.998598575592041,0.04720405861735344,0.025835970416665077,-0.998598575592041,0.04618868604302406,0.027698442339897156,-0.998598575592041,0.04509643465280533,0.02951481007039547,-0.998598575592041,0.043929122388362885,0.031282056123018265,-0.998598575592041,0.04268869757652283,0.03299723565578461,-0.998598575592041,0.041377224028110504,0.034657493233680725,-0.998598575592041,0.03999687731266022,0.03626006469130516,-0.998598575592041,0.038549963384866714,0.03780229017138481,-0.998598575592041,0.037038885056972504,0.03928159177303314,-0.998598575592041,0.03546615689992905,0.040695518255233765,-0.998598575592041,0.03383440151810646,0.042041707783937454,-0.998598575592041,0.032146334648132324,0.043317925184965134,-0.998598575592041,0.03040475957095623,0.04452204331755638,-0.998598575592041,0.02861258015036583,0.045652057975530624,-0.998598575592041,0.02677277661859989,0.04670609161257744,-0.998598575592041,0.0248884130269289,0.04768238589167595,-0.998598575592041,0.022962626069784164,0.04857931658625603,-0.998598575592041,0.020998619496822357,0.04939539358019829,-0.998598575592041,0.01899966225028038,0.050129253417253494,-0.998598575592041,0.01696908287703991,0.05077968165278435,-0.998598575592041,0.01491026021540165,0.0513455905020237,-0.998598575592041,0.012826620601117611,0.05182604119181633,-0.998598575592041,0.010721632279455662,0.05222023278474808,-0.998598575592041,0.00859879795461893,0.05252750590443611,-0.998598575592041,0.006461652927100658,0.05274735391139984,-0.998598575592041,0.0043137529864907265,0.05287941172719002,-0.998598575592041,0.002158672781661153,0.05292345583438873,-0.998598575592041,6.481253748470428e-18,0.05287941172719002,-0.998598575592041,-0.002158672781661153,0.05274735391139984,-0.998598575592041,-0.0043137529864907265,0.05252750590443611,-0.998598575592041,-0.006461652927100658,0.05222023278474808,-0.998598575592041,-0.00859879795461893,0.05182604119181633,-0.998598575592041,-0.010721632279455662,0.0513455905020237,-0.998598575592041,-0.012826620601117611,0.05077968165278435,-0.998598575592041,-0.01491026021540165,0.050129253417253494,-0.998598575592041,-0.01696908287703991,0.04939539358019829,-0.998598575592041,-0.01899966225028038,0.04857931658625603,-0.998598575592041,-0.020998619496822357,0.04768238589167595,-0.998598575592041,-0.022962626069784164,0.04670609161257744,-0.998598575592041,-0.0248884130269289,0.045652057975530624,-0.998598575592041,-0.02677277661859989,0.04452204331755638,-0.998598575592041,-0.02861258015036583,0.043317925184965134,-0.998598575592041,-0.03040475957095623,0.042041707783937454,-0.998598575592041,-0.032146334648132324,0.040695518255233765,-0.998598575592041,-0.03383440151810646,0.03928159177303314,-0.998598575592041,-0.03546615689992905,0.03780229017138481,-0.998598575592041,-0.037038885056972504,0.03626006469130516,-0.998598575592041,-0.038549963384866714,0.034657493233680725,-0.998598575592041,-0.03999687731266022,0.03299723565578461,-0.998598575592041,-0.041377224028110504,0.031282056123018265,-0.998598575592041,-0.04268869757652283,0.02951481007039547,-0.998598575592041,-0.043929122388362885,0.027698442339897156,-0.998598575592041,-0.04509643465280533,0.025835970416665077,-0.998598575592041,-0.04618868604302406,0.023930499330163002,-0.998598575592041,-0.04720405861735344,0.021985197439789772,-0.998598575592041,-0.04814086854457855,0.0200033038854599,-0.998598575592041,-0.04899755120277405,0.017988115549087524,-0.998598575592041,-0.049772679805755615,0.01594298891723156,-0.998598575592041,-0.050464969128370285,0.013871326111257076,-0.998598575592041,-0.051073264330625534,0.01177657674998045,-0.998598575592041,-0.05159655213356018,0.009662225842475891,-0.998598575592041,-0.05203396454453468,0.0075317928567528725,-0.998598575592041,-0.05238477140665054,0.0053888242691755295,-0.998598575592041,-0.0526483878493309,0.0032368863467127085,-0.998598575592041,-0.05282437428832054,0.0010795610724017024,-0.998598575592041,-0.05291244387626648,-0.0010795610724017024,-0.998598575592041,-0.05291244387626648,-0.0032368863467127085,-0.998598575592041,-0.05282437428832054,-0.0053888242691755295,-0.998598575592041,-0.0526483878493309,-0.0075317928567528725,-0.998598575592041,-0.05238477140665054,-0.009662225842475891,-0.998598575592041,-0.05203396454453468,-0.01177657674998045,-0.998598575592041,-0.05159655213356018,-0.013871326111257076,-0.998598575592041,-0.051073264330625534,-0.01594298891723156,-0.998598575592041,-0.050464969128370285,-0.017988115549087524,-0.998598575592041,-0.049772679805755615,-0.0200033038854599,-0.998598575592041,-0.04899755120277405,-0.021985197439789772,-0.998598575592041,-0.04814086854457855,-0.023930499330163002,-0.998598575592041,-0.04720405861735344,-0.025835970416665077,-0.998598575592041,-0.04618868604302406,-0.027698442339897156,-0.998598575592041,-0.04509643465280533,-0.02951481007039547,-0.998598575592041,-0.043929122388362885,-0.031282056123018265,-0.998598575592041,-0.04268869757652283,-0.03299723565578461,-0.998598575592041,-0.041377224028110504,-0.034657493233680725,-0.998598575592041,-0.03999687731266022,-0.03626006469130516,-0.998598575592041,-0.038549963384866714,-0.03780229017138481,-0.998598575592041,-0.037038885056972504,-0.03928159177303314,-0.998598575592041,-0.03546615689992905,-0.040695518255233765,-0.998598575592041,-0.03383440151810646,-0.042041707783937454,-0.998598575592041,-0.032146334648132324,-0.043317925184965134,-0.998598575592041,-0.03040475957095623,-0.04452204331755638,-0.998598575592041,-0.02861258015036583,-0.045652057975530624,-0.998598575592041,-0.02677277661859989,-0.04670609161257744,-0.998598575592041,-0.0248884130269289,-0.04768238589167595,-0.998598575592041,-0.022962626069784164,-0.04857931658625603,-0.998598575592041,-0.020998619496822357,-0.04939539358019829,-0.998598575592041,-0.01899966225028038,-0.050129253417253494,-0.998598575592041,-0.01696908287703991,-0.05077968165278435,-0.998598575592041,-0.01491026021540165,-0.0513455905020237,-0.998598575592041,-0.012826620601117611,-0.05182604119181633,-0.998598575592041,-0.010721632279455662,-0.05222023278474808,-0.998598575592041,-0.00859879795461893,-0.05252750590443611,-0.998598575592041,-0.006461652927100658,-0.05274735391139984,-0.998598575592041,-0.0043137529864907265,-0.05287941172719002,-0.998598575592041,-0.002158672781661153,-0.05292345583438873,-0.998598575592041,-1.2962507496940856e-17,0.01764848083257675,-0.9998442530632019,0.0,0.017633793875575066,-0.9998442530632019,-0.0007198565872386098,0.017589757218956947,-0.9998442530632019,-0.0014385150279849768,0.017516443505883217,-0.9998442530632019,-0.002154779154807329,0.017413975670933723,-0.9998442530632019,-0.002867456991225481,0.017282525077462196,-0.9998442530632019,-0.003575362032279372,0.017122307792305946,-0.9998442530632019,-0.004277316387742758,0.016933593899011612,-0.9998442530632019,-0.004972151480615139,0.016716694459319115,-0.9998442530632019,-0.005658710841089487,0.016471970826387405,-0.9998442530632019,-0.006335852202028036,0.016199832782149315,-0.9998442530632019,-0.007002447731792927,0.015900731086730957,-0.9998442530632019,-0.007657388690859079,0.015575164929032326,-0.9998442530632019,-0.008299584500491619,0.015223675407469273,-0.9998442530632019,-0.008927966468036175,0.014846846461296082,-0.9998442530632019,-0.00954148918390274,0.014445307664573193,-0.9998442530632019,-0.010139130055904388,0.014019724912941456,-0.9998442530632019,-0.010719896294176579,0.013570808805525303,-0.9998442530632019,-0.011282820254564285,0.013099304400384426,-0.9998442530632019,-0.011826964095234871,0.012605997733771801,-0.9998442530632019,-0.012351424433290958,0.012091710232198238,-0.9998442530632019,-0.01285532582551241,0.011557296849787235,-0.9998442530632019,-0.013337831944227219,0.011003647930920124,-0.9998442530632019,-0.013798138126730919,0.010431683622300625,-0.9998442530632019,-0.014235477894544601,0.009842357598245144,-0.9998442530632019,-0.014649124816060066,0.009236649610102177,-0.9998442530632019,-0.015038389712572098,0.008615568280220032,-0.9998442530632019,-0.015402624383568764,0.007980147376656532,-0.9998442530632019,-0.015741223469376564,0.007331443950533867,-0.9998442530632019,-0.01605362258851528,0.006670537870377302,-0.9998442530632019,-0.01633930206298828,0.005998529959470034,-0.9998442530632019,-0.01659778691828251,0.005316537339240313,-0.9998442530632019,-0.016828645020723343,0.004625696688890457,-0.9998442530632019,-0.01703149452805519,0.003927156329154968,-0.9998442530632019,-0.017205996438860893,0.003222079947590828,-0.9998442530632019,-0.01735186018049717,0.002511640777811408,-0.9998442530632019,-0.01746884547173977,0.001797021017409861,-0.9998442530632019,-0.017556753009557724,0.0010794104309752584,-0.9998442530632019,-0.017615441232919693,0.00036000317777507007,-0.9998442530632019,-0.017644807696342468,-0.00036000317777507007,-0.9998442530632019,-0.017644807696342468,-0.0010794104309752584,-0.9998442530632019,-0.017615441232919693,-0.001797021017409861,-0.9998442530632019,-0.017556753009557724,-0.002511640777811408,-0.9998442530632019,-0.01746884547173977,-0.003222079947590828,-0.9998442530632019,-0.01735186018049717,-0.003927156329154968,-0.9998442530632019,-0.017205996438860893,-0.004625696688890457,-0.9998442530632019,-0.01703149452805519,-0.005316537339240313,-0.9998442530632019,-0.016828645020723343,-0.005998529959470034,-0.9998442530632019,-0.01659778691828251,-0.006670537870377302,-0.9998442530632019,-0.01633930206298828,-0.007331443950533867,-0.9998442530632019,-0.01605362258851528,-0.007980147376656532,-0.9998442530632019,-0.015741223469376564,-0.008615568280220032,-0.9998442530632019,-0.015402624383568764,-0.009236649610102177,-0.9998442530632019,-0.015038389712572098,-0.009842357598245144,-0.9998442530632019,-0.014649124816060066,-0.010431683622300625,-0.9998442530632019,-0.014235477894544601,-0.011003647930920124,-0.9998442530632019,-0.013798138126730919,-0.011557296849787235,-0.9998442530632019,-0.013337831944227219,-0.012091710232198238,-0.9998442530632019,-0.01285532582551241,-0.012605997733771801,-0.9998442530632019,-0.012351424433290958,-0.013099304400384426,-0.9998442530632019,-0.011826964095234871,-0.013570808805525303,-0.9998442530632019,-0.011282820254564285,-0.014019724912941456,-0.9998442530632019,-0.010719896294176579,-0.014445307664573193,-0.9998442530632019,-0.010139130055904388,-0.014846846461296082,-0.9998442530632019,-0.00954148918390274,-0.015223675407469273,-0.9998442530632019,-0.008927966468036175,-0.015575164929032326,-0.9998442530632019,-0.008299584500491619,-0.015900731086730957,-0.9998442530632019,-0.007657388690859079,-0.016199832782149315,-0.9998442530632019,-0.007002447731792927,-0.016471970826387405,-0.9998442530632019,-0.006335852202028036,-0.016716694459319115,-0.9998442530632019,-0.005658710841089487,-0.016933593899011612,-0.9998442530632019,-0.004972151480615139,-0.017122307792305946,-0.9998442530632019,-0.004277316387742758,-0.017282525077462196,-0.9998442530632019,-0.003575362032279372,-0.017413975670933723,-0.9998442530632019,-0.002867456991225481,-0.017516443505883217,-0.9998442530632019,-0.002154779154807329,-0.017589757218956947,-0.9998442530632019,-0.0014385150279849768,-0.017633793875575066,-0.9998442530632019,-0.0007198565872386098,-0.01764848083257675,-0.9998442530632019,-2.1613156139165826e-18,-0.017633793875575066,-0.9998442530632019,0.0007198565872386098,-0.017589757218956947,-0.9998442530632019,0.0014385150279849768,-0.017516443505883217,-0.9998442530632019,0.002154779154807329,-0.017413975670933723,-0.9998442530632019,0.002867456991225481,-0.017282525077462196,-0.9998442530632019,0.003575362032279372,-0.017122307792305946,-0.9998442530632019,0.004277316387742758,-0.016933593899011612,-0.9998442530632019,0.004972151480615139,-0.016716694459319115,-0.9998442530632019,0.005658710841089487,-0.016471970826387405,-0.9998442530632019,0.006335852202028036,-0.016199832782149315,-0.9998442530632019,0.007002447731792927,-0.015900731086730957,-0.9998442530632019,0.007657388690859079,-0.015575164929032326,-0.9998442530632019,0.008299584500491619,-0.015223675407469273,-0.9998442530632019,0.008927966468036175,-0.014846846461296082,-0.9998442530632019,0.00954148918390274,-0.014445307664573193,-0.9998442530632019,0.010139130055904388,-0.014019724912941456,-0.9998442530632019,0.010719896294176579,-0.013570808805525303,-0.9998442530632019,0.011282820254564285,-0.013099304400384426,-0.9998442530632019,0.011826964095234871,-0.012605997733771801,-0.9998442530632019,0.012351424433290958,-0.012091710232198238,-0.9998442530632019,0.01285532582551241,-0.011557296849787235,-0.9998442530632019,0.013337831944227219,-0.011003647930920124,-0.9998442530632019,0.013798138126730919,-0.010431683622300625,-0.9998442530632019,0.014235477894544601,-0.009842357598245144,-0.9998442530632019,0.014649124816060066,-0.009236649610102177,-0.9998442530632019,0.015038389712572098,-0.008615568280220032,-0.9998442530632019,0.015402624383568764,-0.007980147376656532,-0.9998442530632019,0.015741223469376564,-0.007331443950533867,-0.9998442530632019,0.01605362258851528,-0.006670537870377302,-0.9998442530632019,0.01633930206298828,-0.005998529959470034,-0.9998442530632019,0.01659778691828251,-0.005316537339240313,-0.9998442530632019,0.016828645020723343,-0.004625696688890457,-0.9998442530632019,0.01703149452805519,-0.003927156329154968,-0.9998442530632019,0.017205996438860893,-0.003222079947590828,-0.9998442530632019,0.01735186018049717,-0.002511640777811408,-0.9998442530632019,0.01746884547173977,-0.001797021017409861,-0.9998442530632019,0.017556753009557724,-0.0010794104309752584,-0.9998442530632019,0.017615441232919693,-0.00036000317777507007,-0.9998442530632019,0.017644807696342468,0.00036000317777507007,-0.9998442530632019,0.017644807696342468,0.0010794104309752584,-0.9998442530632019,0.017615441232919693,0.001797021017409861,-0.9998442530632019,0.017556753009557724,0.002511640777811408,-0.9998442530632019,0.01746884547173977,0.003222079947590828,-0.9998442530632019,0.01735186018049717,0.003927156329154968,-0.9998442530632019,0.017205996438860893,0.004625696688890457,-0.9998442530632019,0.01703149452805519,0.005316537339240313,-0.9998442530632019,0.016828645020723343,0.005998529959470034,-0.9998442530632019,0.01659778691828251,0.006670537870377302,-0.9998442530632019,0.01633930206298828,0.007331443950533867,-0.9998442530632019,0.01605362258851528,0.007980147376656532,-0.9998442530632019,0.015741223469376564,0.008615568280220032,-0.9998442530632019,0.015402624383568764,0.009236649610102177,-0.9998442530632019,0.015038389712572098,0.009842357598245144,-0.9998442530632019,0.014649124816060066,0.010431683622300625,-0.9998442530632019,0.014235477894544601,0.011003647930920124,-0.9998442530632019,0.013798138126730919,0.011557296849787235,-0.9998442530632019,0.013337831944227219,0.012091710232198238,-0.9998442530632019,0.01285532582551241,0.012605997733771801,-0.9998442530632019,0.012351424433290958,0.013099304400384426,-0.9998442530632019,0.011826964095234871,0.013570808805525303,-0.9998442530632019,0.011282820254564285,0.014019724912941456,-0.9998442530632019,0.010719896294176579,0.014445307664573193,-0.9998442530632019,0.010139130055904388,0.014846846461296082,-0.9998442530632019,0.00954148918390274,0.015223675407469273,-0.9998442530632019,0.008927966468036175,0.015575164929032326,-0.9998442530632019,0.008299584500491619,0.015900731086730957,-0.9998442530632019,0.007657388690859079,0.016199832782149315,-0.9998442530632019,0.007002447731792927,0.016471970826387405,-0.9998442530632019,0.006335852202028036,0.016716694459319115,-0.9998442530632019,0.005658710841089487,0.016933593899011612,-0.9998442530632019,0.004972151480615139,0.017122307792305946,-0.9998442530632019,0.004277316387742758,0.017282525077462196,-0.9998442530632019,0.003575362032279372,0.017413975670933723,-0.9998442530632019,0.002867456991225481,0.017516443505883217,-0.9998442530632019,0.002154779154807329,0.017589757218956947,-0.9998442530632019,0.0014385150279849768,0.017633793875575066,-0.9998442530632019,0.0007198565872386098,0.01764848083257675,-0.9998442530632019,4.322631227833165e-18,0.08813249319791794,-0.9961087703704834,0.0,0.08805914968252182,-0.9961087703704834,-0.003594799665734172,0.08783923834562302,-0.9961087703704834,-0.007183616049587727,0.08747313171625137,-0.9961087703704834,-0.010760476812720299,0.08696142584085464,-0.9961087703704834,-0.014319426380097866,0.08630499243736267,-0.9961087703704834,-0.017854543402791023,0.08550490438938141,-0.9961087703704834,-0.021359942853450775,0.0845625028014183,-0.9961087703704834,-0.024829791858792305,0.08347935974597931,-0.9961087703704834,-0.028258314356207848,0.08225727081298828,-0.9961087703704834,-0.03163980320096016,0.08089827746152878,-0.9961087703704834,-0.034968629479408264,0.07940462976694107,-0.9961087703704834,-0.0382392555475235,0.07777882367372513,-0.9961087703704834,-0.04144623503088951,0.07602356374263763,-0.9961087703704834,-0.044584233313798904,0.07414177060127258,-0.9961087703704834,-0.047648023813962936,0.07213657349348068,-0.9961087703704834,-0.05063250660896301,0.07001131027936935,-0.9961087703704834,-0.05353271961212158,0.06776952743530273,-0.9961087703704834,-0.05634383112192154,0.06541494280099869,-0.9961087703704834,-0.059061165899038315,0.0629514828324318,-0.9961087703704834,-0.06168019771575928,0.06038324534893036,-0.9961087703704834,-0.06419657170772552,0.05771450698375702,-0.9961087703704834,-0.06660608947277069,0.05494970828294754,-0.9961087703704834,-0.06890475749969482,0.05209345370531082,-0.9961087703704834,-0.07108873128890991,0.0491504929959774,-0.9961087703704834,-0.07315438985824585,0.04612572491168976,-0.9961087703704834,-0.07509829103946686,0.04302418604493141,-0.9961087703704834,-0.07691720128059387,0.03985103592276573,-0.9961087703704834,-0.07860808074474335,0.036611560732126236,-0.9961087703704834,-0.08016813546419144,0.0333111472427845,-0.9961087703704834,-0.08159475028514862,0.029955290257930756,-0.9961087703704834,-0.08288556337356567,0.026549577713012695,-0.9961087703704834,-0.08403842151165009,0.02309967391192913,-0.9961087703704834,-0.08505140244960785,0.01961132511496544,-0.9961087703704834,-0.08592282235622406,0.016090333461761475,-0.9961087703704834,-0.08665123581886292,0.012542561627924442,-0.9961087703704834,-0.08723542839288712,0.00897391326725483,-0.9961087703704834,-0.08767442405223846,0.005390329752117395,-0.9961087703704834,-0.08796749264001846,0.0017977738752961159,-0.9961087703704834,-0.08811415731906891,-0.0017977738752961159,-0.9961087703704834,-0.08811415731906891,-0.005390329752117395,-0.9961087703704834,-0.08796749264001846,-0.00897391326725483,-0.9961087703704834,-0.08767442405223846,-0.012542561627924442,-0.9961087703704834,-0.08723542839288712,-0.016090333461761475,-0.9961087703704834,-0.08665123581886292,-0.01961132511496544,-0.9961087703704834,-0.08592282235622406,-0.02309967391192913,-0.9961087703704834,-0.08505140244960785,-0.026549577713012695,-0.9961087703704834,-0.08403842151165009,-0.029955290257930756,-0.9961087703704834,-0.08288556337356567,-0.0333111472427845,-0.9961087703704834,-0.08159475028514862,-0.036611560732126236,-0.9961087703704834,-0.08016813546419144,-0.03985103592276573,-0.9961087703704834,-0.07860808074474335,-0.04302418604493141,-0.9961087703704834,-0.07691720128059387,-0.04612572491168976,-0.9961087703704834,-0.07509829103946686,-0.0491504929959774,-0.9961087703704834,-0.07315438985824585,-0.05209345370531082,-0.9961087703704834,-0.07108873128890991,-0.05494970828294754,-0.9961087703704834,-0.06890475749969482,-0.05771450698375702,-0.9961087703704834,-0.06660608947277069,-0.06038324534893036,-0.9961087703704834,-0.06419657170772552,-0.0629514828324318,-0.9961087703704834,-0.06168019771575928,-0.06541494280099869,-0.9961087703704834,-0.059061165899038315,-0.06776952743530273,-0.9961087703704834,-0.05634383112192154,-0.07001131027936935,-0.9961087703704834,-0.05353271961212158,-0.07213657349348068,-0.9961087703704834,-0.05063250660896301,-0.07414177060127258,-0.9961087703704834,-0.047648023813962936,-0.07602356374263763,-0.9961087703704834,-0.044584233313798904,-0.07777882367372513,-0.9961087703704834,-0.04144623503088951,-0.07940462976694107,-0.9961087703704834,-0.0382392555475235,-0.08089827746152878,-0.9961087703704834,-0.034968629479408264,-0.08225727081298828,-0.9961087703704834,-0.03163980320096016,-0.08347935974597931,-0.9961087703704834,-0.028258314356207848,-0.0845625028014183,-0.9961087703704834,-0.024829791858792305,-0.08550490438938141,-0.9961087703704834,-0.021359942853450775,-0.08630499243736267,-0.9961087703704834,-0.017854543402791023,-0.08696142584085464,-0.9961087703704834,-0.014319426380097866,-0.08747313171625137,-0.9961087703704834,-0.010760476812720299,-0.08783923834562302,-0.9961087703704834,-0.007183616049587727,-0.08805914968252182,-0.9961087703704834,-0.003594799665734172,-0.08813249319791794,-0.9961087703704834,-1.0793117152679684e-17,-0.08805914968252182,-0.9961087703704834,0.003594799665734172,-0.08783923834562302,-0.9961087703704834,0.007183616049587727,-0.08747313171625137,-0.9961087703704834,0.010760476812720299,-0.08696142584085464,-0.9961087703704834,0.014319426380097866,-0.08630499243736267,-0.9961087703704834,0.017854543402791023,-0.08550490438938141,-0.9961087703704834,0.021359942853450775,-0.0845625028014183,-0.9961087703704834,0.024829791858792305,-0.08347935974597931,-0.9961087703704834,0.028258314356207848,-0.08225727081298828,-0.9961087703704834,0.03163980320096016,-0.08089827746152878,-0.9961087703704834,0.034968629479408264,-0.07940462976694107,-0.9961087703704834,0.0382392555475235,-0.07777882367372513,-0.9961087703704834,0.04144623503088951,-0.07602356374263763,-0.9961087703704834,0.044584233313798904,-0.07414177060127258,-0.9961087703704834,0.047648023813962936,-0.07213657349348068,-0.9961087703704834,0.05063250660896301,-0.07001131027936935,-0.9961087703704834,0.05353271961212158,-0.06776952743530273,-0.9961087703704834,0.05634383112192154,-0.06541494280099869,-0.9961087703704834,0.059061165899038315,-0.0629514828324318,-0.9961087703704834,0.06168019771575928,-0.06038324534893036,-0.9961087703704834,0.06419657170772552,-0.05771450698375702,-0.9961087703704834,0.06660608947277069,-0.05494970828294754,-0.9961087703704834,0.06890475749969482,-0.05209345370531082,-0.9961087703704834,0.07108873128890991,-0.0491504929959774,-0.9961087703704834,0.07315438985824585,-0.04612572491168976,-0.9961087703704834,0.07509829103946686,-0.04302418604493141,-0.9961087703704834,0.07691720128059387,-0.03985103592276573,-0.9961087703704834,0.07860808074474335,-0.036611560732126236,-0.9961087703704834,0.08016813546419144,-0.0333111472427845,-0.9961087703704834,0.08159475028514862,-0.029955290257930756,-0.9961087703704834,0.08288556337356567,-0.026549577713012695,-0.9961087703704834,0.08403842151165009,-0.02309967391192913,-0.9961087703704834,0.08505140244960785,-0.01961132511496544,-0.9961087703704834,0.08592282235622406,-0.016090333461761475,-0.9961087703704834,0.08665123581886292,-0.012542561627924442,-0.9961087703704834,0.08723542839288712,-0.00897391326725483,-0.9961087703704834,0.08767442405223846,-0.005390329752117395,-0.9961087703704834,0.08796749264001846,-0.0017977738752961159,-0.9961087703704834,0.08811415731906891,0.0017977738752961159,-0.9961087703704834,0.08811415731906891,0.005390329752117395,-0.9961087703704834,0.08796749264001846,0.00897391326725483,-0.9961087703704834,0.08767442405223846,0.012542561627924442,-0.9961087703704834,0.08723542839288712,0.016090333461761475,-0.9961087703704834,0.08665123581886292,0.01961132511496544,-0.9961087703704834,0.08592282235622406,0.02309967391192913,-0.9961087703704834,0.08505140244960785,0.026549577713012695,-0.9961087703704834,0.08403842151165009,0.029955290257930756,-0.9961087703704834,0.08288556337356567,0.0333111472427845,-0.9961087703704834,0.08159475028514862,0.036611560732126236,-0.9961087703704834,0.08016813546419144,0.03985103592276573,-0.9961087703704834,0.07860808074474335,0.04302418604493141,-0.9961087703704834,0.07691720128059387,0.04612572491168976,-0.9961087703704834,0.07509829103946686,0.0491504929959774,-0.9961087703704834,0.07315438985824585,0.05209345370531082,-0.9961087703704834,0.07108873128890991,0.05494970828294754,-0.9961087703704834,0.06890475749969482,0.05771450698375702,-0.9961087703704834,0.06660608947277069,0.06038324534893036,-0.9961087703704834,0.06419657170772552,0.0629514828324318,-0.9961087703704834,0.06168019771575928,0.06541494280099869,-0.9961087703704834,0.059061165899038315,0.06776952743530273,-0.9961087703704834,0.05634383112192154,0.07001131027936935,-0.9961087703704834,0.05353271961212158,0.07213657349348068,-0.9961087703704834,0.05063250660896301,0.07414177060127258,-0.9961087703704834,0.047648023813962936,0.07602356374263763,-0.9961087703704834,0.044584233313798904,0.07777882367372513,-0.9961087703704834,0.04144623503088951,0.07940462976694107,-0.9961087703704834,0.0382392555475235,0.08089827746152878,-0.9961087703704834,0.034968629479408264,0.08225727081298828,-0.9961087703704834,0.03163980320096016,0.08347935974597931,-0.9961087703704834,0.028258314356207848,0.0845625028014183,-0.9961087703704834,0.024829791858792305,0.08550490438938141,-0.9961087703704834,0.021359942853450775,0.08630499243736267,-0.9961087703704834,0.017854543402791023,0.08696142584085464,-0.9961087703704834,0.014319426380097866,0.08747313171625137,-0.9961087703704834,0.010760476812720299,0.08783923834562302,-0.9961087703704834,0.007183616049587727,0.08805914968252182,-0.9961087703704834,0.003594799665734172,0.08813249319791794,-0.9961087703704834,2.158623430535937e-17,0.1581774353981018,-0.9874107241630554,0.0,0.15804579854011536,-0.9874107241630554,-0.0064518335275352,0.1576511114835739,-0.9874107241630554,-0.012892928905785084,0.15699402987957,-0.9874107241630554,-0.01931256614625454,0.1560756415128708,-0.9874107241630554,-0.025700056925415993,0.15489749610424042,-0.9874107241630554,-0.032044775784015656,0.1534615159034729,-0.9874107241630554,-0.03833615779876709,0.15177012979984283,-0.9874107241630554,-0.04456373304128647,0.14982613921165466,-0.9874107241630554,-0.05071713402867317,0.14763277769088745,-0.9874107241630554,-0.05678612366318703,0.1451936811208725,-0.9874107241630554,-0.0627605989575386,0.1425129473209381,-0.9874107241630554,-0.06863061338663101,0.13959500193595886,-0.9874107241630554,-0.07438640296459198,0.13644470274448395,-0.9874107241630554,-0.08001837879419327,0.133067324757576,-0.9874107241630554,-0.08551717549562454,0.12946845591068268,-0.9874107241630554,-0.09087363630533218,0.12565410137176514,-0.9874107241630554,-0.09607884287834167,0.12163061648607254,-0.9874107241630554,-0.10112414509057999,0.11740468442440033,-0.9874107241630554,-0.10600113123655319,0.1129833459854126,-0.9874107241630554,-0.11070168763399124,0.10837395489215851,-0.9874107241630554,-0.11521799117326736,0.1035841852426529,-0.9874107241630554,-0.11954252421855927,0.09862201660871506,-0.9874107241630554,-0.12366809695959091,0.0934956967830658,-0.9874107241630554,-0.12758782505989075,0.08821376413106918,-0.9874107241630554,-0.13129520416259766,0.08278500288724899,-0.9874107241630554,-0.1347840577363968,0.07721845805644989,-0.9874107241630554,-0.13804857432842255,0.07152339071035385,-0.9874107241630554,-0.14108332991600037,0.06570927798748016,-0.9874107241630554,-0.14388325810432434,0.05978580191731453,-0.9874107241630554,-0.1464436948299408,0.05376281589269638,-0.9874107241630554,-0.14876040816307068,0.04765034839510918,-0.9874107241630554,-0.1508295238018036,0.04145856946706772,-0.9874107241630554,-0.15264758467674255,0.03519779071211815,-0.9874107241630554,-0.1542115956544876,0.02887842431664467,-0.9874107241630554,-0.15551891922950745,0.022510996088385582,-0.9874107241630554,-0.15656740963459015,0.016106098890304565,-0.9874107241630554,-0.15735530853271484,0.009674394503235817,-0.9874107241630554,-0.15788130462169647,0.003226588247343898,-0.9874107241630554,-0.1581445187330246,-0.003226588247343898,-0.9874107241630554,-0.1581445187330246,-0.009674394503235817,-0.9874107241630554,-0.15788130462169647,-0.016106098890304565,-0.9874107241630554,-0.15735530853271484,-0.022510996088385582,-0.9874107241630554,-0.15656740963459015,-0.02887842431664467,-0.9874107241630554,-0.15551891922950745,-0.03519779071211815,-0.9874107241630554,-0.1542115956544876,-0.04145856946706772,-0.9874107241630554,-0.15264758467674255,-0.04765034839510918,-0.9874107241630554,-0.1508295238018036,-0.05376281589269638,-0.9874107241630554,-0.14876040816307068,-0.05978580191731453,-0.9874107241630554,-0.1464436948299408,-0.06570927798748016,-0.9874107241630554,-0.14388325810432434,-0.07152339071035385,-0.9874107241630554,-0.14108332991600037,-0.07721845805644989,-0.9874107241630554,-0.13804857432842255,-0.08278500288724899,-0.9874107241630554,-0.1347840577363968,-0.08821376413106918,-0.9874107241630554,-0.13129520416259766,-0.0934956967830658,-0.9874107241630554,-0.12758782505989075,-0.09862201660871506,-0.9874107241630554,-0.12366809695959091,-0.1035841852426529,-0.9874107241630554,-0.11954252421855927,-0.10837395489215851,-0.9874107241630554,-0.11521799117326736,-0.1129833459854126,-0.9874107241630554,-0.11070168763399124,-0.11740468442440033,-0.9874107241630554,-0.10600113123655319,-0.12163061648607254,-0.9874107241630554,-0.10112414509057999,-0.12565410137176514,-0.9874107241630554,-0.09607884287834167,-0.12946845591068268,-0.9874107241630554,-0.09087363630533218,-0.133067324757576,-0.9874107241630554,-0.08551717549562454,-0.13644470274448395,-0.9874107241630554,-0.08001837879419327,-0.13959500193595886,-0.9874107241630554,-0.07438640296459198,-0.1425129473209381,-0.9874107241630554,-0.06863061338663101,-0.1451936811208725,-0.9874107241630554,-0.0627605989575386,-0.14763277769088745,-0.9874107241630554,-0.05678612366318703,-0.14982613921165466,-0.9874107241630554,-0.05071713402867317,-0.15177012979984283,-0.9874107241630554,-0.04456373304128647,-0.1534615159034729,-0.9874107241630554,-0.03833615779876709,-0.15489749610424042,-0.9874107241630554,-0.032044775784015656,-0.1560756415128708,-0.9874107241630554,-0.025700056925415993,-0.15699402987957,-0.9874107241630554,-0.01931256614625454,-0.1576511114835739,-0.9874107241630554,-0.012892928905785084,-0.15804579854011536,-0.9874107241630554,-0.0064518335275352,-0.1581774353981018,-0.9874107241630554,-1.9371148849699542e-17,-0.15804579854011536,-0.9874107241630554,0.0064518335275352,-0.1576511114835739,-0.9874107241630554,0.012892928905785084,-0.15699402987957,-0.9874107241630554,0.01931256614625454,-0.1560756415128708,-0.9874107241630554,0.025700056925415993,-0.15489749610424042,-0.9874107241630554,0.032044775784015656,-0.1534615159034729,-0.9874107241630554,0.03833615779876709,-0.15177012979984283,-0.9874107241630554,0.04456373304128647,-0.14982613921165466,-0.9874107241630554,0.05071713402867317,-0.14763277769088745,-0.9874107241630554,0.05678612366318703,-0.1451936811208725,-0.9874107241630554,0.0627605989575386,-0.1425129473209381,-0.9874107241630554,0.06863061338663101,-0.13959500193595886,-0.9874107241630554,0.07438640296459198,-0.13644470274448395,-0.9874107241630554,0.08001837879419327,-0.133067324757576,-0.9874107241630554,0.08551717549562454,-0.12946845591068268,-0.9874107241630554,0.09087363630533218,-0.12565410137176514,-0.9874107241630554,0.09607884287834167,-0.12163061648607254,-0.9874107241630554,0.10112414509057999,-0.11740468442440033,-0.9874107241630554,0.10600113123655319,-0.1129833459854126,-0.9874107241630554,0.11070168763399124,-0.10837395489215851,-0.9874107241630554,0.11521799117326736,-0.1035841852426529,-0.9874107241630554,0.11954252421855927,-0.09862201660871506,-0.9874107241630554,0.12366809695959091,-0.0934956967830658,-0.9874107241630554,0.12758782505989075,-0.08821376413106918,-0.9874107241630554,0.13129520416259766,-0.08278500288724899,-0.9874107241630554,0.1347840577363968,-0.07721845805644989,-0.9874107241630554,0.13804857432842255,-0.07152339071035385,-0.9874107241630554,0.14108332991600037,-0.06570927798748016,-0.9874107241630554,0.14388325810432434,-0.05978580191731453,-0.9874107241630554,0.1464436948299408,-0.05376281589269638,-0.9874107241630554,0.14876040816307068,-0.04765034839510918,-0.9874107241630554,0.1508295238018036,-0.04145856946706772,-0.9874107241630554,0.15264758467674255,-0.03519779071211815,-0.9874107241630554,0.1542115956544876,-0.02887842431664467,-0.9874107241630554,0.15551891922950745,-0.022510996088385582,-0.9874107241630554,0.15656740963459015,-0.016106098890304565,-0.9874107241630554,0.15735530853271484,-0.009674394503235817,-0.9874107241630554,0.15788130462169647,-0.003226588247343898,-0.9874107241630554,0.1581445187330246,0.003226588247343898,-0.9874107241630554,0.1581445187330246,0.009674394503235817,-0.9874107241630554,0.15788130462169647,0.016106098890304565,-0.9874107241630554,0.15735530853271484,0.022510996088385582,-0.9874107241630554,0.15656740963459015,0.02887842431664467,-0.9874107241630554,0.15551891922950745,0.03519779071211815,-0.9874107241630554,0.1542115956544876,0.04145856946706772,-0.9874107241630554,0.15264758467674255,0.04765034839510918,-0.9874107241630554,0.1508295238018036,0.05376281589269638,-0.9874107241630554,0.14876040816307068,0.05978580191731453,-0.9874107241630554,0.1464436948299408,0.06570927798748016,-0.9874107241630554,0.14388325810432434,0.07152339071035385,-0.9874107241630554,0.14108332991600037,0.07721845805644989,-0.9874107241630554,0.13804857432842255,0.08278500288724899,-0.9874107241630554,0.1347840577363968,0.08821376413106918,-0.9874107241630554,0.13129520416259766,0.0934956967830658,-0.9874107241630554,0.12758782505989075,0.09862201660871506,-0.9874107241630554,0.12366809695959091,0.1035841852426529,-0.9874107241630554,0.11954252421855927,0.10837395489215851,-0.9874107241630554,0.11521799117326736,0.1129833459854126,-0.9874107241630554,0.11070168763399124,0.11740468442440033,-0.9874107241630554,0.10600113123655319,0.12163061648607254,-0.9874107241630554,0.10112414509057999,0.12565410137176514,-0.9874107241630554,0.09607884287834167,0.12946845591068268,-0.9874107241630554,0.09087363630533218,0.133067324757576,-0.9874107241630554,0.08551717549562454,0.13644470274448395,-0.9874107241630554,0.08001837879419327,0.13959500193595886,-0.9874107241630554,0.07438640296459198,0.1425129473209381,-0.9874107241630554,0.06863061338663101,0.1451936811208725,-0.9874107241630554,0.0627605989575386,0.14763277769088745,-0.9874107241630554,0.05678612366318703,0.14982613921165466,-0.9874107241630554,0.05071713402867317,0.15177012979984283,-0.9874107241630554,0.04456373304128647,0.1534615159034729,-0.9874107241630554,0.03833615779876709,0.15489749610424042,-0.9874107241630554,0.032044775784015656,0.1560756415128708,-0.9874107241630554,0.025700056925415993,0.15699402987957,-0.9874107241630554,0.01931256614625454,0.1576511114835739,-0.9874107241630554,0.012892928905785084,0.15804579854011536,-0.9874107241630554,0.0064518335275352,0.1581774353981018,-0.9874107241630554,3.8742297699399084e-17,0.22743433713912964,-0.9737934470176697,0.0,0.22724506258964539,-0.9737934470176697,-0.009276725351810455,0.2266775667667389,-0.9737934470176697,-0.018538009375333786,0.22573278844356537,-0.9737934470176697,-0.027768440544605255,0.22441229224205017,-0.9737934470176697,-0.03695265203714371,0.22271829843521118,-0.9737934470176697,-0.04607535898685455,0.22065359354019165,-0.9737934470176697,-0.05512138083577156,0.21822164952754974,-0.9737934470176697,-0.06407565623521805,0.2154264897108078,-0.9737934470176697,-0.07292328774929047,0.2122727781534195,-0.9737934470176697,-0.0816495418548584,0.20876574516296387,-0.9737934470176697,-0.09023989737033844,0.2049112617969513,-0.9737934470176697,-0.09868006408214569,0.20071570575237274,-0.9737934470176697,-0.10695598274469376,0.1961860954761505,-0.9737934470176697,-0.11505388468503952,0.1913299411535263,-0.9737934470176697,-0.12296028435230255,0.18615533411502838,-0.9737934470176697,-0.13066203892230988,0.18067090213298798,-0.9737934470176697,-0.138146311044693,0.17488574981689453,-0.9737934470176697,-0.14540065824985504,0.16880953311920166,-0.9737934470176697,-0.1524129956960678,0.1624523252248764,-0.9737934470176697,-0.15917165577411652,0.15582475066184998,-0.9737934470176697,-0.165665403008461,0.14893782138824463,-0.9737934470176697,-0.17188340425491333,0.14180299639701843,-0.9737934470176697,-0.17781533300876617,0.13443215191364288,-0.9737934470176697,-0.18345129489898682,0.12683755159378052,-0.9737934470176697,-0.18878191709518433,0.11903185397386551,-0.9737934470176697,-0.19379833340644836,0.1110280305147171,-0.9737934470176697,-0.19849219918251038,0.10283941775560379,-0.9737934470176697,-0.2028556913137436,0.09447963535785675,-0.9737934470176697,-0.2068815529346466,0.08596260845661163,-0.9737934470176697,-0.2105630785226822,0.07730250060558319,-0.9737934470176697,-0.21389414370059967,0.06851372867822647,-0.9737934470176697,-0.21686919033527374,0.05961092188954353,-0.9737934470176697,-0.21948328614234924,0.05060890316963196,-0.9737934470176697,-0.22173207998275757,0.04152264818549156,-0.9737934470176697,-0.22361183166503906,0.0323672816157341,-0.9737934470176697,-0.22511938214302063,0.02315804362297058,-0.9737934470176697,-0.2262522578239441,0.013910261914134026,-0.9737934470176697,-0.22700855135917664,0.004639327991753817,-0.9737934470176697,-0.22738701105117798,-0.004639327991753817,-0.9737934470176697,-0.22738701105117798,-0.013910261914134026,-0.9737934470176697,-0.22700855135917664,-0.02315804362297058,-0.9737934470176697,-0.2262522578239441,-0.0323672816157341,-0.9737934470176697,-0.22511938214302063,-0.04152264818549156,-0.9737934470176697,-0.22361183166503906,-0.05060890316963196,-0.9737934470176697,-0.22173207998275757,-0.05961092188954353,-0.9737934470176697,-0.21948328614234924,-0.06851372867822647,-0.9737934470176697,-0.21686919033527374,-0.07730250060558319,-0.9737934470176697,-0.21389414370059967,-0.08596260845661163,-0.9737934470176697,-0.2105630785226822,-0.09447963535785675,-0.9737934470176697,-0.2068815529346466,-0.10283941775560379,-0.9737934470176697,-0.2028556913137436,-0.1110280305147171,-0.9737934470176697,-0.19849219918251038,-0.11903185397386551,-0.9737934470176697,-0.19379833340644836,-0.12683755159378052,-0.9737934470176697,-0.18878191709518433,-0.13443215191364288,-0.9737934470176697,-0.18345129489898682,-0.14180299639701843,-0.9737934470176697,-0.17781533300876617,-0.14893782138824463,-0.9737934470176697,-0.17188340425491333,-0.15582475066184998,-0.9737934470176697,-0.165665403008461,-0.1624523252248764,-0.9737934470176697,-0.15917165577411652,-0.16880953311920166,-0.9737934470176697,-0.1524129956960678,-0.17488574981689453,-0.9737934470176697,-0.14540065824985504,-0.18067090213298798,-0.9737934470176697,-0.138146311044693,-0.18615533411502838,-0.9737934470176697,-0.13066203892230988,-0.1913299411535263,-0.9737934470176697,-0.12296028435230255,-0.1961860954761505,-0.9737934470176697,-0.11505388468503952,-0.20071570575237274,-0.9737934470176697,-0.10695598274469376,-0.2049112617969513,-0.9737934470176697,-0.09868006408214569,-0.20876574516296387,-0.9737934470176697,-0.09023989737033844,-0.2122727781534195,-0.9737934470176697,-0.0816495418548584,-0.2154264897108078,-0.9737934470176697,-0.07292328774929047,-0.21822164952754974,-0.9737934470176697,-0.06407565623521805,-0.22065359354019165,-0.9737934470176697,-0.05512138083577156,-0.22271829843521118,-0.9737934470176697,-0.04607535898685455,-0.22441229224205017,-0.9737934470176697,-0.03695265203714371,-0.22573278844356537,-0.9737934470176697,-0.027768440544605255,-0.2266775667667389,-0.9737934470176697,-0.018538009375333786,-0.22724506258964539,-0.9737934470176697,-0.009276725351810455,-0.22743433713912964,-0.9737934470176697,-2.785267338465284e-17,-0.22724506258964539,-0.9737934470176697,0.009276725351810455,-0.2266775667667389,-0.9737934470176697,0.018538009375333786,-0.22573278844356537,-0.9737934470176697,0.027768440544605255,-0.22441229224205017,-0.9737934470176697,0.03695265203714371,-0.22271829843521118,-0.9737934470176697,0.04607535898685455,-0.22065359354019165,-0.9737934470176697,0.05512138083577156,-0.21822164952754974,-0.9737934470176697,0.06407565623521805,-0.2154264897108078,-0.9737934470176697,0.07292328774929047,-0.2122727781534195,-0.9737934470176697,0.0816495418548584,-0.20876574516296387,-0.9737934470176697,0.09023989737033844,-0.2049112617969513,-0.9737934470176697,0.09868006408214569,-0.20071570575237274,-0.9737934470176697,0.10695598274469376,-0.1961860954761505,-0.9737934470176697,0.11505388468503952,-0.1913299411535263,-0.9737934470176697,0.12296028435230255,-0.18615533411502838,-0.9737934470176697,0.13066203892230988,-0.18067090213298798,-0.9737934470176697,0.138146311044693,-0.17488574981689453,-0.9737934470176697,0.14540065824985504,-0.16880953311920166,-0.9737934470176697,0.1524129956960678,-0.1624523252248764,-0.9737934470176697,0.15917165577411652,-0.15582475066184998,-0.9737934470176697,0.165665403008461,-0.14893782138824463,-0.9737934470176697,0.17188340425491333,-0.14180299639701843,-0.9737934470176697,0.17781533300876617,-0.13443215191364288,-0.9737934470176697,0.18345129489898682,-0.12683755159378052,-0.9737934470176697,0.18878191709518433,-0.11903185397386551,-0.9737934470176697,0.19379833340644836,-0.1110280305147171,-0.9737934470176697,0.19849219918251038,-0.10283941775560379,-0.9737934470176697,0.2028556913137436,-0.09447963535785675,-0.9737934470176697,0.2068815529346466,-0.08596260845661163,-0.9737934470176697,0.2105630785226822,-0.07730250060558319,-0.9737934470176697,0.21389414370059967,-0.06851372867822647,-0.9737934470176697,0.21686919033527374,-0.05961092188954353,-0.9737934470176697,0.21948328614234924,-0.05060890316963196,-0.9737934470176697,0.22173207998275757,-0.04152264818549156,-0.9737934470176697,0.22361183166503906,-0.0323672816157341,-0.9737934470176697,0.22511938214302063,-0.02315804362297058,-0.9737934470176697,0.2262522578239441,-0.013910261914134026,-0.9737934470176697,0.22700855135917664,-0.004639327991753817,-0.9737934470176697,0.22738701105117798,0.004639327991753817,-0.9737934470176697,0.22738701105117798,0.013910261914134026,-0.9737934470176697,0.22700855135917664,0.02315804362297058,-0.9737934470176697,0.2262522578239441,0.0323672816157341,-0.9737934470176697,0.22511938214302063,0.04152264818549156,-0.9737934470176697,0.22361183166503906,0.05060890316963196,-0.9737934470176697,0.22173207998275757,0.05961092188954353,-0.9737934470176697,0.21948328614234924,0.06851372867822647,-0.9737934470176697,0.21686919033527374,0.07730250060558319,-0.9737934470176697,0.21389414370059967,0.08596260845661163,-0.9737934470176697,0.2105630785226822,0.09447963535785675,-0.9737934470176697,0.2068815529346466,0.10283941775560379,-0.9737934470176697,0.2028556913137436,0.1110280305147171,-0.9737934470176697,0.19849219918251038,0.11903185397386551,-0.9737934470176697,0.19379833340644836,0.12683755159378052,-0.9737934470176697,0.18878191709518433,0.13443215191364288,-0.9737934470176697,0.18345129489898682,0.14180299639701843,-0.9737934470176697,0.17781533300876617,0.14893782138824463,-0.9737934470176697,0.17188340425491333,0.15582475066184998,-0.9737934470176697,0.165665403008461,0.1624523252248764,-0.9737934470176697,0.15917165577411652,0.16880953311920166,-0.9737934470176697,0.1524129956960678,0.17488574981689453,-0.9737934470176697,0.14540065824985504,0.18067090213298798,-0.9737934470176697,0.138146311044693,0.18615533411502838,-0.9737934470176697,0.13066203892230988,0.1913299411535263,-0.9737934470176697,0.12296028435230255,0.1961860954761505,-0.9737934470176697,0.11505388468503952,0.20071570575237274,-0.9737934470176697,0.10695598274469376,0.2049112617969513,-0.9737934470176697,0.09868006408214569,0.20876574516296387,-0.9737934470176697,0.09023989737033844,0.2122727781534195,-0.9737934470176697,0.0816495418548584,0.2154264897108078,-0.9737934470176697,0.07292328774929047,0.21822164952754974,-0.9737934470176697,0.06407565623521805,0.22065359354019165,-0.9737934470176697,0.05512138083577156,0.22271829843521118,-0.9737934470176697,0.04607535898685455,0.22441229224205017,-0.9737934470176697,0.03695265203714371,0.22573278844356537,-0.9737934470176697,0.027768440544605255,0.2266775667667389,-0.9737934470176697,0.018538009375333786,0.22724506258964539,-0.9737934470176697,0.009276725351810455,0.22743433713912964,-0.9737934470176697,5.570534676930568e-17,0.2955581843852997,-0.9553247690200806,0.0,0.29531222581863403,-0.9553247690200806,-0.01205539982765913,0.2945747375488281,-0.9553247690200806,-0.024090735241770744,0.29334697127342224,-0.9553247690200806,-0.03608597442507744,0.29163095355033875,-0.9553247690200806,-0.04802115261554718,0.28942954540252686,-0.9553247690200806,-0.05987640097737312,0.28674638271331787,-0.9553247690200806,-0.07163199037313461,0.2835859954357147,-0.9553247690200806,-0.08326835930347443,0.27995359897613525,-0.9553247690200806,-0.09476613998413086,0.27585524320602417,-0.9553247690200806,-0.10610618442296982,0.27129775285720825,-0.9553247690200806,-0.11726962774991989,0.26628872752189636,-0.9553247690200806,-0.12823788821697235,0.26083648204803467,-0.9553247690200806,-0.13899271190166473,0.25495007634162903,-0.9553247690200806,-0.14951619505882263,0.24863936007022858,-0.9553247690200806,-0.15979081392288208,0.2419148087501526,-0.9553247690200806,-0.16979949176311493,0.23478759825229645,-0.9553247690200806,-0.17952553927898407,0.22726961970329285,-0.9553247690200806,-0.18895278871059418,0.21937336027622223,-0.9553247690200806,-0.19806554913520813,0.21111199259757996,-0.9553247690200806,-0.2068486511707306,0.20249924063682556,-0.9553247690200806,-0.2152874767780304,0.19354943931102753,-0.9553247690200806,-0.22336797416210175,0.1842775046825409,-0.9553247690200806,-0.2310766875743866,0.1746988594532013,-0.9553247690200806,-0.23840080201625824,0.16482944786548615,-0.9553247690200806,-0.2453281283378601,0.15468569099903107,-0.9553247690200806,-0.25184711813926697,0.1442844718694687,-0.9553247690200806,-0.2579469382762909,0.13364310562610626,-0.9553247690200806,-0.26361745595932007,0.12277930229902267,-0.9553247690200806,-0.2688491642475128,0.11171115189790726,-0.9553247690200806,-0.2736334204673767,0.10045706480741501,-0.9553247690200806,-0.27796226739883423,0.0890357717871666,-0.9553247690200806,-0.2818284332752228,0.07746629416942596,-0.9553247690200806,-0.2852255403995514,0.06576788425445557,-0.9553247690200806,-0.2881479263305664,0.05396000295877457,-0.9553247690200806,-0.29059070348739624,0.042062316089868546,-0.9553247690200806,-0.29254981875419617,0.03009461611509323,-0.9553247690200806,-0.2940220236778259,0.018076829612255096,-0.9553247690200806,-0.29500484466552734,0.006028954405337572,-0.9553247690200806,-0.2954966723918915,-0.006028954405337572,-0.9553247690200806,-0.2954966723918915,-0.018076829612255096,-0.9553247690200806,-0.29500484466552734,-0.03009461611509323,-0.9553247690200806,-0.2940220236778259,-0.042062316089868546,-0.9553247690200806,-0.29254981875419617,-0.05396000295877457,-0.9553247690200806,-0.29059070348739624,-0.06576788425445557,-0.9553247690200806,-0.2881479263305664,-0.07746629416942596,-0.9553247690200806,-0.2852255403995514,-0.0890357717871666,-0.9553247690200806,-0.2818284332752228,-0.10045706480741501,-0.9553247690200806,-0.27796226739883423,-0.11171115189790726,-0.9553247690200806,-0.2736334204673767,-0.12277930229902267,-0.9553247690200806,-0.2688491642475128,-0.13364310562610626,-0.9553247690200806,-0.26361745595932007,-0.1442844718694687,-0.9553247690200806,-0.2579469382762909,-0.15468569099903107,-0.9553247690200806,-0.25184711813926697,-0.16482944786548615,-0.9553247690200806,-0.2453281283378601,-0.1746988594532013,-0.9553247690200806,-0.23840080201625824,-0.1842775046825409,-0.9553247690200806,-0.2310766875743866,-0.19354943931102753,-0.9553247690200806,-0.22336797416210175,-0.20249924063682556,-0.9553247690200806,-0.2152874767780304,-0.21111199259757996,-0.9553247690200806,-0.2068486511707306,-0.21937336027622223,-0.9553247690200806,-0.19806554913520813,-0.22726961970329285,-0.9553247690200806,-0.18895278871059418,-0.23478759825229645,-0.9553247690200806,-0.17952553927898407,-0.2419148087501526,-0.9553247690200806,-0.16979949176311493,-0.24863936007022858,-0.9553247690200806,-0.15979081392288208,-0.25495007634162903,-0.9553247690200806,-0.14951619505882263,-0.26083648204803467,-0.9553247690200806,-0.13899271190166473,-0.26628872752189636,-0.9553247690200806,-0.12823788821697235,-0.27129775285720825,-0.9553247690200806,-0.11726962774991989,-0.27585524320602417,-0.9553247690200806,-0.10610618442296982,-0.27995359897613525,-0.9553247690200806,-0.09476613998413086,-0.2835859954357147,-0.9553247690200806,-0.08326835930347443,-0.28674638271331787,-0.9553247690200806,-0.07163199037313461,-0.28942954540252686,-0.9553247690200806,-0.05987640097737312,-0.29163095355033875,-0.9553247690200806,-0.04802115261554718,-0.29334697127342224,-0.9553247690200806,-0.03608597442507744,-0.2945747375488281,-0.9553247690200806,-0.024090735241770744,-0.29531222581863403,-0.9553247690200806,-0.01205539982765913,-0.2955581843852997,-0.9553247690200806,-3.6195438371850364e-17,-0.29531222581863403,-0.9553247690200806,0.01205539982765913,-0.2945747375488281,-0.9553247690200806,0.024090735241770744,-0.29334697127342224,-0.9553247690200806,0.03608597442507744,-0.29163095355033875,-0.9553247690200806,0.04802115261554718,-0.28942954540252686,-0.9553247690200806,0.05987640097737312,-0.28674638271331787,-0.9553247690200806,0.07163199037313461,-0.2835859954357147,-0.9553247690200806,0.08326835930347443,-0.27995359897613525,-0.9553247690200806,0.09476613998413086,-0.27585524320602417,-0.9553247690200806,0.10610618442296982,-0.27129775285720825,-0.9553247690200806,0.11726962774991989,-0.26628872752189636,-0.9553247690200806,0.12823788821697235,-0.26083648204803467,-0.9553247690200806,0.13899271190166473,-0.25495007634162903,-0.9553247690200806,0.14951619505882263,-0.24863936007022858,-0.9553247690200806,0.15979081392288208,-0.2419148087501526,-0.9553247690200806,0.16979949176311493,-0.23478759825229645,-0.9553247690200806,0.17952553927898407,-0.22726961970329285,-0.9553247690200806,0.18895278871059418,-0.21937336027622223,-0.9553247690200806,0.19806554913520813,-0.21111199259757996,-0.9553247690200806,0.2068486511707306,-0.20249924063682556,-0.9553247690200806,0.2152874767780304,-0.19354943931102753,-0.9553247690200806,0.22336797416210175,-0.1842775046825409,-0.9553247690200806,0.2310766875743866,-0.1746988594532013,-0.9553247690200806,0.23840080201625824,-0.16482944786548615,-0.9553247690200806,0.2453281283378601,-0.15468569099903107,-0.9553247690200806,0.25184711813926697,-0.1442844718694687,-0.9553247690200806,0.2579469382762909,-0.13364310562610626,-0.9553247690200806,0.26361745595932007,-0.12277930229902267,-0.9553247690200806,0.2688491642475128,-0.11171115189790726,-0.9553247690200806,0.2736334204673767,-0.10045706480741501,-0.9553247690200806,0.27796226739883423,-0.0890357717871666,-0.9553247690200806,0.2818284332752228,-0.07746629416942596,-0.9553247690200806,0.2852255403995514,-0.06576788425445557,-0.9553247690200806,0.2881479263305664,-0.05396000295877457,-0.9553247690200806,0.29059070348739624,-0.042062316089868546,-0.9553247690200806,0.29254981875419617,-0.03009461611509323,-0.9553247690200806,0.2940220236778259,-0.018076829612255096,-0.9553247690200806,0.29500484466552734,-0.006028954405337572,-0.9553247690200806,0.2954966723918915,0.006028954405337572,-0.9553247690200806,0.2954966723918915,0.018076829612255096,-0.9553247690200806,0.29500484466552734,0.03009461611509323,-0.9553247690200806,0.2940220236778259,0.042062316089868546,-0.9553247690200806,0.29254981875419617,0.05396000295877457,-0.9553247690200806,0.29059070348739624,0.06576788425445557,-0.9553247690200806,0.2881479263305664,0.07746629416942596,-0.9553247690200806,0.2852255403995514,0.0890357717871666,-0.9553247690200806,0.2818284332752228,0.10045706480741501,-0.9553247690200806,0.27796226739883423,0.11171115189790726,-0.9553247690200806,0.2736334204673767,0.12277930229902267,-0.9553247690200806,0.2688491642475128,0.13364310562610626,-0.9553247690200806,0.26361745595932007,0.1442844718694687,-0.9553247690200806,0.2579469382762909,0.15468569099903107,-0.9553247690200806,0.25184711813926697,0.16482944786548615,-0.9553247690200806,0.2453281283378601,0.1746988594532013,-0.9553247690200806,0.23840080201625824,0.1842775046825409,-0.9553247690200806,0.2310766875743866,0.19354943931102753,-0.9553247690200806,0.22336797416210175,0.20249924063682556,-0.9553247690200806,0.2152874767780304,0.21111199259757996,-0.9553247690200806,0.2068486511707306,0.21937336027622223,-0.9553247690200806,0.19806554913520813,0.22726961970329285,-0.9553247690200806,0.18895278871059418,0.23478759825229645,-0.9553247690200806,0.17952553927898407,0.2419148087501526,-0.9553247690200806,0.16979949176311493,0.24863936007022858,-0.9553247690200806,0.15979081392288208,0.25495007634162903,-0.9553247690200806,0.14951619505882263,0.26083648204803467,-0.9553247690200806,0.13899271190166473,0.26628872752189636,-0.9553247690200806,0.12823788821697235,0.27129775285720825,-0.9553247690200806,0.11726962774991989,0.27585524320602417,-0.9553247690200806,0.10610618442296982,0.27995359897613525,-0.9553247690200806,0.09476613998413086,0.2835859954357147,-0.9553247690200806,0.08326835930347443,0.28674638271331787,-0.9553247690200806,0.07163199037313461,0.28942954540252686,-0.9553247690200806,0.05987640097737312,0.29163095355033875,-0.9553247690200806,0.04802115261554718,0.29334697127342224,-0.9553247690200806,0.03608597442507744,0.2945747375488281,-0.9553247690200806,0.024090735241770744,0.29531222581863403,-0.9553247690200806,0.01205539982765913,0.2955581843852997,-0.9553247690200806,7.239087674370073e-17,0.3622095584869385,-0.9320966601371765,0.0,0.3619081377983093,-0.9320966601371765,-0.014774016104638577,0.3610043525695801,-0.9320966601371765,-0.029523441568017006,0.3594996929168701,-0.9320966601371765,-0.04422372952103615,0.3573966920375824,-0.9320966601371765,-0.05885041132569313,0.3546988368034363,-0.9320966601371765,-0.07337914407253265,0.3514106273651123,-0.9320966601371765,-0.0877857357263565,0.3475375175476074,-0.9320966601371765,-0.10204622894525528,0.34308597445487976,-0.9320966601371765,-0.11613687127828598,0.33806341886520386,-0.9320966601371765,-0.1300342082977295,0.3324781656265259,-0.9320966601371765,-0.14371512830257416,0.3263395428657532,-0.9320966601371765,-0.157156839966774,0.31965774297714233,-0.9320966601371765,-0.17033697664737701,0.31244394183158875,-0.9320966601371765,-0.1832336187362671,0.3047100603580475,-0.9320966601371765,-0.19582527875900269,0.2964690625667572,-0.9320966601371765,-0.20809100568294525,0.28773459792137146,-0.9320966601371765,-0.22001038491725922,0.27852123975753784,-0.9320966601371765,-0.23156358301639557,0.2688443064689636,-0.9320966601371765,-0.24273136258125305,0.25871989130973816,-0.9320966601371765,-0.25349512696266174,0.24816487729549408,-0.9320966601371765,-0.26383697986602783,0.23719681799411774,-0.9320966601371765,-0.2737397253513336,0.2258339673280716,-0.9320966601371765,-0.2831868529319763,0.21409523487091064,-0.9320966601371765,-0.29216262698173523,0.20200017094612122,-0.9320966601371765,-0.3006521165370941,0.189568892121315,-0.9320966601371765,-0.3086412250995636,0.17682209610939026,-0.9320966601371765,-0.3161166310310364,0.16378098726272583,-0.9320966601371765,-0.3230658769607544,0.15046729147434235,-0.9320966601371765,-0.3294773995876312,0.13690315186977386,-0.9320966601371765,-0.33534055948257446,0.12311115860939026,-0.9320966601371765,-0.34064558148384094,0.10911425203084946,-0.9320966601371765,-0.3453836143016815,0.09493573755025864,-0.9320966601371765,-0.3495468199253082,0.08059921115636826,-0.9320966601371765,-0.35312822461128235,0.06612853705883026,-0.9320966601371765,-0.35612186789512634,0.05154779553413391,-0.9320966601371765,-0.35852280259132385,0.03688126057386398,-0.9320966601371765,-0.36032700538635254,0.02215333841741085,-0.9320966601371765,-0.36153146624565125,0.007388545200228691,-0.9320966601371765,-0.36213418841362,-0.007388545200228691,-0.9320966601371765,-0.36213418841362,-0.02215333841741085,-0.9320966601371765,-0.36153146624565125,-0.03688126057386398,-0.9320966601371765,-0.36032700538635254,-0.05154779553413391,-0.9320966601371765,-0.35852280259132385,-0.06612853705883026,-0.9320966601371765,-0.35612186789512634,-0.08059921115636826,-0.9320966601371765,-0.35312822461128235,-0.09493573755025864,-0.9320966601371765,-0.3495468199253082,-0.10911425203084946,-0.9320966601371765,-0.3453836143016815,-0.12311115860939026,-0.9320966601371765,-0.34064558148384094,-0.13690315186977386,-0.9320966601371765,-0.33534055948257446,-0.15046729147434235,-0.9320966601371765,-0.3294773995876312,-0.16378098726272583,-0.9320966601371765,-0.3230658769607544,-0.17682209610939026,-0.9320966601371765,-0.3161166310310364,-0.189568892121315,-0.9320966601371765,-0.3086412250995636,-0.20200017094612122,-0.9320966601371765,-0.3006521165370941,-0.21409523487091064,-0.9320966601371765,-0.29216262698173523,-0.2258339673280716,-0.9320966601371765,-0.2831868529319763,-0.23719681799411774,-0.9320966601371765,-0.2737397253513336,-0.24816487729549408,-0.9320966601371765,-0.26383697986602783,-0.25871989130973816,-0.9320966601371765,-0.25349512696266174,-0.2688443064689636,-0.9320966601371765,-0.24273136258125305,-0.27852123975753784,-0.9320966601371765,-0.23156358301639557,-0.28773459792137146,-0.9320966601371765,-0.22001038491725922,-0.2964690625667572,-0.9320966601371765,-0.20809100568294525,-0.3047100603580475,-0.9320966601371765,-0.19582527875900269,-0.31244394183158875,-0.9320966601371765,-0.1832336187362671,-0.31965774297714233,-0.9320966601371765,-0.17033697664737701,-0.3263395428657532,-0.9320966601371765,-0.157156839966774,-0.3324781656265259,-0.9320966601371765,-0.14371512830257416,-0.33806341886520386,-0.9320966601371765,-0.1300342082977295,-0.34308597445487976,-0.9320966601371765,-0.11613687127828598,-0.3475375175476074,-0.9320966601371765,-0.10204622894525528,-0.3514106273651123,-0.9320966601371765,-0.0877857357263565,-0.3546988368034363,-0.9320966601371765,-0.07337914407253265,-0.3573966920375824,-0.9320966601371765,-0.05885041132569313,-0.3594996929168701,-0.9320966601371765,-0.04422372952103615,-0.3610043525695801,-0.9320966601371765,-0.029523441568017006,-0.3619081377983093,-0.9320966601371765,-0.014774016104638577,-0.3622095584869385,-0.9320966601371765,-4.435787798551133e-17,-0.3619081377983093,-0.9320966601371765,0.014774016104638577,-0.3610043525695801,-0.9320966601371765,0.029523441568017006,-0.3594996929168701,-0.9320966601371765,0.04422372952103615,-0.3573966920375824,-0.9320966601371765,0.05885041132569313,-0.3546988368034363,-0.9320966601371765,0.07337914407253265,-0.3514106273651123,-0.9320966601371765,0.0877857357263565,-0.3475375175476074,-0.9320966601371765,0.10204622894525528,-0.34308597445487976,-0.9320966601371765,0.11613687127828598,-0.33806341886520386,-0.9320966601371765,0.1300342082977295,-0.3324781656265259,-0.9320966601371765,0.14371512830257416,-0.3263395428657532,-0.9320966601371765,0.157156839966774,-0.31965774297714233,-0.9320966601371765,0.17033697664737701,-0.31244394183158875,-0.9320966601371765,0.1832336187362671,-0.3047100603580475,-0.9320966601371765,0.19582527875900269,-0.2964690625667572,-0.9320966601371765,0.20809100568294525,-0.28773459792137146,-0.9320966601371765,0.22001038491725922,-0.27852123975753784,-0.9320966601371765,0.23156358301639557,-0.2688443064689636,-0.9320966601371765,0.24273136258125305,-0.25871989130973816,-0.9320966601371765,0.25349512696266174,-0.24816487729549408,-0.9320966601371765,0.26383697986602783,-0.23719681799411774,-0.9320966601371765,0.2737397253513336,-0.2258339673280716,-0.9320966601371765,0.2831868529319763,-0.21409523487091064,-0.9320966601371765,0.29216262698173523,-0.20200017094612122,-0.9320966601371765,0.3006521165370941,-0.189568892121315,-0.9320966601371765,0.3086412250995636,-0.17682209610939026,-0.9320966601371765,0.3161166310310364,-0.16378098726272583,-0.9320966601371765,0.3230658769607544,-0.15046729147434235,-0.9320966601371765,0.3294773995876312,-0.13690315186977386,-0.9320966601371765,0.33534055948257446,-0.12311115860939026,-0.9320966601371765,0.34064558148384094,-0.10911425203084946,-0.9320966601371765,0.3453836143016815,-0.09493573755025864,-0.9320966601371765,0.3495468199253082,-0.08059921115636826,-0.9320966601371765,0.35312822461128235,-0.06612853705883026,-0.9320966601371765,0.35612186789512634,-0.05154779553413391,-0.9320966601371765,0.35852280259132385,-0.03688126057386398,-0.9320966601371765,0.36032700538635254,-0.02215333841741085,-0.9320966601371765,0.36153146624565125,-0.007388545200228691,-0.9320966601371765,0.36213418841362,0.007388545200228691,-0.9320966601371765,0.36213418841362,0.02215333841741085,-0.9320966601371765,0.36153146624565125,0.03688126057386398,-0.9320966601371765,0.36032700538635254,0.05154779553413391,-0.9320966601371765,0.35852280259132385,0.06612853705883026,-0.9320966601371765,0.35612186789512634,0.08059921115636826,-0.9320966601371765,0.35312822461128235,0.09493573755025864,-0.9320966601371765,0.3495468199253082,0.10911425203084946,-0.9320966601371765,0.3453836143016815,0.12311115860939026,-0.9320966601371765,0.34064558148384094,0.13690315186977386,-0.9320966601371765,0.33534055948257446,0.15046729147434235,-0.9320966601371765,0.3294773995876312,0.16378098726272583,-0.9320966601371765,0.3230658769607544,0.17682209610939026,-0.9320966601371765,0.3161166310310364,0.189568892121315,-0.9320966601371765,0.3086412250995636,0.20200017094612122,-0.9320966601371765,0.3006521165370941,0.21409523487091064,-0.9320966601371765,0.29216262698173523,0.2258339673280716,-0.9320966601371765,0.2831868529319763,0.23719681799411774,-0.9320966601371765,0.2737397253513336,0.24816487729549408,-0.9320966601371765,0.26383697986602783,0.25871989130973816,-0.9320966601371765,0.25349512696266174,0.2688443064689636,-0.9320966601371765,0.24273136258125305,0.27852123975753784,-0.9320966601371765,0.23156358301639557,0.28773459792137146,-0.9320966601371765,0.22001038491725922,0.2964690625667572,-0.9320966601371765,0.20809100568294525,0.3047100603580475,-0.9320966601371765,0.19582527875900269,0.31244394183158875,-0.9320966601371765,0.1832336187362671,0.31965774297714233,-0.9320966601371765,0.17033697664737701,0.3263395428657532,-0.9320966601371765,0.157156839966774,0.3324781656265259,-0.9320966601371765,0.14371512830257416,0.33806341886520386,-0.9320966601371765,0.1300342082977295,0.34308597445487976,-0.9320966601371765,0.11613687127828598,0.3475375175476074,-0.9320966601371765,0.10204622894525528,0.3514106273651123,-0.9320966601371765,0.0877857357263565,0.3546988368034363,-0.9320966601371765,0.07337914407253265,0.3573966920375824,-0.9320966601371765,0.05885041132569313,0.3594996929168701,-0.9320966601371765,0.04422372952103615,0.3610043525695801,-0.9320966601371765,0.029523441568017006,0.3619081377983093,-0.9320966601371765,0.014774016104638577,0.3622095584869385,-0.9320966601371765,8.871575597102266e-17,0.4270564317703247,-0.9042249917984009,0.0,0.42670103907585144,-0.9042249917984009,-0.017419029027223587,0.4256354570388794,-0.9042249917984009,-0.034809064120054245,0.42386141419410706,-0.9042249917984009,-0.05214116349816322,0.4213819205760956,-0.9042249917984009,-0.06938648223876953,0.4182010591030121,-0.9042249917984009,-0.08651630580425262,0.41432416439056396,-0.9042249917984009,-0.10350213944911957,0.4097576439380646,-0.9042249917984009,-0.12031570076942444,0.40450915694236755,-0.9042249917984009,-0.1369290053844452,0.3985873758792877,-0.9042249917984009,-0.15331441164016724,0.3920021951198578,-0.9042249917984009,-0.16944463551044464,0.38476455211639404,-0.9042249917984009,-0.18529284000396729,0.3768865168094635,-0.9042249917984009,-0.20083265006542206,0.36838120222091675,-0.9042249917984009,-0.21603818237781525,0.35926273465156555,-0.9042249917984009,-0.2308841347694397,0.34954631328582764,-0.9042249917984009,-0.2453458160161972,0.3392481207847595,-0.9042249917984009,-0.2593991458415985,0.32838526368141174,-0.9042249917984009,-0.2730207145214081,0.316975861787796,-0.9042249917984009,-0.28618788719177246,0.3050388693809509,-0.9042249917984009,-0.2988787293434143,0.29259419441223145,-0.9042249917984009,-0.31107208132743835,0.27966248989105225,-0.9042249917984009,-0.32274770736694336,0.266265332698822,-0.9042249917984009,-0.33388617634773254,0.25242501497268677,-0.9042249917984009,-0.344468891620636,0.2381645292043686,-0.9042249917984009,-0.35447829961776733,0.22350767254829407,-0.9042249917984009,-0.3638976812362671,0.20847879350185394,-0.9042249917984009,-0.3727114200592041,0.19310292601585388,-0.9042249917984009,-0.38090479373931885,0.17740565538406372,-0.9042249917984009,-0.38846421241760254,0.16141311824321747,-0.9042249917984009,-0.3953770399093628,0.14515191316604614,-0.9042249917984009,-0.40163183212280273,0.12864913046360016,-0.9042249917984009,-0.4072181284427643,0.11193221062421799,-0.9042249917984009,-0.41212666034698486,0.09502899646759033,-0.9042249917984009,-0.41634923219680786,0.07796761393547058,-0.9042249917984009,-0.41987884044647217,0.060776468366384506,-0.9042249917984009,-0.4227096140384674,0.0434841625392437,-0.9042249917984009,-0.42483681440353394,0.026119481772184372,-0.9042249917984009,-0.42625692486763,0.008711326867341995,-0.9042249917984009,-0.426967591047287,-0.008711326867341995,-0.9042249917984009,-0.426967591047287,-0.026119481772184372,-0.9042249917984009,-0.42625692486763,-0.0434841625392437,-0.9042249917984009,-0.42483681440353394,-0.060776468366384506,-0.9042249917984009,-0.4227096140384674,-0.07796761393547058,-0.9042249917984009,-0.41987884044647217,-0.09502899646759033,-0.9042249917984009,-0.41634923219680786,-0.11193221062421799,-0.9042249917984009,-0.41212666034698486,-0.12864913046360016,-0.9042249917984009,-0.4072181284427643,-0.14515191316604614,-0.9042249917984009,-0.40163183212280273,-0.16141311824321747,-0.9042249917984009,-0.3953770399093628,-0.17740565538406372,-0.9042249917984009,-0.38846421241760254,-0.19310292601585388,-0.9042249917984009,-0.38090479373931885,-0.20847879350185394,-0.9042249917984009,-0.3727114200592041,-0.22350767254829407,-0.9042249917984009,-0.3638976812362671,-0.2381645292043686,-0.9042249917984009,-0.35447829961776733,-0.25242501497268677,-0.9042249917984009,-0.344468891620636,-0.266265332698822,-0.9042249917984009,-0.33388617634773254,-0.27966248989105225,-0.9042249917984009,-0.32274770736694336,-0.29259419441223145,-0.9042249917984009,-0.31107208132743835,-0.3050388693809509,-0.9042249917984009,-0.2988787293434143,-0.316975861787796,-0.9042249917984009,-0.28618788719177246,-0.32838526368141174,-0.9042249917984009,-0.2730207145214081,-0.3392481207847595,-0.9042249917984009,-0.2593991458415985,-0.34954631328582764,-0.9042249917984009,-0.2453458160161972,-0.35926273465156555,-0.9042249917984009,-0.2308841347694397,-0.36838120222091675,-0.9042249917984009,-0.21603818237781525,-0.3768865168094635,-0.9042249917984009,-0.20083265006542206,-0.38476455211639404,-0.9042249917984009,-0.18529284000396729,-0.3920021951198578,-0.9042249917984009,-0.16944463551044464,-0.3985873758792877,-0.9042249917984009,-0.15331441164016724,-0.40450915694236755,-0.9042249917984009,-0.1369290053844452,-0.4097576439380646,-0.9042249917984009,-0.12031570076942444,-0.41432416439056396,-0.9042249917984009,-0.10350213944911957,-0.4182010591030121,-0.9042249917984009,-0.08651630580425262,-0.4213819205760956,-0.9042249917984009,-0.06938648223876953,-0.42386141419410706,-0.9042249917984009,-0.05214116349816322,-0.4256354570388794,-0.9042249917984009,-0.034809064120054245,-0.42670103907585144,-0.9042249917984009,-0.017419029027223587,-0.4270564317703247,-0.9042249917984009,-5.229933133544508e-17,-0.42670103907585144,-0.9042249917984009,0.017419029027223587,-0.4256354570388794,-0.9042249917984009,0.034809064120054245,-0.42386141419410706,-0.9042249917984009,0.05214116349816322,-0.4213819205760956,-0.9042249917984009,0.06938648223876953,-0.4182010591030121,-0.9042249917984009,0.08651630580425262,-0.41432416439056396,-0.9042249917984009,0.10350213944911957,-0.4097576439380646,-0.9042249917984009,0.12031570076942444,-0.40450915694236755,-0.9042249917984009,0.1369290053844452,-0.3985873758792877,-0.9042249917984009,0.15331441164016724,-0.3920021951198578,-0.9042249917984009,0.16944463551044464,-0.38476455211639404,-0.9042249917984009,0.18529284000396729,-0.3768865168094635,-0.9042249917984009,0.20083265006542206,-0.36838120222091675,-0.9042249917984009,0.21603818237781525,-0.35926273465156555,-0.9042249917984009,0.2308841347694397,-0.34954631328582764,-0.9042249917984009,0.2453458160161972,-0.3392481207847595,-0.9042249917984009,0.2593991458415985,-0.32838526368141174,-0.9042249917984009,0.2730207145214081,-0.316975861787796,-0.9042249917984009,0.28618788719177246,-0.3050388693809509,-0.9042249917984009,0.2988787293434143,-0.29259419441223145,-0.9042249917984009,0.31107208132743835,-0.27966248989105225,-0.9042249917984009,0.32274770736694336,-0.266265332698822,-0.9042249917984009,0.33388617634773254,-0.25242501497268677,-0.9042249917984009,0.344468891620636,-0.2381645292043686,-0.9042249917984009,0.35447829961776733,-0.22350767254829407,-0.9042249917984009,0.3638976812362671,-0.20847879350185394,-0.9042249917984009,0.3727114200592041,-0.19310292601585388,-0.9042249917984009,0.38090479373931885,-0.17740565538406372,-0.9042249917984009,0.38846421241760254,-0.16141311824321747,-0.9042249917984009,0.3953770399093628,-0.14515191316604614,-0.9042249917984009,0.40163183212280273,-0.12864913046360016,-0.9042249917984009,0.4072181284427643,-0.11193221062421799,-0.9042249917984009,0.41212666034698486,-0.09502899646759033,-0.9042249917984009,0.41634923219680786,-0.07796761393547058,-0.9042249917984009,0.41987884044647217,-0.060776468366384506,-0.9042249917984009,0.4227096140384674,-0.0434841625392437,-0.9042249917984009,0.42483681440353394,-0.026119481772184372,-0.9042249917984009,0.42625692486763,-0.008711326867341995,-0.9042249917984009,0.426967591047287,0.008711326867341995,-0.9042249917984009,0.426967591047287,0.026119481772184372,-0.9042249917984009,0.42625692486763,0.0434841625392437,-0.9042249917984009,0.42483681440353394,0.060776468366384506,-0.9042249917984009,0.4227096140384674,0.07796761393547058,-0.9042249917984009,0.41987884044647217,0.09502899646759033,-0.9042249917984009,0.41634923219680786,0.11193221062421799,-0.9042249917984009,0.41212666034698486,0.12864913046360016,-0.9042249917984009,0.4072181284427643,0.14515191316604614,-0.9042249917984009,0.40163183212280273,0.16141311824321747,-0.9042249917984009,0.3953770399093628,0.17740565538406372,-0.9042249917984009,0.38846421241760254,0.19310292601585388,-0.9042249917984009,0.38090479373931885,0.20847879350185394,-0.9042249917984009,0.3727114200592041,0.22350767254829407,-0.9042249917984009,0.3638976812362671,0.2381645292043686,-0.9042249917984009,0.35447829961776733,0.25242501497268677,-0.9042249917984009,0.344468891620636,0.266265332698822,-0.9042249917984009,0.33388617634773254,0.27966248989105225,-0.9042249917984009,0.32274770736694336,0.29259419441223145,-0.9042249917984009,0.31107208132743835,0.3050388693809509,-0.9042249917984009,0.2988787293434143,0.316975861787796,-0.9042249917984009,0.28618788719177246,0.32838526368141174,-0.9042249917984009,0.2730207145214081,0.3392481207847595,-0.9042249917984009,0.2593991458415985,0.34954631328582764,-0.9042249917984009,0.2453458160161972,0.35926273465156555,-0.9042249917984009,0.2308841347694397,0.36838120222091675,-0.9042249917984009,0.21603818237781525,0.3768865168094635,-0.9042249917984009,0.20083265006542206,0.38476455211639404,-0.9042249917984009,0.18529284000396729,0.3920021951198578,-0.9042249917984009,0.16944463551044464,0.3985873758792877,-0.9042249917984009,0.15331441164016724,0.40450915694236755,-0.9042249917984009,0.1369290053844452,0.4097576439380646,-0.9042249917984009,0.12031570076942444,0.41432416439056396,-0.9042249917984009,0.10350213944911957,0.4182010591030121,-0.9042249917984009,0.08651630580425262,0.4213819205760956,-0.9042249917984009,0.06938648223876953,0.42386141419410706,-0.9042249917984009,0.05214116349816322,0.4256354570388794,-0.9042249917984009,0.034809064120054245,0.42670103907585144,-0.9042249917984009,0.017419029027223587,0.4270564317703247,-0.9042249917984009,1.0459866267089016e-16,0.48977574706077576,-0.871848464012146,0.0,0.48936814069747925,-0.871848464012146,-0.019977260380983353,0.4881460666656494,-0.871848464012146,-0.039921268820762634,0.48611149191856384,-0.871848464012146,-0.05979883298277855,0.4832678437232971,-0.871848464012146,-0.07957687228918076,0.4796198308467865,-0.871848464012146,-0.09922245889902115,0.4751735329627991,-0.871848464012146,-0.11870289593935013,0.4699363708496094,-0.871848464012146,-0.13798576593399048,0.4639170467853546,-0.871848464012146,-0.15703898668289185,0.45712557435035706,-0.871848464012146,-0.17583081126213074,0.449573278427124,-0.871848464012146,-0.19432999193668365,0.44127270579338074,-0.871848464012146,-0.21250572800636292,0.4322376549243927,-0.871848464012146,-0.230327770113945,0.4224832057952881,-0.871848464012146,-0.24776645004749298,0.4120255708694458,-0.871848464012146,-0.2647927701473236,0.40088215470314026,-0.871848464012146,-0.2813783288002014,0.389071524143219,-0.871848464012146,-0.29749560356140137,0.3766133189201355,-0.871848464012146,-0.3131176829338074,0.3635282814502716,-0.871848464012146,-0.32821863889694214,0.34983816742897034,-0.871848464012146,-0.34277328848838806,0.33556580543518066,-0.871848464012146,-0.35675743222236633,0.3207348883152008,-0.871848464012146,-0.37014779448509216,0.30537018179893494,-0.871848464012146,-0.38292208313941956,0.2894971966743469,-0.871848464012146,-0.3950590491294861,0.27314236760139465,-0.871848464012146,-0.4065384566783905,0.2563329339027405,-0.871848464012146,-0.4173412322998047,0.23909686505794525,-0.871848464012146,-0.42744937539100647,0.22146283090114594,-0.871848464012146,-0.4368460774421692,0.2034602016210556,-0.871848464012146,-0.4455156922340393,0.1851189136505127,-0.871848464012146,-0.4534437656402588,0.1664695292711258,-0.871848464012146,-0.46061715483665466,0.1475430727005005,-0.871848464012146,-0.4670238792896271,0.12837104499340057,-0.871848464012146,-0.4726532995700836,0.10898535698652267,-0.871848464012146,-0.47749602794647217,0.08941826969385147,-0.871848464012146,-0.48154401779174805,0.06970235705375671,-0.871848464012146,-0.48479053378105164,0.04987042769789696,-0.871848464012146,-0.4872301518917084,0.02995549701154232,-0.871848464012146,-0.48885881900787354,0.009990708902478218,-0.871848464012146,-0.48967382311820984,-0.009990708902478218,-0.871848464012146,-0.48967382311820984,-0.02995549701154232,-0.871848464012146,-0.48885881900787354,-0.04987042769789696,-0.871848464012146,-0.4872301518917084,-0.06970235705375671,-0.871848464012146,-0.48479053378105164,-0.08941826969385147,-0.871848464012146,-0.48154401779174805,-0.10898535698652267,-0.871848464012146,-0.47749602794647217,-0.12837104499340057,-0.871848464012146,-0.4726532995700836,-0.1475430727005005,-0.871848464012146,-0.4670238792896271,-0.1664695292711258,-0.871848464012146,-0.46061715483665466,-0.1851189136505127,-0.871848464012146,-0.4534437656402588,-0.2034602016210556,-0.871848464012146,-0.4455156922340393,-0.22146283090114594,-0.871848464012146,-0.4368460774421692,-0.23909686505794525,-0.871848464012146,-0.42744937539100647,-0.2563329339027405,-0.871848464012146,-0.4173412322998047,-0.27314236760139465,-0.871848464012146,-0.4065384566783905,-0.2894971966743469,-0.871848464012146,-0.3950590491294861,-0.30537018179893494,-0.871848464012146,-0.38292208313941956,-0.3207348883152008,-0.871848464012146,-0.37014779448509216,-0.33556580543518066,-0.871848464012146,-0.35675743222236633,-0.34983816742897034,-0.871848464012146,-0.34277328848838806,-0.3635282814502716,-0.871848464012146,-0.32821863889694214,-0.3766133189201355,-0.871848464012146,-0.3131176829338074,-0.389071524143219,-0.871848464012146,-0.29749560356140137,-0.40088215470314026,-0.871848464012146,-0.2813783288002014,-0.4120255708694458,-0.871848464012146,-0.2647927701473236,-0.4224832057952881,-0.871848464012146,-0.24776645004749298,-0.4322376549243927,-0.871848464012146,-0.230327770113945,-0.44127270579338074,-0.871848464012146,-0.21250572800636292,-0.449573278427124,-0.871848464012146,-0.19432999193668365,-0.45712557435035706,-0.871848464012146,-0.17583081126213074,-0.4639170467853546,-0.871848464012146,-0.15703898668289185,-0.4699363708496094,-0.871848464012146,-0.13798576593399048,-0.4751735329627991,-0.871848464012146,-0.11870289593935013,-0.4796198308467865,-0.871848464012146,-0.09922245889902115,-0.4832678437232971,-0.871848464012146,-0.07957687228918076,-0.48611149191856384,-0.871848464012146,-0.05979883298277855,-0.4881460666656494,-0.871848464012146,-0.039921268820762634,-0.48936814069747925,-0.871848464012146,-0.019977260380983353,-0.48977574706077576,-0.871848464012146,-5.998022940986952e-17,-0.48936814069747925,-0.871848464012146,0.019977260380983353,-0.4881460666656494,-0.871848464012146,0.039921268820762634,-0.48611149191856384,-0.871848464012146,0.05979883298277855,-0.4832678437232971,-0.871848464012146,0.07957687228918076,-0.4796198308467865,-0.871848464012146,0.09922245889902115,-0.4751735329627991,-0.871848464012146,0.11870289593935013,-0.4699363708496094,-0.871848464012146,0.13798576593399048,-0.4639170467853546,-0.871848464012146,0.15703898668289185,-0.45712557435035706,-0.871848464012146,0.17583081126213074,-0.449573278427124,-0.871848464012146,0.19432999193668365,-0.44127270579338074,-0.871848464012146,0.21250572800636292,-0.4322376549243927,-0.871848464012146,0.230327770113945,-0.4224832057952881,-0.871848464012146,0.24776645004749298,-0.4120255708694458,-0.871848464012146,0.2647927701473236,-0.40088215470314026,-0.871848464012146,0.2813783288002014,-0.389071524143219,-0.871848464012146,0.29749560356140137,-0.3766133189201355,-0.871848464012146,0.3131176829338074,-0.3635282814502716,-0.871848464012146,0.32821863889694214,-0.34983816742897034,-0.871848464012146,0.34277328848838806,-0.33556580543518066,-0.871848464012146,0.35675743222236633,-0.3207348883152008,-0.871848464012146,0.37014779448509216,-0.30537018179893494,-0.871848464012146,0.38292208313941956,-0.2894971966743469,-0.871848464012146,0.3950590491294861,-0.27314236760139465,-0.871848464012146,0.4065384566783905,-0.2563329339027405,-0.871848464012146,0.4173412322998047,-0.23909686505794525,-0.871848464012146,0.42744937539100647,-0.22146283090114594,-0.871848464012146,0.4368460774421692,-0.2034602016210556,-0.871848464012146,0.4455156922340393,-0.1851189136505127,-0.871848464012146,0.4534437656402588,-0.1664695292711258,-0.871848464012146,0.46061715483665466,-0.1475430727005005,-0.871848464012146,0.4670238792896271,-0.12837104499340057,-0.871848464012146,0.4726532995700836,-0.10898535698652267,-0.871848464012146,0.47749602794647217,-0.08941826969385147,-0.871848464012146,0.48154401779174805,-0.06970235705375671,-0.871848464012146,0.48479053378105164,-0.04987042769789696,-0.871848464012146,0.4872301518917084,-0.02995549701154232,-0.871848464012146,0.48885881900787354,-0.009990708902478218,-0.871848464012146,0.48967382311820984,0.009990708902478218,-0.871848464012146,0.48967382311820984,0.02995549701154232,-0.871848464012146,0.48885881900787354,0.04987042769789696,-0.871848464012146,0.4872301518917084,0.06970235705375671,-0.871848464012146,0.48479053378105164,0.08941826969385147,-0.871848464012146,0.48154401779174805,0.10898535698652267,-0.871848464012146,0.47749602794647217,0.12837104499340057,-0.871848464012146,0.4726532995700836,0.1475430727005005,-0.871848464012146,0.4670238792896271,0.1664695292711258,-0.871848464012146,0.46061715483665466,0.1851189136505127,-0.871848464012146,0.4534437656402588,0.2034602016210556,-0.871848464012146,0.4455156922340393,0.22146283090114594,-0.871848464012146,0.4368460774421692,0.23909686505794525,-0.871848464012146,0.42744937539100647,0.2563329339027405,-0.871848464012146,0.4173412322998047,0.27314236760139465,-0.871848464012146,0.4065384566783905,0.2894971966743469,-0.871848464012146,0.3950590491294861,0.30537018179893494,-0.871848464012146,0.38292208313941956,0.3207348883152008,-0.871848464012146,0.37014779448509216,0.33556580543518066,-0.871848464012146,0.35675743222236633,0.34983816742897034,-0.871848464012146,0.34277328848838806,0.3635282814502716,-0.871848464012146,0.32821863889694214,0.3766133189201355,-0.871848464012146,0.3131176829338074,0.389071524143219,-0.871848464012146,0.29749560356140137,0.40088215470314026,-0.871848464012146,0.2813783288002014,0.4120255708694458,-0.871848464012146,0.2647927701473236,0.4224832057952881,-0.871848464012146,0.24776645004749298,0.4322376549243927,-0.871848464012146,0.230327770113945,0.44127270579338074,-0.871848464012146,0.21250572800636292,0.449573278427124,-0.871848464012146,0.19432999193668365,0.45712557435035706,-0.871848464012146,0.17583081126213074,0.4639170467853546,-0.871848464012146,0.15703898668289185,0.4699363708496094,-0.871848464012146,0.13798576593399048,0.4751735329627991,-0.871848464012146,0.11870289593935013,0.4796198308467865,-0.871848464012146,0.09922245889902115,0.4832678437232971,-0.871848464012146,0.07957687228918076,0.48611149191856384,-0.871848464012146,0.05979883298277855,0.4881460666656494,-0.871848464012146,0.039921268820762634,0.48936814069747925,-0.871848464012146,0.019977260380983353,0.48977574706077576,-0.871848464012146,1.1996045881973905e-16,0.5500550270080566,-0.8351284265518188,0.0,0.5495972633361816,-0.8351284265518188,-0.02243596501648426,0.5482247471809387,-0.8351284265518188,-0.04483458772301674,0.5459397435188293,-0.8351284265518188,-0.06715858727693558,0.5427461266517639,-0.8351284265518188,-0.08937080949544907,0.5386491417884827,-0.8351284265518188,-0.11143428087234497,0.5336556434631348,-0.8351284265518188,-0.13331228494644165,0.527773916721344,-0.8351284265518188,-0.15496839582920074,0.5210137367248535,-0.8351284265518188,-0.17636658251285553,0.5133864283561707,-0.8351284265518188,-0.1974712312221527,0.5049046277999878,-0.8351284265518188,-0.2182472050189972,0.4955824315547943,-0.8351284265518188,-0.23865991830825806,0.4854353964328766,-0.8351284265518188,-0.2586754262447357,0.47448042035102844,-0.8351284265518188,-0.27826038002967834,0.46273571252822876,-0.8351284265518188,-0.2973821759223938,0.45022082328796387,-0.8351284265518188,-0.3160090446472168,0.43695658445358276,-0.8351284265518188,-0.33410993218421936,0.42296507954597473,-0.8351284265518188,-0.3516547381877899,0.40826958417892456,-0.8351284265518188,-0.36861422657966614,0.39289456605911255,-0.8351284265518188,-0.38496020436286926,0.3768656253814697,-0.8351284265518188,-0.4006654620170593,0.3602094352245331,-0.8351284265518188,-0.41570383310317993,0.3429536819458008,-0.8351284265518188,-0.4300503134727478,0.32512712478637695,-0.8351284265518188,-0.4436810314655304,0.30675944685935974,-0.8351284265518188,-0.4565732777118683,0.28788116574287415,-0.8351284265518188,-0.46870559453964233,0.2685237526893616,-0.8351284265518188,-0.48005780577659607,0.24871942400932312,-0.8351284265518188,-0.4906110167503357,0.2285011112689972,-0.8351284265518188,-0.5003476142883301,0.2079024761915207,-0.8351284265518188,-0.5092514753341675,0.18695780634880066,-0.8351284265518188,-0.517307698726654,0.1657019704580307,-0.8351284265518188,-0.5245029926300049,0.144170343875885,-0.8351284265518188,-0.5308251976966858,0.1223987564444542,-0.8351284265518188,-0.5362640023231506,0.10042344033718109,-0.8351284265518188,-0.5408101677894592,0.0782809853553772,-0.8351284265518188,-0.5444562435150146,0.056008242070674896,-0.8351284265518188,-0.547196090221405,0.033642277121543884,-0.8351284265518188,-0.5490252375602722,0.011220317333936691,-0.8351284265518188,-0.5499405264854431,-0.011220317333936691,-0.8351284265518188,-0.5499405264854431,-0.033642277121543884,-0.8351284265518188,-0.5490252375602722,-0.056008242070674896,-0.8351284265518188,-0.547196090221405,-0.0782809853553772,-0.8351284265518188,-0.5444562435150146,-0.10042344033718109,-0.8351284265518188,-0.5408101677894592,-0.1223987564444542,-0.8351284265518188,-0.5362640023231506,-0.144170343875885,-0.8351284265518188,-0.5308251976966858,-0.1657019704580307,-0.8351284265518188,-0.5245029926300049,-0.18695780634880066,-0.8351284265518188,-0.517307698726654,-0.2079024761915207,-0.8351284265518188,-0.5092514753341675,-0.2285011112689972,-0.8351284265518188,-0.5003476142883301,-0.24871942400932312,-0.8351284265518188,-0.4906110167503357,-0.2685237526893616,-0.8351284265518188,-0.48005780577659607,-0.28788116574287415,-0.8351284265518188,-0.46870559453964233,-0.30675944685935974,-0.8351284265518188,-0.4565732777118683,-0.32512712478637695,-0.8351284265518188,-0.4436810314655304,-0.3429536819458008,-0.8351284265518188,-0.4300503134727478,-0.3602094352245331,-0.8351284265518188,-0.41570383310317993,-0.3768656253814697,-0.8351284265518188,-0.4006654620170593,-0.39289456605911255,-0.8351284265518188,-0.38496020436286926,-0.40826958417892456,-0.8351284265518188,-0.36861422657966614,-0.42296507954597473,-0.8351284265518188,-0.3516547381877899,-0.43695658445358276,-0.8351284265518188,-0.33410993218421936,-0.45022082328796387,-0.8351284265518188,-0.3160090446472168,-0.46273571252822876,-0.8351284265518188,-0.2973821759223938,-0.47448042035102844,-0.8351284265518188,-0.27826038002967834,-0.4854353964328766,-0.8351284265518188,-0.2586754262447357,-0.4955824315547943,-0.8351284265518188,-0.23865991830825806,-0.5049046277999878,-0.8351284265518188,-0.2182472050189972,-0.5133864283561707,-0.8351284265518188,-0.1974712312221527,-0.5210137367248535,-0.8351284265518188,-0.17636658251285553,-0.527773916721344,-0.8351284265518188,-0.15496839582920074,-0.5336556434631348,-0.8351284265518188,-0.13331228494644165,-0.5386491417884827,-0.8351284265518188,-0.11143428087234497,-0.5427461266517639,-0.8351284265518188,-0.08937080949544907,-0.5459397435188293,-0.8351284265518188,-0.06715858727693558,-0.5482247471809387,-0.8351284265518188,-0.04483458772301674,-0.5495972633361816,-0.8351284265518188,-0.02243596501648426,-0.5500550270080566,-0.8351284265518188,-6.736230683364796e-17,-0.5495972633361816,-0.8351284265518188,0.02243596501648426,-0.5482247471809387,-0.8351284265518188,0.04483458772301674,-0.5459397435188293,-0.8351284265518188,0.06715858727693558,-0.5427461266517639,-0.8351284265518188,0.08937080949544907,-0.5386491417884827,-0.8351284265518188,0.11143428087234497,-0.5336556434631348,-0.8351284265518188,0.13331228494644165,-0.527773916721344,-0.8351284265518188,0.15496839582920074,-0.5210137367248535,-0.8351284265518188,0.17636658251285553,-0.5133864283561707,-0.8351284265518188,0.1974712312221527,-0.5049046277999878,-0.8351284265518188,0.2182472050189972,-0.4955824315547943,-0.8351284265518188,0.23865991830825806,-0.4854353964328766,-0.8351284265518188,0.2586754262447357,-0.47448042035102844,-0.8351284265518188,0.27826038002967834,-0.46273571252822876,-0.8351284265518188,0.2973821759223938,-0.45022082328796387,-0.8351284265518188,0.3160090446472168,-0.43695658445358276,-0.8351284265518188,0.33410993218421936,-0.42296507954597473,-0.8351284265518188,0.3516547381877899,-0.40826958417892456,-0.8351284265518188,0.36861422657966614,-0.39289456605911255,-0.8351284265518188,0.38496020436286926,-0.3768656253814697,-0.8351284265518188,0.4006654620170593,-0.3602094352245331,-0.8351284265518188,0.41570383310317993,-0.3429536819458008,-0.8351284265518188,0.4300503134727478,-0.32512712478637695,-0.8351284265518188,0.4436810314655304,-0.30675944685935974,-0.8351284265518188,0.4565732777118683,-0.28788116574287415,-0.8351284265518188,0.46870559453964233,-0.2685237526893616,-0.8351284265518188,0.48005780577659607,-0.24871942400932312,-0.8351284265518188,0.4906110167503357,-0.2285011112689972,-0.8351284265518188,0.5003476142883301,-0.2079024761915207,-0.8351284265518188,0.5092514753341675,-0.18695780634880066,-0.8351284265518188,0.517307698726654,-0.1657019704580307,-0.8351284265518188,0.5245029926300049,-0.144170343875885,-0.8351284265518188,0.5308251976966858,-0.1223987564444542,-0.8351284265518188,0.5362640023231506,-0.10042344033718109,-0.8351284265518188,0.5408101677894592,-0.0782809853553772,-0.8351284265518188,0.5444562435150146,-0.056008242070674896,-0.8351284265518188,0.547196090221405,-0.033642277121543884,-0.8351284265518188,0.5490252375602722,-0.011220317333936691,-0.8351284265518188,0.5499405264854431,0.011220317333936691,-0.8351284265518188,0.5499405264854431,0.033642277121543884,-0.8351284265518188,0.5490252375602722,0.056008242070674896,-0.8351284265518188,0.547196090221405,0.0782809853553772,-0.8351284265518188,0.5444562435150146,0.10042344033718109,-0.8351284265518188,0.5408101677894592,0.1223987564444542,-0.8351284265518188,0.5362640023231506,0.144170343875885,-0.8351284265518188,0.5308251976966858,0.1657019704580307,-0.8351284265518188,0.5245029926300049,0.18695780634880066,-0.8351284265518188,0.517307698726654,0.2079024761915207,-0.8351284265518188,0.5092514753341675,0.2285011112689972,-0.8351284265518188,0.5003476142883301,0.24871942400932312,-0.8351284265518188,0.4906110167503357,0.2685237526893616,-0.8351284265518188,0.48005780577659607,0.28788116574287415,-0.8351284265518188,0.46870559453964233,0.30675944685935974,-0.8351284265518188,0.4565732777118683,0.32512712478637695,-0.8351284265518188,0.4436810314655304,0.3429536819458008,-0.8351284265518188,0.4300503134727478,0.3602094352245331,-0.8351284265518188,0.41570383310317993,0.3768656253814697,-0.8351284265518188,0.4006654620170593,0.39289456605911255,-0.8351284265518188,0.38496020436286926,0.40826958417892456,-0.8351284265518188,0.36861422657966614,0.42296507954597473,-0.8351284265518188,0.3516547381877899,0.43695658445358276,-0.8351284265518188,0.33410993218421936,0.45022082328796387,-0.8351284265518188,0.3160090446472168,0.46273571252822876,-0.8351284265518188,0.2973821759223938,0.47448042035102844,-0.8351284265518188,0.27826038002967834,0.4854353964328766,-0.8351284265518188,0.2586754262447357,0.4955824315547943,-0.8351284265518188,0.23865991830825806,0.5049046277999878,-0.8351284265518188,0.2182472050189972,0.5133864283561707,-0.8351284265518188,0.1974712312221527,0.5210137367248535,-0.8351284265518188,0.17636658251285553,0.527773916721344,-0.8351284265518188,0.15496839582920074,0.5336556434631348,-0.8351284265518188,0.13331228494644165,0.5386491417884827,-0.8351284265518188,0.11143428087234497,0.5427461266517639,-0.8351284265518188,0.08937080949544907,0.5459397435188293,-0.8351284265518188,0.06715858727693558,0.5482247471809387,-0.8351284265518188,0.04483458772301674,0.5495972633361816,-0.8351284265518188,0.02243596501648426,0.5500550270080566,-0.8351284265518188,1.3472461366729593e-16,0.6075938940048218,-0.7942478656768799,0.0,0.6070882678031921,-0.7942478656768799,-0.024782896041870117,0.6055722236633301,-0.7942478656768799,-0.049524545669555664,0.6030482053756714,-0.7942478656768799,-0.07418376207351685,0.5995205044746399,-0.7942478656768799,-0.0987195149064064,0.5949949622154236,-0.7942478656768799,-0.1230909526348114,0.5894790887832642,-0.7942478656768799,-0.14725752174854279,0.5829821228981018,-0.7942478656768799,-0.17117898166179657,0.5755147933959961,-0.7942478656768799,-0.19481554627418518,0.5670896172523499,-0.7942478656768799,-0.21812786161899567,0.5577205419540405,-0.7942478656768799,-0.24107711017131805,0.5474231839179993,-0.7942478656768799,-0.2636251151561737,0.5362147688865662,-0.7942478656768799,-0.2857343554496765,0.5241138339042664,-0.7942478656768799,-0.3073680102825165,0.5111405253410339,-0.7942478656768799,-0.32849007844924927,0.49731650948524475,-0.7942478656768799,-0.3490653932094574,0.4826647639274597,-0.7942478656768799,-0.3690597414970398,0.46720966696739197,-0.7942478656768799,-0.3884398341178894,0.4509769380092621,-0.7942478656768799,-0.40717339515686035,0.4339936077594757,-0.7942478656768799,-0.4252292513847351,0.41628792881965637,-0.7942478656768799,-0.4425773620605469,0.3978894054889679,-0.7942478656768799,-0.459188848733902,0.37882861495018005,-0.7942478656768799,-0.47503605484962463,0.35913729667663574,-0.7942478656768799,-0.49009260535240173,0.3388482332229614,-0.7942478656768799,-0.5043334364891052,0.31799519062042236,-0.7942478656768799,-0.5177348852157593,0.2966128885746002,-0.7942478656768799,-0.5302746295928955,0.2747369110584259,-0.7942478656768799,-0.5419317483901978,0.2524036467075348,-0.7942478656768799,-0.552686870098114,0.22965027391910553,-0.7942478656768799,-0.5625221133232117,0.20651467144489288,-0.7942478656768799,-0.5714210867881775,0.18303535878658295,-0.7942478656768799,-0.5793690085411072,0.1592513918876648,-0.7942478656768799,-0.5863525867462158,0.13520236313343048,-0.7942478656768799,-0.592360258102417,0.11092831194400787,-0.7942478656768799,-0.5973820090293884,0.0864696279168129,-0.7942478656768799,-0.6014094948768616,0.06186702847480774,-0.7942478656768799,-0.6044359803199768,0.0371614545583725,-0.7942478656768799,-0.6064563989639282,0.012394026853144169,-0.7942478656768799,-0.6074674725532532,-0.012394026853144169,-0.7942478656768799,-0.6074674725532532,-0.0371614545583725,-0.7942478656768799,-0.6064563989639282,-0.06186702847480774,-0.7942478656768799,-0.6044359803199768,-0.0864696279168129,-0.7942478656768799,-0.6014094948768616,-0.11092831194400787,-0.7942478656768799,-0.5973820090293884,-0.13520236313343048,-0.7942478656768799,-0.592360258102417,-0.1592513918876648,-0.7942478656768799,-0.5863525867462158,-0.18303535878658295,-0.7942478656768799,-0.5793690085411072,-0.20651467144489288,-0.7942478656768799,-0.5714210867881775,-0.22965027391910553,-0.7942478656768799,-0.5625221133232117,-0.2524036467075348,-0.7942478656768799,-0.552686870098114,-0.2747369110584259,-0.7942478656768799,-0.5419317483901978,-0.2966128885746002,-0.7942478656768799,-0.5302746295928955,-0.31799519062042236,-0.7942478656768799,-0.5177348852157593,-0.3388482332229614,-0.7942478656768799,-0.5043334364891052,-0.35913729667663574,-0.7942478656768799,-0.49009260535240173,-0.37882861495018005,-0.7942478656768799,-0.47503605484962463,-0.3978894054889679,-0.7942478656768799,-0.459188848733902,-0.41628792881965637,-0.7942478656768799,-0.4425773620605469,-0.4339936077594757,-0.7942478656768799,-0.4252292513847351,-0.4509769380092621,-0.7942478656768799,-0.40717339515686035,-0.46720966696739197,-0.7942478656768799,-0.3884398341178894,-0.4826647639274597,-0.7942478656768799,-0.3690597414970398,-0.49731650948524475,-0.7942478656768799,-0.3490653932094574,-0.5111405253410339,-0.7942478656768799,-0.32849007844924927,-0.5241138339042664,-0.7942478656768799,-0.3073680102825165,-0.5362147688865662,-0.7942478656768799,-0.2857343554496765,-0.5474231839179993,-0.7942478656768799,-0.2636251151561737,-0.5577205419540405,-0.7942478656768799,-0.24107711017131805,-0.5670896172523499,-0.7942478656768799,-0.21812786161899567,-0.5755147933959961,-0.7942478656768799,-0.19481554627418518,-0.5829821228981018,-0.7942478656768799,-0.17117898166179657,-0.5894790887832642,-0.7942478656768799,-0.14725752174854279,-0.5949949622154236,-0.7942478656768799,-0.1230909526348114,-0.5995205044746399,-0.7942478656768799,-0.0987195149064064,-0.6030482053756714,-0.7942478656768799,-0.07418376207351685,-0.6055722236633301,-0.7942478656768799,-0.049524545669555664,-0.6070882678031921,-0.7942478656768799,-0.024782896041870117,-0.6075938940048218,-0.7942478656768799,-7.440879377419119e-17,-0.6070882678031921,-0.7942478656768799,0.024782896041870117,-0.6055722236633301,-0.7942478656768799,0.049524545669555664,-0.6030482053756714,-0.7942478656768799,0.07418376207351685,-0.5995205044746399,-0.7942478656768799,0.0987195149064064,-0.5949949622154236,-0.7942478656768799,0.1230909526348114,-0.5894790887832642,-0.7942478656768799,0.14725752174854279,-0.5829821228981018,-0.7942478656768799,0.17117898166179657,-0.5755147933959961,-0.7942478656768799,0.19481554627418518,-0.5670896172523499,-0.7942478656768799,0.21812786161899567,-0.5577205419540405,-0.7942478656768799,0.24107711017131805,-0.5474231839179993,-0.7942478656768799,0.2636251151561737,-0.5362147688865662,-0.7942478656768799,0.2857343554496765,-0.5241138339042664,-0.7942478656768799,0.3073680102825165,-0.5111405253410339,-0.7942478656768799,0.32849007844924927,-0.49731650948524475,-0.7942478656768799,0.3490653932094574,-0.4826647639274597,-0.7942478656768799,0.3690597414970398,-0.46720966696739197,-0.7942478656768799,0.3884398341178894,-0.4509769380092621,-0.7942478656768799,0.40717339515686035,-0.4339936077594757,-0.7942478656768799,0.4252292513847351,-0.41628792881965637,-0.7942478656768799,0.4425773620605469,-0.3978894054889679,-0.7942478656768799,0.459188848733902,-0.37882861495018005,-0.7942478656768799,0.47503605484962463,-0.35913729667663574,-0.7942478656768799,0.49009260535240173,-0.3388482332229614,-0.7942478656768799,0.5043334364891052,-0.31799519062042236,-0.7942478656768799,0.5177348852157593,-0.2966128885746002,-0.7942478656768799,0.5302746295928955,-0.2747369110584259,-0.7942478656768799,0.5419317483901978,-0.2524036467075348,-0.7942478656768799,0.552686870098114,-0.22965027391910553,-0.7942478656768799,0.5625221133232117,-0.20651467144489288,-0.7942478656768799,0.5714210867881775,-0.18303535878658295,-0.7942478656768799,0.5793690085411072,-0.1592513918876648,-0.7942478656768799,0.5863525867462158,-0.13520236313343048,-0.7942478656768799,0.592360258102417,-0.11092831194400787,-0.7942478656768799,0.5973820090293884,-0.0864696279168129,-0.7942478656768799,0.6014094948768616,-0.06186702847480774,-0.7942478656768799,0.6044359803199768,-0.0371614545583725,-0.7942478656768799,0.6064563989639282,-0.012394026853144169,-0.7942478656768799,0.6074674725532532,0.012394026853144169,-0.7942478656768799,0.6074674725532532,0.0371614545583725,-0.7942478656768799,0.6064563989639282,0.06186702847480774,-0.7942478656768799,0.6044359803199768,0.0864696279168129,-0.7942478656768799,0.6014094948768616,0.11092831194400787,-0.7942478656768799,0.5973820090293884,0.13520236313343048,-0.7942478656768799,0.592360258102417,0.1592513918876648,-0.7942478656768799,0.5863525867462158,0.18303535878658295,-0.7942478656768799,0.5793690085411072,0.20651467144489288,-0.7942478656768799,0.5714210867881775,0.22965027391910553,-0.7942478656768799,0.5625221133232117,0.2524036467075348,-0.7942478656768799,0.552686870098114,0.2747369110584259,-0.7942478656768799,0.5419317483901978,0.2966128885746002,-0.7942478656768799,0.5302746295928955,0.31799519062042236,-0.7942478656768799,0.5177348852157593,0.3388482332229614,-0.7942478656768799,0.5043334364891052,0.35913729667663574,-0.7942478656768799,0.49009260535240173,0.37882861495018005,-0.7942478656768799,0.47503605484962463,0.3978894054889679,-0.7942478656768799,0.459188848733902,0.41628792881965637,-0.7942478656768799,0.4425773620605469,0.4339936077594757,-0.7942478656768799,0.4252292513847351,0.4509769380092621,-0.7942478656768799,0.40717339515686035,0.46720966696739197,-0.7942478656768799,0.3884398341178894,0.4826647639274597,-0.7942478656768799,0.3690597414970398,0.49731650948524475,-0.7942478656768799,0.3490653932094574,0.5111405253410339,-0.7942478656768799,0.32849007844924927,0.5241138339042664,-0.7942478656768799,0.3073680102825165,0.5362147688865662,-0.7942478656768799,0.2857343554496765,0.5474231839179993,-0.7942478656768799,0.2636251151561737,0.5577205419540405,-0.7942478656768799,0.24107711017131805,0.5670896172523499,-0.7942478656768799,0.21812786161899567,0.5755147933959961,-0.7942478656768799,0.19481554627418518,0.5829821228981018,-0.7942478656768799,0.17117898166179657,0.5894790887832642,-0.7942478656768799,0.14725752174854279,0.5949949622154236,-0.7942478656768799,0.1230909526348114,0.5995205044746399,-0.7942478656768799,0.0987195149064064,0.6030482053756714,-0.7942478656768799,0.07418376207351685,0.6055722236633301,-0.7942478656768799,0.049524545669555664,0.6070882678031921,-0.7942478656768799,0.024782896041870117,0.6075938940048218,-0.7942478656768799,1.4881758754838238e-16,0.6621058583259583,-0.7494103312492371,0.0,0.6615548133850098,-0.7494103312492371,-0.0270063616335392,0.6599027514457703,-0.7494103312492371,-0.05396777391433716,0.6571522951126099,-0.7494103312492371,-0.0808393582701683,0.653308093547821,-0.7494103312492371,-0.1075764000415802,0.6483765244483948,-0.7494103312492371,-0.13413438200950623,0.6423657536506653,-0.7494103312492371,-0.16046911478042603,0.6352859139442444,-0.7494103312492371,-0.1865367740392685,0.6271486282348633,-0.7494103312492371,-0.21229395270347595,0.6179675459861755,-0.7494103312492371,-0.2376977801322937,0.6077579259872437,-0.7494103312492371,-0.2627059817314148,0.5965367555618286,-0.7494103312492371,-0.287276953458786,0.5843226909637451,-0.7494103312492371,-0.31136977672576904,0.5711360573768616,-0.7494103312492371,-0.33494433760643005,0.5569988489151001,-0.7494103312492371,-0.3579614460468292,0.541934609413147,-0.7494103312492371,-0.3803827464580536,0.5259683132171631,-0.7494103312492371,-0.40217092633247375,0.509126603603363,-0.7494103312492371,-0.4232897460460663,0.49143755435943604,-0.7494103312492371,-0.4437040388584137,0.47293052077293396,-0.7494103312492371,-0.463379830121994,0.4536363184452057,-0.7494103312492371,-0.4822843670845032,0.43358710408210754,-0.7494103312492371,-0.5003861784934998,0.41281622648239136,-0.7494103312492371,-0.5176551938056946,0.39135825634002686,-0.7494103312492371,-0.5340625643730164,0.3692489266395569,-0.7494103312492371,-0.5495811104774475,0.3465249836444855,-0.7494103312492371,-0.564184844493866,0.3232243061065674,-0.7494103312492371,-0.5778496265411377,0.299385666847229,-0.7494103312492371,-0.590552568435669,0.27504870295524597,-0.7494103312492371,-0.602272629737854,0.25025394558906555,-0.7494103312492371,-0.6129902601242065,0.2250426858663559,-0.7494103312492371,-0.6226876378059387,0.1994568556547165,-0.7494103312492371,-0.6313486099243164,0.17353905737400055,-0.7494103312492371,-0.6389588117599487,0.14733241498470306,-0.7494103312492371,-0.6455054879188538,0.12088054418563843,-0.7494103312492371,-0.6509777307510376,0.09422748535871506,-0.7494103312492371,-0.6553665399551392,0.06741759181022644,-0.7494103312492371,-0.6586645841598511,0.04049549251794815,-0.7494103312492371,-0.6608662605285645,0.013505990616977215,-0.7494103312492371,-0.6619680523872375,-0.013505990616977215,-0.7494103312492371,-0.6619680523872375,-0.04049549251794815,-0.7494103312492371,-0.6608662605285645,-0.06741759181022644,-0.7494103312492371,-0.6586645841598511,-0.09422748535871506,-0.7494103312492371,-0.6553665399551392,-0.12088054418563843,-0.7494103312492371,-0.6509777307510376,-0.14733241498470306,-0.7494103312492371,-0.6455054879188538,-0.17353905737400055,-0.7494103312492371,-0.6389588117599487,-0.1994568556547165,-0.7494103312492371,-0.6313486099243164,-0.2250426858663559,-0.7494103312492371,-0.6226876378059387,-0.25025394558906555,-0.7494103312492371,-0.6129902601242065,-0.27504870295524597,-0.7494103312492371,-0.602272629737854,-0.299385666847229,-0.7494103312492371,-0.590552568435669,-0.3232243061065674,-0.7494103312492371,-0.5778496265411377,-0.3465249836444855,-0.7494103312492371,-0.564184844493866,-0.3692489266395569,-0.7494103312492371,-0.5495811104774475,-0.39135825634002686,-0.7494103312492371,-0.5340625643730164,-0.41281622648239136,-0.7494103312492371,-0.5176551938056946,-0.43358710408210754,-0.7494103312492371,-0.5003861784934998,-0.4536363184452057,-0.7494103312492371,-0.4822843670845032,-0.47293052077293396,-0.7494103312492371,-0.463379830121994,-0.49143755435943604,-0.7494103312492371,-0.4437040388584137,-0.509126603603363,-0.7494103312492371,-0.4232897460460663,-0.5259683132171631,-0.7494103312492371,-0.40217092633247375,-0.541934609413147,-0.7494103312492371,-0.3803827464580536,-0.5569988489151001,-0.7494103312492371,-0.3579614460468292,-0.5711360573768616,-0.7494103312492371,-0.33494433760643005,-0.5843226909637451,-0.7494103312492371,-0.31136977672576904,-0.5965367555618286,-0.7494103312492371,-0.287276953458786,-0.6077579259872437,-0.7494103312492371,-0.2627059817314148,-0.6179675459861755,-0.7494103312492371,-0.2376977801322937,-0.6271486282348633,-0.7494103312492371,-0.21229395270347595,-0.6352859139442444,-0.7494103312492371,-0.1865367740392685,-0.6423657536506653,-0.7494103312492371,-0.16046911478042603,-0.6483765244483948,-0.7494103312492371,-0.13413438200950623,-0.653308093547821,-0.7494103312492371,-0.1075764000415802,-0.6571522951126099,-0.7494103312492371,-0.0808393582701683,-0.6599027514457703,-0.7494103312492371,-0.05396777391433716,-0.6615548133850098,-0.7494103312492371,-0.0270063616335392,-0.6621058583259583,-0.7494103312492371,-8.108457806885755e-17,-0.6615548133850098,-0.7494103312492371,0.0270063616335392,-0.6599027514457703,-0.7494103312492371,0.05396777391433716,-0.6571522951126099,-0.7494103312492371,0.0808393582701683,-0.653308093547821,-0.7494103312492371,0.1075764000415802,-0.6483765244483948,-0.7494103312492371,0.13413438200950623,-0.6423657536506653,-0.7494103312492371,0.16046911478042603,-0.6352859139442444,-0.7494103312492371,0.1865367740392685,-0.6271486282348633,-0.7494103312492371,0.21229395270347595,-0.6179675459861755,-0.7494103312492371,0.2376977801322937,-0.6077579259872437,-0.7494103312492371,0.2627059817314148,-0.5965367555618286,-0.7494103312492371,0.287276953458786,-0.5843226909637451,-0.7494103312492371,0.31136977672576904,-0.5711360573768616,-0.7494103312492371,0.33494433760643005,-0.5569988489151001,-0.7494103312492371,0.3579614460468292,-0.541934609413147,-0.7494103312492371,0.3803827464580536,-0.5259683132171631,-0.7494103312492371,0.40217092633247375,-0.509126603603363,-0.7494103312492371,0.4232897460460663,-0.49143755435943604,-0.7494103312492371,0.4437040388584137,-0.47293052077293396,-0.7494103312492371,0.463379830121994,-0.4536363184452057,-0.7494103312492371,0.4822843670845032,-0.43358710408210754,-0.7494103312492371,0.5003861784934998,-0.41281622648239136,-0.7494103312492371,0.5176551938056946,-0.39135825634002686,-0.7494103312492371,0.5340625643730164,-0.3692489266395569,-0.7494103312492371,0.5495811104774475,-0.3465249836444855,-0.7494103312492371,0.564184844493866,-0.3232243061065674,-0.7494103312492371,0.5778496265411377,-0.299385666847229,-0.7494103312492371,0.590552568435669,-0.27504870295524597,-0.7494103312492371,0.602272629737854,-0.25025394558906555,-0.7494103312492371,0.6129902601242065,-0.2250426858663559,-0.7494103312492371,0.6226876378059387,-0.1994568556547165,-0.7494103312492371,0.6313486099243164,-0.17353905737400055,-0.7494103312492371,0.6389588117599487,-0.14733241498470306,-0.7494103312492371,0.6455054879188538,-0.12088054418563843,-0.7494103312492371,0.6509777307510376,-0.09422748535871506,-0.7494103312492371,0.6553665399551392,-0.06741759181022644,-0.7494103312492371,0.6586645841598511,-0.04049549251794815,-0.7494103312492371,0.6608662605285645,-0.013505990616977215,-0.7494103312492371,0.6619680523872375,0.013505990616977215,-0.7494103312492371,0.6619680523872375,0.04049549251794815,-0.7494103312492371,0.6608662605285645,0.06741759181022644,-0.7494103312492371,0.6586645841598511,0.09422748535871506,-0.7494103312492371,0.6553665399551392,0.12088054418563843,-0.7494103312492371,0.6509777307510376,0.14733241498470306,-0.7494103312492371,0.6455054879188538,0.17353905737400055,-0.7494103312492371,0.6389588117599487,0.1994568556547165,-0.7494103312492371,0.6313486099243164,0.2250426858663559,-0.7494103312492371,0.6226876378059387,0.25025394558906555,-0.7494103312492371,0.6129902601242065,0.27504870295524597,-0.7494103312492371,0.602272629737854,0.299385666847229,-0.7494103312492371,0.590552568435669,0.3232243061065674,-0.7494103312492371,0.5778496265411377,0.3465249836444855,-0.7494103312492371,0.564184844493866,0.3692489266395569,-0.7494103312492371,0.5495811104774475,0.39135825634002686,-0.7494103312492371,0.5340625643730164,0.41281622648239136,-0.7494103312492371,0.5176551938056946,0.43358710408210754,-0.7494103312492371,0.5003861784934998,0.4536363184452057,-0.7494103312492371,0.4822843670845032,0.47293052077293396,-0.7494103312492371,0.463379830121994,0.49143755435943604,-0.7494103312492371,0.4437040388584137,0.509126603603363,-0.7494103312492371,0.4232897460460663,0.5259683132171631,-0.7494103312492371,0.40217092633247375,0.541934609413147,-0.7494103312492371,0.3803827464580536,0.5569988489151001,-0.7494103312492371,0.3579614460468292,0.5711360573768616,-0.7494103312492371,0.33494433760643005,0.5843226909637451,-0.7494103312492371,0.31136977672576904,0.5965367555618286,-0.7494103312492371,0.287276953458786,0.6077579259872437,-0.7494103312492371,0.2627059817314148,0.6179675459861755,-0.7494103312492371,0.2376977801322937,0.6271486282348633,-0.7494103312492371,0.21229395270347595,0.6352859139442444,-0.7494103312492371,0.1865367740392685,0.6423657536506653,-0.7494103312492371,0.16046911478042603,0.6483765244483948,-0.7494103312492371,0.13413438200950623,0.653308093547821,-0.7494103312492371,0.1075764000415802,0.6571522951126099,-0.7494103312492371,0.0808393582701683,0.6599027514457703,-0.7494103312492371,0.05396777391433716,0.6615548133850098,-0.7494103312492371,0.0270063616335392,0.6621058583259583,-0.7494103312492371,1.621691561377151e-16,0.7133191823959351,-0.7008393406867981,0.0,0.7127255201339722,-0.7008393406867981,-0.029095280915498734,0.7109456658363342,-0.7008393406867981,-0.05814213305711746,0.7079824805259705,-0.7008393406867981,-0.08709221333265305,0.7038409113883972,-0.7008393406867981,-0.11589734256267548,0.6985278725624084,-0.7008393406867981,-0.14450956881046295,0.6920522451400757,-0.7008393406867981,-0.17288127541542053,0.6844247579574585,-0.7008393406867981,-0.20096524059772491,0.6756580471992493,-0.7008393406867981,-0.2287147045135498,0.6657668352127075,-0.7008393406867981,-0.25608351826667786,0.6547675132751465,-0.7008393406867981,-0.2830260694026947,0.6426783800125122,-0.7008393406867981,-0.309497594833374,0.6295195817947388,-0.7008393406867981,-0.33545395731925964,0.6153129935264587,-0.7008393406867981,-0.3608520030975342,0.600082278251648,-0.7008393406867981,-0.3856494724750519,0.5838527679443359,-0.7008393406867981,-0.409805029630661,0.5666515231132507,-0.7008393406867981,-0.43327853083610535,0.5485071539878845,-0.7008393406867981,-0.45603084564208984,0.5294498205184937,-0.7008393406867981,-0.4780241847038269,0.5095112919807434,-0.7008393406867981,-0.49922189116477966,0.4887247085571289,-0.7008393406867981,-0.5195886492729187,0.46712473034858704,-0.7008393406867981,-0.539090633392334,0.4447472393512726,-0.7008393406867981,-0.5576953887939453,0.42162951827049255,-0.7008393406867981,-0.5753718614578247,0.3978100121021271,-0.7008393406867981,-0.5920907258987427,0.37332841753959656,-0.7008393406867981,-0.6078240871429443,0.3482254445552826,-0.7008393406867981,-0.6225457787513733,0.32254287600517273,-0.7008393406867981,-0.6362313628196716,0.2963234782218933,-0.7008393406867981,-0.6488579511642456,0.2696108818054199,-0.7008393406867981,-0.6604045629501343,0.242449551820755,-0.7008393406867981,-0.6708520650863647,0.2148846834897995,-0.7008393406867981,-0.680182933807373,0.18696215748786926,-0.7008393406867981,-0.6883817315101624,0.1587284505367279,-0.7008393406867981,-0.6954347491264343,0.13023054599761963,-0.7008393406867981,-0.7013303637504578,0.10151590406894684,-0.7008393406867981,-0.7060586214065552,0.07263229042291641,-0.7008393406867981,-0.709611713886261,0.0436277836561203,-0.7008393406867981,-0.7119837403297424,0.014550668187439442,-0.7008393406867981,-0.7131707668304443,-0.014550668187439442,-0.7008393406867981,-0.7131707668304443,-0.0436277836561203,-0.7008393406867981,-0.7119837403297424,-0.07263229042291641,-0.7008393406867981,-0.709611713886261,-0.10151590406894684,-0.7008393406867981,-0.7060586214065552,-0.13023054599761963,-0.7008393406867981,-0.7013303637504578,-0.1587284505367279,-0.7008393406867981,-0.6954347491264343,-0.18696215748786926,-0.7008393406867981,-0.6883817315101624,-0.2148846834897995,-0.7008393406867981,-0.680182933807373,-0.242449551820755,-0.7008393406867981,-0.6708520650863647,-0.2696108818054199,-0.7008393406867981,-0.6604045629501343,-0.2963234782218933,-0.7008393406867981,-0.6488579511642456,-0.32254287600517273,-0.7008393406867981,-0.6362313628196716,-0.3482254445552826,-0.7008393406867981,-0.6225457787513733,-0.37332841753959656,-0.7008393406867981,-0.6078240871429443,-0.3978100121021271,-0.7008393406867981,-0.5920907258987427,-0.42162951827049255,-0.7008393406867981,-0.5753718614578247,-0.4447472393512726,-0.7008393406867981,-0.5576953887939453,-0.46712473034858704,-0.7008393406867981,-0.539090633392334,-0.4887247085571289,-0.7008393406867981,-0.5195886492729187,-0.5095112919807434,-0.7008393406867981,-0.49922189116477966,-0.5294498205184937,-0.7008393406867981,-0.4780241847038269,-0.5485071539878845,-0.7008393406867981,-0.45603084564208984,-0.5666515231132507,-0.7008393406867981,-0.43327853083610535,-0.5838527679443359,-0.7008393406867981,-0.409805029630661,-0.600082278251648,-0.7008393406867981,-0.3856494724750519,-0.6153129935264587,-0.7008393406867981,-0.3608520030975342,-0.6295195817947388,-0.7008393406867981,-0.33545395731925964,-0.6426783800125122,-0.7008393406867981,-0.309497594833374,-0.6547675132751465,-0.7008393406867981,-0.2830260694026947,-0.6657668352127075,-0.7008393406867981,-0.25608351826667786,-0.6756580471992493,-0.7008393406867981,-0.2287147045135498,-0.6844247579574585,-0.7008393406867981,-0.20096524059772491,-0.6920522451400757,-0.7008393406867981,-0.17288127541542053,-0.6985278725624084,-0.7008393406867981,-0.14450956881046295,-0.7038409113883972,-0.7008393406867981,-0.11589734256267548,-0.7079824805259705,-0.7008393406867981,-0.08709221333265305,-0.7109456658363342,-0.7008393406867981,-0.05814213305711746,-0.7127255201339722,-0.7008393406867981,-0.029095280915498734,-0.7133191823959351,-0.7008393406867981,-8.735640705702242e-17,-0.7127255201339722,-0.7008393406867981,0.029095280915498734,-0.7109456658363342,-0.7008393406867981,0.05814213305711746,-0.7079824805259705,-0.7008393406867981,0.08709221333265305,-0.7038409113883972,-0.7008393406867981,0.11589734256267548,-0.6985278725624084,-0.7008393406867981,0.14450956881046295,-0.6920522451400757,-0.7008393406867981,0.17288127541542053,-0.6844247579574585,-0.7008393406867981,0.20096524059772491,-0.6756580471992493,-0.7008393406867981,0.2287147045135498,-0.6657668352127075,-0.7008393406867981,0.25608351826667786,-0.6547675132751465,-0.7008393406867981,0.2830260694026947,-0.6426783800125122,-0.7008393406867981,0.309497594833374,-0.6295195817947388,-0.7008393406867981,0.33545395731925964,-0.6153129935264587,-0.7008393406867981,0.3608520030975342,-0.600082278251648,-0.7008393406867981,0.3856494724750519,-0.5838527679443359,-0.7008393406867981,0.409805029630661,-0.5666515231132507,-0.7008393406867981,0.43327853083610535,-0.5485071539878845,-0.7008393406867981,0.45603084564208984,-0.5294498205184937,-0.7008393406867981,0.4780241847038269,-0.5095112919807434,-0.7008393406867981,0.49922189116477966,-0.4887247085571289,-0.7008393406867981,0.5195886492729187,-0.46712473034858704,-0.7008393406867981,0.539090633392334,-0.4447472393512726,-0.7008393406867981,0.5576953887939453,-0.42162951827049255,-0.7008393406867981,0.5753718614578247,-0.3978100121021271,-0.7008393406867981,0.5920907258987427,-0.37332841753959656,-0.7008393406867981,0.6078240871429443,-0.3482254445552826,-0.7008393406867981,0.6225457787513733,-0.32254287600517273,-0.7008393406867981,0.6362313628196716,-0.2963234782218933,-0.7008393406867981,0.6488579511642456,-0.2696108818054199,-0.7008393406867981,0.6604045629501343,-0.242449551820755,-0.7008393406867981,0.6708520650863647,-0.2148846834897995,-0.7008393406867981,0.680182933807373,-0.18696215748786926,-0.7008393406867981,0.6883817315101624,-0.1587284505367279,-0.7008393406867981,0.6954347491264343,-0.13023054599761963,-0.7008393406867981,0.7013303637504578,-0.10151590406894684,-0.7008393406867981,0.7060586214065552,-0.07263229042291641,-0.7008393406867981,0.709611713886261,-0.0436277836561203,-0.7008393406867981,0.7119837403297424,-0.014550668187439442,-0.7008393406867981,0.7131707668304443,0.014550668187439442,-0.7008393406867981,0.7131707668304443,0.0436277836561203,-0.7008393406867981,0.7119837403297424,0.07263229042291641,-0.7008393406867981,0.709611713886261,0.10151590406894684,-0.7008393406867981,0.7060586214065552,0.13023054599761963,-0.7008393406867981,0.7013303637504578,0.1587284505367279,-0.7008393406867981,0.6954347491264343,0.18696215748786926,-0.7008393406867981,0.6883817315101624,0.2148846834897995,-0.7008393406867981,0.680182933807373,0.242449551820755,-0.7008393406867981,0.6708520650863647,0.2696108818054199,-0.7008393406867981,0.6604045629501343,0.2963234782218933,-0.7008393406867981,0.6488579511642456,0.32254287600517273,-0.7008393406867981,0.6362313628196716,0.3482254445552826,-0.7008393406867981,0.6225457787513733,0.37332841753959656,-0.7008393406867981,0.6078240871429443,0.3978100121021271,-0.7008393406867981,0.5920907258987427,0.42162951827049255,-0.7008393406867981,0.5753718614578247,0.4447472393512726,-0.7008393406867981,0.5576953887939453,0.46712473034858704,-0.7008393406867981,0.539090633392334,0.4887247085571289,-0.7008393406867981,0.5195886492729187,0.5095112919807434,-0.7008393406867981,0.49922189116477966,0.5294498205184937,-0.7008393406867981,0.4780241847038269,0.5485071539878845,-0.7008393406867981,0.45603084564208984,0.5666515231132507,-0.7008393406867981,0.43327853083610535,0.5838527679443359,-0.7008393406867981,0.409805029630661,0.600082278251648,-0.7008393406867981,0.3856494724750519,0.6153129935264587,-0.7008393406867981,0.3608520030975342,0.6295195817947388,-0.7008393406867981,0.33545395731925964,0.6426783800125122,-0.7008393406867981,0.309497594833374,0.6547675132751465,-0.7008393406867981,0.2830260694026947,0.6657668352127075,-0.7008393406867981,0.25608351826667786,0.6756580471992493,-0.7008393406867981,0.2287147045135498,0.6844247579574585,-0.7008393406867981,0.20096524059772491,0.6920522451400757,-0.7008393406867981,0.17288127541542053,0.6985278725624084,-0.7008393406867981,0.14450956881046295,0.7038409113883972,-0.7008393406867981,0.11589734256267548,0.7079824805259705,-0.7008393406867981,0.08709221333265305,0.7109456658363342,-0.7008393406867981,0.05814213305711746,0.7127255201339722,-0.7008393406867981,0.029095280915498734,0.7133191823959351,-0.7008393406867981,1.7471281411404483e-16,0.7609787583351135,-0.6487767696380615,0.0,0.7603455185890198,-0.6487767696380615,-0.031039249151945114,0.7584466934204102,-0.6487767696380615,-0.06202683597803116,0.7552855014801025,-0.6487767696380615,-0.09291118383407593,0.7508672475814819,-0.6487767696380615,-0.12364089488983154,0.7451992630958557,-0.6487767696380615,-0.15416480600833893,0.7382909059524536,-0.6487767696380615,-0.18443213403224945,0.7301537990570068,-0.6487767696380615,-0.2143924981355667,0.7208014130592346,-0.6487767696380615,-0.2439960241317749,0.7102493047714233,-0.6487767696380615,-0.27319344878196716,0.6985150575637817,-0.6487767696380615,-0.30193614959716797,0.6856182217597961,-0.6487767696380615,-0.33017632365226746,0.6715801954269409,-0.6487767696380615,-0.35786694288253784,0.6564244031906128,-0.6487767696380615,-0.38496193289756775,0.6401761174201965,-0.6487767696380615,-0.4114162027835846,0.6228622794151306,-0.6487767696380615,-0.43718570470809937,0.6045117378234863,-0.6487767696380615,-0.4622275233268738,0.5851550102233887,-0.6487767696380615,-0.4865000545978546,0.5648244023323059,-0.6487767696380615,-0.5099628567695618,0.5435537099838257,-0.6487767696380615,-0.5325767993927002,0.5213783383369446,-0.6487767696380615,-0.5543044209480286,0.4983351230621338,-0.6487767696380615,-0.5751094222068787,0.47446250915527344,-0.6487767696380615,-0.594957172870636,0.44980019330978394,-0.6487767696380615,-0.6138147115707397,0.4243892431259155,-0.6487767696380615,-0.6316506266593933,0.39827194809913635,-0.6487767696380615,-0.6484351754188538,0.3714917302131653,-0.6487767696380615,-0.664140522480011,0.3440932333469391,-0.6487767696380615,-0.6787404417991638,0.31612202525138855,-0.6487767696380615,-0.6922106742858887,0.28762465715408325,-0.6487767696380615,-0.7045287489891052,0.258648544549942,-0.6487767696380615,-0.7156742811203003,0.2292419672012329,-0.6487767696380615,-0.7256285548210144,0.19945381581783295,-0.6487767696380615,-0.7343751788139343,0.16933371126651764,-0.6487767696380615,-0.7418994903564453,0.1389317661523819,-0.6487767696380615,-0.7481889128684998,0.10829856991767883,-0.6487767696380615,-0.7532331347465515,0.07748513668775558,-0.6487767696380615,-0.7570236325263977,0.04654272645711899,-0.6487767696380615,-0.7595541477203369,0.015522854402661324,-0.6487767696380615,-0.7608204483985901,-0.015522854402661324,-0.6487767696380615,-0.7608204483985901,-0.04654272645711899,-0.6487767696380615,-0.7595541477203369,-0.07748513668775558,-0.6487767696380615,-0.7570236325263977,-0.10829856991767883,-0.6487767696380615,-0.7532331347465515,-0.1389317661523819,-0.6487767696380615,-0.7481889128684998,-0.16933371126651764,-0.6487767696380615,-0.7418994903564453,-0.19945381581783295,-0.6487767696380615,-0.7343751788139343,-0.2292419672012329,-0.6487767696380615,-0.7256285548210144,-0.258648544549942,-0.6487767696380615,-0.7156742811203003,-0.28762465715408325,-0.6487767696380615,-0.7045287489891052,-0.31612202525138855,-0.6487767696380615,-0.6922106742858887,-0.3440932333469391,-0.6487767696380615,-0.6787404417991638,-0.3714917302131653,-0.6487767696380615,-0.664140522480011,-0.39827194809913635,-0.6487767696380615,-0.6484351754188538,-0.4243892431259155,-0.6487767696380615,-0.6316506266593933,-0.44980019330978394,-0.6487767696380615,-0.6138147115707397,-0.47446250915527344,-0.6487767696380615,-0.594957172870636,-0.4983351230621338,-0.6487767696380615,-0.5751094222068787,-0.5213783383369446,-0.6487767696380615,-0.5543044209480286,-0.5435537099838257,-0.6487767696380615,-0.5325767993927002,-0.5648244023323059,-0.6487767696380615,-0.5099628567695618,-0.5851550102233887,-0.6487767696380615,-0.4865000545978546,-0.6045117378234863,-0.6487767696380615,-0.4622275233268738,-0.6228622794151306,-0.6487767696380615,-0.43718570470809937,-0.6401761174201965,-0.6487767696380615,-0.4114162027835846,-0.6564244031906128,-0.6487767696380615,-0.38496193289756775,-0.6715801954269409,-0.6487767696380615,-0.35786694288253784,-0.6856182217597961,-0.6487767696380615,-0.33017632365226746,-0.6985150575637817,-0.6487767696380615,-0.30193614959716797,-0.7102493047714233,-0.6487767696380615,-0.27319344878196716,-0.7208014130592346,-0.6487767696380615,-0.2439960241317749,-0.7301537990570068,-0.6487767696380615,-0.2143924981355667,-0.7382909059524536,-0.6487767696380615,-0.18443213403224945,-0.7451992630958557,-0.6487767696380615,-0.15416480600833893,-0.7508672475814819,-0.6487767696380615,-0.12364089488983154,-0.7552855014801025,-0.6487767696380615,-0.09291118383407593,-0.7584466934204102,-0.6487767696380615,-0.06202683597803116,-0.7603455185890198,-0.6487767696380615,-0.031039249151945114,-0.7609787583351135,-0.6487767696380615,-9.319302654642108e-17,-0.7603455185890198,-0.6487767696380615,0.031039249151945114,-0.7584466934204102,-0.6487767696380615,0.06202683597803116,-0.7552855014801025,-0.6487767696380615,0.09291118383407593,-0.7508672475814819,-0.6487767696380615,0.12364089488983154,-0.7451992630958557,-0.6487767696380615,0.15416480600833893,-0.7382909059524536,-0.6487767696380615,0.18443213403224945,-0.7301537990570068,-0.6487767696380615,0.2143924981355667,-0.7208014130592346,-0.6487767696380615,0.2439960241317749,-0.7102493047714233,-0.6487767696380615,0.27319344878196716,-0.6985150575637817,-0.6487767696380615,0.30193614959716797,-0.6856182217597961,-0.6487767696380615,0.33017632365226746,-0.6715801954269409,-0.6487767696380615,0.35786694288253784,-0.6564244031906128,-0.6487767696380615,0.38496193289756775,-0.6401761174201965,-0.6487767696380615,0.4114162027835846,-0.6228622794151306,-0.6487767696380615,0.43718570470809937,-0.6045117378234863,-0.6487767696380615,0.4622275233268738,-0.5851550102233887,-0.6487767696380615,0.4865000545978546,-0.5648244023323059,-0.6487767696380615,0.5099628567695618,-0.5435537099838257,-0.6487767696380615,0.5325767993927002,-0.5213783383369446,-0.6487767696380615,0.5543044209480286,-0.4983351230621338,-0.6487767696380615,0.5751094222068787,-0.47446250915527344,-0.6487767696380615,0.594957172870636,-0.44980019330978394,-0.6487767696380615,0.6138147115707397,-0.4243892431259155,-0.6487767696380615,0.6316506266593933,-0.39827194809913635,-0.6487767696380615,0.6484351754188538,-0.3714917302131653,-0.6487767696380615,0.664140522480011,-0.3440932333469391,-0.6487767696380615,0.6787404417991638,-0.31612202525138855,-0.6487767696380615,0.6922106742858887,-0.28762465715408325,-0.6487767696380615,0.7045287489891052,-0.258648544549942,-0.6487767696380615,0.7156742811203003,-0.2292419672012329,-0.6487767696380615,0.7256285548210144,-0.19945381581783295,-0.6487767696380615,0.7343751788139343,-0.16933371126651764,-0.6487767696380615,0.7418994903564453,-0.1389317661523819,-0.6487767696380615,0.7481889128684998,-0.10829856991767883,-0.6487767696380615,0.7532331347465515,-0.07748513668775558,-0.6487767696380615,0.7570236325263977,-0.04654272645711899,-0.6487767696380615,0.7595541477203369,-0.015522854402661324,-0.6487767696380615,0.7608204483985901,0.015522854402661324,-0.6487767696380615,0.7608204483985901,0.04654272645711899,-0.6487767696380615,0.7595541477203369,0.07748513668775558,-0.6487767696380615,0.7570236325263977,0.10829856991767883,-0.6487767696380615,0.7532331347465515,0.1389317661523819,-0.6487767696380615,0.7481889128684998,0.16933371126651764,-0.6487767696380615,0.7418994903564453,0.19945381581783295,-0.6487767696380615,0.7343751788139343,0.2292419672012329,-0.6487767696380615,0.7256285548210144,0.258648544549942,-0.6487767696380615,0.7156742811203003,0.28762465715408325,-0.6487767696380615,0.7045287489891052,0.31612202525138855,-0.6487767696380615,0.6922106742858887,0.3440932333469391,-0.6487767696380615,0.6787404417991638,0.3714917302131653,-0.6487767696380615,0.664140522480011,0.39827194809913635,-0.6487767696380615,0.6484351754188538,0.4243892431259155,-0.6487767696380615,0.6316506266593933,0.44980019330978394,-0.6487767696380615,0.6138147115707397,0.47446250915527344,-0.6487767696380615,0.594957172870636,0.4983351230621338,-0.6487767696380615,0.5751094222068787,0.5213783383369446,-0.6487767696380615,0.5543044209480286,0.5435537099838257,-0.6487767696380615,0.5325767993927002,0.5648244023323059,-0.6487767696380615,0.5099628567695618,0.5851550102233887,-0.6487767696380615,0.4865000545978546,0.6045117378234863,-0.6487767696380615,0.4622275233268738,0.6228622794151306,-0.6487767696380615,0.43718570470809937,0.6401761174201965,-0.6487767696380615,0.4114162027835846,0.6564244031906128,-0.6487767696380615,0.38496193289756775,0.6715801954269409,-0.6487767696380615,0.35786694288253784,0.6856182217597961,-0.6487767696380615,0.33017632365226746,0.6985150575637817,-0.6487767696380615,0.30193614959716797,0.7102493047714233,-0.6487767696380615,0.27319344878196716,0.7208014130592346,-0.6487767696380615,0.2439960241317749,0.7301537990570068,-0.6487767696380615,0.2143924981355667,0.7382909059524536,-0.6487767696380615,0.18443213403224945,0.7451992630958557,-0.6487767696380615,0.15416480600833893,0.7508672475814819,-0.6487767696380615,0.12364089488983154,0.7552855014801025,-0.6487767696380615,0.09291118383407593,0.7584466934204102,-0.6487767696380615,0.06202683597803116,0.7603455185890198,-0.6487767696380615,0.031039249151945114,0.7609787583351135,-0.6487767696380615,1.8638605309284216e-16,0.804847240447998,-0.5934820175170898,0.0,0.804177463054657,-0.5934820175170898,-0.03282858058810234,0.8021692037582397,-0.5934820175170898,-0.06560252606868744,0.7988258004188538,-0.5934820175170898,-0.09826727211475372,0.7941527962684631,-0.5934820175170898,-0.13076847791671753,0.7881580591201782,-0.5934820175170898,-0.1630520224571228,0.7808514833450317,-0.5934820175170898,-0.19506417214870453,0.7722452878952026,-0.5934820175170898,-0.2267516702413559,0.7623537182807922,-0.5934820175170898,-0.2580617666244507,0.7511933445930481,-0.5934820175170898,-0.2889423370361328,0.7387826442718506,-0.5934820175170898,-0.3193419873714447,0.7251423001289368,-0.5934820175170898,-0.34921014308929443,0.7102950811386108,-0.5934820175170898,-0.37849706411361694,0.694265604019165,-0.5934820175170898,-0.40715399384498596,0.6770805716514587,-0.5934820175170898,-0.43513327836990356,0.6587686538696289,-0.5934820175170898,-0.4623883068561554,0.639360249042511,-0.5934820175170898,-0.48887374997138977,0.618887722492218,-0.5934820175170898,-0.5145455002784729,0.5973851084709167,-0.5934820175170898,-0.5393608808517456,0.5748881697654724,-0.5934820175170898,-0.5632784962654114,0.5514343976974487,-0.5934820175170898,-0.586258590221405,0.5270628333091736,-0.5934820175170898,-0.6082629561424255,0.501814067363739,-0.5934820175170898,-0.629254937171936,0.4757300317287445,-0.5934820175170898,-0.6491995453834534,0.4488541781902313,-0.5934820175170898,-0.6680636405944824,0.4212312698364258,-0.5934820175170898,-0.6858158111572266,0.3929072618484497,-0.5934820175170898,-0.7024264931678772,0.36392930150032043,-0.5934820175170898,-0.7178680300712585,0.33434563875198364,-0.5934820175170898,-0.7321147918701172,0.30420544743537903,-0.5934820175170898,-0.7451429963111877,0.27355897426605225,-0.5934820175170898,-0.7569310069084167,0.24245716631412506,-0.5934820175170898,-0.7674592137336731,0.2109518200159073,-0.5934820175170898,-0.7767099738121033,0.17909535765647888,-0.5934820175170898,-0.7846680283546448,0.14694081246852875,-0.5934820175170898,-0.7913200855255127,0.11454170197248459,-0.5934820175170898,-0.7966550588607788,0.08195195347070694,-0.5934820175170898,-0.8006640672683716,0.04922579601407051,-0.5934820175170898,-0.803340494632721,0.01641770638525486,-0.5934820175170898,-0.8046797513961792,-0.01641770638525486,-0.5934820175170898,-0.8046797513961792,-0.04922579601407051,-0.5934820175170898,-0.803340494632721,-0.08195195347070694,-0.5934820175170898,-0.8006640672683716,-0.11454170197248459,-0.5934820175170898,-0.7966550588607788,-0.14694081246852875,-0.5934820175170898,-0.7913200855255127,-0.17909535765647888,-0.5934820175170898,-0.7846680283546448,-0.2109518200159073,-0.5934820175170898,-0.7767099738121033,-0.24245716631412506,-0.5934820175170898,-0.7674592137336731,-0.27355897426605225,-0.5934820175170898,-0.7569310069084167,-0.30420544743537903,-0.5934820175170898,-0.7451429963111877,-0.33434563875198364,-0.5934820175170898,-0.7321147918701172,-0.36392930150032043,-0.5934820175170898,-0.7178680300712585,-0.3929072618484497,-0.5934820175170898,-0.7024264931678772,-0.4212312698364258,-0.5934820175170898,-0.6858158111572266,-0.4488541781902313,-0.5934820175170898,-0.6680636405944824,-0.4757300317287445,-0.5934820175170898,-0.6491995453834534,-0.501814067363739,-0.5934820175170898,-0.629254937171936,-0.5270628333091736,-0.5934820175170898,-0.6082629561424255,-0.5514343976974487,-0.5934820175170898,-0.586258590221405,-0.5748881697654724,-0.5934820175170898,-0.5632784962654114,-0.5973851084709167,-0.5934820175170898,-0.5393608808517456,-0.618887722492218,-0.5934820175170898,-0.5145455002784729,-0.639360249042511,-0.5934820175170898,-0.48887374997138977,-0.6587686538696289,-0.5934820175170898,-0.4623883068561554,-0.6770805716514587,-0.5934820175170898,-0.43513327836990356,-0.694265604019165,-0.5934820175170898,-0.40715399384498596,-0.7102950811386108,-0.5934820175170898,-0.37849706411361694,-0.7251423001289368,-0.5934820175170898,-0.34921014308929443,-0.7387826442718506,-0.5934820175170898,-0.3193419873714447,-0.7511933445930481,-0.5934820175170898,-0.2889423370361328,-0.7623537182807922,-0.5934820175170898,-0.2580617666244507,-0.7722452878952026,-0.5934820175170898,-0.2267516702413559,-0.7808514833450317,-0.5934820175170898,-0.19506417214870453,-0.7881580591201782,-0.5934820175170898,-0.1630520224571228,-0.7941527962684631,-0.5934820175170898,-0.13076847791671753,-0.7988258004188538,-0.5934820175170898,-0.09826727211475372,-0.8021692037582397,-0.5934820175170898,-0.06560252606868744,-0.804177463054657,-0.5934820175170898,-0.03282858058810234,-0.804847240447998,-0.5934820175170898,-9.856535948416108e-17,-0.804177463054657,-0.5934820175170898,0.03282858058810234,-0.8021692037582397,-0.5934820175170898,0.06560252606868744,-0.7988258004188538,-0.5934820175170898,0.09826727211475372,-0.7941527962684631,-0.5934820175170898,0.13076847791671753,-0.7881580591201782,-0.5934820175170898,0.1630520224571228,-0.7808514833450317,-0.5934820175170898,0.19506417214870453,-0.7722452878952026,-0.5934820175170898,0.2267516702413559,-0.7623537182807922,-0.5934820175170898,0.2580617666244507,-0.7511933445930481,-0.5934820175170898,0.2889423370361328,-0.7387826442718506,-0.5934820175170898,0.3193419873714447,-0.7251423001289368,-0.5934820175170898,0.34921014308929443,-0.7102950811386108,-0.5934820175170898,0.37849706411361694,-0.694265604019165,-0.5934820175170898,0.40715399384498596,-0.6770805716514587,-0.5934820175170898,0.43513327836990356,-0.6587686538696289,-0.5934820175170898,0.4623883068561554,-0.639360249042511,-0.5934820175170898,0.48887374997138977,-0.618887722492218,-0.5934820175170898,0.5145455002784729,-0.5973851084709167,-0.5934820175170898,0.5393608808517456,-0.5748881697654724,-0.5934820175170898,0.5632784962654114,-0.5514343976974487,-0.5934820175170898,0.586258590221405,-0.5270628333091736,-0.5934820175170898,0.6082629561424255,-0.501814067363739,-0.5934820175170898,0.629254937171936,-0.4757300317287445,-0.5934820175170898,0.6491995453834534,-0.4488541781902313,-0.5934820175170898,0.6680636405944824,-0.4212312698364258,-0.5934820175170898,0.6858158111572266,-0.3929072618484497,-0.5934820175170898,0.7024264931678772,-0.36392930150032043,-0.5934820175170898,0.7178680300712585,-0.33434563875198364,-0.5934820175170898,0.7321147918701172,-0.30420544743537903,-0.5934820175170898,0.7451429963111877,-0.27355897426605225,-0.5934820175170898,0.7569310069084167,-0.24245716631412506,-0.5934820175170898,0.7674592137336731,-0.2109518200159073,-0.5934820175170898,0.7767099738121033,-0.17909535765647888,-0.5934820175170898,0.7846680283546448,-0.14694081246852875,-0.5934820175170898,0.7913200855255127,-0.11454170197248459,-0.5934820175170898,0.7966550588607788,-0.08195195347070694,-0.5934820175170898,0.8006640672683716,-0.04922579601407051,-0.5934820175170898,0.803340494632721,-0.01641770638525486,-0.5934820175170898,0.8046797513961792,0.01641770638525486,-0.5934820175170898,0.8046797513961792,0.04922579601407051,-0.5934820175170898,0.803340494632721,0.08195195347070694,-0.5934820175170898,0.8006640672683716,0.11454170197248459,-0.5934820175170898,0.7966550588607788,0.14694081246852875,-0.5934820175170898,0.7913200855255127,0.17909535765647888,-0.5934820175170898,0.7846680283546448,0.2109518200159073,-0.5934820175170898,0.7767099738121033,0.24245716631412506,-0.5934820175170898,0.7674592137336731,0.27355897426605225,-0.5934820175170898,0.7569310069084167,0.30420544743537903,-0.5934820175170898,0.7451429963111877,0.33434563875198364,-0.5934820175170898,0.7321147918701172,0.36392930150032043,-0.5934820175170898,0.7178680300712585,0.3929072618484497,-0.5934820175170898,0.7024264931678772,0.4212312698364258,-0.5934820175170898,0.6858158111572266,0.4488541781902313,-0.5934820175170898,0.6680636405944824,0.4757300317287445,-0.5934820175170898,0.6491995453834534,0.501814067363739,-0.5934820175170898,0.629254937171936,0.5270628333091736,-0.5934820175170898,0.6082629561424255,0.5514343976974487,-0.5934820175170898,0.586258590221405,0.5748881697654724,-0.5934820175170898,0.5632784962654114,0.5973851084709167,-0.5934820175170898,0.5393608808517456,0.618887722492218,-0.5934820175170898,0.5145455002784729,0.639360249042511,-0.5934820175170898,0.48887374997138977,0.6587686538696289,-0.5934820175170898,0.4623883068561554,0.6770805716514587,-0.5934820175170898,0.43513327836990356,0.694265604019165,-0.5934820175170898,0.40715399384498596,0.7102950811386108,-0.5934820175170898,0.37849706411361694,0.7251423001289368,-0.5934820175170898,0.34921014308929443,0.7387826442718506,-0.5934820175170898,0.3193419873714447,0.7511933445930481,-0.5934820175170898,0.2889423370361328,0.7623537182807922,-0.5934820175170898,0.2580617666244507,0.7722452878952026,-0.5934820175170898,0.2267516702413559,0.7808514833450317,-0.5934820175170898,0.19506417214870453,0.7881580591201782,-0.5934820175170898,0.1630520224571228,0.7941527962684631,-0.5934820175170898,0.13076847791671753,0.7988258004188538,-0.5934820175170898,0.09826727211475372,0.8021692037582397,-0.5934820175170898,0.06560252606868744,0.804177463054657,-0.5934820175170898,0.03282858058810234,0.804847240447998,-0.5934820175170898,1.9713071896832217e-16,0.8447059988975525,-0.5352305769920349,0.0,0.8440030217170715,-0.5352305769920349,-0.03445436432957649,0.8418952822685242,-0.5352305769920349,-0.06885138154029846,0.8383863568305969,-0.5352305769920349,-0.10313380509614944,0.8334819674491882,-0.5352305769920349,-0.1372445672750473,0.8271902799606323,-0.5352305769920349,-0.17112690210342407,0.8195219039916992,-0.5352305769920349,-0.20472441613674164,0.8104894757270813,-0.5352305769920349,-0.2379811853170395,0.8001080751419067,-0.5352305769920349,-0.2708418369293213,0.7883949279785156,-0.5352305769920349,-0.3032517433166504,0.7753696441650391,-0.5352305769920349,-0.3351568877696991,0.7610538005828857,-0.5352305769920349,-0.3665041923522949,0.7454712390899658,-0.5352305769920349,-0.3972415030002594,0.7286479473114014,-0.5352305769920349,-0.42731761932373047,0.710611879825592,-0.5352305769920349,-0.4566825330257416,0.6913930773735046,-0.5352305769920349,-0.4852873384952545,0.6710235476493835,-0.5352305769920349,-0.5130844116210938,0.6495371460914612,-0.5352305769920349,-0.5400275588035583,0.6269696354866028,-0.5352305769920349,-0.5660718083381653,0.6033585667610168,-0.5352305769920349,-0.5911739468574524,0.5787433385848999,-0.5352305769920349,-0.6152921319007874,0.5531647801399231,-0.5352305769920349,-0.6383861899375916,0.5266655683517456,-0.5352305769920349,-0.6604177355766296,0.49928978085517883,-0.5352305769920349,-0.6813501119613647,0.4710829555988312,-0.5352305769920349,-0.7011483907699585,0.44209206104278564,-0.5352305769920349,-0.7197797298431396,0.4123653769493103,-0.5352305769920349,-0.7372130155563354,0.38195231556892395,-0.5352305769920349,-0.7534192800521851,0.35090354084968567,-0.5352305769920349,-0.76837158203125,0.3192707300186157,-0.5352305769920349,-0.7820450067520142,0.28710654377937317,-0.5352305769920349,-0.7944167852401733,0.2544644773006439,-0.5352305769920349,-0.80546635389328,0.22139886021614075,-0.5352305769920349,-0.8151752948760986,0.1879647672176361,-0.5352305769920349,-0.823527455329895,0.15421782433986664,-0.5352305769920349,-0.8305089473724365,0.12021419405937195,-0.5352305769920349,-0.8361080884933472,0.08601048588752747,-0.5352305769920349,-0.8403156399726868,0.05166362226009369,-0.5352305769920349,-0.8431246280670166,0.017230767756700516,-0.5352305769920349,-0.8445302248001099,-0.017230767756700516,-0.5352305769920349,-0.8445302248001099,-0.05166362226009369,-0.5352305769920349,-0.8431246280670166,-0.08601048588752747,-0.5352305769920349,-0.8403156399726868,-0.12021419405937195,-0.5352305769920349,-0.8361080884933472,-0.15421782433986664,-0.5352305769920349,-0.8305089473724365,-0.1879647672176361,-0.5352305769920349,-0.823527455329895,-0.22139886021614075,-0.5352305769920349,-0.8151752948760986,-0.2544644773006439,-0.5352305769920349,-0.80546635389328,-0.28710654377937317,-0.5352305769920349,-0.7944167852401733,-0.3192707300186157,-0.5352305769920349,-0.7820450067520142,-0.35090354084968567,-0.5352305769920349,-0.76837158203125,-0.38195231556892395,-0.5352305769920349,-0.7534192800521851,-0.4123653769493103,-0.5352305769920349,-0.7372130155563354,-0.44209206104278564,-0.5352305769920349,-0.7197797298431396,-0.4710829555988312,-0.5352305769920349,-0.7011483907699585,-0.49928978085517883,-0.5352305769920349,-0.6813501119613647,-0.5266655683517456,-0.5352305769920349,-0.6604177355766296,-0.5531647801399231,-0.5352305769920349,-0.6383861899375916,-0.5787433385848999,-0.5352305769920349,-0.6152921319007874,-0.6033585667610168,-0.5352305769920349,-0.5911739468574524,-0.6269696354866028,-0.5352305769920349,-0.5660718083381653,-0.6495371460914612,-0.5352305769920349,-0.5400275588035583,-0.6710235476493835,-0.5352305769920349,-0.5130844116210938,-0.6913930773735046,-0.5352305769920349,-0.4852873384952545,-0.710611879825592,-0.5352305769920349,-0.4566825330257416,-0.7286479473114014,-0.5352305769920349,-0.42731761932373047,-0.7454712390899658,-0.5352305769920349,-0.3972415030002594,-0.7610538005828857,-0.5352305769920349,-0.3665041923522949,-0.7753696441650391,-0.5352305769920349,-0.3351568877696991,-0.7883949279785156,-0.5352305769920349,-0.3032517433166504,-0.8001080751419067,-0.5352305769920349,-0.2708418369293213,-0.8104894757270813,-0.5352305769920349,-0.2379811853170395,-0.8195219039916992,-0.5352305769920349,-0.20472441613674164,-0.8271902799606323,-0.5352305769920349,-0.17112690210342407,-0.8334819674491882,-0.5352305769920349,-0.1372445672750473,-0.8383863568305969,-0.5352305769920349,-0.10313380509614944,-0.8418952822685242,-0.5352305769920349,-0.06885138154029846,-0.8440030217170715,-0.5352305769920349,-0.03445436432957649,-0.8447059988975525,-0.5352305769920349,-1.0344665154051e-16,-0.8440030217170715,-0.5352305769920349,0.03445436432957649,-0.8418952822685242,-0.5352305769920349,0.06885138154029846,-0.8383863568305969,-0.5352305769920349,0.10313380509614944,-0.8334819674491882,-0.5352305769920349,0.1372445672750473,-0.8271902799606323,-0.5352305769920349,0.17112690210342407,-0.8195219039916992,-0.5352305769920349,0.20472441613674164,-0.8104894757270813,-0.5352305769920349,0.2379811853170395,-0.8001080751419067,-0.5352305769920349,0.2708418369293213,-0.7883949279785156,-0.5352305769920349,0.3032517433166504,-0.7753696441650391,-0.5352305769920349,0.3351568877696991,-0.7610538005828857,-0.5352305769920349,0.3665041923522949,-0.7454712390899658,-0.5352305769920349,0.3972415030002594,-0.7286479473114014,-0.5352305769920349,0.42731761932373047,-0.710611879825592,-0.5352305769920349,0.4566825330257416,-0.6913930773735046,-0.5352305769920349,0.4852873384952545,-0.6710235476493835,-0.5352305769920349,0.5130844116210938,-0.6495371460914612,-0.5352305769920349,0.5400275588035583,-0.6269696354866028,-0.5352305769920349,0.5660718083381653,-0.6033585667610168,-0.5352305769920349,0.5911739468574524,-0.5787433385848999,-0.5352305769920349,0.6152921319007874,-0.5531647801399231,-0.5352305769920349,0.6383861899375916,-0.5266655683517456,-0.5352305769920349,0.6604177355766296,-0.49928978085517883,-0.5352305769920349,0.6813501119613647,-0.4710829555988312,-0.5352305769920349,0.7011483907699585,-0.44209206104278564,-0.5352305769920349,0.7197797298431396,-0.4123653769493103,-0.5352305769920349,0.7372130155563354,-0.38195231556892395,-0.5352305769920349,0.7534192800521851,-0.35090354084968567,-0.5352305769920349,0.76837158203125,-0.3192707300186157,-0.5352305769920349,0.7820450067520142,-0.28710654377937317,-0.5352305769920349,0.7944167852401733,-0.2544644773006439,-0.5352305769920349,0.80546635389328,-0.22139886021614075,-0.5352305769920349,0.8151752948760986,-0.1879647672176361,-0.5352305769920349,0.823527455329895,-0.15421782433986664,-0.5352305769920349,0.8305089473724365,-0.12021419405937195,-0.5352305769920349,0.8361080884933472,-0.08601048588752747,-0.5352305769920349,0.8403156399726868,-0.05166362226009369,-0.5352305769920349,0.8431246280670166,-0.017230767756700516,-0.5352305769920349,0.8445302248001099,0.017230767756700516,-0.5352305769920349,0.8445302248001099,0.05166362226009369,-0.5352305769920349,0.8431246280670166,0.08601048588752747,-0.5352305769920349,0.8403156399726868,0.12021419405937195,-0.5352305769920349,0.8361080884933472,0.15421782433986664,-0.5352305769920349,0.8305089473724365,0.1879647672176361,-0.5352305769920349,0.823527455329895,0.22139886021614075,-0.5352305769920349,0.8151752948760986,0.2544644773006439,-0.5352305769920349,0.80546635389328,0.28710654377937317,-0.5352305769920349,0.7944167852401733,0.3192707300186157,-0.5352305769920349,0.7820450067520142,0.35090354084968567,-0.5352305769920349,0.76837158203125,0.38195231556892395,-0.5352305769920349,0.7534192800521851,0.4123653769493103,-0.5352305769920349,0.7372130155563354,0.44209206104278564,-0.5352305769920349,0.7197797298431396,0.4710829555988312,-0.5352305769920349,0.7011483907699585,0.49928978085517883,-0.5352305769920349,0.6813501119613647,0.5266655683517456,-0.5352305769920349,0.6604177355766296,0.5531647801399231,-0.5352305769920349,0.6383861899375916,0.5787433385848999,-0.5352305769920349,0.6152921319007874,0.6033585667610168,-0.5352305769920349,0.5911739468574524,0.6269696354866028,-0.5352305769920349,0.5660718083381653,0.6495371460914612,-0.5352305769920349,0.5400275588035583,0.6710235476493835,-0.5352305769920349,0.5130844116210938,0.6913930773735046,-0.5352305769920349,0.4852873384952545,0.710611879825592,-0.5352305769920349,0.4566825330257416,0.7286479473114014,-0.5352305769920349,0.42731761932373047,0.7454712390899658,-0.5352305769920349,0.3972415030002594,0.7610538005828857,-0.5352305769920349,0.3665041923522949,0.7753696441650391,-0.5352305769920349,0.3351568877696991,0.7883949279785156,-0.5352305769920349,0.3032517433166504,0.8001080751419067,-0.5352305769920349,0.2708418369293213,0.8104894757270813,-0.5352305769920349,0.2379811853170395,0.8195219039916992,-0.5352305769920349,0.20472441613674164,0.8271902799606323,-0.5352305769920349,0.17112690210342407,0.8334819674491882,-0.5352305769920349,0.1372445672750473,0.8383863568305969,-0.5352305769920349,0.10313380509614944,0.8418952822685242,-0.5352305769920349,0.06885138154029846,0.8440030217170715,-0.5352305769920349,0.03445436432957649,0.8447059988975525,-0.5352305769920349,2.0689330308102e-16,0.88035649061203,-0.4743126630783081,0.0,0.8796238303184509,-0.4743126630783081,-0.035908494144678116,0.8774271607398987,-0.4743126630783081,-0.0717572271823883,0.8737700581550598,-0.4743126630783081,-0.10748652368783951,0.868658721446991,-0.4743126630783081,-0.14303691685199738,0.8621015548706055,-0.4743126630783081,-0.17834924161434174,0.8541094660758972,-0.4743126630783081,-0.21336472034454346,0.8446958661079407,-0.4743126630783081,-0.2480250746011734,0.8338763117790222,-0.4743126630783081,-0.282272607088089,0.8216688632965088,-0.4743126630783081,-0.31605035066604614,0.808093786239624,-0.4743126630783081,-0.3493020534515381,0.7931737899780273,-0.4743126630783081,-0.3819723427295685,0.7769335508346558,-0.4743126630783081,-0.41400691866874695,0.7594002485275269,-0.4743126630783081,-0.4453524053096771,0.740602970123291,-0.4743126630783081,-0.47595664858818054,0.7205730676651001,-0.4743126630783081,-0.5057687163352966,0.6993438005447388,-0.4743126630783081,-0.5347389578819275,0.6769505739212036,-0.4743126630783081,-0.5628191828727722,0.6534305810928345,-0.4743126630783081,-0.5899626612663269,0.6288231015205383,-0.4743126630783081,-0.6161242127418518,0.6031689643859863,-0.4743126630783081,-0.6412602663040161,0.5765109062194824,-0.4743126630783081,-0.6653290390968323,0.5488932728767395,-0.4743126630783081,-0.6882904171943665,0.5203620791435242,-0.4743126630783081,-0.7101061940193176,0.4909648299217224,-0.4743126630783081,-0.7307400703430176,0.46075040102005005,-0.4743126630783081,-0.7501577138900757,0.4297690689563751,-0.4743126630783081,-0.7683267593383789,0.3980724513530731,-0.4743126630783081,-0.7852170467376709,0.36571329832077026,-0.4743126630783081,-0.8008003830909729,0.33274543285369873,-0.4743126630783081,-0.8150508999824524,0.29922375082969666,-0.4743126630783081,-0.827944815158844,0.2652040421962738,-0.4743126630783081,-0.8394607305526733,0.2307429164648056,-0.4743126630783081,-0.8495794534683228,0.19589774310588837,-0.4743126630783081,-0.8582841157913208,0.16072651743888855,-0.4743126630783081,-0.8655602335929871,0.12528778612613678,-0.4743126630783081,-0.8713957071304321,0.0896405279636383,-0.4743126630783081,-0.8757808208465576,0.053844064474105835,-0.4743126630783081,-0.8787083029747009,0.017957983538508415,-0.4743126630783081,-0.8801732659339905,-0.017957983538508415,-0.4743126630783081,-0.8801732659339905,-0.053844064474105835,-0.4743126630783081,-0.8787083029747009,-0.0896405279636383,-0.4743126630783081,-0.8757808208465576,-0.12528778612613678,-0.4743126630783081,-0.8713957071304321,-0.16072651743888855,-0.4743126630783081,-0.8655602335929871,-0.19589774310588837,-0.4743126630783081,-0.8582841157913208,-0.2307429164648056,-0.4743126630783081,-0.8495794534683228,-0.2652040421962738,-0.4743126630783081,-0.8394607305526733,-0.29922375082969666,-0.4743126630783081,-0.827944815158844,-0.33274543285369873,-0.4743126630783081,-0.8150508999824524,-0.36571329832077026,-0.4743126630783081,-0.8008003830909729,-0.3980724513530731,-0.4743126630783081,-0.7852170467376709,-0.4297690689563751,-0.4743126630783081,-0.7683267593383789,-0.46075040102005005,-0.4743126630783081,-0.7501577138900757,-0.4909648299217224,-0.4743126630783081,-0.7307400703430176,-0.5203620791435242,-0.4743126630783081,-0.7101061940193176,-0.5488932728767395,-0.4743126630783081,-0.6882904171943665,-0.5765109062194824,-0.4743126630783081,-0.6653290390968323,-0.6031689643859863,-0.4743126630783081,-0.6412602663040161,-0.6288231015205383,-0.4743126630783081,-0.6161242127418518,-0.6534305810928345,-0.4743126630783081,-0.5899626612663269,-0.6769505739212036,-0.4743126630783081,-0.5628191828727722,-0.6993438005447388,-0.4743126630783081,-0.5347389578819275,-0.7205730676651001,-0.4743126630783081,-0.5057687163352966,-0.740602970123291,-0.4743126630783081,-0.47595664858818054,-0.7594002485275269,-0.4743126630783081,-0.4453524053096771,-0.7769335508346558,-0.4743126630783081,-0.41400691866874695,-0.7931737899780273,-0.4743126630783081,-0.3819723427295685,-0.808093786239624,-0.4743126630783081,-0.3493020534515381,-0.8216688632965088,-0.4743126630783081,-0.31605035066604614,-0.8338763117790222,-0.4743126630783081,-0.282272607088089,-0.8446958661079407,-0.4743126630783081,-0.2480250746011734,-0.8541094660758972,-0.4743126630783081,-0.21336472034454346,-0.8621015548706055,-0.4743126630783081,-0.17834924161434174,-0.868658721446991,-0.4743126630783081,-0.14303691685199738,-0.8737700581550598,-0.4743126630783081,-0.10748652368783951,-0.8774271607398987,-0.4743126630783081,-0.0717572271823883,-0.8796238303184509,-0.4743126630783081,-0.035908494144678116,-0.88035649061203,-0.4743126630783081,-1.0781257037056899e-16,-0.8796238303184509,-0.4743126630783081,0.035908494144678116,-0.8774271607398987,-0.4743126630783081,0.0717572271823883,-0.8737700581550598,-0.4743126630783081,0.10748652368783951,-0.868658721446991,-0.4743126630783081,0.14303691685199738,-0.8621015548706055,-0.4743126630783081,0.17834924161434174,-0.8541094660758972,-0.4743126630783081,0.21336472034454346,-0.8446958661079407,-0.4743126630783081,0.2480250746011734,-0.8338763117790222,-0.4743126630783081,0.282272607088089,-0.8216688632965088,-0.4743126630783081,0.31605035066604614,-0.808093786239624,-0.4743126630783081,0.3493020534515381,-0.7931737899780273,-0.4743126630783081,0.3819723427295685,-0.7769335508346558,-0.4743126630783081,0.41400691866874695,-0.7594002485275269,-0.4743126630783081,0.4453524053096771,-0.740602970123291,-0.4743126630783081,0.47595664858818054,-0.7205730676651001,-0.4743126630783081,0.5057687163352966,-0.6993438005447388,-0.4743126630783081,0.5347389578819275,-0.6769505739212036,-0.4743126630783081,0.5628191828727722,-0.6534305810928345,-0.4743126630783081,0.5899626612663269,-0.6288231015205383,-0.4743126630783081,0.6161242127418518,-0.6031689643859863,-0.4743126630783081,0.6412602663040161,-0.5765109062194824,-0.4743126630783081,0.6653290390968323,-0.5488932728767395,-0.4743126630783081,0.6882904171943665,-0.5203620791435242,-0.4743126630783081,0.7101061940193176,-0.4909648299217224,-0.4743126630783081,0.7307400703430176,-0.46075040102005005,-0.4743126630783081,0.7501577138900757,-0.4297690689563751,-0.4743126630783081,0.7683267593383789,-0.3980724513530731,-0.4743126630783081,0.7852170467376709,-0.36571329832077026,-0.4743126630783081,0.8008003830909729,-0.33274543285369873,-0.4743126630783081,0.8150508999824524,-0.29922375082969666,-0.4743126630783081,0.827944815158844,-0.2652040421962738,-0.4743126630783081,0.8394607305526733,-0.2307429164648056,-0.4743126630783081,0.8495794534683228,-0.19589774310588837,-0.4743126630783081,0.8582841157913208,-0.16072651743888855,-0.4743126630783081,0.8655602335929871,-0.12528778612613678,-0.4743126630783081,0.8713957071304321,-0.0896405279636383,-0.4743126630783081,0.8757808208465576,-0.053844064474105835,-0.4743126630783081,0.8787083029747009,-0.017957983538508415,-0.4743126630783081,0.8801732659339905,0.017957983538508415,-0.4743126630783081,0.8801732659339905,0.053844064474105835,-0.4743126630783081,0.8787083029747009,0.0896405279636383,-0.4743126630783081,0.8757808208465576,0.12528778612613678,-0.4743126630783081,0.8713957071304321,0.16072651743888855,-0.4743126630783081,0.8655602335929871,0.19589774310588837,-0.4743126630783081,0.8582841157913208,0.2307429164648056,-0.4743126630783081,0.8495794534683228,0.2652040421962738,-0.4743126630783081,0.8394607305526733,0.29922375082969666,-0.4743126630783081,0.827944815158844,0.33274543285369873,-0.4743126630783081,0.8150508999824524,0.36571329832077026,-0.4743126630783081,0.8008003830909729,0.3980724513530731,-0.4743126630783081,0.7852170467376709,0.4297690689563751,-0.4743126630783081,0.7683267593383789,0.46075040102005005,-0.4743126630783081,0.7501577138900757,0.4909648299217224,-0.4743126630783081,0.7307400703430176,0.5203620791435242,-0.4743126630783081,0.7101061940193176,0.5488932728767395,-0.4743126630783081,0.6882904171943665,0.5765109062194824,-0.4743126630783081,0.6653290390968323,0.6031689643859863,-0.4743126630783081,0.6412602663040161,0.6288231015205383,-0.4743126630783081,0.6161242127418518,0.6534305810928345,-0.4743126630783081,0.5899626612663269,0.6769505739212036,-0.4743126630783081,0.5628191828727722,0.6993438005447388,-0.4743126630783081,0.5347389578819275,0.7205730676651001,-0.4743126630783081,0.5057687163352966,0.740602970123291,-0.4743126630783081,0.47595664858818054,0.7594002485275269,-0.4743126630783081,0.4453524053096771,0.7769335508346558,-0.4743126630783081,0.41400691866874695,0.7931737899780273,-0.4743126630783081,0.3819723427295685,0.808093786239624,-0.4743126630783081,0.3493020534515381,0.8216688632965088,-0.4743126630783081,0.31605035066604614,0.8338763117790222,-0.4743126630783081,0.282272607088089,0.8446958661079407,-0.4743126630783081,0.2480250746011734,0.8541094660758972,-0.4743126630783081,0.21336472034454346,0.8621015548706055,-0.4743126630783081,0.17834924161434174,0.868658721446991,-0.4743126630783081,0.14303691685199738,0.8737700581550598,-0.4743126630783081,0.10748652368783951,0.8774271607398987,-0.4743126630783081,0.0717572271823883,0.8796238303184509,-0.4743126630783081,0.035908494144678116,0.88035649061203,-0.4743126630783081,2.1562514074113798e-16,0.9116210341453552,-0.41103172302246094,0.0,0.910862386226654,-0.41103172302246094,-0.0371837317943573,0.9085876941680908,-0.41103172302246094,-0.07430557906627655,0.9048007726669312,-0.41103172302246094,-0.11130374670028687,0.8995078206062317,-0.41103172302246094,-0.14811666309833527,0.8927178382873535,-0.41103172302246094,-0.18468305468559265,0.8844419121742249,-0.41103172302246094,-0.22094206511974335,0.8746939897537231,-0.41103172302246094,-0.2568333148956299,0.8634901642799377,-0.41103172302246094,-0.2922971248626709,0.8508492112159729,-0.41103172302246094,-0.3272744119167328,0.8367920517921448,-0.41103172302246094,-0.36170700192451477,0.8213421702384949,-0.41103172302246094,-0.3955375552177429,0.8045252561569214,-0.41103172302246094,-0.4287097752094269,0.786369264125824,-0.41103172302246094,-0.46116843819618225,0.7669044137001038,-0.41103172302246094,-0.49285954236984253,0.7461631298065186,-0.41103172302246094,-0.5237303376197815,0.7241799831390381,-0.41103172302246094,-0.5537294149398804,0.7009914517402649,-0.41103172302246094,-0.5828068852424622,0.6766362190246582,-0.41103172302246094,-0.6109143495559692,0.6511548161506653,-0.41103172302246094,-0.6380049586296082,0.6245896220207214,-0.41103172302246094,-0.6640337109565735,0.5969848036766052,-0.41103172302246094,-0.6889572143554688,0.568386435508728,-0.41103172302246094,-0.712734043598175,0.5388420224189758,-0.41103172302246094,-0.7353245615959167,0.5084007382392883,-0.41103172302246094,-0.7566912174224854,0.477113276720047,-0.41103172302246094,-0.7767984867095947,0.44503170251846313,-0.41103172302246094,-0.7956128120422363,0.4122094213962555,-0.41103172302246094,-0.8131029009819031,0.3787010610103607,-0.41103172302246094,-0.8292396664619446,0.3445624113082886,-0.41103172302246094,-0.8439962267875671,0.3098502457141876,-0.41103172302246094,-0.8573480844497681,0.2746223509311676,-0.41103172302246094,-0.8692729473114014,0.2389374077320099,-0.41103172302246094,-0.8797510266304016,0.20285476744174957,-0.41103172302246094,-0.8887647986412048,0.16643449664115906,-0.41103172302246094,-0.8962993025779724,0.12973719835281372,-0.41103172302246094,-0.9023420214653015,0.09282397478818893,-0.41103172302246094,-0.9068829417228699,0.055756255984306335,-0.41103172302246094,-0.9099143743515015,0.018595736473798752,-0.41103172302246094,-0.9114313721656799,-0.018595736473798752,-0.41103172302246094,-0.9114313721656799,-0.055756255984306335,-0.41103172302246094,-0.9099143743515015,-0.09282397478818893,-0.41103172302246094,-0.9068829417228699,-0.12973719835281372,-0.41103172302246094,-0.9023420214653015,-0.16643449664115906,-0.41103172302246094,-0.8962993025779724,-0.20285476744174957,-0.41103172302246094,-0.8887647986412048,-0.2389374077320099,-0.41103172302246094,-0.8797510266304016,-0.2746223509311676,-0.41103172302246094,-0.8692729473114014,-0.3098502457141876,-0.41103172302246094,-0.8573480844497681,-0.3445624113082886,-0.41103172302246094,-0.8439962267875671,-0.3787010610103607,-0.41103172302246094,-0.8292396664619446,-0.4122094213962555,-0.41103172302246094,-0.8131029009819031,-0.44503170251846313,-0.41103172302246094,-0.7956128120422363,-0.477113276720047,-0.41103172302246094,-0.7767984867095947,-0.5084007382392883,-0.41103172302246094,-0.7566912174224854,-0.5388420224189758,-0.41103172302246094,-0.7353245615959167,-0.568386435508728,-0.41103172302246094,-0.712734043598175,-0.5969848036766052,-0.41103172302246094,-0.6889572143554688,-0.6245896220207214,-0.41103172302246094,-0.6640337109565735,-0.6511548161506653,-0.41103172302246094,-0.6380049586296082,-0.6766362190246582,-0.41103172302246094,-0.6109143495559692,-0.7009914517402649,-0.41103172302246094,-0.5828068852424622,-0.7241799831390381,-0.41103172302246094,-0.5537294149398804,-0.7461631298065186,-0.41103172302246094,-0.5237303376197815,-0.7669044137001038,-0.41103172302246094,-0.49285954236984253,-0.786369264125824,-0.41103172302246094,-0.46116843819618225,-0.8045252561569214,-0.41103172302246094,-0.4287097752094269,-0.8213421702384949,-0.41103172302246094,-0.3955375552177429,-0.8367920517921448,-0.41103172302246094,-0.36170700192451477,-0.8508492112159729,-0.41103172302246094,-0.3272744119167328,-0.8634901642799377,-0.41103172302246094,-0.2922971248626709,-0.8746939897537231,-0.41103172302246094,-0.2568333148956299,-0.8844419121742249,-0.41103172302246094,-0.22094206511974335,-0.8927178382873535,-0.41103172302246094,-0.18468305468559265,-0.8995078206062317,-0.41103172302246094,-0.14811666309833527,-0.9048007726669312,-0.41103172302246094,-0.11130374670028687,-0.9085876941680908,-0.41103172302246094,-0.07430557906627655,-0.910862386226654,-0.41103172302246094,-0.0371837317943573,-0.9116210341453552,-0.41103172302246094,-1.1164137766784014e-16,-0.910862386226654,-0.41103172302246094,0.0371837317943573,-0.9085876941680908,-0.41103172302246094,0.07430557906627655,-0.9048007726669312,-0.41103172302246094,0.11130374670028687,-0.8995078206062317,-0.41103172302246094,0.14811666309833527,-0.8927178382873535,-0.41103172302246094,0.18468305468559265,-0.8844419121742249,-0.41103172302246094,0.22094206511974335,-0.8746939897537231,-0.41103172302246094,0.2568333148956299,-0.8634901642799377,-0.41103172302246094,0.2922971248626709,-0.8508492112159729,-0.41103172302246094,0.3272744119167328,-0.8367920517921448,-0.41103172302246094,0.36170700192451477,-0.8213421702384949,-0.41103172302246094,0.3955375552177429,-0.8045252561569214,-0.41103172302246094,0.4287097752094269,-0.786369264125824,-0.41103172302246094,0.46116843819618225,-0.7669044137001038,-0.41103172302246094,0.49285954236984253,-0.7461631298065186,-0.41103172302246094,0.5237303376197815,-0.7241799831390381,-0.41103172302246094,0.5537294149398804,-0.7009914517402649,-0.41103172302246094,0.5828068852424622,-0.6766362190246582,-0.41103172302246094,0.6109143495559692,-0.6511548161506653,-0.41103172302246094,0.6380049586296082,-0.6245896220207214,-0.41103172302246094,0.6640337109565735,-0.5969848036766052,-0.41103172302246094,0.6889572143554688,-0.568386435508728,-0.41103172302246094,0.712734043598175,-0.5388420224189758,-0.41103172302246094,0.7353245615959167,-0.5084007382392883,-0.41103172302246094,0.7566912174224854,-0.477113276720047,-0.41103172302246094,0.7767984867095947,-0.44503170251846313,-0.41103172302246094,0.7956128120422363,-0.4122094213962555,-0.41103172302246094,0.8131029009819031,-0.3787010610103607,-0.41103172302246094,0.8292396664619446,-0.3445624113082886,-0.41103172302246094,0.8439962267875671,-0.3098502457141876,-0.41103172302246094,0.8573480844497681,-0.2746223509311676,-0.41103172302246094,0.8692729473114014,-0.2389374077320099,-0.41103172302246094,0.8797510266304016,-0.20285476744174957,-0.41103172302246094,0.8887647986412048,-0.16643449664115906,-0.41103172302246094,0.8962993025779724,-0.12973719835281372,-0.41103172302246094,0.9023420214653015,-0.09282397478818893,-0.41103172302246094,0.9068829417228699,-0.055756255984306335,-0.41103172302246094,0.9099143743515015,-0.018595736473798752,-0.41103172302246094,0.9114313721656799,0.018595736473798752,-0.41103172302246094,0.9114313721656799,0.055756255984306335,-0.41103172302246094,0.9099143743515015,0.09282397478818893,-0.41103172302246094,0.9068829417228699,0.12973719835281372,-0.41103172302246094,0.9023420214653015,0.16643449664115906,-0.41103172302246094,0.8962993025779724,0.20285476744174957,-0.41103172302246094,0.8887647986412048,0.2389374077320099,-0.41103172302246094,0.8797510266304016,0.2746223509311676,-0.41103172302246094,0.8692729473114014,0.3098502457141876,-0.41103172302246094,0.8573480844497681,0.3445624113082886,-0.41103172302246094,0.8439962267875671,0.3787010610103607,-0.41103172302246094,0.8292396664619446,0.4122094213962555,-0.41103172302246094,0.8131029009819031,0.44503170251846313,-0.41103172302246094,0.7956128120422363,0.477113276720047,-0.41103172302246094,0.7767984867095947,0.5084007382392883,-0.41103172302246094,0.7566912174224854,0.5388420224189758,-0.41103172302246094,0.7353245615959167,0.568386435508728,-0.41103172302246094,0.712734043598175,0.5969848036766052,-0.41103172302246094,0.6889572143554688,0.6245896220207214,-0.41103172302246094,0.6640337109565735,0.6511548161506653,-0.41103172302246094,0.6380049586296082,0.6766362190246582,-0.41103172302246094,0.6109143495559692,0.7009914517402649,-0.41103172302246094,0.5828068852424622,0.7241799831390381,-0.41103172302246094,0.5537294149398804,0.7461631298065186,-0.41103172302246094,0.5237303376197815,0.7669044137001038,-0.41103172302246094,0.49285954236984253,0.786369264125824,-0.41103172302246094,0.46116843819618225,0.8045252561569214,-0.41103172302246094,0.4287097752094269,0.8213421702384949,-0.41103172302246094,0.3955375552177429,0.8367920517921448,-0.41103172302246094,0.36170700192451477,0.8508492112159729,-0.41103172302246094,0.3272744119167328,0.8634901642799377,-0.41103172302246094,0.2922971248626709,0.8746939897537231,-0.41103172302246094,0.2568333148956299,0.8844419121742249,-0.41103172302246094,0.22094206511974335,0.8927178382873535,-0.41103172302246094,0.18468305468559265,0.8995078206062317,-0.41103172302246094,0.14811666309833527,0.9048007726669312,-0.41103172302246094,0.11130374670028687,0.9085876941680908,-0.41103172302246094,0.07430557906627655,0.910862386226654,-0.41103172302246094,0.0371837317943573,0.9116210341453552,-0.41103172302246094,2.232827553356803e-16,0.9383439421653748,-0.3457030653953552,0.0,0.9375630617141724,-0.3457030653953552,-0.03827372193336487,0.9352216720581055,-0.3457030653953552,-0.07648374140262604,0.931323766708374,-0.3457030653953552,-0.11456646770238876,0.9258756637573242,-0.3457030653953552,-0.15245850384235382,0.9188866019248962,-0.3457030653953552,-0.19009678065776825,0.9103681445121765,-0.3457030653953552,-0.2274186760187149,0.9003344178199768,-0.3457030653953552,-0.26436203718185425,0.8888022303581238,-0.3457030653953552,-0.30086541175842285,0.8757907152175903,-0.3457030653953552,-0.336868017911911,0.8613215088844299,-0.3457030653953552,-0.37230995297431946,0.8454186916351318,-0.3457030653953552,-0.40713217854499817,0.8281087875366211,-0.3457030653953552,-0.44127681851387024,0.8094205856323242,-0.3457030653953552,-0.47468695044517517,0.789385199546814,-0.3457030653953552,-0.5073070526123047,0.768035888671875,-0.3457030653953552,-0.5390827655792236,0.745408296585083,-0.3457030653953552,-0.5699612498283386,0.721540093421936,-0.3457030653953552,-0.5998910665512085,0.6964709162712097,-0.3457030653953552,-0.6288224458694458,0.6702425479888916,-0.3457030653953552,-0.656707227230072,0.6428986191749573,-0.3457030653953552,-0.6834989190101624,0.6144846081733704,-0.3457030653953552,-0.7091530561447144,0.5850479006767273,-0.3457030653953552,-0.7336268424987793,0.5546374320983887,-0.3457030653953552,-0.7568796277046204,0.5233038067817688,-0.3457030653953552,-0.7788726091384888,0.49109917879104614,-0.3457030653953552,-0.7995692491531372,0.45807719230651855,-0.3457030653953552,-0.8189350962638855,0.42429277300834656,-0.3457030653953552,-0.8369379043579102,0.38980215787887573,-0.3457030653953552,-0.8535476922988892,0.35466277599334717,-0.3457030653953552,-0.8687368631362915,0.31893306970596313,-0.3457030653953552,-0.8824800848960876,0.28267255425453186,-0.3457030653953552,-0.8947545289993286,0.24594153463840485,-0.3457030653953552,-0.9055396914482117,0.20880118012428284,-0.3457030653953552,-0.914817750453949,0.17131328582763672,-0.3457030653953552,-0.9225730895996094,0.13354027271270752,-0.3457030653953552,-0.9287929534912109,0.09554498642683029,-0.3457030653953552,-0.9334669709205627,0.05739067494869232,-0.3457030653953552,-0.9365872740745544,0.01914084516465664,-0.3457030653953552,-0.9381487369537354,-0.01914084516465664,-0.3457030653953552,-0.9381487369537354,-0.05739067494869232,-0.3457030653953552,-0.9365872740745544,-0.09554498642683029,-0.3457030653953552,-0.9334669709205627,-0.13354027271270752,-0.3457030653953552,-0.9287929534912109,-0.17131328582763672,-0.3457030653953552,-0.9225730895996094,-0.20880118012428284,-0.3457030653953552,-0.914817750453949,-0.24594153463840485,-0.3457030653953552,-0.9055396914482117,-0.28267255425453186,-0.3457030653953552,-0.8947545289993286,-0.31893306970596313,-0.3457030653953552,-0.8824800848960876,-0.35466277599334717,-0.3457030653953552,-0.8687368631362915,-0.38980215787887573,-0.3457030653953552,-0.8535476922988892,-0.42429277300834656,-0.3457030653953552,-0.8369379043579102,-0.45807719230651855,-0.3457030653953552,-0.8189350962638855,-0.49109917879104614,-0.3457030653953552,-0.7995692491531372,-0.5233038067817688,-0.3457030653953552,-0.7788726091384888,-0.5546374320983887,-0.3457030653953552,-0.7568796277046204,-0.5850479006767273,-0.3457030653953552,-0.7336268424987793,-0.6144846081733704,-0.3457030653953552,-0.7091530561447144,-0.6428986191749573,-0.3457030653953552,-0.6834989190101624,-0.6702425479888916,-0.3457030653953552,-0.656707227230072,-0.6964709162712097,-0.3457030653953552,-0.6288224458694458,-0.721540093421936,-0.3457030653953552,-0.5998910665512085,-0.745408296585083,-0.3457030653953552,-0.5699612498283386,-0.768035888671875,-0.3457030653953552,-0.5390827655792236,-0.789385199546814,-0.3457030653953552,-0.5073070526123047,-0.8094205856323242,-0.3457030653953552,-0.47468695044517517,-0.8281087875366211,-0.3457030653953552,-0.44127681851387024,-0.8454186916351318,-0.3457030653953552,-0.40713217854499817,-0.8613215088844299,-0.3457030653953552,-0.37230995297431946,-0.8757907152175903,-0.3457030653953552,-0.336868017911911,-0.8888022303581238,-0.3457030653953552,-0.30086541175842285,-0.9003344178199768,-0.3457030653953552,-0.26436203718185425,-0.9103681445121765,-0.3457030653953552,-0.2274186760187149,-0.9188866019248962,-0.3457030653953552,-0.19009678065776825,-0.9258756637573242,-0.3457030653953552,-0.15245850384235382,-0.931323766708374,-0.3457030653953552,-0.11456646770238876,-0.9352216720581055,-0.3457030653953552,-0.07648374140262604,-0.9375630617141724,-0.3457030653953552,-0.03827372193336487,-0.9383439421653748,-0.3457030653953552,-1.1491399533867554e-16,-0.9375630617141724,-0.3457030653953552,0.03827372193336487,-0.9352216720581055,-0.3457030653953552,0.07648374140262604,-0.931323766708374,-0.3457030653953552,0.11456646770238876,-0.9258756637573242,-0.3457030653953552,0.15245850384235382,-0.9188866019248962,-0.3457030653953552,0.19009678065776825,-0.9103681445121765,-0.3457030653953552,0.2274186760187149,-0.9003344178199768,-0.3457030653953552,0.26436203718185425,-0.8888022303581238,-0.3457030653953552,0.30086541175842285,-0.8757907152175903,-0.3457030653953552,0.336868017911911,-0.8613215088844299,-0.3457030653953552,0.37230995297431946,-0.8454186916351318,-0.3457030653953552,0.40713217854499817,-0.8281087875366211,-0.3457030653953552,0.44127681851387024,-0.8094205856323242,-0.3457030653953552,0.47468695044517517,-0.789385199546814,-0.3457030653953552,0.5073070526123047,-0.768035888671875,-0.3457030653953552,0.5390827655792236,-0.745408296585083,-0.3457030653953552,0.5699612498283386,-0.721540093421936,-0.3457030653953552,0.5998910665512085,-0.6964709162712097,-0.3457030653953552,0.6288224458694458,-0.6702425479888916,-0.3457030653953552,0.656707227230072,-0.6428986191749573,-0.3457030653953552,0.6834989190101624,-0.6144846081733704,-0.3457030653953552,0.7091530561447144,-0.5850479006767273,-0.3457030653953552,0.7336268424987793,-0.5546374320983887,-0.3457030653953552,0.7568796277046204,-0.5233038067817688,-0.3457030653953552,0.7788726091384888,-0.49109917879104614,-0.3457030653953552,0.7995692491531372,-0.45807719230651855,-0.3457030653953552,0.8189350962638855,-0.42429277300834656,-0.3457030653953552,0.8369379043579102,-0.38980215787887573,-0.3457030653953552,0.8535476922988892,-0.35466277599334717,-0.3457030653953552,0.8687368631362915,-0.31893306970596313,-0.3457030653953552,0.8824800848960876,-0.28267255425453186,-0.3457030653953552,0.8947545289993286,-0.24594153463840485,-0.3457030653953552,0.9055396914482117,-0.20880118012428284,-0.3457030653953552,0.914817750453949,-0.17131328582763672,-0.3457030653953552,0.9225730895996094,-0.13354027271270752,-0.3457030653953552,0.9287929534912109,-0.09554498642683029,-0.3457030653953552,0.9334669709205627,-0.05739067494869232,-0.3457030653953552,0.9365872740745544,-0.01914084516465664,-0.3457030653953552,0.9381487369537354,0.01914084516465664,-0.3457030653953552,0.9381487369537354,0.05739067494869232,-0.3457030653953552,0.9365872740745544,0.09554498642683029,-0.3457030653953552,0.9334669709205627,0.13354027271270752,-0.3457030653953552,0.9287929534912109,0.17131328582763672,-0.3457030653953552,0.9225730895996094,0.20880118012428284,-0.3457030653953552,0.914817750453949,0.24594153463840485,-0.3457030653953552,0.9055396914482117,0.28267255425453186,-0.3457030653953552,0.8947545289993286,0.31893306970596313,-0.3457030653953552,0.8824800848960876,0.35466277599334717,-0.3457030653953552,0.8687368631362915,0.38980215787887573,-0.3457030653953552,0.8535476922988892,0.42429277300834656,-0.3457030653953552,0.8369379043579102,0.45807719230651855,-0.3457030653953552,0.8189350962638855,0.49109917879104614,-0.3457030653953552,0.7995692491531372,0.5233038067817688,-0.3457030653953552,0.7788726091384888,0.5546374320983887,-0.3457030653953552,0.7568796277046204,0.5850479006767273,-0.3457030653953552,0.7336268424987793,0.6144846081733704,-0.3457030653953552,0.7091530561447144,0.6428986191749573,-0.3457030653953552,0.6834989190101624,0.6702425479888916,-0.3457030653953552,0.656707227230072,0.6964709162712097,-0.3457030653953552,0.6288224458694458,0.721540093421936,-0.3457030653953552,0.5998910665512085,0.745408296585083,-0.3457030653953552,0.5699612498283386,0.768035888671875,-0.3457030653953552,0.5390827655792236,0.789385199546814,-0.3457030653953552,0.5073070526123047,0.8094205856323242,-0.3457030653953552,0.47468695044517517,0.8281087875366211,-0.3457030653953552,0.44127681851387024,0.8454186916351318,-0.3457030653953552,0.40713217854499817,0.8613215088844299,-0.3457030653953552,0.37230995297431946,0.8757907152175903,-0.3457030653953552,0.336868017911911,0.8888022303581238,-0.3457030653953552,0.30086541175842285,0.9003344178199768,-0.3457030653953552,0.26436203718185425,0.9103681445121765,-0.3457030653953552,0.2274186760187149,0.9188866019248962,-0.3457030653953552,0.19009678065776825,0.9258756637573242,-0.3457030653953552,0.15245850384235382,0.931323766708374,-0.3457030653953552,0.11456646770238876,0.9352216720581055,-0.3457030653953552,0.07648374140262604,0.9375630617141724,-0.3457030653953552,0.03827372193336487,0.9383439421653748,-0.3457030653953552,2.2982799067735107e-16,0.9603921175003052,-0.2786521017551422,0.0,0.959592878818512,-0.2786521017551422,-0.03917303681373596,0.9571964740753174,-0.2786521017551422,-0.07828087359666824,0.9532069563865662,-0.2786521017551422,-0.11725841462612152,0.9476308822631836,-0.2786521017551422,-0.15604080259799957,0.9404775500297546,-0.2786521017551422,-0.19456346333026886,0.9317589402198792,-0.2786521017551422,-0.23276229202747345,0.9214894771575928,-0.2786521017551422,-0.2705737352371216,0.909686267375946,-0.2786521017551422,-0.30793479084968567,0.8963690400123596,-0.2786521017551422,-0.34478336572647095,0.8815598487854004,-0.2786521017551422,-0.38105806708335876,0.8652833700180054,-0.2786521017551422,-0.41669851541519165,0.8475667834281921,-0.2786521017551422,-0.4516454339027405,0.8284394145011902,-0.2786521017551422,-0.4858406186103821,0.8079332709312439,-0.2786521017551422,-0.519227147102356,0.7860823273658752,-0.2786521017551422,-0.5517495274543762,0.7629230618476868,-0.2786521017551422,-0.5833535194396973,0.7384940385818481,-0.2786521017551422,-0.613986611366272,0.7128357887268066,-0.2786521017551422,-0.6435977816581726,0.685991108417511,-0.2786521017551422,-0.6721377372741699,0.6580047011375427,-0.2786521017551422,-0.6995590329170227,0.6289230585098267,-0.2786521017551422,-0.7258159518241882,0.59879469871521,-0.2786521017551422,-0.7508648037910461,0.5676696300506592,-0.2786521017551422,-0.7746639251708984,0.5355997681617737,-0.2786521017551422,-0.7971736788749695,0.5026384592056274,-0.2786521017551422,-0.8183566331863403,0.4688405692577362,-0.2786521017551422,-0.838177502155304,0.43426233530044556,-0.2786521017551422,-0.8566033244132996,0.39896130561828613,-0.2786521017551422,-0.8736034035682678,0.36299625039100647,-0.2786521017551422,-0.8891494274139404,0.32642701268196106,-0.2786521017551422,-0.9032155871391296,0.2893144488334656,-0.2786521017551422,-0.9157784581184387,0.2517203986644745,-0.2786521017551422,-0.9268170595169067,0.2137073427438736,-0.2786521017551422,-0.9363130927085876,0.17533861100673676,-0.2786521017551422,-0.9442507028579712,0.1366780400276184,-0.2786521017551422,-0.950616717338562,0.09778999537229538,-0.2786521017551422,-0.9554005265235901,0.058739177882671356,-0.2786521017551422,-0.9585941433906555,0.0195905938744545,-0.2786521017551422,-0.9601922631263733,-0.0195905938744545,-0.2786521017551422,-0.9601922631263733,-0.058739177882671356,-0.2786521017551422,-0.9585941433906555,-0.09778999537229538,-0.2786521017551422,-0.9554005265235901,-0.1366780400276184,-0.2786521017551422,-0.950616717338562,-0.17533861100673676,-0.2786521017551422,-0.9442507028579712,-0.2137073427438736,-0.2786521017551422,-0.9363130927085876,-0.2517203986644745,-0.2786521017551422,-0.9268170595169067,-0.2893144488334656,-0.2786521017551422,-0.9157784581184387,-0.32642701268196106,-0.2786521017551422,-0.9032155871391296,-0.36299625039100647,-0.2786521017551422,-0.8891494274139404,-0.39896130561828613,-0.2786521017551422,-0.8736034035682678,-0.43426233530044556,-0.2786521017551422,-0.8566033244132996,-0.4688405692577362,-0.2786521017551422,-0.838177502155304,-0.5026384592056274,-0.2786521017551422,-0.8183566331863403,-0.5355997681617737,-0.2786521017551422,-0.7971736788749695,-0.5676696300506592,-0.2786521017551422,-0.7746639251708984,-0.59879469871521,-0.2786521017551422,-0.7508648037910461,-0.6289230585098267,-0.2786521017551422,-0.7258159518241882,-0.6580047011375427,-0.2786521017551422,-0.6995590329170227,-0.685991108417511,-0.2786521017551422,-0.6721377372741699,-0.7128357887268066,-0.2786521017551422,-0.6435977816581726,-0.7384940385818481,-0.2786521017551422,-0.613986611366272,-0.7629230618476868,-0.2786521017551422,-0.5833535194396973,-0.7860823273658752,-0.2786521017551422,-0.5517495274543762,-0.8079332709312439,-0.2786521017551422,-0.519227147102356,-0.8284394145011902,-0.2786521017551422,-0.4858406186103821,-0.8475667834281921,-0.2786521017551422,-0.4516454339027405,-0.8652833700180054,-0.2786521017551422,-0.41669851541519165,-0.8815598487854004,-0.2786521017551422,-0.38105806708335876,-0.8963690400123596,-0.2786521017551422,-0.34478336572647095,-0.909686267375946,-0.2786521017551422,-0.30793479084968567,-0.9214894771575928,-0.2786521017551422,-0.2705737352371216,-0.9317589402198792,-0.2786521017551422,-0.23276229202747345,-0.9404775500297546,-0.2786521017551422,-0.19456346333026886,-0.9476308822631836,-0.2786521017551422,-0.15604080259799957,-0.9532069563865662,-0.2786521017551422,-0.11725841462612152,-0.9571964740753174,-0.2786521017551422,-0.07828087359666824,-0.959592878818512,-0.2786521017551422,-0.03917303681373596,-0.9603921175003052,-0.2786521017551422,-1.1761411138139563e-16,-0.959592878818512,-0.2786521017551422,0.03917303681373596,-0.9571964740753174,-0.2786521017551422,0.07828087359666824,-0.9532069563865662,-0.2786521017551422,0.11725841462612152,-0.9476308822631836,-0.2786521017551422,0.15604080259799957,-0.9404775500297546,-0.2786521017551422,0.19456346333026886,-0.9317589402198792,-0.2786521017551422,0.23276229202747345,-0.9214894771575928,-0.2786521017551422,0.2705737352371216,-0.909686267375946,-0.2786521017551422,0.30793479084968567,-0.8963690400123596,-0.2786521017551422,0.34478336572647095,-0.8815598487854004,-0.2786521017551422,0.38105806708335876,-0.8652833700180054,-0.2786521017551422,0.41669851541519165,-0.8475667834281921,-0.2786521017551422,0.4516454339027405,-0.8284394145011902,-0.2786521017551422,0.4858406186103821,-0.8079332709312439,-0.2786521017551422,0.519227147102356,-0.7860823273658752,-0.2786521017551422,0.5517495274543762,-0.7629230618476868,-0.2786521017551422,0.5833535194396973,-0.7384940385818481,-0.2786521017551422,0.613986611366272,-0.7128357887268066,-0.2786521017551422,0.6435977816581726,-0.685991108417511,-0.2786521017551422,0.6721377372741699,-0.6580047011375427,-0.2786521017551422,0.6995590329170227,-0.6289230585098267,-0.2786521017551422,0.7258159518241882,-0.59879469871521,-0.2786521017551422,0.7508648037910461,-0.5676696300506592,-0.2786521017551422,0.7746639251708984,-0.5355997681617737,-0.2786521017551422,0.7971736788749695,-0.5026384592056274,-0.2786521017551422,0.8183566331863403,-0.4688405692577362,-0.2786521017551422,0.838177502155304,-0.43426233530044556,-0.2786521017551422,0.8566033244132996,-0.39896130561828613,-0.2786521017551422,0.8736034035682678,-0.36299625039100647,-0.2786521017551422,0.8891494274139404,-0.32642701268196106,-0.2786521017551422,0.9032155871391296,-0.2893144488334656,-0.2786521017551422,0.9157784581184387,-0.2517203986644745,-0.2786521017551422,0.9268170595169067,-0.2137073427438736,-0.2786521017551422,0.9363130927085876,-0.17533861100673676,-0.2786521017551422,0.9442507028579712,-0.1366780400276184,-0.2786521017551422,0.950616717338562,-0.09778999537229538,-0.2786521017551422,0.9554005265235901,-0.058739177882671356,-0.2786521017551422,0.9585941433906555,-0.0195905938744545,-0.2786521017551422,0.9601922631263733,0.0195905938744545,-0.2786521017551422,0.9601922631263733,0.058739177882671356,-0.2786521017551422,0.9585941433906555,0.09778999537229538,-0.2786521017551422,0.9554005265235901,0.1366780400276184,-0.2786521017551422,0.950616717338562,0.17533861100673676,-0.2786521017551422,0.9442507028579712,0.2137073427438736,-0.2786521017551422,0.9363130927085876,0.2517203986644745,-0.2786521017551422,0.9268170595169067,0.2893144488334656,-0.2786521017551422,0.9157784581184387,0.32642701268196106,-0.2786521017551422,0.9032155871391296,0.36299625039100647,-0.2786521017551422,0.8891494274139404,0.39896130561828613,-0.2786521017551422,0.8736034035682678,0.43426233530044556,-0.2786521017551422,0.8566033244132996,0.4688405692577362,-0.2786521017551422,0.838177502155304,0.5026384592056274,-0.2786521017551422,0.8183566331863403,0.5355997681617737,-0.2786521017551422,0.7971736788749695,0.5676696300506592,-0.2786521017551422,0.7746639251708984,0.59879469871521,-0.2786521017551422,0.7508648037910461,0.6289230585098267,-0.2786521017551422,0.7258159518241882,0.6580047011375427,-0.2786521017551422,0.6995590329170227,0.685991108417511,-0.2786521017551422,0.6721377372741699,0.7128357887268066,-0.2786521017551422,0.6435977816581726,0.7384940385818481,-0.2786521017551422,0.613986611366272,0.7629230618476868,-0.2786521017551422,0.5833535194396973,0.7860823273658752,-0.2786521017551422,0.5517495274543762,0.8079332709312439,-0.2786521017551422,0.519227147102356,0.8284394145011902,-0.2786521017551422,0.4858406186103821,0.8475667834281921,-0.2786521017551422,0.4516454339027405,0.8652833700180054,-0.2786521017551422,0.41669851541519165,0.8815598487854004,-0.2786521017551422,0.38105806708335876,0.8963690400123596,-0.2786521017551422,0.34478336572647095,0.909686267375946,-0.2786521017551422,0.30793479084968567,0.9214894771575928,-0.2786521017551422,0.2705737352371216,0.9317589402198792,-0.2786521017551422,0.23276229202747345,0.9404775500297546,-0.2786521017551422,0.19456346333026886,0.9476308822631836,-0.2786521017551422,0.15604080259799957,0.9532069563865662,-0.2786521017551422,0.11725841462612152,0.9571964740753174,-0.2786521017551422,0.07828087359666824,0.959592878818512,-0.2786521017551422,0.03917303681373596,0.9603921175003052,-0.2786521017551422,2.3522822276279126e-16,0.9776556491851807,-0.21021294593811035,0.0,0.9768420457839966,-0.21021294593811035,-0.03987719118595123,0.9744025468826294,-0.21021294593811035,-0.07968801259994507,0.9703413248062134,-0.21021294593811035,-0.11936619877815247,0.9646649956703186,-0.21021294593811035,-0.1588457077741623,0.9573830962181091,-0.21021294593811035,-0.19806084036827087,0.9485077261924744,-0.21021294593811035,-0.23694631457328796,0.9380537271499634,-0.21021294593811035,-0.2754374146461487,0.9260383248329163,-0.21021294593811035,-0.31347009539604187,0.9124817252159119,-0.21021294593811035,-0.3509809970855713,0.8974063396453857,-0.21021294593811035,-0.3879077732563019,0.8808372616767883,-0.21021294593811035,-0.42418888211250305,0.8628022074699402,-0.21021294593811035,-0.4597639739513397,0.8433310389518738,-0.21021294593811035,-0.49457383155822754,0.8224562406539917,-0.21021294593811035,-0.5285605192184448,0.800212562084198,-0.21021294593811035,-0.5616675019264221,0.7766370177268982,-0.21021294593811035,-0.5938395857810974,0.7517688274383545,-0.21021294593811035,-0.625023365020752,0.725649356842041,-0.21021294593811035,-0.6551668047904968,0.6983221769332886,-0.21021294593811035,-0.6842197775840759,0.6698326468467712,-0.21021294593811035,-0.7121339440345764,0.640228271484375,-0.21021294593811035,-0.7388628125190735,0.6095582842826843,-0.21021294593811035,-0.7643619179725647,0.5778737664222717,-0.21021294593811035,-0.7885888814926147,0.5452274680137634,-0.21021294593811035,-0.8115032315254211,0.511673629283905,-0.21021294593811035,-0.833066999912262,0.4772682189941406,-0.21021294593811035,-0.8532441258430481,0.4420683979988098,-0.21021294593811035,-0.8720011711120605,0.4061328172683716,-0.21021294593811035,-0.8893068432807922,0.36952126026153564,-0.21021294593811035,-0.9051323533058167,0.33229467272758484,-0.21021294593811035,-0.9194513559341431,0.29451504349708557,-0.21021294593811035,-0.9322400093078613,0.2562451958656311,-0.21021294593811035,-0.9434770345687866,0.21754884719848633,-0.21021294593811035,-0.9531437754631042,0.17849041521549225,-0.21021294593811035,-0.9612240791320801,0.13913489878177643,-0.21021294593811035,-0.9677044749259949,0.09954781830310822,-0.21021294593811035,-0.9725742936134338,0.059795040637254715,-0.21021294593811035,-0.975825309753418,0.019942745566368103,-0.21021294593811035,-0.9774522185325623,-0.019942745566368103,-0.21021294593811035,-0.9774522185325623,-0.059795040637254715,-0.21021294593811035,-0.975825309753418,-0.09954781830310822,-0.21021294593811035,-0.9725742936134338,-0.13913489878177643,-0.21021294593811035,-0.9677044749259949,-0.17849041521549225,-0.21021294593811035,-0.9612240791320801,-0.21754884719848633,-0.21021294593811035,-0.9531437754631042,-0.2562451958656311,-0.21021294593811035,-0.9434770345687866,-0.29451504349708557,-0.21021294593811035,-0.9322400093078613,-0.33229467272758484,-0.21021294593811035,-0.9194513559341431,-0.36952126026153564,-0.21021294593811035,-0.9051323533058167,-0.4061328172683716,-0.21021294593811035,-0.8893068432807922,-0.4420683979988098,-0.21021294593811035,-0.8720011711120605,-0.4772682189941406,-0.21021294593811035,-0.8532441258430481,-0.511673629283905,-0.21021294593811035,-0.833066999912262,-0.5452274680137634,-0.21021294593811035,-0.8115032315254211,-0.5778737664222717,-0.21021294593811035,-0.7885888814926147,-0.6095582842826843,-0.21021294593811035,-0.7643619179725647,-0.640228271484375,-0.21021294593811035,-0.7388628125190735,-0.6698326468467712,-0.21021294593811035,-0.7121339440345764,-0.6983221769332886,-0.21021294593811035,-0.6842197775840759,-0.725649356842041,-0.21021294593811035,-0.6551668047904968,-0.7517688274383545,-0.21021294593811035,-0.625023365020752,-0.7766370177268982,-0.21021294593811035,-0.5938395857810974,-0.800212562084198,-0.21021294593811035,-0.5616675019264221,-0.8224562406539917,-0.21021294593811035,-0.5285605192184448,-0.8433310389518738,-0.21021294593811035,-0.49457383155822754,-0.8628022074699402,-0.21021294593811035,-0.4597639739513397,-0.8808372616767883,-0.21021294593811035,-0.42418888211250305,-0.8974063396453857,-0.21021294593811035,-0.3879077732563019,-0.9124817252159119,-0.21021294593811035,-0.3509809970855713,-0.9260383248329163,-0.21021294593811035,-0.31347009539604187,-0.9380537271499634,-0.21021294593811035,-0.2754374146461487,-0.9485077261924744,-0.21021294593811035,-0.23694631457328796,-0.9573830962181091,-0.21021294593811035,-0.19806084036827087,-0.9646649956703186,-0.21021294593811035,-0.1588457077741623,-0.9703413248062134,-0.21021294593811035,-0.11936619877815247,-0.9744025468826294,-0.21021294593811035,-0.07968801259994507,-0.9768420457839966,-0.21021294593811035,-0.03987719118595123,-0.9776556491851807,-0.21021294593811035,-1.1972827914796276e-16,-0.9768420457839966,-0.21021294593811035,0.03987719118595123,-0.9744025468826294,-0.21021294593811035,0.07968801259994507,-0.9703413248062134,-0.21021294593811035,0.11936619877815247,-0.9646649956703186,-0.21021294593811035,0.1588457077741623,-0.9573830962181091,-0.21021294593811035,0.19806084036827087,-0.9485077261924744,-0.21021294593811035,0.23694631457328796,-0.9380537271499634,-0.21021294593811035,0.2754374146461487,-0.9260383248329163,-0.21021294593811035,0.31347009539604187,-0.9124817252159119,-0.21021294593811035,0.3509809970855713,-0.8974063396453857,-0.21021294593811035,0.3879077732563019,-0.8808372616767883,-0.21021294593811035,0.42418888211250305,-0.8628022074699402,-0.21021294593811035,0.4597639739513397,-0.8433310389518738,-0.21021294593811035,0.49457383155822754,-0.8224562406539917,-0.21021294593811035,0.5285605192184448,-0.800212562084198,-0.21021294593811035,0.5616675019264221,-0.7766370177268982,-0.21021294593811035,0.5938395857810974,-0.7517688274383545,-0.21021294593811035,0.625023365020752,-0.725649356842041,-0.21021294593811035,0.6551668047904968,-0.6983221769332886,-0.21021294593811035,0.6842197775840759,-0.6698326468467712,-0.21021294593811035,0.7121339440345764,-0.640228271484375,-0.21021294593811035,0.7388628125190735,-0.6095582842826843,-0.21021294593811035,0.7643619179725647,-0.5778737664222717,-0.21021294593811035,0.7885888814926147,-0.5452274680137634,-0.21021294593811035,0.8115032315254211,-0.511673629283905,-0.21021294593811035,0.833066999912262,-0.4772682189941406,-0.21021294593811035,0.8532441258430481,-0.4420683979988098,-0.21021294593811035,0.8720011711120605,-0.4061328172683716,-0.21021294593811035,0.8893068432807922,-0.36952126026153564,-0.21021294593811035,0.9051323533058167,-0.33229467272758484,-0.21021294593811035,0.9194513559341431,-0.29451504349708557,-0.21021294593811035,0.9322400093078613,-0.2562451958656311,-0.21021294593811035,0.9434770345687866,-0.21754884719848633,-0.21021294593811035,0.9531437754631042,-0.17849041521549225,-0.21021294593811035,0.9612240791320801,-0.13913489878177643,-0.21021294593811035,0.9677044749259949,-0.09954781830310822,-0.21021294593811035,0.9725742936134338,-0.059795040637254715,-0.21021294593811035,0.975825309753418,-0.019942745566368103,-0.21021294593811035,0.9774522185325623,0.019942745566368103,-0.21021294593811035,0.9774522185325623,0.059795040637254715,-0.21021294593811035,0.975825309753418,0.09954781830310822,-0.21021294593811035,0.9725742936134338,0.13913489878177643,-0.21021294593811035,0.9677044749259949,0.17849041521549225,-0.21021294593811035,0.9612240791320801,0.21754884719848633,-0.21021294593811035,0.9531437754631042,0.2562451958656311,-0.21021294593811035,0.9434770345687866,0.29451504349708557,-0.21021294593811035,0.9322400093078613,0.33229467272758484,-0.21021294593811035,0.9194513559341431,0.36952126026153564,-0.21021294593811035,0.9051323533058167,0.4061328172683716,-0.21021294593811035,0.8893068432807922,0.4420683979988098,-0.21021294593811035,0.8720011711120605,0.4772682189941406,-0.21021294593811035,0.8532441258430481,0.511673629283905,-0.21021294593811035,0.833066999912262,0.5452274680137634,-0.21021294593811035,0.8115032315254211,0.5778737664222717,-0.21021294593811035,0.7885888814926147,0.6095582842826843,-0.21021294593811035,0.7643619179725647,0.640228271484375,-0.21021294593811035,0.7388628125190735,0.6698326468467712,-0.21021294593811035,0.7121339440345764,0.6983221769332886,-0.21021294593811035,0.6842197775840759,0.725649356842041,-0.21021294593811035,0.6551668047904968,0.7517688274383545,-0.21021294593811035,0.625023365020752,0.7766370177268982,-0.21021294593811035,0.5938395857810974,0.800212562084198,-0.21021294593811035,0.5616675019264221,0.8224562406539917,-0.21021294593811035,0.5285605192184448,0.8433310389518738,-0.21021294593811035,0.49457383155822754,0.8628022074699402,-0.21021294593811035,0.4597639739513397,0.8808372616767883,-0.21021294593811035,0.42418888211250305,0.8974063396453857,-0.21021294593811035,0.3879077732563019,0.9124817252159119,-0.21021294593811035,0.3509809970855713,0.9260383248329163,-0.21021294593811035,0.31347009539604187,0.9380537271499634,-0.21021294593811035,0.2754374146461487,0.9485077261924744,-0.21021294593811035,0.23694631457328796,0.9573830962181091,-0.21021294593811035,0.19806084036827087,0.9646649956703186,-0.21021294593811035,0.1588457077741623,0.9703413248062134,-0.21021294593811035,0.11936619877815247,0.9744025468826294,-0.21021294593811035,0.07968801259994507,0.9768420457839966,-0.21021294593811035,0.03987719118595123,0.9776556491851807,-0.21021294593811035,2.3945655829592553e-16,0.9900485277175903,-0.1407264918088913,0.0,0.9892246127128601,-0.1407264918088913,-0.04038267955183983,0.9867541790008545,-0.1407264918088913,-0.08069814741611481,0.9826414585113525,-0.1407264918088913,-0.12087929993867874,0.9768931865692139,-0.1407264918088913,-0.16085925698280334,0.9695190191268921,-0.1407264918088913,-0.2005714774131775,0.9605311751365662,-0.1407264918088913,-0.23994988203048706,0.9499446153640747,-0.1407264918088913,-0.2789289057254791,0.9377769231796265,-0.1407264918088913,-0.3174436688423157,0.9240484237670898,-0.1407264918088913,-0.35543009638786316,0.9087819457054138,-0.1407264918088913,-0.3928249180316925,0.8920028805732727,-0.1407264918088913,-0.4295659363269806,0.8737391829490662,-0.1407264918088913,-0.46559199690818787,0.8540211915969849,-0.1407264918088913,-0.5008431077003479,0.8328818082809448,-0.1407264918088913,-0.5352606177330017,0.8103561401367188,-0.1407264918088913,-0.5687872767448425,0.7864817380905151,-0.1407264918088913,-0.601367175579071,0.7612982988357544,-0.1407264918088913,-0.6329461932182312,0.7348477840423584,-0.1407264918088913,-0.6634717583656311,0.7071741819381714,-0.1407264918088913,-0.6928930282592773,0.67832350730896,-0.1407264918088913,-0.7211610078811646,0.6483439207077026,-0.1407264918088913,-0.7482287287712097,0.6172851324081421,-0.1407264918088913,-0.7740510702133179,0.5851989984512329,-0.1407264918088913,-0.7985851168632507,0.5521388053894043,-0.1407264918088913,-0.8217899799346924,0.5181596875190735,-0.1407264918088913,-0.8436270356178284,0.48331812024116516,-0.1407264918088913,-0.8640599846839905,0.44767212867736816,-0.1407264918088913,-0.883054792881012,0.411281019449234,-0.1407264918088913,-0.9005798101425171,0.3742053806781769,-0.1407264918088913,-0.9166058897972107,0.3365069031715393,-0.1407264918088913,-0.9311063885688782,0.2982483506202698,-0.1407264918088913,-0.9440571665763855,0.2594933807849884,-0.1407264918088913,-0.955436646938324,0.22030651569366455,-0.1407264918088913,-0.9652259349822998,0.1807529777288437,-0.1407264918088913,-0.9734086394309998,0.14089860022068024,-0.1407264918088913,-0.9799712300300598,0.10080969333648682,-0.1407264918088913,-0.9849027395248413,0.06055301055312157,-0.1407264918088913,-0.98819500207901,0.02019554190337658,-0.1407264918088913,-0.9898425340652466,-0.02019554190337658,-0.1407264918088913,-0.9898425340652466,-0.06055301055312157,-0.1407264918088913,-0.98819500207901,-0.10080969333648682,-0.1407264918088913,-0.9849027395248413,-0.14089860022068024,-0.1407264918088913,-0.9799712300300598,-0.1807529777288437,-0.1407264918088913,-0.9734086394309998,-0.22030651569366455,-0.1407264918088913,-0.9652259349822998,-0.2594933807849884,-0.1407264918088913,-0.955436646938324,-0.2982483506202698,-0.1407264918088913,-0.9440571665763855,-0.3365069031715393,-0.1407264918088913,-0.9311063885688782,-0.3742053806781769,-0.1407264918088913,-0.9166058897972107,-0.411281019449234,-0.1407264918088913,-0.9005798101425171,-0.44767212867736816,-0.1407264918088913,-0.883054792881012,-0.48331812024116516,-0.1407264918088913,-0.8640599846839905,-0.5181596875190735,-0.1407264918088913,-0.8436270356178284,-0.5521388053894043,-0.1407264918088913,-0.8217899799346924,-0.5851989984512329,-0.1407264918088913,-0.7985851168632507,-0.6172851324081421,-0.1407264918088913,-0.7740510702133179,-0.6483439207077026,-0.1407264918088913,-0.7482287287712097,-0.67832350730896,-0.1407264918088913,-0.7211610078811646,-0.7071741819381714,-0.1407264918088913,-0.6928930282592773,-0.7348477840423584,-0.1407264918088913,-0.6634717583656311,-0.7612982988357544,-0.1407264918088913,-0.6329461932182312,-0.7864817380905151,-0.1407264918088913,-0.601367175579071,-0.8103561401367188,-0.1407264918088913,-0.5687872767448425,-0.8328818082809448,-0.1407264918088913,-0.5352606177330017,-0.8540211915969849,-0.1407264918088913,-0.5008431077003479,-0.8737391829490662,-0.1407264918088913,-0.46559199690818787,-0.8920028805732727,-0.1407264918088913,-0.4295659363269806,-0.9087819457054138,-0.1407264918088913,-0.3928249180316925,-0.9240484237670898,-0.1407264918088913,-0.35543009638786316,-0.9377769231796265,-0.1407264918088913,-0.3174436688423157,-0.9499446153640747,-0.1407264918088913,-0.2789289057254791,-0.9605311751365662,-0.1407264918088913,-0.23994988203048706,-0.9695190191268921,-0.1407264918088913,-0.2005714774131775,-0.9768931865692139,-0.1407264918088913,-0.16085925698280334,-0.9826414585113525,-0.1407264918088913,-0.12087929993867874,-0.9867541790008545,-0.1407264918088913,-0.08069814741611481,-0.9892246127128601,-0.1407264918088913,-0.04038267955183983,-0.9900485277175903,-0.1407264918088913,-1.2124597690098526e-16,-0.9892246127128601,-0.1407264918088913,0.04038267955183983,-0.9867541790008545,-0.1407264918088913,0.08069814741611481,-0.9826414585113525,-0.1407264918088913,0.12087929993867874,-0.9768931865692139,-0.1407264918088913,0.16085925698280334,-0.9695190191268921,-0.1407264918088913,0.2005714774131775,-0.9605311751365662,-0.1407264918088913,0.23994988203048706,-0.9499446153640747,-0.1407264918088913,0.2789289057254791,-0.9377769231796265,-0.1407264918088913,0.3174436688423157,-0.9240484237670898,-0.1407264918088913,0.35543009638786316,-0.9087819457054138,-0.1407264918088913,0.3928249180316925,-0.8920028805732727,-0.1407264918088913,0.4295659363269806,-0.8737391829490662,-0.1407264918088913,0.46559199690818787,-0.8540211915969849,-0.1407264918088913,0.5008431077003479,-0.8328818082809448,-0.1407264918088913,0.5352606177330017,-0.8103561401367188,-0.1407264918088913,0.5687872767448425,-0.7864817380905151,-0.1407264918088913,0.601367175579071,-0.7612982988357544,-0.1407264918088913,0.6329461932182312,-0.7348477840423584,-0.1407264918088913,0.6634717583656311,-0.7071741819381714,-0.1407264918088913,0.6928930282592773,-0.67832350730896,-0.1407264918088913,0.7211610078811646,-0.6483439207077026,-0.1407264918088913,0.7482287287712097,-0.6172851324081421,-0.1407264918088913,0.7740510702133179,-0.5851989984512329,-0.1407264918088913,0.7985851168632507,-0.5521388053894043,-0.1407264918088913,0.8217899799346924,-0.5181596875190735,-0.1407264918088913,0.8436270356178284,-0.48331812024116516,-0.1407264918088913,0.8640599846839905,-0.44767212867736816,-0.1407264918088913,0.883054792881012,-0.411281019449234,-0.1407264918088913,0.9005798101425171,-0.3742053806781769,-0.1407264918088913,0.9166058897972107,-0.3365069031715393,-0.1407264918088913,0.9311063885688782,-0.2982483506202698,-0.1407264918088913,0.9440571665763855,-0.2594933807849884,-0.1407264918088913,0.955436646938324,-0.22030651569366455,-0.1407264918088913,0.9652259349822998,-0.1807529777288437,-0.1407264918088913,0.9734086394309998,-0.14089860022068024,-0.1407264918088913,0.9799712300300598,-0.10080969333648682,-0.1407264918088913,0.9849027395248413,-0.06055301055312157,-0.1407264918088913,0.98819500207901,-0.02019554190337658,-0.1407264918088913,0.9898425340652466,0.02019554190337658,-0.1407264918088913,0.9898425340652466,0.06055301055312157,-0.1407264918088913,0.98819500207901,0.10080969333648682,-0.1407264918088913,0.9849027395248413,0.14089860022068024,-0.1407264918088913,0.9799712300300598,0.1807529777288437,-0.1407264918088913,0.9734086394309998,0.22030651569366455,-0.1407264918088913,0.9652259349822998,0.2594933807849884,-0.1407264918088913,0.955436646938324,0.2982483506202698,-0.1407264918088913,0.9440571665763855,0.3365069031715393,-0.1407264918088913,0.9311063885688782,0.3742053806781769,-0.1407264918088913,0.9166058897972107,0.411281019449234,-0.1407264918088913,0.9005798101425171,0.44767212867736816,-0.1407264918088913,0.883054792881012,0.48331812024116516,-0.1407264918088913,0.8640599846839905,0.5181596875190735,-0.1407264918088913,0.8436270356178284,0.5521388053894043,-0.1407264918088913,0.8217899799346924,0.5851989984512329,-0.1407264918088913,0.7985851168632507,0.6172851324081421,-0.1407264918088913,0.7740510702133179,0.6483439207077026,-0.1407264918088913,0.7482287287712097,0.67832350730896,-0.1407264918088913,0.7211610078811646,0.7071741819381714,-0.1407264918088913,0.6928930282592773,0.7348477840423584,-0.1407264918088913,0.6634717583656311,0.7612982988357544,-0.1407264918088913,0.6329461932182312,0.7864817380905151,-0.1407264918088913,0.601367175579071,0.8103561401367188,-0.1407264918088913,0.5687872767448425,0.8328818082809448,-0.1407264918088913,0.5352606177330017,0.8540211915969849,-0.1407264918088913,0.5008431077003479,0.8737391829490662,-0.1407264918088913,0.46559199690818787,0.8920028805732727,-0.1407264918088913,0.4295659363269806,0.9087819457054138,-0.1407264918088913,0.3928249180316925,0.9240484237670898,-0.1407264918088913,0.35543009638786316,0.9377769231796265,-0.1407264918088913,0.3174436688423157,0.9499446153640747,-0.1407264918088913,0.2789289057254791,0.9605311751365662,-0.1407264918088913,0.23994988203048706,0.9695190191268921,-0.1407264918088913,0.2005714774131775,0.9768931865692139,-0.1407264918088913,0.16085925698280334,0.9826414585113525,-0.1407264918088913,0.12087929993867874,0.9867541790008545,-0.1407264918088913,0.08069814741611481,0.9892246127128601,-0.1407264918088913,0.04038267955183983,0.9900485277175903,-0.1407264918088913,2.424919538019705e-16,0.9975090026855469,-0.0705389603972435,0.0,0.99667888879776,-0.0705389603972435,-0.04068698361515999,0.9941899180412292,-0.0705389603972435,-0.08130624890327454,0.9900461435317993,-0.0705389603972435,-0.12179018557071686,0.9842545986175537,-0.0705389603972435,-0.16207140684127808,0.9768248200416565,-0.0705389603972435,-0.20208288729190826,0.9677692651748657,-0.0705389603972435,-0.24175801873207092,0.95710289478302,-0.0705389603972435,-0.2810307741165161,0.9448435306549072,-0.0705389603972435,-0.3198357820510864,0.9310116171836853,-0.0705389603972435,-0.35810843110084534,0.9156301021575928,-0.0705389603972435,-0.39578506350517273,0.8987245559692383,-0.0705389603972435,-0.4328029453754425,0.8803232312202454,-0.0705389603972435,-0.4691004753112793,0.8604567050933838,-0.0705389603972435,-0.5046172142028809,0.8391579985618591,-0.0705389603972435,-0.5392941236495972,0.8164625763893127,-0.0705389603972435,-0.5730733871459961,0.792408287525177,-0.0705389603972435,-0.6058987975120544,0.7670350670814514,-0.0705389603972435,-0.6377158164978027,0.7403852343559265,-0.0705389603972435,-0.6684713363647461,0.7125030755996704,-0.0705389603972435,-0.6981143355369568,0.6834350228309631,-0.0705389603972435,-0.7265953421592712,0.6532294750213623,-0.0705389603972435,-0.7538670301437378,0.6219366788864136,-0.0705389603972435,-0.7798839807510376,0.5896087884902954,-0.0705389603972435,-0.804602861404419,0.5562995076179504,-0.0705389603972435,-0.8279826045036316,0.5220642685890198,-0.0705389603972435,-0.8499841690063477,0.48696017265319824,-0.0705389603972435,-0.8705710768699646,0.45104557275772095,-0.0705389603972435,-0.8897090554237366,0.4143802225589752,-0.0705389603972435,-0.9073660969734192,0.37702518701553345,-0.0705389603972435,-0.9235129952430725,0.33904263377189636,-0.0705389603972435,-0.9381227493286133,0.30049580335617065,-0.0705389603972435,-0.9511711597442627,0.26144880056381226,-0.0705389603972435,-0.9626363515853882,0.22196663916110992,-0.0705389603972435,-0.9724993705749512,0.18211504817008972,-0.0705389603972435,-0.9807437658309937,0.14196033775806427,-0.0705389603972435,-0.9873558282852173,0.10156934708356857,-0.0705389603972435,-0.9923245310783386,0.06100931018590927,-0.0705389603972435,-0.9956415891647339,0.020347725600004196,-0.0705389603972435,-0.997301459312439,-0.020347725600004196,-0.0705389603972435,-0.997301459312439,-0.06100931018590927,-0.0705389603972435,-0.9956415891647339,-0.10156934708356857,-0.0705389603972435,-0.9923245310783386,-0.14196033775806427,-0.0705389603972435,-0.9873558282852173,-0.18211504817008972,-0.0705389603972435,-0.9807437658309937,-0.22196663916110992,-0.0705389603972435,-0.9724993705749512,-0.26144880056381226,-0.0705389603972435,-0.9626363515853882,-0.30049580335617065,-0.0705389603972435,-0.9511711597442627,-0.33904263377189636,-0.0705389603972435,-0.9381227493286133,-0.37702518701553345,-0.0705389603972435,-0.9235129952430725,-0.4143802225589752,-0.0705389603972435,-0.9073660969734192,-0.45104557275772095,-0.0705389603972435,-0.8897090554237366,-0.48696017265319824,-0.0705389603972435,-0.8705710768699646,-0.5220642685890198,-0.0705389603972435,-0.8499841690063477,-0.5562995076179504,-0.0705389603972435,-0.8279826045036316,-0.5896087884902954,-0.0705389603972435,-0.804602861404419,-0.6219366788864136,-0.0705389603972435,-0.7798839807510376,-0.6532294750213623,-0.0705389603972435,-0.7538670301437378,-0.6834350228309631,-0.0705389603972435,-0.7265953421592712,-0.7125030755996704,-0.0705389603972435,-0.6981143355369568,-0.7403852343559265,-0.0705389603972435,-0.6684713363647461,-0.7670350670814514,-0.0705389603972435,-0.6377158164978027,-0.792408287525177,-0.0705389603972435,-0.6058987975120544,-0.8164625763893127,-0.0705389603972435,-0.5730733871459961,-0.8391579985618591,-0.0705389603972435,-0.5392941236495972,-0.8604567050933838,-0.0705389603972435,-0.5046172142028809,-0.8803232312202454,-0.0705389603972435,-0.4691004753112793,-0.8987245559692383,-0.0705389603972435,-0.4328029453754425,-0.9156301021575928,-0.0705389603972435,-0.39578506350517273,-0.9310116171836853,-0.0705389603972435,-0.35810843110084534,-0.9448435306549072,-0.0705389603972435,-0.3198357820510864,-0.95710289478302,-0.0705389603972435,-0.2810307741165161,-0.9677692651748657,-0.0705389603972435,-0.24175801873207092,-0.9768248200416565,-0.0705389603972435,-0.20208288729190826,-0.9842545986175537,-0.0705389603972435,-0.16207140684127808,-0.9900461435317993,-0.0705389603972435,-0.12179018557071686,-0.9941899180412292,-0.0705389603972435,-0.08130624890327454,-0.99667888879776,-0.0705389603972435,-0.04068698361515999,-0.9975090026855469,-0.0705389603972435,-1.2215962104860723e-16,-0.99667888879776,-0.0705389603972435,0.04068698361515999,-0.9941899180412292,-0.0705389603972435,0.08130624890327454,-0.9900461435317993,-0.0705389603972435,0.12179018557071686,-0.9842545986175537,-0.0705389603972435,0.16207140684127808,-0.9768248200416565,-0.0705389603972435,0.20208288729190826,-0.9677692651748657,-0.0705389603972435,0.24175801873207092,-0.95710289478302,-0.0705389603972435,0.2810307741165161,-0.9448435306549072,-0.0705389603972435,0.3198357820510864,-0.9310116171836853,-0.0705389603972435,0.35810843110084534,-0.9156301021575928,-0.0705389603972435,0.39578506350517273,-0.8987245559692383,-0.0705389603972435,0.4328029453754425,-0.8803232312202454,-0.0705389603972435,0.4691004753112793,-0.8604567050933838,-0.0705389603972435,0.5046172142028809,-0.8391579985618591,-0.0705389603972435,0.5392941236495972,-0.8164625763893127,-0.0705389603972435,0.5730733871459961,-0.792408287525177,-0.0705389603972435,0.6058987975120544,-0.7670350670814514,-0.0705389603972435,0.6377158164978027,-0.7403852343559265,-0.0705389603972435,0.6684713363647461,-0.7125030755996704,-0.0705389603972435,0.6981143355369568,-0.6834350228309631,-0.0705389603972435,0.7265953421592712,-0.6532294750213623,-0.0705389603972435,0.7538670301437378,-0.6219366788864136,-0.0705389603972435,0.7798839807510376,-0.5896087884902954,-0.0705389603972435,0.804602861404419,-0.5562995076179504,-0.0705389603972435,0.8279826045036316,-0.5220642685890198,-0.0705389603972435,0.8499841690063477,-0.48696017265319824,-0.0705389603972435,0.8705710768699646,-0.45104557275772095,-0.0705389603972435,0.8897090554237366,-0.4143802225589752,-0.0705389603972435,0.9073660969734192,-0.37702518701553345,-0.0705389603972435,0.9235129952430725,-0.33904263377189636,-0.0705389603972435,0.9381227493286133,-0.30049580335617065,-0.0705389603972435,0.9511711597442627,-0.26144880056381226,-0.0705389603972435,0.9626363515853882,-0.22196663916110992,-0.0705389603972435,0.9724993705749512,-0.18211504817008972,-0.0705389603972435,0.9807437658309937,-0.14196033775806427,-0.0705389603972435,0.9873558282852173,-0.10156934708356857,-0.0705389603972435,0.9923245310783386,-0.06100931018590927,-0.0705389603972435,0.9956415891647339,-0.020347725600004196,-0.0705389603972435,0.997301459312439,0.020347725600004196,-0.0705389603972435,0.997301459312439,0.06100931018590927,-0.0705389603972435,0.9956415891647339,0.10156934708356857,-0.0705389603972435,0.9923245310783386,0.14196033775806427,-0.0705389603972435,0.9873558282852173,0.18211504817008972,-0.0705389603972435,0.9807437658309937,0.22196663916110992,-0.0705389603972435,0.9724993705749512,0.26144880056381226,-0.0705389603972435,0.9626363515853882,0.30049580335617065,-0.0705389603972435,0.9511711597442627,0.33904263377189636,-0.0705389603972435,0.9381227493286133,0.37702518701553345,-0.0705389603972435,0.9235129952430725,0.4143802225589752,-0.0705389603972435,0.9073660969734192,0.45104557275772095,-0.0705389603972435,0.8897090554237366,0.48696017265319824,-0.0705389603972435,0.8705710768699646,0.5220642685890198,-0.0705389603972435,0.8499841690063477,0.5562995076179504,-0.0705389603972435,0.8279826045036316,0.5896087884902954,-0.0705389603972435,0.804602861404419,0.6219366788864136,-0.0705389603972435,0.7798839807510376,0.6532294750213623,-0.0705389603972435,0.7538670301437378,0.6834350228309631,-0.0705389603972435,0.7265953421592712,0.7125030755996704,-0.0705389603972435,0.6981143355369568,0.7403852343559265,-0.0705389603972435,0.6684713363647461,0.7670350670814514,-0.0705389603972435,0.6377158164978027,0.792408287525177,-0.0705389603972435,0.6058987975120544,0.8164625763893127,-0.0705389603972435,0.5730733871459961,0.8391579985618591,-0.0705389603972435,0.5392941236495972,0.8604567050933838,-0.0705389603972435,0.5046172142028809,0.8803232312202454,-0.0705389603972435,0.4691004753112793,0.8987245559692383,-0.0705389603972435,0.4328029453754425,0.9156301021575928,-0.0705389603972435,0.39578506350517273,0.9310116171836853,-0.0705389603972435,0.35810843110084534,0.9448435306549072,-0.0705389603972435,0.3198357820510864,0.95710289478302,-0.0705389603972435,0.2810307741165161,0.9677692651748657,-0.0705389603972435,0.24175801873207092,0.9768248200416565,-0.0705389603972435,0.20208288729190826,0.9842545986175537,-0.0705389603972435,0.16207140684127808,0.9900461435317993,-0.0705389603972435,0.12179018557071686,0.9941899180412292,-0.0705389603972435,0.08130624890327454,0.99667888879776,-0.0705389603972435,0.04068698361515999,0.9975090026855469,-0.0705389603972435,2.4431924209721446e-16,1.0,-2.4492937051703357e-16,0.0,0.999167799949646,-2.4492937051703357e-16,-0.04078858718276024,0.9966725707054138,-2.4492937051703357e-16,-0.08150928467512131,0.9925184845924377,-2.4492937051703357e-16,-0.12209431827068329,0.9867124557495117,-2.4492937051703357e-16,-0.16247613728046417,0.9792641401290894,-2.4492937051703357e-16,-0.2025875300168991,0.9701859354972839,-2.4492937051703357e-16,-0.24236173927783966,0.9594929814338684,-2.4492937051703357e-16,-0.28173255920410156,0.9472029805183411,-2.4492937051703357e-16,-0.3206344544887543,0.9333364963531494,-2.4492937051703357e-16,-0.3590027093887329,0.9179165959358215,-2.4492937051703357e-16,-0.39677342772483826,0.9009688496589661,-2.4492937051703357e-16,-0.4338837265968323,0.8825215697288513,-2.4492937051703357e-16,-0.47027191519737244,0.8626053929328918,-2.4492937051703357e-16,-0.5058773756027222,0.8412535190582275,-2.4492937051703357e-16,-0.5406408309936523,0.8185014724731445,-2.4492937051703357e-16,-0.5745044350624084,0.7943871021270752,-2.4492937051703357e-16,-0.6074118614196777,0.7689505219459534,-2.4492937051703357e-16,-0.6393082737922668,0.7422341108322144,-2.4492937051703357e-16,-0.6701406836509705,0.7142823338508606,-2.4492937051703357e-16,-0.6998576521873474,0.6851417422294617,-2.4492937051703357e-16,-0.7284097671508789,0.6548607349395752,-2.4492937051703357e-16,-0.7557495832443237,0.6234897971153259,-2.4492937051703357e-16,-0.7818315029144287,0.5910811424255371,-2.4492937051703357e-16,-0.8066121339797974,0.5576886534690857,-2.4492937051703357e-16,-0.8300502300262451,0.5233680009841919,-2.4492937051703357e-16,-0.8521067500114441,0.4881761968135834,-2.4492937051703357e-16,-0.8727450966835022,0.4521719217300415,-2.4492937051703357e-16,-0.8919308185577393,0.4154150187969208,-2.4492937051703357e-16,-0.9096319675445557,0.3779667019844055,-2.4492937051703357e-16,-0.9258192181587219,0.3398892879486084,-2.4492937051703357e-16,-0.9404654502868652,0.30124619603157043,-2.4492937051703357e-16,-0.953546404838562,0.2621016800403595,-2.4492937051703357e-16,-0.9650402665138245,0.22252093255519867,-2.4492937051703357e-16,-0.9749279022216797,0.18256981670856476,-2.4492937051703357e-16,-0.9831928610801697,0.1423148363828659,-2.4492937051703357e-16,-0.9898214340209961,0.10182298719882965,-2.4492937051703357e-16,-0.9948025345802307,0.06116165965795517,-2.4492937051703357e-16,-0.9981278777122498,0.020398536697030067,-2.4492937051703357e-16,-0.9997919201850891,-0.020398536697030067,-2.4492937051703357e-16,-0.9997919201850891,-0.06116165965795517,-2.4492937051703357e-16,-0.9981278777122498,-0.10182298719882965,-2.4492937051703357e-16,-0.9948025345802307,-0.1423148363828659,-2.4492937051703357e-16,-0.9898214340209961,-0.18256981670856476,-2.4492937051703357e-16,-0.9831928610801697,-0.22252093255519867,-2.4492937051703357e-16,-0.9749279022216797,-0.2621016800403595,-2.4492937051703357e-16,-0.9650402665138245,-0.30124619603157043,-2.4492937051703357e-16,-0.953546404838562,-0.3398892879486084,-2.4492937051703357e-16,-0.9404654502868652,-0.3779667019844055,-2.4492937051703357e-16,-0.9258192181587219,-0.4154150187969208,-2.4492937051703357e-16,-0.9096319675445557,-0.4521719217300415,-2.4492937051703357e-16,-0.8919308185577393,-0.4881761968135834,-2.4492937051703357e-16,-0.8727450966835022,-0.5233680009841919,-2.4492937051703357e-16,-0.8521067500114441,-0.5576886534690857,-2.4492937051703357e-16,-0.8300502300262451,-0.5910811424255371,-2.4492937051703357e-16,-0.8066121339797974,-0.6234897971153259,-2.4492937051703357e-16,-0.7818315029144287,-0.6548607349395752,-2.4492937051703357e-16,-0.7557495832443237,-0.6851417422294617,-2.4492937051703357e-16,-0.7284097671508789,-0.7142823338508606,-2.4492937051703357e-16,-0.6998576521873474,-0.7422341108322144,-2.4492937051703357e-16,-0.6701406836509705,-0.7689505219459534,-2.4492937051703357e-16,-0.6393082737922668,-0.7943871021270752,-2.4492937051703357e-16,-0.6074118614196777,-0.8185014724731445,-2.4492937051703357e-16,-0.5745044350624084,-0.8412535190582275,-2.4492937051703357e-16,-0.5406408309936523,-0.8626053929328918,-2.4492937051703357e-16,-0.5058773756027222,-0.8825215697288513,-2.4492937051703357e-16,-0.47027191519737244,-0.9009688496589661,-2.4492937051703357e-16,-0.4338837265968323,-0.9179165959358215,-2.4492937051703357e-16,-0.39677342772483826,-0.9333364963531494,-2.4492937051703357e-16,-0.3590027093887329,-0.9472029805183411,-2.4492937051703357e-16,-0.3206344544887543,-0.9594929814338684,-2.4492937051703357e-16,-0.28173255920410156,-0.9701859354972839,-2.4492937051703357e-16,-0.24236173927783966,-0.9792641401290894,-2.4492937051703357e-16,-0.2025875300168991,-0.9867124557495117,-2.4492937051703357e-16,-0.16247613728046417,-0.9925184845924377,-2.4492937051703357e-16,-0.12209431827068329,-0.9966725707054138,-2.4492937051703357e-16,-0.08150928467512131,-0.999167799949646,-2.4492937051703357e-16,-0.04078858718276024,-1.0,-2.4492937051703357e-16,-1.2246468525851679e-16,-0.999167799949646,-2.4492937051703357e-16,0.04078858718276024,-0.9966725707054138,-2.4492937051703357e-16,0.08150928467512131,-0.9925184845924377,-2.4492937051703357e-16,0.12209431827068329,-0.9867124557495117,-2.4492937051703357e-16,0.16247613728046417,-0.9792641401290894,-2.4492937051703357e-16,0.2025875300168991,-0.9701859354972839,-2.4492937051703357e-16,0.24236173927783966,-0.9594929814338684,-2.4492937051703357e-16,0.28173255920410156,-0.9472029805183411,-2.4492937051703357e-16,0.3206344544887543,-0.9333364963531494,-2.4492937051703357e-16,0.3590027093887329,-0.9179165959358215,-2.4492937051703357e-16,0.39677342772483826,-0.9009688496589661,-2.4492937051703357e-16,0.4338837265968323,-0.8825215697288513,-2.4492937051703357e-16,0.47027191519737244,-0.8626053929328918,-2.4492937051703357e-16,0.5058773756027222,-0.8412535190582275,-2.4492937051703357e-16,0.5406408309936523,-0.8185014724731445,-2.4492937051703357e-16,0.5745044350624084,-0.7943871021270752,-2.4492937051703357e-16,0.6074118614196777,-0.7689505219459534,-2.4492937051703357e-16,0.6393082737922668,-0.7422341108322144,-2.4492937051703357e-16,0.6701406836509705,-0.7142823338508606,-2.4492937051703357e-16,0.6998576521873474,-0.6851417422294617,-2.4492937051703357e-16,0.7284097671508789,-0.6548607349395752,-2.4492937051703357e-16,0.7557495832443237,-0.6234897971153259,-2.4492937051703357e-16,0.7818315029144287,-0.5910811424255371,-2.4492937051703357e-16,0.8066121339797974,-0.5576886534690857,-2.4492937051703357e-16,0.8300502300262451,-0.5233680009841919,-2.4492937051703357e-16,0.8521067500114441,-0.4881761968135834,-2.4492937051703357e-16,0.8727450966835022,-0.4521719217300415,-2.4492937051703357e-16,0.8919308185577393,-0.4154150187969208,-2.4492937051703357e-16,0.9096319675445557,-0.3779667019844055,-2.4492937051703357e-16,0.9258192181587219,-0.3398892879486084,-2.4492937051703357e-16,0.9404654502868652,-0.30124619603157043,-2.4492937051703357e-16,0.953546404838562,-0.2621016800403595,-2.4492937051703357e-16,0.9650402665138245,-0.22252093255519867,-2.4492937051703357e-16,0.9749279022216797,-0.18256981670856476,-2.4492937051703357e-16,0.9831928610801697,-0.1423148363828659,-2.4492937051703357e-16,0.9898214340209961,-0.10182298719882965,-2.4492937051703357e-16,0.9948025345802307,-0.06116165965795517,-2.4492937051703357e-16,0.9981278777122498,-0.020398536697030067,-2.4492937051703357e-16,0.9997919201850891,0.020398536697030067,-2.4492937051703357e-16,0.9997919201850891,0.06116165965795517,-2.4492937051703357e-16,0.9981278777122498,0.10182298719882965,-2.4492937051703357e-16,0.9948025345802307,0.1423148363828659,-2.4492937051703357e-16,0.9898214340209961,0.18256981670856476,-2.4492937051703357e-16,0.9831928610801697,0.22252093255519867,-2.4492937051703357e-16,0.9749279022216797,0.2621016800403595,-2.4492937051703357e-16,0.9650402665138245,0.30124619603157043,-2.4492937051703357e-16,0.953546404838562,0.3398892879486084,-2.4492937051703357e-16,0.9404654502868652,0.3779667019844055,-2.4492937051703357e-16,0.9258192181587219,0.4154150187969208,-2.4492937051703357e-16,0.9096319675445557,0.4521719217300415,-2.4492937051703357e-16,0.8919308185577393,0.4881761968135834,-2.4492937051703357e-16,0.8727450966835022,0.5233680009841919,-2.4492937051703357e-16,0.8521067500114441,0.5576886534690857,-2.4492937051703357e-16,0.8300502300262451,0.5910811424255371,-2.4492937051703357e-16,0.8066121339797974,0.6234897971153259,-2.4492937051703357e-16,0.7818315029144287,0.6548607349395752,-2.4492937051703357e-16,0.7557495832443237,0.6851417422294617,-2.4492937051703357e-16,0.7284097671508789,0.7142823338508606,-2.4492937051703357e-16,0.6998576521873474,0.7422341108322144,-2.4492937051703357e-16,0.6701406836509705,0.7689505219459534,-2.4492937051703357e-16,0.6393082737922668,0.7943871021270752,-2.4492937051703357e-16,0.6074118614196777,0.8185014724731445,-2.4492937051703357e-16,0.5745044350624084,0.8412535190582275,-2.4492937051703357e-16,0.5406408309936523,0.8626053929328918,-2.4492937051703357e-16,0.5058773756027222,0.8825215697288513,-2.4492937051703357e-16,0.47027191519737244,0.9009688496589661,-2.4492937051703357e-16,0.4338837265968323,0.9179165959358215,-2.4492937051703357e-16,0.39677342772483826,0.9333364963531494,-2.4492937051703357e-16,0.3590027093887329,0.9472029805183411,-2.4492937051703357e-16,0.3206344544887543,0.9594929814338684,-2.4492937051703357e-16,0.28173255920410156,0.9701859354972839,-2.4492937051703357e-16,0.24236173927783966,0.9792641401290894,-2.4492937051703357e-16,0.2025875300168991,0.9867124557495117,-2.4492937051703357e-16,0.16247613728046417,0.9925184845924377,-2.4492937051703357e-16,0.12209431827068329,0.9966725707054138,-2.4492937051703357e-16,0.08150928467512131,0.999167799949646,-2.4492937051703357e-16,0.04078858718276024,1.0,-2.4492937051703357e-16,2.4492937051703357e-16],"outlineEdgeIds":[],"outlinePositions":[],"positions":[2.5,0.0,0.0,2.4979194983614574,0.0,-0.10197146515396394,2.491681456235483,0.0,-0.2037732088676579,2.4812962562275693,0.0,-0.30523579218539965,2.466781183478222,0.0,-0.4061903406505145,2.448160396893553,0.0,-0.5064688253802024,2.4254648889351613,0.0,-0.6059043427330308,2.3987324340362433,0.0,-0.7043313921035742,2.3680075257297752,0.0,-0.8015861513818388,2.333341302593417,0.0,-0.8975067496189966,2.2947914631343984,0.0,-0.9919335364456062,2.252422169756048,0.0,-1.0847093477938952,2.2063039419658033,0.0,-1.175679767481842,2.156513539002452,0.0,-1.2646933842236707,2.103133832077953,0.0,-1.351602043638994,2.046253666446484,0.0,-1.436261094841158,1.9859677135302816,0.0,-1.5185296311943688,1.922376313348405,0.0,-1.5982707248388786,1.8555853075106747,0.0,-1.6753516545938987,1.7857058630547589,0.0,-1.7496441268589045,1.7128542874196104,0.0,-1.8210244891456728,1.6371518348632126,0.0,-1.8893739358856456,1.5587245046468339,0.0,-1.9545787061700741,1.4777028313216918,0.0,-2.0165302730938253,1.3942216674670738,0.0,-2.075125524387701,1.30841995924153,0.0,-2.1302669340386418,1.220440515120703,0.0,-2.1818627246121407,1.1304297682067146,0.0,-2.2298270200067343,1.0385375325047161,0.0,-2.274079988386296,0.9449167535722663,0.0,-2.3145479750522453,0.8497232539565422,0.0,-2.3511636250345287,0.7531154738430859,0.0,-2.383865995197319,0.6552542073477556,0.0,-2.4126006556728496,0.5563023348907861,0.0,-2.437319780454559,0.4564245520984042,0.0,-2.4579822269987575,0.3557870956832133,0.0,-2.4745536047023315,0.25455746675958885,0.0,-2.48700633214251,0.15290415205460708,0.0,-2.495319682983417,0.05099634347851358,0.0,-2.499479820473016,-0.050996343478513284,0.0,-2.499479820473016,-0.15290415205460675,0.0,-2.495319682983417,-0.254557466759588,0.0,-2.48700633214251,-0.3557870956832131,0.0,-2.4745536047023315,-0.45642455209840394,0.0,-2.4579822269987575,-0.5563023348907853,0.0,-2.437319780454559,-0.6552542073477553,0.0,-2.41260065567285,-0.7531154738430851,0.0,-2.3838659951973193,-0.8497232539565419,0.0,-2.3511636250345287,-0.944916753572266,0.0,-2.3145479750522453,-1.0385375325047155,0.0,-2.274079988386296,-1.1304297682067146,0.0,-2.2298270200067343,-1.2204405151207027,0.0,-2.1818627246121407,-1.3084199592415304,0.0,-2.130266934038641,-1.394221667467073,0.0,-2.0751255243877016,-1.4777028313216911,0.0,-2.0165302730938253,-1.5587245046468337,0.0,-1.9545787061700748,-1.6371518348632128,0.0,-1.8893739358856456,-1.7128542874196107,0.0,-1.8210244891456728,-1.7857058630547589,0.0,-1.7496441268589045,-1.8555853075106747,0.0,-1.6753516545938987,-1.9223763133484044,0.0,-1.5982707248388794,-1.9859677135302816,0.0,-1.5185296311943686,-2.0462536664464834,0.0,-1.436261094841159,-2.1031338320779533,0.0,-1.3516020436389935,-2.1565135390024515,0.0,-1.264693384223671,-2.206303941965803,0.0,-1.1756797674818422,-2.2524221697560476,0.0,-1.0847093477938956,-2.2947914631343984,0.0,-0.9919335364456063,-2.333341302593417,0.0,-0.8975067496189968,-2.3680075257297752,0.0,-0.8015861513818388,-2.3987324340362433,0.0,-0.7043313921035752,-2.4254648889351613,0.0,-0.6059043427330306,-2.4481603968935524,0.0,-0.5064688253802032,-2.466781183478222,0.0,-0.4061903406505152,-2.4812962562275693,0.0,-0.30523579218540026,-2.491681456235483,0.0,-0.20377320886765843,-2.4979194983614574,0.0,-0.10197146515396432,-2.5,0.0,-3.061616997868383e-16,-2.4979194983614574,0.0,0.10197146515396371,-2.491681456235483,0.0,0.2037732088676578,-2.4812962562275693,0.0,0.30523579218539965,-2.4667811834782225,0.0,0.4061903406505135,-2.4481603968935532,0.0,0.5064688253802015,-2.4254648889351613,0.0,0.6059043427330311,-2.3987324340362433,0.0,0.7043313921035745,-2.3680075257297752,0.0,0.8015861513818381,-2.3333413025934173,0.0,0.8975067496189961,-2.2947914631343984,0.0,0.9919335364456059,-2.2524221697560485,0.0,1.084709347793894,-2.2063039419658033,0.0,1.1756797674818418,-2.156513539002452,0.0,1.2646933842236705,-2.103133832077953,0.0,1.351602043638994,-2.0462536664464843,0.0,1.4362610948411576,-1.9859677135302822,0.0,1.518529631194368,-1.9223763133484049,0.0,1.598270724838879,-1.8555853075106745,0.0,1.6753516545938991,-1.7857058630547595,0.0,1.7496441268589042,-1.7128542874196109,0.0,1.8210244891456726,-1.637151834863214,0.0,1.8893739358856445,-1.5587245046468339,0.0,1.9545787061700741,-1.4777028313216904,0.0,2.0165302730938257,-1.3942216674670738,0.0,2.075125524387701,-1.308419959241531,0.0,2.130266934038641,-1.2204405151207032,0.0,2.1818627246121403,-1.1304297682067133,0.0,2.229827020006735,-1.038537532504716,0.0,2.274079988386296,-0.9449167535722671,0.0,2.314547975052245,-0.8497232539565415,0.0,2.3511636250345287,-0.7531154738430862,0.0,2.383865995197319,-0.655254207347757,0.0,2.412600655672849,-0.5563023348907865,0.0,2.437319780454559,-0.45642455209840344,0.0,2.4579822269987575,-0.3557870956832131,0.0,2.4745536047023315,-0.2545574667595897,0.0,2.48700633214251,-0.1529041520546068,0.0,2.495319682983417,-0.05099634347851223,0.0,2.499479820473016,0.050996343478513534,0.0,2.499479820473016,0.1529041520546059,0.0,2.495319682983417,0.2545574667595888,0.0,2.48700633214251,0.35578709568321215,0.0,2.474553604702332,0.45642455209840255,0.0,2.457982226998758,0.5563023348907856,0.0,2.437319780454559,0.6552542073477562,0.0,2.4126006556728496,0.7531154738430854,0.0,2.3838659951973193,0.8497232539565407,0.0,2.351163625034529,0.9449167535722642,0.0,2.314547975052246,1.038537532504717,0.0,2.2740799883862954,1.1304297682067144,0.0,2.2298270200067343,1.2204405151207025,0.0,2.1818627246121407,1.3084199592415287,0.0,2.130266934038642,1.3942216674670729,0.0,2.0751255243877016,1.4777028313216918,0.0,2.016530273093825,1.5587245046468334,0.0,1.9545787061700748,1.6371518348632133,0.0,1.8893739358856454,1.71285428741961,0.0,1.821024489145673,1.7857058630547582,0.0,1.7496441268589056,1.8555853075106745,0.0,1.6753516545938991,1.9223763133484058,0.0,1.5982707248388777,1.9859677135302813,0.0,1.5185296311943688,2.046253666446483,0.0,1.4362610948411592,2.103133832077952,0.0,1.3516020436389955,2.1565135390024515,0.0,1.2646933842236714,2.2063039419658033,0.0,1.1756797674818416,2.2524221697560476,0.0,1.0847093477938958,2.2947914631343975,0.0,0.9919335364456078,2.333341302593417,0.0,0.8975067496189971,2.368007525729775,0.0,0.8015861513818401,2.3987324340362433,0.0,0.7043313921035744,2.425464888935161,0.0,0.605904342733032,2.448160396893553,0.0,0.5064688253802024,2.466781183478222,0.0,0.40619034065051546,2.4812962562275693,0.0,0.30523579218540164,2.491681456235483,0.0,0.2037732088676587,2.4979194983614574,0.0,0.10197146515396353,2.5,0.0,0.0,2.498754512575382,0.03526947952115548,0.0,2.4966750474322903,0.03526947952115548,-0.10192066348295628,2.490440113067525,0.03526947952115548,-0.2036716900800104,2.480060086914016,0.03526947952115548,-0.30508372524911553,2.4655522455009,0.03526947952115548,-0.4059879786660019,2.4469407356984414,0.03526947952115548,-0.5062165051590136,2.4242565345279528,0.03526947952115548,-0.6056024842372727,2.3975373976035974,0.03526947952115548,-0.7039804977469227,2.3668277962918967,0.03526947952115548,-0.8011868051933211,2.3321788436935282,0.03526947952115548,-0.8970596162709326,2.2936482095706165,0.03526947952115548,-0.9914393601473264,2.251300024361103,0.03526947952115548,-1.084168951053078,2.205204772439962,0.03526947952115548,-1.1750940497355316,2.1554391748049135,0.03526947952115548,-1.2640633203412515,2.1020860613818964,0.03526947952115548,-1.3509286822996178,2.045234233162829,0.03526947952115548,-1.435545556788321,1.984978314405122,0.03526947952115548,-1.5177731073705438,1.9214185951389415,0.03526947952115548,-1.5974744744033098,1.8546608642443507,0.03526947952115548,-1.674517002826855,1.7848162333761586,0.03526947952115548,-1.7487724629558807,1.7120009520295367,0.03526947952115548,-1.820117263905212,1.6363362140542075,0.03526947952115548,-1.888432659294627,1.5579479559392413,0.03526947952115548,-1.95360494489049,1.4769666472041982,0.03526947952115548,-2.0155256478552253,1.3935270732454896,0.03526947952115548,-2.0740917072896496,1.3077681109993882,0.03526947952115548,-2.1292056457676716,1.219832497795072,0.03526947952115548,-2.1807757315778415,1.1298665937824284,0.03526947952115548,-2.228716131401738,1.0380201383300247,0.03526947952115548,-2.2729470531750517,0.9444460007987123,0.03526947952115548,-2.3133948788936043,0.8492999261056589,0.03526947952115548,-2.3499922871432486,0.7527402755023033,0.03526947952115548,-2.382678365149722,0.6549277629976837,0.03526947952115548,-2.4113987101619436,0.5560251878658293,0.03526947952115548,-2.4361055200000274,0.456197163682434,0.03526947952115548,-2.456757672617293,0.3556098443418074,0.03526947952115548,-2.473320794543852,0.2544306475101122,0.03526947952115548,-2.485767318097859,0.15282797597518472,0.03526947952115548,-2.4940765272691943,0.05097093735671199,0.03526947952115548,-2.498234592199222,-0.05097093735671169,0.03526947952115548,-2.498234592199222,-0.1528279759751844,0.03526947952115548,-2.4940765272691943,-0.25443064751011135,0.03526947952115548,-2.485767318097859,-0.35560984434180715,0.03526947952115548,-2.473320794543852,-0.45619716368243374,0.03526947952115548,-2.456757672617293,-0.5560251878658284,0.03526947952115548,-2.4361055200000274,-0.6549277629976835,0.03526947952115548,-2.4113987101619436,-0.7527402755023024,0.03526947952115548,-2.3826783651497223,-0.8492999261056586,0.03526947952115548,-2.349992287143249,-0.944446000798712,0.03526947952115548,-2.3133948788936043,-1.038020138330024,0.03526947952115548,-2.2729470531750517,-1.1298665937824286,0.03526947952115548,-2.228716131401738,-1.2198324977950719,0.03526947952115548,-2.1807757315778415,-1.3077681109993886,0.03526947952115548,-2.129205645767671,-1.3935270732454892,0.03526947952115548,-2.0740917072896505,-1.4769666472041978,0.03526947952115548,-2.0155256478552253,-1.557947955939241,0.03526947952115548,-1.9536049448904904,-1.636336214054208,0.03526947952115548,-1.888432659294627,-1.712000952029537,0.03526947952115548,-1.820117263905212,-1.7848162333761586,0.03526947952115548,-1.7487724629558807,-1.8546608642443507,0.03526947952115548,-1.674517002826855,-1.921418595138941,0.03526947952115548,-1.5974744744033107,-1.984978314405122,0.03526947952115548,-1.5177731073705436,-2.0452342331628284,0.03526947952115548,-1.4355455567883217,-2.102086061381897,0.03526947952115548,-1.3509286822996176,-2.155439174804913,0.03526947952115548,-1.2640633203412517,-2.2052047724399615,0.03526947952115548,-1.1750940497355318,-2.251300024361103,0.03526947952115548,-1.0841689510530785,-2.2936482095706165,0.03526947952115548,-0.9914393601473265,-2.3321788436935282,0.03526947952115548,-0.8970596162709327,-2.3668277962918967,0.03526947952115548,-0.8011868051933211,-2.397537397603597,0.03526947952115548,-0.7039804977469237,-2.4242565345279528,0.03526947952115548,-0.6056024842372725,-2.446940735698441,0.03526947952115548,-0.5062165051590144,-2.4655522455009,0.03526947952115548,-0.40598797866600256,-2.480060086914016,0.03526947952115548,-0.30508372524911614,-2.490440113067525,0.03526947952115548,-0.20367169008001093,-2.4966750474322903,0.03526947952115548,-0.10192066348295668,-2.498754512575382,0.03526947952115548,-3.0600917156804463e-16,-2.4966750474322903,0.03526947952115548,0.10192066348295607,-2.490440113067525,0.03526947952115548,0.20367169008001032,-2.480060086914016,0.03526947952115548,0.3050837252491156,-2.4655522455009,0.03526947952115548,0.4059879786660009,-2.446940735698442,0.03526947952115548,0.5062165051590127,-2.4242565345279528,0.03526947952115548,0.6056024842372729,-2.3975373976035974,0.03526947952115548,0.7039804977469232,-2.3668277962918967,0.03526947952115548,0.8011868051933205,-2.3321788436935282,0.03526947952115548,0.8970596162709321,-2.2936482095706165,0.03526947952115548,0.9914393601473259,-2.251300024361104,0.03526947952115548,1.084168951053077,-2.205204772439962,0.03526947952115548,1.175094049735531,-2.1554391748049135,0.03526947952115548,1.2640633203412512,-2.1020860613818964,0.03526947952115548,1.3509286822996178,-2.0452342331628293,0.03526947952115548,1.4355455567883204,-1.9849783144051225,0.03526947952115548,1.5177731073705432,-1.9214185951389413,0.03526947952115548,1.5974744744033103,-1.8546608642443505,0.03526947952115548,1.6745170028268552,-1.784816233376159,0.03526947952115548,1.7487724629558803,-1.7120009520295374,0.03526947952115548,1.8201172639052117,-1.636336214054209,0.03526947952115548,1.888432659294626,-1.5579479559392413,0.03526947952115548,1.95360494489049,-1.4769666472041971,0.03526947952115548,2.0155256478552257,-1.3935270732454896,0.03526947952115548,2.0740917072896496,-1.3077681109993893,0.03526947952115548,2.1292056457676707,-1.2198324977950723,0.03526947952115548,2.1807757315778415,-1.1298665937824273,0.03526947952115548,2.2287161314017387,-1.0380201383300247,0.03526947952115548,2.2729470531750517,-0.9444460007987131,0.03526947952115548,2.313394878893604,-0.8492999261056582,0.03526947952115548,2.349992287143249,-0.7527402755023035,0.03526947952115548,2.382678365149722,-0.6549277629976852,0.03526947952115548,2.411398710161943,-0.5560251878658297,0.03526947952115548,2.4361055200000274,-0.4561971636824333,0.03526947952115548,2.456757672617293,-0.35560984434180715,0.03526947952115548,2.473320794543852,-0.254430647510113,0.03526947952115548,2.4857673180978583,-0.15282797597518447,0.03526947952115548,2.4940765272691943,-0.050970937356710634,0.03526947952115548,2.498234592199222,0.05097093735671194,0.03526947952115548,2.498234592199222,0.15282797597518355,0.03526947952115548,2.4940765272691943,0.25443064751011213,0.03526947952115548,2.485767318097859,0.35560984434180626,0.03526947952115548,2.4733207945438522,0.45619716368243235,0.03526947952115548,2.456757672617293,0.5560251878658288,0.03526947952115548,2.4361055200000274,0.6549277629976843,0.03526947952115548,2.4113987101619436,0.7527402755023027,0.03526947952115548,2.3826783651497223,0.8492999261056573,0.03526947952115548,2.3499922871432495,0.9444460007987102,0.03526947952115548,2.313394878893605,1.0380201383300258,0.03526947952115548,2.2729470531750513,1.1298665937824284,0.03526947952115548,2.228716131401738,1.2198324977950716,0.03526947952115548,2.180775731577842,1.3077681109993868,0.03526947952115548,2.1292056457676725,1.393527073245489,0.03526947952115548,2.0740917072896505,1.4769666472041982,0.03526947952115548,2.015525647855225,1.5579479559392408,0.03526947952115548,1.9536049448904904,1.6363362140542084,0.03526947952115548,1.8884326592946268,1.7120009520295365,0.03526947952115548,1.8201172639052121,1.7848162333761577,0.03526947952115548,1.7487724629558818,1.8546608642443505,0.03526947952115548,1.6745170028268552,1.9214185951389422,0.03526947952115548,1.5974744744033091,1.9849783144051216,0.03526947952115548,1.5177731073705438,2.045234233162828,0.03526947952115548,1.4355455567883222,2.1020860613818955,0.03526947952115548,1.3509286822996194,2.155439174804913,0.03526947952115548,1.2640633203412521,2.205204772439962,0.03526947952115548,1.175094049735531,2.251300024361103,0.03526947952115548,1.0841689510530788,2.293648209570616,0.03526947952115548,0.9914393601473278,2.3321788436935282,0.03526947952115548,0.8970596162709331,2.3668277962918958,0.03526947952115548,0.8011868051933225,2.3975373976035974,0.03526947952115548,0.703980497746923,2.4242565345279528,0.03526947952115548,0.6056024842372738,2.4469407356984414,0.03526947952115548,0.5062165051590136,2.4655522455009,0.03526947952115548,0.40598797866600284,2.480060086914016,0.03526947952115548,0.3050837252491176,2.490440113067525,0.03526947952115548,0.2036716900800112,2.4966750474322903,0.03526947952115548,0.10192066348295588,2.498754512575382,0.03526947952115548,0.0,2.4950242552572273,0.07036324826944526,0.0,2.4929478944367207,0.07036324826944526,-0.10176851156130286,2.4867222678728718,0.07036324826944526,-0.20336763947856143,2.476357737506695,0.07036324826944526,-0.30462828203009057,2.4618715540761174,0.07036324826944526,-0.4053819008696917,2.4432878284038297,0.07036324826944526,-0.5054608015420969,2.4206374912672017,0.07036324826944526,-0.6046984125938399,2.3939582419170535,0.07036324826944526,-0.7029295628150025,2.363294485330977,0.07036324826944526,-0.7999907561503916,2.3286972583056276,0.07036324826944526,-0.8957204438225886,2.290224144511018,0.07036324826944526,-0.9899592932139466,2.2479391786481804,0.07036324826944526,-1.0825504530600063,2.201912739869725,0.07036324826944526,-1.1733398145129492,2.152221434640688,0.07036324826944526,-1.2621762676405626,2.0989479692346293,0.07036324826944526,-1.348911952933811,2.042181012077204,0.07036324826944526,-1.4334025074043961,1.9820150461663157,0.07036324826944526,-1.5155073048627048,1.9185502118144955,0.07036324826944526,-1.5950896899762208,1.8518921399752297,0.07036324826944526,-1.6720172057188423,1.7821517764306658,0.07036324826944526,-1.7461618138325279,1.709445197133305,0.07036324826944526,-1.817400107934342,1.6338934150090358,0.07036324826944526,-1.8856135189141998,1.555622178543063,0.07036324826944526,-1.9506885122814497,1.47476176248396,0.07036324826944526,-2.0125167771318297,1.3914467510142101,0.07036324826944526,-2.070995406420275,1.305815813748116,0.07036324826944526,-2.1260270682395435,1.2180114749299114,0.07036324826944526,-2.1775201678195644,1.1281798762162232,0.07036324826944526,-2.225388999977898,1.0364705334377031,0.07036324826944526,-2.269553891767553,0.9430360877446883,0.07036324826944526,-2.3099413350847406,0.8480320515510678,0.07036324826944526,-2.346484109015863,0.7516165496992157,0.07036324826944526,-2.379121391720088,0.6539500562767995,0.07036324826944526,-2.4077988616612997,0.5551951275234961,0.07036324826944526,-2.432468788020938,0.4555161312721738,0.07036324826944526,-2.4530901101412304,0.3550789733748565,0.07036324826944526,-2.4696285058666088,0.2540508215688038,0.07036324826944526,-2.48205644866955,0.15259982724231355,0.07036324826944526,-2.49035325346576,0.050894845563328045,0.07036324826944526,-2.494505111042462,-0.05089484556332774,0.07036324826944526,-2.494505111042462,-0.15259982724231322,0.07036324826944526,-2.4903532534657606,-0.254050821568803,0.07036324826944526,-2.48205644866955,-0.3550789733748562,0.07036324826944526,-2.4696285058666088,-0.4555161312721735,0.07036324826944526,-2.4530901101412304,-0.5551951275234953,0.07036324826944526,-2.432468788020938,-0.6539500562767993,0.07036324826944526,-2.4077988616613,-0.7516165496992149,0.07036324826944526,-2.379121391720088,-0.8480320515510675,0.07036324826944526,-2.3464841090158632,-0.9430360877446881,0.07036324826944526,-2.309941335084741,-1.0364705334377025,0.07036324826944526,-2.269553891767553,-1.1281798762162234,0.07036324826944526,-2.225388999977898,-1.2180114749299114,0.07036324826944526,-2.1775201678195644,-1.3058158137481164,0.07036324826944526,-2.126027068239543,-1.3914467510142097,0.07036324826944526,-2.0709954064202756,-1.4747617624839593,0.07036324826944526,-2.0125167771318297,-1.5556221785430626,0.07036324826944526,-1.9506885122814503,-1.6338934150090363,0.07036324826944526,-1.8856135189141998,-1.7094451971333051,0.07036324826944526,-1.817400107934342,-1.7821517764306658,0.07036324826944526,-1.7461618138325279,-1.8518921399752297,0.07036324826944526,-1.6720172057188423,-1.9185502118144948,0.07036324826944526,-1.5950896899762217,-1.9820150461663157,0.07036324826944526,-1.5155073048627046,-2.042181012077203,0.07036324826944526,-1.433402507404397,-2.0989479692346293,0.07036324826944526,-1.3489119529338105,-2.1522214346406874,0.07036324826944526,-1.2621762676405628,-2.2019127398697247,0.07036324826944526,-1.1733398145129494,-2.2479391786481804,0.07036324826944526,-1.0825504530600067,-2.290224144511018,0.07036324826944526,-0.9899592932139467,-2.3286972583056276,0.07036324826944526,-0.8957204438225889,-2.363294485330977,0.07036324826944526,-0.7999907561503916,-2.3939582419170535,0.07036324826944526,-0.7029295628150035,-2.4206374912672017,0.07036324826944526,-0.6046984125938398,-2.4432878284038297,0.07036324826944526,-0.5054608015420977,-2.4618715540761174,0.07036324826944526,-0.40538190086969245,-2.476357737506695,0.07036324826944526,-0.30462828203009124,-2.4867222678728718,0.07036324826944526,-0.20336763947856196,-2.4929478944367207,0.07036324826944526,-0.10176851156130326,-2.4950242552572273,0.07036324826944526,-3.0555234679957723e-16,-2.4929478944367207,0.07036324826944526,0.10176851156130265,-2.4867222678728718,0.07036324826944526,0.20336763947856132,-2.476357737506695,0.07036324826944526,0.3046282820300906,-2.4618715540761174,0.07036324826944526,0.4053819008696908,-2.44328782840383,0.07036324826944526,0.505460801542096,-2.4206374912672017,0.07036324826944526,0.6046984125938403,-2.3939582419170535,0.07036324826944526,0.702929562815003,-2.363294485330977,0.07036324826944526,0.7999907561503911,-2.3286972583056276,0.07036324826944526,0.8957204438225883,-2.290224144511018,0.07036324826944526,0.9899592932139462,-2.2479391786481813,0.07036324826944526,1.0825504530600052,-2.201912739869725,0.07036324826944526,1.173339814512949,-2.152221434640688,0.07036324826944526,1.2621762676405623,-2.0989479692346293,0.07036324826944526,1.348911952933811,-2.042181012077204,0.07036324826944526,1.4334025074043955,-1.9820150461663164,0.07036324826944526,1.515507304862704,-1.9185502118144953,0.07036324826944526,1.595089689976221,-1.8518921399752295,0.07036324826944526,1.6720172057188425,-1.7821517764306662,0.07036324826944526,1.7461618138325277,-1.7094451971333053,0.07036324826944526,1.8174001079343418,-1.6338934150090374,0.07036324826944526,1.8856135189141987,-1.555622178543063,0.07036324826944526,1.9506885122814497,-1.4747617624839588,0.07036324826944526,2.01251677713183,-1.3914467510142101,0.07036324826944526,2.070995406420275,-1.305815813748117,0.07036324826944526,2.1260270682395426,-1.2180114749299118,0.07036324826944526,2.177520167819564,-1.1281798762162218,0.07036324826944526,2.225388999977899,-1.036470533437703,0.07036324826944526,2.269553891767553,-0.9430360877446892,0.07036324826944526,2.30994133508474,-0.8480320515510671,0.07036324826944526,2.3464841090158632,-0.751616549699216,0.07036324826944526,2.379121391720088,-0.6539500562768009,0.07036324826944526,2.4077988616612997,-0.5551951275234964,0.07036324826944526,2.432468788020938,-0.45551613127217305,0.07036324826944526,2.4530901101412304,-0.3550789733748562,0.07036324826944526,2.4696285058666088,-0.25405082156880465,0.07036324826944526,2.4820564486695496,-0.15259982724231327,0.07036324826944526,2.4903532534657606,-0.05089484556332669,0.07036324826944526,2.494505111042462,0.050894845563327996,0.07036324826944526,2.494505111042462,0.15259982724231236,0.07036324826944526,2.4903532534657606,0.25405082156880376,0.07036324826944526,2.48205644866955,0.35507897337485533,0.07036324826944526,2.469628505866609,0.4555161312721721,0.07036324826944526,2.453090110141231,0.5551951275234955,0.07036324826944526,2.432468788020938,0.6539500562768,0.07036324826944526,2.4077988616612997,0.7516165496992151,0.07036324826944526,2.379121391720088,0.8480320515510663,0.07036324826944526,2.3464841090158637,0.9430360877446863,0.07036324826944526,2.3099413350847415,1.036470533437704,0.07036324826944526,2.2695538917675524,1.128179876216223,0.07036324826944526,2.225388999977898,1.218011474929911,0.07036324826944526,2.1775201678195644,1.3058158137481146,0.07036324826944526,2.1260270682395443,1.3914467510142092,0.07036324826944526,2.0709954064202756,1.47476176248396,0.07036324826944526,2.0125167771318293,1.5556221785430624,0.07036324826944526,1.9506885122814503,1.6338934150090367,0.07036324826944526,1.8856135189141994,1.7094451971333045,0.07036324826944526,1.8174001079343423,1.782151776430665,0.07036324826944526,1.746161813832529,1.8518921399752295,0.07036324826944526,1.6720172057188425,1.918550211814496,0.07036324826944526,1.59508968997622,1.9820150461663155,0.07036324826944526,1.5155073048627048,2.042181012077203,0.07036324826944526,1.4334025074043972,2.098947969234628,0.07036324826944526,1.3489119529338125,2.1522214346406874,0.07036324826944526,1.2621762676405632,2.2019127398697256,0.07036324826944526,1.1733398145129488,2.2479391786481804,0.07036324826944526,1.0825504530600072,2.290224144511017,0.07036324826944526,0.989959293213948,2.3286972583056276,0.07036324826944526,0.8957204438225892,2.363294485330976,0.07036324826944526,0.7999907561503931,2.3939582419170535,0.07036324826944526,0.7029295628150027,2.4206374912672013,0.07036324826944526,0.6046984125938412,2.4432878284038297,0.07036324826944526,0.5054608015420969,2.4618715540761174,0.07036324826944526,0.4053819008696927,2.476357737506695,0.07036324826944526,0.3046282820300926,2.4867222678728718,0.07036324826944526,0.20336763947856223,2.4929478944367207,0.07036324826944526,0.10176851156130247,2.4950242552572273,0.07036324826944526,0.0,2.4888278119998573,0.10510647085423555,0.0,2.486756607863491,0.10510647085423555,-0.1015157674022239,2.48054644276927,0.10510647085423555,-0.20286257182811318,2.4702076529241195,0.10510647085423555,-0.30387173152353253,2.4557574462234086,0.10510647085423555,-0.40437512671067866,2.4372198736101134,0.10510647085423555,-0.5042054794068588,2.41462578904439,0.10510647085423555,-0.6031966318421843,2.388012798150206,0.10510647085423555,-0.7011838230127808,2.357425195624493,0.10510647085423555,-0.7980039629092192,2.322913891512988,0.10510647085423555,-0.8934959039637405,2.2845363264754943,0.10510647085423555,-0.9875007092644795,2.2423563761815664,0.10510647085423555,-1.079861917090269,2.1964442449957637,0.10510647085423555,-1.1704258013257336,2.1468763491294163,0.10510647085423555,-1.2590416273232372,2.093735189453379,0.10510647085423555,-1.345561902785829,2.0371092141834755,0.10510647085423555,-1.4298426232536154,1.9770926716671722,0.10510647085423555,-1.5117435117849725,1.9137854535165053,0.10510647085423555,-1.591128252433669,1.8472929283483501,0.10510647085423555,-1.6678647171333094,1.777725766408757,0.10510647085423555,-1.741825185611459,1.7051997553732494,0.10510647085423555,-1.8128865579674331,1.6298356076296643,0.10510647085423555,-1.880930559559932,1.5517587593642965,0.10510647085423555,-1.945843937863511,1.471099161785744,0.10510647085423555,-2.0075186509662317,1.387991064833948,0.10510647085423555,-2.0658520473947597,1.3025727937344158,0.10510647085423555,-2.1207470369676145,1.214986518769535,0.10510647085423555,-2.1721122523921923,1.1253780186501692,0.10510647085423555,-2.219862201336609,1.0338964378813773,0.10510647085423555,-2.26391740872325,0.9406940385261088,0.10510647085423555,-2.3042045490071916,0.845925946780024,0.10510647085423555,-2.340656568219335,0.7497498947792492,0.10510647085423555,-2.3732127955711224,0.6523259580708062,0.10510647085423555,-2.4018190444350718,0.5538162891826588,0.10510647085423555,-2.426427702533077,0.45438484773683446,0.10510647085423555,-2.446997811182342,0.3541971275548143,0.10510647085423555,-2.4634951334670654,0.25341988120939757,0.10510647085423555,-2.4758922112224133,0.15222084248150447,0.10510647085423555,-2.484168410735918,0.05076844718384886,0.10510647085423555,-2.4883099570902614,-0.050768447183848556,0.10510647085423555,-2.4883099570902614,-0.15222084248150416,0.10510647085423555,-2.4841684107359185,-0.25341988120939674,0.10510647085423555,-2.4758922112224133,-0.35419712755481403,0.10510647085423555,-2.4634951334670654,-0.4543848477368342,0.10510647085423555,-2.446997811182342,-0.553816289182658,0.10510647085423555,-2.426427702533077,-0.6523259580708058,0.10510647085423555,-2.401819044435072,-0.7497498947792485,0.10510647085423555,-2.3732127955711224,-0.8459259467800238,0.10510647085423555,-2.3406565682193357,-0.9406940385261086,0.10510647085423555,-2.304204549007192,-1.0338964378813766,0.10510647085423555,-2.2639174087232505,-1.1253780186501694,0.10510647085423555,-2.219862201336609,-1.214986518769535,0.10510647085423555,-2.1721122523921923,-1.3025727937344163,0.10510647085423555,-2.120747036967614,-1.3879910648339473,0.10510647085423555,-2.06585204739476,-1.4710991617857434,0.10510647085423555,-2.007518650966232,-1.551758759364296,0.10510647085423555,-1.9458439378635117,-1.6298356076296645,0.10510647085423555,-1.880930559559932,-1.7051997553732496,0.10510647085423555,-1.8128865579674331,-1.777725766408757,0.10510647085423555,-1.741825185611459,-1.8472929283483501,0.10510647085423555,-1.6678647171333094,-1.9137854535165046,0.10510647085423555,-1.5911282524336696,-1.9770926716671722,0.10510647085423555,-1.5117435117849722,-2.0371092141834746,0.10510647085423555,-1.4298426232536163,-2.093735189453379,0.10510647085423555,-1.3455619027858288,-2.146876349129416,0.10510647085423555,-1.2590416273232377,-2.1964442449957637,0.10510647085423555,-1.1704258013257338,-2.242356376181566,0.10510647085423555,-1.0798619170902692,-2.2845363264754943,0.10510647085423555,-0.9875007092644796,-2.322913891512988,0.10510647085423555,-0.8934959039637406,-2.357425195624493,0.10510647085423555,-0.7980039629092192,-2.388012798150206,0.10510647085423555,-0.7011838230127818,-2.41462578904439,0.10510647085423555,-0.6031966318421841,-2.437219873610113,0.10510647085423555,-0.5042054794068596,-2.4557574462234086,0.10510647085423555,-0.4043751267106793,-2.4702076529241195,0.10510647085423555,-0.30387173152353314,-2.48054644276927,0.10510647085423555,-0.20286257182811368,-2.486756607863491,0.10510647085423555,-0.10151576740222429,-2.4888278119998573,0.10510647085423555,-3.047935013594536e-16,-2.486756607863491,0.10510647085423555,0.10151576740222369,-2.48054644276927,0.10510647085423555,0.20286257182811307,-2.4702076529241195,0.10510647085423555,0.30387173152353253,-2.455757446223409,0.10510647085423555,0.4043751267106777,-2.4372198736101134,0.10510647085423555,0.5042054794068579,-2.41462578904439,0.10510647085423555,0.6031966318421845,-2.388012798150206,0.10510647085423555,0.7011838230127813,-2.357425195624493,0.10510647085423555,0.7980039629092186,-2.3229138915129885,0.10510647085423555,0.89349590396374,-2.2845363264754943,0.10510647085423555,0.9875007092644791,-2.242356376181567,0.10510647085423555,1.079861917090268,-2.1964442449957637,0.10510647085423555,1.1704258013257332,-2.1468763491294163,0.10510647085423555,1.259041627323237,-2.093735189453379,0.10510647085423555,1.345561902785829,-2.0371092141834755,0.10510647085423555,1.429842623253615,-1.9770926716671726,0.10510647085423555,1.5117435117849716,-1.9137854535165049,0.10510647085423555,1.5911282524336692,-1.84729292834835,0.10510647085423555,1.6678647171333096,-1.7777257664087576,0.10510647085423555,1.7418251856114588,-1.7051997553732499,0.10510647085423555,1.812886557967433,-1.6298356076296656,0.10510647085423555,1.8809305595599308,-1.5517587593642965,0.10510647085423555,1.945843937863511,-1.471099161785743,0.10510647085423555,2.007518650966232,-1.387991064833948,0.10510647085423555,2.0658520473947597,-1.302572793734417,0.10510647085423555,2.1207470369676136,-1.2149865187695355,0.10510647085423555,2.172112252392192,-1.125378018650168,0.10510647085423555,2.21986220133661,-1.033896437881377,0.10510647085423555,2.2639174087232505,-0.9406940385261096,0.10510647085423555,2.3042045490071916,-0.8459259467800233,0.10510647085423555,2.3406565682193357,-0.7497498947792496,0.10510647085423555,2.3732127955711224,-0.6523259580708075,0.10510647085423555,2.4018190444350713,-0.5538162891826591,0.10510647085423555,2.426427702533077,-0.45438484773683374,0.10510647085423555,2.446997811182342,-0.35419712755481403,0.10510647085423555,2.4634951334670654,-0.2534198812093984,0.10510647085423555,2.4758922112224133,-0.15222084248150422,0.10510647085423555,2.4841684107359185,-0.050768447183847515,0.10510647085423555,2.4883099570902614,0.05076844718384881,0.10510647085423555,2.4883099570902614,0.1522208424815033,0.10510647085423555,2.4841684107359185,0.2534198812093975,0.10510647085423555,2.4758922112224133,0.35419712755481314,0.10510647085423555,2.463495133467066,0.45438484773683285,0.10510647085423555,2.446997811182342,0.5538162891826582,0.10510647085423555,2.426427702533077,0.6523259580708067,0.10510647085423555,2.4018190444350718,0.7497498947792487,0.10510647085423555,2.3732127955711224,0.8459259467800224,0.10510647085423555,2.340656568219336,0.9406940385261067,0.10510647085423555,2.3042045490071925,1.0338964378813782,0.10510647085423555,2.26391740872325,1.1253780186501692,0.10510647085423555,2.219862201336609,1.2149865187695346,0.10510647085423555,2.1721122523921927,1.3025727937344143,0.10510647085423555,2.1207470369676154,1.387991064833947,0.10510647085423555,2.06585204739476,1.471099161785744,0.10510647085423555,2.0075186509662313,1.5517587593642959,0.10510647085423555,1.9458439378635117,1.6298356076296652,0.10510647085423555,1.8809305595599317,1.7051997553732492,0.10510647085423555,1.8128865579674334,1.7777257664087562,0.10510647085423555,1.7418251856114602,1.84729292834835,0.10510647085423555,1.6678647171333096,1.9137854535165058,0.10510647085423555,1.591128252433668,1.9770926716671717,0.10510647085423555,1.5117435117849725,2.0371092141834746,0.10510647085423555,1.4298426232536166,2.0937351894533776,0.10510647085423555,1.3455619027858308,2.146876349129416,0.10510647085423555,1.2590416273232379,2.196444244995764,0.10510647085423555,1.1704258013257332,2.242356376181566,0.10510647085423555,1.0798619170902697,2.2845363264754934,0.10510647085423555,0.9875007092644811,2.322913891512988,0.10510647085423555,0.893495903963741,2.3574251956244923,0.10510647085423555,0.7980039629092206,2.388012798150206,0.10510647085423555,0.7011838230127811,2.4146257890443894,0.10510647085423555,0.6031966318421854,2.4372198736101134,0.10510647085423555,0.5042054794068588,2.4557574462234086,0.10510647085423555,0.4043751267106796,2.4702076529241195,0.10510647085423555,0.3038717315235345,2.48054644276927,0.10510647085423555,0.20286257182811396,2.486756607863491,0.10510647085423555,0.1015157674022235,2.4888278119998573,0.10510647085423555,0.0,2.4801960531718894,0.13932605828824607,0.0,2.4781320323908766,0.13932605828824607,-0.10116369016440648,2.471943405406732,0.13932605828824607,-0.20215900335029446,2.461640472578321,0.13932605828824607,-0.30281784282600926,2.4472403821205475,0.13932605828824607,-0.4029726718871805,2.4287671015628463,0.13932605828824607,-0.5024567927050324,2.406251377857593,0.13932605828824607,-0.6011046237784683,2.3797306862048364,0.13932605828824607,-0.6987519755281388,2.349249167678528,0.13932605828824607,-0.7952363235737924,2.314857555758059,0.13932605828824607,-0.8903970792400666,2.276613091887392,0.13932605828824607,-0.9840758568404908,2.2345794302023254,0.13932605828824607,-1.0761167372948293,2.1888265315844664,0.13932605828824607,-1.1663665276410036,2.1394305472182498,0.13932605828824607,-1.2546750160096591,2.086473691844804,0.13932605828824607,-1.340895221636997,2.030044106923631,0.13932605828824607,-1.4248836394997508,1.9702357139298425,0.13932605828824607,-1.5065004791651353,1.9071480580311366,0.13932605828824607,-1.5856098974582247,1.840886142404689,0.13932605828824607,-1.6620802245595128,1.7715602534697263,0.13932605828824607,-1.7357841831563325,1.6992857773266667,0.13932605828824607,-1.8065991002833817,1.6241830077083426,0.13932605828824607,-1.8744071114997667,1.5463769457629544,0.13932605828824607,-1.9390953570627345,1.4659970920019945,0.13932605828824607,-2.000556169771575,1.3831772307594268,0.13932605828824607,-2.0586872541690497,1.2980552075208667,0.13932605828824607,-2.113391856802088,1.210772699493374,0.13932605828824607,-2.164578927258358,1.1214749797977228,0.13932605828824607,-2.2121632697106954,1.030310675675628,0.13932605828824607,-2.256065684717147,0.9374315211143719,0.13932605828824607,-2.296213101040627,0.8429921043005564,0.13932605828824607,-2.33253869726878,0.7471496103233196,0.13932605828824607,-2.3649820130316277,0.6500635595552713,0.13932605828824607,-2.393489049631886,0.5518955421465738,0.13932605828824607,-2.4180123599204695,0.4528089490740838,0.13932605828824607,-2.4385111272675877,0.35296870019319804,0.13932605828824607,-2.454951233497998,0.25254096974502666,0.13932605828824607,-2.4673053156773403,0.15169290977577235,0.13932605828824607,-2.4755528116550405,0.050592371928642965,0.13932605828824607,-2.479679994287983,-0.05059237192864267,0.13932605828824607,-2.479679994287983,-0.15169290977577204,0.13932605828824607,-2.475552811655041,-0.2525409697450258,0.13932605828824607,-2.4673053156773403,-0.35296870019319776,0.13932605828824607,-2.454951233497998,-0.45280894907408353,0.13932605828824607,-2.4385111272675877,-0.5518955421465729,0.13932605828824607,-2.4180123599204695,-0.6500635595552711,0.13932605828824607,-2.393489049631886,-0.7471496103233187,0.13932605828824607,-2.3649820130316277,-0.8429921043005562,0.13932605828824607,-2.33253869726878,-0.9374315211143717,0.13932605828824607,-2.2962131010406273,-1.030310675675627,0.13932605828824607,-2.256065684717147,-1.121474979797723,0.13932605828824607,-2.2121632697106954,-1.2107726994933738,0.13932605828824607,-2.164578927258358,-1.2980552075208673,0.13932605828824607,-2.1133918568020875,-1.3831772307594261,0.13932605828824607,-2.05868725416905,-1.4659970920019938,0.13932605828824607,-2.000556169771575,-1.5463769457629541,0.13932605828824607,-1.939095357062735,-1.6241830077083428,0.13932605828824607,-1.8744071114997667,-1.699285777326667,0.13932605828824607,-1.8065991002833817,-1.7715602534697263,0.13932605828824607,-1.7357841831563325,-1.840886142404689,0.13932605828824607,-1.6620802245595128,-1.9071480580311362,0.13932605828824607,-1.5856098974582256,-1.9702357139298425,0.13932605828824607,-1.506500479165135,-2.0300441069236306,0.13932605828824607,-1.4248836394997515,-2.0864736918448044,0.13932605828824607,-1.3408952216369967,-2.1394305472182493,0.13932605828824607,-1.2546750160096596,-2.1888265315844664,0.13932605828824607,-1.166366527641004,-2.234579430202325,0.13932605828824607,-1.0761167372948297,-2.276613091887392,0.13932605828824607,-0.984075856840491,-2.314857555758059,0.13932605828824607,-0.8903970792400667,-2.349249167678528,0.13932605828824607,-0.7952363235737924,-2.379730686204836,0.13932605828824607,-0.6987519755281398,-2.406251377857593,0.13932605828824607,-0.6011046237784681,-2.4287671015628463,0.13932605828824607,-0.5024567927050332,-2.4472403821205475,0.13932605828824607,-0.4029726718871812,-2.461640472578321,0.13932605828824607,-0.3028178428260099,-2.471943405406732,0.13932605828824607,-0.202159003350295,-2.4781320323908766,0.13932605828824607,-0.10116369016440688,-2.4801960531718894,0.13932605828824607,-3.037364157774853e-16,-2.4781320323908766,0.13932605828824607,0.10116369016440627,-2.471943405406732,0.13932605828824607,0.20215900335029438,-2.461640472578321,0.13932605828824607,0.3028178428260093,-2.447240382120548,0.13932605828824607,0.40297267188717956,-2.4287671015628467,0.13932605828824607,0.5024567927050315,-2.406251377857593,0.13932605828824607,0.6011046237784686,-2.3797306862048364,0.13932605828824607,0.6987519755281393,-2.349249167678528,0.13932605828824607,0.7952363235737918,-2.3148575557580595,0.13932605828824607,0.8903970792400662,-2.276613091887392,0.13932605828824607,0.9840758568404905,-2.234579430202326,0.13932605828824607,1.0761167372948282,-2.1888265315844664,0.13932605828824607,1.1663665276410033,-2.1394305472182498,0.13932605828824607,1.254675016009659,-2.086473691844804,0.13932605828824607,1.340895221636997,-2.030044106923631,0.13932605828824607,1.4248836394997502,-1.970235713929843,0.13932605828824607,1.5065004791651346,-1.9071480580311364,0.13932605828824607,1.585609897458225,-1.8408861424046887,0.13932605828824607,1.6620802245595132,-1.7715602534697268,0.13932605828824607,1.7357841831563323,-1.6992857773266672,0.13932605828824607,1.8065991002833812,-1.624183007708344,0.13932605828824607,1.8744071114997656,-1.5463769457629544,0.13932605828824607,1.9390953570627345,-1.4659970920019934,0.13932605828824607,2.0005561697715755,-1.3831772307594268,0.13932605828824607,2.0586872541690497,-1.2980552075208678,0.13932605828824607,2.1133918568020875,-1.2107726994933743,0.13932605828824607,2.164578927258358,-1.1214749797977217,0.13932605828824607,2.2121632697106963,-1.0303106756756277,0.13932605828824607,2.256065684717147,-0.9374315211143728,0.13932605828824607,2.296213101040627,-0.8429921043005557,0.13932605828824607,2.33253869726878,-0.7471496103233198,0.13932605828824607,2.3649820130316277,-0.6500635595552727,0.13932605828824607,2.3934890496318855,-0.5518955421465741,0.13932605828824607,2.4180123599204695,-0.45280894907408303,0.13932605828824607,2.4385111272675877,-0.35296870019319776,0.13932605828824607,2.454951233497998,-0.25254096974502754,0.13932605828824607,2.46730531567734,-0.1516929097757721,0.13932605828824607,2.475552811655041,-0.050592371928641626,0.13932605828824607,2.479679994287983,0.05059237192864292,0.13932605828824607,2.479679994287983,0.15169290977577118,0.13932605828824607,2.475552811655041,0.25254096974502666,0.13932605828824607,2.4673053156773403,0.35296870019319687,0.13932605828824607,2.454951233497998,0.45280894907408215,0.13932605828824607,2.438511127267588,0.5518955421465732,0.13932605828824607,2.4180123599204695,0.6500635595552718,0.13932605828824607,2.393489049631886,0.7471496103233191,0.13932605828824607,2.3649820130316277,0.8429921043005549,0.13932605828824607,2.3325386972687805,0.9374315211143699,0.13932605828824607,2.2962131010406277,1.0303106756756288,0.13932605828824607,2.2560656847171465,1.1214749797977228,0.13932605828824607,2.2121632697106954,1.2107726994933736,0.13932605828824607,2.1645789272583587,1.2980552075208653,0.13932605828824607,2.113391856802089,1.383177230759426,0.13932605828824607,2.05868725416905,1.4659970920019945,0.13932605828824607,2.0005561697715746,1.546376945762954,0.13932605828824607,1.939095357062735,1.6241830077083435,0.13932605828824607,1.8744071114997665,1.6992857773266663,0.13932605828824607,1.8065991002833819,1.7715602534697255,0.13932605828824607,1.7357841831563336,1.8408861424046887,0.13932605828824607,1.6620802245595132,1.9071480580311373,0.13932605828824607,1.5856098974582238,1.970235713929842,0.13932605828824607,1.5065004791651353,2.03004410692363,0.13932605828824607,1.424883639499752,2.086473691844803,0.13932605828824607,1.3408952216369987,2.1394305472182493,0.13932605828824607,1.2546750160096598,2.188826531584467,0.13932605828824607,1.1663665276410033,2.234579430202325,0.13932605828824607,1.07611673729483,2.2766130918873912,0.13932605828824607,0.9840758568404924,2.314857555758059,0.13932605828824607,0.8903970792400672,2.3492491676785274,0.13932605828824607,0.7952363235737938,2.3797306862048364,0.13932605828824607,0.6987519755281392,2.4062513778575925,0.13932605828824607,0.6011046237784695,2.4287671015628463,0.13932605828824607,0.5024567927050324,2.4472403821205475,0.13932605828824607,0.4029726718871815,2.461640472578321,0.13932605828824607,0.3028178428260113,2.471943405406732,0.13932605828824607,0.20215900335029527,2.4781320323908766,0.13932605828824607,0.10116369016440609,2.4801960531718894,0.13932605828824607,0.0,2.469171981761615,0.17285153030817815,0.0,2.467117135220055,0.17285153030817815,-0.10071403387893943,2.4609560156846535,0.17285153030817815,-0.20126043918787134,2.450698877730841,0.17285153030817815,-0.30147186635799983,2.4363627933524734,0.17285153030817815,-0.40118152335858254,2.417971623547182,0.17285153030817815,-0.5002234533058046,2.395555978602099,0.17285153030817815,-0.5984328106816346,2.3691531671460533,0.17285153030817815,-0.6956461357029197,2.338807134053043,0.17285153030817815,-0.7917016263840642,2.304568387300326,0.17285153030817815,-0.8864394078404654,2.2664939139028792,0.17285153030817815,-0.9797017983844819,2.224647085064135,0.17285153030817815,-1.0713335719710404,2.179097550700866,0.17285153030817815,-1.1611822165560697,2.129921123517775,0.17285153030817815,-1.2490981879377459,2.0771996528247274,0.17285153030817815,-1.3349351586580573,2.021020888306654,0.17285153030817815,-1.4185502615504195,1.9614783339728594,0.17285153030817815,-1.4998043275279735,1.8986710925288275,0.17285153030817815,-1.5785621172167947,1.8327037004295474,0.17285153030817815,-1.654692546048487,1.7636859538889016,0.17285153030817815,-1.7280689024375084,1.6917327261347033,0.17285153030817815,-1.7985690586801013,1.616963776213545,0.17285153030817815,-1.8660756742238007,1.5395035496636857,0.17285153030817815,-1.9304763909692062,1.4594809713877324,0.17285153030817815,-1.9916640202789482,1.377029231069863,0.17285153030817815,-2.049536721382596,1.292285561494744,0.17285153030817815,-2.1039981708805726,1.2053910101371008,0.17285153030817815,-2.154957723064942,1.1164902044021185,0.17285153030817815,-2.2023305607902497,1.025731110907395,0.17285153030817815,-2.2460378366432883,0.9332647892071138,0.17285153030817815,-2.286006804176834,0.8392451403683213,0.17285153030817815,-2.322170938988932,0.743828650817788,0.17285153030817815,-2.354470049446195,0.6471741318857975,0.17285153030817815,-2.3828503768668408,0.5494424554803584,0.17285153030817815,-2.407264684996707,0.4507962863317897,0.17285153030817815,-2.42767233862934,0.3513998112533317,0.17285153030817815,-2.4440393712392816,0.25141846586839617,0.17285153030817815,-2.456338541516003,0.15101865925930139,0.17285153030817815,-2.4645493787043713,0.05036749699577496,0.17285153030817815,-2.468658216676209,-0.050367496995774655,0.17285153030817815,-2.468658216676209,-0.15101865925930108,0.17285153030817815,-2.4645493787043717,-0.25141846586839534,0.17285153030817815,-2.456338541516003,-0.3513998112533314,0.17285153030817815,-2.4440393712392816,-0.4507962863317894,0.17285153030817815,-2.42767233862934,-0.5494424554803575,0.17285153030817815,-2.407264684996707,-0.6471741318857973,0.17285153030817815,-2.3828503768668408,-0.7438286508177873,0.17285153030817815,-2.3544700494461956,-0.839245140368321,0.17285153030817815,-2.3221709389889322,-0.9332647892071135,0.17285153030817815,-2.2860068041768344,-1.0257311109073943,0.17285153030817815,-2.2460378366432883,-1.1164902044021185,0.17285153030817815,-2.2023305607902497,-1.2053910101371006,0.17285153030817815,-2.154957723064942,-1.2922855614947444,0.17285153030817815,-2.103998170880572,-1.3770292310698626,0.17285153030817815,-2.0495367213825966,-1.4594809713877317,0.17285153030817815,-1.9916640202789484,-1.5395035496636855,0.17285153030817815,-1.9304763909692066,-1.6169637762135451,0.17285153030817815,-1.8660756742238007,-1.6917327261347035,0.17285153030817815,-1.7985690586801013,-1.7636859538889016,0.17285153030817815,-1.7280689024375084,-1.8327037004295474,0.17285153030817815,-1.654692546048487,-1.8986710925288268,0.17285153030817815,-1.5785621172167954,-1.9614783339728594,0.17285153030817815,-1.4998043275279733,-2.0210208883066536,0.17285153030817815,-1.4185502615504204,-2.077199652824728,0.17285153030817815,-1.3349351586580571,-2.1299211235177746,0.17285153030817815,-1.249098187937746,-2.179097550700866,0.17285153030817815,-1.1611822165560701,-2.2246470850641344,0.17285153030817815,-1.0713335719710408,-2.2664939139028792,0.17285153030817815,-0.979701798384482,-2.304568387300326,0.17285153030817815,-0.8864394078404655,-2.338807134053043,0.17285153030817815,-0.7917016263840642,-2.3691531671460533,0.17285153030817815,-0.6956461357029207,-2.395555978602099,0.17285153030817815,-0.5984328106816343,-2.417971623547182,0.17285153030817815,-0.5002234533058054,-2.4363627933524734,0.17285153030817815,-0.4011815233585832,-2.450698877730841,0.17285153030817815,-0.3014718663580005,-2.4609560156846535,0.17285153030817815,-0.20126043918787184,-2.467117135220055,0.17285153030817815,-0.10071403387893982,-2.469171981761615,0.17285153030817815,-3.0238635640086884e-16,-2.467117135220055,0.17285153030817815,0.10071403387893922,-2.4609560156846535,0.17285153030817815,0.20126043918787123,-2.450698877730841,0.17285153030817815,0.3014718663579999,-2.436362793352474,0.17285153030817815,0.40118152335858154,-2.4179716235471824,0.17285153030817815,0.5002234533058038,-2.395555978602099,0.17285153030817815,0.5984328106816348,-2.3691531671460533,0.17285153030817815,0.6956461357029201,-2.338807134053043,0.17285153030817815,0.7917016263840636,-2.304568387300326,0.17285153030817815,0.8864394078404649,-2.2664939139028792,0.17285153030817815,0.9797017983844815,-2.2246470850641353,0.17285153030817815,1.0713335719710393,-2.179097550700866,0.17285153030817815,1.1611822165560695,-2.129921123517775,0.17285153030817815,1.2490981879377456,-2.0771996528247274,0.17285153030817815,1.3349351586580573,-2.0210208883066545,0.17285153030817815,1.418550261550419,-1.96147833397286,0.17285153030817815,1.4998043275279727,-1.898671092528827,0.17285153030817815,1.578562117216795,-1.8327037004295472,0.17285153030817815,1.6546925460484874,-1.7636859538889023,0.17285153030817815,1.7280689024375082,-1.6917327261347037,0.17285153030817815,1.798569058680101,-1.6169637762135463,0.17285153030817815,1.8660756742237998,-1.5395035496636857,0.17285153030817815,1.9304763909692062,-1.4594809713877313,0.17285153030817815,1.9916640202789488,-1.377029231069863,0.17285153030817815,2.049536721382596,-1.292285561494745,0.17285153030817815,2.1039981708805717,-1.205391010137101,0.17285153030817815,2.154957723064942,-1.1164902044021172,0.17285153030817815,2.2023305607902506,-1.0257311109073948,0.17285153030817815,2.2460378366432883,-0.9332647892071145,0.17285153030817815,2.2860068041768336,-0.8392451403683207,0.17285153030817815,2.3221709389889322,-0.7438286508177883,0.17285153030817815,2.354470049446195,-0.6471741318857989,0.17285153030817815,2.3828503768668403,-0.5494424554803587,0.17285153030817815,2.407264684996707,-0.4507962863317889,0.17285153030817815,2.42767233862934,-0.3513998112533314,0.17285153030817815,2.4440393712392816,-0.251418465868397,0.17285153030817815,2.4563385415160024,-0.15101865925930114,0.17285153030817815,2.4645493787043717,-0.05036749699577362,0.17285153030817815,2.468658216676209,0.050367496995774905,0.17285153030817815,2.468658216676209,0.15101865925930022,0.17285153030817815,2.4645493787043717,0.2514184658683961,0.17285153030817815,2.456338541516003,0.35139981125333053,0.17285153030817815,2.444039371239282,0.45079628633178803,0.17285153030817815,2.42767233862934,0.5494424554803579,0.17285153030817815,2.407264684996707,0.6471741318857981,0.17285153030817815,2.3828503768668408,0.7438286508177875,0.17285153030817815,2.3544700494461956,0.8392451403683198,0.17285153030817815,2.3221709389889322,0.9332647892071118,0.17285153030817815,2.286006804176835,1.0257311109073959,0.17285153030817815,2.246037836643288,1.1164902044021183,0.17285153030817815,2.2023305607902497,1.2053910101371004,0.17285153030817815,2.1549577230649426,1.2922855614947426,0.17285153030817815,2.1039981708805735,1.3770292310698622,0.17285153030817815,2.0495367213825966,1.4594809713877324,0.17285153030817815,1.991664020278948,1.5395035496636853,0.17285153030817815,1.9304763909692066,1.6169637762135458,0.17285153030817815,1.8660756742238005,1.691732726134703,0.17285153030817815,1.7985690586801015,1.763685953888901,0.17285153030817815,1.7280689024375095,1.8327037004295472,0.17285153030817815,1.6546925460484874,1.898671092528828,0.17285153030817815,1.5785621172167938,1.9614783339728592,0.17285153030817815,1.4998043275279735,2.021020888306653,0.17285153030817815,1.4185502615504206,2.0771996528247265,0.17285153030817815,1.334935158658059,2.1299211235177746,0.17285153030817815,1.2490981879377463,2.1790975507008663,0.17285153030817815,1.1611822165560695,2.2246470850641344,0.17285153030817815,1.071333571971041,2.266493913902879,0.17285153030817815,0.9797017983844833,2.304568387300326,0.17285153030817815,0.8864394078404659,2.3388071340530425,0.17285153030817815,0.7917016263840656,2.3691531671460533,0.17285153030817815,0.69564613570292,2.395555978602099,0.17285153030817815,0.5984328106816357,2.417971623547182,0.17285153030817815,0.5002234533058046,2.4363627933524734,0.17285153030817815,0.4011815233585835,2.450698877730841,0.17285153030817815,0.3014718663580019,2.4609560156846535,0.17285153030817815,0.20126043918787212,2.467117135220055,0.17285153030817815,0.10071403387893904,2.469171981761615,0.17285153030817815,0.0,2.455810519138271,0.20551586469881092,0.0,2.453766792014664,0.20551586469881092,-0.10016903871081852,2.447639012225946,0.20551586469881092,-0.20017135594230173,2.43743737885683,0.20551586469881092,-0.29984050770656306,2.423178871519269,0.20551586469881092,-0.39901060453675646,2.4048872220915647,0.20551586469881092,-0.49751658759372214,2.382592875219003,0.20551586469881092,-0.5951945033901349,2.356332937641742,0.20551586469881092,-0.6918817766749039,2.3261511164343087,0.20551586469881092,-0.7874174810236328,2.2920976462594833,0.20551586469881092,-0.8816426066847721,2.254229205757664,0.20551586469881092,-0.9744003252356582,2.2126088232108603,0.20551586469881092,-1.0655362506079444,2.167305771638341,0.20551586469881092,-1.1548986960479777,2.1183954534985285,0.20551586469881092,-1.2423389265844278,2.065959275189048,0.20551586469881092,-1.3277114065829703,2.010084511553812,0.20551586469881092,-1.4108740419759864,1.9508641606226584,0.20551586469881092,-1.491688416764116,1.888396788825305,0.20551586469881092,-1.5700200233960269,1.8227863669372555,0.20551586469881092,-1.6457384866429616,1.754142097030705,0.20551586469881092,-1.7187177805954372,1.6825782307184667,0.20551586469881092,-1.7888364384209359,1.6082138789934395,0.20551586469881092,-1.8559777545334584,1.5311728139801144,0.20551586469881092,-1.920029978838456,1.4515832629280867,0.20551586469881092,-1.9808865027298344,1.369577694790456,0.20551586469881092,-2.038446036529455,1.2852925997423268,0.20551586469881092,-2.092612778073812,1.1988682620063809,0.20551586469881092,-2.1432965721672734,1.1104485263636348,0.20551586469881092,-2.190413060636513,1.0201805587379944,0.20551586469881092,-2.233883822736361,0.9282146012531028,0.20551586469881092,-2.2736365056733954,0.8347037221691508,0.20551586469881092,-2.309604945030026,0.7398035611158615,0.20551586469881092,-2.34172927488864,0.6436720700456912,0.20551586469881092,-2.3699560274725098,0.5464692503383896,0.20551586469881092,-2.394238222137635,0.44835688649449396,0.20551586469881092,-2.414535443567385,0.34949827686099594,0.20551586469881092,-2.4308139090398053,0.2500579618373556,0.20551586469881092,-2.443046524655626,0.1502014500142487,0.20551586469881092,-2.4512129304333805,0.05009494270084881,0.20551586469881092,-2.4552995341965884,-0.050094942700848515,0.20551586469881092,-2.4552995341965884,-0.1502014500142484,0.20551586469881092,-2.451212930433381,-0.2500579618373548,0.20551586469881092,-2.443046524655626,-0.34949827686099566,0.20551586469881092,-2.4308139090398053,-0.4483568864944937,0.20551586469881092,-2.414535443567385,-0.5464692503383887,0.20551586469881092,-2.394238222137635,-0.6436720700456909,0.20551586469881092,-2.3699560274725098,-0.7398035611158608,0.20551586469881092,-2.34172927488864,-0.8347037221691505,0.20551586469881092,-2.3096049450300264,-0.9282146012531026,0.20551586469881092,-2.273636505673396,-1.0201805587379937,0.20551586469881092,-2.2338838227363613,-1.110448526363635,0.20551586469881092,-2.190413060636513,-1.1988682620063809,0.20551586469881092,-2.1432965721672734,-1.2852925997423275,0.20551586469881092,-2.092612778073811,-1.3695776947904557,0.20551586469881092,-2.0384460365294554,-1.451583262928086,0.20551586469881092,-1.9808865027298348,-1.531172813980114,0.20551586469881092,-1.9200299788384567,-1.60821387899344,0.20551586469881092,-1.8559777545334584,-1.682578230718467,0.20551586469881092,-1.7888364384209359,-1.754142097030705,0.20551586469881092,-1.7187177805954372,-1.8227863669372555,0.20551586469881092,-1.6457384866429616,-1.8883967888253044,0.20551586469881092,-1.5700200233960278,-1.9508641606226584,0.20551586469881092,-1.4916884167641158,-2.0100845115538117,0.20551586469881092,-1.410874041975987,-2.065959275189048,0.20551586469881092,-1.32771140658297,-2.118395453498528,0.20551586469881092,-1.2423389265844282,-2.167305771638341,0.20551586469881092,-1.154898696047978,-2.2126088232108603,0.20551586469881092,-1.0655362506079449,-2.254229205757664,0.20551586469881092,-0.9744003252356583,-2.2920976462594833,0.20551586469881092,-0.8816426066847722,-2.3261511164343087,0.20551586469881092,-0.7874174810236328,-2.356332937641742,0.20551586469881092,-0.6918817766749048,-2.382592875219003,0.20551586469881092,-0.5951945033901347,-2.4048872220915642,0.20551586469881092,-0.49751658759372286,-2.423178871519269,0.20551586469881092,-0.39901060453675713,-2.43743737885683,0.20551586469881092,-0.2998405077065637,-2.447639012225946,0.20551586469881092,-0.20017135594230223,-2.453766792014664,0.20551586469881092,-0.1001690387108189,-2.455810519138271,0.20551586469881092,-3.0075004915750833e-16,-2.453766792014664,0.20551586469881092,0.10016903871081831,-2.447639012225946,0.20551586469881092,0.20017135594230162,-2.43743737885683,0.20551586469881092,0.2998405077065631,-2.423178871519269,0.20551586469881092,0.3990106045367555,-2.404887222091565,0.20551586469881092,0.49751658759372125,-2.382592875219003,0.20551586469881092,0.5951945033901352,-2.356332937641742,0.20551586469881092,0.6918817766749042,-2.3261511164343087,0.20551586469881092,0.7874174810236323,-2.2920976462594838,0.20551586469881092,0.8816426066847717,-2.254229205757664,0.20551586469881092,0.9744003252356578,-2.2126088232108607,0.20551586469881092,1.0655362506079433,-2.167305771638341,0.20551586469881092,1.1548986960479775,-2.1183954534985285,0.20551586469881092,1.2423389265844276,-2.065959275189048,0.20551586469881092,1.3277114065829703,-2.010084511553812,0.20551586469881092,1.4108740419759858,-1.950864160622659,0.20551586469881092,1.4916884167641153,-1.8883967888253046,0.20551586469881092,1.570020023396027,-1.8227863669372553,0.20551586469881092,1.6457384866429619,-1.7541420970307053,0.20551586469881092,1.718717780595437,-1.6825782307184673,0.20551586469881092,1.7888364384209356,-1.6082138789934408,0.20551586469881092,1.8559777545334573,-1.5311728139801144,0.20551586469881092,1.920029978838456,-1.4515832629280856,0.20551586469881092,1.980886502729835,-1.369577694790456,0.20551586469881092,2.038446036529455,-1.285292599742328,0.20551586469881092,2.092612778073811,-1.1988682620063813,0.20551586469881092,2.143296572167273,-1.1104485263636337,0.20551586469881092,2.190413060636514,-1.0201805587379942,0.20551586469881092,2.2338838227363613,-0.9282146012531037,0.20551586469881092,2.273636505673395,-0.83470372216915,0.20551586469881092,2.3096049450300264,-0.7398035611158618,0.20551586469881092,2.34172927488864,-0.6436720700456926,0.20551586469881092,2.3699560274725093,-0.5464692503383899,0.20551586469881092,2.394238222137635,-0.44835688649449323,0.20551586469881092,2.414535443567385,-0.34949827686099566,0.20551586469881092,2.4308139090398053,-0.25005796183735646,0.20551586469881092,2.443046524655626,-0.15020145001424845,0.20551586469881092,2.451212930433381,-0.05009494270084748,0.20551586469881092,2.4552995341965884,0.050094942700848764,0.20551586469881092,2.4552995341965884,0.15020145001424753,0.20551586469881092,2.451212930433381,0.25005796183735557,0.20551586469881092,2.443046524655626,0.34949827686099477,0.20551586469881092,2.4308139090398058,0.44835688649449235,0.20551586469881092,2.4145354435673854,0.546469250338389,0.20551586469881092,2.394238222137635,0.6436720700456917,0.20551586469881092,2.3699560274725098,0.739803561115861,0.20551586469881092,2.34172927488864,0.8347037221691492,0.20551586469881092,2.3096049450300264,0.9282146012531008,0.20551586469881092,2.2736365056733963,1.0201805587379953,0.20551586469881092,2.233883822736361,1.1104485263636346,0.20551586469881092,2.190413060636513,1.1988682620063806,0.20551586469881092,2.143296572167274,1.2852925997423255,0.20551586469881092,2.0926127780738124,1.3695776947904554,0.20551586469881092,2.0384460365294554,1.4515832629280867,0.20551586469881092,1.9808865027298341,1.5311728139801137,0.20551586469881092,1.9200299788384567,1.6082138789934404,0.20551586469881092,1.8559777545334581,1.6825782307184665,0.20551586469881092,1.788836438420936,1.754142097030704,0.20551586469881092,1.7187177805954383,1.8227863669372553,0.20551586469881092,1.6457384866429619,1.8883967888253055,0.20551586469881092,1.5700200233960262,1.9508641606226582,0.20551586469881092,1.491688416764116,2.0100845115538113,0.20551586469881092,1.4108740419759875,2.0659592751890465,0.20551586469881092,1.3277114065829718,2.118395453498528,0.20551586469881092,1.2423389265844285,2.1673057716383415,0.20551586469881092,1.1548986960479772,2.2126088232108603,0.20551586469881092,1.065536250607945,2.254229205757663,0.20551586469881092,0.9744003252356597,2.2920976462594833,0.20551586469881092,0.8816426066847727,2.3261511164343083,0.20551586469881092,0.7874174810236342,2.356332937641742,0.20551586469881092,0.6918817766749041,2.382592875219003,0.20551586469881092,0.5951945033901361,2.4048872220915647,0.20551586469881092,0.49751658759372214,2.423178871519269,0.20551586469881092,0.3990106045367574,2.43743737885683,0.20551586469881092,0.29984050770656506,2.447639012225946,0.20551586469881092,0.2001713559423025,2.453766792014664,0.20551586469881092,0.10016903871081811,2.455810519138271,0.20551586469881092,0.0,2.440178231436546,0.2371563293892761,0.0,2.4381475135130097,0.2371563293892761,-0.09953141979855723,2.4320587396719753,0.2371563293892761,-0.19889717937153253,2.421922044076605,0.2371563293892761,-0.29793189421844063,2.407754298256335,0.2371563293892761,-0.3964707308300722,2.3895790830258807,0.2371563293892761,-0.49434968103760285,2.367426649237296,0.2371563293892761,-0.5914058349880039,2.3413338674304165,0.2371563293892761,-0.687477652291416,2.3113441664654855,0.2371563293892761,-0.782405230889185,2.2775074612401003,0.2371563293892761,-0.8760305731950584,2.239880069610792,0.2371563293892761,-0.9681978490665752,2.1985246186575123,0.2371563293892761,-1.0587536551689585,2.1535099404470373,0.2371563293892761,-1.1475472702998282,2.1049109574687876,0.2371563293892761,-1.2344309062497667,2.052808557933738,0.2371563293892761,-1.3192599537812084,1.9972894611439715,0.2371563293892761,-1.4018932233162456,1.9384460731569615,0.2371563293892761,-1.4821931799327461,1.8763763329848073,0.2371563293892761,-1.5600261722776565,1.811183549584415,0.2371563293892761,-1.6352626550164924,1.742976229909933,0.2371563293892761,-1.7077774044487604,1.671867898313636,0.2371563293892761,-1.777449726930451,1.5979769075958439,0.2371563293892761,-1.8441636597566964,1.521426242018367,0.2371563293892761,-1.9078081641702496,1.4423433126093368,0.2371563293892761,-1.9682773101745379,1.3608597451001265,0.2371563293892761,-2.0254704528436864,1.2771111608473096,0.2371563293892761,-2.079292399836066,1.1912369511042975,0.2371563293892761,-2.1296535698325507,1.103380045018354,0.2371563293892761,-2.176470141635783,1.0136866717391328,0.2371563293892761,-2.2196641936822847,0.9223061170346941,0.2371563293892761,-2.2591638337352107,0.8293904748200728,0.2371563293892761,-2.2949033185418775,0.7350943940119671,0.2371563293892761,-2.3268231632569263,0.6395748211308808,0.2371563293892761,-2.35487024044897,0.5429907390791279,0.2371563293892761,-2.3789978685259663,0.44550290252948066,0.2371563293892761,-2.3991658894321164,0.3472735703648835,0.2371563293892761,-2.415340735486986,0.24846623561455233,0.2371563293892761,-2.4274954852556005,0.1492453533359663,0.2371563293892761,-2.435609908356511,0.04977606689565196,0.2371563293892761,-2.439670499133272,-0.049776066895651665,0.2371563293892761,-2.439670499133272,-0.149245353335966,0.2371563293892761,-2.4356099083565113,-0.2484662356145515,0.2371563293892761,-2.4274954852556005,-0.3472735703648832,0.2371563293892761,-2.415340735486986,-0.4455029025294804,0.2371563293892761,-2.3991658894321164,-0.542990739079127,0.2371563293892761,-2.3789978685259663,-0.6395748211308805,0.2371563293892761,-2.3548702404489705,-0.7350943940119662,0.2371563293892761,-2.3268231632569263,-0.8293904748200726,0.2371563293892761,-2.294903318541878,-0.9223061170346939,0.2371563293892761,-2.2591638337352107,-1.0136866717391322,0.2371563293892761,-2.219664193682285,-1.1033800450183542,0.2371563293892761,-2.176470141635783,-1.1912369511042975,0.2371563293892761,-2.1296535698325507,-1.27711116084731,0.2371563293892761,-2.0792923998360657,-1.3608597451001259,0.2371563293892761,-2.025470452843687,-1.4423433126093363,0.2371563293892761,-1.9682773101745383,-1.5214262420183666,0.2371563293892761,-1.90780816417025,-1.597976907595844,0.2371563293892761,-1.8441636597566964,-1.6718678983136361,0.2371563293892761,-1.777449726930451,-1.742976229909933,0.2371563293892761,-1.7077774044487604,-1.811183549584415,0.2371563293892761,-1.6352626550164924,-1.8763763329848067,0.2371563293892761,-1.5600261722776572,-1.9384460731569615,0.2371563293892761,-1.482193179932746,-1.997289461143971,0.2371563293892761,-1.4018932233162464,-2.052808557933738,0.2371563293892761,-1.3192599537812082,-2.1049109574687876,0.2371563293892761,-1.234430906249767,-2.153509940447037,0.2371563293892761,-1.1475472702998286,-2.198524618657512,0.2371563293892761,-1.058753655168959,-2.2398800696107917,0.2371563293892761,-0.9681978490665754,-2.2775074612401003,0.2371563293892761,-0.8760305731950585,-2.3113441664654855,0.2371563293892761,-0.782405230889185,-2.3413338674304165,0.2371563293892761,-0.6874776522914169,-2.367426649237296,0.2371563293892761,-0.5914058349880037,-2.3895790830258803,0.2371563293892761,-0.4943496810376036,-2.407754298256335,0.2371563293892761,-0.3964707308300729,-2.421922044076605,0.2371563293892761,-0.29793189421844124,-2.4320587396719753,0.2371563293892761,-0.19889717937153303,-2.4381475135130097,0.2371563293892761,-0.09953141979855762,-2.440178231436546,0.2371563293892761,-2.988356460477815e-16,-2.4381475135130097,0.2371563293892761,0.09953141979855702,-2.4320587396719753,0.2371563293892761,0.19889717937153242,-2.421922044076605,0.2371563293892761,0.29793189421844063,-2.4077542982563354,0.2371563293892761,0.3964707308300713,-2.389579083025881,0.2371563293892761,0.49434968103760196,-2.367426649237296,0.2371563293892761,0.5914058349880043,-2.3413338674304165,0.2371563293892761,0.6874776522914164,-2.3113441664654855,0.2371563293892761,0.7824052308891845,-2.2775074612401003,0.2371563293892761,0.876030573195058,-2.239880069610792,0.2371563293892761,0.9681978490665748,-2.1985246186575127,0.2371563293892761,1.0587536551689574,-2.1535099404470373,0.2371563293892761,1.147547270299828,-2.1049109574687876,0.2371563293892761,1.2344309062497665,-2.052808557933738,0.2371563293892761,1.3192599537812084,-1.9972894611439718,0.2371563293892761,1.401893223316245,-1.938446073156962,0.2371563293892761,1.4821931799327452,-1.876376332984807,0.2371563293892761,1.5600261722776567,-1.8111835495844149,0.2371563293892761,1.6352626550164926,-1.7429762299099336,0.2371563293892761,1.7077774044487601,-1.6718678983136366,0.2371563293892761,1.7774497269304508,-1.5979769075958452,0.2371563293892761,1.8441636597566953,-1.521426242018367,0.2371563293892761,1.9078081641702496,-1.4423433126093357,0.2371563293892761,1.9682773101745386,-1.3608597451001265,0.2371563293892761,2.0254704528436864,-1.2771111608473107,0.2371563293892761,2.0792923998360653,-1.1912369511042977,0.2371563293892761,2.1296535698325503,-1.1033800450183529,0.2371563293892761,2.1764701416357832,-1.0136866717391328,0.2371563293892761,2.219664193682285,-0.9223061170346949,0.2371563293892761,2.2591638337352102,-0.8293904748200721,0.2371563293892761,2.294903318541878,-0.7350943940119673,0.2371563293892761,2.3268231632569263,-0.6395748211308822,0.2371563293892761,2.3548702404489696,-0.5429907390791282,0.2371563293892761,2.3789978685259663,-0.4455029025294799,0.2371563293892761,2.3991658894321164,-0.3472735703648832,0.2371563293892761,2.415340735486986,-0.24846623561455317,0.2371563293892761,2.4274954852556,-0.14924535333596606,0.2371563293892761,2.4356099083565113,-0.049776066895650645,0.2371563293892761,2.439670499133272,0.049776066895651915,0.2371563293892761,2.439670499133272,0.14924535333596517,0.2371563293892761,2.4356099083565113,0.24846623561455228,0.2371563293892761,2.4274954852556005,0.3472735703648823,0.2371563293892761,2.4153407354869865,0.445502902529479,0.2371563293892761,2.3991658894321164,0.5429907390791273,0.2371563293892761,2.3789978685259663,0.6395748211308814,0.2371563293892761,2.35487024044897,0.7350943940119665,0.2371563293892761,2.3268231632569263,0.8293904748200713,0.2371563293892761,2.2949033185418783,0.9223061170346921,0.2371563293892761,2.259163833735211,1.013686671739134,0.2371563293892761,2.2196641936822847,1.103380045018354,0.2371563293892761,2.176470141635783,1.191236951104297,0.2371563293892761,2.1296535698325507,1.2771111608473082,0.2371563293892761,2.079292399836067,1.3608597451001256,0.2371563293892761,2.025470452843687,1.4423433126093368,0.2371563293892761,1.9682773101745377,1.5214262420183664,0.2371563293892761,1.90780816417025,1.5979769075958448,0.2371563293892761,1.844163659756696,1.6718678983136357,0.2371563293892761,1.7774497269304512,1.7429762299099323,0.2371563293892761,1.7077774044487615,1.8111835495844149,0.2371563293892761,1.6352626550164926,1.8763763329848078,0.2371563293892761,1.5600261722776556,1.938446073156961,0.2371563293892761,1.4821931799327461,1.9972894611439707,0.2371563293892761,1.4018932233162467,2.0528085579337367,0.2371563293892761,1.3192599537812102,2.1049109574687876,0.2371563293892761,1.2344309062497674,2.1535099404470377,0.2371563293892761,1.147547270299828,2.198524618657512,0.2371563293892761,1.0587536551689591,2.2398800696107912,0.2371563293892761,0.9681978490665767,2.2775074612401003,0.2371563293892761,0.876030573195059,2.311344166465485,0.2371563293892761,0.7824052308891863,2.3413338674304165,0.2371563293892761,0.6874776522914162,2.367426649237296,0.2371563293892761,0.5914058349880051,2.3895790830258807,0.2371563293892761,0.49434968103760285,2.407754298256335,0.2371563293892761,0.39647073083007317,2.421922044076605,0.2371563293892761,0.29793189421844263,2.4320587396719753,0.2371563293892761,0.1988971793715333,2.4381475135130097,0.2371563293892761,0.09953141979855684,2.440178231436546,0.2371563293892761,0.0,2.422352997927441,0.26761529317604965,0.0,2.4203371141749144,0.26761529317604965,-0.09880435372750325,2.414292818156894,0.26761529317604965,-0.1974442573591463,2.404230170007595,0.26761529317604965,-0.29575553451002407,2.3901659180117893,0.26761529317604965,-0.39357455576157696,2.372123470728933,0.26761529317604965,-0.49073851100660926,2.3501328580319343,0.26761529317604965,-0.5870856804306452,2.324230681125393,0.26761529317604965,-0.6824557036786004,2.2944600516265052,0.26761529317604965,-0.7766898467587666,2.260870519810034,0.26761529317604965,-0.8696312662398759,2.2235179921367636,0.26761529317604965,-0.9611252703015132,2.1824646382027177,0.26761529317604965,-1.0510195762033845,2.137778787263998,0.26761529317604965,-1.1391645637449108,2.089534814509482,0.26761529317604965,-1.225413524293284,2.037813017270663,0.26761529317604965,-1.3096229049655093,1.9826994813746635,0.26761529317604965,-1.3916525475580113,1.9242859378628734,0.26761529317604965,-1.4713659218261324,1.8626696103136844,0.26761529317604965,-1.5486303527252487,1.7979530530234384,0.26761529317604965,-1.6233172412352919,1.7302439803149217,0.26761529317604965,-1.695302278401123,1.6596550872575058,0.26761529317604965,-1.764465652232523,1.5863038620973255,0.26761529317604965,-1.8306922471194251,1.5103123907096896,0.26761529317604965,-1.8938718354304873,1.4318071533991872,0.26761529317604965,-1.9538992609761074,1.350918814385705,0.26761529317604965,-2.0106746140305205,1.2677820043267283,0.26761529317604965,-2.0641033976216807,1.1825350962378982,0.26761529317604965,-2.1140966848121416,1.0953199751847829,0.26761529317604965,-2.1605712667091703,1.0062818021291866,0.26761529317604965,-2.2034497909577375,0.9155687723230578,0.26761529317604965,-2.242660890485878,0.8233318686521162,0.26761529317604965,-2.278139302288136,0.7297246103397378,0.26761529317604965,-2.3098259760494035,0.634902797429362,0.26761529317604965,-2.337668172428335,0.5390242514706924,0.26761529317604965,-2.3616195508367817,0.4422485528413036,0.26761529317604965,-2.3816402465691233,0.34473677514085166,0.26761529317604965,-2.39769693715314,0.246651217099962,0.26761529317604965,-2.4097628978119756,0.1481551324500123,0.26761529317604965,-2.417818045944893,0.04941245820340596,0.26761529317604965,-2.4218489745527814,-0.04941245820340567,0.26761529317604965,-2.4218489745527814,-0.148155132450012,0.26761529317604965,-2.4178180459448932,-0.24665121709996118,0.26761529317604965,-2.4097628978119756,-0.34473677514085144,0.26761529317604965,-2.39769693715314,-0.4422485528413033,0.26761529317604965,-2.3816402465691233,-0.5390242514706917,0.26761529317604965,-2.3616195508367817,-0.6349027974293617,0.26761529317604965,-2.3376681724283355,-0.729724610339737,0.26761529317604965,-2.309825976049404,-0.8233318686521159,0.26761529317604965,-2.2781393022881367,-0.9155687723230576,0.26761529317604965,-2.2426608904858782,-1.006281802129186,0.26761529317604965,-2.203449790957738,-1.095319975184783,0.26761529317604965,-2.1605712667091703,-1.182535096237898,0.26761529317604965,-2.1140966848121416,-1.2677820043267287,0.26761529317604965,-2.0641033976216803,-1.3509188143857043,0.26761529317604965,-2.010674614030521,-1.4318071533991865,0.26761529317604965,-1.9538992609761079,-1.5103123907096894,0.26761529317604965,-1.893871835430488,-1.5863038620973258,0.26761529317604965,-1.8306922471194251,-1.659655087257506,0.26761529317604965,-1.764465652232523,-1.7302439803149217,0.26761529317604965,-1.695302278401123,-1.7979530530234384,0.26761529317604965,-1.6233172412352919,-1.862669610313684,0.26761529317604965,-1.5486303527252496,-1.9242859378628734,0.26761529317604965,-1.4713659218261321,-1.982699481374663,0.26761529317604965,-1.3916525475580122,-2.037813017270663,0.26761529317604965,-1.309622904965509,-2.0895348145094816,0.26761529317604965,-1.2254135242932842,-2.1377787872639975,0.26761529317604965,-1.139164563744911,-2.1824646382027173,0.26761529317604965,-1.051019576203385,-2.2235179921367636,0.26761529317604965,-0.9611252703015134,-2.260870519810034,0.26761529317604965,-0.8696312662398761,-2.2944600516265052,0.26761529317604965,-0.7766898467587666,-2.3242306811253926,0.26761529317604965,-0.6824557036786013,-2.3501328580319343,0.26761529317604965,-0.587085680430645,-2.3721234707289325,0.26761529317604965,-0.49073851100661,-2.3901659180117893,0.26761529317604965,-0.3935745557615776,-2.404230170007595,0.26761529317604965,-0.2957555345100247,-2.414292818156894,0.26761529317604965,-0.1974442573591468,-2.4203371141749144,0.26761529317604965,-0.09880435372750364,-2.422352997927441,0.26761529317604965,-2.966526845316836e-16,-2.4203371141749144,0.26761529317604965,0.09880435372750306,-2.414292818156894,0.26761529317604965,0.1974442573591462,-2.404230170007595,0.26761529317604965,0.2957555345100241,-2.3901659180117893,0.26761529317604965,0.393574555761576,-2.372123470728933,0.26761529317604965,0.49073851100660837,-2.3501328580319343,0.26761529317604965,0.5870856804306455,-2.324230681125393,0.26761529317604965,0.6824557036786008,-2.2944600516265052,0.26761529317604965,0.7766898467587662,-2.260870519810034,0.26761529317604965,0.8696312662398755,-2.2235179921367636,0.26761529317604965,0.9611252703015128,-2.182464638202718,0.26761529317604965,1.0510195762033836,-2.137778787263998,0.26761529317604965,1.1391645637449106,-2.089534814509482,0.26761529317604965,1.2254135242932838,-2.037813017270663,0.26761529317604965,1.3096229049655093,-1.9826994813746637,0.26761529317604965,1.3916525475580108,-1.924285937862874,0.26761529317604965,1.4713659218261317,-1.8626696103136842,0.26761529317604965,1.5486303527252492,-1.7979530530234382,0.26761529317604965,1.623317241235292,-1.730243980314922,0.26761529317604965,1.6953022784011227,-1.6596550872575062,0.26761529317604965,1.7644656522325228,-1.5863038620973269,0.26761529317604965,1.830692247119424,-1.5103123907096896,0.26761529317604965,1.8938718354304873,-1.431807153399186,0.26761529317604965,1.953899260976108,-1.350918814385705,0.26761529317604965,2.0106746140305205,-1.2677820043267292,0.26761529317604965,2.06410339762168,-1.1825350962378984,0.26761529317604965,2.114096684812141,-1.0953199751847817,0.26761529317604965,2.1605712667091708,-1.0062818021291864,0.26761529317604965,2.203449790957738,-0.9155687723230587,0.26761529317604965,2.2426608904858774,-0.8233318686521155,0.26761529317604965,2.2781393022881367,-0.7297246103397381,0.26761529317604965,2.3098259760494035,-0.6349027974293633,0.26761529317604965,2.3376681724283346,-0.5390242514706928,0.26761529317604965,2.3616195508367817,-0.4422485528413029,0.26761529317604965,2.3816402465691233,-0.34473677514085144,0.26761529317604965,2.39769693715314,-0.24665121709996282,0.26761529317604965,2.409762897811975,-0.14815513245001205,0.26761529317604965,2.4178180459448932,-0.04941245820340465,0.26761529317604965,2.4218489745527814,0.04941245820340591,0.26761529317604965,2.4218489745527814,0.14815513245001116,0.26761529317604965,2.4178180459448932,0.24665121709996196,0.26761529317604965,2.4097628978119756,0.34473677514085055,0.26761529317604965,2.3976969371531403,0.442248552841302,0.26761529317604965,2.3816402465691238,0.5390242514706919,0.26761529317604965,2.3616195508367817,0.6349027974293625,0.26761529317604965,2.337668172428335,0.7297246103397373,0.26761529317604965,2.309825976049404,0.8233318686521147,0.26761529317604965,2.2781393022881367,0.9155687723230558,0.26761529317604965,2.2426608904858787,1.0062818021291875,0.26761529317604965,2.2034497909577375,1.0953199751847829,0.26761529317604965,2.1605712667091703,1.1825350962378978,0.26761529317604965,2.1140966848121416,1.2677820043267267,0.26761529317604965,2.0641033976216816,1.350918814385704,0.26761529317604965,2.010674614030521,1.4318071533991872,0.26761529317604965,1.9538992609761072,1.5103123907096891,0.26761529317604965,1.893871835430488,1.5863038620973264,0.26761529317604965,1.830692247119425,1.6596550872575053,0.26761529317604965,1.7644656522325233,1.7302439803149208,0.26761529317604965,1.695302278401124,1.7979530530234382,0.26761529317604965,1.623317241235292,1.862669610313685,0.26761529317604965,1.548630352725248,1.9242859378628732,0.26761529317604965,1.4713659218261324,1.9826994813746626,0.26761529317604965,1.3916525475580124,2.0378130172706617,0.26761529317604965,1.3096229049655108,2.0895348145094816,0.26761529317604965,1.2254135242932847,2.137778787263998,0.26761529317604965,1.1391645637449104,2.1824646382027173,0.26761529317604965,1.0510195762033852,2.223517992136763,0.26761529317604965,0.9611252703015147,2.260870519810034,0.26761529317604965,0.8696312662398764,2.294460051626505,0.26761529317604965,0.7766898467587681,2.324230681125393,0.26761529317604965,0.6824557036786006,2.3501328580319343,0.26761529317604965,0.5870856804306464,2.372123470728933,0.26761529317604965,0.49073851100660926,2.3901659180117893,0.26761529317604965,0.3935745557615779,2.404230170007595,0.26761529317604965,0.29575553451002606,2.414292818156894,0.26761529317604965,0.19744425735914709,2.4203371141749144,0.26761529317604965,0.09880435372750286,2.422352997927441,0.26761529317604965,0.0,2.402423623027663,0.2967410110336781,0.0,2.40042432451399,0.2967410110336781,-0.09799146270425005,2.394429756608037,0.2967410110336781,-0.19581982828952457,2.384449896676485,0.2967410110336781,-0.29332227109590664,2.3705013552112866,0.2967410110336781,-0.39033650792977986,2.35260734818314,0.2967410110336781,-0.4867010681681883,2.330797658400799,0.2967410110336781,-0.582255562510753,2.3051085859405265,0.2967410110336781,-0.6768409499318345,2.2755828877281994,0.2967410110336781,-0.7702998023886231,2.2422697063746253,0.2967410110336781,-0.8624765668445805,2.2052244883825174,0.2967410110336781,-0.9532178241721183,2.164508891861262,0.2967410110336781,-1.0423725445035932,2.12019068390308,0.2967410110336781,-1.129792338605619,2.072343627791391,0.2967410110336781,-1.215331704858299,2.0210473602291072,0.2967410110336781,-1.298848271428314,1.9663872587912004,0.2967410110336781,-1.380203033232789,1.9084542998221532,0.2967410110336781,-1.4592605832995347,1.847344907014815,0.2967410110336781,-1.5358893381385872,1.7831607909226783,0.2967410110336781,-1.6099617567499456,1.7160087796727015,0.2967410110336781,-1.6813545529029765,1.6460006411604347,0.2967410110336781,-1.7499489003341786,1.573252897023386,0.2967410110336781,-1.8156306305217713,1.4978866287022585,0.2967410110336781,-1.8782904227079327,1.4200272759128376,0.2967410110336781,-1.937823985852412,1.3398044278639667,0.2967410110336781,-1.9941322322146722,1.2573516075690974,0.2967410110336781,-2.047121442275658,1.1728060496104105,0.2967410110336781,-2.096703420724683,1.0863084717253986,0.2967410110336781,-2.1427956432518225,0.9980028405960757,0.2967410110336781,-2.1853213939014844,0.9080361322306486,0.2967410110336781,-2.2242098927585423,0.8165580873364524,0.2967410110336781,-2.2593964137545224,0.7237209620913206,0.2967410110336781,-2.2908223923977555,0.6296792747282058,0.2967410110336781,-2.3184355232481932,0.5345895483548283,0.2967410110336781,-2.342189846974652,0.4386100504364106,0.2967410110336781,-2.3620458268495836,0.34190052937510207,0.2967410110336781,-2.3779704145540554,0.24462194862452613,0.2967410110336781,-2.3899371051834195,0.14693621878200072,0.2967410110336781,-2.397925981362104,0.0490059281043255,0.2967410110336781,-2.4019237463941265,-0.049005928104325205,0.2967410110336781,-2.4019237463941265,-0.14693621878200042,0.2967410110336781,-2.3979259813621043,-0.24462194862452533,0.2967410110336781,-2.3899371051834195,-0.3419005293751018,0.2967410110336781,-2.3779704145540554,-0.4386100504364104,0.2967410110336781,-2.3620458268495836,-0.5345895483548275,0.2967410110336781,-2.342189846974652,-0.6296792747282055,0.2967410110336781,-2.3184355232481932,-0.7237209620913199,0.2967410110336781,-2.2908223923977555,-0.8165580873364522,0.2967410110336781,-2.259396413754523,-0.9080361322306484,0.2967410110336781,-2.2242098927585428,-0.998002840596075,0.2967410110336781,-2.1853213939014844,-1.0863084717253986,0.2967410110336781,-2.1427956432518225,-1.1728060496104105,0.2967410110336781,-2.096703420724683,-1.257351607569098,0.2967410110336781,-2.047121442275657,-1.3398044278639663,0.2967410110336781,-1.9941322322146726,-1.4200272759128372,0.2967410110336781,-1.9378239858524122,-1.4978866287022583,0.2967410110336781,-1.8782904227079331,-1.5732528970233863,0.2967410110336781,-1.8156306305217713,-1.6460006411604349,0.2967410110336781,-1.7499489003341786,-1.7160087796727015,0.2967410110336781,-1.6813545529029765,-1.7831607909226783,0.2967410110336781,-1.6099617567499456,-1.8473449070148145,0.2967410110336781,-1.5358893381385879,-1.9084542998221532,0.2967410110336781,-1.4592605832995342,-1.9663872587912,0.2967410110336781,-1.38020303323279,-2.0210473602291077,0.2967410110336781,-1.2988482714283138,-2.072343627791391,0.2967410110336781,-1.2153317048582992,-2.1201906839030795,0.2967410110336781,-1.1297923386056192,-2.1645088918612614,0.2967410110336781,-1.0423725445035936,-2.205224488382517,0.2967410110336781,-0.9532178241721184,-2.2422697063746253,0.2967410110336781,-0.8624765668445807,-2.2755828877281994,0.2967410110336781,-0.7702998023886231,-2.3051085859405265,0.2967410110336781,-0.6768409499318354,-2.330797658400799,0.2967410110336781,-0.5822555625107528,-2.35260734818314,0.2967410110336781,-0.48670106816818903,-2.3705013552112866,0.2967410110336781,-0.39033650792978053,-2.384449896676485,0.2967410110336781,-0.29332227109590725,-2.394429756608037,0.2967410110336781,-0.19581982828952507,-2.40042432451399,0.2967410110336781,-0.09799146270425042,-2.402423623027663,0.2967410110336781,-2.942120400136815e-16,-2.40042432451399,0.2967410110336781,0.09799146270424984,-2.394429756608037,0.2967410110336781,0.19581982828952446,-2.384449896676485,0.2967410110336781,0.2933222710959067,-2.370501355211287,0.2967410110336781,0.3903365079297789,-2.3526073481831404,0.2967410110336781,0.4867010681681874,-2.330797658400799,0.2967410110336781,0.5822555625107534,-2.3051085859405265,0.2967410110336781,0.6768409499318349,-2.2755828877281994,0.2967410110336781,0.7702998023886225,-2.2422697063746253,0.2967410110336781,0.8624765668445802,-2.2052244883825174,0.2967410110336781,0.9532178241721179,-2.1645088918612623,0.2967410110336781,1.042372544503592,-2.12019068390308,0.2967410110336781,1.1297923386056186,-2.072343627791391,0.2967410110336781,1.2153317048582986,-2.0210473602291072,0.2967410110336781,1.298848271428314,-1.9663872587912006,0.2967410110336781,1.3802030332327886,-1.9084542998221539,0.2967410110336781,1.4592605832995338,-1.8473449070148147,0.2967410110336781,1.5358893381385874,-1.783160790922678,0.2967410110336781,1.6099617567499458,-1.7160087796727022,0.2967410110336781,1.681354552902976,-1.646000641160435,0.2967410110336781,1.7499489003341784,-1.5732528970233874,0.2967410110336781,1.8156306305217702,-1.4978866287022585,0.2967410110336781,1.8782904227079327,-1.4200272759128365,0.2967410110336781,1.9378239858524124,-1.3398044278639667,0.2967410110336781,1.9941322322146722,-1.2573516075690985,0.2967410110336781,2.047121442275657,-1.172806049610411,0.2967410110336781,2.0967034207246824,-1.0863084717253972,0.2967410110336781,2.1427956432518234,-0.9980028405960756,0.2967410110336781,2.1853213939014844,-0.9080361322306494,0.2967410110336781,2.224209892758542,-0.8165580873364517,0.2967410110336781,2.259396413754523,-0.7237209620913209,0.2967410110336781,2.2908223923977555,-0.6296792747282072,0.2967410110336781,2.318435523248193,-0.5345895483548286,0.2967410110336781,2.342189846974652,-0.4386100504364099,0.2967410110336781,2.3620458268495836,-0.3419005293751018,0.2967410110336781,2.3779704145540554,-0.24462194862452696,0.2967410110336781,2.389937105183419,-0.14693621878200047,0.2967410110336781,2.3979259813621043,-0.04900592810432419,0.2967410110336781,2.4019237463941265,0.04900592810432545,0.2967410110336781,2.4019237463941265,0.14693621878199958,0.2967410110336781,2.3979259813621043,0.2446219486245261,0.2967410110336781,2.3899371051834195,0.34190052937510096,0.2967410110336781,2.377970414554056,0.43861005043640905,0.2967410110336781,2.3620458268495836,0.5345895483548277,0.2967410110336781,2.342189846974652,0.6296792747282064,0.2967410110336781,2.3184355232481932,0.7237209620913201,0.2967410110336781,2.2908223923977555,0.816558087336451,0.2967410110336781,2.259396413754523,0.9080361322306466,0.2967410110336781,2.224209892758543,0.9980028405960767,0.2967410110336781,2.185321393901484,1.0863084717253984,0.2967410110336781,2.1427956432518225,1.1728060496104102,0.2967410110336781,2.096703420724683,1.257351607569096,0.2967410110336781,2.0471214422756585,1.339804427863966,0.2967410110336781,1.9941322322146726,1.4200272759128376,0.2967410110336781,1.9378239858524118,1.4978866287022579,0.2967410110336781,1.8782904227079331,1.5732528970233868,0.2967410110336781,1.815630630521771,1.6460006411604342,0.2967410110336781,1.7499489003341788,1.7160087796727008,0.2967410110336781,1.6813545529029774,1.783160790922678,0.2967410110336781,1.6099617567499458,1.8473449070148154,0.2967410110336781,1.5358893381385863,1.908454299822153,0.2967410110336781,1.4592605832995347,1.9663872587911997,0.2967410110336781,1.3802030332327901,2.0210473602291064,0.2967410110336781,1.2988482714283156,2.072343627791391,0.2967410110336781,1.2153317048582994,2.12019068390308,0.2967410110336781,1.1297923386056186,2.1645088918612614,0.2967410110336781,1.0423725445035938,2.2052244883825165,0.2967410110336781,0.9532178241721198,2.2422697063746253,0.2967410110336781,0.8624765668445811,2.275582887728199,0.2967410110336781,0.7702998023886244,2.3051085859405265,0.2967410110336781,0.6768409499318347,2.330797658400799,0.2967410110336781,0.5822555625107542,2.35260734818314,0.2967410110336781,0.4867010681681883,2.3705013552112866,0.2967410110336781,0.3903365079297808,2.384449896676485,0.2967410110336781,0.2933222710959086,2.394429756608037,0.2967410110336781,0.19581982828952532,2.40042432451399,0.2967410110336781,0.09799146270424966,2.402423623027663,0.2967410110336781,0.0,2.380489393880484,0.32438838010086307,0.0,2.378508349046683,0.32438838010086307,-0.0970967965109858,2.3725685117988986,0.32438838010086307,-0.1940319849865809,2.362679768410032,0.32438838010086307,-0.29064422637202053,2.3488585777175426,0.32438838010086307,-0.38677271912610023,2.3311279437293355,0.32438838010086307,-0.4822574668594715,2.309517377335863,0.32438838010086307,-0.5769395446328422,2.2840628471921582,0.32438838010086307,-0.6706613634718539,2.254806719851559,0.32438838010086307,-0.7632669326583773,2.221797689250761,0.32438838010086307,-0.8546021193616674,2.1850906956635656,0.32438838010086307,-0.9445149051772506,2.144746834258216,0.32438838010086307,-1.032855639146554,2.100833253410519,0.32438838010086307,-1.1194772868361593,2.0534230429420015,0.32438838010086307,-1.2042356750621057,2.0025951124691144,0.32438838010086307,-1.2869897318519248,1.9484340600659635,0.32438838010086307,-1.3676017212450196,1.8910300314591644,0.32438838010086307,-1.4459374725405751,1.8304785699891777,0.32438838010086307,-1.5218666036114497,1.7668804575878472,0.32438838010086307,-1.5952627379123585,1.70034154703682,0.32438838010086307,-1.6660037148211608,1.6309725857860387,0.32438838010086307,-1.7339717929631604,1.5588890316255404,0.32438838010086307,-1.799053846180002,1.4842108605173598,0.32438838010086307,-1.8611415518170003,1.4070623669073796,0.32438838010086307,-1.9201315710155067,1.3275719568494928,0.32438838010086307,-1.9759257207102403,1.2458719342863989,0.32438838010086307,-2.028431137045313,1.1620982808427471,0.32438838010086307,-2.0775604299369506,1.0763904294971431,0.32438838010086307,-2.123231828525663,0.9888910325097141,0.32438838010086307,-2.165369317275773,0.8997457239915037,0.32438838010086307,-2.2039027624957686,0.8091028775108647,0.32438838010086307,-2.2387680290689147,0.7171133591402965,0.32438838010086307,-2.269907087199825,0.6239302763547583,0.32438838010086307,-2.297268108999328,0.5297087231993862,0.32438838010086307,-2.320805554746875,0.43460552215076065,0.32438838010086307,-2.34048024868691,0.3387789631013721,0.32438838010086307,-2.3562594442330482,0.24238853990171405,0.32438838010086307,-2.36811687847154,0.14559468489851238,0.32438838010086307,-2.3760328158732946,0.04855850191091511,0.32438838010086307,-2.3799940811417244,-0.04855850191091482,0.32438838010086307,-2.3799940811417244,-0.1455946848985121,0.32438838010086307,-2.3760328158732946,-0.24238853990171325,0.32438838010086307,-2.36811687847154,-0.33877896310137184,0.32438838010086307,-2.3562594442330482,-0.4346055221507604,0.32438838010086307,-2.34048024868691,-0.5297087231993854,0.32438838010086307,-2.320805554746875,-0.6239302763547581,0.32438838010086307,-2.2972681089993285,-0.7171133591402956,0.32438838010086307,-2.2699070871998255,-0.8091028775108644,0.32438838010086307,-2.238768029068915,-0.8997457239915033,0.32438838010086307,-2.2039027624957686,-0.9888910325097134,0.32438838010086307,-2.165369317275773,-1.0763904294971434,0.32438838010086307,-2.123231828525663,-1.162098280842747,0.32438838010086307,-2.0775604299369506,-1.2458719342863995,0.32438838010086307,-2.0284311370453127,-1.3275719568494924,0.32438838010086307,-1.9759257207102408,-1.4070623669073792,0.32438838010086307,-1.920131571015507,-1.4842108605173596,0.32438838010086307,-1.861141551817001,-1.5588890316255406,0.32438838010086307,-1.799053846180002,-1.6309725857860389,0.32438838010086307,-1.7339717929631604,-1.70034154703682,0.32438838010086307,-1.6660037148211608,-1.7668804575878472,0.32438838010086307,-1.5952627379123585,-1.8304785699891772,0.32438838010086307,-1.5218666036114505,-1.8910300314591644,0.32438838010086307,-1.445937472540575,-1.948434060065963,0.32438838010086307,-1.3676017212450202,-2.002595112469115,0.32438838010086307,-1.2869897318519246,-2.0534230429420015,0.32438838010086307,-1.204235675062106,-2.1008332534105185,0.32438838010086307,-1.1194772868361598,-2.1447468342582154,0.32438838010086307,-1.0328556391465542,-2.185090695663565,0.32438838010086307,-0.9445149051772507,-2.221797689250761,0.32438838010086307,-0.8546021193616675,-2.254806719851559,0.32438838010086307,-0.7632669326583773,-2.284062847192158,0.32438838010086307,-0.6706613634718549,-2.309517377335863,0.32438838010086307,-0.576939544632842,-2.331127943729335,0.32438838010086307,-0.48225746685947224,-2.3488585777175426,0.32438838010086307,-0.3867727191261009,-2.362679768410032,0.32438838010086307,-0.29064422637202114,-2.3725685117988986,0.32438838010086307,-0.1940319849865814,-2.378508349046683,0.32438838010086307,-0.09709679651098618,-2.380489393880484,0.32438838010086307,-2.915258716619958e-16,-2.378508349046683,0.32438838010086307,0.0970967965109856,-2.3725685117988986,0.32438838010086307,0.1940319849865808,-2.362679768410032,0.32438838010086307,0.2906442263720206,-2.3488585777175426,0.32438838010086307,0.3867727191260993,-2.331127943729336,0.32438838010086307,0.4822574668594707,-2.309517377335863,0.32438838010086307,0.5769395446328425,-2.2840628471921582,0.32438838010086307,0.6706613634718543,-2.254806719851559,0.32438838010086307,0.7632669326583768,-2.221797689250761,0.32438838010086307,0.8546021193616671,-2.1850906956635656,0.32438838010086307,0.9445149051772501,-2.1447468342582163,0.32438838010086307,1.0328556391465529,-2.100833253410519,0.32438838010086307,1.119477286836159,-2.0534230429420015,0.32438838010086307,1.2042356750621053,-2.0025951124691144,0.32438838010086307,1.2869897318519248,-1.9484340600659638,0.32438838010086307,1.3676017212450189,-1.891030031459165,0.32438838010086307,1.4459374725405745,-1.8304785699891775,0.32438838010086307,1.5218666036114499,-1.766880457587847,0.32438838010086307,1.5952627379123587,-1.7003415470368204,0.32438838010086307,1.6660037148211606,-1.6309725857860393,0.32438838010086307,1.7339717929631602,-1.5588890316255417,0.32438838010086307,1.799053846180001,-1.4842108605173598,0.32438838010086307,1.8611415518170003,-1.4070623669073785,0.32438838010086307,1.9201315710155071,-1.3275719568494928,0.32438838010086307,1.9759257207102403,-1.2458719342864,0.32438838010086307,2.0284311370453123,-1.1620982808427474,0.32438838010086307,2.07756042993695,-1.076390429497142,0.32438838010086307,2.1232318285256637,-0.9888910325097139,0.32438838010086307,2.165369317275773,-0.8997457239915044,0.32438838010086307,2.203902762495768,-0.8091028775108641,0.32438838010086307,2.238768029068915,-0.7171133591402967,0.32438838010086307,2.269907087199825,-0.6239302763547596,0.32438838010086307,2.2972681089993277,-0.5297087231993866,0.32438838010086307,2.320805554746875,-0.4346055221507599,0.32438838010086307,2.34048024868691,-0.33877896310137184,0.32438838010086307,2.3562594442330482,-0.24238853990171488,0.32438838010086307,2.3681168784715396,-0.14559468489851213,0.32438838010086307,2.3760328158732946,-0.04855850191091382,0.32438838010086307,2.3799940811417244,0.04855850191091506,0.32438838010086307,2.3799940811417244,0.14559468489851127,0.32438838010086307,2.3760328158732946,0.24238853990171402,0.32438838010086307,2.36811687847154,0.338778963101371,0.32438838010086307,2.3562594442330487,0.4346055221507591,0.32438838010086307,2.34048024868691,0.5297087231993857,0.32438838010086307,2.320805554746875,0.6239302763547588,0.32438838010086307,2.297268108999328,0.717113359140296,0.32438838010086307,2.2699070871998255,0.8091028775108633,0.32438838010086307,2.238768029068915,0.8997457239915017,0.32438838010086307,2.203902762495769,0.988891032509715,0.32438838010086307,2.1653693172757724,1.0763904294971431,0.32438838010086307,2.123231828525663,1.1620982808427467,0.32438838010086307,2.0775604299369506,1.2458719342863975,0.32438838010086307,2.028431137045314,1.3275719568494921,0.32438838010086307,1.9759257207102408,1.4070623669073796,0.32438838010086307,1.9201315710155065,1.4842108605173594,0.32438838010086307,1.861141551817001,1.5588890316255413,0.32438838010086307,1.7990538461800019,1.6309725857860384,0.32438838010086307,1.7339717929631606,1.7003415470368193,0.32438838010086307,1.666003714821162,1.766880457587847,0.32438838010086307,1.5952627379123587,1.8304785699891784,0.32438838010086307,1.5218666036114488,1.8910300314591642,0.32438838010086307,1.4459374725405751,1.9484340600659626,0.32438838010086307,1.3676017212450207,2.0025951124691135,0.32438838010086307,1.2869897318519266,2.0534230429420015,0.32438838010086307,1.2042356750621062,2.1008332534105194,0.32438838010086307,1.119477286836159,2.1447468342582154,0.32438838010086307,1.0328556391465546,2.1850906956635647,0.32438838010086307,0.944514905177252,2.221797689250761,0.32438838010086307,0.854602119361668,2.2548067198515587,0.32438838010086307,0.7632669326583786,2.2840628471921582,0.32438838010086307,0.6706613634718542,2.3095173773358626,0.32438838010086307,0.5769395446328434,2.3311279437293355,0.32438838010086307,0.4822574668594715,2.3488585777175426,0.32438838010086307,0.38677271912610117,2.362679768410032,0.32438838010086307,0.2906442263720225,2.3725685117988986,0.32438838010086307,0.19403198498658167,2.378508349046683,0.32438838010086307,0.09709679651098542,2.380489393880484,0.32438838010086307,0.0,2.3566595857121904,0.35041966257561646,0.0,2.3546983720603656,0.35041966257561646,-0.09612481232968227,2.3488179953514643,0.35041966257561646,-0.19208963439571933,2.339028242892189,0.35041966257561646,-0.2877347422224704,2.3253454087593655,0.35041966257561646,-0.38290094396709395,2.3077922666800608,0.35041966257561646,-0.477429844878659,2.2863980321269604,0.35041966257561646,-0.5711641109305765,2.261198313692099,0.35041966257561646,-0.6639477306875597,2.2322350538198723,0.35041966257561646,-0.7556262749712612,2.1995564589979777,0.35041966257561646,-0.8460471538923996,2.163216919522473,0.35041966257561646,-0.9350598708215722,2.1232769189704963,0.35041966257561646,-1.0225162728760404,2.079802933531321,0.35041966257561646,-1.1082707975055848,2.032867321363299,0.35041966257561646,-1.1921807147670016,1.982548202160848,0.35041966257561646,-1.2741063648840085,1.9289293271319286,0.35041966257561646,-1.3539113906971603,1.8720999396024238,0.35041966257561646,-1.4314629646168826,1.8121546264794322,0.35041966257561646,-1.5066320097018855,1.7491931608206936,0.35041966257561646,-1.579293414494996,1.683320335772183,0.35041966257561646,-1.649326241258829,1.614645790150259,0.35041966257561646,-1.7166139272647178,1.5432838259586763,0.35041966257561646,-1.7810444787998705,1.4693532181441789,0.35041966257561646,-1.8425106575698544,1.3929770169073235,0.35041966257561646,-1.9009101591861535,1.3142823428975654,0.35041966257561646,-1.9561457834417246,1.233400175633482,0.35041966257561646,-2.008125596091153,1.150465135500291,0.35041966257561646,-2.0567630818661273,1.0656152596875053,0.35041966257561646,-2.1019772884715673,0.9789917724396499,0.35041966257561646,-2.1436929613227322,0.89073885000245,0.35041966257561646,-2.1818406687990453,0.8010033806556957,0.35041966257561646,-2.2163569178061775,0.7099347202321947,0.35041966257561646,-2.2471842594540368,0.6176844435297326,0.35041966257561646,-2.274271384674775,0.5244060920297777,0.35041966257561646,-2.297573209621667,0.4302549183428389,0.35041966257561646,-2.3170509507067276,0.335387627805818,0.35041966257561646,-2.3326721891521616,0.23996211766143893,0.35041966257561646,-2.344410924948225,0.14413721425387363,0.35041966257561646,-2.3522476201276694,0.048072408677964154,0.35041966257561646,-2.3561692312847673,-0.04807240867796387,0.35041966257561646,-2.3561692312847673,-0.14413721425387332,0.35041966257561646,-2.35224762012767,-0.23996211766143813,0.35041966257561646,-2.344410924948225,-0.3353876278058177,0.35041966257561646,-2.3326721891521616,-0.4302549183428387,0.35041966257561646,-2.3170509507067276,-0.524406092029777,0.35041966257561646,-2.297573209621667,-0.6176844435297323,0.35041966257561646,-2.274271384674775,-0.709934720232194,0.35041966257561646,-2.247184259454037,-0.8010033806556953,0.35041966257561646,-2.216356917806178,-0.8907388500024498,0.35041966257561646,-2.1818406687990457,-0.9789917724396492,0.35041966257561646,-2.1436929613227327,-1.0656152596875055,0.35041966257561646,-2.1019772884715673,-1.150465135500291,0.35041966257561646,-2.0567630818661273,-1.2334001756334825,0.35041966257561646,-2.0081255960911526,-1.3142823428975647,0.35041966257561646,-1.9561457834417253,-1.392977016907323,0.35041966257561646,-1.9009101591861537,-1.4693532181441784,0.35041966257561646,-1.842510657569855,-1.5432838259586765,0.35041966257561646,-1.7810444787998705,-1.6146457901502596,0.35041966257561646,-1.7166139272647178,-1.683320335772183,0.35041966257561646,-1.649326241258829,-1.7491931608206936,0.35041966257561646,-1.579293414494996,-1.8121546264794315,0.35041966257561646,-1.5066320097018864,-1.8720999396024238,0.35041966257561646,-1.4314629646168824,-1.928929327131928,0.35041966257561646,-1.353911390697161,-1.9825482021608483,0.35041966257561646,-1.2741063648840083,-2.0328673213632986,0.35041966257561646,-1.1921807147670018,-2.0798029335313206,0.35041966257561646,-1.108270797505585,-2.123276918970496,0.35041966257561646,-1.0225162728760409,-2.1632169195224726,0.35041966257561646,-0.9350598708215723,-2.1995564589979777,0.35041966257561646,-0.8460471538923998,-2.2322350538198723,0.35041966257561646,-0.7556262749712612,-2.261198313692099,0.35041966257561646,-0.6639477306875606,-2.2863980321269604,0.35041966257561646,-0.5711641109305764,-2.3077922666800603,0.35041966257561646,-0.47742984487865975,-2.3253454087593655,0.35041966257561646,-0.3829009439670946,-2.339028242892189,0.35041966257561646,-0.28773474222247103,-2.3488179953514643,0.35041966257561646,-0.1920896343957198,-2.3546983720603656,0.35041966257561646,-0.09612481232968265,-2.3566595857121904,0.35041966257561646,-2.8860756183223616e-16,-2.3546983720603656,0.35041966257561646,0.09612481232968208,-2.3488179953514643,0.35041966257561646,0.19208963439571922,-2.339028242892189,0.35041966257561646,0.2877347422224705,-2.325345408759366,0.35041966257561646,0.38290094396709307,-2.3077922666800608,0.35041966257561646,0.4774298448786582,-2.2863980321269604,0.35041966257561646,0.5711641109305768,-2.261198313692099,0.35041966257561646,0.6639477306875602,-2.2322350538198723,0.35041966257561646,0.7556262749712607,-2.199556458997978,0.35041966257561646,0.8460471538923993,-2.163216919522473,0.35041966257561646,0.9350598708215717,-2.1232769189704968,0.35041966257561646,1.0225162728760395,-2.079802933531321,0.35041966257561646,1.1082707975055845,-2.032867321363299,0.35041966257561646,1.1921807147670014,-1.982548202160848,0.35041966257561646,1.2741063648840085,-1.9289293271319288,0.35041966257561646,1.3539113906971596,-1.8720999396024243,0.35041966257561646,1.4314629646168817,-1.8121546264794317,0.35041966257561646,1.5066320097018857,-1.7491931608206934,0.35041966257561646,1.5792934144949964,-1.6833203357721835,0.35041966257561646,1.6493262412588288,-1.6146457901502598,0.35041966257561646,1.7166139272647176,-1.5432838259586776,0.35041966257561646,1.7810444787998694,-1.4693532181441789,0.35041966257561646,1.8425106575698544,-1.3929770169073223,0.35041966257561646,1.9009101591861541,-1.3142823428975654,0.35041966257561646,1.9561457834417246,-1.233400175633483,0.35041966257561646,2.0081255960911526,-1.1504651355002915,0.35041966257561646,2.056763081866127,-1.0656152596875041,0.35041966257561646,2.101977288471568,-0.9789917724396497,0.35041966257561646,2.1436929613227327,-0.8907388500024508,0.35041966257561646,2.1818406687990453,-0.801003380655695,0.35041966257561646,2.216356917806178,-0.709934720232195,0.35041966257561646,2.2471842594540368,-0.6176844435297338,0.35041966257561646,2.2742713846747744,-0.5244060920297781,0.35041966257561646,2.297573209621667,-0.4302549183428382,0.35041966257561646,2.3170509507067276,-0.3353876278058177,0.35041966257561646,2.3326721891521616,-0.23996211766143974,0.35041966257561646,2.3444109249482246,-0.14413721425387338,0.35041966257561646,2.35224762012767,-0.04807240867796288,0.35041966257561646,2.3561692312847673,0.048072408677964105,0.35041966257561646,2.3561692312847673,0.14413721425387252,0.35041966257561646,2.35224762012767,0.23996211766143888,0.35041966257561646,2.344410924948225,0.3353876278058169,0.35041966257561646,2.332672189152162,0.43025491834283736,0.35041966257561646,2.3170509507067276,0.5244060920297772,0.35041966257561646,2.297573209621667,0.6176844435297331,0.35041966257561646,2.274271384674775,0.7099347202321942,0.35041966257561646,2.247184259454037,0.8010033806556942,0.35041966257561646,2.216356917806178,0.890738850002448,0.35041966257561646,2.181840668799046,0.9789917724396507,0.35041966257561646,2.143692961322732,1.0656152596875053,0.35041966257561646,2.1019772884715673,1.1504651355002908,0.35041966257561646,2.0567630818661273,1.2334001756334807,0.35041966257561646,2.008125596091154,1.3142823428975645,0.35041966257561646,1.9561457834417253,1.3929770169073235,0.35041966257561646,1.9009101591861532,1.4693532181441782,0.35041966257561646,1.842510657569855,1.543283825958677,0.35041966257561646,1.7810444787998703,1.6146457901502589,0.35041966257561646,1.716613927264718,1.6833203357721822,0.35041966257561646,1.64932624125883,1.7491931608206934,0.35041966257561646,1.5792934144949964,1.8121546264794326,0.35041966257561646,1.5066320097018848,1.8720999396024236,0.35041966257561646,1.4314629646168826,1.9289293271319277,0.35041966257561646,1.3539113906971612,1.982548202160847,0.35041966257561646,1.27410636488401,2.0328673213632986,0.35041966257561646,1.192180714767002,2.079802933531321,0.35041966257561646,1.1082707975055843,2.123276918970496,0.35041966257561646,1.022516272876041,2.163216919522472,0.35041966257561646,0.9350598708215736,2.1995564589979777,0.35041966257561646,0.8460471538924001,2.232235053819872,0.35041966257561646,0.7556262749712626,2.261198313692099,0.35041966257561646,0.6639477306875601,2.28639803212696,0.35041966257561646,0.5711641109305776,2.3077922666800608,0.35041966257561646,0.477429844878659,2.3253454087593655,0.35041966257561646,0.3829009439670949,2.339028242892189,0.35041966257561646,0.28773474222247236,2.3488179953514643,0.35041966257561646,0.19208963439572008,2.3546983720603656,0.35041966257561646,0.0961248123296819,2.3566595857121904,0.35041966257561646,0.0,2.3310529174284,0.3747051719180626,0.0,2.3291130136627043,0.3747051719180626,-0.09508035253663842,2.3232965311439866,0.3747051719180626,-0.19000245320988027,2.313613150833377,0.3747051719180626,-0.28460831355093785,2.3000789897617566,0.3747051719180626,-0.37874047144184697,2.2827165742045543,0.3747051719180626,-0.4722422531956223,2.261554802188983,0.3747051719180626,-0.5649580343241475,2.236628895396125,0.3747051719180626,-0.6567334985597771,2.2079803405379197,0.3747051719180626,-0.7474158946995353,2.175656820306627,0.3747051719180626,-0.836854290844417,2.1397121340116905,0.3747051719180626,-0.9248998256106402,2.100206108036097,0.3747051719180626,-1.0114059558947266,2.057204496261266,0.3747051719180626,-1.0962287007800364,2.0107788706262038,0.3747051719180626,-1.1792268811787936,1.9610065020030734,0.3747051719180626,-1.2602623548107457,1.9079702315874547,0.3747051719180626,-1.3392002461273558,1.8517583330173488,0.3747051719180626,-1.4159091707988423,1.7924643654504206,0.3747051719180626,-1.4902614543904287,1.7301870178440133,0.3747051719180626,-1.562133344863842,1.665029944697118,0.3747051719180626,-1.631405218550366,1.5971015935276904,0.3747051719180626,-1.697961779252633,1.52651502437246,0.3747051719180626,-1.7616922501437653,1.453387721609656,0.3747051719180626,-1.8224905581444717,1.3778413984178546,0.3747051719180626,-1.8802555104712197,1.3000017941964044,0.3747051719180626,-1.9348909630616358,1.2199984652846065,0.3747051719180626,-1.9863059805968113,1.1379645693279736,0.3747051719180626,-2.0344149878541633,1.0540366436504687,0.3747051719180626,-2.0791379121389495,0.9683543780016041,0.3747051719180626,-2.1204003165573666,0.8810603820566416,0.3747051719180626,-2.1581335239094126,0.7922999480568603,0.3747051719180626,-2.192274730995308,0.702220808984959,0.3747051719180626,-2.2227671131452267,0.6109728926780877,0.3747051719180626,-2.249559918798347,0.5187080722877592,0.3747051719180626,-2.272608553973819,0.4255799135019744,0.3747051719180626,-2.291874656493044,0.3317434189502927,0.3747051719180626,-2.3073261598297337,0.23735477021724902,0.3747051719180626,-2.318937346481481,0.142571067893523,0.3747051719180626,-2.326688890774002,0.04755007009750794,0.3747051719180626,-2.3305678910268153,-0.04755007009750766,0.3747051719180626,-2.3305678910268153,-0.14257106789352272,0.3747051719180626,-2.326688890774002,-0.23735477021724824,0.3747051719180626,-2.318937346481481,-0.33174341895029247,0.3747051719180626,-2.3073261598297337,-0.4255799135019741,0.3747051719180626,-2.291874656493044,-0.5187080722877584,0.3747051719180626,-2.272608553973819,-0.6109728926780875,0.3747051719180626,-2.2495599187983473,-0.7022208089849582,0.3747051719180626,-2.222767113145227,-0.7922999480568601,0.3747051719180626,-2.1922747309953086,-0.8810603820566414,0.3747051719180626,-2.158133523909413,-0.9683543780016035,0.3747051719180626,-2.120400316557367,-1.054036643650469,0.3747051719180626,-2.0791379121389495,-1.1379645693279734,0.3747051719180626,-2.0344149878541633,-1.2199984652846072,0.3747051719180626,-1.9863059805968108,-1.300001794196404,0.3747051719180626,-1.9348909630616362,-1.377841398417854,0.3747051719180626,-1.88025551047122,-1.4533877216096558,0.3747051719180626,-1.8224905581444721,-1.5265150243724601,0.3747051719180626,-1.7616922501437653,-1.5971015935276907,0.3747051719180626,-1.697961779252633,-1.665029944697118,0.3747051719180626,-1.631405218550366,-1.7301870178440133,0.3747051719180626,-1.562133344863842,-1.7924643654504202,0.3747051719180626,-1.4902614543904293,-1.8517583330173488,0.3747051719180626,-1.415909170798842,-1.907970231587454,0.3747051719180626,-1.3392002461273564,-1.9610065020030736,0.3747051719180626,-1.2602623548107454,-2.0107788706262033,0.3747051719180626,-1.1792268811787938,-2.057204496261266,0.3747051719180626,-1.0962287007800366,-2.1002061080360965,0.3747051719180626,-1.011405955894727,-2.1397121340116905,0.3747051719180626,-0.9248998256106404,-2.175656820306627,0.3747051719180626,-0.8368542908444172,-2.2079803405379197,0.3747051719180626,-0.7474158946995353,-2.236628895396125,0.3747051719180626,-0.6567334985597781,-2.261554802188983,0.3747051719180626,-0.5649580343241473,-2.2827165742045543,0.3747051719180626,-0.472242253195623,-2.3000789897617566,0.3747051719180626,-0.37874047144184764,-2.313613150833377,0.3747051719180626,-0.2846083135509384,-2.3232965311439866,0.3747051719180626,-0.19000245320988074,-2.3291130136627043,0.3747051719180626,-0.0950803525366388,-2.3310529174284,0.3747051719180626,-2.8547164939717895e-16,-2.3291130136627043,0.3747051719180626,0.09508035253663823,-2.3232965311439866,0.3747051719180626,0.19000245320988016,-2.313613150833377,0.3747051719180626,0.2846083135509379,-2.3000789897617566,0.3747051719180626,0.3787404714418461,-2.2827165742045548,0.3747051719180626,0.47224225319562146,-2.261554802188983,0.3747051719180626,0.5649580343241477,-2.236628895396125,0.3747051719180626,0.6567334985597776,-2.2079803405379197,0.3747051719180626,0.7474158946995347,-2.175656820306627,0.3747051719180626,0.8368542908444166,-2.1397121340116905,0.3747051719180626,0.9248998256106399,-2.1002061080360974,0.3747051719180626,1.0114059558947255,-2.057204496261266,0.3747051719180626,1.096228700780036,-2.0107788706262038,0.3747051719180626,1.1792268811787934,-1.9610065020030734,0.3747051719180626,1.2602623548107457,-1.907970231587455,0.3747051719180626,1.3392002461273553,-1.8517583330173493,0.3747051719180626,1.4159091707988416,-1.7924643654504204,0.3747051719180626,1.490261454390429,-1.730187017844013,0.3747051719180626,1.5621333448638421,-1.6650299446971184,0.3747051719180626,1.6314052185503656,-1.5971015935276909,0.3747051719180626,1.6979617792526327,-1.5265150243724612,0.3747051719180626,1.7616922501437642,-1.453387721609656,0.3747051719180626,1.8224905581444717,-1.3778413984178535,0.3747051719180626,1.8802555104712202,-1.3000017941964044,0.3747051719180626,1.9348909630616358,-1.2199984652846076,0.3747051719180626,1.9863059805968106,-1.1379645693279739,0.3747051719180626,2.034414987854163,-1.0540366436504676,0.3747051719180626,2.0791379121389504,-0.968354378001604,0.3747051719180626,2.120400316557367,-0.8810603820566424,0.3747051719180626,2.1581335239094126,-0.7922999480568598,0.3747051719180626,2.1922747309953086,-0.7022208089849592,0.3747051719180626,2.2227671131452267,-0.6109728926780891,0.3747051719180626,2.2495599187983464,-0.5187080722877594,0.3747051719180626,2.272608553973819,-0.42557991350197366,0.3747051719180626,2.291874656493044,-0.33174341895029247,0.3747051719180626,2.3073261598297337,-0.23735477021724982,0.3747051719180626,2.318937346481481,-0.14257106789352275,0.3747051719180626,2.326688890774002,-0.047550070097506676,0.3747051719180626,2.3305678910268153,0.04755007009750789,0.3747051719180626,2.3305678910268153,0.1425710678935219,0.3747051719180626,2.326688890774002,0.237354770217249,0.3747051719180626,2.318937346481481,0.33174341895029164,0.3747051719180626,2.307326159829734,0.42557991350197283,0.3747051719180626,2.291874656493044,0.5187080722877586,0.3747051719180626,2.272608553973819,0.6109728926780883,0.3747051719180626,2.249559918798347,0.7022208089849584,0.3747051719180626,2.222767113145227,0.792299948056859,0.3747051719180626,2.1922747309953086,0.8810603820566396,0.3747051719180626,2.1581335239094135,0.9683543780016051,0.3747051719180626,2.1204003165573666,1.0540366436504687,0.3747051719180626,2.0791379121389495,1.1379645693279732,0.3747051719180626,2.0344149878541633,1.2199984652846054,0.3747051719180626,1.9863059805968122,1.3000017941964035,0.3747051719180626,1.9348909630616362,1.3778413984178546,0.3747051719180626,1.8802555104712193,1.4533877216096556,0.3747051719180626,1.8224905581444721,1.5265150243724606,0.3747051719180626,1.761692250143765,1.5971015935276902,0.3747051719180626,1.6979617792526331,1.6650299446971173,0.3747051719180626,1.631405218550367,1.730187017844013,0.3747051719180626,1.5621333448638421,1.7924643654504213,0.3747051719180626,1.4902614543904278,1.8517583330173486,0.3747051719180626,1.4159091707988423,1.9079702315874538,0.3747051719180626,1.3392002461273569,1.9610065020030722,0.3747051719180626,1.2602623548107472,2.0107788706262033,0.3747051719180626,1.1792268811787943,2.0572044962612663,0.3747051719180626,1.096228700780036,2.1002061080360965,0.3747051719180626,1.0114059558947273,2.1397121340116896,0.3747051719180626,0.9248998256106417,2.175656820306627,0.3747051719180626,0.8368542908444175,2.2079803405379193,0.3747051719180626,0.7474158946995366,2.236628895396125,0.3747051719180626,0.6567334985597775,2.261554802188983,0.3747051719180626,0.5649580343241486,2.2827165742045543,0.3747051719180626,0.4722422531956223,2.3000789897617566,0.3747051719180626,0.37874047144184786,2.313613150833377,0.3747051719180626,0.28460831355093974,2.3232965311439866,0.3747051719180626,0.19000245320988102,2.3291130136627043,0.3747051719180626,0.09508035253663805,2.3310529174284,0.3747051719180626,0.0,2.3037969601624493,0.39712391894225546,0.0,2.301879738822254,0.39712391894225546,-0.09396862057800529,2.2961312658273805,0.39712391894225546,-0.18778083966074324,2.286561108943816,0.39712391894225546,-0.2812805160678003,2.273185196753223,0.39712391894225546,-0.37431202881520204,2.256025792141385,0.39712391894225546,-0.4667205361311827,2.235111455243831,0.39712391894225546,-0.5583522331750332,2.2104769959103083,0.39712391894225546,-0.6490546080300801,2.182163415767224,0.39712391894225546,-0.7386766955447187,2.1502178399744816,0.39712391894225546,-0.82706932859901,2.1146934387903067,0.39712391894225546,-0.9140853863786303,2.0756493390745967,0.39712391894225546,-0.9995800392429475,2.0331505258780984,0.39712391894225546,-1.083410989779665,1.9872677342812055,0.39712391894225546,-1.1654387096448213,1.9380773316623965,0.39712391894225546,-1.2455266717939473,1.8856611905922704,0.39712391894225546,-1.3235415777178605,1.830106552564733,0.39712391894225546,-1.3993535793048768,1.7715058827921406,0.39712391894225546,-1.472836494960177,1.7099567163060785,0.39712391894225546,-1.5438680196226215,1.6455614956199267,0.39712391894225546,-1.6123299283294508,1.5784274002234067,0.39712391894225546,-1.6781082729900714,1.5086661681928981,0.39712391894225546,-1.7410935720414051,1.4363939102144383,0.39712391894225546,-1.801180992669148,1.361730916328943,0.39712391894225546,-1.8582705252916432,1.2848014557213063,0.39712391894225546,-1.9122671500159578,1.205733569886605,0.39712391894225546,-1.9630809947891212,1.1246588595176676,0.39712391894225546,-2.0106274849812835,1.0417122654687083,0.39712391894225546,-2.054827484151843,0.9570318441595903,0.39712391894225546,-2.0956074257642423,0.8707585377945429,0.39712391894225546,-2.132899435630206,0.7830359397777708,0.39712391894225546,-2.1666414448796285,0.6940100557164016,0.39712391894225546,-2.1967772932680862,0.6038290604085659,0.39712391894225546,-2.223256822650017,0.5126430512210663,0.39712391894225546,-2.2460359604620086,0.4206037982671244,0.39712391894225546,-2.2650767930772258,0.3278644918000054,0.39712391894225546,-2.2803476289089053,0.2345794872429578,0.39712391894225546,-2.2918230511578708,0.1409040482798483,0.39712391894225546,-2.299483960116289,0.04699408843407989,0.39712391894225546,-2.3033176049572477,-0.046994088434079616,0.39712391894225546,-2.3033176049572477,-0.14090404827984798,0.39712391894225546,-2.2994839601162895,-0.23457948724295702,0.39712391894225546,-2.2918230511578708,-0.3278644918000051,0.39712391894225546,-2.2803476289089053,-0.4206037982671242,0.39712391894225546,-2.2650767930772258,-0.5126430512210656,0.39712391894225546,-2.2460359604620086,-0.6038290604085655,0.39712391894225546,-2.2232568226500176,-0.6940100557164008,0.39712391894225546,-2.1967772932680862,-0.7830359397777704,0.39712391894225546,-2.166641444879629,-0.8707585377945427,0.39712391894225546,-2.1328994356302062,-0.9570318441595896,0.39712391894225546,-2.0956074257642427,-1.0417122654687085,0.39712391894225546,-2.054827484151843,-1.1246588595176674,0.39712391894225546,-2.0106274849812835,-1.2057335698866054,0.39712391894225546,-1.9630809947891208,-1.2848014557213059,0.39712391894225546,-1.9122671500159583,-1.3617309163289426,0.39712391894225546,-1.8582705252916434,-1.436393910214438,0.39712391894225546,-1.8011809926691487,-1.5086661681928983,0.39712391894225546,-1.7410935720414051,-1.5784274002234069,0.39712391894225546,-1.6781082729900714,-1.6455614956199267,0.39712391894225546,-1.6123299283294508,-1.7099567163060785,0.39712391894225546,-1.5438680196226215,-1.7715058827921402,0.39712391894225546,-1.472836494960178,-1.830106552564733,0.39712391894225546,-1.3993535793048766,-1.88566119059227,0.39712391894225546,-1.3235415777178612,-1.9380773316623967,0.39712391894225546,-1.245526671793947,-1.9872677342812053,0.39712391894225546,-1.1654387096448215,-2.0331505258780984,0.39712391894225546,-1.0834109897796653,-2.0756493390745963,0.39712391894225546,-0.9995800392429478,-2.1146934387903062,0.39712391894225546,-0.9140853863786305,-2.1502178399744816,0.39712391894225546,-0.8270693285990101,-2.182163415767224,0.39712391894225546,-0.7386766955447187,-2.210476995910308,0.39712391894225546,-0.649054608030081,-2.235111455243831,0.39712391894225546,-0.5583522331750331,-2.2560257921413847,0.39712391894225546,-0.4667205361311834,-2.273185196753223,0.39712391894225546,-0.37431202881520265,-2.286561108943816,0.39712391894225546,-0.28128051606780086,-2.2961312658273805,0.39712391894225546,-0.18778083966074374,-2.301879738822254,0.39712391894225546,-0.09396862057800566,-2.3037969601624493,0.39712391894225546,-2.821337573148346e-16,-2.301879738822254,0.39712391894225546,0.09396862057800509,-2.2961312658273805,0.39712391894225546,0.18778083966074316,-2.286561108943816,0.39712391894225546,0.28128051606780036,-2.2731851967532233,0.39712391894225546,0.3743120288152011,-2.256025792141385,0.39712391894225546,0.46672053613118186,-2.235111455243831,0.39712391894225546,0.5583522331750336,-2.2104769959103083,0.39712391894225546,0.6490546080300805,-2.182163415767224,0.39712391894225546,0.7386766955447183,-2.1502178399744816,0.39712391894225546,0.8270693285990095,-2.1146934387903067,0.39712391894225546,0.9140853863786299,-2.075649339074597,0.39712391894225546,0.9995800392429465,-2.0331505258780984,0.39712391894225546,1.0834109897796649,-1.9872677342812055,0.39712391894225546,1.1654387096448209,-1.9380773316623965,0.39712391894225546,1.2455266717939473,-1.8856611905922707,0.39712391894225546,1.3235415777178599,-1.8301065525647335,0.39712391894225546,1.3993535793048761,-1.7715058827921404,0.39712391894225546,1.4728364949601775,-1.7099567163060783,0.39712391894225546,1.5438680196226218,-1.6455614956199272,0.39712391894225546,1.6123299283294505,-1.578427400223407,0.39712391894225546,1.678108272990071,-1.5086661681928992,0.39712391894225546,1.741093572041404,-1.4363939102144383,0.39712391894225546,1.801180992669148,-1.3617309163289422,0.39712391894225546,1.8582705252916436,-1.2848014557213063,0.39712391894225546,1.9122671500159578,-1.205733569886606,0.39712391894225546,1.9630809947891206,-1.1246588595176679,0.39712391894225546,2.010627484981283,-1.0417122654687072,0.39712391894225546,2.054827484151844,-0.9570318441595902,0.39712391894225546,2.0956074257642427,-0.8707585377945437,0.39712391894225546,2.132899435630206,-0.7830359397777701,0.39712391894225546,2.166641444879629,-0.6940100557164018,0.39712391894225546,2.1967772932680862,-0.6038290604085671,0.39712391894225546,2.223256822650017,-0.5126430512210667,0.39712391894225546,2.2460359604620086,-0.42060379826712374,0.39712391894225546,2.2650767930772258,-0.3278644918000051,0.39712391894225546,2.2803476289089053,-0.2345794872429586,0.39712391894225546,2.2918230511578708,-0.14090404827984804,0.39712391894225546,2.2994839601162895,-0.04699408843407865,0.39712391894225546,2.3033176049572477,0.046994088434079845,0.39712391894225546,2.3033176049572477,0.1409040482798472,0.39712391894225546,2.2994839601162895,0.23457948724295777,0.39712391894225546,2.2918230511578708,0.32786449180000427,0.39712391894225546,2.2803476289089053,0.4206037982671229,0.39712391894225546,2.265076793077226,0.5126430512210659,0.39712391894225546,2.2460359604620086,0.6038290604085663,0.39712391894225546,2.223256822650017,0.6940100557164011,0.39712391894225546,2.1967772932680862,0.7830359397777693,0.39712391894225546,2.1666414448796294,0.870758537794541,0.39712391894225546,2.1328994356302067,0.9570318441595912,0.39712391894225546,2.0956074257642423,1.0417122654687083,0.39712391894225546,2.054827484151843,1.1246588595176672,0.39712391894225546,2.0106274849812835,1.2057335698866036,0.39712391894225546,1.9630809947891221,1.2848014557213054,0.39712391894225546,1.9122671500159583,1.361730916328943,0.39712391894225546,1.858270525291643,1.4363939102144379,0.39712391894225546,1.8011809926691487,1.5086661681928988,0.39712391894225546,1.741093572041405,1.5784274002234064,0.39712391894225546,1.6781082729900716,1.6455614956199258,0.39712391894225546,1.6123299283294517,1.7099567163060783,0.39712391894225546,1.5438680196226218,1.7715058827921413,0.39712391894225546,1.4728364949601764,1.8301065525647329,0.39712391894225546,1.3993535793048768,1.8856611905922698,0.39712391894225546,1.3235415777178614,1.9380773316623954,0.39712391894225546,1.2455266717939488,1.9872677342812053,0.39712391894225546,1.1654387096448218,2.033150525878099,0.39712391894225546,1.0834109897796647,2.0756493390745963,0.39712391894225546,0.9995800392429481,2.114693438790306,0.39712391894225546,0.9140853863786317,2.1502178399744816,0.39712391894225546,0.8270693285990105,2.1821634157672234,0.39712391894225546,0.73867669554472,2.2104769959103083,0.39712391894225546,0.6490546080300804,2.2351114552438305,0.39712391894225546,0.5583522331750344,2.256025792141385,0.39712391894225546,0.4667205361311827,2.273185196753223,0.39712391894225546,0.3743120288152029,2.286561108943816,0.39712391894225546,0.2812805160678022,2.2961312658273805,0.39712391894225546,0.187780839660744,2.301879738822254,0.39712391894225546,0.09396862057800492,2.3037969601624493,0.39712391894225546,0.0,2.2750275017224206,0.4175642145782178,0.0,2.273134222344395,0.4175642145782178,-0.09279515504647898,2.2674575353869977,0.4175642145782178,-0.1854358617152595,2.258006889135441,0.4175642145782178,-0.2777679286927255,2.2447980132577343,0.4175642145782178,-0.3696376783655676,2.227852892624204,0.4175642145782178,-0.46089220260200436,2.2071997307158435,0.4175642145782178,-0.5513796172522769,2.1828729026824063,0.4175642145782178,-0.6409493149448277,2.1549128981283605,0.4175642145782178,-0.7294522157574058,2.1233662537219358,0.4175642145782178,-0.8167410153458864,2.088285475739436,0.4175642145782178,-0.9026704301178133,2.049728952673718,0.4175642145782178,-0.9870974390426006,2.007760858052316,0.4175642145782178,-1.0698815216959245,1.9624510436269296,0.4175642145782178,-1.1508848921421004,1.9138749231120826,0.4175642145782178,-1.2299727282651753,1.862113346666435,0.4175642145782178,-1.3070133961670354,1.807252466325674,0.4175642145782178,-1.3818786692590375,1.7493835926109518,0.4175642145782178,-1.4544439416825106,1.6886030425515361,0.4175642145782178,-1.5245884357029125,1.625011979374619,0.4175642145782178,-1.5921954027324476,1.5587162441291094,0.4175642145782178,-1.657152317646571,1.4898261795236525,0.4175642145782178,-1.719351066070951,1.4184564462720817,0.4175642145782178,-1.7786881243271782,1.3447258322519744,0.4175642145782178,-1.8350647317377102,1.2687570547939537,0.4175642145782178,-1.888387055003272,1.1906765564308037,0.4175642145782178,-1.9385663443791246,1.1106142944463506,0.4175642145782178,-1.9855190813902528,1.0287035245743907,0.4175642145782178,-2.0291671178396284,0.9450805792076685,0.4175642145782178,-2.06943780587817,0.8598846404860693,0.4175642145782178,-2.1062641189199187,0.7732575086416793,0.4175642145782178,-2.1395847632011735,0.6853433659862931,0.4175642145782178,-2.1693442797979157,0.5962885369341878,0.4175642145782178,-2.1954931369317108,0.5062412444595739,0.4175642145782178,-2.2179878124104695,0.41535136339408296,0.4175642145782178,-2.236790866066838,0.3237701709749027,0.4175642145782178,-2.2518710020736625,0.2316500950587422,0.4175642145782178,-2.2632031210328063,0.13914446042071116,0.4175642145782178,-2.2707683617506182,0.046407233560360486,0.4175642145782178,-2.274554132630532,-0.04640723356036021,0.4175642145782178,-2.274554132630532,-0.13914446042071085,0.4175642145782178,-2.2707683617506187,-0.23165009505874146,0.4175642145782178,-2.2632031210328063,-0.3237701709749024,0.4175642145782178,-2.2518710020736625,-0.4153513633940827,0.4175642145782178,-2.236790866066838,-0.5062412444595731,0.4175642145782178,-2.2179878124104695,-0.5962885369341875,0.4175642145782178,-2.195493136931711,-0.6853433659862923,0.4175642145782178,-2.1693442797979157,-0.773257508641679,0.4175642145782178,-2.1395847632011735,-0.859884640486069,0.4175642145782178,-2.106264118919919,-0.945080579207668,0.4175642145782178,-2.0694378058781706,-1.0287035245743907,0.4175642145782178,-2.0291671178396284,-1.1106142944463506,0.4175642145782178,-1.9855190813902528,-1.1906765564308042,0.4175642145782178,-1.938566344379124,-1.2687570547939533,0.4175642145782178,-1.8883870550032724,-1.3447258322519737,0.4175642145782178,-1.8350647317377105,-1.4184564462720815,0.4175642145782178,-1.7786881243271786,-1.4898261795236527,0.4175642145782178,-1.719351066070951,-1.5587162441291096,0.4175642145782178,-1.657152317646571,-1.625011979374619,0.4175642145782178,-1.5921954027324476,-1.6886030425515361,0.4175642145782178,-1.5245884357029125,-1.749383592610951,0.4175642145782178,-1.4544439416825112,-1.807252466325674,0.4175642145782178,-1.3818786692590372,-1.8621133466664346,0.4175642145782178,-1.307013396167036,-1.9138749231120828,0.4175642145782178,-1.2299727282651751,-1.9624510436269291,0.4175642145782178,-1.1508848921421007,-2.0077608580523156,0.4175642145782178,-1.0698815216959248,-2.049728952673718,0.4175642145782178,-0.987097439042601,-2.0882854757394353,0.4175642145782178,-0.9026704301178134,-2.1233662537219358,0.4175642145782178,-0.8167410153458865,-2.1549128981283605,0.4175642145782178,-0.7294522157574058,-2.1828729026824063,0.4175642145782178,-0.6409493149448285,-2.2071997307158435,0.4175642145782178,-0.5513796172522768,-2.2278528926242034,0.4175642145782178,-0.46089220260200503,-2.2447980132577343,0.4175642145782178,-0.3696376783655682,-2.258006889135441,0.4175642145782178,-0.27776792869272604,-2.2674575353869977,0.4175642145782178,-0.18543586171525997,-2.273134222344395,0.4175642145782178,-0.09279515504647934,-2.2750275017224206,0.4175642145782178,-2.786105147956562e-16,-2.273134222344395,0.4175642145782178,0.09279515504647878,-2.2674575353869977,0.4175642145782178,0.18543586171525941,-2.258006889135441,0.4175642145782178,0.2777679286927255,-2.2447980132577348,0.4175642145782178,0.3696376783655667,-2.227852892624204,0.4175642145782178,0.46089220260200353,-2.2071997307158435,0.4175642145782178,0.5513796172522772,-2.1828729026824063,0.4175642145782178,0.640949314944828,-2.1549128981283605,0.4175642145782178,0.7294522157574053,-2.123366253721936,0.4175642145782178,0.816741015345886,-2.088285475739436,0.4175642145782178,0.9026704301178129,-2.0497289526737186,0.4175642145782178,0.9870974390425996,-2.007760858052316,0.4175642145782178,1.0698815216959243,-1.9624510436269296,0.4175642145782178,1.1508848921421002,-1.9138749231120826,0.4175642145782178,1.2299727282651753,-1.8621133466664355,0.4175642145782178,1.307013396167035,-1.8072524663256744,0.4175642145782178,1.3818786692590368,-1.7493835926109516,0.4175642145782178,1.4544439416825108,-1.688603042551536,0.4175642145782178,1.5245884357029127,-1.6250119793746194,0.4175642145782178,1.5921954027324474,-1.5587162441291098,0.4175642145782178,1.6571523176465708,-1.4898261795236538,0.4175642145782178,1.71935106607095,-1.4184564462720817,0.4175642145782178,1.7786881243271782,-1.3447258322519733,0.4175642145782178,1.8350647317377107,-1.2687570547939537,0.4175642145782178,1.888387055003272,-1.1906765564308046,0.4175642145782178,1.9385663443791237,-1.110614294446351,0.4175642145782178,1.9855190813902526,-1.0287035245743896,0.4175642145782178,2.0291671178396293,-0.9450805792076684,0.4175642145782178,2.0694378058781706,-0.85988464048607,0.4175642145782178,2.1062641189199187,-0.7732575086416786,0.4175642145782178,2.1395847632011735,-0.6853433659862933,0.4175642145782178,2.1693442797979157,-0.596288536934189,0.4175642145782178,2.1954931369317108,-0.5062412444595741,0.4175642145782178,2.2179878124104695,-0.41535136339408224,0.4175642145782178,2.236790866066838,-0.3237701709749024,0.4175642145782178,2.2518710020736625,-0.231650095058743,0.4175642145782178,2.263203121032806,-0.1391444604207109,0.4175642145782178,2.2707683617506187,-0.04640723356035926,0.4175642145782178,2.274554132630532,0.04640723356036044,0.4175642145782178,2.274554132630532,0.13914446042071008,0.4175642145782178,2.2707683617506187,0.23165009505874218,0.4175642145782178,2.2632031210328063,0.32377017097490157,0.4175642145782178,2.2518710020736625,0.4153513633940814,0.4175642145782178,2.2367908660668383,0.5062412444595733,0.4175642145782178,2.2179878124104695,0.5962885369341883,0.4175642145782178,2.1954931369317108,0.6853433659862926,0.4175642145782178,2.1693442797979157,0.7732575086416779,0.4175642145782178,2.139584763201174,0.8598846404860674,0.4175642145782178,2.1062641189199196,0.9450805792076694,0.4175642145782178,2.06943780587817,1.0287035245743905,0.4175642145782178,2.0291671178396284,1.1106142944463504,0.4175642145782178,1.985519081390253,1.1906765564308024,0.4175642145782178,1.9385663443791252,1.268757054793953,0.4175642145782178,1.8883870550032724,1.3447258322519744,0.4175642145782178,1.83506473173771,1.4184564462720812,0.4175642145782178,1.7786881243271786,1.4898261795236531,0.4175642145782178,1.7193510660709508,1.5587162441291091,0.4175642145782178,1.6571523176465712,1.625011979374618,0.4175642145782178,1.5921954027324488,1.688603042551536,0.4175642145782178,1.5245884357029127,1.7493835926109522,0.4175642145782178,1.45444394168251,1.8072524663256737,0.4175642145782178,1.3818786692590375,1.8621133466664344,0.4175642145782178,1.3070133961670365,1.9138749231120815,0.4175642145782178,1.229972728265177,1.9624510436269291,0.4175642145782178,1.1508848921421009,2.007760858052316,0.4175642145782178,1.069881521695924,2.049728952673718,0.4175642145782178,0.9870974390426013,2.088285475739435,0.4175642145782178,0.9026704301178147,2.1233662537219358,0.4175642145782178,0.8167410153458868,2.15491289812836,0.4175642145782178,0.729452215757407,2.1828729026824063,0.4175642145782178,0.6409493149448279,2.207199730715843,0.4175642145782178,0.551379617252278,2.227852892624204,0.4175642145782178,0.46089220260200436,2.2447980132577343,0.4175642145782178,0.3696376783655685,2.258006889135441,0.4175642145782178,0.2777679286927273,2.2674575353869977,0.4175642145782178,0.18543586171526022,2.273134222344395,0.4175642145782178,0.0927951550464786,2.2750275017224206,0.4175642145782178,0.0,2.2448878701031143,0.4359242263012693,0.0,2.2430196729462764,0.4359242263012693,-0.09156580208831042,2.2374181909055597,0.4359242263012693,-0.18297920193559744,2.228092747095016,0.4359242263012693,-0.2740880509593274,2.2150588627955465,0.4359242263012693,-0.36474070747175674,2.198338231621265,0.4359242263012693,-0.4547862890725555,2.1779586834126166,0.4359242263012693,-0.5440749237776724,2.1539541379163527,0.4359242263012693,-0.6324579994664616,2.126364548329464,0.4359242263012693,-0.7197884112318914,2.095235834801025,0.4359242263012693,-0.8059208062221433,2.060619808002636,0.4359242263012693,-0.8907118255660907,2.0225740828946757,0.4359242263012693,-0.9740203429799902,1.9811619828318867,0.4359242263012693,-1.0557076996582548,1.9364524341678973,0.4359242263012693,-1.1356379350573502,1.8885198515341106,0.4359242263012693,-1.213678013188703,1.8374440139838943,0.4359242263012693,-1.2896980440439738,1.7833099322082184,0.4359242263012693,-1.3635714997841577,1.7262077070437514,0.4359242263012693,-1.4351754253326843,1.6662323795089085,0.4359242263012693,-1.5043906430220102,1.6034837726174564,0.4359242263012693,-1.5711019509530837,1.5380663252329587,0.4359242263012693,-1.6351983147375364,1.470088918240593,0.4359242263012693,-1.6965730523034661,1.3996646933256651,0.4359242263012693,-1.7551240114572155,1.3269108646604375,0.4359242263012693,-1.8107537399056193,1.2519485238127086,0.4359242263012693,-1.863369647455726,1.1749024382008486,0.4359242263012693,-1.912884160122039,1.095900843430745,0.4359242263012693,-1.9592148658847703,1.0150752298602914,0.4359242263012693,-2.002284651856517,0.9325601237466624,0.4359242263012693,-2.0420218326290507,0.8484928633406377,0.4359242263012693,-2.078360269586604,0.7630133703006359,0.4359242263012693,-2.1112394809870723,0.6762639168069211,0.4359242263012693,-2.1406047426279002,0.588388888763603,0.4359242263012693,-2.1664071789291204,0.4995345454825465,0.4359242263012693,-2.18860384428193,0.4098487762491818,0.4359242263012693,-2.2071577945274203,0.3194808541753847,0.4359242263012693,-2.2220381484464804,0.22858118774911107,0.4359242263012693,-2.233220139158543,0.13730107049431584,0.4359242263012693,-2.2406851553436087,0.04579242915781088,0.4359242263012693,-2.2444207722189535,-0.04579242915781061,0.4359242263012693,-2.2444207722189535,-0.13730107049431556,0.4359242263012693,-2.2406851553436087,-0.22858118774911035,0.4359242263012693,-2.233220139158543,-0.31948085417538447,0.4359242263012693,-2.2220381484464804,-0.4098487762491816,0.4359242263012693,-2.2071577945274203,-0.4995345454825458,0.4359242263012693,-2.18860384428193,-0.5883888887636027,0.4359242263012693,-2.1664071789291204,-0.6762639168069203,0.4359242263012693,-2.1406047426279002,-0.7630133703006357,0.4359242263012693,-2.1112394809870723,-0.8484928633406374,0.4359242263012693,-2.0783602695866046,-0.9325601237466618,0.4359242263012693,-2.0420218326290507,-1.0150752298602916,0.4359242263012693,-2.002284651856517,-1.095900843430745,0.4359242263012693,-1.9592148658847703,-1.1749024382008493,0.4359242263012693,-1.9128841601220385,-1.2519485238127082,0.4359242263012693,-1.8633696474557264,-1.326910864660437,0.4359242263012693,-1.8107537399056195,-1.399664693325665,0.4359242263012693,-1.755124011457216,-1.4700889182405932,0.4359242263012693,-1.6965730523034661,-1.538066325232959,0.4359242263012693,-1.6351983147375364,-1.6034837726174564,0.4359242263012693,-1.5711019509530837,-1.6662323795089085,0.4359242263012693,-1.5043906430220102,-1.7262077070437507,0.4359242263012693,-1.4351754253326852,-1.7833099322082184,0.4359242263012693,-1.3635714997841575,-1.837444013983894,0.4359242263012693,-1.2896980440439745,-1.888519851534111,0.4359242263012693,-1.2136780131887028,-1.936452434167897,0.4359242263012693,-1.1356379350573504,-1.9811619828318865,0.4359242263012693,-1.055707699658255,-2.0225740828946757,0.4359242263012693,-0.9740203429799906,-2.0606198080026354,0.4359242263012693,-0.8907118255660909,-2.095235834801025,0.4359242263012693,-0.8059208062221435,-2.126364548329464,0.4359242263012693,-0.7197884112318914,-2.1539541379163523,0.4359242263012693,-0.6324579994664625,-2.1779586834126166,0.4359242263012693,-0.5440749237776722,-2.198338231621265,0.4359242263012693,-0.4547862890725562,-2.2150588627955465,0.4359242263012693,-0.3647407074717574,-2.228092747095016,0.4359242263012693,-0.274088050959328,-2.2374181909055597,0.4359242263012693,-0.1829792019355979,-2.2430196729462764,0.4359242263012693,-0.09156580208831076,-2.2448878701031143,0.4359242263012693,-2.749194744566498e-16,-2.2430196729462764,0.4359242263012693,0.09156580208831022,-2.2374181909055597,0.4359242263012693,0.18297920193559733,-2.228092747095016,0.4359242263012693,0.2740880509593275,-2.2150588627955465,0.4359242263012693,0.3647407074717559,-2.1983382316212654,0.4359242263012693,0.4547862890725547,-2.1779586834126166,0.4359242263012693,0.5440749237776726,-2.1539541379163527,0.4359242263012693,0.632457999466462,-2.126364548329464,0.4359242263012693,0.7197884112318909,-2.095235834801025,0.4359242263012693,0.805920806222143,-2.060619808002636,0.4359242263012693,0.8907118255660904,-2.0225740828946766,0.4359242263012693,0.9740203429799892,-1.9811619828318867,0.4359242263012693,1.0557076996582546,-1.9364524341678973,0.4359242263012693,1.13563793505735,-1.8885198515341106,0.4359242263012693,1.213678013188703,-1.8374440139838946,0.4359242263012693,1.2896980440439731,-1.7833099322082189,0.4359242263012693,1.363571499784157,-1.726207707043751,0.4359242263012693,1.4351754253326845,-1.6662323795089082,0.4359242263012693,1.5043906430220106,-1.6034837726174571,0.4359242263012693,1.5711019509530835,-1.5380663252329592,0.4359242263012693,1.6351983147375362,-1.4700889182405943,0.4359242263012693,1.696573052303465,-1.3996646933256651,0.4359242263012693,1.7551240114572155,-1.3269108646604366,0.4359242263012693,1.8107537399056197,-1.2519485238127086,0.4359242263012693,1.863369647455726,-1.1749024382008497,0.4359242263012693,1.9128841601220383,-1.0959008434307451,0.4359242263012693,1.9592148658847701,-1.0150752298602903,0.4359242263012693,2.0022846518565176,-0.9325601237466622,0.4359242263012693,2.0420218326290507,-0.8484928633406384,0.4359242263012693,2.078360269586604,-0.7630133703006352,0.4359242263012693,2.1112394809870723,-0.6762639168069213,0.4359242263012693,2.1406047426279002,-0.5883888887636043,0.4359242263012693,2.16640717892912,-0.49953454548254683,0.4359242263012693,2.18860384428193,-0.40984877624918115,0.4359242263012693,2.2071577945274203,-0.31948085417538447,0.4359242263012693,2.2220381484464804,-0.22858118774911187,0.4359242263012693,2.233220139158543,-0.1373010704943156,0.4359242263012693,2.2406851553436087,-0.045792429157809664,0.4359242263012693,2.2444207722189535,0.045792429157810836,0.4359242263012693,2.2444207722189535,0.13730107049431478,0.4359242263012693,2.2406851553436087,0.22858118774911104,0.4359242263012693,2.233220139158543,0.31948085417538363,0.4359242263012693,2.222038148446481,0.4098487762491803,0.4359242263012693,2.2071577945274203,0.499534545482546,0.4359242263012693,2.18860384428193,0.5883888887636035,0.4359242263012693,2.1664071789291204,0.6762639168069207,0.4359242263012693,2.1406047426279002,0.7630133703006345,0.4359242263012693,2.1112394809870727,0.8484928633406359,0.4359242263012693,2.078360269586605,0.9325601237466632,0.4359242263012693,2.0420218326290502,1.0150752298602912,0.4359242263012693,2.002284651856517,1.0959008434307447,0.4359242263012693,1.9592148658847706,1.1749024382008475,0.4359242263012693,1.9128841601220397,1.251948523812708,0.4359242263012693,1.8633696474557264,1.3269108646604375,0.4359242263012693,1.810753739905619,1.3996646933256647,0.4359242263012693,1.755124011457216,1.4700889182405938,0.4359242263012693,1.696573052303466,1.5380663252329585,0.4359242263012693,1.6351983147375369,1.6034837726174558,0.4359242263012693,1.5711019509530846,1.6662323795089082,0.4359242263012693,1.5043906430220106,1.7262077070437518,0.4359242263012693,1.4351754253326836,1.7833099322082182,0.4359242263012693,1.3635714997841577,1.8374440139838937,0.4359242263012693,1.2896980440439747,1.8885198515341097,0.4359242263012693,1.2136780131887046,1.936452434167897,0.4359242263012693,1.135637935057351,1.981161982831887,0.4359242263012693,1.0557076996582544,2.0225740828946757,0.4359242263012693,0.9740203429799908,2.060619808002635,0.4359242263012693,0.8907118255660922,2.095235834801025,0.4359242263012693,0.8059208062221438,2.1263645483294638,0.4359242263012693,0.7197884112318926,2.1539541379163527,0.4359242263012693,0.6324579994664619,2.177958683412616,0.4359242263012693,0.5440749237776734,2.198338231621265,0.4359242263012693,0.4547862890725555,2.2150588627955465,0.4359242263012693,0.36474070747175763,2.228092747095016,0.4359242263012693,0.27408805095932925,2.2374181909055597,0.4359242263012693,0.18297920193559816,2.2430196729462764,0.4359242263012693,0.09156580208831006,2.2448878701031143,0.4359242263012693,0.0,2.2135282194331882,0.4521124854565425,0.0,2.2116861197981916,0.4521124854565425,-0.09028668627809887,2.206162886886249,0.4521124854565425,-0.1804230992772056,2.196967713573459,0.4521124854565425,-0.27025921583337054,2.184115904318337,0.4521124854565425,-0.3596455125964374,2.1676288496890534,0.4521124854565425,-0.44843321489690313,2.1475339907609454,0.4521124854565425,-0.5364745443666727,2.1238647734435534,0.4521124854565425,-0.6236229649015693,2.096660592813208,0.4521124854565425,-0.7097334265562174,2.0659667275438087,0.4521124854565425,-0.7946626069653623,2.0318342645449463,0.4521124854565425,-0.8782691498898033,1.9943200139327772,0.4521124854565425,-0.9604139004899023,1.9534864144751953,0.4521124854565425,-1.0409601369350825,1.909401429668664,0.4521124854565425,-1.119773797963822,1.8621384346196836,0.4521124854565425,-1.1967237060153921,1.8117760939191674,0.4521124854565425,-1.271681785561964,1.7583982307129937,0.4521124854565425,-1.3445232762776829,1.7020936871866528,0.4521124854565425,-1.4151269406899176,1.6429561766961958,0.4521124854565425,-1.4833752659670714,1.5810841277916021,0.4521124854565425,-1.5491546595070904,1.516580520392173,0.4521124854565425,-1.612355638001141,1.4495527143866176,0.4521124854565425,-1.6728730096577713,1.380112270943114,0.4521124854565425,-1.7306060492842676,1.308374766826754,0.4521124854565425,-1.785458665933798,1.234459602033425,0.4521124854565425,-1.8373395628393077,1.1584898010602993,0.4521124854565425,-1.8861623893679804,1.080591808143701,0.4521124854565425,-1.9318458847433424,1.0008952768051522,0.4521124854565425,-1.9743140132958075,0.9195328540558804,0.4521124854565425,-2.013496091016545,0.836639959618963,0.4521124854565425,-2.049326903204035,0.7523545605365599,0.4521124854565425,-2.0817468130075043,0.6668169415373871,0.4521124854565425,-2.1107018606865786,0.580169471546633,0.4521124854565425,-2.136143853421946,0.4925563667269308,0.4521124854565425,-2.158030445527548,0.4041234504447885,0.4521124854565425,-2.176325208930793,0.31501791056198747,0.4521124854565425,-2.190997693803492,0.22538805445591029,0.4521124854565425,-2.2020234792425897,0.13538306217655036,0.4521124854565425,-2.209384213916348,0.045152738151038985,0.4521124854565425,-2.2130676466083283,-0.045152738151038714,0.4521124854565425,-2.2130676466083283,-0.13538306217655008,0.4521124854565425,-2.2093842139163486,-0.22538805445590954,0.4521124854565425,-2.2020234792425897,-0.3150179105619872,0.4521124854565425,-2.190997693803492,-0.4041234504447882,0.4521124854565425,-2.176325208930793,-0.49255636672693004,0.4521124854565425,-2.158030445527548,-0.5801694715466328,0.4521124854565425,-2.1361438534219466,-0.6668169415373864,0.4521124854565425,-2.110701860686579,-0.7523545605365596,0.4521124854565425,-2.0817468130075043,-0.8366399596189628,0.4521124854565425,-2.0493269032040353,-0.9195328540558798,0.4521124854565425,-2.0134960910165454,-1.0008952768051522,0.4521124854565425,-1.9743140132958075,-1.080591808143701,0.4521124854565425,-1.9318458847433424,-1.1584898010603,0.4521124854565425,-1.88616238936798,-1.2344596020334244,0.4521124854565425,-1.837339562839308,-1.3083747668267536,0.4521124854565425,-1.7854586659337983,-1.3801122709431137,0.4521124854565425,-1.730606049284268,-1.4495527143866178,0.4521124854565425,-1.6728730096577713,-1.5165805203921732,0.4521124854565425,-1.612355638001141,-1.5810841277916021,0.4521124854565425,-1.5491546595070904,-1.6429561766961958,0.4521124854565425,-1.4833752659670714,-1.7020936871866523,0.4521124854565425,-1.4151269406899183,-1.7583982307129937,0.4521124854565425,-1.3445232762776826,-1.811776093919167,0.4521124854565425,-1.2716817855619647,-1.8621384346196839,0.4521124854565425,-1.196723706015392,-1.9094014296686639,0.4521124854565425,-1.1197737979638223,-1.953486414475195,0.4521124854565425,-1.040960136935083,-1.994320013932777,0.4521124854565425,-0.9604139004899026,-2.0318342645449463,0.4521124854565425,-0.8782691498898034,-2.0659667275438087,0.4521124854565425,-0.7946626069653625,-2.096660592813208,0.4521124854565425,-0.7097334265562174,-2.123864773443553,0.4521124854565425,-0.6236229649015702,-2.1475339907609454,0.4521124854565425,-0.5364745443666725,-2.167628849689053,0.4521124854565425,-0.4484332148969038,-2.184115904318337,0.4521124854565425,-0.359645512596438,-2.196967713573459,0.4521124854565425,-0.2702592158333711,-2.206162886886249,0.4521124854565425,-0.18042309927720604,-2.2116861197981916,0.4521124854565425,-0.09028668627809923,-2.2135282194331882,0.4521124854565425,-2.710790248751194e-16,-2.2116861197981916,0.4521124854565425,0.09028668627809869,-2.206162886886249,0.4521124854565425,0.18042309927720548,-2.196967713573459,0.4521124854565425,0.27025921583337054,-2.184115904318337,0.4521124854565425,0.35964551259643657,-2.1676288496890534,0.4521124854565425,0.44843321489690235,-2.1475339907609454,0.4521124854565425,0.536474544366673,-2.1238647734435534,0.4521124854565425,0.6236229649015697,-2.096660592813208,0.4521124854565425,0.7097334265562169,-2.065966727543809,0.4521124854565425,0.794662606965362,-2.0318342645449463,0.4521124854565425,0.878269149889803,-1.9943200139327777,0.4521124854565425,0.9604139004899013,-1.9534864144751953,0.4521124854565425,1.0409601369350823,-1.909401429668664,0.4521124854565425,1.1197737979638216,-1.8621384346196836,0.4521124854565425,1.1967237060153921,-1.8117760939191676,0.4521124854565425,1.2716817855619635,-1.7583982307129942,0.4521124854565425,1.3445232762776822,-1.7020936871866525,0.4521124854565425,1.4151269406899178,-1.6429561766961953,0.4521124854565425,1.4833752659670716,-1.5810841277916026,0.4521124854565425,1.5491546595070902,-1.5165805203921736,0.4521124854565425,1.6123556380011408,-1.4495527143866187,0.4521124854565425,1.6728730096577702,-1.380112270943114,0.4521124854565425,1.7306060492842676,-1.3083747668267531,0.4521124854565425,1.7854586659337985,-1.234459602033425,0.4521124854565425,1.8373395628393077,-1.1584898010603004,0.4521124854565425,1.8861623893679798,-1.0805918081437011,0.4521124854565425,1.9318458847433422,-1.0008952768051511,0.4521124854565425,1.9743140132958084,-0.9195328540558803,0.4521124854565425,2.0134960910165454,-0.8366399596189638,0.4521124854565425,2.049326903204035,-0.7523545605365592,0.4521124854565425,2.0817468130075043,-0.6668169415373874,0.4521124854565425,2.1107018606865786,-0.5801694715466342,0.4521124854565425,2.1361438534219457,-0.4925563667269311,0.4521124854565425,2.158030445527548,-0.40412345044478776,0.4521124854565425,2.176325208930793,-0.3150179105619872,0.4521124854565425,2.190997693803492,-0.22538805445591104,0.4521124854565425,2.2020234792425897,-0.1353830621765501,0.4521124854565425,2.2093842139163486,-0.045152738151037784,0.4521124854565425,2.2130676466083283,0.045152738151038936,0.4521124854565425,2.2130676466083283,0.1353830621765493,0.4521124854565425,2.2093842139163486,0.22538805445591023,0.4521124854565425,2.2020234792425897,0.3150179105619864,0.4521124854565425,2.1909976938034923,0.404123450444787,0.4521124854565425,2.1763252089307934,0.4925563667269303,0.4521124854565425,2.158030445527548,0.5801694715466336,0.4521124854565425,2.136143853421946,0.6668169415373866,0.4521124854565425,2.110701860686579,0.7523545605365585,0.4521124854565425,2.0817468130075047,0.8366399596189611,0.4521124854565425,2.0493269032040358,0.9195328540558813,0.4521124854565425,2.013496091016545,1.000895276805152,0.4521124854565425,1.9743140132958075,1.0805918081437007,0.4521124854565425,1.9318458847433426,1.1584898010602982,0.4521124854565425,1.8861623893679813,1.2344596020334242,0.4521124854565425,1.837339562839308,1.308374766826754,0.4521124854565425,1.7854586659337979,1.3801122709431135,0.4521124854565425,1.730606049284268,1.4495527143866183,0.4521124854565425,1.6728730096577709,1.5165805203921727,0.4521124854565425,1.6123556380011412,1.5810841277916015,0.4521124854565425,1.5491546595070913,1.6429561766961953,0.4521124854565425,1.4833752659670716,1.7020936871866532,0.4521124854565425,1.415126940689917,1.7583982307129935,0.4521124854565425,1.3445232762776829,1.8117760939191667,0.4521124854565425,1.271681785561965,1.8621384346196828,0.4521124854565425,1.1967237060153937,1.9094014296686639,0.4521124854565425,1.1197737979638225,1.9534864144751956,0.4521124854565425,1.0409601369350823,1.994320013932777,0.4521124854565425,0.9604139004899028,2.031834264544946,0.4521124854565425,0.8782691498898046,2.0659667275438087,0.4521124854565425,0.7946626069653628,2.0966605928132074,0.4521124854565425,0.7097334265562186,2.1238647734435534,0.4521124854565425,0.6236229649015695,2.147533990760945,0.4521124854565425,0.5364745443666739,2.1676288496890534,0.4521124854565425,0.44843321489690313,2.184115904318337,0.4521124854565425,0.3596455125964383,2.196967713573459,0.4521124854565425,0.2702592158333723,2.206162886886249,0.4521124854565425,0.1804230992772063,2.2116861197981916,0.4521124854565425,0.09028668627809852,2.2135282194331882,0.4521124854565425,0.0,2.1811047819148413,0.46604834295121983,0.0,2.1792896650857982,0.46604834295121983,-0.08896418010646934,2.173847335681499,0.46604834295121983,-0.17778028811495214,2.1647868519221376,0.46604834295121983,-0.26630049837885594,2.152123294088761,0.46604834295121983,-0.3543774777441822,2.1358777394236257,0.46604834295121983,-0.4418646307710209,2.1160772270492116,0.46604834295121983,-0.5286163437271929,2.092754712964271,0.46604834295121983,-0.614488226947937,2.065949015191818,0.46604834295121983,-0.6993373551582569,2.0357047491703626,0.46604834295121983,-0.7830225053579358,2.0020722534959168,0.46604834295121983,-0.8654043918732846,1.9651075061383674,0.46604834295121983,-0.9463458981843974,1.9248720312716712,0.46604834295121983,-1.0257123051420698,1.881432796872938,0.46604834295121983,-1.1033715151945247,1.8348621032608432,0.46604834295121983,-1.1791942722507527,1.785237462758881,0.46604834295121983,-1.2530543768145181,1.7326414706837523,0.46604834295121983,-1.3248288960309673,1.6771616678736119,0.46604834295121983,-1.394398368296231,1.6188903949849816,0.46604834295121983,-1.4616470020894776,1.5579246388008414,0.46604834295121983,-1.5264628686964694,1.4943658708057,0.46604834295121983,-1.588738088503863,1.4283198782963238,0.46604834295121983,-1.6483690105541786,1.3598965883092207,0.46604834295121983,-1.705256385062589,1.2892098846579367,0.46604834295121983,-1.759305528608393,1.2163774183846874,0.46604834295121983,-1.810426481726223,1.141520411941809,0.46604834295121983,-1.8585341586346995,1.0647634574289508,0.46604834295121983,-1.9035484888533136,0.9862343092218202,0.46604834295121983,-1.9453945504718435,0.9060636713376304,0.46604834295121983,-1.9840026948504785,0.8243849798911671,0.46604834295121983,-2.019308662543106,0.7413341810035413,0.46604834295121983,-2.0512536902508174,0.6570495045332865,0.46604834295121983,-2.0797846086276217,0.5716712340064035,0.46604834295121983,-2.1048539307755734,0.485341473128274,0.46604834295121983,-2.1264199312820278,0.39820390926606763,0.46604834295121983,-2.1444467156674722,0.3104035742952999,0.46604834295121983,-2.1589042801283456,0.22208660320858697,0.46604834295121983,-2.1697685614754074,0.133399990888375,0.46604834295121983,-2.177021477184543,0.04449134744846308,0.46604834295121983,-2.1806509554933378,-0.044491347448462816,0.46604834295121983,-2.1806509554933378,-0.13339999088837473,0.46604834295121983,-2.177021477184543,-0.22208660320858625,0.46604834295121983,-2.1697685614754074,-0.3104035742952997,0.46604834295121983,-2.1589042801283456,-0.39820390926606736,0.46604834295121983,-2.1444467156674722,-0.4853414731282733,0.46604834295121983,-2.1264199312820278,-0.5716712340064032,0.46604834295121983,-2.104853930775574,-0.6570495045332858,0.46604834295121983,-2.079784608627622,-0.7413341810035411,0.46604834295121983,-2.0512536902508174,-0.8243849798911669,0.46604834295121983,-2.0193086625431063,-0.9060636713376299,0.46604834295121983,-1.9840026948504788,-0.9862343092218203,0.46604834295121983,-1.9453945504718435,-1.0647634574289508,0.46604834295121983,-1.9035484888533136,-1.1415204119418094,0.46604834295121983,-1.858534158634699,-1.2163774183846867,0.46604834295121983,-1.8104264817262234,-1.2892098846579363,0.46604834295121983,-1.7593055286083932,-1.3598965883092204,0.46604834295121983,-1.7052563850625895,-1.428319878296324,0.46604834295121983,-1.6483690105541786,-1.4943658708057004,0.46604834295121983,-1.588738088503863,-1.5579246388008414,0.46604834295121983,-1.5264628686964694,-1.6188903949849816,0.46604834295121983,-1.4616470020894776,-1.6771616678736114,0.46604834295121983,-1.3943983682962318,-1.7326414706837523,0.46604834295121983,-1.324828896030967,-1.7852374627588805,0.46604834295121983,-1.2530543768145188,-1.8348621032608434,0.46604834295121983,-1.1791942722507525,-1.8814327968729379,0.46604834295121983,-1.103371515194525,-1.9248720312716707,0.46604834295121983,-1.02571230514207,-1.9651075061383672,0.46604834295121983,-0.9463458981843977,-2.0020722534959163,0.46604834295121983,-0.8654043918732847,-2.0357047491703626,0.46604834295121983,-0.7830225053579359,-2.065949015191818,0.46604834295121983,-0.6993373551582569,-2.0927547129642705,0.46604834295121983,-0.6144882269479379,-2.1160772270492116,0.46604834295121983,-0.5286163437271928,-2.1358777394236252,0.46604834295121983,-0.44186463077102156,-2.152123294088761,0.46604834295121983,-0.3543774777441828,-2.1647868519221376,0.46604834295121983,-0.2663004983788565,-2.173847335681499,0.46604834295121983,-0.1777802881149526,-2.1792896650857982,0.46604834295121983,-0.08896418010646968,-2.1811047819148413,0.46604834295121983,-2.671082989776996e-16,-2.1792896650857982,0.46604834295121983,0.08896418010646916,-2.173847335681499,0.46604834295121983,0.17778028811495206,-2.1647868519221376,0.46604834295121983,0.266300498378856,-2.152123294088761,0.46604834295121983,0.3543774777441813,-2.1358777394236257,0.46604834295121983,0.4418646307710201,-2.1160772270492116,0.46604834295121983,0.5286163437271932,-2.092754712964271,0.46604834295121983,0.6144882269479375,-2.065949015191818,0.46604834295121983,0.6993373551582563,-2.0357047491703626,0.46604834295121983,0.7830225053579355,-2.0020722534959168,0.46604834295121983,0.8654043918732841,-1.9651075061383678,0.46604834295121983,0.9463458981843964,-1.9248720312716712,0.46604834295121983,1.0257123051420696,-1.881432796872938,0.46604834295121983,1.1033715151945245,-1.8348621032608432,0.46604834295121983,1.1791942722507527,-1.7852374627588814,0.46604834295121983,1.2530543768145175,-1.732641470683753,0.46604834295121983,1.3248288960309667,-1.6771616678736117,0.46604834295121983,1.3943983682962313,-1.6188903949849813,0.46604834295121983,1.4616470020894778,-1.5579246388008419,0.46604834295121983,1.5264628686964692,-1.4943658708057006,0.46604834295121983,1.5887380885038629,-1.428319878296325,0.46604834295121983,1.6483690105541775,-1.3598965883092207,0.46604834295121983,1.705256385062589,-1.2892098846579356,0.46604834295121983,1.7593055286083934,-1.2163774183846874,0.46604834295121983,1.810426481726223,-1.14152041194181,0.46604834295121983,1.8585341586346988,-1.064763457428951,0.46604834295121983,1.9035484888533134,-0.9862343092218191,0.46604834295121983,1.9453945504718442,-0.9060636713376303,0.46604834295121983,1.9840026948504788,-0.8243849798911679,0.46604834295121983,2.019308662543106,-0.7413341810035406,0.46604834295121983,2.0512536902508174,-0.6570495045332867,0.46604834295121983,2.0797846086276217,-0.5716712340064046,0.46604834295121983,2.1048539307755734,-0.4853414731282743,0.46604834295121983,2.1264199312820278,-0.39820390926606697,0.46604834295121983,2.1444467156674722,-0.3104035742952997,0.46604834295121983,2.1589042801283456,-0.22208660320858775,0.46604834295121983,2.1697685614754074,-0.13339999088837476,0.46604834295121983,2.177021477184543,-0.0444913474484619,0.46604834295121983,2.1806509554933378,0.04449134744846304,0.46604834295121983,2.1806509554933378,0.13339999088837395,0.46604834295121983,2.177021477184543,0.22208660320858695,0.46604834295121983,2.1697685614754074,0.3104035742952989,0.46604834295121983,2.1589042801283456,0.39820390926606614,0.46604834295121983,2.1444467156674727,0.4853414731282735,0.46604834295121983,2.1264199312820278,0.571671234006404,0.46604834295121983,2.1048539307755734,0.657049504533286,0.46604834295121983,2.079784608627622,0.74133418100354,0.46604834295121983,2.051253690250818,0.8243849798911653,0.46604834295121983,2.0193086625431067,0.9060636713376313,0.46604834295121983,1.9840026948504783,0.9862343092218201,0.46604834295121983,1.9453945504718435,1.0647634574289506,0.46604834295121983,1.9035484888533138,1.1415204119418079,0.46604834295121983,1.8585341586347002,1.2163774183846865,0.46604834295121983,1.8104264817262234,1.2892098846579367,0.46604834295121983,1.7593055286083927,1.3598965883092202,0.46604834295121983,1.7052563850625895,1.4283198782963245,0.46604834295121983,1.6483690105541784,1.4943658708056997,0.46604834295121983,1.5887380885038633,1.5579246388008408,0.46604834295121983,1.5264628686964703,1.6188903949849813,0.46604834295121983,1.4616470020894778,1.6771616678736123,0.46604834295121983,1.3943983682962302,1.732641470683752,0.46604834295121983,1.3248288960309673,1.7852374627588803,0.46604834295121983,1.253054376814519,1.8348621032608423,0.46604834295121983,1.179194272250754,1.8814327968729379,0.46604834295121983,1.1033715151945251,1.9248720312716714,0.46604834295121983,1.0257123051420693,1.9651075061383672,0.46604834295121983,0.946345898184398,2.002072253495916,0.46604834295121983,0.8654043918732859,2.0357047491703626,0.46604834295121983,0.7830225053579363,2.0659490151918174,0.46604834295121983,0.6993373551582581,2.092754712964271,0.46604834295121983,0.6144882269479374,2.1160772270492116,0.46604834295121983,0.528616343727194,2.1358777394236257,0.46604834295121983,0.4418646307710209,2.152123294088761,0.46604834295121983,0.35437747774418304,2.1647868519221376,0.46604834295121983,0.2663004983788577,2.173847335681499,0.46604834295121983,0.17778028811495286,2.1792896650857982,0.46604834295121983,0.08896418010646899,2.1811047819148413,0.46604834295121983,0.0,2.147779089482842,0.47766237104425774,0.0,2.145991706316883,0.47766237104425774,-0.08760487223264479,2.140632531741891,0.47766237104425774,-0.1750639348011101,2.131710485575053,0.47766237104425774,-0.2622316207270126,2.1192404176817052,0.47766237104425774,-0.34896284799963495,2.103243083259195,0.47766237104425774,-0.43511326105061426,2.083745108291905,0.47766237104425774,-0.5205394710195395,2.0607789452349294,0.47766237104425774,-0.6050992944105589,2.034382819000166,0.47766237104425774,-0.6886519897427764,2.004600663334719,0.47766237104425774,-0.7710584918005574,1.9714820476975188,0.47766237104425774,-0.8521816430938558,1.9350820947558447,0.47766237104425774,-0.9318864221433197,1.895461388639087,0.47766237104425774,-1.01004016821022,1.8526858741024428,0.47766237104425774,-1.0865128020971557,1.8068267467683785,0.47766237104425774,-1.1611770426520427,1.7579603346285424,0.47766237104425774,-1.2339086186150288,1.706167971003356,0.47766237104425774,-1.3045864754557428,1.6515358591707279,0.47766237104425774,-1.3730929768566114,1.5941549288892065,0.47766237104425774,-1.4393141005069026,1.5341206850543692,0.47766237104425774,-1.5031396278816078,1.471533048740349,0.47766237104425774,-1.5644633276893003,1.4064961908910698,0.47766237104425774,-1.6231831326836341,1.3391183589379883,0.47766237104425774,-1.6792013095442053,1.2695116966329283,0.47766237104425774,-1.7324246215440169,1.1977920573958725,0.47766237104425774,-1.7827644837328087,1.1240788114883802,0.47766237104425774,-1.8301371103779676,1.0484946473335655,0.47766237104425774,-1.8744636544176063,0.9711653673133269,0.47766237104425774,-1.915670338693721,0.8922196783826946,0.47766237104425774,-1.953688578746988,0.8117889778498101,0.47766237104425774,-1.9884550969688266,0.7300071346780719,0.47766237104425774,-2.019912027920735,0.6470102666744568,0.47766237104425774,-2.0480070146456026,0.5629365139348655,0.47766237104425774,-2.072693295810696,0.4779258089235646,0.47766237104425774,-2.093929783537285,0.3921196435694098,0.47766237104425774,-2.1116811317873596,0.30566083376649467,0.47766237104425774,-2.1259177951936232,0.2186932816711874,0.47766237104425774,-2.136616078234841,0.131361736191196,0.47766237104425774,-2.1437581746746948,0.04381155206529447,0.47766237104425774,-2.1473321971985087,-0.043811552065294204,0.47766237104425774,-2.1473321971985087,-0.13136173619119573,0.47766237104425774,-2.143758174674695,-0.21869328167118668,0.47766237104425774,-2.136616078234841,-0.30566083376649444,0.47766237104425774,-2.1259177951936232,-0.3921196435694096,0.47766237104425774,-2.1116811317873596,-0.47792580892356396,0.47766237104425774,-2.093929783537285,-0.5629365139348653,0.47766237104425774,-2.0726932958106965,-0.6470102666744562,0.47766237104425774,-2.048007014645603,-0.7300071346780717,0.47766237104425774,-2.019912027920735,-0.8117889778498099,0.47766237104425774,-1.9884550969688268,-0.892219678382694,0.47766237104425774,-1.9536885787469882,-0.971165367313327,0.47766237104425774,-1.915670338693721,-1.0484946473335655,0.47766237104425774,-1.8744636544176063,-1.1240788114883806,0.47766237104425774,-1.8301371103779671,-1.197792057395872,0.47766237104425774,-1.7827644837328092,-1.2695116966329276,0.47766237104425774,-1.732424621544017,-1.339118358937988,0.47766237104425774,-1.6792013095442058,-1.40649619089107,0.47766237104425774,-1.6231831326836341,-1.4715330487403493,0.47766237104425774,-1.5644633276893003,-1.5341206850543692,0.47766237104425774,-1.5031396278816078,-1.5941549288892065,0.47766237104425774,-1.4393141005069026,-1.6515358591707274,0.47766237104425774,-1.373092976856612,-1.706167971003356,0.47766237104425774,-1.3045864754557426,-1.757960334628542,0.47766237104425774,-1.2339086186150297,-1.8068267467683787,0.47766237104425774,-1.1611770426520425,-1.8526858741024426,0.47766237104425774,-1.086512802097156,-1.8954613886390868,0.47766237104425774,-1.0100401682102202,-1.9350820947558445,0.47766237104425774,-0.9318864221433202,-1.9714820476975186,0.47766237104425774,-0.8521816430938559,-2.004600663334719,0.47766237104425774,-0.7710584918005575,-2.034382819000166,0.47766237104425774,-0.6886519897427764,-2.0607789452349294,0.47766237104425774,-0.6050992944105597,-2.083745108291905,0.47766237104425774,-0.5205394710195393,-2.1032430832591946,0.47766237104425774,-0.43511326105061493,-2.1192404176817052,0.47766237104425774,-0.34896284799963556,-2.131710485575053,0.47766237104425774,-0.26223162072701317,-2.140632531741891,0.47766237104425774,-0.17506393480111054,-2.145991706316883,0.47766237104425774,-0.08760487223264514,-2.147779089482842,0.47766237104425774,-2.630270787210779e-16,-2.145991706316883,0.47766237104425774,0.08760487223264461,-2.140632531741891,0.47766237104425774,0.17506393480111002,-2.131710485575053,0.47766237104425774,0.26223162072701267,-2.1192404176817057,0.47766237104425774,0.3489628479996341,-2.1032430832591955,0.47766237104425774,0.4351132610506135,-2.083745108291905,0.47766237104425774,0.5205394710195397,-2.0607789452349294,0.47766237104425774,0.6050992944105592,-2.034382819000166,0.47766237104425774,0.688651989742776,-2.004600663334719,0.47766237104425774,0.7710584918005571,-1.9714820476975188,0.47766237104425774,0.8521816430938555,-1.9350820947558451,0.47766237104425774,0.9318864221433188,-1.895461388639087,0.47766237104425774,1.0100401682102198,-1.8526858741024428,0.47766237104425774,1.0865128020971555,-1.8068267467683785,0.47766237104425774,1.1611770426520427,-1.7579603346285426,0.47766237104425774,1.2339086186150283,-1.7061679710033564,0.47766237104425774,1.3045864754557421,-1.6515358591707276,0.47766237104425774,1.3730929768566116,-1.5941549288892063,0.47766237104425774,1.4393141005069028,-1.5341206850543696,0.47766237104425774,1.5031396278816076,-1.4715330487403495,0.47766237104425774,1.5644633276893,-1.406496190891071,0.47766237104425774,1.6231831326836332,-1.3391183589379883,0.47766237104425774,1.6792013095442053,-1.2695116966329272,0.47766237104425774,1.7324246215440173,-1.1977920573958725,0.47766237104425774,1.7827644837328087,-1.124078811488381,0.47766237104425774,1.830137110377967,-1.0484946473335657,0.47766237104425774,1.874463654417606,-0.9711653673133258,0.47766237104425774,1.9156703386937217,-0.8922196783826944,0.47766237104425774,1.9536885787469882,-0.8117889778498107,0.47766237104425774,1.9884550969688264,-0.7300071346780713,0.47766237104425774,2.019912027920735,-0.647010266674457,0.47766237104425774,2.0480070146456026,-0.5629365139348668,0.47766237104425774,2.072693295810696,-0.47792580892356495,0.47766237104425774,2.093929783537285,-0.39211964356940915,0.47766237104425774,2.1116811317873596,-0.30566083376649444,0.47766237104425774,2.1259177951936232,-0.21869328167118815,0.47766237104425774,2.136616078234841,-0.13136173619119576,0.47766237104425774,2.143758174674695,-0.0438115520652933,0.47766237104425774,2.1473321971985087,0.04381155206529442,0.47766237104425774,2.1473321971985087,0.13136173619119498,0.47766237104425774,2.143758174674695,0.21869328167118737,0.47766237104425774,2.136616078234841,0.30566083376649367,0.47766237104425774,2.1259177951936237,0.39211964356940837,0.47766237104425774,2.11168113178736,0.4779258089235642,0.47766237104425774,2.093929783537285,0.562936513934866,0.47766237104425774,2.072693295810696,0.6470102666744564,0.47766237104425774,2.048007014645603,0.7300071346780707,0.47766237104425774,2.0199120279207357,0.8117889778498083,0.47766237104425774,1.9884550969688273,0.8922196783826954,0.47766237104425774,1.9536885787469878,0.9711653673133268,0.47766237104425774,1.915670338693721,1.0484946473335652,0.47766237104425774,1.8744636544176065,1.1240788114883788,0.47766237104425774,1.8301371103779682,1.1977920573958718,0.47766237104425774,1.7827644837328092,1.2695116966329283,0.47766237104425774,1.7324246215440167,1.3391183589379878,0.47766237104425774,1.6792013095442058,1.4064961908910705,0.47766237104425774,1.623183132683634,1.4715330487403488,0.47766237104425774,1.5644633276893005,1.5341206850543683,0.47766237104425774,1.5031396278816087,1.5941549288892063,0.47766237104425774,1.4393141005069028,1.6515358591707283,0.47766237104425774,1.3730929768566107,1.7061679710033557,0.47766237104425774,1.3045864754557428,1.7579603346285417,0.47766237104425774,1.2339086186150299,1.8068267467683774,0.47766237104425774,1.161177042652044,1.8526858741024426,0.47766237104425774,1.0865128020971562,1.8954613886390872,0.47766237104425774,1.0100401682102196,1.9350820947558445,0.47766237104425774,0.9318864221433204,1.9714820476975181,0.47766237104425774,0.8521816430938571,2.004600663334719,0.47766237104425774,0.7710584918005579,2.0343828190001654,0.47766237104425774,0.6886519897427776,2.0607789452349294,0.47766237104425774,0.6050992944105591,2.0837451082919047,0.47766237104425774,0.5205394710195405,2.103243083259195,0.47766237104425774,0.43511326105061426,2.1192404176817052,0.47766237104425774,0.3489628479996358,2.131710485575053,0.47766237104425774,0.2622316207270144,2.140632531741891,0.47766237104425774,0.1750639348011108,2.145991706316883,0.47766237104425774,0.08760487223264446,2.147779089482842,0.47766237104425774,0.0,2.1137171690605534,0.48689670923190015,0.0,2.1119581322470946,0.48689670923190015,-0.0862155346600774,2.106683949549897,0.48689670923190015,-0.17228757207125228,2.097903399325555,0.48689670923190015,-0.2580728538216313,2.0856310959333717,0.48689670923190015,-0.34342859877581894,2.0698874654112007,0.48689670923190015,-0.4282127407200261,2.0506987114783195,0.48689670923190015,-0.5122841648172629,2.028096771921928,0.48689670923190015,-0.5955029424790582,2.0021192654398505,0.48689670923190015,-0.6777305642627858,1.9728094290279286,0.48689670923190015,-0.7588301704069618,1.9402160460163065,0.48689670923190015,-0.8386667786208121,1.9043933648743931,0.48689670923190015,-0.9171075087489725,1.8654010089196387,0.48689670923190015,-0.9940218039373955,1.823303877080407,0.48689670923190015,-1.0692816479323473,1.7781720358781137,0.48689670923190015,-1.142761778150829,1.730080602808416,0.48689670923190015,-1.2143398941677854,1.6791096213155547,0.48689670923190015,-1.283896861273091,1.6253439275679415,0.48689670923190015,-1.3513169087595174,1.568873009256728,0.48689670923190015,-1.416487822611652,1.509790856652375,0.48689670923190015,-1.479301132275051,1.448195806167124,0.48689670923190015,-1.5396522911947728,1.384190376683744,0.48689670923190015,-1.597440850822801,1.3178810989229677,0.48689670923190015,-1.6525706278047394,1.2493783381336203,0.48689670923190015,-1.7049498640675138,1.1787961104005549,0.48689670923190015,-1.7544913795416273,1.1062518928761325,0.48689670923190015,-1.8011127172637849,1.0318664282510943,0.48689670923190015,-1.8447362806183678,0.9557635237902696,0.48689670923190015,-1.885289462489346,0.8780698452676003,0.48689670923190015,-1.9227047661076548,0.7989147061434637,0.48689670923190015,-1.9569199173929073,0.7184298523351776,0.48689670923190015,-1.9878779686024528,0.6367492429389219,0.48689670923190015,-2.015527393115278,0.5540088272680459,0.48689670923190015,-2.0398221711929803,0.47034631857885134,0.48689670923190015,-2.06072186657508,0.385900964860468,0.48689670923190015,-2.0781916937811875,0.30081331707031916,0.48689670923190015,-2.0922025760080003,0.21522499520092161,0.48689670923190015,-2.1027311935247748,0.12927845256738738,0.48689670923190015,-2.1097600224867143,0.04311673870793734,0.48689670923190015,-2.1132773641016818,-0.043116738707937086,0.48689670923190015,-2.1132773641016818,-0.12927845256738713,0.48689670923190015,-2.109760022486715,-0.21522499520092092,0.48689670923190015,-2.1027311935247748,-0.30081331707031894,0.48689670923190015,-2.0922025760080003,-0.38590096486046777,0.48689670923190015,-2.0781916937811875,-0.4703463185788506,0.48689670923190015,-2.06072186657508,-0.5540088272680457,0.48689670923190015,-2.0398221711929807,-0.6367492429389212,0.48689670923190015,-2.0155273931152786,-0.7184298523351774,0.48689670923190015,-1.987877968602453,-0.7989147061434635,0.48689670923190015,-1.9569199173929075,-0.8780698452675998,0.48689670923190015,-1.9227047661076553,-0.9557635237902697,0.48689670923190015,-1.885289462489346,-1.031866428251094,0.48689670923190015,-1.8447362806183678,-1.106251892876133,0.48689670923190015,-1.8011127172637844,-1.1787961104005544,0.48689670923190015,-1.7544913795416277,-1.2493783381336199,0.48689670923190015,-1.704949864067514,-1.3178810989229675,0.48689670923190015,-1.6525706278047398,-1.3841903766837442,0.48689670923190015,-1.597440850822801,-1.4481958061671243,0.48689670923190015,-1.5396522911947728,-1.509790856652375,0.48689670923190015,-1.479301132275051,-1.568873009256728,0.48689670923190015,-1.416487822611652,-1.625343927567941,0.48689670923190015,-1.351316908759518,-1.6791096213155547,0.48689670923190015,-1.2838968612730908,-1.7300806028084155,0.48689670923190015,-1.214339894167786,-1.778172035878114,0.48689670923190015,-1.1427617781508288,-1.8233038770804069,0.48689670923190015,-1.0692816479323475,-1.8654010089196384,0.48689670923190015,-0.9940218039373957,-1.904393364874393,0.48689670923190015,-0.9171075087489728,-1.9402160460163063,0.48689670923190015,-0.8386667786208122,-1.9728094290279286,0.48689670923190015,-0.7588301704069619,-2.0021192654398505,0.48689670923190015,-0.6777305642627858,-2.0280967719219274,0.48689670923190015,-0.595502942479059,-2.0506987114783195,0.48689670923190015,-0.5122841648172627,-2.0698874654112003,0.48689670923190015,-0.42821274072002674,-2.0856310959333717,0.48689670923190015,-0.3434285987758195,-2.097903399325555,0.48689670923190015,-0.25807285382163186,-2.106683949549897,0.48689670923190015,-0.17228757207125273,-2.1119581322470946,0.48689670923190015,-0.08621553466007774,-2.1137171690605534,0.48689670923190015,-2.588556965392812e-16,-2.1119581322470946,0.48689670923190015,0.08621553466007723,-2.106683949549897,0.48689670923190015,0.1722875720712522,-2.097903399325555,0.48689670923190015,0.25807285382163137,-2.085631095933372,0.48689670923190015,0.3434285987758181,-2.0698874654112007,0.48689670923190015,0.42821274072002535,-2.0506987114783195,0.48689670923190015,0.5122841648172631,-2.028096771921928,0.48689670923190015,0.5955029424790586,-2.0021192654398505,0.48689670923190015,0.6777305642627852,-1.9728094290279288,0.48689670923190015,0.7588301704069614,-1.9402160460163065,0.48689670923190015,0.8386667786208117,-1.9043933648743936,0.48689670923190015,0.9171075087489716,-1.8654010089196387,0.48689670923190015,0.9940218039373953,-1.823303877080407,0.48689670923190015,1.069281647932347,-1.7781720358781137,0.48689670923190015,1.142761778150829,-1.7300806028084161,0.48689670923190015,1.214339894167785,-1.6791096213155554,0.48689670923190015,1.2838968612730903,-1.6253439275679413,0.48689670923190015,1.3513169087595176,-1.5688730092567278,0.48689670923190015,1.4164878226116522,-1.5097908566523754,0.48689670923190015,1.4793011322750507,-1.4481958061671245,0.48689670923190015,1.5396522911947725,-1.3841903766837451,0.48689670923190015,1.5974408508228,-1.3178810989229677,0.48689670923190015,1.6525706278047394,-1.2493783381336192,0.48689670923190015,1.7049498640675143,-1.1787961104005549,0.48689670923190015,1.7544913795416273,-1.1062518928761336,0.48689670923190015,1.8011127172637842,-1.0318664282510945,0.48689670923190015,1.8447362806183676,-0.9557635237902686,0.48689670923190015,1.8852894624893466,-0.8780698452676002,0.48689670923190015,1.9227047661076553,-0.7989147061434645,0.48689670923190015,1.956919917392907,-0.718429852335177,0.48689670923190015,1.987877968602453,-0.6367492429389222,0.48689670923190015,2.015527393115278,-0.5540088272680471,0.48689670923190015,2.0398221711929803,-0.4703463185788516,0.48689670923190015,2.06072186657508,-0.3859009648604674,0.48689670923190015,2.0781916937811875,-0.30081331707031894,0.48689670923190015,2.0922025760080003,-0.21522499520092236,0.48689670923190015,2.1027311935247743,-0.12927845256738715,0.48689670923190015,2.109760022486715,-0.0431167387079362,0.48689670923190015,2.1132773641016818,0.043116738707937294,0.48689670923190015,2.1132773641016818,0.12927845256738638,0.48689670923190015,2.109760022486715,0.2152249952009216,0.48689670923190015,2.1027311935247748,0.30081331707031816,0.48689670923190015,2.0922025760080003,0.3859009648604666,0.48689670923190015,2.0781916937811875,0.4703463185788509,0.48689670923190015,2.06072186657508,0.5540088272680465,0.48689670923190015,2.0398221711929803,0.6367492429389214,0.48689670923190015,2.0155273931152786,0.7184298523351763,0.48689670923190015,1.9878779686024535,0.7989147061434619,0.48689670923190015,1.956919917392908,0.8780698452676012,0.48689670923190015,1.9227047661076546,0.9557635237902695,0.48689670923190015,1.885289462489346,1.0318664282510939,0.48689670923190015,1.844736280618368,1.1062518928761313,0.48689670923190015,1.8011127172637855,1.1787961104005542,0.48689670923190015,1.7544913795416277,1.2493783381336203,0.48689670923190015,1.7049498640675136,1.3178810989229672,0.48689670923190015,1.6525706278047398,1.3841903766837447,0.48689670923190015,1.5974408508228009,1.4481958061671238,0.48689670923190015,1.539652291194773,1.5097908566523743,0.48689670923190015,1.4793011322750518,1.5688730092567278,0.48689670923190015,1.4164878226116522,1.6253439275679422,0.48689670923190015,1.3513169087595165,1.6791096213155545,0.48689670923190015,1.283896861273091,1.7300806028084152,0.48689670923190015,1.2143398941677863,1.7781720358781128,0.48689670923190015,1.1427617781508306,1.8233038770804069,0.48689670923190015,1.0692816479323477,1.8654010089196391,0.48689670923190015,0.9940218039373951,1.904393364874393,0.48689670923190015,0.9171075087489731,1.9402160460163058,0.48689670923190015,0.8386667786208133,1.9728094290279286,0.48689670923190015,0.7588301704069622,2.00211926543985,0.48689670923190015,0.6777305642627869,2.028096771921928,0.48689670923190015,0.5955029424790584,2.050698711478319,0.48689670923190015,0.5122841648172639,2.0698874654112007,0.48689670923190015,0.4282127407200261,2.0856310959333717,0.48689670923190015,0.34342859877581977,2.097903399325555,0.48689670923190015,0.25807285382163303,2.106683949549897,0.48689670923190015,0.17228757207125295,2.1119581322470946,0.48689670923190015,0.08621553466007706,2.1137171690605534,0.48689670923190015,0.0,2.0790887154221522,0.4937053525057976,0.0,2.0773584964305076,0.4937053525057976,-0.08480308899866786,2.072170719234331,0.4937053525057976,-0.16946503162484353,2.0635340183767887,0.4937053525057976,-0.2538449164302422,2.051462768794109,0.4937053525057976,-0.3378023014239858,2.035977061889921,0.4937053525057976,-0.4211974478244366,2.017102672095095,0.4937053525057976,-0.5038915526406081,1.9948710139687464,0.4937053525057976,-0.5857469796960465,1.9693190899118032,0.4937053525057976,-0.6666274887106616,1.9404894285801595,0.4937053525057976,-0.7463984620592283,1.908430014099927,0.4937053525057976,-0.8249271288291392,1.8731942062025915,0.4937053525057976,-0.902082785804484,1.834840651413005,0.4937053525057976,-0.977737015008655,1.7934331854380348,0.4937053525057976,-1.0517638974433945,1.749040726918328,0.4937053525057976,-1.1240402226685406,1.7017371627200357,0.4937053525057976,-1.194445693873647,1.6516012249574168,0.4937053525057976,-1.26286312810015,1.5987163599510033,0.4937053525057976,-1.3291786512808386,1.5431705893394354,0.4937053525057976,-1.3932818877720026,1.4850563635761298,0.4937053525057976,-1.455066144062797,1.4244704080546255,0.4937053525057976,-1.5144285863560631,1.3615135621187104,0.4937053525057976,-1.5712704117250331,1.2962906112252865,0.4937053525057976,-1.6254970125610528,1.2289101125393174,0.4937053525057976,-1.677018134038609,1.15948421425114,0.4937053525057976,-1.7257480243355783,1.0881284689168709,0.4937053525057976,-1.7716055773586743,1.0149616411325808,0.4937053525057976,-1.814514467736533,0.9401055098623438,0.4937053525057976,-1.8544032778557629,0.8636846657491687,0.4937053525057976,-1.8912056167285147,0.7858263037461735,0.4937053525057976,-1.9248602304937263,0.7066600114131354,0.4937053525057976,-1.9553111043681315,0.6263175532307867,0.4937053525057976,-1.9825075558773377,0.5449326512918423,0.4937053525057976,-2.006404319211803,0.46264076273377136,0.4937053525057976,-2.0269616205673087,0.379578854283761,0.4937053525057976,-2.044145244344531,0.29588517429111616,0.4937053525057976,-2.057926590097531,0.21169902262652432,0.4937053525057976,-2.068282720136372,0.12716051883117058,0.4937053525057976,-2.0751963977046417,0.042410368901587864,0.4937053525057976,-2.078656115668334,-0.042410368901587614,0.4937053525057976,-2.078656115668334,-0.12716051883117033,0.4937053525057976,-2.075196397704642,-0.21169902262652363,0.4937053525057976,-2.068282720136372,-0.29588517429111594,0.4937053525057976,-2.057926590097531,-0.37957885428376076,0.4937053525057976,-2.044145244344531,-0.4626407627337707,0.4937053525057976,-2.0269616205673087,-0.5449326512918421,0.4937053525057976,-2.006404319211803,-0.6263175532307861,0.4937053525057976,-1.982507555877338,-0.7066600114131352,0.4937053525057976,-1.9553111043681317,-0.7858263037461732,0.4937053525057976,-1.9248602304937266,-0.8636846657491681,0.4937053525057976,-1.891205616728515,-0.9401055098623439,0.4937053525057976,-1.8544032778557629,-1.0149616411325806,0.4937053525057976,-1.814514467736533,-1.0881284689168713,0.4937053525057976,-1.7716055773586739,-1.1594842142511392,0.4937053525057976,-1.7257480243355787,-1.228910112539317,0.4937053525057976,-1.6770181340386092,-1.2962906112252863,0.4937053525057976,-1.6254970125610533,-1.3615135621187107,0.4937053525057976,-1.5712704117250331,-1.4244704080546258,0.4937053525057976,-1.5144285863560631,-1.4850563635761298,0.4937053525057976,-1.455066144062797,-1.5431705893394354,0.4937053525057976,-1.3932818877720026,-1.5987163599510028,0.4937053525057976,-1.3291786512808392,-1.6516012249574168,0.4937053525057976,-1.2628631281001497,-1.7017371627200353,0.4937053525057976,-1.1944456938736476,-1.7490407269183281,0.4937053525057976,-1.1240402226685404,-1.7934331854380345,0.4937053525057976,-1.0517638974433947,-1.8348406514130047,0.4937053525057976,-0.9777370150086553,-1.8731942062025912,0.4937053525057976,-0.9020827858044844,-1.9084300140999269,0.4937053525057976,-0.8249271288291393,-1.9404894285801595,0.4937053525057976,-0.7463984620592284,-1.9693190899118032,0.4937053525057976,-0.6666274887106616,-1.9948710139687462,0.4937053525057976,-0.5857469796960473,-2.017102672095095,0.4937053525057976,-0.503891552640608,-2.035977061889921,0.4937053525057976,-0.4211974478244372,-2.051462768794109,0.4937053525057976,-0.33780230142398643,-2.0635340183767887,0.4937053525057976,-0.2538449164302427,-2.072170719234331,0.4937053525057976,-0.16946503162484394,-2.0773584964305076,0.4937053525057976,-0.08480308899866817,-2.0790887154221522,0.4937053525057976,-2.546149340485121e-16,-2.0773584964305076,0.4937053525057976,0.08480308899866768,-2.072170719234331,0.4937053525057976,0.16946503162484342,-2.0635340183767887,0.4937053525057976,0.25384491643024226,-2.0514627687941096,0.4937053525057976,0.33780230142398504,-2.0359770618899216,0.4937053525057976,0.4211974478244358,-2.017102672095095,0.4937053525057976,0.5038915526406084,-1.9948710139687464,0.4937053525057976,0.5857469796960468,-1.9693190899118032,0.4937053525057976,0.6666274887106611,-1.9404894285801597,0.4937053525057976,0.746398462059228,-1.908430014099927,0.4937053525057976,0.8249271288291389,-1.873194206202592,0.4937053525057976,0.9020827858044831,-1.834840651413005,0.4937053525057976,0.9777370150086547,-1.7934331854380348,0.4937053525057976,1.0517638974433943,-1.749040726918328,0.4937053525057976,1.1240402226685406,-1.701737162720036,0.4937053525057976,1.1944456938736465,-1.6516012249574172,0.4937053525057976,1.2628631281001492,-1.598716359951003,0.4937053525057976,1.3291786512808388,-1.5431705893394352,0.4937053525057976,1.3932818877720028,-1.4850563635761302,0.4937053525057976,1.4550661440627968,-1.424470408054626,0.4937053525057976,1.514428586356063,-1.3615135621187116,0.4937053525057976,1.5712704117250322,-1.2962906112252865,0.4937053525057976,1.6254970125610528,-1.2289101125393165,0.4937053525057976,1.6770181340386094,-1.15948421425114,0.4937053525057976,1.7257480243355783,-1.0881284689168718,0.4937053525057976,1.7716055773586736,-1.014961641132581,0.4937053525057976,1.8145144677365328,-0.9401055098623428,0.4937053525057976,1.8544032778557635,-0.8636846657491686,0.4937053525057976,1.891205616728515,-0.7858263037461741,0.4937053525057976,1.9248602304937261,-0.7066600114131348,0.4937053525057976,1.9553111043681317,-0.626317553230787,0.4937053525057976,1.9825075558773377,-0.5449326512918434,0.4937053525057976,2.0064043192118026,-0.4626407627337717,0.4937053525057976,2.0269616205673087,-0.3795788542837603,0.4937053525057976,2.044145244344531,-0.29588517429111594,0.4937053525057976,2.057926590097531,-0.21169902262652504,0.4937053525057976,2.068282720136372,-0.12716051883117035,0.4937053525057976,2.075196397704642,-0.04241036890158674,0.4937053525057976,2.078656115668334,0.04241036890158782,0.4937053525057976,2.078656115668334,0.1271605188311696,0.4937053525057976,2.075196397704642,0.2116990226265243,0.4937053525057976,2.068282720136372,0.29588517429111516,0.4937053525057976,2.057926590097531,0.3795788542837596,0.4937053525057976,2.044145244344531,0.4626407627337709,0.4937053525057976,2.0269616205673087,0.5449326512918428,0.4937053525057976,2.006404319211803,0.6263175532307863,0.4937053525057976,1.982507555877338,0.7066600114131342,0.4937053525057976,1.955311104368132,0.7858263037461717,0.4937053525057976,1.9248602304937272,0.8636846657491696,0.4937053525057976,1.8912056167285145,0.9401055098623436,0.4937053525057976,1.8544032778557629,1.0149616411325804,0.4937053525057976,1.8145144677365332,1.0881284689168698,0.4937053525057976,1.771605577358675,1.159484214251139,0.4937053525057976,1.7257480243355787,1.2289101125393174,0.4937053525057976,1.6770181340386088,1.296290611225286,0.4937053525057976,1.6254970125610533,1.361513562118711,0.4937053525057976,1.571270411725033,1.4244704080546253,0.4937053525057976,1.5144285863560634,1.4850563635761291,0.4937053525057976,1.455066144062798,1.5431705893394352,0.4937053525057976,1.3932818877720028,1.5987163599510037,0.4937053525057976,1.329178651280838,1.6516012249574166,0.4937053525057976,1.26286312810015,1.701737162720035,0.4937053525057976,1.1944456938736479,1.749040726918327,0.4937053525057976,1.124040222668542,1.7934331854380345,0.4937053525057976,1.051763897443395,1.8348406514130051,0.4937053525057976,0.9777370150086546,1.8731942062025912,0.4937053525057976,0.9020827858044846,1.9084300140999264,0.4937053525057976,0.8249271288291405,1.9404894285801595,0.4937053525057976,0.7463984620592288,1.9693190899118025,0.4937053525057976,0.6666274887106627,1.9948710139687464,0.4937053525057976,0.5857469796960467,2.0171026720950946,0.4937053525057976,0.5038915526406091,2.035977061889921,0.4937053525057976,0.4211974478244366,2.051462768794109,0.4937053525057976,0.33780230142398665,2.0635340183767887,0.4937053525057976,0.2538449164302439,2.072170719234331,0.4937053525057976,0.16946503162484416,2.0773584964305076,0.4937053525057976,0.08480308899866752,2.0790887154221522,0.4937053525057976,0.0,2.044066245781801,0.4980543805476445,0.0,2.0423651725123455,0.4980543805476445,-0.08337457198165311,2.037264783972558,0.4980543805476445,-0.16661037521640973,2.02877356925581,0.4980543805476445,-0.24956887192425753,2.0169056611510072,0.4980543805476445,-0.3321119858745312,2.0016808126199552,0.4980543805476445,-0.41410233220017156,1.9831243639205072,0.4980543805476445,-0.4954034460612784,1.9612672004302023,0.4980543805476445,-0.575880009777369,1.9361457012406054,0.4980543805476445,-0.655398078050303,1.9078016786078973,0.4980543805476445,-0.7338253009030117,1.8762823083605025,0.4980543805476445,-0.8110311439629743,1.8416400513795774,0.4980543805476445,-0.8868871057237973,1.8039325662830512,0.4980543805476445,-0.9612669314232918,1.763222613458547,0.4980543805476445,-1.0340468231820639,1.7195779506049098,0.4980543805476445,-1.1051056460528674,1.6730712199562041,0.4980543805476445,-1.1743251296377701,1.623779827375884,0.4980543805476445,-1.2415900649375586,1.5717858135223735,0.4980543805476445,-1.3067884961057459,1.5171757173004856,0.4980543805476445,-1.3698119067880317,1.4600404318259568,0.4980543805476445,-1.430555400737063,1.400475053142826,0.4980543805476445,-1.488917876401887,1.3385787219454535,0.4980543805476445,-1.5448021952015027,1.2744544585686206,0.4980543805476445,-1.5981153432024455,1.2082089915203473,0.4980543805476445,-1.648768585931298,1.1399525798428256,0.4980543805476445,-1.6966776160644639,1.0697988295971246,0.4980543805476445,-1.7417626937493895,0.9978645047771131,0.4980543805476445,-1.783948779323676,0.9242693329673162,0.4980543805476445,-1.8231656582111946,0.8491358060681641,0.4980543805476445,-1.859348057787319,0.7725889764203159,0.4980543805476445,-1.892435756018765,0.6947562486673781,0.4980543805476445,-1.9223736816972237,0.6157671677034475,0.4980543805476445,-1.9491120060999523,0.5357532030584227,0.4980543805476445,-1.9726062259247654,0.4548475300799438,0.4980543805476445,-1.9928172373613897,0.37318480827617007,0.4980543805476445,-2.0097114011758963,0.29090095718831854,0.4980543805476445,-2.023260598699887,0.20813293016599935,0.4980543805476445,-2.033442278631243,0.12501848642188415,0.4980543805476445,-2.0402394945685387,0.0416959617450898,0.4980543805476445,-2.0436409332166594,-0.04169596174508955,0.4980543805476445,-2.0436409332166594,-0.12501848642188387,0.4980543805476445,-2.040239494568539,-0.20813293016599868,0.4980543805476445,-2.033442278631243,-0.2909009571883183,0.4980543805476445,-2.023260598699887,-0.37318480827616984,0.4980543805476445,-2.0097114011758963,-0.4548475300799431,0.4980543805476445,-1.9928172373613897,-0.5357532030584224,0.4980543805476445,-1.9726062259247656,-0.6157671677034469,0.4980543805476445,-1.9491120060999525,-0.6947562486673778,0.4980543805476445,-1.922373681697224,-0.7725889764203157,0.4980543805476445,-1.8924357560187652,-0.8491358060681635,0.4980543805476445,-1.8593480577873192,-0.9242693329673163,0.4980543805476445,-1.8231656582111946,-0.997864504777113,0.4980543805476445,-1.783948779323676,-1.069798829597125,0.4980543805476445,-1.741762693749389,-1.1399525798428252,0.4980543805476445,-1.6966776160644643,-1.2082089915203469,0.4980543805476445,-1.6487685859312982,-1.2744544585686204,0.4980543805476445,-1.598115343202446,-1.3385787219454537,0.4980543805476445,-1.5448021952015027,-1.4004750531428263,0.4980543805476445,-1.488917876401887,-1.4600404318259568,0.4980543805476445,-1.430555400737063,-1.5171757173004856,0.4980543805476445,-1.3698119067880317,-1.571785813522373,0.4980543805476445,-1.3067884961057465,-1.623779827375884,0.4980543805476445,-1.2415900649375584,-1.6730712199562037,0.4980543805476445,-1.1743251296377708,-1.71957795060491,0.4980543805476445,-1.105105646052867,-1.7632226134585467,0.4980543805476445,-1.034046823182064,-1.803932566283051,0.4980543805476445,-0.961266931423292,-1.8416400513795772,0.4980543805476445,-0.8868871057237976,-1.8762823083605022,0.4980543805476445,-0.8110311439629744,-1.9078016786078973,0.4980543805476445,-0.7338253009030118,-1.9361457012406054,0.4980543805476445,-0.655398078050303,-1.961267200430202,0.4980543805476445,-0.5758800097773699,-1.9831243639205072,0.4980543805476445,-0.49540344606127823,-2.0016808126199552,0.4980543805476445,-0.41410233220017223,-2.0169056611510072,0.4980543805476445,-0.3321119858745318,-2.02877356925581,0.4980543805476445,-0.24956887192425803,-2.037264783972558,0.4980543805476445,-0.16661037521641014,-2.0423651725123455,0.4980543805476445,-0.08337457198165345,-2.044066245781801,0.4980543805476445,-2.5032591851418296e-16,-2.0423651725123455,0.4980543805476445,0.08337457198165295,-2.037264783972558,0.4980543805476445,0.16661037521640965,-2.02877356925581,0.4980543805476445,0.24956887192425756,-2.0169056611510072,0.4980543805476445,0.33211198587453045,-2.0016808126199557,0.4980543805476445,0.41410233220017084,-1.9831243639205072,0.4980543805476445,0.4954034460612786,-1.9612672004302023,0.4980543805476445,0.5758800097773694,-1.9361457012406054,0.4980543805476445,0.6553980780503026,-1.9078016786078975,0.4980543805476445,0.7338253009030113,-1.8762823083605025,0.4980543805476445,0.8110311439629739,-1.8416400513795779,0.4980543805476445,0.8868871057237964,-1.8039325662830512,0.4980543805476445,0.9612669314232916,-1.763222613458547,0.4980543805476445,1.0340468231820636,-1.7195779506049098,0.4980543805476445,1.1051056460528674,-1.6730712199562043,0.4980543805476445,1.1743251296377697,-1.6237798273758846,0.4980543805476445,1.241590064937558,-1.5717858135223732,0.4980543805476445,1.306788496105746,-1.5171757173004854,0.4980543805476445,1.3698119067880319,-1.4600404318259572,0.4980543805476445,1.4305554007370629,-1.4004750531428265,0.4980543805476445,1.4889178764018869,-1.3385787219454546,0.4980543805476445,1.5448021952015019,-1.2744544585686206,0.4980543805476445,1.5981153432024455,-1.2082089915203464,0.4980543805476445,1.6487685859312984,-1.1399525798428256,0.4980543805476445,1.6966776160644639,-1.0697988295971255,0.4980543805476445,1.7417626937493889,-0.9978645047771133,0.4980543805476445,1.7839487793236757,-0.9242693329673152,0.4980543805476445,1.8231656582111953,-0.849135806068164,0.4980543805476445,1.8593480577873192,-0.7725889764203165,0.4980543805476445,1.8924357560187648,-0.6947562486673775,0.4980543805476445,1.922373681697224,-0.6157671677034477,0.4980543805476445,1.9491120060999523,-0.5357532030584238,0.4980543805476445,1.9726062259247652,-0.45484753007994405,0.4980543805476445,1.9928172373613897,-0.37318480827616946,0.4980543805476445,2.0097114011758963,-0.2909009571883183,0.4980543805476445,2.023260598699887,-0.20813293016600007,0.4980543805476445,2.033442278631243,-0.12501848642188393,0.4980543805476445,2.040239494568539,-0.04169596174508869,0.4980543805476445,2.0436409332166594,0.04169596174508976,0.4980543805476445,2.0436409332166594,0.12501848642188318,0.4980543805476445,2.040239494568539,0.20813293016599932,0.4980543805476445,2.033442278631243,0.2909009571883176,0.4980543805476445,2.0232605986998875,0.37318480827616873,0.4980543805476445,2.0097114011758968,0.45484753007994333,0.4980543805476445,1.9928172373613897,0.5357532030584231,0.4980543805476445,1.9726062259247654,0.6157671677034471,0.4980543805476445,1.9491120060999525,0.6947562486673768,0.4980543805476445,1.9223736816972241,0.7725889764203142,0.4980543805476445,1.8924357560187657,0.8491358060681649,0.4980543805476445,1.8593480577873187,0.9242693329673161,0.4980543805476445,1.8231656582111946,0.9978645047771127,0.4980543805476445,1.7839487793236761,1.0697988295971235,0.4980543805476445,1.7417626937493902,1.139952579842825,0.4980543805476445,1.6966776160644643,1.2082089915203473,0.4980543805476445,1.6487685859312977,1.2744544585686202,0.4980543805476445,1.598115343202446,1.3385787219454541,0.4980543805476445,1.5448021952015025,1.4004750531428258,0.4980543805476445,1.4889178764018873,1.460040431825956,0.4980543805476445,1.4305554007370642,1.5171757173004854,0.4980543805476445,1.3698119067880319,1.571785813522374,0.4980543805476445,1.3067884961057452,1.6237798273758839,0.4980543805476445,1.2415900649375586,1.6730712199562034,0.4980543805476445,1.174325129637771,1.7195779506049087,0.4980543805476445,1.1051056460528688,1.7632226134585467,0.4980543805476445,1.0340468231820643,1.8039325662830514,0.4980543805476445,0.9612669314232914,1.8416400513795772,0.4980543805476445,0.8868871057237979,1.8762823083605018,0.4980543805476445,0.8110311439629755,1.9078016786078973,0.4980543805476445,0.7338253009030121,1.936145701240605,0.4980543805476445,0.6553980780503041,1.9612672004302023,0.4980543805476445,0.5758800097773692,1.983124363920507,0.4980543805476445,0.49540344606127934,2.0016808126199552,0.4980543805476445,0.41410233220017156,2.0169056611510072,0.4980543805476445,0.332111985874532,2.02877356925581,0.4980543805476445,0.2495688719242592,2.037264783972558,0.4980543805476445,0.16661037521641037,2.0423651725123455,0.4980543805476445,0.0833745719816528,2.044066245781801,0.4980543805476445,0.0,2.0088242403215646,0.4999221267184993,0.0,2.0071524954721514,0.4999221267184993,-0.0819371004089554,2.0021400433782297,0.4999221267184993,-0.16373782460058417,1.9937952267716357,0.4999221267184993,-0.24526602334231454,1.982131934776068,0.4999221267184993,-0.3263860009932909,1.9671695797900126,0.4999221267184993,-0.4069627413563761,1.9489330651767214,0.4999221267184993,-0.486862132399287,1.9274527438150217,0.4999221267184993,-0.565951189470837,1.9027643675799455,0.4999221267184993,-0.6440982766407635,1.8749090278372602,0.4999221267184993,-0.721173325794743,1.8439330870509478,0.4999221267184993,-0.7970480531199312,1.8098881016174573,0.4999221267184993,-0.8715961726207085,1.7728307360551712,0.4999221267184993,-0.944693606309258,1.7328226686919075,0.4999221267184993,-1.0162186907211295,1.68993048900743,0.4999221267184993,-1.0860523794120704,1.6442255868018296,0.4999221267184993,-1.1540784410990832,1.595784033374249,0.4999221267184993,-1.2201836531159254,1.544686454909712,0.4999221267184993,-1.2842579898610627,1.4910178982847953,0.4999221267184993,-1.346194805924426,1.434867689515496,0.4999221267184993,-1.4058910135881704,1.3763292850828934,0.4999221267184993,-1.4632472544060087,1.3155001163840594,0.4999221267184993,-1.5181680645755387,1.2524814275671134,0.4999221267184993,-1.5705620338283224,1.1873781070203289,0.4999221267184993,-1.620341957573256,1.1202985127957639,0.4999221267184993,-1.6674249820400049,1.0513542922579755,0.4999221267184993,-1.711732742180929,0.9806601962580019,0.4999221267184993,-1.753191492101969,0.9083338881418942,0.4999221267184993,-1.7917322278054106,0.8344957479116873,0.4999221267184993,-1.8272908020402292,0.7592686718647708,0.4999221267184993,-1.8598080310688567,0.6827778680451275,0.4999221267184993,-1.8892297931726731,0.6051506478469009,0.4999221267184993,-1.9155071187322659,0.5265162141171457,0.4999221267184993,-1.9385962717325282,0.4470054461104384,0.4999221267184993,-1.9584588225569408,0.3667506816532749,0.4999221267184993,-1.9750617119498746,0.28588549688081877,0.4999221267184993,-1.9883773060404604,0.20454448391260519,0.4999221267184993,-1.9983834423364395,0.12286302683724362,0.4999221267184993,-2.005063466611444,0.04097707637896105,0.4999221267184993,-2.008406260624315,-0.04097707637896081,0.4999221267184993,-2.008406260624315,-0.12286302683724337,0.4999221267184993,-2.0050634666114444,-0.20454448391260452,0.4999221267184993,-1.9983834423364395,-0.28588549688081855,0.4999221267184993,-1.9883773060404604,-0.3667506816532747,0.4999221267184993,-1.9750617119498746,-0.44700544611043774,0.4999221267184993,-1.9584588225569408,-0.5265162141171454,0.4999221267184993,-1.9385962717325285,-0.6051506478469002,0.4999221267184993,-1.915507118732266,-0.6827778680451273,0.4999221267184993,-1.8892297931726734,-0.7592686718647705,0.4999221267184993,-1.859808031068857,-0.8344957479116868,0.4999221267184993,-1.8272908020402294,-0.9083338881418943,0.4999221267184993,-1.7917322278054106,-0.9806601962580018,0.4999221267184993,-1.753191492101969,-1.051354292257976,0.4999221267184993,-1.7117327421809285,-1.1202985127957634,0.4999221267184993,-1.6674249820400053,-1.1873781070203284,0.4999221267184993,-1.6203419575732563,-1.2524814275671132,0.4999221267184993,-1.5705620338283228,-1.3155001163840596,0.4999221267184993,-1.5181680645755387,-1.3763292850828936,0.4999221267184993,-1.4632472544060087,-1.434867689515496,0.4999221267184993,-1.4058910135881704,-1.4910178982847953,0.4999221267184993,-1.346194805924426,-1.5446864549097115,0.4999221267184993,-1.2842579898610633,-1.595784033374249,0.4999221267184993,-1.2201836531159251,-1.6442255868018292,0.4999221267184993,-1.1540784410990839,-1.6899304890074303,0.4999221267184993,-1.0860523794120702,-1.7328226686919073,0.4999221267184993,-1.0162186907211297,-1.772830736055171,0.4999221267184993,-0.9446936063092582,-1.809888101617457,0.4999221267184993,-0.8715961726207089,-1.8439330870509476,0.4999221267184993,-0.7970480531199313,-1.8749090278372602,0.4999221267184993,-0.7211733257947431,-1.9027643675799455,0.4999221267184993,-0.6440982766407635,-1.9274527438150215,0.4999221267184993,-0.5659511894708378,-1.9489330651767214,0.4999221267184993,-0.48686213239928683,-1.9671695797900124,0.4999221267184993,-0.4069627413563767,-1.982131934776068,0.4999221267184993,-0.32638600099329146,-1.9937952267716357,0.4999221267184993,-0.24526602334231504,-2.0021400433782297,0.4999221267184993,-0.16373782460058459,-2.0071524954721514,0.4999221267184993,-0.08193710040895572,-2.0088242403215646,0.4999221267184993,-2.4601001759594173e-16,-2.0071524954721514,0.4999221267184993,0.08193710040895523,-2.0021400433782297,0.4999221267184993,0.1637378246005841,-1.9937952267716357,0.4999221267184993,0.24526602334231457,-1.9821319347760682,0.4999221267184993,0.3263860009932901,-1.9671695797900128,0.4999221267184993,0.4069627413563754,-1.9489330651767214,0.4999221267184993,0.4868621323992872,-1.9274527438150217,0.4999221267184993,0.5659511894708373,-1.9027643675799455,0.4999221267184993,0.644098276640763,-1.8749090278372604,0.4999221267184993,0.7211733257947427,-1.8439330870509478,0.4999221267184993,0.7970480531199309,-1.8098881016174577,0.4999221267184993,0.8715961726207077,-1.7728307360551712,0.4999221267184993,0.9446936063092578,-1.7328226686919075,0.4999221267184993,1.0162186907211292,-1.68993048900743,0.4999221267184993,1.0860523794120704,-1.6442255868018298,0.4999221267184993,1.1540784410990828,-1.5957840333742495,0.4999221267184993,1.2201836531159247,-1.5446864549097117,0.4999221267184993,1.2842579898610629,-1.491017898284795,0.4999221267184993,1.3461948059244262,-1.4348676895154964,0.4999221267184993,1.4058910135881701,-1.3763292850828939,0.4999221267184993,1.4632472544060084,-1.3155001163840605,0.4999221267184993,1.5181680645755378,-1.2524814275671134,0.4999221267184993,1.5705620338283224,-1.187378107020328,0.4999221267184993,1.6203419575732565,-1.1202985127957639,0.4999221267184993,1.6674249820400049,-1.0513542922579764,0.4999221267184993,1.7117327421809283,-0.9806601962580022,0.4999221267184993,1.7531914921019687,-0.9083338881418932,0.4999221267184993,1.7917322278054113,-0.8344957479116872,0.4999221267184993,1.8272908020402294,-0.7592686718647714,0.4999221267184993,1.8598080310688565,-0.682777868045127,0.4999221267184993,1.8892297931726734,-0.6051506478469011,0.4999221267184993,1.9155071187322659,-0.5265162141171468,0.4999221267184993,1.938596271732528,-0.4470054461104387,0.4999221267184993,1.9584588225569408,-0.3667506816532743,0.4999221267184993,1.9750617119498746,-0.28588549688081855,0.4999221267184993,1.9883773060404604,-0.20454448391260588,0.4999221267184993,1.9983834423364393,-0.12286302683724341,0.4999221267184993,2.0050634666114444,-0.04097707637895996,0.4999221267184993,2.008406260624315,0.04097707637896101,0.4999221267184993,2.008406260624315,0.12286302683724268,0.4999221267184993,2.0050634666114444,0.20454448391260516,0.4999221267184993,1.9983834423364395,0.28588549688081777,0.4999221267184993,1.9883773060404606,0.36675068165327357,0.4999221267184993,1.9750617119498748,0.44700544611043797,0.4999221267184993,1.9584588225569408,0.5265162141171461,0.4999221267184993,1.9385962717325282,0.6051506478469004,0.4999221267184993,1.915507118732266,0.6827778680451263,0.4999221267184993,1.8892297931726736,0.7592686718647691,0.4999221267184993,1.8598080310688574,0.8344957479116881,0.4999221267184993,1.827290802040229,0.9083338881418941,0.4999221267184993,1.7917322278054106,0.9806601962580016,0.4999221267184993,1.7531914921019691,1.0513542922579744,0.4999221267184993,1.7117327421809296,1.1202985127957632,0.4999221267184993,1.6674249820400053,1.1873781070203289,0.4999221267184993,1.6203419575732558,1.252481427567113,0.4999221267184993,1.5705620338283228,1.31550011638406,0.4999221267184993,1.5181680645755384,1.3763292850828932,0.4999221267184993,1.463247254406009,1.4348676895154953,0.4999221267184993,1.4058910135881713,1.491017898284795,0.4999221267184993,1.3461948059244262,1.5446864549097123,0.4999221267184993,1.284257989861062,1.5957840333742488,0.4999221267184993,1.2201836531159254,1.644225586801829,0.4999221267184993,1.154078441099084,1.6899304890074291,0.4999221267184993,1.0860523794120718,1.7328226686919073,0.4999221267184993,1.01621869072113,1.7728307360551714,0.4999221267184993,0.9446936063092577,1.809888101617457,0.4999221267184993,0.8715961726207091,1.8439330870509472,0.4999221267184993,0.7970480531199324,1.8749090278372602,0.4999221267184993,0.7211733257947435,1.902764367579945,0.4999221267184993,0.6440982766407646,1.9274527438150217,0.4999221267184993,0.5659511894708372,1.9489330651767212,0.4999221267184993,0.48686213239928794,1.9671695797900126,0.4999221267184993,0.4069627413563761,1.982131934776068,0.4999221267184993,0.3263860009932917,1.9937952267716357,0.4999221267184993,0.2452660233423162,2.0021400433782297,0.4999221267184993,0.1637378246005848,2.0071524954721514,0.4999221267184993,0.08193710040895508,2.0088242403215646,0.4999221267184993,0.0,1.9735382729399185,0.4992992860008892,0.0,1.9718958930956871,0.4992992860008892,-0.08049783569164282,1.9669714871421584,0.4992992860008892,-0.16086169068004114,1.958773251267057,0.4992992860008892,-0.24095780725960858,1.9473148306249195,0.4992992860008892,-0.3206528733489174,1.932615296626083,0.4992992860008892,-0.39981424437550156,1.9146991151942037,0.4992992860008892,-0.4783101640496568,1.8935961060451418,0.4992992860008892,-0.5560099836597825,1.869341393054988,0.4992992860008892,-0.632784379524268,1.8419753457998367,0.4992992860008892,-0.7085055682379977,1.8115435123646118,0.4992992860008892,-0.783047519355219,1.7780965435327738,0.4992992860008892,-0.8562861651547797,1.74169010848309,0.4992992860008892,-0.9280996071386077,1.70238480213378,0.4992992860008892,-0.9983683189197295,1.6602460442882543,0.4992992860008892,-1.0669753451621458,1.615343970750308,0.4992992860008892,-1.1338064962414462,1.5677533165899964,0.4992992860008892,-1.1987505383021704,1.5175532917544876,0.4992992860008892,-1.2616993783955808,1.464827449230922,0.4992992860008892,-1.3225482443897112,1.4096635459807103,0.4992992860008892,-1.3811958593522375,1.352153396876733,0.4992992860008892,-1.4375446101159395,1.2923927218865452,0.4992992860008892,-1.4915007097461814,1.230480986755937,0.4992992860008892,-1.5429743536400116,1.1665212374580156,0.4992992860008892,-1.59187986899706,1.100619928683353,0.4992992860008892,-1.6381358574134586,1.032886746656659,0.4992992860008892,-1.6816653303614544,0.9634344265748865,0.4992992860008892,-1.7223958373292114,0.8923785649706206,0.4992992860008892,-1.7602595864075423,0.8198374273130568,0.4992992860008892,-1.7951935571228481,0.745931751166802,0.4992992860008892,-1.8271396053284774,0.6707845452361128,0.4992992860008892,-1.8560445599799207,0.5945208846290448,0.4992992860008892,-1.8818603116327668,0.517267702682282,0.4992992860008892,-1.9045438925161242,0.43915357969312246,0.4992992860008892,-1.9240575480482367,0.3603085289102642,0.4992992860008892,-1.940368799675257,0.28086378013958335,0.4992992860008892,-1.9534504989285957,0.20095156132507186,0.4992992860008892,-1.9632808726108681,0.12070487846847677,0.4992992860008892,-1.969843559035231,0.04025729425393463,0.4992992860008892,-1.9731276352577976,-0.040257294253934386,0.4992992860008892,-1.9731276352577976,-0.12070487846847652,0.4992992860008892,-1.9698435590352312,-0.2009515613250712,0.4992992860008892,-1.9632808726108681,-0.28086378013958313,0.4992992860008892,-1.9534504989285957,-0.360308528910264,0.4992992860008892,-1.940368799675257,-0.4391535796931218,0.4992992860008892,-1.9240575480482367,-0.5172677026822817,0.4992992860008892,-1.9045438925161244,-0.5945208846290442,0.4992992860008892,-1.881860311632767,-0.6707845452361126,0.4992992860008892,-1.856044559979921,-0.7459317511668018,0.4992992860008892,-1.8271396053284776,-0.8198374273130562,0.4992992860008892,-1.7951935571228483,-0.8923785649706207,0.4992992860008892,-1.7602595864075423,-0.9634344265748864,0.4992992860008892,-1.7223958373292114,-1.0328867466566594,0.4992992860008892,-1.681665330361454,-1.1006199286833525,0.4992992860008892,-1.638135857413459,-1.1665212374580152,0.4992992860008892,-1.5918798689970601,-1.2304809867559368,0.4992992860008892,-1.5429743536400118,-1.2923927218865454,0.4992992860008892,-1.4915007097461814,-1.3521533968767332,0.4992992860008892,-1.4375446101159395,-1.4096635459807103,0.4992992860008892,-1.3811958593522375,-1.464827449230922,0.4992992860008892,-1.3225482443897112,-1.5175532917544872,0.4992992860008892,-1.2616993783955814,-1.5677533165899964,0.4992992860008892,-1.1987505383021702,-1.6153439707503074,0.4992992860008892,-1.133806496241447,-1.6602460442882545,0.4992992860008892,-1.0669753451621455,-1.7023848021337797,0.4992992860008892,-0.9983683189197298,-1.7416901084830898,0.4992992860008892,-0.928099607138608,-1.7780965435327736,0.4992992860008892,-0.8562861651547801,-1.8115435123646115,0.4992992860008892,-0.7830475193552191,-1.8419753457998367,0.4992992860008892,-0.7085055682379978,-1.869341393054988,0.4992992860008892,-0.632784379524268,-1.8935961060451416,0.4992992860008892,-0.5560099836597833,-1.9146991151942037,0.4992992860008892,-0.47831016404965665,-1.9326152966260828,0.4992992860008892,-0.39981424437550217,-1.9473148306249195,0.4992992860008892,-0.32065287334891796,-1.958773251267057,0.4992992860008892,-0.24095780725960908,-1.9669714871421584,0.4992992860008892,-0.16086169068004155,-1.9718958930956871,0.4992992860008892,-0.08049783569164314,-1.9735382729399185,0.4992992860008892,-2.416887328950667e-16,-1.9718958930956871,0.4992992860008892,0.08049783569164265,-1.9669714871421584,0.4992992860008892,0.16086169068004105,-1.958773251267057,0.4992992860008892,0.2409578072596086,-1.9473148306249197,0.4992992860008892,0.3206528733489166,-1.9326152966260832,0.4992992860008892,0.39981424437550084,-1.9146991151942037,0.4992992860008892,0.47831016404965704,-1.8935961060451418,0.4992992860008892,0.5560099836597828,-1.869341393054988,0.4992992860008892,0.6327843795242676,-1.841975345799837,0.4992992860008892,0.7085055682379974,-1.8115435123646118,0.4992992860008892,0.7830475193552187,-1.7780965435327742,0.4992992860008892,0.8562861651547788,-1.74169010848309,0.4992992860008892,0.9280996071386075,-1.70238480213378,0.4992992860008892,0.9983683189197293,-1.6602460442882543,0.4992992860008892,1.0669753451621458,-1.6153439707503081,0.4992992860008892,1.1338064962414458,-1.5677533165899968,0.4992992860008892,1.1987505383021697,-1.5175532917544874,0.4992992860008892,1.261699378395581,-1.4648274492309217,0.4992992860008892,1.3225482443897114,-1.4096635459807108,0.4992992860008892,1.3811958593522373,-1.3521533968767334,0.4992992860008892,1.4375446101159393,-1.2923927218865463,0.4992992860008892,1.4915007097461805,-1.230480986755937,0.4992992860008892,1.5429743536400116,-1.1665212374580147,0.4992992860008892,1.5918798689970604,-1.100619928683353,0.4992992860008892,1.6381358574134586,-1.0328867466566598,0.4992992860008892,1.6816653303614537,-0.9634344265748868,0.4992992860008892,1.7223958373292112,-0.8923785649706197,0.4992992860008892,1.760259586407543,-0.8198374273130566,0.4992992860008892,1.7951935571228483,-0.7459317511668027,0.4992992860008892,1.8271396053284772,-0.6707845452361123,0.4992992860008892,1.856044559979921,-0.5945208846290451,0.4992992860008892,1.8818603116327668,-0.5172677026822831,0.4992992860008892,1.904543892516124,-0.43915357969312274,0.4992992860008892,1.9240575480482367,-0.3603085289102636,0.4992992860008892,1.940368799675257,-0.28086378013958313,0.4992992860008892,1.9534504989285957,-0.20095156132507255,0.4992992860008892,1.963280872610868,-0.12070487846847656,0.4992992860008892,1.9698435590352312,-0.04025729425393356,0.4992992860008892,1.9731276352577976,0.04025729425393459,0.4992992860008892,1.9731276352577976,0.12070487846847584,0.4992992860008892,1.9698435590352312,0.20095156132507183,0.4992992860008892,1.9632808726108681,0.2808637801395824,0.4992992860008892,1.953450498928596,0.3603085289102629,0.4992992860008892,1.9403687996752572,0.439153579693122,0.4992992860008892,1.9240575480482367,0.5172677026822824,0.4992992860008892,1.9045438925161242,0.5945208846290444,0.4992992860008892,1.881860311632767,0.6707845452361116,0.4992992860008892,1.8560445599799211,0.7459317511668003,0.4992992860008892,1.827139605328478,0.8198374273130575,0.4992992860008892,1.795193557122848,0.8923785649706205,0.4992992860008892,1.7602595864075423,0.9634344265748862,0.4992992860008892,1.7223958373292116,1.0328867466566578,0.4992992860008892,1.681665330361455,1.1006199286833522,0.4992992860008892,1.638135857413459,1.1665212374580156,0.4992992860008892,1.5918798689970597,1.2304809867559365,0.4992992860008892,1.5429743536400118,1.2923927218865459,0.4992992860008892,1.4915007097461812,1.3521533968767327,0.4992992860008892,1.4375446101159397,1.4096635459807096,0.4992992860008892,1.3811958593522384,1.4648274492309217,0.4992992860008892,1.3225482443897114,1.517553291754488,0.4992992860008892,1.26169937839558,1.5677533165899962,0.4992992860008892,1.1987505383021704,1.6153439707503072,0.4992992860008892,1.1338064962414471,1.6602460442882534,0.4992992860008892,1.066975345162147,1.7023848021337797,0.4992992860008892,0.99836831891973,1.7416901084830902,0.4992992860008892,0.9280996071386074,1.7780965435327736,0.4992992860008892,0.8562861651547802,1.811543512364611,0.4992992860008892,0.7830475193552202,1.8419753457998367,0.4992992860008892,0.7085055682379982,1.8693413930549876,0.4992992860008892,0.6327843795242691,1.8935961060451418,0.4992992860008892,0.5560099836597827,1.9146991151942034,0.4992992860008892,0.47831016404965776,1.932615296626083,0.4992992860008892,0.39981424437550156,1.9473148306249195,0.4992992860008892,0.3206528733489182,1.958773251267057,0.4992992860008892,0.2409578072596102,1.9669714871421584,0.4992992860008892,0.16086169068004177,1.9718958930956871,0.4992992860008892,0.08049783569164251,1.9735382729399185,0.4992992860008892,0.0,1.9383841365514207,0.4961889613559395,0.0,1.9367710120025325,0.4961889613559395,-0.07906394817413986,1.9319343232424813,0.4961889613559395,-0.15799630220929894,1.9238821204623797,0.4961889613559395,-0.2366656869919539,1.9126278057590902,0.4961889613559395,-0.31494116509495,1.898190110828757,0.4961889613559395,-0.39269245470992636,1.880593065789748,0.4961889613559395,-0.4697901464885288,1.8598659591868927,0.4961889613559395,-0.5461059189314987,1.8360432892435907,0.4961889613559395,-0.6215127519671447,1.809164706442923,0.4961889613559395,-0.6958851383637163,1.779274947533337,0.4961889613559395,-0.7690992926238055,1.7464237610687419,0.4961889613559395,-0.8410333570130897,1.7106658246069517,0.4961889613559395,-0.9115676043805061,1.6720606537042864,0.4961889613559395,-0.9805846374322776,1.6306725028578015,0.4961889613559395,-1.0479695841281227,1.5865702585600185,0.4961889613559395,-1.1136102888744306,1.5398273246441576,0.4961889613559395,-1.1773974991961775,1.4905215001107006,0.4961889613559395,-1.2392250475768891,1.4387348496386327,0.4961889613559395,-1.2989900281639954,1.3845535669968834,0.4961889613559395,-1.3565929680454647,1.328067831583304,0.4961889613559395,-1.4119379928126508,1.2693716583299608,0.4961889613559395,-1.4649329861337828,1.2085627412245576,0.4961889613559395,-1.515489743072509,1.1457422907084347,0.4961889613559395,-1.5635241168963099,1.0810148652217784,0.4961889613559395,-1.6089561591304273,1.0144881971764153,0.4961889613559395,-1.6517102526242138,0.9462730136458459,0.4961889613559395,-1.6917152374084137,0.876482852070958,0.4961889613559395,-1.7289045291339125,0.8052338712881588,0.4961889613559395,-1.763216229894814,0.7326446581944597,0.4961889613559395,-1.7945932312513941,0.6588360303712862,0.4961889613559395,-1.8229833092814651,0.5839308349955377,0.4961889613559395,-1.8483392115019395,0.508053744372586,0.4961889613559395,-1.8706187355159232,0.4313310484315263,0.4961889613559395,-1.8897847992544434,0.3538904445280537,0.4961889613559395,-1.90580550269589,0.2758608249048173,0.4961889613559395,-1.918654180960454,0.19737206216300104,0.4961889613559395,-1.92830944869119,0.11855479310219867,0.4961889613559395,-1.9347552356478304,0.03954020128835129,0.4961889613559395,-1.937980813454115,-0.039540201288351055,0.4961889613559395,-1.937980813454115,-0.11855479310219842,0.4961889613559395,-1.9347552356478306,-0.1973720621630004,0.4961889613559395,-1.92830944869119,-0.27586082490481706,0.4961889613559395,-1.918654180960454,-0.35389044452805346,0.4961889613559395,-1.90580550269589,-0.43133104843152564,0.4961889613559395,-1.8897847992544434,-0.5080537443725858,0.4961889613559395,-1.8706187355159234,-0.583930834995537,0.4961889613559395,-1.8483392115019397,-0.658836030371286,0.4961889613559395,-1.8229833092814653,-0.7326446581944595,0.4961889613559395,-1.7945932312513944,-0.8052338712881583,0.4961889613559395,-1.7632162298948142,-0.8764828520709581,0.4961889613559395,-1.7289045291339125,-0.9462730136458458,0.4961889613559395,-1.6917152374084137,-1.0144881971764157,0.4961889613559395,-1.6517102526242133,-1.081014865221778,0.4961889613559395,-1.6089561591304278,-1.1457422907084345,0.4961889613559395,-1.56352411689631,-1.2085627412245574,0.4961889613559395,-1.5154897430725094,-1.269371658329961,0.4961889613559395,-1.4649329861337828,-1.3280678315833043,0.4961889613559395,-1.4119379928126508,-1.3845535669968834,0.4961889613559395,-1.3565929680454647,-1.4387348496386327,0.4961889613559395,-1.2989900281639954,-1.4905215001107002,0.4961889613559395,-1.2392250475768898,-1.5398273246441576,0.4961889613559395,-1.1773974991961773,-1.5865702585600183,0.4961889613559395,-1.1136102888744313,-1.6306725028578017,0.4961889613559395,-1.0479695841281225,-1.6720606537042861,0.4961889613559395,-0.9805846374322779,-1.7106658246069515,0.4961889613559395,-0.9115676043805063,-1.7464237610687416,0.4961889613559395,-0.84103335701309,-1.7792749475333367,0.4961889613559395,-0.7690992926238056,-1.809164706442923,0.4961889613559395,-0.6958851383637165,-1.8360432892435907,0.4961889613559395,-0.6215127519671447,-1.8598659591868925,0.4961889613559395,-0.5461059189314995,-1.880593065789748,0.4961889613559395,-0.4697901464885286,-1.8981901108287569,0.4961889613559395,-0.392692454709927,-1.9126278057590902,0.4961889613559395,-0.3149411650949505,-1.9238821204623797,0.4961889613559395,-0.2366656869919544,-1.9319343232424813,0.4961889613559395,-0.15799630220929936,-1.9367710120025325,0.4961889613559395,-0.07906394817414017,-1.9383841365514207,0.4961889613559395,-2.373835928345703e-16,-1.9367710120025325,0.4961889613559395,0.0790639481741397,-1.9319343232424813,0.4961889613559395,0.15799630220929886,-1.9238821204623797,0.4961889613559395,0.23666568699195392,-1.9126278057590904,0.4961889613559395,0.31494116509494924,-1.8981901108287573,0.4961889613559395,0.3926924547099257,-1.880593065789748,0.4961889613559395,0.469790146488529,-1.8598659591868927,0.4961889613559395,0.5461059189314991,-1.8360432892435907,0.4961889613559395,0.6215127519671443,-1.8091647064429233,0.4961889613559395,0.695885138363716,-1.779274947533337,0.4961889613559395,0.7690992926238052,-1.7464237610687423,0.4961889613559395,0.8410333570130888,-1.7106658246069517,0.4961889613559395,0.911567604380506,-1.6720606537042864,0.4961889613559395,0.9805846374322774,-1.6306725028578015,0.4961889613559395,1.0479695841281227,-1.5865702585600188,0.4961889613559395,1.1136102888744301,-1.539827324644158,0.4961889613559395,1.1773974991961769,-1.4905215001107004,0.4961889613559395,1.2392250475768893,-1.4387348496386325,0.4961889613559395,1.2989900281639957,-1.3845535669968838,0.4961889613559395,1.3565929680454645,-1.3280678315833045,0.4961889613559395,1.4119379928126505,-1.269371658329962,0.4961889613559395,1.4649329861337819,-1.2085627412245576,0.4961889613559395,1.515489743072509,-1.145742290708434,0.4961889613559395,1.5635241168963103,-1.0810148652217784,0.4961889613559395,1.6089561591304273,-1.0144881971764161,0.4961889613559395,1.6517102526242131,-0.9462730136458462,0.4961889613559395,1.6917152374084135,-0.876482852070957,0.4961889613559395,1.7289045291339131,-0.8052338712881587,0.4961889613559395,1.7632162298948142,-0.7326446581944602,0.4961889613559395,1.794593231251394,-0.6588360303712857,0.4961889613559395,1.8229833092814653,-0.5839308349955379,0.4961889613559395,1.8483392115019395,-0.508053744372587,0.4961889613559395,1.870618735515923,-0.4313310484315266,0.4961889613559395,1.8897847992544434,-0.35389044452805307,0.4961889613559395,1.90580550269589,-0.27586082490481706,0.4961889613559395,1.918654180960454,-0.1973720621630017,0.4961889613559395,1.9283094486911898,-0.11855479310219846,0.4961889613559395,1.9347552356478306,-0.039540201288350244,0.4961889613559395,1.937980813454115,0.03954020128835125,0.4961889613559395,1.937980813454115,0.11855479310219776,0.4961889613559395,1.9347552356478306,0.19737206216300102,0.4961889613559395,1.92830944869119,0.2758608249048164,0.4961889613559395,1.9186541809604543,0.3538904445280524,0.4961889613559395,1.9058055026958902,0.43133104843152587,0.4961889613559395,1.8897847992544434,0.5080537443725863,0.4961889613559395,1.8706187355159232,0.5839308349955372,0.4961889613559395,1.8483392115019397,0.658836030371285,0.4961889613559395,1.8229833092814656,0.732644658194458,0.4961889613559395,1.7945932312513948,0.8052338712881596,0.4961889613559395,1.7632162298948137,0.8764828520709579,0.4961889613559395,1.7289045291339125,0.9462730136458456,0.4961889613559395,1.691715237408414,1.0144881971764141,0.4961889613559395,1.6517102526242144,1.0810148652217777,0.4961889613559395,1.6089561591304278,1.1457422907084347,0.4961889613559395,1.5635241168963097,1.2085627412245572,0.4961889613559395,1.5154897430725094,1.2693716583299615,0.4961889613559395,1.4649329861337825,1.3280678315833039,0.4961889613559395,1.411937992812651,1.3845535669968827,0.4961889613559395,1.3565929680454656,1.4387348496386325,0.4961889613559395,1.2989900281639957,1.490521500110701,0.4961889613559395,1.2392250475768887,1.5398273246441576,0.4961889613559395,1.1773974991961775,1.586570258560018,0.4961889613559395,1.1136102888744315,1.6306725028578006,0.4961889613559395,1.047969584128124,1.6720606537042861,0.4961889613559395,0.9805846374322781,1.710665824606952,0.4961889613559395,0.9115676043805059,1.7464237610687416,0.4961889613559395,0.8410333570130902,1.7792749475333363,0.4961889613559395,0.7690992926238066,1.809164706442923,0.4961889613559395,0.6958851383637168,1.8360432892435903,0.4961889613559395,0.6215127519671458,1.8598659591868927,0.4961889613559395,0.546105918931499,1.8805930657897478,0.4961889613559395,0.46979014648852974,1.898190110828757,0.4961889613559395,0.39269245470992636,1.9126278057590902,0.4961889613559395,0.31494116509495074,1.9238821204623797,0.4961889613559395,0.23666568699195548,1.9319343232424813,0.4961889613559395,0.15799630220929956,1.9367710120025325,0.4961889613559395,0.07906394817413956,1.9383841365514207,0.4961889613559395,0.0,1.9035369672952516,0.4906066482645773,0.0,1.9019528425834578,0.4906066482645773,-0.07764258141193196,1.897203105067323,0.4906066482645773,-0.15515593440958536,1.8892956602161954,0.4906066482645773,-0.2324110456666237,1.8782436691916506,0.4906066482645773,-0.3092793316746022,1.8640655269420372,0.4906066482645773,-0.38563285275752757,1.8467848315859003,0.4906066482645773,-0.46134452601482245,1.826430345135243,0.4906066482645773,-0.5362883368382722,1.8030359456239955,0.4906066482645773,-0.6103395486509031,1.77664057072137,0.4906066482645773,-0.6833749105187054,1.7472881529239543,0.4906066482645773,-0.7552728622896493,1.7150275464344071,0.4906066482645773,-0.8259137369185606,1.6799124458484576,0.4906066482645773,-0.8951799596411089,1.6420012967855508,0.4906066482645773,-0.9629562436653978,1.601357198611883,0.4906066482645773,-1.029129782055454,1.5580477994177317,0.4906066482645773,-1.0935904354872383,1.512145183423887,0.4906066482645773,-1.1562309155646824,1.4637257510045798,0.4906066482645773,-1.216946963390633,1.4128700915265988,0.4906066482645773,-1.2756375230955008,1.3596628492162424,0.4906066482645773,-1.332204910034779,1.3041925822773577,0.4906066482645773,-1.3865549733754956,1.2465516154949503,0.4906066482645773,-1.438597252800982,1.186835886569691,0.4906066482645773,-1.488245129073144,1.1251447864390798,0.4906066482645773,-1.5354159682016342,1.061580993851041,0.4906066482645773,-1.5800312589799734,0.9962503044652794,0.4906066482645773,-1.6220167436597077,0.929261454766847,0.4906066482645773,-1.6613025415450995,0.8607259410849935,0.4906066482645773,-1.697823265302651,0.7907578340185284,0.4906066482645773,-1.7315181297918683,0.7194735885765706,0.4906066482645773,-1.7623310532361265,0.6469918503506756,0.4906066482645773,-1.7902107505652547,0.5734332580409577,0.4906066482645773,-1.8151108187744724,0.4989202426648803,0.4906066482645773,-1.8369898141576126,0.4235768237829098,0.4906066482645773,-1.8558113212860798,0.34752840308019595,0.4906066482645773,-1.8715440136187373,0.2709015556478438,0.4906066482645773,-1.8841617056418438,0.19382381931116383,0.4906066482645773,-1.8936433964522563,0.1164234823555515,0.4906066482645773,-1.899973304711361,0.03882937000329469,0.4906066482645773,-1.903140894911554,-0.03882937000329446,0.4906066482645773,-1.903140894911554,-0.11642348235555126,0.4906066482645773,-1.8999733047113612,-0.1938238193111632,0.4906066482645773,-1.8936433964522563,-0.2709015556478436,0.4906066482645773,-1.8841617056418438,-0.3475284030801957,0.4906066482645773,-1.8715440136187373,-0.4235768237829091,0.4906066482645773,-1.8558113212860798,-0.49892024266488005,0.4906066482645773,-1.8369898141576129,-0.573433258040957,0.4906066482645773,-1.8151108187744727,-0.6469918503506754,0.4906066482645773,-1.790210750565255,-0.7194735885765704,0.4906066482645773,-1.7623310532361267,-0.7907578340185278,0.4906066482645773,-1.7315181297918685,-0.8607259410849936,0.4906066482645773,-1.697823265302651,-0.9292614547668469,0.4906066482645773,-1.6613025415450995,-0.9962503044652798,0.4906066482645773,-1.6220167436597073,-1.0615809938510405,0.4906066482645773,-1.5800312589799737,-1.1251447864390793,0.4906066482645773,-1.5354159682016342,-1.1868358865696909,0.4906066482645773,-1.4882451290731442,-1.2465516154949505,0.4906066482645773,-1.438597252800982,-1.304192582277358,0.4906066482645773,-1.3865549733754956,-1.3596628492162424,0.4906066482645773,-1.332204910034779,-1.4128700915265988,0.4906066482645773,-1.2756375230955008,-1.4637257510045794,0.4906066482645773,-1.2169469633906336,-1.512145183423887,0.4906066482645773,-1.1562309155646822,-1.5580477994177313,0.4906066482645773,-1.093590435487239,-1.6013571986118833,0.4906066482645773,-1.0291297820554537,-1.6420012967855506,0.4906066482645773,-0.962956243665398,-1.6799124458484573,0.4906066482645773,-0.8951799596411091,-1.715027546434407,0.4906066482645773,-0.825913736918561,-1.7472881529239541,0.4906066482645773,-0.7552728622896494,-1.77664057072137,0.4906066482645773,-0.6833749105187055,-1.8030359456239955,0.4906066482645773,-0.6103395486509031,-1.826430345135243,0.4906066482645773,-0.5362883368382728,-1.8467848315859003,0.4906066482645773,-0.4613445260148223,-1.864065526942037,0.4906066482645773,-0.3856328527575281,-1.8782436691916506,0.4906066482645773,-0.3092793316746027,-1.8892956602161954,0.4906066482645773,-0.23241104566662418,-1.897203105067323,0.4906066482645773,-0.15515593440958575,-1.9019528425834578,0.4906066482645773,-0.07764258141193227,-1.9035369672952516,0.4906066482645773,-2.3311604540567897e-16,-1.9019528425834578,0.4906066482645773,0.07764258141193181,-1.897203105067323,0.4906066482645773,0.15515593440958528,-1.8892956602161954,0.4906066482645773,0.23241104566662374,-1.8782436691916509,0.4906066482645773,0.3092793316746015,-1.8640655269420374,0.4906066482645773,0.38563285275752685,-1.8467848315859003,0.4906066482645773,0.4613445260148227,-1.826430345135243,0.4906066482645773,0.5362883368382725,-1.8030359456239955,0.4906066482645773,0.6103395486509027,-1.7766405707213702,0.4906066482645773,0.683374910518705,-1.7472881529239543,0.4906066482645773,0.755272862289649,-1.7150275464344076,0.4906066482645773,0.8259137369185597,-1.6799124458484576,0.4906066482645773,0.8951799596411086,-1.6420012967855508,0.4906066482645773,0.9629562436653976,-1.601357198611883,0.4906066482645773,1.029129782055454,-1.558047799417732,0.4906066482645773,1.0935904354872379,-1.5121451834238873,0.4906066482645773,1.1562309155646817,-1.4637257510045796,0.4906066482645773,1.2169469633906331,-1.4128700915265986,0.4906066482645773,1.275637523095501,-1.3596628492162428,0.4906066482645773,1.3322049100347788,-1.3041925822773581,0.4906066482645773,1.3865549733754954,-1.2465516154949514,0.4906066482645773,1.4385972528009812,-1.186835886569691,0.4906066482645773,1.488245129073144,-1.1251447864390791,0.4906066482645773,1.5354159682016344,-1.061580993851041,0.4906066482645773,1.5800312589799734,-0.9962503044652803,0.4906066482645773,1.622016743659707,-0.9292614547668472,0.4906066482645773,1.6613025415450993,-0.8607259410849925,0.4906066482645773,1.6978232653026517,-0.7907578340185283,0.4906066482645773,1.7315181297918685,-0.7194735885765712,0.4906066482645773,1.7623310532361263,-0.6469918503506752,0.4906066482645773,1.790210750565255,-0.5734332580409579,0.4906066482645773,1.8151108187744724,-0.49892024266488133,0.4906066482645773,1.8369898141576124,-0.42357682378291006,0.4906066482645773,1.8558113212860798,-0.3475284030801954,0.4906066482645773,1.8715440136187373,-0.2709015556478436,0.4906066482645773,1.8841617056418438,-0.1938238193111645,0.4906066482645773,1.893643396452256,-0.1164234823555513,0.4906066482645773,1.8999733047113612,-0.03882937000329366,0.4906066482645773,1.903140894911554,0.03882937000329465,0.4906066482645773,1.903140894911554,0.11642348235555061,0.4906066482645773,1.8999733047113612,0.1938238193111638,0.4906066482645773,1.8936433964522563,0.27090155564784285,0.4906066482645773,1.8841617056418438,0.34752840308019467,0.4906066482645773,1.8715440136187376,0.42357682378290934,0.4906066482645773,1.8558113212860798,0.49892024266488066,0.4906066482645773,1.8369898141576126,0.5734332580409572,0.4906066482645773,1.8151108187744727,0.6469918503506745,0.4906066482645773,1.7902107505652551,0.719473588576569,0.4906066482645773,1.7623310532361272,0.7907578340185292,0.4906066482645773,1.731518129791868,0.8607259410849933,0.4906066482645773,1.697823265302651,0.9292614547668466,0.4906066482645773,1.6613025415450997,0.9962503044652784,0.4906066482645773,1.6220167436597084,1.0615809938510403,0.4906066482645773,1.5800312589799737,1.1251447864390798,0.4906066482645773,1.535415968201634,1.1868358865696906,0.4906066482645773,1.4882451290731442,1.246551615494951,0.4906066482645773,1.4385972528009818,1.3041925822773575,0.4906066482645773,1.3865549733754958,1.3596628492162417,0.4906066482645773,1.3322049100347797,1.4128700915265986,0.4906066482645773,1.275637523095501,1.46372575100458,0.4906066482645773,1.2169469633906325,1.5121451834238868,0.4906066482645773,1.1562309155646824,1.558047799417731,0.4906066482645773,1.0935904354872392,1.6013571986118822,0.4906066482645773,1.0291297820554552,1.6420012967855506,0.4906066482645773,0.9629562436653982,1.6799124458484578,0.4906066482645773,0.8951799596411085,1.715027546434407,0.4906066482645773,0.8259137369185611,1.747288152923954,0.4906066482645773,0.7552728622896504,1.77664057072137,0.4906066482645773,0.6833749105187058,1.803035945623995,0.4906066482645773,0.6103395486509041,1.826430345135243,0.4906066482645773,0.5362883368382724,1.8467848315859001,0.4906066482645773,0.46134452601482334,1.8640655269420372,0.4906066482645773,0.38563285275752757,1.8782436691916506,0.4906066482645773,0.3092793316746029,1.8892956602161954,0.4906066482645773,0.23241104566662527,1.897203105067323,0.4906066482645773,0.15515593440958597,1.9019528425834578,0.4906066482645773,0.07764258141193166,1.9035369672952516,0.4906066482645773,0.0,1.8691703720157795,0.4825801575298248,0.0,1.8676148472071017,0.4825801575298248,-0.07624081658273155,1.8629508617985988,0.4825801575298248,-0.1523547378504037,1.8551861785336987,0.4825801575298248,-0.22821507969268584,1.8443337209614055,0.4825801575298248,-0.30369558005717534,1.8304115519263282,0.4825801575298248,-0.3786706091001231,1.8134428435048586,0.4825801575298248,-0.45301537828491023,1.7934558384375365,0.4825801575298248,-0.5266061480802519,1.7704838031217958,0.4825801575298248,-0.5993204339124354,1.7445649722433283,0.4825801575298248,-0.6710372100288052,1.7157424851382235,0.4825801575298248,-0.7416371109331846,1.6840643139918006,0.4825801575298248,-0.8110026300579635,1.6495831839936403,0.4825801575298248,-0.8790183153421839,1.6123564855817112,0.4825801575298248,-0.9455709613901015,1.5724461789216477,0.4825801575298248,-1.0105497978903943,1.529918690780171,0.4825801575298248,-1.0738466739824153,1.4848448039642894,0.4825801575298248,-1.1353562382626252,1.4372995395103045,0.4825801575298248,-1.1949761141316064,1.387362031818697,0.4825801575298248,-1.2526070701898118,1.335115396942729,0.4825801575298248,-1.3081531853984327,1.2806465942499745,0.4825801575298248,-1.3615220087305049,1.2240462816870348,0.4825801575298248,-1.412624713046516,1.1654086648883337,0.4825801575298248,-1.4613762429384154,1.1048313403801349,0.4825801575298248,-1.5076954562959466,1.0424151331407563,0.4825801575298248,-1.5515052593596796,0.9782639287873446,0.4825801575298248,-1.5927327350359686,0.9124845006685175,0.4825801575298248,-1.631309264260255,0.8451863321506624,0.4825801575298248,-1.66717064020673,0.776481434393676,0.4825801575298248,-1.7002571751542608,0.7064841599194462,0.4825801575298248,-1.7305137998307096,0.6353110122833635,0.4825801575298248,-1.7578901550703034,0.5630804521656484,0.4825801575298248,-1.7823406756314957,0.48991270020524363,0.4825801575298248,-1.8038246660358135,0.41592953690442297,0.4825801575298248,-1.8223063683014664,0.3412540999371639,0.4825801575298248,-1.8377550214589766,0.26601067919864224,0.4825801575298248,-1.8501449127497782,0.19032450993696604,0.4825801575298248,-1.859455420422566,0.1143215643114669,0.4825801575298248,-1.8656710480561642,0.03812834172447108,0.4825801575298248,-1.8687814503517926,-0.038128341724470854,0.4825801575298248,-1.8687814503517926,-0.11432156431146666,0.4825801575298248,-1.8656710480561645,-0.19032450993696542,0.4825801575298248,-1.859455420422566,-0.266010679198642,0.4825801575298248,-1.8501449127497782,-0.3412540999371637,0.4825801575298248,-1.8377550214589766,-0.41592953690442236,0.4825801575298248,-1.8223063683014664,-0.4899127002052434,0.4825801575298248,-1.8038246660358137,-0.5630804521656477,0.4825801575298248,-1.782340675631496,-0.6353110122833633,0.4825801575298248,-1.7578901550703037,-0.7064841599194461,0.4825801575298248,-1.7305137998307099,-0.7764814343936755,0.4825801575298248,-1.700257175154261,-0.8451863321506625,0.4825801575298248,-1.66717064020673,-0.9124845006685174,0.4825801575298248,-1.631309264260255,-0.978263928787345,0.4825801575298248,-1.5927327350359683,-1.0424151331407558,0.4825801575298248,-1.55150525935968,-1.1048313403801344,0.4825801575298248,-1.5076954562959468,-1.1654086648883335,0.4825801575298248,-1.4613762429384158,-1.224046281687035,0.4825801575298248,-1.412624713046516,-1.2806465942499747,0.4825801575298248,-1.3615220087305049,-1.335115396942729,0.4825801575298248,-1.3081531853984327,-1.387362031818697,0.4825801575298248,-1.2526070701898118,-1.437299539510304,0.4825801575298248,-1.194976114131607,-1.4848448039642894,0.4825801575298248,-1.135356238262625,-1.5299186907801705,0.4825801575298248,-1.073846673982416,-1.572446178921648,0.4825801575298248,-1.0105497978903941,-1.612356485581711,0.4825801575298248,-0.9455709613901018,-1.6495831839936401,0.4825801575298248,-0.8790183153421841,-1.6840643139918003,0.4825801575298248,-0.8110026300579637,-1.7157424851382233,0.4825801575298248,-0.7416371109331847,-1.7445649722433283,0.4825801575298248,-0.6710372100288052,-1.7704838031217958,0.4825801575298248,-0.5993204339124354,-1.7934558384375363,0.4825801575298248,-0.5266061480802525,-1.8134428435048586,0.4825801575298248,-0.45301537828491006,-1.830411551926328,0.4825801575298248,-0.37867060910012373,-1.8443337209614055,0.4825801575298248,-0.30369558005717584,-1.8551861785336987,0.4825801575298248,-0.2282150796926863,-1.8629508617985988,0.4825801575298248,-0.1523547378504041,-1.8676148472071017,0.4825801575298248,-0.07624081658273184,-1.8691703720157795,0.4825801575298248,-2.289073513150192e-16,-1.8676148472071017,0.4825801575298248,0.07624081658273138,-1.8629508617985988,0.4825801575298248,0.15235473785040363,-1.8551861785336987,0.4825801575298248,0.22821507969268587,-1.8443337209614055,0.4825801575298248,0.3036955800571746,-1.8304115519263284,0.4825801575298248,0.37867060910012246,-1.8134428435048586,0.4825801575298248,0.45301537828491045,-1.7934558384375365,0.4825801575298248,0.5266061480802522,-1.7704838031217958,0.4825801575298248,0.599320433912435,-1.7445649722433285,0.4825801575298248,0.6710372100288049,-1.7157424851382235,0.4825801575298248,0.7416371109331843,-1.684064313991801,0.4825801575298248,0.8110026300579626,-1.6495831839936403,0.4825801575298248,0.8790183153421837,-1.6123564855817112,0.4825801575298248,0.9455709613901013,-1.5724461789216477,0.4825801575298248,1.0105497978903943,-1.5299186907801712,0.4825801575298248,1.0738466739824148,-1.4848448039642899,0.4825801575298248,1.1353562382626246,-1.4372995395103043,0.4825801575298248,1.1949761141316066,-1.387362031818697,0.4825801575298248,1.252607070189812,-1.3351153969427294,0.4825801575298248,1.3081531853984327,-1.2806465942499747,0.4825801575298248,1.3615220087305047,-1.2240462816870359,0.4825801575298248,1.412624713046515,-1.1654086648883337,0.4825801575298248,1.4613762429384154,-1.104831340380134,0.4825801575298248,1.507695456295947,-1.0424151331407563,0.4825801575298248,1.5515052593596796,-0.9782639287873455,0.4825801575298248,1.5927327350359681,-0.9124845006685177,0.4825801575298248,1.6313092642602547,-0.8451863321506614,0.4825801575298248,1.6671706402067306,-0.7764814343936759,0.4825801575298248,1.700257175154261,-0.7064841599194469,0.4825801575298248,1.7305137998307094,-0.635311012283363,0.4825801575298248,1.7578901550703037,-0.5630804521656486,0.4825801575298248,1.7823406756314957,-0.4899127002052447,0.4825801575298248,1.8038246660358133,-0.41592953690442325,0.4825801575298248,1.8223063683014664,-0.3412540999371633,0.4825801575298248,1.8377550214589766,-0.266010679198642,0.4825801575298248,1.8501449127497782,-0.1903245099369667,0.4825801575298248,1.8594554204225657,-0.1143215643114667,0.4825801575298248,1.8656710480561645,-0.03812834172447007,0.4825801575298248,1.8687814503517926,0.03812834172447104,0.4825801575298248,1.8687814503517926,0.114321564311466,0.4825801575298248,1.8656710480561645,0.190324509936966,0.4825801575298248,1.859455420422566,0.26601067919864135,0.4825801575298248,1.8501449127497784,0.34125409993716266,0.4825801575298248,1.8377550214589768,0.4159295369044226,0.4825801575298248,1.8223063683014664,0.489912700205244,0.4825801575298248,1.8038246660358135,0.563080452165648,0.4825801575298248,1.782340675631496,0.6353110122833623,0.4825801575298248,1.7578901550703039,0.7064841599194447,0.4825801575298248,1.7305137998307103,0.7764814343936767,0.4825801575298248,1.7002571751542606,0.8451863321506623,0.4825801575298248,1.66717064020673,0.9124845006685172,0.4825801575298248,1.631309264260255,0.9782639287873436,0.4825801575298248,1.5927327350359692,1.0424151331407556,0.4825801575298248,1.55150525935968,1.1048313403801349,0.4825801575298248,1.5076954562959464,1.1654086648883333,0.4825801575298248,1.4613762429384158,1.2240462816870354,0.4825801575298248,1.4126247130465157,1.2806465942499743,0.4825801575298248,1.361522008730505,1.3351153969427283,0.4825801575298248,1.3081531853984336,1.387362031818697,0.4825801575298248,1.252607070189812,1.4372995395103048,0.4825801575298248,1.194976114131606,1.4848448039642892,0.4825801575298248,1.1353562382626252,1.5299186907801703,0.4825801575298248,1.0738466739824162,1.5724461789216468,0.4825801575298248,1.0105497978903957,1.612356485581711,0.4825801575298248,0.9455709613901019,1.6495831839936406,0.4825801575298248,0.8790183153421836,1.6840643139918003,0.4825801575298248,0.8110026300579639,1.7157424851382228,0.4825801575298248,0.7416371109331857,1.7445649722433283,0.4825801575298248,0.6710372100288056,1.7704838031217955,0.4825801575298248,0.5993204339124364,1.7934558384375365,0.4825801575298248,0.5266061480802521,1.8134428435048584,0.4825801575298248,0.4530153782849111,1.8304115519263282,0.4825801575298248,0.3786706091001231,1.8443337209614055,0.4825801575298248,0.30369558005717606,1.8551861785336987,0.4825801575298248,0.22821507969268737,1.8629508617985988,0.4825801575298248,0.1523547378504043,1.8676148472071017,0.4825801575298248,0.07624081658273124,1.8691703720157795,0.4825801575298248,0.0,1.8354555633619951,0.4721494767247779,0.0,1.8339280960391762,0.4721494767247779,-0.07486563720840676,1.8293482363893339,0.4721494767247779,-0.14960666795210742,1.821723607136873,0.4721494767247779,-0.224098693161559,1.8110668987247158,0.4721494767247779,-0.2982177282123563,1.7973958481923127,0.4721494767247779,-0.37184040928540296,1.7807332096540902,0.4721494767247779,-0.44484419869381375,1.7611067164274732,0.4721494767247779,-0.5171075888348016,1.7385490348735155,0.4721494767247779,-0.5885103044270905,1.7130977100269646,0.4721494767247779,-0.6589335026972514,1.6847951031062578,0.4721494767247779,-0.7282599711817705,1.6536883210074538,0.4721494767247779,-0.7963743228156265,1.6198291378994536,0.4721494767247779,-0.8631631879826734,1.583273909051006,0.4721494767247779,-0.9285154032081783,1.5440834770329244,0.4721494767247779,-0.9923221961794534,1.5023230704516317,0.4721494767247779,-1.0544773667866374,1.4580621953825825,0.4721494767247779,-1.1148774638822971,1.4113745196842609,0.4721494767247779,-1.1734219574656513,1.3623377503852987,0.4721494767247779,-1.230013406004838,1.3110335043487962,0.4721494767247779,-1.2845576186187266,1.2575471724291079,0.4721494767247779,-1.336963811848344,1.2019677773471926,0.4721494767247779,-1.3871447607569831,1.1443878255210806,0.4721494767247779,-1.4350169441075011,1.0849031530980684,0.4721494767247779,-1.4805006833751777,1.0236127664449113,0.4721494767247779,-1.5235202753647534,0.9606186773614964,0.4721494767247779,-1.5640041182109299,0.8960257332922693,0.4721494767247779,-1.6018848305526057,0.8299414428180099,0.4721494767247779,-1.6370993636825037,0.762475796718408,0.4721494767247779,-1.669589106485523,0.6937410849032687,0.4721494767247779,-1.6992999829911535,0.6238517095170372,0.4721494767247779,-1.7261825423775925,0.5529239945277189,0.4721494767247779,-1.7501920412777594,0.48107599211711694,0.4721494767247779,-1.7712885182502116,0.40842728619462443,0.4721494767247779,-1.7894368602910227,0.33509879336160914,0.4721494767247779,-1.8046068612759103,0.26121256165766416,0.4721494767247779,-1.8167732722353496,0.1868915674236894,0.4721494767247779,-1.825915843378992,0.1122595106199108,0.4721494767247779,-1.832019357799441,0.03744060893950278,0.4721494767247779,-1.8350736567992953,-0.03744060893950256,0.4721494767247779,-1.8350736567992953,-0.11225951061991056,0.4721494767247779,-1.8320193577994413,-0.1868915674236888,0.4721494767247779,-1.825915843378992,-0.26121256165766393,0.4721494767247779,-1.8167732722353496,-0.3350987933616089,0.4721494767247779,-1.8046068612759103,-0.4084272861946238,0.4721494767247779,-1.7894368602910227,-0.4810759921171167,0.4721494767247779,-1.7712885182502118,-0.5529239945277182,0.4721494767247779,-1.7501920412777596,-0.623851709517037,0.4721494767247779,-1.7261825423775927,-0.6937410849032685,0.4721494767247779,-1.6992999829911537,-0.7624757967184075,0.4721494767247779,-1.6695891064855233,-0.82994144281801,0.4721494767247779,-1.6370993636825037,-0.8960257332922692,0.4721494767247779,-1.6018848305526057,-0.9606186773614968,0.4721494767247779,-1.5640041182109294,-1.0236127664449108,0.4721494767247779,-1.5235202753647539,-1.084903153098068,0.4721494767247779,-1.480500683375178,-1.1443878255210804,0.4721494767247779,-1.4350169441075016,-1.2019677773471928,0.4721494767247779,-1.3871447607569831,-1.257547172429108,0.4721494767247779,-1.336963811848344,-1.3110335043487962,0.4721494767247779,-1.2845576186187266,-1.3623377503852987,0.4721494767247779,-1.230013406004838,-1.4113745196842604,0.4721494767247779,-1.173421957465652,-1.4580621953825825,0.4721494767247779,-1.114877463882297,-1.5023230704516313,0.4721494767247779,-1.054477366786638,-1.5440834770329246,0.4721494767247779,-0.9923221961794532,-1.5832739090510057,0.4721494767247779,-0.9285154032081785,-1.6198291378994534,0.4721494767247779,-0.8631631879826737,-1.6536883210074536,0.4721494767247779,-0.7963743228156268,-1.6847951031062576,0.4721494767247779,-0.7282599711817707,-1.7130977100269646,0.4721494767247779,-0.6589335026972515,-1.7385490348735155,0.4721494767247779,-0.5885103044270905,-1.761106716427473,0.4721494767247779,-0.5171075888348023,-1.7807332096540902,0.4721494767247779,-0.44484419869381364,-1.7973958481923125,0.4721494767247779,-0.3718404092854035,-1.8110668987247158,0.4721494767247779,-0.2982177282123568,-1.821723607136873,0.4721494767247779,-0.22409869316155948,-1.8293482363893339,0.4721494767247779,-0.1496066679521078,-1.8339280960391762,0.4721494767247779,-0.07486563720840705,-1.8354555633619951,0.4721494767247779,-2.2477847806484694e-16,-1.8339280960391762,0.4721494767247779,0.07486563720840661,-1.8293482363893339,0.4721494767247779,0.14960666795210734,-1.821723607136873,0.4721494767247779,0.22409869316155903,-1.8110668987247158,0.4721494767247779,0.2982177282123556,-1.797395848192313,0.4721494767247779,0.3718404092854023,-1.7807332096540902,0.4721494767247779,0.444844198693814,-1.7611067164274732,0.4721494767247779,0.5171075888348019,-1.7385490348735155,0.4721494767247779,0.5885103044270901,-1.7130977100269649,0.4721494767247779,0.658933502697251,-1.6847951031062578,0.4721494767247779,0.7282599711817702,-1.653688321007454,0.4721494767247779,0.7963743228156256,-1.6198291378994536,0.4721494767247779,0.8631631879826733,-1.583273909051006,0.4721494767247779,0.928515403208178,-1.5440834770329244,0.4721494767247779,0.9923221961794534,-1.502323070451632,0.4721494767247779,1.054477366786637,-1.458062195382583,0.4721494767247779,1.1148774638822965,-1.4113745196842606,0.4721494767247779,1.1734219574656515,-1.3623377503852985,0.4721494767247779,1.2300134060048382,-1.3110335043487966,0.4721494767247779,1.2845576186187264,-1.2575471724291083,0.4721494767247779,1.336963811848344,-1.2019677773471937,0.4721494767247779,1.3871447607569822,-1.1443878255210806,0.4721494767247779,1.4350169441075011,-1.0849031530980675,0.4721494767247779,1.4805006833751782,-1.0236127664449113,0.4721494767247779,1.5235202753647534,-0.9606186773614972,0.4721494767247779,1.5640041182109294,-0.8960257332922695,0.4721494767247779,1.6018848305526054,-0.829941442818009,0.4721494767247779,1.6370993636825044,-0.7624757967184079,0.4721494767247779,1.6695891064855233,-0.6937410849032692,0.4721494767247779,1.6992999829911533,-0.6238517095170366,0.4721494767247779,1.7261825423775927,-0.552923994527719,0.4721494767247779,1.7501920412777594,-0.48107599211711793,0.4721494767247779,1.7712885182502114,-0.4084272861946247,0.4721494767247779,1.7894368602910227,-0.3350987933616086,0.4721494767247779,1.8046068612759103,-0.26121256165766393,0.4721494767247779,1.8167732722353496,-0.18689156742369004,0.4721494767247779,1.8259158433789917,-0.1122595106199106,0.4721494767247779,1.8320193577994413,-0.03744060893950179,0.4721494767247779,1.8350736567992953,0.03744060893950275,0.4721494767247779,1.8350736567992953,0.11225951061990994,0.4721494767247779,1.8320193577994413,0.18689156742368937,0.4721494767247779,1.825915843378992,0.2612125616576633,0.4721494767247779,1.8167732722353498,0.3350987933616079,0.4721494767247779,1.8046068612759105,0.40842728619462404,0.4721494767247779,1.7894368602910227,0.4810759921171173,0.4721494767247779,1.7712885182502116,0.5529239945277185,0.4721494767247779,1.7501920412777596,0.623851709517036,0.4721494767247779,1.726182542377593,0.6937410849032671,0.4721494767247779,1.6992999829911541,0.7624757967184087,0.4721494767247779,1.669589106485523,0.8299414428180097,0.4721494767247779,1.6370993636825037,0.896025733292269,0.4721494767247779,1.6018848305526059,0.9606186773614954,0.4721494767247779,1.5640041182109305,1.0236127664449106,0.4721494767247779,1.5235202753647539,1.0849031530980684,0.4721494767247779,1.4805006833751777,1.1443878255210802,0.4721494767247779,1.4350169441075016,1.2019677773471933,0.4721494767247779,1.387144760756983,1.2575471724291076,0.4721494767247779,1.3369638118483442,1.3110335043487955,0.4721494767247779,1.2845576186187273,1.3623377503852985,0.4721494767247779,1.2300134060048382,1.4113745196842613,0.4721494767247779,1.1734219574656506,1.4580621953825823,0.4721494767247779,1.1148774638822971,1.502323070451631,0.4721494767247779,1.0544773667866383,1.5440834770329235,0.4721494767247779,0.9923221961794546,1.5832739090510057,0.4721494767247779,0.9285154032081787,1.6198291378994538,0.4721494767247779,0.8631631879826732,1.6536883210074536,0.4721494767247779,0.7963743228156269,1.6847951031062571,0.4721494767247779,0.7282599711817717,1.7130977100269646,0.4721494767247779,0.6589335026972518,1.738549034873515,0.4721494767247779,0.5885103044270915,1.7611067164274732,0.4721494767247779,0.5171075888348018,1.78073320965409,0.4721494767247779,0.44484419869381464,1.7973958481923127,0.4721494767247779,0.37184040928540296,1.8110668987247158,0.4721494767247779,0.29821772821235704,1.821723607136873,0.4721494767247779,0.2240986931615605,1.8293482363893339,0.4721494767247779,0.149606667952108,1.8339280960391762,0.4721494767247779,0.07486563720840647,1.8354555633619951,0.4721494767247779,0.0,1.8025605068147044,0.4593665709765281,0.0,1.8010604147795042,0.4593665709765281,-0.07352389436342688,1.7965626354290531,0.4593665709765281,-0.14692541546069762,1.7890746548731984,0.4593665709765281,-0.2200823937038807,1.7786089361165922,0.4593665709765281,-0.2928730665224915,1.7651828983152522,0.4593665709765281,-0.3651762810252743,1.748818887784094,0.4593665709765281,-0.43687169564723294,1.7295441408036962,0.4593665709765281,-0.50783998044629,1.7073907382881992,0.4593665709765281,-0.5779630157161982,1.6823955523897889,0.4593665709765281,-0.6471240885851346,1.6546001851286394,0.4593665709765281,-0.7152080872727576,1.624050899150455,0.4593665709765281,-0.7821016926824045,1.5907985407268632,0.4593665709765281,-0.8476935670095451,1.5548984551268124,0.4593665709765281,-0.9118745390525694,1.5164103944998346,0.4593665709765281,-0.974537785917478,1.4753984184244884,0.4593665709765281,-1.035579010814048,1.4319307872875136,0.4593665709765281,-1.0948966166475471,1.3860798486711536,0.4593665709765281,-1.1523918751170696,1.3379219169377445,0.4593665709765281,-1.2079690910390526,1.2875371462119902,0.4593665709765281,-1.261535761622463,1.2350093969723328,0.4593665709765281,-1.313002730430565,1.180426096473462,0.4593665709765281,-1.3622843357730088,1.1238780932322785,0.4593665709765281,-1.4092985532812632,1.0654595058195009,0.4593665709765281,-1.4539671324300798,1.0052675662085964,0.4593665709765281,-1.4962157267777696,0.9434024579427548,0.4593665709765281,-1.53597401770852,0.8799671493892692,0.4593665709765281,-1.5731758314707887,0.8150672223588497,0.4593665709765281,-1.6077592493169843,0.7488106963751174,0.4593665709765281,-1.6396667105611114,0.6813078488867718,0.4593665709765281,-1.668845108382849,0.6126710317216578,0.4593665709765281,-1.695245878218615,0.5430144840882357,0.4593665709765281,-1.7188250785924877,0.4724541424356951,0.4593665709765281,-1.7395434642524559,0.40110744748917554,0.4593665709765281,-1.7573665514902697,0.32909314878126955,0.4593665709765281,-1.7722646755361664,0.2565311070051459,0.4593665709765281,-1.7842130399329554,0.18354209451825268,0.4593665709765281,-1.7931917578072727,0.11024759432865006,0.4593665709765281,-1.7991858849693183,0.03676959789853047,0.4593665709765281,-1.8021854447859866,-0.03676959789853026,0.4593665709765281,-1.8021854447859866,-0.11024759432864983,0.4593665709765281,-1.7991858849693185,-0.1835420945182521,0.4593665709765281,-1.7931917578072727,-0.2565311070051457,0.4593665709765281,-1.7842130399329554,-0.3290931487812694,0.4593665709765281,-1.7722646755361664,-0.40110744748917493,0.4593665709765281,-1.7573665514902697,-0.4724541424356949,0.4593665709765281,-1.739543464252456,-0.543014484088235,0.4593665709765281,-1.7188250785924877,-0.6126710317216576,0.4593665709765281,-1.695245878218615,-0.6813078488867716,0.4593665709765281,-1.6688451083828493,-0.7488106963751169,0.4593665709765281,-1.6396667105611116,-0.8150672223588498,0.4593665709765281,-1.6077592493169843,-0.8799671493892691,0.4593665709765281,-1.5731758314707887,-0.9434024579427552,0.4593665709765281,-1.5359740177085197,-1.005267566208596,0.4593665709765281,-1.49621572677777,-1.0654595058195004,0.4593665709765281,-1.45396713243008,-1.1238780932322783,0.4593665709765281,-1.4092985532812636,-1.1804260964734623,0.4593665709765281,-1.3622843357730088,-1.235009396972333,0.4593665709765281,-1.313002730430565,-1.2875371462119902,0.4593665709765281,-1.261535761622463,-1.3379219169377445,0.4593665709765281,-1.2079690910390526,-1.3860798486711532,0.4593665709765281,-1.15239187511707,-1.4319307872875136,0.4593665709765281,-1.094896616647547,-1.475398418424488,0.4593665709765281,-1.0355790108140486,-1.5164103944998348,0.4593665709765281,-0.9745377859174778,-1.5548984551268124,0.4593665709765281,-0.9118745390525697,-1.590798540726863,0.4593665709765281,-0.8476935670095453,-1.624050899150455,0.4593665709765281,-0.7821016926824047,-1.6546001851286392,0.4593665709765281,-0.7152080872727578,-1.6823955523897889,0.4593665709765281,-0.6471240885851347,-1.7073907382881992,0.4593665709765281,-0.5779630157161982,-1.729544140803696,0.4593665709765281,-0.5078399804462906,-1.748818887784094,0.4593665709765281,-0.43687169564723277,-1.765182898315252,0.4593665709765281,-0.36517628102527483,-1.7786089361165922,0.4593665709765281,-0.292873066522492,-1.7890746548731984,0.4593665709765281,-0.22008239370388114,-1.7965626354290531,0.4593665709765281,-0.14692541546069798,-1.8010604147795042,0.4593665709765281,-0.07352389436342716,-1.8025605068147044,0.4593665709765281,-2.2074999549400584e-16,-1.8010604147795042,0.4593665709765281,0.07352389436342673,-1.7965626354290531,0.4593665709765281,0.14692541546069754,-1.7890746548731984,0.4593665709765281,0.22008239370388072,-1.7786089361165924,0.4593665709765281,0.29287306652249084,-1.7651828983152524,0.4593665709765281,0.3651762810252736,-1.748818887784094,0.4593665709765281,0.43687169564723316,-1.7295441408036962,0.4593665709765281,0.5078399804462903,-1.7073907382881992,0.4593665709765281,0.5779630157161978,-1.6823955523897889,0.4593665709765281,0.6471240885851343,-1.6546001851286394,0.4593665709765281,0.7152080872727573,-1.6240508991504554,0.4593665709765281,0.7821016926824036,-1.5907985407268632,0.4593665709765281,0.847693567009545,-1.5548984551268124,0.4593665709765281,0.9118745390525692,-1.5164103944998346,0.4593665709765281,0.974537785917478,-1.4753984184244886,0.4593665709765281,1.0355790108140477,-1.431930787287514,0.4593665709765281,1.0948966166475465,-1.3860798486711534,0.4593665709765281,1.1523918751170699,-1.3379219169377443,0.4593665709765281,1.2079690910390528,-1.2875371462119907,0.4593665709765281,1.261535761622463,-1.2350093969723333,0.4593665709765281,1.3130027304305647,-1.1804260964734632,0.4593665709765281,1.3622843357730081,-1.1238780932322785,0.4593665709765281,1.4092985532812632,-1.0654595058195,0.4593665709765281,1.4539671324300802,-1.0052675662085964,0.4593665709765281,1.4962157267777696,-0.9434024579427556,0.4593665709765281,1.5359740177085195,-0.8799671493892695,0.4593665709765281,1.5731758314707884,-0.8150672223588488,0.4593665709765281,1.607759249316985,-0.7488106963751173,0.4593665709765281,1.6396667105611116,-0.6813078488867724,0.4593665709765281,1.6688451083828488,-0.6126710317216573,0.4593665709765281,1.695245878218615,-0.5430144840882358,0.4593665709765281,1.7188250785924877,-0.4724541424356961,0.4593665709765281,1.7395434642524559,-0.40110744748917576,0.4593665709765281,1.7573665514902697,-0.329093148781269,0.4593665709765281,1.7722646755361664,-0.2565311070051457,0.4593665709765281,1.7842130399329554,-0.18354209451825332,0.4593665709765281,1.7931917578072727,-0.11024759432864988,0.4593665709765281,1.7991858849693185,-0.0367695978985295,0.4593665709765281,1.8021854447859866,0.03676959789853044,0.4593665709765281,1.8021854447859866,0.11024759432864921,0.4593665709765281,1.7991858849693185,0.18354209451825265,0.4593665709765281,1.7931917578072727,0.25653110700514503,0.4593665709765281,1.7842130399329557,0.3290931487812684,0.4593665709765281,1.7722646755361666,0.40110744748917515,0.4593665709765281,1.7573665514902697,0.4724541424356955,0.4593665709765281,1.7395434642524559,0.5430144840882353,0.4593665709765281,1.7188250785924877,0.6126710317216567,0.4593665709765281,1.6952458782186153,0.6813078488867703,0.4593665709765281,1.6688451083828497,0.7488106963751181,0.4593665709765281,1.6396667105611111,0.8150672223588495,0.4593665709765281,1.6077592493169843,0.8799671493892689,0.4593665709765281,1.5731758314707889,0.9434024579427538,0.4593665709765281,1.5359740177085206,1.0052675662085957,0.4593665709765281,1.49621572677777,1.0654595058195009,0.4593665709765281,1.4539671324300796,1.123878093232278,0.4593665709765281,1.4092985532812636,1.1804260964734627,0.4593665709765281,1.3622843357730088,1.2350093969723326,0.4593665709765281,1.3130027304305651,1.2875371462119896,0.4593665709765281,1.2615357616224638,1.3379219169377443,0.4593665709765281,1.2079690910390528,1.386079848671154,0.4593665709765281,1.152391875117069,1.4319307872875136,0.4593665709765281,1.0948966166475471,1.475398418424488,0.4593665709765281,1.0355790108140488,1.5164103944998337,0.4593665709765281,0.9745377859174792,1.5548984551268124,0.4593665709765281,0.9118745390525698,1.5907985407268634,0.4593665709765281,0.8476935670095449,1.624050899150455,0.4593665709765281,0.7821016926824049,1.6546001851286387,0.4593665709765281,0.7152080872727588,1.6823955523897889,0.4593665709765281,0.647124088585135,1.7073907382881988,0.4593665709765281,0.5779630157161992,1.7295441408036962,0.4593665709765281,0.5078399804462902,1.7488188877840938,0.4593665709765281,0.43687169564723377,1.7651828983152522,0.4593665709765281,0.3651762810252743,1.7786089361165922,0.4593665709765281,0.29287306652249223,1.7890746548731984,0.4593665709765281,0.22008239370388216,1.7965626354290531,0.4593665709765281,0.14692541546069818,1.8010604147795042,0.4593665709765281,0.07352389436342659,1.8025605068147044,0.4593665709765281,0.0,1.7706490838909548,0.4442951240785135,0.0,1.769175548562827,0.4442951240785135,-0.07222227254315386,1.7647573951325752,0.4442951240785135,-0.14432433824121546,1.7574019771805605,0.4442951240785135,-0.2161861903215231,1.7471215370740638,0.4442951240785135,-0.2876882218232753,1.7339331855910742,0.4442951240785135,-0.35871142467151335,1.7178588734410878,0.4442951240785135,-0.4291375877543168,1.6989253547303178,0.4442951240785135,-0.49884949367353376,1.6771641424321253,0.4442951240785135,-0.5677311138415716,1.6526114559367844,0.4442951240785135,-0.63566780159953,1.6253081607678825,0.4442951240785135,-0.7025464830352511,1.595299700565689,0.4442951240785135,-0.7682558451836862,1.5626360214507007,0.4442951240785135,-0.8326865212963417,1.5273714888932528,0.4442951240785135,-0.8957312728714375,1.4895647972275603,0.4442951240785135,-0.9572851681418107,1.4492788719607896,0.4442951240785135,-1.0172457567234865,1.406580765039763,0.4442951240785135,-1.0755132401342316,1.3615415432496099,0.4442951240785135,-1.1319906378982771,1.3142361699301168,0.4442951240785135,-1.1865839489607528,1.2647433802066463,0.4442951240785135,-1.2392023081431633,1.2131455499432908,0.4442951240785135,-1.2897581373795117,1.159528558636377,0.4442951240785135,-1.3381672914813465,1.1039816464765195,0.4442951240785135,-1.3843491981891238,1.0465972658171294,0.4442951240785135,-1.4282269922767832,0.9874709272965975,0.4442951240785135,-1.469727643486328,0.9267010408702622,0.4442951240785135,-1.5087820780794854,0.864388752016751,0.4442951240785135,-1.5453252938041238,0.8006377733913134,0.4442951240785135,-1.5792964680840889,0.7355542122063393,0.4442951240785135,-1.6106390592523792,0.6692463936263794,0.4442951240785135,-1.639300900659169,0.601824680471597,0.4442951240785135,-1.6652342874980497,0.533401289529745,0.4442951240785135,-1.6883960562059728,0.46409010478239887,0.4442951240785135,-1.7087476563047392,0.3940064878563078,0.4442951240785135,-1.7262552145644672,0.32326708601535153,0.4442951240785135,-1.7408895913822395,0.2519896380126821,0.4442951240785135,-1.7526264292820974,0.18029277812618727,0.4442951240785135,-1.7614461934556556,0.10829583870344531,0.4442951240785135,-1.767334204275862,0.036118651544807416,0.4442951240785135,-1.7702806617297897,-0.0361186515448072,0.4442951240785135,-1.7702806617297897,-0.10829583870344509,0.4442951240785135,-1.7673342042758622,-0.18029277812618666,0.4442951240785135,-1.7614461934556556,-0.25198963801268187,0.4442951240785135,-1.7526264292820974,-0.3232670860153513,0.4442951240785135,-1.7408895913822395,-0.39400648785630726,0.4442951240785135,-1.7262552145644672,-0.4640901047823987,0.4442951240785135,-1.7087476563047395,-0.5334012895297444,0.4442951240785135,-1.688396056205973,-0.6018246804715968,0.4442951240785135,-1.66523428749805,-0.6692463936263792,0.4442951240785135,-1.6393009006591692,-0.7355542122063388,0.4442951240785135,-1.6106390592523794,-0.8006377733913135,0.4442951240785135,-1.5792964680840889,-0.8643887520167509,0.4442951240785135,-1.5453252938041238,-0.9267010408702625,0.4442951240785135,-1.508782078079485,-0.987470927296597,0.4442951240785135,-1.4697276434863284,-1.046597265817129,0.4442951240785135,-1.4282269922767834,-1.1039816464765193,0.4442951240785135,-1.3843491981891243,-1.1595285586363773,0.4442951240785135,-1.3381672914813465,-1.213145549943291,0.4442951240785135,-1.2897581373795117,-1.2647433802066463,0.4442951240785135,-1.2392023081431633,-1.3142361699301168,0.4442951240785135,-1.1865839489607528,-1.3615415432496094,0.4442951240785135,-1.1319906378982776,-1.406580765039763,0.4442951240785135,-1.0755132401342313,-1.4492788719607892,0.4442951240785135,-1.0172457567234872,-1.4895647972275605,0.4442951240785135,-0.9572851681418105,-1.5273714888932526,0.4442951240785135,-0.8957312728714377,-1.5626360214507005,0.4442951240785135,-0.8326865212963419,-1.5952997005656888,0.4442951240785135,-0.7682558451836865,-1.6253081607678823,0.4442951240785135,-0.7025464830352511,-1.6526114559367844,0.4442951240785135,-0.6356678015995301,-1.6771641424321253,0.4442951240785135,-0.5677311138415716,-1.6989253547303176,0.4442951240785135,-0.4988494936735345,-1.7178588734410878,0.4442951240785135,-0.42913758775431665,-1.733933185591074,0.4442951240785135,-0.3587114246715139,-1.7471215370740638,0.4442951240785135,-0.2876882218232758,-1.7574019771805605,0.4442951240785135,-0.21618619032152353,-1.7647573951325752,0.4442951240785135,-0.14432433824121582,-1.769175548562827,0.4442951240785135,-0.07222227254315414,-1.7706490838909548,0.4442951240785135,-2.1684197330002512e-16,-1.769175548562827,0.4442951240785135,0.0722222725431537,-1.7647573951325752,0.4442951240785135,0.14432433824121538,-1.7574019771805605,0.4442951240785135,0.21618619032152311,-1.7471215370740638,0.4442951240785135,0.28768822182327464,-1.7339331855910745,0.4442951240785135,0.35871142467151274,-1.7178588734410878,0.4442951240785135,0.42913758775431704,-1.6989253547303178,0.4442951240785135,0.4988494936735341,-1.6771641424321253,0.4442951240785135,0.5677311138415712,-1.6526114559367844,0.4442951240785135,0.6356678015995296,-1.6253081607678825,0.4442951240785135,0.7025464830352508,-1.5952997005656895,0.4442951240785135,0.7682558451836854,-1.5626360214507007,0.4442951240785135,0.8326865212963415,-1.5273714888932528,0.4442951240785135,0.8957312728714374,-1.4895647972275603,0.4442951240785135,0.9572851681418107,-1.4492788719607899,0.4442951240785135,1.017245756723486,-1.4065807650397633,0.4442951240785135,1.0755132401342309,-1.3615415432496096,0.4442951240785135,1.1319906378982774,-1.3142361699301166,0.4442951240785135,1.186583948960753,-1.2647433802066468,0.4442951240785135,1.2392023081431631,-1.2131455499432913,0.4442951240785135,1.2897581373795115,-1.1595285586363782,0.4442951240785135,1.3381672914813456,-1.1039816464765195,0.4442951240785135,1.3843491981891238,-1.0465972658171285,0.4442951240785135,1.4282269922767836,-0.9874709272965975,0.4442951240785135,1.469727643486328,-0.926701040870263,0.4442951240785135,1.508782078079485,-0.8643887520167512,0.4442951240785135,1.5453252938041235,-0.8006377733913125,0.4442951240785135,1.5792964680840893,-0.7355542122063392,0.4442951240785135,1.6106390592523794,-0.6692463936263799,0.4442951240785135,1.6393009006591688,-0.6018246804715965,0.4442951240785135,1.66523428749805,-0.5334012895297452,0.4442951240785135,1.6883960562059728,-0.46409010478239987,0.4442951240785135,1.708747656304739,-0.3940064878563081,0.4442951240785135,1.7262552145644672,-0.323267086015351,0.4442951240785135,1.7408895913822395,-0.25198963801268187,0.4442951240785135,1.7526264292820974,-0.18029277812618788,0.4442951240785135,1.7614461934556553,-0.10829583870344513,0.4442951240785135,1.7673342042758622,-0.03611865154480646,0.4442951240785135,1.7702806617297897,0.03611865154480738,0.4442951240785135,1.7702806617297897,0.10829583870344447,0.4442951240785135,1.7673342042758622,0.18029277812618724,0.4442951240785135,1.7614461934556556,0.25198963801268126,0.4442951240785135,1.7526264292820977,0.3232670860153503,0.4442951240785135,1.7408895913822398,0.39400648785630743,0.4442951240785135,1.7262552145644672,0.46409010478239926,0.4442951240785135,1.7087476563047392,0.5334012895297445,0.4442951240785135,1.688396056205973,0.601824680471596,0.4442951240785135,1.6652342874980501,0.6692463936263779,0.4442951240785135,1.6393009006591694,0.73555421220634,0.4442951240785135,1.610639059252379,0.8006377733913133,0.4442951240785135,1.5792964680840889,0.8643887520167507,0.4442951240785135,1.5453252938041238,0.9267010408702612,0.4442951240785135,1.508782078079486,0.9874709272965968,0.4442951240785135,1.4697276434863284,1.0465972658171294,0.4442951240785135,1.428226992276783,1.103981646476519,0.4442951240785135,1.3843491981891243,1.1595285586363777,0.4442951240785135,1.3381672914813463,1.2131455499432906,0.4442951240785135,1.289758137379512,1.2647433802066457,0.4442951240785135,1.2392023081431642,1.3142361699301166,0.4442951240785135,1.186583948960753,1.36154154324961,0.4442951240785135,1.1319906378982765,1.4065807650397628,0.4442951240785135,1.0755132401342316,1.449278871960789,0.4442951240785135,1.0172457567234872,1.4895647972275594,0.4442951240785135,0.9572851681418119,1.5273714888932526,0.4442951240785135,0.895731272871438,1.562636021450701,0.4442951240785135,0.8326865212963414,1.5952997005656888,0.4442951240785135,0.7682558451836867,1.625308160767882,0.4442951240785135,0.7025464830352521,1.6526114559367844,0.4442951240785135,0.6356678015995303,1.6771641424321249,0.4442951240785135,0.5677311138415725,1.6989253547303178,0.4442951240785135,0.498849493673534,1.7178588734410876,0.4442951240785135,0.42913758775431765,1.7339331855910742,0.4442951240785135,0.35871142467151335,1.7471215370740638,0.4442951240785135,0.287688221823276,1.7574019771805605,0.4442951240785135,0.21618619032152453,1.7647573951325752,0.4442951240785135,0.14432433824121602,1.769175548562827,0.4442951240785135,0.07222227254315358,1.7706490838909548,0.4442951240785135,0.0,1.7398802756945588,0.4270102212210632,0.0,1.7384323461887785,0.4270102212210632,-0.07096725636202274,1.7340909676072047,0.4270102212210632,-0.14181639472953023,1.72686336574604,0.4270102212210632,-0.21242949370375205,1.7167615702352956,0.4270102212210632,-0.2826890247501936,1.703802394516662,0.4270102212210632,-0.3524780478132824,1.6880074078591925,0.4270102212210632,-0.42168040595155043,1.6694028994593837,0.4270102212210632,-0.4901809186693996,1.6480198346854047,0.4270102212210632,-0.5578655736236695,1.6238938035382942,0.4270102212210632,-0.6246217163859309,1.597064961415919,0.4270102212210632,-0.6903382379446641,1.5675779622782755,0.4270102212210632,-0.754905759635243,1.5354818843253815,0.4270102212210632,-0.8182168151899288,1.500830148311454,0.4270102212210632,-0.8801660296048659,1.4636804286313372,0.4270102212210632,-0.9406502945263767,1.4240945573271642,0.4270102212210632,-0.9995689398646412,1.3821384211750236,0.4270102212210632,-1.056823901349126,1.337881852022925,0.4270102212210632,-1.1123198837468842,1.2913985105625783,0.4270102212210632,-1.1659645194720671,1.2427657637284417,0.4270102212210632,-1.2176685223226544,1.1920645559280956,0.4270102212210632,-1.2673458360885266,1.1393792743182636,0.4270102212210632,-1.3149137777835325,1.0847976083507194,0.4270102212210632,-1.360293175263161,1.028410403821846,0.4270102212210632,-1.4034084989987634,0.9703115116687759,0.4270102212210632,-1.4441879877889958,0.9105976317637666,0.4270102212210632,-1.4825637681992616,0.8493681519668072,0.4270102212210632,-1.5184719675303409,0.7867249827043339,0.4270102212210632,-1.5518528201281974,0.7227723873493809,0.4270102212210632,-1.582650766858011,0.6576168086854889,0.4270102212210632,-1.6108145475768734,0.5913666917431945,0.4270102212210632,-1.6362972864512375,0.5241323033039786,0.4270102212210632,-1.659056569977118,0.4560255483720931,0.4270102212210632,-1.6790545175731804,0.3871597839197231,0.4270102212210632,-1.696257844629232,0.3176496302154948,0.4270102212210632,-1.7106379179051696,0.24761078005035025,0.4270102212210632,-1.7221708031881828,0.17715980617831276,0.4270102212210632,-1.7308373051288897,0.106413967292645,0.4270102212210632,-1.7366229991900988,0.03549101286032425,0.4270102212210632,-1.739518255655031,-0.035491012860324044,0.4270102212210632,-1.739518255655031,-0.10641396729264478,0.4270102212210632,-1.736622999190099,-0.1771598061783122,0.4270102212210632,-1.7308373051288897,-0.24761078005035006,0.4270102212210632,-1.7221708031881828,-0.31764963021549464,0.4270102212210632,-1.7106379179051696,-0.3871597839197225,0.4270102212210632,-1.696257844629232,-0.45602554837209286,0.4270102212210632,-1.6790545175731806,-0.5241323033039781,0.4270102212210632,-1.6590565699771183,-0.5913666917431943,0.4270102212210632,-1.6362972864512377,-0.6576168086854887,0.4270102212210632,-1.6108145475768736,-0.7227723873493804,0.4270102212210632,-1.5826507668580112,-0.786724982704334,0.4270102212210632,-1.5518528201281974,-0.849368151966807,0.4270102212210632,-1.5184719675303409,-0.910597631763767,0.4270102212210632,-1.4825637681992614,-0.9703115116687755,0.4270102212210632,-1.4441879877889963,-1.0284104038218456,0.4270102212210632,-1.4034084989987636,-1.0847976083507191,0.4270102212210632,-1.3602931752631615,-1.1393792743182638,0.4270102212210632,-1.3149137777835325,-1.1920645559280958,0.4270102212210632,-1.2673458360885266,-1.2427657637284417,0.4270102212210632,-1.2176685223226544,-1.2913985105625783,0.4270102212210632,-1.1659645194720671,-1.3378818520229248,0.4270102212210632,-1.1123198837468848,-1.3821384211750236,0.4270102212210632,-1.0568239013491258,-1.4240945573271637,0.4270102212210632,-0.9995689398646418,-1.4636804286313374,0.4270102212210632,-0.9406502945263765,-1.5008301483114537,0.4270102212210632,-0.8801660296048661,-1.5354818843253812,0.4270102212210632,-0.8182168151899291,-1.5675779622782753,0.4270102212210632,-0.7549057596352432,-1.5970649614159187,0.4270102212210632,-0.6903382379446642,-1.6238938035382942,0.4270102212210632,-0.624621716385931,-1.6480198346854047,0.4270102212210632,-0.5578655736236695,-1.6694028994593835,0.4270102212210632,-0.4901809186694003,-1.6880074078591925,0.4270102212210632,-0.4216804059515503,-1.7038023945166618,0.4270102212210632,-0.3524780478132829,-1.7167615702352956,0.4270102212210632,-0.28268902475019403,-1.72686336574604,0.4270102212210632,-0.2124294937037525,-1.7340909676072047,0.4270102212210632,-0.1418163947295306,-1.7384323461887785,0.4270102212210632,-0.07096725636202302,-1.7398802756945588,0.4270102212210632,-2.1307388105289558e-16,-1.7384323461887785,0.4270102212210632,0.0709672563620226,-1.7340909676072047,0.4270102212210632,0.14181639472953014,-1.72686336574604,0.4270102212210632,0.21242949370375208,-1.7167615702352959,0.4270102212210632,0.28268902475019286,-1.7038023945166623,0.4270102212210632,0.3524780478132818,-1.6880074078591925,0.4270102212210632,0.42168040595155065,-1.6694028994593837,0.4270102212210632,0.4901809186693999,-1.6480198346854047,0.4270102212210632,0.5578655736236692,-1.6238938035382942,0.4270102212210632,0.6246217163859306,-1.597064961415919,0.4270102212210632,0.6903382379446638,-1.567577962278276,0.4270102212210632,0.7549057596352422,-1.5354818843253815,0.4270102212210632,0.8182168151899286,-1.500830148311454,0.4270102212210632,0.8801660296048658,-1.4636804286313372,0.4270102212210632,0.9406502945263767,-1.4240945573271644,0.4270102212210632,0.9995689398646408,-1.382138421175024,0.4270102212210632,1.0568239013491254,-1.337881852022925,0.4270102212210632,1.1123198837468844,-1.291398510562578,0.4270102212210632,1.1659645194720674,-1.2427657637284422,0.4270102212210632,1.2176685223226542,-1.192064555928096,0.4270102212210632,1.2673458360885264,-1.1393792743182645,0.4270102212210632,1.3149137777835316,-1.0847976083507194,0.4270102212210632,1.360293175263161,-1.0284104038218453,0.4270102212210632,1.4034084989987636,-0.9703115116687759,0.4270102212210632,1.4441879877889958,-0.9105976317637674,0.4270102212210632,1.4825637681992612,-0.8493681519668074,0.4270102212210632,1.5184719675303409,-0.786724982704333,0.4270102212210632,1.551852820128198,-0.7227723873493808,0.4270102212210632,1.5826507668580112,-0.6576168086854894,0.4270102212210632,1.6108145475768731,-0.591366691743194,0.4270102212210632,1.6362972864512377,-0.5241323033039789,0.4270102212210632,1.659056569977118,-0.456025548372094,0.4270102212210632,1.6790545175731801,-0.38715978391972333,0.4270102212210632,1.696257844629232,-0.3176496302154943,0.4270102212210632,1.7106379179051696,-0.24761078005035006,0.4270102212210632,1.7221708031881828,-0.17715980617831337,0.4270102212210632,1.7308373051288894,-0.10641396729264482,0.4270102212210632,1.736622999190099,-0.03549101286032331,0.4270102212210632,1.739518255655031,0.03549101286032422,0.4270102212210632,1.739518255655031,0.10641396729264418,0.4270102212210632,1.736622999190099,0.17715980617831276,0.4270102212210632,1.7308373051288897,0.24761078005034942,0.4270102212210632,1.722170803188183,0.31764963021549364,0.4270102212210632,1.7106379179051698,0.3871597839197227,0.4270102212210632,1.696257844629232,0.45602554837209347,0.4270102212210632,1.6790545175731804,0.5241323033039783,0.4270102212210632,1.6590565699771183,0.5913666917431935,0.4270102212210632,1.636297286451238,0.6576168086854874,0.4270102212210632,1.6108145475768738,0.7227723873493815,0.4270102212210632,1.5826507668580108,0.7867249827043338,0.4270102212210632,1.5518528201281974,0.8493681519668069,0.4270102212210632,1.518471967530341,0.9105976317637656,0.4270102212210632,1.4825637681992623,0.9703115116687754,0.4270102212210632,1.4441879877889963,1.028410403821846,0.4270102212210632,1.4034084989987632,1.084797608350719,0.4270102212210632,1.3602931752631615,1.1393792743182642,0.4270102212210632,1.3149137777835322,1.1920645559280953,0.4270102212210632,1.2673458360885268,1.242765763728441,0.4270102212210632,1.2176685223226553,1.291398510562578,0.4270102212210632,1.1659645194720674,1.3378818520229254,0.4270102212210632,1.1123198837468835,1.3821384211750234,0.4270102212210632,1.056823901349126,1.4240945573271635,0.4270102212210632,0.999568939864642,1.4636804286313363,0.4270102212210632,0.9406502945263779,1.5008301483114537,0.4270102212210632,0.8801660296048663,1.5354818843253817,0.4270102212210632,0.8182168151899285,1.5675779622782753,0.4270102212210632,0.7549057596352434,1.5970649614159182,0.4270102212210632,0.6903382379446651,1.6238938035382942,0.4270102212210632,0.6246217163859312,1.6480198346854043,0.4270102212210632,0.5578655736236705,1.6694028994593837,0.4270102212210632,0.49018091866939983,1.6880074078591922,0.4270102212210632,0.42168040595155126,1.703802394516662,0.4270102212210632,0.3524780478132824,1.7167615702352956,0.4270102212210632,0.28268902475019425,1.72686336574604,0.4270102212210632,0.2124294937037535,1.7340909676072047,0.4270102212210632,0.14181639472953078,1.7384323461887785,0.4270102212210632,0.07096725636202246,1.7398802756945588,0.4270102212210632,0.0,1.7104073708802334,0.4075979749207561,0.0,1.7089839687451567,0.4075979749207561,-0.06976509824751871,1.7047161314523056,0.4075979749207561,-0.13941407937406378,1.697610962395665,0.4075979749207561,-0.20883101952414987,1.6876802874279266,0.4075979749207561,-0.27790038105159715,1.6749406351775242,0.4075979749207561,-0.3465072048205408,1.6594132095383627,0.4075979749207561,-0.4145373015435676,1.6411238543780295,0.4075979749207561,-0.48187744183851566,1.6201030105232286,0.4075979749207561,-0.5484155446876062,1.5963856650940262,0.4075979749207561,-0.6140408639852367,1.5700112932712442,0.4075979749207561,-0.6786441728639446,1.541023792593917,0.4075979749207561,-0.7421179454917476,1.5094714098961697,0.4075979749207561,-0.8043565360382806,1.4754066610051244,0.4075979749207561,-0.8652563545118535,1.4388862433334888,0.4075979749207561,-0.9247160391747689,1.3999709415123074,0.4075979749207561,-0.9826366252499323,1.358725526220943,0.4075979749207561,-1.0389217096379564,1.3152186463826725,0.4075979749207561,-1.0934776113706046,1.2695227149053292,0.4075979749207561,-1.1462135275335197,1.2217137881571634,0.4075979749207561,-1.1970416843987122,1.1718714393785246,0.4075979749207561,-1.2458774835152682,1.1200786262400548,0.4075979749207561,-1.2926396425151223,1.0664215527678342,0.4075979749207561,-1.337250330399538,1.0109895258652846,0.4075979749207561,-1.3796352970811234,0.9538748066706451,0.4075979749207561,-1.4197239969657736,0.895172456997411,0.4075979749207561,-1.4574497063688514,0.8349801811133277,0.4075979749207561,-1.4927496345701736,0.7733981631212793,0.4075979749207561,-1.5255650283229696,0.7105289002127345,0.4075979749207561,-1.5558412696428623,0.6464770320712901,0.4075979749207561,-1.5835279667141116,0.5813491667102425,0.4075979749207561,-1.6085790377618188,0.5152537030340695,0.4075979749207561,-1.630952787750495,0.4483006504191544,0.4075979749207561,-1.6506119777813304,0.38060144561403386,0.4075979749207561,-1.667523887072668,0.3122687672639279,0.4075979749207561,-1.6816603674205144,0.2434163483682556,0.4075979749207561,-1.692997890048448,0.1741587869832803,0.4075979749207561,-1.7015175847689452,0.10461135548495677,0.4075979749207561,-1.7072052713909456,0.0348898087094359,0.4075979749207561,-1.7100514833213798,-0.03488980870943569,0.4075979749207561,-1.7100514833213798,-0.10461135548495655,0.4075979749207561,-1.7072052713909458,-0.17415878698327975,0.4075979749207561,-1.7015175847689452,-0.2434163483682554,0.4075979749207561,-1.692997890048448,-0.31226876726392766,0.4075979749207561,-1.6816603674205144,-0.3806014456140333,0.4075979749207561,-1.667523887072668,-0.44830065041915423,0.4075979749207561,-1.6506119777813306,-0.5152537030340689,0.4075979749207561,-1.6309527877504952,-0.5813491667102423,0.4075979749207561,-1.608579037761819,-0.64647703207129,0.4075979749207561,-1.5835279667141118,-0.7105289002127341,0.4075979749207561,-1.5558412696428625,-0.7733981631212794,0.4075979749207561,-1.5255650283229696,-0.8349801811133276,0.4075979749207561,-1.4927496345701736,-0.8951724569974113,0.4075979749207561,-1.457449706368851,-0.9538748066706447,0.4075979749207561,-1.4197239969657738,-1.0109895258652843,0.4075979749207561,-1.3796352970811236,-1.066421552767834,0.4075979749207561,-1.3372503303995384,-1.120078626240055,0.4075979749207561,-1.2926396425151223,-1.1718714393785248,0.4075979749207561,-1.2458774835152682,-1.2217137881571634,0.4075979749207561,-1.1970416843987122,-1.2695227149053292,0.4075979749207561,-1.1462135275335197,-1.315218646382672,0.4075979749207561,-1.093477611370605,-1.358725526220943,0.4075979749207561,-1.0389217096379562,-1.3999709415123072,0.4075979749207561,-0.9826366252499329,-1.438886243333489,0.4075979749207561,-0.9247160391747686,-1.4754066610051242,0.4075979749207561,-0.8652563545118536,-1.5094714098961697,0.4075979749207561,-0.8043565360382808,-1.541023792593917,0.4075979749207561,-0.7421179454917478,-1.570011293271244,0.4075979749207561,-0.6786441728639447,-1.5963856650940262,0.4075979749207561,-0.6140408639852368,-1.6201030105232286,0.4075979749207561,-0.5484155446876062,-1.6411238543780293,0.4075979749207561,-0.48187744183851633,-1.6594132095383627,0.4075979749207561,-0.4145373015435675,-1.674940635177524,0.4075979749207561,-0.34650720482054137,-1.6876802874279266,0.4075979749207561,-0.27790038105159764,-1.697610962395665,0.4075979749207561,-0.20883101952415029,-1.7047161314523056,0.4075979749207561,-0.13941407937406414,-1.7089839687451567,0.4075979749207561,-0.06976509824751899,-1.7104073708802334,0.4075979749207561,-2.0946449119865177e-16,-1.7089839687451567,0.4075979749207561,0.06976509824751857,-1.7047161314523056,0.4075979749207561,0.1394140793740637,-1.697610962395665,0.4075979749207561,0.2088310195241499,-1.6876802874279269,0.4075979749207561,0.2779003810515965,-1.6749406351775245,0.4075979749207561,0.3465072048205402,-1.6594132095383627,0.4075979749207561,0.4145373015435678,-1.6411238543780295,0.4075979749207561,0.48187744183851594,-1.6201030105232286,0.4075979749207561,0.5484155446876058,-1.5963856650940262,0.4075979749207561,0.6140408639852365,-1.5700112932712442,0.4075979749207561,0.6786441728639444,-1.5410237925939174,0.4075979749207561,0.7421179454917468,-1.5094714098961697,0.4075979749207561,0.8043565360382804,-1.4754066610051244,0.4075979749207561,0.8652563545118532,-1.4388862433334888,0.4075979749207561,0.9247160391747689,-1.3999709415123076,0.4075979749207561,0.9826366252499319,-1.3587255262209434,0.4075979749207561,1.0389217096379557,-1.3152186463826723,0.4075979749207561,1.0934776113706046,-1.269522714905329,0.4075979749207561,1.14621352753352,-1.2217137881571638,0.4075979749207561,1.197041684398712,-1.171871439378525,0.4075979749207561,1.245877483515268,-1.120078626240056,0.4075979749207561,1.2926396425151216,-1.0664215527678342,0.4075979749207561,1.337250330399538,-1.010989525865284,0.4075979749207561,1.3796352970811236,-0.9538748066706451,0.4075979749207561,1.4197239969657736,-0.8951724569974117,0.4075979749207561,1.4574497063688507,-0.8349801811133278,0.4075979749207561,1.4927496345701734,-0.7733981631212784,0.4075979749207561,1.5255650283229703,-0.7105289002127345,0.4075979749207561,1.5558412696428625,-0.6464770320712908,0.4075979749207561,1.5835279667141113,-0.5813491667102421,0.4075979749207561,1.608579037761819,-0.5152537030340697,0.4075979749207561,1.630952787750495,-0.44830065041915534,0.4075979749207561,1.6506119777813302,-0.3806014456140341,0.4075979749207561,1.667523887072668,-0.3122687672639273,0.4075979749207561,1.6816603674205144,-0.2434163483682554,0.4075979749207561,1.692997890048448,-0.1741587869832809,0.4075979749207561,1.7015175847689452,-0.10461135548495659,0.4075979749207561,1.7072052713909458,-0.03488980870943498,0.4075979749207561,1.7100514833213798,0.034889808709435866,0.4075979749207561,1.7100514833213798,0.10461135548495597,0.4075979749207561,1.7072052713909458,0.17415878698328027,0.4075979749207561,1.7015175847689452,0.2434163483682548,0.4075979749207561,1.6929978900484481,0.3122687672639267,0.4075979749207561,1.6816603674205146,0.3806014456140335,0.4075979749207561,1.667523887072668,0.4483006504191548,0.4075979749207561,1.6506119777813304,0.5152537030340691,0.4075979749207561,1.6309527877504952,0.5813491667102414,0.4075979749207561,1.6085790377618192,0.6464770320712888,0.4075979749207561,1.583527966714112,0.7105289002127352,0.4075979749207561,1.5558412696428623,0.7733981631212792,0.4075979749207561,1.5255650283229696,0.8349801811133274,0.4075979749207561,1.4927496345701738,0.89517245699741,0.4075979749207561,1.457449706368852,0.9538748066706445,0.4075979749207561,1.4197239969657738,1.0109895258652846,0.4075979749207561,1.3796352970811232,1.0664215527678338,0.4075979749207561,1.3372503303995384,1.1200786262400555,0.4075979749207561,1.292639642515122,1.1718714393785243,0.4075979749207561,1.2458774835152684,1.221713788157163,0.4075979749207561,1.1970416843987128,1.269522714905329,0.4075979749207561,1.14621352753352,1.315218646382673,0.4075979749207561,1.093477611370604,1.3587255262209428,0.4075979749207561,1.0389217096379564,1.399970941512307,0.4075979749207561,0.982636625249933,1.438886243333488,0.4075979749207561,0.92471603917477,1.4754066610051242,0.4075979749207561,0.8652563545118538,1.50947140989617,0.4075979749207561,0.8043565360382803,1.541023792593917,0.4075979749207561,0.742117945491748,1.5700112932712438,0.4075979749207561,0.6786441728639456,1.5963856650940262,0.4075979749207561,0.6140408639852372,1.6201030105232284,0.4075979749207561,0.5484155446876071,1.6411238543780295,0.4075979749207561,0.48187744183851583,1.6594132095383625,0.4075979749207561,0.41453730154356844,1.6749406351775242,0.4075979749207561,0.3465072048205408,1.6876802874279266,0.4075979749207561,0.2779003810515978,1.697610962395665,0.4075979749207561,0.20883101952415126,1.7047161314523056,0.4075979749207561,0.1394140793740643,1.7089839687451567,0.4075979749207561,0.06976509824751843,1.7104073708802334,0.4075979749207561,0.0,1.6823772019772307,0.3861550960121945,0.0,1.6809771265670865,0.3861550960121945,-0.06862178729089781,1.6767792306240015,0.3861550960121945,-0.13712936038907686,1.6697905011314862,0.3861550960121945,-0.20540869520007043,1.6600225701400693,0.3861550960121945,-0.2733461475095163,1.6474916954068968,0.3861550960121945,-0.34082864213273584,1.6322187333363005,0.3861550960121945,-0.4077438611172198,1.614229104266371,0.3861550960121945,-0.4739804306847756,1.5935527501593139,0.3861550960121945,-0.5394281066021899,1.5702240847660078,0.3861550960121945,-0.6039779576718746,1.5442819363477138,0.3861550960121945,-0.6675225470370953,1.515769483050265,0.3861550960121945,-0.7299561110000161,1.484734181038305,0.3861550960121945,-0.7911747350549371,1.4512276855091841,0.3861550960121945,-0.8510765268437336,1.415305764717983,0.3861550960121945,-0.909561785745631,1.3770282071567541,0.3861550960121945,-0.9665331688190486,1.3364587220424775,0.3861550960121945,-1.0218958528193194,1.2936648332793577,0.3861550960121945,-1.0755576920226213,1.2487177670719474,0.3861550960121945,-1.127429371593443,1.2016923333761604,0.3861550960121945,-1.1774245562403114,1.152666801385483,0.3861550960121945,-1.2254600339123651,1.1017227692596243,0.3861550960121945,-1.2714558542976002,1.0489450283124342,0.3861550960121945,-1.3153354618922741,0.9944214218851277,0.3861550960121945,-1.3570258234199881,0.9382426991397138,0.3861550960121945,-1.3964575493883657,0.8805023640159709,0.3861550960121945,-1.4335650095810175,0.8212965196033674,0.3861550960121945,-1.4682864422925561,0.7607237081869528,0.3861550960121945,-1.5005640571248624,0.6988847472334486,0.3861550960121945,-1.5303441311735,0.6358825615905271,0.3861550960121945,-1.5575770984441846,0.5718220121785581,0.3861550960121945,-1.5822176323504933,0.5068097214599548,0.3861550960121945,-1.6042247211554927,0.4409538959766101,0.3861550960121945,-1.6235617362317285,0.37436414625078446,0.3861550960121945,-1.6401964930259598,0.3071513043492096,0.3861550960121945,-1.6541013046271729,0.2394272394140519,0.3861550960121945,-1.6652530278487117,0.1713046714677636,0.3861550960121945,-1.6736331017478285,0.10289698380173236,0.3861550960121945,-1.6792275785185407,0.034318034260980596,0.3861550960121945,-1.6820271467063777,-0.03431803426098039,0.3861550960121945,-1.6820271467063777,-0.10289698380173215,0.3861550960121945,-1.6792275785185409,-0.17130467146776304,0.3861550960121945,-1.6736331017478285,-0.2394272394140517,0.3861550960121945,-1.6652530278487117,-0.30715130434920945,0.3861550960121945,-1.6541013046271729,-0.3743641462507839,0.3861550960121945,-1.6401964930259598,-0.44095389597660994,0.3861550960121945,-1.6235617362317285,-0.5068097214599543,0.3861550960121945,-1.604224721155493,-0.5718220121785579,0.3861550960121945,-1.5822176323504935,-0.6358825615905269,0.3861550960121945,-1.5575770984441848,-0.6988847472334482,0.3861550960121945,-1.5303441311735,-0.7607237081869528,0.3861550960121945,-1.5005640571248624,-0.8212965196033672,0.3861550960121945,-1.4682864422925561,-0.8805023640159714,0.3861550960121945,-1.433565009581017,-0.9382426991397135,0.3861550960121945,-1.3964575493883662,-0.9944214218851274,0.3861550960121945,-1.3570258234199883,-1.048945028312434,0.3861550960121945,-1.3153354618922746,-1.1017227692596245,0.3861550960121945,-1.2714558542976002,-1.1526668013854833,0.3861550960121945,-1.2254600339123651,-1.2016923333761604,0.3861550960121945,-1.1774245562403114,-1.2487177670719474,0.3861550960121945,-1.127429371593443,-1.2936648332793572,0.3861550960121945,-1.0755576920226217,-1.3364587220424775,0.3861550960121945,-1.0218958528193192,-1.3770282071567537,0.3861550960121945,-0.9665331688190492,-1.4153057647179832,0.3861550960121945,-0.9095617857456307,-1.451227685509184,0.3861550960121945,-0.8510765268437338,-1.4847341810383048,0.3861550960121945,-0.7911747350549372,-1.515769483050265,0.3861550960121945,-0.7299561110000163,-1.5442819363477138,0.3861550960121945,-0.6675225470370955,-1.5702240847660078,0.3861550960121945,-0.6039779576718747,-1.5935527501593139,0.3861550960121945,-0.5394281066021899,-1.6142291042663708,0.3861550960121945,-0.47398043068477624,-1.6322187333363005,0.3861550960121945,-0.4077438611172196,-1.6474916954068966,0.3861550960121945,-0.3408286421327364,-1.6600225701400693,0.3861550960121945,-0.27334614750951675,-1.6697905011314862,0.3861550960121945,-0.20540869520007085,-1.6767792306240015,0.3861550960121945,-0.1371293603890772,-1.6809771265670865,0.3861550960121945,-0.06862178729089807,-1.6823772019772307,0.3861550960121945,-2.0603178553598959e-16,-1.6809771265670865,0.3861550960121945,0.06862178729089767,-1.6767792306240015,0.3861550960121945,0.13712936038907678,-1.6697905011314862,0.3861550960121945,0.20540869520007046,-1.6600225701400695,0.3861550960121945,0.27334614750951564,-1.647491695406897,0.3861550960121945,0.3408286421327352,-1.6322187333363005,0.3861550960121945,0.40774386111721994,-1.614229104266371,0.3861550960121945,0.47398043068477586,-1.5935527501593139,0.3861550960121945,0.5394281066021895,-1.570224084766008,0.3861550960121945,0.6039779576718743,-1.5442819363477138,0.3861550960121945,0.6675225470370951,-1.5157694830502655,0.3861550960121945,0.7299561110000153,-1.484734181038305,0.3861550960121945,0.7911747350549369,-1.4512276855091841,0.3861550960121945,0.8510765268437334,-1.415305764717983,0.3861550960121945,0.909561785745631,-1.3770282071567543,0.3861550960121945,0.9665331688190483,-1.336458722042478,0.3861550960121945,1.0218958528193187,-1.2936648332793574,0.3861550960121945,1.0755576920226213,-1.2487177670719471,0.3861550960121945,1.1274293715934431,-1.2016923333761609,0.3861550960121945,1.1774245562403112,-1.1526668013854833,0.3861550960121945,1.2254600339123651,-1.1017227692596252,0.3861550960121945,1.2714558542975993,-1.0489450283124342,0.3861550960121945,1.3153354618922741,-0.994421421885127,0.3861550960121945,1.3570258234199886,-0.9382426991397138,0.3861550960121945,1.3964575493883657,-0.8805023640159717,0.3861550960121945,1.4335650095810168,-0.8212965196033675,0.3861550960121945,1.468286442292556,-0.7607237081869519,0.3861550960121945,1.500564057124863,-0.6988847472334485,0.3861550960121945,1.5303441311735,-0.6358825615905277,0.3861550960121945,1.5575770984441843,-0.5718220121785577,0.3861550960121945,1.5822176323504935,-0.5068097214599551,0.3861550960121945,1.6042247211554927,-0.44095389597661105,0.3861550960121945,1.6235617362317283,-0.3743641462507847,0.3861550960121945,1.6401964930259598,-0.3071513043492091,0.3861550960121945,1.6541013046271729,-0.2394272394140517,0.3861550960121945,1.6652530278487117,-0.17130467146776418,0.3861550960121945,1.6736331017478283,-0.10289698380173218,0.3861550960121945,1.6792275785185409,-0.03431803426097968,0.3861550960121945,1.6820271467063777,0.03431803426098056,0.3861550960121945,1.6820271467063777,0.10289698380173155,0.3861550960121945,1.6792275785185409,0.17130467146776357,0.3861550960121945,1.6736331017478285,0.2394272394140511,0.3861550960121945,1.6652530278487119,0.3071513043492085,0.3861550960121945,1.654101304627173,0.37436414625078407,0.3861550960121945,1.6401964930259598,0.4409538959766105,0.3861550960121945,1.6235617362317285,0.5068097214599545,0.3861550960121945,1.604224721155493,0.5718220121785571,0.3861550960121945,1.5822176323504935,0.6358825615905258,0.3861550960121945,1.5575770984441852,0.6988847472334493,0.3861550960121945,1.5303441311734998,0.7607237081869527,0.3861550960121945,1.5005640571248624,0.821296519603367,0.3861550960121945,1.4682864422925563,0.88050236401597,0.3861550960121945,1.433565009581018,0.9382426991397133,0.3861550960121945,1.3964575493883662,0.9944214218851277,0.3861550960121945,1.357025823419988,1.0489450283124337,0.3861550960121945,1.3153354618922746,1.1017227692596248,0.3861550960121945,1.2714558542976,1.1526668013854828,0.3861550960121945,1.2254600339123654,1.20169233337616,0.3861550960121945,1.177424556240312,1.2487177670719471,0.3861550960121945,1.1274293715934431,1.2936648332793579,0.3861550960121945,1.0755576920226206,1.3364587220424773,0.3861550960121945,1.0218958528193194,1.3770282071567534,0.3861550960121945,0.9665331688190494,1.4153057647179823,0.3861550960121945,0.9095617857456321,1.451227685509184,0.3861550960121945,0.8510765268437339,1.4847341810383052,0.3861550960121945,0.7911747350549367,1.515769483050265,0.3861550960121945,0.7299561110000166,1.5442819363477134,0.3861550960121945,0.6675225470370965,1.5702240847660078,0.3861550960121945,0.603977957671875,1.5935527501593134,0.3861550960121945,0.5394281066021908,1.614229104266371,0.3861550960121945,0.47398043068477574,1.6322187333363003,0.3861550960121945,0.40774386111722055,1.6474916954068968,0.3861550960121945,0.34082864213273584,1.6600225701400693,0.3861550960121945,0.27334614750951697,1.6697905011314862,0.3861550960121945,0.20540869520007182,1.6767792306240015,0.3861550960121945,0.1371293603890774,1.6809771265670865,0.3861550960121945,0.06862178729089755,1.6823772019772307,0.3861550960121945,0.0,1.6559294138770655,0.36278841183949134,0.0,1.6545513483335126,0.36278841183949134,-0.06754301940983563,1.6504194453569505,0.36278841183949134,-0.13497362012962782,1.6435405820921103,0.36278841183949134,-0.20217957057914823,1.6339262077280265,0.36278841183949134,-0.2690490130863728,1.6215923244419939,0.36278841183949134,-0.33547065006353777,1.6065594607655214,0.36278841183949134,-0.40133392925099054,1.5888526374166172,0.36278841183949134,-0.4665292277205157,1.5685013256552747,0.36278841183949134,-0.5309480343318803,1.545539398231466,0.36278841183949134,-0.5944831303389181,1.5200050730072951,0.36278841183949134,-0.657028767844551,1.4919408493471362,0.36278841183949134,-0.7184808458077275,1.4613934373816366,0.36278841183949134,-0.7787370833093326,1.4284136802633145,0.36278841183949134,-0.8376971897886821,1.3930564695431487,0.36278841183949134,-0.8952630319672652,1.355380653809009,0.36278841183949134,-0.9513387971819005,1.3154489407379901,0.36278841183949134,-1.005831152855459,1.2733277927256714,0.36278841183949134,-1.0586494018397268,1.2290873162660185,0.36278841183949134,-1.1097056333718587,1.1828011452660425,0.36278841183949134,-1.1589148693931663,1.1345463184894296,0.36278841183949134,-1.2061952059867107,1.0844031513331207,0.36278841183949134,-1.2514679496982886,1.0324551021502604,0.36278841183949134,-1.2946577485139217,0.9787886333420036,0.36278841183949134,-1.3356927172758466,0.9234930674493825,0.36278841183949134,-1.3745045573282657,0.8666604384847523,0.36278841183949134,-1.4110286701937205,0.8083853387502598,0.36278841183949134,-1.4452042650908796,0.7487647613982927,0.36278841183949134,-1.476974460114798,0.6878979389959473,0.36278841183949134,-1.5062863769112331,0.625886178362217,0.36278841183949134,-1.5330912286874452,0.562832691952788,0.36278841183949134,-1.5573444014130013,0.49884242607309187,0.36278841183949134,-1.5790055280754256,0.43402188620554005,0.36278841183949134,-1.5980385558671064,0.368478959741657,0.36278841183949134,-1.6144118061916384,0.30232273641416507,0.36278841183949134,-1.6280980273897188,0.23566332672789075,0.36278841183949134,-1.6390744400968447,0.1686116786916946,0.36278841183949134,-1.647322775157319,0.10127939315646207,0.36278841183949134,-1.652829304031454,0.03377853806649941,0.36278841183949134,-1.6555848616453739,-0.033778538066499206,0.36278841183949134,-1.6555848616453739,-0.10127939315646187,0.36278841183949134,-1.6528293040314541,-0.16861167869169405,0.36278841183949134,-1.647322775157319,-0.23566332672789056,0.36278841183949134,-1.6390744400968447,-0.30232273641416485,0.36278841183949134,-1.6280980273897188,-0.36847895974165645,0.36278841183949134,-1.6144118061916384,-0.43402188620553983,0.36278841183949134,-1.5980385558671064,-0.4988424260730913,0.36278841183949134,-1.5790055280754258,-0.5628326919527877,0.36278841183949134,-1.5573444014130016,-0.6258861783622168,0.36278841183949134,-1.5330912286874454,-0.6878979389959469,0.36278841183949134,-1.5062863769112333,-0.7487647613982928,0.36278841183949134,-1.476974460114798,-0.8083853387502596,0.36278841183949134,-1.4452042650908796,-0.8666604384847526,0.36278841183949134,-1.41102867019372,-0.9234930674493822,0.36278841183949134,-1.3745045573282662,-0.9787886333420033,0.36278841183949134,-1.3356927172758468,-1.0324551021502602,0.36278841183949134,-1.294657748513922,-1.084403151333121,0.36278841183949134,-1.2514679496982886,-1.1345463184894298,0.36278841183949134,-1.2061952059867107,-1.1828011452660425,0.36278841183949134,-1.1589148693931663,-1.2290873162660185,0.36278841183949134,-1.1097056333718587,-1.273327792725671,0.36278841183949134,-1.0586494018397272,-1.3154489407379901,0.36278841183949134,-1.0058311528554589,-1.3553806538090085,0.36278841183949134,-0.9513387971819011,-1.3930564695431487,0.36278841183949134,-0.8952630319672651,-1.4284136802633143,0.36278841183949134,-0.8376971897886824,-1.4613934373816364,0.36278841183949134,-0.7787370833093327,-1.491940849347136,0.36278841183949134,-0.7184808458077278,-1.5200050730072951,0.36278841183949134,-0.6570287678445511,-1.545539398231466,0.36278841183949134,-0.5944831303389182,-1.5685013256552747,0.36278841183949134,-0.5309480343318803,-1.5888526374166172,0.36278841183949134,-0.4665292277205163,-1.6065594607655214,0.36278841183949134,-0.4013339292509904,-1.6215923244419939,0.36278841183949134,-0.33547065006353827,-1.6339262077280265,0.36278841183949134,-0.26904901308637325,-1.6435405820921103,0.36278841183949134,-0.20217957057914865,-1.6504194453569505,0.36278841183949134,-0.13497362012962819,-1.6545513483335126,0.36278841183949134,-0.0675430194098359,-1.6559294138770655,0.36278841183949134,-2.027928656318501e-16,-1.6545513483335126,0.36278841183949134,0.0675430194098355,-1.6504194453569505,0.36278841183949134,0.13497362012962777,-1.6435405820921103,0.36278841183949134,0.20217957057914826,-1.6339262077280268,0.36278841183949134,0.2690490130863722,-1.621592324441994,0.36278841183949134,0.33547065006353716,-1.6065594607655214,0.36278841183949134,0.4013339292509907,-1.5888526374166172,0.36278841183949134,0.46652922772051597,-1.5685013256552747,0.36278841183949134,0.53094803433188,-1.5455393982314662,0.36278841183949134,0.5944831303389178,-1.5200050730072951,0.36278841183949134,0.6570287678445508,-1.4919408493471364,0.36278841183949134,0.7184808458077268,-1.4613934373816366,0.36278841183949134,0.7787370833093323,-1.4284136802633145,0.36278841183949134,0.837697189788682,-1.3930564695431487,0.36278841183949134,0.8952630319672652,-1.3553806538090092,0.36278841183949134,0.9513387971819002,-1.3154489407379906,0.36278841183949134,1.0058311528554584,-1.2733277927256712,0.36278841183949134,1.058649401839727,-1.2290873162660183,0.36278841183949134,1.109705633371859,-1.182801145266043,0.36278841183949134,1.1589148693931661,-1.13454631848943,0.36278841183949134,1.2061952059867105,-1.0844031513331216,0.36278841183949134,1.251467949698288,-1.0324551021502604,0.36278841183949134,1.2946577485139217,-0.9787886333420028,0.36278841183949134,1.335692717275847,-0.9234930674493825,0.36278841183949134,1.3745045573282657,-0.8666604384847529,0.36278841183949134,1.4110286701937198,-0.80838533875026,0.36278841183949134,1.4452042650908794,-0.7487647613982918,0.36278841183949134,1.4769744601147987,-0.6878979389959472,0.36278841183949134,1.5062863769112333,-0.6258861783622176,0.36278841183949134,1.5330912286874452,-0.5628326919527874,0.36278841183949134,1.5573444014130016,-0.4988424260730921,0.36278841183949134,1.5790055280754256,-0.43402188620554094,0.36278841183949134,1.5980385558671062,-0.36847895974165723,0.36278841183949134,1.6144118061916384,-0.3023227364141646,0.36278841183949134,1.6280980273897188,-0.23566332672789056,0.36278841183949134,1.6390744400968447,-0.1686116786916952,0.36278841183949134,1.6473227751573187,-0.10127939315646191,0.36278841183949134,1.6528293040314541,-0.033778538066498505,0.36278841183949134,1.6555848616453739,0.03377853806649937,0.36278841183949134,1.6555848616453739,0.1012793931564613,0.36278841183949134,1.6528293040314541,0.16861167869169458,0.36278841183949134,1.647322775157319,0.23566332672788998,0.36278841183949134,1.6390744400968449,0.30232273641416396,0.36278841183949134,1.6280980273897188,0.3684789597416566,0.36278841183949134,1.6144118061916384,0.4340218862055404,0.36278841183949134,1.5980385558671064,0.49884242607309154,0.36278841183949134,1.5790055280754258,0.562832691952787,0.36278841183949134,1.5573444014130018,0.6258861783622156,0.36278841183949134,1.5330912286874459,0.687897938995948,0.36278841183949134,1.506286376911233,0.7487647613982926,0.36278841183949134,1.476974460114798,0.8083853387502595,0.36278841183949134,1.4452042650908798,0.8666604384847513,0.36278841183949134,1.411028670193721,0.923493067449382,0.36278841183949134,1.3745045573282662,0.9787886333420036,0.36278841183949134,1.3356927172758464,1.0324551021502602,0.36278841183949134,1.294657748513922,1.0844031513331212,0.36278841183949134,1.2514679496982883,1.1345463184894296,0.36278841183949134,1.206195205986711,1.182801145266042,0.36278841183949134,1.158914869393167,1.2290873162660183,0.36278841183949134,1.109705633371859,1.2733277927256716,0.36278841183949134,1.0586494018397261,1.31544894073799,0.36278841183949134,1.005831152855459,1.3553806538090085,0.36278841183949134,0.9513387971819012,1.3930564695431478,0.36278841183949134,0.8952630319672663,1.4284136802633143,0.36278841183949134,0.8376971897886826,1.4613934373816369,0.36278841183949134,0.7787370833093322,1.491940849347136,0.36278841183949134,0.718480845807728,1.5200050730072947,0.36278841183949134,0.657028767844552,1.545539398231466,0.36278841183949134,0.5944831303389184,1.5685013256552744,0.36278841183949134,0.5309480343318812,1.5888526374166172,0.36278841183949134,0.46652922772051586,1.6065594607655211,0.36278841183949134,0.4013339292509913,1.6215923244419939,0.36278841183949134,0.33547065006353777,1.6339262077280265,0.36278841183949134,0.26904901308637347,1.6435405820921103,0.36278841183949134,0.2021795705791496,1.6504194453569505,0.36278841183949134,0.13497362012962835,1.6545513483335126,0.36278841183949134,0.06754301940983537,1.6559294138770655,0.36278841183949134,0.0,1.6311957681296887,0.33761433404781516,0.0,1.6298382859423375,0.33761433404781516,-0.06653416897165199,1.625768098775416,0.33761433404781516,-0.13295759838525228,1.6189919810537803,0.33761433404781516,-0.19915973299781478,1.6095212109566486,0.33761433404781516,-0.26503038588971034,1.597371551646185,0.33761433404781516,-0.3304599218599202,1.5825632250312722,0.33761433404781516,-0.3953394399030081,1.5651208781101391,0.33761433404781516,-0.45956095446409706,1.5450735419478658,0.33761433404781516,-0.5230175751701677,1.5224545833570389,0.33761433404781516,-0.5856036847385357,1.497301649361987,0.33761433404781516,-0.6472151147663957,1.4696566045390227,0.33761433404781516,-0.7077493191088465,1.4395654613369873,0.33761433404781516,-0.7671055445568308,1.407078303494071,0.33761433404781516,-0.8251849985309064,1.3722492026783728,0.33761433404781516,-0.8818910135117463,1.3351361284909458,0.33761433404781516,-0.9371292079336841,1.2958008519811157,0.33761433404781516,-0.9908076432735166,1.2543088428346683,0.33761433404781516,-1.0428369770730996,1.210729160406016,0.33761433404781516,-1.0931306116410557,1.1651343387757185,0.33761433404781516,-1.1416048381860837,1.1176002660246647,0.33761433404781516,-1.1881789761419799,1.0682060579258508,0.33761433404781516,-1.2327755074524795,1.0170339262639843,0.33761433404781516,-1.2753202055924109,0.9641690420020811,0.33761433404781516,-1.315742259110421,0.9096993935228035,0.33761433404781516,-1.3539743894876477,0.8537156401804814,0.33761433404781516,-1.3899529631161756,0.7963109614075632,0.33761433404781516,-1.4236180972108945,0.737580901626647,0.33761433404781516,-1.454913759478488,0.6776232112262167,0.33761433404781516,-1.483787861377655,0.6165376838647699,0.33761433404781516,-1.5101923448153451,0.5544259903741201,0.33761433404781516,-1.5340832621347125,0.49139150953833083,0.33761433404781516,-1.5554208492616541,0.42753915602993303,0.33761433404781516,-1.5741695918881857,0.3629752057898061,0.33761433404781516,-1.5902982845825036,0.2978071191413622,0.33761433404781516,-1.6037800827273445,0.2321433619334441,0.33761433404781516,-1.614592547200204,0.1660932250096221,0.33761433404781516,-1.6227176817210405,0.0997666423043734,0.33761433404781516,-1.6281419628053064,0.03327400786889576,0.33761433404781516,-1.6308563622724552,-0.03327400786889557,0.33761433404781516,-1.6308563622724552,-0.0997666423043732,0.33761433404781516,-1.6281419628053067,-0.16609322500962154,0.33761433404781516,-1.6227176817210405,-0.23214336193344393,0.33761433404781516,-1.614592547200204,-0.29780711914136204,0.33761433404781516,-1.6037800827273445,-0.3629752057898055,0.33761433404781516,-1.5902982845825036,-0.4275391560299328,0.33761433404781516,-1.574169591888186,-0.4913915095383303,0.33761433404781516,-1.5554208492616544,-0.55442599037412,0.33761433404781516,-1.5340832621347127,-0.6165376838647697,0.33761433404781516,-1.5101923448153451,-0.6776232112262163,0.33761433404781516,-1.4837878613776552,-0.7375809016266471,0.33761433404781516,-1.454913759478488,-0.7963109614075631,0.33761433404781516,-1.4236180972108945,-0.8537156401804817,0.33761433404781516,-1.389952963116175,-0.9096993935228032,0.33761433404781516,-1.3539743894876481,-0.9641690420020806,0.33761433404781516,-1.3157422591104213,-1.0170339262639843,0.33761433404781516,-1.2753202055924113,-1.068206057925851,0.33761433404781516,-1.2327755074524795,-1.117600266024665,0.33761433404781516,-1.1881789761419799,-1.1651343387757185,0.33761433404781516,-1.1416048381860837,-1.210729160406016,0.33761433404781516,-1.0931306116410557,-1.254308842834668,0.33761433404781516,-1.0428369770731,-1.2958008519811157,0.33761433404781516,-0.9908076432735163,-1.3351361284909453,0.33761433404781516,-0.9371292079336847,-1.372249202678373,0.33761433404781516,-0.881891013511746,-1.4070783034940708,0.33761433404781516,-0.8251849985309067,-1.4395654613369873,0.33761433404781516,-0.767105544556831,-1.4696566045390225,0.33761433404781516,-0.7077493191088469,-1.4973016493619868,0.33761433404781516,-0.6472151147663958,-1.5224545833570389,0.33761433404781516,-0.5856036847385359,-1.5450735419478658,0.33761433404781516,-0.5230175751701677,-1.565120878110139,0.33761433404781516,-0.45956095446409767,-1.5825632250312722,0.33761433404781516,-0.395339439903008,-1.5973715516461848,0.33761433404781516,-0.3304599218599207,-1.6095212109566486,0.33761433404781516,-0.2650303858897108,-1.6189919810537803,0.33761433404781516,-0.1991597329978152,-1.625768098775416,0.33761433404781516,-0.13295759838525262,-1.6298382859423375,0.33761433404781516,-0.06653416897165225,-1.6311957681296887,0.33761433404781516,-1.9976386762227313e-16,-1.6298382859423375,0.33761433404781516,0.06653416897165186,-1.625768098775416,0.33761433404781516,0.13295759838525223,-1.6189919810537803,0.33761433404781516,0.1991597329978148,-1.6095212109566486,0.33761433404781516,0.26503038588970973,-1.597371551646185,0.33761433404781516,0.3304599218599196,-1.5825632250312722,0.33761433404781516,0.3953394399030083,-1.5651208781101391,0.33761433404781516,0.45956095446409734,-1.5450735419478658,0.33761433404781516,0.5230175751701673,-1.522454583357039,0.33761433404781516,0.5856036847385354,-1.497301649361987,0.33761433404781516,0.6472151147663954,-1.469656604539023,0.33761433404781516,0.7077493191088459,-1.4395654613369873,0.33761433404781516,0.7671055445568307,-1.407078303494071,0.33761433404781516,0.8251849985309062,-1.3722492026783728,0.33761433404781516,0.8818910135117463,-1.3351361284909458,0.33761433404781516,0.9371292079336838,-1.2958008519811162,0.33761433404781516,0.990807643273516,-1.254308842834668,0.33761433404781516,1.0428369770730996,-1.2107291604060157,0.33761433404781516,1.093130611641056,-1.165134338775719,0.33761433404781516,1.1416048381860835,-1.1176002660246651,0.33761433404781516,1.1881789761419796,-1.0682060579258517,0.33761433404781516,1.2327755074524789,-1.0170339262639843,0.33761433404781516,1.2753202055924109,-0.9641690420020803,0.33761433404781516,1.3157422591104215,-0.9096993935228035,0.33761433404781516,1.3539743894876477,-0.8537156401804821,0.33761433404781516,1.3899529631161749,-0.7963109614075633,0.33761433404781516,1.4236180972108943,-0.7375809016266462,0.33761433404781516,1.4549137594784884,-0.6776232112262167,0.33761433404781516,1.4837878613776552,-0.6165376838647705,0.33761433404781516,1.510192344815345,-0.5544259903741197,0.33761433404781516,1.5340832621347127,-0.491391509538331,0.33761433404781516,1.5554208492616541,-0.4275391560299339,0.33761433404781516,1.5741695918881857,-0.3629752057898063,0.33761433404781516,1.5902982845825036,-0.2978071191413617,0.33761433404781516,1.6037800827273445,-0.23214336193344393,0.33761433404781516,1.614592547200204,-0.16609322500962265,0.33761433404781516,1.6227176817210405,-0.09976664230437324,0.33761433404781516,1.6281419628053067,-0.03327400786889488,0.33761433404781516,1.6308563622724552,0.03327400786889573,0.33761433404781516,1.6308563622724552,0.09976664230437263,0.33761433404781516,1.6281419628053067,0.16609322500962206,0.33761433404781516,1.6227176817210405,0.23214336193344332,0.33761433404781516,1.6145925472002043,0.29780711914136115,0.33761433404781516,1.6037800827273445,0.3629752057898057,0.33761433404781516,1.5902982845825036,0.42753915602993336,0.33761433404781516,1.5741695918881857,0.49139150953833044,0.33761433404781516,1.5554208492616544,0.5544259903741191,0.33761433404781516,1.534083262134713,0.6165376838647686,0.33761433404781516,1.5101923448153456,0.6776232112262174,0.33761433404781516,1.4837878613776547,0.7375809016266469,0.33761433404781516,1.454913759478488,0.7963109614075629,0.33761433404781516,1.4236180972108945,0.8537156401804804,0.33761433404781516,1.389952963116176,0.9096993935228029,0.33761433404781516,1.3539743894876481,0.9641690420020811,0.33761433404781516,1.3157422591104209,1.017033926263984,0.33761433404781516,1.2753202055924113,1.0682060579258514,0.33761433404781516,1.2327755074524793,1.1176002660246647,0.33761433404781516,1.18817897614198,1.165134338775718,0.33761433404781516,1.1416048381860844,1.2107291604060157,0.33761433404781516,1.093130611641056,1.2543088428346687,0.33761433404781516,1.042836977073099,1.2958008519811155,0.33761433404781516,0.9908076432735166,1.335136128490945,0.33761433404781516,0.9371292079336849,1.3722492026783721,0.33761433404781516,0.8818910135117474,1.4070783034940708,0.33761433404781516,0.8251849985309068,1.4395654613369875,0.33761433404781516,0.7671055445568306,1.4696566045390225,0.33761433404781516,0.7077493191088471,1.4973016493619864,0.33761433404781516,0.6472151147663967,1.5224545833570389,0.33761433404781516,0.5856036847385361,1.5450735419478654,0.33761433404781516,0.5230175751701687,1.5651208781101391,0.33761433404781516,0.4595609544640972,1.582563225031272,0.33761433404781516,0.3953394399030089,1.597371551646185,0.33761433404781516,0.3304599218599202,1.6095212109566486,0.33761433404781516,0.265030385889711,1.6189919810537803,0.33761433404781516,0.1991597329978161,1.625768098775416,0.33761433404781516,0.1329575983852528,1.6298382859423375,0.33761433404781516,0.06653416897165174,1.6311957681296887,0.33761433404781516,0.0,1.6082994865140738,0.3107582786264297,0.0,1.6069610586272898,0.3107582786264297,-0.06560026201848318,1.602948002648067,0.3107582786264297,-0.13109133887487173,1.5962669979120374,0.3107582786264297,-0.1963642271349979,1.5869291642922416,0.3107582786264297,-0.2613102865180797,1.574950043691197,0.3107582786264297,-0.3258214207177463,1.560349574172934,0.3107582786264297,-0.38979025731767236,1.543152056778058,0.3107582786264297,-0.4531103265023685,1.523386115077064,0.3107582786264297,-0.5156762382656815,1.501084647529229,0.3107582786264297,-0.577383857822059,1.4762847727263733,0.3107582786264297,-0.6381304789286232,1.449027767612627,0.3107582786264297,-0.697814994829575,1.4193589987830313,0.3107582786264297,-0.7563380665384128,1.3873278469753165,0.3107582786264297,-0.8136022881778704,1.3529876248805393,0.3107582786264297,-0.8695123491023867,1.3163954884093685,0.3107582786264297,-0.9239751925332704,1.2776123415617124,0.3107582786264297,-0.9769001704425238,1.2367027350580233,0.3107582786264297,-1.028199194427538,1.1937347589009912,0.3107582786264297,-1.0777868823255485,1.148779929046456,0.3107582786264297,-1.1255807003238165,1.1019130683721556,0.3107582786264297,-1.1715011003290157,1.0532121821424314,0.3107582786264297,-1.2154716523671834,1.002758328176163,0.3107582786264297,-1.2574191717938692,0.9506354819340279,0.3107582786264297,-1.2972738411027536,0.8969303967496363,0.3107582786264297,-1.3349693261299953,0.8417324594371672,0.3107582786264297,-1.370442886460903,0.7851335415158393,0.3107582786264297,-1.4036354798551616,0.727227846298833,0.3107582786264297,-1.4344918605168153,0.6681117521011712,0.3107582786264297,-1.4629606710454441,0.6078836518275287,0.3107582786264297,-1.4889945279154861,0.5466437892069499,0.3107582786264297,-1.5125501003414403,0.4844940919470554,0.3107582786264297,-1.533588182397684,0.42153800208543274,0.3107582786264297,-1.5520737582728648,0.3578803038205727,0.3107582786264297,-1.567976060550265,0.29362694910891185,0.3107582786264297,-1.5812686214171285,0.22888488131825827,0.3107582786264297,-1.5919293167177242,0.16376185723110806,0.3107582786264297,-1.5999404027768196,0.09836626769411777,0.3107582786264297,-1.6052885459322765,0.03280695721223549,0.3107582786264297,-1.6079648447276165,-0.032806957212235296,0.3107582786264297,-1.6079648447276165,-0.09836626769411756,0.3107582786264297,-1.6052885459322765,-0.16376185723110753,0.3107582786264297,-1.5999404027768196,-0.2288848813182581,0.3107582786264297,-1.5919293167177242,-0.2936269491089117,0.3107582786264297,-1.5812686214171285,-0.3578803038205721,0.3107582786264297,-1.567976060550265,-0.4215380020854326,0.3107582786264297,-1.552073758272865,-0.48449409194705484,0.3107582786264297,-1.533588182397684,-0.5466437892069498,0.3107582786264297,-1.5125501003414406,-0.6078836518275285,0.3107582786264297,-1.4889945279154864,-0.6681117521011708,0.3107582786264297,-1.4629606710454444,-0.7272278462988331,0.3107582786264297,-1.4344918605168153,-0.7851335415158393,0.3107582786264297,-1.4036354798551616,-0.8417324594371676,0.3107582786264297,-1.3704428864609026,-0.8969303967496358,0.3107582786264297,-1.3349693261299955,-0.9506354819340276,0.3107582786264297,-1.2972738411027538,-1.0027583281761627,0.3107582786264297,-1.2574191717938696,-1.0532121821424316,0.3107582786264297,-1.2154716523671834,-1.1019130683721559,0.3107582786264297,-1.1715011003290157,-1.148779929046456,0.3107582786264297,-1.1255807003238165,-1.1937347589009912,0.3107582786264297,-1.0777868823255485,-1.2367027350580229,0.3107582786264297,-1.0281991944275386,-1.2776123415617124,0.3107582786264297,-0.9769001704425235,-1.316395488409368,0.3107582786264297,-0.923975192533271,-1.3529876248805395,0.3107582786264297,-0.8695123491023865,-1.3873278469753163,0.3107582786264297,-0.8136022881778705,-1.419358998783031,0.3107582786264297,-0.7563380665384131,-1.4490277676126269,0.3107582786264297,-0.6978149948295753,-1.4762847727263733,0.3107582786264297,-0.6381304789286233,-1.501084647529229,0.3107582786264297,-0.5773838578220591,-1.523386115077064,0.3107582786264297,-0.5156762382656815,-1.5431520567780577,0.3107582786264297,-0.4531103265023691,-1.560349574172934,0.3107582786264297,-0.3897902573176722,-1.5749500436911967,0.3107582786264297,-0.3258214207177468,-1.5869291642922416,0.3107582786264297,-0.26131028651808014,-1.5962669979120374,0.3107582786264297,-0.19636422713499832,-1.602948002648067,0.3107582786264297,-0.13109133887487207,-1.6069610586272898,0.3107582786264297,-0.06560026201848344,-1.6082994865140738,0.3107582786264297,-1.9695988182297923e-16,-1.6069610586272898,0.3107582786264297,0.06560026201848305,-1.602948002648067,0.3107582786264297,0.13109133887487165,-1.5962669979120374,0.3107582786264297,0.19636422713499793,-1.5869291642922418,0.3107582786264297,0.261310286518079,-1.574950043691197,0.3107582786264297,0.3258214207177457,-1.560349574172934,0.3107582786264297,0.38979025731767253,-1.543152056778058,0.3107582786264297,0.4531103265023687,-1.523386115077064,0.3107582786264297,0.5156762382656812,-1.5010846475292292,0.3107582786264297,0.5773838578220588,-1.4762847727263733,0.3107582786264297,0.6381304789286228,-1.4490277676126275,0.3107582786264297,0.6978149948295743,-1.4193589987830313,0.3107582786264297,0.7563380665384127,-1.3873278469753165,0.3107582786264297,0.8136022881778702,-1.3529876248805393,0.3107582786264297,0.8695123491023867,-1.3163954884093685,0.3107582786264297,0.9239751925332701,-1.2776123415617129,0.3107582786264297,0.9769001704425232,-1.236702735058023,0.3107582786264297,1.0281991944275382,-1.193734758900991,0.3107582786264297,1.0777868823255488,-1.1487799290464564,0.3107582786264297,1.1255807003238163,-1.101913068372156,0.3107582786264297,1.1715011003290154,-1.0532121821424323,0.3107582786264297,1.2154716523671827,-1.002758328176163,0.3107582786264297,1.2574191717938692,-0.9506354819340272,0.3107582786264297,1.297273841102754,-0.8969303967496363,0.3107582786264297,1.3349693261299953,-0.8417324594371679,0.3107582786264297,1.3704428864609024,-0.7851335415158395,0.3107582786264297,1.4036354798551613,-0.7272278462988322,0.3107582786264297,1.434491860516816,-0.6681117521011711,0.3107582786264297,1.4629606710454444,-0.6078836518275291,0.3107582786264297,1.488994527915486,-0.5466437892069494,0.3107582786264297,1.5125501003414406,-0.48449409194705556,0.3107582786264297,1.533588182397684,-0.4215380020854336,0.3107582786264297,1.5520737582728645,-0.3578803038205729,0.3107582786264297,1.567976060550265,-0.29362694910891135,0.3107582786264297,1.5812686214171285,-0.2288848813182581,0.3107582786264297,1.5919293167177242,-0.16376185723110862,0.3107582786264297,1.5999404027768196,-0.0983662676941176,0.3107582786264297,1.6052885459322765,-0.03280695721223462,0.3107582786264297,1.6079648447276165,0.03280695721223546,0.3107582786264297,1.6079648447276165,0.09836626769411701,0.3107582786264297,1.6052885459322765,0.16376185723110803,0.3107582786264297,1.5999404027768196,0.22888488131825752,0.3107582786264297,1.5919293167177244,0.2936269491089108,0.3107582786264297,1.5812686214171288,0.3578803038205723,0.3107582786264297,1.567976060550265,0.4215380020854331,0.3107582786264297,1.5520737582728648,0.48449409194705506,0.3107582786264297,1.533588182397684,0.5466437892069489,0.3107582786264297,1.5125501003414406,0.6078836518275273,0.3107582786264297,1.4889945279154866,0.6681117521011719,0.3107582786264297,1.4629606710454441,0.7272278462988329,0.3107582786264297,1.4344918605168153,0.785133541515839,0.3107582786264297,1.4036354798551616,0.8417324594371663,0.3107582786264297,1.3704428864609035,0.8969303967496357,0.3107582786264297,1.3349693261299955,0.9506354819340279,0.3107582786264297,1.2972738411027533,1.0027583281761625,0.3107582786264297,1.2574191717938696,1.0532121821424318,0.3107582786264297,1.2154716523671834,1.1019130683721554,0.3107582786264297,1.1715011003290159,1.1487799290464555,0.3107582786264297,1.1255807003238172,1.193734758900991,0.3107582786264297,1.0777868823255488,1.2367027350580237,0.3107582786264297,1.0281991944275375,1.2776123415617124,0.3107582786264297,0.9769001704425238,1.3163954884093678,0.3107582786264297,0.9239751925332711,1.3529876248805386,0.3107582786264297,0.8695123491023877,1.3873278469753163,0.3107582786264297,0.8136022881778707,1.4193589987830315,0.3107582786264297,0.7563380665384126,1.4490277676126269,0.3107582786264297,0.6978149948295754,1.4762847727263728,0.3107582786264297,0.6381304789286242,1.501084647529229,0.3107582786264297,0.5773838578220595,1.5233861150770638,0.3107582786264297,0.5156762382656824,1.543152056778058,0.3107582786264297,0.45311032650236865,1.5603495741729339,0.3107582786264297,0.3897902573176731,1.574950043691197,0.3107582786264297,0.3258214207177463,1.5869291642922416,0.3107582786264297,0.2613102865180803,1.5962669979120374,0.3107582786264297,0.19636422713499924,1.602948002648067,0.3107582786264297,0.13109133887487223,1.6069610586272898,0.3107582786264297,0.06560026201848293,1.6082994865140738,0.3107582786264297,0.0,1.5873546371535114,0.28235404109254353,0.0,1.5860336395840928,0.28235404109254353,-0.06474595122779293,1.5820728455459232,0.28235404109254353,-0.12938413920949113,1.5754788473897918,0.28235404109254353,-0.19380698006028785,1.566262620174873,0.28235404109254353,-0.25790724831942347,1.5544395034018248,0.28235404109254353,-0.3215782554163826,1.540029175481702,0.28235404109254353,-0.3847140272434908,1.5230556209831843,0.28235404109254353,-0.4472094805393586,1.5035470907126287,0.28235404109254353,-0.5089605977895993,1.48153605469339,0.28235404109254353,-0.5698646003537159,1.4570591481226716,0.28235404109254353,-0.6298201195300059,1.4301571103958546,0.28235404109254353,-0.6887273652737602,1.4008747172997957,0.28235404109254353,-0.7464882922879456,1.3692607064879487,0.28235404109254353,-0.8030067632099245,1.3353676963613492,0.28235404109254353,-0.8581887086226079,1.2992520984904803,0.28235404109254353,-0.9119422836237167,1.2609740237237796,0.28235404109254353,-0.9641780206925572,1.220597182139065,0.28235404109254353,-1.014808978599879,1.1781887770043977,0.28235404109254353,-1.0637508871129733,1.1338193929248739,0.28235404109254353,-1.1109222872551554,1.0875628783615168,0.28235404109254353,-1.1562446668861952,1.0394962227178,0.28235404109254353,-1.1996425913780244,0.9896994281983849,0.28235404109254353,-1.2410438291682313,0.9382553766533441,0.28235404109254353,-1.280379471982368,0.8852496916295042,0.28235404109254353,-1.3175840495249718,0.8307705958585004,0.28235404109254353,-1.3525956384484124,0.7749087644187471,0.28235404109254353,-1.3853559654181904,0.7177571738157189,0.28235404109254353,-1.4158105041031541,0.6594109472317307,0.28235404109254353,-1.4439085659291961,0.5999671962027915,0.28235404109254353,-1.4696033844453804,0.5395248589860352,0.28235404109254353,-1.4928521931620875,0.4781845358867546,0.28235404109254353,-1.5136162967316138,0.4160483218191233,0.28235404109254353,-1.53186113535276,0.353219636379286,0.28235404109254353,-1.5475563422922092,0.28980305171364656,0.28235404109254353,-1.5606757944269571,0.2259041184688515,0.28235404109254353,-1.5711976557236733,0.1616291901131537,0.28235404109254353,-1.5791044135826238,0.09708524592156247,0.28235404109254353,-1.5843829079856628,0.03237971291939671,0.28235404109254353,-1.5870243533997874,-0.032379712919396515,0.28235404109254353,-1.5870243533997874,-0.09708524592156226,0.28235404109254353,-1.584382907985663,-0.16162919011315316,0.28235404109254353,-1.5791044135826238,-0.22590411846885133,0.28235404109254353,-1.5711976557236733,-0.2898030517136464,0.28235404109254353,-1.5606757944269571,-0.3532196363792855,0.28235404109254353,-1.5475563422922092,-0.41604832181912316,0.28235404109254353,-1.5318611353527603,-0.4781845358867541,0.28235404109254353,-1.513616296731614,-0.5395248589860351,0.28235404109254353,-1.4928521931620877,-0.5999671962027914,0.28235404109254353,-1.4696033844453806,-0.6594109472317302,0.28235404109254353,-1.4439085659291961,-0.717757173815719,0.28235404109254353,-1.4158105041031541,-0.7749087644187471,0.28235404109254353,-1.3853559654181904,-0.8307705958585008,0.28235404109254353,-1.3525956384484121,-0.8852496916295038,0.28235404109254353,-1.3175840495249722,-0.9382553766533438,0.28235404109254353,-1.2803794719823682,-0.9896994281983846,0.28235404109254353,-1.2410438291682315,-1.0394962227178002,0.28235404109254353,-1.1996425913780244,-1.087562878361517,0.28235404109254353,-1.1562446668861952,-1.1338193929248739,0.28235404109254353,-1.1109222872551554,-1.1781887770043977,0.28235404109254353,-1.0637508871129733,-1.2205971821390647,0.28235404109254353,-1.0148089785998797,-1.2609740237237796,0.28235404109254353,-0.964178020692557,-1.29925209849048,0.28235404109254353,-0.9119422836237171,-1.3353676963613494,0.28235404109254353,-0.8581887086226077,-1.3692607064879485,0.28235404109254353,-0.8030067632099247,-1.4008747172997955,0.28235404109254353,-0.7464882922879458,-1.4301571103958544,0.28235404109254353,-0.6887273652737604,-1.4570591481226713,0.28235404109254353,-0.6298201195300059,-1.48153605469339,0.28235404109254353,-0.569864600353716,-1.5035470907126287,0.28235404109254353,-0.5089605977895993,-1.523055620983184,0.28235404109254353,-0.44720948053935927,-1.540029175481702,0.28235404109254353,-0.38471402724349063,-1.5544395034018246,0.28235404109254353,-0.321578255416383,-1.566262620174873,0.28235404109254353,-0.2579072483194239,-1.5754788473897918,0.28235404109254353,-0.19380698006028826,-1.5820728455459232,0.28235404109254353,-0.12938413920949146,-1.5860336395840928,0.28235404109254353,-0.0647459512277932,-1.5873546371535114,0.28235404109254353,-1.943948775501756e-16,-1.5860336395840928,0.28235404109254353,0.06474595122779281,-1.5820728455459232,0.28235404109254353,0.12938413920949104,-1.5754788473897918,0.28235404109254353,0.19380698006028788,-1.5662626201748733,0.28235404109254353,0.25790724831942285,-1.554439503401825,0.28235404109254353,0.32157825541638196,-1.540029175481702,0.28235404109254353,0.38471402724349096,-1.5230556209831843,0.28235404109254353,0.4472094805393589,-1.5035470907126287,0.28235404109254353,0.5089605977895989,-1.4815360546933902,0.28235404109254353,0.5698646003537157,-1.4570591481226716,0.28235404109254353,0.6298201195300056,-1.4301571103958548,0.28235404109254353,0.6887273652737594,-1.4008747172997957,0.28235404109254353,0.7464882922879454,-1.3692607064879487,0.28235404109254353,0.8030067632099244,-1.3353676963613492,0.28235404109254353,0.8581887086226079,-1.2992520984904805,0.28235404109254353,0.9119422836237162,-1.2609740237237799,0.28235404109254353,0.9641780206925566,-1.2205971821390649,0.28235404109254353,1.0148089785998793,-1.1781887770043975,0.28235404109254353,1.0637508871129735,-1.1338193929248743,0.28235404109254353,1.1109222872551552,-1.0875628783615172,0.28235404109254353,1.156244666886195,-1.0394962227178008,0.28235404109254353,1.1996425913780235,-0.9896994281983849,0.28235404109254353,1.2410438291682313,-0.9382553766533435,0.28235404109254353,1.2803794719823685,-0.8852496916295042,0.28235404109254353,1.3175840495249718,-0.8307705958585011,0.28235404109254353,1.352595638448412,-0.7749087644187473,0.28235404109254353,1.3853559654181904,-0.7177571738157181,0.28235404109254353,1.4158105041031548,-0.6594109472317305,0.28235404109254353,1.4439085659291961,-0.599967196202792,0.28235404109254353,1.4696033844453804,-0.5395248589860347,0.28235404109254353,1.4928521931620877,-0.47818453588675475,0.28235404109254353,1.5136162967316138,-0.4160483218191242,0.28235404109254353,1.5318611353527598,-0.3532196363792862,0.28235404109254353,1.5475563422922092,-0.28980305171364606,0.28235404109254353,1.5606757944269571,-0.22590411846885133,0.28235404109254353,1.5711976557236733,-0.16162919011315421,0.28235404109254353,1.5791044135826235,-0.0970852459215623,0.28235404109254353,1.584382907985663,-0.03237971291939585,0.28235404109254353,1.5870243533997874,0.032379712919396675,0.28235404109254353,1.5870243533997874,0.09708524592156172,0.28235404109254353,1.584382907985663,0.16162919011315366,0.28235404109254353,1.5791044135826238,0.22590411846885075,0.28235404109254353,1.5711976557236735,0.2898030517136455,0.28235404109254353,1.5606757944269574,0.35321963637928566,0.28235404109254353,1.5475563422922092,0.4160483218191237,0.28235404109254353,1.53186113535276,0.47818453588675425,0.28235404109254353,1.513616296731614,0.5395248589860343,0.28235404109254353,1.492852193162088,0.5999671962027902,0.28235404109254353,1.469603384445381,0.6594109472317313,0.28235404109254353,1.443908565929196,0.7177571738157188,0.28235404109254353,1.4158105041031541,0.7749087644187469,0.28235404109254353,1.3853559654181906,0.8307705958584995,0.28235404109254353,1.352595638448413,0.8852496916295037,0.28235404109254353,1.3175840495249722,0.9382553766533441,0.28235404109254353,1.2803794719823678,0.9896994281983844,0.28235404109254353,1.2410438291682315,1.0394962227178006,0.28235404109254353,1.1996425913780242,1.0875628783615165,0.28235404109254353,1.1562446668861954,1.1338193929248734,0.28235404109254353,1.110922287255156,1.1781887770043975,0.28235404109254353,1.0637508871129735,1.2205971821390653,0.28235404109254353,1.0148089785998786,1.2609740237237794,0.28235404109254353,0.9641780206925572,1.2992520984904798,0.28235404109254353,0.9119422836237173,1.3353676963613486,0.28235404109254353,0.8581887086226089,1.3692607064879485,0.28235404109254353,0.8030067632099248,1.400874717299796,0.28235404109254353,0.7464882922879453,1.4301571103958544,0.28235404109254353,0.6887273652737607,1.457059148122671,0.28235404109254353,0.6298201195300068,1.48153605469339,0.28235404109254353,0.5698646003537162,1.5035470907126285,0.28235404109254353,0.5089605977896002,1.5230556209831843,0.28235404109254353,0.44720948053935883,1.5400291754817017,0.28235404109254353,0.3847140272434915,1.5544395034018248,0.28235404109254353,0.3215782554163826,1.566262620174873,0.28235404109254353,0.2579072483194241,1.5754788473897918,0.28235404109254353,0.19380698006028915,1.5820728455459232,0.28235404109254353,0.12938413920949163,1.5860336395840928,0.28235404109254353,0.06474595122779268,1.5873546371535114,0.28235404109254353,0.0,1.568465566233958,0.2525431299287737,0.0,1.5671602881617388,0.2525431299287737,-0.06397549273296733,1.5632466264516158,0.2525431299287737,-0.12784450457196866,1.5567310950072697,0.2525431299287737,-0.1915007318499774,1.5476245382877771,0.2525431299287737,-0.2548382250588694,1.535942113258079,0.2525431299287737,-0.3177515651919227,1.5217032641617088,0.2525431299287737,-0.38013603920335093,1.5049316901577667,0.2525431299287737,-0.44188781429283375,1.4856553058760102,0.2525431299287737,-0.5029041107249659,1.4639061949557057,0.2525431299287737,-0.5630833728959834,1.4397205566455789,0.2525431299287737,-0.6223254383630441,1.4131386455537358,0.2525431299287737,-0.6805317045547276,1.3842047046478427,0.2525431299287737,-0.7376052928852861,1.3529668916170707,0.2525431299287737,-0.793451209999488,1.3194771987183762,0.2525431299287737,-0.8479765058796838,1.2837913662405187,0.2525431299287737,-0.9010904285519366,1.2459687897298528,0.2525431299287737,-0.9527045751337276,1.206072421132302,0.2525431299287737,-1.002733038971828,1.1641686640160573,0.2525431299287737,-1.051092552625447,1.1203272630493923,0.2525431299287737,-1.0977026264566683,1.0746211879175447,0.2525431299287737,-1.1424856825975087,1.0271265118718766,0.2525431299287737,-1.1853671840706244,0.9779222851134568,0.2525431299287737,-1.226275758848753,0.9270904032218,0.2525431299287737,-1.2651433186464096,0.8747154708477588,0.2525431299287737,-1.301905172246118,0.8208846608974314,0.2525431299287737,-1.3365001331705582,0.7656875694414627,0.2525431299287737,-1.3688706215214188,0.7092160665912265,0.2525431299287737,-1.3989627598154566,0.6515641435900908,0.2525431299287737,-1.4267264626582497,0.5928277563742712,0.2525431299287737,-1.4521155201063922,0.5331046658636437,0.2525431299287737,-1.4750876745793868,0.47249427524834053,0.2525431299287737,-1.4956046911932162,0.41109746454195234,0.2525431299287737,-1.5136324213985337,0.3490164226766999,0.2525431299287737,-1.5291408598175544,0.28635447742004166,0.2525431299287737,-1.5421041941850444,0.22321592339580262,0.2525431299287737,-1.5525008483102898,0.15970584849606417,0.2525431299287737,-1.5603135179885363,0.095929958972741,0.2525431299287737,-1.5655291998021303,0.03199440349995529,0.2525431299287737,-1.5681392127634244,-0.031994403499955096,0.2525431299287737,-1.5681392127634244,-0.0959299589727408,0.2525431299287737,-1.5655291998021303,-0.15970584849606365,0.2525431299287737,-1.5603135179885363,-0.22321592339580246,0.2525431299287737,-1.5525008483102898,-0.2863544774200415,0.2525431299287737,-1.5421041941850444,-0.34901642267669936,0.2525431299287737,-1.5291408598175544,-0.4110974645419521,0.2525431299287737,-1.513632421398534,-0.47249427524834,0.2525431299287737,-1.4956046911932164,-0.5331046658636435,0.2525431299287737,-1.475087674579387,-0.592827756374271,0.2525431299287737,-1.4521155201063924,-0.6515641435900904,0.2525431299287737,-1.4267264626582499,-0.7092160665912266,0.2525431299287737,-1.3989627598154566,-0.7656875694414625,0.2525431299287737,-1.3688706215214188,-0.8208846608974317,0.2525431299287737,-1.3365001331705577,-0.8747154708477584,0.2525431299287737,-1.3019051722461181,-0.9270904032217996,0.2525431299287737,-1.2651433186464098,-0.9779222851134567,0.2525431299287737,-1.2262757588487534,-1.0271265118718769,0.2525431299287737,-1.1853671840706244,-1.074621187917545,0.2525431299287737,-1.1424856825975087,-1.1203272630493923,0.2525431299287737,-1.0977026264566683,-1.1641686640160573,0.2525431299287737,-1.051092552625447,-1.2060724211323015,0.2525431299287737,-1.0027330389718285,-1.2459687897298528,0.2525431299287737,-0.9527045751337274,-1.2837913662405185,0.2525431299287737,-0.9010904285519371,-1.3194771987183764,0.2525431299287737,-0.8479765058796835,-1.3529668916170707,0.2525431299287737,-0.7934512099994883,-1.3842047046478425,0.2525431299287737,-0.7376052928852863,-1.4131386455537358,0.2525431299287737,-0.6805317045547279,-1.4397205566455786,0.2525431299287737,-0.6223254383630441,-1.4639061949557057,0.2525431299287737,-0.5630833728959835,-1.4856553058760102,0.2525431299287737,-0.5029041107249659,-1.5049316901577665,0.2525431299287737,-0.44188781429283436,-1.5217032641617088,0.2525431299287737,-0.38013603920335076,-1.5359421132580788,0.2525431299287737,-0.3177515651919232,-1.5476245382877771,0.2525431299287737,-0.2548382250588698,-1.5567310950072697,0.2525431299287737,-0.19150073184997782,-1.5632466264516158,0.2525431299287737,-0.12784450457196897,-1.5671602881617388,0.2525431299287737,-0.06397549273296758,-1.568465566233958,0.2525431299287737,-1.9208163352612575e-16,-1.5671602881617388,0.2525431299287737,0.06397549273296721,-1.5632466264516158,0.2525431299287737,0.12784450457196858,-1.5567310950072697,0.2525431299287737,0.19150073184997743,-1.5476245382877771,0.2525431299287737,0.2548382250588688,-1.5359421132580793,0.2525431299287737,0.31775156519192216,-1.5217032641617088,0.2525431299287737,0.3801360392033511,-1.5049316901577667,0.2525431299287737,0.44188781429283397,-1.4856553058760102,0.2525431299287737,0.5029041107249655,-1.463906194955706,0.2525431299287737,0.5630833728959832,-1.4397205566455789,0.2525431299287737,0.6223254383630438,-1.4131386455537363,0.2525431299287737,0.6805317045547269,-1.3842047046478427,0.2525431299287737,0.737605292885286,-1.3529668916170707,0.2525431299287737,0.7934512099994879,-1.3194771987183762,0.2525431299287737,0.8479765058796838,-1.283791366240519,0.2525431299287737,0.9010904285519362,-1.2459687897298533,0.2525431299287737,0.9527045751337271,-1.2060724211323017,0.2525431299287737,1.0027330389718283,-1.1641686640160573,0.2525431299287737,1.0510925526254473,-1.1203272630493928,0.2525431299287737,1.097702626456668,-1.0746211879175451,0.2525431299287737,1.1424856825975085,-1.0271265118718775,0.2525431299287737,1.1853671840706237,-0.9779222851134568,0.2525431299287737,1.226275758848753,-0.9270904032217993,0.2525431299287737,1.26514331864641,-0.8747154708477588,0.2525431299287737,1.301905172246118,-0.8208846608974321,0.2525431299287737,1.3365001331705577,-0.7656875694414628,0.2525431299287737,1.3688706215214188,-0.7092160665912257,0.2525431299287737,1.3989627598154573,-0.6515641435900907,0.2525431299287737,1.4267264626582499,-0.5928277563742718,0.2525431299287737,1.452115520106392,-0.5331046658636432,0.2525431299287737,1.475087674579387,-0.4724942752483407,0.2525431299287737,1.4956046911932162,-0.4110974645419532,0.2525431299287737,1.5136324213985335,-0.34901642267670013,0.2525431299287737,1.5291408598175544,-0.2863544774200412,0.2525431299287737,1.5421041941850444,-0.22321592339580246,0.2525431299287737,1.5525008483102898,-0.15970584849606473,0.2525431299287737,1.5603135179885361,-0.09592995897274083,0.2525431299287737,1.5655291998021303,-0.03199440349995444,0.2525431299287737,1.5681392127634244,0.031994403499955255,0.2525431299287737,1.5681392127634244,0.09592995897274026,0.2525431299287737,1.5655291998021303,0.15970584849606415,0.2525431299287737,1.5603135179885363,0.2232159233958019,0.2525431299287737,1.55250084831029,0.2863544774200406,0.2525431299287737,1.5421041941850446,0.3490164226766996,0.2525431299287737,1.5291408598175544,0.4110974645419527,0.2525431299287737,1.5136324213985337,0.47249427524834015,0.2525431299287737,1.4956046911932164,0.5331046658636427,0.2525431299287737,1.4750876745793873,0.5928277563742699,0.2525431299287737,1.4521155201063927,0.6515641435900914,0.2525431299287737,1.4267264626582494,0.7092160665912264,0.2525431299287737,1.3989627598154566,0.7656875694414623,0.2525431299287737,1.368870621521419,0.8208846608974305,0.2525431299287737,1.3365001331705586,0.8747154708477582,0.2525431299287737,1.3019051722461181,0.9270904032218,0.2525431299287737,1.2651433186464094,0.9779222851134565,0.2525431299287737,1.2262757588487534,1.0271265118718773,0.2525431299287737,1.1853671840706241,1.0746211879175445,0.2525431299287737,1.142485682597509,1.120327263049392,0.2525431299287737,1.097702626456669,1.1641686640160573,0.2525431299287737,1.0510925526254473,1.2060724211323022,0.2525431299287737,1.0027330389718274,1.2459687897298526,0.2525431299287737,0.9527045751337276,1.2837913662405183,0.2525431299287737,0.9010904285519372,1.3194771987183755,0.2525431299287737,0.8479765058796848,1.3529668916170707,0.2525431299287737,0.7934512099994885,1.384204704647843,0.2525431299287737,0.7376052928852859,1.4131386455537358,0.2525431299287737,0.680531704554728,1.4397205566455784,0.2525431299287737,0.622325438363045,1.4639061949557057,0.2525431299287737,0.5630833728959838,1.48565530587601,0.2525431299287737,0.5029041107249668,1.5049316901577667,0.2525431299287737,0.4418878142928339,1.5217032641617085,0.2525431299287737,0.38013603920335165,1.535942113258079,0.2525431299287737,0.3177515651919227,1.5476245382877771,0.2525431299287737,0.25483822505887,1.5567310950072697,0.2525431299287737,0.1915007318499787,1.5632466264516158,0.2525431299287737,0.12784450457196916,1.5671602881617388,0.2525431299287737,0.06397549273296708,1.568465566233958,0.2525431299287737,0.0,1.5517263781565858,0.22147406159500418,0.0,1.5504350304476557,0.22147406159500418,-0.06329272491947238,1.5465631366416854,0.22147406159500418,-0.1264801053446225,1.5401171411238006,0.22147406159500418,-0.18945697211664259,1.5311077726173912,0.22147406159500418,-0.25211850645592504,1.5195500263272088,0.22147406159500418,-0.31436041442257673,1.5054631389813293,0.22147406159500418,-0.376079100503389,1.4888705568135165,0.22147406159500418,-0.43717184003634607,1.469799896539281,0.22147406159500418,-0.4975369501856869,1.4482828993905812,0.22147406159500418,-0.5570739591829501,1.424355378285677,0.22147406159500418,-0.6156837735523177,1.3980571582220602,0.22147406159500418,-0.6732688430419254,1.3694320099916775,0.22147406159500418,-0.7297333229866302,1.3385275773287661,0.22147406159500418,-0.7849832338319968,1.3053952976115613,0.22147406159500418,-0.8389266175539902,1.2700903162498547,0.22147406159500418,-0.891473690714033,1.2326713949009038,0.22147406159500418,-0.9425369938946776,1.1932008136664523,0.22147406159500418,-0.9920315372671736,1.1517442674336456,0.22147406159500418,-1.0398749420486535,1.1083707565323766,0.22147406159500418,-1.0859875776134837,1.0631524718910446,0.22147406159500418,-1.1302926940305846,1.0161646748818807,0.22147406159500418,-1.1727165498061145,0.96748557205582,0.22147406159500418,-1.21318853461891,0.9171961849754163,0.22147406159500418,-1.2516412868443967,0.8653802153624472,0.22147406159500418,-1.2880108056713653,0.8121239057846588,0.22147406159500418,-1.3222365576250061,0.7575158961135224,0.22147406159500418,-1.3542615773189028,0.7016470759919176,0.22147406159500418,-1.384032562268297,0.6446104335572882,0.22147406159500418,-1.411499961606815,0.5865009006720687,0.22147406159500418,-1.436618058558992,0.5274151949189656,0.22147406159500418,-1.4593450465313351,0.46745165862408505,0.22147406159500418,-1.4796430986952722,0.4067100951758389,0.22147406159500418,-1.497478430946174,0.34529160291205263,0.22147406159500418,-1.5128213581336631,0.28329840685175944,0.22147406159500418,-1.5256463434696164,0.22083368855174532,0.22147406159500418,-1.535932041031629,0.1580014143710289,0.22147406159500418,-1.5436613312911969,0.09490616242911973,0.22147406159500418,-1.548821349607479,0.03165294854605724,0.22147406159500418,-1.5514035076392267,-0.031652948546057054,0.22147406159500418,-1.5514035076392267,-0.09490616242911953,0.22147406159500418,-1.5488213496074792,-0.15800141437102838,0.22147406159500418,-1.5436613312911969,-0.22083368855174515,0.22147406159500418,-1.535932041031629,-0.2832984068517593,0.22147406159500418,-1.5256463434696164,-0.34529160291205213,0.22147406159500418,-1.5128213581336631,-0.4067100951758387,0.22147406159500418,-1.4974784309461742,-0.4674516586240845,0.22147406159500418,-1.4796430986952724,-0.5274151949189654,0.22147406159500418,-1.4593450465313353,-0.5865009006720686,0.22147406159500418,-1.4366180585589923,-0.6446104335572878,0.22147406159500418,-1.4114999616068151,-0.7016470759919177,0.22147406159500418,-1.384032562268297,-0.7575158961135223,0.22147406159500418,-1.3542615773189028,-0.8121239057846591,0.22147406159500418,-1.322236557625006,-0.8653802153624469,0.22147406159500418,-1.2880108056713657,-0.917196184975416,0.22147406159500418,-1.251641286844397,-0.9674855720558198,0.22147406159500418,-1.2131885346189102,-1.0161646748818807,0.22147406159500418,-1.1727165498061145,-1.0631524718910448,0.22147406159500418,-1.1302926940305846,-1.1083707565323766,0.22147406159500418,-1.0859875776134837,-1.1517442674336456,0.22147406159500418,-1.0398749420486535,-1.1932008136664518,0.22147406159500418,-0.9920315372671742,-1.2326713949009038,0.22147406159500418,-0.9425369938946774,-1.2700903162498545,0.22147406159500418,-0.8914736907140336,-1.3053952976115615,0.22147406159500418,-0.83892661755399,-1.338527577328766,0.22147406159500418,-0.784983233831997,-1.3694320099916772,0.22147406159500418,-0.7297333229866304,-1.39805715822206,0.22147406159500418,-0.6732688430419256,-1.4243553782856768,0.22147406159500418,-0.6156837735523177,-1.4482828993905812,0.22147406159500418,-0.5570739591829502,-1.469799896539281,0.22147406159500418,-0.4975369501856869,-1.4888705568135163,0.22147406159500418,-0.4371718400363467,-1.5054631389813293,0.22147406159500418,-0.3760791005033889,-1.5195500263272088,0.22147406159500418,-0.3143604144225772,-1.5311077726173912,0.22147406159500418,-0.2521185064559255,-1.5401171411238006,0.22147406159500418,-0.18945697211664297,-1.5465631366416854,0.22147406159500418,-0.12648010534462284,-1.5504350304476557,0.22147406159500418,-0.06329272491947262,-1.5517263781565858,0.22147406159500418,-1.900316742161978e-16,-1.5504350304476557,0.22147406159500418,0.06329272491947224,-1.5465631366416854,0.22147406159500418,0.12648010534462245,-1.5401171411238006,0.22147406159500418,0.18945697211664259,-1.5311077726173914,0.22147406159500418,0.25211850645592443,-1.519550026327209,0.22147406159500418,0.3143604144225762,-1.5054631389813293,0.22147406159500418,0.37607910050338916,-1.4888705568135165,0.22147406159500418,0.43717184003634635,-1.469799896539281,0.22147406159500418,0.49753695018568656,-1.4482828993905812,0.22147406159500418,0.5570739591829499,-1.424355378285677,0.22147406159500418,0.6156837735523174,-1.3980571582220607,0.22147406159500418,0.6732688430419246,-1.3694320099916775,0.22147406159500418,0.7297333229866301,-1.3385275773287661,0.22147406159500418,0.7849832338319965,-1.3053952976115613,0.22147406159500418,0.8389266175539902,-1.270090316249855,0.22147406159500418,0.8914736907140327,-1.2326713949009043,0.22147406159500418,0.942536993894677,-1.193200813666452,0.22147406159500418,0.9920315372671739,-1.1517442674336453,0.22147406159500418,1.0398749420486537,-1.1083707565323768,0.22147406159500418,1.0859875776134837,-1.063152471891045,0.22147406159500418,1.1302926940305844,-1.0161646748818816,0.22147406159500418,1.1727165498061138,-0.96748557205582,0.22147406159500418,1.21318853461891,-0.9171961849754157,0.22147406159500418,1.2516412868443971,-0.8653802153624472,0.22147406159500418,1.2880108056713653,-0.8121239057846594,0.22147406159500418,1.3222365576250057,-0.7575158961135227,0.22147406159500418,1.3542615773189026,-0.7016470759919168,0.22147406159500418,1.3840325622682976,-0.6446104335572881,0.22147406159500418,1.4114999616068151,-0.5865009006720693,0.22147406159500418,1.4366180585589918,-0.5274151949189652,0.22147406159500418,1.4593450465313353,-0.4674516586240852,0.22147406159500418,1.4796430986952722,-0.4067100951758398,0.22147406159500418,1.497478430946174,-0.34529160291205285,0.22147406159500418,1.5128213581336631,-0.283298406851759,0.22147406159500418,1.5256463434696164,-0.22083368855174515,0.22147406159500418,1.535932041031629,-0.15800141437102944,0.22147406159500418,1.5436613312911966,-0.09490616242911956,0.22147406159500418,1.5488213496074792,-0.0316529485460564,0.22147406159500418,1.5514035076392267,0.031652948546057214,0.22147406159500418,1.5514035076392267,0.09490616242911899,0.22147406159500418,1.5488213496074792,0.15800141437102888,0.22147406159500418,1.5436613312911969,0.22083368855174457,0.22147406159500418,1.5359320410316293,0.28329840685175844,0.22147406159500418,1.5256463434696166,0.3452916029120523,0.22147406159500418,1.5128213581336631,0.4067100951758393,0.22147406159500418,1.497478430946174,0.4674516586240847,0.22147406159500418,1.4796430986952724,0.5274151949189646,0.22147406159500418,1.4593450465313356,0.5865009006720675,0.22147406159500418,1.4366180585589925,0.6446104335572889,0.22147406159500418,1.411499961606815,0.7016470759919174,0.22147406159500418,1.384032562268297,0.7575158961135222,0.22147406159500418,1.3542615773189028,0.8121239057846579,0.22147406159500418,1.3222365576250068,0.8653802153624467,0.22147406159500418,1.2880108056713657,0.9171961849754163,0.22147406159500418,1.2516412868443967,0.9674855720558196,0.22147406159500418,1.2131885346189102,1.0161646748818811,0.22147406159500418,1.1727165498061143,1.0631524718910446,0.22147406159500418,1.1302926940305849,1.108370756532376,0.22147406159500418,1.0859875776134846,1.1517442674336453,0.22147406159500418,1.0398749420486537,1.1932008136664525,0.22147406159500418,0.9920315372671732,1.2326713949009038,0.22147406159500418,0.9425369938946776,1.2700903162498542,0.22147406159500418,0.8914736907140338,1.3053952976115606,0.22147406159500418,0.8389266175539912,1.338527577328766,0.22147406159500418,0.7849832338319971,1.3694320099916777,0.22147406159500418,0.72973332298663,1.39805715822206,0.22147406159500418,0.6732688430419257,1.4243553782856764,0.22147406159500418,0.6156837735523186,1.4482828993905812,0.22147406159500418,0.5570739591829504,1.4697998965392807,0.22147406159500418,0.4975369501856878,1.4888705568135165,0.22147406159500418,0.43717184003634624,1.505463138981329,0.22147406159500418,0.3760791005033897,1.5195500263272088,0.22147406159500418,0.31436041442257673,1.5311077726173912,0.22147406159500418,0.25211850645592565,1.5401171411238006,0.22147406159500418,0.18945697211664383,1.5465631366416854,0.22147406159500418,0.126480105344623,1.5504350304476557,0.22147406159500418,0.06329272491947213,1.5517263781565858,0.22147406159500418,0.0,1.5372204667143894,0.18930162062685177,0.0,1.5359411908344691,0.18930162062685177,-0.06270104930221061,1.5321054924231594,0.18930162062685177,-0.12529773889577192,1.5257197556219244,0.18930162062685177,-0.18768588276847056,1.5167946088594666,0.18930162062685177,-0.24976164201186427,1.5053449071617568,0.18930162062685177,-0.31142169765089733,1.4913897074273093,0.18930162062685177,-0.37256342260813796,1.474952236708855,0.18930162062685177,-0.43308505251642077,1.4560598535542046,0.18930162062685177,-0.4928858550955925,1.4347440024706455,0.18930162062685177,-0.5518662978114515,1.4110401615886627,0.18930162062685177,-0.6099282135378279,1.3849877836120918,0.18930162062685177,-0.666974963946077,1.3566302301529876,0.18930162062685177,-0.7229116003500408,1.3260146995604993,0.18930162062685177,-0.7776450217387647,1.2931921483638773,0.18930162062685177,-0.8310841297339426,1.2582172064603578,0.18930162062685177,-0.8831399802141779,1.2211480861890913,0.18930162062685177,-0.9337259313536949,1.182046485442449,0.18930162062685177,-0.9827577878291066,1.1409774849759693,0.18930162062685177,-1.030153940954223,1.0980094400878633,0.18930162062685177,-1.0758355045096542,1.0532138668483666,0.18930162062685177,-1.1197264460411376,1.0066653230682985,0.18930162062685177,-1.161753713408054,0.9584412842049446,0.18930162062685177,-1.2018473563715075,0.9086220144118022,0.18930162062685177,-1.2399406430195938,0.8572904329468197,0.18930162062685177,-1.2759701708360816,0.8045319761614748,0.18930162062685177,-1.3098759722276447,0.7504344553003987,0.18930162062685177,-1.3416016143340015,0.6950879103482259,0.18930162062685177,-1.3710942929548433,0.638584460166924,0.18930162062685177,-1.398304920437214,0.581018149173042,0.18930162062685177,-1.423188207377063,0.5224847908100582,0.18930162062685177,-1.4457027379989895,0.4630818080763588,0.18930162062685177,-1.465811039088714,0.40290807137427365,0.18930162062685177,-1.483479642363544,0.3420637339500475,0.18930162062685177,-1.498679140177028,0.28065006519864605,0.18930162062685177,-1.5113842344650816,0.21876928211084254,0.18930162062685177,-1.521573778852117,0.15652437914312312,0.18930162062685177,-1.5292308138471005,0.09401895679358042,0.18930162062685177,-1.5343425950709482,0.031357049169107185,0.18930162062685177,-1.5369006144682913,-0.031357049169107,0.18930162062685177,-1.5369006144682913,-0.09401895679358023,0.18930162062685177,-1.5343425950709484,-0.15652437914312262,0.18930162062685177,-1.5292308138471005,-0.21876928211084237,0.18930162062685177,-1.521573778852117,-0.2806500651986458,0.18930162062685177,-1.5113842344650816,-0.342063733950047,0.18930162062685177,-1.498679140177028,-0.4029080713742735,0.18930162062685177,-1.4834796423635441,-0.4630818080763583,0.18930162062685177,-1.4658110390887142,-0.5224847908100579,0.18930162062685177,-1.4457027379989895,-0.5810181491730418,0.18930162062685177,-1.423188207377063,-0.6385844601669236,0.18930162062685177,-1.3983049204372142,-0.6950879103482259,0.18930162062685177,-1.3710942929548433,-0.7504344553003987,0.18930162062685177,-1.3416016143340015,-0.8045319761614751,0.18930162062685177,-1.3098759722276445,-0.8572904329468194,0.18930162062685177,-1.275970170836082,-0.9086220144118019,0.18930162062685177,-1.239940643019594,-0.9584412842049445,0.18930162062685177,-1.201847356371508,-1.0066653230682987,0.18930162062685177,-1.161753713408054,-1.0532138668483666,0.18930162062685177,-1.1197264460411376,-1.0980094400878633,0.18930162062685177,-1.0758355045096542,-1.1409774849759693,0.18930162062685177,-1.030153940954223,-1.1820464854424486,0.18930162062685177,-0.982757787829107,-1.2211480861890913,0.18930162062685177,-0.9337259313536947,-1.2582172064603574,0.18930162062685177,-0.8831399802141785,-1.2931921483638775,0.18930162062685177,-0.8310841297339425,-1.326014699560499,0.18930162062685177,-0.7776450217387648,-1.3566302301529873,0.18930162062685177,-0.722911600350041,-1.3849877836120916,0.18930162062685177,-0.6669749639460772,-1.4110401615886625,0.18930162062685177,-0.6099282135378279,-1.4347440024706455,0.18930162062685177,-0.5518662978114515,-1.4560598535542046,0.18930162062685177,-0.4928858550955925,-1.4749522367088548,0.18930162062685177,-0.4330850525164214,-1.4913897074273093,0.18930162062685177,-0.37256342260813785,-1.5053449071617566,0.18930162062685177,-0.31142169765089783,-1.5167946088594666,0.18930162062685177,-0.2497616420118647,-1.5257197556219244,0.18930162062685177,-0.18768588276847092,-1.5321054924231594,0.18930162062685177,-0.12529773889577225,-1.5359411908344691,0.18930162062685177,-0.06270104930221086,-1.5372204667143894,0.18930162062685177,-1.8825521241455774e-16,-1.5359411908344691,0.18930162062685177,0.06270104930221049,-1.5321054924231594,0.18930162062685177,0.12529773889577187,-1.5257197556219244,0.18930162062685177,0.18768588276847056,-1.5167946088594668,0.18930162062685177,0.24976164201186368,-1.505344907161757,0.18930162062685177,0.3114216976508968,-1.4913897074273093,0.18930162062685177,0.37256342260813813,-1.474952236708855,0.18930162062685177,0.433085052516421,-1.4560598535542046,0.18930162062685177,0.4928858550955922,-1.4347440024706457,0.18930162062685177,0.5518662978114511,-1.4110401615886627,0.18930162062685177,0.6099282135378276,-1.384987783612092,0.18930162062685177,0.6669749639460762,-1.3566302301529876,0.18930162062685177,0.7229116003500407,-1.3260146995604993,0.18930162062685177,0.7776450217387645,-1.2931921483638773,0.18930162062685177,0.8310841297339426,-1.258217206460358,0.18930162062685177,0.8831399802141776,-1.2211480861890918,0.18930162062685177,0.9337259313536944,-1.1820464854424488,0.18930162062685177,0.9827577878291067,-1.140977484975969,0.18930162062685177,1.030153940954223,-1.0980094400878635,0.18930162062685177,1.075835504509654,-1.0532138668483668,0.18930162062685177,1.1197264460411374,-1.0066653230682994,0.18930162062685177,1.1617537134080533,-0.9584412842049446,0.18930162062685177,1.2018473563715075,-0.9086220144118015,0.18930162062685177,1.2399406430195943,-0.8572904329468197,0.18930162062685177,1.2759701708360816,-0.8045319761614754,0.18930162062685177,1.3098759722276443,-0.7504344553003989,0.18930162062685177,1.3416016143340015,-0.6950879103482251,0.18930162062685177,1.3710942929548438,-0.6385844601669239,0.18930162062685177,1.3983049204372142,-0.5810181491730425,0.18930162062685177,1.4231882073770628,-0.5224847908100577,0.18930162062685177,1.4457027379989895,-0.463081808076359,0.18930162062685177,1.465811039088714,-0.40290807137427453,0.18930162062685177,1.4834796423635437,-0.34206373395004774,0.18930162062685177,1.498679140177028,-0.28065006519864555,0.18930162062685177,1.5113842344650816,-0.21876928211084237,0.18930162062685177,1.521573778852117,-0.15652437914312367,0.18930162062685177,1.5292308138471002,-0.09401895679358026,0.18930162062685177,1.5343425950709484,-0.03135704916910635,0.18930162062685177,1.5369006144682913,0.03135704916910715,0.18930162062685177,1.5369006144682913,0.09401895679357969,0.18930162062685177,1.5343425950709484,0.15652437914312312,0.18930162062685177,1.5292308138471005,0.21876928211084182,0.18930162062685177,1.5215737788521173,0.280650065198645,0.18930162062685177,1.5113842344650819,0.3420637339500472,0.18930162062685177,1.498679140177028,0.402908071374274,0.18930162062685177,1.483479642363544,0.46308180807635846,0.18930162062685177,1.4658110390887142,0.5224847908100573,0.18930162062685177,1.4457027379989897,0.5810181491730407,0.18930162062685177,1.4231882073770634,0.6385844601669246,0.18930162062685177,1.3983049204372138,0.6950879103482258,0.18930162062685177,1.3710942929548433,0.7504344553003984,0.18930162062685177,1.3416016143340017,0.804531976161474,0.18930162062685177,1.3098759722276452,0.8572904329468192,0.18930162062685177,1.275970170836082,0.9086220144118022,0.18930162062685177,1.2399406430195938,0.9584412842049442,0.18930162062685177,1.201847356371508,1.0066653230682991,0.18930162062685177,1.1617537134080538,1.0532138668483664,0.18930162062685177,1.1197264460411376,1.0980094400878628,0.18930162062685177,1.0758355045096548,1.140977484975969,0.18930162062685177,1.030153940954223,1.1820464854424493,0.18930162062685177,0.982757787829106,1.221148086189091,0.18930162062685177,0.9337259313536949,1.2582172064603574,0.18930162062685177,0.8831399802141786,1.2931921483638766,0.18930162062685177,0.8310841297339437,1.326014699560499,0.18930162062685177,0.777645021738765,1.3566302301529878,0.18930162062685177,0.7229116003500405,1.3849877836120916,0.18930162062685177,0.6669749639460774,1.411040161588662,0.18930162062685177,0.6099282135378288,1.4347440024706455,0.18930162062685177,0.5518662978114518,1.4560598535542042,0.18930162062685177,0.49288585509559335,1.474952236708855,0.18930162062685177,0.43308505251642093,1.491389707427309,0.18930162062685177,0.3725634226081387,1.5053449071617568,0.18930162062685177,0.31142169765089733,1.5167946088594666,0.18930162062685177,0.24976164201186488,1.5257197556219244,0.18930162062685177,0.1876858827684718,1.5321054924231594,0.18930162062685177,0.12529773889577242,1.5359411908344691,0.18930162062685177,0.06270104930221036,1.5372204667143894,0.18930162062685177,0.0,1.5250200996285046,0.15618608850689708,0.0,1.5237509769020694,0.15618608850689708,-0.062203413579345064,1.5199457210522935,0.15618608850689708,-0.12430329571559029,1.5136106655520012,0.15618608850689708,-0.18619628728350546,1.5047563544758715,0.15618608850689708,-0.24777937350679352,1.4933975249508662,0.15618608850689708,-0.3089500554160192,1.4795530826277359,0.15618608850689708,-0.3696065204480281,1.463246070214431,0.15618608850689708,-0.4296478119029104,1.4445036291237883,0.15618608850689708,-0.4889739969764645,1.423356954299327,0.15618608850689708,-0.547486333088487,1.399841242294345,0.15618608850689708,-0.6050874322300533,1.3739956326907283,0.15618608850689708,-0.6616814230562466,1.3458631429549806,0.15618608850689708,-0.7171741104545504,1.315490596839895,0.15618608850689708,-0.7714731323233172,1.2829285464510394,0.15618608850689708,-0.8244881132993716,1.248231188107764,0.15618608850689708,-0.8761308151788831,1.2114562721387774,0.15618608850689708,-0.9263152837811491,1.172665006762425,0.15618608850689708,-0.9749579920108435,1.1319219562116474,0.15618608850689708,-1.021977978880627,1.0892949332731894,0.15618608850689708,-1.0672969842627178,1.044854886419906,0.15618608850689708,-1.1108395791451522,0.9986757817240342,0.15618608850689708,-1.152533291175931,0.9508344797479625,0.15618608850689708,-1.192308725286096,0.9014106076174119,0.15618608850689708,-1.2300996791909762,0.8504864264899427,0.15618608850689708,-1.265843253577354,0.7981466946393767,0.15618608850689708,-1.2994799567931672,0.7444785263840151,0.15618608850689708,-1.330953803865491,0.6895712470934524,0.15618608850689708,-1.3602124096820007,0.6335162445153134,0.15618608850689708,-1.387207076180823,0.5764068166693683,0.15618608850689708,-1.4118928734036513,0.5183380165621853,0.15618608850689708,-1.4342287142772292,0.45940649398078054,0.15618608850689708,-1.4541774229987279,0.3997103346285884,0.15618608850689708,-1.471705796911202,0.33934889687148656,0.15618608850689708,-1.4867846617661347,0.2784226463656016,0.15618608850689708,-1.4993889202810955,0.21703298884214012,0.15618608850689708,-1.5094975939116901,0.15528210132755516,0.15618608850689708,-1.517093857768277,0.09327276207997155,0.15618608850689708,-1.5221650686193358,0.03110817952491689,0.15618608850689708,-1.5247027859348783,-0.031108179524916707,0.15618608850689708,-1.5247027859348783,-0.09327276207997137,0.15618608850689708,-1.5221650686193358,-0.15528210132755466,0.15618608850689708,-1.517093857768277,-0.21703298884213995,0.15618608850689708,-1.5094975939116901,-0.27842264636560143,0.15618608850689708,-1.4993889202810955,-0.33934889687148606,0.15618608850689708,-1.4867846617661347,-0.39971033462858824,0.15618608850689708,-1.471705796911202,-0.45940649398078004,0.15618608850689708,-1.454177422998728,-0.518338016562185,0.15618608850689708,-1.4342287142772292,-0.5764068166693681,0.15618608850689708,-1.4118928734036515,-0.633516244515313,0.15618608850689708,-1.387207076180823,-0.6895712470934525,0.15618608850689708,-1.3602124096820007,-0.744478526384015,0.15618608850689708,-1.330953803865491,-0.7981466946393772,0.15618608850689708,-1.299479956793167,-0.8504864264899423,0.15618608850689708,-1.2658432535773543,-0.9014106076174114,0.15618608850689708,-1.2300996791909764,-0.9508344797479623,0.15618608850689708,-1.1923087252860964,-0.9986757817240344,0.15618608850689708,-1.152533291175931,-1.0448548864199063,0.15618608850689708,-1.1108395791451522,-1.0892949332731894,0.15618608850689708,-1.0672969842627178,-1.1319219562116474,0.15618608850689708,-1.021977978880627,-1.1726650067624245,0.15618608850689708,-0.9749579920108441,-1.2114562721387774,0.15618608850689708,-0.9263152837811489,-1.2482311881077635,0.15618608850689708,-0.8761308151788837,-1.2829285464510396,0.15618608850689708,-0.8244881132993713,-1.315490596839895,0.15618608850689708,-0.7714731323233174,-1.3458631429549806,0.15618608850689708,-0.7171741104545505,-1.373995632690728,0.15618608850689708,-0.6616814230562468,-1.3998412422943447,0.15618608850689708,-0.6050874322300535,-1.423356954299327,0.15618608850689708,-0.547486333088487,-1.4445036291237883,0.15618608850689708,-0.4889739969764645,-1.4632460702144308,0.15618608850689708,-0.429647811902911,-1.4795530826277359,0.15618608850689708,-0.36960652044802794,-1.493397524950866,0.15618608850689708,-0.30895005541601966,-1.5047563544758715,0.15618608850689708,-0.24777937350679397,-1.5136106655520012,0.15618608850689708,-0.18619628728350585,-1.5199457210522935,0.15618608850689708,-0.12430329571559061,-1.5237509769020694,0.15618608850689708,-0.06220341357934531,-1.5250200996285046,0.15618608850689708,-1.867610983645426e-16,-1.5237509769020694,0.15618608850689708,0.06220341357934493,-1.5199457210522935,0.15618608850689708,0.12430329571559023,-1.5136106655520012,0.15618608850689708,0.18619628728350548,-1.5047563544758717,0.15618608850689708,0.24777937350679294,-1.4933975249508662,0.15618608850689708,0.30895005541601867,-1.4795530826277359,0.15618608850689708,0.3696065204480283,-1.463246070214431,0.15618608850689708,0.4296478119029107,-1.4445036291237883,0.15618608850689708,0.48897399697646415,-1.4233569542993272,0.15618608850689708,0.5474863330884867,-1.399841242294345,0.15618608850689708,0.6050874322300531,-1.3739956326907286,0.15618608850689708,0.6616814230562458,-1.3458631429549806,0.15618608850689708,0.7171741104545502,-1.315490596839895,0.15618608850689708,0.771473132323317,-1.2829285464510394,0.15618608850689708,0.8244881132993716,-1.2482311881077641,0.15618608850689708,0.8761308151788828,-1.2114562721387778,0.15618608850689708,0.9263152837811486,-1.1726650067624247,0.15618608850689708,0.9749579920108438,-1.1319219562116474,0.15618608850689708,1.0219779788806271,-1.0892949332731896,0.15618608850689708,1.0672969842627176,-1.0448548864199065,0.15618608850689708,1.1108395791451522,-0.998675781724035,0.15618608850689708,1.1525332911759303,-0.9508344797479625,0.15618608850689708,1.192308725286096,-0.9014106076174111,0.15618608850689708,1.2300996791909766,-0.8504864264899427,0.15618608850689708,1.265843253577354,-0.7981466946393775,0.15618608850689708,1.2994799567931667,-0.7444785263840152,0.15618608850689708,1.3309538038654907,-0.6895712470934516,0.15618608850689708,1.3602124096820012,-0.6335162445153133,0.15618608850689708,1.387207076180823,-0.5764068166693688,0.15618608850689708,1.4118928734036513,-0.5183380165621848,0.15618608850689708,1.4342287142772292,-0.4594064939807807,0.15618608850689708,1.4541774229987279,-0.3997103346285893,0.15618608850689708,1.4717057969112017,-0.3393488968714868,0.15618608850689708,1.4867846617661347,-0.2784226463656011,0.15618608850689708,1.4993889202810955,-0.21703298884213995,0.15618608850689708,1.5094975939116901,-0.1552821013275557,0.15618608850689708,1.5170938577682769,-0.0932727620799714,0.15618608850689708,1.5221650686193358,-0.031108179524916065,0.15618608850689708,1.5247027859348783,0.03110817952491686,0.15618608850689708,1.5247027859348783,0.09327276207997084,0.15618608850689708,1.5221650686193358,0.15528210132755516,0.15618608850689708,1.517093857768277,0.2170329888421394,0.15618608850689708,1.5094975939116901,0.2784226463656006,0.15618608850689708,1.4993889202810957,0.3393488968714862,0.15618608850689708,1.4867846617661347,0.3997103346285888,0.15618608850689708,1.471705796911202,0.4594064939807802,0.15618608850689708,1.454177422998728,0.5183380165621843,0.15618608850689708,1.4342287142772294,0.576406816669367,0.15618608850689708,1.411892873403652,0.633516244515314,0.15618608850689708,1.3872070761808228,0.6895712470934524,0.15618608850689708,1.3602124096820007,0.7444785263840149,0.15618608850689708,1.330953803865491,0.7981466946393759,0.15618608850689708,1.2994799567931679,0.8504864264899421,0.15618608850689708,1.2658432535773543,0.9014106076174119,0.15618608850689708,1.2300996791909762,0.9508344797479622,0.15618608850689708,1.1923087252860964,0.9986757817240347,0.15618608850689708,1.1525332911759307,1.044854886419906,0.15618608850689708,1.1108395791451524,1.0892949332731887,0.15618608850689708,1.0672969842627185,1.1319219562116474,0.15618608850689708,1.0219779788806271,1.1726650067624251,0.15618608850689708,0.9749579920108431,1.2114562721387774,0.15618608850689708,0.9263152837811491,1.2482311881077635,0.15618608850689708,0.8761308151788838,1.2829285464510387,0.15618608850689708,0.8244881132993725,1.315490596839895,0.15618608850689708,0.7714731323233175,1.3458631429549808,0.15618608850689708,0.71717411045455,1.373995632690728,0.15618608850689708,0.6616814230562469,1.3998412422943445,0.15618608850689708,0.6050874322300542,1.423356954299327,0.15618608850689708,0.5474863330884874,1.4445036291237878,0.15618608850689708,0.4889739969764653,1.463246070214431,0.15618608850689708,0.42964781190291057,1.4795530826277357,0.15618608850689708,0.36960652044802883,1.4933975249508662,0.15618608850689708,0.3089500554160192,1.5047563544758715,0.15618608850689708,0.24777937350679413,1.5136106655520012,0.15618608850689708,0.1861962872835067,1.5199457210522935,0.15618608850689708,0.12430329571559078,1.5237509769020694,0.15618608850689708,0.06220341357934482,1.5250200996285046,0.15618608850689708,0.0,1.515186058514056,0.12229244515040011,0.0,1.5139251196830816,0.12229244515040011,-0.0618022969470152,1.5101444018984018,0.12229244515040011,-0.12350173006997922,1.5038501977916534,0.12229244515040011,-0.18499560675152446,1.4950529834444024,0.12229244515040011,-0.2461815765026939,1.4837674009517396,0.12229244515040011,-0.30695780131522904,1.47001223405196,0.12229244515040011,-0.36722312516088423,1.4538103768628814,0.12229244515040011,-0.42687724235565305,1.435188795776848,0.12229244515040011,-0.48582086450867984,1.414178484577829,0.12229244515040011,-0.5439558857779877,1.3908144128553253,0.12229244515040011,-0.6011855461579707,1.3651354678009375,0.12229244515040011,-0.6574145925268737,1.337184389484476,0.12229244515040011,-0.7125494371862136,1.307007699717329,0.12229244515040011,-0.7664983136282665,1.2746556246215024,0.12229244515040011,-0.8191714292723641,1.2401820110331936,0.12229244515040011,-0.8704811149157828,1.2036442368800477,0.12229244515040011,-0.9203419706504795,1.1651031156812606,0.12229244515040011,-0.9686710080028095,1.1246227953294767,0.12229244515040011,-1.0153877880596527,1.0822706513229523,0.12229244515040011,-1.0604145553510442,1.0381171746256885,0.12229244515040011,-1.1036763672664818,0.9922358543421782,0.12229244515040011,-1.145101218789504,0.9447030554020442,0.12229244515040011,-1.184620162342935,0.8955978914581499,0.12229244515040011,-1.2221674225453223,0.8450020932097321,0.12229244515040011,-1.2576805056875657,0.7929998723697183,0.12229244515040011,-1.2911003037475326,0.7396777815026407,0.12229244515040011,-1.3223711927695234,0.6851245699664359,0.12229244515040011,-1.3514411254448588,0.6294310361978936,0.12229244515040011,-1.3782617177394887,0.5726898765876239,0.12229244515040011,-1.4027883294244403,0.5149955311960606,0.12229244515040011,-1.4249801383750749,0.4564440265673004,0.12229244515040011,-1.4448002085154854,0.39713281590239913,0.12229244515040011,-1.4622155512949488,0.33716061685813464,0.12229244515040011,-1.477197180594115,0.2766272472412098,0.12229244515040011,-1.4897201609695396,0.21563345887136454,0.12229244515040011,-1.49976364915627,0.15428076988991368,0.12229244515040011,-1.5073109287594035,0.0926712957928216,0.12229244515040011,-1.512349438076875,0.030907579469535193,0.12229244515040011,-1.514870791007172,-0.03090757946953501,0.12229244515040011,-1.514870791007172,-0.0926712957928214,0.12229244515040011,-1.5123494380768752,-0.15428076988991318,0.12229244515040011,-1.5073109287594035,-0.21563345887136437,0.12229244515040011,-1.49976364915627,-0.27662724724120963,0.12229244515040011,-1.4897201609695396,-0.33716061685813414,0.12229244515040011,-1.477197180594115,-0.39713281590239896,0.12229244515040011,-1.462215551294949,-0.4564440265672999,0.12229244515040011,-1.4448002085154854,-0.5149955311960603,0.12229244515040011,-1.424980138375075,-0.5726898765876237,0.12229244515040011,-1.4027883294244405,-0.6294310361978932,0.12229244515040011,-1.378261717739489,-0.6851245699664359,0.12229244515040011,-1.3514411254448588,-0.7396777815026407,0.12229244515040011,-1.3223711927695234,-0.7929998723697186,0.12229244515040011,-1.2911003037475324,-0.8450020932097317,0.12229244515040011,-1.2576805056875662,-0.8955978914581496,0.12229244515040011,-1.2221674225453225,-0.9447030554020441,0.12229244515040011,-1.1846201623429355,-0.9922358543421784,0.12229244515040011,-1.145101218789504,-1.0381171746256888,0.12229244515040011,-1.1036763672664818,-1.0822706513229523,0.12229244515040011,-1.0604145553510442,-1.1246227953294767,0.12229244515040011,-1.0153877880596527,-1.1651031156812603,0.12229244515040011,-0.96867100800281,-1.2036442368800477,0.12229244515040011,-0.9203419706504793,-1.2401820110331931,0.12229244515040011,-0.8704811149157833,-1.2746556246215026,0.12229244515040011,-0.819171429272364,-1.307007699717329,0.12229244515040011,-0.7664983136282667,-1.3371843894844757,0.12229244515040011,-0.7125494371862138,-1.3651354678009375,0.12229244515040011,-0.657414592526874,-1.390814412855325,0.12229244515040011,-0.6011855461579708,-1.414178484577829,0.12229244515040011,-0.5439558857779877,-1.435188795776848,0.12229244515040011,-0.48582086450867984,-1.4538103768628812,0.12229244515040011,-0.42687724235565366,-1.47001223405196,0.12229244515040011,-0.3672231251608841,-1.4837674009517394,0.12229244515040011,-0.3069578013152295,-1.4950529834444024,0.12229244515040011,-0.24618157650269432,-1.5038501977916534,0.12229244515040011,-0.18499560675152485,-1.5101444018984018,0.12229244515040011,-0.12350173006997954,-1.5139251196830816,0.12229244515040011,-0.061802296947015445,-1.515186058514056,0.12229244515040011,-1.8555677566719328e-16,-1.5139251196830816,0.12229244515040011,0.06180229694701508,-1.5101444018984018,0.12229244515040011,0.12350173006997915,-1.5038501977916534,0.12229244515040011,0.1849956067515245,-1.4950529834444024,0.12229244515040011,0.24618157650269332,-1.4837674009517399,0.12229244515040011,0.3069578013152285,-1.47001223405196,0.12229244515040011,0.3672231251608844,-1.4538103768628814,0.12229244515040011,0.42687724235565333,-1.435188795776848,0.12229244515040011,0.4858208645086795,-1.4141784845778291,0.12229244515040011,0.5439558857779874,-1.3908144128553253,0.12229244515040011,0.6011855461579705,-1.365135467800938,0.12229244515040011,0.6574145925268731,-1.337184389484476,0.12229244515040011,0.7125494371862134,-1.307007699717329,0.12229244515040011,0.7664983136282664,-1.2746556246215024,0.12229244515040011,0.8191714292723641,-1.2401820110331936,0.12229244515040011,0.8704811149157825,-1.203644236880048,0.12229244515040011,0.920341970650479,-1.1651031156812606,0.12229244515040011,0.9686710080028097,-1.1246227953294765,0.12229244515040011,1.0153877880596527,-1.0822706513229527,0.12229244515040011,1.060414555351044,-1.038117174625689,0.12229244515040011,1.1036763672664816,-0.9922358543421791,0.12229244515040011,1.1451012187895033,-0.9447030554020442,0.12229244515040011,1.184620162342935,-0.8955978914581493,0.12229244515040011,1.2221674225453225,-0.8450020932097321,0.12229244515040011,1.2576805056875657,-0.7929998723697189,0.12229244515040011,1.2911003037475322,-0.739677781502641,0.12229244515040011,1.3223711927695232,-0.6851245699664351,0.12229244515040011,1.3514411254448593,-0.6294310361978935,0.12229244515040011,1.378261717739489,-0.5726898765876244,0.12229244515040011,1.40278832942444,-0.5149955311960601,0.12229244515040011,1.424980138375075,-0.45644402656730054,0.12229244515040011,1.4448002085154854,-0.39713281590239996,0.12229244515040011,1.4622155512949486,-0.33716061685813487,0.12229244515040011,1.477197180594115,-0.27662724724120935,0.12229244515040011,1.4897201609695396,-0.21563345887136437,0.12229244515040011,1.49976364915627,-0.1542807698899142,0.12229244515040011,1.5073109287594035,-0.09267129579282143,0.12229244515040011,1.5123494380768752,-0.03090757946953437,0.12229244515040011,1.514870791007172,0.030907579469535162,0.12229244515040011,1.514870791007172,0.09267129579282088,0.12229244515040011,1.5123494380768752,0.15428076988991368,0.12229244515040011,1.5073109287594035,0.21563345887136381,0.12229244515040011,1.4997636491562703,0.2766272472412088,0.12229244515040011,1.4897201609695399,0.3371606168581343,0.12229244515040011,1.477197180594115,0.39713281590239946,0.12229244515040011,1.4622155512949488,0.45644402656730004,0.12229244515040011,1.4448002085154854,0.5149955311960597,0.12229244515040011,1.4249801383750753,0.5726898765876226,0.12229244515040011,1.402788329424441,0.6294310361978942,0.12229244515040011,1.3782617177394885,0.6851245699664358,0.12229244515040011,1.3514411254448588,0.7396777815026405,0.12229244515040011,1.3223711927695234,0.7929998723697174,0.12229244515040011,1.2911003037475333,0.8450020932097316,0.12229244515040011,1.2576805056875662,0.8955978914581499,0.12229244515040011,1.222167422545322,0.9447030554020439,0.12229244515040011,1.1846201623429355,0.9922358543421788,0.12229244515040011,1.145101218789504,1.0381171746256883,0.12229244515040011,1.103676367266482,1.0822706513229519,0.12229244515040011,1.060414555351045,1.1246227953294765,0.12229244515040011,1.0153877880596527,1.165103115681261,0.12229244515040011,0.968671008002809,1.2036442368800475,0.12229244515040011,0.9203419706504795,1.240182011033193,0.12229244515040011,0.8704811149157835,1.2746556246215017,0.12229244515040011,0.8191714292723651,1.307007699717329,0.12229244515040011,0.7664983136282668,1.3371843894844762,0.12229244515040011,0.7125494371862133,1.3651354678009375,0.12229244515040011,0.6574145925268742,1.3908144128553246,0.12229244515040011,0.6011855461579717,1.414178484577829,0.12229244515040011,0.543955885777988,1.4351887957768477,0.12229244515040011,0.48582086450868067,1.4538103768628814,0.12229244515040011,0.4268772423556532,1.4700122340519597,0.12229244515040011,0.36722312516088496,1.4837674009517396,0.12229244515040011,0.30695780131522904,1.4950529834444024,0.12229244515040011,0.24618157650269448,1.5038501977916534,0.12229244515040011,0.1849956067515257,1.5101444018984018,0.12229244515040011,0.1235017300699797,1.5139251196830816,0.12229244515040011,0.06180229694701496,1.515186058514056,0.12229244515040011,0.0,1.5077673360692083,0.08778954698366043,0.0,1.506512571103915,0.08778954698366043,-0.06149969774810652,1.502750364640488,0.08778954698366043,-0.12289703531866518,1.4964869785002968,0.08778954698366043,-0.18408982290254178,1.4877328374714431,0.08778954698366043,-0.2449762111438682,1.476502511957731,0.08778954698366043,-0.30545486065824357,1.4628146937276665,0.08778954698366043,-0.36542511070213857,1.446692164803854,0.08778954698366043,-0.42478714671276924,1.4281617595445681,0.08778954698366043,-0.48344216643958565,1.4072543199806131,0.08778954698366043,-0.5412925443908674,1.3840046444818053,0.08778954698366043,-0.5982419943217203,1.358451429838521,0.08778954698366043,-0.6541957294930278,1.330637206854709,0.08778954698366043,-0.7090606204346253,1.3006082695595629,0.08778954698366043,-0.7627453499501103,1.2684145981556805,0.08778954698366043,-0.8151605651053054,1.2341097758319461,0.08778954698366043,-0.866219025947399,1.1977508995796038,0.08778954698366043,-0.9158357507072363,1.1593984851599481,0.08778954698366043,-0.9639281572430874,1.119116366381813,0.08778954698366043,-1.0104162004904733,1.0769715888564961,0.08778954698366043,-1.0552225056892746,1.0330342984069552,0.08778954698366043,-1.0982724971663849,0.9873776243170089,0.08778954698366043,-1.139494522459558,0.9400775576148613,0.08778954698366043,-1.1788199715758612,0.8912128245935335,0.08778954698366043,-1.2161833911862359,0.8408647557787198,0.08778954698366043,-1.2515225935661052,0.7891171505621535,0.08778954698366043,-1.284778760100705,0.7360561377257898,0.08778954698366043,-1.3158965391828608,0.6817700320889483,0.08778954698366043,-1.3448241383402781,0.6263491875170099,0.08778954698366043,-1.3715134104390005,0.5698858465363282,0.08778954698366043,-1.3959199338195616,0.512473986805646,0.08778954698366043,-1.4180030862324537,0.4542091646995557,0.08778954698366043,-1.4377261124498535,0.39518835626434645,0.08778954698366043,-1.455056185441071,0.3355097958109445,0.08778954698366043,-1.4699644610099032,0.275272812413597,0.08778954698366043,-1.4824261258029507,0.21457766458643165,0.08778954698366043,-1.4924204386089965,0.15352537341305253,0.08778954698366043,-1.499930764880706,0.09221755440691842,0.08778954698366043,-1.5049446044211872,0.030756248382347508,0.08778954698366043,-1.5074536121893372,-0.030756248382347324,0.08778954698366043,-1.5074536121893372,-0.09221755440691824,0.08778954698366043,-1.5049446044211874,-0.15352537341305203,0.08778954698366043,-1.499930764880706,-0.2145776645864315,0.08778954698366043,-1.4924204386089965,-0.27527281241359686,0.08778954698366043,-1.4824261258029507,-0.335509795810944,0.08778954698366043,-1.4699644610099032,-0.3951883562643463,0.08778954698366043,-1.4550561854410713,-0.4542091646995552,0.08778954698366043,-1.4377261124498537,-0.5124739868056458,0.08778954698366043,-1.4180030862324537,-0.5698858465363281,0.08778954698366043,-1.3959199338195618,-0.6263491875170094,0.08778954698366043,-1.3715134104390008,-0.6817700320889483,0.08778954698366043,-1.3448241383402781,-0.7360561377257897,0.08778954698366043,-1.3158965391828608,-0.7891171505621538,0.08778954698366043,-1.2847787601007046,-0.8408647557787194,0.08778954698366043,-1.2515225935661056,-0.8912128245935331,0.08778954698366043,-1.216183391186236,-0.9400775576148611,0.08778954698366043,-1.1788199715758614,-0.9873776243170092,0.08778954698366043,-1.139494522459558,-1.0330342984069554,0.08778954698366043,-1.0982724971663849,-1.0769715888564961,0.08778954698366043,-1.0552225056892746,-1.119116366381813,0.08778954698366043,-1.0104162004904733,-1.159398485159948,0.08778954698366043,-0.963928157243088,-1.1977508995796038,0.08778954698366043,-0.9158357507072362,-1.234109775831946,0.08778954698366043,-0.8662190259473995,-1.2684145981556805,0.08778954698366043,-0.8151605651053053,-1.3006082695595629,0.08778954698366043,-0.7627453499501105,-1.3306372068547088,0.08778954698366043,-0.7090606204346255,-1.3584514298385209,0.08778954698366043,-0.6541957294930282,-1.384004644481805,0.08778954698366043,-0.5982419943217203,-1.4072543199806131,0.08778954698366043,-0.5412925443908675,-1.4281617595445681,0.08778954698366043,-0.48344216643958565,-1.4466921648038538,0.08778954698366043,-0.4247871467127698,-1.4628146937276665,0.08778954698366043,-0.36542511070213846,-1.476502511957731,0.08778954698366043,-0.305454860658244,-1.4877328374714431,0.08778954698366043,-0.2449762111438686,-1.4964869785002968,0.08778954698366043,-0.18408982290254217,-1.502750364640488,0.08778954698366043,-0.12289703531866548,-1.506512571103915,0.08778954698366043,-0.061499697748106756,-1.5077673360692083,0.08778954698366043,-1.8464824419760875e-16,-1.506512571103915,0.08778954698366043,0.061499697748106395,-1.502750364640488,0.08778954698366043,0.12289703531866511,-1.4964869785002968,0.08778954698366043,0.1840898229025418,-1.4877328374714434,0.08778954698366043,0.2449762111438676,-1.4765025119577313,0.08778954698366043,0.305454860658243,-1.4628146937276665,0.08778954698366043,0.36542511070213873,-1.446692164803854,0.08778954698366043,0.42478714671276946,-1.4281617595445681,0.08778954698366043,0.4834421664395853,-1.4072543199806133,0.08778954698366043,0.5412925443908672,-1.3840046444818053,0.08778954698366043,0.59824199432172,-1.3584514298385213,0.08778954698366043,0.6541957294930272,-1.330637206854709,0.08778954698366043,0.7090606204346251,-1.3006082695595629,0.08778954698366043,0.7627453499501101,-1.2684145981556805,0.08778954698366043,0.8151605651053054,-1.2341097758319464,0.08778954698366043,0.8662190259473986,-1.197750899579604,0.08778954698366043,0.9158357507072359,-1.159398485159948,0.08778954698366043,0.9639281572430877,-1.119116366381813,0.08778954698366043,1.0104162004904733,-1.0769715888564966,0.08778954698366043,1.0552225056892743,-1.0330342984069556,0.08778954698366043,1.0982724971663846,-0.9873776243170098,0.08778954698366043,1.1394945224595574,-0.9400775576148613,0.08778954698366043,1.1788199715758612,-0.8912128245935328,0.08778954698366043,1.2161833911862363,-0.8408647557787198,0.08778954698366043,1.2515225935661052,-0.7891171505621541,0.08778954698366043,1.2847787601007046,-0.73605613772579,0.08778954698366043,1.3158965391828605,-0.6817700320889475,0.08778954698366043,1.3448241383402786,-0.6263491875170097,0.08778954698366043,1.3715134104390008,-0.5698858465363288,0.08778954698366043,1.3959199338195616,-0.5124739868056456,0.08778954698366043,1.4180030862324537,-0.45420916469955586,0.08778954698366043,1.4377261124498535,-0.3951883562643473,0.08778954698366043,1.455056185441071,-0.3355097958109447,0.08778954698366043,1.4699644610099032,-0.2752728124135965,0.08778954698366043,1.4824261258029507,-0.2145776645864315,0.08778954698366043,1.4924204386089965,-0.15352537341305306,0.08778954698366043,1.4999307648807059,-0.09221755440691827,0.08778954698366043,1.5049446044211874,-0.030756248382346692,0.08778954698366043,1.5074536121893372,0.030756248382347477,0.08778954698366043,1.5074536121893372,0.09221755440691771,0.08778954698366043,1.5049446044211874,0.1535253734130525,0.08778954698366043,1.499930764880706,0.21457766458643093,0.08778954698366043,1.4924204386089968,0.275272812413596,0.08778954698366043,1.4824261258029507,0.33550979581094414,0.08778954698366043,1.4699644610099032,0.3951883562643468,0.08778954698366043,1.455056185441071,0.45420916469955536,0.08778954698366043,1.4377261124498537,0.512473986805645,0.08778954698366043,1.418003086232454,0.569885846536327,0.08778954698366043,1.3959199338195623,0.6263491875170104,0.08778954698366043,1.3715134104390003,0.6817700320889482,0.08778954698366043,1.3448241383402781,0.7360561377257896,0.08778954698366043,1.315896539182861,0.7891171505621526,0.08778954698366043,1.2847787601007055,0.8408647557787192,0.08778954698366043,1.2515225935661056,0.8912128245935335,0.08778954698366043,1.2161833911862356,0.9400775576148609,0.08778954698366043,1.1788199715758614,0.9873776243170095,0.08778954698366043,1.1394945224595578,1.033034298406955,0.08778954698366043,1.098272497166385,1.0769715888564957,0.08778954698366043,1.0552225056892752,1.119116366381813,0.08778954698366043,1.0104162004904733,1.1593984851599486,0.08778954698366043,0.963928157243087,1.1977508995796036,0.08778954698366043,0.9158357507072363,1.2341097758319457,0.08778954698366043,0.8662190259473996,1.2684145981556798,0.08778954698366043,0.8151605651053064,1.3006082695595629,0.08778954698366043,0.7627453499501107,1.330637206854709,0.08778954698366043,0.709060620434625,1.3584514298385209,0.08778954698366043,0.6541957294930283,1.3840046444818046,0.08778954698366043,0.5982419943217212,1.4072543199806131,0.08778954698366043,0.5412925443908677,1.428161759544568,0.08778954698366043,0.4834421664395865,1.446692164803854,0.08778954698366043,0.4247871467127694,1.4628146937276663,0.08778954698366043,0.3654251107021393,1.476502511957731,0.08778954698366043,0.30545486065824357,1.4877328374714431,0.08778954698366043,0.24497621114386878,1.4964869785002968,0.08778954698366043,0.18408982290254303,1.502750364640488,0.08778954698366043,0.12289703531866565,1.506512571103915,0.08778954698366043,0.06149969774810628,1.5077673360692083,0.08778954698366043,0.0,1.502800891996009,0.052849285709796696,0.0,1.5015502601087285,0.052849285709796696,-0.06129712351660677,1.4978004460002394,0.052849285709796696,-0.12249222402048214,1.4915576908660595,0.052849285709796696,-0.18348344830613078,1.4828323851560172,0.052849285709796696,-0.24416928249990236,1.4716390512803739,0.052849285709796696,-0.3044487210198156,1.4579963194387044,0.052849285709796696,-0.3642214346893817,1.4419268966117698,0.052849285709796696,-0.42338793772561684,1.4234575287679874,0.052849285709796696,-0.48184975332331004,1.4026189563474065,0.052849285709796696,-0.5395095775599467,1.3794458630972803,0.052849285709796696,-0.5962714413484851,1.3539768183443899,0.052849285709796696,-0.6520408701684299,1.326254212800208,0.052849285709796696,-0.706725041309349,1.296324188005742,0.052849285709796696,-0.7602329383651135,1.264236559533493,0.052849285709796696,-0.8124755027217234,1.2300447340743519,0.052849285709796696,-0.8633657817865827,1.1938056205474328,0.052849285709796696,-0.9128190737125073,1.155579535380793,0.052849285709796696,-0.9607530683755898,1.1154301021206923,0.052849285709796696,-1.0070879843722802,1.073424145536478,0.052849285709796696,-1.0517467018076558,1.0296315803973515,0.052849285709796696,-1.0946548906538776,0.9841252951061354,0.052849285709796696,-1.1357411344651833,0.9369810303837197,0.052849285709796696,-1.1749370492435172,0.8882772532061065,0.052849285709796696,-1.2121773972569423,0.8380950262038726,0.052849285709796696,-1.2474001956214094,0.7865178727414212,0.052849285709796696,-1.2805468194651495,0.7336316379005844,0.052849285709796696,-1.311562099503987,0.6795243455999569,0.052849285709796696,-1.340394413865169,0.6242860520877686,0.052849285709796696,-1.3669957740068797,0.56800869605215,0.052849285709796696,-1.3913219045904281,0.5107859455982572,0.052849285709796696,-1.4133323171721839,0.4527130423469546,0.052849285709796696,-1.4329903775925938,0.39388664291453795,0.052849285709796696,-1.450263366950126,0.3344046580373344,0.052849285709796696,-1.4651225360586513,0.27436608960894426,0.052849285709796696,-1.4775431532976278,0.21387086590136095,0.052849285709796696,-1.4875045457754414,0.1530196752442218,0.052849285709796696,-1.4949901337373948,0.09191379843902275,0.052849285709796696,-1.499987458161071,0.030654940187218028,0.052849285709796696,-1.5024882014931493,-0.030654940187217844,0.052849285709796696,-1.5024882014931493,-0.09191379843902257,0.052849285709796696,-1.4999874581610713,-0.1530196752442213,0.052849285709796696,-1.4949901337373948,-0.21387086590136078,0.052849285709796696,-1.4875045457754414,-0.2743660896089441,0.052849285709796696,-1.4775431532976278,-0.3344046580373339,0.052849285709796696,-1.4651225360586513,-0.3938866429145378,0.052849285709796696,-1.450263366950126,-0.4527130423469541,0.052849285709796696,-1.432990377592594,-0.510785945598257,0.052849285709796696,-1.4133323171721839,-0.5680086960521498,0.052849285709796696,-1.3913219045904284,-0.6242860520877682,0.052849285709796696,-1.3669957740068799,-0.679524345599957,0.052849285709796696,-1.340394413865169,-0.7336316379005843,0.052849285709796696,-1.311562099503987,-0.7865178727414215,0.052849285709796696,-1.2805468194651493,-0.8380950262038722,0.052849285709796696,-1.2474001956214096,-0.8882772532061062,0.052849285709796696,-1.2121773972569425,-0.9369810303837196,0.052849285709796696,-1.1749370492435174,-0.9841252951061356,0.052849285709796696,-1.1357411344651833,-1.0296315803973517,0.052849285709796696,-1.0946548906538776,-1.073424145536478,0.052849285709796696,-1.0517467018076558,-1.1154301021206923,0.052849285709796696,-1.0070879843722802,-1.1555795353807927,0.052849285709796696,-0.9607530683755904,-1.1938056205474328,0.052849285709796696,-0.912819073712507,-1.2300447340743517,0.052849285709796696,-0.8633657817865832,-1.264236559533493,0.052849285709796696,-0.8124755027217233,-1.2963241880057417,0.052849285709796696,-0.7602329383651136,-1.3262542128002077,0.052849285709796696,-0.7067250413093492,-1.3539768183443897,0.052849285709796696,-0.6520408701684302,-1.3794458630972801,0.052849285709796696,-0.5962714413484852,-1.4026189563474065,0.052849285709796696,-0.5395095775599468,-1.4234575287679874,0.052849285709796696,-0.48184975332331004,-1.4419268966117695,0.052849285709796696,-0.4233879377256174,-1.4579963194387044,0.052849285709796696,-0.36422143468938156,-1.4716390512803736,0.052849285709796696,-0.3044487210198161,-1.4828323851560172,0.052849285709796696,-0.24416928249990277,-1.4915576908660595,0.052849285709796696,-0.18348344830613117,-1.4978004460002394,0.052849285709796696,-0.12249222402048245,-1.5015502601087285,0.052849285709796696,-0.061297123516607016,-1.502800891996009,0.052849285709796696,-1.8404003021386995e-16,-1.5015502601087285,0.052849285709796696,0.06129712351660665,-1.4978004460002394,0.052849285709796696,0.12249222402048207,-1.4915576908660595,0.052849285709796696,0.1834834483061308,-1.4828323851560175,0.052849285709796696,0.24416928249990177,-1.4716390512803739,0.052849285709796696,0.3044487210198151,-1.4579963194387044,0.052849285709796696,0.36422143468938184,-1.4419268966117698,0.052849285709796696,0.42338793772561706,-1.4234575287679874,0.052849285709796696,0.4818497533233097,-1.4026189563474067,0.052849285709796696,0.5395095775599464,-1.3794458630972803,0.052849285709796696,0.5962714413484849,-1.35397681834439,0.052849285709796696,0.6520408701684293,-1.326254212800208,0.052849285709796696,0.7067250413093489,-1.296324188005742,0.052849285709796696,0.7602329383651133,-1.264236559533493,0.052849285709796696,0.8124755027217234,-1.230044734074352,0.052849285709796696,0.8633657817865824,-1.193805620547433,0.052849285709796696,0.9128190737125067,-1.1555795353807927,0.052849285709796696,0.96075306837559,-1.115430102120692,0.052849285709796696,1.0070879843722804,-1.0734241455364784,0.052849285709796696,1.0517467018076558,-1.029631580397352,0.052849285709796696,1.0946548906538773,-0.9841252951061362,0.052849285709796696,1.1357411344651827,-0.9369810303837197,0.052849285709796696,1.1749370492435172,-0.8882772532061058,0.052849285709796696,1.2121773972569427,-0.8380950262038726,0.052849285709796696,1.2474001956214094,-0.7865178727414218,0.052849285709796696,1.280546819465149,-0.7336316379005846,0.052849285709796696,1.3115620995039867,-0.6795243455999561,0.052849285709796696,1.3403944138651698,-0.6242860520877686,0.052849285709796696,1.3669957740068799,-0.5680086960521504,0.052849285709796696,1.391321904590428,-0.5107859455982567,0.052849285709796696,1.4133323171721839,-0.45271304234695475,0.052849285709796696,1.4329903775925938,-0.3938866429145388,0.052849285709796696,1.4502633669501257,-0.33440465803733455,0.052849285709796696,1.4651225360586513,-0.2743660896089438,0.052849285709796696,1.4775431532976278,-0.21387086590136078,0.052849285709796696,1.4875045457754414,-0.15301967524422233,0.052849285709796696,1.4949901337373945,-0.0919137984390226,0.052849285709796696,1.4999874581610713,-0.030654940187217216,0.052849285709796696,1.5024882014931493,0.030654940187217997,0.052849285709796696,1.5024882014931493,0.09191379843902205,0.052849285709796696,1.4999874581610713,0.15301967524422178,0.052849285709796696,1.4949901337373948,0.21387086590136026,0.052849285709796696,1.4875045457754414,0.27436608960894326,0.052849285709796696,1.477543153297628,0.33440465803733405,0.052849285709796696,1.4651225360586513,0.3938866429145383,0.052849285709796696,1.450263366950126,0.45271304234695425,0.052849285709796696,1.432990377592594,0.5107859455982562,0.052849285709796696,1.413332317172184,0.5680086960521487,0.052849285709796696,1.3913219045904286,0.6242860520877692,0.052849285709796696,1.3669957740068794,0.6795243455999568,0.052849285709796696,1.340394413865169,0.7336316379005842,0.052849285709796696,1.3115620995039872,0.7865178727414203,0.052849285709796696,1.28054681946515,0.8380950262038721,0.052849285709796696,1.2474001956214096,0.8882772532061065,0.052849285709796696,1.212177397256942,0.9369810303837194,0.052849285709796696,1.1749370492435174,0.9841252951061359,0.052849285709796696,1.1357411344651833,1.0296315803973513,0.052849285709796696,1.0946548906538776,1.0734241455364775,0.052849285709796696,1.0517467018076565,1.115430102120692,0.052849285709796696,1.0070879843722804,1.1555795353807934,0.052849285709796696,0.9607530683755894,1.1938056205474326,0.052849285709796696,0.9128190737125073,1.2300447340743514,0.052849285709796696,0.8633657817865834,1.2642365595334923,0.052849285709796696,0.8124755027217244,1.2963241880057417,0.052849285709796696,0.7602329383651139,1.3262542128002082,0.052849285709796696,0.7067250413093488,1.3539768183443897,0.052849285709796696,0.6520408701684304,1.3794458630972797,0.052849285709796696,0.596271441348486,1.4026189563474065,0.052849285709796696,0.539509577559947,1.4234575287679871,0.052849285709796696,0.48184975332331087,1.4419268966117698,0.052849285709796696,0.423387937725617,1.4579963194387042,0.052849285709796696,0.3642214346893824,1.4716390512803739,0.052849285709796696,0.3044487210198156,1.4828323851560172,0.052849285709796696,0.24416928249990294,1.4915576908660595,0.052849285709796696,0.18348344830613203,1.4978004460002394,0.052849285709796696,0.12249222402048261,1.5015502601087285,0.052849285709796696,0.06129712351660654,1.502800891996009,0.052849285709796696,0.0,1.500311468869011,0.017645731952926562,0.0,1.4990629086812883,0.017645731952926562,-0.06119558346714751,1.4953193062233334,0.017645731952926562,-0.12228931292495503,1.4890868923519849,0.017645731952926562,-0.18317950389002924,1.4803760403050594,0.017645731952926562,-0.24376481064871092,1.4692012484361228,0.017645731952926562,-0.30394439493701364,1.4555811160834096,0.017645731952926562,-0.36361809377596244,1.4395383126130616,0.017645731952926562,-0.42268658618298743,1.4210995396882045,0.017645731952926562,-0.4810515584818975,1.4002954868266642,0.017645731952926562,-0.5386158679362913,1.3771607803212944,0.017645731952926562,-0.595283704434056,1.3517339256079284,0.017645731952926562,-0.6509607499538422,1.3240572431768813,0.017645731952926562,-0.7055543355481039,1.294176798134671,0.017645731952926562,-0.7589735955814143,1.262142323533194,0.017645731952926562,-0.8111296189673504,1.2280071375939694,0.017645731952926562,-0.8619355971522207,1.1918280549652192,0.017645731952926562,-0.9113069685993364,1.1536652921594959,0.017645731952926562,-0.9591615595333427,1.1135823673292384,0.017645731952926562,-1.00541972071036,1.0716459945470762,0.017645731952926562,-1.0500044599862883,1.0279259727668395,0.017645731952926562,-1.0928415704626337,0.982495069650089,0.017645731952926562,-1.133859753996567,0.9354289004515252,0.017645731952926562,-1.172990739869646,0.8868058021648574,0.017645731952926562,-1.2101693984176898,0.8367067031386108,0.017645731952926562,-1.2453338494326753,0.7852149883788765,0.017645731952926562,-1.2784255651562395,0.7324163607631976,0.017645731952926562,-1.309389467693353,0.6783986983965885,0.017645731952926562,-1.3381740206840451,0.6232519083470995,0.017645731952926562,-1.3647313150805866,0.5670677770043776,0.017645731952926562,-1.3890171488873715,0.5099398173102782,0.017645731952926562,-1.4109911007307767,0.45196311311580056,0.017645731952926562,-1.4306165971365505,0.39323416092340424,0.017645731952926562,-1.4478609734027488,0.3338507092781023,0.017645731952926562,-1.4626955279669098,0.2739115960746549,0.017645731952926562,-1.4750955701769715,0.21351658405164844,0.017645731952926562,-1.4850404613864243,0.15276619474626127,0.017645731952926562,-1.4925136493053042,0.09176154118608726,0.017645731952926562,-1.497502695549842,0.030604159596478928,0.017645731952926562,-1.4999992963449291,-0.030604159596478747,0.017645731952926562,-1.4999992963449291,-0.09176154118608706,0.017645731952926562,-1.4975026955498423,-0.15276619474626077,0.017645731952926562,-1.4925136493053042,-0.21351658405164828,0.017645731952926562,-1.4850404613864243,-0.2739115960746547,0.017645731952926562,-1.4750955701769715,-0.3338507092781018,0.017645731952926562,-1.4626955279669098,-0.3932341609234041,0.017645731952926562,-1.447860973402749,-0.45196311311580006,0.017645731952926562,-1.4306165971365505,-0.509939817310278,0.017645731952926562,-1.410991100730777,-0.5670677770043775,0.017645731952926562,-1.3890171488873717,-0.6232519083470991,0.017645731952926562,-1.3647313150805869,-0.6783986983965886,0.017645731952926562,-1.3381740206840451,-0.7324163607631975,0.017645731952926562,-1.309389467693353,-0.7852149883788768,0.017645731952926562,-1.278425565156239,-0.8367067031386105,0.017645731952926562,-1.2453338494326758,-0.886805802164857,0.017645731952926562,-1.21016939841769,-0.935428900451525,0.017645731952926562,-1.1729907398696464,-0.9824950696500893,0.017645731952926562,-1.133859753996567,-1.0279259727668397,0.017645731952926562,-1.0928415704626337,-1.0716459945470762,0.017645731952926562,-1.0500044599862883,-1.1135823673292384,0.017645731952926562,-1.00541972071036,-1.1536652921594954,0.017645731952926562,-0.9591615595333431,-1.1918280549652192,0.017645731952926562,-0.9113069685993362,-1.228007137593969,0.017645731952926562,-0.8619355971522211,-1.2621423235331943,0.017645731952926562,-0.8111296189673501,-1.2941767981346708,0.017645731952926562,-0.7589735955814145,-1.3240572431768811,0.017645731952926562,-0.705554335548104,-1.3517339256079282,0.017645731952926562,-0.6509607499538426,-1.3771607803212942,0.017645731952926562,-0.5952837044340561,-1.4002954868266642,0.017645731952926562,-0.5386158679362915,-1.4210995396882045,0.017645731952926562,-0.4810515584818975,-1.4395383126130614,0.017645731952926562,-0.42268658618298804,-1.4555811160834096,0.017645731952926562,-0.36361809377596227,-1.4692012484361225,0.017645731952926562,-0.3039443949370141,-1.4803760403050594,0.017645731952926562,-0.24376481064871133,-1.4890868923519849,0.017645731952926562,-0.1831795038900296,-1.4953193062233334,0.017645731952926562,-0.12228931292495535,-1.4990629086812883,0.017645731952926562,-0.061195583467147756,-1.500311468869011,0.017645731952926562,-1.8373516380744982e-16,-1.4990629086812883,0.017645731952926562,0.06119558346714739,-1.4953193062233334,0.017645731952926562,0.12228931292495497,-1.4890868923519849,0.017645731952926562,0.18317950389002924,-1.4803760403050596,0.017645731952926562,0.24376481064871033,-1.469201248436123,0.017645731952926562,0.3039443949370131,-1.4555811160834096,0.017645731952926562,0.3636180937759626,-1.4395383126130616,0.017645731952926562,0.4226865861829877,-1.4210995396882045,0.017645731952926562,0.4810515584818972,-1.4002954868266644,0.017645731952926562,0.5386158679362911,-1.3771607803212944,0.017645731952926562,0.5952837044340558,-1.3517339256079286,0.017645731952926562,0.6509607499538416,-1.3240572431768813,0.017645731952926562,0.7055543355481037,-1.294176798134671,0.017645731952926562,0.7589735955814142,-1.262142323533194,0.017645731952926562,0.8111296189673504,-1.2280071375939696,0.017645731952926562,0.8619355971522203,-1.1918280549652196,0.017645731952926562,0.9113069685993359,-1.1536652921594956,0.017645731952926562,0.9591615595333428,-1.1135823673292382,0.017645731952926562,1.0054197207103601,-1.0716459945470764,0.017645731952926562,1.050004459986288,-1.0279259727668397,0.017645731952926562,1.0928415704626337,-0.9824950696500899,0.017645731952926562,1.1338597539965662,-0.9354289004515252,0.017645731952926562,1.172990739869646,-0.8868058021648567,0.017645731952926562,1.21016939841769,-0.8367067031386108,0.017645731952926562,1.2453338494326753,-0.7852149883788772,0.017645731952926562,1.278425565156239,-0.7324163607631978,0.017645731952926562,1.3093894676933528,-0.6783986983965878,0.017645731952926562,1.3381740206840458,-0.6232519083470994,0.017645731952926562,1.3647313150805869,-0.5670677770043782,0.017645731952926562,1.3890171488873713,-0.5099398173102777,0.017645731952926562,1.410991100730777,-0.45196311311580073,0.017645731952926562,1.4306165971365505,-0.3932341609234051,0.017645731952926562,1.4478609734027486,-0.3338507092781025,0.017645731952926562,1.4626955279669098,-0.27391159607465443,0.017645731952926562,1.4750955701769715,-0.21351658405164828,0.017645731952926562,1.4850404613864243,-0.15276619474626177,0.017645731952926562,1.492513649305304,-0.09176154118608709,0.017645731952926562,1.4975026955498423,-0.030604159596478116,0.017645731952926562,1.4999992963449291,0.030604159596478896,0.017645731952926562,1.4999992963449291,0.09176154118608655,0.017645731952926562,1.4975026955498423,0.15276619474626124,0.017645731952926562,1.4925136493053042,0.21351658405164775,0.017645731952926562,1.4850404613864245,0.2739115960746539,0.017645731952926562,1.4750955701769715,0.33385070927810195,0.017645731952926562,1.4626955279669098,0.3932341609234046,0.017645731952926562,1.4478609734027488,0.45196311311580023,0.017645731952926562,1.4306165971365505,0.5099398173102773,0.017645731952926562,1.4109911007307772,0.5670677770043764,0.017645731952926562,1.389017148887372,0.6232519083471001,0.017645731952926562,1.3647313150805864,0.6783986983965885,0.017645731952926562,1.3381740206840451,0.7324163607631974,0.017645731952926562,1.3093894676933533,0.7852149883788756,0.017645731952926562,1.27842556515624,0.8367067031386104,0.017645731952926562,1.2453338494326758,0.8868058021648574,0.017645731952926562,1.2101693984176896,0.9354289004515248,0.017645731952926562,1.1729907398696464,0.9824950696500896,0.017645731952926562,1.133859753996567,1.0279259727668393,0.017645731952926562,1.092841570462634,1.0716459945470755,0.017645731952926562,1.050004459986289,1.1135823673292382,0.017645731952926562,1.0054197207103601,1.153665292159496,0.017645731952926562,0.9591615595333421,1.191828054965219,0.017645731952926562,0.9113069685993364,1.228007137593969,0.017645731952926562,0.8619355971522213,1.2621423235331934,0.017645731952926562,0.8111296189673514,1.2941767981346708,0.017645731952926562,0.7589735955814146,1.3240572431768813,0.017645731952926562,0.7055543355481035,1.3517339256079282,0.017645731952926562,0.6509607499538427,1.377160780321294,0.017645731952926562,0.595283704434057,1.4002954868266642,0.017645731952926562,0.5386158679362917,1.4210995396882042,0.017645731952926562,0.48105155848189834,1.4395383126130616,0.017645731952926562,0.4226865861829876,1.4555811160834096,0.017645731952926562,0.3636180937759631,1.4692012484361228,0.017645731952926562,0.30394439493701364,1.4803760403050594,0.017645731952926562,0.2437648106487115,1.4890868923519849,0.017645731952926562,0.18317950389003046,1.4953193062233334,0.017645731952926562,0.12228931292495551,1.4990629086812883,0.017645731952926562,0.06119558346714728,1.500311468869011,0.017645731952926562,0.0,1.500311468869011,-0.01764573195292622,0.0,1.4990629086812883,-0.01764573195292622,-0.06119558346714751,1.4953193062233334,-0.01764573195292622,-0.12228931292495503,1.4890868923519849,-0.01764573195292622,-0.18317950389002924,1.4803760403050594,-0.01764573195292622,-0.24376481064871092,1.4692012484361228,-0.01764573195292622,-0.30394439493701364,1.4555811160834096,-0.01764573195292622,-0.36361809377596244,1.4395383126130616,-0.01764573195292622,-0.42268658618298743,1.4210995396882045,-0.01764573195292622,-0.4810515584818975,1.4002954868266642,-0.01764573195292622,-0.5386158679362913,1.3771607803212944,-0.01764573195292622,-0.595283704434056,1.3517339256079284,-0.01764573195292622,-0.6509607499538422,1.3240572431768813,-0.01764573195292622,-0.7055543355481039,1.294176798134671,-0.01764573195292622,-0.7589735955814143,1.262142323533194,-0.01764573195292622,-0.8111296189673504,1.2280071375939694,-0.01764573195292622,-0.8619355971522207,1.1918280549652192,-0.01764573195292622,-0.9113069685993364,1.1536652921594959,-0.01764573195292622,-0.9591615595333427,1.1135823673292384,-0.01764573195292622,-1.00541972071036,1.0716459945470762,-0.01764573195292622,-1.0500044599862883,1.0279259727668395,-0.01764573195292622,-1.0928415704626337,0.982495069650089,-0.01764573195292622,-1.133859753996567,0.9354289004515252,-0.01764573195292622,-1.172990739869646,0.8868058021648574,-0.01764573195292622,-1.2101693984176898,0.8367067031386108,-0.01764573195292622,-1.2453338494326753,0.7852149883788765,-0.01764573195292622,-1.2784255651562395,0.7324163607631976,-0.01764573195292622,-1.309389467693353,0.6783986983965885,-0.01764573195292622,-1.3381740206840451,0.6232519083470995,-0.01764573195292622,-1.3647313150805866,0.5670677770043776,-0.01764573195292622,-1.3890171488873715,0.5099398173102782,-0.01764573195292622,-1.4109911007307767,0.45196311311580056,-0.01764573195292622,-1.4306165971365505,0.39323416092340424,-0.01764573195292622,-1.4478609734027488,0.3338507092781023,-0.01764573195292622,-1.4626955279669098,0.2739115960746549,-0.01764573195292622,-1.4750955701769715,0.21351658405164844,-0.01764573195292622,-1.4850404613864243,0.15276619474626127,-0.01764573195292622,-1.4925136493053042,0.09176154118608726,-0.01764573195292622,-1.497502695549842,0.030604159596478928,-0.01764573195292622,-1.4999992963449291,-0.030604159596478747,-0.01764573195292622,-1.4999992963449291,-0.09176154118608706,-0.01764573195292622,-1.4975026955498423,-0.15276619474626077,-0.01764573195292622,-1.4925136493053042,-0.21351658405164828,-0.01764573195292622,-1.4850404613864243,-0.2739115960746547,-0.01764573195292622,-1.4750955701769715,-0.3338507092781018,-0.01764573195292622,-1.4626955279669098,-0.3932341609234041,-0.01764573195292622,-1.447860973402749,-0.45196311311580006,-0.01764573195292622,-1.4306165971365505,-0.509939817310278,-0.01764573195292622,-1.410991100730777,-0.5670677770043775,-0.01764573195292622,-1.3890171488873717,-0.6232519083470991,-0.01764573195292622,-1.3647313150805869,-0.6783986983965886,-0.01764573195292622,-1.3381740206840451,-0.7324163607631975,-0.01764573195292622,-1.309389467693353,-0.7852149883788768,-0.01764573195292622,-1.278425565156239,-0.8367067031386105,-0.01764573195292622,-1.2453338494326758,-0.886805802164857,-0.01764573195292622,-1.21016939841769,-0.935428900451525,-0.01764573195292622,-1.1729907398696464,-0.9824950696500893,-0.01764573195292622,-1.133859753996567,-1.0279259727668397,-0.01764573195292622,-1.0928415704626337,-1.0716459945470762,-0.01764573195292622,-1.0500044599862883,-1.1135823673292384,-0.01764573195292622,-1.00541972071036,-1.1536652921594954,-0.01764573195292622,-0.9591615595333431,-1.1918280549652192,-0.01764573195292622,-0.9113069685993362,-1.228007137593969,-0.01764573195292622,-0.8619355971522211,-1.2621423235331943,-0.01764573195292622,-0.8111296189673501,-1.2941767981346708,-0.01764573195292622,-0.7589735955814145,-1.3240572431768811,-0.01764573195292622,-0.705554335548104,-1.3517339256079282,-0.01764573195292622,-0.6509607499538426,-1.3771607803212942,-0.01764573195292622,-0.5952837044340561,-1.4002954868266642,-0.01764573195292622,-0.5386158679362915,-1.4210995396882045,-0.01764573195292622,-0.4810515584818975,-1.4395383126130614,-0.01764573195292622,-0.42268658618298804,-1.4555811160834096,-0.01764573195292622,-0.36361809377596227,-1.4692012484361225,-0.01764573195292622,-0.3039443949370141,-1.4803760403050594,-0.01764573195292622,-0.24376481064871133,-1.4890868923519849,-0.01764573195292622,-0.1831795038900296,-1.4953193062233334,-0.01764573195292622,-0.12228931292495535,-1.4990629086812883,-0.01764573195292622,-0.061195583467147756,-1.500311468869011,-0.01764573195292622,-1.8373516380744982e-16,-1.4990629086812883,-0.01764573195292622,0.06119558346714739,-1.4953193062233334,-0.01764573195292622,0.12228931292495497,-1.4890868923519849,-0.01764573195292622,0.18317950389002924,-1.4803760403050596,-0.01764573195292622,0.24376481064871033,-1.469201248436123,-0.01764573195292622,0.3039443949370131,-1.4555811160834096,-0.01764573195292622,0.3636180937759626,-1.4395383126130616,-0.01764573195292622,0.4226865861829877,-1.4210995396882045,-0.01764573195292622,0.4810515584818972,-1.4002954868266644,-0.01764573195292622,0.5386158679362911,-1.3771607803212944,-0.01764573195292622,0.5952837044340558,-1.3517339256079286,-0.01764573195292622,0.6509607499538416,-1.3240572431768813,-0.01764573195292622,0.7055543355481037,-1.294176798134671,-0.01764573195292622,0.7589735955814142,-1.262142323533194,-0.01764573195292622,0.8111296189673504,-1.2280071375939696,-0.01764573195292622,0.8619355971522203,-1.1918280549652196,-0.01764573195292622,0.9113069685993359,-1.1536652921594956,-0.01764573195292622,0.9591615595333428,-1.1135823673292382,-0.01764573195292622,1.0054197207103601,-1.0716459945470764,-0.01764573195292622,1.050004459986288,-1.0279259727668397,-0.01764573195292622,1.0928415704626337,-0.9824950696500899,-0.01764573195292622,1.1338597539965662,-0.9354289004515252,-0.01764573195292622,1.172990739869646,-0.8868058021648567,-0.01764573195292622,1.21016939841769,-0.8367067031386108,-0.01764573195292622,1.2453338494326753,-0.7852149883788772,-0.01764573195292622,1.278425565156239,-0.7324163607631978,-0.01764573195292622,1.3093894676933528,-0.6783986983965878,-0.01764573195292622,1.3381740206840458,-0.6232519083470994,-0.01764573195292622,1.3647313150805869,-0.5670677770043782,-0.01764573195292622,1.3890171488873713,-0.5099398173102777,-0.01764573195292622,1.410991100730777,-0.45196311311580073,-0.01764573195292622,1.4306165971365505,-0.3932341609234051,-0.01764573195292622,1.4478609734027486,-0.3338507092781025,-0.01764573195292622,1.4626955279669098,-0.27391159607465443,-0.01764573195292622,1.4750955701769715,-0.21351658405164828,-0.01764573195292622,1.4850404613864243,-0.15276619474626177,-0.01764573195292622,1.492513649305304,-0.09176154118608709,-0.01764573195292622,1.4975026955498423,-0.030604159596478116,-0.01764573195292622,1.4999992963449291,0.030604159596478896,-0.01764573195292622,1.4999992963449291,0.09176154118608655,-0.01764573195292622,1.4975026955498423,0.15276619474626124,-0.01764573195292622,1.4925136493053042,0.21351658405164775,-0.01764573195292622,1.4850404613864245,0.2739115960746539,-0.01764573195292622,1.4750955701769715,0.33385070927810195,-0.01764573195292622,1.4626955279669098,0.3932341609234046,-0.01764573195292622,1.4478609734027488,0.45196311311580023,-0.01764573195292622,1.4306165971365505,0.5099398173102773,-0.01764573195292622,1.4109911007307772,0.5670677770043764,-0.01764573195292622,1.389017148887372,0.6232519083471001,-0.01764573195292622,1.3647313150805864,0.6783986983965885,-0.01764573195292622,1.3381740206840451,0.7324163607631974,-0.01764573195292622,1.3093894676933533,0.7852149883788756,-0.01764573195292622,1.27842556515624,0.8367067031386104,-0.01764573195292622,1.2453338494326758,0.8868058021648574,-0.01764573195292622,1.2101693984176896,0.9354289004515248,-0.01764573195292622,1.1729907398696464,0.9824950696500896,-0.01764573195292622,1.133859753996567,1.0279259727668393,-0.01764573195292622,1.092841570462634,1.0716459945470755,-0.01764573195292622,1.050004459986289,1.1135823673292382,-0.01764573195292622,1.0054197207103601,1.153665292159496,-0.01764573195292622,0.9591615595333421,1.191828054965219,-0.01764573195292622,0.9113069685993364,1.228007137593969,-0.01764573195292622,0.8619355971522213,1.2621423235331934,-0.01764573195292622,0.8111296189673514,1.2941767981346708,-0.01764573195292622,0.7589735955814146,1.3240572431768813,-0.01764573195292622,0.7055543355481035,1.3517339256079282,-0.01764573195292622,0.6509607499538427,1.377160780321294,-0.01764573195292622,0.595283704434057,1.4002954868266642,-0.01764573195292622,0.5386158679362917,1.4210995396882042,-0.01764573195292622,0.48105155848189834,1.4395383126130616,-0.01764573195292622,0.4226865861829876,1.4555811160834096,-0.01764573195292622,0.3636180937759631,1.4692012484361228,-0.01764573195292622,0.30394439493701364,1.4803760403050594,-0.01764573195292622,0.2437648106487115,1.4890868923519849,-0.01764573195292622,0.18317950389003046,1.4953193062233334,-0.01764573195292622,0.12228931292495551,1.4990629086812883,-0.01764573195292622,0.06119558346714728,1.500311468869011,-0.01764573195292622,0.0,1.502800891996009,-0.05284928570979635,0.0,1.5015502601087285,-0.05284928570979635,-0.06129712351660677,1.4978004460002394,-0.05284928570979635,-0.12249222402048214,1.4915576908660595,-0.05284928570979635,-0.18348344830613078,1.4828323851560172,-0.05284928570979635,-0.24416928249990236,1.4716390512803739,-0.05284928570979635,-0.3044487210198156,1.4579963194387044,-0.05284928570979635,-0.3642214346893817,1.4419268966117698,-0.05284928570979635,-0.42338793772561684,1.4234575287679874,-0.05284928570979635,-0.48184975332331004,1.4026189563474065,-0.05284928570979635,-0.5395095775599467,1.3794458630972803,-0.05284928570979635,-0.5962714413484851,1.3539768183443899,-0.05284928570979635,-0.6520408701684299,1.326254212800208,-0.05284928570979635,-0.706725041309349,1.296324188005742,-0.05284928570979635,-0.7602329383651135,1.264236559533493,-0.05284928570979635,-0.8124755027217234,1.2300447340743519,-0.05284928570979635,-0.8633657817865827,1.1938056205474328,-0.05284928570979635,-0.9128190737125073,1.155579535380793,-0.05284928570979635,-0.9607530683755898,1.1154301021206923,-0.05284928570979635,-1.0070879843722802,1.073424145536478,-0.05284928570979635,-1.0517467018076558,1.0296315803973515,-0.05284928570979635,-1.0946548906538776,0.9841252951061354,-0.05284928570979635,-1.1357411344651833,0.9369810303837197,-0.05284928570979635,-1.1749370492435172,0.8882772532061065,-0.05284928570979635,-1.2121773972569423,0.8380950262038726,-0.05284928570979635,-1.2474001956214094,0.7865178727414212,-0.05284928570979635,-1.2805468194651495,0.7336316379005844,-0.05284928570979635,-1.311562099503987,0.6795243455999569,-0.05284928570979635,-1.340394413865169,0.6242860520877686,-0.05284928570979635,-1.3669957740068797,0.56800869605215,-0.05284928570979635,-1.3913219045904281,0.5107859455982572,-0.05284928570979635,-1.4133323171721839,0.4527130423469546,-0.05284928570979635,-1.4329903775925938,0.39388664291453795,-0.05284928570979635,-1.450263366950126,0.3344046580373344,-0.05284928570979635,-1.4651225360586513,0.27436608960894426,-0.05284928570979635,-1.4775431532976278,0.21387086590136095,-0.05284928570979635,-1.4875045457754414,0.1530196752442218,-0.05284928570979635,-1.4949901337373948,0.09191379843902275,-0.05284928570979635,-1.499987458161071,0.030654940187218028,-0.05284928570979635,-1.5024882014931493,-0.030654940187217844,-0.05284928570979635,-1.5024882014931493,-0.09191379843902257,-0.05284928570979635,-1.4999874581610713,-0.1530196752442213,-0.05284928570979635,-1.4949901337373948,-0.21387086590136078,-0.05284928570979635,-1.4875045457754414,-0.2743660896089441,-0.05284928570979635,-1.4775431532976278,-0.3344046580373339,-0.05284928570979635,-1.4651225360586513,-0.3938866429145378,-0.05284928570979635,-1.450263366950126,-0.4527130423469541,-0.05284928570979635,-1.432990377592594,-0.510785945598257,-0.05284928570979635,-1.4133323171721839,-0.5680086960521498,-0.05284928570979635,-1.3913219045904284,-0.6242860520877682,-0.05284928570979635,-1.3669957740068799,-0.679524345599957,-0.05284928570979635,-1.340394413865169,-0.7336316379005843,-0.05284928570979635,-1.311562099503987,-0.7865178727414215,-0.05284928570979635,-1.2805468194651493,-0.8380950262038722,-0.05284928570979635,-1.2474001956214096,-0.8882772532061062,-0.05284928570979635,-1.2121773972569425,-0.9369810303837196,-0.05284928570979635,-1.1749370492435174,-0.9841252951061356,-0.05284928570979635,-1.1357411344651833,-1.0296315803973517,-0.05284928570979635,-1.0946548906538776,-1.073424145536478,-0.05284928570979635,-1.0517467018076558,-1.1154301021206923,-0.05284928570979635,-1.0070879843722802,-1.1555795353807927,-0.05284928570979635,-0.9607530683755904,-1.1938056205474328,-0.05284928570979635,-0.912819073712507,-1.2300447340743517,-0.05284928570979635,-0.8633657817865832,-1.264236559533493,-0.05284928570979635,-0.8124755027217233,-1.2963241880057417,-0.05284928570979635,-0.7602329383651136,-1.3262542128002077,-0.05284928570979635,-0.7067250413093492,-1.3539768183443897,-0.05284928570979635,-0.6520408701684302,-1.3794458630972801,-0.05284928570979635,-0.5962714413484852,-1.4026189563474065,-0.05284928570979635,-0.5395095775599468,-1.4234575287679874,-0.05284928570979635,-0.48184975332331004,-1.4419268966117695,-0.05284928570979635,-0.4233879377256174,-1.4579963194387044,-0.05284928570979635,-0.36422143468938156,-1.4716390512803736,-0.05284928570979635,-0.3044487210198161,-1.4828323851560172,-0.05284928570979635,-0.24416928249990277,-1.4915576908660595,-0.05284928570979635,-0.18348344830613117,-1.4978004460002394,-0.05284928570979635,-0.12249222402048245,-1.5015502601087285,-0.05284928570979635,-0.061297123516607016,-1.502800891996009,-0.05284928570979635,-1.8404003021386995e-16,-1.5015502601087285,-0.05284928570979635,0.06129712351660665,-1.4978004460002394,-0.05284928570979635,0.12249222402048207,-1.4915576908660595,-0.05284928570979635,0.1834834483061308,-1.4828323851560175,-0.05284928570979635,0.24416928249990177,-1.4716390512803739,-0.05284928570979635,0.3044487210198151,-1.4579963194387044,-0.05284928570979635,0.36422143468938184,-1.4419268966117698,-0.05284928570979635,0.42338793772561706,-1.4234575287679874,-0.05284928570979635,0.4818497533233097,-1.4026189563474067,-0.05284928570979635,0.5395095775599464,-1.3794458630972803,-0.05284928570979635,0.5962714413484849,-1.35397681834439,-0.05284928570979635,0.6520408701684293,-1.326254212800208,-0.05284928570979635,0.7067250413093489,-1.296324188005742,-0.05284928570979635,0.7602329383651133,-1.264236559533493,-0.05284928570979635,0.8124755027217234,-1.230044734074352,-0.05284928570979635,0.8633657817865824,-1.193805620547433,-0.05284928570979635,0.9128190737125067,-1.1555795353807927,-0.05284928570979635,0.96075306837559,-1.115430102120692,-0.05284928570979635,1.0070879843722804,-1.0734241455364784,-0.05284928570979635,1.0517467018076558,-1.029631580397352,-0.05284928570979635,1.0946548906538773,-0.9841252951061362,-0.05284928570979635,1.1357411344651827,-0.9369810303837197,-0.05284928570979635,1.1749370492435172,-0.8882772532061058,-0.05284928570979635,1.2121773972569427,-0.8380950262038726,-0.05284928570979635,1.2474001956214094,-0.7865178727414218,-0.05284928570979635,1.280546819465149,-0.7336316379005846,-0.05284928570979635,1.3115620995039867,-0.6795243455999561,-0.05284928570979635,1.3403944138651698,-0.6242860520877686,-0.05284928570979635,1.3669957740068799,-0.5680086960521504,-0.05284928570979635,1.391321904590428,-0.5107859455982567,-0.05284928570979635,1.4133323171721839,-0.45271304234695475,-0.05284928570979635,1.4329903775925938,-0.3938866429145388,-0.05284928570979635,1.4502633669501257,-0.33440465803733455,-0.05284928570979635,1.4651225360586513,-0.2743660896089438,-0.05284928570979635,1.4775431532976278,-0.21387086590136078,-0.05284928570979635,1.4875045457754414,-0.15301967524422233,-0.05284928570979635,1.4949901337373945,-0.0919137984390226,-0.05284928570979635,1.4999874581610713,-0.030654940187217216,-0.05284928570979635,1.5024882014931493,0.030654940187217997,-0.05284928570979635,1.5024882014931493,0.09191379843902205,-0.05284928570979635,1.4999874581610713,0.15301967524422178,-0.05284928570979635,1.4949901337373948,0.21387086590136026,-0.05284928570979635,1.4875045457754414,0.27436608960894326,-0.05284928570979635,1.477543153297628,0.33440465803733405,-0.05284928570979635,1.4651225360586513,0.3938866429145383,-0.05284928570979635,1.450263366950126,0.45271304234695425,-0.05284928570979635,1.432990377592594,0.5107859455982562,-0.05284928570979635,1.413332317172184,0.5680086960521487,-0.05284928570979635,1.3913219045904286,0.6242860520877692,-0.05284928570979635,1.3669957740068794,0.6795243455999568,-0.05284928570979635,1.340394413865169,0.7336316379005842,-0.05284928570979635,1.3115620995039872,0.7865178727414203,-0.05284928570979635,1.28054681946515,0.8380950262038721,-0.05284928570979635,1.2474001956214096,0.8882772532061065,-0.05284928570979635,1.212177397256942,0.9369810303837194,-0.05284928570979635,1.1749370492435174,0.9841252951061359,-0.05284928570979635,1.1357411344651833,1.0296315803973513,-0.05284928570979635,1.0946548906538776,1.0734241455364775,-0.05284928570979635,1.0517467018076565,1.115430102120692,-0.05284928570979635,1.0070879843722804,1.1555795353807934,-0.05284928570979635,0.9607530683755894,1.1938056205474326,-0.05284928570979635,0.9128190737125073,1.2300447340743514,-0.05284928570979635,0.8633657817865834,1.2642365595334923,-0.05284928570979635,0.8124755027217244,1.2963241880057417,-0.05284928570979635,0.7602329383651139,1.3262542128002082,-0.05284928570979635,0.7067250413093488,1.3539768183443897,-0.05284928570979635,0.6520408701684304,1.3794458630972797,-0.05284928570979635,0.596271441348486,1.4026189563474065,-0.05284928570979635,0.539509577559947,1.4234575287679871,-0.05284928570979635,0.48184975332331087,1.4419268966117698,-0.05284928570979635,0.423387937725617,1.4579963194387042,-0.05284928570979635,0.3642214346893824,1.4716390512803739,-0.05284928570979635,0.3044487210198156,1.4828323851560172,-0.05284928570979635,0.24416928249990294,1.4915576908660595,-0.05284928570979635,0.18348344830613203,1.4978004460002394,-0.05284928570979635,0.12249222402048261,1.5015502601087285,-0.05284928570979635,0.06129712351660654,1.502800891996009,-0.05284928570979635,0.0,1.5077673360692083,-0.08778954698366052,0.0,1.506512571103915,-0.08778954698366052,-0.06149969774810652,1.502750364640488,-0.08778954698366052,-0.12289703531866518,1.4964869785002968,-0.08778954698366052,-0.18408982290254178,1.4877328374714431,-0.08778954698366052,-0.2449762111438682,1.476502511957731,-0.08778954698366052,-0.30545486065824357,1.4628146937276665,-0.08778954698366052,-0.36542511070213857,1.446692164803854,-0.08778954698366052,-0.42478714671276924,1.4281617595445681,-0.08778954698366052,-0.48344216643958565,1.4072543199806131,-0.08778954698366052,-0.5412925443908674,1.3840046444818053,-0.08778954698366052,-0.5982419943217203,1.358451429838521,-0.08778954698366052,-0.6541957294930278,1.330637206854709,-0.08778954698366052,-0.7090606204346253,1.3006082695595629,-0.08778954698366052,-0.7627453499501103,1.2684145981556805,-0.08778954698366052,-0.8151605651053054,1.2341097758319461,-0.08778954698366052,-0.866219025947399,1.1977508995796038,-0.08778954698366052,-0.9158357507072363,1.1593984851599481,-0.08778954698366052,-0.9639281572430874,1.119116366381813,-0.08778954698366052,-1.0104162004904733,1.0769715888564961,-0.08778954698366052,-1.0552225056892746,1.0330342984069552,-0.08778954698366052,-1.0982724971663849,0.9873776243170089,-0.08778954698366052,-1.139494522459558,0.9400775576148613,-0.08778954698366052,-1.1788199715758612,0.8912128245935335,-0.08778954698366052,-1.2161833911862359,0.8408647557787198,-0.08778954698366052,-1.2515225935661052,0.7891171505621535,-0.08778954698366052,-1.284778760100705,0.7360561377257898,-0.08778954698366052,-1.3158965391828608,0.6817700320889483,-0.08778954698366052,-1.3448241383402781,0.6263491875170099,-0.08778954698366052,-1.3715134104390005,0.5698858465363282,-0.08778954698366052,-1.3959199338195616,0.512473986805646,-0.08778954698366052,-1.4180030862324537,0.4542091646995557,-0.08778954698366052,-1.4377261124498535,0.39518835626434645,-0.08778954698366052,-1.455056185441071,0.3355097958109445,-0.08778954698366052,-1.4699644610099032,0.275272812413597,-0.08778954698366052,-1.4824261258029507,0.21457766458643165,-0.08778954698366052,-1.4924204386089965,0.15352537341305253,-0.08778954698366052,-1.499930764880706,0.09221755440691842,-0.08778954698366052,-1.5049446044211872,0.030756248382347508,-0.08778954698366052,-1.5074536121893372,-0.030756248382347324,-0.08778954698366052,-1.5074536121893372,-0.09221755440691824,-0.08778954698366052,-1.5049446044211874,-0.15352537341305203,-0.08778954698366052,-1.499930764880706,-0.2145776645864315,-0.08778954698366052,-1.4924204386089965,-0.27527281241359686,-0.08778954698366052,-1.4824261258029507,-0.335509795810944,-0.08778954698366052,-1.4699644610099032,-0.3951883562643463,-0.08778954698366052,-1.4550561854410713,-0.4542091646995552,-0.08778954698366052,-1.4377261124498537,-0.5124739868056458,-0.08778954698366052,-1.4180030862324537,-0.5698858465363281,-0.08778954698366052,-1.3959199338195618,-0.6263491875170094,-0.08778954698366052,-1.3715134104390008,-0.6817700320889483,-0.08778954698366052,-1.3448241383402781,-0.7360561377257897,-0.08778954698366052,-1.3158965391828608,-0.7891171505621538,-0.08778954698366052,-1.2847787601007046,-0.8408647557787194,-0.08778954698366052,-1.2515225935661056,-0.8912128245935331,-0.08778954698366052,-1.216183391186236,-0.9400775576148611,-0.08778954698366052,-1.1788199715758614,-0.9873776243170092,-0.08778954698366052,-1.139494522459558,-1.0330342984069554,-0.08778954698366052,-1.0982724971663849,-1.0769715888564961,-0.08778954698366052,-1.0552225056892746,-1.119116366381813,-0.08778954698366052,-1.0104162004904733,-1.159398485159948,-0.08778954698366052,-0.963928157243088,-1.1977508995796038,-0.08778954698366052,-0.9158357507072362,-1.234109775831946,-0.08778954698366052,-0.8662190259473995,-1.2684145981556805,-0.08778954698366052,-0.8151605651053053,-1.3006082695595629,-0.08778954698366052,-0.7627453499501105,-1.3306372068547088,-0.08778954698366052,-0.7090606204346255,-1.3584514298385209,-0.08778954698366052,-0.6541957294930282,-1.384004644481805,-0.08778954698366052,-0.5982419943217203,-1.4072543199806131,-0.08778954698366052,-0.5412925443908675,-1.4281617595445681,-0.08778954698366052,-0.48344216643958565,-1.4466921648038538,-0.08778954698366052,-0.4247871467127698,-1.4628146937276665,-0.08778954698366052,-0.36542511070213846,-1.476502511957731,-0.08778954698366052,-0.305454860658244,-1.4877328374714431,-0.08778954698366052,-0.2449762111438686,-1.4964869785002968,-0.08778954698366052,-0.18408982290254217,-1.502750364640488,-0.08778954698366052,-0.12289703531866548,-1.506512571103915,-0.08778954698366052,-0.061499697748106756,-1.5077673360692083,-0.08778954698366052,-1.8464824419760875e-16,-1.506512571103915,-0.08778954698366052,0.061499697748106395,-1.502750364640488,-0.08778954698366052,0.12289703531866511,-1.4964869785002968,-0.08778954698366052,0.1840898229025418,-1.4877328374714434,-0.08778954698366052,0.2449762111438676,-1.4765025119577313,-0.08778954698366052,0.305454860658243,-1.4628146937276665,-0.08778954698366052,0.36542511070213873,-1.446692164803854,-0.08778954698366052,0.42478714671276946,-1.4281617595445681,-0.08778954698366052,0.4834421664395853,-1.4072543199806133,-0.08778954698366052,0.5412925443908672,-1.3840046444818053,-0.08778954698366052,0.59824199432172,-1.3584514298385213,-0.08778954698366052,0.6541957294930272,-1.330637206854709,-0.08778954698366052,0.7090606204346251,-1.3006082695595629,-0.08778954698366052,0.7627453499501101,-1.2684145981556805,-0.08778954698366052,0.8151605651053054,-1.2341097758319464,-0.08778954698366052,0.8662190259473986,-1.197750899579604,-0.08778954698366052,0.9158357507072359,-1.159398485159948,-0.08778954698366052,0.9639281572430877,-1.119116366381813,-0.08778954698366052,1.0104162004904733,-1.0769715888564966,-0.08778954698366052,1.0552225056892743,-1.0330342984069556,-0.08778954698366052,1.0982724971663846,-0.9873776243170098,-0.08778954698366052,1.1394945224595574,-0.9400775576148613,-0.08778954698366052,1.1788199715758612,-0.8912128245935328,-0.08778954698366052,1.2161833911862363,-0.8408647557787198,-0.08778954698366052,1.2515225935661052,-0.7891171505621541,-0.08778954698366052,1.2847787601007046,-0.73605613772579,-0.08778954698366052,1.3158965391828605,-0.6817700320889475,-0.08778954698366052,1.3448241383402786,-0.6263491875170097,-0.08778954698366052,1.3715134104390008,-0.5698858465363288,-0.08778954698366052,1.3959199338195616,-0.5124739868056456,-0.08778954698366052,1.4180030862324537,-0.45420916469955586,-0.08778954698366052,1.4377261124498535,-0.3951883562643473,-0.08778954698366052,1.455056185441071,-0.3355097958109447,-0.08778954698366052,1.4699644610099032,-0.2752728124135965,-0.08778954698366052,1.4824261258029507,-0.2145776645864315,-0.08778954698366052,1.4924204386089965,-0.15352537341305306,-0.08778954698366052,1.4999307648807059,-0.09221755440691827,-0.08778954698366052,1.5049446044211874,-0.030756248382346692,-0.08778954698366052,1.5074536121893372,0.030756248382347477,-0.08778954698366052,1.5074536121893372,0.09221755440691771,-0.08778954698366052,1.5049446044211874,0.1535253734130525,-0.08778954698366052,1.499930764880706,0.21457766458643093,-0.08778954698366052,1.4924204386089968,0.275272812413596,-0.08778954698366052,1.4824261258029507,0.33550979581094414,-0.08778954698366052,1.4699644610099032,0.3951883562643468,-0.08778954698366052,1.455056185441071,0.45420916469955536,-0.08778954698366052,1.4377261124498537,0.512473986805645,-0.08778954698366052,1.418003086232454,0.569885846536327,-0.08778954698366052,1.3959199338195623,0.6263491875170104,-0.08778954698366052,1.3715134104390003,0.6817700320889482,-0.08778954698366052,1.3448241383402781,0.7360561377257896,-0.08778954698366052,1.315896539182861,0.7891171505621526,-0.08778954698366052,1.2847787601007055,0.8408647557787192,-0.08778954698366052,1.2515225935661056,0.8912128245935335,-0.08778954698366052,1.2161833911862356,0.9400775576148609,-0.08778954698366052,1.1788199715758614,0.9873776243170095,-0.08778954698366052,1.1394945224595578,1.033034298406955,-0.08778954698366052,1.098272497166385,1.0769715888564957,-0.08778954698366052,1.0552225056892752,1.119116366381813,-0.08778954698366052,1.0104162004904733,1.1593984851599486,-0.08778954698366052,0.963928157243087,1.1977508995796036,-0.08778954698366052,0.9158357507072363,1.2341097758319457,-0.08778954698366052,0.8662190259473996,1.2684145981556798,-0.08778954698366052,0.8151605651053064,1.3006082695595629,-0.08778954698366052,0.7627453499501107,1.330637206854709,-0.08778954698366052,0.709060620434625,1.3584514298385209,-0.08778954698366052,0.6541957294930283,1.3840046444818046,-0.08778954698366052,0.5982419943217212,1.4072543199806131,-0.08778954698366052,0.5412925443908677,1.428161759544568,-0.08778954698366052,0.4834421664395865,1.446692164803854,-0.08778954698366052,0.4247871467127694,1.4628146937276663,-0.08778954698366052,0.3654251107021393,1.476502511957731,-0.08778954698366052,0.30545486065824357,1.4877328374714431,-0.08778954698366052,0.24497621114386878,1.4964869785002968,-0.08778954698366052,0.18408982290254303,1.502750364640488,-0.08778954698366052,0.12289703531866565,1.506512571103915,-0.08778954698366052,0.06149969774810628,1.5077673360692083,-0.08778954698366052,0.0,1.515186058514056,-0.12229244515039998,0.0,1.5139251196830816,-0.12229244515039998,-0.0618022969470152,1.5101444018984018,-0.12229244515039998,-0.12350173006997922,1.5038501977916534,-0.12229244515039998,-0.18499560675152446,1.4950529834444024,-0.12229244515039998,-0.2461815765026939,1.4837674009517396,-0.12229244515039998,-0.30695780131522904,1.47001223405196,-0.12229244515039998,-0.36722312516088423,1.4538103768628814,-0.12229244515039998,-0.42687724235565305,1.435188795776848,-0.12229244515039998,-0.48582086450867984,1.414178484577829,-0.12229244515039998,-0.5439558857779877,1.3908144128553253,-0.12229244515039998,-0.6011855461579707,1.3651354678009375,-0.12229244515039998,-0.6574145925268737,1.337184389484476,-0.12229244515039998,-0.7125494371862136,1.307007699717329,-0.12229244515039998,-0.7664983136282665,1.2746556246215024,-0.12229244515039998,-0.8191714292723641,1.2401820110331936,-0.12229244515039998,-0.8704811149157828,1.2036442368800477,-0.12229244515039998,-0.9203419706504795,1.1651031156812606,-0.12229244515039998,-0.9686710080028095,1.1246227953294767,-0.12229244515039998,-1.0153877880596527,1.0822706513229523,-0.12229244515039998,-1.0604145553510442,1.0381171746256885,-0.12229244515039998,-1.1036763672664818,0.9922358543421782,-0.12229244515039998,-1.145101218789504,0.9447030554020442,-0.12229244515039998,-1.184620162342935,0.8955978914581499,-0.12229244515039998,-1.2221674225453223,0.8450020932097321,-0.12229244515039998,-1.2576805056875657,0.7929998723697183,-0.12229244515039998,-1.2911003037475326,0.7396777815026407,-0.12229244515039998,-1.3223711927695234,0.6851245699664359,-0.12229244515039998,-1.3514411254448588,0.6294310361978936,-0.12229244515039998,-1.3782617177394887,0.5726898765876239,-0.12229244515039998,-1.4027883294244403,0.5149955311960606,-0.12229244515039998,-1.4249801383750749,0.4564440265673004,-0.12229244515039998,-1.4448002085154854,0.39713281590239913,-0.12229244515039998,-1.4622155512949488,0.33716061685813464,-0.12229244515039998,-1.477197180594115,0.2766272472412098,-0.12229244515039998,-1.4897201609695396,0.21563345887136454,-0.12229244515039998,-1.49976364915627,0.15428076988991368,-0.12229244515039998,-1.5073109287594035,0.0926712957928216,-0.12229244515039998,-1.512349438076875,0.030907579469535193,-0.12229244515039998,-1.514870791007172,-0.03090757946953501,-0.12229244515039998,-1.514870791007172,-0.0926712957928214,-0.12229244515039998,-1.5123494380768752,-0.15428076988991318,-0.12229244515039998,-1.5073109287594035,-0.21563345887136437,-0.12229244515039998,-1.49976364915627,-0.27662724724120963,-0.12229244515039998,-1.4897201609695396,-0.33716061685813414,-0.12229244515039998,-1.477197180594115,-0.39713281590239896,-0.12229244515039998,-1.462215551294949,-0.4564440265672999,-0.12229244515039998,-1.4448002085154854,-0.5149955311960603,-0.12229244515039998,-1.424980138375075,-0.5726898765876237,-0.12229244515039998,-1.4027883294244405,-0.6294310361978932,-0.12229244515039998,-1.378261717739489,-0.6851245699664359,-0.12229244515039998,-1.3514411254448588,-0.7396777815026407,-0.12229244515039998,-1.3223711927695234,-0.7929998723697186,-0.12229244515039998,-1.2911003037475324,-0.8450020932097317,-0.12229244515039998,-1.2576805056875662,-0.8955978914581496,-0.12229244515039998,-1.2221674225453225,-0.9447030554020441,-0.12229244515039998,-1.1846201623429355,-0.9922358543421784,-0.12229244515039998,-1.145101218789504,-1.0381171746256888,-0.12229244515039998,-1.1036763672664818,-1.0822706513229523,-0.12229244515039998,-1.0604145553510442,-1.1246227953294767,-0.12229244515039998,-1.0153877880596527,-1.1651031156812603,-0.12229244515039998,-0.96867100800281,-1.2036442368800477,-0.12229244515039998,-0.9203419706504793,-1.2401820110331931,-0.12229244515039998,-0.8704811149157833,-1.2746556246215026,-0.12229244515039998,-0.819171429272364,-1.307007699717329,-0.12229244515039998,-0.7664983136282667,-1.3371843894844757,-0.12229244515039998,-0.7125494371862138,-1.3651354678009375,-0.12229244515039998,-0.657414592526874,-1.390814412855325,-0.12229244515039998,-0.6011855461579708,-1.414178484577829,-0.12229244515039998,-0.5439558857779877,-1.435188795776848,-0.12229244515039998,-0.48582086450867984,-1.4538103768628812,-0.12229244515039998,-0.42687724235565366,-1.47001223405196,-0.12229244515039998,-0.3672231251608841,-1.4837674009517394,-0.12229244515039998,-0.3069578013152295,-1.4950529834444024,-0.12229244515039998,-0.24618157650269432,-1.5038501977916534,-0.12229244515039998,-0.18499560675152485,-1.5101444018984018,-0.12229244515039998,-0.12350173006997954,-1.5139251196830816,-0.12229244515039998,-0.061802296947015445,-1.515186058514056,-0.12229244515039998,-1.8555677566719328e-16,-1.5139251196830816,-0.12229244515039998,0.06180229694701508,-1.5101444018984018,-0.12229244515039998,0.12350173006997915,-1.5038501977916534,-0.12229244515039998,0.1849956067515245,-1.4950529834444024,-0.12229244515039998,0.24618157650269332,-1.4837674009517399,-0.12229244515039998,0.3069578013152285,-1.47001223405196,-0.12229244515039998,0.3672231251608844,-1.4538103768628814,-0.12229244515039998,0.42687724235565333,-1.435188795776848,-0.12229244515039998,0.4858208645086795,-1.4141784845778291,-0.12229244515039998,0.5439558857779874,-1.3908144128553253,-0.12229244515039998,0.6011855461579705,-1.365135467800938,-0.12229244515039998,0.6574145925268731,-1.337184389484476,-0.12229244515039998,0.7125494371862134,-1.307007699717329,-0.12229244515039998,0.7664983136282664,-1.2746556246215024,-0.12229244515039998,0.8191714292723641,-1.2401820110331936,-0.12229244515039998,0.8704811149157825,-1.203644236880048,-0.12229244515039998,0.920341970650479,-1.1651031156812606,-0.12229244515039998,0.9686710080028097,-1.1246227953294765,-0.12229244515039998,1.0153877880596527,-1.0822706513229527,-0.12229244515039998,1.060414555351044,-1.038117174625689,-0.12229244515039998,1.1036763672664816,-0.9922358543421791,-0.12229244515039998,1.1451012187895033,-0.9447030554020442,-0.12229244515039998,1.184620162342935,-0.8955978914581493,-0.12229244515039998,1.2221674225453225,-0.8450020932097321,-0.12229244515039998,1.2576805056875657,-0.7929998723697189,-0.12229244515039998,1.2911003037475322,-0.739677781502641,-0.12229244515039998,1.3223711927695232,-0.6851245699664351,-0.12229244515039998,1.3514411254448593,-0.6294310361978935,-0.12229244515039998,1.378261717739489,-0.5726898765876244,-0.12229244515039998,1.40278832942444,-0.5149955311960601,-0.12229244515039998,1.424980138375075,-0.45644402656730054,-0.12229244515039998,1.4448002085154854,-0.39713281590239996,-0.12229244515039998,1.4622155512949486,-0.33716061685813487,-0.12229244515039998,1.477197180594115,-0.27662724724120935,-0.12229244515039998,1.4897201609695396,-0.21563345887136437,-0.12229244515039998,1.49976364915627,-0.1542807698899142,-0.12229244515039998,1.5073109287594035,-0.09267129579282143,-0.12229244515039998,1.5123494380768752,-0.03090757946953437,-0.12229244515039998,1.514870791007172,0.030907579469535162,-0.12229244515039998,1.514870791007172,0.09267129579282088,-0.12229244515039998,1.5123494380768752,0.15428076988991368,-0.12229244515039998,1.5073109287594035,0.21563345887136381,-0.12229244515039998,1.4997636491562703,0.2766272472412088,-0.12229244515039998,1.4897201609695399,0.3371606168581343,-0.12229244515039998,1.477197180594115,0.39713281590239946,-0.12229244515039998,1.4622155512949488,0.45644402656730004,-0.12229244515039998,1.4448002085154854,0.5149955311960597,-0.12229244515039998,1.4249801383750753,0.5726898765876226,-0.12229244515039998,1.402788329424441,0.6294310361978942,-0.12229244515039998,1.3782617177394885,0.6851245699664358,-0.12229244515039998,1.3514411254448588,0.7396777815026405,-0.12229244515039998,1.3223711927695234,0.7929998723697174,-0.12229244515039998,1.2911003037475333,0.8450020932097316,-0.12229244515039998,1.2576805056875662,0.8955978914581499,-0.12229244515039998,1.222167422545322,0.9447030554020439,-0.12229244515039998,1.1846201623429355,0.9922358543421788,-0.12229244515039998,1.145101218789504,1.0381171746256883,-0.12229244515039998,1.103676367266482,1.0822706513229519,-0.12229244515039998,1.060414555351045,1.1246227953294765,-0.12229244515039998,1.0153877880596527,1.165103115681261,-0.12229244515039998,0.968671008002809,1.2036442368800475,-0.12229244515039998,0.9203419706504795,1.240182011033193,-0.12229244515039998,0.8704811149157835,1.2746556246215017,-0.12229244515039998,0.8191714292723651,1.307007699717329,-0.12229244515039998,0.7664983136282668,1.3371843894844762,-0.12229244515039998,0.7125494371862133,1.3651354678009375,-0.12229244515039998,0.6574145925268742,1.3908144128553246,-0.12229244515039998,0.6011855461579717,1.414178484577829,-0.12229244515039998,0.543955885777988,1.4351887957768477,-0.12229244515039998,0.48582086450868067,1.4538103768628814,-0.12229244515039998,0.4268772423556532,1.4700122340519597,-0.12229244515039998,0.36722312516088496,1.4837674009517396,-0.12229244515039998,0.30695780131522904,1.4950529834444024,-0.12229244515039998,0.24618157650269448,1.5038501977916534,-0.12229244515039998,0.1849956067515257,1.5101444018984018,-0.12229244515039998,0.1235017300699797,1.5139251196830816,-0.12229244515039998,0.06180229694701496,1.515186058514056,-0.12229244515039998,0.0,1.5250200996285046,-0.15618608850689697,0.0,1.5237509769020694,-0.15618608850689697,-0.062203413579345064,1.5199457210522935,-0.15618608850689697,-0.12430329571559029,1.5136106655520012,-0.15618608850689697,-0.18619628728350546,1.5047563544758715,-0.15618608850689697,-0.24777937350679352,1.4933975249508662,-0.15618608850689697,-0.3089500554160192,1.4795530826277359,-0.15618608850689697,-0.3696065204480281,1.463246070214431,-0.15618608850689697,-0.4296478119029104,1.4445036291237883,-0.15618608850689697,-0.4889739969764645,1.423356954299327,-0.15618608850689697,-0.547486333088487,1.399841242294345,-0.15618608850689697,-0.6050874322300533,1.3739956326907283,-0.15618608850689697,-0.6616814230562466,1.3458631429549806,-0.15618608850689697,-0.7171741104545504,1.315490596839895,-0.15618608850689697,-0.7714731323233172,1.2829285464510394,-0.15618608850689697,-0.8244881132993716,1.248231188107764,-0.15618608850689697,-0.8761308151788831,1.2114562721387774,-0.15618608850689697,-0.9263152837811491,1.172665006762425,-0.15618608850689697,-0.9749579920108435,1.1319219562116474,-0.15618608850689697,-1.021977978880627,1.0892949332731894,-0.15618608850689697,-1.0672969842627178,1.044854886419906,-0.15618608850689697,-1.1108395791451522,0.9986757817240342,-0.15618608850689697,-1.152533291175931,0.9508344797479625,-0.15618608850689697,-1.192308725286096,0.9014106076174119,-0.15618608850689697,-1.2300996791909762,0.8504864264899427,-0.15618608850689697,-1.265843253577354,0.7981466946393767,-0.15618608850689697,-1.2994799567931672,0.7444785263840151,-0.15618608850689697,-1.330953803865491,0.6895712470934524,-0.15618608850689697,-1.3602124096820007,0.6335162445153134,-0.15618608850689697,-1.387207076180823,0.5764068166693683,-0.15618608850689697,-1.4118928734036513,0.5183380165621853,-0.15618608850689697,-1.4342287142772292,0.45940649398078054,-0.15618608850689697,-1.4541774229987279,0.3997103346285884,-0.15618608850689697,-1.471705796911202,0.33934889687148656,-0.15618608850689697,-1.4867846617661347,0.2784226463656016,-0.15618608850689697,-1.4993889202810955,0.21703298884214012,-0.15618608850689697,-1.5094975939116901,0.15528210132755516,-0.15618608850689697,-1.517093857768277,0.09327276207997155,-0.15618608850689697,-1.5221650686193358,0.03110817952491689,-0.15618608850689697,-1.5247027859348783,-0.031108179524916707,-0.15618608850689697,-1.5247027859348783,-0.09327276207997137,-0.15618608850689697,-1.5221650686193358,-0.15528210132755466,-0.15618608850689697,-1.517093857768277,-0.21703298884213995,-0.15618608850689697,-1.5094975939116901,-0.27842264636560143,-0.15618608850689697,-1.4993889202810955,-0.33934889687148606,-0.15618608850689697,-1.4867846617661347,-0.39971033462858824,-0.15618608850689697,-1.471705796911202,-0.45940649398078004,-0.15618608850689697,-1.454177422998728,-0.518338016562185,-0.15618608850689697,-1.4342287142772292,-0.5764068166693681,-0.15618608850689697,-1.4118928734036515,-0.633516244515313,-0.15618608850689697,-1.387207076180823,-0.6895712470934525,-0.15618608850689697,-1.3602124096820007,-0.744478526384015,-0.15618608850689697,-1.330953803865491,-0.7981466946393772,-0.15618608850689697,-1.299479956793167,-0.8504864264899423,-0.15618608850689697,-1.2658432535773543,-0.9014106076174114,-0.15618608850689697,-1.2300996791909764,-0.9508344797479623,-0.15618608850689697,-1.1923087252860964,-0.9986757817240344,-0.15618608850689697,-1.152533291175931,-1.0448548864199063,-0.15618608850689697,-1.1108395791451522,-1.0892949332731894,-0.15618608850689697,-1.0672969842627178,-1.1319219562116474,-0.15618608850689697,-1.021977978880627,-1.1726650067624245,-0.15618608850689697,-0.9749579920108441,-1.2114562721387774,-0.15618608850689697,-0.9263152837811489,-1.2482311881077635,-0.15618608850689697,-0.8761308151788837,-1.2829285464510396,-0.15618608850689697,-0.8244881132993713,-1.315490596839895,-0.15618608850689697,-0.7714731323233174,-1.3458631429549806,-0.15618608850689697,-0.7171741104545505,-1.373995632690728,-0.15618608850689697,-0.6616814230562468,-1.3998412422943447,-0.15618608850689697,-0.6050874322300535,-1.423356954299327,-0.15618608850689697,-0.547486333088487,-1.4445036291237883,-0.15618608850689697,-0.4889739969764645,-1.4632460702144308,-0.15618608850689697,-0.429647811902911,-1.4795530826277359,-0.15618608850689697,-0.36960652044802794,-1.493397524950866,-0.15618608850689697,-0.30895005541601966,-1.5047563544758715,-0.15618608850689697,-0.24777937350679397,-1.5136106655520012,-0.15618608850689697,-0.18619628728350585,-1.5199457210522935,-0.15618608850689697,-0.12430329571559061,-1.5237509769020694,-0.15618608850689697,-0.06220341357934531,-1.5250200996285046,-0.15618608850689697,-1.867610983645426e-16,-1.5237509769020694,-0.15618608850689697,0.06220341357934493,-1.5199457210522935,-0.15618608850689697,0.12430329571559023,-1.5136106655520012,-0.15618608850689697,0.18619628728350548,-1.5047563544758717,-0.15618608850689697,0.24777937350679294,-1.4933975249508662,-0.15618608850689697,0.30895005541601867,-1.4795530826277359,-0.15618608850689697,0.3696065204480283,-1.463246070214431,-0.15618608850689697,0.4296478119029107,-1.4445036291237883,-0.15618608850689697,0.48897399697646415,-1.4233569542993272,-0.15618608850689697,0.5474863330884867,-1.399841242294345,-0.15618608850689697,0.6050874322300531,-1.3739956326907286,-0.15618608850689697,0.6616814230562458,-1.3458631429549806,-0.15618608850689697,0.7171741104545502,-1.315490596839895,-0.15618608850689697,0.771473132323317,-1.2829285464510394,-0.15618608850689697,0.8244881132993716,-1.2482311881077641,-0.15618608850689697,0.8761308151788828,-1.2114562721387778,-0.15618608850689697,0.9263152837811486,-1.1726650067624247,-0.15618608850689697,0.9749579920108438,-1.1319219562116474,-0.15618608850689697,1.0219779788806271,-1.0892949332731896,-0.15618608850689697,1.0672969842627176,-1.0448548864199065,-0.15618608850689697,1.1108395791451522,-0.998675781724035,-0.15618608850689697,1.1525332911759303,-0.9508344797479625,-0.15618608850689697,1.192308725286096,-0.9014106076174111,-0.15618608850689697,1.2300996791909766,-0.8504864264899427,-0.15618608850689697,1.265843253577354,-0.7981466946393775,-0.15618608850689697,1.2994799567931667,-0.7444785263840152,-0.15618608850689697,1.3309538038654907,-0.6895712470934516,-0.15618608850689697,1.3602124096820012,-0.6335162445153133,-0.15618608850689697,1.387207076180823,-0.5764068166693688,-0.15618608850689697,1.4118928734036513,-0.5183380165621848,-0.15618608850689697,1.4342287142772292,-0.4594064939807807,-0.15618608850689697,1.4541774229987279,-0.3997103346285893,-0.15618608850689697,1.4717057969112017,-0.3393488968714868,-0.15618608850689697,1.4867846617661347,-0.2784226463656011,-0.15618608850689697,1.4993889202810955,-0.21703298884213995,-0.15618608850689697,1.5094975939116901,-0.1552821013275557,-0.15618608850689697,1.5170938577682769,-0.0932727620799714,-0.15618608850689697,1.5221650686193358,-0.031108179524916065,-0.15618608850689697,1.5247027859348783,0.03110817952491686,-0.15618608850689697,1.5247027859348783,0.09327276207997084,-0.15618608850689697,1.5221650686193358,0.15528210132755516,-0.15618608850689697,1.517093857768277,0.2170329888421394,-0.15618608850689697,1.5094975939116901,0.2784226463656006,-0.15618608850689697,1.4993889202810957,0.3393488968714862,-0.15618608850689697,1.4867846617661347,0.3997103346285888,-0.15618608850689697,1.471705796911202,0.4594064939807802,-0.15618608850689697,1.454177422998728,0.5183380165621843,-0.15618608850689697,1.4342287142772294,0.576406816669367,-0.15618608850689697,1.411892873403652,0.633516244515314,-0.15618608850689697,1.3872070761808228,0.6895712470934524,-0.15618608850689697,1.3602124096820007,0.7444785263840149,-0.15618608850689697,1.330953803865491,0.7981466946393759,-0.15618608850689697,1.2994799567931679,0.8504864264899421,-0.15618608850689697,1.2658432535773543,0.9014106076174119,-0.15618608850689697,1.2300996791909762,0.9508344797479622,-0.15618608850689697,1.1923087252860964,0.9986757817240347,-0.15618608850689697,1.1525332911759307,1.044854886419906,-0.15618608850689697,1.1108395791451524,1.0892949332731887,-0.15618608850689697,1.0672969842627185,1.1319219562116474,-0.15618608850689697,1.0219779788806271,1.1726650067624251,-0.15618608850689697,0.9749579920108431,1.2114562721387774,-0.15618608850689697,0.9263152837811491,1.2482311881077635,-0.15618608850689697,0.8761308151788838,1.2829285464510387,-0.15618608850689697,0.8244881132993725,1.315490596839895,-0.15618608850689697,0.7714731323233175,1.3458631429549808,-0.15618608850689697,0.71717411045455,1.373995632690728,-0.15618608850689697,0.6616814230562469,1.3998412422943445,-0.15618608850689697,0.6050874322300542,1.423356954299327,-0.15618608850689697,0.5474863330884874,1.4445036291237878,-0.15618608850689697,0.4889739969764653,1.463246070214431,-0.15618608850689697,0.42964781190291057,1.4795530826277357,-0.15618608850689697,0.36960652044802883,1.4933975249508662,-0.15618608850689697,0.3089500554160192,1.5047563544758715,-0.15618608850689697,0.24777937350679413,1.5136106655520012,-0.15618608850689697,0.1861962872835067,1.5199457210522935,-0.15618608850689697,0.12430329571559078,1.5237509769020694,-0.15618608850689697,0.06220341357934482,1.5250200996285046,-0.15618608850689697,0.0,1.5372204667143894,-0.18930162062685166,0.0,1.5359411908344691,-0.18930162062685166,-0.06270104930221061,1.5321054924231594,-0.18930162062685166,-0.12529773889577192,1.5257197556219244,-0.18930162062685166,-0.18768588276847056,1.5167946088594666,-0.18930162062685166,-0.24976164201186427,1.5053449071617568,-0.18930162062685166,-0.31142169765089733,1.4913897074273093,-0.18930162062685166,-0.37256342260813796,1.474952236708855,-0.18930162062685166,-0.43308505251642077,1.4560598535542046,-0.18930162062685166,-0.4928858550955925,1.4347440024706455,-0.18930162062685166,-0.5518662978114515,1.4110401615886627,-0.18930162062685166,-0.6099282135378279,1.3849877836120918,-0.18930162062685166,-0.666974963946077,1.3566302301529876,-0.18930162062685166,-0.7229116003500408,1.3260146995604993,-0.18930162062685166,-0.7776450217387647,1.2931921483638773,-0.18930162062685166,-0.8310841297339426,1.2582172064603578,-0.18930162062685166,-0.8831399802141779,1.2211480861890913,-0.18930162062685166,-0.9337259313536949,1.182046485442449,-0.18930162062685166,-0.9827577878291066,1.1409774849759693,-0.18930162062685166,-1.030153940954223,1.0980094400878633,-0.18930162062685166,-1.0758355045096542,1.0532138668483666,-0.18930162062685166,-1.1197264460411376,1.0066653230682985,-0.18930162062685166,-1.161753713408054,0.9584412842049446,-0.18930162062685166,-1.2018473563715075,0.9086220144118022,-0.18930162062685166,-1.2399406430195938,0.8572904329468197,-0.18930162062685166,-1.2759701708360816,0.8045319761614748,-0.18930162062685166,-1.3098759722276447,0.7504344553003987,-0.18930162062685166,-1.3416016143340015,0.6950879103482259,-0.18930162062685166,-1.3710942929548433,0.638584460166924,-0.18930162062685166,-1.398304920437214,0.581018149173042,-0.18930162062685166,-1.423188207377063,0.5224847908100582,-0.18930162062685166,-1.4457027379989895,0.4630818080763588,-0.18930162062685166,-1.465811039088714,0.40290807137427365,-0.18930162062685166,-1.483479642363544,0.3420637339500475,-0.18930162062685166,-1.498679140177028,0.28065006519864605,-0.18930162062685166,-1.5113842344650816,0.21876928211084254,-0.18930162062685166,-1.521573778852117,0.15652437914312312,-0.18930162062685166,-1.5292308138471005,0.09401895679358042,-0.18930162062685166,-1.5343425950709482,0.031357049169107185,-0.18930162062685166,-1.5369006144682913,-0.031357049169107,-0.18930162062685166,-1.5369006144682913,-0.09401895679358023,-0.18930162062685166,-1.5343425950709484,-0.15652437914312262,-0.18930162062685166,-1.5292308138471005,-0.21876928211084237,-0.18930162062685166,-1.521573778852117,-0.2806500651986458,-0.18930162062685166,-1.5113842344650816,-0.342063733950047,-0.18930162062685166,-1.498679140177028,-0.4029080713742735,-0.18930162062685166,-1.4834796423635441,-0.4630818080763583,-0.18930162062685166,-1.4658110390887142,-0.5224847908100579,-0.18930162062685166,-1.4457027379989895,-0.5810181491730418,-0.18930162062685166,-1.423188207377063,-0.6385844601669236,-0.18930162062685166,-1.3983049204372142,-0.6950879103482259,-0.18930162062685166,-1.3710942929548433,-0.7504344553003987,-0.18930162062685166,-1.3416016143340015,-0.8045319761614751,-0.18930162062685166,-1.3098759722276445,-0.8572904329468194,-0.18930162062685166,-1.275970170836082,-0.9086220144118019,-0.18930162062685166,-1.239940643019594,-0.9584412842049445,-0.18930162062685166,-1.201847356371508,-1.0066653230682987,-0.18930162062685166,-1.161753713408054,-1.0532138668483666,-0.18930162062685166,-1.1197264460411376,-1.0980094400878633,-0.18930162062685166,-1.0758355045096542,-1.1409774849759693,-0.18930162062685166,-1.030153940954223,-1.1820464854424486,-0.18930162062685166,-0.982757787829107,-1.2211480861890913,-0.18930162062685166,-0.9337259313536947,-1.2582172064603574,-0.18930162062685166,-0.8831399802141785,-1.2931921483638775,-0.18930162062685166,-0.8310841297339425,-1.326014699560499,-0.18930162062685166,-0.7776450217387648,-1.3566302301529873,-0.18930162062685166,-0.722911600350041,-1.3849877836120916,-0.18930162062685166,-0.6669749639460772,-1.4110401615886625,-0.18930162062685166,-0.6099282135378279,-1.4347440024706455,-0.18930162062685166,-0.5518662978114515,-1.4560598535542046,-0.18930162062685166,-0.4928858550955925,-1.4749522367088548,-0.18930162062685166,-0.4330850525164214,-1.4913897074273093,-0.18930162062685166,-0.37256342260813785,-1.5053449071617566,-0.18930162062685166,-0.31142169765089783,-1.5167946088594666,-0.18930162062685166,-0.2497616420118647,-1.5257197556219244,-0.18930162062685166,-0.18768588276847092,-1.5321054924231594,-0.18930162062685166,-0.12529773889577225,-1.5359411908344691,-0.18930162062685166,-0.06270104930221086,-1.5372204667143894,-0.18930162062685166,-1.8825521241455774e-16,-1.5359411908344691,-0.18930162062685166,0.06270104930221049,-1.5321054924231594,-0.18930162062685166,0.12529773889577187,-1.5257197556219244,-0.18930162062685166,0.18768588276847056,-1.5167946088594668,-0.18930162062685166,0.24976164201186368,-1.505344907161757,-0.18930162062685166,0.3114216976508968,-1.4913897074273093,-0.18930162062685166,0.37256342260813813,-1.474952236708855,-0.18930162062685166,0.433085052516421,-1.4560598535542046,-0.18930162062685166,0.4928858550955922,-1.4347440024706457,-0.18930162062685166,0.5518662978114511,-1.4110401615886627,-0.18930162062685166,0.6099282135378276,-1.384987783612092,-0.18930162062685166,0.6669749639460762,-1.3566302301529876,-0.18930162062685166,0.7229116003500407,-1.3260146995604993,-0.18930162062685166,0.7776450217387645,-1.2931921483638773,-0.18930162062685166,0.8310841297339426,-1.258217206460358,-0.18930162062685166,0.8831399802141776,-1.2211480861890918,-0.18930162062685166,0.9337259313536944,-1.1820464854424488,-0.18930162062685166,0.9827577878291067,-1.140977484975969,-0.18930162062685166,1.030153940954223,-1.0980094400878635,-0.18930162062685166,1.075835504509654,-1.0532138668483668,-0.18930162062685166,1.1197264460411374,-1.0066653230682994,-0.18930162062685166,1.1617537134080533,-0.9584412842049446,-0.18930162062685166,1.2018473563715075,-0.9086220144118015,-0.18930162062685166,1.2399406430195943,-0.8572904329468197,-0.18930162062685166,1.2759701708360816,-0.8045319761614754,-0.18930162062685166,1.3098759722276443,-0.7504344553003989,-0.18930162062685166,1.3416016143340015,-0.6950879103482251,-0.18930162062685166,1.3710942929548438,-0.6385844601669239,-0.18930162062685166,1.3983049204372142,-0.5810181491730425,-0.18930162062685166,1.4231882073770628,-0.5224847908100577,-0.18930162062685166,1.4457027379989895,-0.463081808076359,-0.18930162062685166,1.465811039088714,-0.40290807137427453,-0.18930162062685166,1.4834796423635437,-0.34206373395004774,-0.18930162062685166,1.498679140177028,-0.28065006519864555,-0.18930162062685166,1.5113842344650816,-0.21876928211084237,-0.18930162062685166,1.521573778852117,-0.15652437914312367,-0.18930162062685166,1.5292308138471002,-0.09401895679358026,-0.18930162062685166,1.5343425950709484,-0.03135704916910635,-0.18930162062685166,1.5369006144682913,0.03135704916910715,-0.18930162062685166,1.5369006144682913,0.09401895679357969,-0.18930162062685166,1.5343425950709484,0.15652437914312312,-0.18930162062685166,1.5292308138471005,0.21876928211084182,-0.18930162062685166,1.5215737788521173,0.280650065198645,-0.18930162062685166,1.5113842344650819,0.3420637339500472,-0.18930162062685166,1.498679140177028,0.402908071374274,-0.18930162062685166,1.483479642363544,0.46308180807635846,-0.18930162062685166,1.4658110390887142,0.5224847908100573,-0.18930162062685166,1.4457027379989897,0.5810181491730407,-0.18930162062685166,1.4231882073770634,0.6385844601669246,-0.18930162062685166,1.3983049204372138,0.6950879103482258,-0.18930162062685166,1.3710942929548433,0.7504344553003984,-0.18930162062685166,1.3416016143340017,0.804531976161474,-0.18930162062685166,1.3098759722276452,0.8572904329468192,-0.18930162062685166,1.275970170836082,0.9086220144118022,-0.18930162062685166,1.2399406430195938,0.9584412842049442,-0.18930162062685166,1.201847356371508,1.0066653230682991,-0.18930162062685166,1.1617537134080538,1.0532138668483664,-0.18930162062685166,1.1197264460411376,1.0980094400878628,-0.18930162062685166,1.0758355045096548,1.140977484975969,-0.18930162062685166,1.030153940954223,1.1820464854424493,-0.18930162062685166,0.982757787829106,1.221148086189091,-0.18930162062685166,0.9337259313536949,1.2582172064603574,-0.18930162062685166,0.8831399802141786,1.2931921483638766,-0.18930162062685166,0.8310841297339437,1.326014699560499,-0.18930162062685166,0.777645021738765,1.3566302301529878,-0.18930162062685166,0.7229116003500405,1.3849877836120916,-0.18930162062685166,0.6669749639460774,1.411040161588662,-0.18930162062685166,0.6099282135378288,1.4347440024706455,-0.18930162062685166,0.5518662978114518,1.4560598535542042,-0.18930162062685166,0.49288585509559335,1.474952236708855,-0.18930162062685166,0.43308505251642093,1.491389707427309,-0.18930162062685166,0.3725634226081387,1.5053449071617568,-0.18930162062685166,0.31142169765089733,1.5167946088594666,-0.18930162062685166,0.24976164201186488,1.5257197556219244,-0.18930162062685166,0.1876858827684718,1.5321054924231594,-0.18930162062685166,0.12529773889577242,1.5359411908344691,-0.18930162062685166,0.06270104930221036,1.5372204667143894,-0.18930162062685166,0.0,1.5517263781565855,-0.22147406159500388,0.0,1.5504350304476555,-0.22147406159500388,-0.06329272491947237,1.5465631366416852,-0.22147406159500388,-0.12648010534462248,1.5401171411238004,-0.22147406159500388,-0.18945697211664256,1.531107772617391,-0.22147406159500388,-0.25211850645592504,1.5195500263272086,-0.22147406159500388,-0.3143604144225767,1.505463138981329,-0.22147406159500388,-0.37607910050338894,1.4888705568135163,-0.22147406159500388,-0.437171840036346,1.4697998965392807,-0.22147406159500388,-0.49753695018568683,1.448282899390581,-0.22147406159500388,-0.55707395918295,1.4243553782856768,-0.22147406159500388,-0.6156837735523176,1.39805715822206,-0.22147406159500388,-0.6732688430419252,1.3694320099916772,-0.22147406159500388,-0.7297333229866301,1.338527577328766,-0.22147406159500388,-0.7849832338319966,1.305395297611561,-0.22147406159500388,-0.8389266175539901,1.2700903162498545,-0.22147406159500388,-0.8914736907140329,1.2326713949009038,-0.22147406159500388,-0.9425369938946774,1.193200813666452,-0.22147406159500388,-0.9920315372671735,1.1517442674336453,-0.22147406159500388,-1.0398749420486533,1.1083707565323764,-0.22147406159500388,-1.0859875776134837,1.0631524718910446,-0.22147406159500388,-1.1302926940305846,1.0161646748818804,-0.22147406159500388,-1.1727165498061143,0.9674855720558199,-0.22147406159500388,-1.2131885346189097,0.9171961849754162,-0.22147406159500388,-1.2516412868443967,0.8653802153624471,-0.22147406159500388,-1.288010805671365,0.8121239057846587,-0.22147406159500388,-1.3222365576250061,0.7575158961135223,-0.22147406159500388,-1.3542615773189026,0.7016470759919174,-0.22147406159500388,-1.384032562268297,0.6446104335572881,-0.22147406159500388,-1.4114999616068147,0.5865009006720687,-0.22147406159500388,-1.4366180585589918,0.5274151949189655,-0.22147406159500388,-1.459345046531335,0.467451658624085,-0.22147406159500388,-1.479643098695272,0.40671009517583884,-0.22147406159500388,-1.4974784309461737,0.3452916029120526,-0.22147406159500388,-1.512821358133663,0.28329840685175944,-0.22147406159500388,-1.5256463434696161,0.2208336885517453,-0.22147406159500388,-1.5359320410316288,0.15800141437102888,-0.22147406159500388,-1.5436613312911966,0.09490616242911971,-0.22147406159500388,-1.5488213496074787,0.03165294854605724,-0.22147406159500388,-1.5514035076392265,-0.03165294854605705,-0.22147406159500388,-1.5514035076392265,-0.09490616242911952,-0.22147406159500388,-1.548821349607479,-0.15800141437102835,-0.22147406159500388,-1.5436613312911966,-0.2208336885517451,-0.22147406159500388,-1.5359320410316288,-0.2832984068517592,-0.22147406159500388,-1.5256463434696161,-0.3452916029120521,-0.22147406159500388,-1.512821358133663,-0.40671009517583867,-0.22147406159500388,-1.497478430946174,-0.46745165862408444,-0.22147406159500388,-1.4796430986952722,-0.5274151949189654,-0.22147406159500388,-1.4593450465313351,-0.5865009006720685,-0.22147406159500388,-1.436618058558992,-0.6446104335572876,-0.22147406159500388,-1.411499961606815,-0.7016470759919176,-0.22147406159500388,-1.384032562268297,-0.7575158961135222,-0.22147406159500388,-1.3542615773189026,-0.812123905784659,-0.22147406159500388,-1.3222365576250057,-0.8653802153624468,-0.22147406159500388,-1.2880108056713655,-0.9171961849754159,-0.22147406159500388,-1.2516412868443967,-0.9674855720558196,-0.22147406159500388,-1.21318853461891,-1.0161646748818807,-0.22147406159500388,-1.1727165498061143,-1.0631524718910446,-0.22147406159500388,-1.1302926940305846,-1.1083707565323764,-0.22147406159500388,-1.0859875776134837,-1.1517442674336453,-0.22147406159500388,-1.0398749420486533,-1.1932008136664516,-0.22147406159500388,-0.9920315372671741,-1.2326713949009038,-0.22147406159500388,-0.9425369938946773,-1.2700903162498542,-0.22147406159500388,-0.8914736907140335,-1.3053952976115613,-0.22147406159500388,-0.8389266175539899,-1.338527577328766,-0.22147406159500388,-0.7849832338319969,-1.369432009991677,-0.22147406159500388,-0.7297333229866303,-1.3980571582220598,-0.22147406159500388,-0.6732688430419255,-1.4243553782856766,-0.22147406159500388,-0.6156837735523177,-1.448282899390581,-0.22147406159500388,-0.5570739591829501,-1.4697998965392807,-0.22147406159500388,-0.49753695018568683,-1.488870556813516,-0.22147406159500388,-0.4371718400363466,-1.505463138981329,-0.22147406159500388,-0.37607910050338883,-1.5195500263272086,-0.22147406159500388,-0.3143604144225772,-1.531107772617391,-0.22147406159500388,-0.25211850645592543,-1.5401171411238004,-0.22147406159500388,-0.18945697211664295,-1.5465631366416852,-0.22147406159500388,-0.1264801053446228,-1.5504350304476555,-0.22147406159500388,-0.06329272491947262,-1.5517263781565855,-0.22147406159500388,-1.9003167421619779e-16,-1.5504350304476555,-0.22147406159500388,0.06329272491947224,-1.5465631366416852,-0.22147406159500388,0.12648010534462242,-1.5401171411238004,-0.22147406159500388,0.18945697211664259,-1.5311077726173912,-0.22147406159500388,0.25211850645592443,-1.5195500263272088,-0.22147406159500388,0.3143604144225761,-1.505463138981329,-0.22147406159500388,0.3760791005033891,-1.4888705568135163,-0.22147406159500388,0.4371718400363463,-1.4697998965392807,-0.22147406159500388,0.4975369501856865,-1.4482828993905812,-0.22147406159500388,0.5570739591829498,-1.4243553782856768,-0.22147406159500388,0.6156837735523174,-1.3980571582220604,-0.22147406159500388,0.6732688430419245,-1.3694320099916772,-0.22147406159500388,0.72973332298663,-1.338527577328766,-0.22147406159500388,0.7849832338319964,-1.305395297611561,-0.22147406159500388,0.8389266175539901,-1.2700903162498547,-0.22147406159500388,0.8914736907140326,-1.232671394900904,-0.22147406159500388,0.9425369938946769,-1.1932008136664518,-0.22147406159500388,0.9920315372671737,-1.1517442674336453,-0.22147406159500388,1.0398749420486535,-1.1083707565323766,-0.22147406159500388,1.0859875776134835,-1.0631524718910448,-0.22147406159500388,1.1302926940305844,-1.0161646748818813,-0.22147406159500388,1.1727165498061136,-0.9674855720558199,-0.22147406159500388,1.2131885346189097,-0.9171961849754154,-0.22147406159500388,1.251641286844397,-0.8653802153624471,-0.22147406159500388,1.288010805671365,-0.8121239057846593,-0.22147406159500388,1.3222365576250055,-0.7575158961135225,-0.22147406159500388,1.3542615773189024,-0.7016470759919167,-0.22147406159500388,1.3840325622682974,-0.6446104335572881,-0.22147406159500388,1.411499961606815,-0.5865009006720692,-0.22147406159500388,1.4366180585589916,-0.527415194918965,-0.22147406159500388,1.4593450465313351,-0.46745165862408516,-0.22147406159500388,1.479643098695272,-0.4067100951758397,-0.22147406159500388,1.4974784309461737,-0.3452916029120528,-0.22147406159500388,1.512821358133663,-0.28329840685175894,-0.22147406159500388,1.5256463434696161,-0.2208336885517451,-0.22147406159500388,1.5359320410316288,-0.1580014143710294,-0.22147406159500388,1.5436613312911964,-0.09490616242911955,-0.22147406159500388,1.548821349607479,-0.031652948546056395,-0.22147406159500388,1.5514035076392265,0.03165294854605721,-0.22147406159500388,1.5514035076392265,0.09490616242911898,-0.22147406159500388,1.548821349607479,0.15800141437102885,-0.22147406159500388,1.5436613312911966,0.22083368855174454,-0.22147406159500388,1.535932041031629,0.2832984068517584,-0.22147406159500388,1.5256463434696164,0.34529160291205224,-0.22147406159500388,1.512821358133663,0.40671009517583917,-0.22147406159500388,1.4974784309461737,0.4674516586240846,-0.22147406159500388,1.4796430986952722,0.5274151949189646,-0.22147406159500388,1.4593450465313353,0.5865009006720674,-0.22147406159500388,1.4366180585589923,0.6446104335572888,-0.22147406159500388,1.4114999616068147,0.7016470759919173,-0.22147406159500388,1.384032562268297,0.7575158961135221,-0.22147406159500388,1.3542615773189028,0.8121239057846578,-0.22147406159500388,1.3222365576250066,0.8653802153624466,-0.22147406159500388,1.2880108056713655,0.9171961849754162,-0.22147406159500388,1.2516412868443965,0.9674855720558195,-0.22147406159500388,1.21318853461891,1.016164674881881,-0.22147406159500388,1.172716549806114,1.0631524718910443,-0.22147406159500388,1.1302926940305846,1.108370756532376,-0.22147406159500388,1.0859875776134844,1.1517442674336453,-0.22147406159500388,1.0398749420486535,1.1932008136664523,-0.22147406159500388,0.992031537267173,1.2326713949009036,-0.22147406159500388,0.9425369938946774,1.270090316249854,-0.22147406159500388,0.8914736907140336,1.3053952976115604,-0.22147406159500388,0.8389266175539911,1.338527577328766,-0.22147406159500388,0.784983233831997,1.3694320099916775,-0.22147406159500388,0.7297333229866299,1.3980571582220598,-0.22147406159500388,0.6732688430419257,1.4243553782856762,-0.22147406159500388,0.6156837735523185,1.448282899390581,-0.22147406159500388,0.5570739591829503,1.4697998965392804,-0.22147406159500388,0.49753695018568767,1.4888705568135163,-0.22147406159500388,0.4371718400363462,1.5054631389813289,-0.22147406159500388,0.37607910050338966,1.5195500263272086,-0.22147406159500388,0.3143604144225767,1.531107772617391,-0.22147406159500388,0.2521185064559256,1.5401171411238004,-0.22147406159500388,0.18945697211664383,1.5465631366416852,-0.22147406159500388,0.12648010534462298,1.5504350304476555,-0.22147406159500388,0.06329272491947212,1.5517263781565855,-0.22147406159500388,0.0,1.568465566233958,-0.2525431299287738,0.0,1.5671602881617388,-0.2525431299287738,-0.06397549273296733,1.5632466264516158,-0.2525431299287738,-0.12784450457196866,1.5567310950072697,-0.2525431299287738,-0.1915007318499774,1.5476245382877771,-0.2525431299287738,-0.2548382250588694,1.535942113258079,-0.2525431299287738,-0.3177515651919227,1.5217032641617088,-0.2525431299287738,-0.38013603920335093,1.5049316901577667,-0.2525431299287738,-0.44188781429283375,1.4856553058760102,-0.2525431299287738,-0.5029041107249659,1.4639061949557057,-0.2525431299287738,-0.5630833728959834,1.4397205566455789,-0.2525431299287738,-0.6223254383630441,1.4131386455537358,-0.2525431299287738,-0.6805317045547276,1.3842047046478427,-0.2525431299287738,-0.7376052928852861,1.3529668916170707,-0.2525431299287738,-0.793451209999488,1.3194771987183762,-0.2525431299287738,-0.8479765058796838,1.2837913662405187,-0.2525431299287738,-0.9010904285519366,1.2459687897298528,-0.2525431299287738,-0.9527045751337276,1.206072421132302,-0.2525431299287738,-1.002733038971828,1.1641686640160573,-0.2525431299287738,-1.051092552625447,1.1203272630493923,-0.2525431299287738,-1.0977026264566683,1.0746211879175447,-0.2525431299287738,-1.1424856825975087,1.0271265118718766,-0.2525431299287738,-1.1853671840706244,0.9779222851134568,-0.2525431299287738,-1.226275758848753,0.9270904032218,-0.2525431299287738,-1.2651433186464096,0.8747154708477588,-0.2525431299287738,-1.301905172246118,0.8208846608974314,-0.2525431299287738,-1.3365001331705582,0.7656875694414627,-0.2525431299287738,-1.3688706215214188,0.7092160665912265,-0.2525431299287738,-1.3989627598154566,0.6515641435900908,-0.2525431299287738,-1.4267264626582497,0.5928277563742712,-0.2525431299287738,-1.4521155201063922,0.5331046658636437,-0.2525431299287738,-1.4750876745793868,0.47249427524834053,-0.2525431299287738,-1.4956046911932162,0.41109746454195234,-0.2525431299287738,-1.5136324213985337,0.3490164226766999,-0.2525431299287738,-1.5291408598175544,0.28635447742004166,-0.2525431299287738,-1.5421041941850444,0.22321592339580262,-0.2525431299287738,-1.5525008483102898,0.15970584849606417,-0.2525431299287738,-1.5603135179885363,0.095929958972741,-0.2525431299287738,-1.5655291998021303,0.03199440349995529,-0.2525431299287738,-1.5681392127634244,-0.031994403499955096,-0.2525431299287738,-1.5681392127634244,-0.0959299589727408,-0.2525431299287738,-1.5655291998021303,-0.15970584849606365,-0.2525431299287738,-1.5603135179885363,-0.22321592339580246,-0.2525431299287738,-1.5525008483102898,-0.2863544774200415,-0.2525431299287738,-1.5421041941850444,-0.34901642267669936,-0.2525431299287738,-1.5291408598175544,-0.4110974645419521,-0.2525431299287738,-1.513632421398534,-0.47249427524834,-0.2525431299287738,-1.4956046911932164,-0.5331046658636435,-0.2525431299287738,-1.475087674579387,-0.592827756374271,-0.2525431299287738,-1.4521155201063924,-0.6515641435900904,-0.2525431299287738,-1.4267264626582499,-0.7092160665912266,-0.2525431299287738,-1.3989627598154566,-0.7656875694414625,-0.2525431299287738,-1.3688706215214188,-0.8208846608974317,-0.2525431299287738,-1.3365001331705577,-0.8747154708477584,-0.2525431299287738,-1.3019051722461181,-0.9270904032217996,-0.2525431299287738,-1.2651433186464098,-0.9779222851134567,-0.2525431299287738,-1.2262757588487534,-1.0271265118718769,-0.2525431299287738,-1.1853671840706244,-1.074621187917545,-0.2525431299287738,-1.1424856825975087,-1.1203272630493923,-0.2525431299287738,-1.0977026264566683,-1.1641686640160573,-0.2525431299287738,-1.051092552625447,-1.2060724211323015,-0.2525431299287738,-1.0027330389718285,-1.2459687897298528,-0.2525431299287738,-0.9527045751337274,-1.2837913662405185,-0.2525431299287738,-0.9010904285519371,-1.3194771987183764,-0.2525431299287738,-0.8479765058796835,-1.3529668916170707,-0.2525431299287738,-0.7934512099994883,-1.3842047046478425,-0.2525431299287738,-0.7376052928852863,-1.4131386455537358,-0.2525431299287738,-0.6805317045547279,-1.4397205566455786,-0.2525431299287738,-0.6223254383630441,-1.4639061949557057,-0.2525431299287738,-0.5630833728959835,-1.4856553058760102,-0.2525431299287738,-0.5029041107249659,-1.5049316901577665,-0.2525431299287738,-0.44188781429283436,-1.5217032641617088,-0.2525431299287738,-0.38013603920335076,-1.5359421132580788,-0.2525431299287738,-0.3177515651919232,-1.5476245382877771,-0.2525431299287738,-0.2548382250588698,-1.5567310950072697,-0.2525431299287738,-0.19150073184997782,-1.5632466264516158,-0.2525431299287738,-0.12784450457196897,-1.5671602881617388,-0.2525431299287738,-0.06397549273296758,-1.568465566233958,-0.2525431299287738,-1.9208163352612575e-16,-1.5671602881617388,-0.2525431299287738,0.06397549273296721,-1.5632466264516158,-0.2525431299287738,0.12784450457196858,-1.5567310950072697,-0.2525431299287738,0.19150073184997743,-1.5476245382877771,-0.2525431299287738,0.2548382250588688,-1.5359421132580793,-0.2525431299287738,0.31775156519192216,-1.5217032641617088,-0.2525431299287738,0.3801360392033511,-1.5049316901577667,-0.2525431299287738,0.44188781429283397,-1.4856553058760102,-0.2525431299287738,0.5029041107249655,-1.463906194955706,-0.2525431299287738,0.5630833728959832,-1.4397205566455789,-0.2525431299287738,0.6223254383630438,-1.4131386455537363,-0.2525431299287738,0.6805317045547269,-1.3842047046478427,-0.2525431299287738,0.737605292885286,-1.3529668916170707,-0.2525431299287738,0.7934512099994879,-1.3194771987183762,-0.2525431299287738,0.8479765058796838,-1.283791366240519,-0.2525431299287738,0.9010904285519362,-1.2459687897298533,-0.2525431299287738,0.9527045751337271,-1.2060724211323017,-0.2525431299287738,1.0027330389718283,-1.1641686640160573,-0.2525431299287738,1.0510925526254473,-1.1203272630493928,-0.2525431299287738,1.097702626456668,-1.0746211879175451,-0.2525431299287738,1.1424856825975085,-1.0271265118718775,-0.2525431299287738,1.1853671840706237,-0.9779222851134568,-0.2525431299287738,1.226275758848753,-0.9270904032217993,-0.2525431299287738,1.26514331864641,-0.8747154708477588,-0.2525431299287738,1.301905172246118,-0.8208846608974321,-0.2525431299287738,1.3365001331705577,-0.7656875694414628,-0.2525431299287738,1.3688706215214188,-0.7092160665912257,-0.2525431299287738,1.3989627598154573,-0.6515641435900907,-0.2525431299287738,1.4267264626582499,-0.5928277563742718,-0.2525431299287738,1.452115520106392,-0.5331046658636432,-0.2525431299287738,1.475087674579387,-0.4724942752483407,-0.2525431299287738,1.4956046911932162,-0.4110974645419532,-0.2525431299287738,1.5136324213985335,-0.34901642267670013,-0.2525431299287738,1.5291408598175544,-0.2863544774200412,-0.2525431299287738,1.5421041941850444,-0.22321592339580246,-0.2525431299287738,1.5525008483102898,-0.15970584849606473,-0.2525431299287738,1.5603135179885361,-0.09592995897274083,-0.2525431299287738,1.5655291998021303,-0.03199440349995444,-0.2525431299287738,1.5681392127634244,0.031994403499955255,-0.2525431299287738,1.5681392127634244,0.09592995897274026,-0.2525431299287738,1.5655291998021303,0.15970584849606415,-0.2525431299287738,1.5603135179885363,0.2232159233958019,-0.2525431299287738,1.55250084831029,0.2863544774200406,-0.2525431299287738,1.5421041941850446,0.3490164226766996,-0.2525431299287738,1.5291408598175544,0.4110974645419527,-0.2525431299287738,1.5136324213985337,0.47249427524834015,-0.2525431299287738,1.4956046911932164,0.5331046658636427,-0.2525431299287738,1.4750876745793873,0.5928277563742699,-0.2525431299287738,1.4521155201063927,0.6515641435900914,-0.2525431299287738,1.4267264626582494,0.7092160665912264,-0.2525431299287738,1.3989627598154566,0.7656875694414623,-0.2525431299287738,1.368870621521419,0.8208846608974305,-0.2525431299287738,1.3365001331705586,0.8747154708477582,-0.2525431299287738,1.3019051722461181,0.9270904032218,-0.2525431299287738,1.2651433186464094,0.9779222851134565,-0.2525431299287738,1.2262757588487534,1.0271265118718773,-0.2525431299287738,1.1853671840706241,1.0746211879175445,-0.2525431299287738,1.142485682597509,1.120327263049392,-0.2525431299287738,1.097702626456669,1.1641686640160573,-0.2525431299287738,1.0510925526254473,1.2060724211323022,-0.2525431299287738,1.0027330389718274,1.2459687897298526,-0.2525431299287738,0.9527045751337276,1.2837913662405183,-0.2525431299287738,0.9010904285519372,1.3194771987183755,-0.2525431299287738,0.8479765058796848,1.3529668916170707,-0.2525431299287738,0.7934512099994885,1.384204704647843,-0.2525431299287738,0.7376052928852859,1.4131386455537358,-0.2525431299287738,0.680531704554728,1.4397205566455784,-0.2525431299287738,0.622325438363045,1.4639061949557057,-0.2525431299287738,0.5630833728959838,1.48565530587601,-0.2525431299287738,0.5029041107249668,1.5049316901577667,-0.2525431299287738,0.4418878142928339,1.5217032641617085,-0.2525431299287738,0.38013603920335165,1.535942113258079,-0.2525431299287738,0.3177515651919227,1.5476245382877771,-0.2525431299287738,0.25483822505887,1.5567310950072697,-0.2525431299287738,0.1915007318499787,1.5632466264516158,-0.2525431299287738,0.12784450457196916,1.5671602881617388,-0.2525431299287738,0.06397549273296708,1.568465566233958,-0.2525431299287738,0.0,1.5873546371535112,-0.2823540410925434,0.0,1.5860336395840926,-0.2823540410925434,-0.06474595122779293,1.582072845545923,-0.2823540410925434,-0.1293841392094911,1.5754788473897916,-0.2823540410925434,-0.19380698006028782,1.5662626201748728,-0.2823540410925434,-0.2579072483194234,1.5544395034018246,-0.2823540410925434,-0.3215782554163825,1.5400291754817017,-0.2823540410925434,-0.38471402724349074,1.523055620983184,-0.2823540410925434,-0.44720948053935855,1.5035470907126285,-0.2823540410925434,-0.5089605977895992,1.4815360546933898,-0.2823540410925434,-0.5698646003537159,1.4570591481226713,-0.2823540410925434,-0.6298201195300058,1.4301571103958544,-0.2823540410925434,-0.6887273652737601,1.4008747172997955,-0.2823540410925434,-0.7464882922879454,1.3692607064879485,-0.2823540410925434,-0.8030067632099244,1.335367696361349,-0.2823540410925434,-0.8581887086226078,1.2992520984904803,-0.2823540410925434,-0.9119422836237164,1.2609740237237794,-0.2823540410925434,-0.964178020692557,1.2205971821390649,-0.2823540410925434,-1.014808978599879,1.1781887770043975,-0.2823540410925434,-1.063750887112973,1.1338193929248739,-0.2823540410925434,-1.1109222872551552,1.0875628783615165,-0.2823540410925434,-1.156244666886195,1.0394962227178,-0.2823540410925434,-1.1996425913780242,0.9896994281983846,-0.2823540410925434,-1.241043829168231,0.938255376653344,-0.2823540410925434,-1.2803794719823678,0.8852496916295041,-0.2823540410925434,-1.3175840495249715,0.8307705958585002,-0.2823540410925434,-1.3525956384484124,0.7749087644187471,-0.2823540410925434,-1.3853559654181904,0.7177571738157188,-0.2823540410925434,-1.4158105041031541,0.6594109472317305,-0.2823540410925434,-1.443908565929196,0.5999671962027915,-0.2823540410925434,-1.4696033844453804,0.5395248589860352,-0.2823540410925434,-1.4928521931620873,0.4781845358867545,-0.2823540410925434,-1.5136162967316138,0.41604832181912327,-0.2823540410925434,-1.5318611353527598,0.35321963637928594,-0.2823540410925434,-1.547556342292209,0.2898030517136465,-0.2823540410925434,-1.560675794426957,0.22590411846885147,-0.2823540410925434,-1.571197655723673,0.16162919011315366,-0.2823540410925434,-1.5791044135826235,0.09708524592156245,-0.2823540410925434,-1.5843829079856626,0.0323797129193967,-0.2823540410925434,-1.5870243533997872,-0.03237971291939651,-0.2823540410925434,-1.5870243533997872,-0.09708524592156224,-0.2823540410925434,-1.5843829079856628,-0.16162919011315313,-0.2823540410925434,-1.5791044135826235,-0.2259041184688513,-0.2823540410925434,-1.571197655723673,-0.28980305171364634,-0.2823540410925434,-1.560675794426957,-0.35321963637928544,-0.2823540410925434,-1.547556342292209,-0.4160483218191231,-0.2823540410925434,-1.53186113535276,-0.47818453588675397,-0.2823540410925434,-1.5136162967316138,-0.539524858986035,-0.2823540410925434,-1.4928521931620875,-0.5999671962027913,-0.2823540410925434,-1.4696033844453804,-0.6594109472317301,-0.2823540410925434,-1.443908565929196,-0.7177571738157189,-0.2823540410925434,-1.4158105041031541,-0.774908764418747,-0.2823540410925434,-1.3853559654181904,-0.8307705958585007,-0.2823540410925434,-1.352595638448412,-0.8852496916295037,-0.2823540410925434,-1.317584049524972,-0.9382553766533437,-0.2823540410925434,-1.280379471982368,-0.9896994281983845,-0.2823540410925434,-1.2410438291682313,-1.0394962227178002,-0.2823540410925434,-1.1996425913780242,-1.0875628783615168,-0.2823540410925434,-1.156244666886195,-1.1338193929248739,-0.2823540410925434,-1.1109222872551552,-1.1781887770043975,-0.2823540410925434,-1.063750887112973,-1.2205971821390644,-0.2823540410925434,-1.0148089785998795,-1.2609740237237794,-0.2823540410925434,-0.9641780206925569,-1.2992520984904798,-0.2823540410925434,-0.911942283623717,-1.3353676963613492,-0.2823540410925434,-0.8581887086226075,-1.3692607064879483,-0.2823540410925434,-0.8030067632099246,-1.4008747172997953,-0.2823540410925434,-0.7464882922879457,-1.4301571103958541,-0.2823540410925434,-0.6887273652737603,-1.4570591481226711,-0.2823540410925434,-0.6298201195300059,-1.4815360546933898,-0.2823540410925434,-0.5698646003537159,-1.5035470907126285,-0.2823540410925434,-0.5089605977895992,-1.5230556209831838,-0.2823540410925434,-0.44720948053935916,-1.5400291754817017,-0.2823540410925434,-0.3847140272434906,-1.5544395034018244,-0.2823540410925434,-0.321578255416383,-1.5662626201748728,-0.2823540410925434,-0.25790724831942385,-1.5754788473897916,-0.2823540410925434,-0.19380698006028824,-1.582072845545923,-0.2823540410925434,-0.12938413920949143,-1.5860336395840926,-0.2823540410925434,-0.06474595122779318,-1.5873546371535112,-0.2823540410925434,-1.9439487755017557e-16,-1.5860336395840926,-0.2823540410925434,0.0647459512277928,-1.582072845545923,-0.2823540410925434,0.12938413920949104,-1.5754788473897916,-0.2823540410925434,0.19380698006028785,-1.566262620174873,-0.2823540410925434,0.2579072483194228,-1.5544395034018248,-0.2823540410925434,0.3215782554163819,-1.5400291754817017,-0.2823540410925434,0.3847140272434909,-1.523055620983184,-0.2823540410925434,0.44720948053935883,-1.5035470907126285,-0.2823540410925434,0.5089605977895989,-1.48153605469339,-0.2823540410925434,0.5698646003537156,-1.4570591481226713,-0.2823540410925434,0.6298201195300055,-1.4301571103958546,-0.2823540410925434,0.6887273652737594,-1.4008747172997955,-0.2823540410925434,0.7464882922879453,-1.3692607064879485,-0.2823540410925434,0.8030067632099243,-1.335367696361349,-0.2823540410925434,0.8581887086226078,-1.2992520984904803,-0.2823540410925434,0.9119422836237161,-1.2609740237237799,-0.2823540410925434,0.9641780206925565,-1.2205971821390647,-0.2823540410925434,1.0148089785998793,-1.1781887770043973,-0.2823540410925434,1.0637508871129733,-1.133819392924874,-0.2823540410925434,1.1109222872551552,-1.087562878361517,-0.2823540410925434,1.156244666886195,-1.0394962227178008,-0.2823540410925434,1.1996425913780235,-0.9896994281983846,-0.2823540410925434,1.241043829168231,-0.9382553766533434,-0.2823540410925434,1.2803794719823682,-0.8852496916295041,-0.2823540410925434,1.3175840495249715,-0.830770595858501,-0.2823540410925434,1.3525956384484117,-0.7749087644187472,-0.2823540410925434,1.3853559654181902,-0.717757173815718,-0.2823540410925434,1.4158105041031546,-0.6594109472317305,-0.2823540410925434,1.443908565929196,-0.5999671962027919,-0.2823540410925434,1.4696033844453802,-0.5395248589860347,-0.2823540410925434,1.4928521931620875,-0.4781845358867547,-0.2823540410925434,1.5136162967316138,-0.41604832181912416,-0.2823540410925434,1.5318611353527596,-0.35321963637928616,-0.2823540410925434,1.547556342292209,-0.289803051713646,-0.2823540410925434,1.560675794426957,-0.2259041184688513,-0.2823540410925434,1.571197655723673,-0.16162919011315421,-0.2823540410925434,1.5791044135826233,-0.09708524592156229,-0.2823540410925434,1.5843829079856628,-0.03237971291939584,-0.2823540410925434,1.5870243533997872,0.03237971291939667,-0.2823540410925434,1.5870243533997872,0.0970852459215617,-0.2823540410925434,1.5843829079856628,0.16162919011315363,-0.2823540410925434,1.5791044135826235,0.22590411846885072,-0.2823540410925434,1.5711976557236733,0.28980305171364545,-0.2823540410925434,1.5606757944269571,0.3532196363792856,-0.2823540410925434,1.547556342292209,0.41604832181912366,-0.2823540410925434,1.5318611353527598,0.4781845358867542,-0.2823540410925434,1.5136162967316138,0.5395248589860342,-0.2823540410925434,1.4928521931620877,0.5999671962027902,-0.2823540410925434,1.4696033844453809,0.6594109472317312,-0.2823540410925434,1.4439085659291957,0.7177571738157188,-0.2823540410925434,1.4158105041031541,0.7749087644187468,-0.2823540410925434,1.3853559654181904,0.8307705958584994,-0.2823540410925434,1.3525956384484128,0.8852496916295036,-0.2823540410925434,1.317584049524972,0.938255376653344,-0.2823540410925434,1.2803794719823676,0.9896994281983843,-0.2823540410925434,1.2410438291682313,1.0394962227178004,-0.2823540410925434,1.199642591378024,1.0875628783615165,-0.2823540410925434,1.1562446668861952,1.1338193929248732,-0.2823540410925434,1.110922287255156,1.1781887770043973,-0.2823540410925434,1.0637508871129733,1.2205971821390653,-0.2823540410925434,1.0148089785998784,1.2609740237237792,-0.2823540410925434,0.964178020692557,1.2992520984904796,-0.2823540410925434,0.9119422836237172,1.3353676963613483,-0.2823540410925434,0.8581887086226088,1.3692607064879483,-0.2823540410925434,0.8030067632099247,1.4008747172997957,-0.2823540410925434,0.7464882922879452,1.4301571103958541,-0.2823540410925434,0.6887273652737606,1.4570591481226707,-0.2823540410925434,0.6298201195300067,1.4815360546933898,-0.2823540410925434,0.5698646003537162,1.5035470907126283,-0.2823540410925434,0.5089605977896001,1.523055620983184,-0.2823540410925434,0.4472094805393588,1.5400291754817015,-0.2823540410925434,0.38471402724349146,1.5544395034018246,-0.2823540410925434,0.3215782554163825,1.5662626201748728,-0.2823540410925434,0.257907248319424,1.5754788473897916,-0.2823540410925434,0.19380698006028912,1.582072845545923,-0.2823540410925434,0.1293841392094916,1.5860336395840926,-0.2823540410925434,0.06474595122779268,1.5873546371535112,-0.2823540410925434,0.0,1.6082994865140736,-0.3107582786264296,0.0,1.6069610586272896,-0.3107582786264296,-0.06560026201848318,1.6029480026480667,-0.3107582786264296,-0.1310913388748717,1.5962669979120372,-0.3107582786264296,-0.19636422713499788,1.5869291642922414,-0.3107582786264296,-0.26131028651807964,1.5749500436911967,-0.3107582786264296,-0.3258214207177462,1.5603495741729339,-0.3107582786264296,-0.3897902573176723,1.5431520567780577,-0.3107582786264296,-0.4531103265023684,1.5233861150770638,-0.3107582786264296,-0.5156762382656814,1.5010846475292288,-0.3107582786264296,-0.577383857822059,1.476284772726373,-0.3107582786264296,-0.6381304789286231,1.4490277676126269,-0.3107582786264296,-0.6978149948295749,1.419358998783031,-0.3107582786264296,-0.7563380665384127,1.3873278469753163,-0.3107582786264296,-0.8136022881778703,1.352987624880539,-0.3107582786264296,-0.8695123491023865,1.3163954884093683,-0.3107582786264296,-0.9239751925332703,1.2776123415617124,-0.3107582786264296,-0.9769001704425236,1.236702735058023,-0.3107582786264296,-1.028199194427538,1.193734758900991,-0.3107582786264296,-1.0777868823255483,1.1487799290464558,-0.3107582786264296,-1.1255807003238163,1.1019130683721556,-0.3107582786264296,-1.1715011003290154,1.0532121821424312,-0.3107582786264296,-1.2154716523671834,1.0027583281761627,-0.3107582786264296,-1.2574191717938692,0.9506354819340278,-0.3107582786264296,-1.2972738411027533,0.8969303967496361,-0.3107582786264296,-1.334969326129995,0.8417324594371671,-0.3107582786264296,-1.3704428864609028,0.7851335415158391,-0.3107582786264296,-1.4036354798551613,0.7272278462988329,-0.3107582786264296,-1.434491860516815,0.6681117521011711,-0.3107582786264296,-1.4629606710454441,0.6078836518275286,-0.3107582786264296,-1.488994527915486,0.5466437892069498,-0.3107582786264296,-1.51255010034144,0.48449409194705534,-0.3107582786264296,-1.5335881823976838,0.4215380020854327,-0.3107582786264296,-1.5520737582728645,0.3578803038205726,-0.3107582786264296,-1.5679760605502648,0.2936269491089118,-0.3107582786264296,-1.5812686214171283,0.22888488131825824,-0.3107582786264296,-1.591929316717724,0.16376185723110803,-0.3107582786264296,-1.5999404027768194,0.09836626769411776,-0.3107582786264296,-1.6052885459322763,0.03280695721223549,-0.3107582786264296,-1.6079648447276162,-0.032806957212235296,-0.3107582786264296,-1.6079648447276162,-0.09836626769411756,-0.3107582786264296,-1.6052885459322763,-0.1637618572311075,-0.3107582786264296,-1.5999404027768194,-0.22888488131825807,-0.3107582786264296,-1.591929316717724,-0.29362694910891163,-0.3107582786264296,-1.5812686214171283,-0.35788030382057207,-0.3107582786264296,-1.5679760605502648,-0.42153800208543246,-0.3107582786264296,-1.5520737582728648,-0.4844940919470548,-0.3107582786264296,-1.5335881823976838,-0.5466437892069497,-0.3107582786264296,-1.5125501003414403,-0.6078836518275283,-0.3107582786264296,-1.4889945279154861,-0.6681117521011707,-0.3107582786264296,-1.4629606710454441,-0.727227846298833,-0.3107582786264296,-1.434491860516815,-0.7851335415158391,-0.3107582786264296,-1.4036354798551613,-0.8417324594371675,-0.3107582786264296,-1.3704428864609024,-0.8969303967496357,-0.3107582786264296,-1.3349693261299953,-0.9506354819340275,-0.3107582786264296,-1.2972738411027536,-1.0027583281761625,-0.3107582786264296,-1.2574191717938694,-1.0532121821424314,-0.3107582786264296,-1.2154716523671834,-1.1019130683721556,-0.3107582786264296,-1.1715011003290154,-1.1487799290464558,-0.3107582786264296,-1.1255807003238163,-1.193734758900991,-0.3107582786264296,-1.0777868823255483,-1.2367027350580229,-0.3107582786264296,-1.0281991944275384,-1.2776123415617124,-0.3107582786264296,-0.9769001704425234,-1.3163954884093678,-0.3107582786264296,-0.9239751925332708,-1.3529876248805393,-0.3107582786264296,-0.8695123491023864,-1.387327846975316,-0.3107582786264296,-0.8136022881778704,-1.4193589987830308,-0.3107582786264296,-0.756338066538413,-1.4490277676126269,-0.3107582786264296,-0.6978149948295752,-1.476284772726373,-0.3107582786264296,-0.6381304789286232,-1.5010846475292288,-0.3107582786264296,-0.577383857822059,-1.5233861150770638,-0.3107582786264296,-0.5156762382656814,-1.5431520567780574,-0.3107582786264296,-0.45311032650236904,-1.5603495741729339,-0.3107582786264296,-0.38979025731767214,-1.5749500436911965,-0.3107582786264296,-0.3258214207177467,-1.5869291642922414,-0.3107582786264296,-0.2613102865180801,-1.5962669979120372,-0.3107582786264296,-0.1963642271349983,-1.6029480026480667,-0.3107582786264296,-0.13109133887487204,-1.6069610586272896,-0.3107582786264296,-0.06560026201848343,-1.6082994865140736,-0.3107582786264296,-1.969598818229792e-16,-1.6069610586272896,-0.3107582786264296,0.06560026201848304,-1.6029480026480667,-0.3107582786264296,0.13109133887487165,-1.5962669979120372,-0.3107582786264296,0.1963642271349979,-1.5869291642922416,-0.3107582786264296,0.261310286518079,-1.5749500436911967,-0.3107582786264296,0.32582142071774567,-1.5603495741729339,-0.3107582786264296,0.3897902573176725,-1.5431520567780577,-0.3107582786264296,0.45311032650236865,-1.5233861150770638,-0.3107582786264296,0.5156762382656811,-1.501084647529229,-0.3107582786264296,0.5773838578220587,-1.476284772726373,-0.3107582786264296,0.6381304789286228,-1.4490277676126273,-0.3107582786264296,0.6978149948295742,-1.419358998783031,-0.3107582786264296,0.7563380665384126,-1.3873278469753163,-0.3107582786264296,0.8136022881778701,-1.352987624880539,-0.3107582786264296,0.8695123491023865,-1.3163954884093685,-0.3107582786264296,0.9239751925332699,-1.2776123415617127,-0.3107582786264296,0.9769001704425231,-1.2367027350580229,-0.3107582786264296,1.0281991944275382,-1.193734758900991,-0.3107582786264296,1.0777868823255485,-1.1487799290464562,-0.3107582786264296,1.125580700323816,-1.1019130683721559,-0.3107582786264296,1.1715011003290154,-1.053212182142432,-0.3107582786264296,1.2154716523671825,-1.0027583281761627,-0.3107582786264296,1.2574191717938692,-0.950635481934027,-0.3107582786264296,1.2972738411027538,-0.8969303967496361,-0.3107582786264296,1.334969326129995,-0.8417324594371678,-0.3107582786264296,1.3704428864609024,-0.7851335415158394,-0.3107582786264296,1.4036354798551611,-0.7272278462988321,-0.3107582786264296,1.4344918605168158,-0.6681117521011711,-0.3107582786264296,1.4629606710454441,-0.6078836518275291,-0.3107582786264296,1.4889945279154857,-0.5466437892069493,-0.3107582786264296,1.5125501003414403,-0.4844940919470555,-0.3107582786264296,1.5335881823976838,-0.42153800208543357,-0.3107582786264296,1.5520737582728643,-0.35788030382057284,-0.3107582786264296,1.5679760605502648,-0.29362694910891135,-0.3107582786264296,1.5812686214171283,-0.22888488131825807,-0.3107582786264296,1.591929316717724,-0.1637618572311086,-0.3107582786264296,1.5999404027768194,-0.09836626769411759,-0.3107582786264296,1.6052885459322763,-0.032806957212234616,-0.3107582786264296,1.6079648447276162,0.032806957212235456,-0.3107582786264296,1.6079648447276162,0.098366267694117,-0.3107582786264296,1.6052885459322763,0.163761857231108,-0.3107582786264296,1.5999404027768194,0.2288848813182575,-0.3107582786264296,1.5919293167177242,0.29362694910891074,-0.3107582786264296,1.5812686214171285,0.35788030382057223,-0.3107582786264296,1.5679760605502648,0.421538002085433,-0.3107582786264296,1.5520737582728645,0.48449409194705495,-0.3107582786264296,1.5335881823976838,0.5466437892069489,-0.3107582786264296,1.5125501003414406,0.6078836518275272,-0.3107582786264296,1.4889945279154864,0.6681117521011718,-0.3107582786264296,1.462960671045444,0.7272278462988327,-0.3107582786264296,1.434491860516815,0.7851335415158389,-0.3107582786264296,1.4036354798551616,0.8417324594371662,-0.3107582786264296,1.3704428864609033,0.8969303967496356,-0.3107582786264296,1.3349693261299953,0.9506354819340278,-0.3107582786264296,1.2972738411027531,1.0027583281761623,-0.3107582786264296,1.2574191717938694,1.0532121821424318,-0.3107582786264296,1.2154716523671831,1.1019130683721554,-0.3107582786264296,1.1715011003290157,1.1487799290464553,-0.3107582786264296,1.125580700323817,1.193734758900991,-0.3107582786264296,1.0777868823255485,1.2367027350580235,-0.3107582786264296,1.0281991944275373,1.2776123415617122,-0.3107582786264296,0.9769001704425236,1.3163954884093676,-0.3107582786264296,0.923975192533271,1.3529876248805384,-0.3107582786264296,0.8695123491023876,1.387327846975316,-0.3107582786264296,0.8136022881778706,1.4193589987830313,-0.3107582786264296,0.7563380665384125,1.4490277676126269,-0.3107582786264296,0.6978149948295753,1.4762847727263726,-0.3107582786264296,0.6381304789286241,1.5010846475292288,-0.3107582786264296,0.5773838578220594,1.5233861150770636,-0.3107582786264296,0.5156762382656823,1.5431520567780577,-0.3107582786264296,0.4531103265023686,1.5603495741729336,-0.3107582786264296,0.38979025731767303,1.5749500436911967,-0.3107582786264296,0.3258214207177462,1.5869291642922414,-0.3107582786264296,0.26131028651808025,1.5962669979120372,-0.3107582786264296,0.1963642271349992,1.6029480026480667,-0.3107582786264296,0.13109133887487223,1.6069610586272896,-0.3107582786264296,0.06560026201848292,1.6082994865140736,-0.3107582786264296,0.0,1.631195768129689,-0.3376143340478152,0.0,1.6298382859423377,-0.3376143340478152,-0.066534168971652,1.6257680987754162,-0.3376143340478152,-0.1329575983852523,1.6189919810537805,-0.3376143340478152,-0.1991597329978148,1.6095212109566486,-0.3376143340478152,-0.2650303858897104,1.5973715516461853,-0.3376143340478152,-0.33045992185992024,1.5825632250312724,-0.3376143340478152,-0.3953394399030082,1.5651208781101393,-0.3376143340478152,-0.4595609544640971,1.545073541947866,-0.3376143340478152,-0.5230175751701678,1.522454583357039,-0.3376143340478152,-0.5856036847385359,1.497301649361987,-0.3376143340478152,-0.6472151147663958,1.469656604539023,-0.3376143340478152,-0.7077493191088466,1.4395654613369875,-0.3376143340478152,-0.7671055445568309,1.4070783034940713,-0.3376143340478152,-0.8251849985309065,1.372249202678373,-0.3376143340478152,-0.8818910135117464,1.3351361284909458,-0.3376143340478152,-0.9371292079336843,1.295800851981116,-0.3376143340478152,-0.9908076432735167,1.2543088428346685,-0.3376143340478152,-1.0428369770730996,1.2107291604060162,-0.3376143340478152,-1.093130611641056,1.1651343387757187,-0.3376143340478152,-1.1416048381860837,1.117600266024665,-0.3376143340478152,-1.18817897614198,1.068206057925851,-0.3376143340478152,-1.2327755074524798,1.0170339262639845,-0.3376143340478152,-1.275320205592411,0.9641690420020812,-0.3376143340478152,-1.3157422591104213,0.9096993935228036,-0.3376143340478152,-1.353974389487648,0.8537156401804815,-0.3376143340478152,-1.3899529631161758,0.7963109614075633,-0.3376143340478152,-1.4236180972108945,0.7375809016266471,-0.3376143340478152,-1.4549137594784882,0.6776232112262168,-0.3376143340478152,-1.4837878613776552,0.61653768386477,-0.3376143340478152,-1.5101923448153454,0.5544259903741202,-0.3376143340478152,-1.5340832621347127,0.4913915095383309,-0.3376143340478152,-1.5554208492616544,0.4275391560299331,-0.3376143340478152,-1.574169591888186,0.36297520578980613,-0.3376143340478152,-1.5902982845825038,0.29780711914136226,-0.3376143340478152,-1.6037800827273447,0.23214336193344412,-0.3376143340478152,-1.6145925472002043,0.16609322500962212,-0.3376143340478152,-1.6227176817210407,0.09976664230437342,-0.3376143340478152,-1.6281419628053067,0.03327400786889577,-0.3376143340478152,-1.6308563622724555,-0.03327400786889557,-0.3376143340478152,-1.6308563622724555,-0.09976664230437321,-0.3376143340478152,-1.6281419628053069,-0.16609322500962156,-0.3376143340478152,-1.6227176817210407,-0.23214336193344395,-0.3376143340478152,-1.6145925472002043,-0.2978071191413621,-0.3376143340478152,-1.6037800827273447,-0.3629752057898056,-0.3376143340478152,-1.5902982845825038,-0.42753915602993287,-0.3376143340478152,-1.5741695918881862,-0.49139150953833033,-0.3376143340478152,-1.5554208492616546,-0.55442599037412,-0.3376143340478152,-1.534083262134713,-0.6165376838647698,-0.3376143340478152,-1.5101923448153454,-0.6776232112262164,-0.3376143340478152,-1.4837878613776554,-0.7375809016266472,-0.3376143340478152,-1.4549137594784882,-0.7963109614075632,-0.3376143340478152,-1.4236180972108945,-0.8537156401804818,-0.3376143340478152,-1.3899529631161753,-0.9096993935228033,-0.3376143340478152,-1.3539743894876484,-0.9641690420020809,-0.3376143340478152,-1.3157422591104215,-1.0170339262639843,-0.3376143340478152,-1.2753202055924115,-1.0682060579258512,-0.3376143340478152,-1.2327755074524798,-1.1176002660246651,-0.3376143340478152,-1.18817897614198,-1.1651343387757187,-0.3376143340478152,-1.1416048381860837,-1.2107291604060162,-0.3376143340478152,-1.093130611641056,-1.254308842834668,-0.3376143340478152,-1.0428369770731003,-1.295800851981116,-0.3376143340478152,-0.9908076432735164,-1.3351361284909455,-0.3376143340478152,-0.9371292079336848,-1.3722492026783732,-0.3376143340478152,-0.8818910135117461,-1.407078303494071,-0.3376143340478152,-0.8251849985309068,-1.4395654613369873,-0.3376143340478152,-0.7671055445568311,-1.4696566045390227,-0.3376143340478152,-0.707749319108847,-1.497301649361987,-0.3376143340478152,-0.6472151147663959,-1.522454583357039,-0.3376143340478152,-0.5856036847385359,-1.545073541947866,-0.3376143340478152,-0.5230175751701678,-1.5651208781101391,-0.3376143340478152,-0.4595609544640977,-1.5825632250312724,-0.3376143340478152,-0.39533943990300807,-1.597371551646185,-0.3376143340478152,-0.33045992185992074,-1.6095212109566486,-0.3376143340478152,-0.26503038588971084,-1.6189919810537805,-0.3376143340478152,-0.19915973299781523,-1.6257680987754162,-0.3376143340478152,-0.13295759838525265,-1.6298382859423377,-0.3376143340478152,-0.06653416897165226,-1.631195768129689,-0.3376143340478152,-1.9976386762227318e-16,-1.6298382859423377,-0.3376143340478152,0.06653416897165186,-1.6257680987754162,-0.3376143340478152,0.13295759838525223,-1.6189919810537805,-0.3376143340478152,0.19915973299781484,-1.6095212109566488,-0.3376143340478152,0.2650303858897098,-1.5973715516461853,-0.3376143340478152,0.3304599218599196,-1.5825632250312724,-0.3376143340478152,0.39533943990300835,-1.5651208781101393,-0.3376143340478152,0.4595609544640974,-1.545073541947866,-0.3376143340478152,0.5230175751701674,-1.522454583357039,-0.3376143340478152,0.5856036847385355,-1.497301649361987,-0.3376143340478152,0.6472151147663955,-1.4696566045390231,-0.3376143340478152,0.707749319108846,-1.4395654613369875,-0.3376143340478152,0.7671055445568308,-1.4070783034940713,-0.3376143340478152,0.8251849985309063,-1.372249202678373,-0.3376143340478152,0.8818910135117464,-1.335136128490946,-0.3376143340478152,0.9371292079336839,-1.2958008519811164,-0.3376143340478152,0.9908076432735161,-1.2543088428346683,-0.3376143340478152,1.0428369770730999,-1.210729160406016,-0.3376143340478152,1.0931306116410562,-1.165134338775719,-0.3376143340478152,1.1416048381860837,-1.1176002660246653,-0.3376143340478152,1.1881789761419799,-1.0682060579258519,-0.3376143340478152,1.232775507452479,-1.0170339262639845,-0.3376143340478152,1.275320205592411,-0.9641690420020804,-0.3376143340478152,1.3157422591104218,-0.9096993935228036,-0.3376143340478152,1.353974389487648,-0.8537156401804822,-0.3376143340478152,1.389952963116175,-0.7963109614075634,-0.3376143340478152,1.4236180972108945,-0.7375809016266464,-0.3376143340478152,1.4549137594784887,-0.6776232112262167,-0.3376143340478152,1.4837878613776554,-0.6165376838647705,-0.3376143340478152,1.5101923448153451,-0.5544259903741198,-0.3376143340478152,1.534083262134713,-0.49139150953833105,-0.3376143340478152,1.5554208492616544,-0.427539156029934,-0.3376143340478152,1.574169591888186,-0.36297520578980635,-0.3376143340478152,1.5902982845825038,-0.29780711914136176,-0.3376143340478152,1.6037800827273447,-0.23214336193344395,-0.3376143340478152,1.6145925472002043,-0.16609322500962267,-0.3376143340478152,1.6227176817210407,-0.09976664230437325,-0.3376143340478152,1.6281419628053069,-0.03327400786889488,-0.3376143340478152,1.6308563622724555,0.033274007868895734,-0.3376143340478152,1.6308563622724555,0.09976664230437264,-0.3376143340478152,1.6281419628053069,0.1660932250096221,-0.3376143340478152,1.6227176817210407,0.23214336193344337,-0.3376143340478152,1.6145925472002045,0.2978071191413612,-0.3376143340478152,1.6037800827273447,0.36297520578980574,-0.3376143340478152,1.5902982845825038,0.4275391560299334,-0.3376143340478152,1.574169591888186,0.4913915095383305,-0.3376143340478152,1.5554208492616546,0.5544259903741192,-0.3376143340478152,1.5340832621347131,0.6165376838647686,-0.3376143340478152,1.5101923448153458,0.6776232112262175,-0.3376143340478152,1.483787861377655,0.737580901626647,-0.3376143340478152,1.4549137594784882,0.796310961407563,-0.3376143340478152,1.4236180972108947,0.8537156401804805,-0.3376143340478152,1.3899529631161762,0.909699393522803,-0.3376143340478152,1.3539743894876484,0.9641690420020812,-0.3376143340478152,1.315742259110421,1.017033926263984,-0.3376143340478152,1.2753202055924115,1.0682060579258514,-0.3376143340478152,1.2327755074524795,1.1176002660246647,-0.3376143340478152,1.1881789761419803,1.165134338775718,-0.3376143340478152,1.1416048381860846,1.210729160406016,-0.3376143340478152,1.0931306116410562,1.254308842834669,-0.3376143340478152,1.0428369770730992,1.2958008519811157,-0.3376143340478152,0.9908076432735167,1.3351361284909453,-0.3376143340478152,0.937129207933685,1.3722492026783724,-0.3376143340478152,0.8818910135117475,1.407078303494071,-0.3376143340478152,0.8251849985309069,1.4395654613369877,-0.3376143340478152,0.7671055445568307,1.4696566045390227,-0.3376143340478152,0.7077493191088471,1.4973016493619866,-0.3376143340478152,0.6472151147663968,1.522454583357039,-0.3376143340478152,0.5856036847385362,1.5450735419478656,-0.3376143340478152,0.5230175751701687,1.5651208781101393,-0.3376143340478152,0.4595609544640973,1.5825632250312722,-0.3376143340478152,0.39533943990300896,1.5973715516461853,-0.3376143340478152,0.33045992185992024,1.6095212109566486,-0.3376143340478152,0.265030385889711,1.6189919810537805,-0.3376143340478152,0.19915973299781614,1.6257680987754162,-0.3376143340478152,0.13295759838525284,1.6298382859423377,-0.3376143340478152,0.06653416897165174,1.631195768129689,-0.3376143340478152,0.0,1.6559294138770655,-0.36278841183949123,0.0,1.6545513483335126,-0.36278841183949123,-0.06754301940983563,1.6504194453569505,-0.36278841183949123,-0.13497362012962782,1.6435405820921103,-0.36278841183949123,-0.20217957057914823,1.6339262077280265,-0.36278841183949123,-0.2690490130863728,1.6215923244419939,-0.36278841183949123,-0.33547065006353777,1.6065594607655214,-0.36278841183949123,-0.40133392925099054,1.5888526374166172,-0.36278841183949123,-0.4665292277205157,1.5685013256552747,-0.36278841183949123,-0.5309480343318803,1.545539398231466,-0.36278841183949123,-0.5944831303389181,1.5200050730072951,-0.36278841183949123,-0.657028767844551,1.4919408493471362,-0.36278841183949123,-0.7184808458077275,1.4613934373816366,-0.36278841183949123,-0.7787370833093326,1.4284136802633145,-0.36278841183949123,-0.8376971897886821,1.3930564695431487,-0.36278841183949123,-0.8952630319672652,1.355380653809009,-0.36278841183949123,-0.9513387971819005,1.3154489407379901,-0.36278841183949123,-1.005831152855459,1.2733277927256714,-0.36278841183949123,-1.0586494018397268,1.2290873162660185,-0.36278841183949123,-1.1097056333718587,1.1828011452660425,-0.36278841183949123,-1.1589148693931663,1.1345463184894296,-0.36278841183949123,-1.2061952059867107,1.0844031513331207,-0.36278841183949123,-1.2514679496982886,1.0324551021502604,-0.36278841183949123,-1.2946577485139217,0.9787886333420036,-0.36278841183949123,-1.3356927172758466,0.9234930674493825,-0.36278841183949123,-1.3745045573282657,0.8666604384847523,-0.36278841183949123,-1.4110286701937205,0.8083853387502598,-0.36278841183949123,-1.4452042650908796,0.7487647613982927,-0.36278841183949123,-1.476974460114798,0.6878979389959473,-0.36278841183949123,-1.5062863769112331,0.625886178362217,-0.36278841183949123,-1.5330912286874452,0.562832691952788,-0.36278841183949123,-1.5573444014130013,0.49884242607309187,-0.36278841183949123,-1.5790055280754256,0.43402188620554005,-0.36278841183949123,-1.5980385558671064,0.368478959741657,-0.36278841183949123,-1.6144118061916384,0.30232273641416507,-0.36278841183949123,-1.6280980273897188,0.23566332672789075,-0.36278841183949123,-1.6390744400968447,0.1686116786916946,-0.36278841183949123,-1.647322775157319,0.10127939315646207,-0.36278841183949123,-1.652829304031454,0.03377853806649941,-0.36278841183949123,-1.6555848616453739,-0.033778538066499206,-0.36278841183949123,-1.6555848616453739,-0.10127939315646187,-0.36278841183949123,-1.6528293040314541,-0.16861167869169405,-0.36278841183949123,-1.647322775157319,-0.23566332672789056,-0.36278841183949123,-1.6390744400968447,-0.30232273641416485,-0.36278841183949123,-1.6280980273897188,-0.36847895974165645,-0.36278841183949123,-1.6144118061916384,-0.43402188620553983,-0.36278841183949123,-1.5980385558671064,-0.4988424260730913,-0.36278841183949123,-1.5790055280754258,-0.5628326919527877,-0.36278841183949123,-1.5573444014130016,-0.6258861783622168,-0.36278841183949123,-1.5330912286874454,-0.6878979389959469,-0.36278841183949123,-1.5062863769112333,-0.7487647613982928,-0.36278841183949123,-1.476974460114798,-0.8083853387502596,-0.36278841183949123,-1.4452042650908796,-0.8666604384847526,-0.36278841183949123,-1.41102867019372,-0.9234930674493822,-0.36278841183949123,-1.3745045573282662,-0.9787886333420033,-0.36278841183949123,-1.3356927172758468,-1.0324551021502602,-0.36278841183949123,-1.294657748513922,-1.084403151333121,-0.36278841183949123,-1.2514679496982886,-1.1345463184894298,-0.36278841183949123,-1.2061952059867107,-1.1828011452660425,-0.36278841183949123,-1.1589148693931663,-1.2290873162660185,-0.36278841183949123,-1.1097056333718587,-1.273327792725671,-0.36278841183949123,-1.0586494018397272,-1.3154489407379901,-0.36278841183949123,-1.0058311528554589,-1.3553806538090085,-0.36278841183949123,-0.9513387971819011,-1.3930564695431487,-0.36278841183949123,-0.8952630319672651,-1.4284136802633143,-0.36278841183949123,-0.8376971897886824,-1.4613934373816364,-0.36278841183949123,-0.7787370833093327,-1.491940849347136,-0.36278841183949123,-0.7184808458077278,-1.5200050730072951,-0.36278841183949123,-0.6570287678445511,-1.545539398231466,-0.36278841183949123,-0.5944831303389182,-1.5685013256552747,-0.36278841183949123,-0.5309480343318803,-1.5888526374166172,-0.36278841183949123,-0.4665292277205163,-1.6065594607655214,-0.36278841183949123,-0.4013339292509904,-1.6215923244419939,-0.36278841183949123,-0.33547065006353827,-1.6339262077280265,-0.36278841183949123,-0.26904901308637325,-1.6435405820921103,-0.36278841183949123,-0.20217957057914865,-1.6504194453569505,-0.36278841183949123,-0.13497362012962819,-1.6545513483335126,-0.36278841183949123,-0.0675430194098359,-1.6559294138770655,-0.36278841183949123,-2.027928656318501e-16,-1.6545513483335126,-0.36278841183949123,0.0675430194098355,-1.6504194453569505,-0.36278841183949123,0.13497362012962777,-1.6435405820921103,-0.36278841183949123,0.20217957057914826,-1.6339262077280268,-0.36278841183949123,0.2690490130863722,-1.621592324441994,-0.36278841183949123,0.33547065006353716,-1.6065594607655214,-0.36278841183949123,0.4013339292509907,-1.5888526374166172,-0.36278841183949123,0.46652922772051597,-1.5685013256552747,-0.36278841183949123,0.53094803433188,-1.5455393982314662,-0.36278841183949123,0.5944831303389178,-1.5200050730072951,-0.36278841183949123,0.6570287678445508,-1.4919408493471364,-0.36278841183949123,0.7184808458077268,-1.4613934373816366,-0.36278841183949123,0.7787370833093323,-1.4284136802633145,-0.36278841183949123,0.837697189788682,-1.3930564695431487,-0.36278841183949123,0.8952630319672652,-1.3553806538090092,-0.36278841183949123,0.9513387971819002,-1.3154489407379906,-0.36278841183949123,1.0058311528554584,-1.2733277927256712,-0.36278841183949123,1.058649401839727,-1.2290873162660183,-0.36278841183949123,1.109705633371859,-1.182801145266043,-0.36278841183949123,1.1589148693931661,-1.13454631848943,-0.36278841183949123,1.2061952059867105,-1.0844031513331216,-0.36278841183949123,1.251467949698288,-1.0324551021502604,-0.36278841183949123,1.2946577485139217,-0.9787886333420028,-0.36278841183949123,1.335692717275847,-0.9234930674493825,-0.36278841183949123,1.3745045573282657,-0.8666604384847529,-0.36278841183949123,1.4110286701937198,-0.80838533875026,-0.36278841183949123,1.4452042650908794,-0.7487647613982918,-0.36278841183949123,1.4769744601147987,-0.6878979389959472,-0.36278841183949123,1.5062863769112333,-0.6258861783622176,-0.36278841183949123,1.5330912286874452,-0.5628326919527874,-0.36278841183949123,1.5573444014130016,-0.4988424260730921,-0.36278841183949123,1.5790055280754256,-0.43402188620554094,-0.36278841183949123,1.5980385558671062,-0.36847895974165723,-0.36278841183949123,1.6144118061916384,-0.3023227364141646,-0.36278841183949123,1.6280980273897188,-0.23566332672789056,-0.36278841183949123,1.6390744400968447,-0.1686116786916952,-0.36278841183949123,1.6473227751573187,-0.10127939315646191,-0.36278841183949123,1.6528293040314541,-0.033778538066498505,-0.36278841183949123,1.6555848616453739,0.03377853806649937,-0.36278841183949123,1.6555848616453739,0.1012793931564613,-0.36278841183949123,1.6528293040314541,0.16861167869169458,-0.36278841183949123,1.647322775157319,0.23566332672788998,-0.36278841183949123,1.6390744400968449,0.30232273641416396,-0.36278841183949123,1.6280980273897188,0.3684789597416566,-0.36278841183949123,1.6144118061916384,0.4340218862055404,-0.36278841183949123,1.5980385558671064,0.49884242607309154,-0.36278841183949123,1.5790055280754258,0.562832691952787,-0.36278841183949123,1.5573444014130018,0.6258861783622156,-0.36278841183949123,1.5330912286874459,0.687897938995948,-0.36278841183949123,1.506286376911233,0.7487647613982926,-0.36278841183949123,1.476974460114798,0.8083853387502595,-0.36278841183949123,1.4452042650908798,0.8666604384847513,-0.36278841183949123,1.411028670193721,0.923493067449382,-0.36278841183949123,1.3745045573282662,0.9787886333420036,-0.36278841183949123,1.3356927172758464,1.0324551021502602,-0.36278841183949123,1.294657748513922,1.0844031513331212,-0.36278841183949123,1.2514679496982883,1.1345463184894296,-0.36278841183949123,1.206195205986711,1.182801145266042,-0.36278841183949123,1.158914869393167,1.2290873162660183,-0.36278841183949123,1.109705633371859,1.2733277927256716,-0.36278841183949123,1.0586494018397261,1.31544894073799,-0.36278841183949123,1.005831152855459,1.3553806538090085,-0.36278841183949123,0.9513387971819012,1.3930564695431478,-0.36278841183949123,0.8952630319672663,1.4284136802633143,-0.36278841183949123,0.8376971897886826,1.4613934373816369,-0.36278841183949123,0.7787370833093322,1.491940849347136,-0.36278841183949123,0.718480845807728,1.5200050730072947,-0.36278841183949123,0.657028767844552,1.545539398231466,-0.36278841183949123,0.5944831303389184,1.5685013256552744,-0.36278841183949123,0.5309480343318812,1.5888526374166172,-0.36278841183949123,0.46652922772051586,1.6065594607655211,-0.36278841183949123,0.4013339292509913,1.6215923244419939,-0.36278841183949123,0.33547065006353777,1.6339262077280265,-0.36278841183949123,0.26904901308637347,1.6435405820921103,-0.36278841183949123,0.2021795705791496,1.6504194453569505,-0.36278841183949123,0.13497362012962835,1.6545513483335126,-0.36278841183949123,0.06754301940983537,1.6559294138770655,-0.36278841183949123,0.0,1.6823772019772305,-0.3861550960121942,0.0,1.6809771265670863,-0.3861550960121942,-0.0686217872908978,1.6767792306240012,-0.3861550960121942,-0.13712936038907683,1.669790501131486,-0.3861550960121942,-0.2054086952000704,1.660022570140069,-0.3861550960121942,-0.27334614750951625,1.6474916954068966,-0.3861550960121942,-0.3408286421327358,1.6322187333363003,-0.3861550960121942,-0.4077438611172197,1.6142291042663708,-0.3861550960121942,-0.4739804306847755,1.5935527501593136,-0.3861550960121942,-0.5394281066021898,1.5702240847660076,-0.3861550960121942,-0.6039779576718746,1.5442819363477138,-0.3861550960121942,-0.6675225470370953,1.5157694830502648,-0.3861550960121942,-0.729956111000016,1.4847341810383048,-0.3861550960121942,-0.791174735054937,1.451227685509184,-0.3861550960121942,-0.8510765268437335,1.4153057647179828,-0.3861550960121942,-0.9095617857456308,1.377028207156754,-0.3861550960121942,-0.9665331688190485,1.3364587220424773,-0.3861550960121942,-1.0218958528193192,1.2936648332793574,-0.3861550960121942,-1.075557692022621,1.2487177670719471,-0.3861550960121942,-1.1274293715934427,1.2016923333761604,-0.3861550960121942,-1.1774245562403112,1.1526668013854828,-0.3861550960121942,-1.2254600339123651,1.101722769259624,-0.3861550960121942,-1.2714558542976,1.048945028312434,-0.3861550960121942,-1.315335461892274,0.9944214218851276,-0.3861550960121942,-1.357025823419988,0.9382426991397137,-0.3861550960121942,-1.3964575493883655,0.8805023640159708,-0.3861550960121942,-1.4335650095810173,0.8212965196033672,-0.3861550960121942,-1.468286442292556,0.7607237081869527,-0.3861550960121942,-1.5005640571248624,0.6988847472334485,-0.3861550960121942,-1.5303441311734998,0.635882561590527,-0.3861550960121942,-1.5575770984441843,0.571822012178558,-0.3861550960121942,-1.582217632350493,0.5068097214599548,-0.3861550960121942,-1.6042247211554925,0.44095389597661006,-0.3861550960121942,-1.6235617362317283,0.3743641462507844,-0.3861550960121942,-1.6401964930259596,0.30715130434920956,-0.3861550960121942,-1.6541013046271726,0.23942723941405186,-0.3861550960121942,-1.6652530278487114,0.17130467146776357,-0.3861550960121942,-1.6736331017478283,0.10289698380173234,-0.3861550960121942,-1.6792275785185404,0.03431803426098059,-0.3861550960121942,-1.6820271467063774,-0.03431803426098038,-0.3861550960121942,-1.6820271467063774,-0.10289698380173214,-0.3861550960121942,-1.6792275785185407,-0.17130467146776301,-0.3861550960121942,-1.6736331017478283,-0.23942723941405167,-0.3861550960121942,-1.6652530278487114,-0.3071513043492094,-0.3861550960121942,-1.6541013046271726,-0.37436414625078385,-0.3861550960121942,-1.6401964930259596,-0.44095389597660983,-0.3861550960121942,-1.6235617362317285,-0.5068097214599543,-0.3861550960121942,-1.6042247211554927,-0.5718220121785579,-0.3861550960121942,-1.5822176323504933,-0.6358825615905269,-0.3861550960121942,-1.5575770984441846,-0.6988847472334481,-0.3861550960121942,-1.5303441311734998,-0.7607237081869528,-0.3861550960121942,-1.5005640571248624,-0.8212965196033671,-0.3861550960121942,-1.468286442292556,-0.8805023640159713,-0.3861550960121942,-1.4335650095810168,-0.9382426991397134,-0.3861550960121942,-1.396457549388366,-0.9944214218851273,-0.3861550960121942,-1.3570258234199881,-1.048945028312434,-0.3861550960121942,-1.3153354618922743,-1.1017227692596243,-0.3861550960121942,-1.2714558542976,-1.152666801385483,-0.3861550960121942,-1.2254600339123651,-1.2016923333761604,-0.3861550960121942,-1.1774245562403112,-1.2487177670719471,-0.3861550960121942,-1.1274293715934427,-1.293664833279357,-0.3861550960121942,-1.0755576920226215,-1.3364587220424773,-0.3861550960121942,-1.021895852819319,-1.3770282071567534,-0.3861550960121942,-0.966533168819049,-1.415305764717983,-0.3861550960121942,-0.9095617857456306,-1.4512276855091837,-0.3861550960121942,-0.8510765268437337,-1.4847341810383046,-0.3861550960121942,-0.7911747350549371,-1.5157694830502648,-0.3861550960121942,-0.7299561110000162,-1.5442819363477136,-0.3861550960121942,-0.6675225470370953,-1.5702240847660076,-0.3861550960121942,-0.6039779576718746,-1.5935527501593136,-0.3861550960121942,-0.5394281066021898,-1.6142291042663706,-0.3861550960121942,-0.47398043068477613,-1.6322187333363003,-0.3861550960121942,-0.40774386111721955,-1.6474916954068963,-0.3861550960121942,-0.34082864213273634,-1.660022570140069,-0.3861550960121942,-0.27334614750951675,-1.669790501131486,-0.3861550960121942,-0.20540869520007082,-1.6767792306240012,-0.3861550960121942,-0.1371293603890772,-1.6809771265670863,-0.3861550960121942,-0.06862178729089807,-1.6823772019772305,-0.3861550960121942,-2.0603178553598954e-16,-1.6809771265670863,-0.3861550960121942,0.06862178729089766,-1.6767792306240012,-0.3861550960121942,0.13712936038907675,-1.669790501131486,-0.3861550960121942,0.20540869520007043,-1.6600225701400693,-0.3861550960121942,0.27334614750951564,-1.6474916954068968,-0.3861550960121942,0.3408286421327352,-1.6322187333363003,-0.3861550960121942,0.4077438611172199,-1.6142291042663708,-0.3861550960121942,0.4739804306847758,-1.5935527501593136,-0.3861550960121942,0.5394281066021894,-1.5702240847660078,-0.3861550960121942,0.6039779576718742,-1.5442819363477138,-0.3861550960121942,0.667522547037095,-1.5157694830502653,-0.3861550960121942,0.7299561110000152,-1.4847341810383048,-0.3861550960121942,0.7911747350549367,-1.451227685509184,-0.3861550960121942,0.8510765268437332,-1.4153057647179828,-0.3861550960121942,0.9095617857456308,-1.3770282071567541,-0.3861550960121942,0.966533168819048,-1.3364587220424777,-0.3861550960121942,1.0218958528193187,-1.2936648332793572,-0.3861550960121942,1.0755576920226213,-1.248717767071947,-0.3861550960121942,1.127429371593443,-1.2016923333761607,-0.3861550960121942,1.1774245562403112,-1.1526668013854833,-0.3861550960121942,1.225460033912365,-1.101722769259625,-0.3861550960121942,1.271455854297599,-1.048945028312434,-0.3861550960121942,1.315335461892274,-0.9944214218851268,-0.3861550960121942,1.3570258234199883,-0.9382426991397137,-0.3861550960121942,1.3964575493883655,-0.8805023640159716,-0.3861550960121942,1.4335650095810166,-0.8212965196033674,-0.3861550960121942,1.4682864422925557,-0.7607237081869518,-0.3861550960121942,1.5005640571248628,-0.6988847472334484,-0.3861550960121942,1.5303441311734998,-0.6358825615905276,-0.3861550960121942,1.5575770984441841,-0.5718220121785575,-0.3861550960121942,1.5822176323504933,-0.506809721459955,-0.3861550960121942,1.6042247211554925,-0.440953895976611,-0.3861550960121942,1.623561736231728,-0.3743641462507846,-0.3861550960121942,1.6401964930259596,-0.30715130434920906,-0.3861550960121942,1.6541013046271726,-0.23942723941405167,-0.3861550960121942,1.6652530278487114,-0.17130467146776415,-0.3861550960121942,1.673633101747828,-0.10289698380173216,-0.3861550960121942,1.6792275785185407,-0.03431803426097968,-0.3861550960121942,1.6820271467063774,0.034318034260980554,-0.3861550960121942,1.6820271467063774,0.10289698380173154,-0.3861550960121942,1.6792275785185407,0.17130467146776354,-0.3861550960121942,1.6736331017478283,0.23942723941405106,-0.3861550960121942,1.6652530278487117,0.30715130434920845,-0.3861550960121942,1.6541013046271729,0.374364146250784,-0.3861550960121942,1.6401964930259596,0.44095389597661044,-0.3861550960121942,1.6235617362317283,0.5068097214599544,-0.3861550960121942,1.6042247211554927,0.571822012178557,-0.3861550960121942,1.5822176323504933,0.6358825615905257,-0.3861550960121942,1.557577098444185,0.6988847472334492,-0.3861550960121942,1.5303441311734995,0.7607237081869526,-0.3861550960121942,1.5005640571248624,0.8212965196033669,-0.3861550960121942,1.4682864422925561,0.8805023640159699,-0.3861550960121942,1.4335650095810177,0.9382426991397131,-0.3861550960121942,1.396457549388366,0.9944214218851276,-0.3861550960121942,1.3570258234199877,1.0489450283124337,-0.3861550960121942,1.3153354618922743,1.1017227692596248,-0.3861550960121942,1.2714558542975998,1.1526668013854826,-0.3861550960121942,1.2254600339123651,1.2016923333761598,-0.3861550960121942,1.177424556240312,1.248717767071947,-0.3861550960121942,1.127429371593443,1.2936648332793577,-0.3861550960121942,1.0755576920226204,1.336458722042477,-0.3861550960121942,1.0218958528193192,1.3770282071567534,-0.3861550960121942,0.9665331688190493,1.415305764717982,-0.3861550960121942,0.909561785745632,1.4512276855091837,-0.3861550960121942,0.8510765268437338,1.484734181038305,-0.3861550960121942,0.7911747350549366,1.5157694830502648,-0.3861550960121942,0.7299561110000164,1.5442819363477132,-0.3861550960121942,0.6675225470370963,1.5702240847660076,-0.3861550960121942,0.6039779576718749,1.5935527501593132,-0.3861550960121942,0.5394281066021908,1.6142291042663708,-0.3861550960121942,0.4739804306847757,1.6322187333363,-0.3861550960121942,0.4077438611172205,1.6474916954068966,-0.3861550960121942,0.3408286421327358,1.660022570140069,-0.3861550960121942,0.2733461475095169,1.669790501131486,-0.3861550960121942,0.2054086952000718,1.6767792306240012,-0.3861550960121942,0.13712936038907736,1.6809771265670863,-0.3861550960121942,0.06862178729089753,1.6823772019772305,-0.3861550960121942,0.0,1.7104073708802332,-0.4075979749207559,0.0,1.7089839687451565,-0.4075979749207559,-0.0697650982475187,1.7047161314523054,-0.4075979749207559,-0.13941407937406375,1.6976109623956648,-0.4075979749207559,-0.20883101952414984,1.6876802874279264,-0.4075979749207559,-0.27790038105159715,1.674940635177524,-0.4075979749207559,-0.3465072048205408,1.6594132095383625,-0.4075979749207559,-0.4145373015435676,1.6411238543780293,-0.4075979749207559,-0.4818774418385156,1.6201030105232284,-0.4075979749207559,-0.5484155446876061,1.596385665094026,-0.4075979749207559,-0.6140408639852367,1.570011293271244,-0.4075979749207559,-0.6786441728639445,1.5410237925939168,-0.4075979749207559,-0.7421179454917475,1.5094714098961697,-0.4075979749207559,-0.8043565360382805,1.4754066610051242,-0.4075979749207559,-0.8652563545118533,1.4388862433334886,-0.4075979749207559,-0.9247160391747687,1.3999709415123074,-0.4075979749207559,-0.9826366252499321,1.3587255262209428,-0.4075979749207559,-1.0389217096379562,1.3152186463826723,-0.4075979749207559,-1.0934776113706044,1.269522714905329,-0.4075979749207559,-1.1462135275335195,1.2217137881571631,-0.4075979749207559,-1.197041684398712,1.1718714393785243,-0.4075979749207559,-1.245877483515268,1.1200786262400548,-0.4075979749207559,-1.2926396425151223,1.066421552767834,-0.4075979749207559,-1.3372503303995378,1.0109895258652846,-0.4075979749207559,-1.3796352970811232,0.953874806670645,-0.4075979749207559,-1.4197239969657733,0.8951724569974109,-0.4075979749207559,-1.4574497063688512,0.8349801811133276,-0.4075979749207559,-1.4927496345701734,0.7733981631212792,-0.4075979749207559,-1.5255650283229696,0.7105289002127345,-0.4075979749207559,-1.5558412696428623,0.6464770320712901,-0.4075979749207559,-1.5835279667141113,0.5813491667102424,-0.4075979749207559,-1.6085790377618185,0.5152537030340695,-0.4075979749207559,-1.6309527877504948,0.44830065041915435,-0.4075979749207559,-1.6506119777813302,0.3806014456140338,-0.4075979749207559,-1.6675238870726679,0.3122687672639278,-0.4075979749207559,-1.6816603674205142,0.24341634836825557,-0.4075979749207559,-1.6929978900484477,0.17415878698328027,-0.4075979749207559,-1.701517584768945,0.10461135548495676,-0.4075979749207559,-1.7072052713909454,0.0348898087094359,-0.4075979749207559,-1.7100514833213796,-0.03488980870943569,-0.4075979749207559,-1.7100514833213796,-0.10461135548495655,-0.4075979749207559,-1.7072052713909456,-0.17415878698327972,-0.4075979749207559,-1.701517584768945,-0.24341634836825538,-0.4075979749207559,-1.6929978900484477,-0.31226876726392766,-0.4075979749207559,-1.6816603674205142,-0.38060144561403325,-0.4075979749207559,-1.6675238870726679,-0.4483006504191542,-0.4075979749207559,-1.6506119777813304,-0.5152537030340689,-0.4075979749207559,-1.630952787750495,-0.5813491667102423,-0.4075979749207559,-1.6085790377618188,-0.6464770320712899,-0.4075979749207559,-1.5835279667141116,-0.710528900212734,-0.4075979749207559,-1.5558412696428623,-0.7733981631212793,-0.4075979749207559,-1.5255650283229696,-0.8349801811133275,-0.4075979749207559,-1.4927496345701734,-0.8951724569974112,-0.4075979749207559,-1.4574497063688507,-0.9538748066706446,-0.4075979749207559,-1.4197239969657738,-1.0109895258652841,-0.4075979749207559,-1.3796352970811234,-1.0664215527678338,-0.4075979749207559,-1.3372503303995382,-1.120078626240055,-0.4075979749207559,-1.2926396425151223,-1.1718714393785246,-0.4075979749207559,-1.245877483515268,-1.2217137881571631,-0.4075979749207559,-1.197041684398712,-1.269522714905329,-0.4075979749207559,-1.1462135275335195,-1.315218646382672,-0.4075979749207559,-1.093477611370605,-1.3587255262209428,-0.4075979749207559,-1.038921709637956,-1.399970941512307,-0.4075979749207559,-0.9826366252499328,-1.4388862433334888,-0.4075979749207559,-0.9247160391747685,-1.4754066610051242,-0.4075979749207559,-0.8652563545118535,-1.5094714098961695,-0.4075979749207559,-0.8043565360382807,-1.5410237925939168,-0.4075979749207559,-0.7421179454917478,-1.5700112932712438,-0.4075979749207559,-0.6786441728639446,-1.596385665094026,-0.4075979749207559,-0.6140408639852368,-1.6201030105232284,-0.4075979749207559,-0.5484155446876061,-1.6411238543780293,-0.4075979749207559,-0.4818774418385162,-1.6594132095383625,-0.4075979749207559,-0.41453730154356744,-1.6749406351775238,-0.4075979749207559,-0.3465072048205413,-1.6876802874279264,-0.4075979749207559,-0.2779003810515976,-1.6976109623956648,-0.4075979749207559,-0.20883101952415026,-1.7047161314523054,-0.4075979749207559,-0.1394140793740641,-1.7089839687451565,-0.4075979749207559,-0.06976509824751898,-1.7104073708802332,-0.4075979749207559,-2.0946449119865175e-16,-1.7089839687451565,-0.4075979749207559,0.06976509824751856,-1.7047161314523054,-0.4075979749207559,0.13941407937406367,-1.6976109623956648,-0.4075979749207559,0.20883101952414987,-1.6876802874279266,-0.4075979749207559,0.2779003810515965,-1.6749406351775242,-0.4075979749207559,0.34650720482054015,-1.6594132095383625,-0.4075979749207559,0.41453730154356777,-1.6411238543780293,-0.4075979749207559,0.4818774418385159,-1.6201030105232284,-0.4075979749207559,0.5484155446876058,-1.596385665094026,-0.4075979749207559,0.6140408639852364,-1.570011293271244,-0.4075979749207559,0.6786441728639443,-1.5410237925939172,-0.4075979749207559,0.7421179454917467,-1.5094714098961697,-0.4075979749207559,0.8043565360382803,-1.4754066610051242,-0.4075979749207559,0.8652563545118531,-1.4388862433334886,-0.4075979749207559,0.9247160391747687,-1.3999709415123074,-0.4075979749207559,0.9826366252499318,-1.3587255262209432,-0.4075979749207559,1.0389217096379557,-1.3152186463826723,-0.4075979749207559,1.0934776113706046,-1.2695227149053288,-0.4075979749207559,1.1462135275335197,-1.2217137881571636,-0.4075979749207559,1.1970416843987117,-1.1718714393785248,-0.4075979749207559,1.2458774835152677,-1.1200786262400557,-0.4075979749207559,1.2926396425151214,-1.066421552767834,-0.4075979749207559,1.3372503303995378,-1.0109895258652837,-0.4075979749207559,1.3796352970811236,-0.953874806670645,-0.4075979749207559,1.4197239969657733,-0.8951724569974115,-0.4075979749207559,1.4574497063688507,-0.8349801811133277,-0.4075979749207559,1.4927496345701732,-0.7733981631212783,-0.4075979749207559,1.52556502832297,-0.7105289002127344,-0.4075979749207559,1.5558412696428623,-0.6464770320712907,-0.4075979749207559,1.5835279667141111,-0.581349166710242,-0.4075979749207559,1.6085790377618188,-0.5152537030340696,-0.4075979749207559,1.6309527877504948,-0.4483006504191553,-0.4075979749207559,1.65061197778133,-0.38060144561403403,-0.4075979749207559,1.6675238870726679,-0.3122687672639273,-0.4075979749207559,1.6816603674205142,-0.24341634836825538,-0.4075979749207559,1.6929978900484477,-0.17415878698328088,-0.4075979749207559,1.701517584768945,-0.10461135548495658,-0.4075979749207559,1.7072052713909456,-0.03488980870943497,-0.4075979749207559,1.7100514833213796,0.034889808709435866,-0.4075979749207559,1.7100514833213796,0.10461135548495595,-0.4075979749207559,1.7072052713909456,0.17415878698328024,-0.4075979749207559,1.701517584768945,0.24341634836825476,-0.4075979749207559,1.692997890048448,0.3122687672639267,-0.4075979749207559,1.6816603674205144,0.3806014456140334,-0.4075979749207559,1.6675238870726679,0.44830065041915473,-0.4075979749207559,1.6506119777813302,0.515253703034069,-0.4075979749207559,1.630952787750495,0.5813491667102414,-0.4075979749207559,1.608579037761819,0.6464770320712887,-0.4075979749207559,1.5835279667141118,0.7105289002127352,-0.4075979749207559,1.555841269642862,0.7733981631212791,-0.4075979749207559,1.5255650283229696,0.8349801811133273,-0.4075979749207559,1.4927496345701736,0.8951724569974099,-0.4075979749207559,1.4574497063688518,0.9538748066706444,-0.4075979749207559,1.4197239969657738,1.0109895258652846,-0.4075979749207559,1.379635297081123,1.0664215527678338,-0.4075979749207559,1.3372503303995382,1.1200786262400553,-0.4075979749207559,1.292639642515122,1.1718714393785243,-0.4075979749207559,1.2458774835152682,1.2217137881571627,-0.4075979749207559,1.1970416843987128,1.2695227149053288,-0.4075979749207559,1.1462135275335197,1.3152186463826727,-0.4075979749207559,1.0934776113706037,1.3587255262209428,-0.4075979749207559,1.0389217096379562,1.3999709415123067,-0.4075979749207559,0.9826366252499329,1.438886243333488,-0.4075979749207559,0.9247160391747699,1.4754066610051242,-0.4075979749207559,0.8652563545118537,1.5094714098961697,-0.4075979749207559,0.8043565360382802,1.5410237925939168,-0.4075979749207559,0.7421179454917479,1.5700112932712436,-0.4075979749207559,0.6786441728639456,1.596385665094026,-0.4075979749207559,0.614040863985237,1.6201030105232281,-0.4075979749207559,0.5484155446876071,1.6411238543780293,-0.4075979749207559,0.4818774418385158,1.6594132095383622,-0.4075979749207559,0.4145373015435684,1.674940635177524,-0.4075979749207559,0.3465072048205408,1.6876802874279264,-0.4075979749207559,0.27790038105159776,1.6976109623956648,-0.4075979749207559,0.20883101952415123,1.7047161314523054,-0.4075979749207559,0.1394140793740643,1.7089839687451565,-0.4075979749207559,0.06976509824751843,1.7104073708802332,-0.4075979749207559,0.0,1.7398802756945588,-0.42701022122106314,0.0,1.7384323461887785,-0.42701022122106314,-0.07096725636202274,1.7340909676072047,-0.42701022122106314,-0.14181639472953023,1.72686336574604,-0.42701022122106314,-0.21242949370375205,1.7167615702352956,-0.42701022122106314,-0.2826890247501936,1.703802394516662,-0.42701022122106314,-0.3524780478132824,1.6880074078591925,-0.42701022122106314,-0.42168040595155043,1.6694028994593837,-0.42701022122106314,-0.4901809186693996,1.6480198346854047,-0.42701022122106314,-0.5578655736236695,1.6238938035382942,-0.42701022122106314,-0.6246217163859309,1.597064961415919,-0.42701022122106314,-0.6903382379446641,1.5675779622782755,-0.42701022122106314,-0.754905759635243,1.5354818843253815,-0.42701022122106314,-0.8182168151899288,1.500830148311454,-0.42701022122106314,-0.8801660296048659,1.4636804286313372,-0.42701022122106314,-0.9406502945263767,1.4240945573271642,-0.42701022122106314,-0.9995689398646412,1.3821384211750236,-0.42701022122106314,-1.056823901349126,1.337881852022925,-0.42701022122106314,-1.1123198837468842,1.2913985105625783,-0.42701022122106314,-1.1659645194720671,1.2427657637284417,-0.42701022122106314,-1.2176685223226544,1.1920645559280956,-0.42701022122106314,-1.2673458360885266,1.1393792743182636,-0.42701022122106314,-1.3149137777835325,1.0847976083507194,-0.42701022122106314,-1.360293175263161,1.028410403821846,-0.42701022122106314,-1.4034084989987634,0.9703115116687759,-0.42701022122106314,-1.4441879877889958,0.9105976317637666,-0.42701022122106314,-1.4825637681992616,0.8493681519668072,-0.42701022122106314,-1.5184719675303409,0.7867249827043339,-0.42701022122106314,-1.5518528201281974,0.7227723873493809,-0.42701022122106314,-1.582650766858011,0.6576168086854889,-0.42701022122106314,-1.6108145475768734,0.5913666917431945,-0.42701022122106314,-1.6362972864512375,0.5241323033039786,-0.42701022122106314,-1.659056569977118,0.4560255483720931,-0.42701022122106314,-1.6790545175731804,0.3871597839197231,-0.42701022122106314,-1.696257844629232,0.3176496302154948,-0.42701022122106314,-1.7106379179051696,0.24761078005035025,-0.42701022122106314,-1.7221708031881828,0.17715980617831276,-0.42701022122106314,-1.7308373051288897,0.106413967292645,-0.42701022122106314,-1.7366229991900988,0.03549101286032425,-0.42701022122106314,-1.739518255655031,-0.035491012860324044,-0.42701022122106314,-1.739518255655031,-0.10641396729264478,-0.42701022122106314,-1.736622999190099,-0.1771598061783122,-0.42701022122106314,-1.7308373051288897,-0.24761078005035006,-0.42701022122106314,-1.7221708031881828,-0.31764963021549464,-0.42701022122106314,-1.7106379179051696,-0.3871597839197225,-0.42701022122106314,-1.696257844629232,-0.45602554837209286,-0.42701022122106314,-1.6790545175731806,-0.5241323033039781,-0.42701022122106314,-1.6590565699771183,-0.5913666917431943,-0.42701022122106314,-1.6362972864512377,-0.6576168086854887,-0.42701022122106314,-1.6108145475768736,-0.7227723873493804,-0.42701022122106314,-1.5826507668580112,-0.786724982704334,-0.42701022122106314,-1.5518528201281974,-0.849368151966807,-0.42701022122106314,-1.5184719675303409,-0.910597631763767,-0.42701022122106314,-1.4825637681992614,-0.9703115116687755,-0.42701022122106314,-1.4441879877889963,-1.0284104038218456,-0.42701022122106314,-1.4034084989987636,-1.0847976083507191,-0.42701022122106314,-1.3602931752631615,-1.1393792743182638,-0.42701022122106314,-1.3149137777835325,-1.1920645559280958,-0.42701022122106314,-1.2673458360885266,-1.2427657637284417,-0.42701022122106314,-1.2176685223226544,-1.2913985105625783,-0.42701022122106314,-1.1659645194720671,-1.3378818520229248,-0.42701022122106314,-1.1123198837468848,-1.3821384211750236,-0.42701022122106314,-1.0568239013491258,-1.4240945573271637,-0.42701022122106314,-0.9995689398646418,-1.4636804286313374,-0.42701022122106314,-0.9406502945263765,-1.5008301483114537,-0.42701022122106314,-0.8801660296048661,-1.5354818843253812,-0.42701022122106314,-0.8182168151899291,-1.5675779622782753,-0.42701022122106314,-0.7549057596352432,-1.5970649614159187,-0.42701022122106314,-0.6903382379446642,-1.6238938035382942,-0.42701022122106314,-0.624621716385931,-1.6480198346854047,-0.42701022122106314,-0.5578655736236695,-1.6694028994593835,-0.42701022122106314,-0.4901809186694003,-1.6880074078591925,-0.42701022122106314,-0.4216804059515503,-1.7038023945166618,-0.42701022122106314,-0.3524780478132829,-1.7167615702352956,-0.42701022122106314,-0.28268902475019403,-1.72686336574604,-0.42701022122106314,-0.2124294937037525,-1.7340909676072047,-0.42701022122106314,-0.1418163947295306,-1.7384323461887785,-0.42701022122106314,-0.07096725636202302,-1.7398802756945588,-0.42701022122106314,-2.1307388105289558e-16,-1.7384323461887785,-0.42701022122106314,0.0709672563620226,-1.7340909676072047,-0.42701022122106314,0.14181639472953014,-1.72686336574604,-0.42701022122106314,0.21242949370375208,-1.7167615702352959,-0.42701022122106314,0.28268902475019286,-1.7038023945166623,-0.42701022122106314,0.3524780478132818,-1.6880074078591925,-0.42701022122106314,0.42168040595155065,-1.6694028994593837,-0.42701022122106314,0.4901809186693999,-1.6480198346854047,-0.42701022122106314,0.5578655736236692,-1.6238938035382942,-0.42701022122106314,0.6246217163859306,-1.597064961415919,-0.42701022122106314,0.6903382379446638,-1.567577962278276,-0.42701022122106314,0.7549057596352422,-1.5354818843253815,-0.42701022122106314,0.8182168151899286,-1.500830148311454,-0.42701022122106314,0.8801660296048658,-1.4636804286313372,-0.42701022122106314,0.9406502945263767,-1.4240945573271644,-0.42701022122106314,0.9995689398646408,-1.382138421175024,-0.42701022122106314,1.0568239013491254,-1.337881852022925,-0.42701022122106314,1.1123198837468844,-1.291398510562578,-0.42701022122106314,1.1659645194720674,-1.2427657637284422,-0.42701022122106314,1.2176685223226542,-1.192064555928096,-0.42701022122106314,1.2673458360885264,-1.1393792743182645,-0.42701022122106314,1.3149137777835316,-1.0847976083507194,-0.42701022122106314,1.360293175263161,-1.0284104038218453,-0.42701022122106314,1.4034084989987636,-0.9703115116687759,-0.42701022122106314,1.4441879877889958,-0.9105976317637674,-0.42701022122106314,1.4825637681992612,-0.8493681519668074,-0.42701022122106314,1.5184719675303409,-0.786724982704333,-0.42701022122106314,1.551852820128198,-0.7227723873493808,-0.42701022122106314,1.5826507668580112,-0.6576168086854894,-0.42701022122106314,1.6108145475768731,-0.591366691743194,-0.42701022122106314,1.6362972864512377,-0.5241323033039789,-0.42701022122106314,1.659056569977118,-0.456025548372094,-0.42701022122106314,1.6790545175731801,-0.38715978391972333,-0.42701022122106314,1.696257844629232,-0.3176496302154943,-0.42701022122106314,1.7106379179051696,-0.24761078005035006,-0.42701022122106314,1.7221708031881828,-0.17715980617831337,-0.42701022122106314,1.7308373051288894,-0.10641396729264482,-0.42701022122106314,1.736622999190099,-0.03549101286032331,-0.42701022122106314,1.739518255655031,0.03549101286032422,-0.42701022122106314,1.739518255655031,0.10641396729264418,-0.42701022122106314,1.736622999190099,0.17715980617831276,-0.42701022122106314,1.7308373051288897,0.24761078005034942,-0.42701022122106314,1.722170803188183,0.31764963021549364,-0.42701022122106314,1.7106379179051698,0.3871597839197227,-0.42701022122106314,1.696257844629232,0.45602554837209347,-0.42701022122106314,1.6790545175731804,0.5241323033039783,-0.42701022122106314,1.6590565699771183,0.5913666917431935,-0.42701022122106314,1.636297286451238,0.6576168086854874,-0.42701022122106314,1.6108145475768738,0.7227723873493815,-0.42701022122106314,1.5826507668580108,0.7867249827043338,-0.42701022122106314,1.5518528201281974,0.8493681519668069,-0.42701022122106314,1.518471967530341,0.9105976317637656,-0.42701022122106314,1.4825637681992623,0.9703115116687754,-0.42701022122106314,1.4441879877889963,1.028410403821846,-0.42701022122106314,1.4034084989987632,1.084797608350719,-0.42701022122106314,1.3602931752631615,1.1393792743182642,-0.42701022122106314,1.3149137777835322,1.1920645559280953,-0.42701022122106314,1.2673458360885268,1.242765763728441,-0.42701022122106314,1.2176685223226553,1.291398510562578,-0.42701022122106314,1.1659645194720674,1.3378818520229254,-0.42701022122106314,1.1123198837468835,1.3821384211750234,-0.42701022122106314,1.056823901349126,1.4240945573271635,-0.42701022122106314,0.999568939864642,1.4636804286313363,-0.42701022122106314,0.9406502945263779,1.5008301483114537,-0.42701022122106314,0.8801660296048663,1.5354818843253817,-0.42701022122106314,0.8182168151899285,1.5675779622782753,-0.42701022122106314,0.7549057596352434,1.5970649614159182,-0.42701022122106314,0.6903382379446651,1.6238938035382942,-0.42701022122106314,0.6246217163859312,1.6480198346854043,-0.42701022122106314,0.5578655736236705,1.6694028994593837,-0.42701022122106314,0.49018091866939983,1.6880074078591922,-0.42701022122106314,0.42168040595155126,1.703802394516662,-0.42701022122106314,0.3524780478132824,1.7167615702352956,-0.42701022122106314,0.28268902475019425,1.72686336574604,-0.42701022122106314,0.2124294937037535,1.7340909676072047,-0.42701022122106314,0.14181639472953078,1.7384323461887785,-0.42701022122106314,0.07096725636202246,1.7398802756945588,-0.42701022122106314,0.0,1.7706490838909548,-0.44429512407851346,0.0,1.769175548562827,-0.44429512407851346,-0.07222227254315386,1.7647573951325752,-0.44429512407851346,-0.14432433824121546,1.7574019771805605,-0.44429512407851346,-0.2161861903215231,1.7471215370740638,-0.44429512407851346,-0.2876882218232753,1.7339331855910742,-0.44429512407851346,-0.35871142467151335,1.7178588734410878,-0.44429512407851346,-0.4291375877543168,1.6989253547303178,-0.44429512407851346,-0.49884949367353376,1.6771641424321253,-0.44429512407851346,-0.5677311138415716,1.6526114559367844,-0.44429512407851346,-0.63566780159953,1.6253081607678825,-0.44429512407851346,-0.7025464830352511,1.595299700565689,-0.44429512407851346,-0.7682558451836862,1.5626360214507007,-0.44429512407851346,-0.8326865212963417,1.5273714888932528,-0.44429512407851346,-0.8957312728714375,1.4895647972275603,-0.44429512407851346,-0.9572851681418107,1.4492788719607896,-0.44429512407851346,-1.0172457567234865,1.406580765039763,-0.44429512407851346,-1.0755132401342316,1.3615415432496099,-0.44429512407851346,-1.1319906378982771,1.3142361699301168,-0.44429512407851346,-1.1865839489607528,1.2647433802066463,-0.44429512407851346,-1.2392023081431633,1.2131455499432908,-0.44429512407851346,-1.2897581373795117,1.159528558636377,-0.44429512407851346,-1.3381672914813465,1.1039816464765195,-0.44429512407851346,-1.3843491981891238,1.0465972658171294,-0.44429512407851346,-1.4282269922767832,0.9874709272965975,-0.44429512407851346,-1.469727643486328,0.9267010408702622,-0.44429512407851346,-1.5087820780794854,0.864388752016751,-0.44429512407851346,-1.5453252938041238,0.8006377733913134,-0.44429512407851346,-1.5792964680840889,0.7355542122063393,-0.44429512407851346,-1.6106390592523792,0.6692463936263794,-0.44429512407851346,-1.639300900659169,0.601824680471597,-0.44429512407851346,-1.6652342874980497,0.533401289529745,-0.44429512407851346,-1.6883960562059728,0.46409010478239887,-0.44429512407851346,-1.7087476563047392,0.3940064878563078,-0.44429512407851346,-1.7262552145644672,0.32326708601535153,-0.44429512407851346,-1.7408895913822395,0.2519896380126821,-0.44429512407851346,-1.7526264292820974,0.18029277812618727,-0.44429512407851346,-1.7614461934556556,0.10829583870344531,-0.44429512407851346,-1.767334204275862,0.036118651544807416,-0.44429512407851346,-1.7702806617297897,-0.0361186515448072,-0.44429512407851346,-1.7702806617297897,-0.10829583870344509,-0.44429512407851346,-1.7673342042758622,-0.18029277812618666,-0.44429512407851346,-1.7614461934556556,-0.25198963801268187,-0.44429512407851346,-1.7526264292820974,-0.3232670860153513,-0.44429512407851346,-1.7408895913822395,-0.39400648785630726,-0.44429512407851346,-1.7262552145644672,-0.4640901047823987,-0.44429512407851346,-1.7087476563047395,-0.5334012895297444,-0.44429512407851346,-1.688396056205973,-0.6018246804715968,-0.44429512407851346,-1.66523428749805,-0.6692463936263792,-0.44429512407851346,-1.6393009006591692,-0.7355542122063388,-0.44429512407851346,-1.6106390592523794,-0.8006377733913135,-0.44429512407851346,-1.5792964680840889,-0.8643887520167509,-0.44429512407851346,-1.5453252938041238,-0.9267010408702625,-0.44429512407851346,-1.508782078079485,-0.987470927296597,-0.44429512407851346,-1.4697276434863284,-1.046597265817129,-0.44429512407851346,-1.4282269922767834,-1.1039816464765193,-0.44429512407851346,-1.3843491981891243,-1.1595285586363773,-0.44429512407851346,-1.3381672914813465,-1.213145549943291,-0.44429512407851346,-1.2897581373795117,-1.2647433802066463,-0.44429512407851346,-1.2392023081431633,-1.3142361699301168,-0.44429512407851346,-1.1865839489607528,-1.3615415432496094,-0.44429512407851346,-1.1319906378982776,-1.406580765039763,-0.44429512407851346,-1.0755132401342313,-1.4492788719607892,-0.44429512407851346,-1.0172457567234872,-1.4895647972275605,-0.44429512407851346,-0.9572851681418105,-1.5273714888932526,-0.44429512407851346,-0.8957312728714377,-1.5626360214507005,-0.44429512407851346,-0.8326865212963419,-1.5952997005656888,-0.44429512407851346,-0.7682558451836865,-1.6253081607678823,-0.44429512407851346,-0.7025464830352511,-1.6526114559367844,-0.44429512407851346,-0.6356678015995301,-1.6771641424321253,-0.44429512407851346,-0.5677311138415716,-1.6989253547303176,-0.44429512407851346,-0.4988494936735345,-1.7178588734410878,-0.44429512407851346,-0.42913758775431665,-1.733933185591074,-0.44429512407851346,-0.3587114246715139,-1.7471215370740638,-0.44429512407851346,-0.2876882218232758,-1.7574019771805605,-0.44429512407851346,-0.21618619032152353,-1.7647573951325752,-0.44429512407851346,-0.14432433824121582,-1.769175548562827,-0.44429512407851346,-0.07222227254315414,-1.7706490838909548,-0.44429512407851346,-2.1684197330002512e-16,-1.769175548562827,-0.44429512407851346,0.0722222725431537,-1.7647573951325752,-0.44429512407851346,0.14432433824121538,-1.7574019771805605,-0.44429512407851346,0.21618619032152311,-1.7471215370740638,-0.44429512407851346,0.28768822182327464,-1.7339331855910745,-0.44429512407851346,0.35871142467151274,-1.7178588734410878,-0.44429512407851346,0.42913758775431704,-1.6989253547303178,-0.44429512407851346,0.4988494936735341,-1.6771641424321253,-0.44429512407851346,0.5677311138415712,-1.6526114559367844,-0.44429512407851346,0.6356678015995296,-1.6253081607678825,-0.44429512407851346,0.7025464830352508,-1.5952997005656895,-0.44429512407851346,0.7682558451836854,-1.5626360214507007,-0.44429512407851346,0.8326865212963415,-1.5273714888932528,-0.44429512407851346,0.8957312728714374,-1.4895647972275603,-0.44429512407851346,0.9572851681418107,-1.4492788719607899,-0.44429512407851346,1.017245756723486,-1.4065807650397633,-0.44429512407851346,1.0755132401342309,-1.3615415432496096,-0.44429512407851346,1.1319906378982774,-1.3142361699301166,-0.44429512407851346,1.186583948960753,-1.2647433802066468,-0.44429512407851346,1.2392023081431631,-1.2131455499432913,-0.44429512407851346,1.2897581373795115,-1.1595285586363782,-0.44429512407851346,1.3381672914813456,-1.1039816464765195,-0.44429512407851346,1.3843491981891238,-1.0465972658171285,-0.44429512407851346,1.4282269922767836,-0.9874709272965975,-0.44429512407851346,1.469727643486328,-0.926701040870263,-0.44429512407851346,1.508782078079485,-0.8643887520167512,-0.44429512407851346,1.5453252938041235,-0.8006377733913125,-0.44429512407851346,1.5792964680840893,-0.7355542122063392,-0.44429512407851346,1.6106390592523794,-0.6692463936263799,-0.44429512407851346,1.6393009006591688,-0.6018246804715965,-0.44429512407851346,1.66523428749805,-0.5334012895297452,-0.44429512407851346,1.6883960562059728,-0.46409010478239987,-0.44429512407851346,1.708747656304739,-0.3940064878563081,-0.44429512407851346,1.7262552145644672,-0.323267086015351,-0.44429512407851346,1.7408895913822395,-0.25198963801268187,-0.44429512407851346,1.7526264292820974,-0.18029277812618788,-0.44429512407851346,1.7614461934556553,-0.10829583870344513,-0.44429512407851346,1.7673342042758622,-0.03611865154480646,-0.44429512407851346,1.7702806617297897,0.03611865154480738,-0.44429512407851346,1.7702806617297897,0.10829583870344447,-0.44429512407851346,1.7673342042758622,0.18029277812618724,-0.44429512407851346,1.7614461934556556,0.25198963801268126,-0.44429512407851346,1.7526264292820977,0.3232670860153503,-0.44429512407851346,1.7408895913822398,0.39400648785630743,-0.44429512407851346,1.7262552145644672,0.46409010478239926,-0.44429512407851346,1.7087476563047392,0.5334012895297445,-0.44429512407851346,1.688396056205973,0.601824680471596,-0.44429512407851346,1.6652342874980501,0.6692463936263779,-0.44429512407851346,1.6393009006591694,0.73555421220634,-0.44429512407851346,1.610639059252379,0.8006377733913133,-0.44429512407851346,1.5792964680840889,0.8643887520167507,-0.44429512407851346,1.5453252938041238,0.9267010408702612,-0.44429512407851346,1.508782078079486,0.9874709272965968,-0.44429512407851346,1.4697276434863284,1.0465972658171294,-0.44429512407851346,1.428226992276783,1.103981646476519,-0.44429512407851346,1.3843491981891243,1.1595285586363777,-0.44429512407851346,1.3381672914813463,1.2131455499432906,-0.44429512407851346,1.289758137379512,1.2647433802066457,-0.44429512407851346,1.2392023081431642,1.3142361699301166,-0.44429512407851346,1.186583948960753,1.36154154324961,-0.44429512407851346,1.1319906378982765,1.4065807650397628,-0.44429512407851346,1.0755132401342316,1.449278871960789,-0.44429512407851346,1.0172457567234872,1.4895647972275594,-0.44429512407851346,0.9572851681418119,1.5273714888932526,-0.44429512407851346,0.895731272871438,1.562636021450701,-0.44429512407851346,0.8326865212963414,1.5952997005656888,-0.44429512407851346,0.7682558451836867,1.625308160767882,-0.44429512407851346,0.7025464830352521,1.6526114559367844,-0.44429512407851346,0.6356678015995303,1.6771641424321249,-0.44429512407851346,0.5677311138415725,1.6989253547303178,-0.44429512407851346,0.498849493673534,1.7178588734410876,-0.44429512407851346,0.42913758775431765,1.7339331855910742,-0.44429512407851346,0.35871142467151335,1.7471215370740638,-0.44429512407851346,0.287688221823276,1.7574019771805605,-0.44429512407851346,0.21618619032152453,1.7647573951325752,-0.44429512407851346,0.14432433824121602,1.769175548562827,-0.44429512407851346,0.07222227254315358,1.7706490838909548,-0.44429512407851346,0.0,1.8025605068147044,-0.4593665709765281,0.0,1.8010604147795042,-0.4593665709765281,-0.07352389436342688,1.7965626354290531,-0.4593665709765281,-0.14692541546069762,1.7890746548731984,-0.4593665709765281,-0.2200823937038807,1.7786089361165922,-0.4593665709765281,-0.2928730665224915,1.7651828983152522,-0.4593665709765281,-0.3651762810252743,1.748818887784094,-0.4593665709765281,-0.43687169564723294,1.7295441408036962,-0.4593665709765281,-0.50783998044629,1.7073907382881992,-0.4593665709765281,-0.5779630157161982,1.6823955523897889,-0.4593665709765281,-0.6471240885851346,1.6546001851286394,-0.4593665709765281,-0.7152080872727576,1.624050899150455,-0.4593665709765281,-0.7821016926824045,1.5907985407268632,-0.4593665709765281,-0.8476935670095451,1.5548984551268124,-0.4593665709765281,-0.9118745390525694,1.5164103944998346,-0.4593665709765281,-0.974537785917478,1.4753984184244884,-0.4593665709765281,-1.035579010814048,1.4319307872875136,-0.4593665709765281,-1.0948966166475471,1.3860798486711536,-0.4593665709765281,-1.1523918751170696,1.3379219169377445,-0.4593665709765281,-1.2079690910390526,1.2875371462119902,-0.4593665709765281,-1.261535761622463,1.2350093969723328,-0.4593665709765281,-1.313002730430565,1.180426096473462,-0.4593665709765281,-1.3622843357730088,1.1238780932322785,-0.4593665709765281,-1.4092985532812632,1.0654595058195009,-0.4593665709765281,-1.4539671324300798,1.0052675662085964,-0.4593665709765281,-1.4962157267777696,0.9434024579427548,-0.4593665709765281,-1.53597401770852,0.8799671493892692,-0.4593665709765281,-1.5731758314707887,0.8150672223588497,-0.4593665709765281,-1.6077592493169843,0.7488106963751174,-0.4593665709765281,-1.6396667105611114,0.6813078488867718,-0.4593665709765281,-1.668845108382849,0.6126710317216578,-0.4593665709765281,-1.695245878218615,0.5430144840882357,-0.4593665709765281,-1.7188250785924877,0.4724541424356951,-0.4593665709765281,-1.7395434642524559,0.40110744748917554,-0.4593665709765281,-1.7573665514902697,0.32909314878126955,-0.4593665709765281,-1.7722646755361664,0.2565311070051459,-0.4593665709765281,-1.7842130399329554,0.18354209451825268,-0.4593665709765281,-1.7931917578072727,0.11024759432865006,-0.4593665709765281,-1.7991858849693183,0.03676959789853047,-0.4593665709765281,-1.8021854447859866,-0.03676959789853026,-0.4593665709765281,-1.8021854447859866,-0.11024759432864983,-0.4593665709765281,-1.7991858849693185,-0.1835420945182521,-0.4593665709765281,-1.7931917578072727,-0.2565311070051457,-0.4593665709765281,-1.7842130399329554,-0.3290931487812694,-0.4593665709765281,-1.7722646755361664,-0.40110744748917493,-0.4593665709765281,-1.7573665514902697,-0.4724541424356949,-0.4593665709765281,-1.739543464252456,-0.543014484088235,-0.4593665709765281,-1.7188250785924877,-0.6126710317216576,-0.4593665709765281,-1.695245878218615,-0.6813078488867716,-0.4593665709765281,-1.6688451083828493,-0.7488106963751169,-0.4593665709765281,-1.6396667105611116,-0.8150672223588498,-0.4593665709765281,-1.6077592493169843,-0.8799671493892691,-0.4593665709765281,-1.5731758314707887,-0.9434024579427552,-0.4593665709765281,-1.5359740177085197,-1.005267566208596,-0.4593665709765281,-1.49621572677777,-1.0654595058195004,-0.4593665709765281,-1.45396713243008,-1.1238780932322783,-0.4593665709765281,-1.4092985532812636,-1.1804260964734623,-0.4593665709765281,-1.3622843357730088,-1.235009396972333,-0.4593665709765281,-1.313002730430565,-1.2875371462119902,-0.4593665709765281,-1.261535761622463,-1.3379219169377445,-0.4593665709765281,-1.2079690910390526,-1.3860798486711532,-0.4593665709765281,-1.15239187511707,-1.4319307872875136,-0.4593665709765281,-1.094896616647547,-1.475398418424488,-0.4593665709765281,-1.0355790108140486,-1.5164103944998348,-0.4593665709765281,-0.9745377859174778,-1.5548984551268124,-0.4593665709765281,-0.9118745390525697,-1.590798540726863,-0.4593665709765281,-0.8476935670095453,-1.624050899150455,-0.4593665709765281,-0.7821016926824047,-1.6546001851286392,-0.4593665709765281,-0.7152080872727578,-1.6823955523897889,-0.4593665709765281,-0.6471240885851347,-1.7073907382881992,-0.4593665709765281,-0.5779630157161982,-1.729544140803696,-0.4593665709765281,-0.5078399804462906,-1.748818887784094,-0.4593665709765281,-0.43687169564723277,-1.765182898315252,-0.4593665709765281,-0.36517628102527483,-1.7786089361165922,-0.4593665709765281,-0.292873066522492,-1.7890746548731984,-0.4593665709765281,-0.22008239370388114,-1.7965626354290531,-0.4593665709765281,-0.14692541546069798,-1.8010604147795042,-0.4593665709765281,-0.07352389436342716,-1.8025605068147044,-0.4593665709765281,-2.2074999549400584e-16,-1.8010604147795042,-0.4593665709765281,0.07352389436342673,-1.7965626354290531,-0.4593665709765281,0.14692541546069754,-1.7890746548731984,-0.4593665709765281,0.22008239370388072,-1.7786089361165924,-0.4593665709765281,0.29287306652249084,-1.7651828983152524,-0.4593665709765281,0.3651762810252736,-1.748818887784094,-0.4593665709765281,0.43687169564723316,-1.7295441408036962,-0.4593665709765281,0.5078399804462903,-1.7073907382881992,-0.4593665709765281,0.5779630157161978,-1.6823955523897889,-0.4593665709765281,0.6471240885851343,-1.6546001851286394,-0.4593665709765281,0.7152080872727573,-1.6240508991504554,-0.4593665709765281,0.7821016926824036,-1.5907985407268632,-0.4593665709765281,0.847693567009545,-1.5548984551268124,-0.4593665709765281,0.9118745390525692,-1.5164103944998346,-0.4593665709765281,0.974537785917478,-1.4753984184244886,-0.4593665709765281,1.0355790108140477,-1.431930787287514,-0.4593665709765281,1.0948966166475465,-1.3860798486711534,-0.4593665709765281,1.1523918751170699,-1.3379219169377443,-0.4593665709765281,1.2079690910390528,-1.2875371462119907,-0.4593665709765281,1.261535761622463,-1.2350093969723333,-0.4593665709765281,1.3130027304305647,-1.1804260964734632,-0.4593665709765281,1.3622843357730081,-1.1238780932322785,-0.4593665709765281,1.4092985532812632,-1.0654595058195,-0.4593665709765281,1.4539671324300802,-1.0052675662085964,-0.4593665709765281,1.4962157267777696,-0.9434024579427556,-0.4593665709765281,1.5359740177085195,-0.8799671493892695,-0.4593665709765281,1.5731758314707884,-0.8150672223588488,-0.4593665709765281,1.607759249316985,-0.7488106963751173,-0.4593665709765281,1.6396667105611116,-0.6813078488867724,-0.4593665709765281,1.6688451083828488,-0.6126710317216573,-0.4593665709765281,1.695245878218615,-0.5430144840882358,-0.4593665709765281,1.7188250785924877,-0.4724541424356961,-0.4593665709765281,1.7395434642524559,-0.40110744748917576,-0.4593665709765281,1.7573665514902697,-0.329093148781269,-0.4593665709765281,1.7722646755361664,-0.2565311070051457,-0.4593665709765281,1.7842130399329554,-0.18354209451825332,-0.4593665709765281,1.7931917578072727,-0.11024759432864988,-0.4593665709765281,1.7991858849693185,-0.0367695978985295,-0.4593665709765281,1.8021854447859866,0.03676959789853044,-0.4593665709765281,1.8021854447859866,0.11024759432864921,-0.4593665709765281,1.7991858849693185,0.18354209451825265,-0.4593665709765281,1.7931917578072727,0.25653110700514503,-0.4593665709765281,1.7842130399329557,0.3290931487812684,-0.4593665709765281,1.7722646755361666,0.40110744748917515,-0.4593665709765281,1.7573665514902697,0.4724541424356955,-0.4593665709765281,1.7395434642524559,0.5430144840882353,-0.4593665709765281,1.7188250785924877,0.6126710317216567,-0.4593665709765281,1.6952458782186153,0.6813078488867703,-0.4593665709765281,1.6688451083828497,0.7488106963751181,-0.4593665709765281,1.6396667105611111,0.8150672223588495,-0.4593665709765281,1.6077592493169843,0.8799671493892689,-0.4593665709765281,1.5731758314707889,0.9434024579427538,-0.4593665709765281,1.5359740177085206,1.0052675662085957,-0.4593665709765281,1.49621572677777,1.0654595058195009,-0.4593665709765281,1.4539671324300796,1.123878093232278,-0.4593665709765281,1.4092985532812636,1.1804260964734627,-0.4593665709765281,1.3622843357730088,1.2350093969723326,-0.4593665709765281,1.3130027304305651,1.2875371462119896,-0.4593665709765281,1.2615357616224638,1.3379219169377443,-0.4593665709765281,1.2079690910390528,1.386079848671154,-0.4593665709765281,1.152391875117069,1.4319307872875136,-0.4593665709765281,1.0948966166475471,1.475398418424488,-0.4593665709765281,1.0355790108140488,1.5164103944998337,-0.4593665709765281,0.9745377859174792,1.5548984551268124,-0.4593665709765281,0.9118745390525698,1.5907985407268634,-0.4593665709765281,0.8476935670095449,1.624050899150455,-0.4593665709765281,0.7821016926824049,1.6546001851286387,-0.4593665709765281,0.7152080872727588,1.6823955523897889,-0.4593665709765281,0.647124088585135,1.7073907382881988,-0.4593665709765281,0.5779630157161992,1.7295441408036962,-0.4593665709765281,0.5078399804462902,1.7488188877840938,-0.4593665709765281,0.43687169564723377,1.7651828983152522,-0.4593665709765281,0.3651762810252743,1.7786089361165922,-0.4593665709765281,0.29287306652249223,1.7890746548731984,-0.4593665709765281,0.22008239370388216,1.7965626354290531,-0.4593665709765281,0.14692541546069818,1.8010604147795042,-0.4593665709765281,0.07352389436342659,1.8025605068147044,-0.4593665709765281,0.0,1.8354555633619947,-0.4721494767247778,0.0,1.8339280960391757,-0.4721494767247778,-0.07486563720840675,1.8293482363893334,-0.4721494767247778,-0.14960666795210736,1.8217236071368725,-0.4721494767247778,-0.22409869316155895,1.8110668987247154,-0.4721494767247778,-0.29821772821235626,1.7973958481923122,-0.4721494767247778,-0.37184040928540285,1.7807332096540898,-0.4721494767247778,-0.44484419869381364,1.7611067164274727,-0.4721494767247778,-0.5171075888348015,1.738549034873515,-0.4721494767247778,-0.5885103044270904,1.7130977100269642,-0.4721494767247778,-0.6589335026972513,1.6847951031062574,-0.4721494767247778,-0.7282599711817703,1.6536883210074533,-0.4721494767247778,-0.7963743228156263,1.6198291378994532,-0.4721494767247778,-0.8631631879826733,1.5832739090510055,-0.4721494767247778,-0.928515403208178,1.544083477032924,-0.4721494767247778,-0.9923221961794532,1.5023230704516313,-0.4721494767247778,-1.0544773667866372,1.4580621953825823,-0.4721494767247778,-1.114877463882297,1.4113745196842604,-0.4721494767247778,-1.173421957465651,1.3623377503852983,-0.4721494767247778,-1.2300134060048378,1.3110335043487957,-0.4721494767247778,-1.2845576186187262,1.2575471724291076,-0.4721494767247778,-1.3369638118483438,1.2019677773471924,-0.4721494767247778,-1.387144760756983,1.1443878255210802,-0.4721494767247778,-1.435016944107501,1.0849031530980682,-0.4721494767247778,-1.4805006833751775,1.023612766444911,-0.4721494767247778,-1.523520275364753,0.9606186773614962,-0.4721494767247778,-1.5640041182109297,0.8960257332922691,-0.4721494767247778,-1.6018848305526052,0.8299414428180097,-0.4721494767247778,-1.6370993636825033,0.7624757967184078,-0.4721494767247778,-1.6695891064855228,0.6937410849032685,-0.4721494767247778,-1.699299982991153,0.623851709517037,-0.4721494767247778,-1.726182542377592,0.5529239945277187,-0.4721494767247778,-1.750192041277759,0.4810759921171168,-0.4721494767247778,-1.7712885182502112,0.4084272861946244,-0.4721494767247778,-1.7894368602910224,0.335098793361609,-0.4721494767247778,-1.8046068612759099,0.2612125616576641,-0.4721494767247778,-1.8167732722353491,0.18689156742368934,-0.4721494767247778,-1.8259158433789915,0.11225951061991077,-0.4721494767247778,-1.8320193577994406,0.037440608939502774,-0.4721494767247778,-1.835073656799295,-0.03744060893950255,-0.4721494767247778,-1.835073656799295,-0.11225951061991053,-0.4721494767247778,-1.8320193577994408,-0.18689156742368873,-0.4721494767247778,-1.8259158433789915,-0.2612125616576639,-0.4721494767247778,-1.8167732722353491,-0.33509879336160886,-0.4721494767247778,-1.8046068612759099,-0.4084272861946237,-0.4721494767247778,-1.7894368602910224,-0.4810759921171166,-0.4721494767247778,-1.7712885182502114,-0.5529239945277181,-0.4721494767247778,-1.7501920412777592,-0.6238517095170367,-0.4721494767247778,-1.7261825423775923,-0.6937410849032682,-0.4721494767247778,-1.6992999829911533,-0.7624757967184073,-0.4721494767247778,-1.669589106485523,-0.8299414428180097,-0.4721494767247778,-1.6370993636825033,-0.896025733292269,-0.4721494767247778,-1.6018848305526052,-0.9606186773614965,-0.4721494767247778,-1.5640041182109292,-1.0236127664449106,-0.4721494767247778,-1.5235202753647534,-1.0849031530980677,-0.4721494767247778,-1.4805006833751777,-1.1443878255210802,-0.4721494767247778,-1.4350169441075014,-1.2019677773471926,-0.4721494767247778,-1.387144760756983,-1.2575471724291079,-0.4721494767247778,-1.3369638118483438,-1.3110335043487957,-0.4721494767247778,-1.2845576186187262,-1.3623377503852983,-0.4721494767247778,-1.2300134060048378,-1.4113745196842602,-0.4721494767247778,-1.1734219574656517,-1.4580621953825823,-0.4721494767247778,-1.1148774638822967,-1.5023230704516308,-0.4721494767247778,-1.0544773667866378,-1.5440834770329241,-0.4721494767247778,-0.9923221961794529,-1.5832739090510053,-0.4721494767247778,-0.9285154032081783,-1.619829137899453,-0.4721494767247778,-0.8631631879826734,-1.653688321007453,-0.4721494767247778,-0.7963743228156266,-1.6847951031062571,-0.4721494767247778,-0.7282599711817704,-1.7130977100269642,-0.4721494767247778,-0.6589335026972514,-1.738549034873515,-0.4721494767247778,-0.5885103044270904,-1.7611067164274725,-0.4721494767247778,-0.5171075888348022,-1.7807332096540898,-0.4721494767247778,-0.44484419869381353,-1.797395848192312,-0.4721494767247778,-0.3718404092854034,-1.8110668987247154,-0.4721494767247778,-0.29821772821235676,-1.8217236071368725,-0.4721494767247778,-0.22409869316155942,-1.8293482363893334,-0.4721494767247778,-0.14960666795210775,-1.8339280960391757,-0.4721494767247778,-0.07486563720840704,-1.8354555633619947,-0.4721494767247778,-2.247784780648469e-16,-1.8339280960391757,-0.4721494767247778,0.0748656372084066,-1.8293482363893334,-0.4721494767247778,0.1496066679521073,-1.8217236071368725,-0.4721494767247778,0.22409869316155898,-1.8110668987247154,-0.4721494767247778,0.29821772821235554,-1.7973958481923125,-0.4721494767247778,0.3718404092854022,-1.7807332096540898,-0.4721494767247778,0.44484419869381386,-1.7611067164274727,-0.4721494767247778,0.5171075888348018,-1.738549034873515,-0.4721494767247778,0.58851030442709,-1.7130977100269644,-0.4721494767247778,0.6589335026972509,-1.6847951031062574,-0.4721494767247778,0.7282599711817701,-1.6536883210074538,-0.4721494767247778,0.7963743228156255,-1.6198291378994532,-0.4721494767247778,0.8631631879826731,-1.5832739090510055,-0.4721494767247778,0.9285154032081778,-1.544083477032924,-0.4721494767247778,0.9923221961794532,-1.5023230704516315,-0.4721494767247778,1.0544773667866367,-1.4580621953825827,-0.4721494767247778,1.1148774638822962,-1.4113745196842602,-0.4721494767247778,1.1734219574656513,-1.362337750385298,-0.4721494767247778,1.230013406004838,-1.3110335043487962,-0.4721494767247778,1.284557618618726,-1.257547172429108,-0.4721494767247778,1.3369638118483436,-1.2019677773471933,-0.4721494767247778,1.387144760756982,-1.1443878255210802,-0.4721494767247778,1.435016944107501,-1.0849031530980673,-0.4721494767247778,1.480500683375178,-1.023612766444911,-0.4721494767247778,1.523520275364753,-0.960618677361497,-0.4721494767247778,1.564004118210929,-0.8960257332922693,-0.4721494767247778,1.601884830552605,-0.8299414428180087,-0.4721494767247778,1.637099363682504,-0.7624757967184077,-0.4721494767247778,1.669589106485523,-0.6937410849032691,-0.4721494767247778,1.6992999829911528,-0.6238517095170365,-0.4721494767247778,1.7261825423775923,-0.5529239945277189,-0.4721494767247778,1.750192041277759,-0.4810759921171178,-0.4721494767247778,1.771288518250211,-0.4084272861946246,-0.4721494767247778,1.7894368602910224,-0.33509879336160847,-0.4721494767247778,1.8046068612759099,-0.2612125616576639,-0.4721494767247778,1.8167732722353491,-0.18689156742368998,-0.4721494767247778,1.8259158433789913,-0.11225951061991057,-0.4721494767247778,1.8320193577994408,-0.03744060893950178,-0.4721494767247778,1.835073656799295,0.03744060893950273,-0.4721494767247778,1.835073656799295,0.11225951061990991,-0.4721494767247778,1.8320193577994408,0.18689156742368931,-0.4721494767247778,1.8259158433789915,0.2612125616576632,-0.4721494767247778,1.8167732722353493,0.3350987933616078,-0.4721494767247778,1.80460686127591,0.40842728619462393,-0.4721494767247778,1.7894368602910224,0.4810759921171172,-0.4721494767247778,1.7712885182502112,0.5529239945277183,-0.4721494767247778,1.7501920412777592,0.6238517095170358,-0.4721494767247778,1.7261825423775925,0.6937410849032669,-0.4721494767247778,1.6992999829911537,0.7624757967184085,-0.4721494767247778,1.6695891064855226,0.8299414428180096,-0.4721494767247778,1.6370993636825033,0.8960257332922688,-0.4721494767247778,1.6018848305526054,0.9606186773614952,-0.4721494767247778,1.56400411821093,1.0236127664449104,-0.4721494767247778,1.5235202753647534,1.0849031530980682,-0.4721494767247778,1.4805006833751773,1.14438782552108,-0.4721494767247778,1.4350169441075014,1.201967777347193,-0.4721494767247778,1.3871447607569827,1.2575471724291074,-0.4721494767247778,1.336963811848344,1.3110335043487953,-0.4721494767247778,1.284557618618727,1.362337750385298,-0.4721494767247778,1.230013406004838,1.4113745196842609,-0.4721494767247778,1.1734219574656504,1.458062195382582,-0.4721494767247778,1.114877463882297,1.5023230704516306,-0.4721494767247778,1.054477366786638,1.5440834770329233,-0.4721494767247778,0.9923221961794544,1.5832739090510053,-0.4721494767247778,0.9285154032081785,1.6198291378994534,-0.4721494767247778,0.863163187982673,1.653688321007453,-0.4721494767247778,0.7963743228156268,1.6847951031062567,-0.4721494767247778,0.7282599711817714,1.7130977100269642,-0.4721494767247778,0.6589335026972516,1.7385490348735146,-0.4721494767247778,0.5885103044270914,1.7611067164274727,-0.4721494767247778,0.5171075888348017,1.7807332096540895,-0.4721494767247778,0.44484419869381453,1.7973958481923122,-0.4721494767247778,0.37184040928540285,1.8110668987247154,-0.4721494767247778,0.2982177282123569,1.8217236071368725,-0.4721494767247778,0.22409869316156047,1.8293482363893334,-0.4721494767247778,0.14960666795210797,1.8339280960391757,-0.4721494767247778,0.07486563720840646,1.8354555633619947,-0.4721494767247778,0.0,1.86917037201578,-0.48258015752982486,0.0,1.8676148472071021,-0.48258015752982486,-0.07624081658273156,1.8629508617985993,-0.48258015752982486,-0.15235473785040374,1.8551861785336992,-0.48258015752982486,-0.2282150796926859,1.8443337209614057,-0.48258015752982486,-0.3036955800571754,1.8304115519263287,-0.48258015752982486,-0.37867060910012323,1.813442843504859,-0.48258015752982486,-0.45301537828491034,1.793455838437537,-0.48258015752982486,-0.526606148080252,1.7704838031217962,-0.48258015752982486,-0.5993204339124355,1.7445649722433287,-0.48258015752982486,-0.6710372100288053,1.715742485138224,-0.48258015752982486,-0.7416371109331849,1.684064313991801,-0.48258015752982486,-0.8110026300579636,1.6495831839936408,-0.48258015752982486,-0.8790183153421841,1.6123564855817116,-0.48258015752982486,-0.9455709613901018,1.5724461789216482,-0.48258015752982486,-1.0105497978903946,1.5299186907801712,-0.48258015752982486,-1.0738466739824155,1.4848448039642899,-0.48258015752982486,-1.1353562382626254,1.4372995395103048,-0.48258015752982486,-1.1949761141316069,1.3873620318186974,-0.48258015752982486,-1.252607070189812,1.3351153969427294,-0.48258015752982486,-1.3081531853984332,1.2806465942499747,-0.48258015752982486,-1.361522008730505,1.224046281687035,-0.48258015752982486,-1.4126247130465164,1.165408664888334,-0.48258015752982486,-1.4613762429384158,1.104831340380135,-0.48258015752982486,-1.507695456295947,1.0424151331407565,-0.48258015752982486,-1.5515052593596799,0.9782639287873448,-0.48258015752982486,-1.592732735035969,0.9124845006685177,-0.48258015752982486,-1.6313092642602551,0.8451863321506626,-0.48258015752982486,-1.6671706402067303,0.7764814343936761,-0.48258015752982486,-1.7002571751542612,0.7064841599194465,-0.48258015752982486,-1.73051379983071,0.6353110122833636,-0.48258015752982486,-1.7578901550703039,0.5630804521656485,-0.48258015752982486,-1.7823406756314961,0.48991270020524375,-0.48258015752982486,-1.803824666035814,0.4159295369044231,-0.48258015752982486,-1.8223063683014669,0.341254099937164,-0.48258015752982486,-1.837755021458977,0.2660106791986423,-0.48258015752982486,-1.8501449127497787,0.1903245099369661,-0.48258015752982486,-1.8594554204225664,0.11432156431146692,-0.48258015752982486,-1.8656710480561647,0.03812834172447109,-0.48258015752982486,-1.868781450351793,-0.03812834172447087,-0.48258015752982486,-1.868781450351793,-0.11432156431146669,-0.48258015752982486,-1.865671048056165,-0.19032450993696545,-0.48258015752982486,-1.8594554204225664,-0.26601067919864213,-0.48258015752982486,-1.8501449127497787,-0.34125409993716377,-0.48258015752982486,-1.837755021458977,-0.41592953690442247,-0.48258015752982486,-1.8223063683014669,-0.4899127002052435,-0.48258015752982486,-1.8038246660358142,-0.563080452165648,-0.48258015752982486,-1.7823406756314963,-0.6353110122833634,-0.48258015752982486,-1.757890155070304,-0.7064841599194462,-0.48258015752982486,-1.7305137998307103,-0.7764814343936756,-0.48258015752982486,-1.7002571751542614,-0.8451863321506627,-0.48258015752982486,-1.6671706402067303,-0.9124845006685176,-0.48258015752982486,-1.6313092642602551,-0.9782639287873452,-0.48258015752982486,-1.5927327350359686,-1.042415133140756,-0.48258015752982486,-1.5515052593596803,-1.1048313403801346,-0.48258015752982486,-1.507695456295947,-1.1654086648883337,-0.48258015752982486,-1.4613762429384163,-1.2240462816870352,-0.48258015752982486,-1.4126247130465164,-1.280646594249975,-0.48258015752982486,-1.361522008730505,-1.3351153969427294,-0.48258015752982486,-1.3081531853984332,-1.3873620318186974,-0.48258015752982486,-1.252607070189812,-1.4372995395103043,-0.48258015752982486,-1.1949761141316075,-1.4848448039642899,-0.48258015752982486,-1.1353562382626252,-1.5299186907801707,-0.48258015752982486,-1.0738466739824162,-1.5724461789216484,-0.48258015752982486,-1.0105497978903946,-1.6123564855817114,-0.48258015752982486,-0.945570961390102,-1.6495831839936406,-0.48258015752982486,-0.8790183153421843,-1.6840643139918008,-0.48258015752982486,-0.8110026300579639,-1.7157424851382237,-0.48258015752982486,-0.741637110933185,-1.7445649722433287,-0.48258015752982486,-0.6710372100288055,-1.7704838031217962,-0.48258015752982486,-0.5993204339124355,-1.7934558384375368,-0.48258015752982486,-0.5266061480802527,-1.813442843504859,-0.48258015752982486,-0.4530153782849102,-1.8304115519263284,-0.48258015752982486,-0.3786706091001238,-1.8443337209614057,-0.48258015752982486,-0.30369558005717595,-1.8551861785336992,-0.48258015752982486,-0.22821507969268637,-1.8629508617985993,-0.48258015752982486,-0.15235473785040413,-1.8676148472071021,-0.48258015752982486,-0.07624081658273185,-1.86917037201578,-0.48258015752982486,-2.2890735131501924e-16,-1.8676148472071021,-0.48258015752982486,0.07624081658273141,-1.8629508617985993,-0.48258015752982486,0.15235473785040365,-1.8551861785336992,-0.48258015752982486,0.22821507969268592,-1.844333720961406,-0.48258015752982486,0.3036955800571747,-1.8304115519263289,-0.48258015752982486,0.37867060910012257,-1.813442843504859,-0.48258015752982486,0.45301537828491056,-1.793455838437537,-0.48258015752982486,0.5266061480802523,-1.7704838031217962,-0.48258015752982486,0.5993204339124351,-1.744564972243329,-0.48258015752982486,0.671037210028805,-1.715742485138224,-0.48258015752982486,0.7416371109331845,-1.6840643139918012,-0.48258015752982486,0.8110026300579628,-1.6495831839936408,-0.48258015752982486,0.8790183153421839,-1.6123564855817116,-0.48258015752982486,0.9455709613901015,-1.5724461789216482,-0.48258015752982486,1.0105497978903946,-1.5299186907801714,-0.48258015752982486,1.073846673982415,-1.4848448039642903,-0.48258015752982486,1.1353562382626248,-1.4372995395103045,-0.48258015752982486,1.194976114131607,-1.3873620318186972,-0.48258015752982486,1.2526070701898122,-1.3351153969427296,-0.48258015752982486,1.308153185398433,-1.2806465942499752,-0.48258015752982486,1.3615220087305049,-1.224046281687036,-0.48258015752982486,1.4126247130465155,-1.165408664888334,-0.48258015752982486,1.4613762429384158,-1.1048313403801342,-0.48258015752982486,1.5076954562959473,-1.0424151331407565,-0.48258015752982486,1.5515052593596799,-0.9782639287873457,-0.48258015752982486,1.5927327350359683,-0.9124845006685179,-0.48258015752982486,1.631309264260255,-0.8451863321506616,-0.48258015752982486,1.667170640206731,-0.776481434393676,-0.48258015752982486,1.7002571751542614,-0.7064841599194471,-0.48258015752982486,1.7305137998307099,-0.6353110122833631,-0.48258015752982486,1.757890155070304,-0.5630804521656487,-0.48258015752982486,1.7823406756314961,-0.4899127002052448,-0.48258015752982486,1.8038246660358137,-0.41592953690442336,-0.48258015752982486,1.8223063683014669,-0.3412540999371634,-0.48258015752982486,1.837755021458977,-0.26601067919864213,-0.48258015752982486,1.8501449127497787,-0.19032450993696673,-0.48258015752982486,1.8594554204225662,-0.11432156431146673,-0.48258015752982486,1.865671048056165,-0.03812834172447008,-0.48258015752982486,1.868781450351793,0.038128341724471056,-0.48258015752982486,1.868781450351793,0.11432156431146603,-0.48258015752982486,1.865671048056165,0.19032450993696606,-0.48258015752982486,1.8594554204225664,0.2660106791986414,-0.48258015752982486,1.8501449127497789,0.3412540999371627,-0.48258015752982486,1.8377550214589773,0.4159295369044227,-0.48258015752982486,1.8223063683014669,0.48991270020524413,-0.48258015752982486,1.803824666035814,0.5630804521656481,-0.48258015752982486,1.7823406756314963,0.6353110122833625,-0.48258015752982486,1.7578901550703043,0.7064841599194449,-0.48258015752982486,1.7305137998307107,0.7764814343936769,-0.48258015752982486,1.700257175154261,0.8451863321506625,-0.48258015752982486,1.6671706402067303,0.9124845006685174,-0.48258015752982486,1.6313092642602554,0.9782639287873438,-0.48258015752982486,1.5927327350359697,1.0424151331407558,-0.48258015752982486,1.5515052593596803,1.104831340380135,-0.48258015752982486,1.5076954562959468,1.1654086648883335,-0.48258015752982486,1.4613762429384163,1.2240462816870357,-0.48258015752982486,1.4126247130465162,1.2806465942499745,-0.48258015752982486,1.3615220087305053,1.3351153969427287,-0.48258015752982486,1.308153185398434,1.3873620318186972,-0.48258015752982486,1.2526070701898122,1.4372995395103052,-0.48258015752982486,1.1949761141316062,1.4848448039642896,-0.48258015752982486,1.1353562382626254,1.5299186907801705,-0.48258015752982486,1.0738466739824164,1.5724461789216473,-0.48258015752982486,1.010549797890396,1.6123564855817114,-0.48258015752982486,0.9455709613901021,1.649583183993641,-0.48258015752982486,0.8790183153421838,1.6840643139918008,-0.48258015752982486,0.8110026300579641,1.7157424851382233,-0.48258015752982486,0.741637110933186,1.7445649722433287,-0.48258015752982486,0.6710372100288058,1.770483803121796,-0.48258015752982486,0.5993204339124365,1.793455838437537,-0.48258015752982486,0.5266061480802522,1.8134428435048588,-0.48258015752982486,0.45301537828491123,1.8304115519263287,-0.48258015752982486,0.37867060910012323,1.8443337209614057,-0.48258015752982486,0.3036955800571762,1.8551861785336992,-0.48258015752982486,0.22821507969268742,1.8629508617985993,-0.48258015752982486,0.15235473785040435,1.8676148472071021,-0.48258015752982486,0.07624081658273126,1.86917037201578,-0.48258015752982486,0.0,1.9035369672952516,-0.4906066482645772,0.0,1.9019528425834578,-0.4906066482645772,-0.07764258141193196,1.897203105067323,-0.4906066482645772,-0.15515593440958536,1.8892956602161954,-0.4906066482645772,-0.2324110456666237,1.8782436691916506,-0.4906066482645772,-0.3092793316746022,1.8640655269420372,-0.4906066482645772,-0.38563285275752757,1.8467848315859003,-0.4906066482645772,-0.46134452601482245,1.826430345135243,-0.4906066482645772,-0.5362883368382722,1.8030359456239955,-0.4906066482645772,-0.6103395486509031,1.77664057072137,-0.4906066482645772,-0.6833749105187054,1.7472881529239543,-0.4906066482645772,-0.7552728622896493,1.7150275464344071,-0.4906066482645772,-0.8259137369185606,1.6799124458484576,-0.4906066482645772,-0.8951799596411089,1.6420012967855508,-0.4906066482645772,-0.9629562436653978,1.601357198611883,-0.4906066482645772,-1.029129782055454,1.5580477994177317,-0.4906066482645772,-1.0935904354872383,1.512145183423887,-0.4906066482645772,-1.1562309155646824,1.4637257510045798,-0.4906066482645772,-1.216946963390633,1.4128700915265988,-0.4906066482645772,-1.2756375230955008,1.3596628492162424,-0.4906066482645772,-1.332204910034779,1.3041925822773577,-0.4906066482645772,-1.3865549733754956,1.2465516154949503,-0.4906066482645772,-1.438597252800982,1.186835886569691,-0.4906066482645772,-1.488245129073144,1.1251447864390798,-0.4906066482645772,-1.5354159682016342,1.061580993851041,-0.4906066482645772,-1.5800312589799734,0.9962503044652794,-0.4906066482645772,-1.6220167436597077,0.929261454766847,-0.4906066482645772,-1.6613025415450995,0.8607259410849935,-0.4906066482645772,-1.697823265302651,0.7907578340185284,-0.4906066482645772,-1.7315181297918683,0.7194735885765706,-0.4906066482645772,-1.7623310532361265,0.6469918503506756,-0.4906066482645772,-1.7902107505652547,0.5734332580409577,-0.4906066482645772,-1.8151108187744724,0.4989202426648803,-0.4906066482645772,-1.8369898141576126,0.4235768237829098,-0.4906066482645772,-1.8558113212860798,0.34752840308019595,-0.4906066482645772,-1.8715440136187373,0.2709015556478438,-0.4906066482645772,-1.8841617056418438,0.19382381931116383,-0.4906066482645772,-1.8936433964522563,0.1164234823555515,-0.4906066482645772,-1.899973304711361,0.03882937000329469,-0.4906066482645772,-1.903140894911554,-0.03882937000329446,-0.4906066482645772,-1.903140894911554,-0.11642348235555126,-0.4906066482645772,-1.8999733047113612,-0.1938238193111632,-0.4906066482645772,-1.8936433964522563,-0.2709015556478436,-0.4906066482645772,-1.8841617056418438,-0.3475284030801957,-0.4906066482645772,-1.8715440136187373,-0.4235768237829091,-0.4906066482645772,-1.8558113212860798,-0.49892024266488005,-0.4906066482645772,-1.8369898141576129,-0.573433258040957,-0.4906066482645772,-1.8151108187744727,-0.6469918503506754,-0.4906066482645772,-1.790210750565255,-0.7194735885765704,-0.4906066482645772,-1.7623310532361267,-0.7907578340185278,-0.4906066482645772,-1.7315181297918685,-0.8607259410849936,-0.4906066482645772,-1.697823265302651,-0.9292614547668469,-0.4906066482645772,-1.6613025415450995,-0.9962503044652798,-0.4906066482645772,-1.6220167436597073,-1.0615809938510405,-0.4906066482645772,-1.5800312589799737,-1.1251447864390793,-0.4906066482645772,-1.5354159682016342,-1.1868358865696909,-0.4906066482645772,-1.4882451290731442,-1.2465516154949505,-0.4906066482645772,-1.438597252800982,-1.304192582277358,-0.4906066482645772,-1.3865549733754956,-1.3596628492162424,-0.4906066482645772,-1.332204910034779,-1.4128700915265988,-0.4906066482645772,-1.2756375230955008,-1.4637257510045794,-0.4906066482645772,-1.2169469633906336,-1.512145183423887,-0.4906066482645772,-1.1562309155646822,-1.5580477994177313,-0.4906066482645772,-1.093590435487239,-1.6013571986118833,-0.4906066482645772,-1.0291297820554537,-1.6420012967855506,-0.4906066482645772,-0.962956243665398,-1.6799124458484573,-0.4906066482645772,-0.8951799596411091,-1.715027546434407,-0.4906066482645772,-0.825913736918561,-1.7472881529239541,-0.4906066482645772,-0.7552728622896494,-1.77664057072137,-0.4906066482645772,-0.6833749105187055,-1.8030359456239955,-0.4906066482645772,-0.6103395486509031,-1.826430345135243,-0.4906066482645772,-0.5362883368382728,-1.8467848315859003,-0.4906066482645772,-0.4613445260148223,-1.864065526942037,-0.4906066482645772,-0.3856328527575281,-1.8782436691916506,-0.4906066482645772,-0.3092793316746027,-1.8892956602161954,-0.4906066482645772,-0.23241104566662418,-1.897203105067323,-0.4906066482645772,-0.15515593440958575,-1.9019528425834578,-0.4906066482645772,-0.07764258141193227,-1.9035369672952516,-0.4906066482645772,-2.3311604540567897e-16,-1.9019528425834578,-0.4906066482645772,0.07764258141193181,-1.897203105067323,-0.4906066482645772,0.15515593440958528,-1.8892956602161954,-0.4906066482645772,0.23241104566662374,-1.8782436691916509,-0.4906066482645772,0.3092793316746015,-1.8640655269420374,-0.4906066482645772,0.38563285275752685,-1.8467848315859003,-0.4906066482645772,0.4613445260148227,-1.826430345135243,-0.4906066482645772,0.5362883368382725,-1.8030359456239955,-0.4906066482645772,0.6103395486509027,-1.7766405707213702,-0.4906066482645772,0.683374910518705,-1.7472881529239543,-0.4906066482645772,0.755272862289649,-1.7150275464344076,-0.4906066482645772,0.8259137369185597,-1.6799124458484576,-0.4906066482645772,0.8951799596411086,-1.6420012967855508,-0.4906066482645772,0.9629562436653976,-1.601357198611883,-0.4906066482645772,1.029129782055454,-1.558047799417732,-0.4906066482645772,1.0935904354872379,-1.5121451834238873,-0.4906066482645772,1.1562309155646817,-1.4637257510045796,-0.4906066482645772,1.2169469633906331,-1.4128700915265986,-0.4906066482645772,1.275637523095501,-1.3596628492162428,-0.4906066482645772,1.3322049100347788,-1.3041925822773581,-0.4906066482645772,1.3865549733754954,-1.2465516154949514,-0.4906066482645772,1.4385972528009812,-1.186835886569691,-0.4906066482645772,1.488245129073144,-1.1251447864390791,-0.4906066482645772,1.5354159682016344,-1.061580993851041,-0.4906066482645772,1.5800312589799734,-0.9962503044652803,-0.4906066482645772,1.622016743659707,-0.9292614547668472,-0.4906066482645772,1.6613025415450993,-0.8607259410849925,-0.4906066482645772,1.6978232653026517,-0.7907578340185283,-0.4906066482645772,1.7315181297918685,-0.7194735885765712,-0.4906066482645772,1.7623310532361263,-0.6469918503506752,-0.4906066482645772,1.790210750565255,-0.5734332580409579,-0.4906066482645772,1.8151108187744724,-0.49892024266488133,-0.4906066482645772,1.8369898141576124,-0.42357682378291006,-0.4906066482645772,1.8558113212860798,-0.3475284030801954,-0.4906066482645772,1.8715440136187373,-0.2709015556478436,-0.4906066482645772,1.8841617056418438,-0.1938238193111645,-0.4906066482645772,1.893643396452256,-0.1164234823555513,-0.4906066482645772,1.8999733047113612,-0.03882937000329366,-0.4906066482645772,1.903140894911554,0.03882937000329465,-0.4906066482645772,1.903140894911554,0.11642348235555061,-0.4906066482645772,1.8999733047113612,0.1938238193111638,-0.4906066482645772,1.8936433964522563,0.27090155564784285,-0.4906066482645772,1.8841617056418438,0.34752840308019467,-0.4906066482645772,1.8715440136187376,0.42357682378290934,-0.4906066482645772,1.8558113212860798,0.49892024266488066,-0.4906066482645772,1.8369898141576126,0.5734332580409572,-0.4906066482645772,1.8151108187744727,0.6469918503506745,-0.4906066482645772,1.7902107505652551,0.719473588576569,-0.4906066482645772,1.7623310532361272,0.7907578340185292,-0.4906066482645772,1.731518129791868,0.8607259410849933,-0.4906066482645772,1.697823265302651,0.9292614547668466,-0.4906066482645772,1.6613025415450997,0.9962503044652784,-0.4906066482645772,1.6220167436597084,1.0615809938510403,-0.4906066482645772,1.5800312589799737,1.1251447864390798,-0.4906066482645772,1.535415968201634,1.1868358865696906,-0.4906066482645772,1.4882451290731442,1.246551615494951,-0.4906066482645772,1.4385972528009818,1.3041925822773575,-0.4906066482645772,1.3865549733754958,1.3596628492162417,-0.4906066482645772,1.3322049100347797,1.4128700915265986,-0.4906066482645772,1.275637523095501,1.46372575100458,-0.4906066482645772,1.2169469633906325,1.5121451834238868,-0.4906066482645772,1.1562309155646824,1.558047799417731,-0.4906066482645772,1.0935904354872392,1.6013571986118822,-0.4906066482645772,1.0291297820554552,1.6420012967855506,-0.4906066482645772,0.9629562436653982,1.6799124458484578,-0.4906066482645772,0.8951799596411085,1.715027546434407,-0.4906066482645772,0.8259137369185611,1.747288152923954,-0.4906066482645772,0.7552728622896504,1.77664057072137,-0.4906066482645772,0.6833749105187058,1.803035945623995,-0.4906066482645772,0.6103395486509041,1.826430345135243,-0.4906066482645772,0.5362883368382724,1.8467848315859001,-0.4906066482645772,0.46134452601482334,1.8640655269420372,-0.4906066482645772,0.38563285275752757,1.8782436691916506,-0.4906066482645772,0.3092793316746029,1.8892956602161954,-0.4906066482645772,0.23241104566662527,1.897203105067323,-0.4906066482645772,0.15515593440958597,1.9019528425834578,-0.4906066482645772,0.07764258141193166,1.9035369672952516,-0.4906066482645772,0.0,1.9383841365514205,-0.4961889613559395,0.0,1.9367710120025323,-0.4961889613559395,-0.07906394817413985,1.931934323242481,-0.4961889613559395,-0.15799630220929892,1.9238821204623795,-0.4961889613559395,-0.23666568699195387,1.91262780575909,-0.4961889613559395,-0.31494116509494996,1.8981901108287569,-0.4961889613559395,-0.39269245470992636,1.8805930657897478,-0.4961889613559395,-0.46979014648852874,1.8598659591868925,-0.4961889613559395,-0.5461059189314986,1.8360432892435905,-0.4961889613559395,-0.6215127519671446,1.8091647064429228,-0.4961889613559395,-0.6958851383637162,1.7792749475333367,-0.4961889613559395,-0.7690992926238054,1.7464237610687416,-0.4961889613559395,-0.8410333570130896,1.7106658246069515,-0.4961889613559395,-0.9115676043805061,1.6720606537042861,-0.4961889613559395,-0.9805846374322775,1.6306725028578013,-0.4961889613559395,-1.0479695841281227,1.5865702585600185,-0.4961889613559395,-1.1136102888744304,1.5398273246441576,-0.4961889613559395,-1.1773974991961775,1.4905215001107004,-0.4961889613559395,-1.2392250475768891,1.4387348496386325,-0.4961889613559395,-1.2989900281639952,1.3845535669968831,-0.4961889613559395,-1.3565929680454645,1.328067831583304,-0.4961889613559395,-1.4119379928126508,1.2693716583299608,-0.4961889613559395,-1.4649329861337825,1.2085627412245576,-0.4961889613559395,-1.5154897430725087,1.1457422907084347,-0.4961889613559395,-1.5635241168963097,1.0810148652217781,-0.4961889613559395,-1.608956159130427,1.014488197176415,-0.4961889613559395,-1.6517102526242136,0.9462730136458458,-0.4961889613559395,-1.6917152374084135,0.8764828520709579,-0.4961889613559395,-1.7289045291339125,0.8052338712881587,-0.4961889613559395,-1.7632162298948137,0.7326446581944596,-0.4961889613559395,-1.794593231251394,0.6588360303712861,-0.4961889613559395,-1.822983309281465,0.5839308349955376,-0.4961889613559395,-1.8483392115019392,0.5080537443725859,-0.4961889613559395,-1.870618735515923,0.43133104843152625,-0.4961889613559395,-1.8897847992544432,0.3538904445280536,-0.4961889613559395,-1.9058055026958898,0.2758608249048172,-0.4961889613559395,-1.9186541809604538,0.19737206216300102,-0.4961889613559395,-1.9283094486911898,0.11855479310219866,-0.4961889613559395,-1.9347552356478301,0.039540201288351284,-0.4961889613559395,-1.9379808134541148,-0.03954020128835105,-0.4961889613559395,-1.9379808134541148,-0.11855479310219841,-0.4961889613559395,-1.9347552356478304,-0.19737206216300038,-0.4961889613559395,-1.9283094486911898,-0.27586082490481706,-0.4961889613559395,-1.9186541809604538,-0.3538904445280534,-0.4961889613559395,-1.9058055026958898,-0.4313310484315256,-0.4961889613559395,-1.8897847992544432,-0.5080537443725857,-0.4961889613559395,-1.8706187355159232,-0.583930834995537,-0.4961889613559395,-1.8483392115019395,-0.6588360303712859,-0.4961889613559395,-1.8229833092814651,-0.7326446581944593,-0.4961889613559395,-1.7945932312513941,-0.8052338712881583,-0.4961889613559395,-1.763216229894814,-0.876482852070958,-0.4961889613559395,-1.7289045291339125,-0.9462730136458457,-0.4961889613559395,-1.6917152374084135,-1.0144881971764155,-0.4961889613559395,-1.6517102526242131,-1.0810148652217777,-0.4961889613559395,-1.6089561591304276,-1.1457422907084343,-0.4961889613559395,-1.5635241168963099,-1.2085627412245574,-0.4961889613559395,-1.5154897430725092,-1.269371658329961,-0.4961889613559395,-1.4649329861337825,-1.3280678315833043,-0.4961889613559395,-1.4119379928126508,-1.3845535669968831,-0.4961889613559395,-1.3565929680454645,-1.4387348496386325,-0.4961889613559395,-1.2989900281639952,-1.4905215001107,-0.4961889613559395,-1.2392250475768898,-1.5398273246441576,-0.4961889613559395,-1.1773974991961773,-1.586570258560018,-0.4961889613559395,-1.113610288874431,-1.6306725028578015,-0.4961889613559395,-1.0479695841281225,-1.672060653704286,-0.4961889613559395,-0.9805846374322778,-1.7106658246069513,-0.4961889613559395,-0.9115676043805062,-1.7464237610687414,-0.4961889613559395,-0.8410333570130899,-1.7792749475333365,-0.4961889613559395,-0.7690992926238055,-1.8091647064429228,-0.4961889613559395,-0.6958851383637163,-1.8360432892435905,-0.4961889613559395,-0.6215127519671446,-1.8598659591868922,-0.4961889613559395,-0.5461059189314994,-1.8805930657897478,-0.4961889613559395,-0.46979014648852857,-1.8981901108287567,-0.4961889613559395,-0.3926924547099269,-1.91262780575909,-0.4961889613559395,-0.3149411650949505,-1.9238821204623795,-0.4961889613559395,-0.23666568699195437,-1.931934323242481,-0.4961889613559395,-0.15799630220929933,-1.9367710120025323,-0.4961889613559395,-0.07906394817414017,-1.9383841365514205,-0.4961889613559395,-2.373835928345703e-16,-1.9367710120025323,-0.4961889613559395,0.0790639481741397,-1.931934323242481,-0.4961889613559395,0.15799630220929886,-1.9238821204623795,-0.4961889613559395,0.2366656869919539,-1.9126278057590902,-0.4961889613559395,0.3149411650949492,-1.898190110828757,-0.4961889613559395,0.39269245470992564,-1.8805930657897478,-0.4961889613559395,0.46979014648852896,-1.8598659591868925,-0.4961889613559395,0.546105918931499,-1.8360432892435905,-0.4961889613559395,0.6215127519671442,-1.809164706442923,-0.4961889613559395,0.6958851383637159,-1.7792749475333367,-0.4961889613559395,0.769099292623805,-1.746423761068742,-0.4961889613559395,0.8410333570130887,-1.7106658246069515,-0.4961889613559395,0.9115676043805059,-1.6720606537042861,-0.4961889613559395,0.9805846374322773,-1.6306725028578013,-0.4961889613559395,1.0479695841281227,-1.5865702585600188,-0.4961889613559395,1.11361028887443,-1.539827324644158,-0.4961889613559395,1.1773974991961769,-1.4905215001107002,-0.4961889613559395,1.2392250475768893,-1.4387348496386325,-0.4961889613559395,1.2989900281639954,-1.3845535669968836,-0.4961889613559395,1.3565929680454645,-1.3280678315833045,-0.4961889613559395,1.4119379928126505,-1.269371658329962,-0.4961889613559395,1.4649329861337816,-1.2085627412245576,-0.4961889613559395,1.5154897430725087,-1.1457422907084338,-0.4961889613559395,1.56352411689631,-1.0810148652217781,-0.4961889613559395,1.608956159130427,-1.014488197176416,-0.4961889613559395,1.651710252624213,-0.946273013645846,-0.4961889613559395,1.6917152374084132,-0.8764828520709569,-0.4961889613559395,1.728904529133913,-0.8052338712881586,-0.4961889613559395,1.763216229894814,-0.7326446581944602,-0.4961889613559395,1.7945932312513937,-0.6588360303712857,-0.4961889613559395,1.8229833092814651,-0.5839308349955378,-0.4961889613559395,1.8483392115019392,-0.508053744372587,-0.4961889613559395,1.8706187355159227,-0.43133104843152653,-0.4961889613559395,1.8897847992544432,-0.35389044452805307,-0.4961889613559395,1.9058055026958898,-0.27586082490481706,-0.4961889613559395,1.9186541809604538,-0.19737206216300168,-0.4961889613559395,1.9283094486911896,-0.11855479310219845,-0.4961889613559395,1.9347552356478304,-0.03954020128835024,-0.4961889613559395,1.9379808134541148,0.03954020128835125,-0.4961889613559395,1.9379808134541148,0.11855479310219774,-0.4961889613559395,1.9347552356478304,0.197372062163001,-0.4961889613559395,1.9283094486911898,0.27586082490481634,-0.4961889613559395,1.918654180960454,0.35389044452805235,-0.4961889613559395,1.90580550269589,0.4313310484315258,-0.4961889613559395,1.8897847992544432,0.5080537443725863,-0.4961889613559395,1.870618735515923,0.5839308349955372,-0.4961889613559395,1.8483392115019395,0.658836030371285,-0.4961889613559395,1.8229833092814653,0.7326446581944579,-0.4961889613559395,1.7945932312513946,0.8052338712881595,-0.4961889613559395,1.7632162298948135,0.8764828520709578,-0.4961889613559395,1.7289045291339125,0.9462730136458455,-0.4961889613559395,1.6917152374084137,1.0144881971764141,-0.4961889613559395,1.6517102526242142,1.0810148652217775,-0.4961889613559395,1.6089561591304276,1.1457422907084347,-0.4961889613559395,1.5635241168963094,1.2085627412245572,-0.4961889613559395,1.5154897430725092,1.2693716583299615,-0.4961889613559395,1.4649329861337823,1.3280678315833039,-0.4961889613559395,1.411937992812651,1.3845535669968827,-0.4961889613559395,1.3565929680454654,1.4387348496386325,-0.4961889613559395,1.2989900281639954,1.4905215001107008,-0.4961889613559395,1.2392250475768884,1.5398273246441574,-0.4961889613559395,1.1773974991961775,1.5865702585600179,-0.4961889613559395,1.1136102888744313,1.6306725028578004,-0.4961889613559395,1.0479695841281238,1.672060653704286,-0.4961889613559395,0.980584637432278,1.7106658246069517,-0.4961889613559395,0.9115676043805058,1.7464237610687414,-0.4961889613559395,0.8410333570130901,1.7792749475333363,-0.4961889613559395,0.7690992926238066,1.8091647064429228,-0.4961889613559395,0.6958851383637167,1.83604328924359,-0.4961889613559395,0.6215127519671457,1.8598659591868925,-0.4961889613559395,0.5461059189314988,1.8805930657897476,-0.4961889613559395,0.4697901464885297,1.8981901108287569,-0.4961889613559395,0.39269245470992636,1.91262780575909,-0.4961889613559395,0.3149411650949507,1.9238821204623795,-0.4961889613559395,0.23666568699195545,1.931934323242481,-0.4961889613559395,0.15799630220929956,1.9367710120025323,-0.4961889613559395,0.07906394817413955,1.9383841365514205,-0.4961889613559395,0.0,1.9735382729399185,-0.4992992860008892,0.0,1.9718958930956871,-0.4992992860008892,-0.08049783569164282,1.9669714871421584,-0.4992992860008892,-0.16086169068004114,1.958773251267057,-0.4992992860008892,-0.24095780725960858,1.9473148306249195,-0.4992992860008892,-0.3206528733489174,1.932615296626083,-0.4992992860008892,-0.39981424437550156,1.9146991151942037,-0.4992992860008892,-0.4783101640496568,1.8935961060451418,-0.4992992860008892,-0.5560099836597825,1.869341393054988,-0.4992992860008892,-0.632784379524268,1.8419753457998367,-0.4992992860008892,-0.7085055682379977,1.8115435123646118,-0.4992992860008892,-0.783047519355219,1.7780965435327738,-0.4992992860008892,-0.8562861651547797,1.74169010848309,-0.4992992860008892,-0.9280996071386077,1.70238480213378,-0.4992992860008892,-0.9983683189197295,1.6602460442882543,-0.4992992860008892,-1.0669753451621458,1.615343970750308,-0.4992992860008892,-1.1338064962414462,1.5677533165899964,-0.4992992860008892,-1.1987505383021704,1.5175532917544876,-0.4992992860008892,-1.2616993783955808,1.464827449230922,-0.4992992860008892,-1.3225482443897112,1.4096635459807103,-0.4992992860008892,-1.3811958593522375,1.352153396876733,-0.4992992860008892,-1.4375446101159395,1.2923927218865452,-0.4992992860008892,-1.4915007097461814,1.230480986755937,-0.4992992860008892,-1.5429743536400116,1.1665212374580156,-0.4992992860008892,-1.59187986899706,1.100619928683353,-0.4992992860008892,-1.6381358574134586,1.032886746656659,-0.4992992860008892,-1.6816653303614544,0.9634344265748865,-0.4992992860008892,-1.7223958373292114,0.8923785649706206,-0.4992992860008892,-1.7602595864075423,0.8198374273130568,-0.4992992860008892,-1.7951935571228481,0.745931751166802,-0.4992992860008892,-1.8271396053284774,0.6707845452361128,-0.4992992860008892,-1.8560445599799207,0.5945208846290448,-0.4992992860008892,-1.8818603116327668,0.517267702682282,-0.4992992860008892,-1.9045438925161242,0.43915357969312246,-0.4992992860008892,-1.9240575480482367,0.3603085289102642,-0.4992992860008892,-1.940368799675257,0.28086378013958335,-0.4992992860008892,-1.9534504989285957,0.20095156132507186,-0.4992992860008892,-1.9632808726108681,0.12070487846847677,-0.4992992860008892,-1.969843559035231,0.04025729425393463,-0.4992992860008892,-1.9731276352577976,-0.040257294253934386,-0.4992992860008892,-1.9731276352577976,-0.12070487846847652,-0.4992992860008892,-1.9698435590352312,-0.2009515613250712,-0.4992992860008892,-1.9632808726108681,-0.28086378013958313,-0.4992992860008892,-1.9534504989285957,-0.360308528910264,-0.4992992860008892,-1.940368799675257,-0.4391535796931218,-0.4992992860008892,-1.9240575480482367,-0.5172677026822817,-0.4992992860008892,-1.9045438925161244,-0.5945208846290442,-0.4992992860008892,-1.881860311632767,-0.6707845452361126,-0.4992992860008892,-1.856044559979921,-0.7459317511668018,-0.4992992860008892,-1.8271396053284776,-0.8198374273130562,-0.4992992860008892,-1.7951935571228483,-0.8923785649706207,-0.4992992860008892,-1.7602595864075423,-0.9634344265748864,-0.4992992860008892,-1.7223958373292114,-1.0328867466566594,-0.4992992860008892,-1.681665330361454,-1.1006199286833525,-0.4992992860008892,-1.638135857413459,-1.1665212374580152,-0.4992992860008892,-1.5918798689970601,-1.2304809867559368,-0.4992992860008892,-1.5429743536400118,-1.2923927218865454,-0.4992992860008892,-1.4915007097461814,-1.3521533968767332,-0.4992992860008892,-1.4375446101159395,-1.4096635459807103,-0.4992992860008892,-1.3811958593522375,-1.464827449230922,-0.4992992860008892,-1.3225482443897112,-1.5175532917544872,-0.4992992860008892,-1.2616993783955814,-1.5677533165899964,-0.4992992860008892,-1.1987505383021702,-1.6153439707503074,-0.4992992860008892,-1.133806496241447,-1.6602460442882545,-0.4992992860008892,-1.0669753451621455,-1.7023848021337797,-0.4992992860008892,-0.9983683189197298,-1.7416901084830898,-0.4992992860008892,-0.928099607138608,-1.7780965435327736,-0.4992992860008892,-0.8562861651547801,-1.8115435123646115,-0.4992992860008892,-0.7830475193552191,-1.8419753457998367,-0.4992992860008892,-0.7085055682379978,-1.869341393054988,-0.4992992860008892,-0.632784379524268,-1.8935961060451416,-0.4992992860008892,-0.5560099836597833,-1.9146991151942037,-0.4992992860008892,-0.47831016404965665,-1.9326152966260828,-0.4992992860008892,-0.39981424437550217,-1.9473148306249195,-0.4992992860008892,-0.32065287334891796,-1.958773251267057,-0.4992992860008892,-0.24095780725960908,-1.9669714871421584,-0.4992992860008892,-0.16086169068004155,-1.9718958930956871,-0.4992992860008892,-0.08049783569164314,-1.9735382729399185,-0.4992992860008892,-2.416887328950667e-16,-1.9718958930956871,-0.4992992860008892,0.08049783569164265,-1.9669714871421584,-0.4992992860008892,0.16086169068004105,-1.958773251267057,-0.4992992860008892,0.2409578072596086,-1.9473148306249197,-0.4992992860008892,0.3206528733489166,-1.9326152966260832,-0.4992992860008892,0.39981424437550084,-1.9146991151942037,-0.4992992860008892,0.47831016404965704,-1.8935961060451418,-0.4992992860008892,0.5560099836597828,-1.869341393054988,-0.4992992860008892,0.6327843795242676,-1.841975345799837,-0.4992992860008892,0.7085055682379974,-1.8115435123646118,-0.4992992860008892,0.7830475193552187,-1.7780965435327742,-0.4992992860008892,0.8562861651547788,-1.74169010848309,-0.4992992860008892,0.9280996071386075,-1.70238480213378,-0.4992992860008892,0.9983683189197293,-1.6602460442882543,-0.4992992860008892,1.0669753451621458,-1.6153439707503081,-0.4992992860008892,1.1338064962414458,-1.5677533165899968,-0.4992992860008892,1.1987505383021697,-1.5175532917544874,-0.4992992860008892,1.261699378395581,-1.4648274492309217,-0.4992992860008892,1.3225482443897114,-1.4096635459807108,-0.4992992860008892,1.3811958593522373,-1.3521533968767334,-0.4992992860008892,1.4375446101159393,-1.2923927218865463,-0.4992992860008892,1.4915007097461805,-1.230480986755937,-0.4992992860008892,1.5429743536400116,-1.1665212374580147,-0.4992992860008892,1.5918798689970604,-1.100619928683353,-0.4992992860008892,1.6381358574134586,-1.0328867466566598,-0.4992992860008892,1.6816653303614537,-0.9634344265748868,-0.4992992860008892,1.7223958373292112,-0.8923785649706197,-0.4992992860008892,1.760259586407543,-0.8198374273130566,-0.4992992860008892,1.7951935571228483,-0.7459317511668027,-0.4992992860008892,1.8271396053284772,-0.6707845452361123,-0.4992992860008892,1.856044559979921,-0.5945208846290451,-0.4992992860008892,1.8818603116327668,-0.5172677026822831,-0.4992992860008892,1.904543892516124,-0.43915357969312274,-0.4992992860008892,1.9240575480482367,-0.3603085289102636,-0.4992992860008892,1.940368799675257,-0.28086378013958313,-0.4992992860008892,1.9534504989285957,-0.20095156132507255,-0.4992992860008892,1.963280872610868,-0.12070487846847656,-0.4992992860008892,1.9698435590352312,-0.04025729425393356,-0.4992992860008892,1.9731276352577976,0.04025729425393459,-0.4992992860008892,1.9731276352577976,0.12070487846847584,-0.4992992860008892,1.9698435590352312,0.20095156132507183,-0.4992992860008892,1.9632808726108681,0.2808637801395824,-0.4992992860008892,1.953450498928596,0.3603085289102629,-0.4992992860008892,1.9403687996752572,0.439153579693122,-0.4992992860008892,1.9240575480482367,0.5172677026822824,-0.4992992860008892,1.9045438925161242,0.5945208846290444,-0.4992992860008892,1.881860311632767,0.6707845452361116,-0.4992992860008892,1.8560445599799211,0.7459317511668003,-0.4992992860008892,1.827139605328478,0.8198374273130575,-0.4992992860008892,1.795193557122848,0.8923785649706205,-0.4992992860008892,1.7602595864075423,0.9634344265748862,-0.4992992860008892,1.7223958373292116,1.0328867466566578,-0.4992992860008892,1.681665330361455,1.1006199286833522,-0.4992992860008892,1.638135857413459,1.1665212374580156,-0.4992992860008892,1.5918798689970597,1.2304809867559365,-0.4992992860008892,1.5429743536400118,1.2923927218865459,-0.4992992860008892,1.4915007097461812,1.3521533968767327,-0.4992992860008892,1.4375446101159397,1.4096635459807096,-0.4992992860008892,1.3811958593522384,1.4648274492309217,-0.4992992860008892,1.3225482443897114,1.517553291754488,-0.4992992860008892,1.26169937839558,1.5677533165899962,-0.4992992860008892,1.1987505383021704,1.6153439707503072,-0.4992992860008892,1.1338064962414471,1.6602460442882534,-0.4992992860008892,1.066975345162147,1.7023848021337797,-0.4992992860008892,0.99836831891973,1.7416901084830902,-0.4992992860008892,0.9280996071386074,1.7780965435327736,-0.4992992860008892,0.8562861651547802,1.811543512364611,-0.4992992860008892,0.7830475193552202,1.8419753457998367,-0.4992992860008892,0.7085055682379982,1.8693413930549876,-0.4992992860008892,0.6327843795242691,1.8935961060451418,-0.4992992860008892,0.5560099836597827,1.9146991151942034,-0.4992992860008892,0.47831016404965776,1.932615296626083,-0.4992992860008892,0.39981424437550156,1.9473148306249195,-0.4992992860008892,0.3206528733489182,1.958773251267057,-0.4992992860008892,0.2409578072596102,1.9669714871421584,-0.4992992860008892,0.16086169068004177,1.9718958930956871,-0.4992992860008892,0.08049783569164251,1.9735382729399185,-0.4992992860008892,0.0,2.008824240321564,-0.49992212671849934,0.0,2.007152495472151,-0.49992212671849934,-0.08193710040895538,2.0021400433782293,-0.49992212671849934,-0.16373782460058411,1.9937952267716352,-0.49992212671849934,-0.24526602334231448,1.9821319347760675,-0.49992212671849934,-0.32638600099329085,1.9671695797900122,-0.49992212671849934,-0.40696274135637606,1.948933065176721,-0.49992212671849934,-0.4868621323992869,1.9274527438150213,-0.49992212671849934,-0.5659511894708369,1.902764367579945,-0.49992212671849934,-0.6440982766407634,1.8749090278372598,-0.49992212671849934,-0.7211733257947428,1.8439330870509476,-0.49992212671849934,-0.797048053119931,1.8098881016174568,-0.49992212671849934,-0.8715961726207083,1.7728307360551707,-0.49992212671849934,-0.9446936063092578,1.7328226686919073,-0.49992212671849934,-1.0162186907211292,1.6899304890074296,-0.49992212671849934,-1.0860523794120702,1.6442255868018294,-0.49992212671849934,-1.154078441099083,1.5957840333742488,-0.49992212671849934,-1.2201836531159251,1.5446864549097117,-0.49992212671849934,-1.2842579898610624,1.491017898284795,-0.49992212671849934,-1.3461948059244258,1.4348676895154957,-0.49992212671849934,-1.40589101358817,1.3763292850828932,-0.49992212671849934,-1.4632472544060082,1.315500116384059,-0.49992212671849934,-1.5181680645755384,1.252481427567113,-0.49992212671849934,-1.570562033828322,1.1873781070203286,-0.49992212671849934,-1.6203419575732558,1.1202985127957636,-0.49992212671849934,-1.6674249820400044,1.0513542922579753,-0.49992212671849934,-1.7117327421809287,0.9806601962580017,-0.49992212671849934,-1.7531914921019685,0.9083338881418941,-0.49992212671849934,-1.7917322278054102,0.8344957479116872,-0.49992212671849934,-1.8272908020402288,0.7592686718647707,-0.49992212671849934,-1.8598080310688565,0.6827778680451274,-0.49992212671849934,-1.8892297931726727,0.6051506478469008,-0.49992212671849934,-1.9155071187322656,0.5265162141171456,-0.49992212671849934,-1.9385962717325278,0.4470054461104383,-0.49992212671849934,-1.9584588225569404,0.3667506816532748,-0.49992212671849934,-1.9750617119498741,0.28588549688081866,-0.49992212671849934,-1.98837730604046,0.20454448391260516,-0.49992212671849934,-1.998383442336439,0.1228630268372436,-0.49992212671849934,-2.0050634666114435,0.040977076378961044,-0.49992212671849934,-2.0084062606243145,-0.040977076378960794,-0.49992212671849934,-2.0084062606243145,-0.12286302683724334,-0.49992212671849934,-2.005063466611444,-0.2045444839126045,-0.49992212671849934,-1.998383442336439,-0.28588549688081843,-0.49992212671849934,-1.98837730604046,-0.36675068165327457,-0.49992212671849934,-1.9750617119498741,-0.44700544611043763,-0.49992212671849934,-1.9584588225569404,-0.5265162141171453,-0.49992212671849934,-1.938596271732528,-0.6051506478469001,-0.49992212671849934,-1.9155071187322659,-0.6827778680451271,-0.49992212671849934,-1.889229793172673,-0.7592686718647704,-0.49992212671849934,-1.8598080310688567,-0.8344957479116867,-0.49992212671849934,-1.827290802040229,-0.9083338881418942,-0.49992212671849934,-1.7917322278054102,-0.9806601962580016,-0.49992212671849934,-1.7531914921019685,-1.0513542922579757,-0.49992212671849934,-1.7117327421809283,-1.1202985127957632,-0.49992212671849934,-1.6674249820400049,-1.1873781070203282,-0.49992212671849934,-1.620341957573256,-1.2524814275671128,-0.49992212671849934,-1.5705620338283226,-1.3155001163840592,-0.49992212671849934,-1.5181680645755384,-1.3763292850828934,-0.49992212671849934,-1.4632472544060082,-1.4348676895154957,-0.49992212671849934,-1.40589101358817,-1.491017898284795,-0.49992212671849934,-1.3461948059244258,-1.5446864549097112,-0.49992212671849934,-1.284257989861063,-1.5957840333742488,-0.49992212671849934,-1.220183653115925,-1.644225586801829,-0.49992212671849934,-1.1540784410990836,-1.6899304890074298,-0.49992212671849934,-1.08605237941207,-1.732822668691907,-0.49992212671849934,-1.0162186907211295,-1.7728307360551705,-0.49992212671849934,-0.944693606309258,-1.8098881016174566,-0.49992212671849934,-0.8715961726207087,-1.8439330870509474,-0.49992212671849934,-0.7970480531199311,-1.8749090278372598,-0.49992212671849934,-0.7211733257947429,-1.902764367579945,-0.49992212671849934,-0.6440982766407634,-1.927452743815021,-0.49992212671849934,-0.5659511894708377,-1.948933065176721,-0.49992212671849934,-0.4868621323992867,-1.967169579790012,-0.49992212671849934,-0.40696274135637667,-1.9821319347760675,-0.49992212671849934,-0.3263860009932914,-1.9937952267716352,-0.49992212671849934,-0.24526602334231498,-2.0021400433782293,-0.49992212671849934,-0.16373782460058453,-2.007152495472151,-0.49992212671849934,-0.0819371004089557,-2.008824240321564,-0.49992212671849934,-2.460100175959417e-16,-2.007152495472151,-0.49992212671849934,0.08193710040895522,-2.0021400433782293,-0.49992212671849934,0.16373782460058403,-1.9937952267716352,-0.49992212671849934,0.2452660233423145,-1.9821319347760677,-0.49992212671849934,0.32638600099329007,-1.9671695797900124,-0.49992212671849934,0.40696274135637533,-1.948933065176721,-0.49992212671849934,0.4868621323992871,-1.9274527438150213,-0.49992212671849934,0.5659511894708372,-1.902764367579945,-0.49992212671849934,0.6440982766407629,-1.87490902783726,-0.49992212671849934,0.7211733257947425,-1.8439330870509476,-0.49992212671849934,0.7970480531199307,-1.8098881016174573,-0.49992212671849934,0.8715961726207074,-1.7728307360551707,-0.49992212671849934,0.9446936063092576,-1.7328226686919073,-0.49992212671849934,1.016218690721129,-1.6899304890074296,-0.49992212671849934,1.0860523794120702,-1.6442255868018296,-0.49992212671849934,1.1540784410990825,-1.5957840333742492,-0.49992212671849934,1.2201836531159245,-1.5446864549097115,-0.49992212671849934,1.2842579898610627,-1.4910178982847948,-0.49992212671849934,1.346194805924426,-1.4348676895154961,-0.49992212671849934,1.4058910135881697,-1.3763292850828936,-0.49992212671849934,1.463247254406008,-1.31550011638406,-0.49992212671849934,1.5181680645755373,-1.252481427567113,-0.49992212671849934,1.570562033828322,-1.1873781070203278,-0.49992212671849934,1.6203419575732563,-1.1202985127957636,-0.49992212671849934,1.6674249820400044,-1.0513542922579762,-0.49992212671849934,1.711732742180928,-0.9806601962580019,-0.49992212671849934,1.7531914921019682,-0.9083338881418931,-0.49992212671849934,1.7917322278054109,-0.8344957479116871,-0.49992212671849934,1.827290802040229,-0.7592686718647713,-0.49992212671849934,1.8598080310688563,-0.6827778680451267,-0.49992212671849934,1.889229793172673,-0.605150647846901,-0.49992212671849934,1.9155071187322656,-0.5265162141171467,-0.49992212671849934,1.9385962717325276,-0.4470054461104386,-0.49992212671849934,1.9584588225569404,-0.3667506816532742,-0.49992212671849934,1.9750617119498741,-0.28588549688081843,-0.49992212671849934,1.98837730604046,-0.20454448391260585,-0.49992212671849934,1.9983834423364388,-0.12286302683724339,-0.49992212671849934,2.005063466611444,-0.040977076378959955,-0.49992212671849934,2.0084062606243145,0.040977076378961,-0.49992212671849934,2.0084062606243145,0.12286302683724265,-0.49992212671849934,2.005063466611444,0.20454448391260513,-0.49992212671849934,1.998383442336439,0.2858854968808177,-0.49992212671849934,1.9883773060404601,0.36675068165327346,-0.49992212671849934,1.9750617119498743,0.44700544611043785,-0.49992212671849934,1.9584588225569404,0.526516214117146,-0.49992212671849934,1.9385962717325278,0.6051506478469003,-0.49992212671849934,1.9155071187322659,0.6827778680451261,-0.49992212671849934,1.8892297931726731,0.759268671864769,-0.49992212671849934,1.8598080310688572,0.834495747911688,-0.49992212671849934,1.8272908020402285,0.908333888141894,-0.49992212671849934,1.7917322278054102,0.9806601962580014,-0.49992212671849934,1.7531914921019687,1.0513542922579742,-0.49992212671849934,1.7117327421809294,1.120298512795763,-0.49992212671849934,1.6674249820400049,1.1873781070203286,-0.49992212671849934,1.6203419575732556,1.2524814275671126,-0.49992212671849934,1.5705620338283226,1.3155001163840596,-0.49992212671849934,1.5181680645755382,1.376329285082893,-0.49992212671849934,1.4632472544060084,1.434867689515495,-0.49992212671849934,1.4058910135881708,1.4910178982847948,-0.49992212671849934,1.346194805924426,1.5446864549097121,-0.49992212671849934,1.2842579898610618,1.5957840333742486,-0.49992212671849934,1.2201836531159251,1.6442255868018287,-0.49992212671849934,1.1540784410990839,1.6899304890074287,-0.49992212671849934,1.0860523794120716,1.732822668691907,-0.49992212671849934,1.0162186907211297,1.772830736055171,-0.49992212671849934,0.9446936063092575,1.8098881016174566,-0.49992212671849934,0.8715961726207089,1.843933087050947,-0.49992212671849934,0.7970480531199322,1.8749090278372598,-0.49992212671849934,0.7211733257947432,1.9027643675799446,-0.49992212671849934,0.6440982766407645,1.9274527438150213,-0.49992212671849934,0.5659511894708371,1.9489330651767207,-0.49992212671849934,0.48686213239928783,1.9671695797900122,-0.49992212671849934,0.40696274135637606,1.9821319347760675,-0.49992212671849934,0.3263860009932916,1.9937952267716352,-0.49992212671849934,0.24526602334231615,2.0021400433782293,-0.49992212671849934,0.16373782460058475,2.007152495472151,-0.49992212671849934,0.08193710040895505,2.008824240321564,-0.49992212671849934,0.0,2.044066245781801,-0.4980543805476445,0.0,2.0423651725123455,-0.4980543805476445,-0.08337457198165311,2.037264783972558,-0.4980543805476445,-0.16661037521640973,2.02877356925581,-0.4980543805476445,-0.24956887192425753,2.0169056611510072,-0.4980543805476445,-0.3321119858745312,2.0016808126199552,-0.4980543805476445,-0.41410233220017156,1.9831243639205072,-0.4980543805476445,-0.4954034460612784,1.9612672004302023,-0.4980543805476445,-0.575880009777369,1.9361457012406054,-0.4980543805476445,-0.655398078050303,1.9078016786078973,-0.4980543805476445,-0.7338253009030117,1.8762823083605025,-0.4980543805476445,-0.8110311439629743,1.8416400513795774,-0.4980543805476445,-0.8868871057237973,1.8039325662830512,-0.4980543805476445,-0.9612669314232918,1.763222613458547,-0.4980543805476445,-1.0340468231820639,1.7195779506049098,-0.4980543805476445,-1.1051056460528674,1.6730712199562041,-0.4980543805476445,-1.1743251296377701,1.623779827375884,-0.4980543805476445,-1.2415900649375586,1.5717858135223735,-0.4980543805476445,-1.3067884961057459,1.5171757173004856,-0.4980543805476445,-1.3698119067880317,1.4600404318259568,-0.4980543805476445,-1.430555400737063,1.400475053142826,-0.4980543805476445,-1.488917876401887,1.3385787219454535,-0.4980543805476445,-1.5448021952015027,1.2744544585686206,-0.4980543805476445,-1.5981153432024455,1.2082089915203473,-0.4980543805476445,-1.648768585931298,1.1399525798428256,-0.4980543805476445,-1.6966776160644639,1.0697988295971246,-0.4980543805476445,-1.7417626937493895,0.9978645047771131,-0.4980543805476445,-1.783948779323676,0.9242693329673162,-0.4980543805476445,-1.8231656582111946,0.8491358060681641,-0.4980543805476445,-1.859348057787319,0.7725889764203159,-0.4980543805476445,-1.892435756018765,0.6947562486673781,-0.4980543805476445,-1.9223736816972237,0.6157671677034475,-0.4980543805476445,-1.9491120060999523,0.5357532030584227,-0.4980543805476445,-1.9726062259247654,0.4548475300799438,-0.4980543805476445,-1.9928172373613897,0.37318480827617007,-0.4980543805476445,-2.0097114011758963,0.29090095718831854,-0.4980543805476445,-2.023260598699887,0.20813293016599935,-0.4980543805476445,-2.033442278631243,0.12501848642188415,-0.4980543805476445,-2.0402394945685387,0.0416959617450898,-0.4980543805476445,-2.0436409332166594,-0.04169596174508955,-0.4980543805476445,-2.0436409332166594,-0.12501848642188387,-0.4980543805476445,-2.040239494568539,-0.20813293016599868,-0.4980543805476445,-2.033442278631243,-0.2909009571883183,-0.4980543805476445,-2.023260598699887,-0.37318480827616984,-0.4980543805476445,-2.0097114011758963,-0.4548475300799431,-0.4980543805476445,-1.9928172373613897,-0.5357532030584224,-0.4980543805476445,-1.9726062259247656,-0.6157671677034469,-0.4980543805476445,-1.9491120060999525,-0.6947562486673778,-0.4980543805476445,-1.922373681697224,-0.7725889764203157,-0.4980543805476445,-1.8924357560187652,-0.8491358060681635,-0.4980543805476445,-1.8593480577873192,-0.9242693329673163,-0.4980543805476445,-1.8231656582111946,-0.997864504777113,-0.4980543805476445,-1.783948779323676,-1.069798829597125,-0.4980543805476445,-1.741762693749389,-1.1399525798428252,-0.4980543805476445,-1.6966776160644643,-1.2082089915203469,-0.4980543805476445,-1.6487685859312982,-1.2744544585686204,-0.4980543805476445,-1.598115343202446,-1.3385787219454537,-0.4980543805476445,-1.5448021952015027,-1.4004750531428263,-0.4980543805476445,-1.488917876401887,-1.4600404318259568,-0.4980543805476445,-1.430555400737063,-1.5171757173004856,-0.4980543805476445,-1.3698119067880317,-1.571785813522373,-0.4980543805476445,-1.3067884961057465,-1.623779827375884,-0.4980543805476445,-1.2415900649375584,-1.6730712199562037,-0.4980543805476445,-1.1743251296377708,-1.71957795060491,-0.4980543805476445,-1.105105646052867,-1.7632226134585467,-0.4980543805476445,-1.034046823182064,-1.803932566283051,-0.4980543805476445,-0.961266931423292,-1.8416400513795772,-0.4980543805476445,-0.8868871057237976,-1.8762823083605022,-0.4980543805476445,-0.8110311439629744,-1.9078016786078973,-0.4980543805476445,-0.7338253009030118,-1.9361457012406054,-0.4980543805476445,-0.655398078050303,-1.961267200430202,-0.4980543805476445,-0.5758800097773699,-1.9831243639205072,-0.4980543805476445,-0.49540344606127823,-2.0016808126199552,-0.4980543805476445,-0.41410233220017223,-2.0169056611510072,-0.4980543805476445,-0.3321119858745318,-2.02877356925581,-0.4980543805476445,-0.24956887192425803,-2.037264783972558,-0.4980543805476445,-0.16661037521641014,-2.0423651725123455,-0.4980543805476445,-0.08337457198165345,-2.044066245781801,-0.4980543805476445,-2.5032591851418296e-16,-2.0423651725123455,-0.4980543805476445,0.08337457198165295,-2.037264783972558,-0.4980543805476445,0.16661037521640965,-2.02877356925581,-0.4980543805476445,0.24956887192425756,-2.0169056611510072,-0.4980543805476445,0.33211198587453045,-2.0016808126199557,-0.4980543805476445,0.41410233220017084,-1.9831243639205072,-0.4980543805476445,0.4954034460612786,-1.9612672004302023,-0.4980543805476445,0.5758800097773694,-1.9361457012406054,-0.4980543805476445,0.6553980780503026,-1.9078016786078975,-0.4980543805476445,0.7338253009030113,-1.8762823083605025,-0.4980543805476445,0.8110311439629739,-1.8416400513795779,-0.4980543805476445,0.8868871057237964,-1.8039325662830512,-0.4980543805476445,0.9612669314232916,-1.763222613458547,-0.4980543805476445,1.0340468231820636,-1.7195779506049098,-0.4980543805476445,1.1051056460528674,-1.6730712199562043,-0.4980543805476445,1.1743251296377697,-1.6237798273758846,-0.4980543805476445,1.241590064937558,-1.5717858135223732,-0.4980543805476445,1.306788496105746,-1.5171757173004854,-0.4980543805476445,1.3698119067880319,-1.4600404318259572,-0.4980543805476445,1.4305554007370629,-1.4004750531428265,-0.4980543805476445,1.4889178764018869,-1.3385787219454546,-0.4980543805476445,1.5448021952015019,-1.2744544585686206,-0.4980543805476445,1.5981153432024455,-1.2082089915203464,-0.4980543805476445,1.6487685859312984,-1.1399525798428256,-0.4980543805476445,1.6966776160644639,-1.0697988295971255,-0.4980543805476445,1.7417626937493889,-0.9978645047771133,-0.4980543805476445,1.7839487793236757,-0.9242693329673152,-0.4980543805476445,1.8231656582111953,-0.849135806068164,-0.4980543805476445,1.8593480577873192,-0.7725889764203165,-0.4980543805476445,1.8924357560187648,-0.6947562486673775,-0.4980543805476445,1.922373681697224,-0.6157671677034477,-0.4980543805476445,1.9491120060999523,-0.5357532030584238,-0.4980543805476445,1.9726062259247652,-0.45484753007994405,-0.4980543805476445,1.9928172373613897,-0.37318480827616946,-0.4980543805476445,2.0097114011758963,-0.2909009571883183,-0.4980543805476445,2.023260598699887,-0.20813293016600007,-0.4980543805476445,2.033442278631243,-0.12501848642188393,-0.4980543805476445,2.040239494568539,-0.04169596174508869,-0.4980543805476445,2.0436409332166594,0.04169596174508976,-0.4980543805476445,2.0436409332166594,0.12501848642188318,-0.4980543805476445,2.040239494568539,0.20813293016599932,-0.4980543805476445,2.033442278631243,0.2909009571883176,-0.4980543805476445,2.0232605986998875,0.37318480827616873,-0.4980543805476445,2.0097114011758968,0.45484753007994333,-0.4980543805476445,1.9928172373613897,0.5357532030584231,-0.4980543805476445,1.9726062259247654,0.6157671677034471,-0.4980543805476445,1.9491120060999525,0.6947562486673768,-0.4980543805476445,1.9223736816972241,0.7725889764203142,-0.4980543805476445,1.8924357560187657,0.8491358060681649,-0.4980543805476445,1.8593480577873187,0.9242693329673161,-0.4980543805476445,1.8231656582111946,0.9978645047771127,-0.4980543805476445,1.7839487793236761,1.0697988295971235,-0.4980543805476445,1.7417626937493902,1.139952579842825,-0.4980543805476445,1.6966776160644643,1.2082089915203473,-0.4980543805476445,1.6487685859312977,1.2744544585686202,-0.4980543805476445,1.598115343202446,1.3385787219454541,-0.4980543805476445,1.5448021952015025,1.4004750531428258,-0.4980543805476445,1.4889178764018873,1.460040431825956,-0.4980543805476445,1.4305554007370642,1.5171757173004854,-0.4980543805476445,1.3698119067880319,1.571785813522374,-0.4980543805476445,1.3067884961057452,1.6237798273758839,-0.4980543805476445,1.2415900649375586,1.6730712199562034,-0.4980543805476445,1.174325129637771,1.7195779506049087,-0.4980543805476445,1.1051056460528688,1.7632226134585467,-0.4980543805476445,1.0340468231820643,1.8039325662830514,-0.4980543805476445,0.9612669314232914,1.8416400513795772,-0.4980543805476445,0.8868871057237979,1.8762823083605018,-0.4980543805476445,0.8110311439629755,1.9078016786078973,-0.4980543805476445,0.7338253009030121,1.936145701240605,-0.4980543805476445,0.6553980780503041,1.9612672004302023,-0.4980543805476445,0.5758800097773692,1.983124363920507,-0.4980543805476445,0.49540344606127934,2.0016808126199552,-0.4980543805476445,0.41410233220017156,2.0169056611510072,-0.4980543805476445,0.332111985874532,2.02877356925581,-0.4980543805476445,0.2495688719242592,2.037264783972558,-0.4980543805476445,0.16661037521641037,2.0423651725123455,-0.4980543805476445,0.0833745719816528,2.044066245781801,-0.4980543805476445,0.0,2.079088715422152,-0.4937053525057976,0.0,2.077358496430507,-0.4937053525057976,-0.08480308899866783,2.0721707192343306,-0.4937053525057976,-0.16946503162484347,2.0635340183767887,-0.4937053525057976,-0.25384491643024215,2.0514627687941087,-0.4937053525057976,-0.33780230142398576,2.0359770618899207,-0.4937053525057976,-0.42119744782443647,2.0171026720950946,-0.4937053525057976,-0.503891552640608,1.994871013968746,-0.4937053525057976,-0.5857469796960464,1.9693190899118027,-0.4937053525057976,-0.6666274887106614,1.940489428580159,-0.4937053525057976,-0.7463984620592282,1.9084300140999266,-0.4937053525057976,-0.8249271288291391,1.873194206202591,-0.4937053525057976,-0.9020827858044839,1.8348406514130045,-0.4937053525057976,-0.9777370150086548,1.7934331854380343,-0.4937053525057976,-1.0517638974433943,1.7490407269183275,-0.4937053525057976,-1.1240402226685404,1.7017371627200355,-0.4937053525057976,-1.1944456938736467,1.6516012249574166,-0.4937053525057976,-1.2628631281001497,1.598716359951003,-0.4937053525057976,-1.3291786512808381,1.543170589339435,-0.4937053525057976,-1.3932818877720021,1.4850563635761296,-0.4937053525057976,-1.4550661440627968,1.424470408054625,-0.4937053525057976,-1.514428586356063,1.36151356211871,-0.4937053525057976,-1.571270411725033,1.2962906112252863,-0.4937053525057976,-1.6254970125610524,1.228910112539317,-0.4937053525057976,-1.6770181340386086,1.1594842142511395,-0.4937053525057976,-1.7257480243355778,1.0881284689168707,-0.4937053525057976,-1.771605577358674,1.0149616411325806,-0.4937053525057976,-1.8145144677365326,0.9401055098623435,-0.4937053525057976,-1.8544032778557624,0.8636846657491686,-0.4937053525057976,-1.8912056167285143,0.7858263037461732,-0.4937053525057976,-1.9248602304937261,0.7066600114131353,-0.4937053525057976,-1.955311104368131,0.6263175532307866,-0.4937053525057976,-1.9825075558773373,0.5449326512918422,-0.4937053525057976,-2.0064043192118026,0.4626407627337713,-0.4937053525057976,-2.026961620567308,0.37957885428376087,-0.4937053525057976,-2.0441452443445307,0.2958851742911161,-0.4937053525057976,-2.0579265900975305,0.21169902262652426,-0.4937053525057976,-2.0682827201363714,0.12716051883117055,-0.4937053525057976,-2.0751963977046413,0.04241036890158786,-0.4937053525057976,-2.0786561156683336,-0.0424103689015876,-0.4937053525057976,-2.0786561156683336,-0.1271605188311703,-0.4937053525057976,-2.0751963977046417,-0.21169902262652357,-0.4937053525057976,-2.0682827201363714,-0.2958851742911159,-0.4937053525057976,-2.0579265900975305,-0.37957885428376065,-0.4937053525057976,-2.0441452443445307,-0.4626407627337706,-0.4937053525057976,-2.026961620567308,-0.544932651291842,-0.4937053525057976,-2.0064043192118026,-0.626317553230786,-0.4937053525057976,-1.9825075558773375,-0.7066600114131351,-0.4937053525057976,-1.9553111043681313,-0.785826303746173,-0.4937053525057976,-1.9248602304937263,-0.863684665749168,-0.4937053525057976,-1.8912056167285145,-0.9401055098623436,-0.4937053525057976,-1.8544032778557624,-1.0149616411325804,-0.4937053525057976,-1.8145144677365326,-1.088128468916871,-0.4937053525057976,-1.7716055773586736,-1.159484214251139,-0.4937053525057976,-1.7257480243355783,-1.2289101125393165,-0.4937053525057976,-1.677018134038609,-1.296290611225286,-0.4937053525057976,-1.6254970125610528,-1.3615135621187102,-0.4937053525057976,-1.571270411725033,-1.4244704080546253,-0.4937053525057976,-1.514428586356063,-1.4850563635761296,-0.4937053525057976,-1.4550661440627968,-1.543170589339435,-0.4937053525057976,-1.3932818877720021,-1.5987163599510026,-0.4937053525057976,-1.329178651280839,-1.6516012249574166,-0.4937053525057976,-1.2628631281001494,-1.701737162720035,-0.4937053525057976,-1.1944456938736474,-1.7490407269183277,-0.4937053525057976,-1.1240402226685402,-1.793433185438034,-0.4937053525057976,-1.0517638974433945,-1.8348406514130042,-0.4937053525057976,-0.9777370150086551,-1.8731942062025908,-0.4937053525057976,-0.9020827858044842,-1.9084300140999264,-0.4937053525057976,-0.8249271288291392,-1.940489428580159,-0.4937053525057976,-0.7463984620592283,-1.9693190899118027,-0.4937053525057976,-0.6666274887106614,-1.9948710139687458,-0.4937053525057976,-0.5857469796960472,-2.0171026720950946,-0.4937053525057976,-0.5038915526406079,-2.0359770618899207,-0.4937053525057976,-0.42119744782443713,-2.0514627687941087,-0.4937053525057976,-0.3378023014239863,-2.0635340183767887,-0.4937053525057976,-0.25384491643024265,-2.0721707192343306,-0.4937053525057976,-0.16946503162484391,-2.077358496430507,-0.4937053525057976,-0.08480308899866816,-2.079088715422152,-0.4937053525057976,-2.5461493404851208e-16,-2.077358496430507,-0.4937053525057976,0.08480308899866766,-2.0721707192343306,-0.4937053525057976,0.1694650316248434,-2.0635340183767887,-0.4937053525057976,0.2538449164302422,-2.051462768794109,-0.4937053525057976,0.33780230142398493,-2.035977061889921,-0.4937053525057976,0.42119744782443574,-2.0171026720950946,-0.4937053525057976,0.5038915526406084,-1.994871013968746,-0.4937053525057976,0.5857469796960467,-1.9693190899118027,-0.4937053525057976,0.6666274887106609,-1.9404894285801593,-0.4937053525057976,0.7463984620592279,-1.9084300140999266,-0.4937053525057976,0.8249271288291388,-1.8731942062025915,-0.4937053525057976,0.9020827858044829,-1.8348406514130045,-0.4937053525057976,0.9777370150086545,-1.7934331854380343,-0.4937053525057976,1.0517638974433938,-1.7490407269183275,-0.4937053525057976,1.1240402226685404,-1.7017371627200357,-0.4937053525057976,1.194445693873646,-1.651601224957417,-0.4937053525057976,1.262863128100149,-1.5987163599510028,-0.4937053525057976,1.3291786512808386,-1.5431705893394347,-0.4937053525057976,1.3932818877720023,-1.48505636357613,-0.4937053525057976,1.4550661440627966,-1.4244704080546255,-0.4937053525057976,1.5144285863560627,-1.3615135621187113,-0.4937053525057976,1.5712704117250318,-1.2962906112252863,-0.4937053525057976,1.6254970125610524,-1.228910112539316,-0.4937053525057976,1.6770181340386092,-1.1594842142511395,-0.4937053525057976,1.7257480243355778,-1.0881284689168715,-0.4937053525057976,1.7716055773586734,-1.0149616411325808,-0.4937053525057976,1.8145144677365324,-0.9401055098623425,-0.4937053525057976,1.854403277855763,-0.8636846657491685,-0.4937053525057976,1.8912056167285145,-0.785826303746174,-0.4937053525057976,1.924860230493726,-0.7066600114131347,-0.4937053525057976,1.9553111043681313,-0.6263175532307869,-0.4937053525057976,1.9825075558773373,-0.5449326512918433,-0.4937053525057976,2.006404319211802,-0.4626407627337716,-0.4937053525057976,2.026961620567308,-0.37957885428376026,-0.4937053525057976,2.0441452443445307,-0.2958851742911159,-0.4937053525057976,2.0579265900975305,-0.21169902262652499,-0.4937053525057976,2.0682827201363714,-0.12716051883117033,-0.4937053525057976,2.0751963977046417,-0.042410368901586726,-0.4937053525057976,2.0786561156683336,0.04241036890158781,-0.4937053525057976,2.0786561156683336,0.12716051883116958,-0.4937053525057976,2.0751963977046417,0.21169902262652424,-0.4937053525057976,2.0682827201363714,0.2958851742911151,-0.4937053525057976,2.0579265900975305,0.3795788542837595,-0.4937053525057976,2.0441452443445307,0.4626407627337708,-0.4937053525057976,2.026961620567308,0.5449326512918427,-0.4937053525057976,2.0064043192118026,0.6263175532307862,-0.4937053525057976,1.9825075558773375,0.706660011413134,-0.4937053525057976,1.9553111043681315,0.7858263037461716,-0.4937053525057976,1.9248602304937268,0.8636846657491694,-0.4937053525057976,1.891205616728514,0.9401055098623434,-0.4937053525057976,1.8544032778557624,1.0149616411325801,-0.4937053525057976,1.8145144677365328,1.0881284689168695,-0.4937053525057976,1.7716055773586747,1.1594842142511388,-0.4937053525057976,1.7257480243355783,1.228910112539317,-0.4937053525057976,1.6770181340386083,1.2962906112252859,-0.4937053525057976,1.6254970125610528,1.3615135621187107,-0.4937053525057976,1.5712704117250327,1.4244704080546249,-0.4937053525057976,1.5144285863560631,1.485056363576129,-0.4937053525057976,1.4550661440627977,1.5431705893394347,-0.4937053525057976,1.3932818877720023,1.5987163599510035,-0.4937053525057976,1.3291786512808375,1.6516012249574163,-0.4937053525057976,1.2628631281001497,1.7017371627200348,-0.4937053525057976,1.1944456938736476,1.7490407269183266,-0.4937053525057976,1.1240402226685418,1.793433185438034,-0.4937053525057976,1.0517638974433947,1.834840651413005,-0.4937053525057976,0.9777370150086544,1.8731942062025908,-0.4937053525057976,0.9020827858044844,1.908430014099926,-0.4937053525057976,0.8249271288291403,1.940489428580159,-0.4937053525057976,0.7463984620592287,1.9693190899118023,-0.4937053525057976,0.6666274887106626,1.994871013968746,-0.4937053525057976,0.5857469796960466,2.017102672095094,-0.4937053525057976,0.503891552640609,2.0359770618899207,-0.4937053525057976,0.42119744782443647,2.0514627687941087,-0.4937053525057976,0.3378023014239866,2.0635340183767887,-0.4937053525057976,0.25384491643024387,2.0721707192343306,-0.4937053525057976,0.16946503162484414,2.077358496430507,-0.4937053525057976,0.0848030889986675,2.079088715422152,-0.4937053525057976,0.0,2.113717169060553,-0.4868967092319002,0.0,2.111958132247094,-0.4868967092319002,-0.08621553466007738,2.1066839495498964,-0.4868967092319002,-0.17228757207125225,2.0979033993255545,-0.4868967092319002,-0.25807285382163125,2.0856310959333713,-0.4868967092319002,-0.3434285987758188,2.0698874654112003,-0.4868967092319002,-0.428212740720026,2.050698711478319,-0.4868967092319002,-0.5122841648172628,2.0280967719219274,-0.4868967092319002,-0.595502942479058,2.00211926543985,-0.4868967092319002,-0.6777305642627856,1.972809429027928,-0.4868967092319002,-0.7588301704069615,1.940216046016306,-0.4868967092319002,-0.8386667786208118,1.9043933648743927,-0.4868967092319002,-0.9171075087489723,1.8654010089196384,-0.4868967092319002,-0.9940218039373953,1.8233038770804066,-0.4868967092319002,-1.069281647932347,1.7781720358781132,-0.4868967092319002,-1.1427617781508288,1.7300806028084157,-0.4868967092319002,-1.2143398941677852,1.6791096213155545,-0.4868967092319002,-1.2838968612730908,1.6253439275679413,-0.4868967092319002,-1.351316908759517,1.5688730092567278,-0.4868967092319002,-1.4164878226116515,1.5097908566523746,-0.4868967092319002,-1.4793011322750507,1.4481958061671238,-0.4868967092319002,-1.5396522911947725,1.3841903766837438,-0.4868967092319002,-1.5974408508228006,1.3178810989229675,-0.4868967092319002,-1.652570627804739,1.2493783381336199,-0.4868967092319002,-1.7049498640675134,1.1787961104005547,-0.4868967092319002,-1.7544913795416268,1.1062518928761322,-0.4868967092319002,-1.8011127172637844,1.031866428251094,-0.4868967092319002,-1.8447362806183674,0.9557635237902695,-0.4868967092319002,-1.8852894624893455,0.8780698452676002,-0.4868967092319002,-1.9227047661076546,0.7989147061434636,-0.4868967092319002,-1.9569199173929068,0.7184298523351774,-0.4868967092319002,-1.9878779686024526,0.6367492429389218,-0.4868967092319002,-2.0155273931152777,0.5540088272680458,-0.4868967092319002,-2.03982217119298,0.47034631857885123,-0.4868967092319002,-2.0607218665750797,0.38590096486046793,-0.4868967092319002,-2.078191693781187,0.3008133170703191,-0.4868967092319002,-2.092202576008,0.21522499520092156,-0.4868967092319002,-2.1027311935247743,0.12927845256738735,-0.4868967092319002,-2.109760022486714,0.04311673870793733,-0.4868967092319002,-2.1132773641016813,-0.04311673870793707,-0.4868967092319002,-2.1132773641016813,-0.1292784525673871,-0.4868967092319002,-2.1097600224867143,-0.21522499520092087,-0.4868967092319002,-2.1027311935247743,-0.3008133170703189,-0.4868967092319002,-2.092202576008,-0.3859009648604677,-0.4868967092319002,-2.078191693781187,-0.47034631857885056,-0.4868967092319002,-2.0607218665750797,-0.5540088272680456,-0.4868967092319002,-2.0398221711929803,-0.6367492429389211,-0.4868967092319002,-2.015527393115278,-0.7184298523351772,-0.4868967092319002,-1.9878779686024528,-0.7989147061434634,-0.4868967092319002,-1.956919917392907,-0.8780698452675996,-0.4868967092319002,-1.9227047661076548,-0.9557635237902696,-0.4868967092319002,-1.8852894624893455,-1.0318664282510939,-0.4868967092319002,-1.8447362806183674,-1.1062518928761327,-0.4868967092319002,-1.801112717263784,-1.1787961104005542,-0.4868967092319002,-1.7544913795416273,-1.2493783381336194,-0.4868967092319002,-1.7049498640675136,-1.3178810989229672,-0.4868967092319002,-1.6525706278047396,-1.384190376683744,-0.4868967092319002,-1.5974408508228006,-1.448195806167124,-0.4868967092319002,-1.5396522911947725,-1.5097908566523746,-0.4868967092319002,-1.4793011322750507,-1.5688730092567278,-0.4868967092319002,-1.4164878226116515,-1.6253439275679409,-0.4868967092319002,-1.3513169087595176,-1.6791096213155545,-0.4868967092319002,-1.2838968612730906,-1.7300806028084152,-0.4868967092319002,-1.2143398941677859,-1.7781720358781135,-0.4868967092319002,-1.1427617781508286,-1.8233038770804064,-0.4868967092319002,-1.0692816479323473,-1.8654010089196382,-0.4868967092319002,-0.9940218039373955,-1.9043933648743925,-0.4868967092319002,-0.9171075087489727,-1.9402160460163058,-0.4868967092319002,-0.838666778620812,-1.972809429027928,-0.4868967092319002,-0.7588301704069618,-2.00211926543985,-0.4868967092319002,-0.6777305642627856,-2.028096771921927,-0.4868967092319002,-0.5955029424790589,-2.050698711478319,-0.4868967092319002,-0.5122841648172626,-2.0698874654112,-0.4868967092319002,-0.42821274072002663,-2.0856310959333713,-0.4868967092319002,-0.34342859877581944,-2.0979033993255545,-0.4868967092319002,-0.2580728538216318,-2.1066839495498964,-0.4868967092319002,-0.1722875720712527,-2.111958132247094,-0.4868967092319002,-0.08621553466007773,-2.113717169060553,-0.4868967092319002,-2.588556965392811e-16,-2.111958132247094,-0.4868967092319002,0.08621553466007721,-2.1066839495498964,-0.4868967092319002,0.17228757207125217,-2.0979033993255545,-0.4868967092319002,0.2580728538216313,-2.0856310959333717,-0.4868967092319002,0.34342859877581805,-2.0698874654112003,-0.4868967092319002,0.42821274072002524,-2.050698711478319,-0.4868967092319002,0.512284164817263,-2.0280967719219274,-0.4868967092319002,0.5955029424790584,-2.00211926543985,-0.4868967092319002,0.6777305642627851,-1.9728094290279283,-0.4868967092319002,0.7588301704069612,-1.940216046016306,-0.4868967092319002,0.8386667786208115,-1.9043933648743931,-0.4868967092319002,0.9171075087489714,-1.8654010089196384,-0.4868967092319002,0.994021803937395,-1.8233038770804066,-0.4868967092319002,1.0692816479323468,-1.7781720358781132,-0.4868967092319002,1.1427617781508288,-1.730080602808416,-0.4868967092319002,1.2143398941677848,-1.679109621315555,-0.4868967092319002,1.28389686127309,-1.625343927567941,-0.4868967092319002,1.3513169087595172,-1.5688730092567276,-0.4868967092319002,1.4164878226116517,-1.5097908566523752,-0.4868967092319002,1.4793011322750504,-1.4481958061671243,-0.4868967092319002,1.5396522911947723,-1.384190376683745,-0.4868967092319002,1.5974408508227997,-1.3178810989229675,-0.4868967092319002,1.652570627804739,-1.249378338133619,-0.4868967092319002,1.7049498640675138,-1.1787961104005547,-0.4868967092319002,1.7544913795416268,-1.1062518928761331,-0.4868967092319002,1.8011127172637837,-1.0318664282510943,-0.4868967092319002,1.8447362806183671,-0.9557635237902684,-0.4868967092319002,1.8852894624893461,-0.8780698452676001,-0.4868967092319002,1.9227047661076548,-0.7989147061434643,-0.4868967092319002,1.9569199173929066,-0.7184298523351769,-0.4868967092319002,1.9878779686024528,-0.636749242938922,-0.4868967092319002,2.0155273931152777,-0.554008827268047,-0.4868967092319002,2.03982217119298,-0.47034631857885156,-0.4868967092319002,2.0607218665750797,-0.38590096486046727,-0.4868967092319002,2.078191693781187,-0.3008133170703189,-0.4868967092319002,2.092202576008,-0.2152249952009223,-0.4868967092319002,2.102731193524774,-0.12927845256738713,-0.4868967092319002,2.1097600224867143,-0.043116738707936184,-0.4868967092319002,2.1132773641016813,0.04311673870793729,-0.4868967092319002,2.1132773641016813,0.12927845256738635,-0.4868967092319002,2.1097600224867143,0.21522499520092153,-0.4868967092319002,2.1027311935247743,0.3008133170703181,-0.4868967092319002,2.092202576008,0.38590096486046654,-0.4868967092319002,2.078191693781187,0.4703463185788508,-0.4868967092319002,2.0607218665750797,0.5540088272680463,-0.4868967092319002,2.03982217119298,0.6367492429389213,-0.4868967092319002,2.015527393115278,0.7184298523351762,-0.4868967092319002,1.987877968602453,0.7989147061434618,-0.4868967092319002,1.9569199173929075,0.878069845267601,-0.4868967092319002,1.9227047661076544,0.9557635237902693,-0.4868967092319002,1.8852894624893455,1.0318664282510936,-0.4868967092319002,1.8447362806183676,1.1062518928761311,-0.4868967092319002,1.801112717263785,1.178796110400554,-0.4868967092319002,1.7544913795416273,1.2493783381336199,-0.4868967092319002,1.7049498640675131,1.317881098922967,-0.4868967092319002,1.6525706278047396,1.3841903766837445,-0.4868967092319002,1.5974408508228004,1.4481958061671236,-0.4868967092319002,1.5396522911947728,1.509790856652374,-0.4868967092319002,1.4793011322750516,1.5688730092567276,-0.4868967092319002,1.4164878226116517,1.6253439275679418,-0.4868967092319002,1.3513169087595163,1.6791096213155543,-0.4868967092319002,1.2838968612730908,1.7300806028084148,-0.4868967092319002,1.214339894167786,1.7781720358781123,-0.4868967092319002,1.1427617781508304,1.8233038770804064,-0.4868967092319002,1.0692816479323475,1.8654010089196387,-0.4868967092319002,0.9940218039373949,1.9043933648743925,-0.4868967092319002,0.917107508748973,1.9402160460163054,-0.4868967092319002,0.8386667786208132,1.972809429027928,-0.4868967092319002,0.7588301704069621,2.0021192654398496,-0.4868967092319002,0.6777305642627868,2.0280967719219274,-0.4868967092319002,0.5955029424790583,2.0506987114783186,-0.4868967092319002,0.5122841648172638,2.0698874654112003,-0.4868967092319002,0.428212740720026,2.0856310959333713,-0.4868967092319002,0.34342859877581966,2.0979033993255545,-0.4868967092319002,0.258072853821633,2.1066839495498964,-0.4868967092319002,0.17228757207125292,2.111958132247094,-0.4868967092319002,0.08621553466007705,2.113717169060553,-0.4868967092319002,0.0,2.147779089482842,-0.47766237104425774,0.0,2.145991706316883,-0.47766237104425774,-0.08760487223264479,2.140632531741891,-0.47766237104425774,-0.1750639348011101,2.131710485575053,-0.47766237104425774,-0.2622316207270126,2.1192404176817052,-0.47766237104425774,-0.34896284799963495,2.103243083259195,-0.47766237104425774,-0.43511326105061426,2.083745108291905,-0.47766237104425774,-0.5205394710195395,2.0607789452349294,-0.47766237104425774,-0.6050992944105589,2.034382819000166,-0.47766237104425774,-0.6886519897427764,2.004600663334719,-0.47766237104425774,-0.7710584918005574,1.9714820476975188,-0.47766237104425774,-0.8521816430938558,1.9350820947558447,-0.47766237104425774,-0.9318864221433197,1.895461388639087,-0.47766237104425774,-1.01004016821022,1.8526858741024428,-0.47766237104425774,-1.0865128020971557,1.8068267467683785,-0.47766237104425774,-1.1611770426520427,1.7579603346285424,-0.47766237104425774,-1.2339086186150288,1.706167971003356,-0.47766237104425774,-1.3045864754557428,1.6515358591707279,-0.47766237104425774,-1.3730929768566114,1.5941549288892065,-0.47766237104425774,-1.4393141005069026,1.5341206850543692,-0.47766237104425774,-1.5031396278816078,1.471533048740349,-0.47766237104425774,-1.5644633276893003,1.4064961908910698,-0.47766237104425774,-1.6231831326836341,1.3391183589379883,-0.47766237104425774,-1.6792013095442053,1.2695116966329283,-0.47766237104425774,-1.7324246215440169,1.1977920573958725,-0.47766237104425774,-1.7827644837328087,1.1240788114883802,-0.47766237104425774,-1.8301371103779676,1.0484946473335655,-0.47766237104425774,-1.8744636544176063,0.9711653673133269,-0.47766237104425774,-1.915670338693721,0.8922196783826946,-0.47766237104425774,-1.953688578746988,0.8117889778498101,-0.47766237104425774,-1.9884550969688266,0.7300071346780719,-0.47766237104425774,-2.019912027920735,0.6470102666744568,-0.47766237104425774,-2.0480070146456026,0.5629365139348655,-0.47766237104425774,-2.072693295810696,0.4779258089235646,-0.47766237104425774,-2.093929783537285,0.3921196435694098,-0.47766237104425774,-2.1116811317873596,0.30566083376649467,-0.47766237104425774,-2.1259177951936232,0.2186932816711874,-0.47766237104425774,-2.136616078234841,0.131361736191196,-0.47766237104425774,-2.1437581746746948,0.04381155206529447,-0.47766237104425774,-2.1473321971985087,-0.043811552065294204,-0.47766237104425774,-2.1473321971985087,-0.13136173619119573,-0.47766237104425774,-2.143758174674695,-0.21869328167118668,-0.47766237104425774,-2.136616078234841,-0.30566083376649444,-0.47766237104425774,-2.1259177951936232,-0.3921196435694096,-0.47766237104425774,-2.1116811317873596,-0.47792580892356396,-0.47766237104425774,-2.093929783537285,-0.5629365139348653,-0.47766237104425774,-2.0726932958106965,-0.6470102666744562,-0.47766237104425774,-2.048007014645603,-0.7300071346780717,-0.47766237104425774,-2.019912027920735,-0.8117889778498099,-0.47766237104425774,-1.9884550969688268,-0.892219678382694,-0.47766237104425774,-1.9536885787469882,-0.971165367313327,-0.47766237104425774,-1.915670338693721,-1.0484946473335655,-0.47766237104425774,-1.8744636544176063,-1.1240788114883806,-0.47766237104425774,-1.8301371103779671,-1.197792057395872,-0.47766237104425774,-1.7827644837328092,-1.2695116966329276,-0.47766237104425774,-1.732424621544017,-1.339118358937988,-0.47766237104425774,-1.6792013095442058,-1.40649619089107,-0.47766237104425774,-1.6231831326836341,-1.4715330487403493,-0.47766237104425774,-1.5644633276893003,-1.5341206850543692,-0.47766237104425774,-1.5031396278816078,-1.5941549288892065,-0.47766237104425774,-1.4393141005069026,-1.6515358591707274,-0.47766237104425774,-1.373092976856612,-1.706167971003356,-0.47766237104425774,-1.3045864754557426,-1.757960334628542,-0.47766237104425774,-1.2339086186150297,-1.8068267467683787,-0.47766237104425774,-1.1611770426520425,-1.8526858741024426,-0.47766237104425774,-1.086512802097156,-1.8954613886390868,-0.47766237104425774,-1.0100401682102202,-1.9350820947558445,-0.47766237104425774,-0.9318864221433202,-1.9714820476975186,-0.47766237104425774,-0.8521816430938559,-2.004600663334719,-0.47766237104425774,-0.7710584918005575,-2.034382819000166,-0.47766237104425774,-0.6886519897427764,-2.0607789452349294,-0.47766237104425774,-0.6050992944105597,-2.083745108291905,-0.47766237104425774,-0.5205394710195393,-2.1032430832591946,-0.47766237104425774,-0.43511326105061493,-2.1192404176817052,-0.47766237104425774,-0.34896284799963556,-2.131710485575053,-0.47766237104425774,-0.26223162072701317,-2.140632531741891,-0.47766237104425774,-0.17506393480111054,-2.145991706316883,-0.47766237104425774,-0.08760487223264514,-2.147779089482842,-0.47766237104425774,-2.630270787210779e-16,-2.145991706316883,-0.47766237104425774,0.08760487223264461,-2.140632531741891,-0.47766237104425774,0.17506393480111002,-2.131710485575053,-0.47766237104425774,0.26223162072701267,-2.1192404176817057,-0.47766237104425774,0.3489628479996341,-2.1032430832591955,-0.47766237104425774,0.4351132610506135,-2.083745108291905,-0.47766237104425774,0.5205394710195397,-2.0607789452349294,-0.47766237104425774,0.6050992944105592,-2.034382819000166,-0.47766237104425774,0.688651989742776,-2.004600663334719,-0.47766237104425774,0.7710584918005571,-1.9714820476975188,-0.47766237104425774,0.8521816430938555,-1.9350820947558451,-0.47766237104425774,0.9318864221433188,-1.895461388639087,-0.47766237104425774,1.0100401682102198,-1.8526858741024428,-0.47766237104425774,1.0865128020971555,-1.8068267467683785,-0.47766237104425774,1.1611770426520427,-1.7579603346285426,-0.47766237104425774,1.2339086186150283,-1.7061679710033564,-0.47766237104425774,1.3045864754557421,-1.6515358591707276,-0.47766237104425774,1.3730929768566116,-1.5941549288892063,-0.47766237104425774,1.4393141005069028,-1.5341206850543696,-0.47766237104425774,1.5031396278816076,-1.4715330487403495,-0.47766237104425774,1.5644633276893,-1.406496190891071,-0.47766237104425774,1.6231831326836332,-1.3391183589379883,-0.47766237104425774,1.6792013095442053,-1.2695116966329272,-0.47766237104425774,1.7324246215440173,-1.1977920573958725,-0.47766237104425774,1.7827644837328087,-1.124078811488381,-0.47766237104425774,1.830137110377967,-1.0484946473335657,-0.47766237104425774,1.874463654417606,-0.9711653673133258,-0.47766237104425774,1.9156703386937217,-0.8922196783826944,-0.47766237104425774,1.9536885787469882,-0.8117889778498107,-0.47766237104425774,1.9884550969688264,-0.7300071346780713,-0.47766237104425774,2.019912027920735,-0.647010266674457,-0.47766237104425774,2.0480070146456026,-0.5629365139348668,-0.47766237104425774,2.072693295810696,-0.47792580892356495,-0.47766237104425774,2.093929783537285,-0.39211964356940915,-0.47766237104425774,2.1116811317873596,-0.30566083376649444,-0.47766237104425774,2.1259177951936232,-0.21869328167118815,-0.47766237104425774,2.136616078234841,-0.13136173619119576,-0.47766237104425774,2.143758174674695,-0.0438115520652933,-0.47766237104425774,2.1473321971985087,0.04381155206529442,-0.47766237104425774,2.1473321971985087,0.13136173619119498,-0.47766237104425774,2.143758174674695,0.21869328167118737,-0.47766237104425774,2.136616078234841,0.30566083376649367,-0.47766237104425774,2.1259177951936237,0.39211964356940837,-0.47766237104425774,2.11168113178736,0.4779258089235642,-0.47766237104425774,2.093929783537285,0.562936513934866,-0.47766237104425774,2.072693295810696,0.6470102666744564,-0.47766237104425774,2.048007014645603,0.7300071346780707,-0.47766237104425774,2.0199120279207357,0.8117889778498083,-0.47766237104425774,1.9884550969688273,0.8922196783826954,-0.47766237104425774,1.9536885787469878,0.9711653673133268,-0.47766237104425774,1.915670338693721,1.0484946473335652,-0.47766237104425774,1.8744636544176065,1.1240788114883788,-0.47766237104425774,1.8301371103779682,1.1977920573958718,-0.47766237104425774,1.7827644837328092,1.2695116966329283,-0.47766237104425774,1.7324246215440167,1.3391183589379878,-0.47766237104425774,1.6792013095442058,1.4064961908910705,-0.47766237104425774,1.623183132683634,1.4715330487403488,-0.47766237104425774,1.5644633276893005,1.5341206850543683,-0.47766237104425774,1.5031396278816087,1.5941549288892063,-0.47766237104425774,1.4393141005069028,1.6515358591707283,-0.47766237104425774,1.3730929768566107,1.7061679710033557,-0.47766237104425774,1.3045864754557428,1.7579603346285417,-0.47766237104425774,1.2339086186150299,1.8068267467683774,-0.47766237104425774,1.161177042652044,1.8526858741024426,-0.47766237104425774,1.0865128020971562,1.8954613886390872,-0.47766237104425774,1.0100401682102196,1.9350820947558445,-0.47766237104425774,0.9318864221433204,1.9714820476975181,-0.47766237104425774,0.8521816430938571,2.004600663334719,-0.47766237104425774,0.7710584918005579,2.0343828190001654,-0.47766237104425774,0.6886519897427776,2.0607789452349294,-0.47766237104425774,0.6050992944105591,2.0837451082919047,-0.47766237104425774,0.5205394710195405,2.103243083259195,-0.47766237104425774,0.43511326105061426,2.1192404176817052,-0.47766237104425774,0.3489628479996358,2.131710485575053,-0.47766237104425774,0.2622316207270144,2.140632531741891,-0.47766237104425774,0.1750639348011108,2.145991706316883,-0.47766237104425774,0.08760487223264446,2.147779089482842,-0.47766237104425774,0.0,2.181104781914841,-0.4660483429512199,0.0,2.179289665085798,-0.4660483429512199,-0.08896418010646931,2.1738473356814985,-0.4660483429512199,-0.1777802881149521,2.164786851922137,-0.4660483429512199,-0.2663004983788559,2.1521232940887605,-0.4660483429512199,-0.3543774777441821,2.1358777394236252,-0.4660483429512199,-0.4418646307710208,2.116077227049211,-0.4660483429512199,-0.5286163437271928,2.0927547129642705,-0.4660483429512199,-0.6144882269479369,2.0659490151918174,-0.4660483429512199,-0.6993373551582568,2.035704749170362,-0.4660483429512199,-0.7830225053579357,2.0020722534959163,-0.4660483429512199,-0.8654043918732843,1.965107506138367,-0.4660483429512199,-0.9463458981843972,1.9248720312716707,-0.4660483429512199,-1.0257123051420696,1.8814327968729376,-0.4660483429512199,-1.1033715151945245,1.8348621032608428,-0.4660483429512199,-1.1791942722507525,1.7852374627588807,-0.4660483429512199,-1.2530543768145177,1.732641470683752,-0.4660483429512199,-1.324828896030967,1.6771616678736114,-0.4660483429512199,-1.3943983682962307,1.6188903949849813,-0.4660483429512199,-1.4616470020894772,1.557924638800841,-0.4660483429512199,-1.5264628686964692,1.4943658708056997,-0.4660483429512199,-1.5887380885038629,1.4283198782963233,-0.4660483429512199,-1.6483690105541782,1.3598965883092204,-0.4660483429512199,-1.7052563850625886,1.2892098846579365,-0.4660483429512199,-1.7593055286083927,1.2163774183846872,-0.4660483429512199,-1.8104264817262228,1.1415204119418088,-0.4660483429512199,-1.858534158634699,1.0647634574289506,-0.4660483429512199,-1.9035484888533132,0.98623430922182,-0.4660483429512199,-1.945394550471843,0.9060636713376302,-0.4660483429512199,-1.984002694850478,0.824384979891167,-0.4660483429512199,-2.0193086625431054,0.7413341810035411,-0.4660483429512199,-2.051253690250817,0.6570495045332864,-0.4660483429512199,-2.0797846086276213,0.5716712340064033,-0.4660483429512199,-2.104853930775573,0.4853414731282739,-0.4660483429512199,-2.1264199312820273,0.3982039092660675,-0.4660483429512199,-2.144446715667472,0.31040357429529986,-0.4660483429512199,-2.158904280128345,0.22208660320858695,-0.4660483429512199,-2.169768561475407,0.13339999088837498,-0.4660483429512199,-2.1770214771845424,0.04449134744846307,-0.4660483429512199,-2.1806509554933373,-0.04449134744846281,-0.4660483429512199,-2.1806509554933373,-0.1333999908883747,-0.4660483429512199,-2.1770214771845424,-0.22208660320858623,-0.4660483429512199,-2.169768561475407,-0.31040357429529963,-0.4660483429512199,-2.158904280128345,-0.3982039092660673,-0.4660483429512199,-2.144446715667472,-0.4853414731282732,-0.4660483429512199,-2.1264199312820273,-0.5716712340064031,-0.4660483429512199,-2.1048539307755734,-0.6570495045332856,-0.4660483429512199,-2.0797846086276217,-0.7413341810035409,-0.4660483429512199,-2.051253690250817,-0.8243849798911667,-0.4660483429512199,-2.019308662543106,-0.9060636713376297,-0.4660483429512199,-1.9840026948504785,-0.9862343092218202,-0.4660483429512199,-1.945394550471843,-1.0647634574289506,-0.4660483429512199,-1.9035484888533132,-1.1415204119418092,-0.4660483429512199,-1.8585341586346986,-1.2163774183846865,-0.4660483429512199,-1.8104264817262232,-1.2892098846579358,-0.4660483429512199,-1.759305528608393,-1.3598965883092202,-0.4660483429512199,-1.705256385062589,-1.4283198782963236,-0.4660483429512199,-1.6483690105541782,-1.4943658708057,-0.4660483429512199,-1.5887380885038629,-1.557924638800841,-0.4660483429512199,-1.5264628686964692,-1.6188903949849813,-0.4660483429512199,-1.4616470020894772,-1.677161667873611,-0.4660483429512199,-1.3943983682962315,-1.732641470683752,-0.4660483429512199,-1.3248288960309667,-1.7852374627588803,-0.4660483429512199,-1.2530543768145186,-1.8348621032608432,-0.4660483429512199,-1.179194272250752,-1.8814327968729374,-0.4660483429512199,-1.1033715151945247,-1.9248720312716705,-0.4660483429512199,-1.0257123051420698,-1.9651075061383667,-0.4660483429512199,-0.9463458981843975,-2.002072253495916,-0.4660483429512199,-0.8654043918732844,-2.035704749170362,-0.4660483429512199,-0.7830225053579358,-2.0659490151918174,-0.4660483429512199,-0.6993373551582568,-2.09275471296427,-0.4660483429512199,-0.6144882269479378,-2.116077227049211,-0.4660483429512199,-0.5286163437271927,-2.135877739423625,-0.4660483429512199,-0.44186463077102145,-2.1521232940887605,-0.4660483429512199,-0.3543774777441827,-2.164786851922137,-0.4660483429512199,-0.26630049837885644,-2.1738473356814985,-0.4660483429512199,-0.17778028811495258,-2.179289665085798,-0.4660483429512199,-0.08896418010646966,-2.181104781914841,-0.4660483429512199,-2.6710829897769955e-16,-2.179289665085798,-0.4660483429512199,0.08896418010646913,-2.1738473356814985,-0.4660483429512199,0.17778028811495203,-2.164786851922137,-0.4660483429512199,0.26630049837885594,-2.1521232940887605,-0.4660483429512199,0.35437747774418127,-2.1358777394236252,-0.4660483429512199,0.44186463077102,-2.116077227049211,-0.4660483429512199,0.5286163437271931,-2.0927547129642705,-0.4660483429512199,0.6144882269479374,-2.0659490151918174,-0.4660483429512199,0.6993373551582562,-2.035704749170362,-0.4660483429512199,0.7830225053579353,-2.0020722534959163,-0.4660483429512199,0.865404391873284,-1.9651075061383674,-0.4660483429512199,0.9463458981843962,-1.9248720312716707,-0.4660483429512199,1.0257123051420693,-1.8814327968729376,-0.4660483429512199,1.1033715151945243,-1.8348621032608428,-0.4660483429512199,1.1791942722507525,-1.785237462758881,-0.4660483429512199,1.2530543768145173,-1.7326414706837525,-0.4660483429512199,1.3248288960309662,-1.6771616678736112,-0.4660483429512199,1.394398368296231,-1.618890394984981,-0.4660483429512199,1.4616470020894776,-1.5579246388008416,-0.4660483429512199,1.526462868696469,-1.4943658708057002,-0.4660483429512199,1.5887380885038627,-1.4283198782963247,-0.4660483429512199,1.6483690105541773,-1.3598965883092204,-0.4660483429512199,1.7052563850625886,-1.2892098846579354,-0.4660483429512199,1.7593055286083932,-1.2163774183846872,-0.4660483429512199,1.8104264817262228,-1.1415204119418099,-0.4660483429512199,1.8585341586346984,-1.0647634574289508,-0.4660483429512199,1.903548488853313,-0.986234309221819,-0.4660483429512199,1.9453945504718437,-0.9060636713376301,-0.4660483429512199,1.9840026948504785,-0.8243849798911677,-0.4660483429512199,2.0193086625431054,-0.7413341810035405,-0.4660483429512199,2.051253690250817,-0.6570495045332866,-0.4660483429512199,2.0797846086276213,-0.5716712340064045,-0.4660483429512199,2.104853930775573,-0.48534147312827425,-0.4660483429512199,2.1264199312820273,-0.39820390926606686,-0.4660483429512199,2.144446715667472,-0.31040357429529963,-0.4660483429512199,2.158904280128345,-0.2220866032085877,-0.4660483429512199,2.169768561475407,-0.13339999088837473,-0.4660483429512199,2.1770214771845424,-0.04449134744846189,-0.4660483429512199,2.1806509554933373,0.04449134744846303,-0.4660483429512199,2.1806509554933373,0.13339999088837393,-0.4660483429512199,2.1770214771845424,0.22208660320858692,-0.4660483429512199,2.169768561475407,0.3104035742952988,-0.4660483429512199,2.158904280128345,0.3982039092660661,-0.4660483429512199,2.1444467156674722,0.4853414731282734,-0.4660483429512199,2.1264199312820273,0.5716712340064039,-0.4660483429512199,2.104853930775573,0.6570495045332859,-0.4660483429512199,2.0797846086276217,0.7413341810035398,-0.4660483429512199,2.0512536902508174,0.8243849798911651,-0.4660483429512199,2.0193086625431063,0.9060636713376311,-0.4660483429512199,1.9840026948504779,0.9862343092218199,-0.4660483429512199,1.945394550471843,1.0647634574289504,-0.4660483429512199,1.9035484888533134,1.1415204119418076,-0.4660483429512199,1.8585341586347,1.2163774183846863,-0.4660483429512199,1.8104264817262232,1.2892098846579365,-0.4660483429512199,1.7593055286083925,1.35989658830922,-0.4660483429512199,1.705256385062589,1.4283198782963242,-0.4660483429512199,1.648369010554178,1.4943658708056995,-0.4660483429512199,1.588738088503863,1.5579246388008403,-0.4660483429512199,1.52646286869647,1.618890394984981,-0.4660483429512199,1.4616470020894776,1.677161667873612,-0.4660483429512199,1.39439836829623,1.7326414706837518,-0.4660483429512199,1.324828896030967,1.78523746275888,-0.4660483429512199,1.2530543768145188,1.8348621032608419,-0.4660483429512199,1.1791942722507538,1.8814327968729374,-0.4660483429512199,1.103371515194525,1.924872031271671,-0.4660483429512199,1.0257123051420691,1.9651075061383667,-0.4660483429512199,0.9463458981843977,2.0020722534959154,-0.4660483429512199,0.8654043918732857,2.035704749170362,-0.4660483429512199,0.7830225053579362,2.065949015191817,-0.4660483429512199,0.6993373551582579,2.0927547129642705,-0.4660483429512199,0.6144882269479371,2.116077227049211,-0.4660483429512199,0.5286163437271939,2.1358777394236252,-0.4660483429512199,0.4418646307710208,2.1521232940887605,-0.4660483429512199,0.354377477744183,2.164786851922137,-0.4660483429512199,0.26630049837885766,2.1738473356814985,-0.4660483429512199,0.1777802881149528,2.179289665085798,-0.4660483429512199,0.08896418010646896,2.181104781914841,-0.4660483429512199,0.0,2.213528219433188,-0.45211248545654253,0.0,2.211686119798191,-0.45211248545654253,-0.09028668627809885,2.2061628868862484,-0.45211248545654253,-0.18042309927720554,2.1969677135734584,-0.45211248545654253,-0.2702592158333705,2.1841159043183365,-0.45211248545654253,-0.35964551259643734,2.167628849689053,-0.45211248545654253,-0.448433214896903,2.147533990760945,-0.45211248545654253,-0.5364745443666726,2.123864773443553,-0.45211248545654253,-0.6236229649015692,2.0966605928132074,-0.45211248545654253,-0.7097334265562173,2.0659667275438083,-0.45211248545654253,-0.7946626069653622,2.031834264544946,-0.45211248545654253,-0.8782691498898032,1.9943200139327768,-0.45211248545654253,-0.960413900489902,1.953486414475195,-0.45211248545654253,-1.0409601369350823,1.9094014296686637,-0.45211248545654253,-1.1197737979638218,1.8621384346196834,-0.45211248545654253,-1.196723706015392,1.8117760939191672,-0.45211248545654253,-1.2716817855619638,1.7583982307129935,-0.45211248545654253,-1.3445232762776826,1.7020936871866523,-0.45211248545654253,-1.4151269406899174,1.6429561766961953,-0.45211248545654253,-1.4833752659670711,1.581084127791602,-0.45211248545654253,-1.5491546595070902,1.5165805203921727,-0.45211248545654253,-1.6123556380011406,1.4495527143866171,-0.45211248545654253,-1.6728730096577709,1.3801122709431137,-0.45211248545654253,-1.7306060492842674,1.3083747668267538,-0.45211248545654253,-1.7854586659337979,1.2344596020334246,-0.45211248545654253,-1.8373395628393074,1.158489801060299,-0.45211248545654253,-1.8861623893679802,1.0805918081437007,-0.45211248545654253,-1.9318458847433422,1.000895276805152,-0.45211248545654253,-1.9743140132958072,0.9195328540558803,-0.45211248545654253,-2.013496091016545,0.8366399596189628,-0.45211248545654253,-2.0493269032040344,0.7523545605365597,-0.45211248545654253,-2.081746813007504,0.666816941537387,-0.45211248545654253,-2.110701860686578,0.5801694715466329,-0.45211248545654253,-2.1361438534219457,0.4925563667269307,-0.45211248545654253,-2.1580304455275474,0.40412345044478837,-0.45211248545654253,-2.1763252089307925,0.31501791056198736,-0.45211248545654253,-2.1909976938034914,0.22538805445591023,-0.45211248545654253,-2.2020234792425892,0.13538306217655033,-0.45211248545654253,-2.2093842139163478,0.04515273815103897,-0.45211248545654253,-2.213067646608328,-0.04515273815103871,-0.45211248545654253,-2.213067646608328,-0.13538306217655005,-0.45211248545654253,-2.209384213916348,-0.22538805445590948,-0.45211248545654253,-2.2020234792425892,-0.31501791056198714,-0.45211248545654253,-2.1909976938034914,-0.40412345044478815,-0.45211248545654253,-2.1763252089307925,-0.49255636672693,-0.45211248545654253,-2.1580304455275474,-0.5801694715466327,-0.45211248545654253,-2.136143853421946,-0.6668169415373862,-0.45211248545654253,-2.1107018606865786,-0.7523545605365595,-0.45211248545654253,-2.081746813007504,-0.8366399596189625,-0.45211248545654253,-2.049326903204035,-0.9195328540558796,-0.45211248545654253,-2.013496091016545,-1.000895276805152,-0.45211248545654253,-1.9743140132958072,-1.0805918081437007,-0.45211248545654253,-1.9318458847433422,-1.1584898010602998,-0.45211248545654253,-1.8861623893679795,-1.2344596020334242,-0.45211248545654253,-1.8373395628393079,-1.3083747668267534,-0.45211248545654253,-1.785458665933798,-1.3801122709431133,-0.45211248545654253,-1.7306060492842679,-1.4495527143866174,-0.45211248545654253,-1.6728730096577709,-1.516580520392173,-0.45211248545654253,-1.6123556380011406,-1.581084127791602,-0.45211248545654253,-1.5491546595070902,-1.6429561766961953,-0.45211248545654253,-1.4833752659670711,-1.7020936871866519,-0.45211248545654253,-1.415126940689918,-1.7583982307129935,-0.45211248545654253,-1.3445232762776824,-1.8117760939191665,-0.45211248545654253,-1.2716817855619644,-1.8621384346196836,-0.45211248545654253,-1.1967237060153917,-1.9094014296686634,-0.45211248545654253,-1.119773797963822,-1.9534864144751947,-0.45211248545654253,-1.0409601369350827,-1.9943200139327766,-0.45211248545654253,-0.9604139004899024,-2.031834264544946,-0.45211248545654253,-0.8782691498898033,-2.0659667275438083,-0.45211248545654253,-0.7946626069653623,-2.0966605928132074,-0.45211248545654253,-0.7097334265562173,-2.123864773443553,-0.45211248545654253,-0.6236229649015701,-2.147533990760945,-0.45211248545654253,-0.5364745443666724,-2.1676288496890526,-0.45211248545654253,-0.44843321489690374,-2.1841159043183365,-0.45211248545654253,-0.35964551259643796,-2.1969677135734584,-0.45211248545654253,-0.27025921583337104,-2.2061628868862484,-0.45211248545654253,-0.180423099277206,-2.211686119798191,-0.45211248545654253,-0.0902866862780992,-2.213528219433188,-0.45211248545654253,-2.7107902487511936e-16,-2.211686119798191,-0.45211248545654253,0.09028668627809867,-2.2061628868862484,-0.45211248545654253,0.18042309927720546,-2.1969677135734584,-0.45211248545654253,0.2702592158333705,-2.1841159043183365,-0.45211248545654253,0.35964551259643646,-2.167628849689053,-0.45211248545654253,0.44843321489690224,-2.147533990760945,-0.45211248545654253,0.5364745443666729,-2.123864773443553,-0.45211248545654253,0.6236229649015695,-2.0966605928132074,-0.45211248545654253,0.7097334265562167,-2.0659667275438087,-0.45211248545654253,0.7946626069653618,-2.031834264544946,-0.45211248545654253,0.8782691498898028,-1.9943200139327772,-0.45211248545654253,0.960413900489901,-1.953486414475195,-0.45211248545654253,1.040960136935082,-1.9094014296686637,-0.45211248545654253,1.1197737979638214,-1.8621384346196834,-0.45211248545654253,1.196723706015392,-1.8117760939191674,-0.45211248545654253,1.2716817855619633,-1.758398230712994,-0.45211248545654253,1.344523276277682,-1.702093687186652,-0.45211248545654253,1.4151269406899176,-1.642956176696195,-0.45211248545654253,1.4833752659670714,-1.5810841277916023,-0.45211248545654253,1.5491546595070897,-1.5165805203921732,-0.45211248545654253,1.6123556380011403,-1.4495527143866185,-0.45211248545654253,1.67287300965777,-1.3801122709431137,-0.45211248545654253,1.7306060492842674,-1.3083747668267527,-0.45211248545654253,1.7854586659337983,-1.2344596020334246,-0.45211248545654253,1.8373395628393074,-1.1584898010603002,-0.45211248545654253,1.8861623893679793,-1.080591808143701,-0.45211248545654253,1.9318458847433417,-1.000895276805151,-0.45211248545654253,1.974314013295808,-0.9195328540558801,-0.45211248545654253,2.013496091016545,-0.8366399596189635,-0.45211248545654253,2.0493269032040344,-0.7523545605365591,-0.45211248545654253,2.081746813007504,-0.6668169415373872,-0.45211248545654253,2.110701860686578,-0.5801694715466341,-0.45211248545654253,2.1361438534219452,-0.492556366726931,-0.45211248545654253,2.1580304455275474,-0.4041234504447877,-0.45211248545654253,2.1763252089307925,-0.31501791056198714,-0.45211248545654253,2.1909976938034914,-0.225388054455911,-0.45211248545654253,2.2020234792425892,-0.13538306217655008,-0.45211248545654253,2.209384213916348,-0.04515273815103778,-0.45211248545654253,2.213067646608328,0.04515273815103893,-0.45211248545654253,2.213067646608328,0.13538306217654927,-0.45211248545654253,2.209384213916348,0.2253880544559102,-0.45211248545654253,2.2020234792425892,0.31501791056198636,-0.45211248545654253,2.190997693803492,0.4041234504447869,-0.45211248545654253,2.176325208930793,0.4925563667269302,-0.45211248545654253,2.1580304455275474,0.5801694715466335,-0.45211248545654253,2.1361438534219457,0.6668169415373865,-0.45211248545654253,2.1107018606865786,0.7523545605365584,-0.45211248545654253,2.0817468130075043,0.836639959618961,-0.45211248545654253,2.0493269032040353,0.9195328540558811,-0.45211248545654253,2.0134960910165445,1.0008952768051518,-0.45211248545654253,1.9743140132958072,1.0805918081437005,-0.45211248545654253,1.9318458847433424,1.158489801060298,-0.45211248545654253,1.8861623893679809,1.234459602033424,-0.45211248545654253,1.8373395628393079,1.3083747668267538,-0.45211248545654253,1.7854586659337974,1.380112270943113,-0.45211248545654253,1.7306060492842679,1.449552714386618,-0.45211248545654253,1.6728730096577706,1.5165805203921725,-0.45211248545654253,1.6123556380011408,1.581084127791601,-0.45211248545654253,1.549154659507091,1.642956176696195,-0.45211248545654253,1.4833752659670714,1.7020936871866528,-0.45211248545654253,1.4151269406899165,1.7583982307129933,-0.45211248545654253,1.3445232762776826,1.8117760939191663,-0.45211248545654253,1.2716817855619647,1.8621384346196823,-0.45211248545654253,1.1967237060153935,1.9094014296686634,-0.45211248545654253,1.1197737979638223,1.9534864144751953,-0.45211248545654253,1.040960136935082,1.9943200139327766,-0.45211248545654253,0.9604139004899027,2.0318342645449454,-0.45211248545654253,0.8782691498898045,2.0659667275438083,-0.45211248545654253,0.7946626069653626,2.096660592813207,-0.45211248545654253,0.7097334265562185,2.123864773443553,-0.45211248545654253,0.6236229649015694,2.1475339907609445,-0.45211248545654253,0.5364745443666737,2.167628849689053,-0.45211248545654253,0.448433214896903,2.1841159043183365,-0.45211248545654253,0.3596455125964382,2.1969677135734584,-0.45211248545654253,0.27025921583337226,2.2061628868862484,-0.45211248545654253,0.18042309927720626,2.211686119798191,-0.45211248545654253,0.0902866862780985,2.213528219433188,-0.45211248545654253,0.0,2.2448878701031143,-0.43592422630126937,0.0,2.2430196729462764,-0.43592422630126937,-0.09156580208831042,2.2374181909055597,-0.43592422630126937,-0.18297920193559744,2.228092747095016,-0.43592422630126937,-0.2740880509593274,2.2150588627955465,-0.43592422630126937,-0.36474070747175674,2.198338231621265,-0.43592422630126937,-0.4547862890725555,2.1779586834126166,-0.43592422630126937,-0.5440749237776724,2.1539541379163527,-0.43592422630126937,-0.6324579994664616,2.126364548329464,-0.43592422630126937,-0.7197884112318914,2.095235834801025,-0.43592422630126937,-0.8059208062221433,2.060619808002636,-0.43592422630126937,-0.8907118255660907,2.0225740828946757,-0.43592422630126937,-0.9740203429799902,1.9811619828318867,-0.43592422630126937,-1.0557076996582548,1.9364524341678973,-0.43592422630126937,-1.1356379350573502,1.8885198515341106,-0.43592422630126937,-1.213678013188703,1.8374440139838943,-0.43592422630126937,-1.2896980440439738,1.7833099322082184,-0.43592422630126937,-1.3635714997841577,1.7262077070437514,-0.43592422630126937,-1.4351754253326843,1.6662323795089085,-0.43592422630126937,-1.5043906430220102,1.6034837726174564,-0.43592422630126937,-1.5711019509530837,1.5380663252329587,-0.43592422630126937,-1.6351983147375364,1.470088918240593,-0.43592422630126937,-1.6965730523034661,1.3996646933256651,-0.43592422630126937,-1.7551240114572155,1.3269108646604375,-0.43592422630126937,-1.8107537399056193,1.2519485238127086,-0.43592422630126937,-1.863369647455726,1.1749024382008486,-0.43592422630126937,-1.912884160122039,1.095900843430745,-0.43592422630126937,-1.9592148658847703,1.0150752298602914,-0.43592422630126937,-2.002284651856517,0.9325601237466624,-0.43592422630126937,-2.0420218326290507,0.8484928633406377,-0.43592422630126937,-2.078360269586604,0.7630133703006359,-0.43592422630126937,-2.1112394809870723,0.6762639168069211,-0.43592422630126937,-2.1406047426279002,0.588388888763603,-0.43592422630126937,-2.1664071789291204,0.4995345454825465,-0.43592422630126937,-2.18860384428193,0.4098487762491818,-0.43592422630126937,-2.2071577945274203,0.3194808541753847,-0.43592422630126937,-2.2220381484464804,0.22858118774911107,-0.43592422630126937,-2.233220139158543,0.13730107049431584,-0.43592422630126937,-2.2406851553436087,0.04579242915781088,-0.43592422630126937,-2.2444207722189535,-0.04579242915781061,-0.43592422630126937,-2.2444207722189535,-0.13730107049431556,-0.43592422630126937,-2.2406851553436087,-0.22858118774911035,-0.43592422630126937,-2.233220139158543,-0.31948085417538447,-0.43592422630126937,-2.2220381484464804,-0.4098487762491816,-0.43592422630126937,-2.2071577945274203,-0.4995345454825458,-0.43592422630126937,-2.18860384428193,-0.5883888887636027,-0.43592422630126937,-2.1664071789291204,-0.6762639168069203,-0.43592422630126937,-2.1406047426279002,-0.7630133703006357,-0.43592422630126937,-2.1112394809870723,-0.8484928633406374,-0.43592422630126937,-2.0783602695866046,-0.9325601237466618,-0.43592422630126937,-2.0420218326290507,-1.0150752298602916,-0.43592422630126937,-2.002284651856517,-1.095900843430745,-0.43592422630126937,-1.9592148658847703,-1.1749024382008493,-0.43592422630126937,-1.9128841601220385,-1.2519485238127082,-0.43592422630126937,-1.8633696474557264,-1.326910864660437,-0.43592422630126937,-1.8107537399056195,-1.399664693325665,-0.43592422630126937,-1.755124011457216,-1.4700889182405932,-0.43592422630126937,-1.6965730523034661,-1.538066325232959,-0.43592422630126937,-1.6351983147375364,-1.6034837726174564,-0.43592422630126937,-1.5711019509530837,-1.6662323795089085,-0.43592422630126937,-1.5043906430220102,-1.7262077070437507,-0.43592422630126937,-1.4351754253326852,-1.7833099322082184,-0.43592422630126937,-1.3635714997841575,-1.837444013983894,-0.43592422630126937,-1.2896980440439745,-1.888519851534111,-0.43592422630126937,-1.2136780131887028,-1.936452434167897,-0.43592422630126937,-1.1356379350573504,-1.9811619828318865,-0.43592422630126937,-1.055707699658255,-2.0225740828946757,-0.43592422630126937,-0.9740203429799906,-2.0606198080026354,-0.43592422630126937,-0.8907118255660909,-2.095235834801025,-0.43592422630126937,-0.8059208062221435,-2.126364548329464,-0.43592422630126937,-0.7197884112318914,-2.1539541379163523,-0.43592422630126937,-0.6324579994664625,-2.1779586834126166,-0.43592422630126937,-0.5440749237776722,-2.198338231621265,-0.43592422630126937,-0.4547862890725562,-2.2150588627955465,-0.43592422630126937,-0.3647407074717574,-2.228092747095016,-0.43592422630126937,-0.274088050959328,-2.2374181909055597,-0.43592422630126937,-0.1829792019355979,-2.2430196729462764,-0.43592422630126937,-0.09156580208831076,-2.2448878701031143,-0.43592422630126937,-2.749194744566498e-16,-2.2430196729462764,-0.43592422630126937,0.09156580208831022,-2.2374181909055597,-0.43592422630126937,0.18297920193559733,-2.228092747095016,-0.43592422630126937,0.2740880509593275,-2.2150588627955465,-0.43592422630126937,0.3647407074717559,-2.1983382316212654,-0.43592422630126937,0.4547862890725547,-2.1779586834126166,-0.43592422630126937,0.5440749237776726,-2.1539541379163527,-0.43592422630126937,0.632457999466462,-2.126364548329464,-0.43592422630126937,0.7197884112318909,-2.095235834801025,-0.43592422630126937,0.805920806222143,-2.060619808002636,-0.43592422630126937,0.8907118255660904,-2.0225740828946766,-0.43592422630126937,0.9740203429799892,-1.9811619828318867,-0.43592422630126937,1.0557076996582546,-1.9364524341678973,-0.43592422630126937,1.13563793505735,-1.8885198515341106,-0.43592422630126937,1.213678013188703,-1.8374440139838946,-0.43592422630126937,1.2896980440439731,-1.7833099322082189,-0.43592422630126937,1.363571499784157,-1.726207707043751,-0.43592422630126937,1.4351754253326845,-1.6662323795089082,-0.43592422630126937,1.5043906430220106,-1.6034837726174571,-0.43592422630126937,1.5711019509530835,-1.5380663252329592,-0.43592422630126937,1.6351983147375362,-1.4700889182405943,-0.43592422630126937,1.696573052303465,-1.3996646933256651,-0.43592422630126937,1.7551240114572155,-1.3269108646604366,-0.43592422630126937,1.8107537399056197,-1.2519485238127086,-0.43592422630126937,1.863369647455726,-1.1749024382008497,-0.43592422630126937,1.9128841601220383,-1.0959008434307451,-0.43592422630126937,1.9592148658847701,-1.0150752298602903,-0.43592422630126937,2.0022846518565176,-0.9325601237466622,-0.43592422630126937,2.0420218326290507,-0.8484928633406384,-0.43592422630126937,2.078360269586604,-0.7630133703006352,-0.43592422630126937,2.1112394809870723,-0.6762639168069213,-0.43592422630126937,2.1406047426279002,-0.5883888887636043,-0.43592422630126937,2.16640717892912,-0.49953454548254683,-0.43592422630126937,2.18860384428193,-0.40984877624918115,-0.43592422630126937,2.2071577945274203,-0.31948085417538447,-0.43592422630126937,2.2220381484464804,-0.22858118774911187,-0.43592422630126937,2.233220139158543,-0.1373010704943156,-0.43592422630126937,2.2406851553436087,-0.045792429157809664,-0.43592422630126937,2.2444207722189535,0.045792429157810836,-0.43592422630126937,2.2444207722189535,0.13730107049431478,-0.43592422630126937,2.2406851553436087,0.22858118774911104,-0.43592422630126937,2.233220139158543,0.31948085417538363,-0.43592422630126937,2.222038148446481,0.4098487762491803,-0.43592422630126937,2.2071577945274203,0.499534545482546,-0.43592422630126937,2.18860384428193,0.5883888887636035,-0.43592422630126937,2.1664071789291204,0.6762639168069207,-0.43592422630126937,2.1406047426279002,0.7630133703006345,-0.43592422630126937,2.1112394809870727,0.8484928633406359,-0.43592422630126937,2.078360269586605,0.9325601237466632,-0.43592422630126937,2.0420218326290502,1.0150752298602912,-0.43592422630126937,2.002284651856517,1.0959008434307447,-0.43592422630126937,1.9592148658847706,1.1749024382008475,-0.43592422630126937,1.9128841601220397,1.251948523812708,-0.43592422630126937,1.8633696474557264,1.3269108646604375,-0.43592422630126937,1.810753739905619,1.3996646933256647,-0.43592422630126937,1.755124011457216,1.4700889182405938,-0.43592422630126937,1.696573052303466,1.5380663252329585,-0.43592422630126937,1.6351983147375369,1.6034837726174558,-0.43592422630126937,1.5711019509530846,1.6662323795089082,-0.43592422630126937,1.5043906430220106,1.7262077070437518,-0.43592422630126937,1.4351754253326836,1.7833099322082182,-0.43592422630126937,1.3635714997841577,1.8374440139838937,-0.43592422630126937,1.2896980440439747,1.8885198515341097,-0.43592422630126937,1.2136780131887046,1.936452434167897,-0.43592422630126937,1.135637935057351,1.981161982831887,-0.43592422630126937,1.0557076996582544,2.0225740828946757,-0.43592422630126937,0.9740203429799908,2.060619808002635,-0.43592422630126937,0.8907118255660922,2.095235834801025,-0.43592422630126937,0.8059208062221438,2.1263645483294638,-0.43592422630126937,0.7197884112318926,2.1539541379163527,-0.43592422630126937,0.6324579994664619,2.177958683412616,-0.43592422630126937,0.5440749237776734,2.198338231621265,-0.43592422630126937,0.4547862890725555,2.2150588627955465,-0.43592422630126937,0.36474070747175763,2.228092747095016,-0.43592422630126937,0.27408805095932925,2.2374181909055597,-0.43592422630126937,0.18297920193559816,2.2430196729462764,-0.43592422630126937,0.09156580208831006,2.2448878701031143,-0.43592422630126937,0.0,2.2750275017224206,-0.4175642145782178,0.0,2.273134222344395,-0.4175642145782178,-0.09279515504647898,2.2674575353869977,-0.4175642145782178,-0.1854358617152595,2.258006889135441,-0.4175642145782178,-0.2777679286927255,2.2447980132577343,-0.4175642145782178,-0.3696376783655676,2.227852892624204,-0.4175642145782178,-0.46089220260200436,2.2071997307158435,-0.4175642145782178,-0.5513796172522769,2.1828729026824063,-0.4175642145782178,-0.6409493149448277,2.1549128981283605,-0.4175642145782178,-0.7294522157574058,2.1233662537219358,-0.4175642145782178,-0.8167410153458864,2.088285475739436,-0.4175642145782178,-0.9026704301178133,2.049728952673718,-0.4175642145782178,-0.9870974390426006,2.007760858052316,-0.4175642145782178,-1.0698815216959245,1.9624510436269296,-0.4175642145782178,-1.1508848921421004,1.9138749231120826,-0.4175642145782178,-1.2299727282651753,1.862113346666435,-0.4175642145782178,-1.3070133961670354,1.807252466325674,-0.4175642145782178,-1.3818786692590375,1.7493835926109518,-0.4175642145782178,-1.4544439416825106,1.6886030425515361,-0.4175642145782178,-1.5245884357029125,1.625011979374619,-0.4175642145782178,-1.5921954027324476,1.5587162441291094,-0.4175642145782178,-1.657152317646571,1.4898261795236525,-0.4175642145782178,-1.719351066070951,1.4184564462720817,-0.4175642145782178,-1.7786881243271782,1.3447258322519744,-0.4175642145782178,-1.8350647317377102,1.2687570547939537,-0.4175642145782178,-1.888387055003272,1.1906765564308037,-0.4175642145782178,-1.9385663443791246,1.1106142944463506,-0.4175642145782178,-1.9855190813902528,1.0287035245743907,-0.4175642145782178,-2.0291671178396284,0.9450805792076685,-0.4175642145782178,-2.06943780587817,0.8598846404860693,-0.4175642145782178,-2.1062641189199187,0.7732575086416793,-0.4175642145782178,-2.1395847632011735,0.6853433659862931,-0.4175642145782178,-2.1693442797979157,0.5962885369341878,-0.4175642145782178,-2.1954931369317108,0.5062412444595739,-0.4175642145782178,-2.2179878124104695,0.41535136339408296,-0.4175642145782178,-2.236790866066838,0.3237701709749027,-0.4175642145782178,-2.2518710020736625,0.2316500950587422,-0.4175642145782178,-2.2632031210328063,0.13914446042071116,-0.4175642145782178,-2.2707683617506182,0.046407233560360486,-0.4175642145782178,-2.274554132630532,-0.04640723356036021,-0.4175642145782178,-2.274554132630532,-0.13914446042071085,-0.4175642145782178,-2.2707683617506187,-0.23165009505874146,-0.4175642145782178,-2.2632031210328063,-0.3237701709749024,-0.4175642145782178,-2.2518710020736625,-0.4153513633940827,-0.4175642145782178,-2.236790866066838,-0.5062412444595731,-0.4175642145782178,-2.2179878124104695,-0.5962885369341875,-0.4175642145782178,-2.195493136931711,-0.6853433659862923,-0.4175642145782178,-2.1693442797979157,-0.773257508641679,-0.4175642145782178,-2.1395847632011735,-0.859884640486069,-0.4175642145782178,-2.106264118919919,-0.945080579207668,-0.4175642145782178,-2.0694378058781706,-1.0287035245743907,-0.4175642145782178,-2.0291671178396284,-1.1106142944463506,-0.4175642145782178,-1.9855190813902528,-1.1906765564308042,-0.4175642145782178,-1.938566344379124,-1.2687570547939533,-0.4175642145782178,-1.8883870550032724,-1.3447258322519737,-0.4175642145782178,-1.8350647317377105,-1.4184564462720815,-0.4175642145782178,-1.7786881243271786,-1.4898261795236527,-0.4175642145782178,-1.719351066070951,-1.5587162441291096,-0.4175642145782178,-1.657152317646571,-1.625011979374619,-0.4175642145782178,-1.5921954027324476,-1.6886030425515361,-0.4175642145782178,-1.5245884357029125,-1.749383592610951,-0.4175642145782178,-1.4544439416825112,-1.807252466325674,-0.4175642145782178,-1.3818786692590372,-1.8621133466664346,-0.4175642145782178,-1.307013396167036,-1.9138749231120828,-0.4175642145782178,-1.2299727282651751,-1.9624510436269291,-0.4175642145782178,-1.1508848921421007,-2.0077608580523156,-0.4175642145782178,-1.0698815216959248,-2.049728952673718,-0.4175642145782178,-0.987097439042601,-2.0882854757394353,-0.4175642145782178,-0.9026704301178134,-2.1233662537219358,-0.4175642145782178,-0.8167410153458865,-2.1549128981283605,-0.4175642145782178,-0.7294522157574058,-2.1828729026824063,-0.4175642145782178,-0.6409493149448285,-2.2071997307158435,-0.4175642145782178,-0.5513796172522768,-2.2278528926242034,-0.4175642145782178,-0.46089220260200503,-2.2447980132577343,-0.4175642145782178,-0.3696376783655682,-2.258006889135441,-0.4175642145782178,-0.27776792869272604,-2.2674575353869977,-0.4175642145782178,-0.18543586171525997,-2.273134222344395,-0.4175642145782178,-0.09279515504647934,-2.2750275017224206,-0.4175642145782178,-2.786105147956562e-16,-2.273134222344395,-0.4175642145782178,0.09279515504647878,-2.2674575353869977,-0.4175642145782178,0.18543586171525941,-2.258006889135441,-0.4175642145782178,0.2777679286927255,-2.2447980132577348,-0.4175642145782178,0.3696376783655667,-2.227852892624204,-0.4175642145782178,0.46089220260200353,-2.2071997307158435,-0.4175642145782178,0.5513796172522772,-2.1828729026824063,-0.4175642145782178,0.640949314944828,-2.1549128981283605,-0.4175642145782178,0.7294522157574053,-2.123366253721936,-0.4175642145782178,0.816741015345886,-2.088285475739436,-0.4175642145782178,0.9026704301178129,-2.0497289526737186,-0.4175642145782178,0.9870974390425996,-2.007760858052316,-0.4175642145782178,1.0698815216959243,-1.9624510436269296,-0.4175642145782178,1.1508848921421002,-1.9138749231120826,-0.4175642145782178,1.2299727282651753,-1.8621133466664355,-0.4175642145782178,1.307013396167035,-1.8072524663256744,-0.4175642145782178,1.3818786692590368,-1.7493835926109516,-0.4175642145782178,1.4544439416825108,-1.688603042551536,-0.4175642145782178,1.5245884357029127,-1.6250119793746194,-0.4175642145782178,1.5921954027324474,-1.5587162441291098,-0.4175642145782178,1.6571523176465708,-1.4898261795236538,-0.4175642145782178,1.71935106607095,-1.4184564462720817,-0.4175642145782178,1.7786881243271782,-1.3447258322519733,-0.4175642145782178,1.8350647317377107,-1.2687570547939537,-0.4175642145782178,1.888387055003272,-1.1906765564308046,-0.4175642145782178,1.9385663443791237,-1.110614294446351,-0.4175642145782178,1.9855190813902526,-1.0287035245743896,-0.4175642145782178,2.0291671178396293,-0.9450805792076684,-0.4175642145782178,2.0694378058781706,-0.85988464048607,-0.4175642145782178,2.1062641189199187,-0.7732575086416786,-0.4175642145782178,2.1395847632011735,-0.6853433659862933,-0.4175642145782178,2.1693442797979157,-0.596288536934189,-0.4175642145782178,2.1954931369317108,-0.5062412444595741,-0.4175642145782178,2.2179878124104695,-0.41535136339408224,-0.4175642145782178,2.236790866066838,-0.3237701709749024,-0.4175642145782178,2.2518710020736625,-0.231650095058743,-0.4175642145782178,2.263203121032806,-0.1391444604207109,-0.4175642145782178,2.2707683617506187,-0.04640723356035926,-0.4175642145782178,2.274554132630532,0.04640723356036044,-0.4175642145782178,2.274554132630532,0.13914446042071008,-0.4175642145782178,2.2707683617506187,0.23165009505874218,-0.4175642145782178,2.2632031210328063,0.32377017097490157,-0.4175642145782178,2.2518710020736625,0.4153513633940814,-0.4175642145782178,2.2367908660668383,0.5062412444595733,-0.4175642145782178,2.2179878124104695,0.5962885369341883,-0.4175642145782178,2.1954931369317108,0.6853433659862926,-0.4175642145782178,2.1693442797979157,0.7732575086416779,-0.4175642145782178,2.139584763201174,0.8598846404860674,-0.4175642145782178,2.1062641189199196,0.9450805792076694,-0.4175642145782178,2.06943780587817,1.0287035245743905,-0.4175642145782178,2.0291671178396284,1.1106142944463504,-0.4175642145782178,1.985519081390253,1.1906765564308024,-0.4175642145782178,1.9385663443791252,1.268757054793953,-0.4175642145782178,1.8883870550032724,1.3447258322519744,-0.4175642145782178,1.83506473173771,1.4184564462720812,-0.4175642145782178,1.7786881243271786,1.4898261795236531,-0.4175642145782178,1.7193510660709508,1.5587162441291091,-0.4175642145782178,1.6571523176465712,1.625011979374618,-0.4175642145782178,1.5921954027324488,1.688603042551536,-0.4175642145782178,1.5245884357029127,1.7493835926109522,-0.4175642145782178,1.45444394168251,1.8072524663256737,-0.4175642145782178,1.3818786692590375,1.8621133466664344,-0.4175642145782178,1.3070133961670365,1.9138749231120815,-0.4175642145782178,1.229972728265177,1.9624510436269291,-0.4175642145782178,1.1508848921421009,2.007760858052316,-0.4175642145782178,1.069881521695924,2.049728952673718,-0.4175642145782178,0.9870974390426013,2.088285475739435,-0.4175642145782178,0.9026704301178147,2.1233662537219358,-0.4175642145782178,0.8167410153458868,2.15491289812836,-0.4175642145782178,0.729452215757407,2.1828729026824063,-0.4175642145782178,0.6409493149448279,2.207199730715843,-0.4175642145782178,0.551379617252278,2.227852892624204,-0.4175642145782178,0.46089220260200436,2.2447980132577343,-0.4175642145782178,0.3696376783655685,2.258006889135441,-0.4175642145782178,0.2777679286927273,2.2674575353869977,-0.4175642145782178,0.18543586171526022,2.273134222344395,-0.4175642145782178,0.0927951550464786,2.2750275017224206,-0.4175642145782178,0.0,2.3037969601624493,-0.3971239189422557,0.0,2.301879738822254,-0.3971239189422557,-0.09396862057800529,2.2961312658273805,-0.3971239189422557,-0.18778083966074324,2.286561108943816,-0.3971239189422557,-0.2812805160678003,2.273185196753223,-0.3971239189422557,-0.37431202881520204,2.256025792141385,-0.3971239189422557,-0.4667205361311827,2.235111455243831,-0.3971239189422557,-0.5583522331750332,2.2104769959103083,-0.3971239189422557,-0.6490546080300801,2.182163415767224,-0.3971239189422557,-0.7386766955447187,2.1502178399744816,-0.3971239189422557,-0.82706932859901,2.1146934387903067,-0.3971239189422557,-0.9140853863786303,2.0756493390745967,-0.3971239189422557,-0.9995800392429475,2.0331505258780984,-0.3971239189422557,-1.083410989779665,1.9872677342812055,-0.3971239189422557,-1.1654387096448213,1.9380773316623965,-0.3971239189422557,-1.2455266717939473,1.8856611905922704,-0.3971239189422557,-1.3235415777178605,1.830106552564733,-0.3971239189422557,-1.3993535793048768,1.7715058827921406,-0.3971239189422557,-1.472836494960177,1.7099567163060785,-0.3971239189422557,-1.5438680196226215,1.6455614956199267,-0.3971239189422557,-1.6123299283294508,1.5784274002234067,-0.3971239189422557,-1.6781082729900714,1.5086661681928981,-0.3971239189422557,-1.7410935720414051,1.4363939102144383,-0.3971239189422557,-1.801180992669148,1.361730916328943,-0.3971239189422557,-1.8582705252916432,1.2848014557213063,-0.3971239189422557,-1.9122671500159578,1.205733569886605,-0.3971239189422557,-1.9630809947891212,1.1246588595176676,-0.3971239189422557,-2.0106274849812835,1.0417122654687083,-0.3971239189422557,-2.054827484151843,0.9570318441595903,-0.3971239189422557,-2.0956074257642423,0.8707585377945429,-0.3971239189422557,-2.132899435630206,0.7830359397777708,-0.3971239189422557,-2.1666414448796285,0.6940100557164016,-0.3971239189422557,-2.1967772932680862,0.6038290604085659,-0.3971239189422557,-2.223256822650017,0.5126430512210663,-0.3971239189422557,-2.2460359604620086,0.4206037982671244,-0.3971239189422557,-2.2650767930772258,0.3278644918000054,-0.3971239189422557,-2.2803476289089053,0.2345794872429578,-0.3971239189422557,-2.2918230511578708,0.1409040482798483,-0.3971239189422557,-2.299483960116289,0.04699408843407989,-0.3971239189422557,-2.3033176049572477,-0.046994088434079616,-0.3971239189422557,-2.3033176049572477,-0.14090404827984798,-0.3971239189422557,-2.2994839601162895,-0.23457948724295702,-0.3971239189422557,-2.2918230511578708,-0.3278644918000051,-0.3971239189422557,-2.2803476289089053,-0.4206037982671242,-0.3971239189422557,-2.2650767930772258,-0.5126430512210656,-0.3971239189422557,-2.2460359604620086,-0.6038290604085655,-0.3971239189422557,-2.2232568226500176,-0.6940100557164008,-0.3971239189422557,-2.1967772932680862,-0.7830359397777704,-0.3971239189422557,-2.166641444879629,-0.8707585377945427,-0.3971239189422557,-2.1328994356302062,-0.9570318441595896,-0.3971239189422557,-2.0956074257642427,-1.0417122654687085,-0.3971239189422557,-2.054827484151843,-1.1246588595176674,-0.3971239189422557,-2.0106274849812835,-1.2057335698866054,-0.3971239189422557,-1.9630809947891208,-1.2848014557213059,-0.3971239189422557,-1.9122671500159583,-1.3617309163289426,-0.3971239189422557,-1.8582705252916434,-1.436393910214438,-0.3971239189422557,-1.8011809926691487,-1.5086661681928983,-0.3971239189422557,-1.7410935720414051,-1.5784274002234069,-0.3971239189422557,-1.6781082729900714,-1.6455614956199267,-0.3971239189422557,-1.6123299283294508,-1.7099567163060785,-0.3971239189422557,-1.5438680196226215,-1.7715058827921402,-0.3971239189422557,-1.472836494960178,-1.830106552564733,-0.3971239189422557,-1.3993535793048766,-1.88566119059227,-0.3971239189422557,-1.3235415777178612,-1.9380773316623967,-0.3971239189422557,-1.245526671793947,-1.9872677342812053,-0.3971239189422557,-1.1654387096448215,-2.0331505258780984,-0.3971239189422557,-1.0834109897796653,-2.0756493390745963,-0.3971239189422557,-0.9995800392429478,-2.1146934387903062,-0.3971239189422557,-0.9140853863786305,-2.1502178399744816,-0.3971239189422557,-0.8270693285990101,-2.182163415767224,-0.3971239189422557,-0.7386766955447187,-2.210476995910308,-0.3971239189422557,-0.649054608030081,-2.235111455243831,-0.3971239189422557,-0.5583522331750331,-2.2560257921413847,-0.3971239189422557,-0.4667205361311834,-2.273185196753223,-0.3971239189422557,-0.37431202881520265,-2.286561108943816,-0.3971239189422557,-0.28128051606780086,-2.2961312658273805,-0.3971239189422557,-0.18778083966074374,-2.301879738822254,-0.3971239189422557,-0.09396862057800566,-2.3037969601624493,-0.3971239189422557,-2.821337573148346e-16,-2.301879738822254,-0.3971239189422557,0.09396862057800509,-2.2961312658273805,-0.3971239189422557,0.18778083966074316,-2.286561108943816,-0.3971239189422557,0.28128051606780036,-2.2731851967532233,-0.3971239189422557,0.3743120288152011,-2.256025792141385,-0.3971239189422557,0.46672053613118186,-2.235111455243831,-0.3971239189422557,0.5583522331750336,-2.2104769959103083,-0.3971239189422557,0.6490546080300805,-2.182163415767224,-0.3971239189422557,0.7386766955447183,-2.1502178399744816,-0.3971239189422557,0.8270693285990095,-2.1146934387903067,-0.3971239189422557,0.9140853863786299,-2.075649339074597,-0.3971239189422557,0.9995800392429465,-2.0331505258780984,-0.3971239189422557,1.0834109897796649,-1.9872677342812055,-0.3971239189422557,1.1654387096448209,-1.9380773316623965,-0.3971239189422557,1.2455266717939473,-1.8856611905922707,-0.3971239189422557,1.3235415777178599,-1.8301065525647335,-0.3971239189422557,1.3993535793048761,-1.7715058827921404,-0.3971239189422557,1.4728364949601775,-1.7099567163060783,-0.3971239189422557,1.5438680196226218,-1.6455614956199272,-0.3971239189422557,1.6123299283294505,-1.578427400223407,-0.3971239189422557,1.678108272990071,-1.5086661681928992,-0.3971239189422557,1.741093572041404,-1.4363939102144383,-0.3971239189422557,1.801180992669148,-1.3617309163289422,-0.3971239189422557,1.8582705252916436,-1.2848014557213063,-0.3971239189422557,1.9122671500159578,-1.205733569886606,-0.3971239189422557,1.9630809947891206,-1.1246588595176679,-0.3971239189422557,2.010627484981283,-1.0417122654687072,-0.3971239189422557,2.054827484151844,-0.9570318441595902,-0.3971239189422557,2.0956074257642427,-0.8707585377945437,-0.3971239189422557,2.132899435630206,-0.7830359397777701,-0.3971239189422557,2.166641444879629,-0.6940100557164018,-0.3971239189422557,2.1967772932680862,-0.6038290604085671,-0.3971239189422557,2.223256822650017,-0.5126430512210667,-0.3971239189422557,2.2460359604620086,-0.42060379826712374,-0.3971239189422557,2.2650767930772258,-0.3278644918000051,-0.3971239189422557,2.2803476289089053,-0.2345794872429586,-0.3971239189422557,2.2918230511578708,-0.14090404827984804,-0.3971239189422557,2.2994839601162895,-0.04699408843407865,-0.3971239189422557,2.3033176049572477,0.046994088434079845,-0.3971239189422557,2.3033176049572477,0.1409040482798472,-0.3971239189422557,2.2994839601162895,0.23457948724295777,-0.3971239189422557,2.2918230511578708,0.32786449180000427,-0.3971239189422557,2.2803476289089053,0.4206037982671229,-0.3971239189422557,2.265076793077226,0.5126430512210659,-0.3971239189422557,2.2460359604620086,0.6038290604085663,-0.3971239189422557,2.223256822650017,0.6940100557164011,-0.3971239189422557,2.1967772932680862,0.7830359397777693,-0.3971239189422557,2.1666414448796294,0.870758537794541,-0.3971239189422557,2.1328994356302067,0.9570318441595912,-0.3971239189422557,2.0956074257642423,1.0417122654687083,-0.3971239189422557,2.054827484151843,1.1246588595176672,-0.3971239189422557,2.0106274849812835,1.2057335698866036,-0.3971239189422557,1.9630809947891221,1.2848014557213054,-0.3971239189422557,1.9122671500159583,1.361730916328943,-0.3971239189422557,1.858270525291643,1.4363939102144379,-0.3971239189422557,1.8011809926691487,1.5086661681928988,-0.3971239189422557,1.741093572041405,1.5784274002234064,-0.3971239189422557,1.6781082729900716,1.6455614956199258,-0.3971239189422557,1.6123299283294517,1.7099567163060783,-0.3971239189422557,1.5438680196226218,1.7715058827921413,-0.3971239189422557,1.4728364949601764,1.8301065525647329,-0.3971239189422557,1.3993535793048768,1.8856611905922698,-0.3971239189422557,1.3235415777178614,1.9380773316623954,-0.3971239189422557,1.2455266717939488,1.9872677342812053,-0.3971239189422557,1.1654387096448218,2.033150525878099,-0.3971239189422557,1.0834109897796647,2.0756493390745963,-0.3971239189422557,0.9995800392429481,2.114693438790306,-0.3971239189422557,0.9140853863786317,2.1502178399744816,-0.3971239189422557,0.8270693285990105,2.1821634157672234,-0.3971239189422557,0.73867669554472,2.2104769959103083,-0.3971239189422557,0.6490546080300804,2.2351114552438305,-0.3971239189422557,0.5583522331750344,2.256025792141385,-0.3971239189422557,0.4667205361311827,2.273185196753223,-0.3971239189422557,0.3743120288152029,2.286561108943816,-0.3971239189422557,0.2812805160678022,2.2961312658273805,-0.3971239189422557,0.187780839660744,2.301879738822254,-0.3971239189422557,0.09396862057800492,2.3037969601624493,-0.3971239189422557,0.0,2.3310529174284005,-0.3747051719180625,0.0,2.3291130136627047,-0.3747051719180625,-0.09508035253663844,2.323296531143987,-0.3747051719180625,-0.1900024532098803,2.3136131508333775,-0.3747051719180625,-0.2846083135509379,2.300078989761757,-0.3747051719180625,-0.378740471441847,2.2827165742045548,-0.3747051719180625,-0.4722422531956224,2.2615548021889835,-0.3747051719180625,-0.5649580343241476,2.2366288953961253,-0.3747051719180625,-0.6567334985597773,2.20798034053792,-0.3747051719180625,-0.7474158946995354,2.1756568203066275,-0.3747051719180625,-0.8368542908444172,2.139712134011691,-0.3747051719180625,-0.9248998256106404,2.1002061080360974,-0.3747051719180625,-1.0114059558947268,2.0572044962612663,-0.3747051719180625,-1.0962287007800364,2.0107788706262038,-0.3747051719180625,-1.1792268811787938,1.9610065020030736,-0.3747051719180625,-1.2602623548107459,1.907970231587455,-0.3747051719180625,-1.339200246127356,1.8517583330173493,-0.3747051719180625,-1.4159091707988427,1.792464365450421,-0.3747051719180625,-1.490261454390429,1.7301870178440137,-0.3747051719180625,-1.5621333448638421,1.6650299446971182,-0.3747051719180625,-1.6314052185503662,1.5971015935276907,-0.3747051719180625,-1.6979617792526334,1.5265150243724601,-0.3747051719180625,-1.7616922501437655,1.4533877216096562,-0.3747051719180625,-1.822490558144472,1.3778413984178548,-0.3747051719180625,-1.88025551047122,1.3000017941964046,-0.3747051719180625,-1.9348909630616362,1.219998465284607,-0.3747051719180625,-1.9863059805968117,1.1379645693279739,-0.3747051719180625,-2.0344149878541637,1.054036643650469,-0.3747051719180625,-2.07913791213895,0.9683543780016043,-0.3747051719180625,-2.120400316557367,0.8810603820566417,-0.3747051719180625,-2.158133523909413,0.7922999480568605,-0.3747051719180625,-2.1922747309953086,0.7022208089849591,-0.3747051719180625,-2.222767113145227,0.6109728926780879,-0.3747051719180625,-2.2495599187983473,0.5187080722877592,-0.3747051719180625,-2.2726085539738192,0.42557991350197444,-0.3747051719180625,-2.2918746564930443,0.3317434189502928,-0.3747051719180625,-2.307326159829734,0.23735477021724904,-0.3747051719180625,-2.3189373464814813,0.14257106789352303,-0.3747051719180625,-2.3266888907740024,0.04755007009750795,-0.3747051719180625,-2.3305678910268157,-0.04755007009750767,-0.3747051719180625,-2.3305678910268157,-0.14257106789352275,-0.3747051719180625,-2.3266888907740024,-0.23735477021724827,-0.3747051719180625,-2.3189373464814813,-0.3317434189502925,-0.3747051719180625,-2.307326159829734,-0.42557991350197416,-0.3747051719180625,-2.2918746564930443,-0.5187080722877584,-0.3747051719180625,-2.2726085539738192,-0.6109728926780876,-0.3747051719180625,-2.2495599187983473,-0.7022208089849583,-0.3747051719180625,-2.2227671131452276,-0.7922999480568602,-0.3747051719180625,-2.192274730995309,-0.8810603820566415,-0.3747051719180625,-2.1581335239094135,-0.9683543780016036,-0.3747051719180625,-2.1204003165573675,-1.0540366436504691,-0.3747051719180625,-2.07913791213895,-1.1379645693279736,-0.3747051719180625,-2.0344149878541637,-1.2199984652846074,-0.3747051719180625,-1.9863059805968113,-1.3000017941964042,-0.3747051719180625,-1.9348909630616367,-1.3778413984178544,-0.3747051719180625,-1.8802555104712202,-1.453387721609656,-0.3747051719180625,-1.8224905581444726,-1.5265150243724603,-0.3747051719180625,-1.7616922501437655,-1.5971015935276909,-0.3747051719180625,-1.6979617792526334,-1.6650299446971182,-0.3747051719180625,-1.6314052185503662,-1.7301870178440137,-0.3747051719180625,-1.5621333448638421,-1.7924643654504206,-0.3747051719180625,-1.4902614543904298,-1.8517583330173493,-0.3747051719180625,-1.4159091707988423,-1.9079702315874545,-0.3747051719180625,-1.3392002461273569,-1.9610065020030738,-0.3747051719180625,-1.2602623548107457,-2.0107788706262038,-0.3747051719180625,-1.179226881178794,-2.057204496261266,-0.3747051719180625,-1.0962287007800369,-2.100206108036097,-0.3747051719180625,-1.011405955894727,-2.139712134011691,-0.3747051719180625,-0.9248998256106405,-2.1756568203066275,-0.3747051719180625,-0.8368542908444173,-2.20798034053792,-0.3747051719180625,-0.7474158946995354,-2.2366288953961253,-0.3747051719180625,-0.6567334985597783,-2.2615548021889835,-0.3747051719180625,-0.5649580343241474,-2.2827165742045548,-0.3747051719180625,-0.47224225319562313,-2.300078989761757,-0.3747051719180625,-0.3787404714418477,-2.3136131508333775,-0.3747051719180625,-0.28460831355093846,-2.323296531143987,-0.3747051719180625,-0.1900024532098808,-2.3291130136627047,-0.3747051719180625,-0.09508035253663881,-2.3310529174284005,-0.3747051719180625,-2.85471649397179e-16,-2.3291130136627047,-0.3747051719180625,0.09508035253663824,-2.323296531143987,-0.3747051719180625,0.1900024532098802,-2.3136131508333775,-0.3747051719180625,0.28460831355093796,-2.300078989761757,-0.3747051719180625,0.37874047144184614,-2.282716574204555,-0.3747051719180625,0.4722422531956216,-2.2615548021889835,-0.3747051719180625,0.5649580343241478,-2.2366288953961253,-0.3747051719180625,0.6567334985597777,-2.20798034053792,-0.3747051719180625,0.747415894699535,-2.1756568203066275,-0.3747051719180625,0.8368542908444168,-2.139712134011691,-0.3747051719180625,0.92489982561064,-2.100206108036098,-0.3747051719180625,1.0114059558947257,-2.0572044962612663,-0.3747051719180625,1.0962287007800362,-2.0107788706262038,-0.3747051719180625,1.1792268811787936,-1.9610065020030736,-0.3747051719180625,1.2602623548107459,-1.9079702315874552,-0.3747051719180625,1.3392002461273556,-1.8517583330173497,-0.3747051719180625,1.4159091707988418,-1.7924643654504209,-0.3747051719180625,1.4902614543904291,-1.7301870178440135,-0.3747051719180625,1.5621333448638426,-1.6650299446971188,-0.3747051719180625,1.631405218550366,-1.5971015935276913,-0.3747051719180625,1.6979617792526331,-1.5265150243724614,-0.3747051719180625,1.7616922501437646,-1.4533877216096562,-0.3747051719180625,1.822490558144472,-1.3778413984178537,-0.3747051719180625,1.8802555104712206,-1.3000017941964046,-0.3747051719180625,1.9348909630616362,-1.2199984652846079,-0.3747051719180625,1.9863059805968108,-1.137964569327974,-0.3747051719180625,2.0344149878541633,-1.0540366436504678,-0.3747051719180625,2.0791379121389504,-0.9683543780016042,-0.3747051719180625,2.1204003165573675,-0.8810603820566425,-0.3747051719180625,2.158133523909413,-0.7922999480568599,-0.3747051719180625,2.192274730995309,-0.7022208089849593,-0.3747051719180625,2.222767113145227,-0.6109728926780892,-0.3747051719180625,2.249559918798347,-0.5187080722877595,-0.3747051719180625,2.2726085539738192,-0.4255799135019737,-0.3747051719180625,2.2918746564930443,-0.3317434189502925,-0.3747051719180625,2.307326159829734,-0.23735477021724988,-0.3747051719180625,2.3189373464814813,-0.14257106789352278,-0.3747051719180625,2.3266888907740024,-0.04755007009750669,-0.3747051719180625,2.3305678910268157,0.047550070097507904,-0.3747051719180625,2.3305678910268157,0.14257106789352192,-0.3747051719180625,2.3266888907740024,0.23735477021724902,-0.3747051719180625,2.3189373464814813,0.3317434189502917,-0.3747051719180625,2.3073261598297345,0.4255799135019729,-0.3747051719180625,2.2918746564930443,0.5187080722877587,-0.3747051719180625,2.2726085539738192,0.6109728926780884,-0.3747051719180625,2.2495599187983473,0.7022208089849585,-0.3747051719180625,2.2227671131452276,0.7922999480568591,-0.3747051719180625,2.192274730995309,0.8810603820566398,-0.3747051719180625,2.158133523909414,0.9683543780016052,-0.3747051719180625,2.120400316557367,1.054036643650469,-0.3747051719180625,2.07913791213895,1.1379645693279734,-0.3747051719180625,2.0344149878541637,1.2199984652846056,-0.3747051719180625,1.9863059805968124,1.300001794196404,-0.3747051719180625,1.9348909630616367,1.3778413984178548,-0.3747051719180625,1.8802555104712197,1.4533877216096558,-0.3747051719180625,1.8224905581444726,1.526515024372461,-0.3747051719180625,1.7616922501437653,1.5971015935276904,-0.3747051719180625,1.6979617792526336,1.6650299446971175,-0.3747051719180625,1.6314052185503674,1.7301870178440135,-0.3747051719180625,1.5621333448638426,1.7924643654504215,-0.3747051719180625,1.4902614543904282,1.851758333017349,-0.3747051719180625,1.4159091707988427,1.9079702315874543,-0.3747051719180625,1.339200246127357,1.9610065020030727,-0.3747051719180625,1.2602623548107474,2.0107788706262038,-0.3747051719180625,1.1792268811787945,2.057204496261267,-0.3747051719180625,1.0962287007800362,2.100206108036097,-0.3747051719180625,1.0114059558947275,2.13971213401169,-0.3747051719180625,0.9248998256106419,2.1756568203066275,-0.3747051719180625,0.8368542908444178,2.2079803405379197,-0.3747051719180625,0.7474158946995367,2.2366288953961253,-0.3747051719180625,0.6567334985597776,2.2615548021889835,-0.3747051719180625,0.5649580343241487,2.2827165742045548,-0.3747051719180625,0.4722422531956224,2.300078989761757,-0.3747051719180625,0.37874047144184797,2.3136131508333775,-0.3747051719180625,0.2846083135509398,2.323296531143987,-0.3747051719180625,0.19000245320988104,2.3291130136627047,-0.3747051719180625,0.09508035253663806,2.3310529174284005,-0.3747051719180625,0.0,2.35665958571219,-0.35041966257561663,0.0,2.354698372060365,-0.35041966257561663,-0.09612481232968226,2.348817995351464,-0.35041966257561663,-0.19208963439571927,2.3390282428921885,-0.35041966257561663,-0.2877347422224704,2.325345408759365,-0.35041966257561663,-0.3829009439670939,2.3077922666800603,-0.35041966257561663,-0.4774298448786589,2.28639803212696,-0.35041966257561663,-0.5711641109305764,2.2611983136920983,-0.35041966257561663,-0.6639477306875596,2.232235053819872,-0.35041966257561663,-0.7556262749712611,2.1995564589979772,-0.35041966257561663,-0.8460471538923995,2.1632169195224726,-0.35041966257561663,-0.9350598708215719,2.123276918970496,-0.35041966257561663,-1.0225162728760402,2.0798029335313206,-0.35041966257561663,-1.1082707975055845,2.0328673213632986,-0.35041966257561663,-1.1921807147670014,1.9825482021608476,-0.35041966257561663,-1.2741063648840083,1.928929327131928,-0.35041966257561663,-1.35391139069716,1.8720999396024234,-0.35041966257561663,-1.4314629646168824,1.8121546264794317,-0.35041966257561663,-1.5066320097018853,1.7491931608206934,-0.35041966257561663,-1.5792934144949957,1.6833203357721827,-0.35041966257561663,-1.6493262412588288,1.6146457901502589,-0.35041966257561663,-1.7166139272647174,1.5432838259586759,-0.35041966257561663,-1.7810444787998703,1.4693532181441784,-0.35041966257561663,-1.8425106575698542,1.3929770169073232,-0.35041966257561663,-1.9009101591861532,1.3142823428975652,-0.35041966257561663,-1.9561457834417244,1.2334001756334818,-0.35041966257561663,-2.0081255960911526,1.1504651355002908,-0.35041966257561663,-2.056763081866127,1.065615259687505,-0.35041966257561663,-2.1019772884715673,0.9789917724396496,-0.35041966257561663,-2.143692961322732,0.8907388500024499,-0.35041966257561663,-2.181840668799045,0.8010033806556954,-0.35041966257561663,-2.216356917806177,0.7099347202321946,-0.35041966257561663,-2.2471842594540363,0.6176844435297324,-0.35041966257561663,-2.2742713846747744,0.5244060920297776,-0.35041966257561663,-2.2975732096216666,0.43025491834283885,-0.35041966257561663,-2.317050950706727,0.33538762780581793,-0.35041966257561663,-2.332672189152161,0.23996211766143888,-0.35041966257561663,-2.3444109249482246,0.1441372142538736,-0.35041966257561663,-2.352247620127669,0.04807240867796415,-0.35041966257561663,-2.356169231284767,-0.048072408677963856,-0.35041966257561663,-2.356169231284767,-0.1441372142538733,-0.35041966257561663,-2.3522476201276694,-0.2399621176614381,-0.35041966257561663,-2.3444109249482246,-0.33538762780581766,-0.35041966257561663,-2.332672189152161,-0.4302549183428386,-0.35041966257561663,-2.317050950706727,-0.5244060920297768,-0.35041966257561663,-2.2975732096216666,-0.6176844435297322,-0.35041966257561663,-2.2742713846747744,-0.7099347202321938,-0.35041966257561663,-2.2471842594540368,-0.8010033806556952,-0.35041966257561663,-2.2163569178061775,-0.8907388500024496,-0.35041966257561663,-2.1818406687990453,-0.978991772439649,-0.35041966257561663,-2.1436929613227322,-1.0656152596875053,-0.35041966257561663,-2.1019772884715673,-1.1504651355002908,-0.35041966257561663,-2.056763081866127,-1.2334001756334823,-0.35041966257561663,-2.008125596091152,-1.3142823428975645,-0.35041966257561663,-1.9561457834417249,-1.3929770169073226,-0.35041966257561663,-1.9009101591861535,-1.4693532181441782,-0.35041966257561663,-1.8425106575698547,-1.5432838259586763,-0.35041966257561663,-1.7810444787998703,-1.614645790150259,-0.35041966257561663,-1.7166139272647174,-1.6833203357721827,-0.35041966257561663,-1.6493262412588288,-1.7491931608206934,-0.35041966257561663,-1.5792934144949957,-1.8121546264794313,-0.35041966257561663,-1.5066320097018862,-1.8720999396024234,-0.35041966257561663,-1.4314629646168822,-1.9289293271319277,-0.35041966257561663,-1.3539113906971607,-1.9825482021608478,-0.35041966257561663,-1.274106364884008,-2.032867321363298,-0.35041966257561663,-1.1921807147670016,-2.07980293353132,-0.35041966257561663,-1.1082707975055848,-2.1232769189704954,-0.35041966257561663,-1.0225162728760406,-2.1632169195224726,-0.35041966257561663,-0.935059870821572,-2.1995564589979772,-0.35041966257561663,-0.8460471538923996,-2.232235053819872,-0.35041966257561663,-0.7556262749712611,-2.2611983136920983,-0.35041966257561663,-0.6639477306875605,-2.28639803212696,-0.35041966257561663,-0.5711641109305763,-2.30779226668006,-0.35041966257561663,-0.47742984487865964,-2.325345408759365,-0.35041966257561663,-0.38290094396709456,-2.3390282428921885,-0.35041966257561663,-0.287734742222471,-2.348817995351464,-0.35041966257561663,-0.19208963439571977,-2.354698372060365,-0.35041966257561663,-0.09612481232968263,-2.35665958571219,-0.35041966257561663,-2.8860756183223606e-16,-2.354698372060365,-0.35041966257561663,0.09612481232968206,-2.348817995351464,-0.35041966257561663,0.1920896343957192,-2.3390282428921885,-0.35041966257561663,0.2877347422224704,-2.3253454087593655,-0.35041966257561663,0.382900943967093,-2.3077922666800603,-0.35041966257561663,0.4774298448786581,-2.28639803212696,-0.35041966257561663,0.5711641109305767,-2.2611983136920983,-0.35041966257561663,0.6639477306875601,-2.232235053819872,-0.35041966257561663,0.7556262749712606,-2.1995564589979777,-0.35041966257561663,0.846047153892399,-2.1632169195224726,-0.35041966257561663,0.9350598708215716,-2.1232769189704963,-0.35041966257561663,1.0225162728760393,-2.0798029335313206,-0.35041966257561663,1.1082707975055843,-2.0328673213632986,-0.35041966257561663,1.1921807147670012,-1.9825482021608476,-0.35041966257561663,1.2741063648840083,-1.9289293271319286,-0.35041966257561663,1.3539113906971594,-1.872099939602424,-0.35041966257561663,1.4314629646168815,-1.8121546264794315,-0.35041966257561663,1.5066320097018855,-1.7491931608206932,-0.35041966257561663,1.579293414494996,-1.6833203357721833,-0.35041966257561663,1.6493262412588285,-1.6146457901502593,-0.35041966257561663,1.7166139272647172,-1.5432838259586772,-0.35041966257561663,1.7810444787998692,-1.4693532181441784,-0.35041966257561663,1.8425106575698542,-1.3929770169073221,-0.35041966257561663,1.9009101591861537,-1.3142823428975652,-0.35041966257561663,1.9561457834417244,-1.2334001756334827,-0.35041966257561663,2.008125596091152,-1.1504651355002913,-0.35041966257561663,2.0567630818661264,-1.065615259687504,-0.35041966257561663,2.1019772884715677,-0.9789917724396495,-0.35041966257561663,2.1436929613227322,-0.8907388500024507,-0.35041966257561663,2.181840668799045,-0.8010033806556948,-0.35041966257561663,2.2163569178061775,-0.7099347202321948,-0.35041966257561663,2.2471842594540363,-0.6176844435297337,-0.35041966257561663,2.274271384674774,-0.524406092029778,-0.35041966257561663,2.2975732096216666,-0.43025491834283813,-0.35041966257561663,2.317050950706727,-0.33538762780581766,-0.35041966257561663,2.332672189152161,-0.23996211766143968,-0.35041966257561663,2.344410924948224,-0.14413721425387335,-0.35041966257561663,2.3522476201276694,-0.04807240867796287,-0.35041966257561663,2.356169231284767,0.0480724086779641,-0.35041966257561663,2.356169231284767,0.1441372142538725,-0.35041966257561663,2.3522476201276694,0.23996211766143885,-0.35041966257561663,2.3444109249482246,0.3353876278058168,-0.35041966257561663,2.3326721891521616,0.4302549183428373,-0.35041966257561663,2.3170509507067276,0.5244060920297771,-0.35041966257561663,2.2975732096216666,0.617684443529733,-0.35041966257561663,2.2742713846747744,0.7099347202321941,-0.35041966257561663,2.2471842594540368,0.801003380655694,-0.35041966257561663,2.2163569178061775,0.8907388500024479,-0.35041966257561663,2.1818406687990457,0.9789917724396506,-0.35041966257561663,2.1436929613227313,1.065615259687505,-0.35041966257561663,2.1019772884715673,1.1504651355002906,-0.35041966257561663,2.056763081866127,1.2334001756334805,-0.35041966257561663,2.0081255960911535,1.3142823428975643,-0.35041966257561663,1.9561457834417249,1.3929770169073232,-0.35041966257561663,1.9009101591861528,1.469353218144178,-0.35041966257561663,1.8425106575698547,1.5432838259586767,-0.35041966257561663,1.7810444787998698,1.6146457901502587,-0.35041966257561663,1.7166139272647176,1.683320335772182,-0.35041966257561663,1.6493262412588299,1.7491931608206932,-0.35041966257561663,1.579293414494996,1.8121546264794322,-0.35041966257561663,1.5066320097018844,1.8720999396024232,-0.35041966257561663,1.4314629646168824,1.9289293271319274,-0.35041966257561663,1.353911390697161,1.9825482021608467,-0.35041966257561663,1.2741063648840099,2.032867321363298,-0.35041966257561663,1.1921807147670018,2.0798029335313206,-0.35041966257561663,1.1082707975055843,2.1232769189704954,-0.35041966257561663,1.0225162728760409,2.1632169195224717,-0.35041966257561663,0.9350598708215734,2.1995564589979772,-0.35041966257561663,0.8460471538924,2.2322350538198714,-0.35041966257561663,0.7556262749712624,2.2611983136920983,-0.35041966257561663,0.6639477306875599,2.28639803212696,-0.35041966257561663,0.5711641109305775,2.3077922666800603,-0.35041966257561663,0.4774298448786589,2.325345408759365,-0.35041966257561663,0.38290094396709484,2.3390282428921885,-0.35041966257561663,0.2877347422224723,2.348817995351464,-0.35041966257561663,0.19208963439572005,2.354698372060365,-0.35041966257561663,0.09612481232968188,2.35665958571219,-0.35041966257561663,0.0,2.3804893938804836,-0.3243883801008631,0.0,2.3785083490466827,-0.3243883801008631,-0.09709679651098578,2.372568511798898,-0.3243883801008631,-0.19403198498658086,2.3626797684100316,-0.3243883801008631,-0.2906442263720205,2.348858577717542,-0.3243883801008631,-0.3867727191261002,2.331127943729335,-0.3243883801008631,-0.48225746685947146,2.3095173773358626,-0.3243883801008631,-0.5769395446328421,2.284062847192158,-0.3243883801008631,-0.6706613634718538,2.2548067198515587,-0.3243883801008631,-0.7632669326583771,2.2217976892507605,-0.3243883801008631,-0.8546021193616673,2.185090695663565,-0.3243883801008631,-0.9445149051772503,2.1447468342582154,-0.3243883801008631,-1.0328556391465538,2.1008332534105185,-0.3243883801008631,-1.119477286836159,2.053423042942001,-0.3243883801008631,-1.2042356750621055,2.002595112469114,-0.3243883801008631,-1.2869897318519246,1.948434060065963,-0.3243883801008631,-1.3676017212450193,1.8910300314591642,-0.3243883801008631,-1.445937472540575,1.8304785699891775,-0.3243883801008631,-1.5218666036114494,1.766880457587847,-0.3243883801008631,-1.595262737912358,1.7003415470368197,-0.3243883801008631,-1.6660037148211606,1.6309725857860384,-0.3243883801008631,-1.73397179296316,1.5588890316255402,-0.3243883801008631,-1.7990538461800019,1.4842108605173596,-0.3243883801008631,-1.861141551817,1.4070623669073794,-0.3243883801008631,-1.9201315710155062,1.3275719568494926,-0.3243883801008631,-1.9759257207102399,1.2458719342863986,-0.3243883801008631,-2.0284311370453127,1.162098280842747,-0.3243883801008631,-2.07756042993695,1.076390429497143,-0.3243883801008631,-2.1232318285256624,0.9888910325097139,-0.3243883801008631,-2.1653693172757724,0.8997457239915034,-0.3243883801008631,-2.203902762495768,0.8091028775108645,-0.3243883801008631,-2.2387680290689143,0.7171133591402963,-0.3243883801008631,-2.2699070871998246,0.6239302763547582,-0.3243883801008631,-2.2972681089993277,0.5297087231993861,-0.3243883801008631,-2.3208055547468747,0.4346055221507606,-0.3243883801008631,-2.3404802486869096,0.33877896310137207,-0.3243883801008631,-2.356259444233048,0.242388539901714,-0.3243883801008631,-2.3681168784715396,0.14559468489851235,-0.3243883801008631,-2.376032815873294,0.048558501910915104,-0.3243883801008631,-2.379994081141724,-0.04855850191091481,-0.3243883801008631,-2.379994081141724,-0.14559468489851207,-0.3243883801008631,-2.376032815873294,-0.24238853990171322,-0.3243883801008631,-2.3681168784715396,-0.3387789631013718,-0.3243883801008631,-2.356259444233048,-0.4346055221507603,-0.3243883801008631,-2.3404802486869096,-0.5297087231993853,-0.3243883801008631,-2.3208055547468747,-0.623930276354758,-0.3243883801008631,-2.297268108999328,-0.7171133591402955,-0.3243883801008631,-2.269907087199825,-0.8091028775108643,-0.3243883801008631,-2.2387680290689147,-0.8997457239915032,-0.3243883801008631,-2.203902762495768,-0.9888910325097132,-0.3243883801008631,-2.1653693172757724,-1.0763904294971431,-0.3243883801008631,-2.1232318285256624,-1.1620982808427467,-0.3243883801008631,-2.07756042993695,-1.2458719342863993,-0.3243883801008631,-2.0284311370453123,-1.3275719568494921,-0.3243883801008631,-1.9759257207102403,-1.4070623669073787,-0.3243883801008631,-1.9201315710155065,-1.4842108605173594,-0.3243883801008631,-1.8611415518170005,-1.5588890316255404,-0.3243883801008631,-1.7990538461800019,-1.6309725857860387,-0.3243883801008631,-1.73397179296316,-1.7003415470368197,-0.3243883801008631,-1.6660037148211606,-1.766880457587847,-0.3243883801008631,-1.595262737912358,-1.8304785699891768,-0.3243883801008631,-1.52186660361145,-1.8910300314591642,-0.3243883801008631,-1.4459374725405747,-1.9484340600659626,-0.3243883801008631,-1.36760172124502,-2.0025951124691144,-0.3243883801008631,-1.2869897318519243,-2.053423042942001,-0.3243883801008631,-1.2042356750621057,-2.1008332534105185,-0.3243883801008631,-1.1194772868361595,-2.144746834258215,-0.3243883801008631,-1.032855639146554,-2.1850906956635647,-0.3243883801008631,-0.9445149051772505,-2.2217976892507605,-0.3243883801008631,-0.8546021193616674,-2.2548067198515587,-0.3243883801008631,-0.7632669326583771,-2.2840628471921574,-0.3243883801008631,-0.6706613634718548,-2.3095173773358626,-0.3243883801008631,-0.5769395446328419,-2.3311279437293346,-0.3243883801008631,-0.4822574668594722,-2.348858577717542,-0.3243883801008631,-0.38677271912610084,-2.3626797684100316,-0.3243883801008631,-0.2906442263720211,-2.372568511798898,-0.3243883801008631,-0.19403198498658136,-2.3785083490466827,-0.3243883801008631,-0.09709679651098616,-2.3804893938804836,-0.3243883801008631,-2.915258716619957e-16,-2.3785083490466827,-0.3243883801008631,0.09709679651098559,-2.372568511798898,-0.3243883801008631,0.19403198498658075,-2.3626797684100316,-0.3243883801008631,0.29064422637202053,-2.348858577717542,-0.3243883801008631,0.38677271912609923,-2.3311279437293355,-0.3243883801008631,0.4822574668594706,-2.3095173773358626,-0.3243883801008631,0.5769395446328424,-2.284062847192158,-0.3243883801008631,0.6706613634718542,-2.2548067198515587,-0.3243883801008631,0.7632669326583766,-2.2217976892507605,-0.3243883801008631,0.8546021193616669,-2.185090695663565,-0.3243883801008631,0.9445149051772499,-2.144746834258216,-0.3243883801008631,1.0328556391465527,-2.1008332534105185,-0.3243883801008631,1.1194772868361589,-2.053423042942001,-0.3243883801008631,1.204235675062105,-2.002595112469114,-0.3243883801008631,1.2869897318519246,-1.9484340600659633,-0.3243883801008631,1.3676017212450187,-1.8910300314591646,-0.3243883801008631,1.4459374725405743,-1.8304785699891772,-0.3243883801008631,1.5218666036114497,-1.7668804575878467,-0.3243883801008631,1.5952627379123585,-1.7003415470368202,-0.3243883801008631,1.6660037148211604,-1.6309725857860389,-0.3243883801008631,1.7339717929631597,-1.5588890316255415,-0.3243883801008631,1.7990538461800007,-1.4842108605173596,-0.3243883801008631,1.861141551817,-1.4070623669073783,-0.3243883801008631,1.920131571015507,-1.3275719568494926,-0.3243883801008631,1.9759257207102399,-1.2458719342863998,-0.3243883801008631,2.028431137045312,-1.1620982808427471,-0.3243883801008631,2.0775604299369497,-1.0763904294971418,-0.3243883801008631,2.1232318285256633,-0.9888910325097138,-0.3243883801008631,2.1653693172757724,-0.8997457239915042,-0.3243883801008631,2.2039027624957677,-0.8091028775108638,-0.3243883801008631,2.2387680290689147,-0.7171133591402966,-0.3243883801008631,2.2699070871998246,-0.6239302763547595,-0.3243883801008631,2.2972681089993277,-0.5297087231993864,-0.3243883801008631,2.3208055547468747,-0.43460552215075987,-0.3243883801008631,2.3404802486869096,-0.3387789631013718,-0.3243883801008631,2.356259444233048,-0.24238853990171483,-0.3243883801008631,2.368116878471539,-0.1455946848985121,-0.3243883801008631,2.376032815873294,-0.048558501910913814,-0.3243883801008631,2.379994081141724,0.048558501910915056,-0.3243883801008631,2.379994081141724,0.14559468489851124,-0.3243883801008631,2.376032815873294,0.24238853990171397,-0.3243883801008631,2.3681168784715396,0.33877896310137096,-0.3243883801008631,2.3562594442330482,0.434605522150759,-0.3243883801008631,2.3404802486869096,0.5297087231993856,-0.3243883801008631,2.3208055547468747,0.6239302763547587,-0.3243883801008631,2.2972681089993277,0.7171133591402958,-0.3243883801008631,2.269907087199825,0.8091028775108631,-0.3243883801008631,2.2387680290689147,0.8997457239915014,-0.3243883801008631,2.2039027624957686,0.9888910325097148,-0.3243883801008631,2.165369317275772,1.076390429497143,-0.3243883801008631,2.1232318285256624,1.1620982808427465,-0.3243883801008631,2.07756042993695,1.2458719342863973,-0.3243883801008631,2.0284311370453136,1.327571956849492,-0.3243883801008631,1.9759257207102403,1.4070623669073794,-0.3243883801008631,1.920131571015506,1.484210860517359,-0.3243883801008631,1.8611415518170005,1.5588890316255408,-0.3243883801008631,1.7990538461800014,1.6309725857860382,-0.3243883801008631,1.7339717929631604,1.7003415470368188,-0.3243883801008631,1.6660037148211617,1.7668804575878467,-0.3243883801008631,1.5952627379123585,1.830478569989178,-0.3243883801008631,1.5218666036114485,1.8910300314591637,-0.3243883801008631,1.445937472540575,1.9484340600659624,-0.3243883801008631,1.3676017212450202,2.002595112469113,-0.3243883801008631,1.286989731851926,2.053423042942001,-0.3243883801008631,1.204235675062106,2.100833253410519,-0.3243883801008631,1.1194772868361589,2.144746834258215,-0.3243883801008631,1.0328556391465544,2.1850906956635643,-0.3243883801008631,0.9445149051772518,2.2217976892507605,-0.3243883801008631,0.8546021193616679,2.2548067198515582,-0.3243883801008631,0.7632669326583784,2.284062847192158,-0.3243883801008631,0.6706613634718541,2.3095173773358626,-0.3243883801008631,0.5769395446328432,2.331127943729335,-0.3243883801008631,0.48225746685947146,2.348858577717542,-0.3243883801008631,0.38677271912610106,2.3626797684100316,-0.3243883801008631,0.2906442263720224,2.372568511798898,-0.3243883801008631,0.1940319849865816,2.3785083490466827,-0.3243883801008631,0.0970967965109854,2.3804893938804836,-0.3243883801008631,0.0,2.402423623027663,-0.29674101103367817,0.0,2.40042432451399,-0.29674101103367817,-0.09799146270425005,2.394429756608037,-0.29674101103367817,-0.19581982828952457,2.384449896676485,-0.29674101103367817,-0.29332227109590664,2.3705013552112866,-0.29674101103367817,-0.39033650792977986,2.35260734818314,-0.29674101103367817,-0.4867010681681883,2.330797658400799,-0.29674101103367817,-0.582255562510753,2.3051085859405265,-0.29674101103367817,-0.6768409499318345,2.2755828877281994,-0.29674101103367817,-0.7702998023886231,2.2422697063746253,-0.29674101103367817,-0.8624765668445805,2.2052244883825174,-0.29674101103367817,-0.9532178241721183,2.164508891861262,-0.29674101103367817,-1.0423725445035932,2.12019068390308,-0.29674101103367817,-1.129792338605619,2.072343627791391,-0.29674101103367817,-1.215331704858299,2.0210473602291072,-0.29674101103367817,-1.298848271428314,1.9663872587912004,-0.29674101103367817,-1.380203033232789,1.9084542998221532,-0.29674101103367817,-1.4592605832995347,1.847344907014815,-0.29674101103367817,-1.5358893381385872,1.7831607909226783,-0.29674101103367817,-1.6099617567499456,1.7160087796727015,-0.29674101103367817,-1.6813545529029765,1.6460006411604347,-0.29674101103367817,-1.7499489003341786,1.573252897023386,-0.29674101103367817,-1.8156306305217713,1.4978866287022585,-0.29674101103367817,-1.8782904227079327,1.4200272759128376,-0.29674101103367817,-1.937823985852412,1.3398044278639667,-0.29674101103367817,-1.9941322322146722,1.2573516075690974,-0.29674101103367817,-2.047121442275658,1.1728060496104105,-0.29674101103367817,-2.096703420724683,1.0863084717253986,-0.29674101103367817,-2.1427956432518225,0.9980028405960757,-0.29674101103367817,-2.1853213939014844,0.9080361322306486,-0.29674101103367817,-2.2242098927585423,0.8165580873364524,-0.29674101103367817,-2.2593964137545224,0.7237209620913206,-0.29674101103367817,-2.2908223923977555,0.6296792747282058,-0.29674101103367817,-2.3184355232481932,0.5345895483548283,-0.29674101103367817,-2.342189846974652,0.4386100504364106,-0.29674101103367817,-2.3620458268495836,0.34190052937510207,-0.29674101103367817,-2.3779704145540554,0.24462194862452613,-0.29674101103367817,-2.3899371051834195,0.14693621878200072,-0.29674101103367817,-2.397925981362104,0.0490059281043255,-0.29674101103367817,-2.4019237463941265,-0.049005928104325205,-0.29674101103367817,-2.4019237463941265,-0.14693621878200042,-0.29674101103367817,-2.3979259813621043,-0.24462194862452533,-0.29674101103367817,-2.3899371051834195,-0.3419005293751018,-0.29674101103367817,-2.3779704145540554,-0.4386100504364104,-0.29674101103367817,-2.3620458268495836,-0.5345895483548275,-0.29674101103367817,-2.342189846974652,-0.6296792747282055,-0.29674101103367817,-2.3184355232481932,-0.7237209620913199,-0.29674101103367817,-2.2908223923977555,-0.8165580873364522,-0.29674101103367817,-2.259396413754523,-0.9080361322306484,-0.29674101103367817,-2.2242098927585428,-0.998002840596075,-0.29674101103367817,-2.1853213939014844,-1.0863084717253986,-0.29674101103367817,-2.1427956432518225,-1.1728060496104105,-0.29674101103367817,-2.096703420724683,-1.257351607569098,-0.29674101103367817,-2.047121442275657,-1.3398044278639663,-0.29674101103367817,-1.9941322322146726,-1.4200272759128372,-0.29674101103367817,-1.9378239858524122,-1.4978866287022583,-0.29674101103367817,-1.8782904227079331,-1.5732528970233863,-0.29674101103367817,-1.8156306305217713,-1.6460006411604349,-0.29674101103367817,-1.7499489003341786,-1.7160087796727015,-0.29674101103367817,-1.6813545529029765,-1.7831607909226783,-0.29674101103367817,-1.6099617567499456,-1.8473449070148145,-0.29674101103367817,-1.5358893381385879,-1.9084542998221532,-0.29674101103367817,-1.4592605832995342,-1.9663872587912,-0.29674101103367817,-1.38020303323279,-2.0210473602291077,-0.29674101103367817,-1.2988482714283138,-2.072343627791391,-0.29674101103367817,-1.2153317048582992,-2.1201906839030795,-0.29674101103367817,-1.1297923386056192,-2.1645088918612614,-0.29674101103367817,-1.0423725445035936,-2.205224488382517,-0.29674101103367817,-0.9532178241721184,-2.2422697063746253,-0.29674101103367817,-0.8624765668445807,-2.2755828877281994,-0.29674101103367817,-0.7702998023886231,-2.3051085859405265,-0.29674101103367817,-0.6768409499318354,-2.330797658400799,-0.29674101103367817,-0.5822555625107528,-2.35260734818314,-0.29674101103367817,-0.48670106816818903,-2.3705013552112866,-0.29674101103367817,-0.39033650792978053,-2.384449896676485,-0.29674101103367817,-0.29332227109590725,-2.394429756608037,-0.29674101103367817,-0.19581982828952507,-2.40042432451399,-0.29674101103367817,-0.09799146270425042,-2.402423623027663,-0.29674101103367817,-2.942120400136815e-16,-2.40042432451399,-0.29674101103367817,0.09799146270424984,-2.394429756608037,-0.29674101103367817,0.19581982828952446,-2.384449896676485,-0.29674101103367817,0.2933222710959067,-2.370501355211287,-0.29674101103367817,0.3903365079297789,-2.3526073481831404,-0.29674101103367817,0.4867010681681874,-2.330797658400799,-0.29674101103367817,0.5822555625107534,-2.3051085859405265,-0.29674101103367817,0.6768409499318349,-2.2755828877281994,-0.29674101103367817,0.7702998023886225,-2.2422697063746253,-0.29674101103367817,0.8624765668445802,-2.2052244883825174,-0.29674101103367817,0.9532178241721179,-2.1645088918612623,-0.29674101103367817,1.042372544503592,-2.12019068390308,-0.29674101103367817,1.1297923386056186,-2.072343627791391,-0.29674101103367817,1.2153317048582986,-2.0210473602291072,-0.29674101103367817,1.298848271428314,-1.9663872587912006,-0.29674101103367817,1.3802030332327886,-1.9084542998221539,-0.29674101103367817,1.4592605832995338,-1.8473449070148147,-0.29674101103367817,1.5358893381385874,-1.783160790922678,-0.29674101103367817,1.6099617567499458,-1.7160087796727022,-0.29674101103367817,1.681354552902976,-1.646000641160435,-0.29674101103367817,1.7499489003341784,-1.5732528970233874,-0.29674101103367817,1.8156306305217702,-1.4978866287022585,-0.29674101103367817,1.8782904227079327,-1.4200272759128365,-0.29674101103367817,1.9378239858524124,-1.3398044278639667,-0.29674101103367817,1.9941322322146722,-1.2573516075690985,-0.29674101103367817,2.047121442275657,-1.172806049610411,-0.29674101103367817,2.0967034207246824,-1.0863084717253972,-0.29674101103367817,2.1427956432518234,-0.9980028405960756,-0.29674101103367817,2.1853213939014844,-0.9080361322306494,-0.29674101103367817,2.224209892758542,-0.8165580873364517,-0.29674101103367817,2.259396413754523,-0.7237209620913209,-0.29674101103367817,2.2908223923977555,-0.6296792747282072,-0.29674101103367817,2.318435523248193,-0.5345895483548286,-0.29674101103367817,2.342189846974652,-0.4386100504364099,-0.29674101103367817,2.3620458268495836,-0.3419005293751018,-0.29674101103367817,2.3779704145540554,-0.24462194862452696,-0.29674101103367817,2.389937105183419,-0.14693621878200047,-0.29674101103367817,2.3979259813621043,-0.04900592810432419,-0.29674101103367817,2.4019237463941265,0.04900592810432545,-0.29674101103367817,2.4019237463941265,0.14693621878199958,-0.29674101103367817,2.3979259813621043,0.2446219486245261,-0.29674101103367817,2.3899371051834195,0.34190052937510096,-0.29674101103367817,2.377970414554056,0.43861005043640905,-0.29674101103367817,2.3620458268495836,0.5345895483548277,-0.29674101103367817,2.342189846974652,0.6296792747282064,-0.29674101103367817,2.3184355232481932,0.7237209620913201,-0.29674101103367817,2.2908223923977555,0.816558087336451,-0.29674101103367817,2.259396413754523,0.9080361322306466,-0.29674101103367817,2.224209892758543,0.9980028405960767,-0.29674101103367817,2.185321393901484,1.0863084717253984,-0.29674101103367817,2.1427956432518225,1.1728060496104102,-0.29674101103367817,2.096703420724683,1.257351607569096,-0.29674101103367817,2.0471214422756585,1.339804427863966,-0.29674101103367817,1.9941322322146726,1.4200272759128376,-0.29674101103367817,1.9378239858524118,1.4978866287022579,-0.29674101103367817,1.8782904227079331,1.5732528970233868,-0.29674101103367817,1.815630630521771,1.6460006411604342,-0.29674101103367817,1.7499489003341788,1.7160087796727008,-0.29674101103367817,1.6813545529029774,1.783160790922678,-0.29674101103367817,1.6099617567499458,1.8473449070148154,-0.29674101103367817,1.5358893381385863,1.908454299822153,-0.29674101103367817,1.4592605832995347,1.9663872587911997,-0.29674101103367817,1.3802030332327901,2.0210473602291064,-0.29674101103367817,1.2988482714283156,2.072343627791391,-0.29674101103367817,1.2153317048582994,2.12019068390308,-0.29674101103367817,1.1297923386056186,2.1645088918612614,-0.29674101103367817,1.0423725445035938,2.2052244883825165,-0.29674101103367817,0.9532178241721198,2.2422697063746253,-0.29674101103367817,0.8624765668445811,2.275582887728199,-0.29674101103367817,0.7702998023886244,2.3051085859405265,-0.29674101103367817,0.6768409499318347,2.330797658400799,-0.29674101103367817,0.5822555625107542,2.35260734818314,-0.29674101103367817,0.4867010681681883,2.3705013552112866,-0.29674101103367817,0.3903365079297808,2.384449896676485,-0.29674101103367817,0.2933222710959086,2.394429756608037,-0.29674101103367817,0.19581982828952532,2.40042432451399,-0.29674101103367817,0.09799146270424966,2.402423623027663,-0.29674101103367817,0.0,2.4223529979274407,-0.26761529317605,0.0,2.420337114174914,-0.26761529317605,-0.09880435372750324,2.4142928181568934,-0.26761529317605,-0.19744425735914628,2.404230170007595,-0.26761529317605,-0.295755534510024,2.390165918011789,-0.26761529317605,-0.39357455576157685,2.3721234707289325,-0.26761529317605,-0.49073851100660915,2.350132858031934,-0.26761529317605,-0.5870856804306451,2.3242306811253926,-0.26761529317605,-0.6824557036786003,2.294460051626505,-0.26761529317605,-0.7766898467587665,2.2608705198100334,-0.26761529317605,-0.8696312662398757,2.223517992136763,-0.26761529317605,-0.9611252703015131,2.1824646382027173,-0.26761529317605,-1.0510195762033843,2.1377787872639975,-0.26761529317605,-1.1391645637449106,2.0895348145094816,-0.26761529317605,-1.2254135242932838,2.0378130172706626,-0.26761529317605,-1.309622904965509,1.982699481374663,-0.26761529317605,-1.391652547558011,1.9242859378628732,-0.26761529317605,-1.4713659218261321,1.8626696103136842,-0.26761529317605,-1.5486303527252485,1.797953053023438,-0.26761529317605,-1.6233172412352914,1.7302439803149214,-0.26761529317605,-1.6953022784011227,1.6596550872575053,-0.26761529317605,-1.7644656522325228,1.5863038620973253,-0.26761529317605,-1.830692247119425,1.5103123907096894,-0.26761529317605,-1.893871835430487,1.4318071533991867,-0.26761529317605,-1.9538992609761072,1.3509188143857047,-0.26761529317605,-2.01067461403052,1.2677820043267278,-0.26761529317605,-2.0641033976216803,1.182535096237898,-0.26761529317605,-2.114096684812141,1.0953199751847826,-0.26761529317605,-2.16057126670917,1.0062818021291864,-0.26761529317605,-2.2034497909577375,0.9155687723230577,-0.26761529317605,-2.2426608904858774,0.823331868652116,-0.26761529317605,-2.2781393022881358,0.7297246103397377,-0.26761529317605,-2.309825976049403,0.6349027974293618,-0.26761529317605,-2.3376681724283346,0.5390242514706923,-0.26761529317605,-2.361619550836781,0.44224855284130354,-0.26761529317605,-2.381640246569123,0.3447367751408516,-0.26761529317605,-2.3976969371531394,0.24665121709996196,-0.26761529317605,-2.409762897811975,0.14815513245001227,-0.26761529317605,-2.4178180459448924,0.04941245820340595,-0.26761529317605,-2.421848974552781,-0.04941245820340565,-0.26761529317605,-2.421848974552781,-0.14815513245001197,-0.26761529317605,-2.417818045944893,-0.24665121709996113,-0.26761529317605,-2.409762897811975,-0.3447367751408513,-0.26761529317605,-2.3976969371531394,-0.44224855284130327,-0.26761529317605,-2.381640246569123,-0.5390242514706916,-0.26761529317605,-2.361619550836781,-0.6349027974293616,-0.26761529317605,-2.337668172428335,-0.7297246103397369,-0.26761529317605,-2.3098259760494035,-0.8233318686521157,-0.26761529317605,-2.278139302288136,-0.9155687723230573,-0.26761529317605,-2.242660890485878,-1.0062818021291857,-0.26761529317605,-2.2034497909577375,-1.0953199751847829,-0.26761529317605,-2.16057126670917,-1.1825350962378978,-0.26761529317605,-2.114096684812141,-1.2677820043267285,-0.26761529317605,-2.06410339762168,-1.350918814385704,-0.26761529317605,-2.010674614030521,-1.4318071533991863,-0.26761529317605,-1.9538992609761074,-1.5103123907096891,-0.26761529317605,-1.8938718354304875,-1.5863038620973255,-0.26761529317605,-1.830692247119425,-1.6596550872575055,-0.26761529317605,-1.7644656522325228,-1.7302439803149214,-0.26761529317605,-1.6953022784011227,-1.797953053023438,-0.26761529317605,-1.6233172412352914,-1.8626696103136835,-0.26761529317605,-1.5486303527252494,-1.9242859378628732,-0.26761529317605,-1.471365921826132,-1.9826994813746626,-0.26761529317605,-1.3916525475580117,-2.0378130172706626,-0.26761529317605,-1.3096229049655088,-2.089534814509481,-0.26761529317605,-1.225413524293284,-2.137778787263997,-0.26761529317605,-1.1391645637449108,-2.1824646382027173,-0.26761529317605,-1.0510195762033847,-2.223517992136763,-0.26761529317605,-0.9611252703015132,-2.2608705198100334,-0.26761529317605,-0.8696312662398759,-2.294460051626505,-0.26761529317605,-0.7766898467587665,-2.324230681125392,-0.26761529317605,-0.6824557036786012,-2.350132858031934,-0.26761529317605,-0.5870856804306449,-2.372123470728932,-0.26761529317605,-0.49073851100660987,-2.390165918011789,-0.26761529317605,-0.3935745557615775,-2.404230170007595,-0.26761529317605,-0.2957555345100246,-2.4142928181568934,-0.26761529317605,-0.19744425735914678,-2.420337114174914,-0.26761529317605,-0.09880435372750362,-2.4223529979274407,-0.26761529317605,-2.9665268453168356e-16,-2.420337114174914,-0.26761529317605,0.09880435372750303,-2.4142928181568934,-0.26761529317605,0.19744425735914617,-2.404230170007595,-0.26761529317605,0.29575553451002407,-2.390165918011789,-0.26761529317605,0.3935745557615759,-2.3721234707289325,-0.26761529317605,0.49073851100660826,-2.350132858031934,-0.26761529317605,0.5870856804306454,-2.3242306811253926,-0.26761529317605,0.6824557036786006,-2.294460051626505,-0.26761529317605,0.776689846758766,-2.2608705198100334,-0.26761529317605,0.8696312662398753,-2.223517992136763,-0.26761529317605,0.9611252703015126,-2.1824646382027177,-0.26761529317605,1.0510195762033834,-2.1377787872639975,-0.26761529317605,1.1391645637449104,-2.0895348145094816,-0.26761529317605,1.2254135242932835,-2.0378130172706626,-0.26761529317605,1.309622904965509,-1.9826994813746635,-0.26761529317605,1.3916525475580104,-1.9242859378628736,-0.26761529317605,1.4713659218261312,-1.862669610313684,-0.26761529317605,1.5486303527252487,-1.7979530530234378,-0.26761529317605,1.6233172412352919,-1.7302439803149219,-0.26761529317605,1.6953022784011222,-1.659655087257506,-0.26761529317605,1.7644656522325224,-1.5863038620973267,-0.26761529317605,1.8306922471194238,-1.5103123907096894,-0.26761529317605,1.893871835430487,-1.4318071533991859,-0.26761529317605,1.9538992609761077,-1.3509188143857047,-0.26761529317605,2.01067461403052,-1.267782004326729,-0.26761529317605,2.0641033976216794,-1.1825350962378982,-0.26761529317605,2.1140966848121407,-1.0953199751847815,-0.26761529317605,2.1605712667091708,-1.0062818021291862,-0.26761529317605,2.2034497909577375,-0.9155687723230584,-0.26761529317605,2.242660890485877,-0.8233318686521154,-0.26761529317605,2.278139302288136,-0.729724610339738,-0.26761529317605,2.309825976049403,-0.6349027974293632,-0.26761529317605,2.337668172428334,-0.5390242514706927,-0.26761529317605,2.361619550836781,-0.44224855284130277,-0.26761529317605,2.381640246569123,-0.3447367751408513,-0.26761529317605,2.3976969371531394,-0.2466512170999628,-0.26761529317605,2.4097628978119747,-0.14815513245001202,-0.26761529317605,2.417818045944893,-0.04941245820340464,-0.26761529317605,2.421848974552781,0.049412458203405896,-0.26761529317605,2.421848974552781,0.14815513245001113,-0.26761529317605,2.417818045944893,0.2466512170999619,-0.26761529317605,2.409762897811975,0.3447367751408505,-0.26761529317605,2.39769693715314,0.44224855284130193,-0.26761529317605,2.3816402465691233,0.5390242514706918,-0.26761529317605,2.361619550836781,0.6349027974293624,-0.26761529317605,2.3376681724283346,0.7297246103397371,-0.26761529317605,2.3098259760494035,0.8233318686521145,-0.26761529317605,2.278139302288136,0.9155687723230557,-0.26761529317605,2.2426608904858782,1.0062818021291873,-0.26761529317605,2.203449790957737,1.0953199751847826,-0.26761529317605,2.16057126670917,1.1825350962378975,-0.26761529317605,2.114096684812141,1.2677820043267265,-0.26761529317605,2.064103397621681,1.3509188143857038,-0.26761529317605,2.010674614030521,1.4318071533991867,-0.26761529317605,1.9538992609761068,1.5103123907096887,-0.26761529317605,1.8938718354304875,1.586303862097326,-0.26761529317605,1.8306922471194245,1.659655087257505,-0.26761529317605,1.764465652232523,1.7302439803149205,-0.26761529317605,1.6953022784011238,1.7979530530234378,-0.26761529317605,1.6233172412352919,1.8626696103136846,-0.26761529317605,1.5486303527252476,1.9242859378628727,-0.26761529317605,1.4713659218261321,1.9826994813746623,-0.26761529317605,1.3916525475580122,2.037813017270661,-0.26761529317605,1.3096229049655106,2.089534814509481,-0.26761529317605,1.2254135242932844,2.1377787872639975,-0.26761529317605,1.1391645637449102,2.1824646382027173,-0.26761529317605,1.0510195762033852,2.2235179921367627,-0.26761529317605,0.9611252703015145,2.2608705198100334,-0.26761529317605,0.8696312662398763,2.2944600516265043,-0.26761529317605,0.7766898467587678,2.3242306811253926,-0.26761529317605,0.6824557036786005,2.350132858031934,-0.26761529317605,0.5870856804306462,2.3721234707289325,-0.26761529317605,0.49073851100660915,2.390165918011789,-0.26761529317605,0.3935745557615778,2.404230170007595,-0.26761529317605,0.295755534510026,2.4142928181568934,-0.26761529317605,0.19744425735914703,2.420337114174914,-0.26761529317605,0.09880435372750285,2.4223529979274407,-0.26761529317605,0.0,2.4401782314365454,-0.2371563293892764,0.0,2.4381475135130093,-0.2371563293892764,-0.0995314197985572,2.432058739671975,-0.2371563293892764,-0.1988971793715325,2.4219220440766045,-0.2371563293892764,-0.2979318942184406,2.4077542982563345,-0.2371563293892764,-0.39647073083007217,2.3895790830258803,-0.2371563293892764,-0.4943496810376028,2.3674266492372955,-0.2371563293892764,-0.5914058349880038,2.341333867430416,-0.2371563293892764,-0.6874776522914159,2.311344166465485,-0.2371563293892764,-0.7824052308891849,2.2775074612401,-0.2371563293892764,-0.8760305731950582,2.2398800696107917,-0.2371563293892764,-0.968197849066575,2.198524618657512,-0.2371563293892764,-1.0587536551689583,2.153509940447037,-0.2371563293892764,-1.1475472702998282,2.104910957468787,-0.2371563293892764,-1.2344309062497665,2.0528085579337376,-0.2371563293892764,-1.3192599537812082,1.997289461143971,-0.2371563293892764,-1.4018932233162453,1.938446073156961,-0.2371563293892764,-1.482193179932746,1.8763763329848069,-0.2371563293892764,-1.560026172277656,1.8111835495844149,-0.2371563293892764,-1.635262655016492,1.7429762299099327,-0.2371563293892764,-1.7077774044487601,1.6718678983136357,-0.2371563293892764,-1.7774497269304506,1.5979769075958437,-0.2371563293892764,-1.844163659756696,1.5214262420183666,-0.2371563293892764,-1.9078081641702491,1.4423433126093366,-0.2371563293892764,-1.9682773101745377,1.360859745100126,-0.2371563293892764,-2.025470452843686,1.2771111608473094,-0.2371563293892764,-2.0792923998360657,1.1912369511042973,-0.2371563293892764,-2.1296535698325503,1.1033800450183537,-0.2371563293892764,-2.1764701416357823,1.0136866717391328,-0.2371563293892764,-2.2196641936822843,0.922306117034694,-0.2371563293892764,-2.2591638337352102,0.8293904748200727,-0.2371563293892764,-2.294903318541877,0.735094394011967,-0.2371563293892764,-2.326823163256926,0.6395748211308807,-0.2371563293892764,-2.3548702404489696,0.5429907390791278,-0.2371563293892764,-2.378997868525966,0.44550290252948055,-0.2371563293892764,-2.399165889432116,0.3472735703648834,-0.2371563293892764,-2.4153407354869856,0.24846623561455228,-0.2371563293892764,-2.4274954852556,0.14924535333596628,-0.2371563293892764,-2.4356099083565104,0.049776066895651956,-0.2371563293892764,-2.4396704991332716,-0.04977606689565166,-0.2371563293892764,-2.4396704991332716,-0.14924535333596597,-0.2371563293892764,-2.435609908356511,-0.24846623561455147,-0.2371563293892764,-2.4274954852556,-0.34727357036488316,-0.2371563293892764,-2.4153407354869856,-0.44550290252948027,-0.2371563293892764,-2.399165889432116,-0.5429907390791269,-0.2371563293892764,-2.378997868525966,-0.6395748211308804,-0.2371563293892764,-2.35487024044897,-0.7350943940119661,-0.2371563293892764,-2.326823163256926,-0.8293904748200724,-0.2371563293892764,-2.2949033185418775,-0.9223061170346937,-0.2371563293892764,-2.2591638337352102,-1.0136866717391322,-0.2371563293892764,-2.2196641936822847,-1.103380045018354,-0.2371563293892764,-2.1764701416357823,-1.1912369511042973,-0.2371563293892764,-2.1296535698325503,-1.2771111608473098,-0.2371563293892764,-2.0792923998360653,-1.3608597451001256,-0.2371563293892764,-2.0254704528436864,-1.4423433126093361,-0.2371563293892764,-1.9682773101745379,-1.5214262420183664,-0.2371563293892764,-1.9078081641702498,-1.5979769075958439,-0.2371563293892764,-1.844163659756696,-1.671867898313636,-0.2371563293892764,-1.7774497269304506,-1.7429762299099327,-0.2371563293892764,-1.7077774044487601,-1.8111835495844149,-0.2371563293892764,-1.635262655016492,-1.8763763329848064,-0.2371563293892764,-1.560026172277657,-1.938446073156961,-0.2371563293892764,-1.4821931799327455,-1.9972894611439707,-0.2371563293892764,-1.4018932233162462,-2.0528085579337376,-0.2371563293892764,-1.319259953781208,-2.104910957468787,-0.2371563293892764,-1.2344309062497667,-2.1535099404470364,-0.2371563293892764,-1.1475472702998284,-2.1985246186575114,-0.2371563293892764,-1.0587536551689587,-2.2398800696107912,-0.2371563293892764,-0.9681978490665751,-2.2775074612401,-0.2371563293892764,-0.8760305731950584,-2.311344166465485,-0.2371563293892764,-0.7824052308891849,-2.341333867430416,-0.2371563293892764,-0.6874776522914168,-2.3674266492372955,-0.2371563293892764,-0.5914058349880036,-2.38957908302588,-0.2371563293892764,-0.4943496810376035,-2.4077542982563345,-0.2371563293892764,-0.39647073083007284,-2.4219220440766045,-0.2371563293892764,-0.2979318942184412,-2.432058739671975,-0.2371563293892764,-0.198897179371533,-2.4381475135130093,-0.2371563293892764,-0.0995314197985576,-2.4401782314365454,-0.2371563293892764,-2.9883564604778146e-16,-2.4381475135130093,-0.2371563293892764,0.09953141979855701,-2.432058739671975,-0.2371563293892764,0.1988971793715324,-2.4219220440766045,-0.2371563293892764,0.2979318942184406,-2.407754298256335,-0.2371563293892764,0.3964707308300712,-2.3895790830258807,-0.2371563293892764,0.4943496810376019,-2.3674266492372955,-0.2371563293892764,0.5914058349880041,-2.341333867430416,-0.2371563293892764,0.6874776522914162,-2.311344166465485,-0.2371563293892764,0.7824052308891843,-2.2775074612401,-0.2371563293892764,0.8760305731950578,-2.2398800696107917,-0.2371563293892764,0.9681978490665746,-2.1985246186575123,-0.2371563293892764,1.0587536551689571,-2.153509940447037,-0.2371563293892764,1.1475472702998277,-2.104910957468787,-0.2371563293892764,1.2344309062497663,-2.0528085579337376,-0.2371563293892764,1.3192599537812082,-1.9972894611439715,-0.2371563293892764,1.4018932233162449,-1.9384460731569617,-0.2371563293892764,1.482193179932745,-1.8763763329848067,-0.2371563293892764,1.5600261722776565,-1.8111835495844144,-0.2371563293892764,1.6352626550164922,-1.7429762299099332,-0.2371563293892764,1.7077774044487597,-1.6718678983136361,-0.2371563293892764,1.7774497269304503,-1.597976907595845,-0.2371563293892764,1.8441636597566948,-1.5214262420183666,-0.2371563293892764,1.9078081641702491,-1.4423433126093355,-0.2371563293892764,1.968277310174538,-1.360859745100126,-0.2371563293892764,2.025470452843686,-1.2771111608473105,-0.2371563293892764,2.079292399836065,-1.1912369511042975,-0.2371563293892764,2.12965356983255,-1.1033800450183526,-0.2371563293892764,2.1764701416357832,-1.0136866717391326,-0.2371563293892764,2.2196641936822847,-0.9223061170346948,-0.2371563293892764,2.25916383373521,-0.829390474820072,-0.2371563293892764,2.2949033185418775,-0.7350943940119672,-0.2371563293892764,2.326823163256926,-0.639574821130882,-0.2371563293892764,2.354870240448969,-0.5429907390791281,-0.2371563293892764,2.378997868525966,-0.4455029025294798,-0.2371563293892764,2.399165889432116,-0.34727357036488316,-0.2371563293892764,2.4153407354869856,-0.24846623561455314,-0.2371563293892764,2.4274954852555997,-0.14924535333596603,-0.2371563293892764,2.435609908356511,-0.04977606689565063,-0.2371563293892764,2.4396704991332716,0.0497760668956519,-0.2371563293892764,2.4396704991332716,0.14924535333596514,-0.2371563293892764,2.435609908356511,0.24846623561455225,-0.2371563293892764,2.4274954852556,0.34727357036488227,-0.2371563293892764,2.415340735486986,0.44550290252947894,-0.2371563293892764,2.399165889432116,0.5429907390791272,-0.2371563293892764,2.378997868525966,0.6395748211308813,-0.2371563293892764,2.3548702404489696,0.7350943940119664,-0.2371563293892764,2.326823163256926,0.8293904748200712,-0.2371563293892764,2.294903318541878,0.9223061170346919,-0.2371563293892764,2.2591638337352107,1.0136866717391337,-0.2371563293892764,2.2196641936822843,1.1033800450183537,-0.2371563293892764,2.1764701416357823,1.1912369511042968,-0.2371563293892764,2.1296535698325503,1.277111160847308,-0.2371563293892764,2.0792923998360666,1.3608597451001254,-0.2371563293892764,2.0254704528436864,1.4423433126093366,-0.2371563293892764,1.9682773101745372,1.5214262420183662,-0.2371563293892764,1.9078081641702498,1.5979769075958445,-0.2371563293892764,1.8441636597566957,1.6718678983136355,-0.2371563293892764,1.777449726930451,1.7429762299099318,-0.2371563293892764,1.707777404448761,1.8111835495844144,-0.2371563293892764,1.6352626550164922,1.8763763329848075,-0.2371563293892764,1.5600261722776554,1.9384460731569608,-0.2371563293892764,1.482193179932746,1.9972894611439704,-0.2371563293892764,1.4018932233162464,2.0528085579337363,-0.2371563293892764,1.31925995378121,2.104910957468787,-0.2371563293892764,1.2344309062497671,2.1535099404470373,-0.2371563293892764,1.1475472702998277,2.1985246186575114,-0.2371563293892764,1.058753655168959,2.239880069610791,-0.2371563293892764,0.9681978490665765,2.2775074612401,-0.2371563293892764,0.8760305731950587,2.3113441664654846,-0.2371563293892764,0.7824052308891862,2.341333867430416,-0.2371563293892764,0.6874776522914161,2.3674266492372955,-0.2371563293892764,0.591405834988005,2.3895790830258803,-0.2371563293892764,0.4943496810376028,2.4077542982563345,-0.2371563293892764,0.3964707308300731,2.4219220440766045,-0.2371563293892764,0.2979318942184426,2.432058739671975,-0.2371563293892764,0.19889717937153328,2.4381475135130093,-0.2371563293892764,0.09953141979855681,2.4401782314365454,-0.2371563293892764,0.0,2.455810519138271,-0.2055158646988107,0.0,2.453766792014664,-0.2055158646988107,-0.10016903871081852,2.447639012225946,-0.2055158646988107,-0.20017135594230173,2.43743737885683,-0.2055158646988107,-0.29984050770656306,2.423178871519269,-0.2055158646988107,-0.39901060453675646,2.4048872220915647,-0.2055158646988107,-0.49751658759372214,2.382592875219003,-0.2055158646988107,-0.5951945033901349,2.356332937641742,-0.2055158646988107,-0.6918817766749039,2.3261511164343087,-0.2055158646988107,-0.7874174810236328,2.2920976462594833,-0.2055158646988107,-0.8816426066847721,2.254229205757664,-0.2055158646988107,-0.9744003252356582,2.2126088232108603,-0.2055158646988107,-1.0655362506079444,2.167305771638341,-0.2055158646988107,-1.1548986960479777,2.1183954534985285,-0.2055158646988107,-1.2423389265844278,2.065959275189048,-0.2055158646988107,-1.3277114065829703,2.010084511553812,-0.2055158646988107,-1.4108740419759864,1.9508641606226584,-0.2055158646988107,-1.491688416764116,1.888396788825305,-0.2055158646988107,-1.5700200233960269,1.8227863669372555,-0.2055158646988107,-1.6457384866429616,1.754142097030705,-0.2055158646988107,-1.7187177805954372,1.6825782307184667,-0.2055158646988107,-1.7888364384209359,1.6082138789934395,-0.2055158646988107,-1.8559777545334584,1.5311728139801144,-0.2055158646988107,-1.920029978838456,1.4515832629280867,-0.2055158646988107,-1.9808865027298344,1.369577694790456,-0.2055158646988107,-2.038446036529455,1.2852925997423268,-0.2055158646988107,-2.092612778073812,1.1988682620063809,-0.2055158646988107,-2.1432965721672734,1.1104485263636348,-0.2055158646988107,-2.190413060636513,1.0201805587379944,-0.2055158646988107,-2.233883822736361,0.9282146012531028,-0.2055158646988107,-2.2736365056733954,0.8347037221691508,-0.2055158646988107,-2.309604945030026,0.7398035611158615,-0.2055158646988107,-2.34172927488864,0.6436720700456912,-0.2055158646988107,-2.3699560274725098,0.5464692503383896,-0.2055158646988107,-2.394238222137635,0.44835688649449396,-0.2055158646988107,-2.414535443567385,0.34949827686099594,-0.2055158646988107,-2.4308139090398053,0.2500579618373556,-0.2055158646988107,-2.443046524655626,0.1502014500142487,-0.2055158646988107,-2.4512129304333805,0.05009494270084881,-0.2055158646988107,-2.4552995341965884,-0.050094942700848515,-0.2055158646988107,-2.4552995341965884,-0.1502014500142484,-0.2055158646988107,-2.451212930433381,-0.2500579618373548,-0.2055158646988107,-2.443046524655626,-0.34949827686099566,-0.2055158646988107,-2.4308139090398053,-0.4483568864944937,-0.2055158646988107,-2.414535443567385,-0.5464692503383887,-0.2055158646988107,-2.394238222137635,-0.6436720700456909,-0.2055158646988107,-2.3699560274725098,-0.7398035611158608,-0.2055158646988107,-2.34172927488864,-0.8347037221691505,-0.2055158646988107,-2.3096049450300264,-0.9282146012531026,-0.2055158646988107,-2.273636505673396,-1.0201805587379937,-0.2055158646988107,-2.2338838227363613,-1.110448526363635,-0.2055158646988107,-2.190413060636513,-1.1988682620063809,-0.2055158646988107,-2.1432965721672734,-1.2852925997423275,-0.2055158646988107,-2.092612778073811,-1.3695776947904557,-0.2055158646988107,-2.0384460365294554,-1.451583262928086,-0.2055158646988107,-1.9808865027298348,-1.531172813980114,-0.2055158646988107,-1.9200299788384567,-1.60821387899344,-0.2055158646988107,-1.8559777545334584,-1.682578230718467,-0.2055158646988107,-1.7888364384209359,-1.754142097030705,-0.2055158646988107,-1.7187177805954372,-1.8227863669372555,-0.2055158646988107,-1.6457384866429616,-1.8883967888253044,-0.2055158646988107,-1.5700200233960278,-1.9508641606226584,-0.2055158646988107,-1.4916884167641158,-2.0100845115538117,-0.2055158646988107,-1.410874041975987,-2.065959275189048,-0.2055158646988107,-1.32771140658297,-2.118395453498528,-0.2055158646988107,-1.2423389265844282,-2.167305771638341,-0.2055158646988107,-1.154898696047978,-2.2126088232108603,-0.2055158646988107,-1.0655362506079449,-2.254229205757664,-0.2055158646988107,-0.9744003252356583,-2.2920976462594833,-0.2055158646988107,-0.8816426066847722,-2.3261511164343087,-0.2055158646988107,-0.7874174810236328,-2.356332937641742,-0.2055158646988107,-0.6918817766749048,-2.382592875219003,-0.2055158646988107,-0.5951945033901347,-2.4048872220915642,-0.2055158646988107,-0.49751658759372286,-2.423178871519269,-0.2055158646988107,-0.39901060453675713,-2.43743737885683,-0.2055158646988107,-0.2998405077065637,-2.447639012225946,-0.2055158646988107,-0.20017135594230223,-2.453766792014664,-0.2055158646988107,-0.1001690387108189,-2.455810519138271,-0.2055158646988107,-3.0075004915750833e-16,-2.453766792014664,-0.2055158646988107,0.10016903871081831,-2.447639012225946,-0.2055158646988107,0.20017135594230162,-2.43743737885683,-0.2055158646988107,0.2998405077065631,-2.423178871519269,-0.2055158646988107,0.3990106045367555,-2.404887222091565,-0.2055158646988107,0.49751658759372125,-2.382592875219003,-0.2055158646988107,0.5951945033901352,-2.356332937641742,-0.2055158646988107,0.6918817766749042,-2.3261511164343087,-0.2055158646988107,0.7874174810236323,-2.2920976462594838,-0.2055158646988107,0.8816426066847717,-2.254229205757664,-0.2055158646988107,0.9744003252356578,-2.2126088232108607,-0.2055158646988107,1.0655362506079433,-2.167305771638341,-0.2055158646988107,1.1548986960479775,-2.1183954534985285,-0.2055158646988107,1.2423389265844276,-2.065959275189048,-0.2055158646988107,1.3277114065829703,-2.010084511553812,-0.2055158646988107,1.4108740419759858,-1.950864160622659,-0.2055158646988107,1.4916884167641153,-1.8883967888253046,-0.2055158646988107,1.570020023396027,-1.8227863669372553,-0.2055158646988107,1.6457384866429619,-1.7541420970307053,-0.2055158646988107,1.718717780595437,-1.6825782307184673,-0.2055158646988107,1.7888364384209356,-1.6082138789934408,-0.2055158646988107,1.8559777545334573,-1.5311728139801144,-0.2055158646988107,1.920029978838456,-1.4515832629280856,-0.2055158646988107,1.980886502729835,-1.369577694790456,-0.2055158646988107,2.038446036529455,-1.285292599742328,-0.2055158646988107,2.092612778073811,-1.1988682620063813,-0.2055158646988107,2.143296572167273,-1.1104485263636337,-0.2055158646988107,2.190413060636514,-1.0201805587379942,-0.2055158646988107,2.2338838227363613,-0.9282146012531037,-0.2055158646988107,2.273636505673395,-0.83470372216915,-0.2055158646988107,2.3096049450300264,-0.7398035611158618,-0.2055158646988107,2.34172927488864,-0.6436720700456926,-0.2055158646988107,2.3699560274725093,-0.5464692503383899,-0.2055158646988107,2.394238222137635,-0.44835688649449323,-0.2055158646988107,2.414535443567385,-0.34949827686099566,-0.2055158646988107,2.4308139090398053,-0.25005796183735646,-0.2055158646988107,2.443046524655626,-0.15020145001424845,-0.2055158646988107,2.451212930433381,-0.05009494270084748,-0.2055158646988107,2.4552995341965884,0.050094942700848764,-0.2055158646988107,2.4552995341965884,0.15020145001424753,-0.2055158646988107,2.451212930433381,0.25005796183735557,-0.2055158646988107,2.443046524655626,0.34949827686099477,-0.2055158646988107,2.4308139090398058,0.44835688649449235,-0.2055158646988107,2.4145354435673854,0.546469250338389,-0.2055158646988107,2.394238222137635,0.6436720700456917,-0.2055158646988107,2.3699560274725098,0.739803561115861,-0.2055158646988107,2.34172927488864,0.8347037221691492,-0.2055158646988107,2.3096049450300264,0.9282146012531008,-0.2055158646988107,2.2736365056733963,1.0201805587379953,-0.2055158646988107,2.233883822736361,1.1104485263636346,-0.2055158646988107,2.190413060636513,1.1988682620063806,-0.2055158646988107,2.143296572167274,1.2852925997423255,-0.2055158646988107,2.0926127780738124,1.3695776947904554,-0.2055158646988107,2.0384460365294554,1.4515832629280867,-0.2055158646988107,1.9808865027298341,1.5311728139801137,-0.2055158646988107,1.9200299788384567,1.6082138789934404,-0.2055158646988107,1.8559777545334581,1.6825782307184665,-0.2055158646988107,1.788836438420936,1.754142097030704,-0.2055158646988107,1.7187177805954383,1.8227863669372553,-0.2055158646988107,1.6457384866429619,1.8883967888253055,-0.2055158646988107,1.5700200233960262,1.9508641606226582,-0.2055158646988107,1.491688416764116,2.0100845115538113,-0.2055158646988107,1.4108740419759875,2.0659592751890465,-0.2055158646988107,1.3277114065829718,2.118395453498528,-0.2055158646988107,1.2423389265844285,2.1673057716383415,-0.2055158646988107,1.1548986960479772,2.2126088232108603,-0.2055158646988107,1.065536250607945,2.254229205757663,-0.2055158646988107,0.9744003252356597,2.2920976462594833,-0.2055158646988107,0.8816426066847727,2.3261511164343083,-0.2055158646988107,0.7874174810236342,2.356332937641742,-0.2055158646988107,0.6918817766749041,2.382592875219003,-0.2055158646988107,0.5951945033901361,2.4048872220915647,-0.2055158646988107,0.49751658759372214,2.423178871519269,-0.2055158646988107,0.3990106045367574,2.43743737885683,-0.2055158646988107,0.29984050770656506,2.447639012225946,-0.2055158646988107,0.2001713559423025,2.453766792014664,-0.2055158646988107,0.10016903871081811,2.455810519138271,-0.2055158646988107,0.0,2.469171981761615,-0.17285153030817826,0.0,2.467117135220055,-0.17285153030817826,-0.10071403387893943,2.4609560156846535,-0.17285153030817826,-0.20126043918787134,2.450698877730841,-0.17285153030817826,-0.30147186635799983,2.4363627933524734,-0.17285153030817826,-0.40118152335858254,2.417971623547182,-0.17285153030817826,-0.5002234533058046,2.395555978602099,-0.17285153030817826,-0.5984328106816346,2.3691531671460533,-0.17285153030817826,-0.6956461357029197,2.338807134053043,-0.17285153030817826,-0.7917016263840642,2.304568387300326,-0.17285153030817826,-0.8864394078404654,2.2664939139028792,-0.17285153030817826,-0.9797017983844819,2.224647085064135,-0.17285153030817826,-1.0713335719710404,2.179097550700866,-0.17285153030817826,-1.1611822165560697,2.129921123517775,-0.17285153030817826,-1.2490981879377459,2.0771996528247274,-0.17285153030817826,-1.3349351586580573,2.021020888306654,-0.17285153030817826,-1.4185502615504195,1.9614783339728594,-0.17285153030817826,-1.4998043275279735,1.8986710925288275,-0.17285153030817826,-1.5785621172167947,1.8327037004295474,-0.17285153030817826,-1.654692546048487,1.7636859538889016,-0.17285153030817826,-1.7280689024375084,1.6917327261347033,-0.17285153030817826,-1.7985690586801013,1.616963776213545,-0.17285153030817826,-1.8660756742238007,1.5395035496636857,-0.17285153030817826,-1.9304763909692062,1.4594809713877324,-0.17285153030817826,-1.9916640202789482,1.377029231069863,-0.17285153030817826,-2.049536721382596,1.292285561494744,-0.17285153030817826,-2.1039981708805726,1.2053910101371008,-0.17285153030817826,-2.154957723064942,1.1164902044021185,-0.17285153030817826,-2.2023305607902497,1.025731110907395,-0.17285153030817826,-2.2460378366432883,0.9332647892071138,-0.17285153030817826,-2.286006804176834,0.8392451403683213,-0.17285153030817826,-2.322170938988932,0.743828650817788,-0.17285153030817826,-2.354470049446195,0.6471741318857975,-0.17285153030817826,-2.3828503768668408,0.5494424554803584,-0.17285153030817826,-2.407264684996707,0.4507962863317897,-0.17285153030817826,-2.42767233862934,0.3513998112533317,-0.17285153030817826,-2.4440393712392816,0.25141846586839617,-0.17285153030817826,-2.456338541516003,0.15101865925930139,-0.17285153030817826,-2.4645493787043713,0.05036749699577496,-0.17285153030817826,-2.468658216676209,-0.050367496995774655,-0.17285153030817826,-2.468658216676209,-0.15101865925930108,-0.17285153030817826,-2.4645493787043717,-0.25141846586839534,-0.17285153030817826,-2.456338541516003,-0.3513998112533314,-0.17285153030817826,-2.4440393712392816,-0.4507962863317894,-0.17285153030817826,-2.42767233862934,-0.5494424554803575,-0.17285153030817826,-2.407264684996707,-0.6471741318857973,-0.17285153030817826,-2.3828503768668408,-0.7438286508177873,-0.17285153030817826,-2.3544700494461956,-0.839245140368321,-0.17285153030817826,-2.3221709389889322,-0.9332647892071135,-0.17285153030817826,-2.2860068041768344,-1.0257311109073943,-0.17285153030817826,-2.2460378366432883,-1.1164902044021185,-0.17285153030817826,-2.2023305607902497,-1.2053910101371006,-0.17285153030817826,-2.154957723064942,-1.2922855614947444,-0.17285153030817826,-2.103998170880572,-1.3770292310698626,-0.17285153030817826,-2.0495367213825966,-1.4594809713877317,-0.17285153030817826,-1.9916640202789484,-1.5395035496636855,-0.17285153030817826,-1.9304763909692066,-1.6169637762135451,-0.17285153030817826,-1.8660756742238007,-1.6917327261347035,-0.17285153030817826,-1.7985690586801013,-1.7636859538889016,-0.17285153030817826,-1.7280689024375084,-1.8327037004295474,-0.17285153030817826,-1.654692546048487,-1.8986710925288268,-0.17285153030817826,-1.5785621172167954,-1.9614783339728594,-0.17285153030817826,-1.4998043275279733,-2.0210208883066536,-0.17285153030817826,-1.4185502615504204,-2.077199652824728,-0.17285153030817826,-1.3349351586580571,-2.1299211235177746,-0.17285153030817826,-1.249098187937746,-2.179097550700866,-0.17285153030817826,-1.1611822165560701,-2.2246470850641344,-0.17285153030817826,-1.0713335719710408,-2.2664939139028792,-0.17285153030817826,-0.979701798384482,-2.304568387300326,-0.17285153030817826,-0.8864394078404655,-2.338807134053043,-0.17285153030817826,-0.7917016263840642,-2.3691531671460533,-0.17285153030817826,-0.6956461357029207,-2.395555978602099,-0.17285153030817826,-0.5984328106816343,-2.417971623547182,-0.17285153030817826,-0.5002234533058054,-2.4363627933524734,-0.17285153030817826,-0.4011815233585832,-2.450698877730841,-0.17285153030817826,-0.3014718663580005,-2.4609560156846535,-0.17285153030817826,-0.20126043918787184,-2.467117135220055,-0.17285153030817826,-0.10071403387893982,-2.469171981761615,-0.17285153030817826,-3.0238635640086884e-16,-2.467117135220055,-0.17285153030817826,0.10071403387893922,-2.4609560156846535,-0.17285153030817826,0.20126043918787123,-2.450698877730841,-0.17285153030817826,0.3014718663579999,-2.436362793352474,-0.17285153030817826,0.40118152335858154,-2.4179716235471824,-0.17285153030817826,0.5002234533058038,-2.395555978602099,-0.17285153030817826,0.5984328106816348,-2.3691531671460533,-0.17285153030817826,0.6956461357029201,-2.338807134053043,-0.17285153030817826,0.7917016263840636,-2.304568387300326,-0.17285153030817826,0.8864394078404649,-2.2664939139028792,-0.17285153030817826,0.9797017983844815,-2.2246470850641353,-0.17285153030817826,1.0713335719710393,-2.179097550700866,-0.17285153030817826,1.1611822165560695,-2.129921123517775,-0.17285153030817826,1.2490981879377456,-2.0771996528247274,-0.17285153030817826,1.3349351586580573,-2.0210208883066545,-0.17285153030817826,1.418550261550419,-1.96147833397286,-0.17285153030817826,1.4998043275279727,-1.898671092528827,-0.17285153030817826,1.578562117216795,-1.8327037004295472,-0.17285153030817826,1.6546925460484874,-1.7636859538889023,-0.17285153030817826,1.7280689024375082,-1.6917327261347037,-0.17285153030817826,1.798569058680101,-1.6169637762135463,-0.17285153030817826,1.8660756742237998,-1.5395035496636857,-0.17285153030817826,1.9304763909692062,-1.4594809713877313,-0.17285153030817826,1.9916640202789488,-1.377029231069863,-0.17285153030817826,2.049536721382596,-1.292285561494745,-0.17285153030817826,2.1039981708805717,-1.205391010137101,-0.17285153030817826,2.154957723064942,-1.1164902044021172,-0.17285153030817826,2.2023305607902506,-1.0257311109073948,-0.17285153030817826,2.2460378366432883,-0.9332647892071145,-0.17285153030817826,2.2860068041768336,-0.8392451403683207,-0.17285153030817826,2.3221709389889322,-0.7438286508177883,-0.17285153030817826,2.354470049446195,-0.6471741318857989,-0.17285153030817826,2.3828503768668403,-0.5494424554803587,-0.17285153030817826,2.407264684996707,-0.4507962863317889,-0.17285153030817826,2.42767233862934,-0.3513998112533314,-0.17285153030817826,2.4440393712392816,-0.251418465868397,-0.17285153030817826,2.4563385415160024,-0.15101865925930114,-0.17285153030817826,2.4645493787043717,-0.05036749699577362,-0.17285153030817826,2.468658216676209,0.050367496995774905,-0.17285153030817826,2.468658216676209,0.15101865925930022,-0.17285153030817826,2.4645493787043717,0.2514184658683961,-0.17285153030817826,2.456338541516003,0.35139981125333053,-0.17285153030817826,2.444039371239282,0.45079628633178803,-0.17285153030817826,2.42767233862934,0.5494424554803579,-0.17285153030817826,2.407264684996707,0.6471741318857981,-0.17285153030817826,2.3828503768668408,0.7438286508177875,-0.17285153030817826,2.3544700494461956,0.8392451403683198,-0.17285153030817826,2.3221709389889322,0.9332647892071118,-0.17285153030817826,2.286006804176835,1.0257311109073959,-0.17285153030817826,2.246037836643288,1.1164902044021183,-0.17285153030817826,2.2023305607902497,1.2053910101371004,-0.17285153030817826,2.1549577230649426,1.2922855614947426,-0.17285153030817826,2.1039981708805735,1.3770292310698622,-0.17285153030817826,2.0495367213825966,1.4594809713877324,-0.17285153030817826,1.991664020278948,1.5395035496636853,-0.17285153030817826,1.9304763909692066,1.6169637762135458,-0.17285153030817826,1.8660756742238005,1.691732726134703,-0.17285153030817826,1.7985690586801015,1.763685953888901,-0.17285153030817826,1.7280689024375095,1.8327037004295472,-0.17285153030817826,1.6546925460484874,1.898671092528828,-0.17285153030817826,1.5785621172167938,1.9614783339728592,-0.17285153030817826,1.4998043275279735,2.021020888306653,-0.17285153030817826,1.4185502615504206,2.0771996528247265,-0.17285153030817826,1.334935158658059,2.1299211235177746,-0.17285153030817826,1.2490981879377463,2.1790975507008663,-0.17285153030817826,1.1611822165560695,2.2246470850641344,-0.17285153030817826,1.071333571971041,2.266493913902879,-0.17285153030817826,0.9797017983844833,2.304568387300326,-0.17285153030817826,0.8864394078404659,2.3388071340530425,-0.17285153030817826,0.7917016263840656,2.3691531671460533,-0.17285153030817826,0.69564613570292,2.395555978602099,-0.17285153030817826,0.5984328106816357,2.417971623547182,-0.17285153030817826,0.5002234533058046,2.4363627933524734,-0.17285153030817826,0.4011815233585835,2.450698877730841,-0.17285153030817826,0.3014718663580019,2.4609560156846535,-0.17285153030817826,0.20126043918787212,2.467117135220055,-0.17285153030817826,0.10071403387893904,2.469171981761615,-0.17285153030817826,0.0,2.4801960531718894,-0.13932605828824612,0.0,2.4781320323908766,-0.13932605828824612,-0.10116369016440648,2.471943405406732,-0.13932605828824612,-0.20215900335029446,2.461640472578321,-0.13932605828824612,-0.30281784282600926,2.4472403821205475,-0.13932605828824612,-0.4029726718871805,2.4287671015628463,-0.13932605828824612,-0.5024567927050324,2.406251377857593,-0.13932605828824612,-0.6011046237784683,2.3797306862048364,-0.13932605828824612,-0.6987519755281388,2.349249167678528,-0.13932605828824612,-0.7952363235737924,2.314857555758059,-0.13932605828824612,-0.8903970792400666,2.276613091887392,-0.13932605828824612,-0.9840758568404908,2.2345794302023254,-0.13932605828824612,-1.0761167372948293,2.1888265315844664,-0.13932605828824612,-1.1663665276410036,2.1394305472182498,-0.13932605828824612,-1.2546750160096591,2.086473691844804,-0.13932605828824612,-1.340895221636997,2.030044106923631,-0.13932605828824612,-1.4248836394997508,1.9702357139298425,-0.13932605828824612,-1.5065004791651353,1.9071480580311366,-0.13932605828824612,-1.5856098974582247,1.840886142404689,-0.13932605828824612,-1.6620802245595128,1.7715602534697263,-0.13932605828824612,-1.7357841831563325,1.6992857773266667,-0.13932605828824612,-1.8065991002833817,1.6241830077083426,-0.13932605828824612,-1.8744071114997667,1.5463769457629544,-0.13932605828824612,-1.9390953570627345,1.4659970920019945,-0.13932605828824612,-2.000556169771575,1.3831772307594268,-0.13932605828824612,-2.0586872541690497,1.2980552075208667,-0.13932605828824612,-2.113391856802088,1.210772699493374,-0.13932605828824612,-2.164578927258358,1.1214749797977228,-0.13932605828824612,-2.2121632697106954,1.030310675675628,-0.13932605828824612,-2.256065684717147,0.9374315211143719,-0.13932605828824612,-2.296213101040627,0.8429921043005564,-0.13932605828824612,-2.33253869726878,0.7471496103233196,-0.13932605828824612,-2.3649820130316277,0.6500635595552713,-0.13932605828824612,-2.393489049631886,0.5518955421465738,-0.13932605828824612,-2.4180123599204695,0.4528089490740838,-0.13932605828824612,-2.4385111272675877,0.35296870019319804,-0.13932605828824612,-2.454951233497998,0.25254096974502666,-0.13932605828824612,-2.4673053156773403,0.15169290977577235,-0.13932605828824612,-2.4755528116550405,0.050592371928642965,-0.13932605828824612,-2.479679994287983,-0.05059237192864267,-0.13932605828824612,-2.479679994287983,-0.15169290977577204,-0.13932605828824612,-2.475552811655041,-0.2525409697450258,-0.13932605828824612,-2.4673053156773403,-0.35296870019319776,-0.13932605828824612,-2.454951233497998,-0.45280894907408353,-0.13932605828824612,-2.4385111272675877,-0.5518955421465729,-0.13932605828824612,-2.4180123599204695,-0.6500635595552711,-0.13932605828824612,-2.393489049631886,-0.7471496103233187,-0.13932605828824612,-2.3649820130316277,-0.8429921043005562,-0.13932605828824612,-2.33253869726878,-0.9374315211143717,-0.13932605828824612,-2.2962131010406273,-1.030310675675627,-0.13932605828824612,-2.256065684717147,-1.121474979797723,-0.13932605828824612,-2.2121632697106954,-1.2107726994933738,-0.13932605828824612,-2.164578927258358,-1.2980552075208673,-0.13932605828824612,-2.1133918568020875,-1.3831772307594261,-0.13932605828824612,-2.05868725416905,-1.4659970920019938,-0.13932605828824612,-2.000556169771575,-1.5463769457629541,-0.13932605828824612,-1.939095357062735,-1.6241830077083428,-0.13932605828824612,-1.8744071114997667,-1.699285777326667,-0.13932605828824612,-1.8065991002833817,-1.7715602534697263,-0.13932605828824612,-1.7357841831563325,-1.840886142404689,-0.13932605828824612,-1.6620802245595128,-1.9071480580311362,-0.13932605828824612,-1.5856098974582256,-1.9702357139298425,-0.13932605828824612,-1.506500479165135,-2.0300441069236306,-0.13932605828824612,-1.4248836394997515,-2.0864736918448044,-0.13932605828824612,-1.3408952216369967,-2.1394305472182493,-0.13932605828824612,-1.2546750160096596,-2.1888265315844664,-0.13932605828824612,-1.166366527641004,-2.234579430202325,-0.13932605828824612,-1.0761167372948297,-2.276613091887392,-0.13932605828824612,-0.984075856840491,-2.314857555758059,-0.13932605828824612,-0.8903970792400667,-2.349249167678528,-0.13932605828824612,-0.7952363235737924,-2.379730686204836,-0.13932605828824612,-0.6987519755281398,-2.406251377857593,-0.13932605828824612,-0.6011046237784681,-2.4287671015628463,-0.13932605828824612,-0.5024567927050332,-2.4472403821205475,-0.13932605828824612,-0.4029726718871812,-2.461640472578321,-0.13932605828824612,-0.3028178428260099,-2.471943405406732,-0.13932605828824612,-0.202159003350295,-2.4781320323908766,-0.13932605828824612,-0.10116369016440688,-2.4801960531718894,-0.13932605828824612,-3.037364157774853e-16,-2.4781320323908766,-0.13932605828824612,0.10116369016440627,-2.471943405406732,-0.13932605828824612,0.20215900335029438,-2.461640472578321,-0.13932605828824612,0.3028178428260093,-2.447240382120548,-0.13932605828824612,0.40297267188717956,-2.4287671015628467,-0.13932605828824612,0.5024567927050315,-2.406251377857593,-0.13932605828824612,0.6011046237784686,-2.3797306862048364,-0.13932605828824612,0.6987519755281393,-2.349249167678528,-0.13932605828824612,0.7952363235737918,-2.3148575557580595,-0.13932605828824612,0.8903970792400662,-2.276613091887392,-0.13932605828824612,0.9840758568404905,-2.234579430202326,-0.13932605828824612,1.0761167372948282,-2.1888265315844664,-0.13932605828824612,1.1663665276410033,-2.1394305472182498,-0.13932605828824612,1.254675016009659,-2.086473691844804,-0.13932605828824612,1.340895221636997,-2.030044106923631,-0.13932605828824612,1.4248836394997502,-1.970235713929843,-0.13932605828824612,1.5065004791651346,-1.9071480580311364,-0.13932605828824612,1.585609897458225,-1.8408861424046887,-0.13932605828824612,1.6620802245595132,-1.7715602534697268,-0.13932605828824612,1.7357841831563323,-1.6992857773266672,-0.13932605828824612,1.8065991002833812,-1.624183007708344,-0.13932605828824612,1.8744071114997656,-1.5463769457629544,-0.13932605828824612,1.9390953570627345,-1.4659970920019934,-0.13932605828824612,2.0005561697715755,-1.3831772307594268,-0.13932605828824612,2.0586872541690497,-1.2980552075208678,-0.13932605828824612,2.1133918568020875,-1.2107726994933743,-0.13932605828824612,2.164578927258358,-1.1214749797977217,-0.13932605828824612,2.2121632697106963,-1.0303106756756277,-0.13932605828824612,2.256065684717147,-0.9374315211143728,-0.13932605828824612,2.296213101040627,-0.8429921043005557,-0.13932605828824612,2.33253869726878,-0.7471496103233198,-0.13932605828824612,2.3649820130316277,-0.6500635595552727,-0.13932605828824612,2.3934890496318855,-0.5518955421465741,-0.13932605828824612,2.4180123599204695,-0.45280894907408303,-0.13932605828824612,2.4385111272675877,-0.35296870019319776,-0.13932605828824612,2.454951233497998,-0.25254096974502754,-0.13932605828824612,2.46730531567734,-0.1516929097757721,-0.13932605828824612,2.475552811655041,-0.050592371928641626,-0.13932605828824612,2.479679994287983,0.05059237192864292,-0.13932605828824612,2.479679994287983,0.15169290977577118,-0.13932605828824612,2.475552811655041,0.25254096974502666,-0.13932605828824612,2.4673053156773403,0.35296870019319687,-0.13932605828824612,2.454951233497998,0.45280894907408215,-0.13932605828824612,2.438511127267588,0.5518955421465732,-0.13932605828824612,2.4180123599204695,0.6500635595552718,-0.13932605828824612,2.393489049631886,0.7471496103233191,-0.13932605828824612,2.3649820130316277,0.8429921043005549,-0.13932605828824612,2.3325386972687805,0.9374315211143699,-0.13932605828824612,2.2962131010406277,1.0303106756756288,-0.13932605828824612,2.2560656847171465,1.1214749797977228,-0.13932605828824612,2.2121632697106954,1.2107726994933736,-0.13932605828824612,2.1645789272583587,1.2980552075208653,-0.13932605828824612,2.113391856802089,1.383177230759426,-0.13932605828824612,2.05868725416905,1.4659970920019945,-0.13932605828824612,2.0005561697715746,1.546376945762954,-0.13932605828824612,1.939095357062735,1.6241830077083435,-0.13932605828824612,1.8744071114997665,1.6992857773266663,-0.13932605828824612,1.8065991002833819,1.7715602534697255,-0.13932605828824612,1.7357841831563336,1.8408861424046887,-0.13932605828824612,1.6620802245595132,1.9071480580311373,-0.13932605828824612,1.5856098974582238,1.970235713929842,-0.13932605828824612,1.5065004791651353,2.03004410692363,-0.13932605828824612,1.424883639499752,2.086473691844803,-0.13932605828824612,1.3408952216369987,2.1394305472182493,-0.13932605828824612,1.2546750160096598,2.188826531584467,-0.13932605828824612,1.1663665276410033,2.234579430202325,-0.13932605828824612,1.07611673729483,2.2766130918873912,-0.13932605828824612,0.9840758568404924,2.314857555758059,-0.13932605828824612,0.8903970792400672,2.3492491676785274,-0.13932605828824612,0.7952363235737938,2.3797306862048364,-0.13932605828824612,0.6987519755281392,2.4062513778575925,-0.13932605828824612,0.6011046237784695,2.4287671015628463,-0.13932605828824612,0.5024567927050324,2.4472403821205475,-0.13932605828824612,0.4029726718871815,2.461640472578321,-0.13932605828824612,0.3028178428260113,2.471943405406732,-0.13932605828824612,0.20215900335029527,2.4781320323908766,-0.13932605828824612,0.10116369016440609,2.4801960531718894,-0.13932605828824612,0.0,2.4888278119998573,-0.10510647085423593,0.0,2.486756607863491,-0.10510647085423593,-0.1015157674022239,2.48054644276927,-0.10510647085423593,-0.20286257182811318,2.4702076529241195,-0.10510647085423593,-0.30387173152353253,2.4557574462234086,-0.10510647085423593,-0.40437512671067866,2.4372198736101134,-0.10510647085423593,-0.5042054794068588,2.41462578904439,-0.10510647085423593,-0.6031966318421843,2.388012798150206,-0.10510647085423593,-0.7011838230127808,2.357425195624493,-0.10510647085423593,-0.7980039629092192,2.322913891512988,-0.10510647085423593,-0.8934959039637405,2.2845363264754943,-0.10510647085423593,-0.9875007092644795,2.2423563761815664,-0.10510647085423593,-1.079861917090269,2.1964442449957637,-0.10510647085423593,-1.1704258013257336,2.1468763491294163,-0.10510647085423593,-1.2590416273232372,2.093735189453379,-0.10510647085423593,-1.345561902785829,2.0371092141834755,-0.10510647085423593,-1.4298426232536154,1.9770926716671722,-0.10510647085423593,-1.5117435117849725,1.9137854535165053,-0.10510647085423593,-1.591128252433669,1.8472929283483501,-0.10510647085423593,-1.6678647171333094,1.777725766408757,-0.10510647085423593,-1.741825185611459,1.7051997553732494,-0.10510647085423593,-1.8128865579674331,1.6298356076296643,-0.10510647085423593,-1.880930559559932,1.5517587593642965,-0.10510647085423593,-1.945843937863511,1.471099161785744,-0.10510647085423593,-2.0075186509662317,1.387991064833948,-0.10510647085423593,-2.0658520473947597,1.3025727937344158,-0.10510647085423593,-2.1207470369676145,1.214986518769535,-0.10510647085423593,-2.1721122523921923,1.1253780186501692,-0.10510647085423593,-2.219862201336609,1.0338964378813773,-0.10510647085423593,-2.26391740872325,0.9406940385261088,-0.10510647085423593,-2.3042045490071916,0.845925946780024,-0.10510647085423593,-2.340656568219335,0.7497498947792492,-0.10510647085423593,-2.3732127955711224,0.6523259580708062,-0.10510647085423593,-2.4018190444350718,0.5538162891826588,-0.10510647085423593,-2.426427702533077,0.45438484773683446,-0.10510647085423593,-2.446997811182342,0.3541971275548143,-0.10510647085423593,-2.4634951334670654,0.25341988120939757,-0.10510647085423593,-2.4758922112224133,0.15222084248150447,-0.10510647085423593,-2.484168410735918,0.05076844718384886,-0.10510647085423593,-2.4883099570902614,-0.050768447183848556,-0.10510647085423593,-2.4883099570902614,-0.15222084248150416,-0.10510647085423593,-2.4841684107359185,-0.25341988120939674,-0.10510647085423593,-2.4758922112224133,-0.35419712755481403,-0.10510647085423593,-2.4634951334670654,-0.4543848477368342,-0.10510647085423593,-2.446997811182342,-0.553816289182658,-0.10510647085423593,-2.426427702533077,-0.6523259580708058,-0.10510647085423593,-2.401819044435072,-0.7497498947792485,-0.10510647085423593,-2.3732127955711224,-0.8459259467800238,-0.10510647085423593,-2.3406565682193357,-0.9406940385261086,-0.10510647085423593,-2.304204549007192,-1.0338964378813766,-0.10510647085423593,-2.2639174087232505,-1.1253780186501694,-0.10510647085423593,-2.219862201336609,-1.214986518769535,-0.10510647085423593,-2.1721122523921923,-1.3025727937344163,-0.10510647085423593,-2.120747036967614,-1.3879910648339473,-0.10510647085423593,-2.06585204739476,-1.4710991617857434,-0.10510647085423593,-2.007518650966232,-1.551758759364296,-0.10510647085423593,-1.9458439378635117,-1.6298356076296645,-0.10510647085423593,-1.880930559559932,-1.7051997553732496,-0.10510647085423593,-1.8128865579674331,-1.777725766408757,-0.10510647085423593,-1.741825185611459,-1.8472929283483501,-0.10510647085423593,-1.6678647171333094,-1.9137854535165046,-0.10510647085423593,-1.5911282524336696,-1.9770926716671722,-0.10510647085423593,-1.5117435117849722,-2.0371092141834746,-0.10510647085423593,-1.4298426232536163,-2.093735189453379,-0.10510647085423593,-1.3455619027858288,-2.146876349129416,-0.10510647085423593,-1.2590416273232377,-2.1964442449957637,-0.10510647085423593,-1.1704258013257338,-2.242356376181566,-0.10510647085423593,-1.0798619170902692,-2.2845363264754943,-0.10510647085423593,-0.9875007092644796,-2.322913891512988,-0.10510647085423593,-0.8934959039637406,-2.357425195624493,-0.10510647085423593,-0.7980039629092192,-2.388012798150206,-0.10510647085423593,-0.7011838230127818,-2.41462578904439,-0.10510647085423593,-0.6031966318421841,-2.437219873610113,-0.10510647085423593,-0.5042054794068596,-2.4557574462234086,-0.10510647085423593,-0.4043751267106793,-2.4702076529241195,-0.10510647085423593,-0.30387173152353314,-2.48054644276927,-0.10510647085423593,-0.20286257182811368,-2.486756607863491,-0.10510647085423593,-0.10151576740222429,-2.4888278119998573,-0.10510647085423593,-3.047935013594536e-16,-2.486756607863491,-0.10510647085423593,0.10151576740222369,-2.48054644276927,-0.10510647085423593,0.20286257182811307,-2.4702076529241195,-0.10510647085423593,0.30387173152353253,-2.455757446223409,-0.10510647085423593,0.4043751267106777,-2.4372198736101134,-0.10510647085423593,0.5042054794068579,-2.41462578904439,-0.10510647085423593,0.6031966318421845,-2.388012798150206,-0.10510647085423593,0.7011838230127813,-2.357425195624493,-0.10510647085423593,0.7980039629092186,-2.3229138915129885,-0.10510647085423593,0.89349590396374,-2.2845363264754943,-0.10510647085423593,0.9875007092644791,-2.242356376181567,-0.10510647085423593,1.079861917090268,-2.1964442449957637,-0.10510647085423593,1.1704258013257332,-2.1468763491294163,-0.10510647085423593,1.259041627323237,-2.093735189453379,-0.10510647085423593,1.345561902785829,-2.0371092141834755,-0.10510647085423593,1.429842623253615,-1.9770926716671726,-0.10510647085423593,1.5117435117849716,-1.9137854535165049,-0.10510647085423593,1.5911282524336692,-1.84729292834835,-0.10510647085423593,1.6678647171333096,-1.7777257664087576,-0.10510647085423593,1.7418251856114588,-1.7051997553732499,-0.10510647085423593,1.812886557967433,-1.6298356076296656,-0.10510647085423593,1.8809305595599308,-1.5517587593642965,-0.10510647085423593,1.945843937863511,-1.471099161785743,-0.10510647085423593,2.007518650966232,-1.387991064833948,-0.10510647085423593,2.0658520473947597,-1.302572793734417,-0.10510647085423593,2.1207470369676136,-1.2149865187695355,-0.10510647085423593,2.172112252392192,-1.125378018650168,-0.10510647085423593,2.21986220133661,-1.033896437881377,-0.10510647085423593,2.2639174087232505,-0.9406940385261096,-0.10510647085423593,2.3042045490071916,-0.8459259467800233,-0.10510647085423593,2.3406565682193357,-0.7497498947792496,-0.10510647085423593,2.3732127955711224,-0.6523259580708075,-0.10510647085423593,2.4018190444350713,-0.5538162891826591,-0.10510647085423593,2.426427702533077,-0.45438484773683374,-0.10510647085423593,2.446997811182342,-0.35419712755481403,-0.10510647085423593,2.4634951334670654,-0.2534198812093984,-0.10510647085423593,2.4758922112224133,-0.15222084248150422,-0.10510647085423593,2.4841684107359185,-0.050768447183847515,-0.10510647085423593,2.4883099570902614,0.05076844718384881,-0.10510647085423593,2.4883099570902614,0.1522208424815033,-0.10510647085423593,2.4841684107359185,0.2534198812093975,-0.10510647085423593,2.4758922112224133,0.35419712755481314,-0.10510647085423593,2.463495133467066,0.45438484773683285,-0.10510647085423593,2.446997811182342,0.5538162891826582,-0.10510647085423593,2.426427702533077,0.6523259580708067,-0.10510647085423593,2.4018190444350718,0.7497498947792487,-0.10510647085423593,2.3732127955711224,0.8459259467800224,-0.10510647085423593,2.340656568219336,0.9406940385261067,-0.10510647085423593,2.3042045490071925,1.0338964378813782,-0.10510647085423593,2.26391740872325,1.1253780186501692,-0.10510647085423593,2.219862201336609,1.2149865187695346,-0.10510647085423593,2.1721122523921927,1.3025727937344143,-0.10510647085423593,2.1207470369676154,1.387991064833947,-0.10510647085423593,2.06585204739476,1.471099161785744,-0.10510647085423593,2.0075186509662313,1.5517587593642959,-0.10510647085423593,1.9458439378635117,1.6298356076296652,-0.10510647085423593,1.8809305595599317,1.7051997553732492,-0.10510647085423593,1.8128865579674334,1.7777257664087562,-0.10510647085423593,1.7418251856114602,1.84729292834835,-0.10510647085423593,1.6678647171333096,1.9137854535165058,-0.10510647085423593,1.591128252433668,1.9770926716671717,-0.10510647085423593,1.5117435117849725,2.0371092141834746,-0.10510647085423593,1.4298426232536166,2.0937351894533776,-0.10510647085423593,1.3455619027858308,2.146876349129416,-0.10510647085423593,1.2590416273232379,2.196444244995764,-0.10510647085423593,1.1704258013257332,2.242356376181566,-0.10510647085423593,1.0798619170902697,2.2845363264754934,-0.10510647085423593,0.9875007092644811,2.322913891512988,-0.10510647085423593,0.893495903963741,2.3574251956244923,-0.10510647085423593,0.7980039629092206,2.388012798150206,-0.10510647085423593,0.7011838230127811,2.4146257890443894,-0.10510647085423593,0.6031966318421854,2.4372198736101134,-0.10510647085423593,0.5042054794068588,2.4557574462234086,-0.10510647085423593,0.4043751267106796,2.4702076529241195,-0.10510647085423593,0.3038717315235345,2.48054644276927,-0.10510647085423593,0.20286257182811396,2.486756607863491,-0.10510647085423593,0.1015157674022235,2.4888278119998573,-0.10510647085423593,0.0,2.4950242552572273,-0.07036324826944557,0.0,2.4929478944367207,-0.07036324826944557,-0.10176851156130286,2.4867222678728718,-0.07036324826944557,-0.20336763947856143,2.476357737506695,-0.07036324826944557,-0.30462828203009057,2.4618715540761174,-0.07036324826944557,-0.4053819008696917,2.4432878284038297,-0.07036324826944557,-0.5054608015420969,2.4206374912672017,-0.07036324826944557,-0.6046984125938399,2.3939582419170535,-0.07036324826944557,-0.7029295628150025,2.363294485330977,-0.07036324826944557,-0.7999907561503916,2.3286972583056276,-0.07036324826944557,-0.8957204438225886,2.290224144511018,-0.07036324826944557,-0.9899592932139466,2.2479391786481804,-0.07036324826944557,-1.0825504530600063,2.201912739869725,-0.07036324826944557,-1.1733398145129492,2.152221434640688,-0.07036324826944557,-1.2621762676405626,2.0989479692346293,-0.07036324826944557,-1.348911952933811,2.042181012077204,-0.07036324826944557,-1.4334025074043961,1.9820150461663157,-0.07036324826944557,-1.5155073048627048,1.9185502118144955,-0.07036324826944557,-1.5950896899762208,1.8518921399752297,-0.07036324826944557,-1.6720172057188423,1.7821517764306658,-0.07036324826944557,-1.7461618138325279,1.709445197133305,-0.07036324826944557,-1.817400107934342,1.6338934150090358,-0.07036324826944557,-1.8856135189141998,1.555622178543063,-0.07036324826944557,-1.9506885122814497,1.47476176248396,-0.07036324826944557,-2.0125167771318297,1.3914467510142101,-0.07036324826944557,-2.070995406420275,1.305815813748116,-0.07036324826944557,-2.1260270682395435,1.2180114749299114,-0.07036324826944557,-2.1775201678195644,1.1281798762162232,-0.07036324826944557,-2.225388999977898,1.0364705334377031,-0.07036324826944557,-2.269553891767553,0.9430360877446883,-0.07036324826944557,-2.3099413350847406,0.8480320515510678,-0.07036324826944557,-2.346484109015863,0.7516165496992157,-0.07036324826944557,-2.379121391720088,0.6539500562767995,-0.07036324826944557,-2.4077988616612997,0.5551951275234961,-0.07036324826944557,-2.432468788020938,0.4555161312721738,-0.07036324826944557,-2.4530901101412304,0.3550789733748565,-0.07036324826944557,-2.4696285058666088,0.2540508215688038,-0.07036324826944557,-2.48205644866955,0.15259982724231355,-0.07036324826944557,-2.49035325346576,0.050894845563328045,-0.07036324826944557,-2.494505111042462,-0.05089484556332774,-0.07036324826944557,-2.494505111042462,-0.15259982724231322,-0.07036324826944557,-2.4903532534657606,-0.254050821568803,-0.07036324826944557,-2.48205644866955,-0.3550789733748562,-0.07036324826944557,-2.4696285058666088,-0.4555161312721735,-0.07036324826944557,-2.4530901101412304,-0.5551951275234953,-0.07036324826944557,-2.432468788020938,-0.6539500562767993,-0.07036324826944557,-2.4077988616613,-0.7516165496992149,-0.07036324826944557,-2.379121391720088,-0.8480320515510675,-0.07036324826944557,-2.3464841090158632,-0.9430360877446881,-0.07036324826944557,-2.309941335084741,-1.0364705334377025,-0.07036324826944557,-2.269553891767553,-1.1281798762162234,-0.07036324826944557,-2.225388999977898,-1.2180114749299114,-0.07036324826944557,-2.1775201678195644,-1.3058158137481164,-0.07036324826944557,-2.126027068239543,-1.3914467510142097,-0.07036324826944557,-2.0709954064202756,-1.4747617624839593,-0.07036324826944557,-2.0125167771318297,-1.5556221785430626,-0.07036324826944557,-1.9506885122814503,-1.6338934150090363,-0.07036324826944557,-1.8856135189141998,-1.7094451971333051,-0.07036324826944557,-1.817400107934342,-1.7821517764306658,-0.07036324826944557,-1.7461618138325279,-1.8518921399752297,-0.07036324826944557,-1.6720172057188423,-1.9185502118144948,-0.07036324826944557,-1.5950896899762217,-1.9820150461663157,-0.07036324826944557,-1.5155073048627046,-2.042181012077203,-0.07036324826944557,-1.433402507404397,-2.0989479692346293,-0.07036324826944557,-1.3489119529338105,-2.1522214346406874,-0.07036324826944557,-1.2621762676405628,-2.2019127398697247,-0.07036324826944557,-1.1733398145129494,-2.2479391786481804,-0.07036324826944557,-1.0825504530600067,-2.290224144511018,-0.07036324826944557,-0.9899592932139467,-2.3286972583056276,-0.07036324826944557,-0.8957204438225889,-2.363294485330977,-0.07036324826944557,-0.7999907561503916,-2.3939582419170535,-0.07036324826944557,-0.7029295628150035,-2.4206374912672017,-0.07036324826944557,-0.6046984125938398,-2.4432878284038297,-0.07036324826944557,-0.5054608015420977,-2.4618715540761174,-0.07036324826944557,-0.40538190086969245,-2.476357737506695,-0.07036324826944557,-0.30462828203009124,-2.4867222678728718,-0.07036324826944557,-0.20336763947856196,-2.4929478944367207,-0.07036324826944557,-0.10176851156130326,-2.4950242552572273,-0.07036324826944557,-3.0555234679957723e-16,-2.4929478944367207,-0.07036324826944557,0.10176851156130265,-2.4867222678728718,-0.07036324826944557,0.20336763947856132,-2.476357737506695,-0.07036324826944557,0.3046282820300906,-2.4618715540761174,-0.07036324826944557,0.4053819008696908,-2.44328782840383,-0.07036324826944557,0.505460801542096,-2.4206374912672017,-0.07036324826944557,0.6046984125938403,-2.3939582419170535,-0.07036324826944557,0.702929562815003,-2.363294485330977,-0.07036324826944557,0.7999907561503911,-2.3286972583056276,-0.07036324826944557,0.8957204438225883,-2.290224144511018,-0.07036324826944557,0.9899592932139462,-2.2479391786481813,-0.07036324826944557,1.0825504530600052,-2.201912739869725,-0.07036324826944557,1.173339814512949,-2.152221434640688,-0.07036324826944557,1.2621762676405623,-2.0989479692346293,-0.07036324826944557,1.348911952933811,-2.042181012077204,-0.07036324826944557,1.4334025074043955,-1.9820150461663164,-0.07036324826944557,1.515507304862704,-1.9185502118144953,-0.07036324826944557,1.595089689976221,-1.8518921399752295,-0.07036324826944557,1.6720172057188425,-1.7821517764306662,-0.07036324826944557,1.7461618138325277,-1.7094451971333053,-0.07036324826944557,1.8174001079343418,-1.6338934150090374,-0.07036324826944557,1.8856135189141987,-1.555622178543063,-0.07036324826944557,1.9506885122814497,-1.4747617624839588,-0.07036324826944557,2.01251677713183,-1.3914467510142101,-0.07036324826944557,2.070995406420275,-1.305815813748117,-0.07036324826944557,2.1260270682395426,-1.2180114749299118,-0.07036324826944557,2.177520167819564,-1.1281798762162218,-0.07036324826944557,2.225388999977899,-1.036470533437703,-0.07036324826944557,2.269553891767553,-0.9430360877446892,-0.07036324826944557,2.30994133508474,-0.8480320515510671,-0.07036324826944557,2.3464841090158632,-0.751616549699216,-0.07036324826944557,2.379121391720088,-0.6539500562768009,-0.07036324826944557,2.4077988616612997,-0.5551951275234964,-0.07036324826944557,2.432468788020938,-0.45551613127217305,-0.07036324826944557,2.4530901101412304,-0.3550789733748562,-0.07036324826944557,2.4696285058666088,-0.25405082156880465,-0.07036324826944557,2.4820564486695496,-0.15259982724231327,-0.07036324826944557,2.4903532534657606,-0.05089484556332669,-0.07036324826944557,2.494505111042462,0.050894845563327996,-0.07036324826944557,2.494505111042462,0.15259982724231236,-0.07036324826944557,2.4903532534657606,0.25405082156880376,-0.07036324826944557,2.48205644866955,0.35507897337485533,-0.07036324826944557,2.469628505866609,0.4555161312721721,-0.07036324826944557,2.453090110141231,0.5551951275234955,-0.07036324826944557,2.432468788020938,0.6539500562768,-0.07036324826944557,2.4077988616612997,0.7516165496992151,-0.07036324826944557,2.379121391720088,0.8480320515510663,-0.07036324826944557,2.3464841090158637,0.9430360877446863,-0.07036324826944557,2.3099413350847415,1.036470533437704,-0.07036324826944557,2.2695538917675524,1.128179876216223,-0.07036324826944557,2.225388999977898,1.218011474929911,-0.07036324826944557,2.1775201678195644,1.3058158137481146,-0.07036324826944557,2.1260270682395443,1.3914467510142092,-0.07036324826944557,2.0709954064202756,1.47476176248396,-0.07036324826944557,2.0125167771318293,1.5556221785430624,-0.07036324826944557,1.9506885122814503,1.6338934150090367,-0.07036324826944557,1.8856135189141994,1.7094451971333045,-0.07036324826944557,1.8174001079343423,1.782151776430665,-0.07036324826944557,1.746161813832529,1.8518921399752295,-0.07036324826944557,1.6720172057188425,1.918550211814496,-0.07036324826944557,1.59508968997622,1.9820150461663155,-0.07036324826944557,1.5155073048627048,2.042181012077203,-0.07036324826944557,1.4334025074043972,2.098947969234628,-0.07036324826944557,1.3489119529338125,2.1522214346406874,-0.07036324826944557,1.2621762676405632,2.2019127398697256,-0.07036324826944557,1.1733398145129488,2.2479391786481804,-0.07036324826944557,1.0825504530600072,2.290224144511017,-0.07036324826944557,0.989959293213948,2.3286972583056276,-0.07036324826944557,0.8957204438225892,2.363294485330976,-0.07036324826944557,0.7999907561503931,2.3939582419170535,-0.07036324826944557,0.7029295628150027,2.4206374912672013,-0.07036324826944557,0.6046984125938412,2.4432878284038297,-0.07036324826944557,0.5054608015420969,2.4618715540761174,-0.07036324826944557,0.4053819008696927,2.476357737506695,-0.07036324826944557,0.3046282820300926,2.4867222678728718,-0.07036324826944557,0.20336763947856223,2.4929478944367207,-0.07036324826944557,0.10176851156130247,2.4950242552572273,-0.07036324826944557,0.0,2.498754512575382,-0.03526947952115613,0.0,2.4966750474322903,-0.03526947952115613,-0.10192066348295628,2.490440113067525,-0.03526947952115613,-0.2036716900800104,2.480060086914016,-0.03526947952115613,-0.30508372524911553,2.4655522455009,-0.03526947952115613,-0.4059879786660019,2.4469407356984414,-0.03526947952115613,-0.5062165051590136,2.4242565345279528,-0.03526947952115613,-0.6056024842372727,2.3975373976035974,-0.03526947952115613,-0.7039804977469227,2.3668277962918967,-0.03526947952115613,-0.8011868051933211,2.3321788436935282,-0.03526947952115613,-0.8970596162709326,2.2936482095706165,-0.03526947952115613,-0.9914393601473264,2.251300024361103,-0.03526947952115613,-1.084168951053078,2.205204772439962,-0.03526947952115613,-1.1750940497355316,2.1554391748049135,-0.03526947952115613,-1.2640633203412515,2.1020860613818964,-0.03526947952115613,-1.3509286822996178,2.045234233162829,-0.03526947952115613,-1.435545556788321,1.984978314405122,-0.03526947952115613,-1.5177731073705438,1.9214185951389415,-0.03526947952115613,-1.5974744744033098,1.8546608642443507,-0.03526947952115613,-1.674517002826855,1.7848162333761586,-0.03526947952115613,-1.7487724629558807,1.7120009520295367,-0.03526947952115613,-1.820117263905212,1.6363362140542075,-0.03526947952115613,-1.888432659294627,1.5579479559392413,-0.03526947952115613,-1.95360494489049,1.4769666472041982,-0.03526947952115613,-2.0155256478552253,1.3935270732454896,-0.03526947952115613,-2.0740917072896496,1.3077681109993882,-0.03526947952115613,-2.1292056457676716,1.219832497795072,-0.03526947952115613,-2.1807757315778415,1.1298665937824284,-0.03526947952115613,-2.228716131401738,1.0380201383300247,-0.03526947952115613,-2.2729470531750517,0.9444460007987123,-0.03526947952115613,-2.3133948788936043,0.8492999261056589,-0.03526947952115613,-2.3499922871432486,0.7527402755023033,-0.03526947952115613,-2.382678365149722,0.6549277629976837,-0.03526947952115613,-2.4113987101619436,0.5560251878658293,-0.03526947952115613,-2.4361055200000274,0.456197163682434,-0.03526947952115613,-2.456757672617293,0.3556098443418074,-0.03526947952115613,-2.473320794543852,0.2544306475101122,-0.03526947952115613,-2.485767318097859,0.15282797597518472,-0.03526947952115613,-2.4940765272691943,0.05097093735671199,-0.03526947952115613,-2.498234592199222,-0.05097093735671169,-0.03526947952115613,-2.498234592199222,-0.1528279759751844,-0.03526947952115613,-2.4940765272691943,-0.25443064751011135,-0.03526947952115613,-2.485767318097859,-0.35560984434180715,-0.03526947952115613,-2.473320794543852,-0.45619716368243374,-0.03526947952115613,-2.456757672617293,-0.5560251878658284,-0.03526947952115613,-2.4361055200000274,-0.6549277629976835,-0.03526947952115613,-2.4113987101619436,-0.7527402755023024,-0.03526947952115613,-2.3826783651497223,-0.8492999261056586,-0.03526947952115613,-2.349992287143249,-0.944446000798712,-0.03526947952115613,-2.3133948788936043,-1.038020138330024,-0.03526947952115613,-2.2729470531750517,-1.1298665937824286,-0.03526947952115613,-2.228716131401738,-1.2198324977950719,-0.03526947952115613,-2.1807757315778415,-1.3077681109993886,-0.03526947952115613,-2.129205645767671,-1.3935270732454892,-0.03526947952115613,-2.0740917072896505,-1.4769666472041978,-0.03526947952115613,-2.0155256478552253,-1.557947955939241,-0.03526947952115613,-1.9536049448904904,-1.636336214054208,-0.03526947952115613,-1.888432659294627,-1.712000952029537,-0.03526947952115613,-1.820117263905212,-1.7848162333761586,-0.03526947952115613,-1.7487724629558807,-1.8546608642443507,-0.03526947952115613,-1.674517002826855,-1.921418595138941,-0.03526947952115613,-1.5974744744033107,-1.984978314405122,-0.03526947952115613,-1.5177731073705436,-2.0452342331628284,-0.03526947952115613,-1.4355455567883217,-2.102086061381897,-0.03526947952115613,-1.3509286822996176,-2.155439174804913,-0.03526947952115613,-1.2640633203412517,-2.2052047724399615,-0.03526947952115613,-1.1750940497355318,-2.251300024361103,-0.03526947952115613,-1.0841689510530785,-2.2936482095706165,-0.03526947952115613,-0.9914393601473265,-2.3321788436935282,-0.03526947952115613,-0.8970596162709327,-2.3668277962918967,-0.03526947952115613,-0.8011868051933211,-2.397537397603597,-0.03526947952115613,-0.7039804977469237,-2.4242565345279528,-0.03526947952115613,-0.6056024842372725,-2.446940735698441,-0.03526947952115613,-0.5062165051590144,-2.4655522455009,-0.03526947952115613,-0.40598797866600256,-2.480060086914016,-0.03526947952115613,-0.30508372524911614,-2.490440113067525,-0.03526947952115613,-0.20367169008001093,-2.4966750474322903,-0.03526947952115613,-0.10192066348295668,-2.498754512575382,-0.03526947952115613,-3.0600917156804463e-16,-2.4966750474322903,-0.03526947952115613,0.10192066348295607,-2.490440113067525,-0.03526947952115613,0.20367169008001032,-2.480060086914016,-0.03526947952115613,0.3050837252491156,-2.4655522455009,-0.03526947952115613,0.4059879786660009,-2.446940735698442,-0.03526947952115613,0.5062165051590127,-2.4242565345279528,-0.03526947952115613,0.6056024842372729,-2.3975373976035974,-0.03526947952115613,0.7039804977469232,-2.3668277962918967,-0.03526947952115613,0.8011868051933205,-2.3321788436935282,-0.03526947952115613,0.8970596162709321,-2.2936482095706165,-0.03526947952115613,0.9914393601473259,-2.251300024361104,-0.03526947952115613,1.084168951053077,-2.205204772439962,-0.03526947952115613,1.175094049735531,-2.1554391748049135,-0.03526947952115613,1.2640633203412512,-2.1020860613818964,-0.03526947952115613,1.3509286822996178,-2.0452342331628293,-0.03526947952115613,1.4355455567883204,-1.9849783144051225,-0.03526947952115613,1.5177731073705432,-1.9214185951389413,-0.03526947952115613,1.5974744744033103,-1.8546608642443505,-0.03526947952115613,1.6745170028268552,-1.784816233376159,-0.03526947952115613,1.7487724629558803,-1.7120009520295374,-0.03526947952115613,1.8201172639052117,-1.636336214054209,-0.03526947952115613,1.888432659294626,-1.5579479559392413,-0.03526947952115613,1.95360494489049,-1.4769666472041971,-0.03526947952115613,2.0155256478552257,-1.3935270732454896,-0.03526947952115613,2.0740917072896496,-1.3077681109993893,-0.03526947952115613,2.1292056457676707,-1.2198324977950723,-0.03526947952115613,2.1807757315778415,-1.1298665937824273,-0.03526947952115613,2.2287161314017387,-1.0380201383300247,-0.03526947952115613,2.2729470531750517,-0.9444460007987131,-0.03526947952115613,2.313394878893604,-0.8492999261056582,-0.03526947952115613,2.349992287143249,-0.7527402755023035,-0.03526947952115613,2.382678365149722,-0.6549277629976852,-0.03526947952115613,2.411398710161943,-0.5560251878658297,-0.03526947952115613,2.4361055200000274,-0.4561971636824333,-0.03526947952115613,2.456757672617293,-0.35560984434180715,-0.03526947952115613,2.473320794543852,-0.254430647510113,-0.03526947952115613,2.4857673180978583,-0.15282797597518447,-0.03526947952115613,2.4940765272691943,-0.050970937356710634,-0.03526947952115613,2.498234592199222,0.05097093735671194,-0.03526947952115613,2.498234592199222,0.15282797597518355,-0.03526947952115613,2.4940765272691943,0.25443064751011213,-0.03526947952115613,2.485767318097859,0.35560984434180626,-0.03526947952115613,2.4733207945438522,0.45619716368243235,-0.03526947952115613,2.456757672617293,0.5560251878658288,-0.03526947952115613,2.4361055200000274,0.6549277629976843,-0.03526947952115613,2.4113987101619436,0.7527402755023027,-0.03526947952115613,2.3826783651497223,0.8492999261056573,-0.03526947952115613,2.3499922871432495,0.9444460007987102,-0.03526947952115613,2.313394878893605,1.0380201383300258,-0.03526947952115613,2.2729470531750513,1.1298665937824284,-0.03526947952115613,2.228716131401738,1.2198324977950716,-0.03526947952115613,2.180775731577842,1.3077681109993868,-0.03526947952115613,2.1292056457676725,1.393527073245489,-0.03526947952115613,2.0740917072896505,1.4769666472041982,-0.03526947952115613,2.015525647855225,1.5579479559392408,-0.03526947952115613,1.9536049448904904,1.6363362140542084,-0.03526947952115613,1.8884326592946268,1.7120009520295365,-0.03526947952115613,1.8201172639052121,1.7848162333761577,-0.03526947952115613,1.7487724629558818,1.8546608642443505,-0.03526947952115613,1.6745170028268552,1.9214185951389422,-0.03526947952115613,1.5974744744033091,1.9849783144051216,-0.03526947952115613,1.5177731073705438,2.045234233162828,-0.03526947952115613,1.4355455567883222,2.1020860613818955,-0.03526947952115613,1.3509286822996194,2.155439174804913,-0.03526947952115613,1.2640633203412521,2.205204772439962,-0.03526947952115613,1.175094049735531,2.251300024361103,-0.03526947952115613,1.0841689510530788,2.293648209570616,-0.03526947952115613,0.9914393601473278,2.3321788436935282,-0.03526947952115613,0.8970596162709331,2.3668277962918958,-0.03526947952115613,0.8011868051933225,2.3975373976035974,-0.03526947952115613,0.703980497746923,2.4242565345279528,-0.03526947952115613,0.6056024842372738,2.4469407356984414,-0.03526947952115613,0.5062165051590136,2.4655522455009,-0.03526947952115613,0.40598797866600284,2.480060086914016,-0.03526947952115613,0.3050837252491176,2.490440113067525,-0.03526947952115613,0.2036716900800112,2.4966750474322903,-0.03526947952115613,0.10192066348295588,2.498754512575382,-0.03526947952115613,0.0,2.5,0.0,0.0,2.4979194983614574,0.0,-0.10197146515396394,2.491681456235483,0.0,-0.2037732088676579,2.4812962562275693,0.0,-0.30523579218539965,2.466781183478222,0.0,-0.4061903406505145,2.448160396893553,0.0,-0.5064688253802024,2.4254648889351613,0.0,-0.6059043427330308,2.3987324340362433,0.0,-0.7043313921035742,2.3680075257297752,0.0,-0.8015861513818388,2.333341302593417,0.0,-0.8975067496189966,2.2947914631343984,0.0,-0.9919335364456062,2.252422169756048,0.0,-1.0847093477938952,2.2063039419658033,0.0,-1.175679767481842,2.156513539002452,0.0,-1.2646933842236707,2.103133832077953,0.0,-1.351602043638994,2.046253666446484,0.0,-1.436261094841158,1.9859677135302816,0.0,-1.5185296311943688,1.922376313348405,0.0,-1.5982707248388786,1.8555853075106747,0.0,-1.6753516545938987,1.7857058630547589,0.0,-1.7496441268589045,1.7128542874196104,0.0,-1.8210244891456728,1.6371518348632126,0.0,-1.8893739358856456,1.5587245046468339,0.0,-1.9545787061700741,1.4777028313216918,0.0,-2.0165302730938253,1.3942216674670738,0.0,-2.075125524387701,1.30841995924153,0.0,-2.1302669340386418,1.220440515120703,0.0,-2.1818627246121407,1.1304297682067146,0.0,-2.2298270200067343,1.0385375325047161,0.0,-2.274079988386296,0.9449167535722663,0.0,-2.3145479750522453,0.8497232539565422,0.0,-2.3511636250345287,0.7531154738430859,0.0,-2.383865995197319,0.6552542073477556,0.0,-2.4126006556728496,0.5563023348907861,0.0,-2.437319780454559,0.4564245520984042,0.0,-2.4579822269987575,0.3557870956832133,0.0,-2.4745536047023315,0.25455746675958885,0.0,-2.48700633214251,0.15290415205460708,0.0,-2.495319682983417,0.05099634347851358,0.0,-2.499479820473016,-0.050996343478513284,0.0,-2.499479820473016,-0.15290415205460675,0.0,-2.495319682983417,-0.254557466759588,0.0,-2.48700633214251,-0.3557870956832131,0.0,-2.4745536047023315,-0.45642455209840394,0.0,-2.4579822269987575,-0.5563023348907853,0.0,-2.437319780454559,-0.6552542073477553,0.0,-2.41260065567285,-0.7531154738430851,0.0,-2.3838659951973193,-0.8497232539565419,0.0,-2.3511636250345287,-0.944916753572266,0.0,-2.3145479750522453,-1.0385375325047155,0.0,-2.274079988386296,-1.1304297682067146,0.0,-2.2298270200067343,-1.2204405151207027,0.0,-2.1818627246121407,-1.3084199592415304,0.0,-2.130266934038641,-1.394221667467073,0.0,-2.0751255243877016,-1.4777028313216911,0.0,-2.0165302730938253,-1.5587245046468337,0.0,-1.9545787061700748,-1.6371518348632128,0.0,-1.8893739358856456,-1.7128542874196107,0.0,-1.8210244891456728,-1.7857058630547589,0.0,-1.7496441268589045,-1.8555853075106747,0.0,-1.6753516545938987,-1.9223763133484044,0.0,-1.5982707248388794,-1.9859677135302816,0.0,-1.5185296311943686,-2.0462536664464834,0.0,-1.436261094841159,-2.1031338320779533,0.0,-1.3516020436389935,-2.1565135390024515,0.0,-1.264693384223671,-2.206303941965803,0.0,-1.1756797674818422,-2.2524221697560476,0.0,-1.0847093477938956,-2.2947914631343984,0.0,-0.9919335364456063,-2.333341302593417,0.0,-0.8975067496189968,-2.3680075257297752,0.0,-0.8015861513818388,-2.3987324340362433,0.0,-0.7043313921035752,-2.4254648889351613,0.0,-0.6059043427330306,-2.4481603968935524,0.0,-0.5064688253802032,-2.466781183478222,0.0,-0.4061903406505152,-2.4812962562275693,0.0,-0.30523579218540026,-2.491681456235483,0.0,-0.20377320886765843,-2.4979194983614574,0.0,-0.10197146515396432,-2.5,0.0,-3.061616997868383e-16,-2.4979194983614574,0.0,0.10197146515396371,-2.491681456235483,0.0,0.2037732088676578,-2.4812962562275693,0.0,0.30523579218539965,-2.4667811834782225,0.0,0.4061903406505135,-2.4481603968935532,0.0,0.5064688253802015,-2.4254648889351613,0.0,0.6059043427330311,-2.3987324340362433,0.0,0.7043313921035745,-2.3680075257297752,0.0,0.8015861513818381,-2.3333413025934173,0.0,0.8975067496189961,-2.2947914631343984,0.0,0.9919335364456059,-2.2524221697560485,0.0,1.084709347793894,-2.2063039419658033,0.0,1.1756797674818418,-2.156513539002452,0.0,1.2646933842236705,-2.103133832077953,0.0,1.351602043638994,-2.0462536664464843,0.0,1.4362610948411576,-1.9859677135302822,0.0,1.518529631194368,-1.9223763133484049,0.0,1.598270724838879,-1.8555853075106745,0.0,1.6753516545938991,-1.7857058630547595,0.0,1.7496441268589042,-1.7128542874196109,0.0,1.8210244891456726,-1.637151834863214,0.0,1.8893739358856445,-1.5587245046468339,0.0,1.9545787061700741,-1.4777028313216904,0.0,2.0165302730938257,-1.3942216674670738,0.0,2.075125524387701,-1.308419959241531,0.0,2.130266934038641,-1.2204405151207032,0.0,2.1818627246121403,-1.1304297682067133,0.0,2.229827020006735,-1.038537532504716,0.0,2.274079988386296,-0.9449167535722671,0.0,2.314547975052245,-0.8497232539565415,0.0,2.3511636250345287,-0.7531154738430862,0.0,2.383865995197319,-0.655254207347757,0.0,2.412600655672849,-0.5563023348907865,0.0,2.437319780454559,-0.45642455209840344,0.0,2.4579822269987575,-0.3557870956832131,0.0,2.4745536047023315,-0.2545574667595897,0.0,2.48700633214251,-0.1529041520546068,0.0,2.495319682983417,-0.05099634347851223,0.0,2.499479820473016,0.050996343478513534,0.0,2.499479820473016,0.1529041520546059,0.0,2.495319682983417,0.2545574667595888,0.0,2.48700633214251,0.35578709568321215,0.0,2.474553604702332,0.45642455209840255,0.0,2.457982226998758,0.5563023348907856,0.0,2.437319780454559,0.6552542073477562,0.0,2.4126006556728496,0.7531154738430854,0.0,2.3838659951973193,0.8497232539565407,0.0,2.351163625034529,0.9449167535722642,0.0,2.314547975052246,1.038537532504717,0.0,2.2740799883862954,1.1304297682067144,0.0,2.2298270200067343,1.2204405151207025,0.0,2.1818627246121407,1.3084199592415287,0.0,2.130266934038642,1.3942216674670729,0.0,2.0751255243877016,1.4777028313216918,0.0,2.016530273093825,1.5587245046468334,0.0,1.9545787061700748,1.6371518348632133,0.0,1.8893739358856454,1.71285428741961,0.0,1.821024489145673,1.7857058630547582,0.0,1.7496441268589056,1.8555853075106745,0.0,1.6753516545938991,1.9223763133484058,0.0,1.5982707248388777,1.9859677135302813,0.0,1.5185296311943688,2.046253666446483,0.0,1.4362610948411592,2.103133832077952,0.0,1.3516020436389955,2.1565135390024515,0.0,1.2646933842236714,2.2063039419658033,0.0,1.1756797674818416,2.2524221697560476,0.0,1.0847093477938958,2.2947914631343975,0.0,0.9919335364456078,2.333341302593417,0.0,0.8975067496189971,2.368007525729775,0.0,0.8015861513818401,2.3987324340362433,0.0,0.7043313921035744,2.425464888935161,0.0,0.605904342733032,2.448160396893553,0.0,0.5064688253802024,2.466781183478222,0.0,0.40619034065051546,2.4812962562275693,0.0,0.30523579218540164,2.491681456235483,0.0,0.2037732088676587,2.4979194983614574,0.0,0.10197146515396353,2.5,0.0,0.0],"revision":0,"triangleFaceIds":[0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0]}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/validity/arc.json b/main/opengeometry/tests/fixtures/cases/validity/arc.json
new file mode 100644
index 0000000..70611a6
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/validity/arc.json
@@ -0,0 +1 @@
+{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":1.0}],"intersections":[],"pcurves":[],"surfaces":[]},"id":"validity-arc","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":3.141592653589793,"lo":0.0}},"halfedge":0,"id":0,"tolerance":1e-8,"twin_halfedge":null}],"faces":[],"halfedges":[{"edge":0,"face":null,"from":0,"geometry_use":{"pcurve":null,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":null,"next":null,"prev":null,"to":1,"twin":null,"wire_ref":0}],"loops":[],"shells":[],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[1.0,0.0,0.0],"tolerance":1e-8},{"id":1,"outgoing_halfedge":null,"position":[-1.0,0.0,-1.2246467991473532e-16],"tolerance":1e-8}],"wires":[{"id":0,"is_closed":false,"start_halfedge":0}]}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/validity/arc.verdict.json b/main/opengeometry/tests/fixtures/cases/validity/arc.verdict.json
new file mode 100644
index 0000000..a9d0d8f
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/validity/arc.verdict.json
@@ -0,0 +1 @@
+{"valid":true}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/validity/builder-annular-cylinder.json b/main/opengeometry/tests/fixtures/cases/validity/builder-annular-cylinder.json
new file mode 100644
index 0000000..3cb6588
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/validity/builder-annular-cylinder.json
@@ -0,0 +1 @@
+{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":1.0},{"frame":{"origin":[0.0,2.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":1.0},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":0.4},{"frame":{"origin":[0.0,2.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":0.4},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.4,0.0,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.283185307179586,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.283185307179586,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"axis_a":[1.0,0.0],"axis_b":[0.0,-1.0],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[0.4,0.0],"axis_b":[0.0,-0.4],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[1.0,0.0],"axis_b":[0.0,1.0],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[0.4,0.0],"axis_b":[0.0,0.4],"kind":"Conic2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Cylinder","radius":1.0},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Cylinder","radius":0.4},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,2.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"}]},"id":"annular-cylinder","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":0,"id":0,"tolerance":1e-8,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":2,"id":1,"tolerance":1e-8,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":4,"id":2,"tolerance":1e-8,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":true,"geometry":{"curve":4,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-8,"twin_halfedge":3},{"chart_seam":true,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":5,"id":5,"tolerance":1e-8,"twin_halfedge":7}],"faces":[{"id":0,"key":"outer","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"annular-cylinder","entity":"annular-cylinder","face":0,"key":"outer"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":6.283185307179586,"lo":0.0},{"hi":2.0,"lo":0.0}]}},{"id":1,"key":"inner","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"annular-cylinder","entity":"annular-cylinder","face":1,"key":"inner"}]},"sense":"Reverse","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":6.283185307179586,"lo":0.0},{"hi":2.0,"lo":0.0}]}},{"id":2,"key":"lower_cap","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"annular-cylinder","entity":"annular-cylinder","face":2,"key":"lower_cap"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[3],"outer":2,"uv_bounds":[{"hi":1.0,"lo":-1.0},{"hi":1.0,"lo":-1.0}]}},{"id":3,"key":"upper_cap","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"annular-cylinder","entity":"annular-cylinder","face":3,"key":"upper_cap"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[5],"outer":4,"uv_bounds":[{"hi":1.0,"lo":-1.0},{"hi":1.0,"lo":-1.0}]}}],"halfedges":[{"edge":0,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":0,"twin":8,"wire_ref":null},{"edge":4,"face":0,"from":0,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":1,"twin":3,"wire_ref":null},{"edge":1,"face":0,"from":1,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":1,"wire_ref":null},{"edge":2,"face":1,"from":2,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":2,"twin":9,"wire_ref":null},{"edge":5,"face":1,"from":2,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":3,"twin":7,"wire_ref":null},{"edge":3,"face":1,"from":3,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":3,"twin":11,"wire_ref":null},{"edge":5,"face":1,"from":3,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":2,"twin":5,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Reverse"},"id":8,"loop_ref":2,"next":8,"prev":8,"to":0,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":2,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Reverse"},"id":9,"loop_ref":3,"next":9,"prev":9,"to":2,"twin":4,"wire_ref":null},{"edge":1,"face":3,"from":1,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Forward"},"id":10,"loop_ref":4,"next":10,"prev":10,"to":1,"twin":2,"wire_ref":null},{"edge":3,"face":3,"from":3,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Forward"},"id":11,"loop_ref":5,"next":11,"prev":11,"to":3,"twin":6,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":2,"id":3,"is_hole":true,"start_halfedge":9},{"face_ref":3,"id":4,"is_hole":false,"start_halfedge":10},{"face_ref":3,"id":5,"is_hole":true,"start_halfedge":11}],"shells":[{"faces":[0,1,2,3],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[1.0,0.0,0.0],"tolerance":1e-8},{"id":1,"outgoing_halfedge":2,"position":[1.0,2.0,0.0],"tolerance":1e-8},{"id":2,"outgoing_halfedge":4,"position":[0.4,0.0,0.0],"tolerance":1e-8},{"id":3,"outgoing_halfedge":6,"position":[0.4,2.0,0.0],"tolerance":1e-8}],"wires":[]}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/validity/builder-annular-cylinder.verdict.json b/main/opengeometry/tests/fixtures/cases/validity/builder-annular-cylinder.verdict.json
new file mode 100644
index 0000000..a9d0d8f
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/validity/builder-annular-cylinder.verdict.json
@@ -0,0 +1 @@
+{"valid":true}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/validity/builder-arc-edged-extrusion-with-holes.json b/main/opengeometry/tests/fixtures/cases/validity/builder-arc-edged-extrusion-with-holes.json
new file mode 100644
index 0000000..4843f05
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/validity/builder-arc-edged-extrusion-with-holes.json
@@ -0,0 +1 @@
+{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-2.0,0.0,2.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-2.0,2.0,2.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-2.0,0.0,2.0]},{"frame":{"origin":[2.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":2.0},{"frame":{"origin":[2.0,2.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":2.0},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.0,0.0,2.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[2.0,0.0,-2.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[2.0,2.0,-2.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.0,0.0,-2.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[-2.0,0.0,-2.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[-2.0,2.0,-2.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-2.0,0.0,-2.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-0.5,0.0,0.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[-0.5,2.0,0.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-0.5,0.0,0.5]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-0.5,0.0,-0.5]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-0.5,2.0,-0.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-0.5,0.0,-0.5]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.5,0.0,-0.5]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[0.5,2.0,-0.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.5,0.0,-0.5]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[0.5,0.0,0.5]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[0.5,2.0,0.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.5,0.0,0.5]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[-2.0,-2.0]},{"axis_a":[2.0,0.0],"axis_b":[0.0,2.0],"kind":"Conic2","origin":[2.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[-2.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-0.5,-0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-0.5,0.5]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[0.5,0.5]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.5,-0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-2.0,-2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,-2.0]},{"axis_a":[2.0,0.0],"axis_b":[0.0,-2.0],"kind":"Conic2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-2.0,2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[0.5,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,-0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-0.5,-0.5]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[-0.5,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.5707963267948966,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-1.5707963267948966,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,2.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-2.0,0.0,2.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[2.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Cylinder","radius":2.0},{"frame":{"origin":[2.0,0.0,-2.0],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[-2.0,0.0,-2.0],"x":[0.0,0.0,1.0],"y":[0.0,1.0,-0.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-0.5,0.0,0.5],"x":[0.0,0.0,-1.0],"y":[0.0,1.0,0.0],"z":[1.0,-0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[-0.5,0.0,-0.5],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.5,0.0,-0.5],"x":[0.0,0.0,1.0],"y":[0.0,1.0,-0.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.5,0.0,0.5],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"}]},"id":"arc-edged-extrusion-with-holes","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":4.0,"lo":0.0}},"halfedge":11,"id":0,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":4.0,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":19,"id":2,"tolerance":1e-8,"twin_halfedge":29},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":1.5707963267948966,"lo":-1.5707963267948966}},"halfedge":10,"id":3,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":1.5707963267948966,"lo":-1.5707963267948966}},"halfedge":1,"id":4,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":17,"id":5,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":4.0,"lo":0.0}},"halfedge":9,"id":6,"tolerance":1e-8,"twin_halfedge":24},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":4.0,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-8,"twin_halfedge":26},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":21,"id":8,"tolerance":1e-8,"twin_halfedge":27},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":4.0,"lo":0.0}},"halfedge":8,"id":9,"tolerance":1e-8,"twin_halfedge":28},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":4.0,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-8,"twin_halfedge":30},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":25,"id":11,"tolerance":1e-8,"twin_halfedge":31},{"chart_seam":false,"geometry":{"curve":12,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":15,"id":12,"tolerance":1e-8,"twin_halfedge":32},{"chart_seam":false,"geometry":{"curve":13,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":4,"id":13,"tolerance":1e-8,"twin_halfedge":34},{"chart_seam":false,"geometry":{"curve":14,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":35,"id":14,"tolerance":1e-8,"twin_halfedge":45},{"chart_seam":false,"geometry":{"curve":15,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":14,"id":15,"tolerance":1e-8,"twin_halfedge":36},{"chart_seam":false,"geometry":{"curve":16,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":5,"id":16,"tolerance":1e-8,"twin_halfedge":38},{"chart_seam":false,"geometry":{"curve":17,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":33,"id":17,"tolerance":1e-8,"twin_halfedge":39},{"chart_seam":false,"geometry":{"curve":18,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":13,"id":18,"tolerance":1e-8,"twin_halfedge":40},{"chart_seam":false,"geometry":{"curve":19,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":6,"id":19,"tolerance":1e-8,"twin_halfedge":42},{"chart_seam":false,"geometry":{"curve":20,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":37,"id":20,"tolerance":1e-8,"twin_halfedge":43},{"chart_seam":false,"geometry":{"curve":21,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":12,"id":21,"tolerance":1e-8,"twin_halfedge":44},{"chart_seam":false,"geometry":{"curve":22,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":7,"id":22,"tolerance":1e-8,"twin_halfedge":46},{"chart_seam":false,"geometry":{"curve":23,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":41,"id":23,"tolerance":1e-8,"twin_halfedge":47}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"arc-edged-extrusion-with-holes","entity":"arc-edged-extrusion-with-holes","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[1],"outer":0,"uv_bounds":[{"hi":4.00000001,"lo":-2.00000001},{"hi":2.00000001,"lo":-2.00000001}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"arc-edged-extrusion-with-holes","entity":"arc-edged-extrusion-with-holes","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[3],"outer":2,"uv_bounds":[{"hi":4.00000001,"lo":-2.00000001},{"hi":2.00000001,"lo":-2.00000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"arc-edged-extrusion-with-holes","entity":"arc-edged-extrusion-with-holes","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":4.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"arc-edged-extrusion-with-holes","entity":"arc-edged-extrusion-with-holes","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":1.5707963317948965,"lo":-1.5707963317948965},{"hi":2.00000001,"lo":-1e-8}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"arc-edged-extrusion-with-holes","entity":"arc-edged-extrusion-with-holes","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":6,"uv_bounds":[{"hi":4.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"arc-edged-extrusion-with-holes","entity":"arc-edged-extrusion-with-holes","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":7,"uv_bounds":[{"hi":4.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":6,"key":"side-1-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"arc-edged-extrusion-with-holes","entity":"arc-edged-extrusion-with-holes","face":6,"key":"side-1-0"}]},"sense":"Forward","shell_ref":0,"surface":6,"trim":{"chart":0,"holes":[],"outer":8,"uv_bounds":[{"hi":1.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":7,"key":"side-1-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"arc-edged-extrusion-with-holes","entity":"arc-edged-extrusion-with-holes","face":7,"key":"side-1-1"}]},"sense":"Forward","shell_ref":0,"surface":7,"trim":{"chart":0,"holes":[],"outer":9,"uv_bounds":[{"hi":1.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":8,"key":"side-1-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"arc-edged-extrusion-with-holes","entity":"arc-edged-extrusion-with-holes","face":8,"key":"side-1-2"}]},"sense":"Forward","shell_ref":0,"surface":8,"trim":{"chart":0,"holes":[],"outer":10,"uv_bounds":[{"hi":1.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":9,"key":"side-1-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"arc-edged-extrusion-with-holes","entity":"arc-edged-extrusion-with-holes","face":9,"key":"side-1-3"}]},"sense":"Forward","shell_ref":0,"surface":9,"trim":{"chart":0,"holes":[],"outer":11,"uv_bounds":[{"hi":1.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":18,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":22,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":26,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":30,"wire_ref":null},{"edge":13,"face":0,"from":12,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":13,"twin":34,"wire_ref":null},{"edge":16,"face":0,"from":13,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":14,"twin":38,"wire_ref":null},{"edge":19,"face":0,"from":14,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Forward"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":15,"twin":42,"wire_ref":null},{"edge":22,"face":0,"from":15,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Forward"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":12,"twin":46,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Reverse"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":3,"twin":28,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Reverse"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":2,"twin":24,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":1,"twin":20,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":16,"wire_ref":null},{"edge":21,"face":1,"from":8,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Reverse"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":11,"twin":44,"wire_ref":null},{"edge":18,"face":1,"from":11,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Reverse"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":10,"twin":40,"wire_ref":null},{"edge":15,"face":1,"from":10,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":9,"twin":36,"wire_ref":null},{"edge":12,"face":1,"from":9,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":8,"twin":32,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":1,"twin":11,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":5,"twin":23,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":0,"twin":29,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":2,"twin":10,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":6,"twin":27,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":1,"twin":17,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":24,"periodic_lift":[0,0],"sense":"Forward"},"id":24,"loop_ref":6,"next":25,"prev":27,"to":3,"twin":9,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":25,"periodic_lift":[0,0],"sense":"Forward"},"id":25,"loop_ref":6,"next":26,"prev":24,"to":7,"twin":31,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":26,"periodic_lift":[0,0],"sense":"Reverse"},"id":26,"loop_ref":6,"next":27,"prev":25,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":27,"periodic_lift":[0,0],"sense":"Reverse"},"id":27,"loop_ref":6,"next":24,"prev":26,"to":2,"twin":21,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":28,"periodic_lift":[0,0],"sense":"Forward"},"id":28,"loop_ref":7,"next":29,"prev":31,"to":0,"twin":8,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":29,"periodic_lift":[0,0],"sense":"Forward"},"id":29,"loop_ref":7,"next":30,"prev":28,"to":4,"twin":19,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":30,"periodic_lift":[0,0],"sense":"Reverse"},"id":30,"loop_ref":7,"next":31,"prev":29,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":31,"periodic_lift":[0,0],"sense":"Reverse"},"id":31,"loop_ref":7,"next":28,"prev":30,"to":3,"twin":25,"wire_ref":null},{"edge":12,"face":6,"from":8,"geometry_use":{"pcurve":32,"periodic_lift":[0,0],"sense":"Forward"},"id":32,"loop_ref":8,"next":33,"prev":35,"to":9,"twin":15,"wire_ref":null},{"edge":17,"face":6,"from":9,"geometry_use":{"pcurve":33,"periodic_lift":[0,0],"sense":"Forward"},"id":33,"loop_ref":8,"next":34,"prev":32,"to":13,"twin":39,"wire_ref":null},{"edge":13,"face":6,"from":13,"geometry_use":{"pcurve":34,"periodic_lift":[0,0],"sense":"Reverse"},"id":34,"loop_ref":8,"next":35,"prev":33,"to":12,"twin":4,"wire_ref":null},{"edge":14,"face":6,"from":12,"geometry_use":{"pcurve":35,"periodic_lift":[0,0],"sense":"Reverse"},"id":35,"loop_ref":8,"next":32,"prev":34,"to":8,"twin":45,"wire_ref":null},{"edge":15,"face":7,"from":9,"geometry_use":{"pcurve":36,"periodic_lift":[0,0],"sense":"Forward"},"id":36,"loop_ref":9,"next":37,"prev":39,"to":10,"twin":14,"wire_ref":null},{"edge":20,"face":7,"from":10,"geometry_use":{"pcurve":37,"periodic_lift":[0,0],"sense":"Forward"},"id":37,"loop_ref":9,"next":38,"prev":36,"to":14,"twin":43,"wire_ref":null},{"edge":16,"face":7,"from":14,"geometry_use":{"pcurve":38,"periodic_lift":[0,0],"sense":"Reverse"},"id":38,"loop_ref":9,"next":39,"prev":37,"to":13,"twin":5,"wire_ref":null},{"edge":17,"face":7,"from":13,"geometry_use":{"pcurve":39,"periodic_lift":[0,0],"sense":"Reverse"},"id":39,"loop_ref":9,"next":36,"prev":38,"to":9,"twin":33,"wire_ref":null},{"edge":18,"face":8,"from":10,"geometry_use":{"pcurve":40,"periodic_lift":[0,0],"sense":"Forward"},"id":40,"loop_ref":10,"next":41,"prev":43,"to":11,"twin":13,"wire_ref":null},{"edge":23,"face":8,"from":11,"geometry_use":{"pcurve":41,"periodic_lift":[0,0],"sense":"Forward"},"id":41,"loop_ref":10,"next":42,"prev":40,"to":15,"twin":47,"wire_ref":null},{"edge":19,"face":8,"from":15,"geometry_use":{"pcurve":42,"periodic_lift":[0,0],"sense":"Reverse"},"id":42,"loop_ref":10,"next":43,"prev":41,"to":14,"twin":6,"wire_ref":null},{"edge":20,"face":8,"from":14,"geometry_use":{"pcurve":43,"periodic_lift":[0,0],"sense":"Reverse"},"id":43,"loop_ref":10,"next":40,"prev":42,"to":10,"twin":37,"wire_ref":null},{"edge":21,"face":9,"from":11,"geometry_use":{"pcurve":44,"periodic_lift":[0,0],"sense":"Forward"},"id":44,"loop_ref":11,"next":45,"prev":47,"to":8,"twin":12,"wire_ref":null},{"edge":14,"face":9,"from":8,"geometry_use":{"pcurve":45,"periodic_lift":[0,0],"sense":"Forward"},"id":45,"loop_ref":11,"next":46,"prev":44,"to":12,"twin":35,"wire_ref":null},{"edge":22,"face":9,"from":12,"geometry_use":{"pcurve":46,"periodic_lift":[0,0],"sense":"Reverse"},"id":46,"loop_ref":11,"next":47,"prev":45,"to":15,"twin":7,"wire_ref":null},{"edge":23,"face":9,"from":15,"geometry_use":{"pcurve":47,"periodic_lift":[0,0],"sense":"Reverse"},"id":47,"loop_ref":11,"next":44,"prev":46,"to":11,"twin":41,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":0,"id":1,"is_hole":true,"start_halfedge":4},{"face_ref":1,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":1,"id":3,"is_hole":true,"start_halfedge":12},{"face_ref":2,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":3,"id":5,"is_hole":false,"start_halfedge":20},{"face_ref":4,"id":6,"is_hole":false,"start_halfedge":24},{"face_ref":5,"id":7,"is_hole":false,"start_halfedge":28},{"face_ref":6,"id":8,"is_hole":false,"start_halfedge":32},{"face_ref":7,"id":9,"is_hole":false,"start_halfedge":36},{"face_ref":8,"id":10,"is_hole":false,"start_halfedge":40},{"face_ref":9,"id":11,"is_hole":false,"start_halfedge":44}],"shells":[{"faces":[0,1,2,3,4,5,6,7,8,9],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":8,"position":[-2.0,0.0,2.0],"tolerance":1e-8},{"id":1,"outgoing_halfedge":11,"position":[2.0,0.0,2.0],"tolerance":1e-8},{"id":2,"outgoing_halfedge":10,"position":[2.0,0.0,-2.0],"tolerance":1e-8},{"id":3,"outgoing_halfedge":9,"position":[-2.0,0.0,-2.0],"tolerance":1e-8},{"id":4,"outgoing_halfedge":0,"position":[-2.0,2.0,2.0],"tolerance":1e-8},{"id":5,"outgoing_halfedge":1,"position":[2.0,2.0,2.0],"tolerance":1e-8},{"id":6,"outgoing_halfedge":2,"position":[2.0,2.0,-2.0],"tolerance":1e-8},{"id":7,"outgoing_halfedge":3,"position":[-2.0,2.0,-2.0],"tolerance":1e-8},{"id":8,"outgoing_halfedge":12,"position":[-0.5,0.0,0.5],"tolerance":1e-8},{"id":9,"outgoing_halfedge":15,"position":[-0.5,0.0,-0.5],"tolerance":1e-8},{"id":10,"outgoing_halfedge":14,"position":[0.5,0.0,-0.5],"tolerance":1e-8},{"id":11,"outgoing_halfedge":13,"position":[0.5,0.0,0.5],"tolerance":1e-8},{"id":12,"outgoing_halfedge":4,"position":[-0.5,2.0,0.5],"tolerance":1e-8},{"id":13,"outgoing_halfedge":5,"position":[-0.5,2.0,-0.5],"tolerance":1e-8},{"id":14,"outgoing_halfedge":6,"position":[0.5,2.0,-0.5],"tolerance":1e-8},{"id":15,"outgoing_halfedge":7,"position":[0.5,2.0,0.5],"tolerance":1e-8}],"wires":[]}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/validity/builder-arc-edged-extrusion-with-holes.verdict.json b/main/opengeometry/tests/fixtures/cases/validity/builder-arc-edged-extrusion-with-holes.verdict.json
new file mode 100644
index 0000000..a9d0d8f
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/validity/builder-arc-edged-extrusion-with-holes.verdict.json
@@ -0,0 +1 @@
+{"valid":true}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/validity/builder-arc-edged-extrusion.json b/main/opengeometry/tests/fixtures/cases/validity/builder-arc-edged-extrusion.json
new file mode 100644
index 0000000..4a47391
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/validity/builder-arc-edged-extrusion.json
@@ -0,0 +1 @@
+{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-2.0,0.0,2.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-2.0,2.0,2.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-2.0,0.0,2.0]},{"frame":{"origin":[2.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":2.0},{"frame":{"origin":[2.0,2.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":2.0},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.0,0.0,2.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[2.0,0.0,-2.0]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[2.0,2.0,-2.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.0,0.0,-2.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[-2.0,0.0,-2.0]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[-2.0,2.0,-2.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-2.0,0.0,-2.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[-2.0,-2.0]},{"axis_a":[2.0,0.0],"axis_b":[0.0,2.0],"kind":"Conic2","origin":[2.0,0.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,2.0]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[-2.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-2.0,-2.0]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[2.0,-2.0]},{"axis_a":[2.0,0.0],"axis_b":[0.0,-2.0],"kind":"Conic2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-2.0,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.5707963267948966,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-1.5707963267948966,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[4.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,2.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-2.0,0.0,2.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[2.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Cylinder","radius":2.0},{"frame":{"origin":[2.0,0.0,-2.0],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[-2.0,0.0,-2.0],"x":[0.0,0.0,1.0],"y":[0.0,1.0,-0.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"arc-edged-extrusion","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":4.0,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-8,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":4.0,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-8,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":1.5707963267948966,"lo":-1.5707963267948966}},"halfedge":6,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":1.5707963267948966,"lo":-1.5707963267948966}},"halfedge":1,"id":4,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-8,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":4.0,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":4.0,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":4.0,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":4.0,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-8,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"arc-edged-extrusion","entity":"arc-edged-extrusion","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":4.00000001,"lo":-2.00000001},{"hi":2.00000001,"lo":-2.00000001}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"arc-edged-extrusion","entity":"arc-edged-extrusion","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":4.00000001,"lo":-2.00000001},{"hi":2.00000001,"lo":-2.00000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"arc-edged-extrusion","entity":"arc-edged-extrusion","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":4.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"arc-edged-extrusion","entity":"arc-edged-extrusion","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":1.5707963317948965,"lo":-1.5707963317948965},{"hi":2.00000001,"lo":-1e-8}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"arc-edged-extrusion","entity":"arc-edged-extrusion","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":4.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"arc-edged-extrusion","entity":"arc-edged-extrusion","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":4.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[-2.0,0.0,2.0],"tolerance":1e-8},{"id":1,"outgoing_halfedge":7,"position":[2.0,0.0,2.0],"tolerance":1e-8},{"id":2,"outgoing_halfedge":6,"position":[2.0,0.0,-2.0],"tolerance":1e-8},{"id":3,"outgoing_halfedge":5,"position":[-2.0,0.0,-2.0],"tolerance":1e-8},{"id":4,"outgoing_halfedge":0,"position":[-2.0,2.0,2.0],"tolerance":1e-8},{"id":5,"outgoing_halfedge":1,"position":[2.0,2.0,2.0],"tolerance":1e-8},{"id":6,"outgoing_halfedge":2,"position":[2.0,2.0,-2.0],"tolerance":1e-8},{"id":7,"outgoing_halfedge":3,"position":[-2.0,2.0,-2.0],"tolerance":1e-8}],"wires":[]}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/validity/builder-arc-edged-extrusion.verdict.json b/main/opengeometry/tests/fixtures/cases/validity/builder-arc-edged-extrusion.verdict.json
new file mode 100644
index 0000000..a9d0d8f
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/validity/builder-arc-edged-extrusion.verdict.json
@@ -0,0 +1 @@
+{"valid":true}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/validity/builder-box-cavity.json b/main/opengeometry/tests/fixtures/cases/validity/builder-box-cavity.json
new file mode 100644
index 0000000..61754bc
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/validity/builder-box-cavity.json
@@ -0,0 +1 @@
+{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,1.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.0,-1.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,1.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,-1.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[1.0,0.0,0.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,2.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,1.0,-1.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,1.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.0,1.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,2.0,0.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,3.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,2.0,-1.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,2.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.0,2.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,3.0,0.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[1.0,3.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,3.0,-1.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,1.0,-1.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.0,-2.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,0.0,-1.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,-2.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[1.0,0.0,-1.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,2.0,-1.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,1.0,-2.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[1.0,1.0,-1.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.0,1.0,-2.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[1.0,2.0,-1.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.0,1.0,-1.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,3.0,-1.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,2.0,-2.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[1.0,3.0,-1.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,3.0,-2.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,1.0,-2.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.0,-3.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,0.0,-2.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,1.0,-3.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.0,0.0,-3.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,-3.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[1.0,0.0,-2.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,2.0,-2.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,1.0,-3.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,2.0,-3.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.0,1.0,-3.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,3.0,-2.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,2.0,-3.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,3.0,-3.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.0,2.0,-3.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[1.0,3.0,-2.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.0,1.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.0,0.0,-1.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[2.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.0,1.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.0,2.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.0,2.0,-1.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.0,1.0,-1.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.0,1.0,-1.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.0,2.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.0,3.0,0.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[2.0,3.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.0,3.0,-1.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.0,0.0,-2.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[2.0,0.0,-1.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[2.0,1.0,-1.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.0,1.0,-2.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.0,2.0,-2.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[2.0,2.0,-1.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[2.0,3.0,-1.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.0,3.0,-2.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.0,1.0,-3.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.0,0.0,-3.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.0,0.0,-3.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[2.0,0.0,-2.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.0,1.0,-2.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.0,2.0,-3.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.0,1.0,-3.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.0,3.0,-3.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.0,2.0,-3.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[2.0,3.0,-2.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,0.0,-1.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.0,1.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.0,1.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.0,0.0,-1.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,1.0,-1.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.0,2.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,1.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.0,2.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,2.0,-1.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.0,3.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,2.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.0,3.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.0,3.0,-1.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.0,0.0,-1.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,0.0,-2.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.0,1.0,-1.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.0,0.0,-2.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,1.0,-2.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.0,2.0,-1.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,2.0,-2.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.0,3.0,-1.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.0,3.0,-2.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.0,0.0,-2.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,0.0,-3.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.0,1.0,-2.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.0,1.0,-3.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.0,0.0,-3.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,1.0,-3.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.0,2.0,-2.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.0,2.0,-3.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,2.0,-3.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.0,3.0,-2.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[2.0,3.0,-3.0]}],"intersections":[],"pcurves":[{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.0,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,1.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,1.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.0,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,1.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,1.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.0,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,1.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,1.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.0,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,1.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,1.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.0,1.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,1.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.0,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.0,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.0,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.0,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.0,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.0,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,1.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,1.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,1.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,1.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.0,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.0,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.0,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,1.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,1.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.0,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.0,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,1.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,1.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,1.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,1.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,1.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.0,1.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.0,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,1.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,1.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.0,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,1.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,1.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.0,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,1.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,1.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,1.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.0,1.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.0,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.0,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.0,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.0,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.0,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,1.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,1.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.0,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,1.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,1.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.0,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.0,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.0,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,1.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,1.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,2.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,2.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[1.0,1.0,-1.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,-3.0],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,-3.0],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,-3.0],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[1.0,1.0,-1.0],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[1.0,1.0,-1.0],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[1.0,2.0,-1.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,-3.0],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[1.0,1.0,-2.0],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,-3.0],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,-3.0],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[3.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[3.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[3.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[3.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[2.0,1.0,-1.0],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[3.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[3.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[3.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,-3.0],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[3.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,-3.0],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[3.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,-3.0],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"}]},"id":"box-cavity","quality":{"kind":"Analytic"},"revision":1,"schema_version":2,"solids":[{"cavity_shells":[1],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":0,"id":0,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1,"id":1,"tolerance":1e-8,"twin_halfedge":35},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":2,"id":2,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":3,"id":3,"tolerance":1e-8,"twin_halfedge":6},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":4,"id":4,"tolerance":1e-8,"twin_halfedge":90},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":5,"id":5,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":7,"id":6,"tolerance":1e-8,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":8,"id":7,"tolerance":1e-8,"twin_halfedge":38},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":9,"id":8,"tolerance":1e-8,"twin_halfedge":95},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":12,"id":9,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":13,"id":10,"tolerance":1e-8,"twin_halfedge":43},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":15,"id":11,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":12,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":16,"id":12,"tolerance":1e-8,"twin_halfedge":98},{"chart_seam":false,"geometry":{"curve":13,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":17,"id":13,"tolerance":1e-8,"twin_halfedge":27},{"chart_seam":false,"geometry":{"curve":14,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":20,"id":14,"tolerance":1e-8,"twin_halfedge":31},{"chart_seam":false,"geometry":{"curve":15,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":21,"id":15,"tolerance":1e-8,"twin_halfedge":51},{"chart_seam":false,"geometry":{"curve":16,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":23,"id":16,"tolerance":1e-8,"twin_halfedge":26},{"chart_seam":false,"geometry":{"curve":17,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":24,"id":17,"tolerance":1e-8,"twin_halfedge":106},{"chart_seam":false,"geometry":{"curve":18,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":25,"id":18,"tolerance":1e-8,"twin_halfedge":28},{"chart_seam":false,"geometry":{"curve":19,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":29,"id":19,"tolerance":1e-8,"twin_halfedge":111},{"chart_seam":false,"geometry":{"curve":20,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":30,"id":20,"tolerance":1e-8,"twin_halfedge":52},{"chart_seam":false,"geometry":{"curve":21,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":32,"id":21,"tolerance":1e-8,"twin_halfedge":42},{"chart_seam":false,"geometry":{"curve":22,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":33,"id":22,"tolerance":1e-8,"twin_halfedge":59},{"chart_seam":false,"geometry":{"curve":23,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":34,"id":23,"tolerance":1e-8,"twin_halfedge":39},{"chart_seam":false,"geometry":{"curve":24,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":36,"id":24,"tolerance":1e-8,"twin_halfedge":66},{"chart_seam":false,"geometry":{"curve":25,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":37,"id":25,"tolerance":1e-8,"twin_halfedge":115},{"chart_seam":false,"geometry":{"curve":26,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":40,"id":26,"tolerance":1e-8,"twin_halfedge":50},{"chart_seam":false,"geometry":{"curve":27,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":41,"id":27,"tolerance":1e-8,"twin_halfedge":71},{"chart_seam":false,"geometry":{"curve":28,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":44,"id":28,"tolerance":1e-8,"twin_halfedge":119},{"chart_seam":false,"geometry":{"curve":29,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":45,"id":29,"tolerance":1e-8,"twin_halfedge":138},{"chart_seam":false,"geometry":{"curve":30,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":46,"id":30,"tolerance":1e-8,"twin_halfedge":123},{"chart_seam":false,"geometry":{"curve":31,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":47,"id":31,"tolerance":1e-8,"twin_halfedge":100},{"chart_seam":false,"geometry":{"curve":32,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":48,"id":32,"tolerance":1e-8,"twin_halfedge":55},{"chart_seam":false,"geometry":{"curve":33,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":49,"id":33,"tolerance":1e-8,"twin_halfedge":79},{"chart_seam":false,"geometry":{"curve":34,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":53,"id":34,"tolerance":1e-8,"twin_halfedge":127},{"chart_seam":false,"geometry":{"curve":35,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":54,"id":35,"tolerance":1e-8,"twin_halfedge":84},{"chart_seam":false,"geometry":{"curve":36,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":56,"id":36,"tolerance":1e-8,"twin_halfedge":70},{"chart_seam":false,"geometry":{"curve":37,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":57,"id":37,"tolerance":1e-8,"twin_halfedge":60},{"chart_seam":false,"geometry":{"curve":38,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":58,"id":38,"tolerance":1e-8,"twin_halfedge":67},{"chart_seam":false,"geometry":{"curve":39,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":61,"id":39,"tolerance":1e-8,"twin_halfedge":75},{"chart_seam":false,"geometry":{"curve":40,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":62,"id":40,"tolerance":1e-8,"twin_halfedge":128},{"chart_seam":false,"geometry":{"curve":41,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":63,"id":41,"tolerance":1e-8,"twin_halfedge":64},{"chart_seam":false,"geometry":{"curve":42,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":65,"id":42,"tolerance":1e-8,"twin_halfedge":135},{"chart_seam":false,"geometry":{"curve":43,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":68,"id":43,"tolerance":1e-8,"twin_halfedge":78},{"chart_seam":false,"geometry":{"curve":44,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":69,"id":44,"tolerance":1e-8,"twin_halfedge":72},{"chart_seam":false,"geometry":{"curve":45,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":73,"id":45,"tolerance":1e-8,"twin_halfedge":83},{"chart_seam":false,"geometry":{"curve":46,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":74,"id":46,"tolerance":1e-8,"twin_halfedge":140},{"chart_seam":false,"geometry":{"curve":47,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":76,"id":47,"tolerance":1e-8,"twin_halfedge":87},{"chart_seam":false,"geometry":{"curve":48,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":77,"id":48,"tolerance":1e-8,"twin_halfedge":80},{"chart_seam":false,"geometry":{"curve":49,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":81,"id":49,"tolerance":1e-8,"twin_halfedge":86},{"chart_seam":false,"geometry":{"curve":50,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":82,"id":50,"tolerance":1e-8,"twin_halfedge":144},{"chart_seam":false,"geometry":{"curve":51,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":85,"id":51,"tolerance":1e-8,"twin_halfedge":151},{"chart_seam":false,"geometry":{"curve":52,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":88,"id":52,"tolerance":1e-8,"twin_halfedge":158},{"chart_seam":false,"geometry":{"curve":53,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":89,"id":53,"tolerance":1e-8,"twin_halfedge":99},{"chart_seam":false,"geometry":{"curve":54,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":91,"id":54,"tolerance":1e-8,"twin_halfedge":94},{"chart_seam":false,"geometry":{"curve":55,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":92,"id":55,"tolerance":1e-8,"twin_halfedge":114},{"chart_seam":false,"geometry":{"curve":56,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":93,"id":56,"tolerance":1e-8,"twin_halfedge":163},{"chart_seam":false,"geometry":{"curve":57,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":96,"id":57,"tolerance":1e-8,"twin_halfedge":170},{"chart_seam":false,"geometry":{"curve":58,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":97,"id":58,"tolerance":1e-8,"twin_halfedge":107},{"chart_seam":false,"geometry":{"curve":59,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":101,"id":59,"tolerance":1e-8,"twin_halfedge":122},{"chart_seam":false,"geometry":{"curve":60,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":102,"id":60,"tolerance":1e-8,"twin_halfedge":195},{"chart_seam":false,"geometry":{"curve":61,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":103,"id":61,"tolerance":1e-8,"twin_halfedge":116},{"chart_seam":false,"geometry":{"curve":62,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":104,"id":62,"tolerance":1e-8,"twin_halfedge":178},{"chart_seam":false,"geometry":{"curve":63,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":105,"id":63,"tolerance":1e-8,"twin_halfedge":108},{"chart_seam":false,"geometry":{"curve":64,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":109,"id":64,"tolerance":1e-8,"twin_halfedge":183},{"chart_seam":false,"geometry":{"curve":65,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":110,"id":65,"tolerance":1e-8,"twin_halfedge":124},{"chart_seam":false,"geometry":{"curve":66,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":112,"id":66,"tolerance":1e-8,"twin_halfedge":134},{"chart_seam":false,"geometry":{"curve":67,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":113,"id":67,"tolerance":1e-8,"twin_halfedge":191},{"chart_seam":false,"geometry":{"curve":68,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":117,"id":68,"tolerance":1e-8,"twin_halfedge":194},{"chart_seam":false,"geometry":{"curve":69,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":118,"id":69,"tolerance":1e-8,"twin_halfedge":139},{"chart_seam":false,"geometry":{"curve":70,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":120,"id":70,"tolerance":1e-8,"twin_halfedge":137},{"chart_seam":false,"geometry":{"curve":71,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":121,"id":71,"tolerance":1e-8,"twin_halfedge":192},{"chart_seam":false,"geometry":{"curve":72,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":125,"id":72,"tolerance":1e-8,"twin_halfedge":207},{"chart_seam":false,"geometry":{"curve":73,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":126,"id":73,"tolerance":1e-8,"twin_halfedge":148},{"chart_seam":false,"geometry":{"curve":74,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":129,"id":74,"tolerance":1e-8,"twin_halfedge":143},{"chart_seam":false,"geometry":{"curve":75,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":130,"id":75,"tolerance":1e-8,"twin_halfedge":212},{"chart_seam":false,"geometry":{"curve":76,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":131,"id":76,"tolerance":1e-8,"twin_halfedge":132},{"chart_seam":false,"geometry":{"curve":77,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":133,"id":77,"tolerance":1e-8,"twin_halfedge":219},{"chart_seam":false,"geometry":{"curve":78,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":136,"id":78,"tolerance":1e-8,"twin_halfedge":193},{"chart_seam":false,"geometry":{"curve":79,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":141,"id":79,"tolerance":1e-8,"twin_halfedge":147},{"chart_seam":false,"geometry":{"curve":80,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":142,"id":80,"tolerance":1e-8,"twin_halfedge":224},{"chart_seam":false,"geometry":{"curve":81,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":145,"id":81,"tolerance":1e-8,"twin_halfedge":150},{"chart_seam":false,"geometry":{"curve":82,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":146,"id":82,"tolerance":1e-8,"twin_halfedge":232},{"chart_seam":false,"geometry":{"curve":83,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":149,"id":83,"tolerance":1e-8,"twin_halfedge":239},{"chart_seam":false,"geometry":{"curve":84,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":152,"id":84,"tolerance":1e-8,"twin_halfedge":161},{"chart_seam":false,"geometry":{"curve":85,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":153,"id":85,"tolerance":1e-8,"twin_halfedge":187},{"chart_seam":false,"geometry":{"curve":86,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":154,"id":86,"tolerance":1e-8,"twin_halfedge":164},{"chart_seam":false,"geometry":{"curve":87,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":155,"id":87,"tolerance":1e-8,"twin_halfedge":156},{"chart_seam":false,"geometry":{"curve":88,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":157,"id":88,"tolerance":1e-8,"twin_halfedge":171},{"chart_seam":false,"geometry":{"curve":89,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":159,"id":89,"tolerance":1e-8,"twin_halfedge":162},{"chart_seam":false,"geometry":{"curve":90,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":160,"id":90,"tolerance":1e-8,"twin_halfedge":190},{"chart_seam":false,"geometry":{"curve":91,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":165,"id":91,"tolerance":1e-8,"twin_halfedge":199},{"chart_seam":false,"geometry":{"curve":92,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":166,"id":92,"tolerance":1e-8,"twin_halfedge":172},{"chart_seam":false,"geometry":{"curve":93,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":167,"id":93,"tolerance":1e-8,"twin_halfedge":168},{"chart_seam":false,"geometry":{"curve":94,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":169,"id":94,"tolerance":1e-8,"twin_halfedge":179},{"chart_seam":false,"geometry":{"curve":95,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":173,"id":95,"tolerance":1e-8,"twin_halfedge":203},{"chart_seam":false,"geometry":{"curve":96,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":174,"id":96,"tolerance":1e-8,"twin_halfedge":181},{"chart_seam":false,"geometry":{"curve":97,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":175,"id":97,"tolerance":1e-8,"twin_halfedge":176},{"chart_seam":false,"geometry":{"curve":98,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":177,"id":98,"tolerance":1e-8,"twin_halfedge":180},{"chart_seam":false,"geometry":{"curve":99,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":182,"id":99,"tolerance":1e-8,"twin_halfedge":204},{"chart_seam":false,"geometry":{"curve":100,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":184,"id":100,"tolerance":1e-8,"twin_halfedge":189},{"chart_seam":false,"geometry":{"curve":101,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":185,"id":101,"tolerance":1e-8,"twin_halfedge":211},{"chart_seam":false,"geometry":{"curve":102,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":186,"id":102,"tolerance":1e-8,"twin_halfedge":196},{"chart_seam":false,"geometry":{"curve":103,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":188,"id":103,"tolerance":1e-8,"twin_halfedge":218},{"chart_seam":false,"geometry":{"curve":104,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":197,"id":104,"tolerance":1e-8,"twin_halfedge":223},{"chart_seam":false,"geometry":{"curve":105,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":198,"id":105,"tolerance":1e-8,"twin_halfedge":200},{"chart_seam":false,"geometry":{"curve":106,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":201,"id":106,"tolerance":1e-8,"twin_halfedge":231},{"chart_seam":false,"geometry":{"curve":107,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":202,"id":107,"tolerance":1e-8,"twin_halfedge":205},{"chart_seam":false,"geometry":{"curve":108,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":206,"id":108,"tolerance":1e-8,"twin_halfedge":236},{"chart_seam":false,"geometry":{"curve":109,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":208,"id":109,"tolerance":1e-8,"twin_halfedge":217},{"chart_seam":false,"geometry":{"curve":110,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":209,"id":110,"tolerance":1e-8,"twin_halfedge":214},{"chart_seam":false,"geometry":{"curve":111,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":210,"id":111,"tolerance":1e-8,"twin_halfedge":220},{"chart_seam":false,"geometry":{"curve":112,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":213,"id":112,"tolerance":1e-8,"twin_halfedge":227},{"chart_seam":false,"geometry":{"curve":113,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":215,"id":113,"tolerance":1e-8,"twin_halfedge":216},{"chart_seam":false,"geometry":{"curve":114,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":221,"id":114,"tolerance":1e-8,"twin_halfedge":226},{"chart_seam":false,"geometry":{"curve":115,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":222,"id":115,"tolerance":1e-8,"twin_halfedge":228},{"chart_seam":false,"geometry":{"curve":116,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":225,"id":116,"tolerance":1e-8,"twin_halfedge":235},{"chart_seam":false,"geometry":{"curve":117,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":229,"id":117,"tolerance":1e-8,"twin_halfedge":234},{"chart_seam":false,"geometry":{"curve":118,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":230,"id":118,"tolerance":1e-8,"twin_halfedge":237},{"chart_seam":false,"geometry":{"curve":119,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":233,"id":119,"tolerance":1e-8,"twin_halfedge":238}],"faces":[{"id":0,"key":"left-0","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":1.00000001,"lo":-1e-8},{"hi":1.00000001,"lo":-1e-8}]}},{"id":1,"key":"front-1","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":1.00000001,"lo":-1e-8},{"hi":1.00000001,"lo":-1e-8}]}},{"id":2,"key":"bottom-2","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":1.00000001,"lo":-1e-8},{"hi":1.00000001,"lo":-1e-8}]}},{"id":3,"key":"left-3","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":2.00000001,"lo":0.99999999},{"hi":1.00000001,"lo":-1e-8}]}},{"id":4,"key":"front-4","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":1.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":0.99999999}]}},{"id":5,"key":"left-5","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":3.00000001,"lo":1.99999999},{"hi":1.00000001,"lo":-1e-8}]}},{"id":6,"key":"front-6","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":6,"trim":{"chart":0,"holes":[],"outer":6,"uv_bounds":[{"hi":1.00000001,"lo":-1e-8},{"hi":3.00000001,"lo":1.99999999}]}},{"id":7,"key":"top-7","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":7,"trim":{"chart":0,"holes":[],"outer":7,"uv_bounds":[{"hi":1.00000001,"lo":-1e-8},{"hi":1.00000001,"lo":-1e-8}]}},{"id":8,"key":"left-8","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":8,"trim":{"chart":0,"holes":[],"outer":8,"uv_bounds":[{"hi":1.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":0.99999999}]}},{"id":9,"key":"bottom-9","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":9,"trim":{"chart":0,"holes":[],"outer":9,"uv_bounds":[{"hi":2.00000001,"lo":0.99999999},{"hi":1.00000001,"lo":-1e-8}]}},{"id":10,"key":"left-10","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":10,"trim":{"chart":0,"holes":[],"outer":10,"uv_bounds":[{"hi":2.00000001,"lo":0.99999999},{"hi":2.00000001,"lo":0.99999999}]}},{"id":11,"key":"left-11","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"box-inner","entity":"box-inner","face":2,"key":"left"}]},"sense":"Reverse","shell_ref":1,"surface":11,"trim":{"chart":0,"holes":[],"outer":11,"uv_bounds":[{"hi":1.00000001,"lo":-1e-8},{"hi":1.00000001,"lo":-1e-8}]}},{"id":12,"key":"left-12","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":12,"trim":{"chart":0,"holes":[],"outer":12,"uv_bounds":[{"hi":3.00000001,"lo":1.99999999},{"hi":2.00000001,"lo":0.99999999}]}},{"id":13,"key":"top-13","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":13,"trim":{"chart":0,"holes":[],"outer":13,"uv_bounds":[{"hi":1.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":0.99999999}]}},{"id":14,"key":"left-14","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":14,"trim":{"chart":0,"holes":[],"outer":14,"uv_bounds":[{"hi":1.00000001,"lo":-1e-8},{"hi":3.00000001,"lo":1.99999999}]}},{"id":15,"key":"back-15","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":15,"trim":{"chart":0,"holes":[],"outer":15,"uv_bounds":[{"hi":1.00000001,"lo":-1e-8},{"hi":1.00000001,"lo":-1e-8}]}},{"id":16,"key":"bottom-16","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":16,"trim":{"chart":0,"holes":[],"outer":16,"uv_bounds":[{"hi":3.00000001,"lo":1.99999999},{"hi":1.00000001,"lo":-1e-8}]}},{"id":17,"key":"left-17","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":17,"trim":{"chart":0,"holes":[],"outer":17,"uv_bounds":[{"hi":2.00000001,"lo":0.99999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":18,"key":"back-18","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":18,"trim":{"chart":0,"holes":[],"outer":18,"uv_bounds":[{"hi":2.00000001,"lo":0.99999999},{"hi":1.00000001,"lo":-1e-8}]}},{"id":19,"key":"left-19","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":19,"trim":{"chart":0,"holes":[],"outer":19,"uv_bounds":[{"hi":3.00000001,"lo":1.99999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":20,"key":"back-20","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":20,"trim":{"chart":0,"holes":[],"outer":20,"uv_bounds":[{"hi":3.00000001,"lo":1.99999999},{"hi":1.00000001,"lo":-1e-8}]}},{"id":21,"key":"top-21","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":21,"trim":{"chart":0,"holes":[],"outer":21,"uv_bounds":[{"hi":1.00000001,"lo":-1e-8},{"hi":3.00000001,"lo":1.99999999}]}},{"id":22,"key":"front-22","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":22,"trim":{"chart":0,"holes":[],"outer":22,"uv_bounds":[{"hi":2.00000001,"lo":0.99999999},{"hi":1.00000001,"lo":-1e-8}]}},{"id":23,"key":"bottom-23","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":23,"trim":{"chart":0,"holes":[],"outer":23,"uv_bounds":[{"hi":1.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":0.99999999}]}},{"id":24,"key":"front-24","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":24,"trim":{"chart":0,"holes":[],"outer":24,"uv_bounds":[{"hi":2.00000001,"lo":0.99999999},{"hi":2.00000001,"lo":0.99999999}]}},{"id":25,"key":"front-25","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"box-inner","entity":"box-inner","face":4,"key":"front"}]},"sense":"Reverse","shell_ref":1,"surface":25,"trim":{"chart":0,"holes":[],"outer":25,"uv_bounds":[{"hi":1.00000001,"lo":-1e-8},{"hi":1.00000001,"lo":-1e-8}]}},{"id":26,"key":"front-26","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":26,"trim":{"chart":0,"holes":[],"outer":26,"uv_bounds":[{"hi":2.00000001,"lo":0.99999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":27,"key":"top-27","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":27,"trim":{"chart":0,"holes":[],"outer":27,"uv_bounds":[{"hi":2.00000001,"lo":0.99999999},{"hi":1.00000001,"lo":-1e-8}]}},{"id":28,"key":"bottom-28","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":28,"trim":{"chart":0,"holes":[],"outer":28,"uv_bounds":[{"hi":2.00000001,"lo":0.99999999},{"hi":2.00000001,"lo":0.99999999}]}},{"id":29,"key":"bottom-29","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"box-inner","entity":"box-inner","face":0,"key":"bottom"}]},"sense":"Reverse","shell_ref":1,"surface":29,"trim":{"chart":0,"holes":[],"outer":29,"uv_bounds":[{"hi":1.00000001,"lo":-1e-8},{"hi":1.00000001,"lo":-1e-8}]}},{"id":30,"key":"top-30","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"box-inner","entity":"box-inner","face":1,"key":"top"}]},"sense":"Reverse","shell_ref":1,"surface":30,"trim":{"chart":0,"holes":[],"outer":30,"uv_bounds":[{"hi":1.00000001,"lo":-1e-8},{"hi":1.00000001,"lo":-1e-8}]}},{"id":31,"key":"top-31","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":31,"trim":{"chart":0,"holes":[],"outer":31,"uv_bounds":[{"hi":2.00000001,"lo":0.99999999},{"hi":2.00000001,"lo":0.99999999}]}},{"id":32,"key":"back-32","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":32,"trim":{"chart":0,"holes":[],"outer":32,"uv_bounds":[{"hi":1.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":0.99999999}]}},{"id":33,"key":"bottom-33","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":33,"trim":{"chart":0,"holes":[],"outer":33,"uv_bounds":[{"hi":3.00000001,"lo":1.99999999},{"hi":2.00000001,"lo":0.99999999}]}},{"id":34,"key":"back-34","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"box-inner","entity":"box-inner","face":5,"key":"back"}]},"sense":"Reverse","shell_ref":1,"surface":34,"trim":{"chart":0,"holes":[],"outer":34,"uv_bounds":[{"hi":1.00000001,"lo":-1e-8},{"hi":1.00000001,"lo":-1e-8}]}},{"id":35,"key":"back-35","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":35,"trim":{"chart":0,"holes":[],"outer":35,"uv_bounds":[{"hi":2.00000001,"lo":0.99999999},{"hi":2.00000001,"lo":0.99999999}]}},{"id":36,"key":"back-36","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":36,"trim":{"chart":0,"holes":[],"outer":36,"uv_bounds":[{"hi":3.00000001,"lo":1.99999999},{"hi":2.00000001,"lo":0.99999999}]}},{"id":37,"key":"top-37","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":37,"trim":{"chart":0,"holes":[],"outer":37,"uv_bounds":[{"hi":2.00000001,"lo":0.99999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":38,"key":"right-38","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":38,"trim":{"chart":0,"holes":[],"outer":38,"uv_bounds":[{"hi":1.00000001,"lo":-1e-8},{"hi":1.00000001,"lo":-1e-8}]}},{"id":39,"key":"front-39","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":39,"trim":{"chart":0,"holes":[],"outer":39,"uv_bounds":[{"hi":3.00000001,"lo":1.99999999},{"hi":1.00000001,"lo":-1e-8}]}},{"id":40,"key":"bottom-40","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":40,"trim":{"chart":0,"holes":[],"outer":40,"uv_bounds":[{"hi":1.00000001,"lo":-1e-8},{"hi":3.00000001,"lo":1.99999999}]}},{"id":41,"key":"right-41","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":41,"trim":{"chart":0,"holes":[],"outer":41,"uv_bounds":[{"hi":1.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":0.99999999}]}},{"id":42,"key":"front-42","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":42,"trim":{"chart":0,"holes":[],"outer":42,"uv_bounds":[{"hi":3.00000001,"lo":1.99999999},{"hi":2.00000001,"lo":0.99999999}]}},{"id":43,"key":"right-43","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":43,"trim":{"chart":0,"holes":[],"outer":43,"uv_bounds":[{"hi":1.00000001,"lo":-1e-8},{"hi":3.00000001,"lo":1.99999999}]}},{"id":44,"key":"front-44","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":44,"trim":{"chart":0,"holes":[],"outer":44,"uv_bounds":[{"hi":3.00000001,"lo":1.99999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":45,"key":"top-45","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":45,"trim":{"chart":0,"holes":[],"outer":45,"uv_bounds":[{"hi":3.00000001,"lo":1.99999999},{"hi":1.00000001,"lo":-1e-8}]}},{"id":46,"key":"right-46","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":46,"trim":{"chart":0,"holes":[],"outer":46,"uv_bounds":[{"hi":2.00000001,"lo":0.99999999},{"hi":1.00000001,"lo":-1e-8}]}},{"id":47,"key":"bottom-47","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":47,"trim":{"chart":0,"holes":[],"outer":47,"uv_bounds":[{"hi":2.00000001,"lo":0.99999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":48,"key":"right-48","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"box-inner","entity":"box-inner","face":3,"key":"right"}]},"sense":"Reverse","shell_ref":1,"surface":48,"trim":{"chart":0,"holes":[],"outer":48,"uv_bounds":[{"hi":1.00000001,"lo":-1e-8},{"hi":1.00000001,"lo":-1e-8}]}},{"id":49,"key":"right-49","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":49,"trim":{"chart":0,"holes":[],"outer":49,"uv_bounds":[{"hi":2.00000001,"lo":0.99999999},{"hi":2.00000001,"lo":0.99999999}]}},{"id":50,"key":"right-50","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":50,"trim":{"chart":0,"holes":[],"outer":50,"uv_bounds":[{"hi":2.00000001,"lo":0.99999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":51,"key":"top-51","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":51,"trim":{"chart":0,"holes":[],"outer":51,"uv_bounds":[{"hi":3.00000001,"lo":1.99999999},{"hi":2.00000001,"lo":0.99999999}]}},{"id":52,"key":"right-52","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":52,"trim":{"chart":0,"holes":[],"outer":52,"uv_bounds":[{"hi":3.00000001,"lo":1.99999999},{"hi":1.00000001,"lo":-1e-8}]}},{"id":53,"key":"back-53","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":53,"trim":{"chart":0,"holes":[],"outer":53,"uv_bounds":[{"hi":1.00000001,"lo":-1e-8},{"hi":3.00000001,"lo":1.99999999}]}},{"id":54,"key":"bottom-54","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":54,"trim":{"chart":0,"holes":[],"outer":54,"uv_bounds":[{"hi":3.00000001,"lo":1.99999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":55,"key":"right-55","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":55,"trim":{"chart":0,"holes":[],"outer":55,"uv_bounds":[{"hi":3.00000001,"lo":1.99999999},{"hi":2.00000001,"lo":0.99999999}]}},{"id":56,"key":"back-56","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":56,"trim":{"chart":0,"holes":[],"outer":56,"uv_bounds":[{"hi":2.00000001,"lo":0.99999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":57,"key":"right-57","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":57,"trim":{"chart":0,"holes":[],"outer":57,"uv_bounds":[{"hi":3.00000001,"lo":1.99999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":58,"key":"back-58","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":58,"trim":{"chart":0,"holes":[],"outer":58,"uv_bounds":[{"hi":3.00000001,"lo":1.99999999},{"hi":3.00000001,"lo":1.99999999}]}},{"id":59,"key":"top-59","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":59,"trim":{"chart":0,"holes":[],"outer":59,"uv_bounds":[{"hi":3.00000001,"lo":1.99999999},{"hi":3.00000001,"lo":1.99999999}]}}],"halfedges":[{"edge":0,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":1,"twin":14,"wire_ref":null},{"edge":1,"face":0,"from":1,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Reverse"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":2,"twin":35,"wire_ref":null},{"edge":2,"face":0,"from":2,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":3,"twin":11,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":6,"wire_ref":null},{"edge":4,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":90,"wire_ref":null},{"edge":5,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":0,"twin":19,"wire_ref":null},{"edge":3,"face":1,"from":0,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":3,"twin":3,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Forward"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":10,"wire_ref":null},{"edge":7,"face":2,"from":2,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":6,"twin":38,"wire_ref":null},{"edge":8,"face":2,"from":6,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Reverse"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":4,"twin":95,"wire_ref":null},{"edge":6,"face":2,"from":4,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":3,"twin":7,"wire_ref":null},{"edge":2,"face":2,"from":3,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Forward"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":2,"twin":2,"wire_ref":null},{"edge":9,"face":3,"from":7,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":8,"twin":22,"wire_ref":null},{"edge":10,"face":3,"from":8,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Reverse"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":1,"twin":43,"wire_ref":null},{"edge":0,"face":3,"from":1,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":0,"twin":0,"wire_ref":null},{"edge":11,"face":3,"from":0,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Forward"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":7,"twin":18,"wire_ref":null},{"edge":12,"face":4,"from":5,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":9,"twin":98,"wire_ref":null},{"edge":13,"face":4,"from":9,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Reverse"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":27,"wire_ref":null},{"edge":11,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":0,"twin":15,"wire_ref":null},{"edge":5,"face":4,"from":0,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Forward"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":5,"twin":5,"wire_ref":null},{"edge":14,"face":5,"from":10,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":11,"twin":31,"wire_ref":null},{"edge":15,"face":5,"from":11,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Reverse"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":8,"twin":51,"wire_ref":null},{"edge":9,"face":5,"from":8,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":12,"wire_ref":null},{"edge":16,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Forward"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":10,"twin":26,"wire_ref":null},{"edge":17,"face":6,"from":9,"geometry_use":{"pcurve":24,"periodic_lift":[0,0],"sense":"Forward"},"id":24,"loop_ref":6,"next":25,"prev":27,"to":12,"twin":106,"wire_ref":null},{"edge":18,"face":6,"from":12,"geometry_use":{"pcurve":25,"periodic_lift":[0,0],"sense":"Reverse"},"id":25,"loop_ref":6,"next":26,"prev":24,"to":10,"twin":28,"wire_ref":null},{"edge":16,"face":6,"from":10,"geometry_use":{"pcurve":26,"periodic_lift":[0,0],"sense":"Reverse"},"id":26,"loop_ref":6,"next":27,"prev":25,"to":7,"twin":23,"wire_ref":null},{"edge":13,"face":6,"from":7,"geometry_use":{"pcurve":27,"periodic_lift":[0,0],"sense":"Forward"},"id":27,"loop_ref":6,"next":24,"prev":26,"to":9,"twin":17,"wire_ref":null},{"edge":18,"face":7,"from":10,"geometry_use":{"pcurve":28,"periodic_lift":[0,0],"sense":"Forward"},"id":28,"loop_ref":7,"next":29,"prev":31,"to":12,"twin":25,"wire_ref":null},{"edge":19,"face":7,"from":12,"geometry_use":{"pcurve":29,"periodic_lift":[0,0],"sense":"Forward"},"id":29,"loop_ref":7,"next":30,"prev":28,"to":13,"twin":111,"wire_ref":null},{"edge":20,"face":7,"from":13,"geometry_use":{"pcurve":30,"periodic_lift":[0,0],"sense":"Reverse"},"id":30,"loop_ref":7,"next":31,"prev":29,"to":11,"twin":52,"wire_ref":null},{"edge":14,"face":7,"from":11,"geometry_use":{"pcurve":31,"periodic_lift":[0,0],"sense":"Reverse"},"id":31,"loop_ref":7,"next":28,"prev":30,"to":10,"twin":20,"wire_ref":null},{"edge":21,"face":8,"from":1,"geometry_use":{"pcurve":32,"periodic_lift":[0,0],"sense":"Forward"},"id":32,"loop_ref":8,"next":33,"prev":35,"to":14,"twin":42,"wire_ref":null},{"edge":22,"face":8,"from":14,"geometry_use":{"pcurve":33,"periodic_lift":[0,0],"sense":"Reverse"},"id":33,"loop_ref":8,"next":34,"prev":32,"to":15,"twin":59,"wire_ref":null},{"edge":23,"face":8,"from":15,"geometry_use":{"pcurve":34,"periodic_lift":[0,0],"sense":"Reverse"},"id":34,"loop_ref":8,"next":35,"prev":33,"to":2,"twin":39,"wire_ref":null},{"edge":1,"face":8,"from":2,"geometry_use":{"pcurve":35,"periodic_lift":[0,0],"sense":"Forward"},"id":35,"loop_ref":8,"next":32,"prev":34,"to":1,"twin":1,"wire_ref":null},{"edge":24,"face":9,"from":15,"geometry_use":{"pcurve":36,"periodic_lift":[0,0],"sense":"Forward"},"id":36,"loop_ref":9,"next":37,"prev":39,"to":16,"twin":66,"wire_ref":null},{"edge":25,"face":9,"from":16,"geometry_use":{"pcurve":37,"periodic_lift":[0,0],"sense":"Reverse"},"id":37,"loop_ref":9,"next":38,"prev":36,"to":6,"twin":115,"wire_ref":null},{"edge":7,"face":9,"from":6,"geometry_use":{"pcurve":38,"periodic_lift":[0,0],"sense":"Reverse"},"id":38,"loop_ref":9,"next":39,"prev":37,"to":2,"twin":8,"wire_ref":null},{"edge":23,"face":9,"from":2,"geometry_use":{"pcurve":39,"periodic_lift":[0,0],"sense":"Forward"},"id":39,"loop_ref":9,"next":36,"prev":38,"to":15,"twin":34,"wire_ref":null},{"edge":26,"face":10,"from":8,"geometry_use":{"pcurve":40,"periodic_lift":[0,0],"sense":"Forward"},"id":40,"loop_ref":10,"next":41,"prev":43,"to":17,"twin":50,"wire_ref":null},{"edge":27,"face":10,"from":17,"geometry_use":{"pcurve":41,"periodic_lift":[0,0],"sense":"Reverse"},"id":41,"loop_ref":10,"next":42,"prev":40,"to":14,"twin":71,"wire_ref":null},{"edge":21,"face":10,"from":14,"geometry_use":{"pcurve":42,"periodic_lift":[0,0],"sense":"Reverse"},"id":42,"loop_ref":10,"next":43,"prev":41,"to":1,"twin":32,"wire_ref":null},{"edge":10,"face":10,"from":1,"geometry_use":{"pcurve":43,"periodic_lift":[0,0],"sense":"Forward"},"id":43,"loop_ref":10,"next":40,"prev":42,"to":8,"twin":13,"wire_ref":null},{"edge":28,"face":11,"from":18,"geometry_use":{"pcurve":44,"periodic_lift":[0,0],"sense":"Forward"},"id":44,"loop_ref":11,"next":45,"prev":47,"to":19,"twin":119,"wire_ref":null},{"edge":29,"face":11,"from":19,"geometry_use":{"pcurve":45,"periodic_lift":[0,0],"sense":"Forward"},"id":45,"loop_ref":11,"next":46,"prev":44,"to":20,"twin":138,"wire_ref":null},{"edge":30,"face":11,"from":20,"geometry_use":{"pcurve":46,"periodic_lift":[0,0],"sense":"Reverse"},"id":46,"loop_ref":11,"next":47,"prev":45,"to":21,"twin":123,"wire_ref":null},{"edge":31,"face":11,"from":21,"geometry_use":{"pcurve":47,"periodic_lift":[0,0],"sense":"Reverse"},"id":47,"loop_ref":11,"next":44,"prev":46,"to":18,"twin":100,"wire_ref":null},{"edge":32,"face":12,"from":11,"geometry_use":{"pcurve":48,"periodic_lift":[0,0],"sense":"Forward"},"id":48,"loop_ref":12,"next":49,"prev":51,"to":22,"twin":55,"wire_ref":null},{"edge":33,"face":12,"from":22,"geometry_use":{"pcurve":49,"periodic_lift":[0,0],"sense":"Reverse"},"id":49,"loop_ref":12,"next":50,"prev":48,"to":17,"twin":79,"wire_ref":null},{"edge":26,"face":12,"from":17,"geometry_use":{"pcurve":50,"periodic_lift":[0,0],"sense":"Reverse"},"id":50,"loop_ref":12,"next":51,"prev":49,"to":8,"twin":40,"wire_ref":null},{"edge":15,"face":12,"from":8,"geometry_use":{"pcurve":51,"periodic_lift":[0,0],"sense":"Forward"},"id":51,"loop_ref":12,"next":48,"prev":50,"to":11,"twin":21,"wire_ref":null},{"edge":20,"face":13,"from":11,"geometry_use":{"pcurve":52,"periodic_lift":[0,0],"sense":"Forward"},"id":52,"loop_ref":13,"next":53,"prev":55,"to":13,"twin":30,"wire_ref":null},{"edge":34,"face":13,"from":13,"geometry_use":{"pcurve":53,"periodic_lift":[0,0],"sense":"Forward"},"id":53,"loop_ref":13,"next":54,"prev":52,"to":23,"twin":127,"wire_ref":null},{"edge":35,"face":13,"from":23,"geometry_use":{"pcurve":54,"periodic_lift":[0,0],"sense":"Reverse"},"id":54,"loop_ref":13,"next":55,"prev":53,"to":22,"twin":84,"wire_ref":null},{"edge":32,"face":13,"from":22,"geometry_use":{"pcurve":55,"periodic_lift":[0,0],"sense":"Reverse"},"id":55,"loop_ref":13,"next":52,"prev":54,"to":11,"twin":48,"wire_ref":null},{"edge":36,"face":14,"from":14,"geometry_use":{"pcurve":56,"periodic_lift":[0,0],"sense":"Forward"},"id":56,"loop_ref":14,"next":57,"prev":59,"to":24,"twin":70,"wire_ref":null},{"edge":37,"face":14,"from":24,"geometry_use":{"pcurve":57,"periodic_lift":[0,0],"sense":"Reverse"},"id":57,"loop_ref":14,"next":58,"prev":56,"to":25,"twin":60,"wire_ref":null},{"edge":38,"face":14,"from":25,"geometry_use":{"pcurve":58,"periodic_lift":[0,0],"sense":"Reverse"},"id":58,"loop_ref":14,"next":59,"prev":57,"to":15,"twin":67,"wire_ref":null},{"edge":22,"face":14,"from":15,"geometry_use":{"pcurve":59,"periodic_lift":[0,0],"sense":"Forward"},"id":59,"loop_ref":14,"next":56,"prev":58,"to":14,"twin":33,"wire_ref":null},{"edge":37,"face":15,"from":25,"geometry_use":{"pcurve":60,"periodic_lift":[0,0],"sense":"Forward"},"id":60,"loop_ref":15,"next":61,"prev":63,"to":24,"twin":57,"wire_ref":null},{"edge":39,"face":15,"from":24,"geometry_use":{"pcurve":61,"periodic_lift":[0,0],"sense":"Forward"},"id":61,"loop_ref":15,"next":62,"prev":60,"to":26,"twin":75,"wire_ref":null},{"edge":40,"face":15,"from":26,"geometry_use":{"pcurve":62,"periodic_lift":[0,0],"sense":"Reverse"},"id":62,"loop_ref":15,"next":63,"prev":61,"to":27,"twin":128,"wire_ref":null},{"edge":41,"face":15,"from":27,"geometry_use":{"pcurve":63,"periodic_lift":[0,0],"sense":"Reverse"},"id":63,"loop_ref":15,"next":60,"prev":62,"to":25,"twin":64,"wire_ref":null},{"edge":41,"face":16,"from":25,"geometry_use":{"pcurve":64,"periodic_lift":[0,0],"sense":"Forward"},"id":64,"loop_ref":16,"next":65,"prev":67,"to":27,"twin":63,"wire_ref":null},{"edge":42,"face":16,"from":27,"geometry_use":{"pcurve":65,"periodic_lift":[0,0],"sense":"Reverse"},"id":65,"loop_ref":16,"next":66,"prev":64,"to":16,"twin":135,"wire_ref":null},{"edge":24,"face":16,"from":16,"geometry_use":{"pcurve":66,"periodic_lift":[0,0],"sense":"Reverse"},"id":66,"loop_ref":16,"next":67,"prev":65,"to":15,"twin":36,"wire_ref":null},{"edge":38,"face":16,"from":15,"geometry_use":{"pcurve":67,"periodic_lift":[0,0],"sense":"Forward"},"id":67,"loop_ref":16,"next":64,"prev":66,"to":25,"twin":58,"wire_ref":null},{"edge":43,"face":17,"from":17,"geometry_use":{"pcurve":68,"periodic_lift":[0,0],"sense":"Forward"},"id":68,"loop_ref":17,"next":69,"prev":71,"to":28,"twin":78,"wire_ref":null},{"edge":44,"face":17,"from":28,"geometry_use":{"pcurve":69,"periodic_lift":[0,0],"sense":"Reverse"},"id":69,"loop_ref":17,"next":70,"prev":68,"to":24,"twin":72,"wire_ref":null},{"edge":36,"face":17,"from":24,"geometry_use":{"pcurve":70,"periodic_lift":[0,0],"sense":"Reverse"},"id":70,"loop_ref":17,"next":71,"prev":69,"to":14,"twin":56,"wire_ref":null},{"edge":27,"face":17,"from":14,"geometry_use":{"pcurve":71,"periodic_lift":[0,0],"sense":"Forward"},"id":71,"loop_ref":17,"next":68,"prev":70,"to":17,"twin":41,"wire_ref":null},{"edge":44,"face":18,"from":24,"geometry_use":{"pcurve":72,"periodic_lift":[0,0],"sense":"Forward"},"id":72,"loop_ref":18,"next":73,"prev":75,"to":28,"twin":69,"wire_ref":null},{"edge":45,"face":18,"from":28,"geometry_use":{"pcurve":73,"periodic_lift":[0,0],"sense":"Forward"},"id":73,"loop_ref":18,"next":74,"prev":72,"to":29,"twin":83,"wire_ref":null},{"edge":46,"face":18,"from":29,"geometry_use":{"pcurve":74,"periodic_lift":[0,0],"sense":"Reverse"},"id":74,"loop_ref":18,"next":75,"prev":73,"to":26,"twin":140,"wire_ref":null},{"edge":39,"face":18,"from":26,"geometry_use":{"pcurve":75,"periodic_lift":[0,0],"sense":"Reverse"},"id":75,"loop_ref":18,"next":72,"prev":74,"to":24,"twin":61,"wire_ref":null},{"edge":47,"face":19,"from":22,"geometry_use":{"pcurve":76,"periodic_lift":[0,0],"sense":"Forward"},"id":76,"loop_ref":19,"next":77,"prev":79,"to":30,"twin":87,"wire_ref":null},{"edge":48,"face":19,"from":30,"geometry_use":{"pcurve":77,"periodic_lift":[0,0],"sense":"Reverse"},"id":77,"loop_ref":19,"next":78,"prev":76,"to":28,"twin":80,"wire_ref":null},{"edge":43,"face":19,"from":28,"geometry_use":{"pcurve":78,"periodic_lift":[0,0],"sense":"Reverse"},"id":78,"loop_ref":19,"next":79,"prev":77,"to":17,"twin":68,"wire_ref":null},{"edge":33,"face":19,"from":17,"geometry_use":{"pcurve":79,"periodic_lift":[0,0],"sense":"Forward"},"id":79,"loop_ref":19,"next":76,"prev":78,"to":22,"twin":49,"wire_ref":null},{"edge":48,"face":20,"from":28,"geometry_use":{"pcurve":80,"periodic_lift":[0,0],"sense":"Forward"},"id":80,"loop_ref":20,"next":81,"prev":83,"to":30,"twin":77,"wire_ref":null},{"edge":49,"face":20,"from":30,"geometry_use":{"pcurve":81,"periodic_lift":[0,0],"sense":"Forward"},"id":81,"loop_ref":20,"next":82,"prev":80,"to":31,"twin":86,"wire_ref":null},{"edge":50,"face":20,"from":31,"geometry_use":{"pcurve":82,"periodic_lift":[0,0],"sense":"Reverse"},"id":82,"loop_ref":20,"next":83,"prev":81,"to":29,"twin":144,"wire_ref":null},{"edge":45,"face":20,"from":29,"geometry_use":{"pcurve":83,"periodic_lift":[0,0],"sense":"Reverse"},"id":83,"loop_ref":20,"next":80,"prev":82,"to":28,"twin":73,"wire_ref":null},{"edge":35,"face":21,"from":22,"geometry_use":{"pcurve":84,"periodic_lift":[0,0],"sense":"Forward"},"id":84,"loop_ref":21,"next":85,"prev":87,"to":23,"twin":54,"wire_ref":null},{"edge":51,"face":21,"from":23,"geometry_use":{"pcurve":85,"periodic_lift":[0,0],"sense":"Forward"},"id":85,"loop_ref":21,"next":86,"prev":84,"to":31,"twin":151,"wire_ref":null},{"edge":49,"face":21,"from":31,"geometry_use":{"pcurve":86,"periodic_lift":[0,0],"sense":"Reverse"},"id":86,"loop_ref":21,"next":87,"prev":85,"to":30,"twin":81,"wire_ref":null},{"edge":47,"face":21,"from":30,"geometry_use":{"pcurve":87,"periodic_lift":[0,0],"sense":"Reverse"},"id":87,"loop_ref":21,"next":84,"prev":86,"to":22,"twin":76,"wire_ref":null},{"edge":52,"face":22,"from":32,"geometry_use":{"pcurve":88,"periodic_lift":[0,0],"sense":"Forward"},"id":88,"loop_ref":22,"next":89,"prev":91,"to":33,"twin":158,"wire_ref":null},{"edge":53,"face":22,"from":33,"geometry_use":{"pcurve":89,"periodic_lift":[0,0],"sense":"Reverse"},"id":89,"loop_ref":22,"next":90,"prev":88,"to":5,"twin":99,"wire_ref":null},{"edge":4,"face":22,"from":5,"geometry_use":{"pcurve":90,"periodic_lift":[0,0],"sense":"Reverse"},"id":90,"loop_ref":22,"next":91,"prev":89,"to":4,"twin":4,"wire_ref":null},{"edge":54,"face":22,"from":4,"geometry_use":{"pcurve":91,"periodic_lift":[0,0],"sense":"Forward"},"id":91,"loop_ref":22,"next":88,"prev":90,"to":32,"twin":94,"wire_ref":null},{"edge":55,"face":23,"from":6,"geometry_use":{"pcurve":92,"periodic_lift":[0,0],"sense":"Forward"},"id":92,"loop_ref":23,"next":93,"prev":95,"to":34,"twin":114,"wire_ref":null},{"edge":56,"face":23,"from":34,"geometry_use":{"pcurve":93,"periodic_lift":[0,0],"sense":"Reverse"},"id":93,"loop_ref":23,"next":94,"prev":92,"to":32,"twin":163,"wire_ref":null},{"edge":54,"face":23,"from":32,"geometry_use":{"pcurve":94,"periodic_lift":[0,0],"sense":"Reverse"},"id":94,"loop_ref":23,"next":95,"prev":93,"to":4,"twin":91,"wire_ref":null},{"edge":8,"face":23,"from":4,"geometry_use":{"pcurve":95,"periodic_lift":[0,0],"sense":"Forward"},"id":95,"loop_ref":23,"next":92,"prev":94,"to":6,"twin":9,"wire_ref":null},{"edge":57,"face":24,"from":33,"geometry_use":{"pcurve":96,"periodic_lift":[0,0],"sense":"Forward"},"id":96,"loop_ref":24,"next":97,"prev":99,"to":35,"twin":170,"wire_ref":null},{"edge":58,"face":24,"from":35,"geometry_use":{"pcurve":97,"periodic_lift":[0,0],"sense":"Reverse"},"id":97,"loop_ref":24,"next":98,"prev":96,"to":9,"twin":107,"wire_ref":null},{"edge":12,"face":24,"from":9,"geometry_use":{"pcurve":98,"periodic_lift":[0,0],"sense":"Reverse"},"id":98,"loop_ref":24,"next":99,"prev":97,"to":5,"twin":16,"wire_ref":null},{"edge":53,"face":24,"from":5,"geometry_use":{"pcurve":99,"periodic_lift":[0,0],"sense":"Forward"},"id":99,"loop_ref":24,"next":96,"prev":98,"to":33,"twin":89,"wire_ref":null},{"edge":31,"face":25,"from":18,"geometry_use":{"pcurve":100,"periodic_lift":[0,0],"sense":"Forward"},"id":100,"loop_ref":25,"next":101,"prev":103,"to":21,"twin":47,"wire_ref":null},{"edge":59,"face":25,"from":21,"geometry_use":{"pcurve":101,"periodic_lift":[0,0],"sense":"Forward"},"id":101,"loop_ref":25,"next":102,"prev":100,"to":36,"twin":122,"wire_ref":null},{"edge":60,"face":25,"from":36,"geometry_use":{"pcurve":102,"periodic_lift":[0,0],"sense":"Reverse"},"id":102,"loop_ref":25,"next":103,"prev":101,"to":37,"twin":195,"wire_ref":null},{"edge":61,"face":25,"from":37,"geometry_use":{"pcurve":103,"periodic_lift":[0,0],"sense":"Reverse"},"id":103,"loop_ref":25,"next":100,"prev":102,"to":18,"twin":116,"wire_ref":null},{"edge":62,"face":26,"from":35,"geometry_use":{"pcurve":104,"periodic_lift":[0,0],"sense":"Forward"},"id":104,"loop_ref":26,"next":105,"prev":107,"to":38,"twin":178,"wire_ref":null},{"edge":63,"face":26,"from":38,"geometry_use":{"pcurve":105,"periodic_lift":[0,0],"sense":"Reverse"},"id":105,"loop_ref":26,"next":106,"prev":104,"to":12,"twin":108,"wire_ref":null},{"edge":17,"face":26,"from":12,"geometry_use":{"pcurve":106,"periodic_lift":[0,0],"sense":"Reverse"},"id":106,"loop_ref":26,"next":107,"prev":105,"to":9,"twin":24,"wire_ref":null},{"edge":58,"face":26,"from":9,"geometry_use":{"pcurve":107,"periodic_lift":[0,0],"sense":"Forward"},"id":107,"loop_ref":26,"next":104,"prev":106,"to":35,"twin":97,"wire_ref":null},{"edge":63,"face":27,"from":12,"geometry_use":{"pcurve":108,"periodic_lift":[0,0],"sense":"Forward"},"id":108,"loop_ref":27,"next":109,"prev":111,"to":38,"twin":105,"wire_ref":null},{"edge":64,"face":27,"from":38,"geometry_use":{"pcurve":109,"periodic_lift":[0,0],"sense":"Forward"},"id":109,"loop_ref":27,"next":110,"prev":108,"to":39,"twin":183,"wire_ref":null},{"edge":65,"face":27,"from":39,"geometry_use":{"pcurve":110,"periodic_lift":[0,0],"sense":"Reverse"},"id":110,"loop_ref":27,"next":111,"prev":109,"to":13,"twin":124,"wire_ref":null},{"edge":19,"face":27,"from":13,"geometry_use":{"pcurve":111,"periodic_lift":[0,0],"sense":"Reverse"},"id":111,"loop_ref":27,"next":108,"prev":110,"to":12,"twin":29,"wire_ref":null},{"edge":66,"face":28,"from":16,"geometry_use":{"pcurve":112,"periodic_lift":[0,0],"sense":"Forward"},"id":112,"loop_ref":28,"next":113,"prev":115,"to":40,"twin":134,"wire_ref":null},{"edge":67,"face":28,"from":40,"geometry_use":{"pcurve":113,"periodic_lift":[0,0],"sense":"Reverse"},"id":113,"loop_ref":28,"next":114,"prev":112,"to":34,"twin":191,"wire_ref":null},{"edge":55,"face":28,"from":34,"geometry_use":{"pcurve":114,"periodic_lift":[0,0],"sense":"Reverse"},"id":114,"loop_ref":28,"next":115,"prev":113,"to":6,"twin":92,"wire_ref":null},{"edge":25,"face":28,"from":6,"geometry_use":{"pcurve":115,"periodic_lift":[0,0],"sense":"Forward"},"id":115,"loop_ref":28,"next":112,"prev":114,"to":16,"twin":37,"wire_ref":null},{"edge":61,"face":29,"from":18,"geometry_use":{"pcurve":116,"periodic_lift":[0,0],"sense":"Forward"},"id":116,"loop_ref":29,"next":117,"prev":119,"to":37,"twin":103,"wire_ref":null},{"edge":68,"face":29,"from":37,"geometry_use":{"pcurve":117,"periodic_lift":[0,0],"sense":"Forward"},"id":117,"loop_ref":29,"next":118,"prev":116,"to":41,"twin":194,"wire_ref":null},{"edge":69,"face":29,"from":41,"geometry_use":{"pcurve":118,"periodic_lift":[0,0],"sense":"Reverse"},"id":118,"loop_ref":29,"next":119,"prev":117,"to":19,"twin":139,"wire_ref":null},{"edge":28,"face":29,"from":19,"geometry_use":{"pcurve":119,"periodic_lift":[0,0],"sense":"Reverse"},"id":119,"loop_ref":29,"next":116,"prev":118,"to":18,"twin":44,"wire_ref":null},{"edge":70,"face":30,"from":20,"geometry_use":{"pcurve":120,"periodic_lift":[0,0],"sense":"Forward"},"id":120,"loop_ref":30,"next":121,"prev":123,"to":42,"twin":137,"wire_ref":null},{"edge":71,"face":30,"from":42,"geometry_use":{"pcurve":121,"periodic_lift":[0,0],"sense":"Reverse"},"id":121,"loop_ref":30,"next":122,"prev":120,"to":36,"twin":192,"wire_ref":null},{"edge":59,"face":30,"from":36,"geometry_use":{"pcurve":122,"periodic_lift":[0,0],"sense":"Reverse"},"id":122,"loop_ref":30,"next":123,"prev":121,"to":21,"twin":101,"wire_ref":null},{"edge":30,"face":30,"from":21,"geometry_use":{"pcurve":123,"periodic_lift":[0,0],"sense":"Forward"},"id":123,"loop_ref":30,"next":120,"prev":122,"to":20,"twin":46,"wire_ref":null},{"edge":65,"face":31,"from":13,"geometry_use":{"pcurve":124,"periodic_lift":[0,0],"sense":"Forward"},"id":124,"loop_ref":31,"next":125,"prev":127,"to":39,"twin":110,"wire_ref":null},{"edge":72,"face":31,"from":39,"geometry_use":{"pcurve":125,"periodic_lift":[0,0],"sense":"Forward"},"id":125,"loop_ref":31,"next":126,"prev":124,"to":43,"twin":207,"wire_ref":null},{"edge":73,"face":31,"from":43,"geometry_use":{"pcurve":126,"periodic_lift":[0,0],"sense":"Reverse"},"id":126,"loop_ref":31,"next":127,"prev":125,"to":23,"twin":148,"wire_ref":null},{"edge":34,"face":31,"from":23,"geometry_use":{"pcurve":127,"periodic_lift":[0,0],"sense":"Reverse"},"id":127,"loop_ref":31,"next":124,"prev":126,"to":13,"twin":53,"wire_ref":null},{"edge":40,"face":32,"from":27,"geometry_use":{"pcurve":128,"periodic_lift":[0,0],"sense":"Forward"},"id":128,"loop_ref":32,"next":129,"prev":131,"to":26,"twin":62,"wire_ref":null},{"edge":74,"face":32,"from":26,"geometry_use":{"pcurve":129,"periodic_lift":[0,0],"sense":"Forward"},"id":129,"loop_ref":32,"next":130,"prev":128,"to":44,"twin":143,"wire_ref":null},{"edge":75,"face":32,"from":44,"geometry_use":{"pcurve":130,"periodic_lift":[0,0],"sense":"Reverse"},"id":130,"loop_ref":32,"next":131,"prev":129,"to":45,"twin":212,"wire_ref":null},{"edge":76,"face":32,"from":45,"geometry_use":{"pcurve":131,"periodic_lift":[0,0],"sense":"Reverse"},"id":131,"loop_ref":32,"next":128,"prev":130,"to":27,"twin":132,"wire_ref":null},{"edge":76,"face":33,"from":27,"geometry_use":{"pcurve":132,"periodic_lift":[0,0],"sense":"Forward"},"id":132,"loop_ref":33,"next":133,"prev":135,"to":45,"twin":131,"wire_ref":null},{"edge":77,"face":33,"from":45,"geometry_use":{"pcurve":133,"periodic_lift":[0,0],"sense":"Reverse"},"id":133,"loop_ref":33,"next":134,"prev":132,"to":40,"twin":219,"wire_ref":null},{"edge":66,"face":33,"from":40,"geometry_use":{"pcurve":134,"periodic_lift":[0,0],"sense":"Reverse"},"id":134,"loop_ref":33,"next":135,"prev":133,"to":16,"twin":112,"wire_ref":null},{"edge":42,"face":33,"from":16,"geometry_use":{"pcurve":135,"periodic_lift":[0,0],"sense":"Forward"},"id":135,"loop_ref":33,"next":132,"prev":134,"to":27,"twin":65,"wire_ref":null},{"edge":78,"face":34,"from":41,"geometry_use":{"pcurve":136,"periodic_lift":[0,0],"sense":"Forward"},"id":136,"loop_ref":34,"next":137,"prev":139,"to":42,"twin":193,"wire_ref":null},{"edge":70,"face":34,"from":42,"geometry_use":{"pcurve":137,"periodic_lift":[0,0],"sense":"Reverse"},"id":137,"loop_ref":34,"next":138,"prev":136,"to":20,"twin":120,"wire_ref":null},{"edge":29,"face":34,"from":20,"geometry_use":{"pcurve":138,"periodic_lift":[0,0],"sense":"Reverse"},"id":138,"loop_ref":34,"next":139,"prev":137,"to":19,"twin":45,"wire_ref":null},{"edge":69,"face":34,"from":19,"geometry_use":{"pcurve":139,"periodic_lift":[0,0],"sense":"Forward"},"id":139,"loop_ref":34,"next":136,"prev":138,"to":41,"twin":118,"wire_ref":null},{"edge":46,"face":35,"from":26,"geometry_use":{"pcurve":140,"periodic_lift":[0,0],"sense":"Forward"},"id":140,"loop_ref":35,"next":141,"prev":143,"to":29,"twin":74,"wire_ref":null},{"edge":79,"face":35,"from":29,"geometry_use":{"pcurve":141,"periodic_lift":[0,0],"sense":"Forward"},"id":141,"loop_ref":35,"next":142,"prev":140,"to":46,"twin":147,"wire_ref":null},{"edge":80,"face":35,"from":46,"geometry_use":{"pcurve":142,"periodic_lift":[0,0],"sense":"Reverse"},"id":142,"loop_ref":35,"next":143,"prev":141,"to":44,"twin":224,"wire_ref":null},{"edge":74,"face":35,"from":44,"geometry_use":{"pcurve":143,"periodic_lift":[0,0],"sense":"Reverse"},"id":143,"loop_ref":35,"next":140,"prev":142,"to":26,"twin":129,"wire_ref":null},{"edge":50,"face":36,"from":29,"geometry_use":{"pcurve":144,"periodic_lift":[0,0],"sense":"Forward"},"id":144,"loop_ref":36,"next":145,"prev":147,"to":31,"twin":82,"wire_ref":null},{"edge":81,"face":36,"from":31,"geometry_use":{"pcurve":145,"periodic_lift":[0,0],"sense":"Forward"},"id":145,"loop_ref":36,"next":146,"prev":144,"to":47,"twin":150,"wire_ref":null},{"edge":82,"face":36,"from":47,"geometry_use":{"pcurve":146,"periodic_lift":[0,0],"sense":"Reverse"},"id":146,"loop_ref":36,"next":147,"prev":145,"to":46,"twin":232,"wire_ref":null},{"edge":79,"face":36,"from":46,"geometry_use":{"pcurve":147,"periodic_lift":[0,0],"sense":"Reverse"},"id":147,"loop_ref":36,"next":144,"prev":146,"to":29,"twin":141,"wire_ref":null},{"edge":73,"face":37,"from":23,"geometry_use":{"pcurve":148,"periodic_lift":[0,0],"sense":"Forward"},"id":148,"loop_ref":37,"next":149,"prev":151,"to":43,"twin":126,"wire_ref":null},{"edge":83,"face":37,"from":43,"geometry_use":{"pcurve":149,"periodic_lift":[0,0],"sense":"Forward"},"id":149,"loop_ref":37,"next":150,"prev":148,"to":47,"twin":239,"wire_ref":null},{"edge":81,"face":37,"from":47,"geometry_use":{"pcurve":150,"periodic_lift":[0,0],"sense":"Reverse"},"id":150,"loop_ref":37,"next":151,"prev":149,"to":31,"twin":145,"wire_ref":null},{"edge":51,"face":37,"from":31,"geometry_use":{"pcurve":151,"periodic_lift":[0,0],"sense":"Reverse"},"id":151,"loop_ref":37,"next":148,"prev":150,"to":23,"twin":85,"wire_ref":null},{"edge":84,"face":38,"from":48,"geometry_use":{"pcurve":152,"periodic_lift":[0,0],"sense":"Forward"},"id":152,"loop_ref":38,"next":153,"prev":155,"to":49,"twin":161,"wire_ref":null},{"edge":85,"face":38,"from":49,"geometry_use":{"pcurve":153,"periodic_lift":[0,0],"sense":"Forward"},"id":153,"loop_ref":38,"next":154,"prev":152,"to":50,"twin":187,"wire_ref":null},{"edge":86,"face":38,"from":50,"geometry_use":{"pcurve":154,"periodic_lift":[0,0],"sense":"Reverse"},"id":154,"loop_ref":38,"next":155,"prev":153,"to":51,"twin":164,"wire_ref":null},{"edge":87,"face":38,"from":51,"geometry_use":{"pcurve":155,"periodic_lift":[0,0],"sense":"Reverse"},"id":155,"loop_ref":38,"next":152,"prev":154,"to":48,"twin":156,"wire_ref":null},{"edge":87,"face":39,"from":48,"geometry_use":{"pcurve":156,"periodic_lift":[0,0],"sense":"Forward"},"id":156,"loop_ref":39,"next":157,"prev":159,"to":51,"twin":155,"wire_ref":null},{"edge":88,"face":39,"from":51,"geometry_use":{"pcurve":157,"periodic_lift":[0,0],"sense":"Reverse"},"id":157,"loop_ref":39,"next":158,"prev":156,"to":33,"twin":171,"wire_ref":null},{"edge":52,"face":39,"from":33,"geometry_use":{"pcurve":158,"periodic_lift":[0,0],"sense":"Reverse"},"id":158,"loop_ref":39,"next":159,"prev":157,"to":32,"twin":88,"wire_ref":null},{"edge":89,"face":39,"from":32,"geometry_use":{"pcurve":159,"periodic_lift":[0,0],"sense":"Forward"},"id":159,"loop_ref":39,"next":156,"prev":158,"to":48,"twin":162,"wire_ref":null},{"edge":90,"face":40,"from":34,"geometry_use":{"pcurve":160,"periodic_lift":[0,0],"sense":"Forward"},"id":160,"loop_ref":40,"next":161,"prev":163,"to":49,"twin":190,"wire_ref":null},{"edge":84,"face":40,"from":49,"geometry_use":{"pcurve":161,"periodic_lift":[0,0],"sense":"Reverse"},"id":161,"loop_ref":40,"next":162,"prev":160,"to":48,"twin":152,"wire_ref":null},{"edge":89,"face":40,"from":48,"geometry_use":{"pcurve":162,"periodic_lift":[0,0],"sense":"Reverse"},"id":162,"loop_ref":40,"next":163,"prev":161,"to":32,"twin":159,"wire_ref":null},{"edge":56,"face":40,"from":32,"geometry_use":{"pcurve":163,"periodic_lift":[0,0],"sense":"Forward"},"id":163,"loop_ref":40,"next":160,"prev":162,"to":34,"twin":93,"wire_ref":null},{"edge":86,"face":41,"from":51,"geometry_use":{"pcurve":164,"periodic_lift":[0,0],"sense":"Forward"},"id":164,"loop_ref":41,"next":165,"prev":167,"to":50,"twin":154,"wire_ref":null},{"edge":91,"face":41,"from":50,"geometry_use":{"pcurve":165,"periodic_lift":[0,0],"sense":"Forward"},"id":165,"loop_ref":41,"next":166,"prev":164,"to":52,"twin":199,"wire_ref":null},{"edge":92,"face":41,"from":52,"geometry_use":{"pcurve":166,"periodic_lift":[0,0],"sense":"Reverse"},"id":166,"loop_ref":41,"next":167,"prev":165,"to":53,"twin":172,"wire_ref":null},{"edge":93,"face":41,"from":53,"geometry_use":{"pcurve":167,"periodic_lift":[0,0],"sense":"Reverse"},"id":167,"loop_ref":41,"next":164,"prev":166,"to":51,"twin":168,"wire_ref":null},{"edge":93,"face":42,"from":51,"geometry_use":{"pcurve":168,"periodic_lift":[0,0],"sense":"Forward"},"id":168,"loop_ref":42,"next":169,"prev":171,"to":53,"twin":167,"wire_ref":null},{"edge":94,"face":42,"from":53,"geometry_use":{"pcurve":169,"periodic_lift":[0,0],"sense":"Reverse"},"id":169,"loop_ref":42,"next":170,"prev":168,"to":35,"twin":179,"wire_ref":null},{"edge":57,"face":42,"from":35,"geometry_use":{"pcurve":170,"periodic_lift":[0,0],"sense":"Reverse"},"id":170,"loop_ref":42,"next":171,"prev":169,"to":33,"twin":96,"wire_ref":null},{"edge":88,"face":42,"from":33,"geometry_use":{"pcurve":171,"periodic_lift":[0,0],"sense":"Forward"},"id":171,"loop_ref":42,"next":168,"prev":170,"to":51,"twin":157,"wire_ref":null},{"edge":92,"face":43,"from":53,"geometry_use":{"pcurve":172,"periodic_lift":[0,0],"sense":"Forward"},"id":172,"loop_ref":43,"next":173,"prev":175,"to":52,"twin":166,"wire_ref":null},{"edge":95,"face":43,"from":52,"geometry_use":{"pcurve":173,"periodic_lift":[0,0],"sense":"Forward"},"id":173,"loop_ref":43,"next":174,"prev":172,"to":54,"twin":203,"wire_ref":null},{"edge":96,"face":43,"from":54,"geometry_use":{"pcurve":174,"periodic_lift":[0,0],"sense":"Reverse"},"id":174,"loop_ref":43,"next":175,"prev":173,"to":55,"twin":181,"wire_ref":null},{"edge":97,"face":43,"from":55,"geometry_use":{"pcurve":175,"periodic_lift":[0,0],"sense":"Reverse"},"id":175,"loop_ref":43,"next":172,"prev":174,"to":53,"twin":176,"wire_ref":null},{"edge":97,"face":44,"from":53,"geometry_use":{"pcurve":176,"periodic_lift":[0,0],"sense":"Forward"},"id":176,"loop_ref":44,"next":177,"prev":179,"to":55,"twin":175,"wire_ref":null},{"edge":98,"face":44,"from":55,"geometry_use":{"pcurve":177,"periodic_lift":[0,0],"sense":"Reverse"},"id":177,"loop_ref":44,"next":178,"prev":176,"to":38,"twin":180,"wire_ref":null},{"edge":62,"face":44,"from":38,"geometry_use":{"pcurve":178,"periodic_lift":[0,0],"sense":"Reverse"},"id":178,"loop_ref":44,"next":179,"prev":177,"to":35,"twin":104,"wire_ref":null},{"edge":94,"face":44,"from":35,"geometry_use":{"pcurve":179,"periodic_lift":[0,0],"sense":"Forward"},"id":179,"loop_ref":44,"next":176,"prev":178,"to":53,"twin":169,"wire_ref":null},{"edge":98,"face":45,"from":38,"geometry_use":{"pcurve":180,"periodic_lift":[0,0],"sense":"Forward"},"id":180,"loop_ref":45,"next":181,"prev":183,"to":55,"twin":177,"wire_ref":null},{"edge":96,"face":45,"from":55,"geometry_use":{"pcurve":181,"periodic_lift":[0,0],"sense":"Forward"},"id":181,"loop_ref":45,"next":182,"prev":180,"to":54,"twin":174,"wire_ref":null},{"edge":99,"face":45,"from":54,"geometry_use":{"pcurve":182,"periodic_lift":[0,0],"sense":"Reverse"},"id":182,"loop_ref":45,"next":183,"prev":181,"to":39,"twin":204,"wire_ref":null},{"edge":64,"face":45,"from":39,"geometry_use":{"pcurve":183,"periodic_lift":[0,0],"sense":"Reverse"},"id":183,"loop_ref":45,"next":180,"prev":182,"to":38,"twin":109,"wire_ref":null},{"edge":100,"face":46,"from":49,"geometry_use":{"pcurve":184,"periodic_lift":[0,0],"sense":"Forward"},"id":184,"loop_ref":46,"next":185,"prev":187,"to":56,"twin":189,"wire_ref":null},{"edge":101,"face":46,"from":56,"geometry_use":{"pcurve":185,"periodic_lift":[0,0],"sense":"Forward"},"id":185,"loop_ref":46,"next":186,"prev":184,"to":57,"twin":211,"wire_ref":null},{"edge":102,"face":46,"from":57,"geometry_use":{"pcurve":186,"periodic_lift":[0,0],"sense":"Reverse"},"id":186,"loop_ref":46,"next":187,"prev":185,"to":50,"twin":196,"wire_ref":null},{"edge":85,"face":46,"from":50,"geometry_use":{"pcurve":187,"periodic_lift":[0,0],"sense":"Reverse"},"id":187,"loop_ref":46,"next":184,"prev":186,"to":49,"twin":153,"wire_ref":null},{"edge":103,"face":47,"from":40,"geometry_use":{"pcurve":188,"periodic_lift":[0,0],"sense":"Forward"},"id":188,"loop_ref":47,"next":189,"prev":191,"to":56,"twin":218,"wire_ref":null},{"edge":100,"face":47,"from":56,"geometry_use":{"pcurve":189,"periodic_lift":[0,0],"sense":"Reverse"},"id":189,"loop_ref":47,"next":190,"prev":188,"to":49,"twin":184,"wire_ref":null},{"edge":90,"face":47,"from":49,"geometry_use":{"pcurve":190,"periodic_lift":[0,0],"sense":"Reverse"},"id":190,"loop_ref":47,"next":191,"prev":189,"to":34,"twin":160,"wire_ref":null},{"edge":67,"face":47,"from":34,"geometry_use":{"pcurve":191,"periodic_lift":[0,0],"sense":"Forward"},"id":191,"loop_ref":47,"next":188,"prev":190,"to":40,"twin":113,"wire_ref":null},{"edge":71,"face":48,"from":36,"geometry_use":{"pcurve":192,"periodic_lift":[0,0],"sense":"Forward"},"id":192,"loop_ref":48,"next":193,"prev":195,"to":42,"twin":121,"wire_ref":null},{"edge":78,"face":48,"from":42,"geometry_use":{"pcurve":193,"periodic_lift":[0,0],"sense":"Reverse"},"id":193,"loop_ref":48,"next":194,"prev":192,"to":41,"twin":136,"wire_ref":null},{"edge":68,"face":48,"from":41,"geometry_use":{"pcurve":194,"periodic_lift":[0,0],"sense":"Reverse"},"id":194,"loop_ref":48,"next":195,"prev":193,"to":37,"twin":117,"wire_ref":null},{"edge":60,"face":48,"from":37,"geometry_use":{"pcurve":195,"periodic_lift":[0,0],"sense":"Forward"},"id":195,"loop_ref":48,"next":192,"prev":194,"to":36,"twin":102,"wire_ref":null},{"edge":102,"face":49,"from":50,"geometry_use":{"pcurve":196,"periodic_lift":[0,0],"sense":"Forward"},"id":196,"loop_ref":49,"next":197,"prev":199,"to":57,"twin":186,"wire_ref":null},{"edge":104,"face":49,"from":57,"geometry_use":{"pcurve":197,"periodic_lift":[0,0],"sense":"Forward"},"id":197,"loop_ref":49,"next":198,"prev":196,"to":58,"twin":223,"wire_ref":null},{"edge":105,"face":49,"from":58,"geometry_use":{"pcurve":198,"periodic_lift":[0,0],"sense":"Reverse"},"id":198,"loop_ref":49,"next":199,"prev":197,"to":52,"twin":200,"wire_ref":null},{"edge":91,"face":49,"from":52,"geometry_use":{"pcurve":199,"periodic_lift":[0,0],"sense":"Reverse"},"id":199,"loop_ref":49,"next":196,"prev":198,"to":50,"twin":165,"wire_ref":null},{"edge":105,"face":50,"from":52,"geometry_use":{"pcurve":200,"periodic_lift":[0,0],"sense":"Forward"},"id":200,"loop_ref":50,"next":201,"prev":203,"to":58,"twin":198,"wire_ref":null},{"edge":106,"face":50,"from":58,"geometry_use":{"pcurve":201,"periodic_lift":[0,0],"sense":"Forward"},"id":201,"loop_ref":50,"next":202,"prev":200,"to":59,"twin":231,"wire_ref":null},{"edge":107,"face":50,"from":59,"geometry_use":{"pcurve":202,"periodic_lift":[0,0],"sense":"Reverse"},"id":202,"loop_ref":50,"next":203,"prev":201,"to":54,"twin":205,"wire_ref":null},{"edge":95,"face":50,"from":54,"geometry_use":{"pcurve":203,"periodic_lift":[0,0],"sense":"Reverse"},"id":203,"loop_ref":50,"next":200,"prev":202,"to":52,"twin":173,"wire_ref":null},{"edge":99,"face":51,"from":39,"geometry_use":{"pcurve":204,"periodic_lift":[0,0],"sense":"Forward"},"id":204,"loop_ref":51,"next":205,"prev":207,"to":54,"twin":182,"wire_ref":null},{"edge":107,"face":51,"from":54,"geometry_use":{"pcurve":205,"periodic_lift":[0,0],"sense":"Forward"},"id":205,"loop_ref":51,"next":206,"prev":204,"to":59,"twin":202,"wire_ref":null},{"edge":108,"face":51,"from":59,"geometry_use":{"pcurve":206,"periodic_lift":[0,0],"sense":"Reverse"},"id":206,"loop_ref":51,"next":207,"prev":205,"to":43,"twin":236,"wire_ref":null},{"edge":72,"face":51,"from":43,"geometry_use":{"pcurve":207,"periodic_lift":[0,0],"sense":"Reverse"},"id":207,"loop_ref":51,"next":204,"prev":206,"to":39,"twin":125,"wire_ref":null},{"edge":109,"face":52,"from":56,"geometry_use":{"pcurve":208,"periodic_lift":[0,0],"sense":"Forward"},"id":208,"loop_ref":52,"next":209,"prev":211,"to":60,"twin":217,"wire_ref":null},{"edge":110,"face":52,"from":60,"geometry_use":{"pcurve":209,"periodic_lift":[0,0],"sense":"Forward"},"id":209,"loop_ref":52,"next":210,"prev":208,"to":61,"twin":214,"wire_ref":null},{"edge":111,"face":52,"from":61,"geometry_use":{"pcurve":210,"periodic_lift":[0,0],"sense":"Reverse"},"id":210,"loop_ref":52,"next":211,"prev":209,"to":57,"twin":220,"wire_ref":null},{"edge":101,"face":52,"from":57,"geometry_use":{"pcurve":211,"periodic_lift":[0,0],"sense":"Reverse"},"id":211,"loop_ref":52,"next":208,"prev":210,"to":56,"twin":185,"wire_ref":null},{"edge":75,"face":53,"from":45,"geometry_use":{"pcurve":212,"periodic_lift":[0,0],"sense":"Forward"},"id":212,"loop_ref":53,"next":213,"prev":215,"to":44,"twin":130,"wire_ref":null},{"edge":112,"face":53,"from":44,"geometry_use":{"pcurve":213,"periodic_lift":[0,0],"sense":"Forward"},"id":213,"loop_ref":53,"next":214,"prev":212,"to":61,"twin":227,"wire_ref":null},{"edge":110,"face":53,"from":61,"geometry_use":{"pcurve":214,"periodic_lift":[0,0],"sense":"Reverse"},"id":214,"loop_ref":53,"next":215,"prev":213,"to":60,"twin":209,"wire_ref":null},{"edge":113,"face":53,"from":60,"geometry_use":{"pcurve":215,"periodic_lift":[0,0],"sense":"Reverse"},"id":215,"loop_ref":53,"next":212,"prev":214,"to":45,"twin":216,"wire_ref":null},{"edge":113,"face":54,"from":45,"geometry_use":{"pcurve":216,"periodic_lift":[0,0],"sense":"Forward"},"id":216,"loop_ref":54,"next":217,"prev":219,"to":60,"twin":215,"wire_ref":null},{"edge":109,"face":54,"from":60,"geometry_use":{"pcurve":217,"periodic_lift":[0,0],"sense":"Reverse"},"id":217,"loop_ref":54,"next":218,"prev":216,"to":56,"twin":208,"wire_ref":null},{"edge":103,"face":54,"from":56,"geometry_use":{"pcurve":218,"periodic_lift":[0,0],"sense":"Reverse"},"id":218,"loop_ref":54,"next":219,"prev":217,"to":40,"twin":188,"wire_ref":null},{"edge":77,"face":54,"from":40,"geometry_use":{"pcurve":219,"periodic_lift":[0,0],"sense":"Forward"},"id":219,"loop_ref":54,"next":216,"prev":218,"to":45,"twin":133,"wire_ref":null},{"edge":111,"face":55,"from":57,"geometry_use":{"pcurve":220,"periodic_lift":[0,0],"sense":"Forward"},"id":220,"loop_ref":55,"next":221,"prev":223,"to":61,"twin":210,"wire_ref":null},{"edge":114,"face":55,"from":61,"geometry_use":{"pcurve":221,"periodic_lift":[0,0],"sense":"Forward"},"id":221,"loop_ref":55,"next":222,"prev":220,"to":62,"twin":226,"wire_ref":null},{"edge":115,"face":55,"from":62,"geometry_use":{"pcurve":222,"periodic_lift":[0,0],"sense":"Reverse"},"id":222,"loop_ref":55,"next":223,"prev":221,"to":58,"twin":228,"wire_ref":null},{"edge":104,"face":55,"from":58,"geometry_use":{"pcurve":223,"periodic_lift":[0,0],"sense":"Reverse"},"id":223,"loop_ref":55,"next":220,"prev":222,"to":57,"twin":197,"wire_ref":null},{"edge":80,"face":56,"from":44,"geometry_use":{"pcurve":224,"periodic_lift":[0,0],"sense":"Forward"},"id":224,"loop_ref":56,"next":225,"prev":227,"to":46,"twin":142,"wire_ref":null},{"edge":116,"face":56,"from":46,"geometry_use":{"pcurve":225,"periodic_lift":[0,0],"sense":"Forward"},"id":225,"loop_ref":56,"next":226,"prev":224,"to":62,"twin":235,"wire_ref":null},{"edge":114,"face":56,"from":62,"geometry_use":{"pcurve":226,"periodic_lift":[0,0],"sense":"Reverse"},"id":226,"loop_ref":56,"next":227,"prev":225,"to":61,"twin":221,"wire_ref":null},{"edge":112,"face":56,"from":61,"geometry_use":{"pcurve":227,"periodic_lift":[0,0],"sense":"Reverse"},"id":227,"loop_ref":56,"next":224,"prev":226,"to":44,"twin":213,"wire_ref":null},{"edge":115,"face":57,"from":58,"geometry_use":{"pcurve":228,"periodic_lift":[0,0],"sense":"Forward"},"id":228,"loop_ref":57,"next":229,"prev":231,"to":62,"twin":222,"wire_ref":null},{"edge":117,"face":57,"from":62,"geometry_use":{"pcurve":229,"periodic_lift":[0,0],"sense":"Forward"},"id":229,"loop_ref":57,"next":230,"prev":228,"to":63,"twin":234,"wire_ref":null},{"edge":118,"face":57,"from":63,"geometry_use":{"pcurve":230,"periodic_lift":[0,0],"sense":"Reverse"},"id":230,"loop_ref":57,"next":231,"prev":229,"to":59,"twin":237,"wire_ref":null},{"edge":106,"face":57,"from":59,"geometry_use":{"pcurve":231,"periodic_lift":[0,0],"sense":"Reverse"},"id":231,"loop_ref":57,"next":228,"prev":230,"to":58,"twin":201,"wire_ref":null},{"edge":82,"face":58,"from":46,"geometry_use":{"pcurve":232,"periodic_lift":[0,0],"sense":"Forward"},"id":232,"loop_ref":58,"next":233,"prev":235,"to":47,"twin":146,"wire_ref":null},{"edge":119,"face":58,"from":47,"geometry_use":{"pcurve":233,"periodic_lift":[0,0],"sense":"Forward"},"id":233,"loop_ref":58,"next":234,"prev":232,"to":63,"twin":238,"wire_ref":null},{"edge":117,"face":58,"from":63,"geometry_use":{"pcurve":234,"periodic_lift":[0,0],"sense":"Reverse"},"id":234,"loop_ref":58,"next":235,"prev":233,"to":62,"twin":229,"wire_ref":null},{"edge":116,"face":58,"from":62,"geometry_use":{"pcurve":235,"periodic_lift":[0,0],"sense":"Reverse"},"id":235,"loop_ref":58,"next":232,"prev":234,"to":46,"twin":225,"wire_ref":null},{"edge":108,"face":59,"from":43,"geometry_use":{"pcurve":236,"periodic_lift":[0,0],"sense":"Forward"},"id":236,"loop_ref":59,"next":237,"prev":239,"to":59,"twin":206,"wire_ref":null},{"edge":118,"face":59,"from":59,"geometry_use":{"pcurve":237,"periodic_lift":[0,0],"sense":"Forward"},"id":237,"loop_ref":59,"next":238,"prev":236,"to":63,"twin":230,"wire_ref":null},{"edge":119,"face":59,"from":63,"geometry_use":{"pcurve":238,"periodic_lift":[0,0],"sense":"Reverse"},"id":238,"loop_ref":59,"next":239,"prev":237,"to":47,"twin":233,"wire_ref":null},{"edge":83,"face":59,"from":47,"geometry_use":{"pcurve":239,"periodic_lift":[0,0],"sense":"Reverse"},"id":239,"loop_ref":59,"next":236,"prev":238,"to":43,"twin":149,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20},{"face_ref":6,"id":6,"is_hole":false,"start_halfedge":24},{"face_ref":7,"id":7,"is_hole":false,"start_halfedge":28},{"face_ref":8,"id":8,"is_hole":false,"start_halfedge":32},{"face_ref":9,"id":9,"is_hole":false,"start_halfedge":36},{"face_ref":10,"id":10,"is_hole":false,"start_halfedge":40},{"face_ref":11,"id":11,"is_hole":false,"start_halfedge":44},{"face_ref":12,"id":12,"is_hole":false,"start_halfedge":48},{"face_ref":13,"id":13,"is_hole":false,"start_halfedge":52},{"face_ref":14,"id":14,"is_hole":false,"start_halfedge":56},{"face_ref":15,"id":15,"is_hole":false,"start_halfedge":60},{"face_ref":16,"id":16,"is_hole":false,"start_halfedge":64},{"face_ref":17,"id":17,"is_hole":false,"start_halfedge":68},{"face_ref":18,"id":18,"is_hole":false,"start_halfedge":72},{"face_ref":19,"id":19,"is_hole":false,"start_halfedge":76},{"face_ref":20,"id":20,"is_hole":false,"start_halfedge":80},{"face_ref":21,"id":21,"is_hole":false,"start_halfedge":84},{"face_ref":22,"id":22,"is_hole":false,"start_halfedge":88},{"face_ref":23,"id":23,"is_hole":false,"start_halfedge":92},{"face_ref":24,"id":24,"is_hole":false,"start_halfedge":96},{"face_ref":25,"id":25,"is_hole":false,"start_halfedge":100},{"face_ref":26,"id":26,"is_hole":false,"start_halfedge":104},{"face_ref":27,"id":27,"is_hole":false,"start_halfedge":108},{"face_ref":28,"id":28,"is_hole":false,"start_halfedge":112},{"face_ref":29,"id":29,"is_hole":false,"start_halfedge":116},{"face_ref":30,"id":30,"is_hole":false,"start_halfedge":120},{"face_ref":31,"id":31,"is_hole":false,"start_halfedge":124},{"face_ref":32,"id":32,"is_hole":false,"start_halfedge":128},{"face_ref":33,"id":33,"is_hole":false,"start_halfedge":132},{"face_ref":34,"id":34,"is_hole":false,"start_halfedge":136},{"face_ref":35,"id":35,"is_hole":false,"start_halfedge":140},{"face_ref":36,"id":36,"is_hole":false,"start_halfedge":144},{"face_ref":37,"id":37,"is_hole":false,"start_halfedge":148},{"face_ref":38,"id":38,"is_hole":false,"start_halfedge":152},{"face_ref":39,"id":39,"is_hole":false,"start_halfedge":156},{"face_ref":40,"id":40,"is_hole":false,"start_halfedge":160},{"face_ref":41,"id":41,"is_hole":false,"start_halfedge":164},{"face_ref":42,"id":42,"is_hole":false,"start_halfedge":168},{"face_ref":43,"id":43,"is_hole":false,"start_halfedge":172},{"face_ref":44,"id":44,"is_hole":false,"start_halfedge":176},{"face_ref":45,"id":45,"is_hole":false,"start_halfedge":180},{"face_ref":46,"id":46,"is_hole":false,"start_halfedge":184},{"face_ref":47,"id":47,"is_hole":false,"start_halfedge":188},{"face_ref":48,"id":48,"is_hole":false,"start_halfedge":192},{"face_ref":49,"id":49,"is_hole":false,"start_halfedge":196},{"face_ref":50,"id":50,"is_hole":false,"start_halfedge":200},{"face_ref":51,"id":51,"is_hole":false,"start_halfedge":204},{"face_ref":52,"id":52,"is_hole":false,"start_halfedge":208},{"face_ref":53,"id":53,"is_hole":false,"start_halfedge":212},{"face_ref":54,"id":54,"is_hole":false,"start_halfedge":216},{"face_ref":55,"id":55,"is_hole":false,"start_halfedge":220},{"face_ref":56,"id":56,"is_hole":false,"start_halfedge":224},{"face_ref":57,"id":57,"is_hole":false,"start_halfedge":228},{"face_ref":58,"id":58,"is_hole":false,"start_halfedge":232},{"face_ref":59,"id":59,"is_hole":false,"start_halfedge":236}],"shells":[{"faces":[0,3,8,2,1,5,10,4,14,9,23,22,7,12,6,17,24,15,16,28,40,39,27,13,19,26,18,42,32,33,47,38,45,31,21,20,44,35,41,53,54,46,43,51,37,36,56,49,52,50,59,58,55,57],"id":0,"is_closed":true},{"faces":[11,29,34,30,25,48],"id":1,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[0.0,1.0,0.0],"tolerance":1e-8},{"id":1,"outgoing_halfedge":1,"position":[0.0,1.0,-1.0],"tolerance":1e-8},{"id":2,"outgoing_halfedge":2,"position":[0.0,0.0,-1.0],"tolerance":1e-8},{"id":3,"outgoing_halfedge":3,"position":[0.0,0.0,0.0],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[1.0,0.0,0.0],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[1.0,1.0,0.0],"tolerance":1e-8},{"id":6,"outgoing_halfedge":9,"position":[1.0,0.0,-1.0],"tolerance":1e-8},{"id":7,"outgoing_halfedge":12,"position":[0.0,2.0,0.0],"tolerance":1e-8},{"id":8,"outgoing_halfedge":13,"position":[0.0,2.0,-1.0],"tolerance":1e-8},{"id":9,"outgoing_halfedge":17,"position":[1.0,2.0,0.0],"tolerance":1e-8},{"id":10,"outgoing_halfedge":20,"position":[0.0,3.0,0.0],"tolerance":1e-8},{"id":11,"outgoing_halfedge":21,"position":[0.0,3.0,-1.0],"tolerance":1e-8},{"id":12,"outgoing_halfedge":25,"position":[1.0,3.0,0.0],"tolerance":1e-8},{"id":13,"outgoing_halfedge":30,"position":[1.0,3.0,-1.0],"tolerance":1e-8},{"id":14,"outgoing_halfedge":33,"position":[0.0,1.0,-2.0],"tolerance":1e-8},{"id":15,"outgoing_halfedge":34,"position":[0.0,0.0,-2.0],"tolerance":1e-8},{"id":16,"outgoing_halfedge":37,"position":[1.0,0.0,-2.0],"tolerance":1e-8},{"id":17,"outgoing_halfedge":41,"position":[0.0,2.0,-2.0],"tolerance":1e-8},{"id":18,"outgoing_halfedge":44,"position":[1.0,1.0,-1.0],"tolerance":1e-8},{"id":19,"outgoing_halfedge":45,"position":[1.0,1.0,-2.0],"tolerance":1e-8},{"id":20,"outgoing_halfedge":46,"position":[1.0,2.0,-2.0],"tolerance":1e-8},{"id":21,"outgoing_halfedge":47,"position":[1.0,2.0,-1.0],"tolerance":1e-8},{"id":22,"outgoing_halfedge":49,"position":[0.0,3.0,-2.0],"tolerance":1e-8},{"id":23,"outgoing_halfedge":54,"position":[1.0,3.0,-2.0],"tolerance":1e-8},{"id":24,"outgoing_halfedge":57,"position":[0.0,1.0,-3.0],"tolerance":1e-8},{"id":25,"outgoing_halfedge":58,"position":[0.0,0.0,-3.0],"tolerance":1e-8},{"id":26,"outgoing_halfedge":62,"position":[1.0,1.0,-3.0],"tolerance":1e-8},{"id":27,"outgoing_halfedge":63,"position":[1.0,0.0,-3.0],"tolerance":1e-8},{"id":28,"outgoing_halfedge":69,"position":[0.0,2.0,-3.0],"tolerance":1e-8},{"id":29,"outgoing_halfedge":74,"position":[1.0,2.0,-3.0],"tolerance":1e-8},{"id":30,"outgoing_halfedge":77,"position":[0.0,3.0,-3.0],"tolerance":1e-8},{"id":31,"outgoing_halfedge":82,"position":[1.0,3.0,-3.0],"tolerance":1e-8},{"id":32,"outgoing_halfedge":88,"position":[2.0,0.0,0.0],"tolerance":1e-8},{"id":33,"outgoing_halfedge":89,"position":[2.0,1.0,0.0],"tolerance":1e-8},{"id":34,"outgoing_halfedge":93,"position":[2.0,0.0,-1.0],"tolerance":1e-8},{"id":35,"outgoing_halfedge":97,"position":[2.0,2.0,0.0],"tolerance":1e-8},{"id":36,"outgoing_halfedge":102,"position":[2.0,2.0,-1.0],"tolerance":1e-8},{"id":37,"outgoing_halfedge":103,"position":[2.0,1.0,-1.0],"tolerance":1e-8},{"id":38,"outgoing_halfedge":105,"position":[2.0,3.0,0.0],"tolerance":1e-8},{"id":39,"outgoing_halfedge":110,"position":[2.0,3.0,-1.0],"tolerance":1e-8},{"id":40,"outgoing_halfedge":113,"position":[2.0,0.0,-2.0],"tolerance":1e-8},{"id":41,"outgoing_halfedge":118,"position":[2.0,1.0,-2.0],"tolerance":1e-8},{"id":42,"outgoing_halfedge":121,"position":[2.0,2.0,-2.0],"tolerance":1e-8},{"id":43,"outgoing_halfedge":126,"position":[2.0,3.0,-2.0],"tolerance":1e-8},{"id":44,"outgoing_halfedge":130,"position":[2.0,1.0,-3.0],"tolerance":1e-8},{"id":45,"outgoing_halfedge":131,"position":[2.0,0.0,-3.0],"tolerance":1e-8},{"id":46,"outgoing_halfedge":142,"position":[2.0,2.0,-3.0],"tolerance":1e-8},{"id":47,"outgoing_halfedge":146,"position":[2.0,3.0,-3.0],"tolerance":1e-8},{"id":48,"outgoing_halfedge":152,"position":[3.0,0.0,0.0],"tolerance":1e-8},{"id":49,"outgoing_halfedge":153,"position":[3.0,0.0,-1.0],"tolerance":1e-8},{"id":50,"outgoing_halfedge":154,"position":[3.0,1.0,-1.0],"tolerance":1e-8},{"id":51,"outgoing_halfedge":155,"position":[3.0,1.0,0.0],"tolerance":1e-8},{"id":52,"outgoing_halfedge":166,"position":[3.0,2.0,-1.0],"tolerance":1e-8},{"id":53,"outgoing_halfedge":167,"position":[3.0,2.0,0.0],"tolerance":1e-8},{"id":54,"outgoing_halfedge":174,"position":[3.0,3.0,-1.0],"tolerance":1e-8},{"id":55,"outgoing_halfedge":175,"position":[3.0,3.0,0.0],"tolerance":1e-8},{"id":56,"outgoing_halfedge":185,"position":[3.0,0.0,-2.0],"tolerance":1e-8},{"id":57,"outgoing_halfedge":186,"position":[3.0,1.0,-2.0],"tolerance":1e-8},{"id":58,"outgoing_halfedge":198,"position":[3.0,2.0,-2.0],"tolerance":1e-8},{"id":59,"outgoing_halfedge":202,"position":[3.0,3.0,-2.0],"tolerance":1e-8},{"id":60,"outgoing_halfedge":209,"position":[3.0,0.0,-3.0],"tolerance":1e-8},{"id":61,"outgoing_halfedge":210,"position":[3.0,1.0,-3.0],"tolerance":1e-8},{"id":62,"outgoing_halfedge":222,"position":[3.0,2.0,-3.0],"tolerance":1e-8},{"id":63,"outgoing_halfedge":230,"position":[3.0,3.0,-3.0],"tolerance":1e-8}],"wires":[]}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/validity/builder-box-cavity.verdict.json b/main/opengeometry/tests/fixtures/cases/validity/builder-box-cavity.verdict.json
new file mode 100644
index 0000000..a9d0d8f
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/validity/builder-box-cavity.verdict.json
@@ -0,0 +1 @@
+{"valid":true}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/validity/builder-box-cut.json b/main/opengeometry/tests/fixtures/cases/validity/builder-box-cut.json
new file mode 100644
index 0000000..6853e9a
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/validity/builder-box-cut.json
@@ -0,0 +1 @@
+{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,0.5,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.0,-0.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.5,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.5,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,-0.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[1.5,0.0,0.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,3.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.5,-0.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.5,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.5,0.5,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,3.0,0.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[1.5,3.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,3.0,-0.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,0.5,-0.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.0,-3.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,0.0,-0.5]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.5,-3.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.5,0.0,-3.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,-3.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[1.5,0.0,-0.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,3.0,-0.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.5,-3.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[1.5,0.5,-0.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.5,0.5,-3.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[1.5,3.0,-0.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.5,0.5,-0.5]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,3.0,-3.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,0.0,-0.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.0,0.5,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.5,0.5,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.5,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.5,0.0,-0.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,0.5,-0.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.0,3.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,0.5,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.5,3.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.5,3.0,-0.5]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.5,0.5,-0.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.0,0.0,-0.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,0.0,-3.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.0,0.5,-0.5]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.5,0.5,-3.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.5,0.0,-3.0]}],"intersections":[],"pcurves":[{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.5,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.5,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.5,1.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.5,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.5,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.5,1.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.5,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.5,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.5,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,1.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,1.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.5,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.5,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.5,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.5,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.5,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.5,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,1.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,1.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,1.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.5,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,1.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.5,1.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,-3.0],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[1.5,0.5,-0.5],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,-3.0],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[3.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[3.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[1.5,0.5,-0.5],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[3.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,-3.0],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[1.5,0.5,-0.5],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"}]},"id":"box-cut","quality":{"kind":"Analytic"},"revision":1,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":0,"id":0,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1,"id":1,"tolerance":1e-8,"twin_halfedge":27},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":2,"id":2,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":3,"id":3,"tolerance":1e-8,"twin_halfedge":6},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":4,"id":4,"tolerance":1e-8,"twin_halfedge":58},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":1.5,"lo":0.0}},"halfedge":5,"id":5,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":1.5,"lo":0.0}},"halfedge":7,"id":6,"tolerance":1e-8,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":1.5,"lo":0.0}},"halfedge":8,"id":7,"tolerance":1e-8,"twin_halfedge":34},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":9,"id":8,"tolerance":1e-8,"twin_halfedge":63},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":12,"id":9,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":2.5,"lo":0.0}},"halfedge":13,"id":10,"tolerance":1e-8,"twin_halfedge":39},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.5,"lo":0.0}},"halfedge":15,"id":11,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":12,"kind":"Curve","range":{"hi":2.5,"lo":0.0}},"halfedge":16,"id":12,"tolerance":1e-8,"twin_halfedge":70},{"chart_seam":false,"geometry":{"curve":13,"kind":"Curve","range":{"hi":1.5,"lo":0.0}},"halfedge":17,"id":13,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":14,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":21,"id":14,"tolerance":1e-8,"twin_halfedge":79},{"chart_seam":false,"geometry":{"curve":15,"kind":"Curve","range":{"hi":1.5,"lo":0.0}},"halfedge":22,"id":15,"tolerance":1e-8,"twin_halfedge":48},{"chart_seam":false,"geometry":{"curve":16,"kind":"Curve","range":{"hi":2.5,"lo":0.0}},"halfedge":24,"id":16,"tolerance":1e-8,"twin_halfedge":38},{"chart_seam":false,"geometry":{"curve":17,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":25,"id":17,"tolerance":1e-8,"twin_halfedge":28},{"chart_seam":false,"geometry":{"curve":18,"kind":"Curve","range":{"hi":2.5,"lo":0.0}},"halfedge":26,"id":18,"tolerance":1e-8,"twin_halfedge":35},{"chart_seam":false,"geometry":{"curve":19,"kind":"Curve","range":{"hi":1.5,"lo":0.0}},"halfedge":29,"id":19,"tolerance":1e-8,"twin_halfedge":47},{"chart_seam":false,"geometry":{"curve":20,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":30,"id":20,"tolerance":1e-8,"twin_halfedge":84},{"chart_seam":false,"geometry":{"curve":21,"kind":"Curve","range":{"hi":1.5,"lo":0.0}},"halfedge":31,"id":21,"tolerance":1e-8,"twin_halfedge":32},{"chart_seam":false,"geometry":{"curve":22,"kind":"Curve","range":{"hi":2.5,"lo":0.0}},"halfedge":33,"id":22,"tolerance":1e-8,"twin_halfedge":91},{"chart_seam":false,"geometry":{"curve":23,"kind":"Curve","range":{"hi":2.5,"lo":0.0}},"halfedge":36,"id":23,"tolerance":1e-8,"twin_halfedge":51},{"chart_seam":false,"geometry":{"curve":24,"kind":"Curve","range":{"hi":2.5,"lo":0.0}},"halfedge":37,"id":24,"tolerance":1e-8,"twin_halfedge":44},{"chart_seam":false,"geometry":{"curve":25,"kind":"Curve","range":{"hi":2.5,"lo":0.0}},"halfedge":40,"id":25,"tolerance":1e-8,"twin_halfedge":95},{"chart_seam":false,"geometry":{"curve":26,"kind":"Curve","range":{"hi":2.5,"lo":0.0}},"halfedge":41,"id":26,"tolerance":1e-8,"twin_halfedge":46},{"chart_seam":false,"geometry":{"curve":27,"kind":"Curve","range":{"hi":2.5,"lo":0.0}},"halfedge":42,"id":27,"tolerance":1e-8,"twin_halfedge":49},{"chart_seam":false,"geometry":{"curve":28,"kind":"Curve","range":{"hi":2.5,"lo":0.0}},"halfedge":43,"id":28,"tolerance":1e-8,"twin_halfedge":72},{"chart_seam":false,"geometry":{"curve":29,"kind":"Curve","range":{"hi":1.5,"lo":0.0}},"halfedge":45,"id":29,"tolerance":1e-8,"twin_halfedge":50},{"chart_seam":false,"geometry":{"curve":30,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":52,"id":30,"tolerance":1e-8,"twin_halfedge":61},{"chart_seam":false,"geometry":{"curve":31,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":53,"id":31,"tolerance":1e-8,"twin_halfedge":83},{"chart_seam":false,"geometry":{"curve":32,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":54,"id":32,"tolerance":1e-8,"twin_halfedge":64},{"chart_seam":false,"geometry":{"curve":33,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":55,"id":33,"tolerance":1e-8,"twin_halfedge":56},{"chart_seam":false,"geometry":{"curve":34,"kind":"Curve","range":{"hi":1.5,"lo":0.0}},"halfedge":57,"id":34,"tolerance":1e-8,"twin_halfedge":71},{"chart_seam":false,"geometry":{"curve":35,"kind":"Curve","range":{"hi":1.5,"lo":0.0}},"halfedge":59,"id":35,"tolerance":1e-8,"twin_halfedge":62},{"chart_seam":false,"geometry":{"curve":36,"kind":"Curve","range":{"hi":1.5,"lo":0.0}},"halfedge":60,"id":36,"tolerance":1e-8,"twin_halfedge":90},{"chart_seam":false,"geometry":{"curve":37,"kind":"Curve","range":{"hi":2.5,"lo":0.0}},"halfedge":65,"id":37,"tolerance":1e-8,"twin_halfedge":74},{"chart_seam":false,"geometry":{"curve":38,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":66,"id":38,"tolerance":1e-8,"twin_halfedge":77},{"chart_seam":false,"geometry":{"curve":39,"kind":"Curve","range":{"hi":2.5,"lo":0.0}},"halfedge":67,"id":39,"tolerance":1e-8,"twin_halfedge":68},{"chart_seam":false,"geometry":{"curve":40,"kind":"Curve","range":{"hi":1.5,"lo":0.0}},"halfedge":69,"id":40,"tolerance":1e-8,"twin_halfedge":76},{"chart_seam":false,"geometry":{"curve":41,"kind":"Curve","range":{"hi":1.5,"lo":0.0}},"halfedge":73,"id":41,"tolerance":1e-8,"twin_halfedge":78},{"chart_seam":false,"geometry":{"curve":42,"kind":"Curve","range":{"hi":1.5,"lo":0.0}},"halfedge":75,"id":42,"tolerance":1e-8,"twin_halfedge":92},{"chart_seam":false,"geometry":{"curve":43,"kind":"Curve","range":{"hi":2.5,"lo":0.0}},"halfedge":80,"id":43,"tolerance":1e-8,"twin_halfedge":89},{"chart_seam":false,"geometry":{"curve":44,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":81,"id":44,"tolerance":1e-8,"twin_halfedge":86},{"chart_seam":false,"geometry":{"curve":45,"kind":"Curve","range":{"hi":2.5,"lo":0.0}},"halfedge":82,"id":45,"tolerance":1e-8,"twin_halfedge":93},{"chart_seam":false,"geometry":{"curve":46,"kind":"Curve","range":{"hi":1.5,"lo":0.0}},"halfedge":85,"id":46,"tolerance":1e-8,"twin_halfedge":94},{"chart_seam":false,"geometry":{"curve":47,"kind":"Curve","range":{"hi":1.5,"lo":0.0}},"halfedge":87,"id":47,"tolerance":1e-8,"twin_halfedge":88}],"faces":[{"id":0,"key":"left-0","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}},{"id":1,"key":"front-1","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":1.50000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}},{"id":2,"key":"bottom-2","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":1.50000001,"lo":-1e-8}]}},{"id":3,"key":"left-3","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":3.00000001,"lo":0.49999999},{"hi":0.50000001,"lo":-1e-8}]}},{"id":4,"key":"front-4","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":1.50000001,"lo":-1e-8},{"hi":3.00000001,"lo":0.49999999}]}},{"id":5,"key":"top-5","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":1.50000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}},{"id":6,"key":"left-6","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":6,"trim":{"chart":0,"holes":[],"outer":6,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":3.00000001,"lo":0.49999999}]}},{"id":7,"key":"back-7","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":7,"trim":{"chart":0,"holes":[],"outer":7,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":1.50000001,"lo":-1e-8}]}},{"id":8,"key":"bottom-8","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":8,"trim":{"chart":0,"holes":[],"outer":8,"uv_bounds":[{"hi":3.00000001,"lo":0.49999999},{"hi":1.50000001,"lo":-1e-8}]}},{"id":9,"key":"left-9","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":9,"trim":{"chart":0,"holes":[],"outer":9,"uv_bounds":[{"hi":3.00000001,"lo":0.49999999},{"hi":3.00000001,"lo":0.49999999}]}},{"id":10,"key":"left-10","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"box-cutter","entity":"box-cutter","face":2,"key":"left"}]},"sense":"Reverse","shell_ref":0,"surface":10,"trim":{"chart":0,"holes":[],"outer":10,"uv_bounds":[{"hi":2.50000001,"lo":-1e-8},{"hi":2.50000001,"lo":-1e-8}]}},{"id":11,"key":"back-11","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":11,"trim":{"chart":0,"holes":[],"outer":11,"uv_bounds":[{"hi":3.00000001,"lo":0.49999999},{"hi":1.50000001,"lo":-1e-8}]}},{"id":12,"key":"top-12","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":12,"trim":{"chart":0,"holes":[],"outer":12,"uv_bounds":[{"hi":1.50000001,"lo":-1e-8},{"hi":3.00000001,"lo":0.49999999}]}},{"id":13,"key":"right-13","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":13,"trim":{"chart":0,"holes":[],"outer":13,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}},{"id":14,"key":"front-14","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":14,"trim":{"chart":0,"holes":[],"outer":14,"uv_bounds":[{"hi":3.00000001,"lo":1.49999999},{"hi":0.50000001,"lo":-1e-8}]}},{"id":15,"key":"bottom-15","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":15,"trim":{"chart":0,"holes":[],"outer":15,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":3.00000001,"lo":1.49999999}]}},{"id":16,"key":"right-16","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":16,"trim":{"chart":0,"holes":[],"outer":16,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":3.00000001,"lo":0.49999999}]}},{"id":17,"key":"front-17","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":17,"trim":{"chart":0,"holes":[],"outer":17,"uv_bounds":[{"hi":3.00000001,"lo":1.49999999},{"hi":3.00000001,"lo":0.49999999}]}},{"id":18,"key":"front-18","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"box-cutter","entity":"box-cutter","face":4,"key":"front"}]},"sense":"Reverse","shell_ref":0,"surface":18,"trim":{"chart":0,"holes":[],"outer":18,"uv_bounds":[{"hi":1.50000001,"lo":-1e-8},{"hi":2.50000001,"lo":-1e-8}]}},{"id":19,"key":"top-19","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":19,"trim":{"chart":0,"holes":[],"outer":19,"uv_bounds":[{"hi":3.00000001,"lo":1.49999999},{"hi":0.50000001,"lo":-1e-8}]}},{"id":20,"key":"right-20","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":20,"trim":{"chart":0,"holes":[],"outer":20,"uv_bounds":[{"hi":3.00000001,"lo":0.49999999},{"hi":0.50000001,"lo":-1e-8}]}},{"id":21,"key":"back-21","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":21,"trim":{"chart":0,"holes":[],"outer":21,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":3.00000001,"lo":1.49999999}]}},{"id":22,"key":"bottom-22","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":22,"trim":{"chart":0,"holes":[],"outer":22,"uv_bounds":[{"hi":3.00000001,"lo":0.49999999},{"hi":3.00000001,"lo":1.49999999}]}},{"id":23,"key":"bottom-23","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"box-cutter","entity":"box-cutter","face":0,"key":"bottom"}]},"sense":"Reverse","shell_ref":0,"surface":23,"trim":{"chart":0,"holes":[],"outer":23,"uv_bounds":[{"hi":2.50000001,"lo":-1e-8},{"hi":1.50000001,"lo":-1e-8}]}}],"halfedges":[{"edge":0,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":1,"twin":14,"wire_ref":null},{"edge":1,"face":0,"from":1,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Reverse"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":2,"twin":27,"wire_ref":null},{"edge":2,"face":0,"from":2,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":3,"twin":11,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":6,"wire_ref":null},{"edge":4,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":58,"wire_ref":null},{"edge":5,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":0,"twin":19,"wire_ref":null},{"edge":3,"face":1,"from":0,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":3,"twin":3,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Forward"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":10,"wire_ref":null},{"edge":7,"face":2,"from":2,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":6,"twin":34,"wire_ref":null},{"edge":8,"face":2,"from":6,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Reverse"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":4,"twin":63,"wire_ref":null},{"edge":6,"face":2,"from":4,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":3,"twin":7,"wire_ref":null},{"edge":2,"face":2,"from":3,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Forward"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":2,"twin":2,"wire_ref":null},{"edge":9,"face":3,"from":7,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":8,"twin":23,"wire_ref":null},{"edge":10,"face":3,"from":8,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Reverse"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":1,"twin":39,"wire_ref":null},{"edge":0,"face":3,"from":1,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":0,"twin":0,"wire_ref":null},{"edge":11,"face":3,"from":0,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Forward"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":7,"twin":18,"wire_ref":null},{"edge":12,"face":4,"from":5,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":9,"twin":70,"wire_ref":null},{"edge":13,"face":4,"from":9,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Reverse"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":20,"wire_ref":null},{"edge":11,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":0,"twin":15,"wire_ref":null},{"edge":5,"face":4,"from":0,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Forward"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":5,"twin":5,"wire_ref":null},{"edge":13,"face":5,"from":7,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":9,"twin":17,"wire_ref":null},{"edge":14,"face":5,"from":9,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":10,"twin":79,"wire_ref":null},{"edge":15,"face":5,"from":10,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":8,"twin":48,"wire_ref":null},{"edge":9,"face":5,"from":8,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":7,"twin":12,"wire_ref":null},{"edge":16,"face":6,"from":1,"geometry_use":{"pcurve":24,"periodic_lift":[0,0],"sense":"Forward"},"id":24,"loop_ref":6,"next":25,"prev":27,"to":11,"twin":38,"wire_ref":null},{"edge":17,"face":6,"from":11,"geometry_use":{"pcurve":25,"periodic_lift":[0,0],"sense":"Reverse"},"id":25,"loop_ref":6,"next":26,"prev":24,"to":12,"twin":28,"wire_ref":null},{"edge":18,"face":6,"from":12,"geometry_use":{"pcurve":26,"periodic_lift":[0,0],"sense":"Reverse"},"id":26,"loop_ref":6,"next":27,"prev":25,"to":2,"twin":35,"wire_ref":null},{"edge":1,"face":6,"from":2,"geometry_use":{"pcurve":27,"periodic_lift":[0,0],"sense":"Forward"},"id":27,"loop_ref":6,"next":24,"prev":26,"to":1,"twin":1,"wire_ref":null},{"edge":17,"face":7,"from":12,"geometry_use":{"pcurve":28,"periodic_lift":[0,0],"sense":"Forward"},"id":28,"loop_ref":7,"next":29,"prev":31,"to":11,"twin":25,"wire_ref":null},{"edge":19,"face":7,"from":11,"geometry_use":{"pcurve":29,"periodic_lift":[0,0],"sense":"Forward"},"id":29,"loop_ref":7,"next":30,"prev":28,"to":13,"twin":47,"wire_ref":null},{"edge":20,"face":7,"from":13,"geometry_use":{"pcurve":30,"periodic_lift":[0,0],"sense":"Reverse"},"id":30,"loop_ref":7,"next":31,"prev":29,"to":14,"twin":84,"wire_ref":null},{"edge":21,"face":7,"from":14,"geometry_use":{"pcurve":31,"periodic_lift":[0,0],"sense":"Reverse"},"id":31,"loop_ref":7,"next":28,"prev":30,"to":12,"twin":32,"wire_ref":null},{"edge":21,"face":8,"from":12,"geometry_use":{"pcurve":32,"periodic_lift":[0,0],"sense":"Forward"},"id":32,"loop_ref":8,"next":33,"prev":35,"to":14,"twin":31,"wire_ref":null},{"edge":22,"face":8,"from":14,"geometry_use":{"pcurve":33,"periodic_lift":[0,0],"sense":"Reverse"},"id":33,"loop_ref":8,"next":34,"prev":32,"to":6,"twin":91,"wire_ref":null},{"edge":7,"face":8,"from":6,"geometry_use":{"pcurve":34,"periodic_lift":[0,0],"sense":"Reverse"},"id":34,"loop_ref":8,"next":35,"prev":33,"to":2,"twin":8,"wire_ref":null},{"edge":18,"face":8,"from":2,"geometry_use":{"pcurve":35,"periodic_lift":[0,0],"sense":"Forward"},"id":35,"loop_ref":8,"next":32,"prev":34,"to":12,"twin":26,"wire_ref":null},{"edge":23,"face":9,"from":8,"geometry_use":{"pcurve":36,"periodic_lift":[0,0],"sense":"Forward"},"id":36,"loop_ref":9,"next":37,"prev":39,"to":15,"twin":51,"wire_ref":null},{"edge":24,"face":9,"from":15,"geometry_use":{"pcurve":37,"periodic_lift":[0,0],"sense":"Reverse"},"id":37,"loop_ref":9,"next":38,"prev":36,"to":11,"twin":44,"wire_ref":null},{"edge":16,"face":9,"from":11,"geometry_use":{"pcurve":38,"periodic_lift":[0,0],"sense":"Reverse"},"id":38,"loop_ref":9,"next":39,"prev":37,"to":1,"twin":24,"wire_ref":null},{"edge":10,"face":9,"from":1,"geometry_use":{"pcurve":39,"periodic_lift":[0,0],"sense":"Forward"},"id":39,"loop_ref":9,"next":36,"prev":38,"to":8,"twin":13,"wire_ref":null},{"edge":25,"face":10,"from":16,"geometry_use":{"pcurve":40,"periodic_lift":[0,0],"sense":"Forward"},"id":40,"loop_ref":10,"next":41,"prev":43,"to":13,"twin":95,"wire_ref":null},{"edge":26,"face":10,"from":13,"geometry_use":{"pcurve":41,"periodic_lift":[0,0],"sense":"Forward"},"id":41,"loop_ref":10,"next":42,"prev":40,"to":17,"twin":46,"wire_ref":null},{"edge":27,"face":10,"from":17,"geometry_use":{"pcurve":42,"periodic_lift":[0,0],"sense":"Reverse"},"id":42,"loop_ref":10,"next":43,"prev":41,"to":10,"twin":49,"wire_ref":null},{"edge":28,"face":10,"from":10,"geometry_use":{"pcurve":43,"periodic_lift":[0,0],"sense":"Reverse"},"id":43,"loop_ref":10,"next":40,"prev":42,"to":16,"twin":72,"wire_ref":null},{"edge":24,"face":11,"from":11,"geometry_use":{"pcurve":44,"periodic_lift":[0,0],"sense":"Forward"},"id":44,"loop_ref":11,"next":45,"prev":47,"to":15,"twin":37,"wire_ref":null},{"edge":29,"face":11,"from":15,"geometry_use":{"pcurve":45,"periodic_lift":[0,0],"sense":"Forward"},"id":45,"loop_ref":11,"next":46,"prev":44,"to":17,"twin":50,"wire_ref":null},{"edge":26,"face":11,"from":17,"geometry_use":{"pcurve":46,"periodic_lift":[0,0],"sense":"Reverse"},"id":46,"loop_ref":11,"next":47,"prev":45,"to":13,"twin":41,"wire_ref":null},{"edge":19,"face":11,"from":13,"geometry_use":{"pcurve":47,"periodic_lift":[0,0],"sense":"Reverse"},"id":47,"loop_ref":11,"next":44,"prev":46,"to":11,"twin":29,"wire_ref":null},{"edge":15,"face":12,"from":8,"geometry_use":{"pcurve":48,"periodic_lift":[0,0],"sense":"Forward"},"id":48,"loop_ref":12,"next":49,"prev":51,"to":10,"twin":22,"wire_ref":null},{"edge":27,"face":12,"from":10,"geometry_use":{"pcurve":49,"periodic_lift":[0,0],"sense":"Forward"},"id":49,"loop_ref":12,"next":50,"prev":48,"to":17,"twin":42,"wire_ref":null},{"edge":29,"face":12,"from":17,"geometry_use":{"pcurve":50,"periodic_lift":[0,0],"sense":"Reverse"},"id":50,"loop_ref":12,"next":51,"prev":49,"to":15,"twin":45,"wire_ref":null},{"edge":23,"face":12,"from":15,"geometry_use":{"pcurve":51,"periodic_lift":[0,0],"sense":"Reverse"},"id":51,"loop_ref":12,"next":48,"prev":50,"to":8,"twin":36,"wire_ref":null},{"edge":30,"face":13,"from":18,"geometry_use":{"pcurve":52,"periodic_lift":[0,0],"sense":"Forward"},"id":52,"loop_ref":13,"next":53,"prev":55,"to":19,"twin":61,"wire_ref":null},{"edge":31,"face":13,"from":19,"geometry_use":{"pcurve":53,"periodic_lift":[0,0],"sense":"Forward"},"id":53,"loop_ref":13,"next":54,"prev":52,"to":20,"twin":83,"wire_ref":null},{"edge":32,"face":13,"from":20,"geometry_use":{"pcurve":54,"periodic_lift":[0,0],"sense":"Reverse"},"id":54,"loop_ref":13,"next":55,"prev":53,"to":21,"twin":64,"wire_ref":null},{"edge":33,"face":13,"from":21,"geometry_use":{"pcurve":55,"periodic_lift":[0,0],"sense":"Reverse"},"id":55,"loop_ref":13,"next":52,"prev":54,"to":18,"twin":56,"wire_ref":null},{"edge":33,"face":14,"from":18,"geometry_use":{"pcurve":56,"periodic_lift":[0,0],"sense":"Forward"},"id":56,"loop_ref":14,"next":57,"prev":59,"to":21,"twin":55,"wire_ref":null},{"edge":34,"face":14,"from":21,"geometry_use":{"pcurve":57,"periodic_lift":[0,0],"sense":"Reverse"},"id":57,"loop_ref":14,"next":58,"prev":56,"to":5,"twin":71,"wire_ref":null},{"edge":4,"face":14,"from":5,"geometry_use":{"pcurve":58,"periodic_lift":[0,0],"sense":"Reverse"},"id":58,"loop_ref":14,"next":59,"prev":57,"to":4,"twin":4,"wire_ref":null},{"edge":35,"face":14,"from":4,"geometry_use":{"pcurve":59,"periodic_lift":[0,0],"sense":"Forward"},"id":59,"loop_ref":14,"next":56,"prev":58,"to":18,"twin":62,"wire_ref":null},{"edge":36,"face":15,"from":6,"geometry_use":{"pcurve":60,"periodic_lift":[0,0],"sense":"Forward"},"id":60,"loop_ref":15,"next":61,"prev":63,"to":19,"twin":90,"wire_ref":null},{"edge":30,"face":15,"from":19,"geometry_use":{"pcurve":61,"periodic_lift":[0,0],"sense":"Reverse"},"id":61,"loop_ref":15,"next":62,"prev":60,"to":18,"twin":52,"wire_ref":null},{"edge":35,"face":15,"from":18,"geometry_use":{"pcurve":62,"periodic_lift":[0,0],"sense":"Reverse"},"id":62,"loop_ref":15,"next":63,"prev":61,"to":4,"twin":59,"wire_ref":null},{"edge":8,"face":15,"from":4,"geometry_use":{"pcurve":63,"periodic_lift":[0,0],"sense":"Forward"},"id":63,"loop_ref":15,"next":60,"prev":62,"to":6,"twin":9,"wire_ref":null},{"edge":32,"face":16,"from":21,"geometry_use":{"pcurve":64,"periodic_lift":[0,0],"sense":"Forward"},"id":64,"loop_ref":16,"next":65,"prev":67,"to":20,"twin":54,"wire_ref":null},{"edge":37,"face":16,"from":20,"geometry_use":{"pcurve":65,"periodic_lift":[0,0],"sense":"Forward"},"id":65,"loop_ref":16,"next":66,"prev":64,"to":22,"twin":74,"wire_ref":null},{"edge":38,"face":16,"from":22,"geometry_use":{"pcurve":66,"periodic_lift":[0,0],"sense":"Reverse"},"id":66,"loop_ref":16,"next":67,"prev":65,"to":23,"twin":77,"wire_ref":null},{"edge":39,"face":16,"from":23,"geometry_use":{"pcurve":67,"periodic_lift":[0,0],"sense":"Reverse"},"id":67,"loop_ref":16,"next":64,"prev":66,"to":21,"twin":68,"wire_ref":null},{"edge":39,"face":17,"from":21,"geometry_use":{"pcurve":68,"periodic_lift":[0,0],"sense":"Forward"},"id":68,"loop_ref":17,"next":69,"prev":71,"to":23,"twin":67,"wire_ref":null},{"edge":40,"face":17,"from":23,"geometry_use":{"pcurve":69,"periodic_lift":[0,0],"sense":"Reverse"},"id":69,"loop_ref":17,"next":70,"prev":68,"to":9,"twin":76,"wire_ref":null},{"edge":12,"face":17,"from":9,"geometry_use":{"pcurve":70,"periodic_lift":[0,0],"sense":"Reverse"},"id":70,"loop_ref":17,"next":71,"prev":69,"to":5,"twin":16,"wire_ref":null},{"edge":34,"face":17,"from":5,"geometry_use":{"pcurve":71,"periodic_lift":[0,0],"sense":"Forward"},"id":71,"loop_ref":17,"next":68,"prev":70,"to":21,"twin":57,"wire_ref":null},{"edge":28,"face":18,"from":16,"geometry_use":{"pcurve":72,"periodic_lift":[0,0],"sense":"Forward"},"id":72,"loop_ref":18,"next":73,"prev":75,"to":10,"twin":43,"wire_ref":null},{"edge":41,"face":18,"from":10,"geometry_use":{"pcurve":73,"periodic_lift":[0,0],"sense":"Forward"},"id":73,"loop_ref":18,"next":74,"prev":72,"to":22,"twin":78,"wire_ref":null},{"edge":37,"face":18,"from":22,"geometry_use":{"pcurve":74,"periodic_lift":[0,0],"sense":"Reverse"},"id":74,"loop_ref":18,"next":75,"prev":73,"to":20,"twin":65,"wire_ref":null},{"edge":42,"face":18,"from":20,"geometry_use":{"pcurve":75,"periodic_lift":[0,0],"sense":"Reverse"},"id":75,"loop_ref":18,"next":72,"prev":74,"to":16,"twin":92,"wire_ref":null},{"edge":40,"face":19,"from":9,"geometry_use":{"pcurve":76,"periodic_lift":[0,0],"sense":"Forward"},"id":76,"loop_ref":19,"next":77,"prev":79,"to":23,"twin":69,"wire_ref":null},{"edge":38,"face":19,"from":23,"geometry_use":{"pcurve":77,"periodic_lift":[0,0],"sense":"Forward"},"id":77,"loop_ref":19,"next":78,"prev":76,"to":22,"twin":66,"wire_ref":null},{"edge":41,"face":19,"from":22,"geometry_use":{"pcurve":78,"periodic_lift":[0,0],"sense":"Reverse"},"id":78,"loop_ref":19,"next":79,"prev":77,"to":10,"twin":73,"wire_ref":null},{"edge":14,"face":19,"from":10,"geometry_use":{"pcurve":79,"periodic_lift":[0,0],"sense":"Reverse"},"id":79,"loop_ref":19,"next":76,"prev":78,"to":9,"twin":21,"wire_ref":null},{"edge":43,"face":20,"from":19,"geometry_use":{"pcurve":80,"periodic_lift":[0,0],"sense":"Forward"},"id":80,"loop_ref":20,"next":81,"prev":83,"to":24,"twin":89,"wire_ref":null},{"edge":44,"face":20,"from":24,"geometry_use":{"pcurve":81,"periodic_lift":[0,0],"sense":"Forward"},"id":81,"loop_ref":20,"next":82,"prev":80,"to":25,"twin":86,"wire_ref":null},{"edge":45,"face":20,"from":25,"geometry_use":{"pcurve":82,"periodic_lift":[0,0],"sense":"Reverse"},"id":82,"loop_ref":20,"next":83,"prev":81,"to":20,"twin":93,"wire_ref":null},{"edge":31,"face":20,"from":20,"geometry_use":{"pcurve":83,"periodic_lift":[0,0],"sense":"Reverse"},"id":83,"loop_ref":20,"next":80,"prev":82,"to":19,"twin":53,"wire_ref":null},{"edge":20,"face":21,"from":14,"geometry_use":{"pcurve":84,"periodic_lift":[0,0],"sense":"Forward"},"id":84,"loop_ref":21,"next":85,"prev":87,"to":13,"twin":30,"wire_ref":null},{"edge":46,"face":21,"from":13,"geometry_use":{"pcurve":85,"periodic_lift":[0,0],"sense":"Forward"},"id":85,"loop_ref":21,"next":86,"prev":84,"to":25,"twin":94,"wire_ref":null},{"edge":44,"face":21,"from":25,"geometry_use":{"pcurve":86,"periodic_lift":[0,0],"sense":"Reverse"},"id":86,"loop_ref":21,"next":87,"prev":85,"to":24,"twin":81,"wire_ref":null},{"edge":47,"face":21,"from":24,"geometry_use":{"pcurve":87,"periodic_lift":[0,0],"sense":"Reverse"},"id":87,"loop_ref":21,"next":84,"prev":86,"to":14,"twin":88,"wire_ref":null},{"edge":47,"face":22,"from":14,"geometry_use":{"pcurve":88,"periodic_lift":[0,0],"sense":"Forward"},"id":88,"loop_ref":22,"next":89,"prev":91,"to":24,"twin":87,"wire_ref":null},{"edge":43,"face":22,"from":24,"geometry_use":{"pcurve":89,"periodic_lift":[0,0],"sense":"Reverse"},"id":89,"loop_ref":22,"next":90,"prev":88,"to":19,"twin":80,"wire_ref":null},{"edge":36,"face":22,"from":19,"geometry_use":{"pcurve":90,"periodic_lift":[0,0],"sense":"Reverse"},"id":90,"loop_ref":22,"next":91,"prev":89,"to":6,"twin":60,"wire_ref":null},{"edge":22,"face":22,"from":6,"geometry_use":{"pcurve":91,"periodic_lift":[0,0],"sense":"Forward"},"id":91,"loop_ref":22,"next":88,"prev":90,"to":14,"twin":33,"wire_ref":null},{"edge":42,"face":23,"from":16,"geometry_use":{"pcurve":92,"periodic_lift":[0,0],"sense":"Forward"},"id":92,"loop_ref":23,"next":93,"prev":95,"to":20,"twin":75,"wire_ref":null},{"edge":45,"face":23,"from":20,"geometry_use":{"pcurve":93,"periodic_lift":[0,0],"sense":"Forward"},"id":93,"loop_ref":23,"next":94,"prev":92,"to":25,"twin":82,"wire_ref":null},{"edge":46,"face":23,"from":25,"geometry_use":{"pcurve":94,"periodic_lift":[0,0],"sense":"Reverse"},"id":94,"loop_ref":23,"next":95,"prev":93,"to":13,"twin":85,"wire_ref":null},{"edge":25,"face":23,"from":13,"geometry_use":{"pcurve":95,"periodic_lift":[0,0],"sense":"Reverse"},"id":95,"loop_ref":23,"next":92,"prev":94,"to":16,"twin":40,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20},{"face_ref":6,"id":6,"is_hole":false,"start_halfedge":24},{"face_ref":7,"id":7,"is_hole":false,"start_halfedge":28},{"face_ref":8,"id":8,"is_hole":false,"start_halfedge":32},{"face_ref":9,"id":9,"is_hole":false,"start_halfedge":36},{"face_ref":10,"id":10,"is_hole":false,"start_halfedge":40},{"face_ref":11,"id":11,"is_hole":false,"start_halfedge":44},{"face_ref":12,"id":12,"is_hole":false,"start_halfedge":48},{"face_ref":13,"id":13,"is_hole":false,"start_halfedge":52},{"face_ref":14,"id":14,"is_hole":false,"start_halfedge":56},{"face_ref":15,"id":15,"is_hole":false,"start_halfedge":60},{"face_ref":16,"id":16,"is_hole":false,"start_halfedge":64},{"face_ref":17,"id":17,"is_hole":false,"start_halfedge":68},{"face_ref":18,"id":18,"is_hole":false,"start_halfedge":72},{"face_ref":19,"id":19,"is_hole":false,"start_halfedge":76},{"face_ref":20,"id":20,"is_hole":false,"start_halfedge":80},{"face_ref":21,"id":21,"is_hole":false,"start_halfedge":84},{"face_ref":22,"id":22,"is_hole":false,"start_halfedge":88},{"face_ref":23,"id":23,"is_hole":false,"start_halfedge":92}],"shells":[{"faces":[0,3,6,2,1,5,9,4,7,8,15,14,19,12,11,17,21,22,13,16,18,10,23,20],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[0.0,0.5,0.0],"tolerance":1e-8},{"id":1,"outgoing_halfedge":1,"position":[0.0,0.5,-0.5],"tolerance":1e-8},{"id":2,"outgoing_halfedge":2,"position":[0.0,0.0,-0.5],"tolerance":1e-8},{"id":3,"outgoing_halfedge":3,"position":[0.0,0.0,0.0],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[1.5,0.0,0.0],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[1.5,0.5,0.0],"tolerance":1e-8},{"id":6,"outgoing_halfedge":9,"position":[1.5,0.0,-0.5],"tolerance":1e-8},{"id":7,"outgoing_halfedge":12,"position":[0.0,3.0,0.0],"tolerance":1e-8},{"id":8,"outgoing_halfedge":13,"position":[0.0,3.0,-0.5],"tolerance":1e-8},{"id":9,"outgoing_halfedge":17,"position":[1.5,3.0,0.0],"tolerance":1e-8},{"id":10,"outgoing_halfedge":22,"position":[1.5,3.0,-0.5],"tolerance":1e-8},{"id":11,"outgoing_halfedge":25,"position":[0.0,0.5,-3.0],"tolerance":1e-8},{"id":12,"outgoing_halfedge":26,"position":[0.0,0.0,-3.0],"tolerance":1e-8},{"id":13,"outgoing_halfedge":30,"position":[1.5,0.5,-3.0],"tolerance":1e-8},{"id":14,"outgoing_halfedge":31,"position":[1.5,0.0,-3.0],"tolerance":1e-8},{"id":15,"outgoing_halfedge":37,"position":[0.0,3.0,-3.0],"tolerance":1e-8},{"id":16,"outgoing_halfedge":40,"position":[1.5,0.5,-0.5],"tolerance":1e-8},{"id":17,"outgoing_halfedge":42,"position":[1.5,3.0,-3.0],"tolerance":1e-8},{"id":18,"outgoing_halfedge":52,"position":[3.0,0.0,0.0],"tolerance":1e-8},{"id":19,"outgoing_halfedge":53,"position":[3.0,0.0,-0.5],"tolerance":1e-8},{"id":20,"outgoing_halfedge":54,"position":[3.0,0.5,-0.5],"tolerance":1e-8},{"id":21,"outgoing_halfedge":55,"position":[3.0,0.5,0.0],"tolerance":1e-8},{"id":22,"outgoing_halfedge":66,"position":[3.0,3.0,-0.5],"tolerance":1e-8},{"id":23,"outgoing_halfedge":67,"position":[3.0,3.0,0.0],"tolerance":1e-8},{"id":24,"outgoing_halfedge":81,"position":[3.0,0.0,-3.0],"tolerance":1e-8},{"id":25,"outgoing_halfedge":82,"position":[3.0,0.5,-3.0],"tolerance":1e-8}],"wires":[]}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/validity/builder-box-cut.verdict.json b/main/opengeometry/tests/fixtures/cases/validity/builder-box-cut.verdict.json
new file mode 100644
index 0000000..a9d0d8f
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/validity/builder-box-cut.verdict.json
@@ -0,0 +1 @@
+{"valid":true}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/validity/builder-box-intersection.json b/main/opengeometry/tests/fixtures/cases/validity/builder-box-intersection.json
new file mode 100644
index 0000000..1ec49f8
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/validity/builder-box-intersection.json
@@ -0,0 +1 @@
+{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[1.5,3.0,-0.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.5,0.5,-3.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[1.5,0.5,-0.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.5,0.5,-0.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.0,0.5,-0.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,0.5,-3.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.0,3.0,-0.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,0.5,-0.5]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.5,3.0,-0.5]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.5,0.5,-0.5]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.5,3.0,-3.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.5,0.5,-3.0]}],"intersections":[],"pcurves":[{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.5,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.5,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.5,1.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,1.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.5,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,1.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.5,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.5,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.5,0.5]}],"surfaces":[{"frame":{"origin":[1.5,0.5,-0.5],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[3.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[1.5,0.5,-0.5],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,-3.0],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[1.5,0.5,-0.5],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"}]},"id":"box-intersection","quality":{"kind":"Analytic"},"revision":1,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":2.5,"lo":0.0}},"halfedge":0,"id":0,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":2.5,"lo":0.0}},"halfedge":1,"id":1,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.5,"lo":0.0}},"halfedge":2,"id":2,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":2.5,"lo":0.0}},"halfedge":3,"id":3,"tolerance":1e-8,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":2.5,"lo":0.0}},"halfedge":4,"id":4,"tolerance":1e-8,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.5,"lo":0.0}},"halfedge":5,"id":5,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":2.5,"lo":0.0}},"halfedge":6,"id":6,"tolerance":1e-8,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":2.5,"lo":0.0}},"halfedge":7,"id":7,"tolerance":1e-8,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":1.5,"lo":0.0}},"halfedge":9,"id":8,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":1.5,"lo":0.0}},"halfedge":11,"id":9,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":1.5,"lo":0.0}},"halfedge":13,"id":10,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":1.5,"lo":0.0}},"halfedge":15,"id":11,"tolerance":1e-8,"twin_halfedge":16}],"faces":[{"id":0,"key":"left-0","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-cutter","entity":"box-cutter","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":2.50000001,"lo":-1e-8},{"hi":2.50000001,"lo":-1e-8}]}},{"id":1,"key":"right-1","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":3.00000001,"lo":0.49999999},{"hi":3.00000001,"lo":0.49999999}]}},{"id":2,"key":"front-2","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-cutter","entity":"box-cutter","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":1.50000001,"lo":-1e-8},{"hi":2.50000001,"lo":-1e-8}]}},{"id":3,"key":"back-3","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":3.00000001,"lo":0.49999999},{"hi":3.00000001,"lo":1.49999999}]}},{"id":4,"key":"bottom-4","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-cutter","entity":"box-cutter","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":2.50000001,"lo":-1e-8},{"hi":1.50000001,"lo":-1e-8}]}},{"id":5,"key":"top-5","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":3.00000001,"lo":1.49999999},{"hi":3.00000001,"lo":0.49999999}]}}],"halfedges":[{"edge":0,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":1,"twin":23,"wire_ref":null},{"edge":1,"face":0,"from":1,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Reverse"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":2,"twin":12,"wire_ref":null},{"edge":2,"face":0,"from":2,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":3,"twin":19,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":10,"wire_ref":null},{"edge":4,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":17,"wire_ref":null},{"edge":5,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":6,"twin":14,"wire_ref":null},{"edge":6,"face":1,"from":6,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":7,"twin":21,"wire_ref":null},{"edge":7,"face":1,"from":7,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":8,"wire_ref":null},{"edge":7,"face":2,"from":4,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":7,"twin":7,"wire_ref":null},{"edge":8,"face":2,"from":7,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Reverse"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":0,"twin":20,"wire_ref":null},{"edge":3,"face":2,"from":0,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":3,"twin":3,"wire_ref":null},{"edge":9,"face":2,"from":3,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Forward"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":4,"twin":18,"wire_ref":null},{"edge":1,"face":3,"from":2,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":1,"twin":1,"wire_ref":null},{"edge":10,"face":3,"from":1,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":22,"wire_ref":null},{"edge":5,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":11,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":2,"twin":16,"wire_ref":null},{"edge":11,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":5,"twin":15,"wire_ref":null},{"edge":4,"face":4,"from":5,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Reverse"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":4,"twin":4,"wire_ref":null},{"edge":9,"face":4,"from":4,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":3,"twin":11,"wire_ref":null},{"edge":2,"face":4,"from":3,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Forward"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":2,"wire_ref":null},{"edge":8,"face":5,"from":0,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":7,"twin":9,"wire_ref":null},{"edge":6,"face":5,"from":7,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":6,"twin":6,"wire_ref":null},{"edge":10,"face":5,"from":6,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":1,"twin":13,"wire_ref":null},{"edge":0,"face":5,"from":1,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":0,"twin":0,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,5,3,4,2,1],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[1.5,3.0,-0.5],"tolerance":1e-8},{"id":1,"outgoing_halfedge":1,"position":[1.5,3.0,-3.0],"tolerance":1e-8},{"id":2,"outgoing_halfedge":2,"position":[1.5,0.5,-3.0],"tolerance":1e-8},{"id":3,"outgoing_halfedge":3,"position":[1.5,0.5,-0.5],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[3.0,0.5,-0.5],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[3.0,0.5,-3.0],"tolerance":1e-8},{"id":6,"outgoing_halfedge":6,"position":[3.0,3.0,-3.0],"tolerance":1e-8},{"id":7,"outgoing_halfedge":7,"position":[3.0,3.0,-0.5],"tolerance":1e-8}],"wires":[]}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/validity/builder-box-intersection.verdict.json b/main/opengeometry/tests/fixtures/cases/validity/builder-box-intersection.verdict.json
new file mode 100644
index 0000000..a9d0d8f
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/validity/builder-box-intersection.verdict.json
@@ -0,0 +1 @@
+{"valid":true}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/validity/builder-box-union.json b/main/opengeometry/tests/fixtures/cases/validity/builder-box-union.json
new file mode 100644
index 0000000..cb87997
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/validity/builder-box-union.json
@@ -0,0 +1 @@
+{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,0.5,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.0,-0.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.5,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.5,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,-0.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[1.5,0.0,0.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,3.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.5,-0.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.5,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.5,0.5,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,3.0,0.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[1.5,3.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,3.0,-0.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,0.5,-0.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.0,-3.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,0.0,-0.5]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.5,-3.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.5,0.0,-3.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,-3.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[1.5,0.0,-0.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,3.0,-0.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.5,-3.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,3.0,-3.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.5,0.5,-3.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[1.5,3.0,-0.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,0.0,-0.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.0,0.5,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.5,0.5,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.5,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.5,0.0,-0.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,0.5,-0.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.0,3.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,0.5,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.5,3.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.5,3.0,-0.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.0,0.0,-0.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,0.0,-3.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.0,0.5,-0.5]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.5,0.5,-3.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.5,0.0,-3.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[1.5,3.5,-0.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.5,3.0,-3.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.5,3.0,-0.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,3.0,-0.5]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.5,3.5,-0.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.0,3.5,-0.5]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.5,3.5,-3.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[1.5,3.0,-3.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.5,0.5,-3.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[1.5,0.5,-3.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.5,3.0,-3.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,0.5,-3.5]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.5,0.5,-3.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.0,0.5,-3.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[1.5,3.5,-3.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.5,3.0,-3.5]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[1.5,3.5,-3.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[3.0,3.0,-3.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[3.0,3.5,-3.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[4.5,0.5,-0.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[4.5,0.5,-3.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[4.5,3.0,-0.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[4.5,0.5,-0.5]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.0,3.0,-0.5]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.0,0.5,-0.5]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.0,0.5,-3.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[4.5,3.0,-3.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[4.5,3.5,-0.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[4.5,3.0,-0.5]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.0,3.5,-0.5]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.0,3.5,-3.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[4.5,0.5,-3.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[4.5,0.5,-3.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[4.5,3.0,-3.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.0,3.0,-3.5]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.0,0.5,-3.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[4.5,3.0,-3.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[4.5,3.5,-3.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[3.0,3.5,-3.5]}],"intersections":[],"pcurves":[{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.5,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.5,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.5,1.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.5,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.5,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.5,1.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.5,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.5,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.5,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,1.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,1.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.5,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.5,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.5,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.5,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.5,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.5,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,1.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,1.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,1.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.5,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.5,1.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.5,1.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.5,2.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.5,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.5,2.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,2.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,2.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,2.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.5,1.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.5,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,2.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.5,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,2.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.5,2.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.5,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.5,1.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.5,2.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,2.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.5,2.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.5,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,1.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,1.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,2.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,2.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,2.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.5,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.5,2.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.5,2.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.5,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.5,2.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.5,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.5,2.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,1.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,1.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,1.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.5,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,1.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.5,1.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.5,2.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,2.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.5,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,2.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.5,1.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,1.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[2.5,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.5,1.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.5,2.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,2.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[1.5,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.5,2.5]}],"surfaces":[{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,-3.0],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,-3.0],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[3.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[3.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[3.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,-3.0],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[1.5,0.5,-0.5],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[1.5,0.5,-0.5],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[1.5,3.5,-0.5],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[1.5,0.5,-0.5],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[1.5,0.5,-3.5],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[1.5,0.5,-0.5],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[1.5,0.5,-0.5],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[1.5,0.5,-3.5],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[1.5,3.5,-0.5],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[4.5,0.5,-0.5],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[1.5,0.5,-0.5],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[1.5,0.5,-0.5],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[4.5,0.5,-0.5],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[1.5,0.5,-0.5],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[1.5,3.5,-0.5],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[4.5,0.5,-0.5],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[1.5,0.5,-3.5],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[1.5,0.5,-0.5],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[4.5,0.5,-0.5],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[1.5,0.5,-3.5],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[1.5,3.5,-0.5],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"}]},"id":"box-union","quality":{"kind":"Analytic"},"revision":1,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":0,"id":0,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":1,"id":1,"tolerance":1e-8,"twin_halfedge":27},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":2,"id":2,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":3,"id":3,"tolerance":1e-8,"twin_halfedge":6},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":4,"id":4,"tolerance":1e-8,"twin_halfedge":54},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":1.5,"lo":0.0}},"halfedge":5,"id":5,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":1.5,"lo":0.0}},"halfedge":7,"id":6,"tolerance":1e-8,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":1.5,"lo":0.0}},"halfedge":8,"id":7,"tolerance":1e-8,"twin_halfedge":34},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":9,"id":8,"tolerance":1e-8,"twin_halfedge":59},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":12,"id":9,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":2.5,"lo":0.0}},"halfedge":13,"id":10,"tolerance":1e-8,"twin_halfedge":39},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.5,"lo":0.0}},"halfedge":15,"id":11,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":12,"kind":"Curve","range":{"hi":2.5,"lo":0.0}},"halfedge":16,"id":12,"tolerance":1e-8,"twin_halfedge":66},{"chart_seam":false,"geometry":{"curve":13,"kind":"Curve","range":{"hi":1.5,"lo":0.0}},"halfedge":17,"id":13,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":14,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":21,"id":14,"tolerance":1e-8,"twin_halfedge":71},{"chart_seam":false,"geometry":{"curve":15,"kind":"Curve","range":{"hi":1.5,"lo":0.0}},"halfedge":22,"id":15,"tolerance":1e-8,"twin_halfedge":44},{"chart_seam":false,"geometry":{"curve":16,"kind":"Curve","range":{"hi":2.5,"lo":0.0}},"halfedge":24,"id":16,"tolerance":1e-8,"twin_halfedge":38},{"chart_seam":false,"geometry":{"curve":17,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":25,"id":17,"tolerance":1e-8,"twin_halfedge":28},{"chart_seam":false,"geometry":{"curve":18,"kind":"Curve","range":{"hi":2.5,"lo":0.0}},"halfedge":26,"id":18,"tolerance":1e-8,"twin_halfedge":35},{"chart_seam":false,"geometry":{"curve":19,"kind":"Curve","range":{"hi":1.5,"lo":0.0}},"halfedge":29,"id":19,"tolerance":1e-8,"twin_halfedge":43},{"chart_seam":false,"geometry":{"curve":20,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":30,"id":20,"tolerance":1e-8,"twin_halfedge":76},{"chart_seam":false,"geometry":{"curve":21,"kind":"Curve","range":{"hi":1.5,"lo":0.0}},"halfedge":31,"id":21,"tolerance":1e-8,"twin_halfedge":32},{"chart_seam":false,"geometry":{"curve":22,"kind":"Curve","range":{"hi":2.5,"lo":0.0}},"halfedge":33,"id":22,"tolerance":1e-8,"twin_halfedge":83},{"chart_seam":false,"geometry":{"curve":23,"kind":"Curve","range":{"hi":2.5,"lo":0.0}},"halfedge":36,"id":23,"tolerance":1e-8,"twin_halfedge":47},{"chart_seam":false,"geometry":{"curve":24,"kind":"Curve","range":{"hi":2.5,"lo":0.0}},"halfedge":37,"id":24,"tolerance":1e-8,"twin_halfedge":40},{"chart_seam":false,"geometry":{"curve":25,"kind":"Curve","range":{"hi":1.5,"lo":0.0}},"halfedge":41,"id":25,"tolerance":1e-8,"twin_halfedge":46},{"chart_seam":false,"geometry":{"curve":26,"kind":"Curve","range":{"hi":2.5,"lo":0.0}},"halfedge":42,"id":26,"tolerance":1e-8,"twin_halfedge":99},{"chart_seam":false,"geometry":{"curve":27,"kind":"Curve","range":{"hi":2.5,"lo":0.0}},"halfedge":45,"id":27,"tolerance":1e-8,"twin_halfedge":86},{"chart_seam":false,"geometry":{"curve":28,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":48,"id":28,"tolerance":1e-8,"twin_halfedge":57},{"chart_seam":false,"geometry":{"curve":29,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":49,"id":29,"tolerance":1e-8,"twin_halfedge":75},{"chart_seam":false,"geometry":{"curve":30,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":50,"id":30,"tolerance":1e-8,"twin_halfedge":60},{"chart_seam":false,"geometry":{"curve":31,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":51,"id":31,"tolerance":1e-8,"twin_halfedge":52},{"chart_seam":false,"geometry":{"curve":32,"kind":"Curve","range":{"hi":1.5,"lo":0.0}},"halfedge":53,"id":32,"tolerance":1e-8,"twin_halfedge":67},{"chart_seam":false,"geometry":{"curve":33,"kind":"Curve","range":{"hi":1.5,"lo":0.0}},"halfedge":55,"id":33,"tolerance":1e-8,"twin_halfedge":58},{"chart_seam":false,"geometry":{"curve":34,"kind":"Curve","range":{"hi":1.5,"lo":0.0}},"halfedge":56,"id":34,"tolerance":1e-8,"twin_halfedge":82},{"chart_seam":false,"geometry":{"curve":35,"kind":"Curve","range":{"hi":2.5,"lo":0.0}},"halfedge":61,"id":35,"tolerance":1e-8,"twin_halfedge":126},{"chart_seam":false,"geometry":{"curve":36,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":62,"id":36,"tolerance":1e-8,"twin_halfedge":69},{"chart_seam":false,"geometry":{"curve":37,"kind":"Curve","range":{"hi":2.5,"lo":0.0}},"halfedge":63,"id":37,"tolerance":1e-8,"twin_halfedge":64},{"chart_seam":false,"geometry":{"curve":38,"kind":"Curve","range":{"hi":1.5,"lo":0.0}},"halfedge":65,"id":38,"tolerance":1e-8,"twin_halfedge":68},{"chart_seam":false,"geometry":{"curve":39,"kind":"Curve","range":{"hi":1.5,"lo":0.0}},"halfedge":70,"id":39,"tolerance":1e-8,"twin_halfedge":91},{"chart_seam":false,"geometry":{"curve":40,"kind":"Curve","range":{"hi":2.5,"lo":0.0}},"halfedge":72,"id":40,"tolerance":1e-8,"twin_halfedge":81},{"chart_seam":false,"geometry":{"curve":41,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":73,"id":41,"tolerance":1e-8,"twin_halfedge":78},{"chart_seam":false,"geometry":{"curve":42,"kind":"Curve","range":{"hi":2.5,"lo":0.0}},"halfedge":74,"id":42,"tolerance":1e-8,"twin_halfedge":131},{"chart_seam":false,"geometry":{"curve":43,"kind":"Curve","range":{"hi":1.5,"lo":0.0}},"halfedge":77,"id":43,"tolerance":1e-8,"twin_halfedge":106},{"chart_seam":false,"geometry":{"curve":44,"kind":"Curve","range":{"hi":1.5,"lo":0.0}},"halfedge":79,"id":44,"tolerance":1e-8,"twin_halfedge":80},{"chart_seam":false,"geometry":{"curve":45,"kind":"Curve","range":{"hi":2.5,"lo":0.0}},"halfedge":84,"id":45,"tolerance":1e-8,"twin_halfedge":95},{"chart_seam":false,"geometry":{"curve":46,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":85,"id":46,"tolerance":1e-8,"twin_halfedge":111},{"chart_seam":false,"geometry":{"curve":47,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":87,"id":47,"tolerance":1e-8,"twin_halfedge":90},{"chart_seam":false,"geometry":{"curve":48,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":88,"id":48,"tolerance":1e-8,"twin_halfedge":138},{"chart_seam":false,"geometry":{"curve":49,"kind":"Curve","range":{"hi":1.5,"lo":0.0}},"halfedge":89,"id":49,"tolerance":1e-8,"twin_halfedge":92},{"chart_seam":false,"geometry":{"curve":50,"kind":"Curve","range":{"hi":2.5,"lo":0.0}},"halfedge":93,"id":50,"tolerance":1e-8,"twin_halfedge":143},{"chart_seam":false,"geometry":{"curve":51,"kind":"Curve","range":{"hi":1.5,"lo":0.0}},"halfedge":94,"id":51,"tolerance":1e-8,"twin_halfedge":116},{"chart_seam":false,"geometry":{"curve":52,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":96,"id":52,"tolerance":1e-8,"twin_halfedge":110},{"chart_seam":false,"geometry":{"curve":53,"kind":"Curve","range":{"hi":2.5,"lo":0.0}},"halfedge":97,"id":53,"tolerance":1e-8,"twin_halfedge":100},{"chart_seam":false,"geometry":{"curve":54,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":98,"id":54,"tolerance":1e-8,"twin_halfedge":107},{"chart_seam":false,"geometry":{"curve":55,"kind":"Curve","range":{"hi":1.5,"lo":0.0}},"halfedge":101,"id":55,"tolerance":1e-8,"twin_halfedge":115},{"chart_seam":false,"geometry":{"curve":56,"kind":"Curve","range":{"hi":2.5,"lo":0.0}},"halfedge":102,"id":56,"tolerance":1e-8,"twin_halfedge":148},{"chart_seam":false,"geometry":{"curve":57,"kind":"Curve","range":{"hi":1.5,"lo":0.0}},"halfedge":103,"id":57,"tolerance":1e-8,"twin_halfedge":104},{"chart_seam":false,"geometry":{"curve":58,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":105,"id":58,"tolerance":1e-8,"twin_halfedge":155},{"chart_seam":false,"geometry":{"curve":59,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":108,"id":59,"tolerance":1e-8,"twin_halfedge":119},{"chart_seam":false,"geometry":{"curve":60,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":109,"id":60,"tolerance":1e-8,"twin_halfedge":112},{"chart_seam":false,"geometry":{"curve":61,"kind":"Curve","range":{"hi":1.5,"lo":0.0}},"halfedge":113,"id":61,"tolerance":1e-8,"twin_halfedge":118},{"chart_seam":false,"geometry":{"curve":62,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":114,"id":62,"tolerance":1e-8,"twin_halfedge":160},{"chart_seam":false,"geometry":{"curve":63,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":117,"id":63,"tolerance":1e-8,"twin_halfedge":167},{"chart_seam":false,"geometry":{"curve":64,"kind":"Curve","range":{"hi":2.5,"lo":0.0}},"halfedge":120,"id":64,"tolerance":1e-8,"twin_halfedge":129},{"chart_seam":false,"geometry":{"curve":65,"kind":"Curve","range":{"hi":2.5,"lo":0.0}},"halfedge":121,"id":65,"tolerance":1e-8,"twin_halfedge":147},{"chart_seam":false,"geometry":{"curve":66,"kind":"Curve","range":{"hi":2.5,"lo":0.0}},"halfedge":122,"id":66,"tolerance":1e-8,"twin_halfedge":132},{"chart_seam":false,"geometry":{"curve":67,"kind":"Curve","range":{"hi":2.5,"lo":0.0}},"halfedge":123,"id":67,"tolerance":1e-8,"twin_halfedge":124},{"chart_seam":false,"geometry":{"curve":68,"kind":"Curve","range":{"hi":1.5,"lo":0.0}},"halfedge":125,"id":68,"tolerance":1e-8,"twin_halfedge":139},{"chart_seam":false,"geometry":{"curve":69,"kind":"Curve","range":{"hi":1.5,"lo":0.0}},"halfedge":127,"id":69,"tolerance":1e-8,"twin_halfedge":130},{"chart_seam":false,"geometry":{"curve":70,"kind":"Curve","range":{"hi":1.5,"lo":0.0}},"halfedge":128,"id":70,"tolerance":1e-8,"twin_halfedge":154},{"chart_seam":false,"geometry":{"curve":71,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":133,"id":71,"tolerance":1e-8,"twin_halfedge":159},{"chart_seam":false,"geometry":{"curve":72,"kind":"Curve","range":{"hi":2.5,"lo":0.0}},"halfedge":134,"id":72,"tolerance":1e-8,"twin_halfedge":141},{"chart_seam":false,"geometry":{"curve":73,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":135,"id":73,"tolerance":1e-8,"twin_halfedge":136},{"chart_seam":false,"geometry":{"curve":74,"kind":"Curve","range":{"hi":1.5,"lo":0.0}},"halfedge":137,"id":74,"tolerance":1e-8,"twin_halfedge":140},{"chart_seam":false,"geometry":{"curve":75,"kind":"Curve","range":{"hi":1.5,"lo":0.0}},"halfedge":142,"id":75,"tolerance":1e-8,"twin_halfedge":164},{"chart_seam":false,"geometry":{"curve":76,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":144,"id":76,"tolerance":1e-8,"twin_halfedge":153},{"chart_seam":false,"geometry":{"curve":77,"kind":"Curve","range":{"hi":2.5,"lo":0.0}},"halfedge":145,"id":77,"tolerance":1e-8,"twin_halfedge":150},{"chart_seam":false,"geometry":{"curve":78,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":146,"id":78,"tolerance":1e-8,"twin_halfedge":156},{"chart_seam":false,"geometry":{"curve":79,"kind":"Curve","range":{"hi":1.5,"lo":0.0}},"halfedge":149,"id":79,"tolerance":1e-8,"twin_halfedge":163},{"chart_seam":false,"geometry":{"curve":80,"kind":"Curve","range":{"hi":1.5,"lo":0.0}},"halfedge":151,"id":80,"tolerance":1e-8,"twin_halfedge":152},{"chart_seam":false,"geometry":{"curve":81,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":157,"id":81,"tolerance":1e-8,"twin_halfedge":162},{"chart_seam":false,"geometry":{"curve":82,"kind":"Curve","range":{"hi":0.5,"lo":0.0}},"halfedge":158,"id":82,"tolerance":1e-8,"twin_halfedge":165},{"chart_seam":false,"geometry":{"curve":83,"kind":"Curve","range":{"hi":1.5,"lo":0.0}},"halfedge":161,"id":83,"tolerance":1e-8,"twin_halfedge":166}],"faces":[{"id":0,"key":"left-0","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}},{"id":1,"key":"front-1","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":1.50000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}},{"id":2,"key":"bottom-2","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":1.50000001,"lo":-1e-8}]}},{"id":3,"key":"left-3","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":3.00000001,"lo":0.49999999},{"hi":0.50000001,"lo":-1e-8}]}},{"id":4,"key":"front-4","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":1.50000001,"lo":-1e-8},{"hi":3.00000001,"lo":0.49999999}]}},{"id":5,"key":"top-5","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":1.50000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}},{"id":6,"key":"left-6","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":6,"trim":{"chart":0,"holes":[],"outer":6,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":3.00000001,"lo":0.49999999}]}},{"id":7,"key":"back-7","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":7,"trim":{"chart":0,"holes":[],"outer":7,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":1.50000001,"lo":-1e-8}]}},{"id":8,"key":"bottom-8","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":8,"trim":{"chart":0,"holes":[],"outer":8,"uv_bounds":[{"hi":3.00000001,"lo":0.49999999},{"hi":1.50000001,"lo":-1e-8}]}},{"id":9,"key":"left-9","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":9,"trim":{"chart":0,"holes":[],"outer":9,"uv_bounds":[{"hi":3.00000001,"lo":0.49999999},{"hi":3.00000001,"lo":0.49999999}]}},{"id":10,"key":"back-10","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":10,"trim":{"chart":0,"holes":[],"outer":10,"uv_bounds":[{"hi":3.00000001,"lo":0.49999999},{"hi":1.50000001,"lo":-1e-8}]}},{"id":11,"key":"top-11","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":11,"trim":{"chart":0,"holes":[],"outer":11,"uv_bounds":[{"hi":1.50000001,"lo":-1e-8},{"hi":3.00000001,"lo":0.49999999}]}},{"id":12,"key":"right-12","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":12,"trim":{"chart":0,"holes":[],"outer":12,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":0.50000001,"lo":-1e-8}]}},{"id":13,"key":"front-13","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":13,"trim":{"chart":0,"holes":[],"outer":13,"uv_bounds":[{"hi":3.00000001,"lo":1.49999999},{"hi":0.50000001,"lo":-1e-8}]}},{"id":14,"key":"bottom-14","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":14,"trim":{"chart":0,"holes":[],"outer":14,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":3.00000001,"lo":1.49999999}]}},{"id":15,"key":"right-15","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":15,"trim":{"chart":0,"holes":[],"outer":15,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":3.00000001,"lo":0.49999999}]}},{"id":16,"key":"front-16","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":16,"trim":{"chart":0,"holes":[],"outer":16,"uv_bounds":[{"hi":3.00000001,"lo":1.49999999},{"hi":3.00000001,"lo":0.49999999}]}},{"id":17,"key":"top-17","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":17,"trim":{"chart":0,"holes":[],"outer":17,"uv_bounds":[{"hi":3.00000001,"lo":1.49999999},{"hi":0.50000001,"lo":-1e-8}]}},{"id":18,"key":"right-18","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":18,"trim":{"chart":0,"holes":[],"outer":18,"uv_bounds":[{"hi":3.00000001,"lo":0.49999999},{"hi":0.50000001,"lo":-1e-8}]}},{"id":19,"key":"back-19","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":19,"trim":{"chart":0,"holes":[],"outer":19,"uv_bounds":[{"hi":0.50000001,"lo":-1e-8},{"hi":3.00000001,"lo":1.49999999}]}},{"id":20,"key":"bottom-20","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-host","entity":"box-host","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":20,"trim":{"chart":0,"holes":[],"outer":20,"uv_bounds":[{"hi":3.00000001,"lo":0.49999999},{"hi":3.00000001,"lo":1.49999999}]}},{"id":21,"key":"left-21","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-cutter","entity":"box-cutter","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":21,"trim":{"chart":0,"holes":[],"outer":21,"uv_bounds":[{"hi":3.00000001,"lo":2.49999999},{"hi":2.50000001,"lo":-1e-8}]}},{"id":22,"key":"front-22","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-cutter","entity":"box-cutter","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":22,"trim":{"chart":0,"holes":[],"outer":22,"uv_bounds":[{"hi":1.50000001,"lo":-1e-8},{"hi":3.00000001,"lo":2.49999999}]}},{"id":23,"key":"top-23","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-cutter","entity":"box-cutter","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":23,"trim":{"chart":0,"holes":[],"outer":23,"uv_bounds":[{"hi":1.50000001,"lo":-1e-8},{"hi":2.50000001,"lo":-1e-8}]}},{"id":24,"key":"left-24","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-cutter","entity":"box-cutter","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":24,"trim":{"chart":0,"holes":[],"outer":24,"uv_bounds":[{"hi":2.50000001,"lo":-1e-8},{"hi":3.00000001,"lo":2.49999999}]}},{"id":25,"key":"back-25","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-cutter","entity":"box-cutter","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":25,"trim":{"chart":0,"holes":[],"outer":25,"uv_bounds":[{"hi":2.50000001,"lo":-1e-8},{"hi":1.50000001,"lo":-1e-8}]}},{"id":26,"key":"bottom-26","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-cutter","entity":"box-cutter","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":26,"trim":{"chart":0,"holes":[],"outer":26,"uv_bounds":[{"hi":3.00000001,"lo":2.49999999},{"hi":1.50000001,"lo":-1e-8}]}},{"id":27,"key":"left-27","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-cutter","entity":"box-cutter","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":27,"trim":{"chart":0,"holes":[],"outer":27,"uv_bounds":[{"hi":3.00000001,"lo":2.49999999},{"hi":3.00000001,"lo":2.49999999}]}},{"id":28,"key":"back-28","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-cutter","entity":"box-cutter","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":28,"trim":{"chart":0,"holes":[],"outer":28,"uv_bounds":[{"hi":3.00000001,"lo":2.49999999},{"hi":1.50000001,"lo":-1e-8}]}},{"id":29,"key":"top-29","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-cutter","entity":"box-cutter","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":29,"trim":{"chart":0,"holes":[],"outer":29,"uv_bounds":[{"hi":1.50000001,"lo":-1e-8},{"hi":3.00000001,"lo":2.49999999}]}},{"id":30,"key":"right-30","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-cutter","entity":"box-cutter","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":30,"trim":{"chart":0,"holes":[],"outer":30,"uv_bounds":[{"hi":2.50000001,"lo":-1e-8},{"hi":2.50000001,"lo":-1e-8}]}},{"id":31,"key":"front-31","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-cutter","entity":"box-cutter","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":31,"trim":{"chart":0,"holes":[],"outer":31,"uv_bounds":[{"hi":3.00000001,"lo":1.49999999},{"hi":2.50000001,"lo":-1e-8}]}},{"id":32,"key":"bottom-32","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-cutter","entity":"box-cutter","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":32,"trim":{"chart":0,"holes":[],"outer":32,"uv_bounds":[{"hi":2.50000001,"lo":-1e-8},{"hi":3.00000001,"lo":1.49999999}]}},{"id":33,"key":"right-33","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-cutter","entity":"box-cutter","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":33,"trim":{"chart":0,"holes":[],"outer":33,"uv_bounds":[{"hi":2.50000001,"lo":-1e-8},{"hi":3.00000001,"lo":2.49999999}]}},{"id":34,"key":"front-34","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-cutter","entity":"box-cutter","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":34,"trim":{"chart":0,"holes":[],"outer":34,"uv_bounds":[{"hi":3.00000001,"lo":1.49999999},{"hi":3.00000001,"lo":2.49999999}]}},{"id":35,"key":"top-35","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-cutter","entity":"box-cutter","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":35,"trim":{"chart":0,"holes":[],"outer":35,"uv_bounds":[{"hi":3.00000001,"lo":1.49999999},{"hi":2.50000001,"lo":-1e-8}]}},{"id":36,"key":"right-36","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-cutter","entity":"box-cutter","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":36,"trim":{"chart":0,"holes":[],"outer":36,"uv_bounds":[{"hi":3.00000001,"lo":2.49999999},{"hi":2.50000001,"lo":-1e-8}]}},{"id":37,"key":"back-37","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-cutter","entity":"box-cutter","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":37,"trim":{"chart":0,"holes":[],"outer":37,"uv_bounds":[{"hi":2.50000001,"lo":-1e-8},{"hi":3.00000001,"lo":1.49999999}]}},{"id":38,"key":"bottom-38","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-cutter","entity":"box-cutter","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":38,"trim":{"chart":0,"holes":[],"outer":38,"uv_bounds":[{"hi":3.00000001,"lo":2.49999999},{"hi":3.00000001,"lo":1.49999999}]}},{"id":39,"key":"right-39","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-cutter","entity":"box-cutter","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":39,"trim":{"chart":0,"holes":[],"outer":39,"uv_bounds":[{"hi":3.00000001,"lo":2.49999999},{"hi":3.00000001,"lo":2.49999999}]}},{"id":40,"key":"back-40","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-cutter","entity":"box-cutter","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":40,"trim":{"chart":0,"holes":[],"outer":40,"uv_bounds":[{"hi":3.00000001,"lo":2.49999999},{"hi":3.00000001,"lo":1.49999999}]}},{"id":41,"key":"top-41","provenance":{"reversed":false,"role":"Split","sources":[{"body":"box-cutter","entity":"box-cutter","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":41,"trim":{"chart":0,"holes":[],"outer":41,"uv_bounds":[{"hi":3.00000001,"lo":1.49999999},{"hi":3.00000001,"lo":2.49999999}]}}],"halfedges":[{"edge":0,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":1,"twin":14,"wire_ref":null},{"edge":1,"face":0,"from":1,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Reverse"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":2,"twin":27,"wire_ref":null},{"edge":2,"face":0,"from":2,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":3,"twin":11,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":6,"wire_ref":null},{"edge":4,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":54,"wire_ref":null},{"edge":5,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":0,"twin":19,"wire_ref":null},{"edge":3,"face":1,"from":0,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":3,"twin":3,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Forward"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":10,"wire_ref":null},{"edge":7,"face":2,"from":2,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":6,"twin":34,"wire_ref":null},{"edge":8,"face":2,"from":6,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Reverse"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":4,"twin":59,"wire_ref":null},{"edge":6,"face":2,"from":4,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":3,"twin":7,"wire_ref":null},{"edge":2,"face":2,"from":3,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Forward"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":2,"twin":2,"wire_ref":null},{"edge":9,"face":3,"from":7,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":8,"twin":23,"wire_ref":null},{"edge":10,"face":3,"from":8,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Reverse"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":1,"twin":39,"wire_ref":null},{"edge":0,"face":3,"from":1,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":0,"twin":0,"wire_ref":null},{"edge":11,"face":3,"from":0,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Forward"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":7,"twin":18,"wire_ref":null},{"edge":12,"face":4,"from":5,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":9,"twin":66,"wire_ref":null},{"edge":13,"face":4,"from":9,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Reverse"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":20,"wire_ref":null},{"edge":11,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":0,"twin":15,"wire_ref":null},{"edge":5,"face":4,"from":0,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Forward"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":5,"twin":5,"wire_ref":null},{"edge":13,"face":5,"from":7,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":9,"twin":17,"wire_ref":null},{"edge":14,"face":5,"from":9,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":10,"twin":71,"wire_ref":null},{"edge":15,"face":5,"from":10,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":8,"twin":44,"wire_ref":null},{"edge":9,"face":5,"from":8,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":7,"twin":12,"wire_ref":null},{"edge":16,"face":6,"from":1,"geometry_use":{"pcurve":24,"periodic_lift":[0,0],"sense":"Forward"},"id":24,"loop_ref":6,"next":25,"prev":27,"to":11,"twin":38,"wire_ref":null},{"edge":17,"face":6,"from":11,"geometry_use":{"pcurve":25,"periodic_lift":[0,0],"sense":"Reverse"},"id":25,"loop_ref":6,"next":26,"prev":24,"to":12,"twin":28,"wire_ref":null},{"edge":18,"face":6,"from":12,"geometry_use":{"pcurve":26,"periodic_lift":[0,0],"sense":"Reverse"},"id":26,"loop_ref":6,"next":27,"prev":25,"to":2,"twin":35,"wire_ref":null},{"edge":1,"face":6,"from":2,"geometry_use":{"pcurve":27,"periodic_lift":[0,0],"sense":"Forward"},"id":27,"loop_ref":6,"next":24,"prev":26,"to":1,"twin":1,"wire_ref":null},{"edge":17,"face":7,"from":12,"geometry_use":{"pcurve":28,"periodic_lift":[0,0],"sense":"Forward"},"id":28,"loop_ref":7,"next":29,"prev":31,"to":11,"twin":25,"wire_ref":null},{"edge":19,"face":7,"from":11,"geometry_use":{"pcurve":29,"periodic_lift":[0,0],"sense":"Forward"},"id":29,"loop_ref":7,"next":30,"prev":28,"to":13,"twin":43,"wire_ref":null},{"edge":20,"face":7,"from":13,"geometry_use":{"pcurve":30,"periodic_lift":[0,0],"sense":"Reverse"},"id":30,"loop_ref":7,"next":31,"prev":29,"to":14,"twin":76,"wire_ref":null},{"edge":21,"face":7,"from":14,"geometry_use":{"pcurve":31,"periodic_lift":[0,0],"sense":"Reverse"},"id":31,"loop_ref":7,"next":28,"prev":30,"to":12,"twin":32,"wire_ref":null},{"edge":21,"face":8,"from":12,"geometry_use":{"pcurve":32,"periodic_lift":[0,0],"sense":"Forward"},"id":32,"loop_ref":8,"next":33,"prev":35,"to":14,"twin":31,"wire_ref":null},{"edge":22,"face":8,"from":14,"geometry_use":{"pcurve":33,"periodic_lift":[0,0],"sense":"Reverse"},"id":33,"loop_ref":8,"next":34,"prev":32,"to":6,"twin":83,"wire_ref":null},{"edge":7,"face":8,"from":6,"geometry_use":{"pcurve":34,"periodic_lift":[0,0],"sense":"Reverse"},"id":34,"loop_ref":8,"next":35,"prev":33,"to":2,"twin":8,"wire_ref":null},{"edge":18,"face":8,"from":2,"geometry_use":{"pcurve":35,"periodic_lift":[0,0],"sense":"Forward"},"id":35,"loop_ref":8,"next":32,"prev":34,"to":12,"twin":26,"wire_ref":null},{"edge":23,"face":9,"from":8,"geometry_use":{"pcurve":36,"periodic_lift":[0,0],"sense":"Forward"},"id":36,"loop_ref":9,"next":37,"prev":39,"to":15,"twin":47,"wire_ref":null},{"edge":24,"face":9,"from":15,"geometry_use":{"pcurve":37,"periodic_lift":[0,0],"sense":"Reverse"},"id":37,"loop_ref":9,"next":38,"prev":36,"to":11,"twin":40,"wire_ref":null},{"edge":16,"face":9,"from":11,"geometry_use":{"pcurve":38,"periodic_lift":[0,0],"sense":"Reverse"},"id":38,"loop_ref":9,"next":39,"prev":37,"to":1,"twin":24,"wire_ref":null},{"edge":10,"face":9,"from":1,"geometry_use":{"pcurve":39,"periodic_lift":[0,0],"sense":"Forward"},"id":39,"loop_ref":9,"next":36,"prev":38,"to":8,"twin":13,"wire_ref":null},{"edge":24,"face":10,"from":11,"geometry_use":{"pcurve":40,"periodic_lift":[0,0],"sense":"Forward"},"id":40,"loop_ref":10,"next":41,"prev":43,"to":15,"twin":37,"wire_ref":null},{"edge":25,"face":10,"from":15,"geometry_use":{"pcurve":41,"periodic_lift":[0,0],"sense":"Forward"},"id":41,"loop_ref":10,"next":42,"prev":40,"to":16,"twin":46,"wire_ref":null},{"edge":26,"face":10,"from":16,"geometry_use":{"pcurve":42,"periodic_lift":[0,0],"sense":"Reverse"},"id":42,"loop_ref":10,"next":43,"prev":41,"to":13,"twin":99,"wire_ref":null},{"edge":19,"face":10,"from":13,"geometry_use":{"pcurve":43,"periodic_lift":[0,0],"sense":"Reverse"},"id":43,"loop_ref":10,"next":40,"prev":42,"to":11,"twin":29,"wire_ref":null},{"edge":15,"face":11,"from":8,"geometry_use":{"pcurve":44,"periodic_lift":[0,0],"sense":"Forward"},"id":44,"loop_ref":11,"next":45,"prev":47,"to":10,"twin":22,"wire_ref":null},{"edge":27,"face":11,"from":10,"geometry_use":{"pcurve":45,"periodic_lift":[0,0],"sense":"Forward"},"id":45,"loop_ref":11,"next":46,"prev":44,"to":16,"twin":86,"wire_ref":null},{"edge":25,"face":11,"from":16,"geometry_use":{"pcurve":46,"periodic_lift":[0,0],"sense":"Reverse"},"id":46,"loop_ref":11,"next":47,"prev":45,"to":15,"twin":41,"wire_ref":null},{"edge":23,"face":11,"from":15,"geometry_use":{"pcurve":47,"periodic_lift":[0,0],"sense":"Reverse"},"id":47,"loop_ref":11,"next":44,"prev":46,"to":8,"twin":36,"wire_ref":null},{"edge":28,"face":12,"from":17,"geometry_use":{"pcurve":48,"periodic_lift":[0,0],"sense":"Forward"},"id":48,"loop_ref":12,"next":49,"prev":51,"to":18,"twin":57,"wire_ref":null},{"edge":29,"face":12,"from":18,"geometry_use":{"pcurve":49,"periodic_lift":[0,0],"sense":"Forward"},"id":49,"loop_ref":12,"next":50,"prev":48,"to":19,"twin":75,"wire_ref":null},{"edge":30,"face":12,"from":19,"geometry_use":{"pcurve":50,"periodic_lift":[0,0],"sense":"Reverse"},"id":50,"loop_ref":12,"next":51,"prev":49,"to":20,"twin":60,"wire_ref":null},{"edge":31,"face":12,"from":20,"geometry_use":{"pcurve":51,"periodic_lift":[0,0],"sense":"Reverse"},"id":51,"loop_ref":12,"next":48,"prev":50,"to":17,"twin":52,"wire_ref":null},{"edge":31,"face":13,"from":17,"geometry_use":{"pcurve":52,"periodic_lift":[0,0],"sense":"Forward"},"id":52,"loop_ref":13,"next":53,"prev":55,"to":20,"twin":51,"wire_ref":null},{"edge":32,"face":13,"from":20,"geometry_use":{"pcurve":53,"periodic_lift":[0,0],"sense":"Reverse"},"id":53,"loop_ref":13,"next":54,"prev":52,"to":5,"twin":67,"wire_ref":null},{"edge":4,"face":13,"from":5,"geometry_use":{"pcurve":54,"periodic_lift":[0,0],"sense":"Reverse"},"id":54,"loop_ref":13,"next":55,"prev":53,"to":4,"twin":4,"wire_ref":null},{"edge":33,"face":13,"from":4,"geometry_use":{"pcurve":55,"periodic_lift":[0,0],"sense":"Forward"},"id":55,"loop_ref":13,"next":52,"prev":54,"to":17,"twin":58,"wire_ref":null},{"edge":34,"face":14,"from":6,"geometry_use":{"pcurve":56,"periodic_lift":[0,0],"sense":"Forward"},"id":56,"loop_ref":14,"next":57,"prev":59,"to":18,"twin":82,"wire_ref":null},{"edge":28,"face":14,"from":18,"geometry_use":{"pcurve":57,"periodic_lift":[0,0],"sense":"Reverse"},"id":57,"loop_ref":14,"next":58,"prev":56,"to":17,"twin":48,"wire_ref":null},{"edge":33,"face":14,"from":17,"geometry_use":{"pcurve":58,"periodic_lift":[0,0],"sense":"Reverse"},"id":58,"loop_ref":14,"next":59,"prev":57,"to":4,"twin":55,"wire_ref":null},{"edge":8,"face":14,"from":4,"geometry_use":{"pcurve":59,"periodic_lift":[0,0],"sense":"Forward"},"id":59,"loop_ref":14,"next":56,"prev":58,"to":6,"twin":9,"wire_ref":null},{"edge":30,"face":15,"from":20,"geometry_use":{"pcurve":60,"periodic_lift":[0,0],"sense":"Forward"},"id":60,"loop_ref":15,"next":61,"prev":63,"to":19,"twin":50,"wire_ref":null},{"edge":35,"face":15,"from":19,"geometry_use":{"pcurve":61,"periodic_lift":[0,0],"sense":"Forward"},"id":61,"loop_ref":15,"next":62,"prev":60,"to":21,"twin":126,"wire_ref":null},{"edge":36,"face":15,"from":21,"geometry_use":{"pcurve":62,"periodic_lift":[0,0],"sense":"Reverse"},"id":62,"loop_ref":15,"next":63,"prev":61,"to":22,"twin":69,"wire_ref":null},{"edge":37,"face":15,"from":22,"geometry_use":{"pcurve":63,"periodic_lift":[0,0],"sense":"Reverse"},"id":63,"loop_ref":15,"next":60,"prev":62,"to":20,"twin":64,"wire_ref":null},{"edge":37,"face":16,"from":20,"geometry_use":{"pcurve":64,"periodic_lift":[0,0],"sense":"Forward"},"id":64,"loop_ref":16,"next":65,"prev":67,"to":22,"twin":63,"wire_ref":null},{"edge":38,"face":16,"from":22,"geometry_use":{"pcurve":65,"periodic_lift":[0,0],"sense":"Reverse"},"id":65,"loop_ref":16,"next":66,"prev":64,"to":9,"twin":68,"wire_ref":null},{"edge":12,"face":16,"from":9,"geometry_use":{"pcurve":66,"periodic_lift":[0,0],"sense":"Reverse"},"id":66,"loop_ref":16,"next":67,"prev":65,"to":5,"twin":16,"wire_ref":null},{"edge":32,"face":16,"from":5,"geometry_use":{"pcurve":67,"periodic_lift":[0,0],"sense":"Forward"},"id":67,"loop_ref":16,"next":64,"prev":66,"to":20,"twin":53,"wire_ref":null},{"edge":38,"face":17,"from":9,"geometry_use":{"pcurve":68,"periodic_lift":[0,0],"sense":"Forward"},"id":68,"loop_ref":17,"next":69,"prev":71,"to":22,"twin":65,"wire_ref":null},{"edge":36,"face":17,"from":22,"geometry_use":{"pcurve":69,"periodic_lift":[0,0],"sense":"Forward"},"id":69,"loop_ref":17,"next":70,"prev":68,"to":21,"twin":62,"wire_ref":null},{"edge":39,"face":17,"from":21,"geometry_use":{"pcurve":70,"periodic_lift":[0,0],"sense":"Reverse"},"id":70,"loop_ref":17,"next":71,"prev":69,"to":10,"twin":91,"wire_ref":null},{"edge":14,"face":17,"from":10,"geometry_use":{"pcurve":71,"periodic_lift":[0,0],"sense":"Reverse"},"id":71,"loop_ref":17,"next":68,"prev":70,"to":9,"twin":21,"wire_ref":null},{"edge":40,"face":18,"from":18,"geometry_use":{"pcurve":72,"periodic_lift":[0,0],"sense":"Forward"},"id":72,"loop_ref":18,"next":73,"prev":75,"to":23,"twin":81,"wire_ref":null},{"edge":41,"face":18,"from":23,"geometry_use":{"pcurve":73,"periodic_lift":[0,0],"sense":"Forward"},"id":73,"loop_ref":18,"next":74,"prev":72,"to":24,"twin":78,"wire_ref":null},{"edge":42,"face":18,"from":24,"geometry_use":{"pcurve":74,"periodic_lift":[0,0],"sense":"Reverse"},"id":74,"loop_ref":18,"next":75,"prev":73,"to":19,"twin":131,"wire_ref":null},{"edge":29,"face":18,"from":19,"geometry_use":{"pcurve":75,"periodic_lift":[0,0],"sense":"Reverse"},"id":75,"loop_ref":18,"next":72,"prev":74,"to":18,"twin":49,"wire_ref":null},{"edge":20,"face":19,"from":14,"geometry_use":{"pcurve":76,"periodic_lift":[0,0],"sense":"Forward"},"id":76,"loop_ref":19,"next":77,"prev":79,"to":13,"twin":30,"wire_ref":null},{"edge":43,"face":19,"from":13,"geometry_use":{"pcurve":77,"periodic_lift":[0,0],"sense":"Forward"},"id":77,"loop_ref":19,"next":78,"prev":76,"to":24,"twin":106,"wire_ref":null},{"edge":41,"face":19,"from":24,"geometry_use":{"pcurve":78,"periodic_lift":[0,0],"sense":"Reverse"},"id":78,"loop_ref":19,"next":79,"prev":77,"to":23,"twin":73,"wire_ref":null},{"edge":44,"face":19,"from":23,"geometry_use":{"pcurve":79,"periodic_lift":[0,0],"sense":"Reverse"},"id":79,"loop_ref":19,"next":76,"prev":78,"to":14,"twin":80,"wire_ref":null},{"edge":44,"face":20,"from":14,"geometry_use":{"pcurve":80,"periodic_lift":[0,0],"sense":"Forward"},"id":80,"loop_ref":20,"next":81,"prev":83,"to":23,"twin":79,"wire_ref":null},{"edge":40,"face":20,"from":23,"geometry_use":{"pcurve":81,"periodic_lift":[0,0],"sense":"Reverse"},"id":81,"loop_ref":20,"next":82,"prev":80,"to":18,"twin":72,"wire_ref":null},{"edge":34,"face":20,"from":18,"geometry_use":{"pcurve":82,"periodic_lift":[0,0],"sense":"Reverse"},"id":82,"loop_ref":20,"next":83,"prev":81,"to":6,"twin":56,"wire_ref":null},{"edge":22,"face":20,"from":6,"geometry_use":{"pcurve":83,"periodic_lift":[0,0],"sense":"Forward"},"id":83,"loop_ref":20,"next":80,"prev":82,"to":14,"twin":33,"wire_ref":null},{"edge":45,"face":21,"from":25,"geometry_use":{"pcurve":84,"periodic_lift":[0,0],"sense":"Forward"},"id":84,"loop_ref":21,"next":85,"prev":87,"to":26,"twin":95,"wire_ref":null},{"edge":46,"face":21,"from":26,"geometry_use":{"pcurve":85,"periodic_lift":[0,0],"sense":"Reverse"},"id":85,"loop_ref":21,"next":86,"prev":84,"to":16,"twin":111,"wire_ref":null},{"edge":27,"face":21,"from":16,"geometry_use":{"pcurve":86,"periodic_lift":[0,0],"sense":"Reverse"},"id":86,"loop_ref":21,"next":87,"prev":85,"to":10,"twin":45,"wire_ref":null},{"edge":47,"face":21,"from":10,"geometry_use":{"pcurve":87,"periodic_lift":[0,0],"sense":"Forward"},"id":87,"loop_ref":21,"next":84,"prev":86,"to":25,"twin":90,"wire_ref":null},{"edge":48,"face":22,"from":21,"geometry_use":{"pcurve":88,"periodic_lift":[0,0],"sense":"Forward"},"id":88,"loop_ref":22,"next":89,"prev":91,"to":27,"twin":138,"wire_ref":null},{"edge":49,"face":22,"from":27,"geometry_use":{"pcurve":89,"periodic_lift":[0,0],"sense":"Reverse"},"id":89,"loop_ref":22,"next":90,"prev":88,"to":25,"twin":92,"wire_ref":null},{"edge":47,"face":22,"from":25,"geometry_use":{"pcurve":90,"periodic_lift":[0,0],"sense":"Reverse"},"id":90,"loop_ref":22,"next":91,"prev":89,"to":10,"twin":87,"wire_ref":null},{"edge":39,"face":22,"from":10,"geometry_use":{"pcurve":91,"periodic_lift":[0,0],"sense":"Forward"},"id":91,"loop_ref":22,"next":88,"prev":90,"to":21,"twin":70,"wire_ref":null},{"edge":49,"face":23,"from":25,"geometry_use":{"pcurve":92,"periodic_lift":[0,0],"sense":"Forward"},"id":92,"loop_ref":23,"next":93,"prev":95,"to":27,"twin":89,"wire_ref":null},{"edge":50,"face":23,"from":27,"geometry_use":{"pcurve":93,"periodic_lift":[0,0],"sense":"Forward"},"id":93,"loop_ref":23,"next":94,"prev":92,"to":28,"twin":143,"wire_ref":null},{"edge":51,"face":23,"from":28,"geometry_use":{"pcurve":94,"periodic_lift":[0,0],"sense":"Reverse"},"id":94,"loop_ref":23,"next":95,"prev":93,"to":26,"twin":116,"wire_ref":null},{"edge":45,"face":23,"from":26,"geometry_use":{"pcurve":95,"periodic_lift":[0,0],"sense":"Reverse"},"id":95,"loop_ref":23,"next":92,"prev":94,"to":25,"twin":84,"wire_ref":null},{"edge":52,"face":24,"from":16,"geometry_use":{"pcurve":96,"periodic_lift":[0,0],"sense":"Forward"},"id":96,"loop_ref":24,"next":97,"prev":99,"to":29,"twin":110,"wire_ref":null},{"edge":53,"face":24,"from":29,"geometry_use":{"pcurve":97,"periodic_lift":[0,0],"sense":"Reverse"},"id":97,"loop_ref":24,"next":98,"prev":96,"to":30,"twin":100,"wire_ref":null},{"edge":54,"face":24,"from":30,"geometry_use":{"pcurve":98,"periodic_lift":[0,0],"sense":"Reverse"},"id":98,"loop_ref":24,"next":99,"prev":97,"to":13,"twin":107,"wire_ref":null},{"edge":26,"face":24,"from":13,"geometry_use":{"pcurve":99,"periodic_lift":[0,0],"sense":"Forward"},"id":99,"loop_ref":24,"next":96,"prev":98,"to":16,"twin":42,"wire_ref":null},{"edge":53,"face":25,"from":30,"geometry_use":{"pcurve":100,"periodic_lift":[0,0],"sense":"Forward"},"id":100,"loop_ref":25,"next":101,"prev":103,"to":29,"twin":97,"wire_ref":null},{"edge":55,"face":25,"from":29,"geometry_use":{"pcurve":101,"periodic_lift":[0,0],"sense":"Forward"},"id":101,"loop_ref":25,"next":102,"prev":100,"to":31,"twin":115,"wire_ref":null},{"edge":56,"face":25,"from":31,"geometry_use":{"pcurve":102,"periodic_lift":[0,0],"sense":"Reverse"},"id":102,"loop_ref":25,"next":103,"prev":101,"to":32,"twin":148,"wire_ref":null},{"edge":57,"face":25,"from":32,"geometry_use":{"pcurve":103,"periodic_lift":[0,0],"sense":"Reverse"},"id":103,"loop_ref":25,"next":100,"prev":102,"to":30,"twin":104,"wire_ref":null},{"edge":57,"face":26,"from":30,"geometry_use":{"pcurve":104,"periodic_lift":[0,0],"sense":"Forward"},"id":104,"loop_ref":26,"next":105,"prev":107,"to":32,"twin":103,"wire_ref":null},{"edge":58,"face":26,"from":32,"geometry_use":{"pcurve":105,"periodic_lift":[0,0],"sense":"Reverse"},"id":105,"loop_ref":26,"next":106,"prev":104,"to":24,"twin":155,"wire_ref":null},{"edge":43,"face":26,"from":24,"geometry_use":{"pcurve":106,"periodic_lift":[0,0],"sense":"Reverse"},"id":106,"loop_ref":26,"next":107,"prev":105,"to":13,"twin":77,"wire_ref":null},{"edge":54,"face":26,"from":13,"geometry_use":{"pcurve":107,"periodic_lift":[0,0],"sense":"Forward"},"id":107,"loop_ref":26,"next":104,"prev":106,"to":30,"twin":98,"wire_ref":null},{"edge":59,"face":27,"from":26,"geometry_use":{"pcurve":108,"periodic_lift":[0,0],"sense":"Forward"},"id":108,"loop_ref":27,"next":109,"prev":111,"to":33,"twin":119,"wire_ref":null},{"edge":60,"face":27,"from":33,"geometry_use":{"pcurve":109,"periodic_lift":[0,0],"sense":"Reverse"},"id":109,"loop_ref":27,"next":110,"prev":108,"to":29,"twin":112,"wire_ref":null},{"edge":52,"face":27,"from":29,"geometry_use":{"pcurve":110,"periodic_lift":[0,0],"sense":"Reverse"},"id":110,"loop_ref":27,"next":111,"prev":109,"to":16,"twin":96,"wire_ref":null},{"edge":46,"face":27,"from":16,"geometry_use":{"pcurve":111,"periodic_lift":[0,0],"sense":"Forward"},"id":111,"loop_ref":27,"next":108,"prev":110,"to":26,"twin":85,"wire_ref":null},{"edge":60,"face":28,"from":29,"geometry_use":{"pcurve":112,"periodic_lift":[0,0],"sense":"Forward"},"id":112,"loop_ref":28,"next":113,"prev":115,"to":33,"twin":109,"wire_ref":null},{"edge":61,"face":28,"from":33,"geometry_use":{"pcurve":113,"periodic_lift":[0,0],"sense":"Forward"},"id":113,"loop_ref":28,"next":114,"prev":112,"to":34,"twin":118,"wire_ref":null},{"edge":62,"face":28,"from":34,"geometry_use":{"pcurve":114,"periodic_lift":[0,0],"sense":"Reverse"},"id":114,"loop_ref":28,"next":115,"prev":113,"to":31,"twin":160,"wire_ref":null},{"edge":55,"face":28,"from":31,"geometry_use":{"pcurve":115,"periodic_lift":[0,0],"sense":"Reverse"},"id":115,"loop_ref":28,"next":112,"prev":114,"to":29,"twin":101,"wire_ref":null},{"edge":51,"face":29,"from":26,"geometry_use":{"pcurve":116,"periodic_lift":[0,0],"sense":"Forward"},"id":116,"loop_ref":29,"next":117,"prev":119,"to":28,"twin":94,"wire_ref":null},{"edge":63,"face":29,"from":28,"geometry_use":{"pcurve":117,"periodic_lift":[0,0],"sense":"Forward"},"id":117,"loop_ref":29,"next":118,"prev":116,"to":34,"twin":167,"wire_ref":null},{"edge":61,"face":29,"from":34,"geometry_use":{"pcurve":118,"periodic_lift":[0,0],"sense":"Reverse"},"id":118,"loop_ref":29,"next":119,"prev":117,"to":33,"twin":113,"wire_ref":null},{"edge":59,"face":29,"from":33,"geometry_use":{"pcurve":119,"periodic_lift":[0,0],"sense":"Reverse"},"id":119,"loop_ref":29,"next":116,"prev":118,"to":26,"twin":108,"wire_ref":null},{"edge":64,"face":30,"from":35,"geometry_use":{"pcurve":120,"periodic_lift":[0,0],"sense":"Forward"},"id":120,"loop_ref":30,"next":121,"prev":123,"to":36,"twin":129,"wire_ref":null},{"edge":65,"face":30,"from":36,"geometry_use":{"pcurve":121,"periodic_lift":[0,0],"sense":"Forward"},"id":121,"loop_ref":30,"next":122,"prev":120,"to":37,"twin":147,"wire_ref":null},{"edge":66,"face":30,"from":37,"geometry_use":{"pcurve":122,"periodic_lift":[0,0],"sense":"Reverse"},"id":122,"loop_ref":30,"next":123,"prev":121,"to":38,"twin":132,"wire_ref":null},{"edge":67,"face":30,"from":38,"geometry_use":{"pcurve":123,"periodic_lift":[0,0],"sense":"Reverse"},"id":123,"loop_ref":30,"next":120,"prev":122,"to":35,"twin":124,"wire_ref":null},{"edge":67,"face":31,"from":35,"geometry_use":{"pcurve":124,"periodic_lift":[0,0],"sense":"Forward"},"id":124,"loop_ref":31,"next":125,"prev":127,"to":38,"twin":123,"wire_ref":null},{"edge":68,"face":31,"from":38,"geometry_use":{"pcurve":125,"periodic_lift":[0,0],"sense":"Reverse"},"id":125,"loop_ref":31,"next":126,"prev":124,"to":21,"twin":139,"wire_ref":null},{"edge":35,"face":31,"from":21,"geometry_use":{"pcurve":126,"periodic_lift":[0,0],"sense":"Reverse"},"id":126,"loop_ref":31,"next":127,"prev":125,"to":19,"twin":61,"wire_ref":null},{"edge":69,"face":31,"from":19,"geometry_use":{"pcurve":127,"periodic_lift":[0,0],"sense":"Forward"},"id":127,"loop_ref":31,"next":124,"prev":126,"to":35,"twin":130,"wire_ref":null},{"edge":70,"face":32,"from":24,"geometry_use":{"pcurve":128,"periodic_lift":[0,0],"sense":"Forward"},"id":128,"loop_ref":32,"next":129,"prev":131,"to":36,"twin":154,"wire_ref":null},{"edge":64,"face":32,"from":36,"geometry_use":{"pcurve":129,"periodic_lift":[0,0],"sense":"Reverse"},"id":129,"loop_ref":32,"next":130,"prev":128,"to":35,"twin":120,"wire_ref":null},{"edge":69,"face":32,"from":35,"geometry_use":{"pcurve":130,"periodic_lift":[0,0],"sense":"Reverse"},"id":130,"loop_ref":32,"next":131,"prev":129,"to":19,"twin":127,"wire_ref":null},{"edge":42,"face":32,"from":19,"geometry_use":{"pcurve":131,"periodic_lift":[0,0],"sense":"Forward"},"id":131,"loop_ref":32,"next":128,"prev":130,"to":24,"twin":74,"wire_ref":null},{"edge":66,"face":33,"from":38,"geometry_use":{"pcurve":132,"periodic_lift":[0,0],"sense":"Forward"},"id":132,"loop_ref":33,"next":133,"prev":135,"to":37,"twin":122,"wire_ref":null},{"edge":71,"face":33,"from":37,"geometry_use":{"pcurve":133,"periodic_lift":[0,0],"sense":"Forward"},"id":133,"loop_ref":33,"next":134,"prev":132,"to":39,"twin":159,"wire_ref":null},{"edge":72,"face":33,"from":39,"geometry_use":{"pcurve":134,"periodic_lift":[0,0],"sense":"Reverse"},"id":134,"loop_ref":33,"next":135,"prev":133,"to":40,"twin":141,"wire_ref":null},{"edge":73,"face":33,"from":40,"geometry_use":{"pcurve":135,"periodic_lift":[0,0],"sense":"Reverse"},"id":135,"loop_ref":33,"next":132,"prev":134,"to":38,"twin":136,"wire_ref":null},{"edge":73,"face":34,"from":38,"geometry_use":{"pcurve":136,"periodic_lift":[0,0],"sense":"Forward"},"id":136,"loop_ref":34,"next":137,"prev":139,"to":40,"twin":135,"wire_ref":null},{"edge":74,"face":34,"from":40,"geometry_use":{"pcurve":137,"periodic_lift":[0,0],"sense":"Reverse"},"id":137,"loop_ref":34,"next":138,"prev":136,"to":27,"twin":140,"wire_ref":null},{"edge":48,"face":34,"from":27,"geometry_use":{"pcurve":138,"periodic_lift":[0,0],"sense":"Reverse"},"id":138,"loop_ref":34,"next":139,"prev":137,"to":21,"twin":88,"wire_ref":null},{"edge":68,"face":34,"from":21,"geometry_use":{"pcurve":139,"periodic_lift":[0,0],"sense":"Forward"},"id":139,"loop_ref":34,"next":136,"prev":138,"to":38,"twin":125,"wire_ref":null},{"edge":74,"face":35,"from":27,"geometry_use":{"pcurve":140,"periodic_lift":[0,0],"sense":"Forward"},"id":140,"loop_ref":35,"next":141,"prev":143,"to":40,"twin":137,"wire_ref":null},{"edge":72,"face":35,"from":40,"geometry_use":{"pcurve":141,"periodic_lift":[0,0],"sense":"Forward"},"id":141,"loop_ref":35,"next":142,"prev":140,"to":39,"twin":134,"wire_ref":null},{"edge":75,"face":35,"from":39,"geometry_use":{"pcurve":142,"periodic_lift":[0,0],"sense":"Reverse"},"id":142,"loop_ref":35,"next":143,"prev":141,"to":28,"twin":164,"wire_ref":null},{"edge":50,"face":35,"from":28,"geometry_use":{"pcurve":143,"periodic_lift":[0,0],"sense":"Reverse"},"id":143,"loop_ref":35,"next":140,"prev":142,"to":27,"twin":93,"wire_ref":null},{"edge":76,"face":36,"from":36,"geometry_use":{"pcurve":144,"periodic_lift":[0,0],"sense":"Forward"},"id":144,"loop_ref":36,"next":145,"prev":147,"to":41,"twin":153,"wire_ref":null},{"edge":77,"face":36,"from":41,"geometry_use":{"pcurve":145,"periodic_lift":[0,0],"sense":"Forward"},"id":145,"loop_ref":36,"next":146,"prev":144,"to":42,"twin":150,"wire_ref":null},{"edge":78,"face":36,"from":42,"geometry_use":{"pcurve":146,"periodic_lift":[0,0],"sense":"Reverse"},"id":146,"loop_ref":36,"next":147,"prev":145,"to":37,"twin":156,"wire_ref":null},{"edge":65,"face":36,"from":37,"geometry_use":{"pcurve":147,"periodic_lift":[0,0],"sense":"Reverse"},"id":147,"loop_ref":36,"next":144,"prev":146,"to":36,"twin":121,"wire_ref":null},{"edge":56,"face":37,"from":32,"geometry_use":{"pcurve":148,"periodic_lift":[0,0],"sense":"Forward"},"id":148,"loop_ref":37,"next":149,"prev":151,"to":31,"twin":102,"wire_ref":null},{"edge":79,"face":37,"from":31,"geometry_use":{"pcurve":149,"periodic_lift":[0,0],"sense":"Forward"},"id":149,"loop_ref":37,"next":150,"prev":148,"to":42,"twin":163,"wire_ref":null},{"edge":77,"face":37,"from":42,"geometry_use":{"pcurve":150,"periodic_lift":[0,0],"sense":"Reverse"},"id":150,"loop_ref":37,"next":151,"prev":149,"to":41,"twin":145,"wire_ref":null},{"edge":80,"face":37,"from":41,"geometry_use":{"pcurve":151,"periodic_lift":[0,0],"sense":"Reverse"},"id":151,"loop_ref":37,"next":148,"prev":150,"to":32,"twin":152,"wire_ref":null},{"edge":80,"face":38,"from":32,"geometry_use":{"pcurve":152,"periodic_lift":[0,0],"sense":"Forward"},"id":152,"loop_ref":38,"next":153,"prev":155,"to":41,"twin":151,"wire_ref":null},{"edge":76,"face":38,"from":41,"geometry_use":{"pcurve":153,"periodic_lift":[0,0],"sense":"Reverse"},"id":153,"loop_ref":38,"next":154,"prev":152,"to":36,"twin":144,"wire_ref":null},{"edge":70,"face":38,"from":36,"geometry_use":{"pcurve":154,"periodic_lift":[0,0],"sense":"Reverse"},"id":154,"loop_ref":38,"next":155,"prev":153,"to":24,"twin":128,"wire_ref":null},{"edge":58,"face":38,"from":24,"geometry_use":{"pcurve":155,"periodic_lift":[0,0],"sense":"Forward"},"id":155,"loop_ref":38,"next":152,"prev":154,"to":32,"twin":105,"wire_ref":null},{"edge":78,"face":39,"from":37,"geometry_use":{"pcurve":156,"periodic_lift":[0,0],"sense":"Forward"},"id":156,"loop_ref":39,"next":157,"prev":159,"to":42,"twin":146,"wire_ref":null},{"edge":81,"face":39,"from":42,"geometry_use":{"pcurve":157,"periodic_lift":[0,0],"sense":"Forward"},"id":157,"loop_ref":39,"next":158,"prev":156,"to":43,"twin":162,"wire_ref":null},{"edge":82,"face":39,"from":43,"geometry_use":{"pcurve":158,"periodic_lift":[0,0],"sense":"Reverse"},"id":158,"loop_ref":39,"next":159,"prev":157,"to":39,"twin":165,"wire_ref":null},{"edge":71,"face":39,"from":39,"geometry_use":{"pcurve":159,"periodic_lift":[0,0],"sense":"Reverse"},"id":159,"loop_ref":39,"next":156,"prev":158,"to":37,"twin":133,"wire_ref":null},{"edge":62,"face":40,"from":31,"geometry_use":{"pcurve":160,"periodic_lift":[0,0],"sense":"Forward"},"id":160,"loop_ref":40,"next":161,"prev":163,"to":34,"twin":114,"wire_ref":null},{"edge":83,"face":40,"from":34,"geometry_use":{"pcurve":161,"periodic_lift":[0,0],"sense":"Forward"},"id":161,"loop_ref":40,"next":162,"prev":160,"to":43,"twin":166,"wire_ref":null},{"edge":81,"face":40,"from":43,"geometry_use":{"pcurve":162,"periodic_lift":[0,0],"sense":"Reverse"},"id":162,"loop_ref":40,"next":163,"prev":161,"to":42,"twin":157,"wire_ref":null},{"edge":79,"face":40,"from":42,"geometry_use":{"pcurve":163,"periodic_lift":[0,0],"sense":"Reverse"},"id":163,"loop_ref":40,"next":160,"prev":162,"to":31,"twin":149,"wire_ref":null},{"edge":75,"face":41,"from":28,"geometry_use":{"pcurve":164,"periodic_lift":[0,0],"sense":"Forward"},"id":164,"loop_ref":41,"next":165,"prev":167,"to":39,"twin":142,"wire_ref":null},{"edge":82,"face":41,"from":39,"geometry_use":{"pcurve":165,"periodic_lift":[0,0],"sense":"Forward"},"id":165,"loop_ref":41,"next":166,"prev":164,"to":43,"twin":158,"wire_ref":null},{"edge":83,"face":41,"from":43,"geometry_use":{"pcurve":166,"periodic_lift":[0,0],"sense":"Reverse"},"id":166,"loop_ref":41,"next":167,"prev":165,"to":34,"twin":161,"wire_ref":null},{"edge":63,"face":41,"from":34,"geometry_use":{"pcurve":167,"periodic_lift":[0,0],"sense":"Reverse"},"id":167,"loop_ref":41,"next":164,"prev":166,"to":28,"twin":117,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20},{"face_ref":6,"id":6,"is_hole":false,"start_halfedge":24},{"face_ref":7,"id":7,"is_hole":false,"start_halfedge":28},{"face_ref":8,"id":8,"is_hole":false,"start_halfedge":32},{"face_ref":9,"id":9,"is_hole":false,"start_halfedge":36},{"face_ref":10,"id":10,"is_hole":false,"start_halfedge":40},{"face_ref":11,"id":11,"is_hole":false,"start_halfedge":44},{"face_ref":12,"id":12,"is_hole":false,"start_halfedge":48},{"face_ref":13,"id":13,"is_hole":false,"start_halfedge":52},{"face_ref":14,"id":14,"is_hole":false,"start_halfedge":56},{"face_ref":15,"id":15,"is_hole":false,"start_halfedge":60},{"face_ref":16,"id":16,"is_hole":false,"start_halfedge":64},{"face_ref":17,"id":17,"is_hole":false,"start_halfedge":68},{"face_ref":18,"id":18,"is_hole":false,"start_halfedge":72},{"face_ref":19,"id":19,"is_hole":false,"start_halfedge":76},{"face_ref":20,"id":20,"is_hole":false,"start_halfedge":80},{"face_ref":21,"id":21,"is_hole":false,"start_halfedge":84},{"face_ref":22,"id":22,"is_hole":false,"start_halfedge":88},{"face_ref":23,"id":23,"is_hole":false,"start_halfedge":92},{"face_ref":24,"id":24,"is_hole":false,"start_halfedge":96},{"face_ref":25,"id":25,"is_hole":false,"start_halfedge":100},{"face_ref":26,"id":26,"is_hole":false,"start_halfedge":104},{"face_ref":27,"id":27,"is_hole":false,"start_halfedge":108},{"face_ref":28,"id":28,"is_hole":false,"start_halfedge":112},{"face_ref":29,"id":29,"is_hole":false,"start_halfedge":116},{"face_ref":30,"id":30,"is_hole":false,"start_halfedge":120},{"face_ref":31,"id":31,"is_hole":false,"start_halfedge":124},{"face_ref":32,"id":32,"is_hole":false,"start_halfedge":128},{"face_ref":33,"id":33,"is_hole":false,"start_halfedge":132},{"face_ref":34,"id":34,"is_hole":false,"start_halfedge":136},{"face_ref":35,"id":35,"is_hole":false,"start_halfedge":140},{"face_ref":36,"id":36,"is_hole":false,"start_halfedge":144},{"face_ref":37,"id":37,"is_hole":false,"start_halfedge":148},{"face_ref":38,"id":38,"is_hole":false,"start_halfedge":152},{"face_ref":39,"id":39,"is_hole":false,"start_halfedge":156},{"face_ref":40,"id":40,"is_hole":false,"start_halfedge":160},{"face_ref":41,"id":41,"is_hole":false,"start_halfedge":164}],"shells":[{"faces":[0,3,6,2,1,5,9,4,7,8,14,13,17,11,10,16,19,20,12,15,22,21,24,26,18,31,34,23,27,25,38,32,30,33,35,29,28,37,36,39,41,40],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[0.0,0.5,0.0],"tolerance":1e-8},{"id":1,"outgoing_halfedge":1,"position":[0.0,0.5,-0.5],"tolerance":1e-8},{"id":2,"outgoing_halfedge":2,"position":[0.0,0.0,-0.5],"tolerance":1e-8},{"id":3,"outgoing_halfedge":3,"position":[0.0,0.0,0.0],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[1.5,0.0,0.0],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[1.5,0.5,0.0],"tolerance":1e-8},{"id":6,"outgoing_halfedge":9,"position":[1.5,0.0,-0.5],"tolerance":1e-8},{"id":7,"outgoing_halfedge":12,"position":[0.0,3.0,0.0],"tolerance":1e-8},{"id":8,"outgoing_halfedge":13,"position":[0.0,3.0,-0.5],"tolerance":1e-8},{"id":9,"outgoing_halfedge":17,"position":[1.5,3.0,0.0],"tolerance":1e-8},{"id":10,"outgoing_halfedge":22,"position":[1.5,3.0,-0.5],"tolerance":1e-8},{"id":11,"outgoing_halfedge":25,"position":[0.0,0.5,-3.0],"tolerance":1e-8},{"id":12,"outgoing_halfedge":26,"position":[0.0,0.0,-3.0],"tolerance":1e-8},{"id":13,"outgoing_halfedge":30,"position":[1.5,0.5,-3.0],"tolerance":1e-8},{"id":14,"outgoing_halfedge":31,"position":[1.5,0.0,-3.0],"tolerance":1e-8},{"id":15,"outgoing_halfedge":37,"position":[0.0,3.0,-3.0],"tolerance":1e-8},{"id":16,"outgoing_halfedge":42,"position":[1.5,3.0,-3.0],"tolerance":1e-8},{"id":17,"outgoing_halfedge":48,"position":[3.0,0.0,0.0],"tolerance":1e-8},{"id":18,"outgoing_halfedge":49,"position":[3.0,0.0,-0.5],"tolerance":1e-8},{"id":19,"outgoing_halfedge":50,"position":[3.0,0.5,-0.5],"tolerance":1e-8},{"id":20,"outgoing_halfedge":51,"position":[3.0,0.5,0.0],"tolerance":1e-8},{"id":21,"outgoing_halfedge":62,"position":[3.0,3.0,-0.5],"tolerance":1e-8},{"id":22,"outgoing_halfedge":63,"position":[3.0,3.0,0.0],"tolerance":1e-8},{"id":23,"outgoing_halfedge":73,"position":[3.0,0.0,-3.0],"tolerance":1e-8},{"id":24,"outgoing_halfedge":74,"position":[3.0,0.5,-3.0],"tolerance":1e-8},{"id":25,"outgoing_halfedge":84,"position":[1.5,3.5,-0.5],"tolerance":1e-8},{"id":26,"outgoing_halfedge":85,"position":[1.5,3.5,-3.0],"tolerance":1e-8},{"id":27,"outgoing_halfedge":89,"position":[3.0,3.5,-0.5],"tolerance":1e-8},{"id":28,"outgoing_halfedge":94,"position":[3.0,3.5,-3.0],"tolerance":1e-8},{"id":29,"outgoing_halfedge":97,"position":[1.5,3.0,-3.5],"tolerance":1e-8},{"id":30,"outgoing_halfedge":98,"position":[1.5,0.5,-3.5],"tolerance":1e-8},{"id":31,"outgoing_halfedge":102,"position":[3.0,3.0,-3.5],"tolerance":1e-8},{"id":32,"outgoing_halfedge":103,"position":[3.0,0.5,-3.5],"tolerance":1e-8},{"id":33,"outgoing_halfedge":109,"position":[1.5,3.5,-3.5],"tolerance":1e-8},{"id":34,"outgoing_halfedge":114,"position":[3.0,3.5,-3.5],"tolerance":1e-8},{"id":35,"outgoing_halfedge":120,"position":[4.5,0.5,-0.5],"tolerance":1e-8},{"id":36,"outgoing_halfedge":121,"position":[4.5,0.5,-3.0],"tolerance":1e-8},{"id":37,"outgoing_halfedge":122,"position":[4.5,3.0,-3.0],"tolerance":1e-8},{"id":38,"outgoing_halfedge":123,"position":[4.5,3.0,-0.5],"tolerance":1e-8},{"id":39,"outgoing_halfedge":134,"position":[4.5,3.5,-3.0],"tolerance":1e-8},{"id":40,"outgoing_halfedge":135,"position":[4.5,3.5,-0.5],"tolerance":1e-8},{"id":41,"outgoing_halfedge":145,"position":[4.5,0.5,-3.5],"tolerance":1e-8},{"id":42,"outgoing_halfedge":146,"position":[4.5,3.0,-3.5],"tolerance":1e-8},{"id":43,"outgoing_halfedge":158,"position":[4.5,3.5,-3.5],"tolerance":1e-8}],"wires":[]}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/validity/builder-box-union.verdict.json b/main/opengeometry/tests/fixtures/cases/validity/builder-box-union.verdict.json
new file mode 100644
index 0000000..a9d0d8f
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/validity/builder-box-union.verdict.json
@@ -0,0 +1 @@
+{"valid":true}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/validity/builder-circle.json b/main/opengeometry/tests/fixtures/cases/validity/builder-circle.json
new file mode 100644
index 0000000..dc7212d
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/validity/builder-circle.json
@@ -0,0 +1 @@
+{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":1.0}],"intersections":[],"pcurves":[],"surfaces":[]},"id":"circle","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":0,"id":0,"tolerance":1e-8,"twin_halfedge":null}],"faces":[],"halfedges":[{"edge":0,"face":null,"from":0,"geometry_use":{"pcurve":null,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":null,"next":0,"prev":0,"to":0,"twin":null,"wire_ref":0}],"loops":[],"shells":[],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[1.0,0.0,0.0],"tolerance":1e-8}],"wires":[{"id":0,"is_closed":true,"start_halfedge":0}]}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/validity/builder-circle.verdict.json b/main/opengeometry/tests/fixtures/cases/validity/builder-circle.verdict.json
new file mode 100644
index 0000000..a9d0d8f
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/validity/builder-circle.verdict.json
@@ -0,0 +1 @@
+{"valid":true}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/validity/builder-cone.json b/main/opengeometry/tests/fixtures/cases/validity/builder-cone.json
new file mode 100644
index 0000000..d548a17
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/validity/builder-cone.json
@@ -0,0 +1 @@
+{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Circle","radius":1.0},{"direction":[0.4472135954999579,-0.8944271909999159,0.0],"kind":"Line","origin":[0.0,2.0,0.0]}],"intersections":[],"pcurves":[{"direction":[6.283185307179586,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,0.8944271909999159],"kind":"Line2","origin":[6.283185307179586,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,0.8944271909999159],"kind":"Line2","origin":[0.0,0.0]},{"axis_a":[1.0,0.0],"axis_b":[0.0,1.0],"kind":"Conic2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,2.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Cone","semi_angle":0.4636476090008061},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"}]},"id":"cone","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":true,"geometry":{"kind":"Collapsed","vertex":0},"halfedge":0,"id":0,"tolerance":1e-8,"twin_halfedge":null},{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":2,"id":1,"tolerance":1e-8,"twin_halfedge":4},{"chart_seam":true,"geometry":{"curve":1,"kind":"Curve","range":{"hi":2.23606797749979,"lo":0.0}},"halfedge":1,"id":2,"tolerance":1e-8,"twin_halfedge":3}],"faces":[{"id":0,"key":"lateral","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cone","entity":"cone","face":0,"key":"lateral"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":6.283185307179586,"lo":0.0},{"hi":2.0,"lo":0.0}]}},{"id":1,"key":"upper_cap","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cone","entity":"cone","face":1,"key":"upper_cap"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":1.0,"lo":-1.0},{"hi":1.0,"lo":-1.0}]}}],"halfedges":[{"edge":0,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":0,"twin":null,"wire_ref":null},{"edge":2,"face":0,"from":0,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":1,"twin":3,"wire_ref":null},{"edge":1,"face":0,"from":1,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":4,"wire_ref":null},{"edge":2,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":1,"wire_ref":null},{"edge":1,"face":1,"from":1,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":4,"prev":4,"to":1,"twin":2,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4}],"shells":[{"faces":[0,1],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[0.0,2.0,0.0],"tolerance":1e-8},{"id":1,"outgoing_halfedge":2,"position":[1.0,0.0,0.0],"tolerance":1e-8}],"wires":[]}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/validity/builder-cone.verdict.json b/main/opengeometry/tests/fixtures/cases/validity/builder-cone.verdict.json
new file mode 100644
index 0000000..a9d0d8f
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/validity/builder-cone.verdict.json
@@ -0,0 +1 @@
+{"valid":true}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/validity/builder-cuboid.json b/main/opengeometry/tests/fixtures/cases/validity/builder-cuboid.json
new file mode 100644
index 0000000..29237b5
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/validity/builder-cuboid.json
@@ -0,0 +1 @@
+{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[2.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,-1.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.0,-1.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.0,0.0,-1.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,3.0,0.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,3.0,0.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[2.0,3.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,3.0,-1.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[3.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,3.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[2.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,-1.0],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"}]},"id":"cuboid","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":3,"id":0,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":8,"id":2,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":2,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":15,"id":4,"tolerance":1e-8,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1,"id":5,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":10,"id":6,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":3.0,"lo":0.0}},"halfedge":13,"id":7,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":4,"id":8,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":7,"id":9,"tolerance":1e-8,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":5,"id":10,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":6,"id":11,"tolerance":1e-8,"twin_halfedge":21}],"faces":[{"id":0,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cuboid","entity":"cuboid","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":1.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":1,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cuboid","entity":"cuboid","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":1.00000001,"lo":-1e-8}]}},{"id":2,"key":"left","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cuboid","entity":"cuboid","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":3.00000001,"lo":-1e-8},{"hi":1.00000001,"lo":-1e-8}]}},{"id":3,"key":"right","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cuboid","entity":"cuboid","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":1.00000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}},{"id":4,"key":"front","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cuboid","entity":"cuboid","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":3.00000001,"lo":-1e-8}]}},{"id":5,"key":"back","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cuboid","entity":"cuboid","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":3.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":2,"twin":11,"wire_ref":null},{"edge":5,"face":0,"from":2,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":3,"twin":23,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":16,"wire_ref":null},{"edge":8,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":18,"wire_ref":null},{"edge":10,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":7,"twin":14,"wire_ref":null},{"edge":11,"face":1,"from":7,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":6,"twin":21,"wire_ref":null},{"edge":9,"face":1,"from":6,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":9,"wire_ref":null},{"edge":2,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":4,"twin":19,"wire_ref":null},{"edge":9,"face":2,"from":4,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":6,"twin":7,"wire_ref":null},{"edge":6,"face":2,"from":6,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":2,"twin":20,"wire_ref":null},{"edge":1,"face":2,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":0,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":3,"twin":2,"wire_ref":null},{"edge":7,"face":3,"from":3,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":7,"twin":22,"wire_ref":null},{"edge":10,"face":3,"from":7,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":17,"wire_ref":null},{"edge":0,"face":4,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":1,"twin":3,"wire_ref":null},{"edge":4,"face":4,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":5,"twin":15,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":4,"twin":4,"wire_ref":null},{"edge":2,"face":4,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":0,"twin":8,"wire_ref":null},{"edge":6,"face":5,"from":2,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":6,"twin":10,"wire_ref":null},{"edge":11,"face":5,"from":6,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":7,"twin":6,"wire_ref":null},{"edge":7,"face":5,"from":7,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":3,"twin":13,"wire_ref":null},{"edge":5,"face":5,"from":3,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":2,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[0.0,0.0,0.0],"tolerance":1e-8},{"id":1,"outgoing_halfedge":3,"position":[2.0,0.0,0.0],"tolerance":1e-8},{"id":2,"outgoing_halfedge":1,"position":[0.0,0.0,-1.0],"tolerance":1e-8},{"id":3,"outgoing_halfedge":2,"position":[2.0,0.0,-1.0],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[0.0,3.0,0.0],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[2.0,3.0,0.0],"tolerance":1e-8},{"id":6,"outgoing_halfedge":7,"position":[0.0,3.0,-1.0],"tolerance":1e-8},{"id":7,"outgoing_halfedge":6,"position":[2.0,3.0,-1.0],"tolerance":1e-8}],"wires":[]}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/validity/builder-cuboid.verdict.json b/main/opengeometry/tests/fixtures/cases/validity/builder-cuboid.verdict.json
new file mode 100644
index 0000000..a9d0d8f
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/validity/builder-cuboid.verdict.json
@@ -0,0 +1 @@
+{"valid":true}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/validity/builder-cylinder-with-hole.json b/main/opengeometry/tests/fixtures/cases/validity/builder-cylinder-with-hole.json
new file mode 100644
index 0000000..ae57a75
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/validity/builder-cylinder-with-hole.json
@@ -0,0 +1 @@
+{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":1.0},{"frame":{"origin":[0.0,2.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":1.0},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":0.4},{"frame":{"origin":[0.0,2.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":0.4},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.4,0.0,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.283185307179586,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.283185307179586,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"axis_a":[1.0,0.0],"axis_b":[0.0,-1.0],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[0.4,0.0],"axis_b":[0.0,-0.4],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[1.0,0.0],"axis_b":[0.0,1.0],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[0.4,0.0],"axis_b":[0.0,0.4],"kind":"Conic2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Cylinder","radius":1.0},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Cylinder","radius":0.4},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,2.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"}]},"id":"cylinder-with-hole","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":0,"id":0,"tolerance":1e-8,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":2,"id":1,"tolerance":1e-8,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":4,"id":2,"tolerance":1e-8,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":true,"geometry":{"curve":4,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-8,"twin_halfedge":3},{"chart_seam":true,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":5,"id":5,"tolerance":1e-8,"twin_halfedge":7}],"faces":[{"id":0,"key":"outer","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cylinder-with-hole","entity":"cylinder-with-hole","face":0,"key":"outer"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":6.283185307179586,"lo":0.0},{"hi":2.0,"lo":0.0}]}},{"id":1,"key":"inner","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cylinder-with-hole","entity":"cylinder-with-hole","face":1,"key":"inner"}]},"sense":"Reverse","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":6.283185307179586,"lo":0.0},{"hi":2.0,"lo":0.0}]}},{"id":2,"key":"lower_cap","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cylinder-with-hole","entity":"cylinder-with-hole","face":2,"key":"lower_cap"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[3],"outer":2,"uv_bounds":[{"hi":1.0,"lo":-1.0},{"hi":1.0,"lo":-1.0}]}},{"id":3,"key":"upper_cap","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cylinder-with-hole","entity":"cylinder-with-hole","face":3,"key":"upper_cap"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[5],"outer":4,"uv_bounds":[{"hi":1.0,"lo":-1.0},{"hi":1.0,"lo":-1.0}]}}],"halfedges":[{"edge":0,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":0,"twin":8,"wire_ref":null},{"edge":4,"face":0,"from":0,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":1,"twin":3,"wire_ref":null},{"edge":1,"face":0,"from":1,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":1,"wire_ref":null},{"edge":2,"face":1,"from":2,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":2,"twin":9,"wire_ref":null},{"edge":5,"face":1,"from":2,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":3,"twin":7,"wire_ref":null},{"edge":3,"face":1,"from":3,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":3,"twin":11,"wire_ref":null},{"edge":5,"face":1,"from":3,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":2,"twin":5,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Reverse"},"id":8,"loop_ref":2,"next":8,"prev":8,"to":0,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":2,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Reverse"},"id":9,"loop_ref":3,"next":9,"prev":9,"to":2,"twin":4,"wire_ref":null},{"edge":1,"face":3,"from":1,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Forward"},"id":10,"loop_ref":4,"next":10,"prev":10,"to":1,"twin":2,"wire_ref":null},{"edge":3,"face":3,"from":3,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Forward"},"id":11,"loop_ref":5,"next":11,"prev":11,"to":3,"twin":6,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":2,"id":3,"is_hole":true,"start_halfedge":9},{"face_ref":3,"id":4,"is_hole":false,"start_halfedge":10},{"face_ref":3,"id":5,"is_hole":true,"start_halfedge":11}],"shells":[{"faces":[0,1,2,3],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[1.0,0.0,0.0],"tolerance":1e-8},{"id":1,"outgoing_halfedge":2,"position":[1.0,2.0,0.0],"tolerance":1e-8},{"id":2,"outgoing_halfedge":4,"position":[0.4,0.0,0.0],"tolerance":1e-8},{"id":3,"outgoing_halfedge":6,"position":[0.4,2.0,0.0],"tolerance":1e-8}],"wires":[]}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/validity/builder-cylinder-with-hole.verdict.json b/main/opengeometry/tests/fixtures/cases/validity/builder-cylinder-with-hole.verdict.json
new file mode 100644
index 0000000..a9d0d8f
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/validity/builder-cylinder-with-hole.verdict.json
@@ -0,0 +1 @@
+{"valid":true}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/validity/builder-cylinder.json b/main/opengeometry/tests/fixtures/cases/validity/builder-cylinder.json
new file mode 100644
index 0000000..3a70db5
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/validity/builder-cylinder.json
@@ -0,0 +1 @@
+{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":1.0},{"frame":{"origin":[0.0,2.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":1.0},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.0,0.0,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.283185307179586,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"axis_a":[1.0,0.0],"axis_b":[0.0,-1.0],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[1.0,0.0],"axis_b":[0.0,1.0],"kind":"Conic2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Cylinder","radius":1.0},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,2.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"}]},"id":"cylinder","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":0,"id":0,"tolerance":1e-8,"twin_halfedge":4},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":2,"id":1,"tolerance":1e-8,"twin_halfedge":5},{"chart_seam":true,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1,"id":2,"tolerance":1e-8,"twin_halfedge":3}],"faces":[{"id":0,"key":"lateral","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cylinder","entity":"cylinder","face":0,"key":"lateral"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":6.283185307179586,"lo":0.0},{"hi":2.0,"lo":0.0}]}},{"id":1,"key":"lower_cap","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cylinder","entity":"cylinder","face":1,"key":"lower_cap"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":1.0,"lo":-1.0},{"hi":1.0,"lo":-1.0}]}},{"id":2,"key":"upper_cap","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"cylinder","entity":"cylinder","face":2,"key":"upper_cap"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":1.0,"lo":-1.0},{"hi":1.0,"lo":-1.0}]}}],"halfedges":[{"edge":0,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":0,"from":0,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":1,"twin":3,"wire_ref":null},{"edge":1,"face":0,"from":1,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":5,"wire_ref":null},{"edge":2,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":1,"wire_ref":null},{"edge":0,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":4,"prev":4,"to":0,"twin":0,"wire_ref":null},{"edge":1,"face":2,"from":1,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":2,"next":5,"prev":5,"to":1,"twin":2,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":5}],"shells":[{"faces":[0,1,2],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[1.0,0.0,0.0],"tolerance":1e-8},{"id":1,"outgoing_halfedge":2,"position":[1.0,2.0,0.0],"tolerance":1e-8}],"wires":[]}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/validity/builder-cylinder.verdict.json b/main/opengeometry/tests/fixtures/cases/validity/builder-cylinder.verdict.json
new file mode 100644
index 0000000..a9d0d8f
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/validity/builder-cylinder.verdict.json
@@ -0,0 +1 @@
+{"valid":true}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/validity/builder-frustum.json b/main/opengeometry/tests/fixtures/cases/validity/builder-frustum.json
new file mode 100644
index 0000000..0475f59
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/validity/builder-frustum.json
@@ -0,0 +1 @@
+{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"frame":{"origin":[0.0,2.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Circle","radius":0.4},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Circle","radius":1.0},{"direction":[0.2873478855663454,-0.9578262852211513,0.0],"kind":"Line","origin":[0.4,2.0,0.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,1.3333333333333335]},{"direction":[0.0,0.9578262852211513],"kind":"Line2","origin":[6.283185307179586,1.3333333333333335]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,3.3333333333333335]},{"direction":[0.0,0.9578262852211513],"kind":"Line2","origin":[0.0,1.3333333333333335]},{"axis_a":[0.4,0.0],"axis_b":[0.0,-0.4],"kind":"Conic2","origin":[0.0,0.0]},{"axis_a":[1.0,0.0],"axis_b":[0.0,1.0],"kind":"Conic2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,3.3333333333333335,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Cone","semi_angle":0.2914567944778671},{"frame":{"origin":[0.0,2.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"}]},"id":"frustum","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":0,"id":0,"tolerance":1e-8,"twin_halfedge":4},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":2,"id":1,"tolerance":1e-8,"twin_halfedge":5},{"chart_seam":true,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.08806130178211,"lo":0.0}},"halfedge":1,"id":2,"tolerance":1e-8,"twin_halfedge":3}],"faces":[{"id":0,"key":"lateral","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"frustum","entity":"frustum","face":0,"key":"lateral"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":6.283185307179586,"lo":0.0},{"hi":3.3333333333333335,"lo":1.3333333333333335}]}},{"id":1,"key":"lower_cap","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"frustum","entity":"frustum","face":1,"key":"lower_cap"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":0.4,"lo":-0.4},{"hi":0.4,"lo":-0.4}]}},{"id":2,"key":"upper_cap","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"frustum","entity":"frustum","face":2,"key":"upper_cap"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":1.0,"lo":-1.0},{"hi":1.0,"lo":-1.0}]}}],"halfedges":[{"edge":0,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":0,"from":0,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":1,"twin":3,"wire_ref":null},{"edge":1,"face":0,"from":1,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":5,"wire_ref":null},{"edge":2,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":1,"wire_ref":null},{"edge":0,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":4,"prev":4,"to":0,"twin":0,"wire_ref":null},{"edge":1,"face":2,"from":1,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":2,"next":5,"prev":5,"to":1,"twin":2,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":5}],"shells":[{"faces":[0,1,2],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[0.4,2.0,0.0],"tolerance":1e-8},{"id":1,"outgoing_halfedge":2,"position":[1.0,0.0,0.0],"tolerance":1e-8}],"wires":[]}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/validity/builder-frustum.verdict.json b/main/opengeometry/tests/fixtures/cases/validity/builder-frustum.verdict.json
new file mode 100644
index 0000000..a9d0d8f
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/validity/builder-frustum.verdict.json
@@ -0,0 +1 @@
+{"valid":true}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/validity/builder-linear-extrusion.json b/main/opengeometry/tests/fixtures/cases/validity/builder-linear-extrusion.json
new file mode 100644
index 0000000..cb87916
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/validity/builder-linear-extrusion.json
@@ -0,0 +1 @@
+{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-1.0,0.0,0.5]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[-1.0,2.0,0.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-1.0,0.0,0.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[1.0,0.0,0.5]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[1.0,2.0,0.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.0,0.0,0.5]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[1.0,0.0,-0.5]},{"direction":[-1.0,0.0,0.0],"kind":"Line","origin":[1.0,2.0,-0.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[1.0,0.0,-0.5]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[-1.0,0.0,-0.5]},{"direction":[0.0,0.0,1.0],"kind":"Line","origin":[-1.0,2.0,-0.5]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[-1.0,0.0,-0.5]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[-1.0,-0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,-0.5]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[1.0,0.5]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[-1.0,0.5]},{"direction":[0.0,1.0],"kind":"Line2","origin":[-1.0,-0.5]},{"direction":[-1.0,0.0],"kind":"Line2","origin":[1.0,-0.5]},{"direction":[0.0,-1.0],"kind":"Line2","origin":[1.0,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[-1.0,0.5]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[1.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,2.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,-0.0,1.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[-1.0,0.0,0.5],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[1.0,0.0,0.5],"x":[0.0,0.0,-1.0],"y":[0.0,1.0,0.0],"z":[1.0,-0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[1.0,0.0,-0.5],"x":[-1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"},{"frame":{"origin":[-1.0,0.0,-0.5],"x":[0.0,0.0,1.0],"y":[0.0,1.0,-0.0],"z":[-1.0,0.0,0.0]},"kind":"Plane"}]},"id":"linear-extrusion","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":7,"id":0,"tolerance":1e-8,"twin_halfedge":8},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":10},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":11,"id":2,"tolerance":1e-8,"twin_halfedge":21},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":6,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":1,"id":4,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":9,"id":5,"tolerance":1e-8,"twin_halfedge":15},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":5,"id":6,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":2,"id":7,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":13,"id":8,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":4,"id":9,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":1.0,"lo":0.0}},"halfedge":3,"id":10,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":17,"id":11,"tolerance":1e-8,"twin_halfedge":23}],"faces":[{"id":0,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"linear-extrusion","entity":"linear-extrusion","face":0,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":1.00000001,"lo":-1.00000001},{"hi":0.50000001,"lo":-0.50000001}]}},{"id":1,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"linear-extrusion","entity":"linear-extrusion","face":1,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":1.00000001,"lo":-1.00000001},{"hi":0.50000001,"lo":-0.50000001}]}},{"id":2,"key":"side-0-0","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"linear-extrusion","entity":"linear-extrusion","face":2,"key":"side-0-0"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":3,"key":"side-0-1","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"linear-extrusion","entity":"linear-extrusion","face":3,"key":"side-0-1"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":1.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":4,"key":"side-0-2","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"linear-extrusion","entity":"linear-extrusion","face":4,"key":"side-0-2"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":5,"key":"side-0-3","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"linear-extrusion","entity":"linear-extrusion","face":5,"key":"side-0-3"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":1.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":4,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":5,"twin":10,"wire_ref":null},{"edge":4,"face":0,"from":5,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":6,"twin":14,"wire_ref":null},{"edge":7,"face":0,"from":6,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":7,"twin":18,"wire_ref":null},{"edge":10,"face":0,"from":7,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Forward"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":4,"twin":22,"wire_ref":null},{"edge":9,"face":1,"from":0,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":20,"wire_ref":null},{"edge":6,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":2,"twin":16,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":1,"from":1,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":0,"twin":8,"wire_ref":null},{"edge":0,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":1,"twin":7,"wire_ref":null},{"edge":5,"face":2,"from":1,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":5,"twin":15,"wire_ref":null},{"edge":1,"face":2,"from":5,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":4,"twin":0,"wire_ref":null},{"edge":2,"face":2,"from":4,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":21,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":2,"twin":6,"wire_ref":null},{"edge":8,"face":3,"from":2,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":6,"twin":19,"wire_ref":null},{"edge":4,"face":3,"from":6,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":1,"wire_ref":null},{"edge":5,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":9,"wire_ref":null},{"edge":6,"face":4,"from":2,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":3,"twin":5,"wire_ref":null},{"edge":11,"face":4,"from":3,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":7,"twin":23,"wire_ref":null},{"edge":7,"face":4,"from":7,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":6,"twin":2,"wire_ref":null},{"edge":8,"face":4,"from":6,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":2,"twin":13,"wire_ref":null},{"edge":9,"face":5,"from":3,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":0,"twin":4,"wire_ref":null},{"edge":2,"face":5,"from":0,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":4,"twin":11,"wire_ref":null},{"edge":10,"face":5,"from":4,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":7,"twin":3,"wire_ref":null},{"edge":11,"face":5,"from":7,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":3,"twin":17,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":4,"position":[-1.0,0.0,0.5],"tolerance":1e-8},{"id":1,"outgoing_halfedge":7,"position":[1.0,0.0,0.5],"tolerance":1e-8},{"id":2,"outgoing_halfedge":6,"position":[1.0,0.0,-0.5],"tolerance":1e-8},{"id":3,"outgoing_halfedge":5,"position":[-1.0,0.0,-0.5],"tolerance":1e-8},{"id":4,"outgoing_halfedge":0,"position":[-1.0,2.0,0.5],"tolerance":1e-8},{"id":5,"outgoing_halfedge":1,"position":[1.0,2.0,0.5],"tolerance":1e-8},{"id":6,"outgoing_halfedge":2,"position":[1.0,2.0,-0.5],"tolerance":1e-8},{"id":7,"outgoing_halfedge":3,"position":[-1.0,2.0,-0.5],"tolerance":1e-8}],"wires":[]}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/validity/builder-linear-extrusion.verdict.json b/main/opengeometry/tests/fixtures/cases/validity/builder-linear-extrusion.verdict.json
new file mode 100644
index 0000000..a9d0d8f
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/validity/builder-linear-extrusion.verdict.json
@@ -0,0 +1 @@
+{"valid":true}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/validity/builder-sphere-cut.json b/main/opengeometry/tests/fixtures/cases/validity/builder-sphere-cut.json
new file mode 100644
index 0000000..f1ea21f
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/validity/builder-sphere-cut.json
@@ -0,0 +1 @@
+{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Circle","radius":2.0},{"frame":{"origin":[0.7,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Circle","radius":1.0}],"intersections":[],"pcurves":[{"direction":[6.283185307179586,0.0],"kind":"Line2","origin":[0.0,-1.5707963267948966]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.283185307179586,0.0]},{"direction":[-6.283185307179586,0.0],"kind":"Line2","origin":[6.283185307179586,1.5707963267948966]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[6.283185307179586,0.0],"kind":"Line2","origin":[0.0,-1.5707963267948966]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.283185307179586,0.0]},{"direction":[-6.283185307179586,0.0],"kind":"Line2","origin":[6.283185307179586,1.5707963267948966]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Sphere","radius":2.0},{"frame":{"origin":[0.7,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Sphere","radius":1.0}]},"id":"sphere-cut","quality":{"kind":"Analytic"},"revision":1,"schema_version":2,"solids":[{"cavity_shells":[1],"outer_shell":0}],"topology":{"edges":[{"chart_seam":true,"geometry":{"kind":"Collapsed","vertex":0},"halfedge":0,"id":0,"tolerance":1e-8,"twin_halfedge":null},{"chart_seam":true,"geometry":{"kind":"Collapsed","vertex":1},"halfedge":2,"id":1,"tolerance":1e-8,"twin_halfedge":null},{"chart_seam":true,"geometry":{"curve":0,"kind":"Curve","range":{"hi":1.5707963267948966,"lo":-1.5707963267948966}},"halfedge":1,"id":2,"tolerance":1e-8,"twin_halfedge":3},{"chart_seam":true,"geometry":{"kind":"Collapsed","vertex":2},"halfedge":4,"id":3,"tolerance":1e-8,"twin_halfedge":null},{"chart_seam":true,"geometry":{"kind":"Collapsed","vertex":3},"halfedge":6,"id":4,"tolerance":1e-8,"twin_halfedge":null},{"chart_seam":true,"geometry":{"curve":1,"kind":"Curve","range":{"hi":1.5707963267948966,"lo":-1.5707963267948966}},"halfedge":5,"id":5,"tolerance":1e-8,"twin_halfedge":7}],"faces":[{"id":0,"key":"0:skin","provenance":{"reversed":false,"role":"Preserved","sources":[{"body":"sphere-host","entity":"sphere-host","face":0,"key":"skin"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":6.283185307179586,"lo":0.0},{"hi":1.5707963267948966,"lo":-1.5707963267948966}]}},{"id":1,"key":"1:skin","provenance":{"reversed":true,"role":"Cut","sources":[{"body":"sphere-cutter","entity":"sphere-cutter","face":0,"key":"skin"}]},"sense":"Reverse","shell_ref":1,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":6.283185307179586,"lo":0.0},{"hi":1.5707963267948966,"lo":-1.5707963267948966}]}}],"halfedges":[{"edge":0,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":0,"twin":null,"wire_ref":null},{"edge":2,"face":0,"from":0,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":1,"twin":3,"wire_ref":null},{"edge":1,"face":0,"from":1,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":null,"wire_ref":null},{"edge":2,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":1,"wire_ref":null},{"edge":3,"face":1,"from":2,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Reverse"},"id":4,"loop_ref":1,"next":7,"prev":5,"to":2,"twin":null,"wire_ref":null},{"edge":5,"face":1,"from":3,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Reverse"},"id":5,"loop_ref":1,"next":4,"prev":6,"to":2,"twin":7,"wire_ref":null},{"edge":4,"face":1,"from":3,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":5,"prev":7,"to":3,"twin":null,"wire_ref":null},{"edge":5,"face":1,"from":2,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Forward"},"id":7,"loop_ref":1,"next":6,"prev":4,"to":3,"twin":5,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4}],"shells":[{"faces":[0],"id":0,"is_closed":true},{"faces":[1],"id":1,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[0.0,-2.0,0.0],"tolerance":1e-8},{"id":1,"outgoing_halfedge":2,"position":[0.0,2.0,0.0],"tolerance":1e-8},{"id":2,"outgoing_halfedge":4,"position":[0.7,-1.0,0.0],"tolerance":1e-8},{"id":3,"outgoing_halfedge":5,"position":[0.7,1.0,0.0],"tolerance":1e-8}],"wires":[]}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/validity/builder-sphere-cut.verdict.json b/main/opengeometry/tests/fixtures/cases/validity/builder-sphere-cut.verdict.json
new file mode 100644
index 0000000..a9d0d8f
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/validity/builder-sphere-cut.verdict.json
@@ -0,0 +1 @@
+{"valid":true}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/validity/builder-sphere.json b/main/opengeometry/tests/fixtures/cases/validity/builder-sphere.json
new file mode 100644
index 0000000..c25c2fb
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/validity/builder-sphere.json
@@ -0,0 +1 @@
+{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Circle","radius":1.0}],"intersections":[],"pcurves":[{"direction":[6.283185307179586,0.0],"kind":"Line2","origin":[0.0,-1.5707963267948966]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.283185307179586,0.0]},{"direction":[-6.283185307179586,0.0],"kind":"Line2","origin":[6.283185307179586,1.5707963267948966]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Sphere","radius":1.0}]},"id":"sphere","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":true,"geometry":{"kind":"Collapsed","vertex":0},"halfedge":0,"id":0,"tolerance":1e-8,"twin_halfedge":null},{"chart_seam":true,"geometry":{"kind":"Collapsed","vertex":1},"halfedge":2,"id":1,"tolerance":1e-8,"twin_halfedge":null},{"chart_seam":true,"geometry":{"curve":0,"kind":"Curve","range":{"hi":1.5707963267948966,"lo":-1.5707963267948966}},"halfedge":1,"id":2,"tolerance":1e-8,"twin_halfedge":3}],"faces":[{"id":0,"key":"skin","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"sphere","entity":"sphere","face":0,"key":"skin"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":6.283185307179586,"lo":0.0},{"hi":1.5707963267948966,"lo":-1.5707963267948966}]}}],"halfedges":[{"edge":0,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":0,"twin":null,"wire_ref":null},{"edge":2,"face":0,"from":0,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":1,"twin":3,"wire_ref":null},{"edge":1,"face":0,"from":1,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Forward"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":null,"wire_ref":null},{"edge":2,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0}],"shells":[{"faces":[0],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[0.0,-1.0,0.0],"tolerance":1e-8},{"id":1,"outgoing_halfedge":2,"position":[0.0,1.0,0.0],"tolerance":1e-8}],"wires":[]}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/validity/builder-sphere.verdict.json b/main/opengeometry/tests/fixtures/cases/validity/builder-sphere.verdict.json
new file mode 100644
index 0000000..a9d0d8f
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/validity/builder-sphere.verdict.json
@@ -0,0 +1 @@
+{"valid":true}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/validity/builder-torus.json b/main/opengeometry/tests/fixtures/cases/validity/builder-torus.json
new file mode 100644
index 0000000..5de6bdc
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/validity/builder-torus.json
@@ -0,0 +1 @@
+{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":2.5},{"frame":{"origin":[2.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Circle","radius":0.5}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[6.283185307179586,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,6.283185307179586]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Torus","major_radius":2.0,"minor_radius":0.5}]},"id":"torus","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":true,"geometry":{"curve":0,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":0,"id":0,"tolerance":1e-8,"twin_halfedge":2},{"chart_seam":true,"geometry":{"curve":1,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":1,"id":1,"tolerance":1e-8,"twin_halfedge":3}],"faces":[{"id":0,"key":"skin","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"torus","entity":"torus","face":0,"key":"skin"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":6.283185307179586,"lo":0.0},{"hi":6.283185307179586,"lo":0.0}]}}],"halfedges":[{"edge":0,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":0,"twin":2,"wire_ref":null},{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":0,"twin":3,"wire_ref":null},{"edge":0,"face":0,"from":0,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":0,"twin":0,"wire_ref":null},{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0}],"shells":[{"faces":[0],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[2.5,0.0,0.0],"tolerance":1e-8}],"wires":[]}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/validity/builder-torus.verdict.json b/main/opengeometry/tests/fixtures/cases/validity/builder-torus.verdict.json
new file mode 100644
index 0000000..a9d0d8f
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/validity/builder-torus.verdict.json
@@ -0,0 +1 @@
+{"valid":true}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/validity/circle.json b/main/opengeometry/tests/fixtures/cases/validity/circle.json
new file mode 100644
index 0000000..5ba6be9
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/validity/circle.json
@@ -0,0 +1 @@
+{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":1.0}],"intersections":[],"pcurves":[],"surfaces":[]},"id":"validity-circle","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":0,"id":0,"tolerance":1e-8,"twin_halfedge":null}],"faces":[],"halfedges":[{"edge":0,"face":null,"from":0,"geometry_use":{"pcurve":null,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":null,"next":0,"prev":0,"to":0,"twin":null,"wire_ref":0}],"loops":[],"shells":[],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[1.0,0.0,0.0],"tolerance":1e-8}],"wires":[{"id":0,"is_closed":true,"start_halfedge":0}]}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/validity/circle.verdict.json b/main/opengeometry/tests/fixtures/cases/validity/circle.verdict.json
new file mode 100644
index 0000000..a9d0d8f
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/validity/circle.verdict.json
@@ -0,0 +1 @@
+{"valid":true}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/validity/closed-wire-cycle.json b/main/opengeometry/tests/fixtures/cases/validity/closed-wire-cycle.json
new file mode 100644
index 0000000..15376ac
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/validity/closed-wire-cycle.json
@@ -0,0 +1 @@
+{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":1.0}],"intersections":[],"pcurves":[],"surfaces":[]},"id":"validity-circle","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":0,"id":0,"tolerance":1e-8,"twin_halfedge":null}],"faces":[],"halfedges":[{"edge":0,"face":null,"from":0,"geometry_use":{"pcurve":null,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":null,"next":0,"prev":0,"to":0,"twin":null,"wire_ref":0}],"loops":[],"shells":[],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[1.0,0.0,0.0],"tolerance":1e-8}],"wires":[{"id":0,"is_closed":false,"start_halfedge":0}]}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/validity/closed-wire-cycle.verdict.json b/main/opengeometry/tests/fixtures/cases/validity/closed-wire-cycle.verdict.json
new file mode 100644
index 0000000..88c7c2a
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/validity/closed-wire-cycle.verdict.json
@@ -0,0 +1 @@
+{"error":{"InvalidTopology":"open wire forms a cycle"},"valid":false}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/validity/cuboid.json b/main/opengeometry/tests/fixtures/cases/validity/cuboid.json
new file mode 100644
index 0000000..5e03ced
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/validity/cuboid.json
@@ -0,0 +1 @@
+{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[2.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,-2.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.0,-2.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.0,0.0,-2.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,2.0,0.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,2.0,0.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[2.0,2.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,2.0,-2.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,2.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[2.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,-2.0],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"}]},"id":"validity-cuboid","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":3,"id":0,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":8,"id":2,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":2,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":15,"id":4,"tolerance":1e-8,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1,"id":5,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":10,"id":6,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":13,"id":7,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":4,"id":8,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":7,"id":9,"tolerance":1e-8,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":5,"id":10,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":6,"id":11,"tolerance":1e-8,"twin_halfedge":21}],"faces":[{"id":0,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"validity-cuboid","entity":"validity-cuboid","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":1,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"validity-cuboid","entity":"validity-cuboid","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":2,"key":"left","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"validity-cuboid","entity":"validity-cuboid","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":3,"key":"right","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"validity-cuboid","entity":"validity-cuboid","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":4,"key":"front","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"validity-cuboid","entity":"validity-cuboid","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":5,"key":"back","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"validity-cuboid","entity":"validity-cuboid","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":2,"twin":11,"wire_ref":null},{"edge":5,"face":0,"from":2,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":3,"twin":23,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":16,"wire_ref":null},{"edge":8,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":18,"wire_ref":null},{"edge":10,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":7,"twin":14,"wire_ref":null},{"edge":11,"face":1,"from":7,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":6,"twin":21,"wire_ref":null},{"edge":9,"face":1,"from":6,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":9,"wire_ref":null},{"edge":2,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":4,"twin":19,"wire_ref":null},{"edge":9,"face":2,"from":4,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":6,"twin":7,"wire_ref":null},{"edge":6,"face":2,"from":6,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":2,"twin":20,"wire_ref":null},{"edge":1,"face":2,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":0,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":3,"twin":2,"wire_ref":null},{"edge":7,"face":3,"from":3,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":7,"twin":22,"wire_ref":null},{"edge":10,"face":3,"from":7,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":17,"wire_ref":null},{"edge":0,"face":4,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":1,"twin":3,"wire_ref":null},{"edge":4,"face":4,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":5,"twin":15,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":4,"twin":4,"wire_ref":null},{"edge":2,"face":4,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":0,"twin":8,"wire_ref":null},{"edge":6,"face":5,"from":2,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":6,"twin":10,"wire_ref":null},{"edge":11,"face":5,"from":6,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":7,"twin":6,"wire_ref":null},{"edge":7,"face":5,"from":7,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":3,"twin":13,"wire_ref":null},{"edge":5,"face":5,"from":3,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":2,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[0.0,0.0,0.0],"tolerance":1e-8},{"id":1,"outgoing_halfedge":3,"position":[2.0,0.0,0.0],"tolerance":1e-8},{"id":2,"outgoing_halfedge":1,"position":[0.0,0.0,-2.0],"tolerance":1e-8},{"id":3,"outgoing_halfedge":2,"position":[2.0,0.0,-2.0],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[0.0,2.0,0.0],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[2.0,2.0,0.0],"tolerance":1e-8},{"id":6,"outgoing_halfedge":7,"position":[0.0,2.0,-2.0],"tolerance":1e-8},{"id":7,"outgoing_halfedge":6,"position":[2.0,2.0,-2.0],"tolerance":1e-8}],"wires":[]}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/validity/cuboid.verdict.json b/main/opengeometry/tests/fixtures/cases/validity/cuboid.verdict.json
new file mode 100644
index 0000000..a9d0d8f
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/validity/cuboid.verdict.json
@@ -0,0 +1 @@
+{"valid":true}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/validity/dense-ids.json b/main/opengeometry/tests/fixtures/cases/validity/dense-ids.json
new file mode 100644
index 0000000..95799c5
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/validity/dense-ids.json
@@ -0,0 +1 @@
+{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[2.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,-2.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.0,-2.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.0,0.0,-2.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,2.0,0.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,2.0,0.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[2.0,2.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,2.0,-2.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,2.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[2.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,-2.0],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"}]},"id":"validity-cuboid","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":3,"id":0,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":8,"id":2,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":2,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":15,"id":4,"tolerance":1e-8,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1,"id":5,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":10,"id":6,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":13,"id":7,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":4,"id":8,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":7,"id":9,"tolerance":1e-8,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":5,"id":10,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":6,"id":11,"tolerance":1e-8,"twin_halfedge":21}],"faces":[{"id":0,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"validity-cuboid","entity":"validity-cuboid","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":1,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"validity-cuboid","entity":"validity-cuboid","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":2,"key":"left","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"validity-cuboid","entity":"validity-cuboid","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":3,"key":"right","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"validity-cuboid","entity":"validity-cuboid","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":4,"key":"front","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"validity-cuboid","entity":"validity-cuboid","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":5,"key":"back","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"validity-cuboid","entity":"validity-cuboid","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":2,"twin":11,"wire_ref":null},{"edge":5,"face":0,"from":2,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":3,"twin":23,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":16,"wire_ref":null},{"edge":8,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":18,"wire_ref":null},{"edge":10,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":7,"twin":14,"wire_ref":null},{"edge":11,"face":1,"from":7,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":6,"twin":21,"wire_ref":null},{"edge":9,"face":1,"from":6,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":9,"wire_ref":null},{"edge":2,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":4,"twin":19,"wire_ref":null},{"edge":9,"face":2,"from":4,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":6,"twin":7,"wire_ref":null},{"edge":6,"face":2,"from":6,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":2,"twin":20,"wire_ref":null},{"edge":1,"face":2,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":0,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":3,"twin":2,"wire_ref":null},{"edge":7,"face":3,"from":3,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":7,"twin":22,"wire_ref":null},{"edge":10,"face":3,"from":7,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":17,"wire_ref":null},{"edge":0,"face":4,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":1,"twin":3,"wire_ref":null},{"edge":4,"face":4,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":5,"twin":15,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":4,"twin":4,"wire_ref":null},{"edge":2,"face":4,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":0,"twin":8,"wire_ref":null},{"edge":6,"face":5,"from":2,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":6,"twin":10,"wire_ref":null},{"edge":11,"face":5,"from":6,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":7,"twin":6,"wire_ref":null},{"edge":7,"face":5,"from":7,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":3,"twin":13,"wire_ref":null},{"edge":5,"face":5,"from":3,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":2,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":9,"outgoing_halfedge":0,"position":[0.0,0.0,0.0],"tolerance":1e-8},{"id":1,"outgoing_halfedge":3,"position":[2.0,0.0,0.0],"tolerance":1e-8},{"id":2,"outgoing_halfedge":1,"position":[0.0,0.0,-2.0],"tolerance":1e-8},{"id":3,"outgoing_halfedge":2,"position":[2.0,0.0,-2.0],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[0.0,2.0,0.0],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[2.0,2.0,0.0],"tolerance":1e-8},{"id":6,"outgoing_halfedge":7,"position":[0.0,2.0,-2.0],"tolerance":1e-8},{"id":7,"outgoing_halfedge":6,"position":[2.0,2.0,-2.0],"tolerance":1e-8}],"wires":[]}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/validity/dense-ids.verdict.json b/main/opengeometry/tests/fixtures/cases/validity/dense-ids.verdict.json
new file mode 100644
index 0000000..2b86d20
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/validity/dense-ids.verdict.json
@@ -0,0 +1 @@
+{"error":{"InvalidTopology":"vertex IDs must be dense"},"valid":false}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/validity/face-pcurve.json b/main/opengeometry/tests/fixtures/cases/validity/face-pcurve.json
new file mode 100644
index 0000000..e673443
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/validity/face-pcurve.json
@@ -0,0 +1 @@
+{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[2.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,-2.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.0,-2.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.0,0.0,-2.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,2.0,0.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,2.0,0.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[2.0,2.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,2.0,-2.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,2.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[2.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,-2.0],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"}]},"id":"validity-cuboid","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":3,"id":0,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":8,"id":2,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":2,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":15,"id":4,"tolerance":1e-8,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1,"id":5,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":10,"id":6,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":13,"id":7,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":4,"id":8,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":7,"id":9,"tolerance":1e-8,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":5,"id":10,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":6,"id":11,"tolerance":1e-8,"twin_halfedge":21}],"faces":[{"id":0,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"validity-cuboid","entity":"validity-cuboid","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":1,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"validity-cuboid","entity":"validity-cuboid","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":2,"key":"left","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"validity-cuboid","entity":"validity-cuboid","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":3,"key":"right","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"validity-cuboid","entity":"validity-cuboid","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":4,"key":"front","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"validity-cuboid","entity":"validity-cuboid","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":5,"key":"back","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"validity-cuboid","entity":"validity-cuboid","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":null,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":2,"twin":11,"wire_ref":null},{"edge":5,"face":0,"from":2,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":3,"twin":23,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":16,"wire_ref":null},{"edge":8,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":18,"wire_ref":null},{"edge":10,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":7,"twin":14,"wire_ref":null},{"edge":11,"face":1,"from":7,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":6,"twin":21,"wire_ref":null},{"edge":9,"face":1,"from":6,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":9,"wire_ref":null},{"edge":2,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":4,"twin":19,"wire_ref":null},{"edge":9,"face":2,"from":4,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":6,"twin":7,"wire_ref":null},{"edge":6,"face":2,"from":6,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":2,"twin":20,"wire_ref":null},{"edge":1,"face":2,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":0,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":3,"twin":2,"wire_ref":null},{"edge":7,"face":3,"from":3,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":7,"twin":22,"wire_ref":null},{"edge":10,"face":3,"from":7,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":17,"wire_ref":null},{"edge":0,"face":4,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":1,"twin":3,"wire_ref":null},{"edge":4,"face":4,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":5,"twin":15,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":4,"twin":4,"wire_ref":null},{"edge":2,"face":4,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":0,"twin":8,"wire_ref":null},{"edge":6,"face":5,"from":2,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":6,"twin":10,"wire_ref":null},{"edge":11,"face":5,"from":6,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":7,"twin":6,"wire_ref":null},{"edge":7,"face":5,"from":7,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":3,"twin":13,"wire_ref":null},{"edge":5,"face":5,"from":3,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":2,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[0.0,0.0,0.0],"tolerance":1e-8},{"id":1,"outgoing_halfedge":3,"position":[2.0,0.0,0.0],"tolerance":1e-8},{"id":2,"outgoing_halfedge":1,"position":[0.0,0.0,-2.0],"tolerance":1e-8},{"id":3,"outgoing_halfedge":2,"position":[2.0,0.0,-2.0],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[0.0,2.0,0.0],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[2.0,2.0,0.0],"tolerance":1e-8},{"id":6,"outgoing_halfedge":7,"position":[0.0,2.0,-2.0],"tolerance":1e-8},{"id":7,"outgoing_halfedge":6,"position":[2.0,2.0,-2.0],"tolerance":1e-8}],"wires":[]}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/validity/face-pcurve.verdict.json b/main/opengeometry/tests/fixtures/cases/validity/face-pcurve.verdict.json
new file mode 100644
index 0000000..f51979e
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/validity/face-pcurve.verdict.json
@@ -0,0 +1 @@
+{"error":{"InvalidTopology":"face halfedge has no pcurve"},"valid":false}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/validity/loop-membership.json b/main/opengeometry/tests/fixtures/cases/validity/loop-membership.json
new file mode 100644
index 0000000..2b11f8c
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/validity/loop-membership.json
@@ -0,0 +1 @@
+{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[2.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,-2.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.0,-2.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.0,0.0,-2.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,2.0,0.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,2.0,0.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[2.0,2.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,2.0,-2.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,2.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[2.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,-2.0],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"}]},"id":"validity-cuboid","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":3,"id":0,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":8,"id":2,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":2,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":15,"id":4,"tolerance":1e-8,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1,"id":5,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":10,"id":6,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":13,"id":7,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":4,"id":8,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":7,"id":9,"tolerance":1e-8,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":5,"id":10,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":6,"id":11,"tolerance":1e-8,"twin_halfedge":21}],"faces":[{"id":0,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"validity-cuboid","entity":"validity-cuboid","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":1,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"validity-cuboid","entity":"validity-cuboid","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":2,"key":"left","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"validity-cuboid","entity":"validity-cuboid","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":3,"key":"right","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"validity-cuboid","entity":"validity-cuboid","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":4,"key":"front","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"validity-cuboid","entity":"validity-cuboid","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":5,"key":"back","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"validity-cuboid","entity":"validity-cuboid","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":null,"next":1,"prev":3,"to":2,"twin":11,"wire_ref":null},{"edge":5,"face":0,"from":2,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":3,"twin":23,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":16,"wire_ref":null},{"edge":8,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":18,"wire_ref":null},{"edge":10,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":7,"twin":14,"wire_ref":null},{"edge":11,"face":1,"from":7,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":6,"twin":21,"wire_ref":null},{"edge":9,"face":1,"from":6,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":9,"wire_ref":null},{"edge":2,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":4,"twin":19,"wire_ref":null},{"edge":9,"face":2,"from":4,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":6,"twin":7,"wire_ref":null},{"edge":6,"face":2,"from":6,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":2,"twin":20,"wire_ref":null},{"edge":1,"face":2,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":0,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":3,"twin":2,"wire_ref":null},{"edge":7,"face":3,"from":3,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":7,"twin":22,"wire_ref":null},{"edge":10,"face":3,"from":7,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":17,"wire_ref":null},{"edge":0,"face":4,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":1,"twin":3,"wire_ref":null},{"edge":4,"face":4,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":5,"twin":15,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":4,"twin":4,"wire_ref":null},{"edge":2,"face":4,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":0,"twin":8,"wire_ref":null},{"edge":6,"face":5,"from":2,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":6,"twin":10,"wire_ref":null},{"edge":11,"face":5,"from":6,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":7,"twin":6,"wire_ref":null},{"edge":7,"face":5,"from":7,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":3,"twin":13,"wire_ref":null},{"edge":5,"face":5,"from":3,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":2,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[0.0,0.0,0.0],"tolerance":1e-8},{"id":1,"outgoing_halfedge":3,"position":[2.0,0.0,0.0],"tolerance":1e-8},{"id":2,"outgoing_halfedge":1,"position":[0.0,0.0,-2.0],"tolerance":1e-8},{"id":3,"outgoing_halfedge":2,"position":[2.0,0.0,-2.0],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[0.0,2.0,0.0],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[2.0,2.0,0.0],"tolerance":1e-8},{"id":6,"outgoing_halfedge":7,"position":[0.0,2.0,-2.0],"tolerance":1e-8},{"id":7,"outgoing_halfedge":6,"position":[2.0,2.0,-2.0],"tolerance":1e-8}],"wires":[]}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/validity/loop-membership.verdict.json b/main/opengeometry/tests/fixtures/cases/validity/loop-membership.verdict.json
new file mode 100644
index 0000000..bf4a1a2
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/validity/loop-membership.verdict.json
@@ -0,0 +1 @@
+{"error":{"InvalidTopology":"inconsistent next link"},"valid":false}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/validity/next-prev.json b/main/opengeometry/tests/fixtures/cases/validity/next-prev.json
new file mode 100644
index 0000000..a764667
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/validity/next-prev.json
@@ -0,0 +1 @@
+{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[2.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,-2.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.0,-2.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.0,0.0,-2.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,2.0,0.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,2.0,0.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[2.0,2.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,2.0,-2.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,2.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[2.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,-2.0],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"}]},"id":"validity-cuboid","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":3,"id":0,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":8,"id":2,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":2,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":15,"id":4,"tolerance":1e-8,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1,"id":5,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":10,"id":6,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":13,"id":7,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":4,"id":8,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":7,"id":9,"tolerance":1e-8,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":5,"id":10,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":6,"id":11,"tolerance":1e-8,"twin_halfedge":21}],"faces":[{"id":0,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"validity-cuboid","entity":"validity-cuboid","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":1,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"validity-cuboid","entity":"validity-cuboid","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":2,"key":"left","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"validity-cuboid","entity":"validity-cuboid","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":3,"key":"right","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"validity-cuboid","entity":"validity-cuboid","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":4,"key":"front","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"validity-cuboid","entity":"validity-cuboid","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":5,"key":"back","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"validity-cuboid","entity":"validity-cuboid","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":null,"prev":3,"to":2,"twin":11,"wire_ref":null},{"edge":5,"face":0,"from":2,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":3,"twin":23,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":16,"wire_ref":null},{"edge":8,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":18,"wire_ref":null},{"edge":10,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":7,"twin":14,"wire_ref":null},{"edge":11,"face":1,"from":7,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":6,"twin":21,"wire_ref":null},{"edge":9,"face":1,"from":6,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":9,"wire_ref":null},{"edge":2,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":4,"twin":19,"wire_ref":null},{"edge":9,"face":2,"from":4,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":6,"twin":7,"wire_ref":null},{"edge":6,"face":2,"from":6,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":2,"twin":20,"wire_ref":null},{"edge":1,"face":2,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":0,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":3,"twin":2,"wire_ref":null},{"edge":7,"face":3,"from":3,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":7,"twin":22,"wire_ref":null},{"edge":10,"face":3,"from":7,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":17,"wire_ref":null},{"edge":0,"face":4,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":1,"twin":3,"wire_ref":null},{"edge":4,"face":4,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":5,"twin":15,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":4,"twin":4,"wire_ref":null},{"edge":2,"face":4,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":0,"twin":8,"wire_ref":null},{"edge":6,"face":5,"from":2,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":6,"twin":10,"wire_ref":null},{"edge":11,"face":5,"from":6,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":7,"twin":6,"wire_ref":null},{"edge":7,"face":5,"from":7,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":3,"twin":13,"wire_ref":null},{"edge":5,"face":5,"from":3,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":2,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[0.0,0.0,0.0],"tolerance":1e-8},{"id":1,"outgoing_halfedge":3,"position":[2.0,0.0,0.0],"tolerance":1e-8},{"id":2,"outgoing_halfedge":1,"position":[0.0,0.0,-2.0],"tolerance":1e-8},{"id":3,"outgoing_halfedge":2,"position":[2.0,0.0,-2.0],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[0.0,2.0,0.0],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[2.0,2.0,0.0],"tolerance":1e-8},{"id":6,"outgoing_halfedge":7,"position":[0.0,2.0,-2.0],"tolerance":1e-8},{"id":7,"outgoing_halfedge":6,"position":[2.0,2.0,-2.0],"tolerance":1e-8}],"wires":[]}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/validity/next-prev.verdict.json b/main/opengeometry/tests/fixtures/cases/validity/next-prev.verdict.json
new file mode 100644
index 0000000..e9b1129
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/validity/next-prev.verdict.json
@@ -0,0 +1 @@
+{"error":{"InvalidTopology":"face halfedge has incomplete loop links"},"valid":false}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/validity/open-wire-end.json b/main/opengeometry/tests/fixtures/cases/validity/open-wire-end.json
new file mode 100644
index 0000000..dfad342
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/validity/open-wire-end.json
@@ -0,0 +1 @@
+{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":1.0}],"intersections":[],"pcurves":[],"surfaces":[]},"id":"validity-arc","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":3.141592653589793,"lo":0.0}},"halfedge":0,"id":0,"tolerance":1e-8,"twin_halfedge":null}],"faces":[],"halfedges":[{"edge":0,"face":null,"from":0,"geometry_use":{"pcurve":null,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":null,"next":null,"prev":null,"to":1,"twin":null,"wire_ref":0}],"loops":[],"shells":[],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[1.0,0.0,0.0],"tolerance":1e-8},{"id":1,"outgoing_halfedge":null,"position":[-1.0,0.0,-1.2246467991473532e-16],"tolerance":1e-8}],"wires":[{"id":0,"is_closed":true,"start_halfedge":0}]}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/validity/open-wire-end.verdict.json b/main/opengeometry/tests/fixtures/cases/validity/open-wire-end.verdict.json
new file mode 100644
index 0000000..1ae22e1
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/validity/open-wire-end.verdict.json
@@ -0,0 +1 @@
+{"error":{"InvalidTopology":"closed wire is open"},"valid":false}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/validity/twin-symmetry.json b/main/opengeometry/tests/fixtures/cases/validity/twin-symmetry.json
new file mode 100644
index 0000000..d95d5e9
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/validity/twin-symmetry.json
@@ -0,0 +1 @@
+{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.0,0.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[2.0,0.0,0.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.0,0.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,0.0,-2.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[0.0,0.0,-2.0]},{"direction":[0.0,1.0,0.0],"kind":"Line","origin":[2.0,0.0,-2.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,2.0,0.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[0.0,2.0,0.0]},{"direction":[0.0,0.0,-1.0],"kind":"Line","origin":[2.0,2.0,0.0]},{"direction":[1.0,0.0,0.0],"kind":"Line","origin":[0.0,2.0,-2.0]}],"intersections":[],"pcurves":[{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,0.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[2.0,0.0]},{"direction":[1.0,0.0],"kind":"Line2","origin":[0.0,2.0]},{"direction":[0.0,1.0],"kind":"Line2","origin":[0.0,0.0]}],"surfaces":[{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[1.0,-0.0,0.0],"z":[-0.0,-1.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,2.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[0.0,1.0,0.0],"y":[0.0,0.0,-1.0],"z":[-1.0,-0.0,-0.0]},"kind":"Plane"},{"frame":{"origin":[2.0,0.0,0.0],"x":[0.0,0.0,-1.0],"y":[-0.0,1.0,0.0],"z":[1.0,0.0,0.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[-0.0,1.0,0.0],"z":[-0.0,-0.0,1.0]},"kind":"Plane"},{"frame":{"origin":[0.0,0.0,-2.0],"x":[0.0,1.0,0.0],"y":[1.0,-0.0,0.0],"z":[0.0,0.0,-1.0]},"kind":"Plane"}]},"id":"validity-cuboid","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[{"cavity_shells":[],"outer_shell":0}],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":3,"id":0,"tolerance":1e-8,"twin_halfedge":16},{"chart_seam":false,"geometry":{"curve":1,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":0,"id":1,"tolerance":1e-8,"twin_halfedge":11},{"chart_seam":false,"geometry":{"curve":2,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":8,"id":2,"tolerance":1e-8,"twin_halfedge":19},{"chart_seam":false,"geometry":{"curve":3,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":2,"id":3,"tolerance":1e-8,"twin_halfedge":12},{"chart_seam":false,"geometry":{"curve":4,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":15,"id":4,"tolerance":1e-8,"twin_halfedge":17},{"chart_seam":false,"geometry":{"curve":5,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":1,"id":5,"tolerance":1e-8,"twin_halfedge":23},{"chart_seam":false,"geometry":{"curve":6,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":10,"id":6,"tolerance":1e-8,"twin_halfedge":20},{"chart_seam":false,"geometry":{"curve":7,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":13,"id":7,"tolerance":1e-8,"twin_halfedge":22},{"chart_seam":false,"geometry":{"curve":8,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":4,"id":8,"tolerance":1e-8,"twin_halfedge":18},{"chart_seam":false,"geometry":{"curve":9,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":7,"id":9,"tolerance":1e-8,"twin_halfedge":9},{"chart_seam":false,"geometry":{"curve":10,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":5,"id":10,"tolerance":1e-8,"twin_halfedge":14},{"chart_seam":false,"geometry":{"curve":11,"kind":"Curve","range":{"hi":2.0,"lo":0.0}},"halfedge":6,"id":11,"tolerance":1e-8,"twin_halfedge":21}],"faces":[{"id":0,"key":"bottom","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"validity-cuboid","entity":"validity-cuboid","face":0,"key":"bottom"}]},"sense":"Forward","shell_ref":0,"surface":0,"trim":{"chart":0,"holes":[],"outer":0,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":1,"key":"top","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"validity-cuboid","entity":"validity-cuboid","face":1,"key":"top"}]},"sense":"Forward","shell_ref":0,"surface":1,"trim":{"chart":0,"holes":[],"outer":1,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":2,"key":"left","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"validity-cuboid","entity":"validity-cuboid","face":2,"key":"left"}]},"sense":"Forward","shell_ref":0,"surface":2,"trim":{"chart":0,"holes":[],"outer":2,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":3,"key":"right","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"validity-cuboid","entity":"validity-cuboid","face":3,"key":"right"}]},"sense":"Forward","shell_ref":0,"surface":3,"trim":{"chart":0,"holes":[],"outer":3,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":4,"key":"front","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"validity-cuboid","entity":"validity-cuboid","face":4,"key":"front"}]},"sense":"Forward","shell_ref":0,"surface":4,"trim":{"chart":0,"holes":[],"outer":4,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}},{"id":5,"key":"back","provenance":{"reversed":false,"role":"Authored","sources":[{"body":"validity-cuboid","entity":"validity-cuboid","face":5,"key":"back"}]},"sense":"Forward","shell_ref":0,"surface":5,"trim":{"chart":0,"holes":[],"outer":5,"uv_bounds":[{"hi":2.00000001,"lo":-1e-8},{"hi":2.00000001,"lo":-1e-8}]}}],"halfedges":[{"edge":1,"face":0,"from":0,"geometry_use":{"pcurve":0,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":0,"next":1,"prev":3,"to":2,"twin":null,"wire_ref":null},{"edge":5,"face":0,"from":2,"geometry_use":{"pcurve":1,"periodic_lift":[0,0],"sense":"Forward"},"id":1,"loop_ref":0,"next":2,"prev":0,"to":3,"twin":23,"wire_ref":null},{"edge":3,"face":0,"from":3,"geometry_use":{"pcurve":2,"periodic_lift":[0,0],"sense":"Reverse"},"id":2,"loop_ref":0,"next":3,"prev":1,"to":1,"twin":12,"wire_ref":null},{"edge":0,"face":0,"from":1,"geometry_use":{"pcurve":3,"periodic_lift":[0,0],"sense":"Reverse"},"id":3,"loop_ref":0,"next":0,"prev":2,"to":0,"twin":16,"wire_ref":null},{"edge":8,"face":1,"from":4,"geometry_use":{"pcurve":4,"periodic_lift":[0,0],"sense":"Forward"},"id":4,"loop_ref":1,"next":5,"prev":7,"to":5,"twin":18,"wire_ref":null},{"edge":10,"face":1,"from":5,"geometry_use":{"pcurve":5,"periodic_lift":[0,0],"sense":"Forward"},"id":5,"loop_ref":1,"next":6,"prev":4,"to":7,"twin":14,"wire_ref":null},{"edge":11,"face":1,"from":7,"geometry_use":{"pcurve":6,"periodic_lift":[0,0],"sense":"Reverse"},"id":6,"loop_ref":1,"next":7,"prev":5,"to":6,"twin":21,"wire_ref":null},{"edge":9,"face":1,"from":6,"geometry_use":{"pcurve":7,"periodic_lift":[0,0],"sense":"Reverse"},"id":7,"loop_ref":1,"next":4,"prev":6,"to":4,"twin":9,"wire_ref":null},{"edge":2,"face":2,"from":0,"geometry_use":{"pcurve":8,"periodic_lift":[0,0],"sense":"Forward"},"id":8,"loop_ref":2,"next":9,"prev":11,"to":4,"twin":19,"wire_ref":null},{"edge":9,"face":2,"from":4,"geometry_use":{"pcurve":9,"periodic_lift":[0,0],"sense":"Forward"},"id":9,"loop_ref":2,"next":10,"prev":8,"to":6,"twin":7,"wire_ref":null},{"edge":6,"face":2,"from":6,"geometry_use":{"pcurve":10,"periodic_lift":[0,0],"sense":"Reverse"},"id":10,"loop_ref":2,"next":11,"prev":9,"to":2,"twin":20,"wire_ref":null},{"edge":1,"face":2,"from":2,"geometry_use":{"pcurve":11,"periodic_lift":[0,0],"sense":"Reverse"},"id":11,"loop_ref":2,"next":8,"prev":10,"to":0,"twin":0,"wire_ref":null},{"edge":3,"face":3,"from":1,"geometry_use":{"pcurve":12,"periodic_lift":[0,0],"sense":"Forward"},"id":12,"loop_ref":3,"next":13,"prev":15,"to":3,"twin":2,"wire_ref":null},{"edge":7,"face":3,"from":3,"geometry_use":{"pcurve":13,"periodic_lift":[0,0],"sense":"Forward"},"id":13,"loop_ref":3,"next":14,"prev":12,"to":7,"twin":22,"wire_ref":null},{"edge":10,"face":3,"from":7,"geometry_use":{"pcurve":14,"periodic_lift":[0,0],"sense":"Reverse"},"id":14,"loop_ref":3,"next":15,"prev":13,"to":5,"twin":5,"wire_ref":null},{"edge":4,"face":3,"from":5,"geometry_use":{"pcurve":15,"periodic_lift":[0,0],"sense":"Reverse"},"id":15,"loop_ref":3,"next":12,"prev":14,"to":1,"twin":17,"wire_ref":null},{"edge":0,"face":4,"from":0,"geometry_use":{"pcurve":16,"periodic_lift":[0,0],"sense":"Forward"},"id":16,"loop_ref":4,"next":17,"prev":19,"to":1,"twin":3,"wire_ref":null},{"edge":4,"face":4,"from":1,"geometry_use":{"pcurve":17,"periodic_lift":[0,0],"sense":"Forward"},"id":17,"loop_ref":4,"next":18,"prev":16,"to":5,"twin":15,"wire_ref":null},{"edge":8,"face":4,"from":5,"geometry_use":{"pcurve":18,"periodic_lift":[0,0],"sense":"Reverse"},"id":18,"loop_ref":4,"next":19,"prev":17,"to":4,"twin":4,"wire_ref":null},{"edge":2,"face":4,"from":4,"geometry_use":{"pcurve":19,"periodic_lift":[0,0],"sense":"Reverse"},"id":19,"loop_ref":4,"next":16,"prev":18,"to":0,"twin":8,"wire_ref":null},{"edge":6,"face":5,"from":2,"geometry_use":{"pcurve":20,"periodic_lift":[0,0],"sense":"Forward"},"id":20,"loop_ref":5,"next":21,"prev":23,"to":6,"twin":10,"wire_ref":null},{"edge":11,"face":5,"from":6,"geometry_use":{"pcurve":21,"periodic_lift":[0,0],"sense":"Forward"},"id":21,"loop_ref":5,"next":22,"prev":20,"to":7,"twin":6,"wire_ref":null},{"edge":7,"face":5,"from":7,"geometry_use":{"pcurve":22,"periodic_lift":[0,0],"sense":"Reverse"},"id":22,"loop_ref":5,"next":23,"prev":21,"to":3,"twin":13,"wire_ref":null},{"edge":5,"face":5,"from":3,"geometry_use":{"pcurve":23,"periodic_lift":[0,0],"sense":"Reverse"},"id":23,"loop_ref":5,"next":20,"prev":22,"to":2,"twin":1,"wire_ref":null}],"loops":[{"face_ref":0,"id":0,"is_hole":false,"start_halfedge":0},{"face_ref":1,"id":1,"is_hole":false,"start_halfedge":4},{"face_ref":2,"id":2,"is_hole":false,"start_halfedge":8},{"face_ref":3,"id":3,"is_hole":false,"start_halfedge":12},{"face_ref":4,"id":4,"is_hole":false,"start_halfedge":16},{"face_ref":5,"id":5,"is_hole":false,"start_halfedge":20}],"shells":[{"faces":[0,1,2,3,4,5],"id":0,"is_closed":true}],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[0.0,0.0,0.0],"tolerance":1e-8},{"id":1,"outgoing_halfedge":3,"position":[2.0,0.0,0.0],"tolerance":1e-8},{"id":2,"outgoing_halfedge":1,"position":[0.0,0.0,-2.0],"tolerance":1e-8},{"id":3,"outgoing_halfedge":2,"position":[2.0,0.0,-2.0],"tolerance":1e-8},{"id":4,"outgoing_halfedge":4,"position":[0.0,2.0,0.0],"tolerance":1e-8},{"id":5,"outgoing_halfedge":5,"position":[2.0,2.0,0.0],"tolerance":1e-8},{"id":6,"outgoing_halfedge":7,"position":[0.0,2.0,-2.0],"tolerance":1e-8},{"id":7,"outgoing_halfedge":6,"position":[2.0,2.0,-2.0],"tolerance":1e-8}],"wires":[]}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/validity/twin-symmetry.verdict.json b/main/opengeometry/tests/fixtures/cases/validity/twin-symmetry.verdict.json
new file mode 100644
index 0000000..9e6ad93
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/validity/twin-symmetry.verdict.json
@@ -0,0 +1 @@
+{"error":{"InvalidTopology":"inconsistent halfedge twins"},"valid":false}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/validity/wire-membership.json b/main/opengeometry/tests/fixtures/cases/validity/wire-membership.json
new file mode 100644
index 0000000..96e833d
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/validity/wire-membership.json
@@ -0,0 +1 @@
+{"accuracy":{"exchange":1e-6,"geometric":1e-8,"intersection":1e-9,"tessellation":0.01},"geometry":{"curves":[{"frame":{"origin":[0.0,0.0,0.0],"x":[1.0,0.0,0.0],"y":[0.0,0.0,-1.0],"z":[0.0,1.0,0.0]},"kind":"Circle","radius":1.0}],"intersections":[],"pcurves":[],"surfaces":[]},"id":"validity-circle","quality":{"kind":"Analytic"},"revision":0,"schema_version":2,"solids":[],"topology":{"edges":[{"chart_seam":false,"geometry":{"curve":0,"kind":"Curve","range":{"hi":6.283185307179586,"lo":0.0}},"halfedge":0,"id":0,"tolerance":1e-8,"twin_halfedge":null}],"faces":[],"halfedges":[{"edge":0,"face":null,"from":0,"geometry_use":{"pcurve":null,"periodic_lift":[0,0],"sense":"Forward"},"id":0,"loop_ref":null,"next":0,"prev":0,"to":0,"twin":null,"wire_ref":null}],"loops":[],"shells":[],"vertices":[{"id":0,"outgoing_halfedge":0,"position":[1.0,0.0,0.0],"tolerance":1e-8}],"wires":[{"id":0,"is_closed":true,"start_halfedge":0}]}}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/cases/validity/wire-membership.verdict.json b/main/opengeometry/tests/fixtures/cases/validity/wire-membership.verdict.json
new file mode 100644
index 0000000..22da2f6
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/cases/validity/wire-membership.verdict.json
@@ -0,0 +1 @@
+{"error":{"InvalidTopology":"halfedge must belong to one face or wire"},"valid":false}
\ No newline at end of file
diff --git a/main/opengeometry/tests/fixtures/golden/TARGETS.md b/main/opengeometry/tests/fixtures/golden/TARGETS.md
new file mode 100644
index 0000000..a5f44a7
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/golden/TARGETS.md
@@ -0,0 +1,84 @@
+# Golden targets
+
+Each `<target>.json` maps every golden scene key to the SHA-256 of its text
+(`sweep-3d` excepted, see below), sorted, one key per line. The `golden` test binary
+(`tests/golden/`) builds every scene, hashes it and, on a recorded target off CI, fails
+on any key that is missing from the file, any key in the file with no scene, and any key
+whose hash differs. The texts of the differing scenes are written under
+`target/tmp/golden/<target>/`.
+
+The file stem is the target triple with `_` written as `-`, because file names in the
+tree are kebab-case.
+
+## Recorded targets
+
+| Target | File | How it was produced |
+| --- | --- | --- |
+| aarch64-apple-darwin | `aarch64-apple-darwin.json` | `OG_GOLDEN_UPDATE=1 cargo test --offline --test golden` from `opengeometry/`, debug profile, rustc 1.88.0 (6b00bc388 2025-06-23), macOS 26.4.1 (25E253), Apple silicon |
+
+The comparison runs only on a recorded target and never on CI (where `CI` is `true`). On
+CI, and on a target with no golden file, the test still builds every scene and applies
+the corpus checks, and compares no hash; with `-- --nocapture` it prints which it did.
+On CI a boolean matrix row that differs from its stored result is not a failure either.
+The golden file was recorded on the macOS version the table names; a run on another macOS
+version can differ if its math library rounds differently (the first of the 'Known
+sources of difference between targets').
+
+## Recording
+
+Only `OG_GOLDEN_UPDATE=1` writes a golden file, and never on CI: there the variable is
+ignored. Review the diff of the recorded file before committing it.
+
+`OG_GOLDEN_DUMP=<dir>` (used by `npm run snapshot:kernel -- <dir>`) writes the record
+text of every case and the three handler listings into an empty directory, skips the
+golden comparison and still applies the corpus checks.
+
+## Debug profile only
+
+The goldens are recorded and compared in the debug profile. Release builds let the
+compiler fuse and reorder floating-point work, which moves low bits; at the time of
+recording, 82 of the 461 cases differ between debug and release. On a recorded target,
+off CI, a release run of the golden binary fails by design.
+
+## Known sources of difference between targets
+
+- The platform math library: `sin`, `cos`, `atan2`, `sqrt`-based helpers and `powf`
+  may round differently on another libm, which moves curved-surface tessellation,
+  classification grids and STEP reals.
+- Release-mode fusion (see above).
+- Architecture-specific code generation for fused multiply-add.
+
+## Not recorded
+
+wasm32 is not recorded. It waits for the embedded fixtures of the deferred wasm comparison
+work: the golden test reads the boolean matrix rows, the three batch-matrix fallback rows
+and the kernel's boolean handler source files from disk, which a wasm test run cannot do.
+
+No other native target is recorded. x86-64 Linux is left out on purpose: CI, which runs on
+it and on macOS, does not compare.
+
+## What the goldens carry
+
+- Every case of the corpus (461): builders, profiles, the boolean matrix (its rows read
+  from `tests/fixtures/cases/boolean-matrix`) and the five single-body boolean cases
+  (`booleans.fixture.*`, built in code in `tests/golden/boolean_fixtures.rs`; they read no
+  file), the cylinder, sphere, direct, planar, oblique and curved booleans, the
+  batch and staged batch subtractions, shells, creating operations and the world graph
+  session, operate and scenario cases.
+- The three handler listings: `handlers-expected`, `handlers-covered`,
+  `handlers-uncovered`.
+- `sweep-3d`: the non-coplanar rectangular sweep (BRep JSON, tessellation at 0.01,
+  three classify verdicts, the STEP text and report), hashed as the earlier single
+  golden did, so its value continues the earlier `aarch64-apple-darwin` hash.
+- `fallback.<row>`: the three batch-matrix fallback rows run through
+  `multi_tool_boolean` (result or error, handlers, tessellation, classification, STEP
+  in metre and millimetre).
+- `level.step.<unit>.<axis>`: the acceptance level exported as STEP in metre and
+  millimetre with Y and Z up (text and report).
+
+## Adding a target
+
+A further target needs its own `include_str!` line in the `COMMITTED` table of
+`tests/golden/golden_file.rs`, a recorded `<target>.json`, a row in the table above, and a
+list in this file of every key whose hash differs from the aarch64-apple-darwin file, with
+the reason.
diff --git a/main/opengeometry/tests/fixtures/golden/aarch64-apple-darwin.json b/main/opengeometry/tests/fixtures/golden/aarch64-apple-darwin.json
new file mode 100644
index 0000000..d43f260
--- /dev/null
+++ b/main/opengeometry/tests/fixtures/golden/aarch64-apple-darwin.json
@@ -0,0 +1,474 @@
+{
+  "batch.planar.fifty-openings": "1db67754b6fee8e097ffa47e2e1153fef991c7bbdb1fe77aa077b1cb67757649",
+  "batch.planar.no-cutters": "c163eea9171b643beb8270902042670d68e3593d02327572ee5eda58687607c3",
+  "batch.planar.oblique-cutters": "c1ce10630b20040ea69096c16ac21988c93b53900e67501217c63f175e387c72",
+  "batch.planar.overlapping-cutters": "71eb369abc8614bf594081eab487749ed3ed672df52858c36b7cbcedabdb16f1",
+  "batch.planar.single-cutter": "84343315d4fde9db3019eed77e22fa4ca83d598adcb94f7adcafc476109ada73",
+  "batch.planar.single-oblique": "f6bd9e2b2e8a5da489b44aaa4cc98d22920f62cd94ce93b08ea25e99a8d41c82",
+  "batch.planar.ten-flush-openings": "f874dd6524af534618e8a28ed4342d7eba2e1990b7bfbb9b8615baafe5ac167d",
+  "batch.planar.too-many-cutters": "b190fbccd64c29061ca65dcaae025a1c5b1515616e306ec42e2602dfa8669dc0",
+  "batch.planar.two-cuboids": "292812dbe36278abd55f2fca551bca6e9ef074a8c49deac87159bad95bb226fe",
+  "batch.prismatic.arched": "cde2f4728f9c5996f6754428bf15d9a4cd6865511103b90fb16afb1ae0d2509b",
+  "batch.prismatic.disjoint-mixed.forward": "8be8343669937638228de09fca4a893a2c187fd0e1e0d4b446b55714587fb013",
+  "batch.prismatic.disjoint-mixed.reverse": "fc16bd4adf8c273f56313c7518807de6fae480d5e87b17fd435c062bfadb9c48",
+  "batch.prismatic.flush-mixed.forward": "8e808bb152040c501a6124e645e773c5471455ce554228f8bede75fbb94555fa",
+  "batch.prismatic.flush-mixed.reverse": "cc29ef7a6b8a10514fc26a40d0b453ed29bdbb716751aff734b96d503a1e118a",
+  "batch.prismatic.single-round": "2b75beb984306c9c4bf3932df8600d4813d2b46d71f3db44824cc1fa1ad95944",
+  "batch.prismatic.split-mixed.forward": "b3889c236530aee1b1f6b4983f9f7b33a26e172a563f369fee5e2bfd7afee0dc",
+  "batch.prismatic.split-mixed.reverse": "e7023b2522260c9897fe2952595ee0bc2c0f5d1ab67642b22457112b80da914c",
+  "batch.prismatic.two-round.forward": "a38f3b8bbe3223d75f13419040af4b0c98aba1cfb19278b1d150b64ec1dabfa9",
+  "batch.prismatic.two-round.reverse": "6c7001b351fb9a50f033a32762eda9660c4577ee5d9e4a3ed7a4ea0f48fc9997",
+  "batch.staged.mixed-curved-openings.forward": "dceff75a9e987d86a8a49c58e2b79751449a7b92757ae6ab0fcc1586244dc72d",
+  "batch.staged.mixed-curved-openings.reverse": "36250e85bab66490cfd4d7ba6d43dcc2bddc27ad014a936abc523be05e859a8b",
+  "batch.staged.oblique-cylinder-stage": "cbd61e33df8f75b4290b9627166a1ca2a5322db35373303cdd238fdf4e6568b3",
+  "batch.staged.oblique-planar-stage": "5c9308f770c26b491e8dcbe87af392db96ab07fcf7106638253bd09bdf96bf14",
+  "batch.staged.overlapping-oblique-planar-stage": "c5370747dd052dcfa1c48297458a0b8e23029b0af15a8dfa7bab1621adb49e44",
+  "batch.staged.overlapping-planar-cutters": "d569891056eeb84ca22c08fcd19bbe74019b5457e5da24ee472421de122798f0",
+  "batch.staged.pitched-planar-stage": "d836bc45e2782208a14afd2a549930daf0f65859aadc2978454282f84741a442",
+  "batch.staged.skew-planar-stage": "82d65e7cc11abb941de55d728c7d5823f0b6fc9e1e93be37254fde6a099e497b",
+  "batch.vertical-arc.arc-host": "b9039f344c19933738755291392766d217f2fe262d5ab84f14df6a47ad75f444",
+  "batch.vertical-arc.wide-opening": "7e553aec2698e0616a0145460d1968c2cd2b3e6d520cfbdf462732d1b463b36b",
+  "booleans.boxes-direct.aligned.intersection": "d106f0de05faa7c01f7d28a4b165e0e1fede6c9ed88bb914a0f6df0d6b0184de",
+  "booleans.boxes-direct.aligned.subtraction": "ca949b9944d9907b521139cd9d5f8b65e99e7f458e8006f6dcc6f394f90ef704",
+  "booleans.boxes-direct.aligned.union": "1a534db5a6c5877d3a30f15f82c032b3de46eeb8da43d5c1363907d5978d156c",
+  "booleans.boxes-direct.cavity": "2c675354f47d330689c75f8a6b8ab8082ca0595bfe5776646cb435ead4db1954",
+  "booleans.boxes-direct.contact-corner.intersection": "d6518bba0435261d2ebbace66ab79d91d9ac960a3c38d338ad9955b4a5bf3a46",
+  "booleans.boxes-direct.contact-corner.union": "1e81e570f91df62faf13853a89cdc25145c6205d61ca18d0308fbe9f20d0119f",
+  "booleans.boxes-direct.contact-edge.intersection": "bb5457bc7712e5398e3a05bbfa960877c68d8bc0277f96355c9ea23a99a35400",
+  "booleans.boxes-direct.contact-edge.union": "3accf0a0114775b8c37beac50b42dba6e254f323f94cf7d2743ce3bf25f87e0f",
+  "booleans.boxes-direct.contact-face.intersection": "1c0c9113858ff946749b34ef4f1da3de5b03c9e747a73a864fa696417183abec",
+  "booleans.boxes-direct.contact-face.union": "5bd0dea6a84e623491d8d6fa871ec101cb6ce99c9a9a85fb406a91083ff697dc",
+  "booleans.boxes-direct.different-axes": "4be9094f36d7e7845527b23fb2a77b9d442b2ec7039296c28c548b0914e341c9",
+  "booleans.boxes-direct.placed-similarity": "899afe6c3c6d5562a671311a2b79a62fa30598bd4daedc5d69a17b88060541b4",
+  "booleans.boxes-direct.scaled-large": "7522e285caaf1667f3c59a13343eeea5308bee4bf5c66df0656e2369ae9be981",
+  "booleans.boxes-direct.scaled-tiny": "d8365146d04eb326334281ae95a0c600fc9e6ce8aed7f4518fbb13778ae4a637",
+  "booleans.boxes-direct.scaled-unit": "e76106ae0bc1f0b04e9ea4185f6c20ae5cb2ded85b9b1b831d8af892c15a25fa",
+  "booleans.boxes-direct.through": "6323f0a5c16507ad33cee86dca82af5dc31028e7aedd507ffc118f158a94fb86",
+  "booleans.boxes-direct.unresolved-gap": "90c1052b98f70d484ac0704edc18ef5b1272678f35205a37ffc1e60ff109ad1c",
+  "booleans.boxes.identity.intersection": "e3447e918dc6a156785b8af0517421a1d825b6c9cfe854df2e2b8c3f4b1579fc",
+  "booleans.boxes.identity.subtraction": "8dcb9176abc65233a533c71e227b4cc61037361d9b4bb854d0c8609aebb0885f",
+  "booleans.boxes.identity.union": "955560bb170ec6985b3e1566019d58e8b7f58fee343cd8af3772c80b0ee71a4e",
+  "booleans.coincident.annular-subtraction": "92652b4c46ed79857ab01400d2c039ef8419cd3abef135dc0682bcf6e01d3ba1",
+  "booleans.coincident.annular-union": "6d4247da87eb322b591c60f11757c661864c08c1feeeae35b96c574a27428660",
+  "booleans.conic-containment.frustum-minus-inner-box": "3770e1602d0f2b843e61c7a868b53b51da39cf5b8bf21ff5a854c3c007accd4b",
+  "booleans.conic-containment.frustum-minus-inner-cylinder": "476497ef1480968484ceb96ca6ab69aa7a232b2d70d6fcd050016941708c6bed",
+  "booleans.conic-containment.frustum-minus-inner-sphere": "f408219144048e958c8b1a72a225d0380b7fa3724c94f5fab5e2d24a6df64978",
+  "booleans.conic-containment.outer-box-minus-frustum": "68852d7ea1517cc693b71a3aa134991aea46cef11be9b87e574ffc382f5d3333",
+  "booleans.conic-containment.outer-cylinder-minus-frustum": "d161bdb9402ffbd7dfeec61cfc1d8955102b0bbc9e8cb11e2b2b4ab2206395e5",
+  "booleans.conic-containment.outer-sphere-minus-frustum": "7441cb441bc6a7bd571b9ba1da84ba5d32d7b0e2b859e0611ea28dbca0fd2b6b",
+  "booleans.conic.coaxial.intersection": "4650c92e3a6b1979ed9f3382a454aff7d1e3a8888fe97426bf8b53c44c966014",
+  "booleans.conic.coaxial.subtraction": "2a59d4fd0614743963cec6c19cafca1a39c6f266561212748e9a41fb71cb8740",
+  "booleans.conic.coaxial.union": "1cffcc050ed9b30973aead7ccac6f32a893337307e780838c9beee74228e32d7",
+  "booleans.conic.touching": "7777980bc9ee161ec5fee4a951350a279e7915810d8e7595d15159edba0e340e",
+  "booleans.cuboid-containment.box-in-cylinder": "606cdb3d64f3b7ccbb219f5348ef196112a5f55773ee7bdbb54433d25e59ab6d",
+  "booleans.cuboid-containment.box-in-sphere": "17cc827a3416aff0babb8ed5988acabbc03598dec73daef4b3bcba15dab61206",
+  "booleans.cuboid-containment.crossing-union": "65e207a193d20fd1096a8afeb1de3eb95e54d82f7f1d3007678cd54e9ecf562c",
+  "booleans.cuboid-containment.cylinder-in-box": "702f0c9b509096ff5e85d78a24f136e45cc37763d8e665907b021ec8439ab4c6",
+  "booleans.cuboid-containment.sphere-in-box": "b7655a7257032cb9c51387863a92c5811ca1bc968e3d90bc0874d39f3d7ff8f3",
+  "booleans.curved.arc-host-chained": "9422c77d194134677081204260202a92e5b8279b3d2f7978eeadbecb0fb3aa1e",
+  "booleans.curved.arc-host-opening": "0aba85e2de2e2436d4fe6520b4c56a33eb7c6bbcf5ba17f70fd193c6d0903d28",
+  "booleans.curved.arc-host-third": "75faf7c0f9e668048ee580af65acfe8b5a6efa156679306c042a408c68afab52",
+  "booleans.curved.internal-cavity": "197232ccb7f45991e3f90b3c384fcba28fa0ff078527633ba6bd4a2a1c1178ed",
+  "booleans.curved.ring-sector": "1ff76f7747fc3959281edbeac402e1de04d73a0e3be67cb8ddaa25c810582740",
+  "booleans.curved.ring-sector-chained": "9b75bc42ff68c8ec43887a6530aa0809f55276b79054b27fa0f3459d2be99127",
+  "booleans.curved.same-component-cavities": "ee3361a31d225eb6d2eb6b545bf67146df1f315cf443db022a1c77297d4862ba",
+  "booleans.curved.split-arc-provenance": "71a0d74139551d69c678a2ffc483ab063392e76093298ce693ab46964fd62d1a",
+  "booleans.curved.split-cap-first": "228c21872afd698c5fd9385716d8b750f14664d0baed31dd5f53cb0f6da06c74",
+  "booleans.curved.split-cap-second": "3bb10a4226d81955e32d09c76046c585a7ac873b1a1cfb69e52449153ca8c4fb",
+  "booleans.curved.split-sector": "7f6210cb1be00982e346dfbcbd31da8c96837cf92d6e314ddebce4fa3f3ed90a",
+  "booleans.curved.split-with-cavity": "0dd51bd15297ba82a1ee81258a871229f7bc54f0ceb3f987f2e2d642762fd147",
+  "booleans.curved.two-cavities": "607778a6d7da6564b29f7bfb091267d4ceda0c32124c4c0bd3fc7bdbf44059ec",
+  "booleans.cylinder-box.pocket-0-high.intersection": "0bbd4ddcf3290c753c76d0bf81b45451cb91b457a52a9348cf5dac04d3e3326e",
+  "booleans.cylinder-box.pocket-0-high.reversed-subtraction": "726b4fd468f124b87c17eead08748e5a707ad90b1691be868b336b921eae071d",
+  "booleans.cylinder-box.pocket-0-high.subtraction": "e526b5ea7442c0309c70bb1eb93dc68665c6556f806784a33c6330fa8587e663",
+  "booleans.cylinder-box.pocket-0-high.union": "bb9f9787544d3fc0e0a653aabaf34a100dad9028d9ed272b8b90bb947f8823cd",
+  "booleans.cylinder-box.pocket-0-low.intersection": "9622a1db80e7f29783b0351fed373a9ac097f9434831b7abc8d70503f229792d",
+  "booleans.cylinder-box.pocket-0-low.reversed-subtraction": "60a06b3cfd25234f58b816e2f94f15d1610be640d2e001f1810f02169e4dd123",
+  "booleans.cylinder-box.pocket-0-low.subtraction": "e01bfb7acd57fc2ebd41ca35e812f39ea88f993243d1e3c996a0872b55d03a56",
+  "booleans.cylinder-box.pocket-0-low.union": "911a21f5bb873d7ff67f81aba5c726fc25f201da0938fef69a1b28c4a2b75a19",
+  "booleans.cylinder-box.pocket-1-high.intersection": "ffc0021795312d5a63f93dff1a91e95c732526e33db0135b3e996db914eab846",
+  "booleans.cylinder-box.pocket-1-high.reversed-subtraction": "0ba6f8cfa08285f257ef0c50d315d649c9557910d3f2a64c547eb8b235dc7a32",
+  "booleans.cylinder-box.pocket-1-high.subtraction": "f603b4a7b695537569ff35c4af1590bc4dd05be38d7d7a4cfee21967ffa0d8af",
+  "booleans.cylinder-box.pocket-1-high.union": "b74795d43a8e3f59b764dd8f1fd9c3471d84afec3e28a0e4c8df292e08c48a12",
+  "booleans.cylinder-box.pocket-1-low.intersection": "60bba24bc444b9d6d0a5a6b5bfcc632c0fe9f6837d66a43c9cd93be718076d29",
+  "booleans.cylinder-box.pocket-1-low.reversed-subtraction": "605f9e1cc65fbde244bd8cba5eb16e72dae30ba5269bc4efb7b21dd6cbb63173",
+  "booleans.cylinder-box.pocket-1-low.subtraction": "48ce411f9407c0f70bab3d17955b7dc33650b5fbed27bc77a74d21b5ac20a47f",
+  "booleans.cylinder-box.pocket-1-low.union": "caa1d127b8392ec62285b3b950cecc5467cbf46e526291f5c7de5f046340d09d",
+  "booleans.cylinder-box.pocket-2-high.intersection": "29454e9b45bdf7534e29e7ac1b57304774e44a2ef5f98699d925c12dbbaadcf0",
+  "booleans.cylinder-box.pocket-2-high.reversed-subtraction": "3b8535e7289f7caf56fd4bcb535b33d75f07f0c602505af130470b7b4af31c6e",
+  "booleans.cylinder-box.pocket-2-high.subtraction": "0ff89b5bf54dec823868efa936496a86ea8bae65d45aa402f4e144ee19833fe0",
+  "booleans.cylinder-box.pocket-2-high.union": "2711fa6222eca6fedd154411170b567951f0e92f2f461bf027fe0fe4c29b38a7",
+  "booleans.cylinder-box.pocket-2-low.intersection": "dd4c267d312fc8f595555f1ee247f563933221e566094979c471facfc168d63b",
+  "booleans.cylinder-box.pocket-2-low.reversed-subtraction": "c4ce37738d535d2e12d994fb1877731a092368d09de08ded98e09396059b68ce",
+  "booleans.cylinder-box.pocket-2-low.subtraction": "9b7b5c8930f48aa57d84a77d41d021e8056db352d5762a7a7874547b27ca1ab7",
+  "booleans.cylinder-box.pocket-2-low.union": "d8016a98766f36fc63ece494c888c5c38c1f3d9f845b8bcaab166a730e49e9e0",
+  "booleans.cylinder-box.through-0.intersection": "f33a4b2f37c6b242844c5e258ac5f285d47fc9891c91c8dd8366a858c147d4d8",
+  "booleans.cylinder-box.through-0.reversed-subtraction": "407fb6eba3191ce83acd1d83a08fc1f9fad3e7ff6e67aecdc85d8fbbfc625e9d",
+  "booleans.cylinder-box.through-0.subtraction": "21d438ec5a93648269b13ba9a02ce307d4f0c19743d87ad86001f5bf1d5a3f26",
+  "booleans.cylinder-box.through-0.union": "cc231935f30e687caae4ea11a84806dd20f55f75605f2ba69d0eec8b54b14db2",
+  "booleans.cylinder-box.through-1.intersection": "eb1b511fb3f6b5d8968e823df6555e6fa51b04a33245ee4b97641935997d42c7",
+  "booleans.cylinder-box.through-1.reversed-subtraction": "57b2152a1f7670c6422a212a398182bc3d31dc89d1c21301870b6a5eedd47f32",
+  "booleans.cylinder-box.through-1.subtraction": "cf113ddcd15115c33f831c1d17dd2f6b6cec83541253bd6654c698c1799989f3",
+  "booleans.cylinder-box.through-1.union": "df0725309154d086cb8c34838e4a44af3434d2a53db562efbcf0ff4b73b293d4",
+  "booleans.cylinder-box.through-2.intersection": "9f9de79ea9fb5194ca45716cd0868928263f90f7b8d528644809117a879389c2",
+  "booleans.cylinder-box.through-2.reversed-subtraction": "54421c87c3ea641c2c49887bdcc4eed99e52688d4044baa63e53d44323336d1a",
+  "booleans.cylinder-box.through-2.subtraction": "ac32478bc39158c1849775dc25aeb52dcf3d8d7a2ee1b266f0ff5c1514c7ab27",
+  "booleans.cylinder-box.through-2.union": "e7831a6359ac214169c90b092391cd596976132136efe0dc56ca5acf29930d1c",
+  "booleans.cylinders.coaxial-contact.intersection": "c2517ccc637b639e57c1c84cbf6bb3b3d083e32305ee650ebb6cd9d59da9ff3c",
+  "booleans.cylinders.coaxial-contact.subtraction": "f8f6cf574d77ce1562f6a553b66bf1be17391fd39a663893107e17555e23b9a7",
+  "booleans.cylinders.coaxial-contact.union": "813fcbc022690435901ab93f801a52fa58b61481348955ca1fec5a43c09e306e",
+  "booleans.cylinders.coaxial-near-gap": "ad2d592db4b4b14c938e5af890279aed13ac0c6f6a605424797c6da2a18600cb",
+  "booleans.cylinders.coaxial-split.intersection": "1e6ead1a9c4091c56676a72b3014a35ff963e9497769480b86a9a24650ff3e6b",
+  "booleans.cylinders.coaxial-split.subtraction": "54d294f12a073d607893db8f423c2558c19bdbc314437f9b65f5e1bedd963d59",
+  "booleans.cylinders.coaxial-split.union": "e94ec9b4d09d604fbe7cee6ba0c0d242708915650f805f919881f6880cc81a8a",
+  "booleans.cylinders.coextensive-shifted": "cf12ed2434fd1dcb2ada3bd52279f7fc1c87e9f8ed320de4b99c7152b5277960",
+  "booleans.cylinders.coextensive.intersection": "280ade065a274877720860d1812b00fa3ceb944797aadb043ed5bb370ab2f1d9",
+  "booleans.cylinders.coextensive.reversed-subtraction": "562b6a1692a53d65a337e32ff5024bc814f1c3c32afa0f78eaed0f2545d76240",
+  "booleans.cylinders.coextensive.subtraction": "68f319ff1f873c07fc2c92ab45e268dc3dcec899df00c5422c2174c2f98a00e4",
+  "booleans.cylinders.coextensive.union": "7001d168c279ccb753ee838438be1efb4ca977ae68dad27dbb505f91cbc6b72a",
+  "booleans.cylinders.diagonal": "04111b7b792592604690a7b6b837c32f5e90c07166b127dc4e1d14ef69e5e721",
+  "booleans.cylinders.eccentric-touching": "f40be3e2eef2e3baa747ccc1fddce304f00080e1ce8c87c116e5ce24829c569d",
+  "booleans.cylinders.eccentric.intersection": "dabee2d5963998de6ce3314b4b2407febac5e6f5f656783d1ef9a00a36d3eee4",
+  "booleans.cylinders.eccentric.subtraction": "49aab484d96f417a85f06137508650ec929f1de7fda56617addc2e7fa1821c1d",
+  "booleans.cylinders.eccentric.union": "60debece0f1ba65258ac406df5a1c1ff352f136f0199caa044e0fb216942da78",
+  "booleans.cylinders.enclosed.intersection": "6f9de09114f3fa9795206e5ab0d7eae03b396bc79a2f0297fc392af8b9219498",
+  "booleans.cylinders.enclosed.reversed-subtraction": "27ac02df5232d8cd3e738e722a45894a61edfb5804a58e2185839f1321cc57f3",
+  "booleans.cylinders.enclosed.subtraction": "154cbb4e66893709c4f1143de8695983c6676b6f946fd4fd61627a49e59fbd24",
+  "booleans.cylinders.enclosed.union": "a33956cc2755a2997a49624967d0a870898f57363ae1f201245a9f184bdcaa1e",
+  "booleans.cylinders.near-tangent": "1ed3d71365650403d9681ddf2fa3ac4ff20abc56eaac43e3dde08c44443d5efe",
+  "booleans.cylinders.nonparallel-through-cut": "f3cb827fc5ac6048309fa4fe5c68e5fefc3336bafa447c46125ba89db2920f36",
+  "booleans.cylinders.partial-span.intersection": "8c5d057d331f6a1c0df4a854e481155863ba5ea067f377daf09172b9fa705d17",
+  "booleans.cylinders.partial-span.reversed-union": "66afd0f10a284a115735e795486b414d9483fc672dd1d8d1f161d8f5fd3ba011",
+  "booleans.cylinders.partial-span.subtraction": "72f1b6c69199384b0851aa4fc278b8f6af0bfe62d408a0ac7bfda2c801bac8ca",
+  "booleans.cylinders.partial-span.union": "651c826c9174477714eceeb07ebf65b198396d01cab14367616d9da963836a2c",
+  "booleans.cylinders.partial-through": "9b34fd38b316c65f6f5252556f47d7528c8ea63e56fab6bb9a887096c1eb2adf",
+  "booleans.cylinders.placed-roundoff.intersection": "1f90bcc8724e1e5e63a777cfbc6f823f40a401f347452268f65920f5c1d3e393",
+  "booleans.cylinders.placed-roundoff.subtraction": "e471bc9c33bab7747ec4dcde7b445faceb2280cffe34e9cf1f7d6e0652f4cda5",
+  "booleans.cylinders.placed-roundoff.union": "11f1badeafc14ca0c450aaf6d381e5ebcc99b7b3e177bcce7030b2bdfb5ea502",
+  "booleans.cylinders.tangent.intersection": "ae46aacc5130c1d6894ec7a77b3cd83842d461e1eadd3cbbe8fddea3e177de62",
+  "booleans.cylinders.tangent.subtraction": "7d18d487547df4d970db7d5226381f7f5151a39de0a2be99fc92c0bb736e1459",
+  "booleans.cylinders.tangent.union": "6b1479a6e676d6f38d0bb788345522ee38bcd03871150149f8b6ed67d332817f",
+  "booleans.cylinders.translated-y-split": "6ca60480f8bd13562cee8daead9a1d2c779968860338f04fdf1c86dc828de839",
+  "booleans.cylinders.transverse-reversed": "109eb7526f8997857f7c78c514031f697844784c0f13131cb104a2d89f1a354a",
+  "booleans.cylinders.transverse-shifted": "b4937b265586293a5c384c1d70f2f7aa5e19a1d36c66cbab6e2d88a683f2148d",
+  "booleans.cylinders.transverse.intersection": "174dc4c488f28b33cc4cc0b9f3a89b7e8520b63678557a4d92c9bc7f014614e4",
+  "booleans.cylinders.transverse.subtraction": "6951da9857178b18051e19c1d80599790cbac1fe9a0ceed25330fe7c5a64cdcc",
+  "booleans.cylinders.transverse.union": "64e8a5e7eb6c0b4fe8eebce2321ba2f432cd84a27656e59c585cf41092e83e4a",
+  "booleans.fixture.box-cavity": "d839c45ecedad0f36a8c5957bd68a1ae4b981a93742e19a4c748d04eec258e00",
+  "booleans.fixture.box-cut": "7b2e00165adedba1612d7e28fa70fc75f865f12eb4cbb74944a600726bb9e4e6",
+  "booleans.fixture.box-intersection": "c8d40783b3620e57bec528dc0fbf34bc8f98cc9074268dba35ded48c2db31f49",
+  "booleans.fixture.box-union": "4f0f576d162893e3413fdd8336f246ed77ab25e091444cc57790f6d09d7a0a13",
+  "booleans.fixture.sphere-cut": "cfa75c7299b18cf889600248d9da5f488219e4cee513ade8a2bbd8382b43aab3",
+  "booleans.generic.noncanonical-planar-containment.intersection": "e4a3b70eecea8ca951d9ebcad60523a79dccc10e87408088dd9948eb28b34e94",
+  "booleans.generic.noncanonical-planar-containment.subtraction": "a92b98bdf7d4a331a683f2d060dc62e979fd83cd826635281645d89ed908cb3b",
+  "booleans.generic.noncanonical-planar-containment.union": "28a9a6eae8d2e429c68324e988ec9c2ff280196978bbad391678416b5a5940fa",
+  "booleans.generic.periodic-winding": "20b62fcd0d68ceeb366d93f06c7d42ad7864964b55f74d3459178a2b98a0e4cf",
+  "booleans.generic.sphere-cone.intersection": "e42cd3964e9337a69211324093c3853ce4b2b99a38ba69d858dcd073337dcf4f",
+  "booleans.generic.sphere-cone.subtraction": "d6aab3af97a0742265d08c3582d12240f62d3167408ad6f49b4d18dc3cb0e66d",
+  "booleans.generic.sphere-cone.union": "eea9039b06b3435b2ee2ccaf0d32f48fd1b0595b12b3a2c6b5e2679ce409d103",
+  "booleans.matrix.annular-first": "6bb979fca74453bc7b3dcad005f8252ad6a3bdde9eec82f49263ff65b43dd861",
+  "booleans.matrix.box-intersection": "a577bebc8cf5d95449144b90df7fc2aee9da38d5f61944a392f1c4cca6d313bf",
+  "booleans.matrix.box-round": "73079a415c1e7606a3518c2554ca3ce3e5251b83d24a26fdee9aeb79fad6120a",
+  "booleans.matrix.box-subtract": "08dce1dadc92d4b2ed0a0be12cf34682ede170ac52cf1b613f77930e84535823",
+  "booleans.matrix.box-union": "171ab96f88fdb62c6a71cc4fa9dbb4b68e5f034f08678b4324f5d8dcca3997f4",
+  "booleans.matrix.cone-contained": "593bbb4fb812d1e079f14e359d900af27887032f3851af517caae6162895d312",
+  "booleans.matrix.cylinder-coaxial": "8a85249379f321fc82ec2b1999cdcf3e3d81a9f7af0d28dab0caefdc11206612",
+  "booleans.matrix.cylinder-cross": "ddc424b39b2a7e5af1cdb542036162279585318776e84e17de743a7acf46a698",
+  "booleans.matrix.cylinder-empty": "fdaa637fce1424ef2c622f81b24378421ac6c6c78f25a0cbecfd17767a0ebec7",
+  "booleans.matrix.cylinder-offset": "2bece3f5d28c91bc13626a160cad47075847e632d0c7fafb6f0adb7b2ff8a40e",
+  "booleans.matrix.cylinder-sliced": "c73e888640abff0440384345dfd94a7813568049bcc8f25aa18c38aa15311753",
+  "booleans.matrix.planar-extrusions": "f5ae62f54dabdf2fe517aa17868e5d8032e81b82ff6d965ccd482f6c1a6941b3",
+  "booleans.matrix.rotated-box-intersection": "8ff89e8fb45061169615439444fd8bcba05fcce79b9321ec752ddd1b8deee21f",
+  "booleans.matrix.rotated-box-union": "4515ec1c8edc2d0bd509d91839f33f955015ef9107e2718682fe2c57000e3489",
+  "booleans.matrix.sphere-contained": "a9d9eb41303dea0242df3198cc0a598796004310c3dc18cc91ac1c9ad3854cea",
+  "booleans.matrix.torus-contained": "ca00d042068d6a915a4749bfe33622b7301144e8016ca3955a3a20c783cf1f6e",
+  "booleans.matrix.wall-rectilinear": "fbb432d9fc8c9335007280f90135ac2c205bca5fbe0fa2a8356bc613ecaa1274",
+  "booleans.matrix.wall-round": "2a625dbac9cd93b0682064e1ce8e380f807a7ddc12f56e0125bf9614d9950a7a",
+  "booleans.oblique.after-cavity": "861b52027297df3d4470b41f7b50309398a2864d7ba88c4f380b3c02a65f03fa",
+  "booleans.oblique.chained": "2a54f4df1d6a5f250dad1bd1175b2e67a19f0cdece8d30530c565981e9bf547f",
+  "booleans.oblique.cutter": "fa50e43be7e4c797f6910d25cd2ec8ec0acf98a184270d9cb8f1a0e1efb0dc90",
+  "booleans.oblique.disconnected-host": "cb2c7f9bf0e37f76b99527a4caaf4a2e02bcc51780a92e7bb7444d74aee99910",
+  "booleans.oblique.nonconvex-cutter": "3cb2586d04734f4064c18f5676498b34b470f6138b3cd12a19d24533bd95daad",
+  "booleans.oblique.profile-hole-host": "d77136a83fbc24112dc6f5c8592f53bdd86301f7619f6746d4611be83010ec30",
+  "booleans.oblique.remote-cavity": "39ce0f127c8b3db5e6b8d0b36a2b20eeafaf3541e630ac622c81777a036284da",
+  "booleans.oblique.tilt-0-minus-15": "b96919d294c92daf55fd420b3508139eacb99f61be625e134155095b6730a0f9",
+  "booleans.oblique.tilt-0-minus-25": "28c775891fc72a7e1e9ddca122eb2baccd4cb5e1ecb3a28c938ec82a4953edfe",
+  "booleans.oblique.tilt-0-minus-5": "42a1daf924f93f39544bd0102fe64b49d895896fa3d0ff50611022df475dd88d",
+  "booleans.oblique.tilt-0-plus-15": "10cef15789d2927ad937b3f7f563d8d55c1315f219352827cd2217a5723ca88b",
+  "booleans.oblique.tilt-0-plus-25": "16c519fe01707def74a8637b74ba97b7b75acd362369335a592e97ba07f3f588",
+  "booleans.oblique.tilt-0-plus-5": "a70b0c32bd070bbf3b023b07c38a6364b4f8cdb2483cd6f6a8aa2db12555fd80",
+  "booleans.oblique.tilt-1-minus-15": "c26194c96b2baca6c267197acf064534fef6d629fde98204eaeb7c15689bc2b0",
+  "booleans.oblique.tilt-1-minus-25": "00c62421e4cd0c8de9176ee5c5f79b55b1ba2fae2f0626875c6206038edf648d",
+  "booleans.oblique.tilt-1-minus-5": "020f8ca0d89f0cea8647ea01107eba152b035608abaf5303523c643c7070924a",
+  "booleans.oblique.tilt-1-plus-15": "8b8be0b09fffee38e061067fee0ce062bf613f5cb62132afc5a930dbd319c828",
+  "booleans.oblique.tilt-1-plus-25": "6f7a0fe6fadcf41b0553a868d33ae588eca48014246ac3e4fb30e83f6a8da243",
+  "booleans.oblique.tilt-1-plus-5": "8d66a80f7b6aefbc7c300a8c9484a2ef4ab0084855630b3472e9b4f3da56ccd2",
+  "booleans.planar.angled-chained": "9f144f107977358fb6741c17e4fcaaf41d0aa2463a937ef55724de43fea87d8c",
+  "booleans.planar.angled-full-height": "4175d08f3a222c79dc5810c278833f94441d7e075fa604bdad39de41d70242b5",
+  "booleans.planar.angled-lower-cutout": "efcb3fe5b2fc1ec1ab38ad170aafc2e68d467614b964dec47570d2788ad01339",
+  "booleans.planar.angled-overlapping-twice": "8bbd43311c9c82e05c0c48deba8403d74541823ee3d2953385103158749de057",
+  "booleans.planar.angled-rotated-cutter": "3315add1b93525fd17dee63846790b6cd0669bae6756dc2c78d835ed51c7bb1e",
+  "booleans.planar.arched-cap": "5263e60536ed8209a2b509ce8aa2c6ae51048c214e86d4437d86d90650c12dde",
+  "booleans.planar.arched-chained": "6ac5ae4f65ce7d7cdd315ba69cd87b0023a841613775d55d8d6feade4e35de3d",
+  "booleans.planar.axial-disjoint.intersection": "97e3ea19be8f90011a13888d662584708e8554c68caa051375c0f7c27da5aa5f",
+  "booleans.planar.axial-disjoint.union": "f3a069aeec45e1a71b47195b48bdb5d8d0d9d9b62a9c5488e2221a53b5786d19",
+  "booleans.planar.axial-embedded": "e5d035960271f5a8e89ffc01ff1722152e4a8fd3aa88ea4bc77e8e5296ee613d",
+  "booleans.planar.axial.intersection": "0fedd36e8ca948438f50b526cf8fb323a4538ddb363122c2e2e2fac7dfd3ab8b",
+  "booleans.planar.axial.subtraction": "237f9e1cf5ac0e690ba8afc8e4e51ec839a331828ee76d22d15ebfa437e81124",
+  "booleans.planar.axial.union": "5ca85a6e9f9215cafbadadc07e3689bbb3392e0e0dcd86659d9a022cd6b80455",
+  "booleans.planar.band-split": "0d798b21efc5fdf3770a7773fb5df5103a89645bc13c2d5ec93f37a09b4a5811",
+  "booleans.planar.coextensive.intersection": "6679d501b5c955670adade5366642d2e3016ad755ce1528851d3753ffe75f5f8",
+  "booleans.planar.coextensive.subtraction": "469646f9f1ac11dfb2c97f7ed757590f99515ab9812265a2b4cb94e292f8b563",
+  "booleans.planar.coextensive.union": "3fd62f99956d97000fd68e32ef4950f364c38d0ef299525712eb92cbfd2d317e",
+  "booleans.planar.flush-chained": "2adba1d0159e6e843f20e24a582ea23ab115f82ade70986aaca7ed6b52349849",
+  "booleans.planar.flush-lower-cutout": "485a047b155b5e1cc653d2beba69f9d8b99ea45450988787bd713d2e6f12bbe9",
+  "booleans.planar.layered-cavity": "00cf42ca0ce3f0523983e1ea1fa1100d11794b3ed1034e884da0225bf493864e",
+  "booleans.planar.mitered-chained": "00b87587a726feb83111cc33be3f1bdc55a68456f4726f94bed36eaf75135fb1",
+  "booleans.planar.mitered-first": "0bf627263365e8fec14885e6b422dcd777302ec0f0e89610549e1d0969b0c23e",
+  "booleans.planar.round-through-cutter": "905afdb3656829e0b1f8f04d8c2ee972426d64abe84ca6b9b9cd44d749708085",
+  "booleans.planar.through-hole": "cb09d1e8de1ccde9a76f20d7c2f3be68791a16d64fbb494116ab8f477c460658",
+  "booleans.sphere-box.pocket-0-lower-inside.intersection": "db042d25ef18b6821e3aadf4b046ac875aa1b999ecfb318b6eff8665450cf94a",
+  "booleans.sphere-box.pocket-0-lower-inside.reversed-subtraction": "e68031e79352ac664797641e3bb3739972d0a46ad9138dca471a6c4dc3a90491",
+  "booleans.sphere-box.pocket-0-lower-inside.subtraction": "13ddbc55659fc201ab8208bd00e63c9c3851f9aab01dbef5776d2d700e725c8b",
+  "booleans.sphere-box.pocket-0-lower-inside.union": "3f9fa2fabc158bf5acf9d781e167a641c467b530a0b1ed44de48eb55887018dd",
+  "booleans.sphere-box.pocket-0-lower-outside.intersection": "b8eb685aefa22b52c8eed7fccc9f53825ec2fe1d5039a4071a5a14d0bbe6fdc6",
+  "booleans.sphere-box.pocket-0-lower-outside.reversed-subtraction": "dcc7ad74945b8e8da24944212d6451ca6a6c8456c60c4f8679e9e518815ca2b7",
+  "booleans.sphere-box.pocket-0-lower-outside.subtraction": "891dd2a77f33db63ae9a831643c0dce27577255ec6930b0ae8bb1b9fcffdda0e",
+  "booleans.sphere-box.pocket-0-lower-outside.union": "a7a2f5be054215207a7fd3943ff201787756e0b7c0da390f72e8f23a1cc46e6a",
+  "booleans.sphere-box.pocket-0-upper-inside.intersection": "a00d1659fd5544e16427a70ec57e1768bff373cd4ed590d6229aeab8c3666c99",
+  "booleans.sphere-box.pocket-0-upper-inside.reversed-subtraction": "0c32f7c4360df606f663900c8d64cbf2893f36af17c22987f0fc13e899fc08c4",
+  "booleans.sphere-box.pocket-0-upper-inside.subtraction": "a619d546a1c064868304c5130e6ff52c4edef238ca3f030621d34435be33e48b",
+  "booleans.sphere-box.pocket-0-upper-inside.union": "b270f8cb0e9c2b6785421fd289c7d082d719e26bbec164e523a775a9b6a1d884",
+  "booleans.sphere-box.pocket-0-upper-outside.intersection": "e24bb61fb141700eb5472a64390fd96e91d9d9422453aaf46d66d3ab4559d6f0",
+  "booleans.sphere-box.pocket-0-upper-outside.reversed-subtraction": "cc15169e2a8d2a69c83673768eaa7e373e59858309ec9af28a403cf543371f70",
+  "booleans.sphere-box.pocket-0-upper-outside.subtraction": "6ee4a29a82bfab1f1e399cd7f0edc4d4be4c099076e66c00145a7e69e94c90a9",
+  "booleans.sphere-box.pocket-0-upper-outside.union": "399b14be57c5bc076d0926c0a183a33ce56c534a0472e57f1cb5fc5d186ab982",
+  "booleans.sphere-box.pocket-1-lower-inside.intersection": "6b52c05228f86812ee70b779c73873a2ee527a703746c8a0802b712a91345470",
+  "booleans.sphere-box.pocket-1-lower-inside.reversed-subtraction": "5f8383592d55d6cfcf42c801571f6ab0ea4d28e7079a7509fef623c8f2d53546",
+  "booleans.sphere-box.pocket-1-lower-inside.subtraction": "ee52f8c8d07aa246083bf583a836ff9f5e317220a7e276aa24781653ad49164e",
+  "booleans.sphere-box.pocket-1-lower-inside.union": "dcc406048a57ba19f58851372861bf07b8135ba445921f12402f91c2100588e7",
+  "booleans.sphere-box.pocket-1-lower-outside.intersection": "140057da896074af16876bdf36d2658fcefba08fed82c4e2a8d27a6b727251b5",
+  "booleans.sphere-box.pocket-1-lower-outside.reversed-subtraction": "cbffddad9fde20ef1af60faffc5ea2288b197d78842a52d76d326b94bd7b2bb1",
+  "booleans.sphere-box.pocket-1-lower-outside.subtraction": "31669389232edb18e9bca41a43563530b60079403a839583c896d924eb1091f0",
+  "booleans.sphere-box.pocket-1-lower-outside.union": "132b2e39bd31c1ab37e95dae9c0b1d510413db26b2ded5fd1db32692725a4aca",
+  "booleans.sphere-box.pocket-1-upper-inside.intersection": "7e1554a7e5d42d480615e59ce78968273237919fe96766950562711d0fa1a05d",
+  "booleans.sphere-box.pocket-1-upper-inside.reversed-subtraction": "d8b08d2f2668521874860ae47ac3b7fe0da280636b8f01a1bffac8ea81dd8777",
+  "booleans.sphere-box.pocket-1-upper-inside.subtraction": "b22b2e835b65ab24be3fb0250bf682d471fc353e13fa5656d19093393f1f5ab9",
+  "booleans.sphere-box.pocket-1-upper-inside.union": "2baa444cb6ab38ec738e2dc0ccc686712b9d6f06677009df52a572d5c7030d1f",
+  "booleans.sphere-box.pocket-1-upper-outside.intersection": "faf943f77469ca7b6c01723802d9761c0235d33011e8bdffc5d905591f439179",
+  "booleans.sphere-box.pocket-1-upper-outside.reversed-subtraction": "e3b0cb619ed86bb379a6b3c7eef7b56472d5f3fa1b11872bef0f640e142b90da",
+  "booleans.sphere-box.pocket-1-upper-outside.subtraction": "93eebbbd1b6184e48f25f4652f9088548c3364284ca5cf7c6b3101d6406982a3",
+  "booleans.sphere-box.pocket-1-upper-outside.union": "6c5b49647579f0ffb42a4118633fa5f2c3006dab4fcd85dd62f70cca0d1a7d4b",
+  "booleans.sphere-box.pocket-2-lower-inside.intersection": "62be38d1c89c2a96c7a5782994b93ad5b143cc211fa109395bb833d8157379f8",
+  "booleans.sphere-box.pocket-2-lower-inside.reversed-subtraction": "1cfd1ee046038e0e94e5bf61846c2cde9c2c470b35153749cb4fb17619b1a1c4",
+  "booleans.sphere-box.pocket-2-lower-inside.subtraction": "0633872fc80e5a2a33d17c5a38eb857efa1cec92ce5750d6ee671c7b9dcff3f4",
+  "booleans.sphere-box.pocket-2-lower-inside.union": "31fb5cc846133e0175c7183bbb1056fec8cd3acad6c5656b50a780684f628e68",
+  "booleans.sphere-box.pocket-2-lower-outside.intersection": "0a539c197b35435145b8256ba08d6c43c29d6ddaef085529f6befe239f73ab8a",
+  "booleans.sphere-box.pocket-2-lower-outside.reversed-subtraction": "a64836c2973898e23e80c91ef94a4437c632c6869446581c32c8719f6a0cdbfc",
+  "booleans.sphere-box.pocket-2-lower-outside.subtraction": "6cb157f4c62c47accacb6510d6eea261d5a4e30e17353319ed138cacd1dd7be8",
+  "booleans.sphere-box.pocket-2-lower-outside.union": "0c228a04bde39525c491d3979da61d81623d6814c9cb0bd03b62ad6e72e3bfed",
+  "booleans.sphere-box.pocket-2-upper-inside.intersection": "a626e0ff3d729ea898763d5448486311cb6c5b74476fca5c462bd43a802bc769",
+  "booleans.sphere-box.pocket-2-upper-inside.reversed-subtraction": "a720c54296f1df3053b6215226b67eb845bb855ffd3439829cbf0ba586bebf89",
+  "booleans.sphere-box.pocket-2-upper-inside.subtraction": "96ec3e5cc08877371271ec159f5de7e3265f8907d2404dc0b90834d205933ee3",
+  "booleans.sphere-box.pocket-2-upper-inside.union": "4c1f09f3b5eda4d589b945bd2ec5b22adb6cfdfc3329b85c0a7e33d2b3c583d1",
+  "booleans.sphere-box.pocket-2-upper-outside.intersection": "eafbbcdee3f9b8ea0a9699698080a234675342f52071c55c9c6eda718ef0688f",
+  "booleans.sphere-box.pocket-2-upper-outside.reversed-subtraction": "a8637c8381ec2cc4799a92956fd13f9c6c3615cd10ae72bdc6de147d0ea2ce21",
+  "booleans.sphere-box.pocket-2-upper-outside.subtraction": "01423d026052a568d52d0f5e15e3d70b3936e4dde81ecb47cbec9cc47c3f3d3b",
+  "booleans.sphere-box.pocket-2-upper-outside.union": "1f07f1d1f7fe3e6eda3972dcf86c173dba23b6ee1dc9c8993d7b7a47ae05cc73",
+  "booleans.sphere-cylinder.coaxial.intersection": "12882ee586a4851aa5ab96450591914cf15f334b65c254dec17f1f6d56a41afe",
+  "booleans.sphere-cylinder.coaxial.reversed-subtraction": "4bfa71207d87ae9b80c595b17a7b0136d049a2d5af567a63ce4d16cece6f560c",
+  "booleans.sphere-cylinder.coaxial.subtraction": "0584b09d745d47e08f8ce5ba49591c32327115ea8ab260a03af1c4a7a146985a",
+  "booleans.sphere-cylinder.coaxial.union": "ccc4989b22a29f505cdb5d86a203c237f290d08c6232533766947b5eefcf7e2f",
+  "booleans.sphere-cylinder.contained.intersection": "4d1d3c56f5da470fde9895b9d578d594a7e9653a67201c72f378882eb9d88b9b",
+  "booleans.sphere-cylinder.contained.subtraction": "484b90599a8ef3b8198217110016267c260ab9244d74bce49e49ae97109fc446",
+  "booleans.sphere-cylinder.contained.union": "4d9c4aaca19678c2381cf570d8a63153b4206196a0f69af9ad31add1a08f970d",
+  "booleans.sphere-cylinder.crossing.intersection": "af1347ef4355fb1076c74e2f1ef45e513795d4f94cf716dae5cbb112290b97a2",
+  "booleans.sphere-cylinder.crossing.reversed-subtraction": "b411d12424ea6f6ab8453e7c623d88352cd8674580bfbfdd83618910d66ce181",
+  "booleans.sphere-cylinder.crossing.subtraction": "ca7cb3ca10266c0a8cb3058887e98e88fd03b823b6d1ae75e8d9a74f3cb0005d",
+  "booleans.sphere-cylinder.crossing.union": "a31796b122b40b4c1190c949c821dfccee0f2062d53aeac4fe5dacc2ac12d9af",
+  "booleans.sphere-cylinder.noncoaxial": "48665dae4ba8467911cb08d6618893cb2ded7fff419029c0007670b164d5c5c0",
+  "booleans.sphere-cylinder.spherical-cavity": "4b11272c12ff37abd0a76a30e9fb1d7577799da1bbd1c99fcb790fca3e1e88a4",
+  "booleans.sphere-torus.large-sphere": "d0334cd5e250ffb3318bd5de9a1da45db77d24ec5b014784d86c63fc502527da",
+  "booleans.sphere-torus.small-sphere": "3ba69a1b87e43145a10fdb379931edfb8832a98aa3c2b6b5d369a1b09f7f1e68",
+  "booleans.spheres-direct.coincident": "a9c9f5395dbbd7f2d1b5d4a9ecc8361945169cb82791913c22d5603f23371a95",
+  "booleans.spheres-direct.contact": "4fc69c5c6da3c540faf7195e77dacbc7238fe12767e34dde8ae6a252f9fd815f",
+  "booleans.spheres-direct.disjoint": "04667041cc6b291243df3096b0b230fdb775dc549310b1d3ea407e74cd907376",
+  "booleans.spheres-direct.enclosed": "f38d46962c91c0f50ca22e1359251be1c9003e715046ecc52cf5ce897e9874cc",
+  "booleans.spheres-direct.far-coordinates": "4f63c3642d4af2690ae20ac5f9ca931a21eedada297aa4bb5c96b40663f7d8ae",
+  "booleans.spheres-direct.inside-big.intersection": "519f347fb7dd137c53237a121c5ad3ea2940010f707cf53f8bfe5a1545458100",
+  "booleans.spheres-direct.inside-big.subtraction": "d3119bbf41217d3d656cf93e062cc1c009aada3a1e9582dab2b309505e011a0d",
+  "booleans.spheres-direct.internal-tangency": "34aef951ae92981694e9109524d6548413a61ad45d7d3091331995021ce96bda",
+  "booleans.spheres-direct.placed.intersection": "0114cd165a79395277cd914502440bb1107ac5976e84c24c791d5d29fdd7705d",
+  "booleans.spheres-direct.placed.subtraction": "84f4b146cd60f0843e1f4185443df292cd340b750b7698162597309e020bae91",
+  "booleans.spheres-direct.placed.union": "beda2fe83bc81d752d4c042a8fa5d216fcc808a4464c739c5009e38329377413",
+  "booleans.spheres-direct.rotated-unequal": "f7b2b08c166ee1bc92ca7c1c037737e04ea0c7b11ed69f798ca421c560651349",
+  "booleans.spheres-direct.scaled-mega": "15a402a2621d8234c6e76dff0f00a579777e356d1e749508f7d63a389738a101",
+  "booleans.spheres-direct.scaled-micro": "d01db18de7b84fa662fa2a53b73b9056f25bae7309374307b21211c368b44552",
+  "booleans.spheres-direct.scaled-unit": "f51f4188fe02d94ab2a85afdc779834b5d46462a8f393e144e1557336d89c22c",
+  "booleans.spheres-direct.small-cap": "0430c3fb380951e2c421055753895c482c4ac8ede8354e7c11e988d2046ce098",
+  "booleans.spheres-direct.transverse.intersection": "4b4823f596bb627e57f3d63e76469626d49e5471a97da18e8d4f2cbf9eb8091f",
+  "booleans.spheres-direct.transverse.subtraction": "1f75d141e0e320433001dfcfd5bc528093e6b171e310daed2ad950ffed4bc1f6",
+  "booleans.spheres-direct.transverse.union": "7c4bff60d3b042d9076ec6cb944ee299aee13291277d307da458948c59d30507",
+  "booleans.spheres-direct.unsupported-cylinder": "97d8cbf6b6516016e017b9f9233ff677f70f2ccfb7b0247c47d3ae57d771baa0",
+  "booleans.spheres.enclosed": "067ed9aaece390bf427beef1395a3ea8b0fb154182da414c4eca60f95ffb95b1",
+  "booleans.spheres.transverse.intersection": "9ddd2a68ee62748d88b8c9333d1f3f63802856405c5970949b97754439d4969d",
+  "booleans.spheres.transverse.subtraction": "9188b3fd6d402b1c7d72f25e186e07872b6e1a79b0f2e25e12db90f9a23fc225",
+  "booleans.spheres.transverse.union": "05bddf9b9f406d209574ed9254170352c5d0ce08cf69c168dac92b98c834f3b7",
+  "booleans.torus-containment.box-minus-torus": "8f25d4c646a22947a34d9591efa2ea4704cd61ede996c5079101bbbdd556ef8e",
+  "booleans.torus-containment.cylinder-minus-torus": "d36131dfc9b94d91b8a55ca70d135e16d8be6289376312e9c4bcffd4e5d48c5e",
+  "booleans.torus-containment.frustum-minus-torus": "5aff529c664bfc62cbd0742a31a551da608cc13ff68cdbff7ef2e29f70ca953a",
+  "booleans.torus.concentric.intersection": "bf76860ba0792bcfd34c0d90b1d5d58b6ff294bae881b0c65b9cb03b220aaafa",
+  "booleans.torus.concentric.subtraction": "ab22591d1ee68f9079ad96639e0293fc63f1934c931aae620a6391023aec353f",
+  "booleans.torus.concentric.union": "24b2e1fabe237641f8e4b6446d1da5b0c41845fb88292a27005cb236ec73a9d0",
+  "booleans.torus.identical": "170a46f8c275e17e1579dccb7ef004f6507cce755475010c899c67a0ffe39049",
+  "booleans.torus.poking-ring.intersection": "3e2fed88eb1da18f587f251a1b9dfb81afaa4265d7f849d2eaa5aa360c9c1e2c",
+  "booleans.torus.poking-ring.subtraction": "0977919dd35385128d06f8c8786ca61258b796af687637f35f4db06af84cf883",
+  "booleans.torus.poking-ring.union": "03cb8356544fb953b1ce28ebe51ce1c314244cb5b8af13a83d724d750ddeffc4",
+  "builders.annular-cylinder.inverted-radii": "9c2be04be4f397776ec5c55c554ec78b53cc502ec40677ba8e9894c14cfdfc46",
+  "builders.annular-cylinder.oracle": "8872072704b99db0702fa922fae7ad875d1608e3b02a67338189b3dac9c99f44",
+  "builders.annular-cylinder.thin-ring": "a1de2afe4048e5aa132f14f248792dd1d08b82acac86774155b3d4fb9d784bf8",
+  "builders.arc-edged-extrusion-with-holes.oracle": "1b711726a56c5f3b2a5998028af5199860ad99ec85c8844bf5143fcf98d8faae",
+  "builders.arc-edged-extrusion-with-holes.round-hole": "59017e36a931841375ec8829be9ae6e0405d20d2bd8bd7104340ddd9778a42c3",
+  "builders.arc-edged-extrusion.ground-band": "09af69878c93fe70684bcc86c8706383f1201d6706fc00058b5b75035407ee33",
+  "builders.arc-edged-extrusion.open-profile": "c017a0207666d52acaf1bc8634525b6615ad14c62eab82137f78a119bc758082",
+  "builders.arc-edged-extrusion.oracle": "97f3098f7ebd9c969ac1fdc0746734353cfaad4957133a32f7c3d8dfe1479ef2",
+  "builders.arc-edged-extrusion.polygon-only": "de1042b7f123429db00e0484160626a06c57e5901885d2f6a82c85f3036dd8eb",
+  "builders.arc-edged-extrusion.quarter-annulus": "4603a7ca7e7183cf6e3f1f4e3c326400429cb832aa3d963634e803ddadb18fa9",
+  "builders.arc-edged-extrusion.split-arcs": "d1d2de991a0ae995941dbf6739cd7fae41fa2ecdd4cf763e25735352cabd34dc",
+  "builders.arc-edged-extrusion.wide": "f031b72d105b797f668ccd57ac60c9dfa9df86c95d2b0f9c612f1a790f9d8b72",
+  "builders.arc-wire.circle": "356b5dd7a5dfb49a89404c332b2e3aa6fefebab9ec1462fb30ad1d9628ec535e",
+  "builders.arc-wire.ellipse": "6d2c7fd5e358c4528b84658d6d92c5524176faa8b603808081e942242ae7eb9d",
+  "builders.arc-wire.half": "b9462fdaca71795c34117cfe4cd11dbbcb47aff1a961e91959c0005c89892bd7",
+  "builders.arc-wire.line-rejected": "126e3b9c1fff1f6889d4554cf6b7d64e9e494639bd9df6777de5c56c3a0bbe08",
+  "builders.arc-wire.zero-sweep": "017540164a951e3bdffca955f68e20408469694202daf2fc24e829414986666b",
+  "builders.cone.identity": "b06b0e3e30cfffdcc69b1c7752c1294b157683faabd2aa1d63ed1e471cfd03a1",
+  "builders.cone.oracle": "6f6dc78a6282a5b26876390df53726aa645ac769eca824f9e30eae4ef89fb15f",
+  "builders.cone.zero-height": "7fd364113e199f53d1a85e7810a2ea35567f7e9a7b9684a6fbdd04aad0488d5c",
+  "builders.cuboid.identity": "67b6dad8866bbbbf5c36cc063f8f17abea670148707aa7a750a24a0f37c6c30e",
+  "builders.cuboid.oracle": "9dc5750a01a06e66784517f21c6d5a377f4619e80af0405d5db65d8b2f7fe2a5",
+  "builders.cuboid.skewed": "edc87e337f19908b1536da1ec9ce1d4eccf3d66424359a9ee7156e48a45230cf",
+  "builders.cuboid.translated": "16d7963e675d4dbde11fc6b991f47eb5097b6151e5e041b38e0e6e57aa3808fa",
+  "builders.cuboid.zero-size": "395b5d726bd95674ec890ab3bbefaa1cb033a00d5158279c976e64b39c15ad6b",
+  "builders.cylinder-sector.full-turn": "b7ba35f201da68d9490c170d2adfda9e2eda7f8c6d7ef11473e9941f41ab23fe",
+  "builders.cylinder-sector.ground": "e4db1189dad4131e856a950b75a3f99a8470cac7fb441ecbc09524e5e0f82675",
+  "builders.cylinder-sector.quarter": "72323e701206414145cc4fe6f0cd7b966b77cf14a5b4c83d5d232c2fdbe55414",
+  "builders.cylinder-sector.zero-sweep": "3d8560c29b626a873a1f3213b4899b8172283dd71e08e9c7158cc2e34f6e3d4a",
+  "builders.cylinder-with-hole.breaching": "d136d5e68189e2b5e9cb1270c4a2e5f2c374b254d9d5c592c46be5209480a7d0",
+  "builders.cylinder-with-hole.off-centre": "6a692f8d8a5b84475369c0f59e5204e9d13d79fc4448fab9d3764d373cda0ecd",
+  "builders.cylinder-with-hole.oracle": "005cfc77faa40453eef9eb69631b0c7c2de5ce03a703dd81c961d3c44a2f9fc8",
+  "builders.cylinder.identity-fine": "2fce43f6d97212228bf97aa7bfd41878ccdc5ee2f259f24e7cc721bd3f01f9f1",
+  "builders.cylinder.negative-height": "b2a877a2a53bbe2827c49b31b53af53658a10d27e4cf0600b7edc92b8cf2d65f",
+  "builders.cylinder.oracle": "c502b8a8b7e37cf98b7f348739f3637b0e1a1308cb6c1af41d13ed0fcfab5f16",
+  "builders.cylinder.skewed": "a7b60b0b47d3fe648ee309b5bd1d55b3d24dac4c4a969dc895005a43d5b450ca",
+  "builders.cylinder.zero-radius": "60993177577cf9f899e3f16c0e64e2b21a2a1db3128b6ce47cc7d36a9e616cc8",
+  "builders.frustum.expanding": "f83b77a20bef5c681c24e5e5494b012bfa4e7c65651a29e4a34839b3b4c9453b",
+  "builders.frustum.negative-radius": "4be0f319922dd6d82b0e5575b49205842e8b996d979c1de02c59068ee22e44eb",
+  "builders.frustum.oracle": "9b6256733ed4a13f2f51d2f8c9c6fed97bcaf85ea6f7d63214ef1e133edbbac0",
+  "builders.frustum.shell-family": "748ec17c07e2293f3ab006a8e8fde7785447a79b44e4caf4f5be5e8f0ce651a3",
+  "builders.linear-extrusion.angled": "52af2dc87a99464a8568efe59f9d7c942a9ffbbd6763d657b13d9a2d2d182b5e",
+  "builders.linear-extrusion.hole-outside": "77043451aabc4666da39ee3668a85ffa9c632aacac9512007b86a3f5f4d5e245",
+  "builders.linear-extrusion.oracle": "531b09ce5a3ee709860f5a13486b3a73a6f7c67dac62f9cd12873e7df4626d41",
+  "builders.linear-extrusion.self-crossing": "e3a72f0afa92d3b4d9abb0c104952fb9408e2a518bbf98b907b6aa8f5e5a1a07",
+  "builders.linear-extrusion.upright-sector": "fdbeb87035b021e04daaafbc58d80895bbae37051096986a096a50df6303d2d7",
+  "builders.linear-extrusion.with-hole": "ce18d55e12c1cd2cea89cb3f3b4d58dbfeabef852a3c9cd10dc189f19d4aa980",
+  "builders.placed.cuboid-scaled": "edd948c54a8736a507a6191347d561227c1c80128302b5618194d3de35d9efb5",
+  "builders.placed.cylinder-rotated": "ed89ed2a4384e9522d933a38435921d1c31ef95659cbbb4bd93e72d2bf1a535f",
+  "builders.placed.zero-scale": "b0d66d72efc738d90870067da896fcf1c6a1fbcefc0b7e52f0ac53b1718e08d3",
+  "builders.polyline-keys.closed": "81f2a96fdc6764b1ccf373d14d8ae5399a06cf1c0e3ccdc13352c2b8010a698d",
+  "builders.polyline.noncoplanar": "de106849f9cff95a618f76b860f88e797de65c30944c0a4b081b1cb62f140456",
+  "builders.polyline.open": "485a0b9bebbe46e69ac2f3e44b6567aa57e430857f87c8eba1dc9652f37d5ed4",
+  "builders.polyline.repeated-point": "d608bd770ef548c6c94c9bee36a322fa486575308e1521e96c1f92bf0fad7156",
+  "builders.rectangle-keys.ground": "12e2f757757dc4f3e3fb5cd08cb103ed86f9ea393295ed2897fff72605186ed2",
+  "builders.rectangle.identity": "31332072019245900457cc87ce607bc825c04cddf1589c11f1e870ba7b4a78c1",
+  "builders.rectangle.zero-width": "7d3835f3229822d788bc85fcdb3881956ee01c96088fc7d615201f01b0472b28",
+  "builders.sphere.micro": "c3b5b76a3be404831a25d85a8a4cc52c8b2fec75f71b090a6c355ff01fdf8db6",
+  "builders.sphere.offset": "246a283bb1850d69b2a71e6506558cce8317e77f59e07ba3647af7d48f9085dc",
+  "builders.sphere.oracle": "ed386c51d41d4b248c7aefccb7808c6884ce91a0fc27c9e816323e0f766ad1c4",
+  "builders.sphere.zero-radius": "8dbc715dc485ee79e005cfe393cf5a5d80f19bb5b8ac316baebe85b8ab3220a1",
+  "builders.torus.oracle": "6ca29df1762a086a6e8c99aa7729ff08e3e590bfe163726368777959d33e5e46",
+  "builders.torus.ring": "6efd19d2f475ae694d9c44629cc6c45c70164140ebfc189811c9d306ab27ec4d",
+  "builders.torus.self-intersecting": "2bc7b808168fb1310cf4c67ea4d83239769cb71e528a23b1e13e11a213d5cb62",
+  "creating.extrude.circle": "22c2c6b0ab14ce2b1d6f5e3f1feca12177008d3670c4cf7a730d3710d2f2f1d8",
+  "creating.extrude.closed-polyline": "927562e27b9d0285bdf989ef18cc2533bf7c5efa71b1e8fe9bde9cf2ec1b09ea",
+  "creating.extrude.far-parent": "c87f5de160f0b8437be2bfb7b942c6731517966642ce18c1d99613576c1751b7",
+  "creating.extrude.ground-polyline-forward": "c1ac27abe2dfd0b80e03659fec0e44d25ae06ea7f5ad97c13ed169de97e02d94",
+  "creating.extrude.ground-polyline-reverse": "24d92a0a22584ff8bfc8ea865217c615db2ea2ac52c5f0a36cd4984ca9da0316",
+  "creating.extrude.hole-is-profile": "2d50d7d66bf789a1f4998c11ee947e7465606ae3603a82c650f676945bd831c6",
+  "creating.extrude.negative-annular": "af09b3c73dbae0a980ea417105209ea604502a5b0a2f0a6e15f600f31102a8cf",
+  "creating.extrude.noncoplanar-hole": "db979d1f079ceecdc96763734de65829cb29f5e1e1a928169a4b873805271096",
+  "creating.extrude.offset-circle-hole": "dd4300e6f38b2f312a5231bff6667aa74464baf19642d5a0b8815ee7118e9072",
+  "creating.extrude.open-polyline-profile": "0b3e0afa42d51c285fe787cda1278656a89be0e4708af77e7b1d50804df3723a",
+  "creating.extrude.polyline-with-polyline-hole": "0a062dc7369cb8b362d4eb4bcd55d35cee24f796cb9ba8345c559e907eae626f",
+  "creating.extrude.rectangle": "90070b436b7c7c512046e5b126626b1bbafd5e03cdb5c94948ef4a48478785f1",
+  "creating.extrude.rectangle-round-hole": "c49096e3660a02a331cd90cdaf9cb19c10fef68d1cec9b062c7403c1555496bb",
+  "creating.extrude.self-crossing": "0242c5183d8e1e35b176a57115443ccc7c33a5833532e402f0e53a9a1f99d09f",
+  "creating.extrude.too-short": "6b65a724cae7d6df78ee8c5af88812d3ec589de2c6d0c52f0a558ef976ff2702",
+  "creating.extrude.unknown-profile": "f59a09928fa77a659d6e82b4ccbbb930d18c4651cb8edf029bc7adf92c295091",
+  "creating.rebuild.keeps-placement": "f79e7d148e1c5222473dc2bc0e3d4e48f11ae5a098352107208dbd1449c88509",
+  "creating.rebuild.shared-scope": "9dc49b0fcd16d4afb4e70eccb447b0c2347ba70b8440f59f83d325beb0ec44cf",
+  "creating.rebuild.sweep-and-path": "590b3b1e863292b44448f6d5c962acdf1d232c26d74c7d70635402ddf8f78a7c",
+  "creating.sweep.circle-horizontal-path": "e8ef9e6f86e608c4cd28cff7ec247e6a22f1dddcaef24c8e5e5639400fc90cf6",
+  "creating.sweep.circle-l-path": "157b2d8f2bf1bbfe2a71058049aff5f8c512474a062c88a050bb2cb6cd8544a4",
+  "creating.sweep.circle-offset-profile": "9f523304fd99f0568a08de990e0fa3805ee5f07969403e522a1cf5648303a1e8",
+  "creating.sweep.circle-path": "72e9d741311256d06799ea1973ad45c2839c7f1b9d67f43cbe7b37391cde0ceb",
+  "creating.sweep.circle-spatial-path": "b9e987f59589c4d8b067708f6f134f584782222c2ac92b23d083d84bdcfeb3f2",
+  "creating.sweep.closed-path": "ba3431bd12cd4d5aad80711f42d2370ad06c494eaf9bb78831445f1d7084dba8",
+  "creating.sweep.collinear-path": "613be9e7d07f6a76c60ced2b93638987b863f322a53bceef1611dfe26e4942dc",
+  "creating.sweep.miter-collision": "9a8b1f37733629004a6131a6066b9c785958145074619eab57da7b0f58101b28",
+  "creating.sweep.path-off-profile": "05ec501c5c041a2fac3c93bf05401615f99c7d718c20fe011c6ac6dbfdd05455",
+  "creating.sweep.rectangle-l-path": "245080349031de8f9b1fdd4cb441e8fee5b57679aa1ef26e7ecddad27f53190d",
+  "creating.sweep.rectangle-spatial-path": "4e3cf5fcb3fde1b3b0eaec36ec4b827661134ff7cece763a1dd44dd3f0d3d8d3",
+  "creating.sweep.reversing-path": "52e7d3543968aca03d0f4cb27ce4450d08c791a6f1cbb39e7601b8568beb3ca9",
+  "creating.sweep.separated-collision": "48992e86585680d072f5903157d61847acd33942f4e476c4c564827fffd9f447",
+  "creating.sweep.straight-path": "689b9cc757963af26eb6a001d3b049ab4b4e299d05231ddb3dabb9eaff1cd34f",
+  "fallback.planar.oblique-cutters": "ebf7d29ba112b6db5bee0b311d5600e1ed85b7f7454a21d2bedcc89818bae40d",
+  "fallback.planar.overlapping-cutters": "718b20930f316734b5bdb2d05191c2896060622972632b2b0b688ed961ee2400",
+  "fallback.prismatic.single-round": "eb4f4e4ede13f9f4cbb2d3b9516629b990bb0ee38ba869913687adba9920d74c",
+  "graph.acceptance-session": "de02d88f13382d9da9c078b53c11ae3ca556e0a0ea8b5a79aca229007a3e9236",
+  "graph.operate.box-subtraction": "d29d33b21c068ba94b5481a6447dc1216d76761885f8cfb27fa6bf21fb3f28c5",
+  "graph.operate.corotated-box-0": "6fd8ee24714e9fd28f93af33610f8f09f5211e413a68923b602ae0b41b2e97c6",
+  "graph.operate.corotated-box-30": "7e2d9594a4eb27ed598d885942660bf1a6d4c064b07ce8300b25e53b0685c42b",
+  "graph.operate.corotated-box-90": "7c396c9e0503d89379c85c3da687bd9cd385c2b1e8fad7a773fd4526ecd91659",
+  "graph.operate.corotated-wall-0": "bb604e045e1eaed8b9bfad2acc492ebd759e3fb2748ad3d10c54c527a3a57fd0",
+  "graph.operate.corotated-wall-30": "68afc1ea14ddfdd1c920fb0acdd905b138442943f17a023c7896a2c700cb715d",
+  "graph.operate.corotated-wall-90": "539ab559adb6ee55121e98080698346c4865441b444f9ea24f64ff039005fb07",
+  "graph.operate.empty-and-limits": "c506ab76c6bc57e8502c10ac4ce51b087b4c23a2f41bed48c76ad5033db3dcb2",
+  "graph.operate.empty-subtraction": "479383b7220098f4e2964166121c879d0e96345928d647e6b215cd2e7360762e",
+  "graph.operate.make-unique-then-operate": "b01331d663af9382896593ef19fddc5b348672958ea3a27c7c81a0f5b9c8a282",
+  "graph.operate.mixed-cutter-batch": "edad008d178b1689b642149d207382d55897de5f1cd952164cbd8b4ba4f143d1",
+  "graph.operate.planar-batch": "b122b01ea8c2fa2d9997aef881660e9238a3b6644428bf701feb415a24c1903f",
+  "graph.operate.scaled-tool": "8352fb19134365621a693658a7f7b768d5803e887d398be2edf1da23074fdfdc",
+  "graph.operate.serial-union-and-intersection": "ef868c48bc13320e8379398d52657b7fcaa0ebb8fb0e6411a5beb74bdd709b8f",
+  "graph.operate.shared-target": "9a9a58e2ba1ba20d4a10a9dee72deaba30b99d0209dbfac691edaa42eabdf7cf",
+  "graph.operate.sweep-result": "2cac0a8631bc84a3af46ac987fe9ef96af4f0cf85d4b336b71a0d21fa8db8f4f",
+  "graph.scenario.copies-and-planes": "435b1e4bb1d258c8cbd258fcfcbcefc6e398616669966fc2db9dda197238d592",
+  "graph.scenario.failed-calls": "5bd6c20c7e44aa77b5021118987d64ca4af4110568c6870baca83da9c34f1d00",
+  "graph.scenario.instances-and-duplicates": "dc00a666d143f42bba422b662bbf168b1b18b83dead2c3c37f6ccfd8ecc0fa73",
+  "graph.scenario.many-rotations": "d93e0deba63f364b14a73037925eb16a3b45051a285d8b1ace475d4e3279bacd",
+  "graph.scenario.marks": "a9d452e19c457142fcccf01b997cd45914fc6fc5eb5ed2bfa0db8cd3b0ff1cba",
+  "graph.scenario.nested-marks": "ab10b55edb609dab390ccab475f91fe51d4eed7d899f2aef9bbde2672fb396ab",
+  "graph.scenario.place-round-trip": "00eb935f39e25f5727371d2d26b4bdb04c7ba9b1c68d4b3b2702c571a6324ff5",
+  "graph.scenario.rejected-primitives": "a777185b3dc70ed3a24ec8ae0b8576d3cca05dcfacb2931796297fe1aa65190d",
+  "graph.scenario.reparenting": "def3dca7be774dea6b24c7eca2f7163aa1118f9d7b08e89a349a65286eb6c829",
+  "graph.scenario.shared-rebuild": "f3c980ffc0762c7f0de906b1aa1dba04e424ebd493e6744a9e3db28db9a5b70f",
+  "graph.scenario.subtree-dispose": "3393656291d922a7f7206b51849264b6e68092170b8a6f67849135ea6179f00b",
+  "handlers-covered": "786bdc2315486b549e189b9cad6500600eb9991537f96de85b4ec69daaef47b3",
+  "handlers-expected": "28674ce57df978909b9f7c9706ae15272410348af793c7d6c34f05fac7fbbcb9",
+  "handlers-uncovered": "e3b0c44298fc1c149afbf4c8996fb92427ae41e4649b934ca495991b7852b855",
+  "level.step.metre.y": "3bfe75db34f9ee266e502be4b3b641abd5d26b3a51c1bf8657f41252ee614f49",
+  "level.step.metre.z": "6108f7b562c88424cd12180dcb82584d60810117a73b36b6ac410bfcdbabb0c2",
+  "level.step.millimetre.y": "1c38087a54a0407778dd69d6ee89688731b27f98aede2098ffee09bd4a51183d",
+  "level.step.millimetre.z": "8f9edbe81afd24b8cf95a229215e2d9def24d56474309f031e6228089133dcac",
+  "shell.arc-edged-unsupported": "3c8ad9b57742fa525f38f291f308d0422c3b710a04ebe7ac6280ed4d9c7ec811",
+  "shell.box": "5aa29362fe4c62993e490bbc466dce23629efb2a58c61879b6c54d9cf317c767",
+  "shell.box-below-resolution": "17556323ab36b22e051fda473d7c9cc9f1094996e5b2f6858fcba09bda75a65a",
+  "shell.cone": "cc4c53e7bb5974098d19bfaf5d56efcc656fbf26dc8b18ff65c9bbe1736f1b7a",
+  "shell.cylinder": "f14bb1497af457f3cb0dbd703af4bc5c1ee6abe2d5ce8ab9d264c355c1d73128",
+  "shell.frustum": "83f340621aaaae9b9b3f30ac0e87351df689037afa28c9bbc51f2ac5ae6a50cc",
+  "shell.profile": "0671db8a1f8cae528bf386a3632e3d8fceef99dc6174c2a263ac64948438f0b7",
+  "shell.profile-collapsed": "590f2c79bb09d4705ba2a7dcc599378048ab1263cf6033a9fbb3cb96c972da4f",
+  "shell.sphere": "162a0e55d1b60d2a98fca1318ae516a33bd75d51827d821958fd30929de8146c",
+  "shell.sphere-collapsed": "2ee1754001dea36b57bdf794740e33fcd14583265e23fbfbff66166e8a660f80",
+  "shell.torus": "3c96e552aa39f1f7e20e5d1832091627c5bb366a169cba9d7e542f51bc5ffcd1",
+  "sweep-3d": "3d596e4aec236d98119014480ef3a7bb167ec1fa36a5dac56453709d78c7f576"
+}
diff --git a/main/opengeometry/tests/golden/batch.rs b/main/opengeometry/tests/golden/batch.rs
new file mode 100644
index 0000000..3378253
--- /dev/null
+++ b/main/opengeometry/tests/golden/batch.rs
@@ -0,0 +1,189 @@
+use crate::batch_case::{batch_table, both_orders, BatchBuilt, BatchEntry};
+use crate::fixtures::{
+    at, fine, ground, moved, polar, rectangle, standard, tilted_about_y, upright,
+};
+use crate::kernel::{primitives, Frame3, Point3};
+use crate::planar_shapes::{framed, opening, wall, Shape};
+use crate::profiles::{quarter_annulus, wide_arc};
+use crate::runner::Case;
+use std::f64::consts::{FRAC_PI_2, PI};
+
+fn ground_cylinder(name: &str, origin: Point3, radius: f64, height: f64) -> Shape {
+    primitives::cylinder(name.into(), moved(ground(), origin), radius, height, fine())
+}
+
+fn slab(name: &str, depth: f64, lo: [f64; 2], hi: [f64; 2], height: f64) -> Shape {
+    framed(name, upright([0.0, depth, 0.0]), rectangle(lo, hi), height)
+}
+
+fn door(name: &str, from: f64, to: f64) -> Shape {
+    opening(name, 0.0, 2.1, from, to)
+}
+
+fn two_cuboids() -> BatchBuilt {
+    let block = |name: &str, x: f64| {
+        primitives::cuboid(name.into(), at([x, 0.0, 0.0]), [1.0, 2.0, 2.0], standard())
+    };
+    let host = primitives::cuboid("host".into(), Frame3::IDENTITY, [6.0, 2.0, 2.0], standard())?;
+    Ok((host, vec![block("left", 1.0)?, block("right", 4.0)?]))
+}
+
+fn ten_openings() -> BatchBuilt {
+    let cutters = (0..10)
+        .map(|index| {
+            let left = 1.0 + index as f64 * 1.8;
+            door(&format!("opening-{index}"), left, left + 0.5)
+        })
+        .collect::<Result<Vec<_>, _>>()?;
+    Ok((wall("host", 20.0)?, cutters))
+}
+
+fn single_cutter() -> BatchBuilt {
+    Ok((wall("host", 10.0)?, vec![door("lower_cutout", 2.0, 3.0)?]))
+}
+
+fn overlapping() -> BatchBuilt {
+    let cutters = vec![door("first", 2.0, 3.0)?, door("second", 2.5, 3.5)?];
+    Ok((wall("host", 10.0)?, cutters))
+}
+
+fn oblique_pair() -> BatchBuilt {
+    let cutter = |name: &str, station: f64| {
+        let frame = tilted_about_y([station, 0.15, 0.0], PI / 6.0);
+        framed(name, frame, rectangle([-0.5, -0.5], [0.5, 0.5]), 2.1)
+    };
+    let cutters = vec![
+        cutter("first-oblique", 2.5)?,
+        cutter("second-oblique", 6.0)?,
+    ];
+    Ok((wall("oblique-host", 10.0)?, cutters))
+}
+
+fn single_oblique() -> BatchBuilt {
+    let (host, mut cutters) = oblique_pair()?;
+    cutters.truncate(1);
+    Ok((host, cutters))
+}
+
+fn no_cutters() -> BatchBuilt {
+    Ok((wall("host", 10.0)?, Vec::new()))
+}
+
+fn too_many_cutters() -> BatchBuilt {
+    let cutters = (0..101)
+        .map(|index| {
+            let from = 0.05 * index as f64;
+            door(&format!("crowded-{index}"), from, from + 0.01)
+        })
+        .collect::<Result<Vec<_>, _>>()?;
+    Ok((wall("host", 10.0)?, cutters))
+}
+
+fn fifty_openings() -> BatchBuilt {
+    let frame = ground();
+    let outer = rectangle([-30.0, -0.1], [30.0, 0.1]);
+    let name = "wall".into();
+    let host = primitives::linear_extrusion(name, frame, outer, Vec::new(), 3.0, standard())?;
+    let cutters = (0..50)
+        .map(|index| {
+            let origin = [-27.0 + index as f64 * 1.1 - 0.25, 0.0, 0.2];
+            let name = format!("cut-{index}");
+            primitives::cuboid(name, moved(frame, origin), [0.5, 0.4, 2.0], standard())
+        })
+        .collect::<Result<Vec<_>, _>>()?;
+    Ok((host, cutters))
+}
+
+fn disjoint_mixed() -> BatchBuilt {
+    let cylinder = ground_cylinder("round", [1.5, -0.5, 1.5], 0.4, 1.3)?;
+    let slab = slab("rectangle", 0.8, [3.5, 0.7], [4.5, 2.2], 1.3)?;
+    Ok((wall("mixed-host", 6.0)?, vec![cylinder, slab]))
+}
+
+fn two_round() -> BatchBuilt {
+    let first = ground_cylinder("round-a", [1.5, 0.0, 1.5], 0.4, 0.3)?;
+    let second = ground_cylinder("round-b", [4.5, 0.0, 1.5], 0.4, 0.3)?;
+    Ok((wall("two-round-host", 6.0)?, vec![first, second]))
+}
+
+fn single_round() -> BatchBuilt {
+    let (host, mut cutters) = two_round()?;
+    cutters.truncate(1);
+    Ok((host, cutters))
+}
+
+fn split_mixed() -> BatchBuilt {
+    let cylinder = ground_cylinder("split-round", [1.5, -0.5, 1.5], 0.4, 1.3)?;
+    let slab = slab("full-height", 0.3, [2.5, 0.0], [3.5, 3.0], 0.3)?;
+    Ok((wall("split-mixed-host", 6.0)?, vec![cylinder, slab]))
+}
+
+fn flush_mixed() -> BatchBuilt {
+    let cylinder = ground_cylinder("flush-round", [1.5, 0.0, 1.5], 0.4, 0.3)?;
+    let slab = slab("flush-rectangle", 0.3, [3.5, 0.7], [4.5, 1.5], 0.3)?;
+    Ok((wall("flush-mixed-host", 6.0)?, vec![cylinder, slab]))
+}
+
+fn arched() -> BatchBuilt {
+    let cap = ground_cylinder("arched-cap", [2.0, -0.5, 2.0], 0.5, 1.3)?;
+    let lower = slab("arched-lower", 0.8, [1.5, 0.5], [2.5, 2.0], 1.3)?;
+    Ok((wall("arched-host", 4.0)?, vec![cap, lower]))
+}
+
+fn arc_host() -> BatchBuilt {
+    let outer = quarter_annulus(2.0, 1.5);
+    let name = "arc-host".into();
+    let host = primitives::arc_edged_extrusion(name, Frame3::IDENTITY, outer, 3.0, fine())?;
+    let size = [1.0, 0.35, 1.5];
+    let first = primitives::cuboid("opening".into(), at([1.1, 0.9, 0.5]), size, fine())?;
+    let size = [0.45, 0.8, 1.2];
+    let second = primitives::cuboid("second-opening".into(), at([0.6, 1.3, 0.8]), size, fine())?;
+    Ok((host, vec![first, second]))
+}
+
+fn wide_sector(index: usize) -> Shape {
+    let start = -FRAC_PI_2;
+    let opening_start = start + 1.2 / 2.0;
+    let opening_end = start + 8.2 / 2.0;
+    let from = opening_start + (opening_end - opening_start) * index as f64 / 3.0;
+    let to = opening_start + (opening_end - opening_start) * (index + 1) as f64 / 3.0;
+    let reach = 2.1 / ((to - from) / 2.0).cos() + 0.2;
+    let outer = vec![[0.0, 0.0], polar(reach, from), polar(reach, to)];
+    framed(&format!("sector-{index}"), Frame3::IDENTITY, outer, 2.0)
+}
+
+fn wide_opening() -> BatchBuilt {
+    let name = "wide-arc".into();
+    let host = primitives::arc_edged_extrusion(name, Frame3::IDENTITY, wide_arc(), 3.0, fine())?;
+    let cutters = (0..3).map(wide_sector).collect::<Result<Vec<_>, _>>()?;
+    Ok((host, cutters))
+}
+
+const ENTRIES: [BatchEntry; 13] = [
+    ("planar.two-cuboids", "two", two_cuboids),
+    ("planar.ten-flush-openings", "batch", ten_openings),
+    ("planar.single-cutter", "single", single_cutter),
+    ("planar.single-oblique", "single-oblique", single_oblique),
+    ("planar.overlapping-cutters", "overlap", overlapping),
+    ("planar.oblique-cutters", "oblique", oblique_pair),
+    ("planar.no-cutters", "empty", no_cutters),
+    ("planar.too-many-cutters", "crowded", too_many_cutters),
+    ("planar.fifty-openings", "result", fifty_openings),
+    ("prismatic.single-round", "single-round", single_round),
+    ("prismatic.arched", "arched-batch", arched),
+    ("vertical-arc.arc-host", "arc-cut-batch", arc_host),
+    ("vertical-arc.wide-opening", "wide-cut", wide_opening),
+];
+
+const ORDERED: [BatchEntry; 4] = [
+    ("prismatic.disjoint-mixed", "mixed", disjoint_mixed),
+    ("prismatic.two-round", "two-round", two_round),
+    ("prismatic.split-mixed", "split-mixed", split_mixed),
+    ("prismatic.flush-mixed", "flush-mixed", flush_mixed),
+];
+
+pub(crate) fn cases() -> Vec<Case> {
+    let mut cases = batch_table(&ENTRIES);
+    cases.extend(both_orders(&ORDERED));
+    cases
+}
diff --git a/main/opengeometry/tests/golden/batch_case.rs b/main/opengeometry/tests/golden/batch_case.rs
new file mode 100644
index 0000000..a139ea3
--- /dev/null
+++ b/main/opengeometry/tests/golden/batch_case.rs
@@ -0,0 +1,90 @@
+use crate::batch_route::{batch_route, BatchOutcome};
+use crate::boolean_case::result_body;
+use crate::json::brep_sha256;
+use crate::kernel::{subtract_planar_cutters_with_handlers, BrepEnvelope};
+use crate::record::{Failure, Record};
+use crate::runner::Case;
+use std::sync::Arc;
+
+pub(crate) type Inputs =
+    Arc<dyn Fn() -> Result<(BrepEnvelope, Vec<BrepEnvelope>), Failure> + Send + Sync>;
+
+pub(crate) type BatchBuilt = Result<(BrepEnvelope, Vec<BrepEnvelope>), Failure>;
+
+pub(crate) type Batch = fn() -> BatchBuilt;
+
+pub(crate) type BatchEntry = (&'static str, &'static str, Batch);
+
+pub(crate) fn inputs(
+    build: impl Fn() -> Result<(BrepEnvelope, Vec<BrepEnvelope>), Failure> + Send + Sync + 'static,
+) -> Inputs {
+    Arc::new(build)
+}
+
+pub(crate) fn reversed(inputs: &Inputs) -> Inputs {
+    let inputs = Arc::clone(inputs);
+    Arc::new(move || {
+        let (host, mut cutters) = inputs()?;
+        cutters.reverse();
+        Ok((host, cutters))
+    })
+}
+
+fn record_inputs(record: &mut Record, host: &BrepEnvelope, cutters: &[BrepEnvelope]) {
+    record.section("inputs");
+    record.field("host", &host.id);
+    record.field("host.sha256", brep_sha256(host));
+    record.field("cutters", cutters.len());
+    for cutter in cutters {
+        record.field(&format!("cutter {}", cutter.id), brep_sha256(cutter));
+    }
+}
+
+pub(crate) fn batch(name: &str, id: &str, inputs: &Inputs) -> Case {
+    let inputs = Arc::clone(inputs);
+    let id = id.to_string();
+    Case::new(format!("batch.{name}"), move |record| {
+        let (host, cutters) = inputs()?;
+        record_inputs(record, &host, &cutters);
+        record.section("batch");
+        record.field("id", &id);
+        match subtract_planar_cutters_with_handlers(&host, &cutters, id.clone()) {
+            Ok((result, handlers)) => {
+                let route = batch_route(cutters.len(), &BatchOutcome::Succeeded(&handlers));
+                record.field("route", route);
+                record.debug("handlers", &handlers);
+                record.cover(route);
+                record.cover_all(&handlers);
+                result_body(record, Ok(result));
+            }
+            Err(error) => {
+                let route = batch_route(cutters.len(), &BatchOutcome::Failed(&error));
+                record.field("route", route);
+                record.cover(route);
+                result_body(record, Err(error));
+            }
+        }
+        Ok(())
+    })
+}
+
+pub(crate) fn batch_table(entries: &[BatchEntry]) -> Vec<Case> {
+    entries
+        .iter()
+        .map(|(name, id, build)| batch(name, id, &inputs(*build)))
+        .collect()
+}
+
+pub(crate) fn both_orders(entries: &[BatchEntry]) -> Vec<Case> {
+    entries
+        .iter()
+        .flat_map(|(name, id, build)| {
+            let forward = inputs(*build);
+            let backward = reversed(&forward);
+            [
+                batch(&format!("{name}.forward"), id, &forward),
+                batch(&format!("{name}.reverse"), id, &backward),
+            ]
+        })
+        .collect()
+}
diff --git a/main/opengeometry/tests/golden/batch_route.rs b/main/opengeometry/tests/golden/batch_route.rs
new file mode 100644
index 0000000..941255c
--- /dev/null
+++ b/main/opengeometry/tests/golden/batch_route.rs
@@ -0,0 +1,125 @@
+use crate::kernel::GeometryError;
+
+pub(crate) enum BatchOutcome<'a> {
+    Succeeded(&'a [String]),
+    Failed(&'a GeometryError),
+}
+
+struct BatchRoute {
+    name: &'static str,
+    taken: fn(usize, &BatchOutcome) -> bool,
+}
+
+fn coverage_gap<'a>(outcome: &'a BatchOutcome) -> Option<&'a [String; 2]> {
+    match outcome {
+        BatchOutcome::Failed(GeometryError::CoverageGap { families }) => Some(families),
+        _ => None,
+    }
+}
+
+fn mixed_batch_gap<'a>(outcome: &'a BatchOutcome) -> Option<&'a String> {
+    coverage_gap(outcome)
+        .filter(|families| families[0] == "mixed cutter batch")
+        .map(|families| &families[1])
+}
+
+fn nested_handler(outcome: &BatchOutcome, name: &str) -> bool {
+    match outcome {
+        BatchOutcome::Succeeded(handlers) => handlers.get(1).is_some_and(|handler| handler == name),
+        BatchOutcome::Failed(_) => false,
+    }
+}
+
+fn cutter_count_rejected(_: usize, outcome: &BatchOutcome) -> bool {
+    matches!(
+        outcome,
+        BatchOutcome::Failed(GeometryError::InvalidGeometry(message))
+            if message.starts_with("planar batch subtraction requires")
+    )
+}
+
+fn overlapping_rejected(_: usize, outcome: &BatchOutcome) -> bool {
+    coverage_gap(outcome).is_some_and(|families| families[0] == "overlapping planar batch cutters")
+}
+
+fn mixed_planar_stage_gap(_: usize, outcome: &BatchOutcome) -> bool {
+    mixed_batch_gap(outcome).is_some_and(|stage| stage == "planar stage")
+}
+
+fn mixed_cylindrical_stage_gap(_: usize, outcome: &BatchOutcome) -> bool {
+    mixed_batch_gap(outcome).is_some_and(|stage| stage != "planar stage")
+}
+
+fn single_cutter(cutters: usize, _: &BatchOutcome) -> bool {
+    cutters == 1
+}
+
+fn mixed_staged(_: usize, outcome: &BatchOutcome) -> bool {
+    nested_handler(outcome, "subtract_planar_cutters")
+}
+
+fn prismatic_profile(_: usize, outcome: &BatchOutcome) -> bool {
+    nested_handler(outcome, "subtract_prismatic_profile_batch")
+}
+
+fn vertical_arc(_: usize, outcome: &BatchOutcome) -> bool {
+    nested_handler(outcome, "subtract_vertical_arc_extrusion_batch")
+}
+
+fn rectilinear(_: usize, outcome: &BatchOutcome) -> bool {
+    nested_handler(outcome, "boolean_rectilinear")
+}
+
+const BATCH_ROUTES: [BatchRoute; 9] = [
+    BatchRoute {
+        name: "batch-route:cutter-count-rejected",
+        taken: cutter_count_rejected,
+    },
+    BatchRoute {
+        name: "batch-route:overlapping-rejected",
+        taken: overlapping_rejected,
+    },
+    BatchRoute {
+        name: "batch-route:mixed-planar-stage-gap",
+        taken: mixed_planar_stage_gap,
+    },
+    BatchRoute {
+        name: "batch-route:mixed-cylindrical-stage-gap",
+        taken: mixed_cylindrical_stage_gap,
+    },
+    BatchRoute {
+        name: "batch-route:single-cutter",
+        taken: single_cutter,
+    },
+    BatchRoute {
+        name: "batch-route:mixed-staged",
+        taken: mixed_staged,
+    },
+    BatchRoute {
+        name: "batch-route:prismatic-profile",
+        taken: prismatic_profile,
+    },
+    BatchRoute {
+        name: "batch-route:vertical-arc",
+        taken: vertical_arc,
+    },
+    BatchRoute {
+        name: "batch-route:rectilinear",
+        taken: rectilinear,
+    },
+];
+
+pub(crate) fn batch_route(cutters: usize, outcome: &BatchOutcome) -> &'static str {
+    match BATCH_ROUTES
+        .iter()
+        .find(|route| (route.taken)(cutters, outcome))
+    {
+        Some(route) => route.name,
+        None if matches!(outcome, BatchOutcome::Succeeded(_)) => "batch-route:other-success",
+        None => "batch-route:other-failure",
+    }
+}
+
+pub(crate) fn batch_route_names() -> impl Iterator<Item = &'static str> {
+    BATCH_ROUTES.iter().map(|route| route.name)
+}
diff --git a/main/opengeometry/tests/golden/batch_staged.rs b/main/opengeometry/tests/golden/batch_staged.rs
new file mode 100644
index 0000000..af24eeb
--- /dev/null
+++ b/main/opengeometry/tests/golden/batch_staged.rs
@@ -0,0 +1,117 @@
+use crate::batch_case::{batch_table, both_orders, BatchBuilt, BatchEntry};
+use crate::fixtures::{accuracy, at, ground, tilted_about_x, tilted_about_y};
+use crate::kernel::{primitives, Accuracy, Frame3};
+use crate::planar_shapes::Shape;
+use crate::profiles::band;
+use crate::runner::Case;
+
+const OPENING: [f64; 3] = [1.0, 0.5, 0.4];
+
+fn staged_accuracy() -> Accuracy {
+    accuracy(6.3e-8, 1.575e-8, 0.01, 1e-5)
+}
+
+fn host() -> Shape {
+    let outer = band(3.0, 2.7, 0.8, -1.6);
+    primitives::arc_edged_extrusion(
+        "mixed-curved-host".into(),
+        ground(),
+        outer,
+        3.0,
+        staged_accuracy(),
+    )
+}
+
+fn opening(name: &str, frame: Frame3) -> Shape {
+    primitives::cuboid(name.into(), frame, OPENING, staged_accuracy())
+}
+
+fn rectangular() -> Shape {
+    opening("rectangular-opening", at([2.2, 1.0, 1.1]))
+}
+
+fn round_opening() -> Shape {
+    let frame = Frame3 {
+        origin: [2.65, 1.5, 0.0],
+        x: [0.0, 0.0, -1.0],
+        y: [0.0, 1.0, 0.0],
+        z: [1.0, 0.0, 0.0],
+    };
+    primitives::cylinder("round-opening".into(), frame, 0.5, 0.4, staged_accuracy())
+}
+
+fn mixed() -> BatchBuilt {
+    Ok((host()?, vec![rectangular()?, round_opening()?]))
+}
+
+fn overlapping() -> BatchBuilt {
+    let overlapping = opening("overlapping-opening", at([2.3, 1.2, 1.0]))?;
+    Ok((host()?, vec![rectangular()?, overlapping, round_opening()?]))
+}
+
+fn oblique_planar() -> BatchBuilt {
+    let oblique = opening("oblique-opening", tilted_about_y([2.2, 1.0, 0.9], 0.5))?;
+    Ok((host()?, vec![oblique, round_opening()?]))
+}
+
+fn oblique_planar_pair() -> BatchBuilt {
+    let first = opening("oblique-first", tilted_about_y([2.2, 1.0, 0.9], 0.5))?;
+    let second = opening("oblique-second", tilted_about_y([2.3, 1.2, 0.8], 0.5))?;
+    Ok((host()?, vec![first, second, round_opening()?]))
+}
+
+fn pitched_planar() -> BatchBuilt {
+    let pitched = opening("pitched-opening", tilted_about_x([2.2, 1.0, 1.1], 0.4))?;
+    Ok((host()?, vec![pitched, round_opening()?]))
+}
+
+fn skew_planar() -> BatchBuilt {
+    let frame = Frame3::from_axis([2.2, 1.0, 1.1], [1.0, 1.0, 1.0], [1.0, 0.0, 0.0])?;
+    Ok((
+        host()?,
+        vec![opening("skew-opening", frame)?, round_opening()?],
+    ))
+}
+
+fn oblique_round() -> BatchBuilt {
+    let frame = Frame3::from_axis([2.4, 1.2, 0.0], [0.8, 0.6, 0.0], [0.0, 0.0, 1.0])?;
+    let oblique = primitives::cylinder("oblique-round".into(), frame, 0.2, 0.9, staged_accuracy())?;
+    Ok((host()?, vec![rectangular()?, oblique]))
+}
+
+const ORDERED: [BatchEntry; 1] = [("staged.mixed-curved-openings", "mixed-curved-cut", mixed)];
+
+const ENTRIES: [BatchEntry; 6] = [
+    (
+        "staged.overlapping-planar-cutters",
+        "mixed-overlap",
+        overlapping,
+    ),
+    (
+        "staged.oblique-planar-stage",
+        "mixed-oblique-planar",
+        oblique_planar,
+    ),
+    (
+        "staged.overlapping-oblique-planar-stage",
+        "mixed-oblique-pair",
+        oblique_planar_pair,
+    ),
+    (
+        "staged.pitched-planar-stage",
+        "mixed-pitched",
+        pitched_planar,
+    ),
+    ("staged.skew-planar-stage", "mixed-skew", skew_planar),
+    (
+        "staged.oblique-cylinder-stage",
+        "mixed-oblique-round",
+        oblique_round,
+    ),
+];
+
+pub(crate) fn cases() -> Vec<Case> {
+    let mut cases = both_orders(&ORDERED);
+    cases.extend(batch_table(&ENTRIES));
+    cases
+}
diff --git a/main/opengeometry/tests/golden/body.rs b/main/opengeometry/tests/golden/body.rs
new file mode 100644
index 0000000..af70d03
--- /dev/null
+++ b/main/opengeometry/tests/golden/body.rs
@@ -0,0 +1,24 @@
+use crate::classify::classify_grid;
+use crate::display::record_display_buffers;
+use crate::json::record_brep;
+use crate::kernel::{BodyType, BrepEnvelope};
+use crate::mesh::record_tessellations;
+use crate::record::Record;
+use crate::step::record_step_exports;
+use crate::volume::record_volume;
+
+pub(crate) fn record_body(record: &mut Record, label: &str, shape: &BrepEnvelope) {
+    record_brep(record, label, shape);
+    let body_type = shape.body_type();
+    record.section(&format!("{label}.body-type"));
+    record.debug("body_type", &body_type);
+    let mesh = record_tessellations(record, label, shape);
+    record_display_buffers(record, label, shape);
+    record_step_exports(record, label, shape);
+    if matches!(body_type, Ok(BodyType::Solid)) {
+        classify_grid(record, label, shape);
+        if let Some(mesh) = mesh {
+            record_volume(record, label, shape, &mesh);
+        }
+    }
+}
diff --git a/main/opengeometry/tests/golden/boolean_case.rs b/main/opengeometry/tests/golden/boolean_case.rs
new file mode 100644
index 0000000..123c855
--- /dev/null
+++ b/main/opengeometry/tests/golden/boolean_case.rs
@@ -0,0 +1,134 @@
+use crate::body::record_body;
+use crate::json::{brep_sha256, pretty};
+use crate::kernel::{
+    boolean_brep_outcome_with_handlers, BooleanOp, BooleanResult, BrepEnvelope, GeometryError,
+};
+use crate::record::{note_staged_handlers, Failure, Record};
+use crate::runner::Case;
+use serde_json::to_value;
+use std::sync::Arc;
+
+pub(crate) type Operands =
+    Arc<dyn Fn() -> Result<(BrepEnvelope, BrepEnvelope), Failure> + Send + Sync>;
+
+pub(crate) type Built = Result<(BrepEnvelope, BrepEnvelope), Failure>;
+
+pub(crate) type Pair = fn() -> Built;
+
+pub(crate) type Entry = (&'static str, &'static str, BooleanOp, Pair);
+
+pub(crate) type Family = (&'static str, &'static str, Pair);
+
+pub(crate) const OPERATIONS: [(&str, BooleanOp); 3] = [
+    ("union", BooleanOp::Union),
+    ("intersection", BooleanOp::Intersection),
+    ("subtraction", BooleanOp::Subtraction),
+];
+
+pub(crate) fn operands(
+    build: impl Fn() -> Result<(BrepEnvelope, BrepEnvelope), Failure> + Send + Sync + 'static,
+) -> Operands {
+    Arc::new(build)
+}
+
+pub(crate) fn boolean(name: &str, id: &str, operation: BooleanOp, operands: &Operands) -> Case {
+    let operands = Arc::clone(operands);
+    let id = id.to_string();
+    Case::new(name, move |record| {
+        let (a, b) = operands()?;
+        let (result, _) = record_boolean_handlers(record, &a, &b, operation, &id);
+        result_body(record, result);
+        Ok(())
+    })
+}
+
+pub(crate) fn every_operation(prefix: &str, id: &str, operands: &Operands) -> Vec<Case> {
+    OPERATIONS
+        .iter()
+        .map(|(label, operation)| {
+            boolean(
+                &format!("{prefix}.{label}"),
+                &format!("{id}-{label}"),
+                *operation,
+                operands,
+            )
+        })
+        .collect()
+}
+
+pub(crate) fn swapped(operands: &Operands) -> Operands {
+    let operands = Arc::clone(operands);
+    Arc::new(move || {
+        let (a, b) = operands()?;
+        Ok((b, a))
+    })
+}
+
+pub(crate) fn record_operands(record: &mut Record, a: &BrepEnvelope, b: &BrepEnvelope) {
+    record.section("operands");
+    record.field("a", &a.id);
+    record.field("a.sha256", brep_sha256(a));
+    record.field("b", &b.id);
+    record.field("b.sha256", brep_sha256(b));
+}
+
+pub(crate) fn record_boolean_handlers(
+    record: &mut Record,
+    a: &BrepEnvelope,
+    b: &BrepEnvelope,
+    operation: BooleanOp,
+    id: &str,
+) -> (Result<BooleanResult, GeometryError>, Vec<String>) {
+    record_operands(record, a, b);
+    record.section("boolean");
+    record.debug("operation", operation);
+    record.field("id", id);
+    let (result, handlers) = boolean_brep_outcome_with_handlers(a, b, operation, id.to_string());
+    record.debug("handlers", &handlers);
+    record.cover_all(&handlers);
+    (result, handlers)
+}
+
+pub(crate) fn result_body(record: &mut Record, result: Result<BooleanResult, GeometryError>) {
+    match result {
+        Ok(result) => {
+            record.block("report", &pretty(to_value(&result.report)));
+            record_body(record, "result", &result.brep);
+        }
+        Err(error) => record.error("result", error),
+    }
+}
+
+pub(crate) fn stage(
+    a: &BrepEnvelope,
+    b: &BrepEnvelope,
+    operation: BooleanOp,
+    id: &str,
+) -> Result<BrepEnvelope, Failure> {
+    let (result, handlers) = boolean_brep_outcome_with_handlers(a, b, operation, id.to_string());
+    note_staged_handlers(handlers);
+    Ok(result?.brep)
+}
+
+pub(crate) fn table(prefix: &str, entries: &[Entry]) -> Vec<Case> {
+    entries
+        .iter()
+        .map(|(name, id, operation, pair)| {
+            boolean(
+                &format!("{prefix}.{name}"),
+                id,
+                *operation,
+                &operands(*pair),
+            )
+        })
+        .collect()
+}
+
+pub(crate) fn families(prefix: &str, entries: &[Family]) -> Vec<Case> {
+    entries
+        .iter()
+        .flat_map(|(name, id, pair)| {
+            every_operation(&format!("{prefix}.{name}"), id, &operands(*pair))
+        })
+        .collect()
+}
diff --git a/main/opengeometry/tests/golden/boolean_fixtures.rs b/main/opengeometry/tests/golden/boolean_fixtures.rs
new file mode 100644
index 0000000..d074be2
--- /dev/null
+++ b/main/opengeometry/tests/golden/boolean_fixtures.rs
@@ -0,0 +1,75 @@
+use crate::boolean_case::{boolean, operands};
+use crate::fixtures::{ground, moved, standard};
+use crate::kernel::{primitives, BooleanOp, BrepEnvelope, GeometryError};
+use crate::runner::Case;
+
+type Build = fn() -> Result<BrepEnvelope, GeometryError>;
+
+fn box_host() -> Result<BrepEnvelope, GeometryError> {
+    primitives::cuboid("box-host".into(), ground(), [3.0; 3], standard())
+}
+
+fn box_cutter() -> Result<BrepEnvelope, GeometryError> {
+    let frame = ground();
+    let origin = frame.point([1.5, 0.5, 0.5]);
+    primitives::cuboid(
+        "box-cutter".into(),
+        moved(frame, origin),
+        [3.0; 3],
+        standard(),
+    )
+}
+
+fn box_inner() -> Result<BrepEnvelope, GeometryError> {
+    let frame = ground();
+    let origin = frame.point([1.0; 3]);
+    primitives::cuboid(
+        "box-inner".into(),
+        moved(frame, origin),
+        [1.0; 3],
+        standard(),
+    )
+}
+
+fn sphere_host() -> Result<BrepEnvelope, GeometryError> {
+    primitives::sphere("sphere-host".into(), ground(), 2.0, standard())
+}
+
+fn sphere_cutter() -> Result<BrepEnvelope, GeometryError> {
+    let frame = ground();
+    let origin = frame.point([0.7, 0.0, 0.0]);
+    primitives::sphere(
+        "sphere-cutter".into(),
+        moved(frame, origin),
+        1.0,
+        standard(),
+    )
+}
+
+const FIXTURES: [(&str, Build, Build, BooleanOp); 5] = [
+    ("box-union", box_host, box_cutter, BooleanOp::Union),
+    (
+        "box-intersection",
+        box_host,
+        box_cutter,
+        BooleanOp::Intersection,
+    ),
+    ("box-cut", box_host, box_cutter, BooleanOp::Subtraction),
+    ("box-cavity", box_host, box_inner, BooleanOp::Subtraction),
+    (
+        "sphere-cut",
+        sphere_host,
+        sphere_cutter,
+        BooleanOp::Subtraction,
+    ),
+];
+
+pub(crate) fn cases() -> Vec<Case> {
+    FIXTURES
+        .iter()
+        .map(|&(name, a, b, operation)| {
+            let pair = operands(move || Ok((a()?, b()?)));
+            boolean(&format!("booleans.fixture.{name}"), name, operation, &pair)
+        })
+        .collect()
+}
diff --git a/main/opengeometry/tests/golden/booleans_curved.rs b/main/opengeometry/tests/golden/booleans_curved.rs
new file mode 100644
index 0000000..4ba3e68
--- /dev/null
+++ b/main/opengeometry/tests/golden/booleans_curved.rs
@@ -0,0 +1,235 @@
+use crate::boolean_case::{boolean, operands, stage, Operands};
+use crate::fine_solids::cuboid_at;
+use crate::fixtures::{at, fine, rectangle};
+use crate::kernel::{primitives, BooleanOp, BrepEnvelope, Frame3, GeometryError};
+use crate::profiles::{quarter_annulus, sector, split_quarter_annulus};
+use crate::record::Failure;
+use crate::runner::Case;
+use std::f64::consts::FRAC_PI_2;
+
+fn prism(
+    name: &str,
+    bottom: f64,
+    outer: Vec<[f64; 2]>,
+    height: f64,
+) -> Result<BrepEnvelope, GeometryError> {
+    primitives::linear_extrusion(
+        name.into(),
+        at([0.0, 0.0, bottom]),
+        outer,
+        Vec::new(),
+        height,
+        fine(),
+    )
+}
+
+fn quarter(name: &str, inner: f64) -> Result<BrepEnvelope, GeometryError> {
+    primitives::arc_edged_extrusion(
+        name.into(),
+        Frame3::IDENTITY,
+        quarter_annulus(2.0, inner),
+        3.0,
+        fine(),
+    )
+}
+
+fn curved_subtraction(name: &str, id: &str, pair: Operands) -> Case {
+    boolean(
+        &format!("booleans.curved.{name}"),
+        id,
+        BooleanOp::Subtraction,
+        &pair,
+    )
+}
+
+fn ring_sectors() -> Vec<Case> {
+    let ring = || {
+        primitives::annular_cylinder("ring-host".into(), Frame3::IDENTITY, 1.9, 2.1, 3.0, fine())
+    };
+    let first = || prism("ring-opening", 0.5, sector(2.3, -0.1, 0.1), 2.0);
+    let chained = operands(move || {
+        let cut = stage(&ring()?, &first()?, BooleanOp::Subtraction, "ring-cut")?;
+        let second = prism(
+            "second-ring-opening",
+            0.8,
+            sector(2.3, FRAC_PI_2 - 0.1, FRAC_PI_2 + 0.1),
+            1.3,
+        )?;
+        Ok((cut, second))
+    });
+    vec![
+        curved_subtraction(
+            "ring-sector",
+            "ring-cut",
+            operands(move || Ok((ring()?, first()?))),
+        ),
+        curved_subtraction("ring-sector-chained", "ring-cut-chained", chained),
+    ]
+}
+
+fn arc_host_openings() -> Vec<Case> {
+    let opening = || cuboid_at("opening", [1.1, 0.9, 0.5], [1.0, 0.35, 1.5]);
+    let second = || cuboid_at("second-opening", [0.6, 1.3, 0.8], [0.45, 0.8, 1.2]);
+    let chained = operands(move || {
+        let cut = stage(
+            &quarter("arc-host", 1.5)?,
+            &opening()?,
+            BooleanOp::Subtraction,
+            "arc-cut",
+        )?;
+        Ok((cut, second()?))
+    });
+    let third = operands(move || {
+        let cut = stage(
+            &quarter("arc-host", 1.5)?,
+            &opening()?,
+            BooleanOp::Subtraction,
+            "arc-cut",
+        )?;
+        let chained = stage(&cut, &second()?, BooleanOp::Subtraction, "arc-cut-chained")?;
+        Ok((
+            chained,
+            cuboid_at("overlapping-opening", [1.4, 0.95, 0.2], [0.5, 0.4, 2.2])?,
+        ))
+    });
+    let split_arcs = operands(|| {
+        let host = primitives::arc_edged_extrusion(
+            "split-arc-host".into(),
+            Frame3::IDENTITY,
+            split_quarter_annulus(),
+            3.0,
+            fine(),
+        )?;
+        Ok((
+            host,
+            cuboid_at("split-arc-opening", [1.1, 0.9, 0.5], [1.0, 0.35, 1.5])?,
+        ))
+    });
+    vec![
+        curved_subtraction(
+            "arc-host-opening",
+            "arc-cut",
+            operands(move || Ok((quarter("arc-host", 1.5)?, opening()?))),
+        ),
+        curved_subtraction("arc-host-chained", "arc-cut-chained", chained),
+        curved_subtraction("arc-host-third", "arc-cut-third", third),
+        curved_subtraction("split-arc-provenance", "split-arc-cut", split_arcs),
+    ]
+}
+
+fn cavities() -> Vec<Case> {
+    let host = || quarter("curved-cavity-host", 1.0);
+    let interior = || {
+        prism(
+            "curved-interior-cutter",
+            1.0,
+            rectangle([1.0, 1.0], [1.2, 1.2]),
+            1.0,
+        )
+    };
+    let splitter = || prism("curved-split-sector", -1.0, sector(3.0, 0.2, 0.3), 5.0);
+    let other = || {
+        prism(
+            "curved-other-component-cutter",
+            1.1,
+            rectangle([1.55, 0.1], [1.67, 0.22]),
+            0.8,
+        )
+    };
+    let split_with_cavity = move || -> Result<BrepEnvelope, Failure> {
+        let split = stage(
+            &host()?,
+            &splitter()?,
+            BooleanOp::Subtraction,
+            "curved-split",
+        )?;
+        stage(
+            &split,
+            &interior()?,
+            BooleanOp::Subtraction,
+            "curved-split-with-cavity",
+        )
+    };
+    let split_then_cavity = operands(move || {
+        let split = stage(
+            &host()?,
+            &splitter()?,
+            BooleanOp::Subtraction,
+            "curved-split",
+        )?;
+        Ok((split, interior()?))
+    });
+    let same_component = operands(move || {
+        let cavity = stage(
+            &host()?,
+            &interior()?,
+            BooleanOp::Subtraction,
+            "curved-cavity",
+        )?;
+        Ok((cavity, other()?))
+    });
+    vec![
+        curved_subtraction(
+            "internal-cavity",
+            "curved-cavity",
+            operands(move || Ok((host()?, interior()?))),
+        ),
+        curved_subtraction(
+            "split-sector",
+            "curved-split",
+            operands(move || Ok((host()?, splitter()?))),
+        ),
+        curved_subtraction(
+            "split-with-cavity",
+            "curved-split-with-cavity",
+            split_then_cavity,
+        ),
+        curved_subtraction(
+            "same-component-cavities",
+            "curved-same-component-cavities",
+            same_component,
+        ),
+        curved_subtraction(
+            "two-cavities",
+            "curved-two-cavities",
+            operands(move || Ok((split_with_cavity()?, other()?))),
+        ),
+    ]
+}
+
+fn split_caps() -> Vec<Case> {
+    let host = || quarter("split-cap-arc-host", 1.5);
+    let first = || prism("full-height-sector", -1.0, sector(3.0, 0.7, 0.9), 5.0);
+    let second = operands(move || {
+        let cut = stage(
+            &host()?,
+            &first()?,
+            BooleanOp::Subtraction,
+            "split-cap-first",
+        )?;
+        Ok((
+            cut,
+            prism("lower_cutout-sector", 0.5, sector(3.0, 0.2, 0.3), 1.5)?,
+        ))
+    });
+    vec![
+        curved_subtraction(
+            "split-cap-first",
+            "split-cap-first",
+            operands(move || Ok((host()?, first()?))),
+        ),
+        curved_subtraction("split-cap-second", "split-cap-second", second),
+    ]
+}
+
+pub(crate) fn cases() -> Vec<Case> {
+    [
+        ring_sectors(),
+        arc_host_openings(),
+        cavities(),
+        split_caps(),
+    ]
+    .into_iter()
+    .flatten()
+    .collect()
+}
diff --git a/main/opengeometry/tests/golden/booleans_cylinders.rs b/main/opengeometry/tests/golden/booleans_cylinders.rs
new file mode 100644
index 0000000..5ae178d
--- /dev/null
+++ b/main/opengeometry/tests/golden/booleans_cylinders.rs
@@ -0,0 +1,319 @@
+use crate::boolean_case::{boolean, every_operation, operands, swapped, Operands};
+use crate::fixtures::{accuracy, at, fine, ground, moved, reversed_z, tilted_about_y};
+use crate::kernel::{placed, primitives, BooleanOp, BrepEnvelope, Frame3, GeometryError, Point3};
+use crate::runner::Case;
+
+const SIZE: [f64; 3] = [4.0, 3.0, 2.0];
+
+fn cylinder(
+    name: &str,
+    frame: Frame3,
+    radius: f64,
+    height: f64,
+) -> Result<BrepEnvelope, GeometryError> {
+    primitives::cylinder(name.into(), frame, radius, height, fine())
+}
+
+fn host_box() -> Result<BrepEnvelope, GeometryError> {
+    primitives::cuboid("box".into(), Frame3::IDENTITY, SIZE, fine())
+}
+
+fn unit_axis(axis: usize, sign: f64) -> Point3 {
+    std::array::from_fn(|coordinate| if coordinate == axis { sign } else { 0.0 })
+}
+
+fn full_family(prefix: &str, id: &str, pair: &Operands) -> Vec<Case> {
+    let mut cases = every_operation(prefix, id, pair);
+    let reverse = format!("{prefix}.reversed-subtraction");
+    cases.push(boolean(
+        &reverse,
+        &format!("{id}-reversed"),
+        BooleanOp::Subtraction,
+        &swapped(pair),
+    ));
+    cases
+}
+
+fn through_axes() -> Vec<Case> {
+    (0..3)
+        .flat_map(|axis| {
+            let pair = operands(move || {
+                let mut origin = [2.0, 1.5, 1.0];
+                origin[axis] = -1.0;
+                let frame = Frame3::from_axis(
+                    origin,
+                    unit_axis(axis, 1.0),
+                    unit_axis((axis + 1) % 3, 1.0),
+                )?;
+                Ok((
+                    host_box()?,
+                    cylinder("round-opening", frame, 0.4, SIZE[axis] + 2.0)?,
+                ))
+            });
+            full_family(
+                &format!("booleans.cylinder-box.through-{axis}"),
+                &format!("through-{axis}"),
+                &pair,
+            )
+        })
+        .collect()
+}
+
+fn blind_pockets() -> Vec<Case> {
+    let mut cases = Vec::new();
+    for axis in 0..3 {
+        for (side, low) in [("low", true), ("high", false)] {
+            let pair = operands(move || {
+                let mut origin = [2.0, 1.5, 1.0];
+                origin[axis] = if low { -1.0 } else { SIZE[axis] + 1.0 };
+                let direction = unit_axis(axis, if low { 1.0 } else { -1.0 });
+                let frame = Frame3::from_axis(origin, direction, unit_axis((axis + 1) % 3, 1.0))?;
+                Ok((host_box()?, cylinder("pocket", frame, 0.4, 1.75)?))
+            });
+            let prefix = format!("booleans.cylinder-box.pocket-{axis}-{side}");
+            cases.extend(full_family(
+                &prefix,
+                &format!("pocket-{axis}-{side}"),
+                &pair,
+            ));
+        }
+    }
+    cases
+}
+
+fn through_cut() -> Vec<Case> {
+    let pair = operands(|| {
+        let cut_accuracy = accuracy(4e-8, 1e-8, 0.01, 1e-5);
+        let host =
+            primitives::cylinder("host".into(), at([0.0, 0.0, -2.0]), 1.0, 4.0, cut_accuracy)?;
+        let frame = Frame3::from_axis([-2.0, 0.0, 0.2], [1.0, 0.0, 0.0], [0.0, 0.0, 1.0])?;
+        let cutter = primitives::cylinder("cutter".into(), frame, 0.6, 4.0, cut_accuracy)?;
+        Ok((host, cutter))
+    });
+    vec![boolean(
+        "booleans.cylinders.nonparallel-through-cut",
+        "through-cut",
+        BooleanOp::Subtraction,
+        &pair,
+    )]
+}
+
+fn coaxial() -> Vec<Case> {
+    let split = operands(|| {
+        Ok((
+            cylinder("a", at([0.0; 3]), 1.0, 4.0)?,
+            cylinder("b", reversed_z([0.0, 0.0, 3.0]), 1.0, 2.0)?,
+        ))
+    });
+    let contact = operands(|| {
+        Ok((
+            cylinder("a", at([0.0; 3]), 1.0, 4.0)?,
+            cylinder("b", at([0.0, 0.0, 4.0]), 1.0, 2.0)?,
+        ))
+    });
+    let near = operands(|| {
+        Ok((
+            cylinder("a", at([0.0; 3]), 1.0, 4.0)?,
+            cylinder("near", at([0.0, 0.0, 4.0 + 2e-9]), 1.0, 2.0)?,
+        ))
+    });
+    let split_y = operands(|| {
+        let host = cylinder("host", ground(), 1.0, 2.0)?;
+        let cutter = placed(
+            &cylinder("cutter", ground(), 1.0, 0.8)?,
+            at([0.0, 0.6, 0.0]),
+            1.0,
+        )?;
+        Ok((host, cutter))
+    });
+    let mut cases = every_operation("booleans.cylinders.coaxial-split", "coaxial", &split);
+    cases.extend(every_operation(
+        "booleans.cylinders.coaxial-contact",
+        "contact",
+        &contact,
+    ));
+    cases.push(boolean(
+        "booleans.cylinders.coaxial-near-gap",
+        "near",
+        BooleanOp::Union,
+        &near,
+    ));
+    cases.push(boolean(
+        "booleans.cylinders.translated-y-split",
+        "result",
+        BooleanOp::Subtraction,
+        &split_y,
+    ));
+    cases
+}
+
+fn radial() -> Vec<Case> {
+    let coextensive = operands(|| {
+        Ok((
+            cylinder("outer", at([0.0; 3]), 2.0, 3.0)?,
+            cylinder("inner", at([0.0; 3]), 1.0, 3.0)?,
+        ))
+    });
+    let shifted = operands(|| {
+        Ok((
+            cylinder("outer", at([0.0; 3]), 2.0, 3.0)?,
+            cylinder("shifted", at([0.0, 0.0, 0.5]), 1.0, 3.0)?,
+        ))
+    });
+    let enclosed = operands(|| {
+        Ok((
+            cylinder("host", at([0.0; 3]), 2.0, 4.0)?,
+            cylinder("cutter", at([0.0, 0.0, 1.0]), 0.75, 2.0)?,
+        ))
+    });
+    let mut cases = full_family(
+        "booleans.cylinders.coextensive",
+        "coextensive",
+        &coextensive,
+    );
+    cases.push(boolean(
+        "booleans.cylinders.coextensive-shifted",
+        "gap",
+        BooleanOp::Subtraction,
+        &shifted,
+    ));
+    cases.extend(full_family(
+        "booleans.cylinders.enclosed",
+        "enclosed",
+        &enclosed,
+    ));
+    cases
+}
+
+fn transverse() -> Vec<Case> {
+    let neighbour = |name: &'static str, frame: Frame3| {
+        operands(move || {
+            Ok((
+                cylinder("a", Frame3::IDENTITY, 1.0, 2.0)?,
+                cylinder(name, frame, 1.0, 2.0)?,
+            ))
+        })
+    };
+    let mut cases = every_operation(
+        "booleans.cylinders.transverse",
+        "transverse",
+        &neighbour("b", at([1.0, 0.0, 0.0])),
+    );
+    let reversed = neighbour("reversed", reversed_z([1.0, 0.0, 2.0]));
+    cases.push(boolean(
+        "booleans.cylinders.transverse-reversed",
+        "reversed-result",
+        BooleanOp::Intersection,
+        &reversed,
+    ));
+    let shifted = neighbour("shifted", at([1.0, 0.0, 0.25]));
+    cases.push(boolean(
+        "booleans.cylinders.transverse-shifted",
+        "gap",
+        BooleanOp::Union,
+        &shifted,
+    ));
+    cases.extend(every_operation(
+        "booleans.cylinders.tangent",
+        "contact",
+        &neighbour("tangent", at([2.0, 0.0, 0.0])),
+    ));
+    let near = neighbour("near-tangent", at([2.0 + 2e-9, 0.0, 0.0]));
+    cases.push(boolean(
+        "booleans.cylinders.near-tangent",
+        "near-tangent-result",
+        BooleanOp::Union,
+        &near,
+    ));
+    let diagonal = neighbour("diagonal", at([1.5, 1.5, 0.0]));
+    cases.push(boolean(
+        "booleans.cylinders.diagonal",
+        "diagonal-union",
+        BooleanOp::Union,
+        &diagonal,
+    ));
+    cases
+}
+
+fn parallel() -> Vec<Case> {
+    let eccentric = operands(|| {
+        Ok((
+            cylinder("outer", Frame3::IDENTITY, 2.0, 2.0)?,
+            cylinder("inner", at([0.75, 0.0, 0.0]), 0.5, 2.0)?,
+        ))
+    });
+    let touching = operands(|| {
+        Ok((
+            cylinder("outer", Frame3::IDENTITY, 2.0, 2.0)?,
+            cylinder("touching", at([1.5, 0.0, 0.0]), 0.5, 2.0)?,
+        ))
+    });
+    let partial = operands(|| {
+        Ok((
+            cylinder("host", Frame3::IDENTITY, 1.0, 3.0)?,
+            cylinder("short", at([1.0, 0.0, 1.0]), 1.0, 1.0)?,
+        ))
+    });
+    let through = operands(|| {
+        Ok((
+            cylinder("host", Frame3::IDENTITY, 1.0, 3.0)?,
+            cylinder("through", at([1.0, 0.0, -1.0]), 1.0, 5.0)?,
+        ))
+    });
+    let mut cases = every_operation("booleans.cylinders.eccentric", "eccentric", &eccentric);
+    cases.push(boolean(
+        "booleans.cylinders.eccentric-touching",
+        "touching-result",
+        BooleanOp::Subtraction,
+        &touching,
+    ));
+    cases.extend(every_operation(
+        "booleans.cylinders.partial-span",
+        "partial",
+        &partial,
+    ));
+    cases.push(boolean(
+        "booleans.cylinders.partial-span.reversed-union",
+        "reversed-partial-union",
+        BooleanOp::Union,
+        &swapped(&partial),
+    ));
+    cases.push(boolean(
+        "booleans.cylinders.partial-through",
+        "through-cut",
+        BooleanOp::Subtraction,
+        &through,
+    ));
+    cases
+}
+
+fn placed_roundoff() -> Vec<Case> {
+    let pair = operands(|| {
+        let source = cylinder("c", moved(ground(), [0.0, 1.2, 0.0]), 1.0, 2.0)?;
+        let frame = tilted_about_y([0.2, 0.1, 0.2], std::f64::consts::PI / 7.0);
+        let host = placed(&source, frame, 1.25)?;
+        let inner = placed(
+            &cylinder("inner", moved(ground(), [0.0, 1.2, 0.0]), 0.5, 2.0)?,
+            frame,
+            1.25,
+        )?;
+        Ok((host, inner))
+    });
+    every_operation("booleans.cylinders.placed-roundoff", "placed", &pair)
+}
+
+pub(crate) fn cases() -> Vec<Case> {
+    [
+        through_axes(),
+        blind_pockets(),
+        through_cut(),
+        coaxial(),
+        radial(),
+        transverse(),
+        parallel(),
+        placed_roundoff(),
+    ]
+    .into_iter()
+    .flatten()
+    .collect()
+}
diff --git a/main/opengeometry/tests/golden/booleans_direct.rs b/main/opengeometry/tests/golden/booleans_direct.rs
new file mode 100644
index 0000000..0c9076f
--- /dev/null
+++ b/main/opengeometry/tests/golden/booleans_direct.rs
@@ -0,0 +1,316 @@
+use crate::boolean_case::{boolean, operands, record_operands, result_body, Operands, OPERATIONS};
+use crate::fine_solids::sphere_at;
+use crate::fixtures::{
+    accuracy, at, fine, ground, moved, scaled_accuracy, tilted_about_y, y_axis_frame,
+};
+use crate::kernel::{
+    boolean_boxes, boolean_spheres, placed, primitives, Accuracy, BooleanOp, BooleanResult,
+    BrepEnvelope, Frame3, GeometryError, Point3,
+};
+use crate::runner::Case;
+use std::sync::Arc;
+
+type Direct =
+    fn(&BrepEnvelope, &BrepEnvelope, BooleanOp, String) -> Result<BooleanResult, GeometryError>;
+
+fn direct(name: &str, operation: BooleanOp, pair: &Operands, call: Direct) -> Case {
+    let pair = Arc::clone(pair);
+    Case::new(name, move |record| {
+        let (a, b) = pair()?;
+        record_operands(record, &a, &b);
+        record.section("direct");
+        record.debug("operation", operation);
+        result_body(record, call(&a, &b, operation, "r".into()));
+        Ok(())
+    })
+}
+
+fn every_direct(prefix: &str, pair: &Operands, call: Direct) -> Vec<Case> {
+    OPERATIONS
+        .iter()
+        .map(|(label, operation)| direct(&format!("{prefix}.{label}"), *operation, pair, call))
+        .collect()
+}
+
+fn spheres(a: (Point3, f64), b: (Point3, f64)) -> Operands {
+    operands(move || Ok((sphere_at("a", a.0, a.1)?, sphere_at("b", b.0, b.1)?)))
+}
+
+type SpherePair = (&'static str, BooleanOp, (Point3, f64), (Point3, f64));
+
+const ORIGIN: Point3 = [0.0; 3];
+
+const SPHERE_PAIRS: [SpherePair; 9] = [
+    (
+        "enclosed",
+        BooleanOp::Subtraction,
+        (ORIGIN, 2.0),
+        ([0.2, 0.0, 0.0], 0.5),
+    ),
+    (
+        "contact",
+        BooleanOp::Union,
+        (ORIGIN, 1.0),
+        ([2.0, 0.0, 0.0], 1.0),
+    ),
+    (
+        "disjoint",
+        BooleanOp::Union,
+        (ORIGIN, 1.0),
+        ([2.5, 0.0, 0.0], 1.0),
+    ),
+    ("coincident", BooleanOp::Union, (ORIGIN, 1.0), (ORIGIN, 1.0)),
+    (
+        "inside-big.subtraction",
+        BooleanOp::Subtraction,
+        (ORIGIN, 1.0),
+        (ORIGIN, 2.0),
+    ),
+    (
+        "inside-big.intersection",
+        BooleanOp::Intersection,
+        (ORIGIN, 1.0),
+        (ORIGIN, 2.0),
+    ),
+    (
+        "internal-tangency",
+        BooleanOp::Subtraction,
+        (ORIGIN, 2.0),
+        ([1.0, 0.0, 0.0], 1.0),
+    ),
+    (
+        "small-cap",
+        BooleanOp::Intersection,
+        (ORIGIN, 1.0),
+        ([2.0 - 1e-10, 0.0, 0.0], 1.0),
+    ),
+    (
+        "rotated-unequal",
+        BooleanOp::Subtraction,
+        ([5.0, -3.0, 8.0], 2.0),
+        ([6.0, -2.0, 9.0], 1.25),
+    ),
+];
+
+fn sphere_cases() -> Vec<Case> {
+    let transverse = spheres((ORIGIN, 1.0), ([1.0, 0.0, 0.0], 1.0));
+    let prefix = "booleans.spheres-direct";
+    let mut cases = every_direct(
+        &format!("{prefix}.transverse"),
+        &transverse,
+        boolean_spheres,
+    );
+    for (label, operation) in OPERATIONS {
+        let name = format!("booleans.spheres.transverse.{label}");
+        cases.push(boolean(
+            &name,
+            &format!("r-{label}"),
+            operation,
+            &transverse,
+        ));
+    }
+    for (name, operation, a, b) in SPHERE_PAIRS {
+        let pair = spheres(a, b);
+        cases.push(direct(
+            &format!("{prefix}.{name}"),
+            operation,
+            &pair,
+            boolean_spheres,
+        ));
+    }
+    let enclosed = spheres((ORIGIN, 2.0), ([0.2, 0.0, 0.0], 0.5));
+    let subtract = BooleanOp::Subtraction;
+    cases.push(boolean(
+        "booleans.spheres.enclosed",
+        "r",
+        subtract,
+        &enclosed,
+    ));
+    let cylinder = operands(|| {
+        let cylinder = primitives::cylinder("c".into(), Frame3::IDENTITY, 1.0, 2.0, fine())?;
+        Ok((sphere_at("a", ORIGIN, 1.0)?, cylinder))
+    });
+    let name = format!("{prefix}.unsupported-cylinder");
+    cases.push(direct(&name, BooleanOp::Union, &cylinder, boolean_spheres));
+    cases.extend(scaled_spheres());
+    cases
+}
+
+fn scaled_spheres() -> Vec<Case> {
+    let mut cases = Vec::new();
+    for (label, size) in [("micro", 1e-6), ("unit", 1.0), ("mega", 1e6)] {
+        let pair = operands(move || {
+            let a = primitives::sphere("a".into(), Frame3::IDENTITY, size, scaled_accuracy(size))?;
+            let b = primitives::sphere(
+                "b".into(),
+                at([size, 0.0, 0.0]),
+                size,
+                scaled_accuracy(size),
+            )?;
+            Ok((a, b))
+        });
+        cases.push(direct(
+            &format!("booleans.spheres-direct.scaled-{label}"),
+            BooleanOp::Subtraction,
+            &pair,
+            boolean_spheres,
+        ));
+    }
+    let far = operands(|| {
+        let far_accuracy = accuracy(1e-6, 5e-7, 0.01, 1e-5);
+        let a = primitives::sphere("a".into(), at([1e9; 3]), 1.0, far_accuracy)?;
+        let b = primitives::sphere("b".into(), at([1e9 + 1.0, 1e9, 1e9]), 1.0, far_accuracy)?;
+        Ok((a, b))
+    });
+    cases.push(direct(
+        "booleans.spheres-direct.far-coordinates",
+        BooleanOp::Intersection,
+        &far,
+        boolean_spheres,
+    ));
+    let placed_pair = operands(|| {
+        let placement = tilted_about_y([0.2, 0.1, 0.2], std::f64::consts::PI / 7.0);
+        let frame = moved(ground(), [0.0, 1.2, 0.0]);
+        let first = primitives::sphere("a".into(), frame, 1.0, fine())?;
+        let second = primitives::sphere("b".into(), moved(frame, [1.0, 1.2, 0.0]), 1.0, fine())?;
+        Ok((
+            placed(&first, placement, 1.25)?,
+            placed(&second, placement, 1.25)?,
+        ))
+    });
+    cases.extend(every_direct(
+        "booleans.spheres-direct.placed",
+        &placed_pair,
+        boolean_spheres,
+    ));
+    cases
+}
+
+fn box_accuracy() -> Accuracy {
+    accuracy(1e-8, 1e-9, 1e-3, 1e-6)
+}
+
+fn box_at(name: &str, origin: Point3, size: Point3) -> Result<BrepEnvelope, GeometryError> {
+    primitives::cuboid(name.into(), at(origin), size, box_accuracy())
+}
+
+fn boxes(a: (&'static str, Point3, Point3), b: (&'static str, Point3, Point3)) -> Operands {
+    operands(move || Ok((box_at(a.0, a.1, a.2)?, box_at(b.0, b.1, b.2)?)))
+}
+
+fn box_cases() -> Vec<Case> {
+    let aligned = boxes(
+        ("host", [0.0; 3], [2.0; 3]),
+        ("cutter", [1.0, 0.5, 0.5], [2.0; 3]),
+    );
+    let mut cases = every_direct("booleans.boxes-direct.aligned", &aligned, boolean_boxes);
+    let cavity = boxes(("host", [0.0; 3], [3.0; 3]), ("cavity", [1.0; 3], [1.0; 3]));
+    cases.push(direct(
+        "booleans.boxes-direct.cavity",
+        BooleanOp::Subtraction,
+        &cavity,
+        boolean_boxes,
+    ));
+    let through = boxes(
+        ("host", [0.0; 3], [3.0; 3]),
+        ("through", [1.0, -1.0, -1.0], [1.0, 5.0, 5.0]),
+    );
+    cases.push(direct(
+        "booleans.boxes-direct.through",
+        BooleanOp::Subtraction,
+        &through,
+        boolean_boxes,
+    ));
+    for (label, origin) in [
+        ("face", [3.0, 0.0, 0.0]),
+        ("edge", [3.0, 3.0, 0.0]),
+        ("corner", [3.0; 3]),
+    ] {
+        let pair = boxes(("host", [0.0; 3], [3.0; 3]), ("contact", origin, [3.0; 3]));
+        cases.push(direct(
+            &format!("booleans.boxes-direct.contact-{label}.union"),
+            BooleanOp::Union,
+            &pair,
+            boolean_boxes,
+        ));
+        cases.push(direct(
+            &format!("booleans.boxes-direct.contact-{label}.intersection"),
+            BooleanOp::Intersection,
+            &pair,
+            boolean_boxes,
+        ));
+    }
+    let identity = boxes(("a", [0.0; 3], [2.0; 3]), ("a", [0.0; 3], [2.0; 3]));
+    for (label, operation) in OPERATIONS {
+        cases.push(boolean(
+            &format!("booleans.boxes.identity.{label}"),
+            "identity",
+            operation,
+            &identity,
+        ));
+    }
+    for (label, factor) in [("tiny", 1e-8), ("unit", 1.0), ("large", 1e5)] {
+        let pair = operands(move || {
+            let frame = y_axis_frame([0.0; 3])?;
+            let a = placed(&box_at("a", [0.0; 3], [2.0; 3])?, frame, factor)?;
+            let b = placed(&box_at("b", [1.0, 0.5, 0.5], [2.0; 3])?, frame, factor)?;
+            Ok((a, b))
+        });
+        cases.push(direct(
+            &format!("booleans.boxes-direct.scaled-{label}"),
+            BooleanOp::Subtraction,
+            &pair,
+            boolean_boxes,
+        ));
+    }
+    cases.extend(box_errors());
+    cases
+}
+
+fn box_errors() -> Vec<Case> {
+    let similar = operands(|| {
+        let frame = y_axis_frame([5.0, 6.0, 7.0])?;
+        let a = placed(&box_at("a", [0.0; 3], [2.0; 3])?, frame, 1.25)?;
+        let b = placed(&box_at("b", [1.0, 0.5, 0.5], [2.0; 3])?, frame, 1.25)?;
+        Ok((a, b))
+    });
+    let mixed_axes = operands(|| {
+        let a = placed(
+            &box_at("a", [0.0; 3], [2.0; 3])?,
+            y_axis_frame([5.0, 6.0, 7.0])?,
+            1.25,
+        )?;
+        Ok((a, box_at("different-axes", [0.0; 3], [2.0; 3])?))
+    });
+    let unresolved = boxes(
+        ("a", [0.0; 3], [2.0; 3]),
+        ("b", [2.0 + 2.0 * 1e-8, 0.0, 0.0], [2.0; 3]),
+    );
+    vec![
+        direct(
+            "booleans.boxes-direct.placed-similarity",
+            BooleanOp::Subtraction,
+            &similar,
+            boolean_boxes,
+        ),
+        direct(
+            "booleans.boxes-direct.different-axes",
+            BooleanOp::Union,
+            &mixed_axes,
+            boolean_boxes,
+        ),
+        direct(
+            "booleans.boxes-direct.unresolved-gap",
+            BooleanOp::Union,
+            &unresolved,
+            boolean_boxes,
+        ),
+    ]
+}
+
+pub(crate) fn cases() -> Vec<Case> {
+    [sphere_cases(), box_cases()]
+        .into_iter()
+        .flatten()
+        .collect()
+}
diff --git a/main/opengeometry/tests/golden/booleans_oblique.rs b/main/opengeometry/tests/golden/booleans_oblique.rs
new file mode 100644
index 0000000..844fe22
--- /dev/null
+++ b/main/opengeometry/tests/golden/booleans_oblique.rs
@@ -0,0 +1,155 @@
+use crate::boolean_case::{boolean, operands, stage, table, Built, Entry};
+use crate::fixtures::{rectangle, tilted_about_x, tilted_about_y};
+use crate::kernel::BooleanOp;
+use crate::planar_shapes::{angled, extrusion, framed, holed, oblique, span, square, wall};
+use crate::runner::Case;
+
+const SUBTRACT: BooleanOp = BooleanOp::Subtraction;
+
+fn tall_cutter_profile() -> Vec<[f64; 2]> {
+    rectangle([-0.5, -2.0], [0.5, 2.0])
+}
+
+fn single() -> Built {
+    let cutter = oblique("oblique-cutter", [2.5, 0.15, 0.0], 1.0, square(0.5))?;
+    Ok((angled("oblique-host")?, cutter))
+}
+
+fn chained() -> Built {
+    let first = oblique("first-oblique", [2.5, 0.15, 0.0], 1.0, square(0.5))?;
+    let once = stage(&angled("chained-oblique-host")?, &first, SUBTRACT, "once")?;
+    Ok((
+        once,
+        oblique("second-oblique", [5.0, 0.15, 0.0], -1.0, square(0.5))?,
+    ))
+}
+
+fn disconnected() -> Built {
+    let through = span("through", -1.0, 5.0, rectangle([3.0, -1.0], [4.0, 1.0]))?;
+    let split = stage(&wall("split-host", 10.0)?, &through, SUBTRACT, "split")?;
+    Ok((
+        split,
+        oblique("split-oblique", [6.0, 0.15, 0.0], 1.0, square(0.5))?,
+    ))
+}
+
+fn profile_hole() -> Built {
+    let hole = rectangle([2.0, 1.0], [3.0, 2.0]);
+    let host = holed(
+        "profile-hole-host",
+        0.0,
+        3.0,
+        rectangle([0.0, 0.0], [10.0, 3.0]),
+        vec![hole],
+    )?;
+    Ok((
+        host,
+        oblique("pocket-oblique", [6.0, 1.5, 0.0], 1.0, square(0.5))?,
+    ))
+}
+
+fn nonconvex() -> Built {
+    let outer = vec![
+        [-1.0, -1.0],
+        [1.0, -1.0],
+        [1.0, -0.05],
+        [0.0, -0.05],
+        [0.0, 1.0],
+        [-1.0, 1.0],
+    ];
+    let cutter = oblique("nonconvex-cutter", [5.0, 0.15, 0.0], 1.0, outer)?;
+    Ok((wall("nonconvex-host", 10.0)?, cutter))
+}
+
+fn after_cavity() -> Built {
+    let host = extrusion("cavity-host", rectangle([0.0, 0.0], [10.0, 3.0]))?;
+    let cavity = span(
+        "internal-cavity",
+        1.0,
+        1.0,
+        rectangle([2.0, 1.0], [3.0, 2.0]),
+    )?;
+    let host = stage(&host, &cavity, SUBTRACT, "cavity-host")?;
+    Ok((
+        host,
+        oblique(
+            "oblique-after-cavity",
+            [6.0, 1.5, 0.0],
+            1.0,
+            tall_cutter_profile(),
+        )?,
+    ))
+}
+
+fn remote_cavity() -> Built {
+    let left = extrusion("left-cavity-host", rectangle([0.0, 0.0], [4.0, 3.0]))?;
+    let cavity = span("left-cavity", 1.0, 1.0, rectangle([1.0, 1.0], [2.0, 2.0]))?;
+    let left = stage(&left, &cavity, SUBTRACT, "left-with-cavity")?;
+    let right = extrusion("right-host", rectangle([6.0, 0.0], [10.0, 3.0]))?;
+    let host = stage(&left, &right, BooleanOp::Union, "two-components")?;
+    Ok((
+        host,
+        oblique(
+            "right-oblique-cutter",
+            [8.5, 1.5, 0.0],
+            1.0,
+            tall_cutter_profile(),
+        )?,
+    ))
+}
+
+const ENTRIES: [Entry; 7] = [
+    ("cutter", "oblique-cut", SUBTRACT, single),
+    ("chained", "twice", SUBTRACT, chained),
+    (
+        "disconnected-host",
+        "split-oblique-result",
+        SUBTRACT,
+        disconnected,
+    ),
+    ("profile-hole-host", "two-voids", SUBTRACT, profile_hole),
+    (
+        "nonconvex-cutter",
+        "nonconvex-oblique-cut",
+        SUBTRACT,
+        nonconvex,
+    ),
+    ("after-cavity", "oblique-cavity-cut", SUBTRACT, after_cavity),
+    (
+        "remote-cavity",
+        "remote-cavity-cut",
+        SUBTRACT,
+        remote_cavity,
+    ),
+];
+
+fn tilt(axis: usize, degrees: f64) -> Case {
+    let pair = operands(move || {
+        let angle = degrees.to_radians();
+        let frame = if axis == 0 {
+            tilted_about_y([2.5, 0.15, 0.0], angle)
+        } else {
+            tilted_about_x([2.5, 0.15, 0.0], angle)
+        };
+        let cutter = framed(&format!("tilt-{axis}-{degrees}"), frame, square(0.8), 2.1)?;
+        Ok((wall("tilt-sweep-host", 10.0)?, cutter))
+    });
+    let sign = if degrees < 0.0 { "minus" } else { "plus" };
+    let name = format!("booleans.oblique.tilt-{axis}-{sign}-{}", degrees.abs());
+    boolean(
+        &name,
+        &format!("tilt-result-{axis}-{degrees}"),
+        SUBTRACT,
+        &pair,
+    )
+}
+
+pub(crate) fn cases() -> Vec<Case> {
+    let mut cases = table("booleans.oblique", &ENTRIES);
+    for axis in 0..2 {
+        for degrees in [-25.0, -15.0, -5.0, 5.0, 15.0, 25.0] {
+            cases.push(tilt(axis, degrees));
+        }
+    }
+    cases
+}
diff --git a/main/opengeometry/tests/golden/booleans_planar.rs b/main/opengeometry/tests/golden/booleans_planar.rs
new file mode 100644
index 0000000..c6338c3
--- /dev/null
+++ b/main/opengeometry/tests/golden/booleans_planar.rs
@@ -0,0 +1,225 @@
+use crate::boolean_case::{families, stage, table, Built, Entry, Family};
+use crate::fixtures::{fine, ground, moved, rectangle, turned_about_z, upright};
+use crate::kernel::{primitives, BooleanOp};
+use crate::planar_shapes::{angled, extrusion, framed, opening, span, square, wall, Shape};
+use crate::runner::Case;
+use std::f64::consts::FRAC_PI_6;
+
+const SUBTRACT: BooleanOp = BooleanOp::Subtraction;
+
+fn coextensive() -> Built {
+    let a = extrusion("a", rectangle([0.0, 0.0], [4.0, 4.0]))?;
+    Ok((a, extrusion("b", rectangle([2.0, -1.0], [5.0, 2.0]))?))
+}
+
+fn axial_base() -> Shape {
+    span("a", 0.0, 4.0, rectangle([0.0, 0.0], [4.0, 4.0]))
+}
+
+fn axial() -> Built {
+    let reversed = vec![[4.0, 4.0], [0.0, 4.0], [0.0, 0.0], [4.0, 0.0]];
+    Ok((axial_base()?, span("b", 2.0, 4.0, reversed)?))
+}
+
+fn axial_embedded() -> Built {
+    let embedded = span("embedded", 1.0, 2.0, rectangle([0.0, 0.0], [4.0, 4.0]))?;
+    Ok((axial_base()?, embedded))
+}
+
+fn axial_disjoint() -> Built {
+    let disjoint = span("disjoint", 6.0, 2.0, rectangle([0.0, 0.0], [4.0, 4.0]))?;
+    Ok((axial_base()?, disjoint))
+}
+
+fn square_host() -> Shape {
+    extrusion("host", rectangle([0.0, 0.0], [10.0, 10.0]))
+}
+
+fn through_hole() -> Built {
+    Ok((
+        square_host()?,
+        extrusion("inner", rectangle([4.0, 4.0], [6.0, 6.0]))?,
+    ))
+}
+
+fn band_split() -> Built {
+    Ok((
+        square_host()?,
+        extrusion("band", rectangle([-1.0, 4.0], [11.0, 6.0]))?,
+    ))
+}
+
+fn lower_cutout() -> Shape {
+    opening("lower_cutout", 0.0, 2.1, 2.0, 3.0)
+}
+
+fn raised_cutout() -> Shape {
+    opening("raised_cutout", 0.8, 1.2, 6.0, 7.0)
+}
+
+fn flush_lower() -> Built {
+    Ok((wall("host", 10.0)?, lower_cutout()?))
+}
+
+fn flush_chained() -> Built {
+    let (host, cutter) = flush_lower()?;
+    let cut = stage(&host, &cutter, SUBTRACT, "one-lower_cutout")?;
+    Ok((cut, raised_cutout()?))
+}
+
+fn mitered_first() -> Built {
+    let outer = vec![
+        [-0.16, -0.14],
+        [0.16, -0.46],
+        [13.84, -0.46],
+        [14.16, -0.14],
+    ];
+    let host = span("mitered-host", 0.0, 3.8, outer)?;
+    let lower = vec![[1.2, -0.14], [2.8, -0.14], [2.8, -0.46], [1.2, -0.46]];
+    Ok((host, span("lower_cutout", 0.0, 2.45, lower)?))
+}
+
+fn mitered_chained() -> Built {
+    let (host, cutter) = mitered_first()?;
+    let first = stage(&host, &cutter, SUBTRACT, "lower_cutout-cut")?;
+    let raised = vec![
+        [3.625, -0.14],
+        [5.175, -0.14],
+        [5.175, -0.46],
+        [3.625, -0.46],
+    ];
+    Ok((first, span("raised_cutout", 0.3, 2.8, raised)?))
+}
+
+fn angled_lower() -> Built {
+    Ok((angled("angled-host")?, lower_cutout()?))
+}
+
+fn angled_chained() -> Built {
+    let (host, cutter) = angled_lower()?;
+    let cut = stage(&host, &cutter, SUBTRACT, "angled-cut")?;
+    Ok((cut, raised_cutout()?))
+}
+
+fn angled_full_height() -> Built {
+    let through = extrusion("through-lower_cutout", rectangle([4.0, 0.0], [5.0, 0.3]))?;
+    Ok((angled("angled-host")?, through))
+}
+
+fn angled_twice() -> Built {
+    let first = opening("first", 0.0, 2.1, 2.0, 3.0)?;
+    let once = stage(&angled("angled-host")?, &first, SUBTRACT, "once")?;
+    Ok((once, opening("second", 0.0, 2.1, 2.5, 3.5)?))
+}
+
+fn layered_cavity() -> Built {
+    let outer = vec![
+        [0.0, 0.0],
+        [10.0, 0.0],
+        [10.0, 10.0],
+        [0.3, 10.0],
+        [0.0, 9.8],
+    ];
+    let cavity = span("cavity", 1.0, 1.0, rectangle([4.0, 4.0], [6.0, 6.0]))?;
+    Ok((extrusion("angled-host", outer)?, cavity))
+}
+
+fn angled_rotated() -> Built {
+    let frame = turned_about_z([2.5, 0.15, 0.0], FRAC_PI_6);
+    let cutter = framed("rotated-cutter", frame, square(0.5), 2.1)?;
+    Ok((angled("angled-host")?, cutter))
+}
+
+fn round_through() -> Built {
+    let frame = moved(ground(), [2.0, -0.5, 1.5]);
+    let cutter = primitives::cylinder("round-opening".into(), frame, 0.5, 1.3, fine())?;
+    Ok((wall("round-host", 4.0)?, cutter))
+}
+
+fn arched_cap() -> Built {
+    let frame = moved(ground(), [2.0, -0.5, 2.0]);
+    let cap = primitives::cylinder("arched-cap".into(), frame, 0.5, 1.3, fine())?;
+    Ok((wall("arched-host", 4.0)?, cap))
+}
+
+fn arched_chained() -> Built {
+    let (host, cap) = arched_cap()?;
+    let capped = stage(&host, &cap, SUBTRACT, "cap")?;
+    let lower = rectangle([1.5, 0.5], [2.5, 2.0]);
+    Ok((
+        capped,
+        framed("arched-lower", upright([0.0, 0.8, 0.0]), lower, 1.3)?,
+    ))
+}
+
+const FAMILIES: [Family; 2] = [
+    ("coextensive", "coextensive", coextensive),
+    ("axial", "axial", axial),
+];
+
+const ENTRIES: [Entry; 18] = [
+    ("through-hole", "cavity", SUBTRACT, through_hole),
+    ("band-split", "split", SUBTRACT, band_split),
+    ("axial-embedded", "axial-split", SUBTRACT, axial_embedded),
+    (
+        "axial-disjoint.union",
+        "axial-disjoint",
+        BooleanOp::Union,
+        axial_disjoint,
+    ),
+    (
+        "axial-disjoint.intersection",
+        "axial-empty",
+        BooleanOp::Intersection,
+        axial_disjoint,
+    ),
+    (
+        "flush-lower-cutout",
+        "one-lower_cutout",
+        SUBTRACT,
+        flush_lower,
+    ),
+    (
+        "flush-chained",
+        "lower_cutout-raised_cutout",
+        SUBTRACT,
+        flush_chained,
+    ),
+    ("mitered-first", "lower_cutout-cut", SUBTRACT, mitered_first),
+    (
+        "mitered-chained",
+        "raised_cutout-cut",
+        SUBTRACT,
+        mitered_chained,
+    ),
+    ("angled-lower-cutout", "angled-cut", SUBTRACT, angled_lower),
+    ("angled-chained", "angled-chain", SUBTRACT, angled_chained),
+    (
+        "angled-full-height",
+        "split-angled",
+        SUBTRACT,
+        angled_full_height,
+    ),
+    ("angled-overlapping-twice", "twice", SUBTRACT, angled_twice),
+    ("layered-cavity", "cavity-result", SUBTRACT, layered_cavity),
+    (
+        "angled-rotated-cutter",
+        "rotated-cut",
+        SUBTRACT,
+        angled_rotated,
+    ),
+    (
+        "round-through-cutter",
+        "round-host-cut",
+        SUBTRACT,
+        round_through,
+    ),
+    ("arched-cap", "cap", SUBTRACT, arched_cap),
+    ("arched-chained", "arch", SUBTRACT, arched_chained),
+];
+
+pub(crate) fn cases() -> Vec<Case> {
+    let mut cases = families("booleans.planar", &FAMILIES);
+    cases.extend(table("booleans.planar", &ENTRIES));
+    cases
+}
diff --git a/main/opengeometry/tests/golden/booleans_spheres.rs b/main/opengeometry/tests/golden/booleans_spheres.rs
new file mode 100644
index 0000000..64387cb
--- /dev/null
+++ b/main/opengeometry/tests/golden/booleans_spheres.rs
@@ -0,0 +1,421 @@
+use crate::boolean_case::{boolean, every_operation, operands, swapped, Operands};
+use crate::fine_solids::{cuboid_at, sphere_at};
+use crate::fixtures::{at, fine};
+use crate::kernel::{primitives, BooleanOp, BrepEnvelope, Frame3, GeometryError, Point3};
+use crate::runner::Case;
+
+const SIZE: [f64; 3] = [4.0, 3.0, 2.0];
+
+fn cylinder(
+    name: &str,
+    origin: Point3,
+    radius: f64,
+    height: f64,
+) -> Result<BrepEnvelope, GeometryError> {
+    primitives::cylinder(name.into(), at(origin), radius, height, fine())
+}
+
+fn pocket_center(axis: usize, upper: bool, inside: bool) -> Point3 {
+    let mut center = [2.0, 1.5, 1.0];
+    center[axis] = match (upper, inside) {
+        (false, false) => -0.25,
+        (false, true) => 0.25,
+        (true, false) => SIZE[axis] + 0.25,
+        (true, true) => SIZE[axis] - 0.25,
+    };
+    center
+}
+
+fn pockets() -> Vec<Case> {
+    let mut cases = Vec::new();
+    for axis in 0..3 {
+        for upper in [false, true] {
+            for inside in [false, true] {
+                let pair = operands(move || {
+                    let center = pocket_center(axis, upper, inside);
+                    Ok((
+                        cuboid_at("box", [0.0; 3], SIZE)?,
+                        sphere_at("spherical-pocket", center, 0.75)?,
+                    ))
+                });
+                let label = format!(
+                    "{axis}-{}-{}",
+                    if upper { "upper" } else { "lower" },
+                    if inside { "inside" } else { "outside" }
+                );
+                let prefix = format!("booleans.sphere-box.pocket-{label}");
+                cases.extend(every_operation(
+                    &prefix,
+                    &format!("sphere-pocket-{label}"),
+                    &pair,
+                ));
+                let reverse = format!("{prefix}.reversed-subtraction");
+                cases.push(boolean(
+                    &reverse,
+                    &format!("sphere-cut-{label}"),
+                    BooleanOp::Subtraction,
+                    &swapped(&pair),
+                ));
+            }
+        }
+    }
+    cases
+}
+
+fn sphere_cylinder() -> Vec<Case> {
+    let contained = operands(|| {
+        Ok((
+            cylinder("cylinder", [0.0; 3], 2.0, 4.0)?,
+            sphere_at("sphere", [0.0, 0.0, 2.0], 0.5)?,
+        ))
+    });
+    let cavity = operands(|| {
+        Ok((
+            sphere_at("sphere-host", [0.0; 3], 3.0)?,
+            cylinder("cylinder-cutter", [0.0, 0.0, -0.5], 0.5, 1.0)?,
+        ))
+    });
+    let crossing = operands(|| {
+        Ok((
+            cylinder("cylinder", [0.0; 3], 2.0, 4.0)?,
+            sphere_at("crossing", [1.8, 0.0, 2.0], 0.5)?,
+        ))
+    });
+    let coaxial = operands(|| {
+        Ok((
+            sphere_at("sphere", [0.0; 3], 1.5)?,
+            cylinder("cylinder", [0.0, 0.0, -2.0], 0.75, 4.0)?,
+        ))
+    });
+    let noncoaxial = operands(|| {
+        Ok((
+            sphere_at("sphere", [0.0; 3], 1.5)?,
+            cylinder("noncoaxial", [0.2, 0.0, -2.0], 0.75, 4.0)?,
+        ))
+    });
+    let mut cases = every_operation(
+        "booleans.sphere-cylinder.contained",
+        "contained",
+        &contained,
+    );
+    cases.push(boolean(
+        "booleans.sphere-cylinder.spherical-cavity",
+        "spherical-cavity",
+        BooleanOp::Subtraction,
+        &cavity,
+    ));
+    cases.extend(every_operation(
+        "booleans.sphere-cylinder.crossing",
+        "crossing",
+        &crossing,
+    ));
+    cases.push(boolean(
+        "booleans.sphere-cylinder.crossing.reversed-subtraction",
+        "crossing-sphere-cut",
+        BooleanOp::Subtraction,
+        &swapped(&crossing),
+    ));
+    cases.extend(every_operation(
+        "booleans.sphere-cylinder.coaxial",
+        "coaxial",
+        &coaxial,
+    ));
+    cases.push(boolean(
+        "booleans.sphere-cylinder.coaxial.reversed-subtraction",
+        "cylinder-cut",
+        BooleanOp::Subtraction,
+        &swapped(&coaxial),
+    ));
+    cases.push(boolean(
+        "booleans.sphere-cylinder.noncoaxial",
+        "gap",
+        BooleanOp::Union,
+        &noncoaxial,
+    ));
+    cases
+}
+
+fn cuboid_containment() -> Vec<Case> {
+    let box_host = || cuboid_at("box", [-2.0; 3], [4.0; 3]);
+    let small_box = || cuboid_at("small-box", [-0.5; 3], [1.0; 3]);
+    let pairs: [(&str, &str, BooleanOp, Operands); 5] = [
+        (
+            "sphere-in-box",
+            "sphere-cavity",
+            BooleanOp::Subtraction,
+            operands(move || Ok((box_host()?, sphere_at("sphere", [0.0; 3], 0.5)?))),
+        ),
+        (
+            "cylinder-in-box",
+            "cylinder-cavity",
+            BooleanOp::Subtraction,
+            operands(move || {
+                Ok((
+                    box_host()?,
+                    cylinder("cylinder", [0.0, 0.0, -0.5], 0.5, 1.0)?,
+                ))
+            }),
+        ),
+        (
+            "box-in-sphere",
+            "sphere-box",
+            BooleanOp::Subtraction,
+            operands(move || Ok((sphere_at("sphere-host", [0.0; 3], 4.0)?, small_box()?))),
+        ),
+        (
+            "box-in-cylinder",
+            "cylinder-box",
+            BooleanOp::Subtraction,
+            operands(move || {
+                Ok((
+                    cylinder("cylinder-host", [0.0, 0.0, -2.0], 3.0, 4.0)?,
+                    small_box()?,
+                ))
+            }),
+        ),
+        (
+            "crossing-union",
+            "crossing-union",
+            BooleanOp::Union,
+            operands(move || Ok((box_host()?, sphere_at("crossing", [1.8, 0.0, 0.0], 0.5)?))),
+        ),
+    ];
+    pairs
+        .iter()
+        .map(|(name, id, operation, pair)| {
+            boolean(
+                &format!("booleans.cuboid-containment.{name}"),
+                id,
+                *operation,
+                pair,
+            )
+        })
+        .collect()
+}
+
+fn torus_family() -> Vec<Case> {
+    let torus = || primitives::torus("torus".into(), Frame3::IDENTITY, 3.0, 1.0, fine());
+    let concentric = operands(|| {
+        let host = primitives::torus("host".into(), Frame3::IDENTITY, 3.0, 1.0, fine())?;
+        let cutter = primitives::torus("cutter".into(), Frame3::IDENTITY, 3.0, 0.4, fine())?;
+        Ok((host, cutter))
+    });
+    let identical = operands(|| {
+        let host = primitives::torus("host".into(), Frame3::IDENTITY, 3.0, 1.0, fine())?;
+        Ok((host.clone(), host))
+    });
+    let small = operands(move || Ok((torus()?, sphere_at("small", [3.0, 0.0, 0.0], 0.25)?)));
+    let large = operands(move || Ok((sphere_at("large", [0.0; 3], 5.0)?, torus()?)));
+    let mut cases = every_operation("booleans.torus.concentric", "torus", &concentric);
+    cases.push(boolean(
+        "booleans.torus.identical",
+        "empty-torus",
+        BooleanOp::Subtraction,
+        &identical,
+    ));
+    cases.push(boolean(
+        "booleans.sphere-torus.small-sphere",
+        "torus-cut",
+        BooleanOp::Subtraction,
+        &small,
+    ));
+    cases.push(boolean(
+        "booleans.sphere-torus.large-sphere",
+        "sphere-cut",
+        BooleanOp::Subtraction,
+        &large,
+    ));
+    let poking = operands(|| {
+        let host = primitives::torus("host".into(), Frame3::IDENTITY, 3.0, 1.0, fine())?;
+        let ring = primitives::torus("ring".into(), at([3.0, 0.0, 0.0]), 0.8, 0.3, fine())?;
+        Ok((host, ring))
+    });
+    cases.extend(every_operation(
+        "booleans.torus.poking-ring",
+        "poking",
+        &poking,
+    ));
+    cases.extend(ring_hosts());
+    cases
+}
+
+fn ring_hosts() -> Vec<Case> {
+    let ring = || primitives::torus("torus".into(), at([0.0, 0.0, 2.0]), 2.0, 0.5, fine());
+    let hosts: [(&str, Operands); 3] = [
+        (
+            "cylinder",
+            operands(move || Ok((cylinder("cylinder", [0.0; 3], 4.0, 4.0)?, ring()?))),
+        ),
+        (
+            "box",
+            operands(move || {
+                Ok((
+                    cuboid_at("box", [-4.0, -4.0, -1.0], [8.0, 8.0, 6.0])?,
+                    ring()?,
+                ))
+            }),
+        ),
+        (
+            "frustum",
+            operands(move || {
+                Ok((
+                    primitives::frustum("frustum".into(), Frame3::IDENTITY, 4.0, 5.0, 4.0, fine())?,
+                    ring()?,
+                ))
+            }),
+        ),
+    ];
+    hosts
+        .iter()
+        .map(|(name, pair)| {
+            boolean(
+                &format!("booleans.torus-containment.{name}-minus-torus"),
+                &format!("{name}-minus-torus"),
+                BooleanOp::Subtraction,
+                pair,
+            )
+        })
+        .collect()
+}
+
+fn frustum(
+    name: &str,
+    origin: Point3,
+    lower: f64,
+    upper: f64,
+    height: f64,
+) -> Result<BrepEnvelope, GeometryError> {
+    primitives::frustum(name.into(), at(origin), lower, upper, height, fine())
+}
+
+fn conic_family() -> Vec<Case> {
+    let host = || frustum("host", [0.0; 3], 3.0, 4.0, 4.0);
+    let coaxial =
+        operands(move || Ok((host()?, frustum("cutter", [0.0, 0.0, 1.0], 1.0, 1.5, 1.0)?)));
+    let touching = operands(move || Ok((host()?, frustum("touching", [0.0; 3], 1.0, 1.5, 1.0)?)));
+    let mut cases = every_operation("booleans.conic.coaxial", "conic", &coaxial);
+    cases.push(boolean(
+        "booleans.conic.touching",
+        "touching-result",
+        BooleanOp::Subtraction,
+        &touching,
+    ));
+    let conic = || frustum("frustum", [0.0; 3], 3.0, 4.0, 4.0);
+    let mixed: [(&str, Operands); 6] = [
+        (
+            "frustum-minus-inner-sphere",
+            operands(move || Ok((conic()?, sphere_at("inner-sphere", [0.0, 0.0, 2.0], 0.5)?))),
+        ),
+        (
+            "outer-sphere-minus-frustum",
+            operands(move || Ok((sphere_at("outer-sphere", [0.0, 0.0, 2.0], 6.0)?, conic()?))),
+        ),
+        (
+            "frustum-minus-inner-cylinder",
+            operands(move || {
+                Ok((
+                    conic()?,
+                    cylinder("inner-cylinder", [0.0, 0.0, 1.0], 0.5, 1.0)?,
+                ))
+            }),
+        ),
+        (
+            "outer-cylinder-minus-frustum",
+            operands(move || {
+                Ok((
+                    cylinder("outer-cylinder", [0.0, 0.0, -1.0], 5.0, 6.0)?,
+                    conic()?,
+                ))
+            }),
+        ),
+        (
+            "frustum-minus-inner-box",
+            operands(move || {
+                Ok((
+                    conic()?,
+                    cuboid_at("inner-box", [-0.25, -0.25, 1.75], [0.5; 3])?,
+                ))
+            }),
+        ),
+        (
+            "outer-box-minus-frustum",
+            operands(move || {
+                Ok((
+                    cuboid_at("outer-box", [-5.0, -5.0, -1.0], [10.0, 10.0, 6.0])?,
+                    conic()?,
+                ))
+            }),
+        ),
+    ];
+    cases.extend(mixed.iter().map(|(name, pair)| {
+        boolean(
+            &format!("booleans.conic-containment.{name}"),
+            name,
+            BooleanOp::Subtraction,
+            pair,
+        )
+    }));
+    cases.extend(generic_loops());
+    cases
+}
+
+fn generic_loops() -> Vec<Case> {
+    let cone = || primitives::cone("cone".into(), Frame3::IDENTITY, 2.0, 2.0, fine());
+    let off_axis = operands(move || Ok((cone()?, sphere_at("sphere", [1.42, 0.0, 1.0], 0.35)?)));
+    let winding = operands(move || Ok((cone()?, sphere_at("sphere", [1.1, 0.0, 0.8], 0.35)?)));
+    let mut cases = every_operation("booleans.generic.sphere-cone", "sphere-cone", &off_axis);
+    cases.push(boolean(
+        "booleans.generic.periodic-winding",
+        "winding",
+        BooleanOp::Intersection,
+        &winding,
+    ));
+    let prism = operands(|| {
+        let triangle = vec![[-0.2, -0.2], [0.2, -0.2], [0.0, 0.2]];
+        let prism = primitives::linear_extrusion(
+            "prism".into(),
+            at([0.0, 0.0, 0.8]),
+            triangle,
+            Vec::new(),
+            0.4,
+            fine(),
+        )?;
+        Ok((cylinder("cylinder", [0.0; 3], 2.0, 2.0)?, prism))
+    });
+    cases.extend(every_operation(
+        "booleans.generic.noncanonical-planar-containment",
+        "noncanonical",
+        &prism,
+    ));
+    let annular = operands(|| {
+        let host =
+            primitives::annular_cylinder("host".into(), Frame3::IDENTITY, 0.4, 2.0, 3.0, fine())?;
+        Ok((host.clone(), host))
+    });
+    cases.push(boolean(
+        "booleans.coincident.annular-union",
+        "same",
+        BooleanOp::Union,
+        &annular,
+    ));
+    cases.push(boolean(
+        "booleans.coincident.annular-subtraction",
+        "empty",
+        BooleanOp::Subtraction,
+        &annular,
+    ));
+    cases
+}
+
+pub(crate) fn cases() -> Vec<Case> {
+    [
+        pockets(),
+        sphere_cylinder(),
+        cuboid_containment(),
+        torus_family(),
+        conic_family(),
+    ]
+    .into_iter()
+    .flatten()
+    .collect()
+}
diff --git a/main/opengeometry/tests/golden/builder_case.rs b/main/opengeometry/tests/golden/builder_case.rs
new file mode 100644
index 0000000..072dfa7
--- /dev/null
+++ b/main/opengeometry/tests/golden/builder_case.rs
@@ -0,0 +1,35 @@
+use crate::body::record_body;
+use crate::kernel::{BrepEnvelope, GeometryError};
+use crate::runner::Case;
+
+pub(crate) fn built(
+    name: &str,
+    build: impl Fn() -> Result<BrepEnvelope, GeometryError> + Send + Sync + 'static,
+) -> Case {
+    Case::new(format!("builders.{name}"), move |record| {
+        match build() {
+            Ok(shape) => record_body(record, "body", &shape),
+            Err(error) => record.error("body", error),
+        }
+        Ok(())
+    })
+}
+
+pub(crate) fn keyed(
+    name: &str,
+    build: impl Fn() -> Result<(BrepEnvelope, Vec<String>), GeometryError> + Send + Sync + 'static,
+) -> Case {
+    Case::new(format!("builders.{name}"), move |record| {
+        match build() {
+            Ok((shape, keys)) => {
+                record.section("keys");
+                for key in &keys {
+                    record.line(key);
+                }
+                record_body(record, "body", &shape);
+            }
+            Err(error) => record.error("body", error),
+        }
+        Ok(())
+    })
+}
diff --git a/main/opengeometry/tests/golden/builders_profiles.rs b/main/opengeometry/tests/golden/builders_profiles.rs
new file mode 100644
index 0000000..039b028
--- /dev/null
+++ b/main/opengeometry/tests/golden/builders_profiles.rs
@@ -0,0 +1,233 @@
+use crate::builder_case::{built, keyed};
+use crate::fixtures::{fine, ground, rectangle, standard, upright};
+use crate::kernel::{primitives, CurveGeometry, Frame3};
+use crate::planar_shapes::profile_shell;
+use crate::profiles::{
+    band, line, polygon, quarter_annulus, rounded_outer, sector, split_quarter_annulus,
+    square_hole, wide_arc,
+};
+use crate::runner::Case;
+use std::f64::consts::{PI, TAU};
+
+fn wires() -> Vec<Case> {
+    vec![
+        built("rectangle.identity", || {
+            primitives::rectangle("rectangle".into(), Frame3::IDENTITY, 4.0, 2.0, standard())
+        }),
+        keyed("rectangle-keys.ground", || {
+            primitives::rectangle_with_keys("rectangle".into(), ground(), 4.0, 2.0, standard())
+        }),
+        built("rectangle.zero-width", || {
+            primitives::rectangle("rectangle".into(), Frame3::IDENTITY, 0.0, 2.0, standard())
+        }),
+        built("polyline.open", || {
+            let points = [[0.0, 0.0, 0.0], [0.0, 3.0, 0.0], [3.0, 3.0, 0.0]];
+            primitives::polyline("path".into(), &points, false, standard())
+        }),
+        keyed("polyline-keys.closed", || {
+            let points = [[0.0; 3], [2.0, 0.0, 0.0], [2.0, 3.0, 0.0], [0.0, 3.0, 0.0]];
+            primitives::polyline_with_keys("closed".into(), &points, true, standard())
+        }),
+        built("polyline.noncoplanar", || {
+            let points = [[0.0; 3], [0.0, 3.0, 0.0], [3.0, 3.0, 0.0], [3.0, 3.0, 3.0]];
+            primitives::polyline("path".into(), &points, false, standard())
+        }),
+        built("polyline.repeated-point", || {
+            primitives::polyline("bad".into(), &[[0.0; 3], [0.0; 3]], false, standard())
+        }),
+    ]
+}
+
+fn arcs() -> Vec<Case> {
+    let frame = ground();
+    vec![
+        built("arc-wire.circle", move || {
+            let curve = CurveGeometry::Circle { frame, radius: 1.0 };
+            primitives::arc_wire("circle".into(), curve, 0.0, TAU, standard())
+        }),
+        built("arc-wire.half", move || {
+            let curve = CurveGeometry::Circle { frame, radius: 1.0 };
+            primitives::arc_wire("arc".into(), curve, 0.0, PI, standard())
+        }),
+        built("arc-wire.ellipse", move || {
+            let curve = CurveGeometry::Ellipse {
+                frame,
+                major_radius: 2.0,
+                minor_radius: 1.0,
+            };
+            primitives::arc_wire("ellipse".into(), curve, 0.5, 2.0, standard())
+        }),
+        built("arc-wire.line-rejected", || {
+            let curve = CurveGeometry::Line {
+                origin: [0.0; 3],
+                direction: [1.0, 0.0, 0.0],
+            };
+            primitives::arc_wire("line".into(), curve, 0.0, 1.0, standard())
+        }),
+        built("arc-wire.zero-sweep", move || {
+            let curve = CurveGeometry::Circle { frame, radius: 1.0 };
+            primitives::arc_wire("empty".into(), curve, 0.0, 0.0, standard())
+        }),
+    ]
+}
+
+fn linear() -> Vec<Case> {
+    vec![
+        built("linear-extrusion.oracle", || {
+            let outer = rectangle([-1.0, -0.5], [1.0, 0.5]);
+            primitives::linear_extrusion(
+                "linear-extrusion".into(),
+                ground(),
+                outer,
+                Vec::new(),
+                2.0,
+                standard(),
+            )
+        }),
+        built("linear-extrusion.with-hole", profile_shell),
+        built("linear-extrusion.angled", || {
+            let outer = vec![[0.0, 0.0], [10.0, 0.0], [10.0, 0.3], [0.3, 0.3], [0.0, 0.1]];
+            primitives::linear_extrusion(
+                "angled-host".into(),
+                Frame3::IDENTITY,
+                outer,
+                Vec::new(),
+                3.0,
+                fine(),
+            )
+        }),
+        built("linear-extrusion.upright-sector", || {
+            let outer = sector(2.3, -0.1, 0.1);
+            primitives::linear_extrusion(
+                "sector".into(),
+                upright([0.0, 0.8, 0.0]),
+                outer,
+                Vec::new(),
+                2.0,
+                fine(),
+            )
+        }),
+        built("linear-extrusion.self-crossing", || {
+            let outer = vec![[0.0, 0.0], [1.0, 1.0], [0.0, 1.0], [1.0, 0.0]];
+            primitives::linear_extrusion(
+                "crossing".into(),
+                Frame3::IDENTITY,
+                outer,
+                Vec::new(),
+                1.0,
+                standard(),
+            )
+        }),
+        built("linear-extrusion.hole-outside", || {
+            let outer = rectangle([0.0, 0.0], [1.0, 1.0]);
+            let hole = rectangle([2.0, 2.0], [3.0, 3.0]);
+            primitives::linear_extrusion(
+                "outside".into(),
+                Frame3::IDENTITY,
+                outer,
+                vec![hole],
+                1.0,
+                standard(),
+            )
+        }),
+    ]
+}
+
+fn curved() -> Vec<Case> {
+    vec![
+        built("arc-edged-extrusion.oracle", || {
+            primitives::arc_edged_extrusion(
+                "arc-edged-extrusion".into(),
+                ground(),
+                rounded_outer(),
+                2.0,
+                standard(),
+            )
+        }),
+        built("arc-edged-extrusion.quarter-annulus", || {
+            primitives::arc_edged_extrusion(
+                "arc-host".into(),
+                Frame3::IDENTITY,
+                quarter_annulus(2.0, 1.5),
+                3.0,
+                fine(),
+            )
+        }),
+        built("arc-edged-extrusion.split-arcs", || {
+            primitives::arc_edged_extrusion(
+                "split-arc-host".into(),
+                Frame3::IDENTITY,
+                split_quarter_annulus(),
+                3.0,
+                fine(),
+            )
+        }),
+        built("arc-edged-extrusion.ground-band", || {
+            primitives::arc_edged_extrusion(
+                "mixed-curved-host".into(),
+                ground(),
+                band(3.0, 2.7, 0.8, -1.6),
+                3.0,
+                fine(),
+            )
+        }),
+        built("arc-edged-extrusion.wide", || {
+            primitives::arc_edged_extrusion(
+                "wide-arc".into(),
+                Frame3::IDENTITY,
+                wide_arc(),
+                3.0,
+                fine(),
+            )
+        }),
+        built("arc-edged-extrusion.polygon-only", || {
+            let outer = polygon(&[[0.0, 0.0], [2.0, 0.0], [2.0, 1.0], [0.0, 1.0]]);
+            primitives::arc_edged_extrusion(
+                "polygon".into(),
+                Frame3::IDENTITY,
+                outer,
+                1.0,
+                standard(),
+            )
+        }),
+        built("arc-edged-extrusion.open-profile", || {
+            let outer = vec![line([0.0, 0.0], [1.0, 0.0])];
+            primitives::arc_edged_extrusion("open".into(), Frame3::IDENTITY, outer, 1.0, standard())
+        }),
+    ]
+}
+
+fn curved_with_holes() -> Vec<Case> {
+    vec![
+        built("arc-edged-extrusion-with-holes.oracle", || {
+            let name = "arc-edged-extrusion-with-holes".into();
+            primitives::arc_edged_extrusion_with_holes(
+                name,
+                ground(),
+                rounded_outer(),
+                vec![square_hole()],
+                2.0,
+                standard(),
+            )
+        }),
+        built("arc-edged-extrusion-with-holes.round-hole", || {
+            let outer = polygon(&rectangle([-2.0, -2.0], [2.0, 2.0]));
+            let hole = band(1.0, 0.5, 0.0, PI);
+            primitives::arc_edged_extrusion_with_holes(
+                "round-hole".into(),
+                Frame3::IDENTITY,
+                outer,
+                vec![hole],
+                2.0,
+                standard(),
+            )
+        }),
+    ]
+}
+
+pub(crate) fn cases() -> Vec<Case> {
+    [wires(), arcs(), linear(), curved(), curved_with_holes()]
+        .into_iter()
+        .flatten()
+        .collect()
+}
diff --git a/main/opengeometry/tests/golden/builders_solids.rs b/main/opengeometry/tests/golden/builders_solids.rs
new file mode 100644
index 0000000..6d5b250
--- /dev/null
+++ b/main/opengeometry/tests/golden/builders_solids.rs
@@ -0,0 +1,202 @@
+use crate::builder_case::built;
+use crate::fixtures::{
+    at, fine, ground, moved, scaled_accuracy, standard, tilted_about_y, y_axis_frame,
+};
+use crate::kernel::{placed, primitives, Frame3, GeometryError};
+use crate::runner::Case;
+use std::f64::consts::{FRAC_PI_2, PI, TAU};
+
+fn skewed() -> Result<Frame3, GeometryError> {
+    Frame3::from_axis([1.0, -2.0, 0.5], [1.0, 1.0, 1.0], [1.0, 0.0, 0.0])
+}
+
+fn cuboids() -> Vec<Case> {
+    vec![
+        built("cuboid.oracle", || {
+            primitives::cuboid("cuboid".into(), ground(), [2.0, 1.0, 3.0], standard())
+        }),
+        built("cuboid.identity", || {
+            primitives::cuboid("box".into(), Frame3::IDENTITY, [2.0; 3], standard())
+        }),
+        built("cuboid.translated", || {
+            let frame = at([10.0, -7.0, 4.0]);
+            primitives::cuboid("translated".into(), frame, [2.0, 3.0, 4.0], standard())
+        }),
+        built("cuboid.skewed", || {
+            primitives::cuboid("skewed".into(), skewed()?, [1.0, 2.0, 0.5], fine())
+        }),
+        built("cuboid.zero-size", || {
+            primitives::cuboid("zero".into(), Frame3::IDENTITY, [0.0, 1.0, 1.0], standard())
+        }),
+    ]
+}
+
+fn cylinders() -> Vec<Case> {
+    vec![
+        built("cylinder.oracle", || {
+            primitives::cylinder("cylinder".into(), ground(), 1.0, 2.0, standard())
+        }),
+        built("cylinder.identity-fine", || {
+            primitives::cylinder("cylinder".into(), Frame3::IDENTITY, 1.0, 2.0, fine())
+        }),
+        built("cylinder.skewed", || {
+            primitives::cylinder("skewed".into(), skewed()?, 0.6, 4.0, fine())
+        }),
+        built("cylinder.zero-radius", || {
+            primitives::cylinder("zero".into(), Frame3::IDENTITY, 0.0, 2.0, standard())
+        }),
+        built("cylinder.negative-height", || {
+            primitives::cylinder("negative".into(), Frame3::IDENTITY, 1.0, -2.0, standard())
+        }),
+        built("cylinder-sector.quarter", || {
+            let frame = Frame3::IDENTITY;
+            primitives::cylinder_sector("sector".into(), frame, 1.0, 2.0, 0.0, FRAC_PI_2, fine())
+        }),
+        built("cylinder-sector.ground", || {
+            primitives::cylinder_sector("sector".into(), ground(), 2.0, 1.0, 0.3, 4.0, standard())
+        }),
+        built("cylinder-sector.full-turn", || {
+            let frame = Frame3::IDENTITY;
+            primitives::cylinder_sector("sector".into(), frame, 1.0, 1.0, 0.0, TAU, standard())
+        }),
+        built("cylinder-sector.zero-sweep", || {
+            let frame = Frame3::IDENTITY;
+            primitives::cylinder_sector("sector".into(), frame, 1.0, 1.0, 0.0, 0.0, standard())
+        }),
+    ]
+}
+
+fn annular() -> Vec<Case> {
+    vec![
+        built("annular-cylinder.oracle", || {
+            let name = "annular-cylinder".into();
+            primitives::annular_cylinder(name, ground(), 0.4, 1.0, 2.0, standard())
+        }),
+        built("annular-cylinder.thin-ring", || {
+            let name = "ring-host".into();
+            primitives::annular_cylinder(name, Frame3::IDENTITY, 1.9, 2.1, 3.0, fine())
+        }),
+        built("annular-cylinder.inverted-radii", || {
+            let name = "inverted".into();
+            primitives::annular_cylinder(name, Frame3::IDENTITY, 1.0, 0.5, 1.0, standard())
+        }),
+        built("cylinder-with-hole.oracle", || {
+            let frame = ground();
+            let name = "cylinder-with-hole".into();
+            primitives::cylinder_with_circular_hole(name, frame, frame, 0.4, 1.0, 2.0, standard())
+        }),
+        built("cylinder-with-hole.off-centre", || {
+            let frame = ground();
+            let inner = moved(frame, frame.point([0.3, 0.0, 0.0]));
+            let name = "off-centre".into();
+            primitives::cylinder_with_circular_hole(name, frame, inner, 0.4, 1.0, 2.0, standard())
+        }),
+        built("cylinder-with-hole.breaching", || {
+            let frame = Frame3::IDENTITY;
+            let inner = at([0.8, 0.0, 0.0]);
+            let name = "breaching".into();
+            primitives::cylinder_with_circular_hole(name, frame, inner, 0.4, 1.0, 2.0, standard())
+        }),
+    ]
+}
+
+fn conics() -> Vec<Case> {
+    vec![
+        built("cone.oracle", || {
+            primitives::cone("cone".into(), ground(), 1.0, 2.0, standard())
+        }),
+        built("cone.identity", || {
+            primitives::cone("cone".into(), Frame3::IDENTITY, 2.0, 2.0, fine())
+        }),
+        built("cone.zero-height", || {
+            primitives::cone("cone".into(), Frame3::IDENTITY, 1.0, 0.0, standard())
+        }),
+        built("frustum.oracle", || {
+            primitives::frustum("frustum".into(), ground(), 1.0, 0.4, 2.0, standard())
+        }),
+        built("frustum.expanding", || {
+            primitives::frustum("frustum".into(), Frame3::IDENTITY, 3.0, 4.0, 4.0, fine())
+        }),
+        built("frustum.shell-family", || {
+            primitives::frustum("frustum".into(), Frame3::IDENTITY, 2.0, 1.0, 3.0, fine())
+        }),
+        built("frustum.negative-radius", || {
+            primitives::frustum(
+                "frustum".into(),
+                Frame3::IDENTITY,
+                -1.0,
+                1.0,
+                1.0,
+                standard(),
+            )
+        }),
+    ]
+}
+
+fn rounds() -> Vec<Case> {
+    vec![
+        built("sphere.oracle", || {
+            primitives::sphere("sphere".into(), ground(), 1.0, standard())
+        }),
+        built("sphere.offset", || {
+            primitives::sphere("sphere".into(), at([5.0, -3.0, 8.0]), 2.0, fine())
+        }),
+        built("sphere.micro", || {
+            primitives::sphere(
+                "micro".into(),
+                Frame3::IDENTITY,
+                1e-6,
+                scaled_accuracy(1e-6),
+            )
+        }),
+        built("sphere.zero-radius", || {
+            primitives::sphere("zero".into(), Frame3::IDENTITY, 0.0, standard())
+        }),
+        built("torus.oracle", || {
+            primitives::torus("torus".into(), ground(), 2.0, 0.5, standard())
+        }),
+        built("torus.ring", || {
+            primitives::torus("torus".into(), Frame3::IDENTITY, 3.0, 1.0, fine())
+        }),
+        built("torus.self-intersecting", || {
+            primitives::torus("torus".into(), Frame3::IDENTITY, 1.0, 1.5, standard())
+        }),
+    ]
+}
+
+fn placements() -> Vec<Case> {
+    vec![
+        built("placed.cuboid-scaled", || {
+            let source = primitives::cuboid("box".into(), Frame3::IDENTITY, [2.0; 3], standard())?;
+            placed(&source, y_axis_frame([5.0, 6.0, 7.0])?, 1.25)
+        }),
+        built("placed.cylinder-rotated", || {
+            let source = primitives::cylinder(
+                "c".into(),
+                moved(ground(), [0.0, 1.2, 0.0]),
+                1.0,
+                2.0,
+                fine(),
+            )?;
+            placed(&source, tilted_about_y([0.2, 0.1, 0.2], PI / 7.0), 1.25)
+        }),
+        built("placed.zero-scale", || {
+            let source = primitives::sphere("s".into(), Frame3::IDENTITY, 1.0, standard())?;
+            placed(&source, Frame3::IDENTITY, 0.0)
+        }),
+    ]
+}
+
+pub(crate) fn cases() -> Vec<Case> {
+    [
+        cuboids(),
+        cylinders(),
+        annular(),
+        conics(),
+        rounds(),
+        placements(),
+    ]
+    .into_iter()
+    .flatten()
+    .collect()
+}
diff --git a/main/opengeometry/tests/golden/classify.rs b/main/opengeometry/tests/golden/classify.rs
new file mode 100644
index 0000000..7c4e658
--- /dev/null
+++ b/main/opengeometry/tests/golden/classify.rs
@@ -0,0 +1,69 @@
+use crate::digest::bits_list;
+use crate::kernel::{classify_point, BrepEnvelope, PointClassification};
+use crate::record::Record;
+
+const STEPS: usize = 7;
+const PADDING: f64 = 0.125;
+
+fn symbol(classification: PointClassification) -> char {
+    match classification {
+        PointClassification::Inside => 'I',
+        PointClassification::Outside => 'O',
+        PointClassification::Boundary => 'B',
+        PointClassification::Unknown => 'U',
+    }
+}
+
+fn grid_axes(lo: [f64; 3], hi: [f64; 3]) -> [[f64; STEPS]; 3] {
+    let span = (0..3)
+        .map(|axis| hi[axis] - lo[axis])
+        .fold(0.0_f64, f64::max);
+    let pad = span * PADDING;
+    std::array::from_fn(|axis| {
+        let start = lo[axis] - pad;
+        let width = hi[axis] - lo[axis] + 2.0 * pad;
+        std::array::from_fn(|step| start + width * step as f64 / (STEPS - 1) as f64)
+    })
+}
+
+pub(crate) fn classify_grid(record: &mut Record, label: &str, brep: &BrepEnvelope) {
+    let title = format!("{label}.classify");
+    let bounds = match brep.bounds() {
+        Ok(Some(bounds)) => bounds,
+        Ok(None) => {
+            record.section(&title);
+            record.line("bounds: none");
+            return;
+        }
+        Err(error) => {
+            record.error(&title, error);
+            return;
+        }
+    };
+    let lo = std::array::from_fn(|axis| bounds.axes[axis].lo);
+    let hi = std::array::from_fn(|axis| bounds.axes[axis].hi);
+    let axes = grid_axes(lo, hi);
+    record.section(&title);
+    for (name, values) in ["x", "y", "z"].iter().zip(&axes) {
+        record.field(name, bits_list(values));
+    }
+    let mut errors = Vec::new();
+    for (i, x) in axes[0].iter().enumerate() {
+        for (j, y) in axes[1].iter().enumerate() {
+            let mut row = String::with_capacity(STEPS);
+            for (k, z) in axes[2].iter().enumerate() {
+                match classify_point(brep, [*x, *y, *z]) {
+                    Ok(classification) => row.push(symbol(classification)),
+                    Err(error) => {
+                        row.push('E');
+                        errors.push(format!("{i} {j} {k}: {error:?}"));
+                    }
+                }
+            }
+            record.line(&format!("{i} {j} {row}"));
+        }
+    }
+    for error in errors {
+        record.line(&error);
+    }
+}
diff --git a/main/opengeometry/tests/golden/contract.rs b/main/opengeometry/tests/golden/contract.rs
new file mode 100644
index 0000000..ac24687
--- /dev/null
+++ b/main/opengeometry/tests/golden/contract.rs
@@ -0,0 +1,153 @@
+use crate::check_findings;
+use crate::extras::{sweep_digest, sweep_outputs, SweepOutputs};
+use crate::golden_file::{committed, compare, dump, mode, parse, Mode, RECORD_INSTRUCTION};
+use crate::record::Findings;
+use std::collections::{BTreeMap, BTreeSet};
+use std::fs;
+use std::path::PathBuf;
+
+fn keyed(entries: &[(&str, &str)]) -> BTreeMap<String, String> {
+    entries
+        .iter()
+        .map(|(key, digest)| (key.to_string(), digest.to_string()))
+        .collect()
+}
+
+fn flip_first_bit(bytes: &mut [u8]) {
+    bytes[0] ^= 1;
+}
+
+#[test]
+fn hash_changes_when_one_bit_of_any_hashed_output_flips() {
+    let outputs = sweep_outputs().unwrap();
+    let original = sweep_digest(&outputs);
+    let flips: [fn(&mut SweepOutputs); 8] = [
+        |outputs| flip_first_bit(&mut outputs.brep_json),
+        |outputs| outputs.positions[0] = f64::from_bits(outputs.positions[0].to_bits() ^ 1),
+        |outputs| outputs.normals[0] = f32::from_bits(outputs.normals[0].to_bits() ^ 1),
+        |outputs| outputs.indices[0] ^= 1,
+        |outputs| outputs.face_ids[0] ^= 1,
+        |outputs| flip_first_bit(&mut outputs.verdicts[0]),
+        |outputs| flip_first_bit(&mut outputs.step),
+        |outputs| flip_first_bit(&mut outputs.report),
+    ];
+    for (index, flip) in flips.iter().enumerate() {
+        let mut changed = outputs.clone();
+        flip(&mut changed);
+        assert_ne!(sweep_digest(&changed), original, "flip {index}");
+    }
+}
+
+#[test]
+fn a_scene_missing_from_the_golden_file_fails_with_the_record_instruction() {
+    let expected = keyed(&[("kept", "aa")]);
+    let actual = keyed(&[("kept", "aa"), ("added", "bb")]);
+    let mismatch = compare(&expected, &actual).unwrap_err();
+    assert_eq!(mismatch.missing, ["added"]);
+    let message = mismatch.to_string();
+    assert!(message.contains("added"), "{message}");
+    assert!(message.contains(RECORD_INSTRUCTION), "{message}");
+}
+
+#[test]
+fn a_golden_key_with_no_scene_fails() {
+    let expected = keyed(&[("kept", "aa"), ("removed", "bb")]);
+    let actual = keyed(&[("kept", "aa")]);
+    let mismatch = compare(&expected, &actual).unwrap_err();
+    assert_eq!(mismatch.stale, ["removed"]);
+    assert!(mismatch.to_string().contains("removed"));
+}
+
+#[test]
+fn a_scene_whose_digest_differs_from_the_golden_fails() {
+    let expected = keyed(&[("kept", "aa"), ("moved", "bb")]);
+    let actual = keyed(&[("kept", "aa"), ("moved", "cc")]);
+    let mismatch = compare(&expected, &actual).unwrap_err();
+    assert_eq!(mismatch.differing, ["moved"]);
+    assert!(mismatch.to_string().contains("moved"));
+    assert!(compare(&actual, &actual).is_ok());
+}
+
+#[test]
+fn an_empty_golden_file_fails_with_the_record_instruction() {
+    let expected = parse("{}").unwrap();
+    let actual = keyed(&[("scene", "aa")]);
+    let message = compare(&expected, &actual).unwrap_err().to_string();
+    assert!(message.contains("no golden is recorded"), "{message}");
+    assert!(message.contains(RECORD_INSTRUCTION), "{message}");
+}
+
+#[test]
+fn ci_builds_without_comparing_or_recording() {
+    let table = [
+        (None, Some("true"), Mode::Build),
+        (Some("1"), Some("true"), Mode::Build),
+        (Some("1"), None, Mode::Record),
+        (Some("1"), Some("false"), Mode::Record),
+        (Some("1"), Some("1"), Mode::Record),
+        (None, None, Mode::Compare),
+        (Some("0"), None, Mode::Compare),
+        (Some("true"), None, Mode::Compare),
+        (Some(""), None, Mode::Compare),
+        (None, Some("false"), Mode::Compare),
+        (Some("0"), Some("false"), Mode::Compare),
+        (Some("true"), Some("false"), Mode::Compare),
+        (Some(""), Some("false"), Mode::Compare),
+        (None, Some("1"), Mode::Compare),
+        (Some("0"), Some("1"), Mode::Compare),
+        (Some("true"), Some("1"), Mode::Compare),
+        (Some(""), Some("1"), Mode::Compare),
+    ];
+    for (update, ci, chosen) in table {
+        assert_eq!(mode(update, ci, None), chosen, "{update:?} {ci:?}");
+    }
+}
+
+fn lone_disagreement(disagreement: &str, compared: bool) -> bool {
+    let findings = Findings {
+        disagreements: BTreeSet::from([disagreement.to_string()]),
+        ..Findings::default()
+    };
+    check_findings(&BTreeSet::new(), findings, &[], compared).is_ok()
+}
+
+#[test]
+fn matrix_result_disagreements_fail_only_where_stored_results_are_compared() {
+    assert!(!lone_disagreement("booleans.matrix.x result", true));
+    assert!(lone_disagreement("booleans.matrix.x result", false));
+    assert!(!lone_disagreement("booleans.matrix.x handlers", true));
+    assert!(!lone_disagreement("booleans.matrix.x handlers", false));
+}
+
+#[test]
+fn only_apple_silicon_macos_has_a_recorded_golden() {
+    let recorded = committed("aarch64-apple-darwin").unwrap();
+    assert!(recorded.is_some_and(|golden| !golden.is_empty()));
+    assert!(committed("x86-64-unknown-linux-gnu").unwrap().is_none());
+}
+
+#[test]
+fn the_dump_mode_writes_every_case_without_comparing_the_golden() {
+    let directory = PathBuf::from(env!("CARGO_TARGET_TMPDIR")).join("golden-dump-mode");
+    let chosen = mode(Some("1"), None, Some(directory.clone()));
+    assert_eq!(chosen, Mode::Dump(directory.clone()));
+    let on_ci = mode(None, Some("true"), Some(directory.clone()));
+    assert_eq!(on_ci, Mode::Dump(directory.clone()));
+    if directory.exists() {
+        fs::remove_dir_all(&directory).unwrap();
+    }
+    let texts = keyed(&[
+        ("first.case", "first text\n"),
+        ("second.case", "second text\n"),
+    ]);
+    dump(&directory, &texts).unwrap();
+    let mut written = fs::read_dir(&directory)
+        .unwrap()
+        .map(|entry| entry.unwrap().file_name().into_string().unwrap())
+        .collect::<Vec<_>>();
+    written.sort();
+    assert_eq!(written, ["first.case.txt", "second.case.txt"]);
+    let first = fs::read_to_string(directory.join("first.case.txt")).unwrap();
+    assert_eq!(first, "first text\n");
+    assert!(dump(&directory, &texts).is_err());
+}
diff --git a/main/opengeometry/tests/golden/coverage.rs b/main/opengeometry/tests/golden/coverage.rs
new file mode 100644
index 0000000..3ef9ec4
--- /dev/null
+++ b/main/opengeometry/tests/golden/coverage.rs
@@ -0,0 +1,43 @@
+use crate::batch_route::batch_route_names;
+use crate::handler_source::boolean_handler_names;
+use crate::record::Failure;
+use std::collections::BTreeSet;
+
+const UNSCANNED_EXEMPTION: &str = "batch-route:other-";
+
+pub(crate) struct Listings {
+    pub(crate) files: [(&'static str, String); 3],
+    pub(crate) uncovered: Vec<String>,
+}
+
+pub(crate) fn expected_names() -> Result<BTreeSet<String>, Failure> {
+    let mut expected = boolean_handler_names()?;
+    expected.extend(batch_route_names().map(str::to_string));
+    Ok(expected)
+}
+
+pub(crate) fn unscanned_names<'a>(
+    expected: &BTreeSet<String>,
+    seen: impl IntoIterator<Item = &'a String>,
+) -> Vec<String> {
+    seen.into_iter()
+        .filter(|name| !expected.contains(*name) && !name.starts_with(UNSCANNED_EXEMPTION))
+        .cloned()
+        .collect()
+}
+
+fn listing<'a>(names: impl IntoIterator<Item = &'a String>) -> String {
+    names.into_iter().map(|name| format!("{name}\n")).collect()
+}
+
+pub(crate) fn listings(expected: &BTreeSet<String>, covered: &BTreeSet<String>) -> Listings {
+    let uncovered = expected.difference(covered).cloned().collect::<Vec<_>>();
+    Listings {
+        files: [
+            ("handlers-expected", listing(expected)),
+            ("handlers-covered", listing(covered)),
+            ("handlers-uncovered", listing(&uncovered)),
+        ],
+        uncovered,
+    }
+}
diff --git a/main/opengeometry/tests/golden/creating.rs b/main/opengeometry/tests/golden/creating.rs
new file mode 100644
index 0000000..f07e6e0
--- /dev/null
+++ b/main/opengeometry/tests/golden/creating.rs
@@ -0,0 +1,388 @@
+use crate::graph_case::{
+    child, circle, copy_options, create_options, extrude, graph_case, inspect, on_plane, operation,
+    polyline, primitive, rectangle, sweep,
+};
+use crate::graph_record::{changes, created, node_state};
+use crate::kernel::{CreatingOperation, EditScope, Point3, Primitive, Transform, WorldGraph};
+use crate::record::{Failure, Record};
+use crate::runner::Case;
+
+type Profiles = fn() -> Vec<(&'static str, Primitive)>;
+
+type Extrusion = (&'static str, Profiles, &'static [&'static str], f64);
+
+type Sweep = (&'static str, fn() -> Primitive, &'static [Point3]);
+
+const L_PATH: [Point3; 3] = [[0.0, 0.0, 0.0], [0.0, 3.0, 0.0], [3.0, 3.0, 0.0]];
+
+pub(crate) const SPATIAL_PATH: [Point3; 4] = [
+    [0.0, 0.0, 0.0],
+    [0.0, 3.0, 0.0],
+    [3.0, 3.0, 0.0],
+    [3.0, 3.0, 3.0],
+];
+
+const SQUARE: [Point3; 4] = [
+    [-1.0, 0.0, -1.0],
+    [1.0, 0.0, -1.0],
+    [1.0, 0.0, 1.0],
+    [-1.0, 0.0, 1.0],
+];
+
+fn solid(
+    record: &mut Record,
+    graph: &mut WorldGraph,
+    value: CreatingOperation,
+) -> Result<(), Failure> {
+    if operation(record, graph, value, create_options("solid")).is_some() {
+        inspect(record, graph, "solid")?;
+    }
+    Ok(())
+}
+
+fn extruded(entry: &Extrusion) -> Case {
+    let (name, profiles, holes, distance) = *entry;
+    graph_case(&format!("creating.extrude.{name}"), move |graph, record| {
+        for (og_id, shape) in profiles() {
+            primitive(record, graph, shape, create_options(og_id));
+        }
+        solid(record, graph, extrude("profile", holes, distance))
+    })
+}
+
+fn swept(entry: &Sweep) -> Case {
+    let (name, profile, path) = *entry;
+    graph_case(&format!("creating.sweep.{name}"), move |graph, record| {
+        primitive(record, graph, profile(), create_options("profile"));
+        primitive(record, graph, polyline(path, false), create_options("path"));
+        solid(record, graph, sweep("profile", "path"))
+    })
+}
+
+fn rectangle_profile() -> Vec<(&'static str, Primitive)> {
+    vec![("profile", rectangle(2.0, 3.0))]
+}
+
+fn square_profile() -> Vec<(&'static str, Primitive)> {
+    vec![("profile", rectangle(2.0, 2.0))]
+}
+
+fn circle_profile() -> Vec<(&'static str, Primitive)> {
+    vec![("profile", circle(2.0))]
+}
+
+fn closed_polyline() -> Vec<(&'static str, Primitive)> {
+    let points = [[0.0; 3], [2.0, 0.0, 0.0], [2.0, 3.0, 0.0], [0.0, 3.0, 0.0]];
+    vec![("profile", polyline(&points, true))]
+}
+
+fn ground_forward() -> Vec<(&'static str, Primitive)> {
+    vec![("profile", polyline(&SQUARE, true))]
+}
+
+fn ground_reverse() -> Vec<(&'static str, Primitive)> {
+    let points = [SQUARE[3], SQUARE[2], SQUARE[1], SQUARE[0]];
+    vec![("profile", polyline(&points, true))]
+}
+
+fn annular() -> Vec<(&'static str, Primitive)> {
+    vec![("profile", circle(2.0)), ("hole", circle(1.0))]
+}
+
+fn rectangle_round_hole() -> Vec<(&'static str, Primitive)> {
+    vec![("profile", rectangle(4.0, 4.0)), ("hole", circle(1.0))]
+}
+
+fn polyline_hole() -> Vec<(&'static str, Primitive)> {
+    let hole = [
+        [-0.5, 0.0, -0.5],
+        [0.5, 0.0, -0.5],
+        [0.5, 0.0, 0.5],
+        [-0.5, 0.0, 0.5],
+    ];
+    vec![
+        ("profile", polyline(&SQUARE, true)),
+        ("hole", polyline(&hole, true)),
+    ]
+}
+
+fn self_crossing() -> Vec<(&'static str, Primitive)> {
+    let points = [
+        [-1.0, 0.0, -1.0],
+        [1.0, 0.0, 1.0],
+        [-1.0, 0.0, 1.0],
+        [1.0, 0.0, -1.0],
+    ];
+    vec![("profile", polyline(&points, true))]
+}
+
+fn open_polyline() -> Vec<(&'static str, Primitive)> {
+    vec![("profile", polyline(&L_PATH, false))]
+}
+
+const EXTRUSIONS: [Extrusion; 12] = [
+    ("rectangle", rectangle_profile, &[], 4.0),
+    ("circle", circle_profile, &[], 3.0),
+    ("closed-polyline", closed_polyline, &[], 4.0),
+    ("ground-polyline-forward", ground_forward, &[], 2.0),
+    ("ground-polyline-reverse", ground_reverse, &[], 2.0),
+    ("negative-annular", annular, &["hole"], -3.0),
+    ("rectangle-round-hole", rectangle_round_hole, &["hole"], 2.0),
+    ("polyline-with-polyline-hole", polyline_hole, &["hole"], 1.0),
+    ("too-short", square_profile, &[], 1e-9),
+    ("self-crossing", self_crossing, &[], 2.0),
+    ("hole-is-profile", square_profile, &["profile"], 2.0),
+    ("open-polyline-profile", open_polyline, &[], 2.0),
+];
+
+fn square_one() -> Primitive {
+    rectangle(1.0, 1.0)
+}
+
+fn square_two() -> Primitive {
+    rectangle(2.0, 2.0)
+}
+
+fn slot() -> Primitive {
+    rectangle(1.0, 2.0)
+}
+
+fn disc_half() -> Primitive {
+    circle(0.5)
+}
+
+fn disc_small() -> Primitive {
+    circle(0.4)
+}
+
+fn disc_wide() -> Primitive {
+    circle(0.6)
+}
+
+const SWEEPS: [Sweep; 11] = [
+    ("rectangle-l-path", square_two, &L_PATH),
+    ("rectangle-spatial-path", square_one, &SPATIAL_PATH),
+    ("circle-l-path", disc_half, &L_PATH),
+    ("circle-spatial-path", disc_small, &SPATIAL_PATH),
+    ("straight-path", slot, &[[0.0; 3], [0.0, 3.0, 0.0]]),
+    (
+        "collinear-path",
+        square_one,
+        &[[0.0; 3], [0.0, 1.5, 0.0], [0.0, 3.0, 0.0], [3.0, 3.0, 0.0]],
+    ),
+    (
+        "path-off-profile",
+        square_two,
+        &[[0.0, 1.0, 0.0], [0.0, 3.0, 0.0], [3.0, 3.0, 0.0]],
+    ),
+    (
+        "miter-collision",
+        disc_wide,
+        &[[0.0; 3], [0.0, 0.2, 0.0], [2.0, 0.2, 0.0]],
+    ),
+    (
+        "separated-collision",
+        disc_wide,
+        &[[0.0; 3], [0.0, 3.0, 0.0], [1.0, 3.0, 0.0], [1.0, 0.0, 0.0]],
+    ),
+    (
+        "reversing-path",
+        square_one,
+        &[[0.0; 3], [0.0, 3.0, 0.0], [0.0, 1.0, 0.0]],
+    ),
+    (
+        "circle-horizontal-path",
+        disc_half,
+        &[[0.0; 3], [3.0, 0.0, 0.0]],
+    ),
+];
+
+fn offset_hole(graph: &mut WorldGraph, record: &mut Record) -> Result<(), Failure> {
+    primitive(record, graph, circle(2.0), create_options("profile"));
+    primitive(record, graph, circle(0.5), create_options("hole"));
+    let offset = Transform::Translate {
+        offset: [0.8, 0.0, 0.0],
+    };
+    changes(record, "move hole", graph.transform("hole", offset));
+    solid(record, graph, extrude("profile", &["hole"], 1.5))
+}
+
+fn far_parent(graph: &mut WorldGraph, record: &mut Record) -> Result<(), Failure> {
+    created(
+        record,
+        "assembly",
+        graph.create_system_assembly(create_options("assembly")),
+    );
+    let offset = Transform::Translate {
+        offset: [10_000.0, 0.0, 0.0],
+    };
+    changes(
+        record,
+        "translate assembly",
+        graph.transform("assembly", offset),
+    );
+    primitive(
+        record,
+        graph,
+        rectangle(2.0, 2.0),
+        child("profile", "assembly"),
+    );
+    solid(record, graph, extrude("profile", &[], 3.0))
+}
+
+fn noncoplanar_hole(graph: &mut WorldGraph, record: &mut Record) -> Result<(), Failure> {
+    primitive(
+        record,
+        graph,
+        rectangle(4.0, 4.0),
+        create_options("profile"),
+    );
+    let options = on_plane(
+        create_options("hole"),
+        [0.0, 0.5, 0.0],
+        [0.0, 1.0, 0.0],
+        [1.0, 0.0, 0.0],
+    );
+    primitive(record, graph, circle(1.0), options);
+    solid(record, graph, extrude("profile", &["hole"], 2.0))
+}
+
+fn unknown_profile(graph: &mut WorldGraph, record: &mut Record) -> Result<(), Failure> {
+    solid(record, graph, extrude("missing", &[], 1.0))
+}
+
+fn offset_profile(graph: &mut WorldGraph, record: &mut Record) -> Result<(), Failure> {
+    primitive(record, graph, circle(0.3), create_options("profile"));
+    let offset = Transform::Translate {
+        offset: [1.0, 0.0, 0.0],
+    };
+    changes(record, "move profile", graph.transform("profile", offset));
+    primitive(
+        record,
+        graph,
+        polyline(&L_PATH, false),
+        create_options("path"),
+    );
+    solid(record, graph, sweep("profile", "path"))
+}
+
+fn closed_path(graph: &mut WorldGraph, record: &mut Record) -> Result<(), Failure> {
+    primitive(
+        record,
+        graph,
+        rectangle(1.0, 1.0),
+        create_options("profile"),
+    );
+    primitive(
+        record,
+        graph,
+        polyline(&SPATIAL_PATH, true),
+        create_options("path"),
+    );
+    solid(record, graph, sweep("profile", "path"))
+}
+
+fn circle_path(graph: &mut WorldGraph, record: &mut Record) -> Result<(), Failure> {
+    primitive(
+        record,
+        graph,
+        rectangle(1.0, 1.0),
+        create_options("profile"),
+    );
+    primitive(record, graph, circle(3.0), create_options("path"));
+    solid(record, graph, sweep("profile", "path"))
+}
+
+fn rebuild_keeps_placement(graph: &mut WorldGraph, record: &mut Record) -> Result<(), Failure> {
+    primitive(
+        record,
+        graph,
+        rectangle(2.0, 2.0),
+        create_options("profile"),
+    );
+    operation(
+        record,
+        graph,
+        extrude("profile", &[], 2.0),
+        create_options("solid"),
+    );
+    let offset = Transform::Translate {
+        offset: [5.0, 0.0, 0.0],
+    };
+    changes(record, "translate", graph.transform("solid", offset));
+    let rebuilt = graph.rebuild_operation("solid", extrude("profile", &[], 3.0), EditScope::Node);
+    changes(record, "rebuild", rebuilt);
+    inspect(record, graph, "solid")
+}
+
+fn rebuild_shared(graph: &mut WorldGraph, record: &mut Record) -> Result<(), Failure> {
+    primitive(
+        record,
+        graph,
+        rectangle(2.0, 2.0),
+        create_options("profile"),
+    );
+    operation(
+        record,
+        graph,
+        extrude("profile", &[], 2.0),
+        create_options("solid"),
+    );
+    let copy = copy_options("instance", None);
+    created(record, "instance", graph.instance("solid", copy));
+    for scope in [EditScope::Node, EditScope::AllInstances] {
+        let rebuilt = graph.rebuild_operation("solid", extrude("profile", &[], 3.0), scope);
+        changes(record, &format!("rebuild {scope:?}"), rebuilt);
+    }
+    inspect(record, graph, "solid")?;
+    node_state(record, graph, "instance");
+    Ok(())
+}
+
+fn rebuild_sweep(graph: &mut WorldGraph, record: &mut Record) -> Result<(), Failure> {
+    primitive(
+        record,
+        graph,
+        rectangle(1.0, 1.0),
+        create_options("profile"),
+    );
+    primitive(
+        record,
+        graph,
+        polyline(&SPATIAL_PATH, false),
+        create_options("path"),
+    );
+    operation(
+        record,
+        graph,
+        sweep("profile", "path"),
+        create_options("solid"),
+    );
+    let same = graph.rebuild_operation("solid", sweep("profile", "path"), EditScope::Node);
+    changes(record, "rebuild same", same);
+    let path = graph.rebuild_primitive("path", polyline(&L_PATH, false), EditScope::Node);
+    changes(record, "rebuild path", path);
+    let again = graph.rebuild_operation("solid", sweep("profile", "path"), EditScope::Node);
+    changes(record, "rebuild sweep", again);
+    let mismatch = graph.rebuild_primitive("path", circle(1.0), EditScope::Node);
+    changes(record, "rebuild type mismatch", mismatch);
+    inspect(record, graph, "solid")
+}
+
+pub(crate) fn cases() -> Vec<Case> {
+    let mut cases = EXTRUSIONS.iter().map(extruded).collect::<Vec<_>>();
+    cases.extend(SWEEPS.iter().map(swept));
+    cases.extend([
+        graph_case("creating.extrude.offset-circle-hole", offset_hole),
+        graph_case("creating.extrude.far-parent", far_parent),
+        graph_case("creating.extrude.noncoplanar-hole", noncoplanar_hole),
+        graph_case("creating.extrude.unknown-profile", unknown_profile),
+        graph_case("creating.sweep.circle-offset-profile", offset_profile),
+        graph_case("creating.sweep.closed-path", closed_path),
+        graph_case("creating.sweep.circle-path", circle_path),
+        graph_case("creating.rebuild.keeps-placement", rebuild_keeps_placement),
+        graph_case("creating.rebuild.shared-scope", rebuild_shared),
+        graph_case("creating.rebuild.sweep-and-path", rebuild_sweep),
+    ]);
+    cases
+}
diff --git a/main/opengeometry/tests/golden/digest.rs b/main/opengeometry/tests/golden/digest.rs
new file mode 100644
index 0000000..20ec9f1
--- /dev/null
+++ b/main/opengeometry/tests/golden/digest.rs
@@ -0,0 +1,72 @@
+use sha2::{Digest, Sha256};
+
+pub(crate) trait LittleEndianWord: Copy {
+    type Bytes: AsRef<[u8]>;
+
+    fn little_endian_bytes(self) -> Self::Bytes;
+}
+
+impl LittleEndianWord for f64 {
+    type Bytes = [u8; 8];
+
+    fn little_endian_bytes(self) -> Self::Bytes {
+        self.to_le_bytes()
+    }
+}
+
+impl LittleEndianWord for f32 {
+    type Bytes = [u8; 4];
+
+    fn little_endian_bytes(self) -> Self::Bytes {
+        self.to_le_bytes()
+    }
+}
+
+impl LittleEndianWord for u32 {
+    type Bytes = [u8; 4];
+
+    fn little_endian_bytes(self) -> Self::Bytes {
+        self.to_le_bytes()
+    }
+}
+
+pub(crate) fn hex(bytes: &[u8]) -> String {
+    let mut text = String::with_capacity(bytes.len() * 2);
+    for byte in bytes {
+        text.push_str(&format!("{byte:02x}"));
+    }
+    text
+}
+
+pub(crate) fn sha256(bytes: &[u8]) -> String {
+    hex(&Sha256::digest(bytes))
+}
+
+pub(crate) fn sha256_words<Word: LittleEndianWord>(values: &[Word]) -> String {
+    let mut hasher = Sha256::new();
+    for value in values {
+        hasher.update(value.little_endian_bytes());
+    }
+    hex(&hasher.finalize())
+}
+
+pub(crate) fn bits(value: f64) -> String {
+    format!("{:016x} {value:?}", value.to_bits())
+}
+
+pub(crate) fn bits_list(values: &[f64]) -> String {
+    values
+        .iter()
+        .map(|value| format!("{:016x}", value.to_bits()))
+        .collect::<Vec<_>>()
+        .join(" ")
+}
+
+pub(crate) fn triples(values: &[f64]) -> String {
+    let mut text = String::with_capacity(values.len() * 17);
+    for triple in values.chunks(3) {
+        text.push_str(&bits_list(triple));
+        text.push('\n');
+    }
+    text
+}
diff --git a/main/opengeometry/tests/golden/display.rs b/main/opengeometry/tests/golden/display.rs
new file mode 100644
index 0000000..b73e447
--- /dev/null
+++ b/main/opengeometry/tests/golden/display.rs
@@ -0,0 +1,59 @@
+use crate::digest::{bits, bits_list, sha256_words};
+use crate::kernel::{bucket_floor, display_buffers, static_bucket, BrepEnvelope, DisplayBuffers};
+use crate::record::Record;
+
+const MAX_TRIANGLES: usize = 2_000_000;
+
+pub(crate) fn record_display_buffers(record: &mut Record, label: &str, brep: &BrepEnvelope) {
+    let title = format!("{label}.display");
+    record.section(&title);
+    match bucket_floor(brep) {
+        Ok(floor) => record.field("bucket_floor", bits(floor)),
+        Err(error) => record.debug("bucket_floor.error", error),
+    }
+    let bucket = match static_bucket(brep) {
+        Ok(bucket) => bucket,
+        Err(error) => {
+            record.debug("static_bucket.error", error);
+            return;
+        }
+    };
+    record.field("static_bucket", bits(bucket));
+    for (name, value) in [
+        ("finer", bucket / 2.0),
+        ("static", bucket),
+        ("coarser", bucket * 2.0),
+    ] {
+        let section = format!("{title}.{name}");
+        match display_buffers(brep, value, MAX_TRIANGLES) {
+            Ok(buffers) => write_buffers(record, &section, value, &buffers),
+            Err(error) => record.error(&section, error),
+        }
+    }
+}
+
+pub(crate) fn write_buffers(
+    record: &mut Record,
+    title: &str,
+    requested: f64,
+    buffers: &DisplayBuffers,
+) {
+    record.section(title);
+    record.field("requested_bucket", bits(requested));
+    record.field("bucket", bits(buffers.bucket));
+    record.field("achieved_deflection", bits(buffers.achieved_deflection));
+    record.field("origin", bits_list(&buffers.origin));
+    record.field("revision", buffers.revision);
+    record.field("triangles", buffers.triangles);
+    record.field("positions.len", buffers.positions.len());
+    record.field("positions.sha256", sha256_words(&buffers.positions));
+    record.field("normals.sha256", sha256_words(&buffers.normals));
+    record.field("indices.len", buffers.indices.len());
+    record.field("indices.sha256", sha256_words(&buffers.indices));
+    record.field("face_ranges.len", buffers.face_ranges.len());
+    record.field("face_ranges.sha256", sha256_words(&buffers.face_ranges));
+    record.field("outline.len", buffers.outline.len());
+    record.field("outline.sha256", sha256_words(&buffers.outline));
+    record.field("edge_ids.len", buffers.edge_ids.len());
+    record.field("edge_ids.sha256", sha256_words(&buffers.edge_ids));
+}
diff --git a/main/opengeometry/tests/golden/extras.rs b/main/opengeometry/tests/golden/extras.rs
new file mode 100644
index 0000000..c3c395e
--- /dev/null
+++ b/main/opengeometry/tests/golden/extras.rs
@@ -0,0 +1,141 @@
+use crate::boolean_case::result_body;
+use crate::creating::SPATIAL_PATH;
+use crate::digest::hex;
+use crate::fixtures::standard;
+use crate::graph_case::{create_options, polyline, rectangle, sweep};
+use crate::json::pretty;
+use crate::kernel::{
+    classify_point, multi_tool_boolean, tessellate, BooleanOp, BrepEnvelope, StepOptions,
+    WorldGraph,
+};
+use crate::record::{Failure, Record};
+use opengeometry_test_support::scenes::acceptance::{acceptance_scene, level_export};
+use serde_json::{to_value, Value};
+use sha2::{Digest, Sha256};
+use std::fs;
+use std::path::Path;
+
+pub(crate) const SWEEP_KEY: &str = "sweep-3d";
+
+const FALLBACK_DIRECTORY: &str = concat!(
+    env!("CARGO_MANIFEST_DIR"),
+    "/tests/fixtures/cases/batch-matrix"
+);
+
+const FALLBACK_ROWS: [&str; 3] = [
+    "planar.oblique-cutters",
+    "planar.overlapping-cutters",
+    "prismatic.single-round",
+];
+
+const LEVEL_UNITS: [&str; 2] = ["metre", "millimetre"];
+
+const LEVEL_UP_AXES: [&str; 2] = ["Y", "Z"];
+
+const SWEEP_PROBES: [[f64; 3]; 3] = [[0.0, 1.0, 0.0], [0.0, 1.0, 2.0], [3.0, 3.0, 3.0]];
+
+#[derive(Clone)]
+pub(crate) struct SweepOutputs {
+    pub(crate) brep_json: Vec<u8>,
+    pub(crate) positions: Vec<f64>,
+    pub(crate) normals: Vec<f32>,
+    pub(crate) indices: Vec<u32>,
+    pub(crate) face_ids: Vec<u32>,
+    pub(crate) verdicts: Vec<Vec<u8>>,
+    pub(crate) step: Vec<u8>,
+    pub(crate) report: Vec<u8>,
+}
+
+fn sweep_graph() -> Result<WorldGraph, Failure> {
+    let mut world = WorldGraph::new(standard())?;
+    world.create_primitive(rectangle(1.0, 1.0), create_options("profile"))?;
+    world.create_primitive(polyline(&SPATIAL_PATH, false), create_options("path"))?;
+    world.create_operation(sweep("profile", "path"), create_options("solid"))?;
+    Ok(world)
+}
+
+pub(crate) fn sweep_outputs() -> Result<SweepOutputs, Failure> {
+    let world = sweep_graph()?;
+    let body = world.brep("solid")?;
+    let mesh = tessellate(&body, 0.01, 2_000_000)?;
+    let verdicts = SWEEP_PROBES
+        .iter()
+        .map(|point| Ok(format!("{:?}", classify_point(&body, *point)?).into_bytes()))
+        .collect::<Result<Vec<_>, Failure>>()?;
+    let (step, report) = world.export_step(&["solid".into()], &StepOptions::default())?;
+    Ok(SweepOutputs {
+        brep_json: body.to_json()?.into_bytes(),
+        positions: mesh.positions,
+        normals: mesh.normals,
+        indices: mesh.indices,
+        face_ids: mesh.triangle_face_ids,
+        verdicts,
+        step: step.into_bytes(),
+        report: serde_json::to_vec(&report)?,
+    })
+}
+
+pub(crate) fn sweep_digest(outputs: &SweepOutputs) -> String {
+    let mut hash = Sha256::new();
+    hash.update(&outputs.brep_json);
+    for value in &outputs.positions {
+        hash.update(value.to_bits().to_le_bytes());
+    }
+    for value in &outputs.normals {
+        hash.update(value.to_bits().to_le_bytes());
+    }
+    for value in outputs.indices.iter().chain(&outputs.face_ids) {
+        hash.update(value.to_le_bytes());
+    }
+    for verdict in &outputs.verdicts {
+        hash.update(verdict);
+    }
+    hash.update(&outputs.step);
+    hash.update(&outputs.report);
+    hex(&hash.finalize())
+}
+
+fn fallback_record(name: &str) -> Result<(String, String), Failure> {
+    let path = Path::new(FALLBACK_DIRECTORY).join(format!("{name}.fallback.json"));
+    let fixture: Value = serde_json::from_slice(&fs::read(path)?)?;
+    let host: BrepEnvelope = serde_json::from_value(fixture["host"].clone())?;
+    let cutters: Vec<BrepEnvelope> = serde_json::from_value(fixture["cutters"].clone())?;
+    let key = format!("fallback.{name}");
+    let id = format!("batch-{name}");
+    let mut record = Record::new(&key);
+    record.section("fallback");
+    record.field("id", &id);
+    let outcome = multi_tool_boolean(&host, &cutters, BooleanOp::Subtraction, id);
+    record.debug("handlers", &outcome.handlers);
+    record.field("tool_index", outcome.tool_index);
+    match outcome.result {
+        Ok(result) => result_body(&mut record, Ok(result)),
+        Err(error) => record.block("result.error", &pretty(to_value(&error))),
+    }
+    Ok((key, record.finish().0))
+}
+
+fn level_records() -> Vec<(String, String)> {
+    let scene = acceptance_scene();
+    let mut records = Vec::new();
+    for unit in LEVEL_UNITS {
+        for axis in LEVEL_UP_AXES {
+            let key = format!("level.step.{unit}.{}", axis.to_lowercase());
+            let (text, report) = level_export(&scene, unit, axis);
+            let mut record = Record::new(&key);
+            record.block("report", &pretty(to_value(&report)));
+            record.block("text", &text);
+            records.push((key, record.finish().0));
+        }
+    }
+    records
+}
+
+pub(crate) fn records() -> Result<Vec<(String, String)>, Failure> {
+    let mut records = FALLBACK_ROWS
+        .into_iter()
+        .map(fallback_record)
+        .collect::<Result<Vec<_>, _>>()?;
+    records.extend(level_records());
+    Ok(records)
+}
diff --git a/main/opengeometry/tests/golden/fine_solids.rs b/main/opengeometry/tests/golden/fine_solids.rs
new file mode 100644
index 0000000..348d380
--- /dev/null
+++ b/main/opengeometry/tests/golden/fine_solids.rs
@@ -0,0 +1,18 @@
+use crate::fixtures::{at, fine};
+use crate::kernel::{primitives, BrepEnvelope, GeometryError, Point3};
+
+pub(crate) fn sphere_at(
+    name: &str,
+    center: Point3,
+    radius: f64,
+) -> Result<BrepEnvelope, GeometryError> {
+    primitives::sphere(name.into(), at(center), radius, fine())
+}
+
+pub(crate) fn cuboid_at(
+    name: &str,
+    origin: Point3,
+    size: Point3,
+) -> Result<BrepEnvelope, GeometryError> {
+    primitives::cuboid(name.into(), at(origin), size, fine())
+}
diff --git a/main/opengeometry/tests/golden/fixtures.rs b/main/opengeometry/tests/golden/fixtures.rs
new file mode 100644
index 0000000..5c37a93
--- /dev/null
+++ b/main/opengeometry/tests/golden/fixtures.rs
@@ -0,0 +1,109 @@
+use crate::kernel::{Accuracy, Frame3, GeometryError, Point3};
+
+pub(crate) fn accuracy(
+    geometric: f64,
+    intersection: f64,
+    tessellation: f64,
+    exchange: f64,
+) -> Accuracy {
+    Accuracy {
+        geometric,
+        intersection,
+        tessellation,
+        exchange,
+    }
+}
+
+pub(crate) fn standard() -> Accuracy {
+    accuracy(1e-8, 1e-9, 0.01, 1e-6)
+}
+
+pub(crate) fn fine() -> Accuracy {
+    accuracy(1e-9, 1e-10, 0.01, 1e-5)
+}
+
+pub(crate) fn scaled_accuracy(size: f64) -> Accuracy {
+    accuracy(size * 1e-9, size * 1e-10, size * 0.01, size * 1e-5)
+}
+
+pub(crate) fn ground() -> Frame3 {
+    Frame3 {
+        x: [1.0, 0.0, 0.0],
+        y: [0.0, 0.0, -1.0],
+        z: [0.0, 1.0, 0.0],
+        ..Frame3::IDENTITY
+    }
+}
+
+pub(crate) fn upright(origin: Point3) -> Frame3 {
+    Frame3 {
+        origin,
+        x: [1.0, 0.0, 0.0],
+        y: [0.0, 0.0, 1.0],
+        z: [0.0, -1.0, 0.0],
+    }
+}
+
+pub(crate) fn at(origin: Point3) -> Frame3 {
+    Frame3 {
+        origin,
+        ..Frame3::IDENTITY
+    }
+}
+
+pub(crate) fn moved(frame: Frame3, origin: Point3) -> Frame3 {
+    Frame3 { origin, ..frame }
+}
+
+pub(crate) fn tilted_about_y(origin: Point3, angle: f64) -> Frame3 {
+    Frame3 {
+        origin,
+        x: [angle.cos(), 0.0, -angle.sin()],
+        y: [0.0, 1.0, 0.0],
+        z: [angle.sin(), 0.0, angle.cos()],
+    }
+}
+
+pub(crate) fn tilted_about_x(origin: Point3, angle: f64) -> Frame3 {
+    Frame3 {
+        origin,
+        x: [1.0, 0.0, 0.0],
+        y: [0.0, angle.cos(), -angle.sin()],
+        z: [0.0, angle.sin(), angle.cos()],
+    }
+}
+
+pub(crate) fn turned_about_z(origin: Point3, angle: f64) -> Frame3 {
+    Frame3 {
+        origin,
+        x: [angle.cos(), angle.sin(), 0.0],
+        y: [-angle.sin(), angle.cos(), 0.0],
+        z: [0.0, 0.0, 1.0],
+    }
+}
+
+pub(crate) fn y_axis_frame(origin: Point3) -> Result<Frame3, GeometryError> {
+    Frame3::from_axis(origin, [0.0, 1.0, 0.0], [0.8, 0.0, 0.6])
+}
+
+pub(crate) fn reversed_z(origin: Point3) -> Frame3 {
+    Frame3 {
+        origin,
+        x: [1.0, 0.0, 0.0],
+        y: [0.0, -1.0, 0.0],
+        z: [0.0, 0.0, -1.0],
+    }
+}
+
+pub(crate) fn rectangle(lo: [f64; 2], hi: [f64; 2]) -> Vec<[f64; 2]> {
+    vec![
+        [lo[0], lo[1]],
+        [hi[0], lo[1]],
+        [hi[0], hi[1]],
+        [lo[0], hi[1]],
+    ]
+}
+
+pub(crate) fn polar(radius: f64, angle: f64) -> [f64; 2] {
+    [radius * angle.cos(), radius * angle.sin()]
+}
diff --git a/main/opengeometry/tests/golden/golden_file.rs b/main/opengeometry/tests/golden/golden_file.rs
new file mode 100644
index 0000000..2ae1cf5
--- /dev/null
+++ b/main/opengeometry/tests/golden/golden_file.rs
@@ -0,0 +1,171 @@
+use crate::digest::sha256;
+use crate::record::Failure;
+use std::collections::BTreeMap;
+use std::fmt::{self, Display, Formatter};
+use std::fs;
+use std::path::{Path, PathBuf};
+
+pub(crate) const RECORD_INSTRUCTION: &str = "record it with `OG_GOLDEN_UPDATE=1 cargo test --offline --test golden` from opengeometry/ in the debug profile, then review and commit tests/fixtures/golden/<target>.json";
+
+const GOLDEN_DIRECTORY: &str = concat!(env!("CARGO_MANIFEST_DIR"), "/tests/fixtures/golden");
+
+const DIFFERING_DIRECTORY: &str = concat!(env!("CARGO_TARGET_TMPDIR"), "/golden");
+
+const COMMITTED: [(&str, &str); 1] = [(
+    "aarch64-apple-darwin",
+    include_str!("../fixtures/golden/aarch64-apple-darwin.json"),
+)];
+
+type Golden = BTreeMap<String, String>;
+
+#[derive(Debug, PartialEq)]
+pub(crate) enum Mode {
+    Compare,
+    Build,
+    Record,
+    Dump(PathBuf),
+}
+
+#[derive(Debug)]
+pub(crate) struct Mismatch {
+    pub(crate) missing: Vec<String>,
+    pub(crate) stale: Vec<String>,
+    pub(crate) differing: Vec<String>,
+    unrecorded: bool,
+}
+
+impl Display for Mismatch {
+    fn fmt(&self, formatter: &mut Formatter<'_>) -> fmt::Result {
+        if self.unrecorded {
+            return write!(
+                formatter,
+                "no golden is recorded for this target ({} scenes); {RECORD_INSTRUCTION}",
+                self.missing.len()
+            );
+        }
+        let groups = [
+            ("scenes missing from the golden", &self.missing),
+            ("golden keys with no scene", &self.stale),
+            ("scenes differing from the golden", &self.differing),
+        ];
+        for (title, keys) in groups.iter().filter(|(_, keys)| !keys.is_empty()) {
+            writeln!(formatter, "{title} ({}): {}", keys.len(), keys.join(", "))?;
+        }
+        write!(formatter, "if the change is intended, {RECORD_INSTRUCTION}")
+    }
+}
+
+pub(crate) fn current_target() -> String {
+    let system = if cfg!(target_os = "macos") {
+        "apple-darwin"
+    } else if cfg!(target_os = "linux") {
+        "unknown-linux-gnu"
+    } else {
+        std::env::consts::OS
+    };
+    format!("{}-{system}", std::env::consts::ARCH).replace('_', "-")
+}
+
+pub(crate) fn parse(text: &str) -> Result<Golden, Failure> {
+    Ok(serde_json::from_str(text)?)
+}
+
+pub(crate) fn committed(target: &str) -> Result<Option<Golden>, Failure> {
+    COMMITTED
+        .iter()
+        .find(|(stem, _)| *stem == target)
+        .map(|(_, text)| parse(text))
+        .transpose()
+}
+
+pub(crate) fn digests(texts: &BTreeMap<String, String>) -> Golden {
+    texts
+        .iter()
+        .map(|(key, text)| (key.clone(), sha256(text.as_bytes())))
+        .collect()
+}
+
+pub(crate) fn compare(expected: &Golden, actual: &Golden) -> Result<(), Mismatch> {
+    let absent = |keys: &Golden, other: &Golden| {
+        keys.keys()
+            .filter(|key| !other.contains_key(*key))
+            .cloned()
+            .collect::<Vec<_>>()
+    };
+    let mismatch = Mismatch {
+        missing: absent(actual, expected),
+        stale: absent(expected, actual),
+        differing: actual
+            .iter()
+            .filter(|(key, digest)| expected.get(*key).is_some_and(|golden| golden != *digest))
+            .map(|(key, _)| key.clone())
+            .collect(),
+        unrecorded: expected.is_empty(),
+    };
+    if mismatch.missing.is_empty() && mismatch.stale.is_empty() && mismatch.differing.is_empty() {
+        return Ok(());
+    }
+    Err(mismatch)
+}
+
+pub(crate) fn mode(update: Option<&str>, ci: Option<&str>, dump: Option<PathBuf>) -> Mode {
+    if let Some(directory) = dump {
+        return Mode::Dump(directory);
+    }
+    if ci == Some("true") {
+        return Mode::Build;
+    }
+    if update == Some("1") {
+        return Mode::Record;
+    }
+    Mode::Compare
+}
+
+pub(crate) fn record(target: &str, actual: &Golden) -> Result<PathBuf, Failure> {
+    let file = Path::new(GOLDEN_DIRECTORY).join(format!("{target}.json"));
+    fs::write(
+        &file,
+        format!("{}\n", serde_json::to_string_pretty(actual)?),
+    )?;
+    Ok(file)
+}
+
+fn prepare(output: &Path) -> Result<(), Failure> {
+    fs::create_dir_all(output)?;
+    if fs::read_dir(output)?.next().is_some() {
+        return Err(format!("output directory {} must be empty", output.display()).into());
+    }
+    Ok(())
+}
+
+fn write_texts<'a>(
+    directory: &Path,
+    texts: impl IntoIterator<Item = (&'a String, &'a String)>,
+) -> Result<(), Failure> {
+    for (name, text) in texts {
+        fs::write(directory.join(format!("{name}.txt")), text)?;
+    }
+    Ok(())
+}
+
+pub(crate) fn dump(directory: &Path, texts: &BTreeMap<String, String>) -> Result<(), Failure> {
+    prepare(directory)?;
+    write_texts(directory, texts)
+}
+
+pub(crate) fn write_differing(
+    target: &str,
+    differing: &[String],
+    texts: &BTreeMap<String, String>,
+) -> Result<PathBuf, Failure> {
+    let directory = Path::new(DIFFERING_DIRECTORY).join(target);
+    if directory.exists() {
+        fs::remove_dir_all(&directory)?;
+    }
+    fs::create_dir_all(&directory)?;
+    write_texts(
+        &directory,
+        differing.iter().filter_map(|key| texts.get_key_value(key)),
+    )?;
+    Ok(directory)
+}
diff --git a/main/opengeometry/tests/golden/graph_case.rs b/main/opengeometry/tests/golden/graph_case.rs
new file mode 100644
index 0000000..617c305
--- /dev/null
+++ b/main/opengeometry/tests/golden/graph_case.rs
@@ -0,0 +1,130 @@
+use crate::body::record_body;
+use crate::fixtures::standard;
+use crate::graph_record::{counters, created, node_state};
+use crate::kernel::{
+    CopyOptions, CreateOptions, CreatingOperation, Plane, Point3, Primitive, WorldGraph,
+};
+use crate::record::{Failure, Record};
+use crate::runner::Case;
+
+pub(crate) trait Script:
+    Fn(&mut WorldGraph, &mut Record) -> Result<(), Failure> + Send + Sync + 'static
+{
+}
+
+impl<T> Script for T where
+    T: Fn(&mut WorldGraph, &mut Record) -> Result<(), Failure> + Send + Sync + 'static
+{
+}
+
+pub(crate) fn graph_case(name: &str, script: impl Script) -> Case {
+    Case::new(name, move |record| {
+        let mut graph = WorldGraph::new(standard())?;
+        script(&mut graph, record)?;
+        record.section("final");
+        counters(record, &graph);
+        Ok(())
+    })
+}
+
+pub(crate) fn create_options(og_id: &str) -> CreateOptions {
+    CreateOptions {
+        og_id: Some(og_id.into()),
+        ..CreateOptions::default()
+    }
+}
+
+pub(crate) fn child(og_id: &str, parent: &str) -> CreateOptions {
+    CreateOptions {
+        parent: Some(parent.into()),
+        ..create_options(og_id)
+    }
+}
+
+pub(crate) fn on_plane(
+    options: CreateOptions,
+    origin: Point3,
+    normal: Point3,
+    x_direction: Point3,
+) -> CreateOptions {
+    CreateOptions {
+        plane: Some(Plane {
+            origin: Some(origin),
+            normal: Some(normal),
+            x_direction: Some(x_direction),
+        }),
+        ..options
+    }
+}
+
+pub(crate) fn copy_options(og_id: &str, parent: Option<Option<&str>>) -> CopyOptions {
+    CopyOptions {
+        og_id: Some(og_id.into()),
+        parent: parent.map(|parent| parent.map(str::to_string)),
+    }
+}
+
+pub(crate) fn rectangle(width: f64, breadth: f64) -> Primitive {
+    Primitive::Rectangle { width, breadth }
+}
+
+pub(crate) fn circle(radius: f64) -> Primitive {
+    Primitive::Circle { radius }
+}
+
+pub(crate) fn cuboid(width: f64, height: f64, depth: f64) -> Primitive {
+    Primitive::Cuboid {
+        width,
+        height,
+        depth,
+    }
+}
+
+pub(crate) fn polyline(points: &[Point3], closed: bool) -> Primitive {
+    Primitive::Polyline {
+        points: points.to_vec(),
+        closed,
+    }
+}
+
+pub(crate) fn extrude(profile: &str, holes: &[&str], distance: f64) -> CreatingOperation {
+    CreatingOperation::Extrude {
+        profile: profile.into(),
+        holes: holes.iter().map(|hole| hole.to_string()).collect(),
+        distance,
+    }
+}
+
+pub(crate) fn sweep(profile: &str, path: &str) -> CreatingOperation {
+    CreatingOperation::Sweep {
+        profile: profile.into(),
+        path: path.into(),
+    }
+}
+
+pub(crate) fn primitive(
+    record: &mut Record,
+    graph: &mut WorldGraph,
+    primitive: Primitive,
+    options: CreateOptions,
+) -> Option<String> {
+    let label = format!("create {:?} {primitive:?}", options.og_id);
+    created(record, &label, graph.create_primitive(primitive, options))
+}
+
+pub(crate) fn operation(
+    record: &mut Record,
+    graph: &mut WorldGraph,
+    operation: CreatingOperation,
+    options: CreateOptions,
+) -> Option<String> {
+    let label = format!("operation {:?} {operation:?}", options.og_id);
+    created(record, &label, graph.create_operation(operation, options))
+}
+
+pub(crate) fn inspect(record: &mut Record, graph: &WorldGraph, og_id: &str) -> Result<(), Failure> {
+    node_state(record, graph, og_id);
+    let shape = graph.brep(og_id)?;
+    record_body(record, og_id, &shape);
+    Ok(())
+}
diff --git a/main/opengeometry/tests/golden/graph_operate.rs b/main/opengeometry/tests/golden/graph_operate.rs
new file mode 100644
index 0000000..d95e429
--- /dev/null
+++ b/main/opengeometry/tests/golden/graph_operate.rs
@@ -0,0 +1,309 @@
+use crate::graph_case::{
+    child, copy_options, create_options, cuboid, extrude, graph_case, inspect, operation, polyline,
+    primitive, rectangle, sweep, Script,
+};
+use crate::graph_record::{changes, created, node_state, record_operation};
+use crate::kernel::{EditScope, ModifyingOperation, Primitive, Transform, WorldGraph};
+use crate::record::{Failure, Record};
+use crate::runner::Case;
+
+const SUBTRACT: ModifyingOperation = ModifyingOperation::Subtract;
+
+fn translate(record: &mut Record, graph: &mut WorldGraph, og_id: &str, offset: [f64; 3]) {
+    let result = graph.transform(og_id, Transform::Translate { offset });
+    changes(record, &format!("translate {og_id}"), result);
+}
+
+fn operate(
+    record: &mut Record,
+    graph: &mut WorldGraph,
+    target: &str,
+    kind: ModifyingOperation,
+    tools: &[&str],
+    scope: EditScope,
+) {
+    let label = format!("operate {target} {kind:?} {tools:?} {scope:?}");
+    record_operation(record, graph, &label, target, kind, tools, scope);
+}
+
+fn instance(record: &mut Record, graph: &mut WorldGraph, source: &str, og_id: &str) {
+    let options = copy_options(og_id, None);
+    created(
+        record,
+        &format!("instance {og_id}"),
+        graph.instance(source, options),
+    );
+}
+
+fn host_and_tool(record: &mut Record, graph: &mut WorldGraph, offset: [f64; 3]) {
+    primitive(record, graph, cuboid(2.0, 2.0, 2.0), create_options("host"));
+    primitive(record, graph, cuboid(2.0, 2.0, 2.0), create_options("tool"));
+    translate(record, graph, "tool", offset);
+}
+
+fn box_subtraction(graph: &mut WorldGraph, record: &mut Record) -> Result<(), Failure> {
+    host_and_tool(record, graph, [1.0, 0.0, 0.0]);
+    operate(record, graph, "host", SUBTRACT, &["tool"], EditScope::Node);
+    inspect(record, graph, "host")?;
+    node_state(record, graph, "tool");
+    Ok(())
+}
+
+fn shared_target(graph: &mut WorldGraph, record: &mut Record) -> Result<(), Failure> {
+    host_and_tool(record, graph, [1.0, 0.0, 0.0]);
+    instance(record, graph, "host", "host-copy");
+    instance(record, graph, "tool", "tool-copy");
+    operate(
+        record,
+        graph,
+        "host",
+        SUBTRACT,
+        &["tool-copy"],
+        EditScope::Node,
+    );
+    operate(
+        record,
+        graph,
+        "host",
+        SUBTRACT,
+        &["tool-copy"],
+        EditScope::AllInstances,
+    );
+    operate(
+        record,
+        graph,
+        "host",
+        SUBTRACT,
+        &["host-copy"],
+        EditScope::AllInstances,
+    );
+    inspect(record, graph, "host")?;
+    node_state(record, graph, "host-copy");
+    Ok(())
+}
+
+fn empty_and_limits(graph: &mut WorldGraph, record: &mut Record) -> Result<(), Failure> {
+    host_and_tool(record, graph, [10.0, 0.0, 0.0]);
+    let intersect = ModifyingOperation::Intersect;
+    operate(record, graph, "host", intersect, &["tool"], EditScope::Node);
+    let union = ModifyingOperation::Union;
+    operate(record, graph, "host", union, &[], EditScope::Node);
+    operate(record, graph, "host", union, &["host"], EditScope::Node);
+    operate(record, graph, "host", union, &["missing"], EditScope::Node);
+    node_state(record, graph, "host");
+    Ok(())
+}
+
+fn empty_subtraction(graph: &mut WorldGraph, record: &mut Record) -> Result<(), Failure> {
+    primitive(
+        record,
+        graph,
+        cuboid(1.0, 1.0, 1.0),
+        create_options("small"),
+    );
+    primitive(
+        record,
+        graph,
+        cuboid(2.0, 2.0, 2.0),
+        create_options("large"),
+    );
+    operate(
+        record,
+        graph,
+        "small",
+        SUBTRACT,
+        &["large"],
+        EditScope::Node,
+    );
+    node_state(record, graph, "small");
+    Ok(())
+}
+
+fn unique_then_operate(graph: &mut WorldGraph, record: &mut Record) -> Result<(), Failure> {
+    host_and_tool(record, graph, [1.0, 0.0, 0.0]);
+    instance(record, graph, "host", "instance");
+    let unique = graph.make_unique("host").map(|changes| changes.is_some());
+    record.debug("make_unique", unique);
+    operate(record, graph, "host", SUBTRACT, &["tool"], EditScope::Node);
+    inspect(record, graph, "host")?;
+    node_state(record, graph, "instance");
+    Ok(())
+}
+
+fn planar_batch(graph: &mut WorldGraph, record: &mut Record) -> Result<(), Failure> {
+    primitive(record, graph, cuboid(6.0, 2.0, 2.0), create_options("host"));
+    for (name, x) in [("left", -1.5), ("right", 1.5)] {
+        primitive(record, graph, cuboid(1.0, 2.0, 2.0), create_options(name));
+        translate(record, graph, name, [x, 0.0, 0.0]);
+    }
+    operate(
+        record,
+        graph,
+        "host",
+        SUBTRACT,
+        &["left", "right"],
+        EditScope::Node,
+    );
+    inspect(record, graph, "host")
+}
+
+fn mixed_batch(graph: &mut WorldGraph, record: &mut Record) -> Result<(), Failure> {
+    primitive(
+        record,
+        graph,
+        rectangle(6.0, 0.3),
+        create_options("profile"),
+    );
+    operation(
+        record,
+        graph,
+        extrude("profile", &[], 3.0),
+        create_options("wall"),
+    );
+    primitive(record, graph, cuboid(0.8, 3.0, 1.0), create_options("rect"));
+    translate(record, graph, "rect", [1.5, 0.0, 0.5]);
+    let round = Primitive::Cylinder {
+        radius: 0.4,
+        height: 2.0,
+    };
+    primitive(record, graph, round, create_options("round"));
+    let rotate = Transform::Rotate {
+        axis: [1.0, 0.0, 0.0],
+        degrees: 90.0,
+        pivot: Some([0.0; 3]),
+    };
+    changes(record, "rotate round", graph.transform("round", rotate));
+    translate(record, graph, "round", [-1.5, 1.5, -1.0]);
+    operate(
+        record,
+        graph,
+        "wall",
+        SUBTRACT,
+        &["rect", "round"],
+        EditScope::Node,
+    );
+    inspect(record, graph, "wall")
+}
+
+fn serial_tools(graph: &mut WorldGraph, record: &mut Record) -> Result<(), Failure> {
+    primitive(record, graph, cuboid(4.0, 2.0, 2.0), create_options("host"));
+    for (name, x) in [("first", 1.0), ("second", -1.0)] {
+        primitive(record, graph, cuboid(2.0, 2.0, 2.0), create_options(name));
+        translate(record, graph, name, [x, 0.5, 0.0]);
+    }
+    let union = ModifyingOperation::Union;
+    operate(
+        record,
+        graph,
+        "host",
+        union,
+        &["first", "second"],
+        EditScope::Node,
+    );
+    inspect(record, graph, "host")?;
+    let intersect = ModifyingOperation::Intersect;
+    operate(
+        record,
+        graph,
+        "host",
+        intersect,
+        &["first", "second"],
+        EditScope::Node,
+    );
+    node_state(record, graph, "host");
+    Ok(())
+}
+
+fn scaled_tool(graph: &mut WorldGraph, record: &mut Record) -> Result<(), Failure> {
+    host_and_tool(record, graph, [1.0, 0.0, 0.0]);
+    let scale = Transform::Scale {
+        factor: 2.0,
+        pivot: None,
+    };
+    changes(record, "scale tool", graph.transform("tool", scale));
+    operate(record, graph, "host", SUBTRACT, &["tool"], EditScope::Node);
+    Ok(())
+}
+
+fn swept_host(graph: &mut WorldGraph, record: &mut Record) -> Result<(), Failure> {
+    primitive(
+        record,
+        graph,
+        rectangle(2.0, 2.0),
+        create_options("profile"),
+    );
+    let path = polyline(&[[0.0; 3], [0.0, 3.0, 0.0], [3.0, 3.0, 0.0]], false);
+    primitive(record, graph, path, create_options("path"));
+    operation(
+        record,
+        graph,
+        sweep("profile", "path"),
+        create_options("sweep"),
+    );
+    primitive(record, graph, cuboid(1.0, 1.0, 1.0), create_options("tool"));
+    operate(record, graph, "sweep", SUBTRACT, &["tool"], EditScope::Node);
+    inspect(record, graph, "sweep")
+}
+
+fn level_members(record: &mut Record, graph: &mut WorldGraph, wall: bool) {
+    created(
+        record,
+        "level",
+        graph.create_system_assembly(create_options("level")),
+    );
+    if wall {
+        primitive(
+            record,
+            graph,
+            rectangle(4.0, 0.5),
+            child("profile", "level"),
+        );
+        let host = child("host", "level");
+        operation(record, graph, extrude("profile", &[], 3.0), host);
+        primitive(record, graph, cuboid(0.8, 3.0, 1.0), child("tool", "level"));
+        translate(record, graph, "tool", [0.0, 0.0, 0.5]);
+    } else {
+        primitive(record, graph, cuboid(2.0, 2.0, 2.0), child("host", "level"));
+        primitive(record, graph, cuboid(2.0, 2.0, 2.0), child("tool", "level"));
+        translate(record, graph, "tool", [1.0, 0.0, 0.0]);
+    }
+}
+
+fn corotated(degrees: f64, wall: bool) -> impl Script {
+    move |graph: &mut WorldGraph, record: &mut Record| {
+        level_members(record, graph, wall);
+        let rotate = Transform::Rotate {
+            axis: [0.0, 1.0, 0.0],
+            degrees,
+            pivot: Some([0.0; 3]),
+        };
+        changes(record, "rotate level", graph.transform("level", rotate));
+        operate(record, graph, "host", SUBTRACT, &["tool"], EditScope::Node);
+        inspect(record, graph, "host")
+    }
+}
+
+pub(crate) fn cases() -> Vec<Case> {
+    let mut cases = vec![
+        graph_case("graph.operate.box-subtraction", box_subtraction),
+        graph_case("graph.operate.shared-target", shared_target),
+        graph_case("graph.operate.empty-and-limits", empty_and_limits),
+        graph_case("graph.operate.empty-subtraction", empty_subtraction),
+        graph_case(
+            "graph.operate.make-unique-then-operate",
+            unique_then_operate,
+        ),
+        graph_case("graph.operate.planar-batch", planar_batch),
+        graph_case("graph.operate.mixed-cutter-batch", mixed_batch),
+        graph_case("graph.operate.serial-union-and-intersection", serial_tools),
+        graph_case("graph.operate.scaled-tool", scaled_tool),
+        graph_case("graph.operate.sweep-result", swept_host),
+    ];
+    for degrees in [0.0, 30.0, 90.0] {
+        let box_name = format!("graph.operate.corotated-box-{degrees}");
+        cases.push(graph_case(&box_name, corotated(degrees, false)));
+        let wall_name = format!("graph.operate.corotated-wall-{degrees}");
+        cases.push(graph_case(&wall_name, corotated(degrees, true)));
+    }
+    cases
+}
diff --git a/main/opengeometry/tests/golden/graph_record.rs b/main/opengeometry/tests/golden/graph_record.rs
new file mode 100644
index 0000000..4828c92
--- /dev/null
+++ b/main/opengeometry/tests/golden/graph_record.rs
@@ -0,0 +1,161 @@
+use crate::digest::{bits_list, sha256};
+use crate::json::pretty;
+use crate::kernel::{
+    ChangeSet, EditScope, GraphError, ModifyingOperation, StepOptions, WorldGraph,
+};
+use crate::record::Record;
+use serde_json::{to_value, Value};
+
+pub(crate) fn changes(
+    record: &mut Record,
+    label: &str,
+    result: Result<ChangeSet, GraphError>,
+) -> bool {
+    match result {
+        Ok(changes) => {
+            record.block(&format!("step {label}"), &pretty(to_value(&changes)));
+            true
+        }
+        Err(error) => {
+            record.graph_error(&format!("step {label}"), &error);
+            false
+        }
+    }
+}
+
+pub(crate) fn record_operation(
+    record: &mut Record,
+    graph: &mut WorldGraph,
+    label: &str,
+    target: &str,
+    kind: ModifyingOperation,
+    tools: &[&str],
+    scope: EditScope,
+) {
+    let tools = tools
+        .iter()
+        .map(|tool| tool.to_string())
+        .collect::<Vec<_>>();
+    changes(record, label, graph.operate(target, kind, &tools, scope));
+}
+
+pub(crate) fn created(
+    record: &mut Record,
+    label: &str,
+    result: Result<(String, ChangeSet), GraphError>,
+) -> Option<String> {
+    match result {
+        Ok((og_id, changes)) => {
+            record.section(&format!("step {label}"));
+            record.field("created", &og_id);
+            record.line(&pretty(to_value(&changes)));
+            Some(og_id)
+        }
+        Err(error) => {
+            record.graph_error(&format!("step {label}"), &error);
+            None
+        }
+    }
+}
+
+pub(crate) fn counters(record: &mut Record, graph: &WorldGraph) {
+    record.field("revision", graph.revision());
+    record.field("node_count", graph.node_count());
+    record.field("shape_count", graph.shape_count());
+    record.debug("mark_stats", graph.mark_stats());
+    match graph.reserve(1, &[]) {
+        Ok(reserved) => record.debug("next_reservation", reserved),
+        Err(error) => record.graph_error_field("next_reservation.error", &error),
+    }
+}
+
+fn placement_state(record: &mut Record, graph: &WorldGraph, og_id: &str) {
+    match graph.placement(og_id) {
+        Ok(placement) => record.debug("placement", placement),
+        Err(error) => record.graph_error_field("placement.error", &error),
+    }
+    match graph.world_placement(og_id) {
+        Ok(world) => record.debug("world_placement", world),
+        Err(error) => record.graph_error_field("world_placement.error", &error),
+    }
+    match graph.world_matrix(og_id) {
+        Ok(matrix) => record.field("world_matrix", bits_list(&matrix)),
+        Err(error) => record.graph_error_field("world_matrix.error", &error),
+    }
+    match graph.bounds(og_id) {
+        Ok(Some(bounds)) => record.field("bounds", bits_list(&bounds)),
+        Ok(None) => record.line("bounds: none"),
+        Err(error) => record.graph_error_field("bounds.error", &error),
+    }
+}
+
+fn cover_report(record: &mut Record, report: &Value) {
+    let names = report.get("handlers").and_then(Value::as_array);
+    for name in names.into_iter().flatten().filter_map(Value::as_str) {
+        record.cover(name);
+    }
+}
+
+fn shape_state(record: &mut Record, graph: &WorldGraph, shape_id: &str, og_id: &str) {
+    match graph.shape(og_id) {
+        Ok(shape) => {
+            record.field("shape.revision", shape.revision);
+            record.field("shape.users", shape.users);
+            record.debug("shape.edge_keys", &shape.edge_keys);
+            record.debug("shape.body_type", shape.brep.body_type());
+            match &shape.report {
+                Some(report) => {
+                    record.field("shape.report", pretty(to_value(report)));
+                    cover_report(record, report);
+                }
+                None => record.line("shape.report: none"),
+            }
+        }
+        Err(error) => record.graph_error_field("shape.error", &error),
+    }
+    match graph.snapshot(shape_id) {
+        Ok(bytes) => record.field("snapshot.sha256", sha256(&bytes)),
+        Err(error) => record.graph_error_field("snapshot.error", &error),
+    }
+}
+
+pub(crate) fn node_state(record: &mut Record, graph: &WorldGraph, og_id: &str) {
+    record.section(&format!("node {og_id}"));
+    let node = match graph.node(og_id) {
+        Ok(node) => node.clone(),
+        Err(error) => {
+            record.graph_error_field("error", &error);
+            return;
+        }
+    };
+    record.debug("node", &node);
+    match graph.node_by_handle(node.handle, node.generation) {
+        Ok(found) => record.field("by_handle", &found.og_id),
+        Err(error) => record.graph_error_field("by_handle.error", &error),
+    }
+    placement_state(record, graph, og_id);
+    if let Some(shape_id) = &node.shape {
+        shape_state(record, graph, shape_id, og_id);
+    }
+}
+
+pub(crate) fn export(
+    record: &mut Record,
+    graph: &WorldGraph,
+    label: &str,
+    nodes: &[String],
+    options: &StepOptions,
+) {
+    let title = format!("export {label}");
+    match graph.export_step(nodes, options) {
+        Ok((text, report)) => {
+            record.section(&title);
+            record.debug("nodes", nodes);
+            record.line(&pretty(to_value(options)));
+            record.field("text.sha256", sha256(text.as_bytes()));
+            record.line(&pretty(to_value(&report)));
+            record.block(&format!("{title}.text"), &text);
+        }
+        Err(error) => record.graph_error(&title, &error),
+    }
+}
diff --git a/main/opengeometry/tests/golden/graph_scenarios.rs b/main/opengeometry/tests/golden/graph_scenarios.rs
new file mode 100644
index 0000000..76db381
--- /dev/null
+++ b/main/opengeometry/tests/golden/graph_scenarios.rs
@@ -0,0 +1,460 @@
+use crate::graph_case::{
+    child, copy_options, create_options, cuboid, graph_case, on_plane, polyline, primitive,
+};
+use crate::graph_record::{changes, counters, created, node_state};
+use crate::kernel::{CreateOptions, EditScope, Primitive, Transform, WorldGraph};
+use crate::record::{Failure, Record};
+use crate::runner::Case;
+
+fn unit_box() -> Primitive {
+    cuboid(2.0, 2.0, 2.0)
+}
+
+fn nodes(record: &mut Record, graph: &WorldGraph, ids: &[&str]) {
+    for og_id in ids {
+        node_state(record, graph, og_id);
+    }
+    record.section("counters");
+    counters(record, graph);
+}
+
+fn sharing(graph: &mut WorldGraph, record: &mut Record) -> Result<(), Failure> {
+    primitive(record, graph, unit_box(), create_options("body"));
+    created(
+        record,
+        "instance",
+        graph.instance("body", copy_options("instance", None)),
+    );
+    record.graph_result(
+        "ensure node",
+        &graph
+            .ensure_editable("body", EditScope::Node)
+            .map(|shape| shape.revision),
+    );
+    record.graph_result(
+        "ensure all",
+        &graph
+            .ensure_editable("body", EditScope::AllInstances)
+            .map(|shape| shape.revision),
+    );
+    created(
+        record,
+        "duplicate",
+        graph.duplicate("body", copy_options("duplicate", None)),
+    );
+    record.graph_result(
+        "make unique instance",
+        &graph
+            .make_unique("instance")
+            .map(|changes| changes.is_some()),
+    );
+    record.graph_result(
+        "make unique body",
+        &graph.make_unique("body").map(|changes| changes.is_some()),
+    );
+    nodes(record, graph, &["body", "instance", "duplicate"]);
+    Ok(())
+}
+
+fn reparenting(graph: &mut WorldGraph, record: &mut Record) -> Result<(), Failure> {
+    created(
+        record,
+        "a",
+        graph.create_system_assembly(create_options("a")),
+    );
+    created(
+        record,
+        "b",
+        graph.create_system_assembly(create_options("b")),
+    );
+    primitive(record, graph, unit_box(), child("child", "a"));
+    changes(
+        record,
+        "move a",
+        graph.transform(
+            "a",
+            Transform::Translate {
+                offset: [10.0, 0.0, 0.0],
+            },
+        ),
+    );
+    changes(
+        record,
+        "to b local",
+        graph.add_child("b", &["child".into()], false),
+    );
+    changes(
+        record,
+        "to a world",
+        graph.add_child("a", &["child".into()], true),
+    );
+    changes(
+        record,
+        "remove world",
+        graph.remove_child("a", "child", true),
+    );
+    nodes(record, graph, &["a", "b", "child"]);
+    Ok(())
+}
+
+fn place_round_trip(graph: &mut WorldGraph, record: &mut Record) -> Result<(), Failure> {
+    primitive(record, graph, unit_box(), create_options("body"));
+    let empty = Transform::Place {
+        origin: None,
+        x_direction: None,
+        normal: None,
+        scale: None,
+    };
+    changes(record, "place empty", graph.transform("body", empty));
+    for (label, transform) in [
+        (
+            "rotate quarter",
+            Transform::Rotate {
+                axis: [0.0, 1.0, 0.0],
+                degrees: 90.0,
+                pivot: Some([0.0; 3]),
+            },
+        ),
+        (
+            "rotate skew",
+            Transform::Rotate {
+                axis: [0.1, 0.2, 0.3],
+                degrees: 13.37,
+                pivot: None,
+            },
+        ),
+        (
+            "scale about pivot",
+            Transform::Scale {
+                factor: 1.5,
+                pivot: Some([1.0, 0.0, 0.0]),
+            },
+        ),
+    ] {
+        changes(record, label, graph.transform("body", transform));
+        let placement = graph.placement("body")?;
+        let place = Transform::Place {
+            origin: Some(placement.origin),
+            x_direction: Some(placement.x_direction),
+            normal: Some(placement.normal),
+            scale: Some(placement.scale),
+        };
+        changes(
+            record,
+            &format!("{label} place round trip"),
+            graph.transform("body", place),
+        );
+        node_state(record, graph, "body");
+    }
+    Ok(())
+}
+
+fn failed_calls(graph: &mut WorldGraph, record: &mut Record) -> Result<(), Failure> {
+    created(
+        record,
+        "a",
+        graph.create_system_assembly(create_options("a")),
+    );
+    created(record, "b", graph.create_system_assembly(child("b", "a")));
+    changes(record, "cycle", graph.add_child("b", &["a".into()], false));
+    created(
+        record,
+        "duplicate id",
+        graph.create_system_assembly(create_options("a")),
+    );
+    changes(
+        record,
+        "negative scale",
+        graph.transform(
+            "a",
+            Transform::Scale {
+                factor: -1.0,
+                pivot: None,
+            },
+        ),
+    );
+    nodes(record, graph, &["a", "b"]);
+    Ok(())
+}
+
+fn rejected_primitives(graph: &mut WorldGraph, record: &mut Record) -> Result<(), Failure> {
+    let zero = Primitive::Cylinder {
+        radius: 0.0,
+        height: 2.0,
+    };
+    created(
+        record,
+        "zero radius",
+        graph.create_primitive(zero, CreateOptions::default()),
+    );
+    created(
+        record,
+        "short polyline",
+        graph.create_primitive(
+            polyline(&[[0.0; 3], [0.0; 3]], false),
+            CreateOptions::default(),
+        ),
+    );
+    let huge = Primitive::Cuboid {
+        width: 2e6,
+        height: 2.0,
+        depth: 2.0,
+    };
+    created(
+        record,
+        "precision guard",
+        graph.create_primitive(huge, CreateOptions::default()),
+    );
+    let bad_plane = on_plane(
+        CreateOptions::default(),
+        [0.0; 3],
+        [0.0; 3],
+        [1.0, 0.0, 0.0],
+    );
+    created(
+        record,
+        "singular plane",
+        graph.create_primitive(unit_box(), bad_plane),
+    );
+    let generated = created(
+        record,
+        "generated",
+        graph.create_primitive(unit_box(), CreateOptions::default()),
+    );
+    if let Some(generated) = generated {
+        let node = graph.node(&generated)?.clone();
+        changes(record, "dispose generated", graph.dispose(&generated));
+        record.graph_result(
+            "disposed handle",
+            &graph
+                .node_by_handle(node.handle, node.generation)
+                .map(|node| node.og_id.clone()),
+        );
+    }
+    created(
+        record,
+        "next generated",
+        graph.create_primitive(unit_box(), CreateOptions::default()),
+    );
+    counters(record, graph);
+    Ok(())
+}
+
+fn marks(graph: &mut WorldGraph, record: &mut Record) -> Result<(), Failure> {
+    primitive(record, graph, unit_box(), create_options("body"));
+    let mark = graph.mark()?;
+    created(
+        record,
+        "instance",
+        graph.instance("body", copy_options("instance", None)),
+    );
+    record.graph_result(
+        "make unique",
+        &graph
+            .make_unique("instance")
+            .map(|changes| changes.is_some()),
+    );
+    let later = graph.mark()?;
+    changes(record, "dispose body", graph.dispose("body"));
+    record.debug("stats before rollback", graph.mark_stats());
+    changes(record, "rollback", graph.rollback(mark));
+    changes(record, "rollback later", graph.rollback(later));
+    created(
+        record,
+        "after rollback",
+        graph.create_primitive(unit_box(), CreateOptions::default()),
+    );
+    record.graph_result("release", &graph.release(mark));
+    nodes(record, graph, &["body", "instance"]);
+    Ok(())
+}
+
+fn nested_marks(graph: &mut WorldGraph, record: &mut Record) -> Result<(), Failure> {
+    let baseline = graph.revision();
+    let outer = graph.mark()?;
+    primitive(record, graph, unit_box(), create_options("body"));
+    let inner = graph.mark()?;
+    created(
+        record,
+        "temporary",
+        graph.instance("body", copy_options("temporary", None)),
+    );
+    record.debug("stats with inner", graph.mark_stats());
+    changes(record, "rollback inner", graph.rollback(inner));
+    record.graph_result("release inner", &graph.release(inner));
+    changes(record, "rollback outer", graph.rollback(outer));
+    changes(
+        record,
+        "changes since baseline",
+        graph.changes_since(baseline),
+    );
+    record.graph_result("release outer", &graph.release(outer));
+    nodes(record, graph, &["body", "temporary"]);
+    Ok(())
+}
+
+fn shared_rebuild(graph: &mut WorldGraph, record: &mut Record) -> Result<(), Failure> {
+    primitive(record, graph, unit_box(), create_options("body"));
+    created(
+        record,
+        "instance",
+        graph.instance("body", copy_options("instance", None)),
+    );
+    changes(
+        record,
+        "rebuild node",
+        graph.rebuild_primitive("body", unit_box(), EditScope::Node),
+    );
+    let mark = graph.mark()?;
+    changes(
+        record,
+        "rebuild wider",
+        graph.rebuild_primitive("body", cuboid(3.0, 2.0, 2.0), EditScope::AllInstances),
+    );
+    changes(record, "rollback", graph.rollback(mark));
+    changes(
+        record,
+        "rebuild widest",
+        graph.rebuild_primitive("body", cuboid(4.0, 2.0, 2.0), EditScope::AllInstances),
+    );
+    let rectangle = Primitive::Rectangle {
+        width: 2.0,
+        breadth: 2.0,
+    };
+    changes(
+        record,
+        "rebuild type mismatch",
+        graph.rebuild_primitive("body", rectangle, EditScope::AllInstances),
+    );
+    record.graph_result("release", &graph.release(mark));
+    nodes(record, graph, &["body", "instance"]);
+    Ok(())
+}
+
+fn subtree_dispose(graph: &mut WorldGraph, record: &mut Record) -> Result<(), Failure> {
+    created(
+        record,
+        "parent",
+        graph.create_system_assembly(create_options("parent")),
+    );
+    let mark = graph.mark()?;
+    let options = CreateOptions {
+        parent: Some("parent".into()),
+        ..CreateOptions::default()
+    };
+    created(
+        record,
+        "generated child",
+        graph.create_primitive(unit_box(), options),
+    );
+    changes(record, "dispose parent", graph.dispose("parent"));
+    changes(record, "rollback", graph.rollback(mark));
+    created(
+        record,
+        "next generated",
+        graph.create_primitive(unit_box(), CreateOptions::default()),
+    );
+    record.graph_result("release", &graph.release(mark));
+    nodes(record, graph, &["parent"]);
+    Ok(())
+}
+
+fn copies_and_planes(graph: &mut WorldGraph, record: &mut Record) -> Result<(), Failure> {
+    created(
+        record,
+        "a",
+        graph.create_system_assembly(create_options("a")),
+    );
+    created(
+        record,
+        "b",
+        graph.create_system_assembly(create_options("b")),
+    );
+    changes(
+        record,
+        "move a",
+        graph.transform(
+            "a",
+            Transform::Translate {
+                offset: [7.0, 0.0, 0.0],
+            },
+        ),
+    );
+    changes(
+        record,
+        "move b",
+        graph.transform(
+            "b",
+            Transform::Translate {
+                offset: [-3.0, 0.0, 0.0],
+            },
+        ),
+    );
+    primitive(record, graph, unit_box(), child("body", "a"));
+    created(
+        record,
+        "instance under b",
+        graph.instance("body", copy_options("copy", Some(Some("b")))),
+    );
+    created(
+        record,
+        "duplicate at root",
+        graph.duplicate("body", copy_options("root-copy", Some(None))),
+    );
+    let planned = on_plane(
+        child("planned", "a"),
+        [4.0, 5.0, 6.0],
+        [0.0, 0.0, 1.0],
+        [0.0, 1.0, 0.0],
+    );
+    primitive(record, graph, unit_box(), planned);
+    record.graph_result(
+        "relative copy to body",
+        &graph.relative_placement("copy", "body"),
+    );
+    nodes(
+        record,
+        graph,
+        &["a", "b", "body", "copy", "root-copy", "planned"],
+    );
+    Ok(())
+}
+
+fn many_rotations(graph: &mut WorldGraph, record: &mut Record) -> Result<(), Failure> {
+    created(
+        record,
+        "pivot",
+        graph.create_system_assembly(create_options("pivot")),
+    );
+    let rotate = Transform::Rotate {
+        axis: [0.1, 0.2, 0.3],
+        degrees: 0.001,
+        pivot: None,
+    };
+    let mut failures = 0_usize;
+    for _ in 0..100_000 {
+        if graph.transform("pivot", rotate).is_err() {
+            failures += 1;
+        }
+    }
+    record.section("rotations");
+    record.field("failures", failures);
+    nodes(record, graph, &["pivot"]);
+    Ok(())
+}
+
+pub(crate) fn cases() -> Vec<Case> {
+    vec![
+        graph_case("graph.scenario.instances-and-duplicates", sharing),
+        graph_case("graph.scenario.reparenting", reparenting),
+        graph_case("graph.scenario.place-round-trip", place_round_trip),
+        graph_case("graph.scenario.failed-calls", failed_calls),
+        graph_case("graph.scenario.rejected-primitives", rejected_primitives),
+        graph_case("graph.scenario.marks", marks),
+        graph_case("graph.scenario.nested-marks", nested_marks),
+        graph_case("graph.scenario.shared-rebuild", shared_rebuild),
+        graph_case("graph.scenario.subtree-dispose", subtree_dispose),
+        graph_case("graph.scenario.copies-and-planes", copies_and_planes),
+        graph_case("graph.scenario.many-rotations", many_rotations),
+    ]
+}
diff --git a/main/opengeometry/tests/golden/graph_session.rs b/main/opengeometry/tests/golden/graph_session.rs
new file mode 100644
index 0000000..0350eff
--- /dev/null
+++ b/main/opengeometry/tests/golden/graph_session.rs
@@ -0,0 +1,368 @@
+use crate::graph_case::{
+    child, circle, copy_options, create_options, cuboid, extrude, graph_case, inspect, on_plane,
+    operation, polyline, primitive, rectangle, sweep,
+};
+use crate::graph_record::{changes, created, export, record_operation};
+use crate::graph_state::{state, Tracked};
+use crate::kernel::{
+    ChangeSet, CreateOptions, EditScope, GraphError, ModifyingOperation, StepOptions, Transform,
+    WorldGraph,
+};
+use crate::record::{Failure, Record};
+use crate::runner::Case;
+
+struct Scene {
+    level: String,
+    profile: String,
+    wall: String,
+    cutter: String,
+    rail: String,
+}
+
+fn unique(record: &mut Record, label: &str, result: Result<Option<ChangeSet>, GraphError>) {
+    match result {
+        Ok(Some(changeset)) => {
+            changes(record, label, Ok(changeset));
+        }
+        Ok(None) => record.block(&format!("step {label}"), "unchanged"),
+        Err(error) => record.graph_error(&format!("step {label}"), &error),
+    }
+}
+
+fn subtract(
+    record: &mut Record,
+    graph: &mut WorldGraph,
+    label: &str,
+    target: &str,
+    tools: &[&str],
+) {
+    let subtract = ModifyingOperation::Subtract;
+    record_operation(
+        record,
+        graph,
+        label,
+        target,
+        subtract,
+        tools,
+        EditScope::Node,
+    );
+}
+
+fn build_scene(record: &mut Record, graph: &mut WorldGraph, tracked: &mut Tracked) -> Scene {
+    let level = tracked.add(
+        created(
+            record,
+            "level",
+            graph.create_system_assembly(create_options("level-1")),
+        ),
+        "level-1",
+    );
+    let profile = tracked.add(
+        primitive(record, graph, rectangle(6.0, 0.2), CreateOptions::default()),
+        "profile",
+    );
+    let wall = tracked.add(
+        operation(
+            record,
+            graph,
+            extrude(&profile, &[], 3.0),
+            create_options("wall-1"),
+        ),
+        "wall-1",
+    );
+    let cutter = tracked.add(
+        primitive(
+            record,
+            graph,
+            cuboid(0.9, 2.1, 0.4),
+            create_options("door-cutter"),
+        ),
+        "door-cutter",
+    );
+    changes(
+        record,
+        "translate cutter",
+        graph.transform(
+            &cutter,
+            Transform::Translate {
+                offset: [2.0, 0.0, 0.0],
+            },
+        ),
+    );
+    subtract(record, graph, "door cut", &wall, &[&cutter]);
+    let path_points = [[0.0, 1.0, 1.0], [4.0, 1.0, 1.0], [4.0, 1.0, 4.0]];
+    let path = tracked.add(
+        primitive(
+            record,
+            graph,
+            polyline(&path_points, false),
+            CreateOptions::default(),
+        ),
+        "path",
+    );
+    let disc_options = on_plane(
+        CreateOptions::default(),
+        [0.0, 1.0, 1.0],
+        [1.0, 0.0, 0.0],
+        [0.0, 0.0, 1.0],
+    );
+    let disc = tracked.add(primitive(record, graph, circle(0.05), disc_options), "disc");
+    let rail = tracked.add(
+        operation(record, graph, sweep(&disc, &path), create_options("rail-1")),
+        "rail-1",
+    );
+    let members = [&profile, &wall, &cutter, &path, &disc, &rail].map(|id| id.to_string());
+    changes(
+        record,
+        "add members",
+        graph.add_child(&level, &members, false),
+    );
+    tracked.remember(graph);
+    Scene {
+        level,
+        profile,
+        wall,
+        cutter,
+        rail,
+    }
+}
+
+fn edit_scene(record: &mut Record, graph: &mut WorldGraph, scene: &Scene) {
+    let place = Transform::Place {
+        origin: Some([0.0, 3.0, 0.0]),
+        x_direction: None,
+        normal: None,
+        scale: None,
+    };
+    changes(record, "place level", graph.transform(&scene.level, place));
+    let rotate = Transform::Rotate {
+        axis: [0.0, 1.0, 0.0],
+        degrees: 90.0,
+        pivot: None,
+    };
+    changes(record, "rotate rail", graph.transform(&scene.rail, rotate));
+    changes(
+        record,
+        "rebuild wall",
+        graph.rebuild_operation(
+            &scene.wall,
+            extrude(&scene.profile, &[], 4.0),
+            EditScope::Node,
+        ),
+    );
+    subtract(record, graph, "re-cut", &scene.wall, &[&scene.cutter]);
+    subtract(
+        record,
+        graph,
+        "rail minus wall",
+        &scene.rail,
+        &[&scene.wall],
+    );
+}
+
+fn trial_edit(record: &mut Record, graph: &mut WorldGraph, scene: &Scene) {
+    let mark = graph.mark();
+    record.section("step mark");
+    record.graph_result("mark", &mark);
+    record.debug("mark_stats", graph.mark_stats());
+    changes(
+        record,
+        "trial rebuild",
+        graph.rebuild_operation(
+            &scene.wall,
+            extrude(&scene.profile, &[], 5.0),
+            EditScope::Node,
+        ),
+    );
+    record.debug("mark_stats after trial", graph.mark_stats());
+    if let Ok(mark) = mark {
+        changes(record, "rollback trial", graph.rollback(mark));
+        record.graph_result("release trial", &graph.release(mark));
+        record.graph_result("release again", &graph.release(mark));
+    }
+    record.debug("mark_stats after release", graph.mark_stats());
+}
+
+fn instances(record: &mut Record, graph: &mut WorldGraph, tracked: &mut Tracked, scene: &Scene) {
+    let rail_copy = tracked.add(
+        created(
+            record,
+            "instance rail",
+            graph.instance(&scene.rail, copy_options("rail-2", None)),
+        ),
+        "rail-2",
+    );
+    changes(
+        record,
+        "translate rail copy",
+        graph.transform(
+            &rail_copy,
+            Transform::Translate {
+                offset: [0.0, 0.0, 2.0],
+            },
+        ),
+    );
+    for index in 0..10 {
+        let og_id = format!("wall-copy-{index}");
+        let result = graph.instance(&scene.wall, copy_options(&og_id, Some(Some(&scene.level))));
+        let og_id = tracked.add(
+            created(record, &format!("instance wall {index}"), result),
+            &og_id,
+        );
+        let offset = [index as f64 * 1.5, 0.0, 6.0];
+        changes(
+            record,
+            &format!("translate wall copy {index}"),
+            graph.transform(&og_id, Transform::Translate { offset }),
+        );
+    }
+    unique(
+        record,
+        "make unique wall copy 1",
+        graph.make_unique("wall-copy-1"),
+    );
+    unique(record, "make unique rail 1", graph.make_unique(&scene.rail));
+    tracked.add(
+        created(
+            record,
+            "duplicate rail",
+            graph.duplicate(&scene.rail, copy_options("rail-3", None)),
+        ),
+        "rail-3",
+    );
+    tracked.remember(graph);
+}
+
+fn reparent(record: &mut Record, graph: &mut WorldGraph, tracked: &mut Tracked) {
+    let level = tracked.add(
+        created(
+            record,
+            "second level",
+            graph.create_system_assembly(create_options("level-2")),
+        ),
+        "level-2",
+    );
+    let place = Transform::Place {
+        origin: Some([10.0, 0.0, 0.0]),
+        x_direction: Some([0.0, 0.0, -1.0]),
+        normal: Some([0.0, 1.0, 0.0]),
+        scale: None,
+    };
+    changes(record, "place level-2", graph.transform(&level, place));
+    changes(
+        record,
+        "add rail copy keep world",
+        graph.add_child(&level, &["rail-2".into()], true),
+    );
+    changes(
+        record,
+        "add wall copy keep local",
+        graph.add_child(&level, &["wall-copy-0".into()], false),
+    );
+    changes(
+        record,
+        "remove rail copy keep world",
+        graph.remove_child(&level, "rail-2", true),
+    );
+    changes(
+        record,
+        "remove rail copy again",
+        graph.remove_child(&level, "rail-2", true),
+    );
+    changes(
+        record,
+        "cycle rejected",
+        graph.add_child("wall-copy-0", &[level.clone()], false),
+    );
+    let nested = graph.create_primitive(cuboid(0.5, 0.5, 0.5), child("nested", &level));
+    tracked.add(created(record, "nested", nested), "nested");
+    tracked.remember(graph);
+}
+
+fn dispose_and_reuse(
+    record: &mut Record,
+    graph: &mut WorldGraph,
+    tracked: &mut Tracked,
+    scene: &Scene,
+) {
+    changes(record, "dispose cutter", graph.dispose(&scene.cutter));
+    tracked.remember(graph);
+    let mark = graph.mark();
+    record.section("step reuse mark");
+    record.graph_result("mark", &mark);
+    changes(record, "dispose wall copy 9", graph.dispose("wall-copy-9"));
+    created(
+        record,
+        "reuse wall copy 9",
+        graph.create_primitive(cuboid(1.0, 1.0, 1.0), create_options("wall-copy-9")),
+    );
+    tracked.remember(graph);
+    state(record, graph, tracked, "after reuse");
+    if let Ok(mark) = mark {
+        changes(record, "rollback reuse", graph.rollback(mark));
+        record.graph_result("release reuse", &graph.release(mark));
+    }
+    tracked.remember(graph);
+}
+
+fn exports(record: &mut Record, graph: &WorldGraph, scene: &Scene) {
+    let level = vec![scene.level.clone()];
+    let metre_y = StepOptions {
+        unit: "metre".into(),
+        up_axis: "Y".into(),
+        ..StepOptions::default()
+    };
+    export(
+        record,
+        graph,
+        "level default",
+        &level,
+        &StepOptions::default(),
+    );
+    export(record, graph, "level metre y", &level, &metre_y);
+    export(
+        record,
+        graph,
+        "bodies",
+        &[scene.wall.clone(), "rail-2".into(), "rail-3".into()],
+        &metre_y,
+    );
+    export(
+        record,
+        graph,
+        "wire rejected",
+        &[scene.profile.clone()],
+        &metre_y,
+    );
+    export(record, graph, "nothing selected", &[], &metre_y);
+    let invalid = StepOptions {
+        timestamp: "1970-02-30T00:00:00".into(),
+        ..StepOptions::default()
+    };
+    export(record, graph, "invalid timestamp", &level, &invalid);
+}
+
+fn acceptance(graph: &mut WorldGraph, record: &mut Record) -> Result<(), Failure> {
+    let mut tracked = Tracked::new();
+    let scene = build_scene(record, graph, &mut tracked);
+    state(record, graph, &tracked, "after door cut and rail");
+    edit_scene(record, graph, &scene);
+    tracked.remember(graph);
+    state(record, graph, &tracked, "after placement and re-cut");
+    trial_edit(record, graph, &scene);
+    state(record, graph, &tracked, "after trial rollback");
+    instances(record, graph, &mut tracked, &scene);
+    reparent(record, graph, &mut tracked);
+    state(record, graph, &tracked, "after instances and reparenting");
+    dispose_and_reuse(record, graph, &mut tracked, &scene);
+    state(record, graph, &tracked, "after dispose and rollback");
+    exports(record, graph, &scene);
+    for og_id in [scene.wall.as_str(), scene.rail.as_str(), "rail-2"] {
+        inspect(record, graph, og_id)?;
+    }
+    Ok(())
+}
+
+pub(crate) fn cases() -> Vec<Case> {
+    vec![graph_case("graph.acceptance-session", acceptance)]
+}
diff --git a/main/opengeometry/tests/golden/graph_state.rs b/main/opengeometry/tests/golden/graph_state.rs
new file mode 100644
index 0000000..c568d70
--- /dev/null
+++ b/main/opengeometry/tests/golden/graph_state.rs
@@ -0,0 +1,92 @@
+use crate::display::write_buffers;
+use crate::graph_record::{counters, node_state};
+use crate::json::pretty;
+use crate::kernel::{static_bucket, WorldGraph};
+use crate::record::Record;
+use serde_json::to_value;
+use std::collections::BTreeSet;
+
+pub(crate) struct Tracked {
+    ids: BTreeSet<String>,
+    revisions: BTreeSet<u64>,
+}
+
+impl Tracked {
+    pub(crate) fn new() -> Self {
+        Self {
+            ids: BTreeSet::new(),
+            revisions: BTreeSet::from([0]),
+        }
+    }
+
+    pub(crate) fn add(&mut self, og_id: Option<String>, fallback: &str) -> String {
+        match og_id {
+            Some(og_id) => {
+                self.ids.insert(og_id.clone());
+                og_id
+            }
+            None => fallback.to_string(),
+        }
+    }
+
+    pub(crate) fn remember(&mut self, graph: &WorldGraph) {
+        self.revisions.insert(graph.revision());
+    }
+}
+
+fn history(record: &mut Record, graph: &WorldGraph, tracked: &Tracked) {
+    let current = graph.revision();
+    let mut probes = tracked.revisions.clone();
+    probes.insert(current / 2);
+    probes.insert(current.saturating_sub(1));
+    probes.insert(current + 1);
+    for revision in probes {
+        match graph.changes_since(revision) {
+            Ok(changes) => record.block(
+                &format!("changes_since {revision}"),
+                &pretty(to_value(&changes)),
+            ),
+            Err(error) => record.graph_error(&format!("changes_since {revision}"), &error),
+        }
+    }
+}
+
+fn display_state(record: &mut Record, graph: &WorldGraph, og_id: &str) {
+    let Ok(node) = graph.node(og_id) else {
+        return;
+    };
+    let Some(shape_id) = node.shape.clone() else {
+        return;
+    };
+    let title = format!("buffers {og_id}");
+    match graph.brep(og_id).map(|brep| static_bucket(&brep)) {
+        Ok(Ok(bucket)) => match graph.buffers(&shape_id, bucket, 2_000_000) {
+            Ok(buffers) => write_buffers(record, &title, bucket, &buffers),
+            Err(error) => record.graph_error(&title, &error),
+        },
+        Ok(Err(error)) => record.error(&title, error),
+        Err(error) => record.graph_error(&title, &error),
+    }
+}
+
+pub(crate) fn state(record: &mut Record, graph: &WorldGraph, tracked: &Tracked, label: &str) {
+    record.section(&format!("state {label}"));
+    counters(record, graph);
+    for og_id in &tracked.ids {
+        node_state(record, graph, og_id);
+        match graph.children(og_id) {
+            Ok(children) => record.debug("children", children),
+            Err(error) => record.graph_error_field("children.error", &error),
+        }
+        match graph.parent(og_id) {
+            Ok(parent) => record.debug("parent", parent),
+            Err(error) => record.graph_error_field("parent.error", &error),
+        }
+        match graph.instance_count(og_id) {
+            Ok(count) => record.field("instance_count", count),
+            Err(error) => record.graph_error_field("instance_count.error", &error),
+        }
+        display_state(record, graph, og_id);
+    }
+    history(record, graph, tracked);
+}
diff --git a/main/opengeometry/tests/golden/handler_source.rs b/main/opengeometry/tests/golden/handler_source.rs
new file mode 100644
index 0000000..e04bf77
--- /dev/null
+++ b/main/opengeometry/tests/golden/handler_source.rs
@@ -0,0 +1,288 @@
+use crate::record::Failure;
+use std::collections::{BTreeMap, BTreeSet};
+use std::fs;
+use std::path::{Path, PathBuf};
+
+const BOOLEAN_SOURCE: &str = concat!(
+    env!("CARGO_MANIFEST_DIR"),
+    "/src/operations/modifying/boolean"
+);
+
+const BOOLEAN_HANDLER_FLOOR: usize = 29;
+
+const HANDLER_LITERAL: &str = "Handler {";
+
+const HANDLER_ID_IMPL: &str = "impl HandlerId {";
+
+const NAME_METHOD: &str = "fn as_str(";
+
+const NAME_MATCH: &str = "match self {";
+
+const HANDLER_ID_PATH: &str = "HandlerId::";
+
+const TABLE_ENTRY_NAME: &str = ".name";
+
+const DECLARATION_KEYWORDS: [&str; 6] = ["struct", "enum", "union", "impl", "trait", "for"];
+
+const PATTERN_KEYWORDS: [&str; 2] = ["in", "if"];
+
+const RECORDING_CALLS: [(&str, usize); 3] = [
+    ("record_handler(", 1),
+    ("record_optional(", 1),
+    ("handlers.push(", 0),
+];
+
+type HandlerNames = BTreeMap<String, String>;
+
+struct Source {
+    path: PathBuf,
+    text: String,
+}
+
+impl Source {
+    fn failure(&self, rule: &str, offset: usize, found: &str) -> Failure {
+        let offset = offset + found.len() - found.trim_start().len();
+        let line = self.text[..offset].matches('\n').count() + 1;
+        format!(
+            "handler scan: {rule}; {}:{line} has `{}`",
+            self.path.display(),
+            found.trim()
+        )
+        .into()
+    }
+}
+
+fn rust_sources(directory: &Path, sources: &mut Vec<PathBuf>) -> Result<(), Failure> {
+    for entry in fs::read_dir(directory)? {
+        let path = entry?.path();
+        if path.is_dir() {
+            rust_sources(&path, sources)?;
+        } else if path.extension().is_some_and(|extension| extension == "rs") {
+            sources.push(path);
+        }
+    }
+    Ok(())
+}
+
+fn string_literal(value: &str) -> Option<&str> {
+    let value = value.trim();
+    let value = value
+        .strip_prefix('{')
+        .and_then(|block| block.strip_suffix('}'))
+        .map_or(value, str::trim);
+    let quoted = value.strip_prefix('"')?.strip_suffix('"')?;
+    (!quoted.contains('"')).then_some(quoted)
+}
+
+fn is_identifier(character: char) -> bool {
+    character.is_ascii_alphanumeric() || character == '_'
+}
+
+fn preceding_word(before: &str) -> &str {
+    before
+        .trim_end()
+        .rsplit(|character: char| !is_identifier(character))
+        .next()
+        .unwrap_or_default()
+}
+
+fn declares_type(before: &str) -> bool {
+    let before = before.trim_end_matches(is_identifier).trim_end();
+    DECLARATION_KEYWORDS.contains(&preceding_word(before)) || before.ends_with("->")
+}
+
+fn binds_pattern(after: &str) -> bool {
+    let rest = after.trim_start_matches(|character: char| {
+        character.is_whitespace() || character == ')' || character == ']'
+    });
+    let word = rest
+        .split(|character: char| !is_identifier(character))
+        .next();
+    word.is_some_and(|word| PATTERN_KEYWORDS.contains(&word))
+        || rest.starts_with(['|', ':'])
+        || (rest.starts_with('=') && !rest.starts_with("=="))
+}
+
+fn top_level_fields(body: &str) -> (Vec<(usize, &str)>, usize) {
+    let mut fields = Vec::new();
+    let mut depth = 0usize;
+    let mut start = 0;
+    for (index, byte) in body.bytes().enumerate() {
+        match byte {
+            b'{' | b'(' | b'[' => depth += 1,
+            b'}' | b')' | b']' if depth == 0 => {
+                fields.push((start, &body[start..index]));
+                return (fields, index);
+            }
+            b'}' | b')' | b']' => depth -= 1,
+            b',' if depth == 0 => {
+                fields.push((start, &body[start..index]));
+                start = index + 1;
+            }
+            _ => {}
+        }
+    }
+    (fields, body.len())
+}
+
+fn name_value(field: &str) -> Option<&str> {
+    let rest = field.trim_start().strip_prefix("name")?.trim_start();
+    if rest.is_empty() {
+        return Some(rest);
+    }
+    rest.strip_prefix(':')
+        .filter(|value| !value.starts_with(':'))
+}
+
+fn arm_variants(pattern: &str) -> impl Iterator<Item = &str> {
+    pattern
+        .split('|')
+        .filter_map(|alternative| alternative.trim().rsplit("::").next())
+}
+
+fn arm_value_len(value: &str) -> usize {
+    let block = value.trim_start();
+    if let Some(inner) = block.strip_prefix('{') {
+        return value.len() - block.len() + top_level_fields(inner).1 + 2;
+    }
+    let (fields, end) = top_level_fields(value);
+    fields.first().map_or(end, |(_, field)| field.len())
+}
+
+fn match_arms(body: &str) -> Vec<(usize, &str, &str)> {
+    let mut arms = Vec::new();
+    let mut start = 0;
+    while let Some(arrow) = body[start..].find("=>") {
+        let pattern = &body[start..start + arrow];
+        let value = start + arrow + 2;
+        let end = (value + arm_value_len(&body[value..])).min(body.len());
+        arms.push((value, pattern, &body[value..end]));
+        start = end;
+    }
+    arms
+}
+
+fn name_arms(source: &Source) -> Result<HandlerNames, Failure> {
+    let text = &source.text;
+    let Some(arms) = text
+        .find(HANDLER_ID_IMPL)
+        .and_then(|start| Some(start + text[start..].find(NAME_METHOD)?))
+        .and_then(|start| Some(start + text[start..].find(NAME_MATCH)? + NAME_MATCH.len()))
+    else {
+        return Ok(HandlerNames::new());
+    };
+    let body = &text[arms..arms + top_level_fields(&text[arms..]).1];
+    let mut names = HandlerNames::new();
+    for (offset, pattern, value) in match_arms(body) {
+        let Some(name) = string_literal(value) else {
+            let rule = "every HandlerId::as_str arm must return a string literal";
+            return Err(source.failure(rule, arms + offset, value));
+        };
+        for variant in arm_variants(pattern) {
+            names.insert(variant.to_string(), name.to_string());
+        }
+    }
+    Ok(names)
+}
+
+fn names_handler(value: &str, names: &HandlerNames) -> bool {
+    value
+        .trim_start()
+        .strip_prefix(HANDLER_ID_PATH)
+        .is_some_and(|path| {
+            let end = path.find(|character| !is_identifier(character));
+            names.contains_key(&path[..end.unwrap_or(path.len())])
+        })
+}
+
+fn table_entry_name(value: &str) -> bool {
+    value
+        .trim()
+        .strip_suffix(TABLE_ENTRY_NAME)
+        .is_some_and(|entry| !entry.is_empty() && entry.chars().all(is_identifier))
+}
+
+fn table_references(source: &Source, names: &HandlerNames) -> Result<usize, Failure> {
+    let mut references = 0;
+    for (start, _) in source.text.match_indices(HANDLER_LITERAL) {
+        if declares_type(&source.text[..start]) {
+            continue;
+        }
+        let body = start + HANDLER_LITERAL.len();
+        let (fields, end) = top_level_fields(&source.text[body..]);
+        if binds_pattern(&source.text[(body + end + 1).min(source.text.len())..]) {
+            continue;
+        }
+        for (offset, field) in fields {
+            let Some(value) = name_value(field) else {
+                continue;
+            };
+            if !names_handler(value, names) {
+                let rule = "the name field of every *Handler literal must be a HandlerId variant";
+                return Err(source.failure(rule, body + offset, field));
+            }
+            references += 1;
+        }
+    }
+    Ok(references)
+}
+
+fn recording_references(source: &Source, names: &HandlerNames) -> Result<usize, Failure> {
+    let mut references = 0;
+    for (call, argument) in RECORDING_CALLS {
+        for (start, _) in source.text.match_indices(call) {
+            if preceding_word(&source.text[..start]) == "fn" {
+                continue;
+            }
+            let arguments = start + call.len();
+            let (fields, _) = top_level_fields(&source.text[arguments..]);
+            let (offset, value) = fields.get(argument).copied().unwrap_or((0, ""));
+            if !names_handler(value, names) && !table_entry_name(value) {
+                let rule = "every record_handler, record_optional and handlers.push handler argument must be a HandlerId variant or a handler table entry's name";
+                return Err(source.failure(rule, arguments + offset, value));
+            }
+            references += 1;
+        }
+    }
+    Ok(references)
+}
+
+fn boolean_sources() -> Result<Vec<Source>, Failure> {
+    let mut paths = Vec::new();
+    rust_sources(Path::new(BOOLEAN_SOURCE), &mut paths)?;
+    paths.sort();
+    paths
+        .into_iter()
+        .map(|path| {
+            Ok(Source {
+                text: fs::read_to_string(&path)?,
+                path,
+            })
+        })
+        .collect()
+}
+
+pub(crate) fn boolean_handler_names() -> Result<BTreeSet<String>, Failure> {
+    let sources = boolean_sources()?;
+    let mut names = HandlerNames::new();
+    for source in &sources {
+        names.extend(name_arms(source)?);
+    }
+    let mut references = 0;
+    for source in &sources {
+        references += table_references(source, &names)?;
+        references += recording_references(source, &names)?;
+    }
+    if names.is_empty() || references == 0 {
+        return Err(format!("no boolean handler names found under {BOOLEAN_SOURCE}").into());
+    }
+    let names = names.into_values().collect::<BTreeSet<_>>();
+    if names.len() < BOOLEAN_HANDLER_FLOOR {
+        return Err(format!(
+            "handler scan: at least {BOOLEAN_HANDLER_FLOOR} boolean handler names must be scanned; found {} under {BOOLEAN_SOURCE}",
+            names.len()
+        )
+        .into());
+    }
+    Ok(names)
+}
diff --git a/main/opengeometry/tests/golden/json.rs b/main/opengeometry/tests/golden/json.rs
new file mode 100644
index 0000000..402a798
--- /dev/null
+++ b/main/opengeometry/tests/golden/json.rs
@@ -0,0 +1,34 @@
+use crate::digest::sha256;
+use crate::kernel::BrepEnvelope;
+use crate::record::Record;
+use serde_json::Value;
+
+pub(crate) fn pretty(value: serde_json::Result<Value>) -> String {
+    match value.and_then(|value| serde_json::to_string_pretty(&value)) {
+        Ok(text) => text,
+        Err(error) => format!("serialization error: {error:?}"),
+    }
+}
+
+pub(crate) fn pretty_text(json: &str) -> String {
+    pretty(serde_json::from_str(json))
+}
+
+pub(crate) fn brep_sha256(brep: &BrepEnvelope) -> String {
+    match brep.to_json() {
+        Ok(json) => sha256(json.as_bytes()),
+        Err(error) => format!("error: {error:?}"),
+    }
+}
+
+pub(crate) fn record_brep(record: &mut Record, label: &str, brep: &BrepEnvelope) {
+    match brep.to_json() {
+        Ok(json) => {
+            record.section(&format!("{label}.brep"));
+            record.field("sha256", sha256(json.as_bytes()));
+            record.field("bytes", json.len());
+            record.block(&format!("{label}.brep.json"), &pretty_text(&json));
+        }
+        Err(error) => record.error(&format!("{label}.brep"), error),
+    }
+}
diff --git a/main/opengeometry/tests/golden/kernel.rs b/main/opengeometry/tests/golden/kernel.rs
new file mode 100644
index 0000000..6bfae9d
--- /dev/null
+++ b/main/opengeometry/tests/golden/kernel.rs
@@ -0,0 +1,20 @@
+pub(crate) use opengeometry::brep::{
+    placed, Accuracy, BodyType, BrepEnvelope, CurveGeometry, Frame3, GeometryError, SurfaceGeometry,
+};
+pub(crate) use opengeometry::exchange::export_step;
+pub(crate) use opengeometry::math::Point3;
+pub(crate) use opengeometry::operations::modifying::boolean::{
+    boolean_boxes, boolean_brep_outcome_with_handlers, boolean_spheres, multi_tool_boolean,
+    shell_brep, subtract_planar_cutters_with_handlers, BooleanOp, BooleanResult,
+};
+pub(crate) use opengeometry::primitives;
+pub(crate) use opengeometry::primitives::ProfileEdge;
+pub(crate) use opengeometry::query::{classify_point, PointClassification};
+pub(crate) use opengeometry::tessellation::display::{
+    bucket_floor, display_buffers, static_bucket, DisplayBuffers,
+};
+pub(crate) use opengeometry::tessellation::{tessellate, Tessellation};
+pub(crate) use opengeometry::world_graph::{
+    ChangeSet, CopyOptions, CreateOptions, CreatingOperation, EditScope, GraphError,
+    ModifyingOperation, Plane, Primitive, StepOptions, Transform, WorldGraph,
+};
diff --git a/main/opengeometry/tests/golden/main.rs b/main/opengeometry/tests/golden/main.rs
new file mode 100644
index 0000000..10dfb44
--- /dev/null
+++ b/main/opengeometry/tests/golden/main.rs
@@ -0,0 +1,191 @@
+#![cfg(not(target_arch = "wasm32"))]
+
+mod batch;
+mod batch_case;
+mod batch_route;
+mod batch_staged;
+mod body;
+mod boolean_case;
+mod boolean_fixtures;
+mod booleans_curved;
+mod booleans_cylinders;
+mod booleans_direct;
+mod booleans_oblique;
+mod booleans_planar;
+mod booleans_spheres;
+mod builder_case;
+mod builders_profiles;
+mod builders_solids;
+mod classify;
+mod contract;
+mod coverage;
+mod creating;
+mod digest;
+mod display;
+mod extras;
+mod fine_solids;
+mod fixtures;
+mod golden_file;
+mod graph_case;
+mod graph_operate;
+mod graph_record;
+mod graph_scenarios;
+mod graph_session;
+mod graph_state;
+mod handler_source;
+mod json;
+mod kernel;
+mod matrix;
+mod mesh;
+mod planar_shapes;
+mod profiles;
+mod record;
+mod runner;
+mod shell;
+mod step;
+mod volume;
+
+use golden_file::Mode;
+use opengeometry_test_support::stored;
+use record::{Failure, Findings};
+use runner::Case;
+use std::collections::BTreeSet;
+use std::env;
+use std::path::PathBuf;
+
+fn corpus() -> Result<Vec<Case>, Failure> {
+    Ok([
+        builders_solids::cases(),
+        builders_profiles::cases(),
+        matrix::cases()?,
+        boolean_fixtures::cases(),
+        booleans_cylinders::cases(),
+        booleans_spheres::cases(),
+        booleans_direct::cases(),
+        booleans_planar::cases(),
+        booleans_oblique::cases(),
+        booleans_curved::cases(),
+        batch::cases(),
+        batch_staged::cases(),
+        shell::cases(),
+        creating::cases(),
+        graph_session::cases(),
+        graph_operate::cases(),
+        graph_scenarios::cases(),
+    ]
+    .into_iter()
+    .flatten()
+    .collect())
+}
+
+fn check_findings(
+    expected: &BTreeSet<String>,
+    findings: Findings,
+    uncovered: &[String],
+    compared: bool,
+) -> Result<(), Failure> {
+    let seen = findings.covered.union(&findings.staged_handlers);
+    let unscanned = coverage::unscanned_names(expected, seen);
+    if !unscanned.is_empty() {
+        return Err(format!(
+            "every handler seen at runtime must be in the scanned set, only batch-route:other-* is exempt; not scanned: {}",
+            unscanned.join(", ")
+        )
+        .into());
+    }
+    if !findings.broken_cases.is_empty() {
+        let broken = findings.broken_cases.into_iter().collect::<Vec<_>>();
+        return Err(format!(
+            "every matrix case must finish without panicking or returning an error and record the result and handlers verdicts; broken: {}",
+            broken.join(", ")
+        )
+        .into());
+    }
+    if !uncovered.is_empty() {
+        return Err(format!("uncovered handlers or routes: {}", uncovered.join(", ")).into());
+    }
+    let disagreements = findings
+        .disagreements
+        .into_iter()
+        .filter(|disagreement| compared || !disagreement.ends_with(" result"))
+        .collect::<Vec<_>>();
+    if !disagreements.is_empty() {
+        return Err(format!("fixture disagreements: {}", disagreements.join(", ")).into());
+    }
+    Ok(())
+}
+
+fn environment_mode() -> Mode {
+    let variable = |name| env::var(name).ok();
+    golden_file::mode(
+        variable("OG_GOLDEN_UPDATE").as_deref(),
+        variable("CI").as_deref(),
+        env::var_os("OG_GOLDEN_DUMP").map(PathBuf::from),
+    )
+}
+
+#[test]
+fn every_golden_scene_matches_the_recorded_golden_for_this_target() {
+    let mode = environment_mode();
+    let expected = coverage::expected_names().unwrap();
+    let cases = corpus().unwrap();
+    let run = runner::run(&cases).unwrap();
+    let listings = coverage::listings(&expected, &run.findings.covered);
+    println!(
+        "{} cases, {} expected names, {} covered names, {} uncovered entries, {} fixture disagreements",
+        cases.len(),
+        expected.len(),
+        run.findings.covered.len(),
+        listings.uncovered.len(),
+        run.findings.disagreements.len()
+    );
+    let mut texts = run.records;
+    texts.extend(listings.files.map(|(name, text)| (name.to_string(), text)));
+    if let Mode::Dump(directory) = &mode {
+        golden_file::dump(directory, &texts).unwrap();
+    }
+    check_findings(
+        &expected,
+        run.findings,
+        &listings.uncovered,
+        stored::compared(),
+    )
+    .unwrap();
+    if matches!(mode, Mode::Dump(_)) {
+        return;
+    }
+    texts.extend(extras::records().unwrap());
+    let mut actual = golden_file::digests(&texts);
+    actual.insert(
+        extras::SWEEP_KEY.to_string(),
+        extras::sweep_digest(&extras::sweep_outputs().unwrap()),
+    );
+    let target = golden_file::current_target();
+    if mode == Mode::Record {
+        let file = golden_file::record(&target, &actual).unwrap();
+        println!("recorded {} keys into {}", actual.len(), file.display());
+        return;
+    }
+    if mode == Mode::Build {
+        println!(
+            "{} scenes built; the golden comparison does not run on CI",
+            actual.len()
+        );
+        return;
+    }
+    let Some(golden) = golden_file::committed(&target).unwrap() else {
+        println!(
+            "{} scenes built; no golden is recorded for {target}, so no hash is compared",
+            actual.len()
+        );
+        return;
+    };
+    if let Err(mismatch) = golden_file::compare(&golden, &actual) {
+        let directory = golden_file::write_differing(&target, &mismatch.differing, &texts).unwrap();
+        panic!(
+            "{target}: {mismatch}\nthe texts of the differing scenes are in {}",
+            directory.display()
+        );
+    }
+    println!("{} scenes match the golden for {target}", actual.len());
+}
diff --git a/main/opengeometry/tests/golden/matrix.rs b/main/opengeometry/tests/golden/matrix.rs
new file mode 100644
index 0000000..907daaf
--- /dev/null
+++ b/main/opengeometry/tests/golden/matrix.rs
@@ -0,0 +1,111 @@
+use crate::boolean_case::{record_boolean_handlers, result_body};
+use crate::kernel::{BooleanOp, BooleanResult, BrepEnvelope, GeometryError};
+use crate::record::{Failure, Record};
+use crate::runner::Case;
+use serde_json::{json, to_value, Value};
+use std::fs;
+use std::path::{Path, PathBuf};
+
+const FIXTURE_DIRECTORY: &str = concat!(
+    env!("CARGO_MANIFEST_DIR"),
+    "/tests/fixtures/cases/boolean-matrix"
+);
+
+const MATRIX_FIXTURES: usize = 18;
+
+const VERDICTS: [&str; 2] = ["result", "handlers"];
+
+fn fixture_paths() -> Result<Vec<PathBuf>, Failure> {
+    let mut paths = Vec::new();
+    for entry in fs::read_dir(FIXTURE_DIRECTORY)? {
+        let path = entry?.path();
+        let json = path
+            .extension()
+            .is_some_and(|extension| extension == "json");
+        if json {
+            paths.push(path);
+        }
+    }
+    paths.sort();
+    Ok(paths)
+}
+
+fn record_verdict(record: &mut Record, subject: &str, equal: bool) {
+    record.field(subject, if equal { "equal" } else { "different" });
+    record.note_verdict(subject);
+    if !equal {
+        record.disagree(subject);
+    }
+}
+
+fn record_fixture_agreement(
+    record: &mut Record,
+    fixture: &Value,
+    result: &Result<BooleanResult, GeometryError>,
+    handlers: &[String],
+) -> Result<(), Failure> {
+    let actual = match result {
+        Ok(result) => json!({"brep": to_value(&result.brep)?}),
+        Err(error) => json!({"error": to_value(error)?}),
+    };
+    record.section("fixture");
+    record_verdict(record, "result", actual == fixture["result"]);
+    record_verdict(record, "handlers", json!(handlers) == fixture["handlers"]);
+    Ok(())
+}
+
+struct MatrixFixture {
+    expected: Value,
+    a: BrepEnvelope,
+    b: BrepEnvelope,
+    operation: BooleanOp,
+}
+
+fn load_fixture(path: &Path) -> Result<MatrixFixture, Failure> {
+    let expected: Value = serde_json::from_slice(&fs::read(path)?)?;
+    Ok(MatrixFixture {
+        a: serde_json::from_value(expected["a"].clone())?,
+        b: serde_json::from_value(expected["b"].clone())?,
+        operation: serde_json::from_value(expected["operation"].clone())?,
+        expected,
+    })
+}
+
+fn matrix_case(name: &str, path: PathBuf) -> Case {
+    let id = format!("matrix-{name}");
+    Case::new(format!("booleans.matrix.{name}"), move |record| {
+        let MatrixFixture {
+            expected,
+            a,
+            b,
+            operation,
+        } = load_fixture(&path).inspect_err(|_| record.disagree("fixture-unreadable"))?;
+        let (result, handlers) = record_boolean_handlers(record, &a, &b, operation, &id);
+        record_fixture_agreement(record, &expected, &result, &handlers)?;
+        result_body(record, result);
+        Ok(())
+    })
+    .requiring_verdicts(&VERDICTS)
+}
+
+pub(crate) fn cases() -> Result<Vec<Case>, Failure> {
+    let paths = fixture_paths()?;
+    if paths.len() != MATRIX_FIXTURES {
+        return Err(format!(
+            "matrix: exactly {MATRIX_FIXTURES} matrix fixtures are required; found {} in {FIXTURE_DIRECTORY}",
+            paths.len()
+        )
+        .into());
+    }
+    paths
+        .into_iter()
+        .map(|path| {
+            let name = path
+                .file_stem()
+                .and_then(|stem| stem.to_str())
+                .ok_or("matrix fixture name is not UTF-8")?
+                .to_string();
+            Ok(matrix_case(&name, path))
+        })
+        .collect()
+}
diff --git a/main/opengeometry/tests/golden/mesh.rs b/main/opengeometry/tests/golden/mesh.rs
new file mode 100644
index 0000000..bd3c935
--- /dev/null
+++ b/main/opengeometry/tests/golden/mesh.rs
@@ -0,0 +1,53 @@
+use crate::digest::{bits, sha256_words, triples};
+use crate::kernel::{tessellate, BrepEnvelope, Tessellation};
+use crate::record::Record;
+
+pub(crate) const VOLUME_DEFLECTION: f64 = 0.01;
+const DEFLECTIONS: [f64; 2] = [VOLUME_DEFLECTION, 0.05];
+const MAX_TRIANGLES: usize = 2_000_000;
+
+pub(crate) fn record_tessellations(
+    record: &mut Record,
+    label: &str,
+    brep: &BrepEnvelope,
+) -> Option<Tessellation> {
+    let mut volume_mesh = None;
+    for deflection in DEFLECTIONS {
+        let title = format!("{label}.tessellate@{deflection}");
+        match tessellate(brep, deflection, MAX_TRIANGLES) {
+            Ok(mesh) => {
+                write_mesh(record, &title, &mesh);
+                if deflection.to_bits() == VOLUME_DEFLECTION.to_bits() {
+                    volume_mesh = Some(mesh);
+                }
+            }
+            Err(error) => record.error(&title, error),
+        }
+    }
+    volume_mesh
+}
+
+fn write_mesh(record: &mut Record, title: &str, mesh: &Tessellation) {
+    record.section(title);
+    record.field("revision", mesh.revision);
+    record.field("achieved_deflection", bits(mesh.achieved_deflection));
+    record.field("vertices", mesh.positions.len() / 3);
+    record.field("triangles", mesh.triangle_face_ids.len());
+    record.field("outline_segments", mesh.outline_edge_ids.len());
+    record.field("positions.sha256", sha256_words(&mesh.positions));
+    record.field("normals.sha256", sha256_words(&mesh.normals));
+    record.field("indices.sha256", sha256_words(&mesh.indices));
+    record.field(
+        "triangle_face_ids.sha256",
+        sha256_words(&mesh.triangle_face_ids),
+    );
+    record.field(
+        "outline_positions.sha256",
+        sha256_words(&mesh.outline_positions),
+    );
+    record.field(
+        "outline_edge_ids.sha256",
+        sha256_words(&mesh.outline_edge_ids),
+    );
+    record.block(&format!("{title}.positions"), &triples(&mesh.positions));
+}
diff --git a/main/opengeometry/tests/golden/planar_shapes.rs b/main/opengeometry/tests/golden/planar_shapes.rs
new file mode 100644
index 0000000..c33043d
--- /dev/null
+++ b/main/opengeometry/tests/golden/planar_shapes.rs
@@ -0,0 +1,62 @@
+use crate::fixtures::{at, fine, rectangle};
+use crate::kernel::{primitives, BrepEnvelope, Frame3, GeometryError, Point3};
+use std::f64::consts::PI;
+
+pub(crate) type Shape = Result<BrepEnvelope, GeometryError>;
+
+pub(crate) fn span(name: &str, bottom: f64, height: f64, outer: Vec<[f64; 2]>) -> Shape {
+    holed(name, bottom, height, outer, Vec::new())
+}
+
+pub(crate) fn holed(
+    name: &str,
+    bottom: f64,
+    height: f64,
+    outer: Vec<[f64; 2]>,
+    holes: Vec<Vec<[f64; 2]>>,
+) -> Shape {
+    let frame = at([0.0, 0.0, bottom]);
+    primitives::linear_extrusion(name.into(), frame, outer, holes, height, fine())
+}
+
+pub(crate) fn profile_shell() -> Shape {
+    let outer = rectangle([0.0, 0.0], [4.0, 4.0]);
+    let hole = vec![[1.0, 1.0], [1.0, 3.0], [3.0, 3.0], [3.0, 1.0]];
+    holed("profile-shell", 0.0, 3.0, outer, vec![hole])
+}
+
+pub(crate) fn extrusion(name: &str, outer: Vec<[f64; 2]>) -> Shape {
+    span(name, 0.0, 3.0, outer)
+}
+
+pub(crate) fn wall(name: &str, length: f64) -> Shape {
+    extrusion(name, rectangle([0.0, 0.0], [length, 0.3]))
+}
+
+pub(crate) fn angled(name: &str) -> Shape {
+    let outer = vec![[0.0, 0.0], [10.0, 0.0], [10.0, 0.3], [0.3, 0.3], [0.0, 0.1]];
+    extrusion(name, outer)
+}
+
+pub(crate) fn opening(name: &str, bottom: f64, height: f64, from: f64, to: f64) -> Shape {
+    span(name, bottom, height, rectangle([from, 0.0], [to, 0.3]))
+}
+
+pub(crate) fn square(half: f64) -> Vec<[f64; 2]> {
+    rectangle([-half, -half], [half, half])
+}
+
+pub(crate) fn framed(name: &str, frame: Frame3, outer: Vec<[f64; 2]>, height: f64) -> Shape {
+    primitives::linear_extrusion(name.into(), frame, outer, Vec::new(), height, fine())
+}
+
+pub(crate) fn oblique(name: &str, origin: Point3, sign: f64, outer: Vec<[f64; 2]>) -> Shape {
+    let angle = PI / 12.0;
+    let frame = Frame3 {
+        origin,
+        x: [angle.cos(), 0.0, -sign * angle.sin()],
+        y: [0.0, 1.0, 0.0],
+        z: [sign * angle.sin(), 0.0, angle.cos()],
+    };
+    framed(name, frame, outer, 2.1)
+}
diff --git a/main/opengeometry/tests/golden/profiles.rs b/main/opengeometry/tests/golden/profiles.rs
new file mode 100644
index 0000000..c257022
--- /dev/null
+++ b/main/opengeometry/tests/golden/profiles.rs
@@ -0,0 +1,81 @@
+use crate::fixtures::polar;
+use crate::kernel::ProfileEdge;
+use std::f64::consts::{FRAC_PI_2, PI};
+
+pub(crate) fn line(from: [f64; 2], to: [f64; 2]) -> ProfileEdge {
+    ProfileEdge::Line { from, to }
+}
+
+pub(crate) fn arc(radius: f64, start_angle: f64, sweep_angle: f64) -> ProfileEdge {
+    arc_at([0.0, 0.0], radius, start_angle, sweep_angle)
+}
+
+pub(crate) fn arc_at(
+    center: [f64; 2],
+    radius: f64,
+    start_angle: f64,
+    sweep_angle: f64,
+) -> ProfileEdge {
+    ProfileEdge::Arc {
+        center,
+        radius,
+        start_angle,
+        sweep_angle,
+    }
+}
+
+pub(crate) fn polygon(points: &[[f64; 2]]) -> Vec<ProfileEdge> {
+    (0..points.len())
+        .map(|index| line(points[index], points[(index + 1) % points.len()]))
+        .collect()
+}
+
+pub(crate) fn rounded_outer() -> Vec<ProfileEdge> {
+    vec![
+        line([-2.0, -2.0], [2.0, -2.0]),
+        arc_at([2.0, 0.0], 2.0, -FRAC_PI_2, PI),
+        line([2.0, 2.0], [-2.0, 2.0]),
+        line([-2.0, 2.0], [-2.0, -2.0]),
+    ]
+}
+
+pub(crate) fn square_hole() -> Vec<ProfileEdge> {
+    polygon(&[[-0.5, -0.5], [0.5, -0.5], [0.5, 0.5], [-0.5, 0.5]])
+}
+
+pub(crate) fn quarter_annulus(outer: f64, inner: f64) -> Vec<ProfileEdge> {
+    vec![
+        arc(outer, 0.0, FRAC_PI_2),
+        line([0.0, outer], [0.0, inner]),
+        arc(inner, FRAC_PI_2, -FRAC_PI_2),
+        line([inner, 0.0], [outer, 0.0]),
+    ]
+}
+
+pub(crate) fn split_quarter_annulus() -> Vec<ProfileEdge> {
+    let quarter = FRAC_PI_2;
+    vec![
+        arc(2.0, 0.0, quarter / 2.0),
+        arc(2.0, quarter / 2.0, quarter / 2.0),
+        line([0.0, 2.0], [0.0, 1.5]),
+        arc(1.5, quarter, -quarter),
+        line([1.5, 0.0], [2.0, 0.0]),
+    ]
+}
+
+pub(crate) fn band(outer: f64, inner: f64, start: f64, sweep: f64) -> Vec<ProfileEdge> {
+    vec![
+        arc(outer, start, sweep),
+        line(polar(outer, start + sweep), polar(inner, start + sweep)),
+        arc(inner, start + sweep, -sweep),
+        line(polar(inner, start), polar(outer, start)),
+    ]
+}
+
+pub(crate) fn wide_arc() -> Vec<ProfileEdge> {
+    band(2.1, 1.9, -FRAC_PI_2, 3.0 * FRAC_PI_2)
+}
+
+pub(crate) fn sector(reach: f64, start: f64, end: f64) -> Vec<[f64; 2]> {
+    vec![[0.0, 0.0], polar(reach, start), polar(reach, end)]
+}
diff --git a/main/opengeometry/tests/golden/record.rs b/main/opengeometry/tests/golden/record.rs
new file mode 100644
index 0000000..5f4c6c9
--- /dev/null
+++ b/main/opengeometry/tests/golden/record.rs
@@ -0,0 +1,144 @@
+use crate::kernel::GraphError;
+use serde_json::{json, Value};
+use std::cell::RefCell;
+use std::collections::BTreeSet;
+use std::fmt::{Debug, Display};
+
+pub(crate) type Failure = Box<dyn std::error::Error + Send + Sync>;
+
+thread_local! {
+    static STAGED_HANDLERS: RefCell<Vec<String>> = const { RefCell::new(Vec::new()) };
+}
+
+pub(crate) fn note_staged_handlers(handlers: Vec<String>) {
+    STAGED_HANDLERS.with_borrow_mut(|staged| staged.extend(handlers));
+}
+
+#[derive(Default)]
+pub(crate) struct Findings {
+    pub(crate) covered: BTreeSet<String>,
+    pub(crate) disagreements: BTreeSet<String>,
+    pub(crate) broken_cases: BTreeSet<String>,
+    pub(crate) staged_handlers: BTreeSet<String>,
+}
+
+impl Findings {
+    pub(crate) fn absorb(&mut self, other: Findings) {
+        self.covered.extend(other.covered);
+        self.disagreements.extend(other.disagreements);
+        self.broken_cases.extend(other.broken_cases);
+        self.staged_handlers.extend(other.staged_handlers);
+    }
+}
+
+pub(crate) struct Record {
+    name: String,
+    text: String,
+    verdicts: BTreeSet<String>,
+    findings: Findings,
+}
+
+impl Record {
+    pub(crate) fn new(name: &str) -> Self {
+        let mut record = Self {
+            name: name.to_string(),
+            text: String::new(),
+            verdicts: BTreeSet::new(),
+            findings: Findings::default(),
+        };
+        record.section("case");
+        record.line(name);
+        record
+    }
+
+    pub(crate) fn section(&mut self, title: &str) {
+        self.text.push_str("### ");
+        self.text.push_str(title);
+        self.text.push('\n');
+    }
+
+    pub(crate) fn line(&mut self, text: &str) {
+        self.text.push_str(text);
+        self.text.push('\n');
+    }
+
+    pub(crate) fn field(&mut self, key: &str, value: impl Display) {
+        self.line(&format!("{key}: {value}"));
+    }
+
+    pub(crate) fn debug(&mut self, key: &str, value: impl Debug) {
+        self.line(&format!("{key}: {value:?}"));
+    }
+
+    pub(crate) fn block(&mut self, title: &str, body: &str) {
+        self.section(title);
+        self.text.push_str(body);
+        if !body.ends_with('\n') {
+            self.text.push('\n');
+        }
+    }
+
+    pub(crate) fn error(&mut self, title: &str, error: impl Debug) {
+        self.section(title);
+        self.line(&format!("error: {error:?}"));
+    }
+
+    pub(crate) fn graph_error(&mut self, title: &str, error: &GraphError) {
+        self.section(title);
+        self.graph_error_field("error", error);
+    }
+
+    pub(crate) fn graph_error_field(&mut self, key: &str, error: &GraphError) {
+        self.line(&format!("{key}: {}", graph_error_json(error)));
+    }
+
+    pub(crate) fn graph_result<T: Debug>(&mut self, key: &str, result: &Result<T, GraphError>) {
+        match result {
+            Ok(value) => self.line(&format!("{key}: Ok({value:?})")),
+            Err(error) => self.line(&format!("{key}: Err({})", graph_error_json(error))),
+        }
+    }
+
+    pub(crate) fn cover(&mut self, name: &str) {
+        self.findings.covered.insert(name.to_string());
+    }
+
+    pub(crate) fn cover_all<'a>(&mut self, names: impl IntoIterator<Item = &'a String>) {
+        for name in names {
+            self.cover(name);
+        }
+    }
+
+    pub(crate) fn disagree(&mut self, subject: &str) {
+        let disagreement = format!("{} {subject}", self.name);
+        self.findings.disagreements.insert(disagreement);
+    }
+
+    pub(crate) fn note_verdict(&mut self, subject: &str) {
+        self.verdicts.insert(subject.to_string());
+    }
+
+    pub(crate) fn has_verdict(&self, subject: &str) -> bool {
+        self.verdicts.contains(subject)
+    }
+
+    pub(crate) fn break_case(&mut self, problem: &str) {
+        let broken = format!("{} {problem}", self.name);
+        self.findings.broken_cases.insert(broken);
+    }
+
+    pub(crate) fn finish(mut self) -> (String, Findings) {
+        let staged = STAGED_HANDLERS.with_borrow_mut(std::mem::take);
+        self.findings.staged_handlers.extend(staged);
+        (self.text, self.findings)
+    }
+}
+
+fn graph_error_json(error: &GraphError) -> String {
+    let details = match serde_json::to_value(error.details()) {
+        Ok(Value::Null) => json!({}),
+        Ok(details) => details,
+        Err(failure) => json!(format!("serialization error: {failure:?}")),
+    };
+    json!({"code": error.error_code(), "details": details, "message": error.message()}).to_string()
+}
diff --git a/main/opengeometry/tests/golden/runner.rs b/main/opengeometry/tests/golden/runner.rs
new file mode 100644
index 0000000..69df745
--- /dev/null
+++ b/main/opengeometry/tests/golden/runner.rs
@@ -0,0 +1,177 @@
+use crate::record::{Failure, Findings, Record};
+use std::collections::{BTreeMap, BTreeSet};
+use std::panic::{catch_unwind, AssertUnwindSafe};
+use std::sync::atomic::{AtomicUsize, Ordering};
+use std::thread;
+
+type CaseBody = Box<dyn Fn(&mut Record) -> Result<(), Failure> + Send + Sync>;
+
+const SLOWEST_CASES: [&str; 12] = [
+    "batch.planar.fifty-openings",
+    "booleans.cylinders.nonparallel-through-cut",
+    "booleans.matrix.cylinder-cross",
+    "booleans.generic.periodic-winding",
+    "batch.staged.overlapping-planar-cutters",
+    "batch.staged.mixed-curved-openings.reverse",
+    "batch.staged.mixed-curved-openings.forward",
+    "booleans.sphere-cylinder.crossing.subtraction",
+    "booleans.sphere-cylinder.crossing.union",
+    "booleans.sphere-cylinder.crossing.intersection",
+    "booleans.sphere-cylinder.crossing.reversed-subtraction",
+    "booleans.generic.sphere-cone.subtraction",
+];
+
+#[derive(Default)]
+pub(crate) struct Run {
+    pub(crate) records: BTreeMap<String, String>,
+    pub(crate) findings: Findings,
+}
+
+impl Run {
+    fn absorb(&mut self, other: Run) {
+        self.records.extend(other.records);
+        self.findings.absorb(other.findings);
+    }
+}
+
+pub(crate) struct Case {
+    name: String,
+    body: CaseBody,
+    required_verdicts: &'static [&'static str],
+}
+
+impl Case {
+    pub(crate) fn new(
+        name: impl Into<String>,
+        body: impl Fn(&mut Record) -> Result<(), Failure> + Send + Sync + 'static,
+    ) -> Self {
+        Self {
+            name: name.into(),
+            body: Box::new(body),
+            required_verdicts: &[],
+        }
+    }
+
+    pub(crate) fn requiring_verdicts(self, verdicts: &'static [&'static str]) -> Self {
+        Self {
+            required_verdicts: verdicts,
+            ..self
+        }
+    }
+
+    fn check_verdicts(&self, record: &mut Record, problem: Option<&str>) {
+        if self.required_verdicts.is_empty() {
+            return;
+        }
+        if let Some(problem) = problem {
+            record.break_case(problem);
+        }
+        for subject in self.required_verdicts {
+            if !record.has_verdict(subject) {
+                record.break_case(&format!("lacks the {subject} verdict"));
+            }
+        }
+    }
+
+    fn execute(&self) -> (String, Findings) {
+        let mut record = Record::new(&self.name);
+        let outcome = catch_unwind(AssertUnwindSafe(|| (self.body)(&mut record)));
+        let problem = match outcome {
+            Ok(Ok(())) => None,
+            Ok(Err(failure)) => {
+                record.error("case-failure", failure);
+                Some("returned an error")
+            }
+            Err(payload) => {
+                record.error("case-panic", panic_message(payload.as_ref()));
+                Some("panicked")
+            }
+        };
+        self.check_verdicts(&mut record, problem);
+        record.finish()
+    }
+}
+
+fn panic_message(payload: &(dyn std::any::Any + Send)) -> String {
+    if let Some(text) = payload.downcast_ref::<&str>() {
+        (*text).to_string()
+    } else if let Some(text) = payload.downcast_ref::<String>() {
+        text.clone()
+    } else {
+        "non-text panic payload".to_string()
+    }
+}
+
+fn check_names(cases: &[Case]) -> Result<(), Failure> {
+    let mut seen = BTreeSet::new();
+    for case in cases {
+        let valid = !case.name.is_empty()
+            && case.name.bytes().all(|byte| {
+                byte.is_ascii_lowercase() || byte.is_ascii_digit() || b".-".contains(&byte)
+            });
+        if !valid {
+            return Err(format!(
+                "case name {:?} is not lowercase, digits, dots and dashes",
+                case.name
+            )
+            .into());
+        }
+        if !seen.insert(case.name.as_str()) {
+            return Err(format!("duplicate case name {}", case.name).into());
+        }
+    }
+    Ok(())
+}
+
+fn slowest_first(cases: &[Case]) -> Result<Vec<&Case>, Failure> {
+    let missing = SLOWEST_CASES
+        .iter()
+        .find(|slow| !cases.iter().any(|case| case.name == **slow));
+    if let Some(missing) = missing {
+        return Err(
+            format!("the slowest-first schedule names {missing}, which is not a case").into(),
+        );
+    }
+    let mut order = cases.iter().collect::<Vec<_>>();
+    order.sort_by_key(|case| {
+        SLOWEST_CASES
+            .iter()
+            .position(|slow| *slow == case.name)
+            .unwrap_or(SLOWEST_CASES.len())
+    });
+    Ok(order)
+}
+
+fn work(cases: &[&Case], next: &AtomicUsize) -> Run {
+    let mut run = Run::default();
+    loop {
+        let index = next.fetch_add(1, Ordering::Relaxed);
+        let Some(case) = cases.get(index) else {
+            return run;
+        };
+        let (text, case_findings) = case.execute();
+        run.records.insert(case.name.clone(), text);
+        run.findings.absorb(case_findings);
+    }
+}
+
+pub(crate) fn run(cases: &[Case]) -> Result<Run, Failure> {
+    check_names(cases)?;
+    let order = slowest_first(cases)?;
+    let next = AtomicUsize::new(0);
+    let workers = thread::available_parallelism().map_or(1, |count| count.get());
+    let results = thread::scope(|scope| {
+        let handles = (0..workers)
+            .map(|_| scope.spawn(|| work(&order, &next)))
+            .collect::<Vec<_>>();
+        handles
+            .into_iter()
+            .map(|handle| handle.join())
+            .collect::<Vec<_>>()
+    });
+    let mut run = Run::default();
+    for result in results {
+        run.absorb(result.map_err(|payload| panic_message(payload.as_ref()))?);
+    }
+    Ok(run)
+}
diff --git a/main/opengeometry/tests/golden/shell.rs b/main/opengeometry/tests/golden/shell.rs
new file mode 100644
index 0000000..1215547
--- /dev/null
+++ b/main/opengeometry/tests/golden/shell.rs
@@ -0,0 +1,79 @@
+use crate::boolean_case::result_body;
+use crate::fixtures::fine;
+use crate::json::brep_sha256;
+use crate::kernel::{primitives, shell_brep, BrepEnvelope, Frame3, GeometryError};
+use crate::planar_shapes::profile_shell;
+use crate::profiles::rounded_outer;
+use crate::runner::Case;
+
+type Build = fn() -> Result<BrepEnvelope, GeometryError>;
+
+fn cuboid() -> Result<BrepEnvelope, GeometryError> {
+    primitives::cuboid("box".into(), Frame3::IDENTITY, [2.0; 3], fine())
+}
+
+fn cylinder() -> Result<BrepEnvelope, GeometryError> {
+    primitives::cylinder("cylinder".into(), Frame3::IDENTITY, 1.0, 2.0, fine())
+}
+
+fn sphere() -> Result<BrepEnvelope, GeometryError> {
+    primitives::sphere("sphere".into(), Frame3::IDENTITY, 1.0, fine())
+}
+
+fn torus() -> Result<BrepEnvelope, GeometryError> {
+    primitives::torus("torus".into(), Frame3::IDENTITY, 3.0, 1.0, fine())
+}
+
+fn cone() -> Result<BrepEnvelope, GeometryError> {
+    primitives::cone("cone".into(), Frame3::IDENTITY, 2.0, 3.0, fine())
+}
+
+fn frustum() -> Result<BrepEnvelope, GeometryError> {
+    primitives::frustum("frustum".into(), Frame3::IDENTITY, 2.0, 1.0, 3.0, fine())
+}
+
+fn arc_edged() -> Result<BrepEnvelope, GeometryError> {
+    primitives::arc_edged_extrusion(
+        "arc-edged".into(),
+        Frame3::IDENTITY,
+        rounded_outer(),
+        2.0,
+        fine(),
+    )
+}
+
+const SHELLS: [(&str, Build, f64); 11] = [
+    ("box", cuboid, 0.2),
+    ("cylinder", cylinder, 0.2),
+    ("sphere", sphere, 0.2),
+    ("torus", torus, 0.2),
+    ("cone", cone, 0.2),
+    ("frustum", frustum, 0.2),
+    ("profile", profile_shell, 0.2),
+    ("sphere-collapsed", sphere, 1.0),
+    ("box-below-resolution", cuboid, 1e-9),
+    ("profile-collapsed", profile_shell, 0.6),
+    ("arc-edged-unsupported", arc_edged, 0.2),
+];
+
+fn shell(name: &str, build: Build, thickness: f64) -> Case {
+    Case::new(format!("shell.{name}"), move |record| {
+        let input = build()?;
+        record.section("shell");
+        record.field("input", &input.id);
+        record.field("input.sha256", brep_sha256(&input));
+        record.debug("thickness", thickness);
+        result_body(
+            record,
+            shell_brep(&input, thickness, format!("{}-shell", input.id)),
+        );
+        Ok(())
+    })
+}
+
+pub(crate) fn cases() -> Vec<Case> {
+    SHELLS
+        .iter()
+        .map(|(name, build, thickness)| shell(name, *build, *thickness))
+        .collect()
+}
diff --git a/main/opengeometry/tests/golden/step.rs b/main/opengeometry/tests/golden/step.rs
new file mode 100644
index 0000000..dfe64ab
--- /dev/null
+++ b/main/opengeometry/tests/golden/step.rs
@@ -0,0 +1,21 @@
+use crate::digest::sha256;
+use crate::json::pretty;
+use crate::kernel::{export_step, BrepEnvelope};
+use crate::record::Record;
+use serde_json::to_value;
+
+pub(crate) fn record_step_exports(record: &mut Record, label: &str, brep: &BrepEnvelope) {
+    for unit in ["metre", "millimetre"] {
+        let title = format!("{label}.step.{unit}");
+        match export_step(brep, unit) {
+            Ok((text, report)) => {
+                record.section(&format!("{title}.report"));
+                record.field("text.sha256", sha256(text.as_bytes()));
+                record.field("text.bytes", text.len());
+                record.line(&pretty(to_value(&report)));
+                record.block(&format!("{title}.text"), &text);
+            }
+            Err(error) => record.error(&title, error),
+        }
+    }
+}
diff --git a/main/opengeometry/tests/golden/volume.rs b/main/opengeometry/tests/golden/volume.rs
new file mode 100644
index 0000000..ff7268d
--- /dev/null
+++ b/main/opengeometry/tests/golden/volume.rs
@@ -0,0 +1,72 @@
+use crate::digest::bits;
+use crate::kernel::{BrepEnvelope, SurfaceGeometry, Tessellation};
+use crate::mesh::VOLUME_DEFLECTION;
+use crate::record::Record;
+
+fn vertex(mesh: &Tessellation, index: u32) -> [f64; 3] {
+    let at = index as usize * 3;
+    [
+        mesh.positions[at],
+        mesh.positions[at + 1],
+        mesh.positions[at + 2],
+    ]
+}
+
+fn sums(mesh: &Tessellation) -> (f64, f64) {
+    let mut six_volume = 0.0;
+    let mut area = 0.0;
+    for indices in mesh.indices.chunks_exact(3) {
+        let [a, b, c] = [
+            vertex(mesh, indices[0]),
+            vertex(mesh, indices[1]),
+            vertex(mesh, indices[2]),
+        ];
+        let cross = [
+            b[1] * c[2] - b[2] * c[1],
+            b[2] * c[0] - b[0] * c[2],
+            b[0] * c[1] - b[1] * c[0],
+        ];
+        six_volume += a[0] * cross[0] + a[1] * cross[1] + a[2] * cross[2];
+        let ab = [b[0] - a[0], b[1] - a[1], b[2] - a[2]];
+        let ac = [c[0] - a[0], c[1] - a[1], c[2] - a[2]];
+        let normal = [
+            ab[1] * ac[2] - ab[2] * ac[1],
+            ab[2] * ac[0] - ab[0] * ac[2],
+            ab[0] * ac[1] - ab[1] * ac[0],
+        ];
+        area += normal[0].hypot(normal[1]).hypot(normal[2]) * 0.5;
+    }
+    (six_volume, area)
+}
+
+pub(crate) fn record_volume(
+    record: &mut Record,
+    label: &str,
+    brep: &BrepEnvelope,
+    mesh: &Tessellation,
+) {
+    let valid_indices = mesh.indices.iter().all(|index| {
+        let at = *index as usize * 3;
+        at + 2 < mesh.positions.len()
+    });
+    record.section(&format!("{label}.volume"));
+    record.field("deflection", bits(VOLUME_DEFLECTION));
+    if !valid_indices {
+        record.line("error: tessellation index out of range");
+        return;
+    }
+    let (six_volume, area) = sums(mesh);
+    let curved = brep
+        .geometry
+        .surfaces
+        .iter()
+        .any(|surface| !matches!(surface, SurfaceGeometry::Plane { .. }));
+    let error_bound = if curved {
+        area * VOLUME_DEFLECTION * 4.0
+    } else {
+        1e-10 * area.max(1.0)
+    };
+    record.field("value", bits(six_volume / 6.0));
+    record.field("area", bits(area));
+    record.field("error_bound", bits(error_bound));
+}
diff --git a/main/opengeometry/tests/invariants.rs b/main/opengeometry/tests/invariants.rs
new file mode 100644
index 0000000..70d8236
--- /dev/null
+++ b/main/opengeometry/tests/invariants.rs
@@ -0,0 +1,140 @@
+use opengeometry::brep::{Accuracy, BrepEnvelope, Frame3, GeometryError, PatchBounds};
+use opengeometry::primitives;
+use opengeometry::tessellation::display::static_bucket;
+use opengeometry::world_graph::{
+    CopyOptions, CreateOptions, CreatingOperation, ErrorCode, Primitive, StepOptions, Transform,
+    WorldGraph,
+};
+
+const CUBOID: &str = include_str!("fixtures/cases/cuboid.brep.json");
+
+#[test]
+fn i5_graph_accepts_only_the_standard_accuracy_and_the_display_bucket_ignores_the_budget() {
+    let code = |accuracy| {
+        WorldGraph::new(accuracy)
+            .err()
+            .map(|error| error.error_code())
+    };
+    assert_eq!(
+        code(Accuracy {
+            geometric: 0.0,
+            ..Accuracy::STANDARD
+        }),
+        Some(ErrorCode::InvalidGeometry)
+    );
+    assert_eq!(
+        code(Accuracy {
+            intersection: 1e-7,
+            ..Accuracy::STANDARD
+        }),
+        Some(ErrorCode::InvalidGeometry)
+    );
+    let coarse = Accuracy {
+        tessellation: 0.1,
+        ..Accuracy::STANDARD
+    };
+    assert_eq!(code(coarse), Some(ErrorCode::InvalidParameter));
+    assert_eq!(code(Accuracy::STANDARD), None);
+    let cylinder = |accuracy| {
+        primitives::cylinder("cylinder".into(), Frame3::IDENTITY, 1.0, 2.0, accuracy).unwrap()
+    };
+    assert_eq!(
+        static_bucket(&cylinder(Accuracy::STANDARD)).unwrap(),
+        static_bucket(&cylinder(coarse)).unwrap()
+    );
+}
+
+#[test]
+fn i8_library_enables_clippy_panics_and_unwrap_denials() {
+    let root = include_str!("../src/lib.rs");
+    for rule in [
+        "clippy::unwrap_used",
+        "clippy::expect_used",
+        "clippy::panic",
+        "clippy::unreachable",
+    ] {
+        assert!(root.contains(rule), "{rule}");
+    }
+}
+
+#[test]
+fn i9_public_input_types_reject_unknown_fields() {
+    assert!(serde_json::from_str::<Accuracy>(
+        r#"{"geometric":1e-8,"intersection":1e-9,"tessellation":0.01,"exchange":1e-6,"extra":1}"#
+    )
+    .is_err());
+    assert!(serde_json::from_str::<Primitive>(
+        r#"{"kind":"Cuboid","width":1,"height":1,"depth":1,"extra":1}"#
+    )
+    .is_err());
+    assert!(serde_json::from_str::<CreateOptions>(r#"{"ogId":"body","extra":1}"#).is_err());
+    assert!(BrepEnvelope::from_json(CUBOID).is_ok());
+    for key in [r#""range":{"#, r#""uv_bounds":[{"#] {
+        assert!(CUBOID.contains(key), "{key}");
+        let injected = CUBOID.replacen(key, &format!(r#"{key}"extra":1,"#), 1);
+        assert!(BrepEnvelope::from_json(&injected).is_err(), "{key}");
+    }
+    assert!(serde_json::from_str::<PatchBounds>(
+        r#"{"axes":[{"lo":0,"hi":1},{"lo":0,"hi":1},{"lo":0,"hi":1}],"extra":1}"#
+    )
+    .is_err());
+    assert!(serde_json::from_str::<GeometryError>(
+        r#"{"CoverageGap":{"families":["a","b"],"extra":1}}"#
+    )
+    .is_err());
+    assert!(serde_json::from_str::<Transform>(
+        r#"{"kind":"Translate","offset":[0,0,0],"extra":1}"#
+    )
+    .is_err());
+    assert!(serde_json::from_str::<CopyOptions>(r#"{"ogId":"copy","extra":1}"#).is_err());
+    assert!(serde_json::from_str::<CreatingOperation>(
+        r#"{"kind":"Sweep","profile":"p","path":"q","extra":1}"#
+    )
+    .is_err());
+    assert!(serde_json::from_str::<StepOptions>(r#"{"unit":"metre","extra":1}"#).is_err());
+}
+
+#[test]
+fn i11_features_at_or_below_four_geometric_are_invalid_parameters() {
+    let mut graph = WorldGraph::new(Accuracy::STANDARD).unwrap();
+    for primitive in [
+        Primitive::Cuboid {
+            width: 4e-8,
+            height: 1.0,
+            depth: 1.0,
+        },
+        Primitive::Cylinder {
+            radius: 4e-8,
+            height: 1.0,
+        },
+        Primitive::Rectangle {
+            width: 1.0,
+            breadth: 4e-8,
+        },
+        Primitive::Circle { radius: 4e-8 },
+    ] {
+        let error = graph
+            .create_primitive(primitive, CreateOptions::default())
+            .unwrap_err();
+        assert_eq!(error.error_code(), ErrorCode::InvalidParameter);
+    }
+}
+
+#[cfg(not(target_arch = "wasm32"))]
+#[test]
+fn i12_crate_has_no_cargo_features_or_feature_gated_source() {
+    let manifest = include_str!("../Cargo.toml");
+    assert!(!manifest.lines().any(|line| line.trim() == "[features]"));
+    fn inspect(directory: &std::path::Path) {
+        for entry in std::fs::read_dir(directory).unwrap() {
+            let path = entry.unwrap().path();
+            if path.is_dir() {
+                inspect(&path);
+            } else if path.extension().is_some_and(|ext| ext == "rs") {
+                let source = std::fs::read_to_string(&path).unwrap();
+                assert!(!source.contains("cfg(feature"), "{}", path.display());
+            }
+        }
+    }
+    inspect(&std::path::Path::new(env!("CARGO_MANIFEST_DIR")).join("src"));
+}
diff --git a/main/opengeometry/tests/occ_oracle.rs b/main/opengeometry/tests/occ_oracle.rs
deleted file mode 100644
index 5fe0c28..0000000
--- a/main/opengeometry/tests/occ_oracle.rs
+++ /dev/null
@@ -1,112 +0,0 @@
-//! Optional OpenCASCADE cross-check (debt items D1/D9, NFR-4).
-//!
-//! When a real OCC binding (pythonocc `OCC.Core` or `OCP`) is available on the
-//! machine, this exports a cylinder to STEP, reads it back through OCC, and
-//! asserts OCC sees a genuine `Geom_CylindricalSurface` — the strongest form of
-//! NFR-4. When OCC is not installed (the common case, and always in WASM/CI
-//! without it), the test prints a skip notice and passes, so it never blocks the
-//! build. The always-on guarantee lives in `tests/step_roundtrip_oracle.rs`.
-
-#![cfg(not(target_arch = "wasm32"))]
-
-use std::process::Command;
-
-use opengeometry::export::step::{export_brep_to_step_text, StepExportConfig};
-use opengeometry::primitives::cylinder::OGCylinder;
-use openmaths::Vector3;
-
-const PY_CHECK: &str = r#"
-import sys
-step_path = sys.argv[1]
-try:
-    try:
-        from OCC.Core.STEPControl import STEPControl_Reader
-        from OCC.Core.TopExp import TopExp_Explorer
-        from OCC.Core.TopAbs import TopAbs_FACE
-        from OCC.Core.BRep import BRep_Tool
-        from OCC.Core.TopoDS import topods
-        from OCC.Core.GeomAbs import GeomAbs_Cylinder
-        from OCC.Core.BRepAdaptor import BRepAdaptor_Surface
-        backend = "pythonocc"
-    except ImportError:
-        from OCP.STEPControl import STEPControl_Reader
-        from OCP.TopExp import TopExp_Explorer
-        from OCP.TopAbs import TopAbs_FACE
-        from OCP.TopoDS import TopoDS
-        from OCP.GeomAbs import GeomAbs_Cylinder
-        from OCP.BRepAdaptor import BRepAdaptor_Surface
-        backend = "ocp"
-except Exception:
-    print("SKIP: no OCC binding")
-    sys.exit(0)
-
-reader = STEPControl_Reader()
-status = reader.ReadFile(step_path)
-reader.TransferRoots()
-shape = reader.OneShape()
-
-cyl = 0
-exp = TopExp_Explorer(shape, TopAbs_FACE)
-while exp.More():
-    face = exp.Current()
-    try:
-        ad = BRepAdaptor_Surface(face if backend=="pythonocc" else face)
-        if ad.GetType() == GeomAbs_Cylinder:
-            cyl += 1
-    except Exception:
-        pass
-    exp.Next()
-
-print("CYLINDERS=%d" % cyl)
-sys.exit(0 if cyl >= 1 else 2)
-"#;
-
-#[test]
-fn occ_reads_exported_cylinder_as_cylindrical_surface() {
-    // Build + export a cylinder to a temp STEP file.
-    let mut cyl = OGCylinder::new("occ-cyl".into());
-    cyl.set_config(
-        Vector3::new(0.0, 0.0, 0.0),
-        1.0,
-        2.0,
-        2.0 * std::f64::consts::PI,
-        32,
-    )
-    .unwrap();
-    let (text, _) = export_brep_to_step_text(&cyl.world_brep(), &StepExportConfig::default())
-        .expect("step export");
-
-    let dir = std::env::temp_dir();
-    let step_path = dir.join("opengeometry_occ_oracle.step");
-    let py_path = dir.join("opengeometry_occ_oracle.py");
-    if std::fs::write(&step_path, &text).is_err() || std::fs::write(&py_path, PY_CHECK).is_err() {
-        eprintln!("SKIP: could not write temp files for OCC oracle");
-        return;
-    }
-
-    let output = match Command::new("python3")
-        .arg(&py_path)
-        .arg(&step_path)
-        .output()
-    {
-        Ok(o) => o,
-        Err(_) => {
-            eprintln!("SKIP: python3 not available for OCC oracle");
-            return;
-        }
-    };
-
-    let stdout = String::from_utf8_lossy(&output.stdout);
-    if stdout.contains("SKIP") {
-        eprintln!("SKIP: OCC binding not installed ({})", stdout.trim());
-        return;
-    }
-
-    assert!(
-        stdout.contains("CYLINDERS=") && output.status.success(),
-        "OCC did not read a cylindrical surface from the exported STEP: stdout={:?} stderr={:?}",
-        stdout,
-        String::from_utf8_lossy(&output.stderr)
-    );
-    eprintln!("OCC oracle: {}", stdout.trim());
-}
diff --git a/main/opengeometry/tests/primitives.rs b/main/opengeometry/tests/primitives.rs
new file mode 100644
index 0000000..fe8c570
--- /dev/null
+++ b/main/opengeometry/tests/primitives.rs
@@ -0,0 +1,146 @@
+use opengeometry::brep::{BodyType, Frame3};
+use opengeometry::primitives;
+use opengeometry::query::{classify_point, PointClassification};
+use opengeometry_test_support::accuracy::accuracy;
+use opengeometry_test_support::volume::estimate;
+
+#[test]
+fn independent_volumes_match_analytic_formulas() {
+    let frame = Frame3::IDENTITY;
+    let tolerance = accuracy(1e-6);
+    let shapes = [
+        (
+            primitives::cuboid("box".into(), frame, [2.0, 3.0, 4.0], tolerance).unwrap(),
+            24.0,
+        ),
+        (
+            primitives::cylinder("cylinder".into(), frame, 1.0, 2.0, tolerance).unwrap(),
+            2.0 * std::f64::consts::PI,
+        ),
+        (
+            primitives::sphere("sphere".into(), frame, 1.0, tolerance).unwrap(),
+            4.0 * std::f64::consts::PI / 3.0,
+        ),
+        (
+            primitives::cone("cone".into(), frame, 1.0, 2.0, tolerance).unwrap(),
+            2.0 * std::f64::consts::PI / 3.0,
+        ),
+        (
+            primitives::frustum("frustum".into(), frame, 1.0, 0.4, 2.0, tolerance).unwrap(),
+            2.0 * std::f64::consts::PI * (1.0 + 0.4 + 0.16) / 3.0,
+        ),
+        (
+            primitives::torus("torus".into(), frame, 2.0, 0.5, tolerance).unwrap(),
+            std::f64::consts::PI.powi(2),
+        ),
+        (
+            primitives::annular_cylinder("tube".into(), frame, 0.4, 1.0, 2.0, tolerance).unwrap(),
+            2.0 * std::f64::consts::PI * (1.0 - 0.16),
+        ),
+    ];
+    for (body, expected) in shapes {
+        assert_eq!(body.body_type().unwrap(), BodyType::Solid);
+        let measured = estimate(&body, 0.01);
+        assert!(
+            (measured.value - expected).abs() <= measured.error_bound,
+            "{}: {} versus {} with bound {}",
+            body.id,
+            measured.value,
+            expected,
+            measured.error_bound
+        );
+    }
+}
+
+#[test]
+fn wire_types_and_point_classification_are_independent_of_fixtures() {
+    let rectangle = primitives::rectangle(
+        "rectangle".into(),
+        Frame3::IDENTITY,
+        4.0,
+        2.0,
+        accuracy(1e-6),
+    )
+    .unwrap();
+    let (polyline, polyline_keys) = primitives::polyline_with_keys(
+        "polyline".into(),
+        &[[0.0, 0.0, 0.0], [1.0, 0.0, 0.0], [1.0, 1.0, 0.0]],
+        false,
+        accuracy(1e-6),
+    )
+    .unwrap();
+    assert_eq!(polyline_keys, ["seg-0", "seg-1"]);
+    assert_eq!(rectangle.body_type().unwrap(), BodyType::Wire);
+    assert_eq!(polyline.body_type().unwrap(), BodyType::Wire);
+    assert_eq!(rectangle.topology.edges.len(), 4);
+    assert_eq!(polyline.topology.edges.len(), 2);
+    let box_body =
+        primitives::cuboid("box".into(), Frame3::IDENTITY, [2.0; 3], accuracy(1e-6)).unwrap();
+    assert_eq!(
+        classify_point(&box_body, [1.0; 3]).unwrap(),
+        PointClassification::Inside
+    );
+    assert_eq!(
+        classify_point(&box_body, [3.0; 3]).unwrap(),
+        PointClassification::Outside
+    );
+}
+
+#[test]
+fn ground_anchors_fit_the_conservative_bounds_and_edge_order() {
+    let ground = Frame3 {
+        x: [1.0, 0.0, 0.0],
+        y: [0.0, 0.0, -1.0],
+        z: [0.0, 1.0, 0.0],
+        ..Frame3::IDENTITY
+    };
+    let (rectangle, rectangle_keys) =
+        primitives::rectangle_with_keys("rectangle".into(), ground, 4.0, 2.0, accuracy(1e-6))
+            .unwrap();
+    assert_eq!(rectangle_keys, ["edge-0", "edge-1", "edge-2", "edge-3"]);
+    let bounds = rectangle.bounds().unwrap().unwrap();
+    assert!(bounds.contains([-2.0, 0.0, -1.0]));
+    assert!(bounds.contains([2.0, 0.0, 1.0]));
+    let edges = &rectangle.topology.halfedges;
+    let vertices = &rectangle.topology.vertices;
+    let endpoints = |index: usize| {
+        (
+            vertices[edges[index].from as usize].position,
+            vertices[edges[index].to as usize].position,
+        )
+    };
+    let (a, b) = endpoints(0);
+    assert_eq!((a[0], b[0]), (2.0, 2.0));
+    let (a, b) = endpoints(1);
+    assert_eq!((a[2], b[2]), (-1.0, -1.0));
+    let (a, b) = endpoints(2);
+    assert_eq!((a[0], b[0]), (-2.0, -2.0));
+    let (a, b) = endpoints(3);
+    assert_eq!((a[2], b[2]), (1.0, 1.0));
+
+    let cuboid_frame = Frame3 {
+        origin: [-2.0, 0.0, 1.5],
+        ..ground
+    };
+    let cuboid = primitives::cuboid(
+        "cuboid".into(),
+        cuboid_frame,
+        [4.0, 3.0, 5.0],
+        accuracy(1e-6),
+    )
+    .unwrap();
+    let bounds = cuboid.bounds().unwrap().unwrap();
+    assert!(bounds.contains([-2.0, 0.0, -1.5]));
+    assert!(bounds.contains([2.0, 5.0, 1.5]));
+    let cylinder =
+        primitives::cylinder("cylinder".into(), ground, 1.0, 3.0, accuracy(1e-6)).unwrap();
+    let bounds = cylinder.bounds().unwrap().unwrap();
+    for point in [
+        [-1.0, 0.0, 0.0],
+        [1.0, 3.0, 0.0],
+        [0.0, 1.5, -1.0],
+        [0.0, 1.5, 1.0],
+    ] {
+        assert!(bounds.contains(point));
+    }
+}
diff --git a/main/opengeometry/tests/primitives_smoke.rs b/main/opengeometry/tests/primitives_smoke.rs
deleted file mode 100644
index f41ba89..0000000
--- a/main/opengeometry/tests/primitives_smoke.rs
+++ /dev/null
@@ -1,62 +0,0 @@
-use opengeometry::primitives::line::OGLine;
-use opengeometry::primitives::rectangle::OGRectangle;
-use opengeometry::primitives::sphere::OGSphere;
-use openmaths::Vector3;
-
-#[test]
-fn sphere_geometry_and_outline_are_non_empty() {
-    let mut sphere = OGSphere::new("sphere-smoke".to_string());
-    sphere
-        .set_config(Vector3::new(0.0, 0.0, 0.0), 1.0, 16, 10)
-        .unwrap();
-
-    assert!(!sphere.brep().vertices.is_empty());
-    assert!(!sphere.brep().edges.is_empty());
-    assert!(!sphere.brep().faces.is_empty());
-
-    let geometry: Vec<f64> = serde_json::from_str(&sphere.get_geometry_serialized()).unwrap();
-    let outline: Vec<f64> =
-        serde_json::from_str(&sphere.get_outline_geometry_serialized()).unwrap();
-
-    assert!(!geometry.is_empty());
-    assert!(!outline.is_empty());
-    assert_eq!(geometry.len() % 9, 0);
-    assert_eq!(outline.len() % 6, 0);
-}
-
-#[test]
-fn sphere_segment_inputs_are_clamped() {
-    let mut sphere = OGSphere::new("sphere-clamp".to_string());
-    sphere
-        .set_config(Vector3::new(0.0, 0.0, 0.0), 1.0, 1, 1)
-        .unwrap();
-
-    assert!(!sphere.brep().vertices.is_empty());
-    assert!(!sphere.brep().faces.is_empty());
-}
-
-#[test]
-fn line_offset_smoke() {
-    let mut line = OGLine::new("line-smoke".to_string());
-    line.set_config(Vector3::new(-1.0, 0.0, 0.0), Vector3::new(1.0, 0.0, 0.0))
-        .unwrap();
-    line.generate_geometry().unwrap();
-
-    let result = line.get_offset_result(0.25, 35.0, true);
-    assert_eq!(result.points.len(), 2);
-}
-
-#[test]
-fn rectangle_generates_face_loop_without_duplicate_halfedges() {
-    let mut rectangle = OGRectangle::new("rectangle-smoke".to_string());
-    rectangle
-        .set_config(Vector3::new(0.0, 0.0, 0.0), 2.0, 1.0)
-        .unwrap();
-    rectangle.generate_geometry().unwrap();
-
-    assert_eq!(rectangle.brep().faces.len(), 1);
-    assert!(rectangle.brep().wires.is_empty());
-
-    let geometry: Vec<f64> = serde_json::from_str(&rectangle.get_geometry_serialized()).unwrap();
-    assert_eq!(geometry.len(), 15);
-}
diff --git a/main/opengeometry/tests/source_rules/determinism_rules.rs b/main/opengeometry/tests/source_rules/determinism_rules.rs
new file mode 100644
index 0000000..5b8a255
--- /dev/null
+++ b/main/opengeometry/tests/source_rules/determinism_rules.rs
@@ -0,0 +1,97 @@
+use crate::exceptions::{enforce, Violation};
+use crate::kernel_sources;
+use crate::path_aliases::{path_at, Exports, PathFinder, STD_CRATES};
+use crate::source_tree::{SourceFile, SourceTree};
+
+const GLOBAL_STATE_ITEMS: [&str; 6] = [
+    "OnceLock",
+    "OnceCell",
+    "LazyLock",
+    "LazyCell",
+    "lazy_static",
+    "thread_local",
+];
+
+fn nondeterministic_path(path: &[String]) -> Option<&'static str> {
+    if let Some(name) = GLOBAL_STATE_ITEMS
+        .iter()
+        .copied()
+        .find(|name| path.iter().any(|segment| segment == name))
+    {
+        return Some(name);
+    }
+    match path {
+        [root, time, ..] if STD_CRATES.contains(&root.as_str()) && time == "time" => {
+            Some("std::time")
+        }
+        [rand, _, ..] if rand == "rand" => Some("rand"),
+        _ => None,
+    }
+}
+
+fn static_mut_lines(file: &SourceFile) -> Vec<usize> {
+    file.code
+        .windows(2)
+        .filter(|pair| pair[0].is("static") && pair[1].is("mut"))
+        .map(|pair| pair[0].line)
+        .collect()
+}
+
+fn file_violations(file: &SourceFile, exports: &Exports) -> Vec<Violation> {
+    let finder = PathFinder::new(file, nondeterministic_path, exports);
+    let mut violations = Vec::new();
+    for line in static_mut_lines(file) {
+        let detail = "`static mut` makes results depend on hidden state";
+        violations.push(Violation::new(&file.path, line, &[&file.path], detail));
+    }
+    for index in 0..file.code.len() {
+        if file.scan.contexts[index].use_item.is_some() {
+            continue;
+        }
+        if let Some(name) = finder.target_at(index) {
+            let path = path_at(&file.code, index).unwrap_or_default().join("::");
+            let detail =
+                format!("`{path}` reaches `{name}`, which makes results depend on hidden state");
+            let line = file.code[index].line;
+            violations.push(Violation::new(&file.path, line, &[&file.path], detail));
+        }
+    }
+    for item in &file.scan.uses {
+        let scope = [file.module.as_slice(), &item.scope].concat();
+        for path in &item.paths {
+            if let Some(name) = finder.path_target(&path.segments, &scope) {
+                let detail = format!("`use {}` brings in `{name}`", path.text());
+                violations.push(Violation::new(&file.path, item.line, &[&file.path], detail));
+            }
+        }
+    }
+    violations
+}
+
+#[test]
+fn source_has_no_global_state_clock_or_randomness() {
+    let tree = kernel_sources();
+    let exports = Exports::build(&tree, nondeterministic_path);
+    let violations: Vec<Violation> = tree
+        .files
+        .iter()
+        .flat_map(|file| file_violations(file, &exports))
+        .collect();
+    enforce(
+        "no thread_local!, static mut, OnceLock, OnceCell, LazyLock, LazyCell, lazy_static, std::time or rand",
+        &violations,
+        None,
+    );
+}
+
+#[test]
+fn determinism_rule_sees_a_rooted_clock_path_after_a_comparison() {
+    let tree = SourceTree::from_sources(&[(
+        "math/mod.rs",
+        "fn late(stamp: u64) -> bool {\n    stamp > ::std::time::UNIX_EPOCH\n}\n",
+    )]);
+    let exports = Exports::build(&tree, nondeterministic_path);
+    let violations = file_violations(&tree.files[0], &exports);
+    assert_eq!(violations.len(), 1);
+    assert_eq!(violations[0].location, "src/math/mod.rs:2");
+}
diff --git a/main/opengeometry/tests/source_rules/exceptions.rs b/main/opengeometry/tests/source_rules/exceptions.rs
new file mode 100644
index 0000000..ad1330f
--- /dev/null
+++ b/main/opengeometry/tests/source_rules/exceptions.rs
@@ -0,0 +1,387 @@
+use std::collections::BTreeMap;
+use std::fs;
+use std::path::Path;
+
+const SOURCE_ROOT: &str = "src";
+const OWNERS: [&str; 11] = [
+    "A8b", "A8c", "A9a", "A9b", "A9c", "A9d", "A9e", "A9f", "A9g", "A9h", "B5",
+];
+
+type FrozenSet = BTreeMap<Vec<String>, FrozenKey>;
+
+struct FrozenKey {
+    max: Option<usize>,
+    owner: String,
+    well_formed: bool,
+}
+
+#[derive(Clone, Debug)]
+pub(crate) struct Violation {
+    pub(crate) location: String,
+    pub(crate) key: Vec<String>,
+    pub(crate) measure: Option<usize>,
+    pub(crate) detail: String,
+}
+
+impl Violation {
+    pub(crate) fn new(
+        file: &str,
+        line: usize,
+        key: &[&str],
+        detail: impl Into<String>,
+    ) -> Violation {
+        Violation {
+            location: format!("{SOURCE_ROOT}/{file}:{line}"),
+            key: key.iter().map(|part| (*part).to_string()).collect(),
+            measure: None,
+            detail: detail.into(),
+        }
+    }
+
+    pub(crate) fn with_measure(mut self, measure: usize) -> Violation {
+        self.measure = Some(measure);
+        self
+    }
+
+    pub(crate) fn under(mut self, root: &str) -> Violation {
+        self.location = self.location.replacen(SOURCE_ROOT, root, 1);
+        self
+    }
+}
+
+pub(crate) struct ListSpec {
+    pub(crate) file: &'static str,
+    pub(crate) key_fields: usize,
+    pub(crate) measured: bool,
+    pub(crate) frozen: &'static [&'static str],
+}
+
+struct Entry {
+    key: Vec<String>,
+    measure: Option<usize>,
+    frozen_max: Option<usize>,
+    line: usize,
+}
+
+pub(crate) struct ExceptionList {
+    name: String,
+    entries: Vec<Entry>,
+    problems: Vec<(usize, String)>,
+}
+
+fn field_count(spec: &ListSpec) -> usize {
+    spec.key_fields + usize::from(spec.measured) + 1
+}
+
+fn frozen_set(spec: &ListSpec) -> FrozenSet {
+    spec.frozen
+        .iter()
+        .map(|text| {
+            let fields: Vec<&str> = text.split_whitespace().collect();
+            let key = fields.iter().take(spec.key_fields);
+            let max = fields
+                .get(spec.key_fields)
+                .filter(|_| spec.measured)
+                .and_then(|field| field.parse().ok());
+            let frozen = FrozenKey {
+                max,
+                owner: fields
+                    .last()
+                    .map_or_else(String::new, |owner| (*owner).to_string()),
+                well_formed: fields.len() == field_count(spec),
+            };
+            (key.map(|field| (*field).to_string()).collect(), frozen)
+        })
+        .collect()
+}
+
+impl ExceptionList {
+    pub(crate) fn load(path: &Path, spec: &ListSpec) -> ExceptionList {
+        match fs::read_to_string(path) {
+            Ok(text) => ExceptionList::parse(&text, spec),
+            Err(error) => ExceptionList {
+                name: spec.file.to_string(),
+                entries: Vec::new(),
+                problems: vec![(0, format!("cannot read the list: {error}"))],
+            },
+        }
+    }
+
+    fn parse(text: &str, spec: &ListSpec) -> ExceptionList {
+        let mut list = ExceptionList {
+            name: spec.file.to_string(),
+            entries: Vec::new(),
+            problems: Vec::new(),
+        };
+        let frozen = frozen_set(spec);
+        for (index, line) in text.lines().enumerate() {
+            list.parse_entry(index + 1, line, spec, &frozen);
+        }
+        list.check_retired(&frozen);
+        list
+    }
+
+    fn check_retired(&mut self, frozen: &FrozenSet) {
+        for (key, frozen_key) in frozen {
+            let key_text = key.join(" ");
+            let problem = match self.entry(key).map(|(_, entry)| entry) {
+                None => (
+                    0,
+                    format!("frozen key `{key_text}` has no entry; retire it in frozen_lists.rs"),
+                ),
+                Some(entry) => match frozen_key.max.zip(entry.measure) {
+                    Some((max, listed)) if max > listed => (
+                        entry.line,
+                        format!(
+                            "frozen maximum of `{key_text}` is {max}, above the listed {listed}; lower it to {listed}"
+                        ),
+                    ),
+                    _ => continue,
+                },
+            };
+            self.problems.push(problem);
+        }
+    }
+
+    fn frozen_max(
+        &mut self,
+        line: usize,
+        key: &[String],
+        owner: &str,
+        spec: &ListSpec,
+        frozen: &FrozenSet,
+    ) -> Option<usize> {
+        let key_text = key.join(" ");
+        let Some(frozen_key) = frozen.get(key) else {
+            self.problems.push((
+                line,
+                format!("entry `{key_text}` is not in the frozen set; the list may only shrink"),
+            ));
+            return None;
+        };
+        if !frozen_key.well_formed || (spec.measured && frozen_key.max.is_none()) {
+            self.problems.push((
+                line,
+                format!("frozen key `{key_text}` must give its key, maximum and owner"),
+            ));
+        } else if frozen_key.owner != owner {
+            self.problems.push((
+                line,
+                format!(
+                    "entry `{key_text}` belongs to {} in the frozen set, not {owner}",
+                    frozen_key.owner
+                ),
+            ));
+        }
+        frozen_key.max
+    }
+
+    fn parse_entry(&mut self, line: usize, text: &str, spec: &ListSpec, frozen: &FrozenSet) {
+        let fields: Vec<&str> = text.split_whitespace().collect();
+        let expected = field_count(spec);
+        if fields.len() != expected {
+            self.problems
+                .push((line, format!("expected {expected} fields, found `{text}`")));
+            return;
+        }
+        let owner = fields[expected - 1];
+        if !OWNERS.contains(&owner) {
+            let runs = OWNERS.join(", ");
+            self.problems.push((
+                line,
+                format!("`{owner}` is not a run the plan defines ({runs})"),
+            ));
+        }
+        let key: Vec<String> = fields[..spec.key_fields]
+            .iter()
+            .map(|field| (*field).to_string())
+            .collect();
+        if self.entries.iter().any(|entry| entry.key == key) {
+            self.problems
+                .push((line, format!("duplicate entry `{}`", key.join(" "))));
+        }
+        let measure = if spec.measured {
+            match fields[spec.key_fields].parse::<usize>() {
+                Ok(measure) => Some(measure),
+                Err(_) => {
+                    self.problems.push((
+                        line,
+                        format!("`{}` is not a line count", fields[spec.key_fields]),
+                    ));
+                    None
+                }
+            }
+        } else {
+            None
+        };
+        let frozen_max = self.frozen_max(line, &key, owner, spec, frozen);
+        if let Some((listed, max)) = measure.zip(frozen_max).filter(|(listed, max)| listed > max) {
+            self.problems.push((
+                line,
+                format!("lists {listed} lines, above its frozen maximum of {max}"),
+            ));
+        }
+        self.entries.push(Entry {
+            key,
+            measure,
+            frozen_max,
+            line,
+        });
+    }
+
+    fn entry(&self, key: &[String]) -> Option<(usize, &Entry)> {
+        self.entries
+            .iter()
+            .enumerate()
+            .find(|(_, entry)| entry.key == key)
+    }
+
+    fn location(&self, line: usize) -> String {
+        format!("tests/source_rules/{}:{line}", self.name)
+    }
+}
+
+fn measure_failure(rule: &str, violation: &Violation, entry: &Entry, list: &str) -> Option<String> {
+    let (now, listed) = (violation.measure?, entry.measure?);
+    let change = if let Some(max) = entry.frozen_max.filter(|max| now > *max) {
+        format!("grew past its frozen maximum of {max} lines")
+    } else if now > listed {
+        format!("grew from the {listed} lines listed in {list}")
+    } else if now < listed {
+        format!("is shorter than the {listed} lines listed in {list}; set the entry to {now}")
+    } else {
+        return None;
+    };
+    Some(format!(
+        "{}: {rule}: {} {change}",
+        violation.location, violation.detail
+    ))
+}
+
+fn list_failures(
+    rule: &str,
+    list: &ExceptionList,
+    matches: &BTreeMap<usize, Vec<&str>>,
+) -> Vec<String> {
+    let mut failures = Vec::new();
+    for (line, problem) in &list.problems {
+        failures.push(format!("{}: {rule}: {problem}", list.location(*line)));
+    }
+    for (index, entry) in list.entries.iter().enumerate() {
+        let key = entry.key.join(" ");
+        let location = list.location(entry.line);
+        match matches.get(&index) {
+            None => failures.push(format!(
+                "{location}: {rule}: stale entry `{key}` no longer violates the rule; remove it"
+            )),
+            Some(found) if found.len() > 1 => failures.push(format!(
+                "{location}: {rule}: entry `{key}` matches {} violations ({}); one entry covers exactly one violation",
+                found.len(),
+                found.join(", ")
+            )),
+            Some(_) => {}
+        }
+    }
+    failures
+}
+
+fn failures(rule: &str, violations: &[Violation], list: Option<&ExceptionList>) -> Vec<String> {
+    let mut failures = Vec::new();
+    let mut matches: BTreeMap<usize, Vec<&str>> = BTreeMap::new();
+    for violation in violations {
+        let Some(list) = list else {
+            failures.push(format!(
+                "{}: {rule}: {}",
+                violation.location, violation.detail
+            ));
+            continue;
+        };
+        let Some((index, entry)) = list.entry(&violation.key) else {
+            failures.push(format!(
+                "{}: {rule}: {} (not in {})",
+                violation.location, violation.detail, list.name
+            ));
+            continue;
+        };
+        matches
+            .entry(index)
+            .or_default()
+            .push(violation.location.as_str());
+        failures.extend(measure_failure(rule, violation, entry, &list.name));
+    }
+    if let Some(list) = list {
+        failures.extend(list_failures(rule, list, &matches));
+    }
+    failures
+}
+
+pub(crate) fn enforce(rule: &str, violations: &[Violation], list: Option<&ExceptionList>) {
+    let failures = failures(rule, violations, list);
+    assert!(
+        failures.is_empty(),
+        "rule `{rule}` failed {} time(s):\n{}",
+        failures.len(),
+        failures.join("\n")
+    );
+}
+
+const RATCHET: ListSpec = ListSpec {
+    file: "ratchet.txt",
+    key_fields: 2,
+    measured: true,
+    frozen: &["math/solve.rs solve 90 A9f"],
+};
+
+fn problems_of(text: &str, spec: &ListSpec) -> Vec<String> {
+    ExceptionList::parse(text, spec)
+        .problems
+        .into_iter()
+        .map(|(_, problem)| problem)
+        .collect()
+}
+
+#[test]
+fn frozen_list_rejects_a_deleted_entry_that_comes_back() {
+    assert_eq!(
+        problems_of("", &RATCHET),
+        ["frozen key `math/solve.rs solve` has no entry; retire it in frozen_lists.rs"]
+    );
+    let retired = ListSpec {
+        frozen: &[],
+        ..RATCHET
+    };
+    assert!(problems_of("", &retired).is_empty());
+    assert_eq!(
+        problems_of("math/solve.rs solve 90 A9f\n", &retired),
+        ["entry `math/solve.rs solve` is not in the frozen set; the list may only shrink"]
+    );
+}
+
+#[test]
+fn frozen_maximum_never_rises_above_the_listed_length() {
+    assert!(problems_of("math/solve.rs solve 90 A9f\n", &RATCHET).is_empty());
+    assert_eq!(
+        problems_of("math/solve.rs solve 95 A9f\n", &RATCHET),
+        ["lists 95 lines, above its frozen maximum of 90"]
+    );
+    assert_eq!(
+        problems_of("math/solve.rs solve 85 A9f\n", &RATCHET),
+        ["frozen maximum of `math/solve.rs solve` is 90, above the listed 85; lower it to 85"]
+    );
+}
+
+#[test]
+fn frozen_entry_stays_with_its_owner() {
+    assert_eq!(
+        problems_of("math/solve.rs solve 90 B5\n", &RATCHET),
+        ["entry `math/solve.rs solve` belongs to A9f in the frozen set, not B5"]
+    );
+    let ownerless = ListSpec {
+        frozen: &["math/solve.rs solve 90"],
+        ..RATCHET
+    };
+    assert_eq!(
+        problems_of("math/solve.rs solve 90 A9f\n", &ownerless),
+        ["frozen key `math/solve.rs solve` must give its key, maximum and owner"]
+    );
+}
diff --git a/main/opengeometry/tests/source_rules/external_crate_rules.rs b/main/opengeometry/tests/source_rules/external_crate_rules.rs
new file mode 100644
index 0000000..423666d
--- /dev/null
+++ b/main/opengeometry/tests/source_rules/external_crate_rules.rs
@@ -0,0 +1,114 @@
+use crate::exceptions::{enforce, Violation};
+use crate::lexer::Token;
+use crate::path_aliases::opens_path;
+use crate::source_tree::{SourceFile, SourceTree};
+use crate::{kernel_manifest, kernel_sources};
+
+const MATH: &str = "math";
+const MATH_EXTERNAL_CRATES: [&str; 1] = ["serde"];
+const DEPENDENCY_TABLE_SUFFIX: &str = "dependencies]";
+
+fn manifest_crates(manifest: &str) -> Vec<String> {
+    let mut crates = Vec::new();
+    let mut in_dependencies = false;
+    for line in manifest.lines().map(str::trim) {
+        if line.starts_with('[') {
+            in_dependencies = line.ends_with(DEPENDENCY_TABLE_SUFFIX);
+            continue;
+        }
+        let Some((name, _)) = line.split_once('=') else {
+            continue;
+        };
+        let name = name.trim().split('.').next().unwrap_or_default();
+        if in_dependencies && !name.is_empty() {
+            crates.push(name.replace('-', "_"));
+        }
+    }
+    crates
+}
+
+fn names_crate_root(code: &[Token], index: usize) -> bool {
+    let Some(before) = index.checked_sub(1).map(|at| &code[at]) else {
+        return true;
+    };
+    if before.is(".") {
+        return false;
+    }
+    !before.is("::") || opens_path(code, index - 1)
+}
+
+fn file_violations(file: &SourceFile, forbidden: &[String]) -> Vec<Violation> {
+    let mut violations = Vec::new();
+    for (index, token) in file.code.iter().enumerate() {
+        let external = forbidden.iter().any(|name| token.is(name));
+        if !external || file.is_test_at(index) || !names_crate_root(&file.code, index) {
+            continue;
+        }
+        let detail = format!(
+            "math reaches the external crate `{}`; it may use only std and serde",
+            token.text
+        );
+        violations.push(Violation::new(
+            &file.path,
+            token.line,
+            &[&file.path],
+            detail,
+        ));
+    }
+    violations
+}
+
+fn math_external_crate_violations(tree: &SourceTree, manifest: &str) -> Vec<Violation> {
+    let forbidden: Vec<String> = manifest_crates(manifest)
+        .into_iter()
+        .filter(|name| !MATH_EXTERNAL_CRATES.contains(&name.as_str()))
+        .collect();
+    tree.files
+        .iter()
+        .filter(|file| !file.test && file.module.first().is_some_and(|top| top == MATH))
+        .flat_map(|file| file_violations(file, &forbidden))
+        .collect()
+}
+
+#[test]
+fn math_imports_only_std_and_serde_among_external_crates() {
+    let violations = math_external_crate_violations(&kernel_sources(), &kernel_manifest());
+    enforce(
+        "math imports only std and serde among external crates",
+        &violations,
+        None,
+    );
+}
+
+#[test]
+fn math_external_crate_rule_sees_rooted_paths_after_comparisons_and_generic_lists() {
+    let tree = SourceTree::from_sources(&[
+        ("math/mod.rs", "mod bound;\nmod compare;\nmod generic;\n"),
+        (
+            "math/bound.rs",
+            "fn apply<F>(visit: F)\nwhere\n    F: for<'a> ::earcutr::Visit<'a>,\n{\n}\n",
+        ),
+        (
+            "math/compare.rs",
+            "fn near(count: usize) -> bool {\n    count > ::earcutr::LIMIT\n}\n",
+        ),
+        (
+            "math/generic.rs",
+            "impl<T> ::earcutr::Flatten for Points<T> {}\n",
+        ),
+    ]);
+    let manifest = "[dependencies]\nearcutr = \"=0.3.0\"\n";
+    let violations = math_external_crate_violations(&tree, manifest);
+    let locations: Vec<&str> = violations
+        .iter()
+        .map(|violation| violation.location.as_str())
+        .collect();
+    assert_eq!(
+        locations,
+        [
+            "src/math/bound.rs:3",
+            "src/math/compare.rs:2",
+            "src/math/generic.rs:1"
+        ]
+    );
+}
diff --git a/main/opengeometry/tests/source_rules/frozen_lists.rs b/main/opengeometry/tests/source_rules/frozen_lists.rs
new file mode 100644
index 0000000..5f2ce38
--- /dev/null
+++ b/main/opengeometry/tests/source_rules/frozen_lists.rs
@@ -0,0 +1,78 @@
+use crate::exceptions::ListSpec;
+
+pub(crate) const PORTED_LONG_FUNCTIONS: ListSpec = ListSpec {
+    file: "ported_long_functions.txt",
+    key_fields: 2,
+    measured: true,
+    frozen: &[],
+};
+
+pub(crate) const UPWARD_IMPORTS: ListSpec = ListSpec {
+    file: "upward_imports.txt",
+    key_fields: 2,
+    measured: false,
+    frozen: &[],
+};
+
+pub(crate) const MODULE_CYCLES: ListSpec = ListSpec {
+    file: "module_cycles.txt",
+    key_fields: 1,
+    measured: false,
+    frozen: &[],
+};
+
+pub(crate) const MUTUAL_IMPORTS: ListSpec = ListSpec {
+    file: "mutual_imports.txt",
+    key_fields: 2,
+    measured: false,
+    frozen: &[],
+};
+
+pub(crate) const SIBLING_CYCLES: ListSpec = ListSpec {
+    file: "sibling_cycles.txt",
+    key_fields: 1,
+    measured: false,
+    frozen: &[],
+};
+
+pub(crate) const RESERVED_FN_NAMES: ListSpec = ListSpec {
+    file: "reserved_fn_names.txt",
+    key_fields: 2,
+    measured: false,
+    frozen: &[],
+};
+
+pub(crate) const STRING_ERRORS: ListSpec = ListSpec {
+    file: "string_errors.txt",
+    key_fields: 2,
+    measured: false,
+    frozen: &[],
+};
+
+pub(crate) const SERDE_JSON_OUTSIDE_EDGES: ListSpec = ListSpec {
+    file: "serde_json_outside_edges.txt",
+    key_fields: 2,
+    measured: false,
+    frozen: &[
+        "world_graph/modifying.rs WorldGraph::operate B5",
+        "world_graph/modifying.rs WorldGraph::report B5",
+        "world_graph/shape_store.rs Shape B5",
+    ],
+};
+
+pub(crate) const JSON_VALUES_IN_SIGNATURES: ListSpec = ListSpec {
+    file: "json_values_in_signatures.txt",
+    key_fields: 2,
+    measured: false,
+    frozen: &[
+        "world_graph/modifying.rs WorldGraph::report B5",
+        "world_graph/shape_store.rs Shape B5",
+    ],
+};
+
+pub(crate) const INLINE_TESTS: ListSpec = ListSpec {
+    file: "inline_tests.txt",
+    key_fields: 2,
+    measured: false,
+    frozen: &[],
+};
diff --git a/main/opengeometry/tests/source_rules/function_rules.rs b/main/opengeometry/tests/source_rules/function_rules.rs
new file mode 100644
index 0000000..dcf2ade
--- /dev/null
+++ b/main/opengeometry/tests/source_rules/function_rules.rs
@@ -0,0 +1,72 @@
+use crate::exceptions::{enforce, Violation};
+use crate::frozen_lists::PORTED_LONG_FUNCTIONS;
+use crate::source_tree::SourceTree;
+use crate::{kernel_sources, rule_list, rule_violations, violations_outside_kernel_src};
+
+const MAX_FN_LINES: usize = 80;
+
+fn long_function_violations(tree: &SourceTree, tests_count: bool) -> Vec<Violation> {
+    let mut violations = Vec::new();
+    for file in tree.files.iter().filter(|file| tests_count || !file.test) {
+        let counted = file
+            .scan
+            .fns
+            .iter()
+            .filter(|function| tests_count || !function.test);
+        for function in counted {
+            let span = function.span();
+            if span <= MAX_FN_LINES {
+                continue;
+            }
+            let detail = format!(
+                "fn `{}` spans {span} lines, above {MAX_FN_LINES}",
+                function.name
+            );
+            let key = [file.path.as_str(), function.name.as_str()];
+            violations
+                .push(Violation::new(&file.path, function.start, &key, detail).with_measure(span));
+        }
+    }
+    violations
+}
+
+#[test]
+fn non_test_functions_are_at_most_80_lines() {
+    let violations = long_function_violations(&kernel_sources(), false);
+    let list = rule_list(&PORTED_LONG_FUNCTIONS);
+    enforce(
+        "every non-test fn at most 80 lines",
+        &violations,
+        Some(&list),
+    );
+}
+
+#[test]
+fn non_test_functions_outside_the_kernel_src_are_at_most_80_lines() {
+    let violations = violations_outside_kernel_src(|tree| long_function_violations(tree, false));
+    enforce(
+        "every non-test fn outside the kernel src at most 80 lines",
+        &violations,
+        None,
+    );
+}
+
+#[test]
+fn source_rules_functions_are_at_most_80_lines() {
+    let violations = rule_violations(|tree| long_function_violations(tree, true));
+    enforce("every source_rules fn at most 80 lines", &violations, None);
+}
+
+#[test]
+fn long_function_rule_counts_items_with_a_cfg_test_generic_parameter() {
+    let body = "    step();\n".repeat(MAX_FN_LINES);
+    let text = format!(
+        "fn long<#[cfg(test)] T>() {{\n{body}}}\n\nimpl<#[cfg(test)] T> Holder<T> {{\n    fn method() {{\n{body}    }}\n}}\n"
+    );
+    let tree = SourceTree::from_sources(&[("math/mod.rs", &text)]);
+    let names: Vec<String> = long_function_violations(&tree, false)
+        .into_iter()
+        .map(|violation| violation.key[1].clone())
+        .collect();
+    assert_eq!(names, ["long", "Holder::method"]);
+}
diff --git a/main/opengeometry/tests/source_rules/graph.rs b/main/opengeometry/tests/source_rules/graph.rs
new file mode 100644
index 0000000..bd0ede0
--- /dev/null
+++ b/main/opengeometry/tests/source_rules/graph.rs
@@ -0,0 +1,187 @@
+use crate::module_paths::{absolute_path, module_table, ModuleTable};
+use crate::path_aliases::path_at;
+use crate::source_tree::{SourceFile, SourceTree};
+use std::collections::{BTreeMap, BTreeSet};
+
+pub(crate) struct Edge {
+    pub(crate) from: usize,
+    pub(crate) to: usize,
+    pub(crate) from_module: Vec<String>,
+    pub(crate) defining_module: Vec<String>,
+    pub(crate) line: usize,
+    pub(crate) path: String,
+    pub(crate) test: bool,
+}
+
+type Bindings = BTreeMap<Vec<String>, BTreeMap<String, Vec<String>>>;
+
+const RE_EXPORT_HOPS: usize = 16;
+const PATH_HEADS: [&str; 3] = ["crate", "self", "super"];
+
+struct Reference {
+    segments: Vec<String>,
+    scope: Vec<String>,
+    line: usize,
+    test: bool,
+}
+
+struct Resolver {
+    modules: ModuleTable,
+    bindings: Vec<Bindings>,
+}
+
+impl Resolver {
+    fn new(tree: &SourceTree) -> Resolver {
+        let modules = module_table(tree);
+        let bindings = tree
+            .files
+            .iter()
+            .map(|file| file_bindings(file, &modules))
+            .collect();
+        Resolver { modules, bindings }
+    }
+
+    fn locate(&self, absolute: &[String]) -> Option<(usize, usize)> {
+        (0..=absolute.len()).rev().find_map(|length| {
+            self.modules
+                .get(&absolute[..length])
+                .map(|&file| (file, length))
+        })
+    }
+
+    fn follow(&self, mut absolute: Vec<String>) -> Option<(usize, Vec<String>)> {
+        for _ in 0..RE_EXPORT_HOPS {
+            let (file, length) = self.locate(&absolute)?;
+            let rebound = (length < absolute.len())
+                .then(|| self.bindings[file].get(&absolute[..length]))
+                .flatten()
+                .and_then(|names| names.get(&absolute[length]));
+            match rebound {
+                Some(target) => absolute = [target.as_slice(), &absolute[length + 1..]].concat(),
+                None => return Some((file, absolute[..length].to_vec())),
+            }
+        }
+        None
+    }
+
+    fn edge(&self, from: usize, reference: Reference) -> Option<Edge> {
+        let local = self.bindings[from].get(&reference.scope);
+        let absolute = absolute_path(&reference.segments, &reference.scope, local, &self.modules)?;
+        let (named, depth) = self.locate(&absolute)?;
+        let (defining, defining_module) = self.follow(absolute)?;
+        let to = if depth == 0 { defining } else { named };
+        (to != from).then(|| Edge {
+            from,
+            to,
+            from_module: reference.scope,
+            defining_module,
+            line: reference.line,
+            path: reference.segments.join("::"),
+            test: reference.test,
+        })
+    }
+}
+
+pub(crate) fn import_edges(tree: &SourceTree) -> Vec<Edge> {
+    let resolver = Resolver::new(tree);
+    let mut edges = Vec::new();
+    for (index, file) in tree.files.iter().enumerate() {
+        let references = use_references(file)
+            .into_iter()
+            .chain(code_references(file, &resolver.modules));
+        edges.extend(references.filter_map(|reference| resolver.edge(index, reference)));
+    }
+    edges
+}
+
+fn use_references(file: &SourceFile) -> Vec<Reference> {
+    let mut references = Vec::new();
+    for item in &file.scan.uses {
+        for path in &item.paths {
+            references.push(Reference {
+                segments: path.segments.clone(),
+                scope: [file.module.clone(), item.scope.clone()].concat(),
+                line: item.line,
+                test: file.test || item.test,
+            });
+        }
+    }
+    references
+}
+
+fn code_references(file: &SourceFile, modules: &ModuleTable) -> Vec<Reference> {
+    let mut references = Vec::new();
+    for index in 0..file.code.len() {
+        if file.scan.contexts[index].use_item.is_some() {
+            continue;
+        }
+        let Some(segments) = path_at(&file.code, index).filter(|path| path.len() > 1) else {
+            continue;
+        };
+        let scope = [file.module.as_slice(), file.scan.scope_at(index)].concat();
+        let child = [scope.as_slice(), &segments[..1]].concat();
+        if !PATH_HEADS.contains(&segments[0].as_str()) && !modules.contains_key(&child) {
+            continue;
+        }
+        references.push(Reference {
+            segments,
+            scope,
+            line: file.code[index].line,
+            test: file.is_test_at(index),
+        });
+    }
+    references
+}
+
+fn file_bindings(file: &SourceFile, modules: &ModuleTable) -> Bindings {
+    let mut bindings = Bindings::new();
+    for _ in 0..2 {
+        for item in &file.scan.uses {
+            let scope = [file.module.clone(), item.scope.clone()].concat();
+            for path in &item.paths {
+                let Some(binding) = &path.binding else {
+                    continue;
+                };
+                let local = bindings.get(&scope);
+                if let Some(absolute) = absolute_path(&path.segments, &scope, local, modules) {
+                    bindings
+                        .entry(scope.clone())
+                        .or_default()
+                        .insert(binding.clone(), absolute);
+                }
+            }
+        }
+    }
+    bindings
+}
+
+pub(crate) fn top_module(file: &SourceFile) -> Option<&str> {
+    file.module.first().map(String::as_str)
+}
+
+pub(crate) fn cycles(adjacency: &BTreeMap<String, BTreeSet<String>>) -> Vec<BTreeSet<String>> {
+    let mut found: Vec<BTreeSet<String>> = Vec::new();
+    for module in adjacency.keys() {
+        let cycle: BTreeSet<String> = reachable(adjacency, module)
+            .into_iter()
+            .filter(|other| reachable(adjacency, other).contains(module))
+            .collect();
+        if cycle.len() >= 2 && !found.contains(&cycle) {
+            found.push(cycle);
+        }
+    }
+    found
+}
+
+fn reachable(adjacency: &BTreeMap<String, BTreeSet<String>>, from: &str) -> BTreeSet<String> {
+    let mut seen = BTreeSet::new();
+    let mut stack = vec![from.to_string()];
+    while let Some(node) = stack.pop() {
+        for next in adjacency.get(&node).into_iter().flatten() {
+            if seen.insert(next.clone()) {
+                stack.push(next.clone());
+            }
+        }
+    }
+    seen
+}
diff --git a/main/opengeometry/tests/source_rules/import_rules.rs b/main/opengeometry/tests/source_rules/import_rules.rs
new file mode 100644
index 0000000..5c10bb7
--- /dev/null
+++ b/main/opengeometry/tests/source_rules/import_rules.rs
@@ -0,0 +1,69 @@
+use crate::exceptions::{enforce, Violation};
+use crate::kernel_sources;
+use crate::lexer::Token;
+use crate::source_tree::SourceTree;
+
+fn function_local_use_violations(tree: &SourceTree) -> Vec<Violation> {
+    let mut violations = Vec::new();
+    for file in &tree.files {
+        for item in file.scan.uses.iter().filter(|item| item.local) {
+            let paths: Vec<String> = item.paths.iter().map(|path| path.text()).collect();
+            let detail = format!("`use {}` inside a function or block", paths.join(", "));
+            violations.push(Violation::new(&file.path, item.line, &[&file.path], detail));
+        }
+    }
+    violations
+}
+
+fn is_restricted_visibility(code: &[Token], index: usize) -> bool {
+    index >= 3 && code[index - 3].is("pub") && code[index - 2].is("(") && code[index - 1].is("in")
+}
+
+fn is_parent_qualifier(code: &[Token], index: usize) -> bool {
+    let self_super =
+        code[index].is("self") && code.get(index + 2).is_some_and(|next| next.is("super"));
+    code[index].is("crate") || code[index].is("super") || self_super
+}
+
+fn inline_path_violations(tree: &SourceTree) -> Vec<Violation> {
+    let mut violations = Vec::new();
+    for file in &tree.files {
+        for (index, pair) in file.code.windows(2).enumerate() {
+            let qualifier = is_parent_qualifier(&file.code, index);
+            if !qualifier || !pair[1].is("::") || file.scan.contexts[index].use_item.is_some() {
+                continue;
+            }
+            let previous = index.checked_sub(1).map(|before| &file.code[before]);
+            if previous.is_some_and(|before| before.is("::") || before.is("$"))
+                || is_restricted_visibility(&file.code, index)
+            {
+                continue;
+            }
+            let head = if pair[0].is("self") {
+                "self::super"
+            } else {
+                &pair[0].text
+            };
+            let detail = format!("inline `{head}::` path outside a use item");
+            violations.push(Violation::new(
+                &file.path,
+                pair[0].line,
+                &[&file.path],
+                detail,
+            ));
+        }
+    }
+    violations
+}
+
+#[test]
+fn no_use_is_function_local() {
+    let violations = function_local_use_violations(&kernel_sources());
+    enforce("no function-local use", &violations, None);
+}
+
+#[test]
+fn crate_and_super_paths_appear_only_in_use_items() {
+    let violations = inline_path_violations(&kernel_sources());
+    enforce("no inline crate:: or super:: paths", &violations, None);
+}
diff --git a/main/opengeometry-three/src/markup/baseMarker.ts b/main/opengeometry/tests/source_rules/inline_tests.txt
similarity index 100%
rename from main/opengeometry-three/src/markup/baseMarker.ts
rename to main/opengeometry/tests/source_rules/inline_tests.txt
diff --git a/main/opengeometry/tests/source_rules/item_rules.rs b/main/opengeometry/tests/source_rules/item_rules.rs
new file mode 100644
index 0000000..481e868
--- /dev/null
+++ b/main/opengeometry/tests/source_rules/item_rules.rs
@@ -0,0 +1,239 @@
+use crate::exceptions::{enforce, Violation};
+use crate::frozen_lists::RESERVED_FN_NAMES;
+use crate::path_aliases::STD_CRATES;
+use crate::scanner::AttributeItem;
+use crate::source_tree::{SourceFile, SourceTree};
+use crate::{enforce_on_kernel, kernel_sources};
+use std::collections::BTreeSet;
+
+const RESERVED_NAMES: [&str; 4] = ["unwrap", "drop", "clone", "into"];
+const PRELUDE_TRAITS_WITH_RESERVED_METHODS: [&str; 3] = ["Clone", "Drop", "Into"];
+const LINT_ALLOWANCES: [&str; 2] = ["allow", "expect"];
+const CRATE_ROOT: &str = "lib.rs";
+
+fn token_pair_violations(tree: &SourceTree, pair: [&str; 2], detail: &str) -> Vec<Violation> {
+    let mut violations = Vec::new();
+    for file in &tree.files {
+        for window in file.code.windows(2) {
+            if window[0].is(pair[0]) && window[1].is(pair[1]) {
+                violations.push(Violation::new(
+                    &file.path,
+                    window[0].line,
+                    &[&file.path],
+                    detail,
+                ));
+            }
+        }
+    }
+    violations
+}
+
+fn include_macro_violations(tree: &SourceTree) -> Vec<Violation> {
+    token_pair_violations(
+        tree,
+        ["include", "!"],
+        "`include!` pulls a file into a module",
+    )
+}
+
+fn attribute_violations(tree: &SourceTree, name: &str) -> Vec<Violation> {
+    let mut violations = Vec::new();
+    for file in &tree.files {
+        for attribute in file
+            .scan
+            .attributes
+            .iter()
+            .filter(|attribute| attribute.name == name)
+        {
+            let detail = format!("`#[{name}]` attribute");
+            violations.push(Violation::new(
+                &file.path,
+                attribute.line,
+                &[&file.path],
+                detail,
+            ));
+        }
+    }
+    violations
+}
+
+fn extern_crate_violations(tree: &SourceTree) -> Vec<Violation> {
+    token_pair_violations(tree, ["extern", "crate"], "`extern crate` declaration")
+}
+
+fn super_glob_violations(tree: &SourceTree) -> Vec<Violation> {
+    let mut violations = Vec::new();
+    for file in tree.files.iter().filter(|file| !file.test) {
+        for item in file.scan.uses.iter().filter(|item| !item.test) {
+            for path in item.paths.iter().filter(|path| path.is_super_glob()) {
+                let detail = format!("`use {};` outside a test module", path.text());
+                violations.push(Violation::new(&file.path, item.line, &[&file.path], detail));
+            }
+        }
+    }
+    violations
+}
+
+fn is_std_trait(path: &[String], file: &SourceFile, crate_traits: &BTreeSet<&str>) -> bool {
+    let from_std = |segments: &[String]| {
+        segments.len() > 1
+            && segments
+                .first()
+                .is_some_and(|root| STD_CRATES.contains(&root.as_str()))
+    };
+    let [name] = path else {
+        return from_std(path);
+    };
+    let imported = file
+        .scan
+        .uses
+        .iter()
+        .flat_map(|item| &item.paths)
+        .find(|use_path| use_path.binding.as_ref() == Some(name));
+    match imported {
+        Some(use_path) => from_std(&use_path.segments),
+        None => {
+            PRELUDE_TRAITS_WITH_RESERVED_METHODS.contains(&name.as_str())
+                && !crate_traits.contains(name.as_str())
+        }
+    }
+}
+
+fn reserved_fn_name_violations(tree: &SourceTree) -> Vec<Violation> {
+    let crate_traits: BTreeSet<&str> = tree
+        .files
+        .iter()
+        .flat_map(|file| &file.scan.traits)
+        .map(String::as_str)
+        .collect();
+    let mut violations = Vec::new();
+    for file in &tree.files {
+        for function in &file.scan.fns {
+            let std_impl = function
+                .impl_trait
+                .as_ref()
+                .is_some_and(|path| is_std_trait(path, file, &crate_traits));
+            if std_impl || !RESERVED_NAMES.contains(&function.bare.as_str()) {
+                continue;
+            }
+            let detail = format!("fn `{}` reuses a std method name", function.name);
+            let key = [file.path.as_str(), function.name.as_str()];
+            violations.push(Violation::new(&file.path, function.start, &key, detail));
+        }
+    }
+    violations
+}
+
+fn names_lint_allowance(attribute: &AttributeItem) -> bool {
+    attribute
+        .words
+        .windows(2)
+        .any(|pair| LINT_ALLOWANCES.contains(&pair[0].as_str()) && pair[1] == "(")
+}
+
+fn is_doc_text(attribute: &AttributeItem) -> bool {
+    attribute
+        .words
+        .windows(2)
+        .any(|pair| pair[0] == "doc" && pair[1] == "=")
+}
+
+fn attribute_matches<'a>(
+    files: impl Iterator<Item = &'a SourceFile>,
+    matches: fn(&AttributeItem) -> bool,
+    detail: &str,
+) -> Vec<Violation> {
+    let mut violations = Vec::new();
+    for file in files {
+        for attribute in file.scan.attributes.iter().filter(|item| matches(item)) {
+            let text = format!("`#[{}]` {detail}", attribute.words.join(""));
+            violations.push(Violation::new(
+                &file.path,
+                attribute.line,
+                &[&file.path],
+                text,
+            ));
+        }
+    }
+    violations
+}
+
+#[test]
+fn source_uses_no_include_macro() {
+    enforce(
+        "no include!",
+        &include_macro_violations(&kernel_sources()),
+        None,
+    );
+}
+
+#[test]
+fn source_uses_no_path_attribute() {
+    let violations = attribute_violations(&kernel_sources(), "path");
+    enforce("no #[path]", &violations, None);
+}
+
+#[test]
+fn use_super_glob_appears_only_in_test_modules() {
+    let violations = super_glob_violations(&kernel_sources());
+    enforce("no use super::* outside test modules", &violations, None);
+}
+
+#[test]
+fn no_test_is_ignored() {
+    let violations = attribute_violations(&kernel_sources(), "ignore");
+    enforce("no #[ignore]", &violations, None);
+}
+
+#[test]
+fn no_fn_is_named_unwrap_drop_clone_or_into() {
+    enforce_on_kernel(
+        "no fn named unwrap, drop, clone or into",
+        reserved_fn_name_violations,
+        Some(&RESERVED_FN_NAMES),
+    );
+}
+
+#[test]
+fn no_lint_is_allowed_outside_lib_rs() {
+    let tree = kernel_sources();
+    let files = tree.files.iter().filter(|file| file.path != CRATE_ROOT);
+    let violations = attribute_matches(files, names_lint_allowance, "outside lib.rs");
+    enforce("no #[allow] outside lib.rs", &violations, None);
+}
+
+#[test]
+fn no_doc_attribute_carries_text() {
+    let tree = kernel_sources();
+    let violations = attribute_matches(tree.files.iter(), is_doc_text, "is a comment");
+    enforce("zero comments, doc attributes included", &violations, None);
+}
+
+#[test]
+fn use_super_glob_rule_catches_a_self_super_glob() {
+    let tree = SourceTree::from_sources(&[
+        ("geom2d/mod.rs", "mod edge;\n"),
+        ("geom2d/edge.rs", "use self::super::*;\n"),
+    ]);
+    let violations = super_glob_violations(&tree);
+    assert_eq!(violations.len(), 1);
+    assert_eq!(violations[0].location, "src/geom2d/edge.rs:1");
+}
+
+#[test]
+fn source_declares_no_extern_crate() {
+    enforce_on_kernel("no extern crate", extern_crate_violations, None);
+}
+
+#[test]
+fn extern_crate_rule_catches_plain_aliased_and_self_forms() {
+    let tree = SourceTree::from_sources(&[(
+        "lib.rs",
+        "extern crate earcutr;\nextern crate earcutr as ear;\nextern crate self as kernel;\n",
+    )]);
+    let lines: Vec<String> = extern_crate_violations(&tree)
+        .into_iter()
+        .map(|violation| violation.location)
+        .collect();
+    assert_eq!(lines, ["src/lib.rs:1", "src/lib.rs:2", "src/lib.rs:3"]);
+}
diff --git a/main/opengeometry/tests/source_rules/json_values_in_signatures.txt b/main/opengeometry/tests/source_rules/json_values_in_signatures.txt
new file mode 100644
index 0000000..691ab0d
--- /dev/null
+++ b/main/opengeometry/tests/source_rules/json_values_in_signatures.txt
@@ -0,0 +1,2 @@
+world_graph/modifying.rs WorldGraph::report B5
+world_graph/shape_store.rs Shape B5
diff --git a/main/opengeometry/tests/source_rules/layer_rules.rs b/main/opengeometry/tests/source_rules/layer_rules.rs
new file mode 100644
index 0000000..dc1a69a
--- /dev/null
+++ b/main/opengeometry/tests/source_rules/layer_rules.rs
@@ -0,0 +1,286 @@
+use crate::exceptions::{enforce, ListSpec, Violation};
+use crate::frozen_lists::{MODULE_CYCLES, MUTUAL_IMPORTS, SIBLING_CYCLES, UPWARD_IMPORTS};
+use crate::graph::{cycles, import_edges, top_module, Edge};
+use crate::source_tree::SourceTree;
+use crate::{kernel_sources, rule_list};
+use std::collections::{BTreeMap, BTreeSet};
+
+const LAYERS: [(&str, usize); 11] = [
+    ("math", 0),
+    ("brep", 1),
+    ("geom2d", 2),
+    ("query", 3),
+    ("primitives", 4),
+    ("tessellation", 4),
+    ("intersection", 5),
+    ("operations", 6),
+    ("exchange", 7),
+    ("world_graph", 8),
+    ("bindings", 9),
+];
+const TEST_FIXTURE_LAYERS: usize = 7;
+const BOOLEAN: [&str; 3] = ["operations", "modifying", "boolean"];
+const BOOLEAN_ORDER: [&str; 8] = [
+    "types",
+    "operands",
+    "assembly",
+    "handlers",
+    "dispatch",
+    "batch",
+    "multi_tool",
+    "shell",
+];
+
+fn layer_of(module: &str) -> Option<usize> {
+    LAYERS
+        .iter()
+        .find(|(name, _)| *name == module)
+        .map(|(_, layer)| *layer)
+}
+
+fn may_import(from: &str, to: &str) -> bool {
+    if from == to {
+        return true;
+    }
+    if from == "exchange" && to == "operations" {
+        return false;
+    }
+    match (layer_of(from), layer_of(to)) {
+        (Some(importer), Some(imported)) => imported < importer,
+        _ => false,
+    }
+}
+
+fn test_may_import(from: &str, to: &str) -> bool {
+    may_import(from, to) || layer_of(to).is_some_and(|layer| layer <= TEST_FIXTURE_LAYERS)
+}
+
+fn top_modules<'a>(tree: &'a SourceTree, edge: &Edge) -> Option<(&'a str, &'a str)> {
+    let from = top_module(&tree.files[edge.from])?;
+    let to = top_module(&tree.files[edge.to])?;
+    Some((from, to))
+}
+
+fn edge_layer_violation(
+    tree: &SourceTree,
+    edge: &Edge,
+    allowed: fn(&str, &str) -> bool,
+) -> Option<Violation> {
+    let file = &tree.files[edge.from].path;
+    let from = top_module(&tree.files[edge.from])?;
+    let detail = match top_module(&tree.files[edge.to]) {
+        None => format!("`{}` resolves to lib.rs, not to a layer module", edge.path),
+        Some(to) if !allowed(from, to) => {
+            format!("`{from}` may not import `{to}` (`{}`)", edge.path)
+        }
+        Some(_) => return None,
+    };
+    Some(Violation::new(file, edge.line, &[file, &edge.path], detail))
+}
+
+fn layer_violations(tree: &SourceTree, edges: &[Edge]) -> Vec<Violation> {
+    edges
+        .iter()
+        .filter(|edge| !edge.test)
+        .filter_map(|edge| edge_layer_violation(tree, edge, may_import))
+        .collect()
+}
+
+fn test_layer_violations(tree: &SourceTree, edges: &[Edge]) -> Vec<Violation> {
+    edges
+        .iter()
+        .filter(|edge| edge.test)
+        .filter_map(|edge| edge_layer_violation(tree, edge, test_may_import))
+        .collect()
+}
+
+fn cycle_violations(tree: &SourceTree, edges: &[Edge]) -> Vec<Violation> {
+    let mut adjacency: BTreeMap<String, BTreeSet<String>> = BTreeMap::new();
+    for edge in edges.iter().filter(|edge| !edge.test) {
+        if let Some((from, to)) = top_modules(tree, edge) {
+            if from != to {
+                adjacency.entry(from.into()).or_default().insert(to.into());
+            }
+        }
+    }
+    let mut violations = Vec::new();
+    for cycle in cycles(&adjacency) {
+        let members: Vec<&str> = cycle.iter().map(String::as_str).collect();
+        let key = members.join("<->");
+        let closing = edges.iter().find(|edge| {
+            !edge.test
+                && top_modules(tree, edge).is_some_and(|(from, to)| {
+                    from != to
+                        && cycle.contains(from)
+                        && cycle.contains(to)
+                        && !may_import(from, to)
+                })
+        });
+        let (file, line) = closing.map_or(("lib.rs", 0), |edge| {
+            (tree.files[edge.from].path.as_str(), edge.line)
+        });
+        let detail = format!("top-level modules {} import each other", members.join(", "));
+        violations.push(Violation::new(file, line, &[&key], detail));
+    }
+    violations
+}
+
+fn mutual_import_violations(tree: &SourceTree, edges: &[Edge]) -> Vec<Violation> {
+    let mut first_lines: BTreeMap<(usize, usize), usize> = BTreeMap::new();
+    for edge in edges {
+        first_lines.entry((edge.from, edge.to)).or_insert(edge.line);
+    }
+    let mut violations = Vec::new();
+    for (&(from, to), &line) in &first_lines {
+        let (first, second) = (&tree.files[from].path, &tree.files[to].path);
+        if first < second && first_lines.contains_key(&(to, from)) {
+            let detail = format!("`{first}` and `{second}` import each other");
+            violations.push(Violation::new(first, line, &[first, second], detail));
+        }
+    }
+    violations
+}
+
+fn sibling_modules(edge: &Edge) -> Option<(&[String], &str, &str)> {
+    let (from, to) = (&edge.from_module, &edge.defining_module);
+    let common = from.iter().zip(to).take_while(|(a, b)| a == b).count();
+    let siblings = common > 0 && common < from.len() && common < to.len();
+    siblings.then(|| (&from[..common], from[common].as_str(), to[common].as_str()))
+}
+
+fn sibling_cycle_violations(tree: &SourceTree, edges: &[Edge]) -> Vec<Violation> {
+    let mut parents: BTreeMap<&[String], BTreeMap<String, BTreeSet<String>>> = BTreeMap::new();
+    let mut first_edges: BTreeMap<(&[String], &str, &str), &Edge> = BTreeMap::new();
+    for edge in edges.iter().filter(|edge| !edge.test) {
+        if let Some((parent, from, to)) = sibling_modules(edge) {
+            let adjacency = parents.entry(parent).or_default();
+            adjacency.entry(from.into()).or_default().insert(to.into());
+            first_edges.entry((parent, from, to)).or_insert(edge);
+        }
+    }
+    let mut violations = Vec::new();
+    for (parent, adjacency) in &parents {
+        for cycle in cycles(adjacency) {
+            let members: Vec<&str> = cycle.iter().map(String::as_str).collect();
+            let key = format!("{}::{}", parent.join("::"), members.join("<->"));
+            let edge = first_edges
+                .iter()
+                .find(|((owner, from, to), _)| {
+                    owner == parent && cycle.contains(*from) && cycle.contains(*to)
+                })
+                .map(|(_, edge)| *edge);
+            let (file, line) = edge.map_or(("lib.rs", 0), |edge| {
+                (tree.files[edge.from].path.as_str(), edge.line)
+            });
+            let detail = format!(
+                "sibling modules {} under `{}` import each other",
+                members.join(", "),
+                parent.join("::")
+            );
+            violations.push(Violation::new(file, line, &[&key], detail));
+        }
+    }
+    violations
+}
+
+fn boolean_stage(module: &[String]) -> Option<&str> {
+    let inside = module.len() > BOOLEAN.len() && module.iter().zip(BOOLEAN).all(|(a, b)| a == b);
+    inside.then(|| module[BOOLEAN.len()].as_str())
+}
+
+fn stage_rank(stage: &str) -> Option<usize> {
+    BOOLEAN_ORDER.iter().position(|name| *name == stage)
+}
+
+fn boolean_order_violations(tree: &SourceTree, edges: &[Edge]) -> Vec<Violation> {
+    let mut violations = Vec::new();
+    for file in tree.files.iter().filter(|file| !file.test) {
+        if let Some(stage) = boolean_stage(&file.module).filter(|stage| stage_rank(stage).is_none())
+        {
+            let detail = format!("boolean stage `{stage}` is not in the boolean order");
+            violations.push(Violation::new(&file.path, 1, &[&file.path], detail));
+        }
+    }
+    for edge in edges.iter().filter(|edge| !edge.test) {
+        let (from, to) = (&tree.files[edge.from], &tree.files[edge.to]);
+        let Some(from_rank) = boolean_stage(&from.module).and_then(stage_rank) else {
+            continue;
+        };
+        let inside_boolean =
+            to.module.len() >= BOOLEAN.len() && to.module[..BOOLEAN.len()] == BOOLEAN;
+        if !inside_boolean {
+            continue;
+        }
+        let to_rank = boolean_stage(&to.module).and_then(stage_rank);
+        if to_rank.is_none_or(|rank| rank > from_rank) {
+            let stage = boolean_stage(&to.module).unwrap_or("the boolean root");
+            let detail = format!(
+                "`{}` may not import `{stage}` (`{}`)",
+                BOOLEAN_ORDER[from_rank], edge.path
+            );
+            violations.push(Violation::new(
+                &from.path,
+                edge.line,
+                &[&from.path, &edge.path],
+                detail,
+            ));
+        }
+    }
+    violations
+}
+
+#[test]
+fn non_test_imports_follow_the_layer_table() {
+    enforce_on_import_edges("layer table", layer_violations, Some(&UPWARD_IMPORTS));
+}
+
+#[test]
+fn top_level_modules_have_no_import_cycle() {
+    enforce_on_import_edges(
+        "no cycle between top-level modules",
+        cycle_violations,
+        Some(&MODULE_CYCLES),
+    );
+}
+
+#[test]
+fn no_two_files_import_each_other() {
+    enforce_on_import_edges(
+        "no two files import each other",
+        mutual_import_violations,
+        Some(&MUTUAL_IMPORTS),
+    );
+}
+
+#[test]
+fn no_two_sibling_modules_import_each_other() {
+    enforce_on_import_edges(
+        "no import cycle between sibling modules",
+        sibling_cycle_violations,
+        Some(&SIBLING_CYCLES),
+    );
+}
+
+#[test]
+fn test_code_imports_world_graph_and_bindings_only_from_inside_them() {
+    enforce_on_import_edges(
+        "test code imports L0-L7, and world_graph or bindings only from inside them",
+        test_layer_violations,
+        None,
+    );
+}
+
+#[test]
+fn boolean_stages_import_only_earlier_stages() {
+    enforce_on_import_edges("boolean order types > operands > assembly > handlers > dispatch > batch > multi_tool > shell", boolean_order_violations, None);
+}
+
+fn enforce_on_import_edges(
+    rule: &str,
+    check: fn(&SourceTree, &[Edge]) -> Vec<Violation>,
+    spec: Option<&ListSpec>,
+) {
+    let tree = kernel_sources();
+    let list = spec.map(rule_list);
+    enforce(rule, &check(&tree, &import_edges(&tree)), list.as_ref());
+}
diff --git a/main/opengeometry/tests/source_rules/lexer.rs b/main/opengeometry/tests/source_rules/lexer.rs
new file mode 100644
index 0000000..882d025
--- /dev/null
+++ b/main/opengeometry/tests/source_rules/lexer.rs
@@ -0,0 +1,297 @@
+#[derive(Clone, Copy, Debug, PartialEq, Eq)]
+pub(crate) enum TokenKind {
+    Ident,
+    Lifetime,
+    Literal,
+    Punct,
+    LineComment,
+    BlockComment,
+}
+
+#[derive(Clone, Debug)]
+pub(crate) struct Token {
+    pub(crate) kind: TokenKind,
+    pub(crate) text: String,
+    pub(crate) line: usize,
+}
+
+impl Token {
+    pub(crate) fn is_comment(&self) -> bool {
+        matches!(self.kind, TokenKind::LineComment | TokenKind::BlockComment)
+    }
+
+    pub(crate) fn is(&self, text: &str) -> bool {
+        matches!(self.kind, TokenKind::Ident | TokenKind::Punct) && self.text == text
+    }
+
+    pub(crate) fn is_ident(&self) -> bool {
+        self.kind == TokenKind::Ident
+    }
+}
+
+#[derive(Debug)]
+pub(crate) struct LexError {
+    pub(crate) line: usize,
+    pub(crate) reason: &'static str,
+}
+
+pub(crate) fn tokenize(source: &str) -> Result<Vec<Token>, LexError> {
+    let mut lexer = Lexer {
+        chars: source.chars().collect(),
+        at: 0,
+        line: 1,
+        tokens: Vec::new(),
+    };
+    while let Some(current) = lexer.peek(0) {
+        lexer.next_token(current)?;
+    }
+    Ok(lexer.tokens)
+}
+
+fn is_ident_start(c: char) -> bool {
+    c == '_' || c.is_alphabetic()
+}
+
+fn is_ident_continue(c: char) -> bool {
+    c == '_' || c.is_alphanumeric()
+}
+
+struct Lexer {
+    chars: Vec<char>,
+    at: usize,
+    line: usize,
+    tokens: Vec<Token>,
+}
+
+impl Lexer {
+    fn peek(&self, offset: usize) -> Option<char> {
+        self.chars.get(self.at + offset).copied()
+    }
+
+    fn next_token(&mut self, current: char) -> Result<(), LexError> {
+        let next = self.peek(1);
+        if current == '\n' {
+            self.line += 1;
+            self.at += 1;
+        } else if current.is_whitespace() {
+            self.at += 1;
+        } else if current == '/' && next == Some('/') {
+            self.line_comment();
+        } else if current == '/' && next == Some('*') {
+            self.block_comment()?;
+        } else if let Some(prefix) = self.raw_string_prefix() {
+            self.raw_string(prefix)?;
+        } else if current == '"' || (matches!(current, 'b' | 'c') && next == Some('"')) {
+            self.quoted_string()?;
+        } else if current == '\'' || (current == 'b' && next == Some('\'')) {
+            self.char_or_lifetime()?;
+        } else if current == 'r' && next == Some('#') && self.peek(2).is_some_and(is_ident_start) {
+            self.raw_identifier();
+        } else if is_ident_start(current) {
+            let start = self.at;
+            self.consume_while(is_ident_continue);
+            self.push(TokenKind::Ident, start, self.line);
+        } else if current.is_ascii_digit() {
+            self.number();
+        } else {
+            self.punct(current);
+        }
+        Ok(())
+    }
+
+    fn push(&mut self, kind: TokenKind, start: usize, line: usize) {
+        let text = self.chars[start..self.at].iter().collect();
+        self.tokens.push(Token { kind, text, line });
+    }
+
+    fn consume_while(&mut self, accept: fn(char) -> bool) {
+        while self.peek(0).is_some_and(accept) {
+            self.at += 1;
+        }
+    }
+
+    fn advance_counting_lines(&mut self) {
+        if self.peek(0) == Some('\n') {
+            self.line += 1;
+        }
+        self.at += 1;
+    }
+
+    fn line_comment(&mut self) {
+        let start = self.at;
+        while self.peek(0).is_some_and(|c| c != '\n') {
+            self.at += 1;
+        }
+        self.push(TokenKind::LineComment, start, self.line);
+    }
+
+    fn block_comment(&mut self) -> Result<(), LexError> {
+        let (start, line) = (self.at, self.line);
+        let mut depth = 0usize;
+        loop {
+            match (self.peek(0), self.peek(1)) {
+                (Some('/'), Some('*')) => {
+                    depth += 1;
+                    self.at += 2;
+                }
+                (Some('*'), Some('/')) => {
+                    depth -= 1;
+                    self.at += 2;
+                    if depth == 0 {
+                        break;
+                    }
+                }
+                (Some(_), _) => self.advance_counting_lines(),
+                (None, _) => {
+                    return Err(LexError {
+                        line,
+                        reason: "unterminated block comment",
+                    })
+                }
+            }
+        }
+        self.push(TokenKind::BlockComment, start, line);
+        Ok(())
+    }
+
+    fn raw_string_prefix(&self) -> Option<usize> {
+        let mut offset = 0;
+        if matches!(self.peek(0), Some('b' | 'c')) {
+            offset = 1;
+        }
+        if self.peek(offset) != Some('r') {
+            return None;
+        }
+        let mut probe = offset + 1;
+        while self.peek(probe) == Some('#') {
+            probe += 1;
+        }
+        (self.peek(probe) == Some('"')).then_some(offset + 1)
+    }
+
+    fn raw_string(&mut self, prefix: usize) -> Result<(), LexError> {
+        let (start, line) = (self.at, self.line);
+        self.at += prefix;
+        let mut hashes = 0;
+        while self.peek(0) == Some('#') {
+            hashes += 1;
+            self.at += 1;
+        }
+        self.at += 1;
+        loop {
+            match self.peek(0) {
+                Some('"') if (1..=hashes).all(|k| self.peek(k) == Some('#')) => {
+                    self.at += 1 + hashes;
+                    break;
+                }
+                Some(_) => self.advance_counting_lines(),
+                None => {
+                    return Err(LexError {
+                        line,
+                        reason: "unterminated raw string",
+                    })
+                }
+            }
+        }
+        self.push(TokenKind::Literal, start, line);
+        Ok(())
+    }
+
+    fn quoted_string(&mut self) -> Result<(), LexError> {
+        let (start, line) = (self.at, self.line);
+        if self.peek(0) != Some('"') {
+            self.at += 1;
+        }
+        self.at += 1;
+        loop {
+            match self.peek(0) {
+                Some('"') => {
+                    self.at += 1;
+                    break;
+                }
+                Some('\\') => {
+                    self.at += 1;
+                    self.advance_counting_lines();
+                }
+                Some(_) => self.advance_counting_lines(),
+                None => {
+                    return Err(LexError {
+                        line,
+                        reason: "unterminated string",
+                    })
+                }
+            }
+        }
+        self.push(TokenKind::Literal, start, line);
+        Ok(())
+    }
+
+    fn char_or_lifetime(&mut self) -> Result<(), LexError> {
+        let start = self.at;
+        let byte = self.peek(0) == Some('b');
+        let quote = usize::from(byte);
+        let escaped = self.peek(quote + 1) == Some('\\');
+        let single = self.peek(quote + 2) == Some('\'');
+        if !escaped && !single {
+            if byte {
+                return Err(LexError {
+                    line: self.line,
+                    reason: "malformed byte literal",
+                });
+            }
+            self.at += 1;
+            self.consume_while(is_ident_continue);
+            self.push(TokenKind::Lifetime, start, self.line);
+            return Ok(());
+        }
+        self.at += quote + 1;
+        if escaped {
+            self.at += 2;
+        }
+        while self.peek(0).is_some_and(|c| c != '\'' && c != '\n') {
+            self.at += 1;
+        }
+        if self.peek(0) != Some('\'') {
+            return Err(LexError {
+                line: self.line,
+                reason: "unterminated character literal",
+            });
+        }
+        self.at += 1;
+        self.push(TokenKind::Literal, start, self.line);
+        Ok(())
+    }
+
+    fn raw_identifier(&mut self) {
+        self.at += 2;
+        let start = self.at;
+        self.consume_while(is_ident_continue);
+        self.push(TokenKind::Ident, start, self.line);
+    }
+
+    fn number(&mut self) {
+        let start = self.at;
+        self.consume_while(is_ident_continue);
+        if self.peek(0) == Some('.') && self.peek(1).is_some_and(|c| c.is_ascii_digit()) {
+            self.at += 1;
+            self.consume_while(is_ident_continue);
+        }
+        let hex = self.chars[start..].starts_with(&['0', 'x']);
+        let exponent = matches!(self.chars[self.at - 1], 'e' | 'E');
+        if exponent && !hex && matches!(self.peek(0), Some('+' | '-')) {
+            self.at += 1;
+            self.consume_while(is_ident_continue);
+        }
+        self.push(TokenKind::Literal, start, self.line);
+    }
+
+    fn punct(&mut self, current: char) {
+        let start = self.at;
+        self.at += if current == ':' && self.peek(1) == Some(':') {
+            2
+        } else {
+            1
+        };
+        self.push(TokenKind::Punct, start, self.line);
+    }
+}
diff --git a/main/opengeometry/tests/source_rules/lexer_cases.rs b/main/opengeometry/tests/source_rules/lexer_cases.rs
new file mode 100644
index 0000000..7d464de
--- /dev/null
+++ b/main/opengeometry/tests/source_rules/lexer_cases.rs
@@ -0,0 +1,90 @@
+use crate::lexer::{tokenize, Token, TokenKind};
+
+fn tokens_of(source: &str) -> Vec<Token> {
+    tokenize(source).unwrap_or_else(|error| panic!("line {}: {}", error.line, error.reason))
+}
+
+fn kinds_of(source: &str) -> Vec<(TokenKind, String)> {
+    tokens_of(source)
+        .into_iter()
+        .map(|token| (token.kind, token.text))
+        .collect()
+}
+
+#[test]
+fn lexer_keeps_comment_markers_inside_strings_raw_strings_and_byte_strings() {
+    let source = r####"let a = "// not /* a comment"; let b = r#"say "// hi" "#; let c = b"/*"; let d = br##"x"#"##;"####;
+    let tokens = tokens_of(source);
+    assert!(tokens.iter().all(|token| !token.is_comment()));
+    let literals: Vec<&str> = tokens
+        .iter()
+        .filter(|token| token.kind == TokenKind::Literal)
+        .map(|token| token.text.as_str())
+        .collect();
+    assert_eq!(
+        literals,
+        [
+            "\"// not /* a comment\"",
+            "r#\"say \"// hi\" \"#",
+            "b\"/*\"",
+            "br##\"x\"#\"##"
+        ]
+    );
+}
+
+#[test]
+fn lexer_tells_char_literals_from_lifetimes() {
+    let kinds = kinds_of(
+        "fn f<'a>(x: &'a str) -> char { let q = '\\''; let s = 'x'; let b = b'{'; '\\u{7f}' }",
+    );
+    let literals: Vec<&str> = kinds
+        .iter()
+        .filter(|(kind, _)| *kind == TokenKind::Literal)
+        .map(|(_, text)| text.as_str())
+        .collect();
+    let lifetimes = kinds
+        .iter()
+        .filter(|(kind, _)| *kind == TokenKind::Lifetime)
+        .count();
+    assert_eq!(literals, ["'\\''", "'x'", "b'{'", "'\\u{7f}'"]);
+    assert_eq!(lifetimes, 2);
+    assert_eq!(kinds.iter().filter(|(_, text)| text == "{").count(), 1);
+}
+
+#[test]
+fn lexer_nests_block_comments_and_counts_their_lines() {
+    let tokens = tokens_of("a /* outer /* inner */ still outer\n */ b // tail\nc");
+    let comments: Vec<(TokenKind, usize)> = tokens
+        .iter()
+        .filter(|token| token.is_comment())
+        .map(|token| (token.kind, token.line))
+        .collect();
+    assert_eq!(
+        comments,
+        [(TokenKind::BlockComment, 1), (TokenKind::LineComment, 2)]
+    );
+    let idents: Vec<(&str, usize)> = tokens
+        .iter()
+        .filter(|token| token.is_ident())
+        .map(|token| (token.text.as_str(), token.line))
+        .collect();
+    assert_eq!(idents, [("a", 1), ("b", 2), ("c", 3)]);
+}
+
+#[test]
+fn lexer_rejects_unterminated_literals_and_comments() {
+    for source in ["\"open", "r#\"open\"", "/* open /* */", "b'x"] {
+        assert!(tokenize(source).is_err(), "{source}");
+    }
+}
+
+#[test]
+fn lexer_reads_a_raw_identifier_as_its_plain_name() {
+    let kinds = kinds_of("let r#type = r#OnceLock::new(); fn r#unwrap() {}");
+    let idents: Vec<&str> = kinds
+        .iter()
+        .filter(|(kind, _)| *kind == TokenKind::Ident)
+        .map(|(_, text)| text.as_str())
+        .collect();
+    assert_eq!(idents, ["let", "type", "OnceLock", "new", "fn", "unwrap"]);
+}
diff --git a/main/opengeometry/tests/source_rules/main.rs b/main/opengeometry/tests/source_rules/main.rs
new file mode 100644
index 0000000..9bdc66d
--- /dev/null
+++ b/main/opengeometry/tests/source_rules/main.rs
@@ -0,0 +1,87 @@
+#![cfg(not(target_arch = "wasm32"))]
+
+mod determinism_rules;
+mod exceptions;
+mod external_crate_rules;
+mod frozen_lists;
+mod function_rules;
+mod graph;
+mod import_rules;
+mod item_rules;
+mod layer_rules;
+mod lexer;
+mod lexer_cases;
+mod module_paths;
+mod module_rules;
+mod path_aliases;
+mod scanner;
+mod source_tree;
+mod test_rules;
+mod text_rules;
+mod type_rules;
+mod use_tree;
+
+use exceptions::{enforce, ExceptionList, ListSpec, Violation};
+use source_tree::SourceTree;
+use std::path::{Path, PathBuf};
+
+const RULES_ROOT: &str = "tests/source_rules";
+const ROOTS_OUTSIDE_KERNEL_SRC: [&str; 3] = ["tests", "test-support/src", "examples"];
+
+fn kernel_dir() -> PathBuf {
+    PathBuf::from(env!("CARGO_MANIFEST_DIR"))
+}
+
+fn load_tree(root: &Path) -> SourceTree {
+    SourceTree::load(root)
+        .unwrap_or_else(|error| panic!("cannot read {}: {}", error.path.display(), error.reason))
+}
+
+fn kernel_sources() -> SourceTree {
+    load_tree(&kernel_dir().join("src"))
+}
+
+fn rule_sources() -> SourceTree {
+    load_tree(&kernel_dir().join(RULES_ROOT))
+}
+
+fn rule_violations(check: fn(&SourceTree) -> Vec<Violation>) -> Vec<Violation> {
+    check(&rule_sources())
+        .into_iter()
+        .map(|violation| violation.under(RULES_ROOT))
+        .collect()
+}
+
+fn violations_outside_kernel_src(check: fn(&SourceTree) -> Vec<Violation>) -> Vec<Violation> {
+    let mut violations = Vec::new();
+    for root in ROOTS_OUTSIDE_KERNEL_SRC {
+        let mut tree = load_tree(&kernel_dir().join(root));
+        tree.files
+            .retain(|file| !Path::new(root).join(&file.path).starts_with(RULES_ROOT));
+        violations.extend(
+            check(&tree)
+                .into_iter()
+                .map(|violation| violation.under(root)),
+        );
+    }
+    violations
+}
+
+fn kernel_manifest() -> String {
+    let path = kernel_dir().join("Cargo.toml");
+    std::fs::read_to_string(&path)
+        .unwrap_or_else(|error| panic!("cannot read {}: {error}", path.display()))
+}
+
+fn rule_list(spec: &ListSpec) -> ExceptionList {
+    ExceptionList::load(&kernel_dir().join(RULES_ROOT).join(spec.file), spec)
+}
+
+fn enforce_on_kernel(
+    rule: &str,
+    check: fn(&SourceTree) -> Vec<Violation>,
+    spec: Option<&ListSpec>,
+) {
+    let list = spec.map(rule_list);
+    enforce(rule, &check(&kernel_sources()), list.as_ref());
+}
diff --git a/main/opengeometry-three/src/utils/store.ts b/main/opengeometry/tests/source_rules/module_cycles.txt
similarity index 100%
rename from main/opengeometry-three/src/utils/store.ts
rename to main/opengeometry/tests/source_rules/module_cycles.txt
diff --git a/main/opengeometry/tests/source_rules/module_paths.rs b/main/opengeometry/tests/source_rules/module_paths.rs
new file mode 100644
index 0000000..d6d7646
--- /dev/null
+++ b/main/opengeometry/tests/source_rules/module_paths.rs
@@ -0,0 +1,59 @@
+use crate::source_tree::SourceTree;
+use std::collections::BTreeMap;
+
+pub(crate) type ModuleTable = BTreeMap<Vec<String>, usize>;
+
+pub(crate) fn module_table(tree: &SourceTree) -> ModuleTable {
+    let mut modules = ModuleTable::new();
+    for (index, file) in tree.files.iter().enumerate() {
+        modules.insert(file.module.clone(), index);
+        for declaration in file
+            .scan
+            .mods
+            .iter()
+            .filter(|declaration| declaration.inline)
+        {
+            let inline = [
+                file.module.clone(),
+                declaration.scope.clone(),
+                vec![declaration.name.clone()],
+            ]
+            .concat();
+            modules.insert(inline, index);
+        }
+    }
+    modules
+}
+
+pub(crate) fn absolute_path(
+    segments: &[String],
+    scope: &[String],
+    local: Option<&BTreeMap<String, Vec<String>>>,
+    modules: &ModuleTable,
+) -> Option<Vec<String>> {
+    let (head, rest) = segments.split_first()?;
+    match head.as_str() {
+        "crate" => Some(rest.to_vec()),
+        "self" if rest.first().is_some_and(|next| next == "super") => {
+            absolute_path(rest, scope, local, modules)
+        }
+        "self" => Some([scope, rest].concat()),
+        "super" => {
+            let supers = segments
+                .iter()
+                .take_while(|segment| *segment == "super")
+                .count();
+            let base = scope.get(..scope.len().checked_sub(supers)?)?;
+            Some([base, &segments[supers..]].concat())
+        }
+        _ => {
+            let child = [scope, std::slice::from_ref(head)].concat();
+            if modules.contains_key(&child) {
+                Some([scope, segments].concat())
+            } else {
+                let base = local?.get(head)?;
+                Some([base.as_slice(), rest].concat())
+            }
+        }
+    }
+}
diff --git a/main/opengeometry/tests/source_rules/module_rules.rs b/main/opengeometry/tests/source_rules/module_rules.rs
new file mode 100644
index 0000000..edd3d74
--- /dev/null
+++ b/main/opengeometry/tests/source_rules/module_rules.rs
@@ -0,0 +1,151 @@
+use crate::exceptions::{enforce, Violation};
+use crate::source_tree::SourceTree;
+use crate::{enforce_on_kernel, kernel_sources};
+
+const CATCH_ALL_NAMES: [&str; 5] = ["utils", "helpers", "common", "misc", "booleans"];
+const HANDLERS: &str = "operations/modifying/boolean/handlers";
+const OPERANDS: [&str; 6] = [
+    "box",
+    "conic",
+    "cylinder",
+    "planar_extrusion",
+    "sphere",
+    "torus",
+];
+const RELATIONS: [&str; 2] = ["coincident", "disjoint"];
+const FAMILIES: [&str; 5] = [
+    "containment",
+    "generic",
+    "planar",
+    "rectilinear",
+    "vertical_arc_extrusion",
+];
+
+fn missing_mod_rs_violations(tree: &SourceTree) -> Vec<Violation> {
+    tree.directories
+        .iter()
+        .filter(|directory| !tree.has_file(&format!("{directory}/mod.rs")))
+        .map(|directory| {
+            Violation::new(
+                directory,
+                0,
+                &[directory],
+                "directory module without mod.rs",
+            )
+        })
+        .collect()
+}
+
+fn sibling_file_violations(tree: &SourceTree) -> Vec<Violation> {
+    tree.directories
+        .iter()
+        .filter(|directory| tree.has_file(&format!("{directory}.rs")))
+        .map(|directory| {
+            let file = format!("{directory}.rs");
+            let detail = format!("`{file}` sits beside the directory `{directory}/`");
+            Violation::new(&file, 1, &[&file], detail)
+        })
+        .collect()
+}
+
+fn catch_all_name_violations(tree: &SourceTree) -> Vec<Violation> {
+    let mut violations = Vec::new();
+    for file in &tree.files {
+        let declared = file.module.last().map(|name| (name.as_str(), 1));
+        let inline = file
+            .scan
+            .mods
+            .iter()
+            .filter(|declaration| declaration.inline)
+            .map(|declaration| (declaration.name.as_str(), declaration.line));
+        for (name, line) in declared.into_iter().chain(inline) {
+            if CATCH_ALL_NAMES.contains(&name) {
+                let detail = format!("module `{name}` has a catch-all name");
+                violations.push(Violation::new(&file.path, line, &[&file.path], detail));
+            }
+        }
+    }
+    violations
+}
+
+fn is_operand_pair(stem: &str) -> bool {
+    OPERANDS.iter().any(|first| {
+        stem.strip_prefix(first)
+            .and_then(|rest| rest.strip_prefix('_'))
+            .is_some_and(|second| OPERANDS.contains(&second))
+    })
+}
+
+fn is_same_operand_pair(stem: &str) -> bool {
+    OPERANDS.iter().any(|operand| {
+        let plural = if operand.ends_with('x') { "es" } else { "s" };
+        stem == format!("{operand}{plural}")
+    })
+}
+
+fn is_handler_file_name(stem: &str) -> bool {
+    stem == "mod"
+        || is_operand_pair(stem)
+        || is_same_operand_pair(stem)
+        || RELATIONS.contains(&stem)
+}
+
+fn is_family_name(name: &str) -> bool {
+    is_operand_pair(name) || FAMILIES.contains(&name)
+}
+
+fn handler_name_violations(tree: &SourceTree) -> Vec<Violation> {
+    let prefix = format!("{HANDLERS}/");
+    let mut violations: Vec<Violation> = tree
+        .files
+        .iter()
+        .filter(|file| file.directory() == HANDLERS && !is_handler_file_name(file.stem()))
+        .map(|file| {
+            let detail = "handler file is neither `<operand>_<operand>.rs` nor a family directory";
+            Violation::new(&file.path, 1, &[&file.path], detail)
+        })
+        .collect();
+    for directory in &tree.directories {
+        let Some(name) = directory.strip_prefix(&prefix) else {
+            continue;
+        };
+        if !name.contains('/') && !is_family_name(name) {
+            let detail = format!("handler family `{name}/` is not in the operand vocabulary");
+            violations.push(Violation::new(directory, 0, &[directory], detail));
+        }
+    }
+    violations
+}
+
+#[test]
+fn directory_modules_use_mod_rs() {
+    enforce(
+        "directory modules use mod.rs",
+        &missing_mod_rs_violations(&kernel_sources()),
+        None,
+    );
+}
+
+#[test]
+fn no_module_file_sits_beside_its_directory() {
+    let violations = sibling_file_violations(&kernel_sources());
+    enforce("no x.rs beside x/", &violations, None);
+}
+
+#[test]
+fn no_module_has_a_catch_all_name() {
+    enforce_on_kernel(
+        "no module named utils, helpers, common, misc or booleans",
+        catch_all_name_violations,
+        None,
+    );
+}
+
+#[test]
+fn boolean_handler_files_are_operand_pairs_or_family_directories() {
+    enforce_on_kernel(
+        "handler files are <operand>_<operand>.rs or <family>/",
+        handler_name_violations,
+        None,
+    );
+}
diff --git a/main/opengeometry/tests/source_rules/mutual_imports.txt b/main/opengeometry/tests/source_rules/mutual_imports.txt
new file mode 100644
index 0000000..e69de29
diff --git a/main/opengeometry/tests/source_rules/path_aliases.rs b/main/opengeometry/tests/source_rules/path_aliases.rs
new file mode 100644
index 0000000..c6ceccb
--- /dev/null
+++ b/main/opengeometry/tests/source_rules/path_aliases.rs
@@ -0,0 +1,255 @@
+use crate::lexer::Token;
+use crate::module_paths::{absolute_path, module_table, ModuleTable};
+use crate::source_tree::{SourceFile, SourceTree};
+use std::collections::BTreeMap;
+
+const EXPANSION_LIMIT: usize = 32;
+const EXPORT_HOPS: usize = 16;
+const CRATE: &str = "crate";
+pub(crate) const STD_CRATES: [&str; 2] = ["std", "core"];
+const KEYWORDS: [&str; 32] = [
+    "as", "async", "await", "break", "const", "continue", "dyn", "else", "enum", "extern", "fn",
+    "for", "if", "impl", "in", "let", "loop", "match", "mod", "move", "mut", "pub", "ref",
+    "return", "static", "struct", "trait", "type", "unsafe", "use", "where", "while",
+];
+const PARAMETER_LIST_HEADS: [&str; 2] = ["impl", "for"];
+const BLOCK_BOUNDARIES: [&str; 2] = ["{", "}"];
+const GROUP_OPENERS: [&str; 2] = ["(", "["];
+const GROUP_CLOSERS: [&str; 2] = [")", "]"];
+
+pub(crate) type Target = fn(&[String]) -> Option<&'static str>;
+type NameTable = BTreeMap<Vec<String>, BTreeMap<String, &'static str>>;
+
+fn is_arrow(code: &[Token], index: usize) -> bool {
+    index > 0 && (code[index - 1].is("-") || code[index - 1].is("="))
+}
+
+fn is_one_of(token: &Token, words: &[&str]) -> bool {
+    words.iter().any(|word| token.is(word))
+}
+
+fn closes_path_arguments(code: &[Token], close: usize) -> bool {
+    let (mut angles, mut groups) = (0usize, 0usize);
+    for index in (0..=close).rev() {
+        let token = &code[index];
+        let ends_statement = token.is(";") || is_one_of(token, &GROUP_OPENERS);
+        if is_one_of(token, &BLOCK_BOUNDARIES) || (groups == 0 && ends_statement) {
+            return false;
+        }
+        if is_one_of(token, &GROUP_CLOSERS) {
+            groups += 1;
+        } else if is_one_of(token, &GROUP_OPENERS) {
+            groups -= 1;
+        } else if groups == 0 && token.is(">") && !is_arrow(code, index) {
+            angles += 1;
+        } else if groups == 0 && token.is("<") {
+            angles -= 1;
+            if angles == 0 {
+                let head = index.checked_sub(1).map(|before| &code[before]);
+                return !head.is_some_and(|head| is_one_of(head, &PARAMETER_LIST_HEADS));
+            }
+        }
+    }
+    false
+}
+
+fn qualifies(code: &[Token], index: usize) -> bool {
+    let token = &code[index];
+    if token.is(">") {
+        return !is_arrow(code, index) && closes_path_arguments(code, index);
+    }
+    token.is_ident() && !KEYWORDS.contains(&token.text.as_str())
+}
+
+pub(crate) fn opens_path(code: &[Token], index: usize) -> bool {
+    code[index].is("::") && !(index > 0 && qualifies(code, index - 1))
+}
+
+pub(crate) fn path_at(code: &[Token], index: usize) -> Option<Vec<String>> {
+    let leading = opens_path(code, index);
+    let first = index + usize::from(leading);
+    let starts = leading || !(index > 0 && code[index - 1].is("::"));
+    if !starts || !code.get(first).is_some_and(Token::is_ident) {
+        return None;
+    }
+    let mut segments = vec![code[first].text.clone()];
+    let mut next = first + 1;
+    while next + 1 < code.len() && code[next].is("::") && code[next + 1].is_ident() {
+        segments.push(code[next + 1].text.clone());
+        next += 2;
+    }
+    Some(segments)
+}
+
+fn type_alias_spans(code: &[Token]) -> Vec<(String, usize, usize)> {
+    let mut spans = Vec::new();
+    for index in 0..code.len().saturating_sub(1) {
+        if !code[index].is("type") || !code[index + 1].is_ident() {
+            continue;
+        }
+        let Some(end) = (index..code.len()).find(|&at| code[at].is(";")) else {
+            continue;
+        };
+        if let Some(equals) = (index..end).find(|&at| code[at].is("=")) {
+            spans.push((code[index + 1].text.clone(), equals + 1, end));
+        }
+    }
+    spans
+}
+
+pub(crate) struct Exports {
+    modules: ModuleTable,
+    names: NameTable,
+}
+
+impl Exports {
+    pub(crate) fn build(tree: &SourceTree, target: Target) -> Exports {
+        let mut exports = Exports {
+            modules: module_table(tree),
+            names: NameTable::new(),
+        };
+        for _ in 0..EXPORT_HOPS {
+            let mut names = NameTable::new();
+            for file in &tree.files {
+                let finder = PathFinder::new(file, target, &exports);
+                for (scope, name, found) in finder.named_targets() {
+                    names.entry(scope).or_default().insert(name, found);
+                }
+            }
+            if names == exports.names {
+                break;
+            }
+            exports.names = names;
+        }
+        exports
+    }
+
+    fn target(&self, path: &[String], scope: &[String]) -> Option<&'static str> {
+        let absolute = absolute_path(path, scope, None, &self.modules)?;
+        (0..absolute.len()).find_map(|split| {
+            let names = self.names.get(&absolute[..split])?;
+            names.get(&absolute[split]).copied()
+        })
+    }
+}
+
+pub(crate) struct PathFinder<'a> {
+    file: &'a SourceFile,
+    bound: BTreeMap<String, Vec<Vec<String>>>,
+    type_aliases: BTreeMap<String, &'static str>,
+    target: Target,
+    exports: &'a Exports,
+}
+
+impl<'a> PathFinder<'a> {
+    pub(crate) fn new(
+        file: &'a SourceFile,
+        target: Target,
+        exports: &'a Exports,
+    ) -> PathFinder<'a> {
+        let mut bound: BTreeMap<String, Vec<Vec<String>>> = BTreeMap::new();
+        for item in &file.scan.uses {
+            let scope = [file.module.as_slice(), &item.scope].concat();
+            for path in &item.paths {
+                let Some(binding) = &path.binding else {
+                    continue;
+                };
+                let resolved = absolute_path(&path.segments, &scope, None, &exports.modules)
+                    .map_or_else(
+                        || path.segments.clone(),
+                        |absolute| [vec![CRATE.to_string()], absolute].concat(),
+                    );
+                bound.entry(binding.clone()).or_default().push(resolved);
+            }
+        }
+        let mut finder = PathFinder {
+            file,
+            bound,
+            type_aliases: BTreeMap::new(),
+            target,
+            exports,
+        };
+        finder.follow_type_aliases();
+        finder
+    }
+
+    fn follow_type_aliases(&mut self) {
+        let declared = type_alias_spans(&self.file.code);
+        loop {
+            let known = self.type_aliases.len();
+            for (name, start, end) in &declared {
+                if self.type_aliases.contains_key(name) {
+                    continue;
+                }
+                if let Some(found) = (*start..*end).find_map(|index| self.target_at(index)) {
+                    self.type_aliases.insert(name.clone(), found);
+                }
+            }
+            if self.type_aliases.len() == known {
+                return;
+            }
+        }
+    }
+
+    fn named_targets(&self) -> Vec<(Vec<String>, String, &'static str)> {
+        let mut named = Vec::new();
+        for item in &self.file.scan.uses {
+            let scope = [self.file.module.as_slice(), &item.scope].concat();
+            for path in &item.paths {
+                let found = self.path_target(&path.segments, &scope);
+                if let (Some(binding), Some(found)) = (&path.binding, found) {
+                    named.push((scope.clone(), binding.clone(), found));
+                }
+            }
+        }
+        let code = &self.file.code;
+        for index in 1..code.len() {
+            let found = self.type_aliases.get(&code[index].text);
+            if let Some(&found) = found.filter(|_| code[index - 1].is("type")) {
+                named.push((self.scope_at(index), code[index].text.clone(), found));
+            }
+        }
+        named
+    }
+
+    fn expansions(&self, segments: &[String]) -> Vec<Vec<String>> {
+        let mut found = vec![segments.to_vec()];
+        let mut next = 0;
+        while next < found.len() && found.len() < EXPANSION_LIMIT {
+            let path = found[next].clone();
+            next += 1;
+            for bound in self.bound.get(&path[0]).into_iter().flatten() {
+                let expanded = [bound.as_slice(), &path[1..]].concat();
+                if !found.contains(&expanded) {
+                    found.push(expanded);
+                }
+            }
+        }
+        found
+    }
+
+    pub(crate) fn scope_at(&self, index: usize) -> Vec<String> {
+        [self.file.module.as_slice(), self.file.scan.scope_at(index)].concat()
+    }
+
+    pub(crate) fn path_target(
+        &self,
+        segments: &[String],
+        scope: &[String],
+    ) -> Option<&'static str> {
+        if let Some(found) = segments
+            .first()
+            .and_then(|head| self.type_aliases.get(head))
+        {
+            return Some(found);
+        }
+        self.expansions(segments).iter().find_map(|expanded| {
+            (self.target)(expanded).or_else(|| self.exports.target(expanded, scope))
+        })
+    }
+
+    pub(crate) fn target_at(&self, index: usize) -> Option<&'static str> {
+        let path = path_at(&self.file.code, index)?;
+        self.path_target(&path, &self.scope_at(index))
+    }
+}
diff --git a/main/opengeometry/tests/source_rules/ported_long_functions.txt b/main/opengeometry/tests/source_rules/ported_long_functions.txt
new file mode 100644
index 0000000..e69de29
diff --git a/main/opengeometry/tests/source_rules/reserved_fn_names.txt b/main/opengeometry/tests/source_rules/reserved_fn_names.txt
new file mode 100644
index 0000000..e69de29
diff --git a/main/opengeometry/tests/source_rules/scanner.rs b/main/opengeometry/tests/source_rules/scanner.rs
new file mode 100644
index 0000000..2ed0676
--- /dev/null
+++ b/main/opengeometry/tests/source_rules/scanner.rs
@@ -0,0 +1,563 @@
+use crate::lexer::Token;
+use crate::use_tree::{expand_use_tree, UsePath};
+use std::collections::BTreeMap;
+
+#[derive(Clone, Debug)]
+pub(crate) struct UseItem {
+    pub(crate) line: usize,
+    pub(crate) label: String,
+    pub(crate) paths: Vec<UsePath>,
+    pub(crate) scope: Vec<String>,
+    pub(crate) test: bool,
+    pub(crate) local: bool,
+}
+
+#[derive(Clone, Debug)]
+pub(crate) struct FnItem {
+    pub(crate) name: String,
+    pub(crate) bare: String,
+    pub(crate) impl_trait: Option<Vec<String>>,
+    pub(crate) start: usize,
+    pub(crate) end: usize,
+    pub(crate) test: bool,
+}
+
+impl FnItem {
+    pub(crate) fn span(&self) -> usize {
+        self.end + 1 - self.start
+    }
+}
+
+#[derive(Clone, Debug)]
+pub(crate) struct ModItem {
+    pub(crate) name: String,
+    pub(crate) line: usize,
+    pub(crate) test: bool,
+    pub(crate) inline: bool,
+    pub(crate) scope: Vec<String>,
+}
+
+#[derive(Clone, Debug)]
+pub(crate) struct AttributeItem {
+    pub(crate) name: String,
+    pub(crate) words: Vec<String>,
+    pub(crate) line: usize,
+}
+
+#[derive(Clone, Debug)]
+pub(crate) struct TestRoot {
+    pub(crate) name: String,
+    pub(crate) line: usize,
+}
+
+#[derive(Clone, Copy, Debug, Default)]
+pub(crate) struct Context {
+    pub(crate) test: bool,
+    pub(crate) use_item: Option<usize>,
+    pub(crate) item: usize,
+    pub(crate) scope: usize,
+}
+
+#[derive(Debug, Default)]
+pub(crate) struct FileScan {
+    pub(crate) uses: Vec<UseItem>,
+    pub(crate) fns: Vec<FnItem>,
+    pub(crate) mods: Vec<ModItem>,
+    pub(crate) attributes: Vec<AttributeItem>,
+    pub(crate) contexts: Vec<Context>,
+    pub(crate) item_names: Vec<String>,
+    pub(crate) scopes: Vec<Vec<String>>,
+    pub(crate) traits: Vec<String>,
+    pub(crate) test_roots: Vec<TestRoot>,
+    pub(crate) impl_labels: BTreeMap<usize, String>,
+}
+
+impl FileScan {
+    pub(crate) fn item_name(&self, index: usize) -> &str {
+        &self.item_names[self.contexts[index].item]
+    }
+
+    pub(crate) fn scope_at(&self, index: usize) -> &[String] {
+        &self.scopes[self.contexts[index].scope]
+    }
+}
+
+pub(crate) fn scan_file(tokens: &[Token]) -> FileScan {
+    let mut scanner = Scanner {
+        tokens,
+        at: 0,
+        frames: vec![Frame {
+            kind: FrameKind::Block,
+            test: false,
+            test_element: None,
+            item: 0,
+            scope: 0,
+            depth: 0,
+            generics: 0,
+        }],
+        pending: Pending::default(),
+        seen: BTreeMap::new(),
+        scan: FileScan {
+            item_names: vec![String::new()],
+            scopes: vec![Vec::new()],
+            ..FileScan::default()
+        },
+    };
+    while scanner.at < tokens.len() {
+        scanner.step();
+    }
+    scanner.scan
+}
+
+type TraitPath = Option<Vec<String>>;
+
+enum FrameKind {
+    Module,
+    Function(usize),
+    Owner(TraitPath),
+    Block,
+}
+
+struct Frame {
+    kind: FrameKind,
+    test: bool,
+    test_element: Option<usize>,
+    item: usize,
+    scope: usize,
+    depth: usize,
+    generics: usize,
+}
+
+#[derive(Default)]
+struct Pending {
+    test: bool,
+    test_case: bool,
+    function: Option<(String, usize)>,
+    module: Option<String>,
+    owner: Option<TraitPath>,
+    item: Option<usize>,
+}
+
+impl Pending {
+    fn names_nothing(&self) -> bool {
+        self.function.is_none()
+            && self.module.is_none()
+            && self.owner.is_none()
+            && self.item.is_none()
+    }
+}
+
+struct Scanner<'a> {
+    tokens: &'a [Token],
+    at: usize,
+    frames: Vec<Frame>,
+    pending: Pending,
+    seen: BTreeMap<String, usize>,
+    scan: FileScan,
+}
+
+const NAMED_ITEMS: [&str; 6] = ["struct", "enum", "union", "const", "static", "type"];
+const NOT_NAMES: [&str; 5] = ["fn", "mut", "dyn", "unsafe", "const"];
+const GENERIC_ITEMS: [&str; 6] = ["fn", "struct", "enum", "union", "trait", "type"];
+const GENERIC_HEADS: [&str; 2] = ["impl", "for"];
+
+impl Scanner<'_> {
+    fn token(&self, offset: usize) -> Option<&Token> {
+        self.tokens.get(self.at + offset)
+    }
+
+    fn top(&self) -> &Frame {
+        &self.frames[self.frames.len() - 1]
+    }
+
+    fn in_function(&self) -> bool {
+        self.frames
+            .iter()
+            .any(|frame| matches!(frame.kind, FrameKind::Function(_)))
+    }
+
+    fn opens_generic_parameters(&self) -> bool {
+        let before = |offset: usize| self.at.checked_sub(offset).map(|at| &self.tokens[at]);
+        let after_head =
+            before(1).is_some_and(|head| GENERIC_HEADS.iter().any(|keyword| head.is(keyword)));
+        let after_name = before(1).is_some_and(Token::is_ident)
+            && before(2).is_some_and(|item| GENERIC_ITEMS.iter().any(|keyword| item.is(keyword)));
+        after_head || after_name
+    }
+
+    fn in_test(&self) -> bool {
+        self.pending.test || self.top().test || self.top().test_element.is_some()
+    }
+
+    fn scope(&self) -> Vec<String> {
+        self.scan.scopes[self.top().scope].clone()
+    }
+
+    fn numbered(&mut self, path: String) -> String {
+        let count = self.seen.entry(path.clone()).or_insert(0);
+        *count += 1;
+        if *count > 1 {
+            format!("{path}#{count}")
+        } else {
+            path
+        }
+    }
+
+    fn new_item(&mut self, name: &str, numbered: bool) -> usize {
+        let parent = &self.scan.item_names[self.top().item];
+        let path = if parent.is_empty() {
+            name.to_string()
+        } else {
+            format!("{parent}::{name}")
+        };
+        let path = if numbered { self.numbered(path) } else { path };
+        self.scan.item_names.push(path);
+        self.scan.item_names.len() - 1
+    }
+
+    fn record_context(&mut self, use_item: Option<usize>) {
+        let context = Context {
+            test: self.in_test(),
+            use_item,
+            item: self.pending.item.unwrap_or(self.top().item),
+            scope: self.top().scope,
+        };
+        self.scan.contexts.push(context);
+    }
+
+    fn step(&mut self) {
+        let tokens = self.tokens;
+        let token = &tokens[self.at];
+        if token.is("#")
+            && self
+                .token(1)
+                .is_some_and(|next| next.is("[") || next.is("!"))
+        {
+            self.attribute();
+            return;
+        }
+        if token.is("use") {
+            self.use_item();
+            return;
+        }
+        self.note_keyword();
+        self.record_context(None);
+        self.structure();
+        self.at += 1;
+    }
+
+    fn matching_close(&self, open: usize, left: &str, right: &str) -> usize {
+        let mut depth = 0usize;
+        for (index, token) in self.tokens.iter().enumerate().skip(open) {
+            if token.is(left) {
+                depth += 1;
+            } else if token.is(right) {
+                depth -= 1;
+                if depth == 0 {
+                    return index;
+                }
+            }
+        }
+        self.tokens.len() - 1
+    }
+
+    fn attribute(&mut self) {
+        let inner = self.token(1).is_some_and(|next| next.is("!"));
+        let open = self.at + 1 + usize::from(inner);
+        let close = self.matching_close(open, "[", "]");
+        let words: Vec<String> = self.tokens[open + 1..close]
+            .iter()
+            .map(|token| token.text.clone())
+            .collect();
+        let test_case =
+            words == ["test"] || words.first().is_some_and(|w| w == "wasm_bindgen_test");
+        let marks_test = test_case || words == ["cfg", "(", "test", ")"];
+        if let Some(name) = words.first() {
+            self.scan.attributes.push(AttributeItem {
+                name: name.clone(),
+                words: words.clone(),
+                line: self.tokens[self.at].line,
+            });
+        }
+        let depth = self.top().depth;
+        if marks_test && !inner && depth > 0 {
+            if let Some(frame) = self.frames.last_mut() {
+                frame.test_element = Some(depth);
+            }
+        } else if marks_test && !inner {
+            self.pending.test = true;
+            self.pending.test_case |= test_case;
+        }
+        while self.at <= close {
+            self.record_context(None);
+            self.at += 1;
+        }
+    }
+
+    fn use_item(&mut self) {
+        let start = self.at;
+        let mut end = start;
+        let mut depth = 0usize;
+        while end < self.tokens.len() {
+            let token = &self.tokens[end];
+            if token.is("{") {
+                depth += 1;
+            } else if token.is("}") {
+                depth = depth.saturating_sub(1);
+            } else if token.is(";") && depth == 0 {
+                break;
+            }
+            end += 1;
+        }
+        let body: Vec<&Token> = self.tokens[start + 1..end.min(self.tokens.len())]
+            .iter()
+            .collect();
+        let index = self.scan.uses.len();
+        let paths = expand_use_tree(&body);
+        let text: Vec<String> = paths.iter().map(UsePath::text).collect();
+        let item = UseItem {
+            line: self.tokens[start].line,
+            label: self.numbered(format!("use@{}", text.join(","))),
+            paths,
+            scope: self.scope(),
+            test: self.in_test(),
+            local: self.frames[1..]
+                .iter()
+                .any(|frame| !matches!(frame.kind, FrameKind::Module)),
+        };
+        self.scan.uses.push(item);
+        while self.at <= end && self.at < self.tokens.len() {
+            self.record_context(Some(index));
+            self.at += 1;
+        }
+        self.pending = Pending::default();
+    }
+
+    fn next_name(&self) -> Option<String> {
+        self.token(1)
+            .filter(|next| next.is_ident() && !NOT_NAMES.contains(&next.text.as_str()))
+            .map(|next| next.text.clone())
+    }
+
+    fn note_keyword(&mut self) {
+        let tokens = self.tokens;
+        let token = &tokens[self.at];
+        let word = token.text.as_str();
+        if !token.is_ident() {
+            return;
+        }
+        if word == "fn" {
+            if let Some(bare) = self.next_name() {
+                self.pending.item = Some(self.new_item(&bare, true));
+                self.pending.function = Some((bare, token.line));
+            }
+        } else if word == "mod" {
+            self.note_module();
+        } else if word == "impl" && self.pending.function.is_none() {
+            self.note_impl();
+        } else if word == "trait" {
+            if let Some(name) = self.next_name() {
+                self.scan.traits.push(name.clone());
+                self.pending.item = Some(self.new_item(&name, true));
+                self.pending.owner = Some(None);
+            }
+        } else if NAMED_ITEMS.contains(&word) && self.pending.item.is_none() && !self.keys_to_fn() {
+            let name = self.next_name().or_else(|| {
+                self.token(1)
+                    .filter(|next| next.is("mut"))
+                    .and_then(|_| self.token(2))
+                    .map(|name| name.text.clone())
+            });
+            if let Some(name) = name {
+                self.pending.item = Some(self.new_item(&name, true));
+            }
+        }
+    }
+
+    fn keys_to_fn(&self) -> bool {
+        let pointer = self.at > 0 && self.tokens[self.at - 1].is("*");
+        self.tokens[self.at].is("const") && (pointer || self.in_function())
+    }
+
+    fn note_impl(&mut self) {
+        let (owner, trait_path) = self.impl_owner();
+        let item = self.new_item(&owner, false);
+        let owner = &self.scan.item_names[item];
+        let label = match &trait_path {
+            Some(path) => format!("impl@{owner}:{}", path.join("::")),
+            None => format!("impl@{owner}"),
+        };
+        let label = self.numbered(label);
+        self.scan.impl_labels.insert(item, label);
+        self.pending.item = Some(item);
+        self.pending.owner = Some(trait_path);
+    }
+
+    fn note_module(&mut self) {
+        let Some(name) = self.next_name() else {
+            return;
+        };
+        if self.token(2).is_some_and(|after| after.is(";")) {
+            let item = ModItem {
+                name,
+                line: self.tokens[self.at].line,
+                test: self.in_test(),
+                inline: false,
+                scope: self.scope(),
+            };
+            self.scan.mods.push(item);
+        } else {
+            self.pending.item = Some(self.new_item(&name, true));
+            self.pending.module = Some(name);
+        }
+    }
+
+    fn impl_owner(&self) -> (String, TraitPath) {
+        let mut depth = 0usize;
+        let mut owner = String::new();
+        let mut segments = Vec::new();
+        let mut trait_path = None;
+        for (index, token) in self.tokens.iter().enumerate().skip(self.at + 1) {
+            let after_dash = self.tokens[index - 1].is("-");
+            if depth == 0 && (token.is("{") || token.is("where") || token.is(";")) {
+                break;
+            }
+            if token.is("<") || token.is("(") || token.is("[") {
+                depth += 1;
+            } else if (token.is(">") && !after_dash) || token.is(")") || token.is("]") {
+                depth = depth.saturating_sub(1);
+            } else if depth == 0 && token.is("for") {
+                trait_path = Some(std::mem::take(&mut segments));
+                owner.clear();
+            } else if depth == 0 && token.is_ident() && !NOT_NAMES.contains(&token.text.as_str()) {
+                owner = token.text.clone();
+                segments.push(token.text.clone());
+            }
+        }
+        (owner, trait_path)
+    }
+
+    fn structure(&mut self) {
+        let tokens = self.tokens;
+        let token = &tokens[self.at];
+        let depth = self.top().depth;
+        if token.is("{") {
+            self.open_frame();
+        } else if token.is("}") {
+            self.close_frame();
+        } else if token.is("(") || token.is("[") || self.opens_angle() {
+            if let Some(frame) = self.frames.last_mut() {
+                frame.depth += 1;
+                frame.generics += usize::from(token.is("<"));
+            }
+        } else if token.is(")") || token.is("]") || self.closes_angle() {
+            if let Some(frame) = self.frames.last_mut() {
+                frame.depth = frame.depth.saturating_sub(1);
+                frame.generics -= usize::from(token.is(">"));
+                frame.test_element = frame.test_element.filter(|element| *element <= frame.depth);
+            }
+        } else if token.is(";") && depth == 0 {
+            let pending = std::mem::take(&mut self.pending);
+            if let Some((bare, start)) = pending.function {
+                let test = pending.test || self.top().test;
+                let index = self.declare_fn(bare, start, test, pending.item);
+                self.scan.fns[index].end = token.line;
+            }
+        } else if token.is(",") {
+            self.end_element(depth);
+        }
+    }
+
+    fn opens_angle(&self) -> bool {
+        self.tokens[self.at].is("<") && (self.top().generics > 0 || self.opens_generic_parameters())
+    }
+
+    fn closes_angle(&self) -> bool {
+        let arrow =
+            self.at > 0 && (self.tokens[self.at - 1].is("-") || self.tokens[self.at - 1].is("="));
+        self.tokens[self.at].is(">") && self.top().generics > 0 && !arrow
+    }
+
+    fn end_element(&mut self, depth: usize) {
+        if depth == 0 && self.pending.names_nothing() {
+            self.pending = Pending::default();
+        }
+        if let Some(frame) = self.frames.last_mut() {
+            frame.test_element = frame.test_element.filter(|element| *element != depth);
+        }
+    }
+
+    fn declare_fn(&mut self, bare: String, start: usize, test: bool, item: Option<usize>) -> usize {
+        let impl_trait = match &self.top().kind {
+            FrameKind::Owner(trait_path) => trait_path.clone(),
+            _ => None,
+        };
+        let name = item.map_or(bare.clone(), |item| self.scan.item_names[item].clone());
+        self.scan.fns.push(FnItem {
+            name,
+            bare,
+            impl_trait,
+            start,
+            end: start,
+            test,
+        });
+        self.scan.fns.len() - 1
+    }
+
+    fn note_test_root(&mut self, item: usize, marked: bool) {
+        if marked && !self.top().test {
+            self.scan.test_roots.push(TestRoot {
+                name: self.scan.item_names[item].clone(),
+                line: self.tokens[self.at].line,
+            });
+        }
+    }
+
+    fn open_frame(&mut self) {
+        let pending = std::mem::take(&mut self.pending);
+        let test = pending.test || self.top().test || self.top().test_element.is_some();
+        let item = pending.item.unwrap_or(self.top().item);
+        let mut scope = self.top().scope;
+        let kind = if let Some((bare, start)) = pending.function {
+            self.note_test_root(item, pending.test_case);
+            FrameKind::Function(self.declare_fn(bare, start, test, pending.item))
+        } else if let Some(name) = pending.module {
+            self.note_test_root(item, pending.test);
+            self.scan.mods.push(ModItem {
+                name: name.clone(),
+                line: self.tokens[self.at].line,
+                test,
+                inline: true,
+                scope: self.scope(),
+            });
+            let nested = [self.scope(), vec![name]].concat();
+            self.scan.scopes.push(nested);
+            scope = self.scan.scopes.len() - 1;
+            FrameKind::Module
+        } else if let Some(trait_path) = pending.owner {
+            FrameKind::Owner(trait_path)
+        } else {
+            FrameKind::Block
+        };
+        self.frames.push(Frame {
+            kind,
+            test,
+            test_element: None,
+            item,
+            scope,
+            depth: 0,
+            generics: 0,
+        });
+    }
+
+    fn close_frame(&mut self) {
+        if self.frames.len() > 1 {
+            if let Some(frame) = self.frames.pop() {
+                if let FrameKind::Function(index) = frame.kind {
+                    self.scan.fns[index].end = self.tokens[self.at].line;
+                }
+            }
+        }
+        self.pending = Pending::default();
+    }
+}
diff --git a/main/opengeometry/tests/source_rules/serde_json_outside_edges.txt b/main/opengeometry/tests/source_rules/serde_json_outside_edges.txt
new file mode 100644
index 0000000..9510bcb
--- /dev/null
+++ b/main/opengeometry/tests/source_rules/serde_json_outside_edges.txt
@@ -0,0 +1,3 @@
+world_graph/modifying.rs WorldGraph::operate B5
+world_graph/modifying.rs WorldGraph::report B5
+world_graph/shape_store.rs Shape B5
diff --git a/main/opengeometry/tests/source_rules/sibling_cycles.txt b/main/opengeometry/tests/source_rules/sibling_cycles.txt
new file mode 100644
index 0000000..e69de29
diff --git a/main/opengeometry/tests/source_rules/source_tree.rs b/main/opengeometry/tests/source_rules/source_tree.rs
new file mode 100644
index 0000000..42e1de9
--- /dev/null
+++ b/main/opengeometry/tests/source_rules/source_tree.rs
@@ -0,0 +1,190 @@
+use crate::lexer::{tokenize, Token};
+use crate::scanner::{scan_file, FileScan};
+use std::fs;
+use std::path::{Path, PathBuf};
+
+pub(crate) struct SourceFile {
+    pub(crate) path: String,
+    pub(crate) module: Vec<String>,
+    pub(crate) line_count: usize,
+    pub(crate) comments: Vec<Token>,
+    pub(crate) code: Vec<Token>,
+    pub(crate) scan: FileScan,
+    pub(crate) test: bool,
+}
+
+impl SourceFile {
+    pub(crate) fn is_test_at(&self, index: usize) -> bool {
+        self.test || self.scan.contexts[index].test
+    }
+
+    pub(crate) fn directory(&self) -> &str {
+        self.path
+            .rsplit_once('/')
+            .map_or("", |(directory, _)| directory)
+    }
+
+    pub(crate) fn stem(&self) -> &str {
+        let name = self
+            .path
+            .rsplit_once('/')
+            .map_or(self.path.as_str(), |(_, name)| name);
+        name.strip_suffix(".rs").unwrap_or(name)
+    }
+}
+
+pub(crate) struct SourceTree {
+    pub(crate) files: Vec<SourceFile>,
+    pub(crate) directories: Vec<String>,
+}
+
+#[derive(Debug)]
+pub(crate) struct LoadError {
+    pub(crate) path: PathBuf,
+    pub(crate) reason: String,
+}
+
+impl SourceTree {
+    pub(crate) fn load(root: &Path) -> Result<SourceTree, LoadError> {
+        let mut paths = Vec::new();
+        let mut directories = Vec::new();
+        collect(root, "", &mut paths, &mut directories)?;
+        let files = paths
+            .into_iter()
+            .map(|path| load_file(root, path))
+            .collect::<Result<Vec<_>, _>>()?;
+        let mut tree = SourceTree { files, directories };
+        mark_test_files(&mut tree);
+        Ok(tree)
+    }
+
+    pub(crate) fn from_sources(sources: &[(&str, &str)]) -> SourceTree {
+        let mut sources = sources.to_vec();
+        sources.sort();
+        let files = sources
+            .iter()
+            .map(|(path, text)| {
+                parse_file(path.to_string(), text)
+                    .unwrap_or_else(|reason| panic!("{path}: {reason}"))
+            })
+            .collect();
+        let mut directories: Vec<String> = sources
+            .iter()
+            .flat_map(|(path, _)| {
+                path.match_indices('/')
+                    .map(|(end, _)| path[..end].to_string())
+                    .collect::<Vec<_>>()
+            })
+            .collect();
+        directories.sort();
+        directories.dedup();
+        let mut tree = SourceTree { files, directories };
+        mark_test_files(&mut tree);
+        tree
+    }
+
+    pub(crate) fn module_index(&self, module: &[String]) -> Option<usize> {
+        self.files.iter().position(|file| file.module == module)
+    }
+
+    pub(crate) fn has_file(&self, path: &str) -> bool {
+        self.files.iter().any(|file| file.path == path)
+    }
+}
+
+fn read_error(path: &Path, error: &std::io::Error) -> LoadError {
+    LoadError {
+        path: path.to_path_buf(),
+        reason: error.to_string(),
+    }
+}
+
+fn collect(
+    root: &Path,
+    relative: &str,
+    files: &mut Vec<String>,
+    directories: &mut Vec<String>,
+) -> Result<(), LoadError> {
+    let directory = root.join(relative);
+    let mut entries = fs::read_dir(&directory)
+        .map_err(|error| read_error(&directory, &error))?
+        .map(|entry| entry.map(|entry| entry.path()))
+        .collect::<Result<Vec<_>, _>>()
+        .map_err(|error| read_error(&directory, &error))?;
+    entries.sort();
+    for entry in entries {
+        let name = entry
+            .file_name()
+            .map_or(String::new(), |name| name.to_string_lossy().into_owned());
+        let child = if relative.is_empty() {
+            name.clone()
+        } else {
+            format!("{relative}/{name}")
+        };
+        if entry.is_dir() {
+            directories.push(child.clone());
+            collect(root, &child, files, directories)?;
+        } else if name.ends_with(".rs") {
+            files.push(child);
+        }
+    }
+    Ok(())
+}
+
+fn module_path(relative: &str) -> Vec<String> {
+    let without_extension = relative.strip_suffix(".rs").unwrap_or(relative);
+    let mut module: Vec<String> = without_extension.split('/').map(str::to_string).collect();
+    if module.last().is_some_and(|last| last == "mod") || module == ["lib"] {
+        module.pop();
+    }
+    module
+}
+
+fn load_file(root: &Path, path: String) -> Result<SourceFile, LoadError> {
+    let absolute = root.join(&path);
+    let text = fs::read_to_string(&absolute).map_err(|error| read_error(&absolute, &error))?;
+    parse_file(path, &text).map_err(|reason| LoadError {
+        path: absolute,
+        reason,
+    })
+}
+
+fn parse_file(path: String, text: &str) -> Result<SourceFile, String> {
+    let tokens =
+        tokenize(text).map_err(|error| format!("line {}: {}", error.line, error.reason))?;
+    let (comments, code): (Vec<Token>, Vec<Token>) =
+        tokens.into_iter().partition(Token::is_comment);
+    let scan = scan_file(&code);
+    Ok(SourceFile {
+        module: module_path(&path),
+        line_count: text.lines().count(),
+        path,
+        comments,
+        code,
+        scan,
+        test: false,
+    })
+}
+
+fn declared_as_test(parent: &SourceFile, name: &str) -> bool {
+    parent.scan.mods.iter().any(|declaration| {
+        declaration.name == name && declaration.scope.is_empty() && declaration.test
+    })
+}
+
+fn mark_test_files(tree: &mut SourceTree) {
+    let mut order: Vec<usize> = (0..tree.files.len()).collect();
+    order.sort_by_key(|&index| tree.files[index].module.len());
+    for index in order {
+        let module = tree.files[index].module.clone();
+        let Some((name, parent_module)) = module.split_last() else {
+            continue;
+        };
+        let parent = tree
+            .module_index(parent_module)
+            .map(|parent| &tree.files[parent]);
+        let test = module.iter().any(|segment| segment == "tests")
+            || parent.is_some_and(|parent| parent.test || declared_as_test(parent, name));
+        tree.files[index].test = test;
+    }
+}
diff --git a/main/opengeometry/tests/source_rules/string_errors.txt b/main/opengeometry/tests/source_rules/string_errors.txt
new file mode 100644
index 0000000..e69de29
diff --git a/main/opengeometry/tests/source_rules/test_rules.rs b/main/opengeometry/tests/source_rules/test_rules.rs
new file mode 100644
index 0000000..0aa5bf4
--- /dev/null
+++ b/main/opengeometry/tests/source_rules/test_rules.rs
@@ -0,0 +1,59 @@
+use crate::exceptions::{enforce, Violation};
+use crate::frozen_lists::INLINE_TESTS;
+use crate::source_tree::{SourceFile, SourceTree};
+use crate::{enforce_on_kernel, kernel_sources};
+
+const TEST_MODULE: &str = "tests";
+
+fn is_test_location(file: &SourceFile) -> bool {
+    file.module.iter().any(|segment| segment == TEST_MODULE)
+}
+
+fn inline_test_violations(tree: &SourceTree) -> Vec<Violation> {
+    let mut violations = Vec::new();
+    for file in tree.files.iter().filter(|file| !is_test_location(file)) {
+        for root in &file.scan.test_roots {
+            let detail = format!(
+                "test code `{}` sits inline; tests live in a sibling tests.rs or tests/",
+                root.name
+            );
+            let key = [file.path.as_str(), root.name.as_str()];
+            violations.push(Violation::new(&file.path, root.line, &key, detail));
+        }
+    }
+    violations
+}
+
+fn ungated_test_module_violations(tree: &SourceTree) -> Vec<Violation> {
+    let mut violations = Vec::new();
+    for file in tree.files.iter().filter(|file| !file.test) {
+        for declaration in &file.scan.mods {
+            if declaration.name != TEST_MODULE || declaration.test {
+                continue;
+            }
+            let detail = "`mod tests` is declared without `#[cfg(test)]`";
+            violations.push(Violation::new(
+                &file.path,
+                declaration.line,
+                &[&file.path],
+                detail,
+            ));
+        }
+    }
+    violations
+}
+
+#[test]
+fn tests_live_in_a_sibling_tests_rs_or_tests_directory() {
+    enforce_on_kernel(
+        "tests live in a sibling tests.rs or tests/",
+        inline_test_violations,
+        Some(&INLINE_TESTS),
+    );
+}
+
+#[test]
+fn every_tests_module_is_declared_under_cfg_test() {
+    let violations = ungated_test_module_violations(&kernel_sources());
+    enforce("mod tests only under #[cfg(test)]", &violations, None);
+}
diff --git a/main/opengeometry/tests/source_rules/text_rules.rs b/main/opengeometry/tests/source_rules/text_rules.rs
new file mode 100644
index 0000000..b994303
--- /dev/null
+++ b/main/opengeometry/tests/source_rules/text_rules.rs
@@ -0,0 +1,64 @@
+use crate::exceptions::{enforce, Violation};
+use crate::source_tree::SourceTree;
+use crate::{kernel_sources, rule_violations};
+
+const MAX_FILE_LINES: usize = 600;
+
+fn comment_violations(tree: &SourceTree) -> Vec<Violation> {
+    let mut violations = Vec::new();
+    for file in &tree.files {
+        for comment in &file.comments {
+            let preview: String = comment.text.chars().take(40).collect();
+            let detail = format!("comment `{preview}`");
+            violations.push(Violation::new(
+                &file.path,
+                comment.line,
+                &[&file.path],
+                detail,
+            ));
+        }
+    }
+    violations
+}
+
+fn oversized_file_violations(tree: &SourceTree) -> Vec<Violation> {
+    tree.files
+        .iter()
+        .filter(|file| file.line_count > MAX_FILE_LINES)
+        .map(|file| {
+            let detail = format!("{} lines, above {MAX_FILE_LINES}", file.line_count);
+            Violation::new(&file.path, file.line_count, &[&file.path], detail)
+        })
+        .collect()
+}
+
+#[test]
+fn source_files_contain_no_comments() {
+    enforce(
+        "zero comments",
+        &comment_violations(&kernel_sources()),
+        None,
+    );
+}
+
+#[test]
+fn source_files_are_at_most_600_lines() {
+    let violations = oversized_file_violations(&kernel_sources());
+    enforce("every file at most 600 lines", &violations, None);
+}
+
+#[test]
+fn source_rules_files_contain_no_comments() {
+    let violations = rule_violations(comment_violations);
+    enforce("zero comments in source_rules", &violations, None);
+}
+
+#[test]
+fn source_rules_files_are_at_most_600_lines() {
+    let violations = rule_violations(oversized_file_violations);
+    enforce(
+        "every source_rules file at most 600 lines",
+        &violations,
+        None,
+    );
+}
diff --git a/main/opengeometry/tests/source_rules/type_rules.rs b/main/opengeometry/tests/source_rules/type_rules.rs
new file mode 100644
index 0000000..df02d0a
--- /dev/null
+++ b/main/opengeometry/tests/source_rules/type_rules.rs
@@ -0,0 +1,468 @@
+use crate::enforce_on_kernel;
+use crate::exceptions::Violation;
+use crate::frozen_lists::{JSON_VALUES_IN_SIGNATURES, SERDE_JSON_OUTSIDE_EDGES, STRING_ERRORS};
+use crate::lexer::Token;
+use crate::path_aliases::{Exports, PathFinder, STD_CRATES};
+use crate::source_tree::{SourceFile, SourceTree};
+use std::collections::BTreeSet;
+
+const JSON_EDGE_FILES: [&str; 4] = [
+    "brep/topology/envelope.rs",
+    "world_graph/queries.rs",
+    "tessellation/snapshot_store.rs",
+    "tessellation/cache.rs",
+];
+const BINDINGS: &str = "bindings/";
+const STRING_CRATES: [&str; 2] = ["std", "alloc"];
+const ERROR_TYPE_NAMES: [&str; 2] = ["Err", "Error"];
+const BINDING_OPENERS: [&str; 2] = ["<", ","];
+const BOXED: &str = "Box";
+const STR: &str = "str";
+
+const DECLARATIONS: [&str; 5] = ["fn", "struct", "enum", "union", "type"];
+
+fn item_label(file: &SourceFile, index: usize) -> String {
+    let context = file.scan.contexts[index];
+    let name = file.scan.item_name(index);
+    if let Some(item) = context.use_item {
+        file.scan.uses[item].label.clone()
+    } else if let Some(label) = file.scan.impl_labels.get(&context.item) {
+        label.clone()
+    } else if name.is_empty() {
+        "file".to_string()
+    } else {
+        name.to_string()
+    }
+}
+
+fn once_per_item(file: &SourceFile, index: usize, seen: &mut BTreeSet<String>) -> Option<String> {
+    let item = item_label(file, index);
+    seen.insert(item.clone()).then_some(item)
+}
+
+fn closing_index(code: &[Token], open: usize) -> usize {
+    let mut depth = 0usize;
+    for (index, token) in code.iter().enumerate().skip(open) {
+        let arrow = index > 0 && (code[index - 1].is("-") || code[index - 1].is("="));
+        if token.is("<") || token.is("(") || token.is("[") || token.is("{") {
+            depth += 1;
+        } else if (token.is(">") && !arrow) || token.is(")") || token.is("]") || token.is("}") {
+            depth = depth.saturating_sub(1);
+            if depth == 0 {
+                return index;
+            }
+        }
+    }
+    code.len() - 1
+}
+
+fn last_type_argument(code: &[Token], open: usize) -> Vec<&str> {
+    let mut close = closing_index(code, open);
+    if code[close - 1].is(",") {
+        close -= 1;
+    }
+    let mut depth = 0usize;
+    let mut start = open + 1;
+    for index in open + 1..close {
+        let token = &code[index];
+        let arrow = code[index - 1].is("-") || code[index - 1].is("=");
+        if token.is("<") || token.is("(") || token.is("[") {
+            depth += 1;
+        } else if (token.is(">") && !arrow) || token.is(")") || token.is("]") {
+            depth = depth.saturating_sub(1);
+        } else if token.is(",") && depth == 0 {
+            start = index + 1;
+        }
+    }
+    code[start..close]
+        .iter()
+        .map(|token| token.text.as_str())
+        .collect()
+}
+
+fn string_type(path: &[String]) -> Option<&'static str> {
+    let qualified = matches!(path, [root, module, name]
+        if STRING_CRATES.contains(&root.as_str()) && module == "string" && name == "String");
+    (qualified || path == ["String"]).then_some("String")
+}
+
+fn result_type(path: &[String]) -> Option<&'static str> {
+    let qualified = matches!(path, [root, module, name]
+        if STD_CRATES.contains(&root.as_str()) && module == "result" && name == "Result");
+    (qualified || path == ["Result"]).then_some("Result")
+}
+
+fn names_string(finder: &PathFinder, error: &[&str], scope: &[String]) -> bool {
+    let error = error.strip_prefix(&["::"]).unwrap_or(error);
+    let segments: Vec<String> = error
+        .iter()
+        .step_by(2)
+        .map(|segment| (*segment).to_string())
+        .collect();
+    let is_path = error
+        .iter()
+        .skip(1)
+        .step_by(2)
+        .all(|separator| *separator == "::");
+    is_path && !segments.is_empty() && finder.path_target(&segments, scope).is_some()
+}
+
+fn unboxed<'a>(error: &'a [&'a str]) -> &'a [&'a str] {
+    match error.iter().position(|token| *token == "<") {
+        Some(open) if open > 0 && error[open - 1] == BOXED && error.last() == Some(&">") => {
+            &error[open + 1..error.len() - 1]
+        }
+        _ => error,
+    }
+}
+
+fn referent<'a>(error: &'a [&'a str]) -> &'a [&'a str] {
+    let Some(rest) = error.strip_prefix(&["&"]) else {
+        return error;
+    };
+    match rest {
+        [lifetime, after @ ..] if lifetime.starts_with('\'') => after,
+        _ => rest,
+    }
+}
+
+fn text_error_kind(finder: &PathFinder, error: &[&str], scope: &[String]) -> Option<&'static str> {
+    let text = referent(unboxed(error));
+    if text == [STR] {
+        return Some(STR);
+    }
+    names_string(finder, text, scope).then_some("String")
+}
+
+fn names_error_type(name: &str) -> bool {
+    name.starts_with(|first: char| first == '_' || first.is_alphabetic())
+}
+
+fn result_error<'a>(
+    code: &'a [Token],
+    result_finder: &PathFinder,
+    index: usize,
+) -> Option<Vec<&'a str>> {
+    let generic = code[index + 1].is("<");
+    if !generic || !(code[index].is("Result") || result_finder.target_at(index).is_some()) {
+        return None;
+    }
+    Some(last_type_argument(code, index + 1))
+}
+
+fn error_type_names(tree: &SourceTree, results: &Exports) -> BTreeSet<String> {
+    let mut names: BTreeSet<String> = ERROR_TYPE_NAMES
+        .iter()
+        .map(|name| name.to_string())
+        .collect();
+    for file in &tree.files {
+        let result_finder = PathFinder::new(file, result_type, results);
+        for index in 0..file.code.len().saturating_sub(1) {
+            let error = result_error(&file.code, &result_finder, index).unwrap_or_default();
+            if let Some(name) = error.last().filter(|name| names_error_type(name)) {
+                names.insert((*name).to_string());
+            }
+        }
+    }
+    names
+}
+
+fn binding_value(code: &[Token], start: usize) -> Vec<&str> {
+    let mut depth = 0usize;
+    let mut end = start;
+    while let Some(token) = code.get(end) {
+        let arrow = code[end - 1].is("-") || code[end - 1].is("=");
+        if token.is("<") || token.is("(") || token.is("[") {
+            depth += 1;
+        } else if (token.is(">") && !arrow) || token.is(")") || token.is("]") {
+            if depth == 0 {
+                break;
+            }
+            depth -= 1;
+        } else if token.is(",") && depth == 0 {
+            break;
+        }
+        end += 1;
+    }
+    code[start..end]
+        .iter()
+        .map(|token| token.text.as_str())
+        .collect()
+}
+
+fn error_binding_value<'a>(
+    code: &'a [Token],
+    index: usize,
+    names: &BTreeSet<String>,
+) -> Option<(&'a str, Vec<&'a str>)> {
+    let opened = index
+        .checked_sub(1)
+        .is_some_and(|before| BINDING_OPENERS.iter().any(|opener| code[before].is(opener)));
+    let assigned = code.get(index + 1).is_some_and(|next| next.is("="))
+        && !code
+            .get(index + 2)
+            .is_some_and(|value| value.is("=") || value.is(">"));
+    if !opened || !assigned || !names.contains(&code[index].text) {
+        return None;
+    }
+    Some((code[index].text.as_str(), binding_value(code, index + 2)))
+}
+
+fn error_type_value<'a>(
+    code: &'a [Token],
+    index: usize,
+    names: &BTreeSet<String>,
+) -> Option<(&'a str, Vec<&'a str>)> {
+    let name = code.get(index + 1)?;
+    if !code[index].is("type") || !names.contains(&name.text) {
+        return None;
+    }
+    let end = (index..code.len()).find(|&at| code[at].is(";"))?;
+    let equals = (index..end).find(|&at| code[at].is("="))?;
+    let value = code[equals + 1..end]
+        .iter()
+        .map(|token| token.text.as_str())
+        .collect();
+    Some((name.text.as_str(), value))
+}
+
+fn string_error_at(
+    code: &[Token],
+    finder: &PathFinder,
+    result_finder: &PathFinder,
+    names: &BTreeSet<String>,
+    index: usize,
+) -> Option<String> {
+    let scope = finder.scope_at(index);
+    if let Some((name, value)) = error_type_value(code, index, names) {
+        let kind = text_error_kind(finder, &value, &scope)?;
+        return Some(format!("`type {name} = {kind}`"));
+    }
+    if let Some((name, value)) = error_binding_value(code, index, names) {
+        let kind = text_error_kind(finder, &value, &scope)?;
+        return Some(format!("`{name} = {kind}` binding"));
+    }
+    let error = result_error(code, result_finder, index)?;
+    let kind = text_error_kind(finder, &error, &scope)?;
+    Some(format!("`Result<…, {kind}>`"))
+}
+
+fn string_error_violations(tree: &SourceTree) -> Vec<Violation> {
+    let (strings, results) = (
+        Exports::build(tree, string_type),
+        Exports::build(tree, result_type),
+    );
+    let names = error_type_names(tree, &results);
+    let mut violations = Vec::new();
+    for file in &tree.files {
+        let finder = PathFinder::new(file, string_type, &strings);
+        let result_finder = PathFinder::new(file, result_type, &results);
+        let mut seen = BTreeSet::new();
+        for index in 0..file.code.len().saturating_sub(1) {
+            let Some(form) = string_error_at(&file.code, &finder, &result_finder, &names, index)
+            else {
+                continue;
+            };
+            if let Some(item) = once_per_item(file, index, &mut seen) {
+                let detail = format!("{form} in `{item}`");
+                let line = file.code[index].line;
+                violations.push(Violation::new(
+                    &file.path,
+                    line,
+                    &[&file.path, &item],
+                    detail,
+                ));
+            }
+        }
+    }
+    violations
+}
+
+fn is_json_edge(path: &str) -> bool {
+    path.starts_with(BINDINGS) || JSON_EDGE_FILES.contains(&path)
+}
+
+fn serde_json_item(path: &[String]) -> Option<&'static str> {
+    path.first()
+        .is_some_and(|head| head == "serde_json")
+        .then_some("serde_json")
+}
+
+fn only_through_other_files(_: &[String]) -> Option<&'static str> {
+    None
+}
+
+fn serde_json_violations(tree: &SourceTree) -> Vec<Violation> {
+    let exports = Exports::build(tree, serde_json_item);
+    let mut violations = Vec::new();
+    for file in tree.files.iter().filter(|file| !is_json_edge(&file.path)) {
+        let reexported = PathFinder::new(file, only_through_other_files, &exports);
+        let mut seen = BTreeSet::new();
+        for (index, token) in file.code.iter().enumerate() {
+            let named = token.is("serde_json") || reexported.target_at(index).is_some();
+            if !named || file.is_test_at(index) {
+                continue;
+            }
+            if let Some(item) = once_per_item(file, index, &mut seen) {
+                let detail = format!("serde_json in `{item}` outside the JSON edges");
+                violations.push(Violation::new(
+                    &file.path,
+                    token.line,
+                    &[&file.path, &item],
+                    detail,
+                ));
+            }
+        }
+    }
+    violations
+}
+
+fn json_value(path: &[String]) -> Option<&'static str> {
+    let crate_path = path.first().is_some_and(|head| head == "serde_json");
+    (crate_path && path.iter().any(|segment| segment == "Value")).then_some("serde_json::Value")
+}
+
+fn declaration_end(code: &[Token], start: usize) -> usize {
+    let function = code[start].is("fn");
+    let mut index = start;
+    while index < code.len() {
+        let token = &code[index];
+        if token.is(";") {
+            return index;
+        }
+        if token.is("{") {
+            return if function {
+                index
+            } else {
+                closing_index(code, index)
+            };
+        }
+        if token.is("(") && !function {
+            return closing_index(code, index);
+        }
+        if token.is("(") || token.is("<") || token.is("[") {
+            index = closing_index(code, index);
+        }
+        index += 1;
+    }
+    code.len()
+}
+
+fn json_value_violations(tree: &SourceTree) -> Vec<Violation> {
+    let exports = Exports::build(tree, json_value);
+    let mut violations = Vec::new();
+    for file in tree
+        .files
+        .iter()
+        .filter(|file| !file.path.starts_with(BINDINGS))
+    {
+        let finder = PathFinder::new(file, json_value, &exports);
+        for (index, token) in file.code.iter().enumerate() {
+            let declares = DECLARATIONS.iter().any(|keyword| token.is(keyword));
+            let named = file.code.get(index + 1).is_some_and(Token::is_ident);
+            if !declares || !named || file.is_test_at(index) {
+                continue;
+            }
+            let end = declaration_end(&file.code, index);
+            if (index..end).any(|at| finder.target_at(at).is_some()) {
+                let item = item_label(file, index);
+                let detail = format!("serde_json::Value in the fields or signature of `{item}`");
+                violations.push(Violation::new(
+                    &file.path,
+                    token.line,
+                    &[&file.path, &item],
+                    detail,
+                ));
+            }
+        }
+    }
+    violations
+}
+
+#[test]
+fn no_result_uses_string_as_its_error() {
+    enforce_on_kernel(
+        "no String, &str or Box<str> error type in a Result, an Err or Error type or binding, or an alias a Result names",
+        string_error_violations,
+        Some(&STRING_ERRORS),
+    );
+}
+
+#[test]
+fn serde_json_appears_only_at_json_edges_and_in_tests() {
+    enforce_on_kernel(
+        "serde_json only at the JSON edges",
+        serde_json_violations,
+        Some(&SERDE_JSON_OUTSIDE_EDGES),
+    );
+}
+
+#[test]
+fn json_values_stay_out_of_fields_and_signatures_outside_bindings() {
+    enforce_on_kernel(
+        "no serde_json::Value in fields or signatures outside bindings",
+        json_value_violations,
+        Some(&JSON_VALUES_IN_SIGNATURES),
+    );
+}
+
+fn items_in(check: fn(&SourceTree) -> Vec<Violation>, source: &str) -> Vec<String> {
+    check(&SourceTree::from_sources(&[("geom2d/mod.rs", source)]))
+        .into_iter()
+        .map(|violation| violation.key[1].clone())
+        .collect()
+}
+
+const ERROR_BINDINGS: &str = "fn parse<T: FromStr<Err = String>>(text: &str) -> Option<T> {\n    None\n}\n\
+    fn convert<T>(value: u8) -> Option<T>\nwhere\n    T: TryFrom<u8, Error = String>,\n{\n    None\n}\n\
+    impl<T: FromStr<Err = String>> Parsed for Wrapper<T> {}\n\
+    fn count<I: Iterator<Item = String>>(items: I) -> usize {\n    items.count()\n}\n";
+
+#[test]
+fn string_error_rule_catches_error_bindings_in_bounds_and_impls() {
+    assert_eq!(
+        items_in(string_error_violations, ERROR_BINDINGS),
+        ["parse", "convert", "impl@Wrapper:Parsed"]
+    );
+}
+
+const STR_ERRORS: &str = "fn parse(text: &str) -> Result<u8, &'static str> {\n    Err(text)\n}\n\
+    fn build() -> Result<(), Box<str>> {\n    Ok(())\n}\n\
+    struct Reader;\nimpl FromStr for Reader {\n    type Err = &'static str;\n}\n";
+
+#[test]
+fn string_error_rule_catches_str_and_boxed_str_errors() {
+    assert_eq!(
+        items_in(string_error_violations, STR_ERRORS),
+        ["parse", "build", "Reader::Err"]
+    );
+}
+
+const ALIASED_ERROR: &str =
+    "trait Parse {\n    type Failure;\n    fn parse(&self) -> Result<u8, Self::Failure>;\n}\n\
+    impl Parse for Text {\n    type Failure = String;\n}\n\
+    impl Iterator for Text {\n    type Item = String;\n}\n";
+
+#[test]
+fn string_error_rule_catches_a_string_alias_used_as_an_error_type() {
+    assert_eq!(
+        items_in(string_error_violations, ALIASED_ERROR),
+        ["Text::Failure"]
+    );
+}
+
+const CONST_IN_FN: &str = "fn encode(data: &[u8]) -> usize {\n    if data.as_ptr() as *const u8 == PTR {\n\
+    serde_json::to_string(&0);\n    }\n    const EMPTY: Option<serde_json::Value> = None;\n    0\n}\n";
+
+#[test]
+fn serde_json_rule_keys_statements_with_const_to_their_fn() {
+    assert_eq!(items_in(serde_json_violations, CONST_IN_FN), ["encode"]);
+}
+
+const POINTER_FIELD: &str =
+    "struct Probe {\n    #[cfg(test)]\n    origin: *const u8,\n    value: serde_json::Value,\n}\n";
+
+#[test]
+fn serde_json_rule_sees_a_field_after_a_cfg_test_pointer_field() {
+    assert_eq!(items_in(serde_json_violations, POINTER_FIELD), ["Probe"]);
+}
diff --git a/main/opengeometry/tests/source_rules/upward_imports.txt b/main/opengeometry/tests/source_rules/upward_imports.txt
new file mode 100644
index 0000000..e69de29
diff --git a/main/opengeometry/tests/source_rules/use_tree.rs b/main/opengeometry/tests/source_rules/use_tree.rs
new file mode 100644
index 0000000..0e85b92
--- /dev/null
+++ b/main/opengeometry/tests/source_rules/use_tree.rs
@@ -0,0 +1,88 @@
+use crate::lexer::Token;
+
+#[derive(Clone, Debug, PartialEq, Eq)]
+pub(crate) struct UsePath {
+    pub(crate) segments: Vec<String>,
+    pub(crate) binding: Option<String>,
+}
+
+impl UsePath {
+    pub(crate) fn text(&self) -> String {
+        self.segments.join("::")
+    }
+
+    pub(crate) fn is_super_glob(&self) -> bool {
+        let segments = match self.segments.split_first() {
+            Some((head, rest)) if head == "self" => rest,
+            _ => &self.segments,
+        };
+        segments.last().is_some_and(|last| last == "*")
+            && segments.len() > 1
+            && segments[..segments.len() - 1]
+                .iter()
+                .all(|segment| segment == "super")
+    }
+}
+
+pub(crate) fn expand_use_tree(tokens: &[&Token]) -> Vec<UsePath> {
+    let mut paths = Vec::new();
+    let mut at = 0;
+    expand_subtree(tokens, &mut at, &[], &mut paths);
+    paths
+}
+
+fn expand_subtree(tokens: &[&Token], at: &mut usize, prefix: &[String], out: &mut Vec<UsePath>) {
+    let mut segments = prefix.to_vec();
+    while let Some(token) = tokens.get(*at) {
+        *at += 1;
+        if token.is("::") {
+            continue;
+        }
+        if token.is("{") {
+            expand_group(tokens, at, &segments, out);
+            return;
+        }
+        if token.is("*") {
+            segments.push("*".into());
+            out.push(UsePath {
+                segments,
+                binding: None,
+            });
+            return;
+        }
+        segments.push(token.text.clone());
+        if tokens.get(*at).is_some_and(|next| next.is("::")) {
+            continue;
+        }
+        let alias = aliased_name(tokens, at);
+        if segments.len() > 1 && segments.last().is_some_and(|last| last == "self") {
+            segments.pop();
+        }
+        let binding = alias.or_else(|| segments.last().cloned());
+        out.push(UsePath { segments, binding });
+        return;
+    }
+}
+
+fn expand_group(tokens: &[&Token], at: &mut usize, prefix: &[String], out: &mut Vec<UsePath>) {
+    while let Some(token) = tokens.get(*at) {
+        if token.is("}") {
+            *at += 1;
+            return;
+        }
+        if token.is(",") {
+            *at += 1;
+            continue;
+        }
+        expand_subtree(tokens, at, prefix, out);
+    }
+}
+
+fn aliased_name(tokens: &[&Token], at: &mut usize) -> Option<String> {
+    if !tokens.get(*at).is_some_and(|token| token.is("as")) {
+        return None;
+    }
+    let alias = tokens.get(*at + 1).map(|token| token.text.clone());
+    *at += 2;
+    alias
+}
diff --git a/main/opengeometry/tests/step_oracle/acceptance.rs b/main/opengeometry/tests/step_oracle/acceptance.rs
new file mode 100644
index 0000000..2cdcb1a
--- /dev/null
+++ b/main/opengeometry/tests/step_oracle/acceptance.rs
@@ -0,0 +1,142 @@
+use crate::support::export_matched;
+use opengeometry::world_graph::StepOptions;
+use opengeometry_test_support::part21::Document;
+use opengeometry_test_support::scenes::acceptance::{acceptance_scene, level_export};
+use opengeometry_test_support::tolerance::ordered_bits;
+use serde_json::Value;
+
+type Extents = [f64; 6];
+
+#[test]
+fn acceptance_level_passes_the_oracle_in_metre_and_millimetre_with_y_and_z_up() {
+    let scene = acceptance_scene();
+    let mut products = vec!["wall-1".to_string()];
+    products.extend((1..=11).map(|index| format!("rail-{index}")));
+    let quoted: Vec<String> = products.iter().map(|og_id| format!("'{og_id}'")).collect();
+    for unit in ["metre", "millimetre"] {
+        for up_axis in ["Y", "Z"] {
+            let exported = export_matched(&scene.graph, &[&scene.level], &options(unit, up_axis));
+            assert_eq!(
+                og_ids(&exported.report["bodies"]),
+                products,
+                "{unit} {up_axis}"
+            );
+            assert_eq!(
+                og_ids(&exported.report["skipped"]),
+                ["wall-profile", "rail-path", "rail-disc"],
+                "{unit} {up_axis}"
+            );
+            assert_eq!(
+                exported.document.product_names().unwrap(),
+                quoted,
+                "{unit} {up_axis}"
+            );
+        }
+    }
+}
+
+#[test]
+fn acceptance_rails_each_parse_pcurveless_edges() {
+    let scene = acceptance_scene();
+    let (text, _) = level_export(&scene, "millimetre", "Z");
+    let document = Document::parse(&text).unwrap();
+    let counts = document.product_counts().unwrap();
+    let names = document.product_names().unwrap();
+    let rails: Vec<usize> = counts
+        .iter()
+        .zip(&names)
+        .filter(|(_, name)| name.starts_with("'rail-"))
+        .map(|(product, _)| product.pcurveless_edges)
+        .collect();
+    assert_eq!(rails.len(), 11, "{names:?}");
+    assert!(rails.iter().all(|edges| *edges > 0), "{rails:?}");
+    let total: usize = counts.iter().map(|product| product.pcurveless_edges).sum();
+    assert_eq!(total, document.pcurveless_edges().unwrap());
+}
+
+#[test]
+fn acceptance_z_up_millimetre_extents_are_the_y_up_metre_extents_mapped() {
+    let scene = acceptance_scene();
+    let (z_up, report) = level_export(&scene, "millimetre", "Z");
+    let (y_up, _) = level_export(&scene, "metre", "Y");
+    let z_up = vertex_extents(&Document::parse(&z_up).unwrap());
+    let y_up = vertex_extents(&Document::parse(&y_up).unwrap());
+    assert_within_one_ulp(z_up, mapped(y_up));
+    let hull = report
+        .bodies
+        .iter()
+        .map(|body| mapped(scene.graph.bounds(&body.og_id).unwrap().unwrap()))
+        .reduce(union)
+        .unwrap();
+    assert_inside(z_up, hull);
+    let wall = export_matched(&scene.graph, &[&scene.wall], &StepOptions::default());
+    assert_within_one_ulp(
+        vertex_extents(&wall.document),
+        [-3000.0, -100.0, 3000.0, 3000.0, 100.0, 7000.0],
+    );
+}
+
+fn options(unit: &str, up_axis: &str) -> StepOptions {
+    StepOptions {
+        unit: unit.into(),
+        up_axis: up_axis.into(),
+        ..StepOptions::default()
+    }
+}
+
+fn og_ids(items: &Value) -> Vec<String> {
+    items
+        .as_array()
+        .unwrap()
+        .iter()
+        .map(|item| item["ogId"].as_str().unwrap().to_string())
+        .collect()
+}
+
+fn vertex_extents(document: &Document) -> Extents {
+    let points = document.vertex_positions().unwrap();
+    assert!(!points.is_empty());
+    points
+        .iter()
+        .map(|point| [point[0], point[1], point[2], point[0], point[1], point[2]])
+        .reduce(union)
+        .unwrap()
+}
+
+fn union(left: Extents, right: Extents) -> Extents {
+    [
+        left[0].min(right[0]),
+        left[1].min(right[1]),
+        left[2].min(right[2]),
+        left[3].max(right[3]),
+        left[4].max(right[4]),
+        left[5].max(right[5]),
+    ]
+}
+
+fn mapped(metres_y_up: Extents) -> Extents {
+    let [xmin, ymin, zmin, xmax, ymax, zmax] = metres_y_up;
+    [xmin, -zmax, ymin, xmax, -zmin, ymax].map(|value| value * 1000.0)
+}
+
+fn assert_within_one_ulp(actual: Extents, expected: Extents) {
+    let close = actual
+        .iter()
+        .zip(&expected)
+        .all(|(a, b)| ordered_bits(*a).abs_diff(ordered_bits(*b)) <= 1);
+    assert!(
+        close,
+        "extents {actual:?} differ from {expected:?} by more than 1 ULP"
+    );
+}
+
+fn assert_inside(extents: Extents, hull: Extents) {
+    let inside = (0..3).all(|axis| {
+        ordered_bits(extents[axis]) + 1 >= ordered_bits(hull[axis])
+            && ordered_bits(extents[axis + 3]) <= ordered_bits(hull[axis + 3]) + 1
+    });
+    assert!(
+        inside,
+        "extents {extents:?} leave the exported bodies' hull {hull:?}"
+    );
+}
diff --git a/main/opengeometry/tests/step_oracle/fixtures.rs b/main/opengeometry/tests/step_oracle/fixtures.rs
new file mode 100644
index 0000000..675ac27
--- /dev/null
+++ b/main/opengeometry/tests/step_oracle/fixtures.rs
@@ -0,0 +1,313 @@
+use crate::support::{fixture_names, fixture_text, parse_and_match, unit_scale};
+use opengeometry::{
+    brep::{BrepEnvelope, GeometryError},
+    exchange::export_step,
+};
+use opengeometry_test_support::part21::{
+    normalise_step, pcurve_expectations, references, Document,
+};
+use opengeometry_test_support::stored;
+use serde_json::Value;
+use std::slice::from_ref;
+
+const UNITS: [(&str, &str); 2] = [("metre", "m"), ("millimetre", "mm")];
+
+const UNEXPORTABLE_SOLID: &str =
+    "analytic analytic exchange export requires nonempty closed solid regions without wires";
+
+struct ConePcurve {
+    point: usize,
+    point_line: String,
+    pair: [u64; 4],
+}
+
+fn single_body_fixtures() -> Vec<(String, BrepEnvelope)> {
+    fixture_names("")
+        .into_iter()
+        .filter_map(|file| {
+            let name = file.strip_suffix(".brep.json")?.to_string();
+            let body = BrepEnvelope::from_json(&fixture_text(&file).unwrap()).unwrap();
+            Some((name, body))
+        })
+        .collect()
+}
+
+fn named_lines(text: &str) -> Vec<&str> {
+    text.lines()
+        .filter(|line| {
+            line.starts_with("FILE_NAME(")
+                || ["=PRODUCT(", "=MANIFOLD_SOLID_BREP(", "=BREP_WITH_VOIDS("]
+                    .iter()
+                    .any(|kind| line.contains(kind))
+        })
+        .collect()
+}
+
+fn assert_report_fixture(report: &Value, stored: &str, label: &str) {
+    let stored: Value = serde_json::from_str(stored).unwrap();
+    let (actual, stored) = (report.as_object().unwrap(), stored.as_object().unwrap());
+    assert!(actual.keys().eq(stored.keys()), "{label} report keys");
+    for (key, value) in actual {
+        if key != "validation_level" {
+            assert_eq!(value, &stored[key], "{label} report {key}");
+        }
+    }
+}
+
+fn checked_export(name: &str, unit: &str, body: &BrepEnvelope) -> (String, Value) {
+    let (text, report) =
+        export_step(body, unit).unwrap_or_else(|error| panic!("{name} {unit}: {error}"));
+    let report = serde_json::to_value(&report).unwrap();
+    let parsed = parse_and_match(&text, &report, unit, from_ref(body));
+    assert_eq!(parsed.count("POLY_LOOP"), 0, "{name} {unit}");
+    assert!(
+        text.contains("\nFILE_DESCRIPTION(('OpenGeometry analytic BRep'),'2;1');\n"),
+        "{name} {unit}"
+    );
+    (text, report)
+}
+
+fn assert_export_matches_stored(name: &str, body: &BrepEnvelope) {
+    for (unit, suffix) in UNITS {
+        let stem = format!("{name}.step.{suffix}");
+        let Some(stored) = fixture_text(&stem) else {
+            let error = fixture_text(&format!("{stem}.error.json"))
+                .unwrap_or_else(|| panic!("missing STEP oracle outcome for {name} {unit}"));
+            assert_eq!(
+                serde_json::to_value(export_step(body, unit).unwrap_err()).unwrap(),
+                serde_json::from_str::<Value>(&error).unwrap(),
+                "{name} {unit}"
+            );
+            continue;
+        };
+        let (text, report) = checked_export(name, unit, body);
+        assert_eq!(named_lines(&text), named_lines(&stored), "{name} {unit}");
+        if stored::compared() {
+            assert_report_fixture(
+                &report,
+                &fixture_text(&format!("{stem}.report.json")).unwrap(),
+                &format!("{name} {unit}"),
+            );
+            assert_eq!(
+                normalise_step(&text),
+                normalise_step(&stored),
+                "{name} {unit}"
+            );
+        }
+    }
+}
+
+#[test]
+fn single_body_step_matches_stored_fixtures_in_both_units() {
+    let fixtures = single_body_fixtures();
+    assert_eq!(fixtures.len(), 17);
+    for (name, body) in fixtures {
+        assert_export_matches_stored(&name, &body);
+    }
+}
+
+fn matrix_bodies(matrix: &str, count: usize, skipped: &[&str]) -> Vec<(String, BrepEnvelope)> {
+    let cases = fixture_names(matrix)
+        .into_iter()
+        .filter(|name| name.ends_with(".json") && !skipped.iter().any(|part| name.contains(part)))
+        .collect::<Vec<_>>();
+    assert_eq!(cases.len(), count);
+    cases
+        .into_iter()
+        .filter_map(|case| {
+            let fixture: Value =
+                serde_json::from_str(&fixture_text(&format!("{matrix}/{case}")).unwrap()).unwrap();
+            let body = serde_json::from_value(fixture["result"].get("brep")?.clone()).unwrap();
+            Some((case.trim_end_matches(".json").to_string(), body))
+        })
+        .collect()
+}
+
+fn exported_matrix_rows(
+    matrix: &str,
+    count: usize,
+    skipped: &[&str],
+    unexportable: &[&str],
+) -> usize {
+    let mut exported = 0;
+    for (name, body) in matrix_bodies(matrix, count, skipped) {
+        if unexportable.contains(&name.as_str()) {
+            for (unit, _) in UNITS {
+                assert_eq!(
+                    export_step(&body, unit).unwrap_err(),
+                    GeometryError::UnsupportedGeometry(UNEXPORTABLE_SOLID.into()),
+                    "{name} {unit}"
+                );
+            }
+            continue;
+        }
+        for (unit, _) in UNITS {
+            checked_export(&name, unit, &body);
+        }
+        exported += 1;
+    }
+    exported
+}
+
+#[test]
+fn boolean_matrix_results_export_through_the_oracle_or_pin_an_error() {
+    assert_eq!(
+        exported_matrix_rows("boolean-matrix", 18, &[], &["cylinder-empty"]),
+        14
+    );
+}
+
+#[test]
+fn batch_matrix_results_export_through_the_oracle() {
+    assert_eq!(
+        exported_matrix_rows("batch-matrix", 23, &[".fallback."], &[]),
+        18
+    );
+}
+
+fn cylinder_cross() -> BrepEnvelope {
+    let fixture: Value =
+        serde_json::from_str(&fixture_text("boolean-matrix/cylinder-cross.json").unwrap()).unwrap();
+    serde_json::from_value(fixture["result"]["brep"].clone()).unwrap()
+}
+
+#[test]
+fn nonparallel_cylinder_step_has_fitted_curves_within_exchange_budget() {
+    let body = cylinder_cross();
+    let (text, report) = export_step(&body, "metre").unwrap();
+    assert!(text.contains("B_SPLINE_CURVE_WITH_KNOTS"));
+    assert!(report.exchange_error_bound <= 1e-6);
+    let report = serde_json::to_value(&report).unwrap();
+    let parsed = parse_and_match(&text, &report, "metre", from_ref(&body));
+    assert!(parsed.count("B_SPLINE_CURVE_WITH_KNOTS") > 0);
+    let direction = parsed.parameter_direction_report().unwrap();
+    assert!(direction.assessed > 0);
+    assert_eq!(direction.assessed, direction.aligned + direction.reversed);
+}
+
+#[test]
+fn nonparallel_cylinder_step_size_stays_within_its_baseline() {
+    let baseline: Value = serde_json::from_str(include_str!(
+        "../../../scripts/bench/performance-baseline.json"
+    ))
+    .unwrap();
+    let budget = baseline["sizes"]["nonparallelCylinderStepBytes"]
+        .as_u64()
+        .expect("sizes.nonparallelCylinderStepBytes in the performance baseline");
+    let (text, _) = export_step(&cylinder_cross(), "metre").unwrap();
+    let bytes = text.len() as u64;
+    assert!(
+        bytes * 4 <= budget * 5,
+        "{bytes} bytes exceed 1.25 x {budget}"
+    );
+}
+
+fn cone_pcurves(parsed: &Document) -> Vec<ConePcurve> {
+    let entity = |id: usize| parsed.entity(id).unwrap();
+    let cone = (1..=parsed.entity_count())
+        .find(|id| entity(*id).starts_with("CONICAL_SURFACE("))
+        .unwrap();
+    assert_eq!(entity(cone).split(',').nth(2), Some("0."));
+    let points = parsed.points2().unwrap();
+    let directions = parsed.directions2().unwrap();
+    let mut pcurves = Vec::new();
+    for id in 1..=parsed.entity_count() {
+        let expression = entity(id);
+        if !expression.starts_with("PCURVE(") || references(expression)[0] != cone {
+            continue;
+        }
+        let line = references(entity(references(expression)[1]))[0];
+        let [point, vector] = references(entity(line))[..] else {
+            panic!("#{line} is not a pcurve LINE");
+        };
+        let direction = references(entity(vector))[0];
+        let ([u, v], [du, dv]) = (points[&point], directions[&direction]);
+        pcurves.push(ConePcurve {
+            point,
+            point_line: format!("#{point}={};", entity(point)),
+            pair: [u, v, du, dv].map(f64::to_bits),
+        });
+    }
+    pcurves
+}
+
+fn cone_expectations(brep: &BrepEnvelope, unit: &str) -> Vec<[u64; 4]> {
+    pcurve_expectations(brep, unit_scale(unit))
+        .into_iter()
+        .filter(|expectation| expectation.surface == "Cone")
+        .filter_map(|expectation| expectation.bits)
+        .collect()
+}
+
+fn axial_rewrite(text: &str, pcurves: &[ConePcurve], semi_angle: f64) -> String {
+    let mut rewritten = text.to_string();
+    for pcurve in pcurves {
+        let line = format!(
+            "#{}=CARTESIAN_POINT('',({:.17E},{:.17E}));",
+            pcurve.point,
+            f64::from_bits(pcurve.pair[0]),
+            f64::from_bits(pcurve.pair[1]) * semi_angle.cos()
+        );
+        rewritten = rewritten.replace(&pcurve.point_line, &line);
+    }
+    rewritten
+}
+
+#[test]
+fn cone_pcurve_v_measures_distance_along_the_generator() {
+    let body: Value = serde_json::from_str(&fixture_text("cone.brep.json").unwrap()).unwrap();
+    let brep = BrepEnvelope::from_json(&body.to_string()).unwrap();
+    let semi_angle = body["geometry"]["surfaces"]
+        .as_array()
+        .unwrap()
+        .iter()
+        .find(|surface| surface["kind"] == "Cone")
+        .unwrap()["semi_angle"]
+        .as_f64()
+        .unwrap();
+    for (unit, _) in UNITS {
+        let (text, report) = export_step(&brep, unit).unwrap();
+        let report = serde_json::to_value(&report).unwrap();
+        let parsed = parse_and_match(&text, &report, unit, from_ref(&brep));
+        let pcurves = cone_pcurves(&parsed);
+        let mut actual = pcurves.iter().map(|pcurve| pcurve.pair).collect::<Vec<_>>();
+        let mut expected = cone_expectations(&brep, unit);
+        actual.sort();
+        expected.sort();
+        assert_eq!(actual, expected, "{unit}");
+        let rewritten = axial_rewrite(&text, &pcurves, semi_angle);
+        assert_ne!(rewritten, text, "{unit}");
+        match Document::parse(&rewritten) {
+            Ok(_) => panic!("{unit}: the axial-height pcurve parsed"),
+            Err(error) => assert!(error.contains("misses 3D curve"), "{unit}: {error}"),
+        }
+    }
+}
+
+fn conic_uses(body: &BrepEnvelope) -> usize {
+    pcurve_expectations(body, 1.0)
+        .iter()
+        .filter(|expectation| expectation.curve == "Circle" || expectation.curve == "Ellipse")
+        .count()
+}
+
+#[test]
+fn conic_pcurves_are_assessed_for_parameter_direction() {
+    for (name, body) in single_body_fixtures() {
+        for (unit, suffix) in UNITS {
+            if fixture_text(&format!("{name}.step.{suffix}")).is_none() {
+                continue;
+            }
+            let (text, _) = export_step(&body, unit).unwrap();
+            let direction = Document::parse(&text)
+                .and_then(|parsed| parsed.parameter_direction_report())
+                .unwrap_or_else(|error| panic!("{name} {unit}: {error}"));
+            assert_eq!(direction.conic_assessed, conic_uses(&body), "{name} {unit}");
+            assert_eq!(
+                direction.conic_assessed,
+                direction.conic_aligned + direction.conic_reversed,
+                "{name} {unit}"
+            );
+        }
+    }
+}
diff --git a/main/opengeometry/tests/step_oracle/graph_stored_step.rs b/main/opengeometry/tests/step_oracle/graph_stored_step.rs
new file mode 100644
index 0000000..d1725fc
--- /dev/null
+++ b/main/opengeometry/tests/step_oracle/graph_stored_step.rs
@@ -0,0 +1,40 @@
+use crate::support::{add_cuboid, cylinder, export_matched, fixture_text};
+use opengeometry::world_graph::{EditScope, ModifyingOperation, StepOptions};
+use opengeometry_test_support::part21::normalise_step;
+use opengeometry_test_support::stored;
+use opengeometry_test_support::world_graph::graph;
+
+#[test]
+fn graph_export_of_fixture_primitives_matches_stored_text_after_normalisation() {
+    let mut world = graph();
+    cylinder(&mut world, "cylinder");
+    add_cuboid(&mut world, "cuboid", [2.0, 3.0, 1.0], [1.0, 0.0, -0.5]);
+    add_cuboid(&mut world, "box-cut", [3.0; 3], [1.5, 0.0, -1.5]);
+    add_cuboid(&mut world, "box-cutter", [3.0; 3], [3.0, 0.5, -2.0]);
+    world
+        .operate(
+            "box-cut",
+            ModifyingOperation::Subtract,
+            &["box-cutter".into()],
+            EditScope::Node,
+        )
+        .unwrap();
+    for (unit, suffix) in [("metre", "m"), ("millimetre", "mm")] {
+        let options = StepOptions {
+            unit: unit.into(),
+            up_axis: "Y".into(),
+            ..StepOptions::default()
+        };
+        for name in ["cylinder", "cuboid", "box-cut"] {
+            let exported = export_matched(&world, &[name], &options);
+            if stored::compared() {
+                let stored = fixture_text(&format!("{name}.step.{suffix}")).unwrap();
+                assert_eq!(
+                    normalise_step(&exported.text),
+                    normalise_step(&stored),
+                    "{name} {unit}"
+                );
+            }
+        }
+    }
+}
diff --git a/main/opengeometry/tests/step_oracle/main.rs b/main/opengeometry/tests/step_oracle/main.rs
new file mode 100644
index 0000000..749659c
--- /dev/null
+++ b/main/opengeometry/tests/step_oracle/main.rs
@@ -0,0 +1,7 @@
+mod acceptance;
+mod fixtures;
+mod graph_stored_step;
+mod membership;
+mod placed;
+mod rejections;
+mod support;
diff --git a/main/opengeometry/tests/step_oracle/membership.rs b/main/opengeometry/tests/step_oracle/membership.rs
new file mode 100644
index 0000000..d4baa54
--- /dev/null
+++ b/main/opengeometry/tests/step_oracle/membership.rs
@@ -0,0 +1,132 @@
+use crate::support::{add_cuboid, cylinder, export_matched};
+use opengeometry::world_graph::{
+    CopyOptions, EditScope, ModifyingOperation, StepOptions, Transform,
+};
+use opengeometry_test_support::part21::SolidEntry;
+use opengeometry_test_support::world_graph::graph;
+
+fn both_conventions() -> [StepOptions; 2] {
+    [
+        StepOptions {
+            unit: "metre".into(),
+            up_axis: "Y".into(),
+            ..StepOptions::default()
+        },
+        StepOptions::default(),
+    ]
+}
+
+#[test]
+fn z_up_export_values_equal_the_placed_brep_bit_for_bit() {
+    let mut world = graph();
+    add_cuboid(&mut world, "box", [2.0, 2.0, 2.0], [2.0, 0.0, 2.0]);
+    cylinder(&mut world, "cylinder");
+    for options in both_conventions() {
+        export_matched(&world, &["box", "cylinder"], &options);
+    }
+}
+
+#[test]
+fn rotated_and_scaled_export_values_equal_the_placed_brep_bit_for_bit() {
+    let mut world = graph();
+    add_cuboid(&mut world, "box", [2.0, 3.0, 1.0], [0.0; 3]);
+    cylinder(&mut world, "cylinder");
+    for og_id in ["box", "cylinder"] {
+        for transform in [
+            Transform::Rotate {
+                axis: [1.0, 2.0, 3.0],
+                degrees: 30.0,
+                pivot: None,
+            },
+            Transform::Scale {
+                factor: 2.5,
+                pivot: None,
+            },
+        ] {
+            world.transform(og_id, transform).unwrap();
+        }
+    }
+    for options in both_conventions() {
+        export_matched(&world, &["box", "cylinder"], &options);
+    }
+}
+
+#[test]
+fn instance_export_values_equal_each_instances_placed_brep_bit_for_bit() {
+    let mut world = graph();
+    add_cuboid(&mut world, "wall", [2.0, 2.0, 2.0], [3.0, 0.0, 0.0]);
+    world
+        .instance(
+            "wall",
+            CopyOptions {
+                og_id: Some("wall-copy".into()),
+                ..CopyOptions::default()
+            },
+        )
+        .unwrap();
+    for transform in [
+        Transform::Rotate {
+            axis: [0.0, 1.0, 0.0],
+            degrees: 90.0,
+            pivot: None,
+        },
+        Transform::Translate {
+            offset: [0.0, 0.0, 5.0],
+        },
+    ] {
+        world.transform("wall-copy", transform).unwrap();
+    }
+    for options in both_conventions() {
+        let exported = export_matched(&world, &["wall", "wall-copy"], &options);
+        assert_eq!(exported.report["products"], 2);
+    }
+}
+
+#[test]
+fn far_body_export_values_equal_the_placed_brep_bit_for_bit() {
+    let mut world = graph();
+    cylinder(&mut world, "far");
+    world
+        .transform(
+            "far",
+            Transform::Translate {
+                offset: [10_000.0, 0.0, 0.0],
+            },
+        )
+        .unwrap();
+    for options in both_conventions() {
+        export_matched(&world, &["far"], &options);
+    }
+}
+
+#[test]
+fn cavity_solid_exports_brep_with_voids_and_plain_solid_exports_manifold() {
+    let mut world = graph();
+    add_cuboid(&mut world, "host", [4.0, 4.0, 4.0], [0.0; 3]);
+    add_cuboid(&mut world, "inner", [1.0, 1.0, 1.0], [0.0, 1.5, 0.0]);
+    add_cuboid(&mut world, "plain", [1.0, 1.0, 1.0], [10.0, 0.0, 0.0]);
+    world
+        .operate(
+            "host",
+            ModifyingOperation::Subtract,
+            &["inner".into()],
+            EditScope::Node,
+        )
+        .unwrap();
+    for options in both_conventions() {
+        let exported = export_matched(&world, &["host", "plain"], &options);
+        assert_eq!(
+            exported.document.solids().unwrap(),
+            [
+                SolidEntry {
+                    voids: 1,
+                    with_voids: true
+                },
+                SolidEntry {
+                    voids: 0,
+                    with_voids: false
+                }
+            ]
+        );
+    }
+}
diff --git a/main/opengeometry/tests/step_oracle/placed.rs b/main/opengeometry/tests/step_oracle/placed.rs
new file mode 100644
index 0000000..c5303e7
--- /dev/null
+++ b/main/opengeometry/tests/step_oracle/placed.rs
@@ -0,0 +1,387 @@
+use crate::support::{export_matched, parse_and_match, placed_export_bodies, unit_scale};
+use opengeometry::world_graph::{
+    CopyOptions, CreateOptions, CreatingOperation, ErrorCode, Primitive, StepOptions, Transform,
+    WorldGraph,
+};
+use opengeometry_test_support::part21::bits;
+use opengeometry_test_support::world_graph::{graph, named};
+use serde_json::{json, Value};
+
+#[test]
+fn world_export_expands_assemblies_deduplicates_and_preserves_state() {
+    let mut world = graph();
+    world.create_system_assembly(named("level")).unwrap();
+    world
+        .create_primitive(
+            Primitive::Cuboid {
+                width: 2.0,
+                height: 2.0,
+                depth: 2.0,
+            },
+            CreateOptions {
+                parent: Some("level".into()),
+                ..named("wall")
+            },
+        )
+        .unwrap();
+    world
+        .create_primitive(
+            Primitive::Circle { radius: 0.5 },
+            CreateOptions {
+                parent: Some("level".into()),
+                ..named("profile")
+            },
+        )
+        .unwrap();
+    world
+        .instance(
+            "wall",
+            CopyOptions {
+                og_id: Some("wall-copy".into()),
+                ..CopyOptions::default()
+            },
+        )
+        .unwrap();
+    let before = world.brep("wall").unwrap().to_json().unwrap();
+    let revision = world.revision();
+    let options = StepOptions::default();
+    let (first, report) = world
+        .export_step(&["level".into(), "wall".into()], &options)
+        .unwrap();
+    let (second, _) = world
+        .export_step(&["level".into(), "wall".into()], &options)
+        .unwrap();
+    assert_eq!(first, second);
+    assert_eq!(report.products, 2);
+    assert_eq!(report.solids, 2);
+    assert_eq!(
+        report
+            .bodies
+            .iter()
+            .map(|body| body.og_id.as_str())
+            .collect::<Vec<_>>(),
+        ["wall", "wall-copy"]
+    );
+    assert_eq!(report.skipped.len(), 1);
+    assert_eq!(report.skipped[0].og_id, "profile");
+    assert!(first.contains("PRODUCT('wall','wall'"));
+    assert!(first.contains("PRODUCT('wall-copy','wall-copy'"));
+    let bodies = placed_export_bodies(&world, &report, &options);
+    let report = serde_json::to_value(&report).unwrap();
+    let parsed = parse_and_match(&first, &report, &options.unit, &bodies);
+    assert_eq!(parsed.product_names().unwrap(), ["'wall'", "'wall-copy'"]);
+    assert_eq!(world.revision(), revision);
+    assert_eq!(world.brep("wall").unwrap().to_json().unwrap(), before);
+    assert_eq!(
+        world
+            .export_step(&["profile".into()], &options)
+            .unwrap_err()
+            .error_code(),
+        ErrorCode::InvalidOperand
+    );
+    assert_eq!(
+        world
+            .export_step(&["level".into(), "profile".into()], &options)
+            .unwrap_err()
+            .error_code(),
+        ErrorCode::InvalidOperand,
+    );
+    assert_eq!(world.revision(), revision);
+}
+
+#[test]
+fn world_export_applies_z_up_and_escapes_file_name() {
+    let mut world = graph();
+    world
+        .create_primitive(
+            Primitive::Cuboid {
+                width: 2.0,
+                height: 2.0,
+                depth: 2.0,
+            },
+            named("body"),
+        )
+        .unwrap();
+    world
+        .transform(
+            "body",
+            Transform::Translate {
+                offset: [2.0, 0.0, 2.0],
+            },
+        )
+        .unwrap();
+    let options = StepOptions {
+        unit: "metre".into(),
+        name: "quote'\\#12\tø".into(),
+        ..StepOptions::default()
+    };
+    let exported = export_matched(&world, &["body"], &options);
+    assert!(exported
+        .text
+        .contains("quote''\\\\#12\\X2\\0009\\X0\\\\X2\\00F8\\X0\\"));
+    assert!(exported.text.contains(
+        "CARTESIAN_POINT('',(1.00000000000000000E0,-3.00000000000000000E0,2.00000000000000000E0))"
+    ));
+    assert_eq!(exported.report["upAxis"], "Z");
+    assert_eq!(exported.report["products"], 1);
+}
+
+#[test]
+fn world_export_handles_far_body_and_rejects_options_without_mutation() {
+    let defaults: StepOptions = serde_json::from_str("{}").unwrap();
+    assert_eq!(defaults.unit, "millimetre");
+    assert_eq!(defaults.up_axis, "Z");
+    let mut world = graph();
+    world
+        .create_primitive(
+            Primitive::Cuboid {
+                width: 1.0,
+                height: 1.0,
+                depth: 1.0,
+            },
+            named("far"),
+        )
+        .unwrap();
+    world
+        .transform(
+            "far",
+            Transform::Translate {
+                offset: [10_000.0, 0.0, 0.0],
+            },
+        )
+        .unwrap();
+    let revision = world.revision();
+    export_matched(&world, &["far"], &StepOptions::default());
+    for options in [
+        StepOptions {
+            unit: "inch".into(),
+            ..StepOptions::default()
+        },
+        StepOptions {
+            up_axis: "X".into(),
+            ..StepOptions::default()
+        },
+        StepOptions {
+            timestamp: "2026-02-30T00:00:00".into(),
+            ..StepOptions::default()
+        },
+        StepOptions {
+            name: String::new(),
+            ..StepOptions::default()
+        },
+    ] {
+        assert_eq!(
+            world
+                .export_step(&["far".into()], &options)
+                .unwrap_err()
+                .error_code(),
+            ErrorCode::InvalidParameter
+        );
+    }
+    assert_eq!(
+        world
+            .export_step(
+                &["far".into()],
+                &StepOptions {
+                    name: "x".repeat(4097),
+                    ..StepOptions::default()
+                },
+            )
+            .unwrap_err()
+            .error_code(),
+        ErrorCode::LimitExceeded
+    );
+    assert!(world
+        .export_step(
+            &["far".into()],
+            &StepOptions {
+                name: "x".repeat(4096),
+                ..StepOptions::default()
+            },
+        )
+        .is_ok());
+    assert_eq!(world.revision(), revision);
+}
+
+#[test]
+fn body_children_are_exported_or_skipped_in_stored_order() {
+    let mut world = graph();
+    let cube = Primitive::Cuboid {
+        width: 2.0,
+        height: 2.0,
+        depth: 2.0,
+    };
+    world
+        .create_primitive(cube.clone(), named("parent"))
+        .unwrap();
+    world
+        .transform(
+            "parent",
+            Transform::Translate {
+                offset: [10.0, 0.0, 0.0],
+            },
+        )
+        .unwrap();
+    world
+        .create_primitive(
+            cube,
+            CreateOptions {
+                parent: Some("parent".into()),
+                ..named("child")
+            },
+        )
+        .unwrap();
+    world
+        .transform(
+            "child",
+            Transform::Translate {
+                offset: [0.0, 0.0, 20.0],
+            },
+        )
+        .unwrap();
+    world
+        .create_primitive(
+            Primitive::Polyline {
+                points: vec![[0.0; 3], [1.0, 0.0, 0.0]],
+                closed: false,
+            },
+            CreateOptions {
+                parent: Some("parent".into()),
+                ..named("rail")
+            },
+        )
+        .unwrap();
+    let revision = world.revision();
+    let options = StepOptions {
+        unit: "metre".into(),
+        up_axis: "Y".into(),
+        ..StepOptions::default()
+    };
+    let exported = export_matched(&world, &["parent"], &options);
+    assert_eq!(exported.report["products"], 2);
+    assert_eq!(
+        exported.report["bodies"]
+            .as_array()
+            .unwrap()
+            .iter()
+            .map(|body| &body["ogId"])
+            .collect::<Vec<_>>(),
+        ["parent", "child"]
+    );
+    assert_eq!(
+        exported.report["skipped"],
+        json!([{"ogId": "rail", "reason": "Wire"}])
+    );
+    assert!(exported.text.contains(
+        "CARTESIAN_POINT('',(9.00000000000000000E0,0.00000000000000000E0,1.90000000000000000E1))"
+    ));
+    assert_eq!(world.revision(), revision);
+}
+
+#[test]
+fn sweep_rail_exports_projected_edges_without_pcurves() {
+    let mut world = graph();
+    world
+        .create_primitive(Primitive::Circle { radius: 0.5 }, named("profile"))
+        .unwrap();
+    world
+        .create_primitive(
+            Primitive::Polyline {
+                points: vec![[0.0; 3], [0.0, 3.0, 0.0], [3.0, 3.0, 0.0]],
+                closed: false,
+            },
+            named("path"),
+        )
+        .unwrap();
+    world
+        .create_operation(
+            CreatingOperation::Sweep {
+                profile: "profile".into(),
+                path: "path".into(),
+            },
+            named("rail"),
+        )
+        .unwrap();
+    let exported = export_matched(&world, &["rail"], &StepOptions::default());
+    assert_eq!(exported.report["pcurvelessEdges"], 2);
+    assert_eq!(exported.report["bodies"][0]["pcurvelessEdges"], 2);
+    assert_eq!(exported.document.pcurveless_edges().unwrap(), 2);
+}
+
+fn circle_edges(world: &WorldGraph, og_id: &str) -> usize {
+    let brep: Value = serde_json::from_str(&world.brep(og_id).unwrap().to_json().unwrap()).unwrap();
+    let curves = &brep["geometry"]["curves"];
+    brep["topology"]["edges"]
+        .as_array()
+        .unwrap()
+        .iter()
+        .filter(|edge| {
+            edge["geometry"]["kind"] == "Curve"
+                && curves[edge["geometry"]["curve"].as_u64().unwrap() as usize]["kind"] == "Circle"
+        })
+        .count()
+}
+
+#[test]
+fn circle_extrusion_and_cylinder_edges_are_circles_of_the_source_radius() {
+    let mut world = graph();
+    world
+        .create_primitive(Primitive::Circle { radius: 1.75 }, named("circle"))
+        .unwrap();
+    world
+        .create_operation(
+            CreatingOperation::Extrude {
+                profile: "circle".into(),
+                holes: Vec::new(),
+                distance: 3.0,
+            },
+            named("extruded"),
+        )
+        .unwrap();
+    world
+        .create_primitive(
+            Primitive::Cylinder {
+                radius: 1.75,
+                height: 3.0,
+            },
+            named("primitive"),
+        )
+        .unwrap();
+    let metre_y = StepOptions {
+        unit: "metre".into(),
+        up_axis: "Y".into(),
+        ..StepOptions::default()
+    };
+    for options in [metre_y, StepOptions::default()] {
+        let radius = bits([1.75 * unit_scale(&options.unit)]);
+        for name in ["extruded", "primitive"] {
+            let exported = export_matched(&world, &[name], &options);
+            let circles = exported
+                .document
+                .edge_supports()
+                .unwrap()
+                .into_iter()
+                .filter(|support| support.kind == "CIRCLE")
+                .collect::<Vec<_>>();
+            assert_eq!(circles.len(), circle_edges(&world, name), "{name}");
+            for circle in circles {
+                assert!(circle.with_pcurves, "{name}");
+                assert_eq!(
+                    circle.radii.iter().map(|r| bits([*r])).collect::<Vec<_>>(),
+                    [radius],
+                    "{name}"
+                );
+            }
+            let surfaces = exported.document.surface_radii().unwrap();
+            assert_eq!(surfaces.len(), 1, "{name}");
+            assert_eq!(surfaces[0].0, "cylinder", "{name}");
+            assert_eq!(
+                surfaces[0].1.iter().map(|r| bits([*r])).collect::<Vec<_>>(),
+                [radius],
+                "{name}"
+            );
+            assert_eq!(exported.report["solids"], 1);
+            assert_eq!(exported.document.count("POLY_LOOP"), 0);
+        }
+    }
+}
diff --git a/main/opengeometry/tests/step_oracle/rejections.rs b/main/opengeometry/tests/step_oracle/rejections.rs
new file mode 100644
index 0000000..31980d5
--- /dev/null
+++ b/main/opengeometry/tests/step_oracle/rejections.rs
@@ -0,0 +1,147 @@
+use crate::support::{add_cuboid, fixture_text};
+use opengeometry::brep::{BrepEnvelope, GeometryError};
+use opengeometry::exchange::export_step;
+use opengeometry::world_graph::{CreateOptions, ErrorCode, Primitive, StepOptions, WorldGraph};
+use opengeometry_test_support::world_graph::{graph, named};
+use serde_json::{json, Value};
+use std::f64::consts::TAU;
+
+#[derive(Debug, PartialEq)]
+struct GraphState {
+    revision: u64,
+    nodes: usize,
+    shapes: usize,
+    breps: Vec<String>,
+}
+
+fn graph_state(world: &WorldGraph, bodies: &[&str]) -> GraphState {
+    GraphState {
+        revision: world.revision(),
+        nodes: world.node_count(),
+        shapes: world.shape_count(),
+        breps: bodies
+            .iter()
+            .map(|og_id| world.brep(og_id).unwrap().to_json().unwrap())
+            .collect(),
+    }
+}
+
+fn assert_export_rejected_unchanged(
+    world: &WorldGraph,
+    nodes: &[&str],
+    code: ErrorCode,
+    bodies: &[&str],
+) {
+    let before = graph_state(world, bodies);
+    let nodes = nodes
+        .iter()
+        .map(|node| node.to_string())
+        .collect::<Vec<_>>();
+    let error = world
+        .export_step(&nodes, &StepOptions::default())
+        .unwrap_err();
+    assert_eq!(error.error_code(), code, "{error}");
+    assert_eq!(graph_state(world, bodies), before);
+}
+
+#[test]
+fn empty_node_list_is_invalid_parameter_and_leaves_the_graph_unchanged() {
+    let mut world = graph();
+    add_cuboid(&mut world, "body", [1.0; 3], [0.0; 3]);
+    assert_export_rejected_unchanged(&world, &[], ErrorCode::InvalidParameter, &["body"]);
+}
+
+#[test]
+fn unknown_node_is_unknown_node_and_leaves_the_graph_unchanged() {
+    let mut world = graph();
+    add_cuboid(&mut world, "body", [1.0; 3], [0.0; 3]);
+    assert_export_rejected_unchanged(&world, &["missing"], ErrorCode::UnknownNode, &["body"]);
+}
+
+#[test]
+fn assembly_holding_only_wires_is_empty_result_and_leaves_the_graph_unchanged() {
+    let mut world = graph();
+    world.create_system_assembly(named("level")).unwrap();
+    for (og_id, primitive) in [
+        ("profile", Primitive::Circle { radius: 0.5 }),
+        (
+            "rail",
+            Primitive::Polyline {
+                points: vec![[0.0; 3], [1.0, 0.0, 0.0]],
+                closed: false,
+            },
+        ),
+    ] {
+        world
+            .create_primitive(
+                primitive,
+                CreateOptions {
+                    parent: Some("level".into()),
+                    ..named(og_id)
+                },
+            )
+            .unwrap();
+    }
+    assert_export_rejected_unchanged(
+        &world,
+        &["level"],
+        ErrorCode::EmptyResult,
+        &["profile", "rail"],
+    );
+}
+
+#[test]
+fn empty_assembly_is_empty_result_and_leaves_the_graph_unchanged() {
+    let mut world = graph();
+    world.create_system_assembly(named("level")).unwrap();
+    assert_export_rejected_unchanged(&world, &["level"], ErrorCode::EmptyResult, &[]);
+}
+
+fn edited_fixture(name: &str, edit: impl FnOnce(&mut Value)) -> BrepEnvelope {
+    let mut body: Value =
+        serde_json::from_str(&fixture_text(&format!("{name}.brep.json")).unwrap()).unwrap();
+    edit(&mut body);
+    BrepEnvelope::from_json(&body.to_string()).unwrap_or_else(|error| panic!("{error}"))
+}
+
+fn assert_export_rejected(brep: &BrepEnvelope, matches: fn(&GeometryError) -> bool) {
+    let before = brep.to_json().unwrap();
+    let error = export_step(brep, "metre").unwrap_err();
+    assert!(matches(&error), "{error}");
+    assert_eq!(brep.to_json().unwrap(), before);
+}
+
+#[test]
+fn face_key_over_4_kib_is_limit_exceeded() {
+    let over = edited_fixture("cuboid", |body| {
+        body["topology"]["faces"][0]["key"] = json!("k".repeat(4097));
+    });
+    assert_export_rejected(&over, |error| {
+        matches!(error, GeometryError::LimitExceeded(_))
+    });
+    let at_limit = edited_fixture("cuboid", |body| {
+        body["topology"]["faces"][0]["key"] = json!("k".repeat(4096));
+    });
+    assert!(export_step(&at_limit, "metre").is_ok());
+}
+
+#[test]
+fn seam_edge_with_a_projected_pcurve_is_unsupported_geometry() {
+    let brep = edited_fixture("cylinder", |body| {
+        assert_eq!(body["topology"]["edges"][2]["chart_seam"], true);
+        assert_eq!(body["topology"]["halfedges"][1]["edge"], 2);
+        body["geometry"]["pcurves"][1] = json!({
+            "kind": "ProjectedCurve",
+            "curve": 2,
+            "surface": 0,
+            "chart": 0,
+            "uv_hint": [TAU, 0.0],
+            "uv_rate": [0.0, 1.0],
+            "parameter_origin": 0.0,
+        });
+    });
+    assert_export_rejected(
+        &brep,
+        |error| matches!(error, GeometryError::UnsupportedGeometry(message) if message.contains("seam")),
+    );
+}
diff --git a/main/opengeometry/tests/step_oracle/support.rs b/main/opengeometry/tests/step_oracle/support.rs
new file mode 100644
index 0000000..b34fc38
--- /dev/null
+++ b/main/opengeometry/tests/step_oracle/support.rs
@@ -0,0 +1,186 @@
+use opengeometry::brep::{placed, BrepEnvelope, Frame3, Similarity3};
+use opengeometry::exchange::StepExportReport;
+use opengeometry::world_graph::{Primitive, StepOptions, Transform, WorldGraph};
+use opengeometry_test_support::part21::{
+    check_report_matches, check_single_report_matches, check_values_belong, Document,
+    ExpectedValues, SolidEntry,
+};
+use opengeometry_test_support::world_graph::named;
+use serde_json::Value;
+use std::{fs, path::Path};
+
+pub(super) struct MatchedExport {
+    pub(super) text: String,
+    pub(super) report: Value,
+    pub(super) document: Document,
+}
+
+pub(super) fn fixture_text(relative: &str) -> Option<String> {
+    let path = Path::new(env!("CARGO_MANIFEST_DIR"))
+        .join("tests/fixtures/cases")
+        .join(relative);
+    path.exists()
+        .then(|| fs::read_to_string(&path).unwrap_or_else(|error| panic!("{relative}: {error}")))
+}
+
+pub(super) fn fixture_names(directory: &str) -> Vec<String> {
+    let path = Path::new(env!("CARGO_MANIFEST_DIR"))
+        .join("tests/fixtures/cases")
+        .join(directory);
+    let mut names = fs::read_dir(path)
+        .unwrap()
+        .map(|entry| entry.unwrap().file_name().into_string().unwrap())
+        .collect::<Vec<_>>();
+    names.sort();
+    names
+}
+
+pub(super) fn unit_scale(unit: &str) -> f64 {
+    if unit == "millimetre" {
+        1000.0
+    } else {
+        1.0
+    }
+}
+
+fn export_placement(world: &WorldGraph, og_id: &str, up_axis: &str) -> Similarity3 {
+    let mut conversion = Similarity3::IDENTITY;
+    if up_axis == "Z" {
+        conversion.frame = Frame3 {
+            origin: [0.0; 3],
+            x: [1.0, 0.0, 0.0],
+            y: [0.0, 0.0, 1.0],
+            z: [0.0, -1.0, 0.0],
+        };
+    }
+    conversion.compose(&world.world_placement(og_id).unwrap())
+}
+
+pub(super) fn placed_export_bodies(
+    world: &WorldGraph,
+    report: &StepExportReport,
+    options: &StepOptions,
+) -> Vec<BrepEnvelope> {
+    report
+        .bodies
+        .iter()
+        .map(|body| {
+            let placement = export_placement(world, &body.og_id, &options.up_axis);
+            let shape = world.brep(&body.og_id).unwrap();
+            let mut brep = if identity_bits(placement) {
+                (*shape).clone()
+            } else {
+                placed(&shape, placement.frame, similarity_scale(placement)).unwrap()
+            };
+            brep.id = body.og_id.clone();
+            brep
+        })
+        .collect()
+}
+
+fn identity_bits(placement: Similarity3) -> bool {
+    let entries = |similarity: Similarity3| {
+        let frame = similarity.frame;
+        [frame.origin, frame.x, frame.y, frame.z]
+            .into_iter()
+            .flatten()
+            .chain([similarity_scale(similarity)])
+            .map(f64::to_bits)
+            .collect::<Vec<_>>()
+    };
+    entries(placement) == entries(Similarity3::IDENTITY)
+}
+
+fn similarity_scale(placement: Similarity3) -> f64 {
+    serde_json::to_value(placement).unwrap()["scale"]
+        .as_f64()
+        .unwrap()
+}
+
+pub(super) fn parse_and_match(
+    text: &str,
+    report: &Value,
+    unit: &str,
+    bodies: &[BrepEnvelope],
+) -> Document {
+    let document = Document::parse(text).unwrap_or_else(|error| panic!("{error}"));
+    document
+        .check_length_unit(unit)
+        .unwrap_or_else(|error| panic!("{error}"));
+    if report.get("length_unit").is_some() {
+        check_single_report_matches(&document, report)
+    } else {
+        check_report_matches(&document, text, report)
+    }
+    .unwrap_or_else(|error| panic!("{error}"));
+    assert_eq!(document.solids().unwrap(), solid_entries(bodies));
+    let mut expected = ExpectedValues::default();
+    for body in bodies {
+        expected.add_body(body, unit_scale(unit));
+    }
+    check_values_belong(&document, &expected).unwrap_or_else(|error| panic!("{error}"));
+    document
+}
+
+fn solid_entries(bodies: &[BrepEnvelope]) -> Vec<SolidEntry> {
+    let mut entries = Vec::new();
+    for body in bodies {
+        let json: Value = serde_json::from_str(&body.to_json().unwrap()).unwrap();
+        for solid in json["solids"].as_array().unwrap() {
+            let voids = solid["cavity_shells"].as_array().unwrap().len();
+            entries.push(SolidEntry {
+                voids,
+                with_voids: voids > 0,
+            });
+        }
+    }
+    entries
+}
+
+pub(super) fn export_matched(
+    world: &WorldGraph,
+    nodes: &[&str],
+    options: &StepOptions,
+) -> MatchedExport {
+    let nodes = nodes
+        .iter()
+        .map(|node| node.to_string())
+        .collect::<Vec<_>>();
+    let (text, report) = world.export_step(&nodes, options).unwrap();
+    let bodies = placed_export_bodies(world, &report, options);
+    let report = serde_json::to_value(&report).unwrap();
+    let document = parse_and_match(&text, &report, &options.unit, &bodies);
+    MatchedExport {
+        text,
+        report,
+        document,
+    }
+}
+
+pub(super) fn add_cuboid(world: &mut WorldGraph, og_id: &str, size: [f64; 3], offset: [f64; 3]) {
+    world
+        .create_primitive(
+            Primitive::Cuboid {
+                width: size[0],
+                height: size[1],
+                depth: size[2],
+            },
+            named(og_id),
+        )
+        .unwrap();
+    world
+        .transform(og_id, Transform::Translate { offset })
+        .unwrap();
+}
+
+pub(super) fn cylinder(world: &mut WorldGraph, og_id: &str) {
+    world
+        .create_primitive(
+            Primitive::Cylinder {
+                radius: 1.0,
+                height: 2.0,
+            },
+            named(og_id),
+        )
+        .unwrap();
+}
diff --git a/main/opengeometry/tests/step_roundtrip_oracle.rs b/main/opengeometry/tests/step_roundtrip_oracle.rs
deleted file mode 100644
index 81a80a6..0000000
--- a/main/opengeometry/tests/step_roundtrip_oracle.rs
+++ /dev/null
@@ -1,117 +0,0 @@
-//! STEP exact-geometry round-trip oracle (debt items D1/D9, NFR-4).
-//!
-//! NFR-4 requires a unit cylinder exported to STEP to round-trip through a
-//! reference reader as a single cylindrical face, not a facet fan. A real
-//! OpenCASCADE kernel cannot be linked into this WASM crate, so this oracle
-//! independently *re-parses* the exported Part-21 text — acting as the reference
-//! reader — and checks that the analytic cylinder/circle radii it recovers match
-//! the source geometry exactly. (An optional pythonocc/OCP cross-check is in
-//! `tests/occ_oracle.rs`, skipped when OCC is absent.)
-
-use opengeometry::export::step::{export_brep_to_step_text, StepExportConfig};
-use opengeometry::primitives::cylinder::OGCylinder;
-use openmaths::Vector3;
-
-/// Pulls the trailing real argument out of each `KEYWORD(...,radius)` entity —
-/// the reference reader re-deriving the analytic radius from the file.
-fn parse_trailing_reals(text: &str, keyword: &str) -> Vec<f64> {
-    let mut out = Vec::new();
-    let needle = format!("{}(", keyword);
-    let mut rest = text;
-    while let Some(pos) = rest.find(&needle) {
-        let after = &rest[pos + needle.len()..];
-        if let Some(end) = after.find(')') {
-            let args = &after[..end];
-            if let Some(last) = args.rsplit(',').next() {
-                if let Ok(v) = last.trim().parse::<f64>() {
-                    out.push(v);
-                }
-            }
-            rest = &after[end..];
-        } else {
-            break;
-        }
-    }
-    out
-}
-
-#[test]
-fn exported_cylinder_round_trips_as_one_analytic_cylinder() {
-    let radius = 1.5;
-    let height = 4.0;
-    let mut cyl = OGCylinder::new("oracle-cyl".into());
-    cyl.set_config(
-        Vector3::new(0.0, 0.0, 0.0),
-        radius,
-        height,
-        2.0 * std::f64::consts::PI,
-        48,
-    )
-    .unwrap();
-    let brep = cyl.world_brep();
-
-    let (text, _) =
-        export_brep_to_step_text(&brep, &StepExportConfig::default()).expect("step export");
-
-    // Reference reader: exactly one cylindrical surface, recovered at the exact
-    // source radius — not a fan of planar facets.
-    let cyl_radii = parse_trailing_reals(&text, "CYLINDRICAL_SURFACE");
-    assert_eq!(
-        cyl_radii.len(),
-        1,
-        "exactly one cylindrical surface in file"
-    );
-    assert!(
-        (cyl_radii[0] - radius).abs() < 1.0e-9,
-        "round-tripped cylinder radius {} != source {}",
-        cyl_radii[0],
-        radius
-    );
-
-    // The circular rings round-trip at the same exact radius.
-    let circle_radii = parse_trailing_reals(&text, "CIRCLE");
-    assert!(!circle_radii.is_empty(), "circular edges present");
-    for r in &circle_radii {
-        assert!(
-            (r - radius).abs() < 1.0e-9,
-            "circle radius {} != source {}",
-            r,
-            radius
-        );
-    }
-
-    // No planar facet fan stands in for the curved surface: the cylinder is one
-    // advanced face, so advanced faces are few (cylinder + 2 caps).
-    assert!(
-        text.matches("ADVANCED_FACE").count() <= 4,
-        "cylindrical face must not be a facet fan"
-    );
-}
-
-#[test]
-fn exported_cylinder_scales_radius_with_export_scale() {
-    let mut cyl = OGCylinder::new("oracle-scale".into());
-    cyl.set_config(
-        Vector3::new(0.0, 0.0, 0.0),
-        1.0,
-        2.0,
-        2.0 * std::f64::consts::PI,
-        24,
-    )
-    .unwrap();
-    let brep = cyl.world_brep();
-
-    let config = StepExportConfig {
-        scale: 10.0,
-        ..StepExportConfig::default()
-    };
-    let (text, _) = export_brep_to_step_text(&brep, &config).expect("scaled export");
-
-    let cyl_radii = parse_trailing_reals(&text, "CYLINDRICAL_SURFACE");
-    assert_eq!(cyl_radii.len(), 1);
-    assert!(
-        (cyl_radii[0] - 10.0).abs() < 1.0e-9,
-        "radius should scale by export scale, got {}",
-        cyl_radii[0]
-    );
-}
diff --git a/main/opengeometry/tests/validity.rs b/main/opengeometry/tests/validity.rs
new file mode 100644
index 0000000..dd0974c
--- /dev/null
+++ b/main/opengeometry/tests/validity.rs
@@ -0,0 +1,29 @@
+use opengeometry::brep::BrepEnvelope;
+use serde_json::{json, Value};
+use std::path::Path;
+
+const VERDICT_SUFFIX: &str = ".verdict.json";
+
+#[test]
+fn i10_every_validity_fixture_reproduces_its_stored_verdict() {
+    let folder = Path::new(env!("CARGO_MANIFEST_DIR")).join("tests/fixtures/cases/validity");
+    let mut names: Vec<String> = std::fs::read_dir(&folder)
+        .unwrap()
+        .filter_map(|entry| {
+            let file = entry.unwrap().file_name().to_string_lossy().into_owned();
+            file.strip_suffix(VERDICT_SUFFIX).map(str::to_owned)
+        })
+        .collect();
+    names.sort();
+    assert_eq!(names.len(), 28);
+    for name in names {
+        let source = std::fs::read_to_string(folder.join(format!("{name}.json"))).unwrap();
+        let verdict = std::fs::read(folder.join(format!("{name}{VERDICT_SUFFIX}"))).unwrap();
+        let expected: Value = serde_json::from_slice(&verdict).expect(&name);
+        let actual = match BrepEnvelope::from_json(&source) {
+            Ok(_) => json!({ "valid": true }),
+            Err(error) => json!({ "valid": false, "error": error }),
+        };
+        assert_eq!(actual, expected, "{name}");
+    }
+}
diff --git a/main/opengeometry/tests/validity_corpus.rs b/main/opengeometry/tests/validity_corpus.rs
deleted file mode 100644
index 70ae0d7..0000000
--- a/main/opengeometry/tests/validity_corpus.rs
+++ /dev/null
@@ -1,116 +0,0 @@
-//! Labelled validity corpus (debt item D5, NFR-3).
-//!
-//! NFR-3 requires the validity checker to classify a labelled set of valid /
-//! invalid B-reps with ≥99% precision on "invalid" — i.e. it must never wave a
-//! genuinely-invalid B-rep through as valid. This corpus pairs known-good
-//! primitives with deliberately-broken B-reps and asserts the checker's verdict
-//! matches the label for every case (so: zero false "valid").
-
-use opengeometry::brep::validity::check_validity;
-use opengeometry::brep::{Brep, BrepBuilder, HalfEdge};
-use opengeometry::primitives::cuboid::OGCuboid;
-use opengeometry::primitives::cylinder::OGCylinder;
-use opengeometry::primitives::sphere::OGSphere;
-use openmaths::Vector3;
-use uuid::Uuid;
-
-fn cuboid() -> Brep {
-    let mut c = OGCuboid::new("v".into());
-    c.set_config(Vector3::new(0.0, 0.0, 0.0), 2.0, 2.0, 2.0)
-        .unwrap();
-    c.world_brep()
-}
-
-fn cylinder() -> Brep {
-    let mut c = OGCylinder::new("v".into());
-    c.set_config(
-        Vector3::new(0.0, 0.0, 0.0),
-        1.0,
-        2.0,
-        2.0 * std::f64::consts::PI,
-        24,
-    )
-    .unwrap();
-    c.world_brep()
-}
-
-fn sphere() -> Brep {
-    let mut s = OGSphere::new("v".into());
-    s.set_config(Vector3::new(0.0, 0.0, 0.0), 1.0, 18, 12)
-        .unwrap();
-    s.world_brep()
-}
-
-fn open_triangle() -> Brep {
-    let mut b = BrepBuilder::new(Uuid::new_v4());
-    b.add_vertices(&[
-        Vector3::new(0.0, 0.0, 0.0),
-        Vector3::new(1.0, 0.0, 0.0),
-        Vector3::new(0.0, 0.0, 1.0),
-    ]);
-    b.add_face(&[0, 1, 2], &[]).unwrap();
-    b.build().unwrap()
-}
-
-fn non_finite_vertex() -> Brep {
-    let mut brep = cuboid();
-    if let Some(v) = brep.vertices.get_mut(0) {
-        v.position = Vector3::new(f64::NAN, 0.0, 0.0);
-    }
-    brep
-}
-
-fn non_manifold_edge() -> Brep {
-    // A closed cuboid with a third half-edge grafted onto an existing edge:
-    // that edge is now shared by three half-edges, which is non-manifold and
-    // must be flagged.
-    let mut brep = cuboid();
-    let edge_id = brep.edges[0].id;
-    let he_id = brep.halfedges.len() as u32;
-    brep.halfedges
-        .push(HalfEdge::new(he_id, 0, 1, edge_id, None, None, None));
-    brep
-}
-
-#[test]
-fn checker_never_passes_an_invalid_brep() {
-    // (brep, expected_valid)
-    let cases: Vec<(&str, Brep, bool)> = vec![
-        ("cuboid", cuboid(), true),
-        ("cylinder", cylinder(), true),
-        ("sphere", sphere(), true),
-        ("open-triangle", open_triangle(), false),
-        ("non-finite-vertex", non_finite_vertex(), false),
-        ("non-manifold-edge", non_manifold_edge(), false),
-    ];
-
-    let mut false_valids = Vec::new();
-    let mut false_invalids = Vec::new();
-
-    for (name, brep, expected_valid) in &cases {
-        let verdict = check_validity(brep).is_valid();
-        if *expected_valid && !verdict {
-            false_invalids.push(*name);
-        }
-        if !*expected_valid && verdict {
-            // The cardinal sin (NFR-3): an invalid B-rep waved through as valid.
-            false_valids.push(*name);
-        }
-        println!(
-            "{}: expected_valid={} got_valid={}",
-            name, expected_valid, verdict
-        );
-    }
-
-    assert!(
-        false_valids.is_empty(),
-        "checker passed invalid B-reps as valid (NFR-3 violation): {:?}",
-        false_valids
-    );
-    // Valids must also be recognized; otherwise the checker is uselessly strict.
-    assert!(
-        false_invalids.is_empty(),
-        "checker rejected valid B-reps: {:?}",
-        false_invalids
-    );
-}
diff --git a/main/opengeometry/tests/wasm_core.rs b/main/opengeometry/tests/wasm_core.rs
new file mode 100644
index 0000000..3063955
--- /dev/null
+++ b/main/opengeometry/tests/wasm_core.rs
@@ -0,0 +1,185 @@
+use opengeometry::brep::BrepEnvelope;
+use opengeometry::tessellation::display::display_buffers;
+use opengeometry::tessellation::{tessellate, SnapshotStore};
+use opengeometry_test_support::tolerance::{ordered_bits, step_parts, within_four_ulp};
+use serde_json::Value;
+
+#[cfg_attr(target_arch = "wasm32", wasm_bindgen_test::wasm_bindgen_test)]
+#[cfg_attr(not(target_arch = "wasm32"), test)]
+fn embedded_stored_corpus_roundtrips_with_cross_target_float_tolerance() {
+    let corpus = [
+        ("cuboid", include_str!("fixtures/cases/cuboid.brep.json")),
+        (
+            "cylinder",
+            include_str!("fixtures/cases/cylinder.brep.json"),
+        ),
+        ("sphere", include_str!("fixtures/cases/sphere.brep.json")),
+        ("cone", include_str!("fixtures/cases/cone.brep.json")),
+        ("frustum", include_str!("fixtures/cases/frustum.brep.json")),
+        ("torus", include_str!("fixtures/cases/torus.brep.json")),
+        (
+            "annular-cylinder",
+            include_str!("fixtures/cases/annular-cylinder.brep.json"),
+        ),
+        (
+            "cylinder-with-hole",
+            include_str!("fixtures/cases/cylinder-with-hole.brep.json"),
+        ),
+        ("circle", include_str!("fixtures/cases/circle.brep.json")),
+        (
+            "linear-extrusion",
+            include_str!("fixtures/cases/linear-extrusion.brep.json"),
+        ),
+        (
+            "arc-edged-extrusion",
+            include_str!("fixtures/cases/arc-edged-extrusion.brep.json"),
+        ),
+        (
+            "arc-edged-extrusion-with-holes",
+            include_str!("fixtures/cases/arc-edged-extrusion-with-holes.brep.json"),
+        ),
+        (
+            "box-union",
+            include_str!("fixtures/cases/box-union.brep.json"),
+        ),
+        (
+            "box-intersection",
+            include_str!("fixtures/cases/box-intersection.brep.json"),
+        ),
+        ("box-cut", include_str!("fixtures/cases/box-cut.brep.json")),
+        (
+            "box-cavity",
+            include_str!("fixtures/cases/box-cavity.brep.json"),
+        ),
+        (
+            "sphere-cut",
+            include_str!("fixtures/cases/sphere-cut.brep.json"),
+        ),
+    ];
+    for (name, source) in corpus {
+        let body = BrepEnvelope::from_json(source).unwrap();
+        body.validate().unwrap();
+        let output = body.to_json().unwrap();
+        let actual: Value = serde_json::from_str(&output).unwrap();
+        let expected: Value = serde_json::from_str(source).unwrap();
+        assert!(within_four_ulp(&actual, &expected), "{name}");
+    }
+}
+
+#[cfg_attr(target_arch = "wasm32", wasm_bindgen_test::wasm_bindgen_test)]
+#[cfg_attr(not(target_arch = "wasm32"), test)]
+fn embedded_stored_tessellation_corpus_matches_within_four_ulp() {
+    macro_rules! check {
+        ($name:literal) => {{
+            let body = BrepEnvelope::from_json(include_str!(concat!("fixtures/cases/", $name, ".brep.json"))).unwrap();
+            let mesh = tessellate(&body, 0.01, 2_000_000).unwrap();
+            let actual = serde_json::json!({
+                "positions": mesh.positions,
+                "normals": mesh.normals,
+                "indices": mesh.indices,
+                "triangleFaceIds": mesh.triangle_face_ids,
+                "outlinePositions": mesh.outline_positions,
+                "outlineEdgeIds": mesh.outline_edge_ids,
+                "revision": mesh.revision,
+                "achievedDeflection": mesh.achieved_deflection,
+            });
+            let expected: Value = serde_json::from_str(include_str!(concat!("fixtures/cases/", $name, ".tess.json"))).unwrap();
+            assert!(within_four_ulp(&actual, &expected), "{}", $name);
+        }};
+    }
+    check!("cuboid");
+    check!("cylinder");
+    check!("sphere");
+    check!("cone");
+    check!("frustum");
+    check!("torus");
+    check!("annular-cylinder");
+    check!("cylinder-with-hole");
+    check!("circle");
+    check!("linear-extrusion");
+    check!("arc-edged-extrusion");
+    check!("arc-edged-extrusion-with-holes");
+}
+
+#[cfg_attr(target_arch = "wasm32", wasm_bindgen_test::wasm_bindgen_test)]
+#[cfg_attr(not(target_arch = "wasm32"), test)]
+fn embedded_stored_step_corpus_keeps_entity_structure_and_four_ulp_reals() {
+    macro_rules! check {
+        ($name:literal) => {{
+            let body = BrepEnvelope::from_json(include_str!(concat!(
+                "fixtures/cases/",
+                $name,
+                ".brep.json"
+            )))
+            .unwrap();
+            let actual = opengeometry::exchange::export_step(&body, "metre")
+                .unwrap()
+                .0;
+            let expected = include_str!(concat!("fixtures/cases/", $name, ".step.m"));
+            let (actual_structure, actual_reals) = step_parts(&actual);
+            let (expected_structure, expected_reals) = step_parts(expected);
+            assert_eq!(actual_structure, expected_structure, "{} structure", $name);
+            assert_eq!(
+                actual_reals.len(),
+                expected_reals.len(),
+                "{} real count",
+                $name
+            );
+            for (a, b) in actual_reals.into_iter().zip(expected_reals) {
+                assert!(
+                    a == b
+                        || (a == 0.0 && b == 0.0)
+                        || ordered_bits(a).abs_diff(ordered_bits(b)) <= 4,
+                    "{} real {} differs from {}",
+                    $name,
+                    a,
+                    b
+                );
+            }
+        }};
+    }
+    check!("cuboid");
+    check!("cylinder");
+    check!("sphere");
+    check!("cone");
+    check!("frustum");
+    check!("torus");
+    check!("annular-cylinder");
+    check!("cylinder-with-hole");
+    check!("linear-extrusion");
+    check!("arc-edged-extrusion");
+    check!("arc-edged-extrusion-with-holes");
+    check!("box-union");
+    check!("box-intersection");
+    check!("box-cut");
+    check!("box-cavity");
+    check!("sphere-cut");
+}
+
+#[cfg_attr(target_arch = "wasm32", wasm_bindgen_test::wasm_bindgen_test)]
+#[cfg_attr(not(target_arch = "wasm32"), test)]
+fn embedded_brep_round_trip_and_snapshot_buffers() {
+    let bytes = include_bytes!("fixtures/cases/cuboid.brep.json");
+    let json = std::str::from_utf8(bytes).unwrap();
+    let brep = BrepEnvelope::from_json(json).unwrap();
+    let roundtrip = brep.to_json().unwrap();
+    assert_eq!(roundtrip, json);
+    let mesh = tessellate(&brep, 0.01, 2_000_000).unwrap();
+    let tessellation = serde_json::json!({
+        "positions": mesh.positions,
+        "normals": mesh.normals,
+        "indices": mesh.indices,
+        "triangleFaceIds": mesh.triangle_face_ids,
+        "outlinePositions": mesh.outline_positions,
+        "outlineEdgeIds": mesh.outline_edge_ids,
+        "revision": mesh.revision,
+        "achievedDeflection": mesh.achieved_deflection,
+    });
+    let fixture: serde_json::Value =
+        serde_json::from_slice(include_bytes!("fixtures/cases/cuboid.tess.json")).unwrap();
+    assert_eq!(tessellation, fixture);
+    let direct = display_buffers(&brep, 0.01, 2_000_000).unwrap();
+    let mut tessellator = SnapshotStore::new();
+    let slot = tessellator.load(roundtrip.as_bytes()).unwrap();
+    assert_eq!(direct, tessellator.buffers(slot, 0.01, 2_000_000).unwrap());
+}
diff --git a/main/opengeometry/tests/world_graph/bounds.rs b/main/opengeometry/tests/world_graph/bounds.rs
new file mode 100644
index 0000000..5f7abd2
--- /dev/null
+++ b/main/opengeometry/tests/world_graph/bounds.rs
@@ -0,0 +1,45 @@
+use super::support::{box_primitive, near_within};
+use opengeometry::world_graph::{CreateOptions, Transform};
+use opengeometry_test_support::world_graph::{graph, named};
+
+#[test]
+fn local_bounds_ignore_placement_and_parents() {
+    let mut world = graph();
+    world.create_system_assembly(named("parent")).unwrap();
+    world
+        .transform(
+            "parent",
+            Transform::Translate {
+                offset: [10.0, 0.0, 0.0],
+            },
+        )
+        .unwrap();
+    world
+        .create_primitive(
+            box_primitive(),
+            CreateOptions {
+                parent: Some("parent".into()),
+                ..named("child")
+            },
+        )
+        .unwrap();
+    world
+        .transform(
+            "child",
+            Transform::Translate {
+                offset: [1.0, 2.0, 3.0],
+            },
+        )
+        .unwrap();
+    near_within(
+        &world.local_bounds("child").unwrap().unwrap(),
+        &[-1.0, 0.0, -1.0, 1.0, 2.0, 1.0],
+        1e-7,
+    );
+    near_within(
+        &world.bounds("child").unwrap().unwrap(),
+        &[10.0, 2.0, 2.0, 12.0, 4.0, 4.0],
+        1e-7,
+    );
+    assert_eq!(world.local_bounds("parent").unwrap(), None);
+}
diff --git a/main/opengeometry/tests/world_graph/contract.rs b/main/opengeometry/tests/world_graph/contract.rs
new file mode 100644
index 0000000..d76128a
--- /dev/null
+++ b/main/opengeometry/tests/world_graph/contract.rs
@@ -0,0 +1,138 @@
+use super::support::box_primitive;
+use opengeometry::brep::BodyType;
+use opengeometry::world_graph::{
+    CopyOptions, CreateOptions, CreatingOperation, ErrorCode, Plane, Primitive, WorldGraph,
+};
+use opengeometry_test_support::world_graph::{graph, named};
+
+fn rectangle() -> Primitive {
+    Primitive::Rectangle {
+        width: 2.0,
+        breadth: 3.0,
+    }
+}
+
+fn extrude() -> CreatingOperation {
+    CreatingOperation::Extrude {
+        profile: "profile".into(),
+        holes: Vec::new(),
+        distance: 1.0,
+    }
+}
+
+fn profiled_graph() -> WorldGraph {
+    let mut world = graph();
+    world
+        .create_primitive(rectangle(), named("profile"))
+        .unwrap();
+    world
+}
+
+fn unnamed_box(world: &mut WorldGraph) -> String {
+    world
+        .create_primitive(box_primitive(), CreateOptions::default())
+        .unwrap()
+        .0
+}
+
+#[test]
+fn mismatched_expected_body_type_is_rejected_before_commit() {
+    let mut world = profiled_graph();
+    let revision = world.revision();
+    let nodes = world.node_count();
+    let shape_ids = world.reserve(1, &[]).unwrap().shape_ids;
+    let wire_as_solid = world
+        .create_primitive(
+            rectangle(),
+            CreateOptions {
+                body_type: Some(BodyType::Solid),
+                ..CreateOptions::default()
+            },
+        )
+        .unwrap_err();
+    assert_eq!(wire_as_solid.error_code(), ErrorCode::BodyTypeMismatch);
+    let solid_as_wire = world
+        .create_operation(
+            extrude(),
+            CreateOptions {
+                body_type: Some(BodyType::Wire),
+                ..CreateOptions::default()
+            },
+        )
+        .unwrap_err();
+    assert_eq!(solid_as_wire.error_code(), ErrorCode::BodyTypeMismatch);
+    assert_eq!(world.revision(), revision);
+    assert_eq!(world.node_count(), nodes);
+    assert_eq!(world.reserve(1, &[]).unwrap().shape_ids, shape_ids);
+    assert_eq!(unnamed_box(&mut world), "solid-1");
+}
+
+#[test]
+fn generated_ids_are_kind_prefixed_from_one() {
+    let mut world = graph();
+    let cuboid = unnamed_box(&mut world);
+    let (wire, _) = world
+        .create_primitive(rectangle(), CreateOptions::default())
+        .unwrap();
+    let (assembly, _) = world
+        .create_system_assembly(CreateOptions::default())
+        .unwrap();
+    let (instance, _) = world.instance(&cuboid, CopyOptions::default()).unwrap();
+    let (duplicate, _) = world.duplicate(&wire, CopyOptions::default()).unwrap();
+    assert_eq!(
+        [cuboid, wire, assembly, instance, duplicate],
+        ["solid-1", "wire-1", "assembly-1", "solid-2", "wire-2"]
+    );
+    world
+        .create_primitive(box_primitive(), named("solid-3"))
+        .unwrap();
+    assert_eq!(unnamed_box(&mut world), "solid-4");
+}
+
+#[test]
+fn json_null_parent_moves_a_copy_to_the_top_level() {
+    let to_top: CopyOptions = serde_json::from_str(r#"{"parent":null}"#).unwrap();
+    assert_eq!(to_top.parent, Some(None));
+    let keep: CopyOptions = serde_json::from_str("{}").unwrap();
+    assert_eq!(keep.parent, None);
+    let mut world = graph();
+    world.create_system_assembly(named("group")).unwrap();
+    world
+        .create_primitive(
+            box_primitive(),
+            CreateOptions {
+                og_id: Some("body".into()),
+                parent: Some("group".into()),
+                ..CreateOptions::default()
+            },
+        )
+        .unwrap();
+    let (copy, _) = world.instance("body", to_top).unwrap();
+    assert_eq!(world.parent(&copy).unwrap(), None);
+}
+
+#[test]
+fn plane_is_rejected_on_operations_and_assemblies() {
+    let mut world = profiled_graph();
+    let revision = world.revision();
+    let nodes = world.node_count();
+    let planed = || CreateOptions {
+        plane: Some(Plane::default()),
+        ..CreateOptions::default()
+    };
+    let errors = [
+        world.create_operation(extrude(), planed()).unwrap_err(),
+        world.create_system_assembly(planed()).unwrap_err(),
+        world
+            .create_system_assembly(CreateOptions {
+                body_type: Some(BodyType::Solid),
+                ..CreateOptions::default()
+            })
+            .unwrap_err(),
+    ];
+    for error in errors {
+        assert_eq!(error.error_code(), ErrorCode::InvalidParameter);
+    }
+    assert_eq!(world.revision(), revision);
+    assert_eq!(world.node_count(), nodes);
+}
diff --git a/main/opengeometry/tests/world_graph/hierarchy.rs b/main/opengeometry/tests/world_graph/hierarchy.rs
new file mode 100644
index 0000000..876cd85
--- /dev/null
+++ b/main/opengeometry/tests/world_graph/hierarchy.rs
@@ -0,0 +1,221 @@
+use super::support::{box_primitive, copy_named, near};
+use opengeometry::world_graph::{
+    CreateOptions, EditScope, ErrorCode, ModifyingOperation, Primitive, Transform,
+};
+use opengeometry_test_support::world_graph::{graph, named};
+use std::sync::Arc;
+
+#[test]
+fn instances_share_one_immutable_shape_and_duplicates_do_not() {
+    let mut world = graph();
+    world
+        .create_primitive(box_primitive(), named("body"))
+        .unwrap();
+    world.instance("body", copy_named("instance")).unwrap();
+    assert_eq!(world.shape_count(), 1);
+    assert_eq!(world.instance_count("body").unwrap(), 2);
+    assert_eq!(
+        world
+            .ensure_editable("body", EditScope::Node)
+            .unwrap_err()
+            .error_code(),
+        ErrorCode::SharedShape
+    );
+    world
+        .ensure_editable("body", EditScope::AllInstances)
+        .unwrap();
+    assert!(Arc::ptr_eq(
+        &world.brep("body").unwrap(),
+        &world.brep("instance").unwrap()
+    ));
+    world.duplicate("body", copy_named("duplicate")).unwrap();
+    assert_eq!(world.shape_count(), 2);
+    assert!(!Arc::ptr_eq(
+        &world.brep("body").unwrap(),
+        &world.brep("duplicate").unwrap()
+    ));
+    let copied_id = world.brep("duplicate").unwrap().id.clone();
+    assert_ne!(copied_id, world.brep("body").unwrap().id);
+    assert!(world
+        .brep("duplicate")
+        .unwrap()
+        .topology
+        .faces
+        .iter()
+        .all(|face| face
+            .provenance
+            .sources
+            .iter()
+            .all(|source| source.entity == copied_id && source.body == copied_id)));
+    world.make_unique("instance").unwrap().unwrap();
+    assert_eq!(world.instance_count("body").unwrap(), 1);
+    assert_eq!(world.shape_count(), 3);
+    assert!(world.make_unique("body").unwrap().is_none());
+}
+
+#[test]
+fn copies_of_an_operated_body_carry_no_report() {
+    let mut world = graph();
+    world
+        .create_primitive(box_primitive(), named("body"))
+        .unwrap();
+    world
+        .create_primitive(box_primitive(), named("tool"))
+        .unwrap();
+    world
+        .transform(
+            "tool",
+            Transform::Translate {
+                offset: [1.0, 0.0, 0.0],
+            },
+        )
+        .unwrap();
+    world
+        .operate(
+            "body",
+            ModifyingOperation::Subtract,
+            &["tool".into()],
+            EditScope::Node,
+        )
+        .unwrap();
+    world.duplicate("body", copy_named("duplicate")).unwrap();
+    world.instance("body", copy_named("instance")).unwrap();
+    world.make_unique("instance").unwrap().unwrap();
+    assert!(world.report("body").unwrap().is_some());
+    assert!(world.report("duplicate").unwrap().is_none());
+    assert!(world.report("instance").unwrap().is_none());
+}
+
+#[test]
+fn parent_motion_and_reparenting_obey_local_and_world_rules() {
+    let mut world = graph();
+    world.create_system_assembly(named("a")).unwrap();
+    world.create_system_assembly(named("b")).unwrap();
+    world
+        .create_primitive(
+            box_primitive(),
+            CreateOptions {
+                og_id: Some("child".into()),
+                parent: Some("a".into()),
+                plane: None,
+                body_type: None,
+            },
+        )
+        .unwrap();
+    world
+        .transform(
+            "a",
+            Transform::Translate {
+                offset: [10.0, 0.0, 0.0],
+            },
+        )
+        .unwrap();
+    near(
+        world.world_placement("child").unwrap().frame.origin,
+        [10.0, 0.0, 0.0],
+    );
+    world.add_child("b", &["child".into()], false).unwrap();
+    near(
+        world.world_placement("child").unwrap().frame.origin,
+        [0.0, 0.0, 0.0],
+    );
+    world.add_child("a", &["child".into()], true).unwrap();
+    near(
+        world.world_placement("child").unwrap().frame.origin,
+        [0.0, 0.0, 0.0],
+    );
+    near(world.placement("child").unwrap().origin, [-10.0, 0.0, 0.0]);
+    world.remove_child("a", "child", true).unwrap();
+    near(
+        world.world_placement("child").unwrap().frame.origin,
+        [0.0, 0.0, 0.0],
+    );
+    assert_eq!(world.parent("child").unwrap(), None);
+}
+
+#[test]
+fn i6_failed_calls_do_not_consume_ids_or_change_the_graph() {
+    let mut world = graph();
+    let reserved = world.reserve(1, &[]).unwrap();
+    assert_eq!(reserved.shape_ids, ["shape-0"]);
+    world.create_system_assembly(named("a")).unwrap();
+    world
+        .create_system_assembly(CreateOptions {
+            og_id: Some("b".into()),
+            parent: Some("a".into()),
+            plane: None,
+            body_type: None,
+        })
+        .unwrap();
+    let revision = world.revision();
+    let cycle = world.add_child("b", &["a".into()], false).unwrap_err();
+    assert_eq!(cycle.error_code(), ErrorCode::CycleDetected);
+    assert_eq!(world.revision(), revision);
+    assert_eq!(world.parent("a").unwrap(), None);
+    assert_eq!(
+        world
+            .create_system_assembly(named("a"))
+            .unwrap_err()
+            .error_code(),
+        ErrorCode::DuplicateNode
+    );
+    assert_eq!(
+        world
+            .transform(
+                "a",
+                Transform::Scale {
+                    factor: -1.0,
+                    pivot: None
+                }
+            )
+            .unwrap_err()
+            .error_code(),
+        ErrorCode::InvalidTransform
+    );
+    assert_eq!(
+        world
+            .create_primitive(
+                Primitive::Cylinder {
+                    radius: 0.0,
+                    height: 2.0
+                },
+                CreateOptions::default()
+            )
+            .unwrap_err()
+            .error_code(),
+        ErrorCode::InvalidParameter
+    );
+    assert_eq!(
+        world
+            .create_primitive(
+                Primitive::Polyline {
+                    points: vec![[0.0; 3], [0.0; 3]],
+                    closed: false
+                },
+                CreateOptions::default(),
+            )
+            .unwrap_err()
+            .error_code(),
+        ErrorCode::InvalidParameter
+    );
+    let (generated, _) = world
+        .create_primitive(box_primitive(), CreateOptions::default())
+        .unwrap();
+    assert_eq!(generated, "solid-1");
+    assert_eq!(world.brep(&generated).unwrap().id, reserved.shape_ids[0]);
+    let body = world.node(&generated).unwrap();
+    let handle = body.handle;
+    let generation = body.generation;
+    world.dispose(&generated).unwrap();
+    assert_eq!(
+        world
+            .node_by_handle(handle, generation)
+            .unwrap_err()
+            .error_code(),
+        ErrorCode::Disposed
+    );
+    let (next, _) = world
+        .create_primitive(box_primitive(), CreateOptions::default())
+        .unwrap();
+    assert_eq!(next, "solid-2");
+}
diff --git a/main/opengeometry/tests/world_graph/main.rs b/main/opengeometry/tests/world_graph/main.rs
new file mode 100644
index 0000000..5b853b8
--- /dev/null
+++ b/main/opengeometry/tests/world_graph/main.rs
@@ -0,0 +1,6 @@
+mod bounds;
+mod contract;
+mod hierarchy;
+mod marks;
+mod placement;
+mod support;
diff --git a/main/opengeometry/tests/world_graph/marks.rs b/main/opengeometry/tests/world_graph/marks.rs
new file mode 100644
index 0000000..68f8b28
--- /dev/null
+++ b/main/opengeometry/tests/world_graph/marks.rs
@@ -0,0 +1,219 @@
+use super::support::{box_primitive, copy_named};
+use opengeometry::world_graph::{CreateOptions, EditScope, ErrorCode, Primitive, Transform};
+use opengeometry_test_support::world_graph::{graph, named};
+use std::sync::Arc;
+
+#[test]
+fn marks_restore_nodes_and_shape_pointers_without_reusing_counters() {
+    let mut world = graph();
+    world
+        .create_primitive(box_primitive(), named("body"))
+        .unwrap();
+    let original = world.brep("body").unwrap();
+    let original_handle = world.node("body").unwrap().handle;
+    let original_generation = world.node("body").unwrap().generation;
+    let mark = world.mark().unwrap();
+    world.instance("body", copy_named("instance")).unwrap();
+    world.make_unique("instance").unwrap().unwrap();
+    let later = world.mark().unwrap();
+    world.dispose("body").unwrap();
+    assert_eq!(
+        world
+            .node_by_handle(original_handle, original_generation)
+            .unwrap_err()
+            .error_code(),
+        ErrorCode::Disposed
+    );
+    let rollback = world.rollback(mark).unwrap();
+    assert!(rollback.added.iter().any(|node| node.og_id == "body"));
+    assert!(Arc::ptr_eq(&world.brep("body").unwrap(), &original));
+    assert_eq!(
+        world
+            .node_by_handle(original_handle, original_generation)
+            .unwrap()
+            .og_id,
+        "body"
+    );
+    assert_eq!(
+        world.rollback(later).unwrap_err().error_code(),
+        ErrorCode::InvalidMark
+    );
+    let (_, next) = world
+        .create_primitive(box_primitive(), CreateOptions::default())
+        .unwrap();
+    assert!(next.added[0].handle > original_handle);
+    assert_eq!(world.mark_stats().live_marks, 1);
+    world.release(mark).unwrap();
+    assert_eq!(world.mark_stats().live_marks, 0);
+    assert_eq!(world.mark_stats().retained_revisions, 0);
+}
+
+#[test]
+fn changes_since_compacts_updates_and_reports_subtree_motion() {
+    let mut world = graph();
+    world.create_system_assembly(named("parent")).unwrap();
+    world
+        .create_primitive(
+            box_primitive(),
+            CreateOptions {
+                og_id: Some("child".into()),
+                parent: Some("parent".into()),
+                plane: None,
+                body_type: None,
+            },
+        )
+        .unwrap();
+    let revision = world.revision();
+    world
+        .transform(
+            "parent",
+            Transform::Translate {
+                offset: [1.0, 0.0, 0.0],
+            },
+        )
+        .unwrap();
+    world
+        .transform(
+            "parent",
+            Transform::Translate {
+                offset: [2.0, 0.0, 0.0],
+            },
+        )
+        .unwrap();
+    let changes = world.changes_since(revision).unwrap();
+    assert_eq!(changes.changed.len(), 2);
+    assert!(changes.changed.iter().any(|node| node.og_id == "child"
+        && node.shape_revision == Some(world.brep("child").unwrap().revision)));
+    let bounds = world.bounds("parent").unwrap().unwrap();
+    assert!(bounds[0] <= 2.0 && bounds[3] >= 4.0);
+    assert!(bounds[1] <= 0.0 && bounds[4] >= 2.0);
+    assert!(bounds[2] <= -1.0 && bounds[5] >= 1.0);
+}
+
+#[test]
+fn nested_marks_and_compacted_changes_preserve_live_history() {
+    let mut world = graph();
+    let baseline = world.revision();
+    let outer = world.mark().unwrap();
+    world
+        .create_primitive(box_primitive(), named("body"))
+        .unwrap();
+    let inner = world.mark().unwrap();
+    world.instance("body", copy_named("temporary")).unwrap();
+    assert!(world.mark_stats().retained_revisions >= 1);
+    world.rollback(inner).unwrap();
+    assert_eq!(world.instance_count("body").unwrap(), 1);
+    world.release(inner).unwrap();
+    let revision_before_outer_rollback = world.revision();
+    world.rollback(outer).unwrap();
+    assert!(world.node("body").is_err());
+    assert!(world.revision() > revision_before_outer_rollback);
+    let compact = world.changes_since(baseline).unwrap();
+    assert!(compact.added.is_empty());
+    assert!(compact.changed.is_empty());
+    assert!(compact.removed.is_empty());
+    world.release(outer).unwrap();
+}
+
+#[test]
+fn shared_rebuild_and_rollback_keep_shape_revision_high_water() {
+    let mut world = graph();
+    world
+        .create_primitive(box_primitive(), named("body"))
+        .unwrap();
+    world.instance("body", copy_named("instance")).unwrap();
+    let denied = world
+        .rebuild_primitive("body", box_primitive(), EditScope::Node)
+        .unwrap_err();
+    assert_eq!(denied.error_code(), ErrorCode::SharedShape);
+    let original = world.brep("body").unwrap();
+    let mark = world.mark().unwrap();
+    let changed = world
+        .rebuild_primitive(
+            "body",
+            Primitive::Cuboid {
+                width: 3.0,
+                height: 2.0,
+                depth: 2.0,
+            },
+            EditScope::AllInstances,
+        )
+        .unwrap();
+    assert_eq!(changed.changed.len(), 2);
+    assert_eq!(world.brep("body").unwrap().revision, 1);
+    assert!(changed
+        .changed
+        .iter()
+        .all(|node| node.shape_revision == Some(world.brep("body").unwrap().revision)));
+    assert!(Arc::ptr_eq(
+        &world.brep("body").unwrap(),
+        &world.brep("instance").unwrap()
+    ));
+    world.rollback(mark).unwrap();
+    assert!(Arc::ptr_eq(&world.brep("body").unwrap(), &original));
+    assert_eq!(world.brep("body").unwrap().revision, 0);
+    world
+        .rebuild_primitive(
+            "body",
+            Primitive::Cuboid {
+                width: 4.0,
+                height: 2.0,
+                depth: 2.0,
+            },
+            EditScope::AllInstances,
+        )
+        .unwrap();
+    assert_eq!(world.brep("body").unwrap().revision, 2);
+    assert_eq!(
+        world
+            .rebuild_primitive(
+                "body",
+                Primitive::Rectangle {
+                    width: 2.0,
+                    breadth: 2.0
+                },
+                EditScope::AllInstances
+            )
+            .unwrap_err()
+            .error_code(),
+        ErrorCode::BodyTypeMismatch
+    );
+    world.release(mark).unwrap();
+}
+
+#[test]
+fn subtree_dispose_and_rollback_preserve_counters_and_handles() {
+    let mut world = graph();
+    world.create_system_assembly(named("parent")).unwrap();
+    assert!(world.bounds("parent").unwrap().is_none());
+    let mark = world.mark().unwrap();
+    let (generated, _) = world
+        .create_primitive(
+            box_primitive(),
+            CreateOptions {
+                og_id: None,
+                parent: Some("parent".into()),
+                plane: None,
+                body_type: None,
+            },
+        )
+        .unwrap();
+    let handle = world.node(&generated).unwrap().handle;
+    let generation = world.node(&generated).unwrap().generation;
+    world.dispose("parent").unwrap();
+    assert_eq!(
+        world
+            .node_by_handle(handle, generation)
+            .unwrap_err()
+            .error_code(),
+        ErrorCode::Disposed
+    );
+    world.rollback(mark).unwrap();
+    assert!(world.node("parent").is_ok());
+    assert!(world.node(&generated).is_err());
+    let (next, _) = world
+        .create_primitive(box_primitive(), CreateOptions::default())
+        .unwrap();
+    assert_ne!(generated, next);
+    world.release(mark).unwrap();
+}
diff --git a/main/opengeometry/tests/world_graph/placement.rs b/main/opengeometry/tests/world_graph/placement.rs
new file mode 100644
index 0000000..40e8dd9
--- /dev/null
+++ b/main/opengeometry/tests/world_graph/placement.rs
@@ -0,0 +1,327 @@
+use super::support::{bits, box_primitive, near, place};
+use opengeometry::brep::Similarity3;
+use opengeometry::world_graph::{
+    CopyOptions, CreateOptions, ErrorCode, Placement, Plane, Primitive, Transform,
+};
+use opengeometry_test_support::world_graph::{graph, named};
+
+#[test]
+fn place_round_trip_runs_the_formula_and_preserves_shape_revision() {
+    let mut world = graph();
+    world
+        .create_primitive(box_primitive(), named("body"))
+        .unwrap();
+    let before = world.brep("body").unwrap().revision;
+    world
+        .transform(
+            "body",
+            Transform::Place {
+                origin: None,
+                x_direction: None,
+                normal: None,
+                scale: None,
+            },
+        )
+        .unwrap();
+    assert_eq!(
+        bits(&world.node("body").unwrap().local),
+        bits(&Similarity3::IDENTITY)
+    );
+    let placement = world.placement("body").unwrap();
+    world.transform("body", place(placement)).unwrap();
+    assert_eq!(
+        bits(&world.node("body").unwrap().local),
+        bits(&Similarity3::IDENTITY)
+    );
+    world
+        .transform(
+            "body",
+            Transform::Rotate {
+                axis: [0.0, 1.0, 0.0],
+                degrees: 90.0,
+                pivot: Some([0.0; 3]),
+            },
+        )
+        .unwrap();
+    near(
+        world
+            .world_placement("body")
+            .unwrap()
+            .apply_point([1.0, 0.0, 0.0]),
+        [0.0, 0.0, -1.0],
+    );
+    world
+        .transform(
+            "body",
+            Transform::Rotate {
+                axis: [0.1, 0.2, 0.3],
+                degrees: 13.37,
+                pivot: None,
+            },
+        )
+        .unwrap();
+    let placement = world.placement("body").unwrap();
+    world.transform("body", place(placement)).unwrap();
+    let after = bits(&world.node("body").unwrap().local);
+    assert_eq!(bits(&world.placement("body").unwrap()), bits(&placement));
+    world.transform("body", place(placement)).unwrap();
+    assert_eq!(bits(&world.node("body").unwrap().local), after);
+    let mut fresh = graph();
+    fresh
+        .create_primitive(box_primitive(), named("body"))
+        .unwrap();
+    fresh.transform("body", place(placement)).unwrap();
+    assert_eq!(bits(&fresh.node("body").unwrap().local), after);
+    assert_eq!(world.brep("body").unwrap().revision, before);
+}
+
+#[test]
+fn quarter_turn_rotations_are_bitwise_exact() {
+    let exact = [0.0_f64, 1.0, -1.0].map(f64::to_bits);
+    for axis in [[1.0, 0.0, 0.0], [0.0, 1.0, 0.0], [0.0, 0.0, 1.0]] {
+        for degrees in [90.0, 180.0, 270.0, -90.0, 1440.0] {
+            let mut world = graph();
+            world.create_system_assembly(named("pivot")).unwrap();
+            world
+                .transform(
+                    "pivot",
+                    Transform::Rotate {
+                        axis,
+                        degrees,
+                        pivot: None,
+                    },
+                )
+                .unwrap();
+            let frame = world.node("pivot").unwrap().local.frame;
+            for entry in [frame.x, frame.y, frame.z].concat() {
+                assert!(
+                    exact.contains(&entry.to_bits()),
+                    "{degrees} about {axis:?} gave {entry:e}"
+                );
+            }
+        }
+    }
+}
+
+#[test]
+fn place_returns_its_input_and_replays_bitwise_in_a_fresh_graph() {
+    let input = Placement {
+        origin: [1.0, 2.0, 3.0],
+        x_direction: [3.0, 4.0, 0.0],
+        normal: [0.0, 0.0, 1.0],
+        scale: 2.0,
+    };
+    let mut a = graph();
+    a.create_primitive(box_primitive(), named("body")).unwrap();
+    a.transform("body", place(input)).unwrap();
+    assert_eq!(bits(&a.placement("body").unwrap()), bits(&input));
+    let mut b = graph();
+    b.create_primitive(box_primitive(), named("body")).unwrap();
+    b.transform("body", place(input)).unwrap();
+    let local = bits(&a.node("body").unwrap().local);
+    assert_eq!(bits(&b.node("body").unwrap().local), local);
+    b.transform("body", place(a.placement("body").unwrap()))
+        .unwrap();
+    assert_eq!(bits(&b.node("body").unwrap().local), local);
+}
+
+#[test]
+fn place_applied_twice_is_bitwise_stable() {
+    let input = Placement {
+        origin: [1.0, 2.0, 3.0],
+        x_direction: [3.0, 4.0, 0.0],
+        normal: [0.0, 0.0, 1.0],
+        scale: 2.0,
+    };
+    let mut world = graph();
+    world
+        .create_primitive(box_primitive(), named("body"))
+        .unwrap();
+    world.transform("body", place(input)).unwrap();
+    let first = bits(&world.node("body").unwrap().local);
+    world.transform("body", place(input)).unwrap();
+    assert_eq!(bits(&world.node("body").unwrap().local), first);
+    world
+        .transform(
+            "body",
+            Transform::Rotate {
+                axis: [0.1, 0.2, 0.3],
+                degrees: 13.37,
+                pivot: None,
+            },
+        )
+        .unwrap();
+    let placement = world.placement("body").unwrap();
+    world.transform("body", place(placement)).unwrap();
+    let once = bits(&world.node("body").unwrap().local);
+    world.transform("body", place(placement)).unwrap();
+    assert_eq!(bits(&world.node("body").unwrap().local), once);
+    assert_eq!(bits(&world.placement("body").unwrap()), bits(&placement));
+}
+
+#[test]
+fn primitive_plane_and_precision_guard_are_applied_at_commit() {
+    let mut world = graph();
+    world.create_system_assembly(named("parent")).unwrap();
+    world
+        .transform(
+            "parent",
+            Transform::Translate {
+                offset: [10.0, 0.0, 0.0],
+            },
+        )
+        .unwrap();
+    let (id, _) = world
+        .create_primitive(
+            box_primitive(),
+            CreateOptions {
+                og_id: Some("planned".into()),
+                parent: Some("parent".into()),
+                plane: Some(Plane {
+                    origin: Some([4.0, 5.0, 6.0]),
+                    ..Plane::default()
+                }),
+                body_type: None,
+            },
+        )
+        .unwrap();
+    near(
+        world.world_placement(&id).unwrap().frame.origin,
+        [14.0, 5.0, 6.0],
+    );
+    let revision = world.revision();
+    let error = world
+        .create_primitive(
+            Primitive::Cuboid {
+                width: 2e6,
+                height: 2.0,
+                depth: 2.0,
+            },
+            CreateOptions::default(),
+        )
+        .unwrap_err();
+    assert_eq!(error.error_code(), ErrorCode::LimitExceeded);
+    assert_eq!(world.revision(), revision);
+}
+
+#[test]
+fn world_placement_form_composes_the_parent_chain() {
+    let mut world = graph();
+    world.create_system_assembly(named("parent")).unwrap();
+    world
+        .transform(
+            "parent",
+            Transform::Translate {
+                offset: [10.0, 0.0, 0.0],
+            },
+        )
+        .unwrap();
+    world
+        .create_primitive(
+            box_primitive(),
+            CreateOptions {
+                og_id: Some("body".into()),
+                parent: Some("parent".into()),
+                plane: Some(Plane {
+                    origin: Some([4.0, 5.0, 6.0]),
+                    ..Plane::default()
+                }),
+                body_type: None,
+            },
+        )
+        .unwrap();
+    assert_eq!(
+        world.world_placement_form("body").unwrap(),
+        Placement {
+            origin: [14.0, 5.0, 6.0],
+            x_direction: [1.0, 0.0, 0.0],
+            normal: [0.0, 1.0, 0.0],
+            scale: 1.0,
+        }
+    );
+}
+
+#[test]
+fn one_hundred_thousand_incremental_rotations_keep_a_valid_frame() {
+    let mut world = graph();
+    world.create_system_assembly(named("pivot")).unwrap();
+    for _ in 0..100_000 {
+        world
+            .transform(
+                "pivot",
+                Transform::Rotate {
+                    axis: [0.1, 0.2, 0.3],
+                    degrees: 0.001,
+                    pivot: None,
+                },
+            )
+            .unwrap();
+    }
+    world.node("pivot").unwrap().local.validate().unwrap();
+}
+
+#[test]
+fn copies_under_another_parent_keep_their_world_placement() {
+    let mut world = graph();
+    world.create_system_assembly(named("a")).unwrap();
+    world.create_system_assembly(named("b")).unwrap();
+    world
+        .transform(
+            "a",
+            Transform::Translate {
+                offset: [7.0, 0.0, 0.0],
+            },
+        )
+        .unwrap();
+    world
+        .transform(
+            "b",
+            Transform::Translate {
+                offset: [-3.0, 0.0, 0.0],
+            },
+        )
+        .unwrap();
+    world
+        .create_primitive(
+            box_primitive(),
+            CreateOptions {
+                og_id: Some("body".into()),
+                parent: Some("a".into()),
+                plane: None,
+                body_type: None,
+            },
+        )
+        .unwrap();
+    let options = CopyOptions {
+        og_id: Some("copy".into()),
+        parent: Some(Some("b".into())),
+    };
+    world.instance("body", options).unwrap();
+    near(
+        world.world_placement("body").unwrap().frame.origin,
+        world.world_placement("copy").unwrap().frame.origin,
+    );
+    near(
+        world
+            .relative_placement("copy", "body")
+            .unwrap()
+            .frame
+            .origin,
+        [0.0; 3],
+    );
+    assert_eq!(world.parent("copy").unwrap(), Some("b"));
+    world
+        .duplicate(
+            "body",
+            CopyOptions {
+                og_id: Some("root-copy".into()),
+                parent: Some(None),
+            },
+        )
+        .unwrap();
+    assert_eq!(world.parent("root-copy").unwrap(), None);
+    near(
+        world.world_placement("root-copy").unwrap().frame.origin,
+        world.world_placement("body").unwrap().frame.origin,
+    );
+}
diff --git a/main/opengeometry/tests/world_graph/support.rs b/main/opengeometry/tests/world_graph/support.rs
new file mode 100644
index 0000000..0611fb2
--- /dev/null
+++ b/main/opengeometry/tests/world_graph/support.rs
@@ -0,0 +1,41 @@
+use opengeometry::world_graph::{CopyOptions, Placement, Primitive, Transform};
+use serde::Serialize;
+
+pub(super) fn copy_named(name: &str) -> CopyOptions {
+    CopyOptions {
+        og_id: Some(name.into()),
+        ..CopyOptions::default()
+    }
+}
+
+pub(super) fn box_primitive() -> Primitive {
+    Primitive::Cuboid {
+        width: 2.0,
+        height: 2.0,
+        depth: 2.0,
+    }
+}
+
+pub(super) fn near(a: [f64; 3], b: [f64; 3]) {
+    near_within(&a, &b, 1e-12);
+}
+
+pub(super) fn near_within(a: &[f64], b: &[f64], tolerance: f64) {
+    assert_eq!(a.len(), b.len(), "{a:?} != {b:?}");
+    for (x, y) in a.iter().zip(b) {
+        assert!((x - y).abs() < tolerance, "{a:?} != {b:?}");
+    }
+}
+
+pub(super) fn bits(value: &impl Serialize) -> String {
+    serde_json::to_string(value).unwrap()
+}
+
+pub(super) fn place(placement: Placement) -> Transform {
+    Transform::Place {
+        origin: Some(placement.origin),
+        x_direction: Some(placement.x_direction),
+        normal: Some(placement.normal),
+        scale: Some(placement.scale),
+    }
+}
diff --git a/main/package-lock.json b/main/package-lock.json
new file mode 100644
index 0000000..b8a7b6f
--- /dev/null
+++ b/main/package-lock.json
@@ -0,0 +1,3083 @@
+{
+  "name": "opengeometry",
+  "version": "2.5.0",
+  "lockfileVersion": 3,
+  "requires": true,
+  "packages": {
+    "": {
+      "name": "opengeometry",
+      "version": "2.5.0",
+      "license": "MPL-2.0",
+      "devDependencies": {
+        "@eslint/js": "9.35.0",
+        "@playwright/test": "1.59.1",
+        "@rollup/plugin-node-resolve": "15.2.3",
+        "@rollup/plugin-typescript": "11.1.6",
+        "@types/three": "0.168.0",
+        "@typescript-eslint/eslint-plugin": "8.43.0",
+        "@typescript-eslint/parser": "8.43.0",
+        "eslint": "9.35.0",
+        "rollup": "4.36.0",
+        "three": "0.168.0",
+        "three-184": "npm:three@0.184.0",
+        "tslib": "2.7.0",
+        "typescript": "5.6.2",
+        "vite": "6.2.2"
+      },
+      "peerDependencies": {
+        "three": ">=0.168.0 <0.185.0"
+      }
+    },
+    "node_modules/@esbuild/aix-ppc64": {
+      "version": "0.25.12",
+      "resolved": "https://registry.npmjs.org/@esbuild/aix-ppc64/-/aix-ppc64-0.25.12.tgz",
+      "integrity": "sha512-Hhmwd6CInZ3dwpuGTF8fJG6yoWmsToE+vYgD4nytZVxcu1ulHpUQRAB1UJ8+N1Am3Mz4+xOByoQoSZf4D+CpkA==",
+      "cpu": [
+        "ppc64"
+      ],
+      "dev": true,
+      "license": "MIT",
+      "optional": true,
+      "os": [
+        "aix"
+      ],
+      "engines": {
+        "node": ">=18"
+      }
+    },
+    "node_modules/@esbuild/android-arm": {
+      "version": "0.25.12",
+      "resolved": "https://registry.npmjs.org/@esbuild/android-arm/-/android-arm-0.25.12.tgz",
+      "integrity": "sha512-VJ+sKvNA/GE7Ccacc9Cha7bpS8nyzVv0jdVgwNDaR4gDMC/2TTRc33Ip8qrNYUcpkOHUT5OZ0bUcNNVZQ9RLlg==",
+      "cpu": [
+        "arm"
+      ],
+      "dev": true,
+      "license": "MIT",
+      "optional": true,
+      "os": [
+        "android"
+      ],
+      "engines": {
+        "node": ">=18"
+      }
+    },
+    "node_modules/@esbuild/android-arm64": {
+      "version": "0.25.12",
+      "resolved": "https://registry.npmjs.org/@esbuild/android-arm64/-/android-arm64-0.25.12.tgz",
+      "integrity": "sha512-6AAmLG7zwD1Z159jCKPvAxZd4y/VTO0VkprYy+3N2FtJ8+BQWFXU+OxARIwA46c5tdD9SsKGZ/1ocqBS/gAKHg==",
+      "cpu": [
+        "arm64"
+      ],
+      "dev": true,
+      "license": "MIT",
+      "optional": true,
+      "os": [
+        "android"
+      ],
+      "engines": {
+        "node": ">=18"
+      }
+    },
+    "node_modules/@esbuild/android-x64": {
+      "version": "0.25.12",
+      "resolved": "https://registry.npmjs.org/@esbuild/android-x64/-/android-x64-0.25.12.tgz",
+      "integrity": "sha512-5jbb+2hhDHx5phYR2By8GTWEzn6I9UqR11Kwf22iKbNpYrsmRB18aX/9ivc5cabcUiAT/wM+YIZ6SG9QO6a8kg==",
+      "cpu": [
+        "x64"
+      ],
+      "dev": true,
+      "license": "MIT",
+      "optional": true,
+      "os": [
+        "android"
+      ],
+      "engines": {
+        "node": ">=18"
+      }
+    },
+    "node_modules/@esbuild/darwin-arm64": {
+      "version": "0.25.12",
+      "resolved": "https://registry.npmjs.org/@esbuild/darwin-arm64/-/darwin-arm64-0.25.12.tgz",
+      "integrity": "sha512-N3zl+lxHCifgIlcMUP5016ESkeQjLj/959RxxNYIthIg+CQHInujFuXeWbWMgnTo4cp5XVHqFPmpyu9J65C1Yg==",
+      "cpu": [
+        "arm64"
+      ],
+      "dev": true,
+      "license": "MIT",
+      "optional": true,
+      "os": [
+        "darwin"
+      ],
+      "engines": {
+        "node": ">=18"
+      }
+    },
+    "node_modules/@esbuild/darwin-x64": {
+      "version": "0.25.12",
+      "resolved": "https://registry.npmjs.org/@esbuild/darwin-x64/-/darwin-x64-0.25.12.tgz",
+      "integrity": "sha512-HQ9ka4Kx21qHXwtlTUVbKJOAnmG1ipXhdWTmNXiPzPfWKpXqASVcWdnf2bnL73wgjNrFXAa3yYvBSd9pzfEIpA==",
+      "cpu": [
+        "x64"
+      ],
+      "dev": true,
+      "license": "MIT",
+      "optional": true,
+      "os": [
+        "darwin"
+      ],
+      "engines": {
+        "node": ">=18"
+      }
+    },
+    "node_modules/@esbuild/freebsd-arm64": {
+      "version": "0.25.12",
+      "resolved": "https://registry.npmjs.org/@esbuild/freebsd-arm64/-/freebsd-arm64-0.25.12.tgz",
+      "integrity": "sha512-gA0Bx759+7Jve03K1S0vkOu5Lg/85dou3EseOGUes8flVOGxbhDDh/iZaoek11Y8mtyKPGF3vP8XhnkDEAmzeg==",
+      "cpu": [
+        "arm64"
+      ],
+      "dev": true,
+      "license": "MIT",
+      "optional": true,
+      "os": [
+        "freebsd"
+      ],
+      "engines": {
+        "node": ">=18"
+      }
+    },
+    "node_modules/@esbuild/freebsd-x64": {
+      "version": "0.25.12",
+      "resolved": "https://registry.npmjs.org/@esbuild/freebsd-x64/-/freebsd-x64-0.25.12.tgz",
+      "integrity": "sha512-TGbO26Yw2xsHzxtbVFGEXBFH0FRAP7gtcPE7P5yP7wGy7cXK2oO7RyOhL5NLiqTlBh47XhmIUXuGciXEqYFfBQ==",
+      "cpu": [
+        "x64"
+      ],
+      "dev": true,
+      "license": "MIT",
+      "optional": true,
+      "os": [
+        "freebsd"
+      ],
+      "engines": {
+        "node": ">=18"
+      }
+    },
+    "node_modules/@esbuild/linux-arm": {
+      "version": "0.25.12",
+      "resolved": "https://registry.npmjs.org/@esbuild/linux-arm/-/linux-arm-0.25.12.tgz",
+      "integrity": "sha512-lPDGyC1JPDou8kGcywY0YILzWlhhnRjdof3UlcoqYmS9El818LLfJJc3PXXgZHrHCAKs/Z2SeZtDJr5MrkxtOw==",
+      "cpu": [
+        "arm"
+      ],
+      "dev": true,
+      "license": "MIT",
+      "optional": true,
+      "os": [
+        "linux"
+      ],
+      "engines": {
+        "node": ">=18"
+      }
+    },
+    "node_modules/@esbuild/linux-arm64": {
+      "version": "0.25.12",
+      "resolved": "https://registry.npmjs.org/@esbuild/linux-arm64/-/linux-arm64-0.25.12.tgz",
+      "integrity": "sha512-8bwX7a8FghIgrupcxb4aUmYDLp8pX06rGh5HqDT7bB+8Rdells6mHvrFHHW2JAOPZUbnjUpKTLg6ECyzvas2AQ==",
+      "cpu": [
+        "arm64"
+      ],
+      "dev": true,
+      "license": "MIT",
+      "optional": true,
+      "os": [
+        "linux"
+      ],
+      "engines": {
+        "node": ">=18"
+      }
+    },
+    "node_modules/@esbuild/linux-ia32": {
+      "version": "0.25.12",
+      "resolved": "https://registry.npmjs.org/@esbuild/linux-ia32/-/linux-ia32-0.25.12.tgz",
+      "integrity": "sha512-0y9KrdVnbMM2/vG8KfU0byhUN+EFCny9+8g202gYqSSVMonbsCfLjUO+rCci7pM0WBEtz+oK/PIwHkzxkyharA==",
+      "cpu": [
+        "ia32"
+      ],
+      "dev": true,
+      "license": "MIT",
+      "optional": true,
+      "os": [
+        "linux"
+      ],
+      "engines": {
+        "node": ">=18"
+      }
+    },
+    "node_modules/@esbuild/linux-loong64": {
+      "version": "0.25.12",
+      "resolved": "https://registry.npmjs.org/@esbuild/linux-loong64/-/linux-loong64-0.25.12.tgz",
+      "integrity": "sha512-h///Lr5a9rib/v1GGqXVGzjL4TMvVTv+s1DPoxQdz7l/AYv6LDSxdIwzxkrPW438oUXiDtwM10o9PmwS/6Z0Ng==",
+      "cpu": [
+        "loong64"
+      ],
+      "dev": true,
+      "license": "MIT",
+      "optional": true,
+      "os": [
+        "linux"
+      ],
+      "engines": {
+        "node": ">=18"
+      }
+    },
+    "node_modules/@esbuild/linux-mips64el": {
+      "version": "0.25.12",
+      "resolved": "https://registry.npmjs.org/@esbuild/linux-mips64el/-/linux-mips64el-0.25.12.tgz",
+      "integrity": "sha512-iyRrM1Pzy9GFMDLsXn1iHUm18nhKnNMWscjmp4+hpafcZjrr2WbT//d20xaGljXDBYHqRcl8HnxbX6uaA/eGVw==",
+      "cpu": [
+        "mips64el"
+      ],
+      "dev": true,
+      "license": "MIT",
+      "optional": true,
+      "os": [
+        "linux"
+      ],
+      "engines": {
+        "node": ">=18"
+      }
+    },
+    "node_modules/@esbuild/linux-ppc64": {
+      "version": "0.25.12",
+      "resolved": "https://registry.npmjs.org/@esbuild/linux-ppc64/-/linux-ppc64-0.25.12.tgz",
+      "integrity": "sha512-9meM/lRXxMi5PSUqEXRCtVjEZBGwB7P/D4yT8UG/mwIdze2aV4Vo6U5gD3+RsoHXKkHCfSxZKzmDssVlRj1QQA==",
+      "cpu": [
+        "ppc64"
+      ],
+      "dev": true,
+      "license": "MIT",
+      "optional": true,
+      "os": [
+        "linux"
+      ],
+      "engines": {
+        "node": ">=18"
+      }
+    },
+    "node_modules/@esbuild/linux-riscv64": {
+      "version": "0.25.12",
+      "resolved": "https://registry.npmjs.org/@esbuild/linux-riscv64/-/linux-riscv64-0.25.12.tgz",
+      "integrity": "sha512-Zr7KR4hgKUpWAwb1f3o5ygT04MzqVrGEGXGLnj15YQDJErYu/BGg+wmFlIDOdJp0PmB0lLvxFIOXZgFRrdjR0w==",
+      "cpu": [
+        "riscv64"
+      ],
+      "dev": true,
+      "license": "MIT",
+      "optional": true,
+      "os": [
+        "linux"
+      ],
+      "engines": {
+        "node": ">=18"
+      }
+    },
+    "node_modules/@esbuild/linux-s390x": {
+      "version": "0.25.12",
+      "resolved": "https://registry.npmjs.org/@esbuild/linux-s390x/-/linux-s390x-0.25.12.tgz",
+      "integrity": "sha512-MsKncOcgTNvdtiISc/jZs/Zf8d0cl/t3gYWX8J9ubBnVOwlk65UIEEvgBORTiljloIWnBzLs4qhzPkJcitIzIg==",
+      "cpu": [
+        "s390x"
+      ],
+      "dev": true,
+      "license": "MIT",
+      "optional": true,
+      "os": [
+        "linux"
+      ],
+      "engines": {
+        "node": ">=18"
+      }
+    },
+    "node_modules/@esbuild/linux-x64": {
+      "version": "0.25.12",
+      "resolved": "https://registry.npmjs.org/@esbuild/linux-x64/-/linux-x64-0.25.12.tgz",
+      "integrity": "sha512-uqZMTLr/zR/ed4jIGnwSLkaHmPjOjJvnm6TVVitAa08SLS9Z0VM8wIRx7gWbJB5/J54YuIMInDquWyYvQLZkgw==",
+      "cpu": [
+        "x64"
+      ],
+      "dev": true,
+      "license": "MIT",
+      "optional": true,
+      "os": [
+        "linux"
+      ],
+      "engines": {
+        "node": ">=18"
+      }
+    },
+    "node_modules/@esbuild/netbsd-arm64": {
+      "version": "0.25.12",
+      "resolved": "https://registry.npmjs.org/@esbuild/netbsd-arm64/-/netbsd-arm64-0.25.12.tgz",
+      "integrity": "sha512-xXwcTq4GhRM7J9A8Gv5boanHhRa/Q9KLVmcyXHCTaM4wKfIpWkdXiMog/KsnxzJ0A1+nD+zoecuzqPmCRyBGjg==",
+      "cpu": [
+        "arm64"
+      ],
+      "dev": true,
+      "license": "MIT",
+      "optional": true,
+      "os": [
+        "netbsd"
+      ],
+      "engines": {
+        "node": ">=18"
+      }
+    },
+    "node_modules/@esbuild/netbsd-x64": {
+      "version": "0.25.12",
+      "resolved": "https://registry.npmjs.org/@esbuild/netbsd-x64/-/netbsd-x64-0.25.12.tgz",
+      "integrity": "sha512-Ld5pTlzPy3YwGec4OuHh1aCVCRvOXdH8DgRjfDy/oumVovmuSzWfnSJg+VtakB9Cm0gxNO9BzWkj6mtO1FMXkQ==",
+      "cpu": [
+        "x64"
+      ],
+      "dev": true,
+      "license": "MIT",
+      "optional": true,
+      "os": [
+        "netbsd"
+      ],
+      "engines": {
+        "node": ">=18"
+      }
+    },
+    "node_modules/@esbuild/openbsd-arm64": {
+      "version": "0.25.12",
+      "resolved": "https://registry.npmjs.org/@esbuild/openbsd-arm64/-/openbsd-arm64-0.25.12.tgz",
+      "integrity": "sha512-fF96T6KsBo/pkQI950FARU9apGNTSlZGsv1jZBAlcLL1MLjLNIWPBkj5NlSz8aAzYKg+eNqknrUJ24QBybeR5A==",
+      "cpu": [
+        "arm64"
+      ],
+      "dev": true,
+      "license": "MIT",
+      "optional": true,
+      "os": [
+        "openbsd"
+      ],
+      "engines": {
+        "node": ">=18"
+      }
+    },
+    "node_modules/@esbuild/openbsd-x64": {
+      "version": "0.25.12",
+      "resolved": "https://registry.npmjs.org/@esbuild/openbsd-x64/-/openbsd-x64-0.25.12.tgz",
+      "integrity": "sha512-MZyXUkZHjQxUvzK7rN8DJ3SRmrVrke8ZyRusHlP+kuwqTcfWLyqMOE3sScPPyeIXN/mDJIfGXvcMqCgYKekoQw==",
+      "cpu": [
+        "x64"
+      ],
+      "dev": true,
+      "license": "MIT",
+      "optional": true,
+      "os": [
+        "openbsd"
+      ],
+      "engines": {
+        "node": ">=18"
+      }
+    },
+    "node_modules/@esbuild/openharmony-arm64": {
+      "version": "0.25.12",
+      "resolved": "https://registry.npmjs.org/@esbuild/openharmony-arm64/-/openharmony-arm64-0.25.12.tgz",
+      "integrity": "sha512-rm0YWsqUSRrjncSXGA7Zv78Nbnw4XL6/dzr20cyrQf7ZmRcsovpcRBdhD43Nuk3y7XIoW2OxMVvwuRvk9XdASg==",
+      "cpu": [
+        "arm64"
+      ],
+      "dev": true,
+      "license": "MIT",
+      "optional": true,
+      "os": [
+        "openharmony"
+      ],
+      "engines": {
+        "node": ">=18"
+      }
+    },
+    "node_modules/@esbuild/sunos-x64": {
+      "version": "0.25.12",
+      "resolved": "https://registry.npmjs.org/@esbuild/sunos-x64/-/sunos-x64-0.25.12.tgz",
+      "integrity": "sha512-3wGSCDyuTHQUzt0nV7bocDy72r2lI33QL3gkDNGkod22EsYl04sMf0qLb8luNKTOmgF/eDEDP5BFNwoBKH441w==",
+      "cpu": [
+        "x64"
+      ],
+      "dev": true,
+      "license": "MIT",
+      "optional": true,
+      "os": [
+        "sunos"
+      ],
+      "engines": {
+        "node": ">=18"
+      }
+    },
+    "node_modules/@esbuild/win32-arm64": {
+      "version": "0.25.12",
+      "resolved": "https://registry.npmjs.org/@esbuild/win32-arm64/-/win32-arm64-0.25.12.tgz",
+      "integrity": "sha512-rMmLrur64A7+DKlnSuwqUdRKyd3UE7oPJZmnljqEptesKM8wx9J8gx5u0+9Pq0fQQW8vqeKebwNXdfOyP+8Bsg==",
+      "cpu": [
+        "arm64"
+      ],
+      "dev": true,
+      "license": "MIT",
+      "optional": true,
+      "os": [
+        "win32"
+      ],
+      "engines": {
+        "node": ">=18"
+      }
+    },
+    "node_modules/@esbuild/win32-ia32": {
+      "version": "0.25.12",
+      "resolved": "https://registry.npmjs.org/@esbuild/win32-ia32/-/win32-ia32-0.25.12.tgz",
+      "integrity": "sha512-HkqnmmBoCbCwxUKKNPBixiWDGCpQGVsrQfJoVGYLPT41XWF8lHuE5N6WhVia2n4o5QK5M4tYr21827fNhi4byQ==",
+      "cpu": [
+        "ia32"
+      ],
+      "dev": true,
+      "license": "MIT",
+      "optional": true,
+      "os": [
+        "win32"
+      ],
+      "engines": {
+        "node": ">=18"
+      }
+    },
+    "node_modules/@esbuild/win32-x64": {
+      "version": "0.25.12",
+      "resolved": "https://registry.npmjs.org/@esbuild/win32-x64/-/win32-x64-0.25.12.tgz",
+      "integrity": "sha512-alJC0uCZpTFrSL0CCDjcgleBXPnCrEAhTBILpeAp7M/OFgoqtAetfBzX0xM00MUsVVPpVjlPuMbREqnZCXaTnA==",
+      "cpu": [
+        "x64"
+      ],
+      "dev": true,
+      "license": "MIT",
+      "optional": true,
+      "os": [
+        "win32"
+      ],
+      "engines": {
+        "node": ">=18"
+      }
+    },
+    "node_modules/@eslint-community/eslint-utils": {
+      "version": "4.10.1",
+      "resolved": "https://registry.npmjs.org/@eslint-community/eslint-utils/-/eslint-utils-4.10.1.tgz",
+      "integrity": "sha512-cuadcxVFE8sDK6iWJbs8Sn0av2Nrh2QSGQhVlBW9AaAHqHwjWsZHT8LJ4hFGPh7ASBV2deFdM7H/DPjulmh8rg==",
+      "dev": true,
+      "license": "MIT",
+      "dependencies": {
+        "eslint-visitor-keys": "^3.4.3"
+      },
+      "engines": {
+        "node": "^12.22.0 || ^14.17.0 || >=16.0.0"
+      },
+      "funding": {
+        "url": "https://opencollective.com/eslint"
+      },
+      "peerDependencies": {
+        "eslint": "^6.0.0 || ^7.0.0 || >=8.0.0"
+      }
+    },
+    "node_modules/@eslint-community/regexpp": {
+      "version": "4.12.2",
+      "resolved": "https://registry.npmjs.org/@eslint-community/regexpp/-/regexpp-4.12.2.tgz",
+      "integrity": "sha512-EriSTlt5OC9/7SXkRSCAhfSxxoSUgBm33OH+IkwbdpgoqsSsUg7y3uh+IICI/Qg4BBWr3U2i39RpmycbxMq4ew==",
+      "dev": true,
+      "license": "MIT",
+      "engines": {
+        "node": "^12.0.0 || ^14.0.0 || >=16.0.0"
+      }
+    },
+    "node_modules/@eslint/config-array": {
+      "version": "0.21.2",
+      "resolved": "https://registry.npmjs.org/@eslint/config-array/-/config-array-0.21.2.tgz",
+      "integrity": "sha512-nJl2KGTlrf9GjLimgIru+V/mzgSK0ABCDQRvxw5BjURL7WfH5uoWmizbH7QB6MmnMBd8cIC9uceWnezL1VZWWw==",
+      "dev": true,
+      "license": "Apache-2.0",
+      "dependencies": {
+        "@eslint/object-schema": "^2.1.7",
+        "debug": "^4.3.1",
+        "minimatch": "^3.1.5"
+      },
+      "engines": {
+        "node": "^18.18.0 || ^20.9.0 || >=21.1.0"
+      }
+    },
+    "node_modules/@eslint/config-array/node_modules/brace-expansion": {
+      "version": "1.1.21",
+      "resolved": "https://registry.npmjs.org/brace-expansion/-/brace-expansion-1.1.21.tgz",
+      "integrity": "sha512-9zeA+KLZNNzglF2TPKRQEDyx6Yby7daAkuy8MiPzpXPsYDWi/DRM8jmwUDxokQjYqBpv5DgPiwD4h4ZZSy1Ujw==",
+      "dev": true,
+      "license": "MIT",
+      "dependencies": {
+        "balanced-match": "^1.0.0",
+        "concat-map": "0.0.1"
+      }
+    },
+    "node_modules/@eslint/config-array/node_modules/minimatch": {
+      "version": "3.1.5",
+      "resolved": "https://registry.npmjs.org/minimatch/-/minimatch-3.1.5.tgz",
+      "integrity": "sha512-VgjWUsnnT6n+NUk6eZq77zeFdpW2LWDzP6zFGrCbHXiYNul5Dzqk2HHQ5uFH2DNW5Xbp8+jVzaeNt94ssEEl4w==",
+      "dev": true,
+      "license": "ISC",
+      "dependencies": {
+        "brace-expansion": "^1.1.7"
+      },
+      "engines": {
+        "node": "*"
+      }
+    },
+    "node_modules/@eslint/config-helpers": {
+      "version": "0.3.1",
+      "resolved": "https://registry.npmjs.org/@eslint/config-helpers/-/config-helpers-0.3.1.tgz",
+      "integrity": "sha512-xR93k9WhrDYpXHORXpxVL5oHj3Era7wo6k/Wd8/IsQNnZUTzkGS29lyn3nAT05v6ltUuTFVCCYDEGfy2Or/sPA==",
+      "dev": true,
+      "license": "Apache-2.0",
+      "engines": {
+        "node": "^18.18.0 || ^20.9.0 || >=21.1.0"
+      }
+    },
+    "node_modules/@eslint/core": {
+      "version": "0.15.2",
+      "resolved": "https://registry.npmjs.org/@eslint/core/-/core-0.15.2.tgz",
+      "integrity": "sha512-78Md3/Rrxh83gCxoUc0EiciuOHsIITzLy53m3d9UyiW8y9Dj2D29FeETqyKA+BRK76tnTp6RXWb3pCay8Oyomg==",
+      "dev": true,
+      "license": "Apache-2.0",
+      "dependencies": {
+        "@types/json-schema": "^7.0.15"
+      },
+      "engines": {
+        "node": "^18.18.0 || ^20.9.0 || >=21.1.0"
+      }
+    },
+    "node_modules/@eslint/eslintrc": {
+      "version": "3.3.7",
+      "resolved": "https://registry.npmjs.org/@eslint/eslintrc/-/eslintrc-3.3.7.tgz",
+      "integrity": "sha512-F42g89Qd5oAWtp0k0nnSrjziAKza7w8SVT4mStc18LZMaRb4J1HQAHLCalEtDCxrTuksx7NU9qsmeLwpOfPqWw==",
+      "dev": true,
+      "license": "MIT",
+      "dependencies": {
+        "ajv": "^6.14.0",
+        "debug": "^4.3.2",
+        "espree": "^10.0.1",
+        "globals": "^14.0.0",
+        "ignore": "^5.2.0",
+        "import-fresh": "^3.2.1",
+        "js-yaml": "^4.3.2",
+        "minimatch": "^3.1.5",
+        "strip-json-comments": "^3.1.1"
+      },
+      "engines": {
+        "node": "^18.18.0 || ^20.9.0 || >=21.1.0"
+      },
+      "funding": {
+        "url": "https://opencollective.com/eslint"
+      }
+    },
+    "node_modules/@eslint/eslintrc/node_modules/brace-expansion": {
+      "version": "1.1.21",
+      "resolved": "https://registry.npmjs.org/brace-expansion/-/brace-expansion-1.1.21.tgz",
+      "integrity": "sha512-9zeA+KLZNNzglF2TPKRQEDyx6Yby7daAkuy8MiPzpXPsYDWi/DRM8jmwUDxokQjYqBpv5DgPiwD4h4ZZSy1Ujw==",
+      "dev": true,
+      "license": "MIT",
+      "dependencies": {
+        "balanced-match": "^1.0.0",
+        "concat-map": "0.0.1"
+      }
+    },
+    "node_modules/@eslint/eslintrc/node_modules/ignore": {
+      "version": "5.3.2",
+      "resolved": "https://registry.npmjs.org/ignore/-/ignore-5.3.2.tgz",
+      "integrity": "sha512-hsBTNUqQTDwkWtcdYI2i06Y/nUBEsNEDJKjWdigLvegy8kDuJAS8uRlpkkcQpyEXL0Z/pjDy5HBmMjRCJ2gq+g==",
+      "dev": true,
+      "license": "MIT",
+      "engines": {
+        "node": ">= 4"
+      }
+    },
+    "node_modules/@eslint/eslintrc/node_modules/minimatch": {
+      "version": "3.1.5",
+      "resolved": "https://registry.npmjs.org/minimatch/-/minimatch-3.1.5.tgz",
+      "integrity": "sha512-VgjWUsnnT6n+NUk6eZq77zeFdpW2LWDzP6zFGrCbHXiYNul5Dzqk2HHQ5uFH2DNW5Xbp8+jVzaeNt94ssEEl4w==",
+      "dev": true,
+      "license": "ISC",
+      "dependencies": {
+        "brace-expansion": "^1.1.7"
+      },
+      "engines": {
+        "node": "*"
+      }
+    },
+    "node_modules/@eslint/js": {
+      "version": "9.35.0",
+      "resolved": "https://registry.npmjs.org/@eslint/js/-/js-9.35.0.tgz",
+      "integrity": "sha512-30iXE9whjlILfWobBkNerJo+TXYsgVM5ERQwMcMKCHckHflCmf7wXDAHlARoWnh0s1U72WqlbeyE7iAcCzuCPw==",
+      "dev": true,
+      "license": "MIT",
+      "engines": {
+        "node": "^18.18.0 || ^20.9.0 || >=21.1.0"
+      },
+      "funding": {
+        "url": "https://eslint.org/donate"
+      }
+    },
+    "node_modules/@eslint/object-schema": {
+      "version": "2.1.7",
+      "resolved": "https://registry.npmjs.org/@eslint/object-schema/-/object-schema-2.1.7.tgz",
+      "integrity": "sha512-VtAOaymWVfZcmZbp6E2mympDIHvyjXs/12LqWYjVw6qjrfF+VK+fyG33kChz3nnK+SU5/NeHOqrTEHS8sXO3OA==",
+      "dev": true,
+      "license": "Apache-2.0",
+      "engines": {
+        "node": "^18.18.0 || ^20.9.0 || >=21.1.0"
+      }
+    },
+    "node_modules/@eslint/plugin-kit": {
+      "version": "0.3.5",
+      "resolved": "https://registry.npmjs.org/@eslint/plugin-kit/-/plugin-kit-0.3.5.tgz",
+      "integrity": "sha512-Z5kJ+wU3oA7MMIqVR9tyZRtjYPr4OC004Q4Rw7pgOKUOKkJfZ3O24nz3WYfGRpMDNmcOi3TwQOmgm7B7Tpii0w==",
+      "dev": true,
+      "license": "Apache-2.0",
+      "dependencies": {
+        "@eslint/core": "^0.15.2",
+        "levn": "^0.4.1"
+      },
+      "engines": {
+        "node": "^18.18.0 || ^20.9.0 || >=21.1.0"
+      }
+    },
+    "node_modules/@humanfs/core": {
+      "version": "0.19.2",
+      "resolved": "https://registry.npmjs.org/@humanfs/core/-/core-0.19.2.tgz",
+      "integrity": "sha512-UhXNm+CFMWcbChXywFwkmhqjs3PRCmcSa/hfBgLIb7oQ5HNb1wS0icWsGtSAUNgefHeI+eBrA8I1fxmbHsGdvA==",
+      "dev": true,
+      "license": "Apache-2.0",
+      "dependencies": {
+        "@humanfs/types": "^0.15.0"
+      },
+      "engines": {
+        "node": ">=18.18.0"
+      }
+    },
+    "node_modules/@humanfs/node": {
+      "version": "0.16.8",
+      "resolved": "https://registry.npmjs.org/@humanfs/node/-/node-0.16.8.tgz",
+      "integrity": "sha512-gE1eQNZ3R++kTzFUpdGlpmy8kDZD/MLyHqDwqjkVQI0JMdI1D51sy1H958PNXYkM2rAac7e5/CnIKZrHtPh3BQ==",
+      "dev": true,
+      "license": "Apache-2.0",
+      "dependencies": {
+        "@humanfs/core": "^0.19.2",
+        "@humanfs/types": "^0.15.0",
+        "@humanwhocodes/retry": "^0.4.0"
+      },
+      "engines": {
+        "node": ">=18.18.0"
+      }
+    },
+    "node_modules/@humanfs/types": {
+      "version": "0.15.0",
+      "resolved": "https://registry.npmjs.org/@humanfs/types/-/types-0.15.0.tgz",
+      "integrity": "sha512-ZZ1w0aoQkwuUuC7Yf+7sdeaNfqQiiLcSRbfI08oAxqLtpXQr9AIVX7Ay7HLDuiLYAaFPu8oBYNq/QIi9URHJ3Q==",
+      "dev": true,
+      "license": "Apache-2.0",
+      "engines": {
+        "node": ">=18.18.0"
+      }
+    },
+    "node_modules/@humanwhocodes/module-importer": {
+      "version": "1.0.1",
+      "resolved": "https://registry.npmjs.org/@humanwhocodes/module-importer/-/module-importer-1.0.1.tgz",
+      "integrity": "sha512-bxveV4V8v5Yb4ncFTT3rPSgZBOpCkjfK0y4oVVVJwIuDVBRMDXrPyXRL988i5ap9m9bnyEEjWfm5WkBmtffLfA==",
+      "dev": true,
+      "license": "Apache-2.0",
+      "engines": {
+        "node": ">=12.22"
+      },
+      "funding": {
+        "type": "github",
+        "url": "https://github.com/sponsors/nzakas"
+      }
+    },
+    "node_modules/@humanwhocodes/retry": {
+      "version": "0.4.3",
+      "resolved": "https://registry.npmjs.org/@humanwhocodes/retry/-/retry-0.4.3.tgz",
+      "integrity": "sha512-bV0Tgo9K4hfPCek+aMAn81RppFKv2ySDQeMoSZuvTASywNTnVJCArCZE2FWqpvIatKu7VMRLWlR1EazvVhDyhQ==",
+      "dev": true,
+      "license": "Apache-2.0",
+      "engines": {
+        "node": ">=18.18"
+      },
+      "funding": {
+        "type": "github",
+        "url": "https://github.com/sponsors/nzakas"
+      }
+    },
+    "node_modules/@nodelib/fs.scandir": {
+      "version": "2.1.5",
+      "resolved": "https://registry.npmjs.org/@nodelib/fs.scandir/-/fs.scandir-2.1.5.tgz",
+      "integrity": "sha512-vq24Bq3ym5HEQm2NKCr3yXDwjc7vTsEThRDnkp2DK9p1uqLR+DHurm/NOTo0KG7HYHU7eppKZj3MyqYuMBf62g==",
+      "dev": true,
+      "license": "MIT",
+      "dependencies": {
+        "@nodelib/fs.stat": "2.0.5",
+        "run-parallel": "^1.1.9"
+      },
+      "engines": {
+        "node": ">= 8"
+      }
+    },
+    "node_modules/@nodelib/fs.stat": {
+      "version": "2.0.5",
+      "resolved": "https://registry.npmjs.org/@nodelib/fs.stat/-/fs.stat-2.0.5.tgz",
+      "integrity": "sha512-RkhPPp2zrqDAQA/2jNhnztcPAlv64XdhIp7a7454A5ovI7Bukxgt7MX7udwAu3zg1DcpPU0rz3VV1SeaqvY4+A==",
+      "dev": true,
+      "license": "MIT",
+      "engines": {
+        "node": ">= 8"
+      }
+    },
+    "node_modules/@nodelib/fs.walk": {
+      "version": "1.2.8",
+      "resolved": "https://registry.npmjs.org/@nodelib/fs.walk/-/fs.walk-1.2.8.tgz",
+      "integrity": "sha512-oGB+UxlgWcgQkgwo8GcEGwemoTFt3FIO9ababBmaGwXIoBKZ+GTy0pP185beGg7Llih/NSHSV2XAs1lnznocSg==",
+      "dev": true,
+      "license": "MIT",
+      "dependencies": {
+        "@nodelib/fs.scandir": "2.1.5",
+        "fastq": "^1.6.0"
+      },
+      "engines": {
+        "node": ">= 8"
+      }
+    },
+    "node_modules/@playwright/test": {
+      "version": "1.59.1",
+      "resolved": "https://registry.npmjs.org/@playwright/test/-/test-1.59.1.tgz",
+      "integrity": "sha512-PG6q63nQg5c9rIi4/Z5lR5IVF7yU5MqmKaPOe0HSc0O2cX1fPi96sUQu5j7eo4gKCkB2AnNGoWt7y4/Xx3Kcqg==",
+      "dev": true,
+      "license": "Apache-2.0",
+      "dependencies": {
+        "playwright": "1.59.1"
+      },
+      "bin": {
+        "playwright": "cli.js"
+      },
+      "engines": {
+        "node": ">=18"
+      }
+    },
+    "node_modules/@rollup/plugin-node-resolve": {
+      "version": "15.2.3",
+      "resolved": "https://registry.npmjs.org/@rollup/plugin-node-resolve/-/plugin-node-resolve-15.2.3.tgz",
+      "integrity": "sha512-j/lym8nf5E21LwBT4Df1VD6hRO2L2iwUeUmP7litikRsVp1H6NWx20NEp0Y7su+7XGc476GnXXc4kFeZNGmaSQ==",
+      "dev": true,
+      "license": "MIT",
+      "dependencies": {
+        "@rollup/pluginutils": "^5.0.1",
+        "@types/resolve": "1.20.2",
+        "deepmerge": "^4.2.2",
+        "is-builtin-module": "^3.2.1",
+        "is-module": "^1.0.0",
+        "resolve": "^1.22.1"
+      },
+      "engines": {
+        "node": ">=14.0.0"
+      },
+      "peerDependencies": {
+        "rollup": "^2.78.0||^3.0.0||^4.0.0"
+      },
+      "peerDependenciesMeta": {
+        "rollup": {
+          "optional": true
+        }
+      }
+    },
+    "node_modules/@rollup/plugin-typescript": {
+      "version": "11.1.6",
+      "resolved": "https://registry.npmjs.org/@rollup/plugin-typescript/-/plugin-typescript-11.1.6.tgz",
+      "integrity": "sha512-R92yOmIACgYdJ7dJ97p4K69I8gg6IEHt8M7dUBxN3W6nrO8uUxX5ixl0yU/N3aZTi8WhPuICvOHXQvF6FaykAA==",
+      "dev": true,
+      "license": "MIT",
+      "dependencies": {
+        "@rollup/pluginutils": "^5.1.0",
+        "resolve": "^1.22.1"
+      },
+      "engines": {
+        "node": ">=14.0.0"
+      },
+      "peerDependencies": {
+        "rollup": "^2.14.0||^3.0.0||^4.0.0",
+        "tslib": "*",
+        "typescript": ">=3.7.0"
+      },
+      "peerDependenciesMeta": {
+        "rollup": {
+          "optional": true
+        },
+        "tslib": {
+          "optional": true
+        }
+      }
+    },
+    "node_modules/@rollup/pluginutils": {
+      "version": "5.4.0",
+      "resolved": "https://registry.npmjs.org/@rollup/pluginutils/-/pluginutils-5.4.0.tgz",
+      "integrity": "sha512-MfPp06CjRLfXQ3wY0R8vJDYBy/MvVcc9OulEfR0B8Iv9ko+GCNaRZ+EpJYFl27LhKsZK0o420sYCRHCjfCgeUg==",
+      "dev": true,
+      "license": "MIT",
+      "dependencies": {
+        "@types/estree": "^1.0.0",
+        "estree-walker": "^2.0.2",
+        "picomatch": "^4.0.2"
+      },
+      "engines": {
+        "node": ">=14.0.0"
+      },
+      "peerDependencies": {
+        "rollup": "^1.20.0||^2.0.0||^3.0.0||^4.0.0"
+      },
+      "peerDependenciesMeta": {
+        "rollup": {
+          "optional": true
+        }
+      }
+    },
+    "node_modules/@rollup/rollup-android-arm-eabi": {
+      "version": "4.36.0",
+      "resolved": "https://registry.npmjs.org/@rollup/rollup-android-arm-eabi/-/rollup-android-arm-eabi-4.36.0.tgz",
+      "integrity": "sha512-jgrXjjcEwN6XpZXL0HUeOVGfjXhPyxAbbhD0BlXUB+abTOpbPiN5Wb3kOT7yb+uEtATNYF5x5gIfwutmuBA26w==",
+      "cpu": [
+        "arm"
+      ],
+      "dev": true,
+      "license": "MIT",
+      "optional": true,
+      "os": [
+        "android"
+      ]
+    },
+    "node_modules/@rollup/rollup-android-arm64": {
+      "version": "4.36.0",
+      "resolved": "https://registry.npmjs.org/@rollup/rollup-android-arm64/-/rollup-android-arm64-4.36.0.tgz",
+      "integrity": "sha512-NyfuLvdPdNUfUNeYKUwPwKsE5SXa2J6bCt2LdB/N+AxShnkpiczi3tcLJrm5mA+eqpy0HmaIY9F6XCa32N5yzg==",
+      "cpu": [
+        "arm64"
+      ],
+      "dev": true,
+      "license": "MIT",
+      "optional": true,
+      "os": [
+        "android"
+      ]
+    },
+    "node_modules/@rollup/rollup-darwin-arm64": {
+      "version": "4.36.0",
+      "resolved": "https://registry.npmjs.org/@rollup/rollup-darwin-arm64/-/rollup-darwin-arm64-4.36.0.tgz",
+      "integrity": "sha512-JQ1Jk5G4bGrD4pWJQzWsD8I1n1mgPXq33+/vP4sk8j/z/C2siRuxZtaUA7yMTf71TCZTZl/4e1bfzwUmFb3+rw==",
+      "cpu": [
+        "arm64"
+      ],
+      "dev": true,
+      "license": "MIT",
+      "optional": true,
+      "os": [
+        "darwin"
+      ]
+    },
+    "node_modules/@rollup/rollup-darwin-x64": {
+      "version": "4.36.0",
+      "resolved": "https://registry.npmjs.org/@rollup/rollup-darwin-x64/-/rollup-darwin-x64-4.36.0.tgz",
+      "integrity": "sha512-6c6wMZa1lrtiRsbDziCmjE53YbTkxMYhhnWnSW8R/yqsM7a6mSJ3uAVT0t8Y/DGt7gxUWYuFM4bwWk9XCJrFKA==",
+      "cpu": [
+        "x64"
+      ],
+      "dev": true,
+      "license": "MIT",
+      "optional": true,
+      "os": [
+        "darwin"
+      ]
+    },
+    "node_modules/@rollup/rollup-freebsd-arm64": {
+      "version": "4.36.0",
+      "resolved": "https://registry.npmjs.org/@rollup/rollup-freebsd-arm64/-/rollup-freebsd-arm64-4.36.0.tgz",
+      "integrity": "sha512-KXVsijKeJXOl8QzXTsA+sHVDsFOmMCdBRgFmBb+mfEb/7geR7+C8ypAml4fquUt14ZyVXaw2o1FWhqAfOvA4sg==",
+      "cpu": [
+        "arm64"
+      ],
+      "dev": true,
+      "license": "MIT",
+      "optional": true,
+      "os": [
+        "freebsd"
+      ]
+    },
+    "node_modules/@rollup/rollup-freebsd-x64": {
+      "version": "4.36.0",
+      "resolved": "https://registry.npmjs.org/@rollup/rollup-freebsd-x64/-/rollup-freebsd-x64-4.36.0.tgz",
+      "integrity": "sha512-dVeWq1ebbvByI+ndz4IJcD4a09RJgRYmLccwlQ8bPd4olz3Y213uf1iwvc7ZaxNn2ab7bjc08PrtBgMu6nb4pQ==",
+      "cpu": [
+        "x64"
+      ],
+      "dev": true,
+      "license": "MIT",
+      "optional": true,
+      "os": [
+        "freebsd"
+      ]
+    },
+    "node_modules/@rollup/rollup-linux-arm-gnueabihf": {
+      "version": "4.36.0",
+      "resolved": "https://registry.npmjs.org/@rollup/rollup-linux-arm-gnueabihf/-/rollup-linux-arm-gnueabihf-4.36.0.tgz",
+      "integrity": "sha512-bvXVU42mOVcF4le6XSjscdXjqx8okv4n5vmwgzcmtvFdifQ5U4dXFYaCB87namDRKlUL9ybVtLQ9ztnawaSzvg==",
+      "cpu": [
+        "arm"
+      ],
+      "dev": true,
+      "libc": [
+        "glibc"
+      ],
+      "license": "MIT",
+      "optional": true,
+      "os": [
+        "linux"
+      ]
+    },
+    "node_modules/@rollup/rollup-linux-arm-musleabihf": {
+      "version": "4.36.0",
+      "resolved": "https://registry.npmjs.org/@rollup/rollup-linux-arm-musleabihf/-/rollup-linux-arm-musleabihf-4.36.0.tgz",
+      "integrity": "sha512-JFIQrDJYrxOnyDQGYkqnNBtjDwTgbasdbUiQvcU8JmGDfValfH1lNpng+4FWlhaVIR4KPkeddYjsVVbmJYvDcg==",
+      "cpu": [
+        "arm"
+      ],
+      "dev": true,
+      "libc": [
+        "musl"
+      ],
+      "license": "MIT",
+      "optional": true,
+      "os": [
+        "linux"
+      ]
+    },
+    "node_modules/@rollup/rollup-linux-arm64-gnu": {
+      "version": "4.36.0",
+      "resolved": "https://registry.npmjs.org/@rollup/rollup-linux-arm64-gnu/-/rollup-linux-arm64-gnu-4.36.0.tgz",
+      "integrity": "sha512-KqjYVh3oM1bj//5X7k79PSCZ6CvaVzb7Qs7VMWS+SlWB5M8p3FqufLP9VNp4CazJ0CsPDLwVD9r3vX7Ci4J56A==",
+      "cpu": [
+        "arm64"
+      ],
+      "dev": true,
+      "libc": [
+        "glibc"
+      ],
+      "license": "MIT",
+      "optional": true,
+      "os": [
+        "linux"
+      ]
+    },
+    "node_modules/@rollup/rollup-linux-arm64-musl": {
+      "version": "4.36.0",
+      "resolved": "https://registry.npmjs.org/@rollup/rollup-linux-arm64-musl/-/rollup-linux-arm64-musl-4.36.0.tgz",
+      "integrity": "sha512-QiGnhScND+mAAtfHqeT+cB1S9yFnNQ/EwCg5yE3MzoaZZnIV0RV9O5alJAoJKX/sBONVKeZdMfO8QSaWEygMhw==",
+      "cpu": [
+        "arm64"
+      ],
+      "dev": true,
+      "libc": [
+        "musl"
+      ],
+      "license": "MIT",
+      "optional": true,
+      "os": [
+        "linux"
+      ]
+    },
+    "node_modules/@rollup/rollup-linux-loongarch64-gnu": {
+      "version": "4.36.0",
+      "resolved": "https://registry.npmjs.org/@rollup/rollup-linux-loongarch64-gnu/-/rollup-linux-loongarch64-gnu-4.36.0.tgz",
+      "integrity": "sha512-1ZPyEDWF8phd4FQtTzMh8FQwqzvIjLsl6/84gzUxnMNFBtExBtpL51H67mV9xipuxl1AEAerRBgBwFNpkw8+Lg==",
+      "cpu": [
+        "loong64"
+      ],
+      "dev": true,
+      "libc": [
+        "glibc"
+      ],
+      "license": "MIT",
+      "optional": true,
+      "os": [
+        "linux"
+      ]
+    },
+    "node_modules/@rollup/rollup-linux-powerpc64le-gnu": {
+      "version": "4.36.0",
+      "resolved": "https://registry.npmjs.org/@rollup/rollup-linux-powerpc64le-gnu/-/rollup-linux-powerpc64le-gnu-4.36.0.tgz",
+      "integrity": "sha512-VMPMEIUpPFKpPI9GZMhJrtu8rxnp6mJR3ZzQPykq4xc2GmdHj3Q4cA+7avMyegXy4n1v+Qynr9fR88BmyO74tg==",
+      "cpu": [
+        "ppc64"
+      ],
+      "dev": true,
+      "libc": [
+        "glibc"
+      ],
+      "license": "MIT",
+      "optional": true,
+      "os": [
+        "linux"
+      ]
+    },
+    "node_modules/@rollup/rollup-linux-riscv64-gnu": {
+      "version": "4.36.0",
+      "resolved": "https://registry.npmjs.org/@rollup/rollup-linux-riscv64-gnu/-/rollup-linux-riscv64-gnu-4.36.0.tgz",
+      "integrity": "sha512-ttE6ayb/kHwNRJGYLpuAvB7SMtOeQnVXEIpMtAvx3kepFQeowVED0n1K9nAdraHUPJ5hydEMxBpIR7o4nrm8uA==",
+      "cpu": [
+        "riscv64"
+      ],
+      "dev": true,
+      "libc": [
+        "glibc"
+      ],
+      "license": "MIT",
+      "optional": true,
+      "os": [
+        "linux"
+      ]
+    },
+    "node_modules/@rollup/rollup-linux-s390x-gnu": {
+      "version": "4.36.0",
+      "resolved": "https://registry.npmjs.org/@rollup/rollup-linux-s390x-gnu/-/rollup-linux-s390x-gnu-4.36.0.tgz",
+      "integrity": "sha512-4a5gf2jpS0AIe7uBjxDeUMNcFmaRTbNv7NxI5xOCs4lhzsVyGR/0qBXduPnoWf6dGC365saTiwag8hP1imTgag==",
+      "cpu": [
+        "s390x"
+      ],
+      "dev": true,
+      "libc": [
+        "glibc"
+      ],
+      "license": "MIT",
+      "optional": true,
+      "os": [
+        "linux"
+      ]
+    },
+    "node_modules/@rollup/rollup-linux-x64-gnu": {
+      "version": "4.36.0",
+      "resolved": "https://registry.npmjs.org/@rollup/rollup-linux-x64-gnu/-/rollup-linux-x64-gnu-4.36.0.tgz",
+      "integrity": "sha512-5KtoW8UWmwFKQ96aQL3LlRXX16IMwyzMq/jSSVIIyAANiE1doaQsx/KRyhAvpHlPjPiSU/AYX/8m+lQ9VToxFQ==",
+      "cpu": [
+        "x64"
+      ],
+      "dev": true,
+      "libc": [
+        "glibc"
+      ],
+      "license": "MIT",
+      "optional": true,
+      "os": [
+        "linux"
+      ]
+    },
+    "node_modules/@rollup/rollup-linux-x64-musl": {
+      "version": "4.36.0",
+      "resolved": "https://registry.npmjs.org/@rollup/rollup-linux-x64-musl/-/rollup-linux-x64-musl-4.36.0.tgz",
+      "integrity": "sha512-sycrYZPrv2ag4OCvaN5js+f01eoZ2U+RmT5as8vhxiFz+kxwlHrsxOwKPSA8WyS+Wc6Epid9QeI/IkQ9NkgYyQ==",
+      "cpu": [
+        "x64"
+      ],
+      "dev": true,
+      "libc": [
+        "musl"
+      ],
+      "license": "MIT",
+      "optional": true,
+      "os": [
+        "linux"
+      ]
+    },
+    "node_modules/@rollup/rollup-win32-arm64-msvc": {
+      "version": "4.36.0",
+      "resolved": "https://registry.npmjs.org/@rollup/rollup-win32-arm64-msvc/-/rollup-win32-arm64-msvc-4.36.0.tgz",
+      "integrity": "sha512-qbqt4N7tokFwwSVlWDsjfoHgviS3n/vZ8LK0h1uLG9TYIRuUTJC88E1xb3LM2iqZ/WTqNQjYrtmtGmrmmawB6A==",
+      "cpu": [
+        "arm64"
+      ],
+      "dev": true,
+      "license": "MIT",
+      "optional": true,
+      "os": [
+        "win32"
+      ]
+    },
+    "node_modules/@rollup/rollup-win32-ia32-msvc": {
+      "version": "4.36.0",
+      "resolved": "https://registry.npmjs.org/@rollup/rollup-win32-ia32-msvc/-/rollup-win32-ia32-msvc-4.36.0.tgz",
+      "integrity": "sha512-t+RY0JuRamIocMuQcfwYSOkmdX9dtkr1PbhKW42AMvaDQa+jOdpUYysroTF/nuPpAaQMWp7ye+ndlmmthieJrQ==",
+      "cpu": [
+        "ia32"
+      ],
+      "dev": true,
+      "license": "MIT",
+      "optional": true,
+      "os": [
+        "win32"
+      ]
+    },
+    "node_modules/@rollup/rollup-win32-x64-msvc": {
+      "version": "4.36.0",
+      "resolved": "https://registry.npmjs.org/@rollup/rollup-win32-x64-msvc/-/rollup-win32-x64-msvc-4.36.0.tgz",
+      "integrity": "sha512-aRXd7tRZkWLqGbChgcMMDEHjOKudo1kChb1Jt1IfR8cY/KIpgNviLeJy5FUb9IpSuQj8dU2fAYNMPW/hLKOSTw==",
+      "cpu": [
+        "x64"
+      ],
+      "dev": true,
+      "license": "MIT",
+      "optional": true,
+      "os": [
+        "win32"
+      ]
+    },
+    "node_modules/@tweenjs/tween.js": {
+      "version": "23.1.3",
+      "resolved": "https://registry.npmjs.org/@tweenjs/tween.js/-/tween.js-23.1.3.tgz",
+      "integrity": "sha512-vJmvvwFxYuGnF2axRtPYocag6Clbb5YS7kLL+SO/TeVFzHqDIWrNKYtcsPMibjDx9O+bu+psAy9NKfWklassUA==",
+      "dev": true,
+      "license": "MIT"
+    },
+    "node_modules/@types/estree": {
+      "version": "1.0.9",
+      "resolved": "https://registry.npmjs.org/@types/estree/-/estree-1.0.9.tgz",
+      "integrity": "sha512-GhdPgy1el4/ImP05X05Uw4cw2/M93BCUmnEvWZNStlCzEKME4Fkk+YpoA5OiHNQmoS7Cafb8Xa3Pya8m1Qrzeg==",
+      "dev": true,
+      "license": "MIT"
+    },
+    "node_modules/@types/json-schema": {
+      "version": "7.0.15",
+      "resolved": "https://registry.npmjs.org/@types/json-schema/-/json-schema-7.0.15.tgz",
+      "integrity": "sha512-5+fP8P8MFNC+AyZCDxrB2pkZFPGzqQWUzpSeuuVLvm8VMcorNYavBqoFcxK8bQz4Qsbn4oUEEem4wDLfcysGHA==",
+      "dev": true,
+      "license": "MIT"
+    },
+    "node_modules/@types/resolve": {
+      "version": "1.20.2",
+      "resolved": "https://registry.npmjs.org/@types/resolve/-/resolve-1.20.2.tgz",
+      "integrity": "sha512-60BCwRFOZCQhDncwQdxxeOEEkbc5dIMccYLwbxsS4TUNeVECQ/pBJ0j09mrHOl/JJvpRPGwO9SvE4nR2Nb/a4Q==",
+      "dev": true,
+      "license": "MIT"
+    },
+    "node_modules/@types/stats.js": {
+      "version": "0.17.4",
+      "resolved": "https://registry.npmjs.org/@types/stats.js/-/stats.js-0.17.4.tgz",
+      "integrity": "sha512-jIBvWWShCvlBqBNIZt0KAshWpvSjhkwkEu4ZUcASoAvhmrgAUI2t1dXrjSL4xXVLB4FznPrIsX3nKXFl/Dt4vA==",
+      "dev": true,
+      "license": "MIT"
+    },
+    "node_modules/@types/three": {
+      "version": "0.168.0",
+      "resolved": "https://registry.npmjs.org/@types/three/-/three-0.168.0.tgz",
+      "integrity": "sha512-qAGLGzbaYgkkonOBfwOr+TZpOskPfFjrDAj801WQSVkUz0/D9zwir4vhruJ/CC/GteywzR9pqeVVfs5th/2oKw==",
+      "dev": true,
+      "license": "MIT",
+      "dependencies": {
+        "@tweenjs/tween.js": "~23.1.3",
+        "@types/stats.js": "*",
+        "@types/webxr": "*",
+        "@webgpu/types": "*",
+        "fflate": "~0.8.2",
+        "meshoptimizer": "~0.18.1"
+      }
+    },
+    "node_modules/@types/webxr": {
+      "version": "0.5.24",
+      "resolved": "https://registry.npmjs.org/@types/webxr/-/webxr-0.5.24.tgz",
+      "integrity": "sha512-h8fgEd/DpoS9CBrjEQXR+dIDraopAEfu4wYVNY2tEPwk60stPWhvZMf4Foo5FakuQ7HFZoa8WceaWFervK2Ovg==",
+      "dev": true,
+      "license": "MIT"
+    },
+    "node_modules/@typescript-eslint/eslint-plugin": {
+      "version": "8.43.0",
+      "resolved": "https://registry.npmjs.org/@typescript-eslint/eslint-plugin/-/eslint-plugin-8.43.0.tgz",
+      "integrity": "sha512-8tg+gt7ENL7KewsKMKDHXR1vm8tt9eMxjJBYINf6swonlWgkYn5NwyIgXpbbDxTNU5DgpDFfj95prcTq2clIQQ==",
+      "dev": true,
+      "license": "MIT",
+      "dependencies": {
+        "@eslint-community/regexpp": "^4.10.0",
+        "@typescript-eslint/scope-manager": "8.43.0",
+        "@typescript-eslint/type-utils": "8.43.0",
+        "@typescript-eslint/utils": "8.43.0",
+        "@typescript-eslint/visitor-keys": "8.43.0",
+        "graphemer": "^1.4.0",
+        "ignore": "^7.0.0",
+        "natural-compare": "^1.4.0",
+        "ts-api-utils": "^2.1.0"
+      },
+      "engines": {
+        "node": "^18.18.0 || ^20.9.0 || >=21.1.0"
+      },
+      "funding": {
+        "type": "opencollective",
+        "url": "https://opencollective.com/typescript-eslint"
+      },
+      "peerDependencies": {
+        "@typescript-eslint/parser": "^8.43.0",
+        "eslint": "^8.57.0 || ^9.0.0",
+        "typescript": ">=4.8.4 <6.0.0"
+      }
+    },
+    "node_modules/@typescript-eslint/parser": {
+      "version": "8.43.0",
+      "resolved": "https://registry.npmjs.org/@typescript-eslint/parser/-/parser-8.43.0.tgz",
+      "integrity": "sha512-B7RIQiTsCBBmY+yW4+ILd6mF5h1FUwJsVvpqkrgpszYifetQ2Ke+Z4u6aZh0CblkUGIdR59iYVyXqqZGkZ3aBw==",
+      "dev": true,
+      "license": "MIT",
+      "dependencies": {
+        "@typescript-eslint/scope-manager": "8.43.0",
+        "@typescript-eslint/types": "8.43.0",
+        "@typescript-eslint/typescript-estree": "8.43.0",
+        "@typescript-eslint/visitor-keys": "8.43.0",
+        "debug": "^4.3.4"
+      },
+      "engines": {
+        "node": "^18.18.0 || ^20.9.0 || >=21.1.0"
+      },
+      "funding": {
+        "type": "opencollective",
+        "url": "https://opencollective.com/typescript-eslint"
+      },
+      "peerDependencies": {
+        "eslint": "^8.57.0 || ^9.0.0",
+        "typescript": ">=4.8.4 <6.0.0"
+      }
+    },
+    "node_modules/@typescript-eslint/project-service": {
+      "version": "8.43.0",
+      "resolved": "https://registry.npmjs.org/@typescript-eslint/project-service/-/project-service-8.43.0.tgz",
+      "integrity": "sha512-htB/+D/BIGoNTQYffZw4uM4NzzuolCoaA/BusuSIcC8YjmBYQioew5VUZAYdAETPjeed0hqCaW7EHg+Robq8uw==",
+      "dev": true,
+      "license": "MIT",
+      "dependencies": {
+        "@typescript-eslint/tsconfig-utils": "^8.43.0",
+        "@typescript-eslint/types": "^8.43.0",
+        "debug": "^4.3.4"
+      },
+      "engines": {
+        "node": "^18.18.0 || ^20.9.0 || >=21.1.0"
+      },
+      "funding": {
+        "type": "opencollective",
+        "url": "https://opencollective.com/typescript-eslint"
+      },
+      "peerDependencies": {
+        "typescript": ">=4.8.4 <6.0.0"
+      }
+    },
+    "node_modules/@typescript-eslint/scope-manager": {
+      "version": "8.43.0",
+      "resolved": "https://registry.npmjs.org/@typescript-eslint/scope-manager/-/scope-manager-8.43.0.tgz",
+      "integrity": "sha512-daSWlQ87ZhsjrbMLvpuuMAt3y4ba57AuvadcR7f3nl8eS3BjRc8L9VLxFLk92RL5xdXOg6IQ+qKjjqNEimGuAg==",
+      "dev": true,
+      "license": "MIT",
+      "dependencies": {
+        "@typescript-eslint/types": "8.43.0",
+        "@typescript-eslint/visitor-keys": "8.43.0"
+      },
+      "engines": {
+        "node": "^18.18.0 || ^20.9.0 || >=21.1.0"
+      },
+      "funding": {
+        "type": "opencollective",
+        "url": "https://opencollective.com/typescript-eslint"
+      }
+    },
+    "node_modules/@typescript-eslint/tsconfig-utils": {
+      "version": "8.43.0",
+      "resolved": "https://registry.npmjs.org/@typescript-eslint/tsconfig-utils/-/tsconfig-utils-8.43.0.tgz",
+      "integrity": "sha512-ALC2prjZcj2YqqL5X/bwWQmHA2em6/94GcbB/KKu5SX3EBDOsqztmmX1kMkvAJHzxk7TazKzJfFiEIagNV3qEA==",
+      "dev": true,
+      "license": "MIT",
+      "engines": {
+        "node": "^18.18.0 || ^20.9.0 || >=21.1.0"
+      },
+      "funding": {
+        "type": "opencollective",
+        "url": "https://opencollective.com/typescript-eslint"
+      },
+      "peerDependencies": {
+        "typescript": ">=4.8.4 <6.0.0"
+      }
+    },
+    "node_modules/@typescript-eslint/type-utils": {
+      "version": "8.43.0",
+      "resolved": "https://registry.npmjs.org/@typescript-eslint/type-utils/-/type-utils-8.43.0.tgz",
+      "integrity": "sha512-qaH1uLBpBuBBuRf8c1mLJ6swOfzCXryhKND04Igr4pckzSEW9JX5Aw9AgW00kwfjWJF0kk0ps9ExKTfvXfw4Qg==",
+      "dev": true,
+      "license": "MIT",
+      "dependencies": {
+        "@typescript-eslint/types": "8.43.0",
+        "@typescript-eslint/typescript-estree": "8.43.0",
+        "@typescript-eslint/utils": "8.43.0",
+        "debug": "^4.3.4",
+        "ts-api-utils": "^2.1.0"
+      },
+      "engines": {
+        "node": "^18.18.0 || ^20.9.0 || >=21.1.0"
+      },
+      "funding": {
+        "type": "opencollective",
+        "url": "https://opencollective.com/typescript-eslint"
+      },
+      "peerDependencies": {
+        "eslint": "^8.57.0 || ^9.0.0",
+        "typescript": ">=4.8.4 <6.0.0"
+      }
+    },
+    "node_modules/@typescript-eslint/types": {
+      "version": "8.43.0",
+      "resolved": "https://registry.npmjs.org/@typescript-eslint/types/-/types-8.43.0.tgz",
+      "integrity": "sha512-vQ2FZaxJpydjSZJKiSW/LJsabFFvV7KgLC5DiLhkBcykhQj8iK9BOaDmQt74nnKdLvceM5xmhaTF+pLekrxEkw==",
+      "dev": true,
+      "license": "MIT",
+      "engines": {
+        "node": "^18.18.0 || ^20.9.0 || >=21.1.0"
+      },
+      "funding": {
+        "type": "opencollective",
+        "url": "https://opencollective.com/typescript-eslint"
+      }
+    },
+    "node_modules/@typescript-eslint/typescript-estree": {
+      "version": "8.43.0",
+      "resolved": "https://registry.npmjs.org/@typescript-eslint/typescript-estree/-/typescript-estree-8.43.0.tgz",
+      "integrity": "sha512-7Vv6zlAhPb+cvEpP06WXXy/ZByph9iL6BQRBDj4kmBsW98AqEeQHlj/13X+sZOrKSo9/rNKH4Ul4f6EICREFdw==",
+      "dev": true,
+      "license": "MIT",
+      "dependencies": {
+        "@typescript-eslint/project-service": "8.43.0",
+        "@typescript-eslint/tsconfig-utils": "8.43.0",
+        "@typescript-eslint/types": "8.43.0",
+        "@typescript-eslint/visitor-keys": "8.43.0",
+        "debug": "^4.3.4",
+        "fast-glob": "^3.3.2",
+        "is-glob": "^4.0.3",
+        "minimatch": "^9.0.4",
+        "semver": "^7.6.0",
+        "ts-api-utils": "^2.1.0"
+      },
+      "engines": {
+        "node": "^18.18.0 || ^20.9.0 || >=21.1.0"
+      },
+      "funding": {
+        "type": "opencollective",
+        "url": "https://opencollective.com/typescript-eslint"
+      },
+      "peerDependencies": {
+        "typescript": ">=4.8.4 <6.0.0"
+      }
+    },
+    "node_modules/@typescript-eslint/utils": {
+      "version": "8.43.0",
+      "resolved": "https://registry.npmjs.org/@typescript-eslint/utils/-/utils-8.43.0.tgz",
+      "integrity": "sha512-S1/tEmkUeeswxd0GGcnwuVQPFWo8NzZTOMxCvw8BX7OMxnNae+i8Tm7REQen/SwUIPoPqfKn7EaZ+YLpiB3k9g==",
+      "dev": true,
+      "license": "MIT",
+      "dependencies": {
+        "@eslint-community/eslint-utils": "^4.7.0",
+        "@typescript-eslint/scope-manager": "8.43.0",
+        "@typescript-eslint/types": "8.43.0",
+        "@typescript-eslint/typescript-estree": "8.43.0"
+      },
+      "engines": {
+        "node": "^18.18.0 || ^20.9.0 || >=21.1.0"
+      },
+      "funding": {
+        "type": "opencollective",
+        "url": "https://opencollective.com/typescript-eslint"
+      },
+      "peerDependencies": {
+        "eslint": "^8.57.0 || ^9.0.0",
+        "typescript": ">=4.8.4 <6.0.0"
+      }
+    },
+    "node_modules/@typescript-eslint/visitor-keys": {
+      "version": "8.43.0",
+      "resolved": "https://registry.npmjs.org/@typescript-eslint/visitor-keys/-/visitor-keys-8.43.0.tgz",
+      "integrity": "sha512-T+S1KqRD4sg/bHfLwrpF/K3gQLBM1n7Rp7OjjikjTEssI2YJzQpi5WXoynOaQ93ERIuq3O8RBTOUYDKszUCEHw==",
+      "dev": true,
+      "license": "MIT",
+      "dependencies": {
+        "@typescript-eslint/types": "8.43.0",
+        "eslint-visitor-keys": "^4.2.1"
+      },
+      "engines": {
+        "node": "^18.18.0 || ^20.9.0 || >=21.1.0"
+      },
+      "funding": {
+        "type": "opencollective",
+        "url": "https://opencollective.com/typescript-eslint"
+      }
+    },
+    "node_modules/@typescript-eslint/visitor-keys/node_modules/eslint-visitor-keys": {
+      "version": "4.2.1",
+      "resolved": "https://registry.npmjs.org/eslint-visitor-keys/-/eslint-visitor-keys-4.2.1.tgz",
+      "integrity": "sha512-Uhdk5sfqcee/9H/rCOJikYz67o0a2Tw2hGRPOG2Y1R2dg7brRe1uG0yaNQDHu+TO/uQPF/5eCapvYSmHUjt7JQ==",
+      "dev": true,
+      "license": "Apache-2.0",
+      "engines": {
+        "node": "^18.18.0 || ^20.9.0 || >=21.1.0"
+      },
+      "funding": {
+        "url": "https://opencollective.com/eslint"
+      }
+    },
+    "node_modules/@webgpu/types": {
+      "version": "0.1.74",
+      "resolved": "https://registry.npmjs.org/@webgpu/types/-/types-0.1.74.tgz",
+      "integrity": "sha512-lgiI4hbuLcI9unnm2cL/tvCaQU45dp0xcLWJh5uB/9MBGvIA4F8XIk7nSiBeg+K4xWGYwgZKn80LmERI5CxoTA==",
+      "dev": true,
+      "license": "BSD-3-Clause"
+    },
+    "node_modules/acorn": {
+      "version": "8.18.0",
+      "resolved": "https://registry.npmjs.org/acorn/-/acorn-8.18.0.tgz",
+      "integrity": "sha512-lGq+9yr1/GuAWaVYIHRjvvySG5/4VfKIvC8EWxStPdcDh/Ka7FG3twP6v4d5BkravUilhIAsG4Qj83t02LWUPQ==",
+      "dev": true,
+      "license": "MIT",
+      "bin": {
+        "acorn": "bin/acorn"
+      },
+      "engines": {
+        "node": ">=0.4.0"
+      }
+    },
+    "node_modules/acorn-jsx": {
+      "version": "5.3.2",
+      "resolved": "https://registry.npmjs.org/acorn-jsx/-/acorn-jsx-5.3.2.tgz",
+      "integrity": "sha512-rq9s+JNhf0IChjtDXxllJ7g41oZk5SlXtp0LHwyA5cejwn7vKmKp4pPri6YEePv2PU65sAsegbXtIinmDFDXgQ==",
+      "dev": true,
+      "license": "MIT",
+      "peerDependencies": {
+        "acorn": "^6.0.0 || ^7.0.0 || ^8.0.0"
+      }
+    },
+    "node_modules/ajv": {
+      "version": "6.15.0",
+      "resolved": "https://registry.npmjs.org/ajv/-/ajv-6.15.0.tgz",
+      "integrity": "sha512-fgFx7Hfoq60ytK2c7DhnF8jIvzYgOMxfugjLOSMHjLIPgenqa7S7oaagATUq99mV6IYvN2tRmC0wnTYX6iPbMw==",
+      "dev": true,
+      "license": "MIT",
+      "dependencies": {
+        "fast-deep-equal": "^3.1.1",
+        "fast-json-stable-stringify": "^2.0.0",
+        "json-schema-traverse": "^0.4.1",
+        "uri-js": "^4.2.2"
+      },
+      "funding": {
+        "type": "github",
+        "url": "https://github.com/sponsors/epoberezkin"
+      }
+    },
+    "node_modules/ansi-styles": {
+      "version": "4.3.0",
+      "resolved": "https://registry.npmjs.org/ansi-styles/-/ansi-styles-4.3.0.tgz",
+      "integrity": "sha512-zbB9rCJAT1rbjiVDb2hqKFHNYLxgtk8NURxZ3IZwD3F6NtxbXZQCnnSi1Lkx+IDohdPlFp222wVALIheZJQSEg==",
+      "dev": true,
+      "license": "MIT",
+      "dependencies": {
+        "color-convert": "^2.0.1"
+      },
+      "engines": {
+        "node": ">=8"
+      },
+      "funding": {
+        "url": "https://github.com/chalk/ansi-styles?sponsor=1"
+      }
+    },
+    "node_modules/argparse": {
+      "version": "2.0.1",
+      "resolved": "https://registry.npmjs.org/argparse/-/argparse-2.0.1.tgz",
+      "integrity": "sha512-8+9WqebbFzpX9OR+Wa6O29asIogeRMzcGtAINdpMHHyAg10f05aSFVBbcEqGf/PXw1EjAZ+q2/bEBg3DvurK3Q==",
+      "dev": true,
+      "license": "Python-2.0"
+    },
+    "node_modules/balanced-match": {
+      "version": "1.0.2",
+      "resolved": "https://registry.npmjs.org/balanced-match/-/balanced-match-1.0.2.tgz",
+      "integrity": "sha512-3oSeUO0TMV67hN1AmbXsK4yaqU7tjiHlbxRDZOpH0KW9+CeX4bRAaX0Anxt0tx2MrpRpWwQaPwIlISEJhYU5Pw==",
+      "dev": true,
+      "license": "MIT"
+    },
+    "node_modules/brace-expansion": {
+      "version": "2.1.7",
+      "resolved": "https://registry.npmjs.org/brace-expansion/-/brace-expansion-2.1.7.tgz",
+      "integrity": "sha512-uZbew1NqdmPDTMJ8ah1y+b+9QEJrfkXFk3RcTQw3X0jW/xRUvFKsg1CfQdSYGdTbXZWExtU3J3ccxtnfw1Fi0g==",
+      "dev": true,
+      "license": "MIT",
+      "dependencies": {
+        "balanced-match": "^1.0.0"
+      }
+    },
+    "node_modules/braces": {
+      "version": "3.0.3",
+      "resolved": "https://registry.npmjs.org/braces/-/braces-3.0.3.tgz",
+      "integrity": "sha512-yQbXgO/OSZVD2IsiLlro+7Hf6Q18EJrKSEsdoMzKePKXct3gvD8oLcOQdIzGupr5Fj+EDe8gO/lxc1BzfMpxvA==",
+      "dev": true,
+      "license": "MIT",
+      "dependencies": {
+        "fill-range": "^7.1.1"
+      },
+      "engines": {
+        "node": ">=8"
+      }
+    },
+    "node_modules/builtin-modules": {
+      "version": "3.3.0",
+      "resolved": "https://registry.npmjs.org/builtin-modules/-/builtin-modules-3.3.0.tgz",
+      "integrity": "sha512-zhaCDicdLuWN5UbN5IMnFqNMhNfo919sH85y2/ea+5Yg9TsTkeZxpL+JLbp6cgYFS4sRLp3YV4S6yDuqVWHYOw==",
+      "dev": true,
+      "license": "MIT",
+      "engines": {
+        "node": ">=6"
+      },
+      "funding": {
+        "url": "https://github.com/sponsors/sindresorhus"
+      }
+    },
+    "node_modules/callsites": {
+      "version": "3.1.0",
+      "resolved": "https://registry.npmjs.org/callsites/-/callsites-3.1.0.tgz",
+      "integrity": "sha512-P8BjAsXvZS+VIDUI11hHCQEv74YT67YUi5JJFNWIqL235sBmjX4+qx9Muvls5ivyNENctx46xQLQ3aTuE7ssaQ==",
+      "dev": true,
+      "license": "MIT",
+      "engines": {
+        "node": ">=6"
+      }
+    },
+    "node_modules/chalk": {
+      "version": "4.1.2",
+      "resolved": "https://registry.npmjs.org/chalk/-/chalk-4.1.2.tgz",
+      "integrity": "sha512-oKnbhFyRIXpUuez8iBMmyEa4nbj4IOQyuhc/wy9kY7/WVPcwIO9VA668Pu8RkO7+0G76SLROeyw9CpQ061i4mA==",
+      "dev": true,
+      "license": "MIT",
+      "dependencies": {
+        "ansi-styles": "^4.1.0",
+        "supports-color": "^7.1.0"
+      },
+      "engines": {
+        "node": ">=10"
+      },
+      "funding": {
+        "url": "https://github.com/chalk/chalk?sponsor=1"
+      }
+    },
+    "node_modules/color-convert": {
+      "version": "2.0.1",
+      "resolved": "https://registry.npmjs.org/color-convert/-/color-convert-2.0.1.tgz",
+      "integrity": "sha512-RRECPsj7iu/xb5oKYcsFHSppFNnsj/52OVTRKb4zP5onXwVF3zVmmToNcOfGC+CRDpfK/U584fMg38ZHCaElKQ==",
+      "dev": true,
+      "license": "MIT",
+      "dependencies": {
+        "color-name": "~1.1.4"
+      },
+      "engines": {
+        "node": ">=7.0.0"
+      }
+    },
+    "node_modules/color-name": {
+      "version": "1.1.4",
+      "resolved": "https://registry.npmjs.org/color-name/-/color-name-1.1.4.tgz",
+      "integrity": "sha512-dOy+3AuW3a2wNbZHIuMZpTcgjGuLU/uBL/ubcZF9OXbDo8ff4O8yVp5Bf0efS8uEoYo5q4Fx7dY9OgQGXgAsQA==",
+      "dev": true,
+      "license": "MIT"
+    },
+    "node_modules/concat-map": {
+      "version": "0.0.1",
+      "resolved": "https://registry.npmjs.org/concat-map/-/concat-map-0.0.1.tgz",
+      "integrity": "sha512-/Srv4dswyQNBfohGpz9o6Yb3Gz3SrUDqBH5rTuhGR7ahtlbYKnVxw2bCFMRljaA7EXHaXZ8wsHdodFvbkhKmqg==",
+      "dev": true,
+      "license": "MIT"
+    },
+    "node_modules/cross-spawn": {
+      "version": "7.0.6",
+      "resolved": "https://registry.npmjs.org/cross-spawn/-/cross-spawn-7.0.6.tgz",
+      "integrity": "sha512-uV2QOWP2nWzsy2aMp8aRibhi9dlzF5Hgh5SHaB9OiTGEyDTiJJyx0uy51QXdyWbtAHNua4XJzUKca3OzKUd3vA==",
+      "dev": true,
+      "license": "MIT",
+      "dependencies": {
+        "path-key": "^3.1.0",
+        "shebang-command": "^2.0.0",
+        "which": "^2.0.1"
+      },
+      "engines": {
+        "node": ">= 8"
+      }
+    },
+    "node_modules/debug": {
+      "version": "4.4.3",
+      "resolved": "https://registry.npmjs.org/debug/-/debug-4.4.3.tgz",
+      "integrity": "sha512-RGwwWnwQvkVfavKVt22FGLw+xYSdzARwm0ru6DhTVA3umU5hZc28V3kO4stgYryrTlLpuvgI9GiijltAjNbcqA==",
+      "dev": true,
+      "license": "MIT",
+      "dependencies": {
+        "ms": "^2.1.3"
+      },
+      "engines": {
+        "node": ">=6.0"
+      },
+      "peerDependenciesMeta": {
+        "supports-color": {
+          "optional": true
+        }
+      }
+    },
+    "node_modules/deep-is": {
+      "version": "0.1.4",
+      "resolved": "https://registry.npmjs.org/deep-is/-/deep-is-0.1.4.tgz",
+      "integrity": "sha512-oIPzksmTg4/MriiaYGO+okXDT7ztn/w3Eptv/+gSIdMdKsJo0u4CfYNFJPy+4SKMuCqGw2wxnA+URMg3t8a/bQ==",
+      "dev": true,
+      "license": "MIT"
+    },
+    "node_modules/deepmerge": {
+      "version": "4.3.1",
+      "resolved": "https://registry.npmjs.org/deepmerge/-/deepmerge-4.3.1.tgz",
+      "integrity": "sha512-3sUqbMEc77XqpdNO7FRyRog+eW3ph+GYCbj+rK+uYyRMuwsVy0rMiVtPn+QJlKFvWP/1PYpapqYn0Me2knFn+A==",
+      "dev": true,
+      "license": "MIT",
+      "engines": {
+        "node": ">=0.10.0"
+      }
+    },
+    "node_modules/es-errors": {
+      "version": "1.3.0",
+      "resolved": "https://registry.npmjs.org/es-errors/-/es-errors-1.3.0.tgz",
+      "integrity": "sha512-Zf5H2Kxt2xjTvbJvP2ZWLEICxA6j+hAmMzIlypy4xcBg1vKVnx89Wy0GbS+kf5cwCVFFzdCFh2XSCFNULS6csw==",
+      "dev": true,
+      "license": "MIT",
+      "engines": {
+        "node": ">= 0.4"
+      }
+    },
+    "node_modules/esbuild": {
+      "version": "0.25.12",
+      "resolved": "https://registry.npmjs.org/esbuild/-/esbuild-0.25.12.tgz",
+      "integrity": "sha512-bbPBYYrtZbkt6Os6FiTLCTFxvq4tt3JKall1vRwshA3fdVztsLAatFaZobhkBC8/BrPetoa0oksYoKXoG4ryJg==",
+      "dev": true,
+      "hasInstallScript": true,
+      "license": "MIT",
+      "bin": {
+        "esbuild": "bin/esbuild"
+      },
+      "engines": {
+        "node": ">=18"
+      },
+      "optionalDependencies": {
+        "@esbuild/aix-ppc64": "0.25.12",
+        "@esbuild/android-arm": "0.25.12",
+        "@esbuild/android-arm64": "0.25.12",
+        "@esbuild/android-x64": "0.25.12",
+        "@esbuild/darwin-arm64": "0.25.12",
+        "@esbuild/darwin-x64": "0.25.12",
+        "@esbuild/freebsd-arm64": "0.25.12",
+        "@esbuild/freebsd-x64": "0.25.12",
+        "@esbuild/linux-arm": "0.25.12",
+        "@esbuild/linux-arm64": "0.25.12",
+        "@esbuild/linux-ia32": "0.25.12",
+        "@esbuild/linux-loong64": "0.25.12",
+        "@esbuild/linux-mips64el": "0.25.12",
+        "@esbuild/linux-ppc64": "0.25.12",
+        "@esbuild/linux-riscv64": "0.25.12",
+        "@esbuild/linux-s390x": "0.25.12",
+        "@esbuild/linux-x64": "0.25.12",
+        "@esbuild/netbsd-arm64": "0.25.12",
+        "@esbuild/netbsd-x64": "0.25.12",
+        "@esbuild/openbsd-arm64": "0.25.12",
+        "@esbuild/openbsd-x64": "0.25.12",
+        "@esbuild/openharmony-arm64": "0.25.12",
+        "@esbuild/sunos-x64": "0.25.12",
+        "@esbuild/win32-arm64": "0.25.12",
+        "@esbuild/win32-ia32": "0.25.12",
+        "@esbuild/win32-x64": "0.25.12"
+      }
+    },
+    "node_modules/escape-string-regexp": {
+      "version": "4.0.0",
+      "resolved": "https://registry.npmjs.org/escape-string-regexp/-/escape-string-regexp-4.0.0.tgz",
+      "integrity": "sha512-TtpcNJ3XAzx3Gq8sWRzJaVajRs0uVxA2YAkdb1jm2YkPz4G6egUFAyA3n5vtEIZefPk5Wa4UXbKuS5fKkJWdgA==",
+      "dev": true,
+      "license": "MIT",
+      "engines": {
+        "node": ">=10"
+      },
+      "funding": {
+        "url": "https://github.com/sponsors/sindresorhus"
+      }
+    },
+    "node_modules/eslint": {
+      "version": "9.35.0",
+      "resolved": "https://registry.npmjs.org/eslint/-/eslint-9.35.0.tgz",
+      "integrity": "sha512-QePbBFMJFjgmlE+cXAlbHZbHpdFVS2E/6vzCy7aKlebddvl1vadiC4JFV5u/wqTkNUwEV8WrQi257jf5f06hrg==",
+      "deprecated": "This version is no longer supported. Please see https://eslint.org/version-support for other options.",
+      "dev": true,
+      "license": "MIT",
+      "dependencies": {
+        "@eslint-community/eslint-utils": "^4.8.0",
+        "@eslint-community/regexpp": "^4.12.1",
+        "@eslint/config-array": "^0.21.0",
+        "@eslint/config-helpers": "^0.3.1",
+        "@eslint/core": "^0.15.2",
+        "@eslint/eslintrc": "^3.3.1",
+        "@eslint/js": "9.35.0",
+        "@eslint/plugin-kit": "^0.3.5",
+        "@humanfs/node": "^0.16.6",
+        "@humanwhocodes/module-importer": "^1.0.1",
+        "@humanwhocodes/retry": "^0.4.2",
+        "@types/estree": "^1.0.6",
+        "@types/json-schema": "^7.0.15",
+        "ajv": "^6.12.4",
+        "chalk": "^4.0.0",
+        "cross-spawn": "^7.0.6",
+        "debug": "^4.3.2",
+        "escape-string-regexp": "^4.0.0",
+        "eslint-scope": "^8.4.0",
+        "eslint-visitor-keys": "^4.2.1",
+        "espree": "^10.4.0",
+        "esquery": "^1.5.0",
+        "esutils": "^2.0.2",
+        "fast-deep-equal": "^3.1.3",
+        "file-entry-cache": "^8.0.0",
+        "find-up": "^5.0.0",
+        "glob-parent": "^6.0.2",
+        "ignore": "^5.2.0",
+        "imurmurhash": "^0.1.4",
+        "is-glob": "^4.0.0",
+        "json-stable-stringify-without-jsonify": "^1.0.1",
+        "lodash.merge": "^4.6.2",
+        "minimatch": "^3.1.2",
+        "natural-compare": "^1.4.0",
+        "optionator": "^0.9.3"
+      },
+      "bin": {
+        "eslint": "bin/eslint.js"
+      },
+      "engines": {
+        "node": "^18.18.0 || ^20.9.0 || >=21.1.0"
+      },
+      "funding": {
+        "url": "https://eslint.org/donate"
+      },
+      "peerDependencies": {
+        "jiti": "*"
+      },
+      "peerDependenciesMeta": {
+        "jiti": {
+          "optional": true
+        }
+      }
+    },
+    "node_modules/eslint-scope": {
+      "version": "8.4.0",
+      "resolved": "https://registry.npmjs.org/eslint-scope/-/eslint-scope-8.4.0.tgz",
+      "integrity": "sha512-sNXOfKCn74rt8RICKMvJS7XKV/Xk9kA7DyJr8mJik3S7Cwgy3qlkkmyS2uQB3jiJg6VNdZd/pDBJu0nvG2NlTg==",
+      "dev": true,
+      "license": "BSD-2-Clause",
+      "dependencies": {
+        "esrecurse": "^4.3.0",
+        "estraverse": "^5.2.0"
+      },
+      "engines": {
+        "node": "^18.18.0 || ^20.9.0 || >=21.1.0"
+      },
+      "funding": {
+        "url": "https://opencollective.com/eslint"
+      }
+    },
+    "node_modules/eslint-visitor-keys": {
+      "version": "3.4.3",
+      "resolved": "https://registry.npmjs.org/eslint-visitor-keys/-/eslint-visitor-keys-3.4.3.tgz",
+      "integrity": "sha512-wpc+LXeiyiisxPlEkUzU6svyS1frIO3Mgxj1fdy7Pm8Ygzguax2N3Fa/D/ag1WqbOprdI+uY6wMUl8/a2G+iag==",
+      "dev": true,
+      "license": "Apache-2.0",
+      "engines": {
+        "node": "^12.22.0 || ^14.17.0 || >=16.0.0"
+      },
+      "funding": {
+        "url": "https://opencollective.com/eslint"
+      }
+    },
+    "node_modules/eslint/node_modules/brace-expansion": {
+      "version": "1.1.21",
+      "resolved": "https://registry.npmjs.org/brace-expansion/-/brace-expansion-1.1.21.tgz",
+      "integrity": "sha512-9zeA+KLZNNzglF2TPKRQEDyx6Yby7daAkuy8MiPzpXPsYDWi/DRM8jmwUDxokQjYqBpv5DgPiwD4h4ZZSy1Ujw==",
+      "dev": true,
+      "license": "MIT",
+      "dependencies": {
+        "balanced-match": "^1.0.0",
+        "concat-map": "0.0.1"
+      }
+    },
+    "node_modules/eslint/node_modules/eslint-visitor-keys": {
+      "version": "4.2.1",
+      "resolved": "https://registry.npmjs.org/eslint-visitor-keys/-/eslint-visitor-keys-4.2.1.tgz",
+      "integrity": "sha512-Uhdk5sfqcee/9H/rCOJikYz67o0a2Tw2hGRPOG2Y1R2dg7brRe1uG0yaNQDHu+TO/uQPF/5eCapvYSmHUjt7JQ==",
+      "dev": true,
+      "license": "Apache-2.0",
+      "engines": {
+        "node": "^18.18.0 || ^20.9.0 || >=21.1.0"
+      },
+      "funding": {
+        "url": "https://opencollective.com/eslint"
+      }
+    },
+    "node_modules/eslint/node_modules/ignore": {
+      "version": "5.3.2",
+      "resolved": "https://registry.npmjs.org/ignore/-/ignore-5.3.2.tgz",
+      "integrity": "sha512-hsBTNUqQTDwkWtcdYI2i06Y/nUBEsNEDJKjWdigLvegy8kDuJAS8uRlpkkcQpyEXL0Z/pjDy5HBmMjRCJ2gq+g==",
+      "dev": true,
+      "license": "MIT",
+      "engines": {
+        "node": ">= 4"
+      }
+    },
+    "node_modules/eslint/node_modules/minimatch": {
+      "version": "3.1.5",
+      "resolved": "https://registry.npmjs.org/minimatch/-/minimatch-3.1.5.tgz",
+      "integrity": "sha512-VgjWUsnnT6n+NUk6eZq77zeFdpW2LWDzP6zFGrCbHXiYNul5Dzqk2HHQ5uFH2DNW5Xbp8+jVzaeNt94ssEEl4w==",
+      "dev": true,
+      "license": "ISC",
+      "dependencies": {
+        "brace-expansion": "^1.1.7"
+      },
+      "engines": {
+        "node": "*"
+      }
+    },
+    "node_modules/espree": {
+      "version": "10.4.0",
+      "resolved": "https://registry.npmjs.org/espree/-/espree-10.4.0.tgz",
+      "integrity": "sha512-j6PAQ2uUr79PZhBjP5C5fhl8e39FmRnOjsD5lGnWrFU8i2G776tBK7+nP8KuQUTTyAZUwfQqXAgrVH5MbH9CYQ==",
+      "dev": true,
+      "license": "BSD-2-Clause",
+      "dependencies": {
+        "acorn": "^8.15.0",
+        "acorn-jsx": "^5.3.2",
+        "eslint-visitor-keys": "^4.2.1"
+      },
+      "engines": {
+        "node": "^18.18.0 || ^20.9.0 || >=21.1.0"
+      },
+      "funding": {
+        "url": "https://opencollective.com/eslint"
+      }
+    },
+    "node_modules/espree/node_modules/eslint-visitor-keys": {
+      "version": "4.2.1",
+      "resolved": "https://registry.npmjs.org/eslint-visitor-keys/-/eslint-visitor-keys-4.2.1.tgz",
+      "integrity": "sha512-Uhdk5sfqcee/9H/rCOJikYz67o0a2Tw2hGRPOG2Y1R2dg7brRe1uG0yaNQDHu+TO/uQPF/5eCapvYSmHUjt7JQ==",
+      "dev": true,
+      "license": "Apache-2.0",
+      "engines": {
+        "node": "^18.18.0 || ^20.9.0 || >=21.1.0"
+      },
+      "funding": {
+        "url": "https://opencollective.com/eslint"
+      }
+    },
+    "node_modules/esquery": {
+      "version": "1.7.0",
+      "resolved": "https://registry.npmjs.org/esquery/-/esquery-1.7.0.tgz",
+      "integrity": "sha512-Ap6G0WQwcU/LHsvLwON1fAQX9Zp0A2Y6Y/cJBl9r/JbW90Zyg4/zbG6zzKa2OTALELarYHmKu0GhpM5EO+7T0g==",
+      "dev": true,
+      "license": "BSD-3-Clause",
+      "dependencies": {
+        "estraverse": "^5.1.0"
+      },
+      "engines": {
+        "node": ">=0.10"
+      }
+    },
+    "node_modules/esrecurse": {
+      "version": "4.3.0",
+      "resolved": "https://registry.npmjs.org/esrecurse/-/esrecurse-4.3.0.tgz",
+      "integrity": "sha512-KmfKL3b6G+RXvP8N1vr3Tq1kL/oCFgn2NYXEtqP8/L3pKapUA4G8cFVaoF3SU323CD4XypR/ffioHmkti6/Tag==",
+      "dev": true,
+      "license": "BSD-2-Clause",
+      "dependencies": {
+        "estraverse": "^5.2.0"
+      },
+      "engines": {
+        "node": ">=4.0"
+      }
+    },
+    "node_modules/estraverse": {
+      "version": "5.3.0",
+      "resolved": "https://registry.npmjs.org/estraverse/-/estraverse-5.3.0.tgz",
+      "integrity": "sha512-MMdARuVEQziNTeJD8DgMqmhwR11BRQ/cBP+pLtYdSTnf3MIO8fFeiINEbX36ZdNlfU/7A9f3gUw49B3oQsvwBA==",
+      "dev": true,
+      "license": "BSD-2-Clause",
+      "engines": {
+        "node": ">=4.0"
+      }
+    },
+    "node_modules/estree-walker": {
+      "version": "2.0.2",
+      "resolved": "https://registry.npmjs.org/estree-walker/-/estree-walker-2.0.2.tgz",
+      "integrity": "sha512-Rfkk/Mp/DL7JVje3u18FxFujQlTNR2q6QfMSMB7AvCBx91NGj/ba3kCfza0f6dVDbw7YlRf/nDrn7pQrCCyQ/w==",
+      "dev": true,
+      "license": "MIT"
+    },
+    "node_modules/esutils": {
+      "version": "2.0.3",
+      "resolved": "https://registry.npmjs.org/esutils/-/esutils-2.0.3.tgz",
+      "integrity": "sha512-kVscqXk4OCp68SZ0dkgEKVi6/8ij300KBWTJq32P/dYeWTSwK41WyTxalN1eRmA5Z9UU/LX9D7FWSmV9SAYx6g==",
+      "dev": true,
+      "license": "BSD-2-Clause",
+      "engines": {
+        "node": ">=0.10.0"
+      }
+    },
+    "node_modules/fast-deep-equal": {
+      "version": "3.1.3",
+      "resolved": "https://registry.npmjs.org/fast-deep-equal/-/fast-deep-equal-3.1.3.tgz",
+      "integrity": "sha512-f3qQ9oQy9j2AhBe/H9VC91wLmKBCCU/gDOnKNAYG5hswO7BLKj09Hc5HYNz9cGI++xlpDCIgDaitVs03ATR84Q==",
+      "dev": true,
+      "license": "MIT"
+    },
+    "node_modules/fast-glob": {
+      "version": "3.3.3",
+      "resolved": "https://registry.npmjs.org/fast-glob/-/fast-glob-3.3.3.tgz",
+      "integrity": "sha512-7MptL8U0cqcFdzIzwOTHoilX9x5BrNqye7Z/LuC7kCMRio1EMSyqRK3BEAUD7sXRq4iT4AzTVuZdhgQ2TCvYLg==",
+      "dev": true,
+      "license": "MIT",
+      "dependencies": {
+        "@nodelib/fs.stat": "^2.0.2",
+        "@nodelib/fs.walk": "^1.2.3",
+        "glob-parent": "^5.1.2",
+        "merge2": "^1.3.0",
+        "micromatch": "^4.0.8"
+      },
+      "engines": {
+        "node": ">=8.6.0"
+      }
+    },
+    "node_modules/fast-glob/node_modules/glob-parent": {
+      "version": "5.1.2",
+      "resolved": "https://registry.npmjs.org/glob-parent/-/glob-parent-5.1.2.tgz",
+      "integrity": "sha512-AOIgSQCepiJYwP3ARnGx+5VnTu2HBYdzbGP45eLw1vr3zB3vZLeyed1sC9hnbcOc9/SrMyM5RPQrkGz4aS9Zow==",
+      "dev": true,
+      "license": "ISC",
+      "dependencies": {
+        "is-glob": "^4.0.1"
+      },
+      "engines": {
+        "node": ">= 6"
+      }
+    },
+    "node_modules/fast-json-stable-stringify": {
+      "version": "2.1.0",
+      "resolved": "https://registry.npmjs.org/fast-json-stable-stringify/-/fast-json-stable-stringify-2.1.0.tgz",
+      "integrity": "sha512-lhd/wF+Lk98HZoTCtlVraHtfh5XYijIjalXck7saUtuanSDyLMxnHhSXEDJqHxD7msR8D0uCmqlkwjCV8xvwHw==",
+      "dev": true,
+      "license": "MIT"
+    },
+    "node_modules/fast-levenshtein": {
+      "version": "2.0.6",
+      "resolved": "https://registry.npmjs.org/fast-levenshtein/-/fast-levenshtein-2.0.6.tgz",
+      "integrity": "sha512-DCXu6Ifhqcks7TZKY3Hxp3y6qphY5SJZmrWMDrKcERSOXWQdMhU9Ig/PYrzyw/ul9jOIyh0N4M0tbC5hodg8dw==",
+      "dev": true,
+      "license": "MIT"
+    },
+    "node_modules/fastq": {
+      "version": "1.20.3",
+      "resolved": "https://registry.npmjs.org/fastq/-/fastq-1.20.3.tgz",
+      "integrity": "sha512-XKv5nnLs6nLF71NgiKJLIZFLkPyIEuOselLG7ujZnGrRfQK8HpvY+WqKhAJUAdLomwVHErVS4LfxFlPq0/FTAw==",
+      "dev": true,
+      "license": "ISC",
+      "dependencies": {
+        "reusify": "^1.0.4"
+      }
+    },
+    "node_modules/fflate": {
+      "version": "0.8.3",
+      "resolved": "https://registry.npmjs.org/fflate/-/fflate-0.8.3.tgz",
+      "integrity": "sha512-tbZNuJrLwGUp3zshBtdy4W+ORxZuIh8a5ilyIEQDC5rY1f3U20JMry0Ll3WBzU58EZKsEuJFXhb5gwv8CsPvgA==",
+      "dev": true,
+      "license": "MIT"
+    },
+    "node_modules/file-entry-cache": {
+      "version": "8.0.0",
+      "resolved": "https://registry.npmjs.org/file-entry-cache/-/file-entry-cache-8.0.0.tgz",
+      "integrity": "sha512-XXTUwCvisa5oacNGRP9SfNtYBNAMi+RPwBFmblZEF7N7swHYQS6/Zfk7SRwx4D5j3CH211YNRco1DEMNVfZCnQ==",
+      "dev": true,
+      "license": "MIT",
+      "dependencies": {
+        "flat-cache": "^4.0.0"
+      },
+      "engines": {
+        "node": ">=16.0.0"
+      }
+    },
+    "node_modules/fill-range": {
+      "version": "7.1.1",
+      "resolved": "https://registry.npmjs.org/fill-range/-/fill-range-7.1.1.tgz",
+      "integrity": "sha512-YsGpe3WHLK8ZYi4tWDg2Jy3ebRz2rXowDxnld4bkQB00cc/1Zw9AWnC0i9ztDJitivtQvaI9KaLyKrc+hBW0yg==",
+      "dev": true,
+      "license": "MIT",
+      "dependencies": {
+        "to-regex-range": "^5.0.1"
+      },
+      "engines": {
+        "node": ">=8"
+      }
+    },
+    "node_modules/find-up": {
+      "version": "5.0.0",
+      "resolved": "https://registry.npmjs.org/find-up/-/find-up-5.0.0.tgz",
+      "integrity": "sha512-78/PXT1wlLLDgTzDs7sjq9hzz0vXD+zn+7wypEe4fXQxCmdmqfGsEPQxmiCSQI3ajFV91bVSsvNtrJRiW6nGng==",
+      "dev": true,
+      "license": "MIT",
+      "dependencies": {
+        "locate-path": "^6.0.0",
+        "path-exists": "^4.0.0"
+      },
+      "engines": {
+        "node": ">=10"
+      },
+      "funding": {
+        "url": "https://github.com/sponsors/sindresorhus"
+      }
+    },
+    "node_modules/flat-cache": {
+      "version": "4.0.1",
+      "resolved": "https://registry.npmjs.org/flat-cache/-/flat-cache-4.0.1.tgz",
+      "integrity": "sha512-f7ccFPK3SXFHpx15UIGyRJ/FJQctuKZ0zVuN3frBo4HnK3cay9VEW0R6yPYFHC0AgqhukPzKjq22t5DmAyqGyw==",
+      "dev": true,
+      "license": "MIT",
+      "dependencies": {
+        "flatted": "^3.2.9",
+        "keyv": "^4.5.4"
+      },
+      "engines": {
+        "node": ">=16"
+      }
+    },
+    "node_modules/flatted": {
+      "version": "3.4.4",
+      "resolved": "https://registry.npmjs.org/flatted/-/flatted-3.4.4.tgz",
+      "integrity": "sha512-5+ybhBZANEJxaH3X5evAFatUxLfEHSr7n6kYJ+1Qd0mUqr4eu9gIf6GDbWHf8RJijHrjjO8G+la14SlL2SeS1Q==",
+      "dev": true,
+      "license": "ISC"
+    },
+    "node_modules/fsevents": {
+      "version": "2.3.3",
+      "resolved": "https://registry.npmjs.org/fsevents/-/fsevents-2.3.3.tgz",
+      "integrity": "sha512-5xoDfX+fL7faATnagmWPpbFtwh/R77WmMMqqHGS65C3vvB0YHrgF+B1YmZ3441tMj5n63k0212XNoJwzlhffQw==",
+      "dev": true,
+      "hasInstallScript": true,
+      "license": "MIT",
+      "optional": true,
+      "os": [
+        "darwin"
+      ],
+      "engines": {
+        "node": "^8.16.0 || ^10.6.0 || >=11.0.0"
+      }
+    },
+    "node_modules/function-bind": {
+      "version": "1.1.2",
+      "resolved": "https://registry.npmjs.org/function-bind/-/function-bind-1.1.2.tgz",
+      "integrity": "sha512-7XHNxH7qX9xG5mIwxkhumTox/MIRNcOgDrxWsMt2pAr23WHp6MrRlN7FBSFpCpr+oVO0F744iUgR82nJMfG2SA==",
+      "dev": true,
+      "license": "MIT",
+      "funding": {
+        "url": "https://github.com/sponsors/ljharb"
+      }
+    },
+    "node_modules/glob-parent": {
+      "version": "6.0.2",
+      "resolved": "https://registry.npmjs.org/glob-parent/-/glob-parent-6.0.2.tgz",
+      "integrity": "sha512-XxwI8EOhVQgWp6iDL+3b0r86f4d6AX6zSU55HfB4ydCEuXLXc5FcYeOu+nnGftS4TEju/11rt4KJPTMgbfmv4A==",
+      "dev": true,
+      "license": "ISC",
+      "dependencies": {
+        "is-glob": "^4.0.3"
+      },
+      "engines": {
+        "node": ">=10.13.0"
+      }
+    },
+    "node_modules/globals": {
+      "version": "14.0.0",
+      "resolved": "https://registry.npmjs.org/globals/-/globals-14.0.0.tgz",
+      "integrity": "sha512-oahGvuMGQlPw/ivIYBjVSrWAfWLBeku5tpPE2fOPLi+WHffIWbuh2tCjhyQhTBPMf5E9jDEH4FOmTYgYwbKwtQ==",
+      "dev": true,
+      "license": "MIT",
+      "engines": {
+        "node": ">=18"
+      },
+      "funding": {
+        "url": "https://github.com/sponsors/sindresorhus"
+      }
+    },
+    "node_modules/graphemer": {
+      "version": "1.4.0",
+      "resolved": "https://registry.npmjs.org/graphemer/-/graphemer-1.4.0.tgz",
+      "integrity": "sha512-EtKwoO6kxCL9WO5xipiHTZlSzBm7WLT627TqC/uVRd0HKmq8NXyebnNYxDoBi7wt8eTWrUrKXCOVaFq9x1kgag==",
+      "dev": true,
+      "license": "MIT"
+    },
+    "node_modules/has-flag": {
+      "version": "4.0.0",
+      "resolved": "https://registry.npmjs.org/has-flag/-/has-flag-4.0.0.tgz",
+      "integrity": "sha512-EykJT/Q1KjTWctppgIAgfSO0tKVuZUjhgMr17kqTumMl6Afv3EISleU7qZUzoXDFTAHTDC4NOoG/ZxU3EvlMPQ==",
+      "dev": true,
+      "license": "MIT",
+      "engines": {
+        "node": ">=8"
+      }
+    },
+    "node_modules/hasown": {
+      "version": "2.0.4",
+      "resolved": "https://registry.npmjs.org/hasown/-/hasown-2.0.4.tgz",
+      "integrity": "sha512-T2UbfbBEF32wiepXIsMlTW9+dDYC6wMh/t/vYA4tuOMKqWz/n3vr1NFSxQiyP+zk2mXsoMA/i/7qV6LKut1t1A==",
+      "dev": true,
+      "license": "MIT",
+      "dependencies": {
+        "function-bind": "^1.1.2"
+      },
+      "engines": {
+        "node": ">= 0.4"
+      }
+    },
+    "node_modules/ignore": {
+      "version": "7.0.10",
+      "resolved": "https://registry.npmjs.org/ignore/-/ignore-7.0.10.tgz",
+      "integrity": "sha512-HpbUakT7xp5miBUywCHf36ZEuAJNklBJDDsGpUIjMzOSmM8ELSfA9Sa/QDPeNeqeoN31u+UTCkL4klCOVvRm4Q==",
+      "dev": true,
+      "license": "MIT",
+      "engines": {
+        "node": ">= 4"
+      }
+    },
+    "node_modules/import-fresh": {
+      "version": "3.3.1",
+      "resolved": "https://registry.npmjs.org/import-fresh/-/import-fresh-3.3.1.tgz",
+      "integrity": "sha512-TR3KfrTZTYLPB6jUjfx6MF9WcWrHL9su5TObK4ZkYgBdWKPOFoSoQIdEuTuR82pmtxH2spWG9h6etwfr1pLBqQ==",
+      "dev": true,
+      "license": "MIT",
+      "dependencies": {
+        "parent-module": "^1.0.0",
+        "resolve-from": "^4.0.0"
+      },
+      "engines": {
+        "node": ">=6"
+      },
+      "funding": {
+        "url": "https://github.com/sponsors/sindresorhus"
+      }
+    },
+    "node_modules/imurmurhash": {
+      "version": "0.1.4",
+      "resolved": "https://registry.npmjs.org/imurmurhash/-/imurmurhash-0.1.4.tgz",
+      "integrity": "sha512-JmXMZ6wuvDmLiHEml9ykzqO6lwFbof0GG4IkcGaENdCRDDmMVnny7s5HsIgHCbaq0w2MyPhDqkhTUgS2LU2PHA==",
+      "dev": true,
+      "license": "MIT",
+      "engines": {
+        "node": ">=0.8.19"
+      }
+    },
+    "node_modules/is-builtin-module": {
+      "version": "3.2.1",
+      "resolved": "https://registry.npmjs.org/is-builtin-module/-/is-builtin-module-3.2.1.tgz",
+      "integrity": "sha512-BSLE3HnV2syZ0FK0iMA/yUGplUeMmNz4AW5fnTunbCIqZi4vG3WjJT9FHMy5D69xmAYBHXQhJdALdpwVxV501A==",
+      "dev": true,
+      "license": "MIT",
+      "dependencies": {
+        "builtin-modules": "^3.3.0"
+      },
+      "engines": {
+        "node": ">=6"
+      },
+      "funding": {
+        "url": "https://github.com/sponsors/sindresorhus"
+      }
+    },
+    "node_modules/is-core-module": {
+      "version": "2.17.0",
+      "resolved": "https://registry.npmjs.org/is-core-module/-/is-core-module-2.17.0.tgz",
+      "integrity": "sha512-J/vG0zBCbIKOQFfufSwyXdMrsohyJIUNkrnmo6WZGzoM7tr/lsbfW5b2BvisL6zsyMzK9UxV9L6c7AoFbyXHOA==",
+      "dev": true,
+      "license": "MIT",
+      "dependencies": {
+        "hasown": "^2.0.4"
+      },
+      "engines": {
+        "node": ">= 0.4"
+      },
+      "funding": {
+        "url": "https://github.com/sponsors/ljharb"
+      }
+    },
+    "node_modules/is-extglob": {
+      "version": "2.1.1",
+      "resolved": "https://registry.npmjs.org/is-extglob/-/is-extglob-2.1.1.tgz",
+      "integrity": "sha512-SbKbANkN603Vi4jEZv49LeVJMn4yGwsbzZworEoyEiutsN3nJYdbO36zfhGJ6QEDpOZIFkDtnq5JRxmvl3jsoQ==",
+      "dev": true,
+      "license": "MIT",
+      "engines": {
+        "node": ">=0.10.0"
+      }
+    },
+    "node_modules/is-glob": {
+      "version": "4.0.3",
+      "resolved": "https://registry.npmjs.org/is-glob/-/is-glob-4.0.3.tgz",
+      "integrity": "sha512-xelSayHH36ZgE7ZWhli7pW34hNbNl8Ojv5KVmkJD4hBdD3th8Tfk9vYasLM+mXWOZhFkgZfxhLSnrwRr4elSSg==",
+      "dev": true,
+      "license": "MIT",
+      "dependencies": {
+        "is-extglob": "^2.1.1"
+      },
+      "engines": {
+        "node": ">=0.10.0"
+      }
+    },
+    "node_modules/is-module": {
+      "version": "1.0.0",
+      "resolved": "https://registry.npmjs.org/is-module/-/is-module-1.0.0.tgz",
+      "integrity": "sha512-51ypPSPCoTEIN9dy5Oy+h4pShgJmPCygKfyRCISBI+JoWT/2oJvK8QPxmwv7b/p239jXrm9M1mlQbyKJ5A152g==",
+      "dev": true,
+      "license": "MIT"
+    },
+    "node_modules/is-number": {
+      "version": "7.0.0",
+      "resolved": "https://registry.npmjs.org/is-number/-/is-number-7.0.0.tgz",
+      "integrity": "sha512-41Cifkg6e8TylSpdtTpeLVMqvSBEVzTttHvERD741+pnZ8ANv0004MRL43QKPDlK9cGvNp6NZWZUBlbGXYxxng==",
+      "dev": true,
+      "license": "MIT",
+      "engines": {
+        "node": ">=0.12.0"
+      }
+    },
+    "node_modules/isexe": {
+      "version": "2.0.0",
+      "resolved": "https://registry.npmjs.org/isexe/-/isexe-2.0.0.tgz",
+      "integrity": "sha512-RHxMLp9lnKHGHRng9QFhRCMbYAcVpn69smSGcq3f36xjgVVWThj4qqLbTLlq7Ssj8B+fIQ1EuCEGI2lKsyQeIw==",
+      "dev": true,
+      "license": "ISC"
+    },
+    "node_modules/js-yaml": {
+      "version": "4.3.2",
+      "resolved": "https://registry.npmjs.org/js-yaml/-/js-yaml-4.3.2.tgz",
+      "integrity": "sha512-SFNOvSJ+Dgf/9An904Yx+CgSlIPCkIpao4qo51lpee25TIRejdH3rhR4EZMGoNx3/TP3O+wzWuiTFl4sqbltzA==",
+      "dev": true,
+      "funding": [
+        {
+          "type": "github",
+          "url": "https://github.com/sponsors/puzrin"
+        },
+        {
+          "type": "github",
+          "url": "https://github.com/sponsors/nodeca"
+        }
+      ],
+      "license": "MIT",
+      "dependencies": {
+        "argparse": "^2.0.1"
+      },
+      "bin": {
+        "js-yaml": "bin/js-yaml.js"
+      }
+    },
+    "node_modules/json-buffer": {
+      "version": "3.0.1",
+      "resolved": "https://registry.npmjs.org/json-buffer/-/json-buffer-3.0.1.tgz",
+      "integrity": "sha512-4bV5BfR2mqfQTJm+V5tPPdf+ZpuhiIvTuAB5g8kcrXOZpTT/QwwVRWBywX1ozr6lEuPdbHxwaJlm9G6mI2sfSQ==",
+      "dev": true,
+      "license": "MIT"
+    },
+    "node_modules/json-schema-traverse": {
+      "version": "0.4.1",
+      "resolved": "https://registry.npmjs.org/json-schema-traverse/-/json-schema-traverse-0.4.1.tgz",
+      "integrity": "sha512-xbbCH5dCYU5T8LcEhhuh7HJ88HXuW3qsI3Y0zOZFKfZEHcpWiHU/Jxzk629Brsab/mMiHQti9wMP+845RPe3Vg==",
+      "dev": true,
+      "license": "MIT"
+    },
+    "node_modules/json-stable-stringify-without-jsonify": {
+      "version": "1.0.1",
+      "resolved": "https://registry.npmjs.org/json-stable-stringify-without-jsonify/-/json-stable-stringify-without-jsonify-1.0.1.tgz",
+      "integrity": "sha512-Bdboy+l7tA3OGW6FjyFHWkP5LuByj1Tk33Ljyq0axyzdk9//JSi2u3fP1QSmd1KNwq6VOKYGlAu87CisVir6Pw==",
+      "dev": true,
+      "license": "MIT"
+    },
+    "node_modules/keyv": {
+      "version": "4.5.4",
+      "resolved": "https://registry.npmjs.org/keyv/-/keyv-4.5.4.tgz",
+      "integrity": "sha512-oxVHkHR/EJf2CNXnWxRLW6mg7JyCCUcG0DtEGmL2ctUo1PNTin1PUil+r/+4r5MpVgC/fn1kjsx7mjSujKqIpw==",
+      "dev": true,
+      "license": "MIT",
+      "dependencies": {
+        "json-buffer": "3.0.1"
+      }
+    },
+    "node_modules/levn": {
+      "version": "0.4.1",
+      "resolved": "https://registry.npmjs.org/levn/-/levn-0.4.1.tgz",
+      "integrity": "sha512-+bT2uH4E5LGE7h/n3evcS/sQlJXCpIp6ym8OWJ5eV6+67Dsql/LaaT7qJBAt2rzfoa/5QBGBhxDix1dMt2kQKQ==",
+      "dev": true,
+      "license": "MIT",
+      "dependencies": {
+        "prelude-ls": "^1.2.1",
+        "type-check": "~0.4.0"
+      },
+      "engines": {
+        "node": ">= 0.8.0"
+      }
+    },
+    "node_modules/locate-path": {
+      "version": "6.0.0",
+      "resolved": "https://registry.npmjs.org/locate-path/-/locate-path-6.0.0.tgz",
+      "integrity": "sha512-iPZK6eYjbxRu3uB4/WZ3EsEIMJFMqAoopl3R+zuq0UjcAm/MO6KCweDgPfP3elTztoKP3KtnVHxTn2NHBSDVUw==",
+      "dev": true,
+      "license": "MIT",
+      "dependencies": {
+        "p-locate": "^5.0.0"
+      },
+      "engines": {
+        "node": ">=10"
+      },
+      "funding": {
+        "url": "https://github.com/sponsors/sindresorhus"
+      }
+    },
+    "node_modules/lodash.merge": {
+      "version": "4.6.2",
+      "resolved": "https://registry.npmjs.org/lodash.merge/-/lodash.merge-4.6.2.tgz",
+      "integrity": "sha512-0KpjqXRVvrYyCsX1swR/XTK0va6VQkQM6MNo7PqW77ByjAhoARA8EfrP1N4+KlKj8YS0ZUCtRT/YUuhyYDujIQ==",
+      "dev": true,
+      "license": "MIT"
+    },
+    "node_modules/merge2": {
+      "version": "1.4.1",
+      "resolved": "https://registry.npmjs.org/merge2/-/merge2-1.4.1.tgz",
+      "integrity": "sha512-8q7VEgMJW4J8tcfVPy8g09NcQwZdbwFEqhe/WZkoIzjn/3TGDwtOCYtXGxA3O8tPzpczCCDgv+P2P5y00ZJOOg==",
+      "dev": true,
+      "license": "MIT",
+      "engines": {
+        "node": ">= 8"
+      }
+    },
+    "node_modules/meshoptimizer": {
+      "version": "0.18.1",
+      "resolved": "https://registry.npmjs.org/meshoptimizer/-/meshoptimizer-0.18.1.tgz",
+      "integrity": "sha512-ZhoIoL7TNV4s5B6+rx5mC//fw8/POGyNxS/DZyCJeiZ12ScLfVwRE/GfsxwiTkMYYD5DmK2/JXnEVXqL4rF+Sw==",
+      "dev": true,
+      "license": "MIT"
+    },
+    "node_modules/micromatch": {
+      "version": "4.0.8",
+      "resolved": "https://registry.npmjs.org/micromatch/-/micromatch-4.0.8.tgz",
+      "integrity": "sha512-PXwfBhYu0hBCPw8Dn0E+WDYb7af3dSLVWKi3HGv84IdF4TyFoC0ysxFd0Goxw7nSv4T/PzEJQxsYsEiFCKo2BA==",
+      "dev": true,
+      "license": "MIT",
+      "dependencies": {
+        "braces": "^3.0.3",
+        "picomatch": "^2.3.1"
+      },
+      "engines": {
+        "node": ">=8.6"
+      }
+    },
+    "node_modules/micromatch/node_modules/picomatch": {
+      "version": "2.3.2",
+      "resolved": "https://registry.npmjs.org/picomatch/-/picomatch-2.3.2.tgz",
+      "integrity": "sha512-V7+vQEJ06Z+c5tSye8S+nHUfI51xoXIXjHQ99cQtKUkQqqO1kO/KCJUfZXuB47h/YBlDhah2H3hdUGXn8ie0oA==",
+      "dev": true,
+      "license": "MIT",
+      "engines": {
+        "node": ">=8.6"
+      },
+      "funding": {
+        "url": "https://github.com/sponsors/jonschlinkert"
+      }
+    },
+    "node_modules/minimatch": {
+      "version": "9.0.9",
+      "resolved": "https://registry.npmjs.org/minimatch/-/minimatch-9.0.9.tgz",
+      "integrity": "sha512-OBwBN9AL4dqmETlpS2zasx+vTeWclWzkblfZk7KTA5j3jeOONz/tRCnZomUyvNg83wL5Zv9Ss6HMJXAgL8R2Yg==",
+      "dev": true,
+      "license": "ISC",
+      "dependencies": {
+        "brace-expansion": "^2.0.2"
+      },
+      "engines": {
+        "node": ">=16 || 14 >=14.17"
+      },
+      "funding": {
+        "url": "https://github.com/sponsors/isaacs"
+      }
+    },
+    "node_modules/ms": {
+      "version": "2.1.3",
+      "resolved": "https://registry.npmjs.org/ms/-/ms-2.1.3.tgz",
+      "integrity": "sha512-6FlzubTLZG3J2a/NVCAleEhjzq5oxgHyaCU9yYXvcLsvoVaHJq/s5xXI6/XXP6tz7R9xAOtHnSO/tXtF3WRTlA==",
+      "dev": true,
+      "license": "MIT"
+    },
+    "node_modules/nanoid": {
+      "version": "3.3.19",
+      "resolved": "https://registry.npmjs.org/nanoid/-/nanoid-3.3.19.tgz",
+      "integrity": "sha512-Y2tUNy4ouw6tq5oDSKeQYGOyhkUBhNOcGV/02KC+6kd9eDGqdZd++mjMiIDilrBYvjEnCYvVtsuHCuP+okSfug==",
+      "dev": true,
+      "funding": [
+        {
+          "type": "github",
+          "url": "https://github.com/sponsors/ai"
+        }
+      ],
+      "license": "MIT",
+      "bin": {
+        "nanoid": "bin/nanoid.cjs"
+      },
+      "engines": {
+        "node": "^10 || ^12 || ^13.7 || ^14 || >=15.0.1"
+      }
+    },
+    "node_modules/natural-compare": {
+      "version": "1.4.0",
+      "resolved": "https://registry.npmjs.org/natural-compare/-/natural-compare-1.4.0.tgz",
+      "integrity": "sha512-OWND8ei3VtNC9h7V60qff3SVobHr996CTwgxubgyQYEpg290h9J0buyECNNJexkFm5sOajh5G116RYA1c8ZMSw==",
+      "dev": true,
+      "license": "MIT"
+    },
+    "node_modules/optionator": {
+      "version": "0.9.4",
+      "resolved": "https://registry.npmjs.org/optionator/-/optionator-0.9.4.tgz",
+      "integrity": "sha512-6IpQ7mKUxRcZNLIObR0hz7lxsapSSIYNZJwXPGeF0mTVqGKFIXj1DQcMoT22S3ROcLyY/rz0PWaWZ9ayWmad9g==",
+      "dev": true,
+      "license": "MIT",
+      "dependencies": {
+        "deep-is": "^0.1.3",
+        "fast-levenshtein": "^2.0.6",
+        "levn": "^0.4.1",
+        "prelude-ls": "^1.2.1",
+        "type-check": "^0.4.0",
+        "word-wrap": "^1.2.5"
+      },
+      "engines": {
+        "node": ">= 0.8.0"
+      }
+    },
+    "node_modules/p-limit": {
+      "version": "3.1.0",
+      "resolved": "https://registry.npmjs.org/p-limit/-/p-limit-3.1.0.tgz",
+      "integrity": "sha512-TYOanM3wGwNGsZN2cVTYPArw454xnXj5qmWF1bEoAc4+cU/ol7GVh7odevjp1FNHduHc3KZMcFduxU5Xc6uJRQ==",
+      "dev": true,
+      "license": "MIT",
+      "dependencies": {
+        "yocto-queue": "^0.1.0"
+      },
+      "engines": {
+        "node": ">=10"
+      },
+      "funding": {
+        "url": "https://github.com/sponsors/sindresorhus"
+      }
+    },
+    "node_modules/p-locate": {
+      "version": "5.0.0",
+      "resolved": "https://registry.npmjs.org/p-locate/-/p-locate-5.0.0.tgz",
+      "integrity": "sha512-LaNjtRWUBY++zB5nE/NwcaoMylSPk+S+ZHNB1TzdbMJMny6dynpAGt7X/tl/QYq3TIeE6nxHppbo2LGymrG5Pw==",
+      "dev": true,
+      "license": "MIT",
+      "dependencies": {
+        "p-limit": "^3.0.2"
+      },
+      "engines": {
+        "node": ">=10"
+      },
+      "funding": {
+        "url": "https://github.com/sponsors/sindresorhus"
+      }
+    },
+    "node_modules/parent-module": {
+      "version": "1.0.1",
+      "resolved": "https://registry.npmjs.org/parent-module/-/parent-module-1.0.1.tgz",
+      "integrity": "sha512-GQ2EWRpQV8/o+Aw8YqtfZZPfNRWZYkbidE9k5rpl/hC3vtHHBfGm2Ifi6qWV+coDGkrUKZAxE3Lot5kcsRlh+g==",
+      "dev": true,
+      "license": "MIT",
+      "dependencies": {
+        "callsites": "^3.0.0"
+      },
+      "engines": {
+        "node": ">=6"
+      }
+    },
+    "node_modules/path-exists": {
+      "version": "4.0.0",
+      "resolved": "https://registry.npmjs.org/path-exists/-/path-exists-4.0.0.tgz",
+      "integrity": "sha512-ak9Qy5Q7jYb2Wwcey5Fpvg2KoAc/ZIhLSLOSBmRmygPsGwkVVt0fZa0qrtMz+m6tJTAHfZQ8FnmB4MG4LWy7/w==",
+      "dev": true,
+      "license": "MIT",
+      "engines": {
+        "node": ">=8"
+      }
+    },
+    "node_modules/path-key": {
+      "version": "3.1.1",
+      "resolved": "https://registry.npmjs.org/path-key/-/path-key-3.1.1.tgz",
+      "integrity": "sha512-ojmeN0qd+y0jszEtoY48r0Peq5dwMEkIlCOu6Q5f41lfkswXuKtYrhgoTpLnyIcHm24Uhqx+5Tqm2InSwLhE6Q==",
+      "dev": true,
+      "license": "MIT",
+      "engines": {
+        "node": ">=8"
+      }
+    },
+    "node_modules/path-parse": {
+      "version": "1.0.7",
+      "resolved": "https://registry.npmjs.org/path-parse/-/path-parse-1.0.7.tgz",
+      "integrity": "sha512-LDJzPVEEEPR+y48z93A0Ed0yXb8pAByGWo/k5YYdYgpY2/2EsOsksJrq7lOHxryrVOn1ejG6oAp8ahvOIQD8sw==",
+      "dev": true,
+      "license": "MIT"
+    },
+    "node_modules/picocolors": {
+      "version": "1.1.1",
+      "resolved": "https://registry.npmjs.org/picocolors/-/picocolors-1.1.1.tgz",
+      "integrity": "sha512-xceH2snhtb5M9liqDsmEw56le376mTZkEX/jEb/RxNFyegNul7eNslCXP9FDj/Lcu0X8KEyMceP2ntpaHrDEVA==",
+      "dev": true,
+      "license": "ISC"
+    },
+    "node_modules/picomatch": {
+      "version": "4.0.7",
+      "resolved": "https://registry.npmjs.org/picomatch/-/picomatch-4.0.7.tgz",
+      "integrity": "sha512-qcJu88Q2IWqJsDD529JKMdwGm/dvInW4HvQnRwiH9JtihJvzGOscDtHE3x1pBKeUOTysQ8kVmLnJ2kJu7yhcGA==",
+      "dev": true,
+      "license": "MIT",
+      "engines": {
+        "node": ">=12"
+      },
+      "funding": {
+        "url": "https://github.com/sponsors/jonschlinkert"
+      }
+    },
+    "node_modules/playwright": {
+      "version": "1.59.1",
+      "resolved": "https://registry.npmjs.org/playwright/-/playwright-1.59.1.tgz",
+      "integrity": "sha512-C8oWjPR3F81yljW9o5OxcWzfh6avkVwDD2VYdwIGqTkl+OGFISgypqzfu7dOe4QNLL2aqcWBmI3PMtLIK233lw==",
+      "dev": true,
+      "license": "Apache-2.0",
+      "dependencies": {
+        "playwright-core": "1.59.1"
+      },
+      "bin": {
+        "playwright": "cli.js"
+      },
+      "engines": {
+        "node": ">=18"
+      },
+      "optionalDependencies": {
+        "fsevents": "2.3.2"
+      }
+    },
+    "node_modules/playwright-core": {
+      "version": "1.59.1",
+      "resolved": "https://registry.npmjs.org/playwright-core/-/playwright-core-1.59.1.tgz",
+      "integrity": "sha512-HBV/RJg81z5BiiZ9yPzIiClYV/QMsDCKUyogwH9p3MCP6IYjUFu/MActgYAvK0oWyV9NlwM3GLBjADyWgydVyg==",
+      "dev": true,
+      "license": "Apache-2.0",
+      "bin": {
+        "playwright-core": "cli.js"
+      },
+      "engines": {
+        "node": ">=18"
+      }
+    },
+    "node_modules/playwright/node_modules/fsevents": {
+      "version": "2.3.2",
+      "resolved": "https://registry.npmjs.org/fsevents/-/fsevents-2.3.2.tgz",
+      "integrity": "sha512-xiqMQR4xAeHTuB9uWm+fFRcIOgKBMiOBP+eXiyT7jsgVCq1bkVygt00oASowB7EdtpOHaaPgKt812P9ab+DDKA==",
+      "dev": true,
+      "hasInstallScript": true,
+      "license": "MIT",
+      "optional": true,
+      "os": [
+        "darwin"
+      ],
+      "engines": {
+        "node": "^8.16.0 || ^10.6.0 || >=11.0.0"
+      }
+    },
+    "node_modules/postcss": {
+      "version": "8.5.28",
+      "resolved": "https://registry.npmjs.org/postcss/-/postcss-8.5.28.tgz",
+      "integrity": "sha512-RRuzqDtt5Y9h3quz5hWhK+TPnsmVs6WwSU6LkJMeY4HstUEDuYTG8UJSdawMRzmzAtV+KEoG8N3Qg2qLy5vM/A==",
+      "dev": true,
+      "funding": [
+        {
+          "type": "opencollective",
+          "url": "https://opencollective.com/postcss/"
+        },
+        {
+          "type": "tidelift",
+          "url": "https://tidelift.com/funding/github/npm/postcss"
+        },
+        {
+          "type": "github",
+          "url": "https://github.com/sponsors/ai"
+        }
+      ],
+      "license": "MIT",
+      "dependencies": {
+        "nanoid": "^3.3.18",
+        "picocolors": "^1.1.1",
+        "source-map-js": "^1.2.1"
+      },
+      "engines": {
+        "node": "^10 || ^12 || >=14"
+      }
+    },
+    "node_modules/prelude-ls": {
+      "version": "1.2.1",
+      "resolved": "https://registry.npmjs.org/prelude-ls/-/prelude-ls-1.2.1.tgz",
+      "integrity": "sha512-vkcDPrRZo1QZLbn5RLGPpg/WmIQ65qoWWhcGKf/b5eplkkarX0m9z8ppCat4mlOqUsWpyNuYgO3VRyrYHSzX5g==",
+      "dev": true,
+      "license": "MIT",
+      "engines": {
+        "node": ">= 0.8.0"
+      }
+    },
+    "node_modules/punycode": {
+      "version": "2.3.1",
+      "resolved": "https://registry.npmjs.org/punycode/-/punycode-2.3.1.tgz",
+      "integrity": "sha512-vYt7UD1U9Wg6138shLtLOvdAu+8DsC/ilFtEVHcH+wydcSpNE20AfSOduf6MkRFahL5FY7X1oU7nKVZFtfq8Fg==",
+      "dev": true,
+      "license": "MIT",
+      "engines": {
+        "node": ">=6"
+      }
+    },
+    "node_modules/queue-microtask": {
+      "version": "1.2.3",
+      "resolved": "https://registry.npmjs.org/queue-microtask/-/queue-microtask-1.2.3.tgz",
+      "integrity": "sha512-NuaNSa6flKT5JaSYQzJok04JzTL1CA6aGhv5rfLW3PgqA+M2ChpZQnAC8h8i4ZFkBS8X5RqkDBHA7r4hej3K9A==",
+      "dev": true,
+      "funding": [
+        {
+          "type": "github",
+          "url": "https://github.com/sponsors/feross"
+        },
+        {
+          "type": "patreon",
+          "url": "https://www.patreon.com/feross"
+        },
+        {
+          "type": "consulting",
+          "url": "https://feross.org/support"
+        }
+      ],
+      "license": "MIT"
+    },
+    "node_modules/resolve": {
+      "version": "1.22.12",
+      "resolved": "https://registry.npmjs.org/resolve/-/resolve-1.22.12.tgz",
+      "integrity": "sha512-TyeJ1zif53BPfHootBGwPRYT1RUt6oGWsaQr8UyZW/eAm9bKoijtvruSDEmZHm92CwS9nj7/fWttqPCgzep8CA==",
+      "dev": true,
+      "license": "MIT",
+      "dependencies": {
+        "es-errors": "^1.3.0",
+        "is-core-module": "^2.16.1",
+        "path-parse": "^1.0.7",
+        "supports-preserve-symlinks-flag": "^1.0.0"
+      },
+      "bin": {
+        "resolve": "bin/resolve"
+      },
+      "engines": {
+        "node": ">= 0.4"
+      },
+      "funding": {
+        "url": "https://github.com/sponsors/ljharb"
+      }
+    },
+    "node_modules/resolve-from": {
+      "version": "4.0.0",
+      "resolved": "https://registry.npmjs.org/resolve-from/-/resolve-from-4.0.0.tgz",
+      "integrity": "sha512-pb/MYmXstAkysRFx8piNI1tGFNQIFA3vkE3Gq4EuA1dF6gHp/+vgZqsCGJapvy8N3Q+4o7FwvquPJcnZ7RYy4g==",
+      "dev": true,
+      "license": "MIT",
+      "engines": {
+        "node": ">=4"
+      }
+    },
+    "node_modules/reusify": {
+      "version": "1.1.0",
+      "resolved": "https://registry.npmjs.org/reusify/-/reusify-1.1.0.tgz",
+      "integrity": "sha512-g6QUff04oZpHs0eG5p83rFLhHeV00ug/Yf9nZM6fLeUrPguBTkTQOdpAWWspMh55TZfVQDPaN3NQJfbVRAxdIw==",
+      "dev": true,
+      "license": "MIT",
+      "engines": {
+        "iojs": ">=1.0.0",
+        "node": ">=0.10.0"
+      }
+    },
+    "node_modules/rollup": {
+      "version": "4.36.0",
+      "resolved": "https://registry.npmjs.org/rollup/-/rollup-4.36.0.tgz",
+      "integrity": "sha512-zwATAXNQxUcd40zgtQG0ZafcRK4g004WtEl7kbuhTWPvf07PsfohXl39jVUvPF7jvNAIkKPQ2XrsDlWuxBd++Q==",
+      "dev": true,
+      "license": "MIT",
+      "dependencies": {
+        "@types/estree": "1.0.6"
+      },
+      "bin": {
+        "rollup": "dist/bin/rollup"
+      },
+      "engines": {
+        "node": ">=18.0.0",
+        "npm": ">=8.0.0"
+      },
+      "optionalDependencies": {
+        "@rollup/rollup-android-arm-eabi": "4.36.0",
+        "@rollup/rollup-android-arm64": "4.36.0",
+        "@rollup/rollup-darwin-arm64": "4.36.0",
+        "@rollup/rollup-darwin-x64": "4.36.0",
+        "@rollup/rollup-freebsd-arm64": "4.36.0",
+        "@rollup/rollup-freebsd-x64": "4.36.0",
+        "@rollup/rollup-linux-arm-gnueabihf": "4.36.0",
+        "@rollup/rollup-linux-arm-musleabihf": "4.36.0",
+        "@rollup/rollup-linux-arm64-gnu": "4.36.0",
+        "@rollup/rollup-linux-arm64-musl": "4.36.0",
+        "@rollup/rollup-linux-loongarch64-gnu": "4.36.0",
+        "@rollup/rollup-linux-powerpc64le-gnu": "4.36.0",
+        "@rollup/rollup-linux-riscv64-gnu": "4.36.0",
+        "@rollup/rollup-linux-s390x-gnu": "4.36.0",
+        "@rollup/rollup-linux-x64-gnu": "4.36.0",
+        "@rollup/rollup-linux-x64-musl": "4.36.0",
+        "@rollup/rollup-win32-arm64-msvc": "4.36.0",
+        "@rollup/rollup-win32-ia32-msvc": "4.36.0",
+        "@rollup/rollup-win32-x64-msvc": "4.36.0",
+        "fsevents": "~2.3.2"
+      }
+    },
+    "node_modules/rollup/node_modules/@types/estree": {
+      "version": "1.0.6",
+      "resolved": "https://registry.npmjs.org/@types/estree/-/estree-1.0.6.tgz",
+      "integrity": "sha512-AYnb1nQyY49te+VRAVgmzfcgjYS91mY5P0TKUDCLEM+gNnA+3T6rWITXRLYCpahpqSQbN5cE+gHpnPyXjHWxcw==",
+      "dev": true,
+      "license": "MIT"
+    },
+    "node_modules/run-parallel": {
+      "version": "1.2.0",
+      "resolved": "https://registry.npmjs.org/run-parallel/-/run-parallel-1.2.0.tgz",
+      "integrity": "sha512-5l4VyZR86LZ/lDxZTR6jqL8AFE2S0IFLMP26AbjsLVADxHdhB/c0GUsH+y39UfCi3dzz8OlQuPmnaJOMoDHQBA==",
+      "dev": true,
+      "funding": [
+        {
+          "type": "github",
+          "url": "https://github.com/sponsors/feross"
+        },
+        {
+          "type": "patreon",
+          "url": "https://www.patreon.com/feross"
+        },
+        {
+          "type": "consulting",
+          "url": "https://feross.org/support"
+        }
+      ],
+      "license": "MIT",
+      "dependencies": {
+        "queue-microtask": "^1.2.2"
+      }
+    },
+    "node_modules/semver": {
+      "version": "7.8.5",
+      "resolved": "https://registry.npmjs.org/semver/-/semver-7.8.5.tgz",
+      "integrity": "sha512-Y7/KDsb8LjooZpwaqGyulO6DQlksgCncchHGk+sZIY4SBvUocMBEFH5Ur1fI4dV+Jvl0w6cjvucaIi40puRioA==",
+      "dev": true,
+      "license": "ISC",
+      "bin": {
+        "semver": "bin/semver.js"
+      },
+      "engines": {
+        "node": ">=10"
+      }
+    },
+    "node_modules/shebang-command": {
+      "version": "2.0.0",
+      "resolved": "https://registry.npmjs.org/shebang-command/-/shebang-command-2.0.0.tgz",
+      "integrity": "sha512-kHxr2zZpYtdmrN1qDjrrX/Z1rR1kG8Dx+gkpK1G4eXmvXswmcE1hTWBWYUzlraYw1/yZp6YuDY77YtvbN0dmDA==",
+      "dev": true,
+      "license": "MIT",
+      "dependencies": {
+        "shebang-regex": "^3.0.0"
+      },
+      "engines": {
+        "node": ">=8"
+      }
+    },
+    "node_modules/shebang-regex": {
+      "version": "3.0.0",
+      "resolved": "https://registry.npmjs.org/shebang-regex/-/shebang-regex-3.0.0.tgz",
+      "integrity": "sha512-7++dFhtcx3353uBaq8DDR4NuxBetBzC7ZQOhmTQInHEd6bSrXdiEyzCvG07Z44UYdLShWUyXt5M/yhz8ekcb1A==",
+      "dev": true,
+      "license": "MIT",
+      "engines": {
+        "node": ">=8"
+      }
+    },
+    "node_modules/source-map-js": {
+      "version": "1.2.1",
+      "resolved": "https://registry.npmjs.org/source-map-js/-/source-map-js-1.2.1.tgz",
+      "integrity": "sha512-UXWMKhLOwVKb728IUtQPXxfYU+usdybtUrK/8uGE8CQMvrhOpwvzDBwj0QhSL7MQc7vIsISBG8VQ8+IDQxpfQA==",
+      "dev": true,
+      "license": "BSD-3-Clause",
+      "engines": {
+        "node": ">=0.10.0"
+      }
+    },
+    "node_modules/strip-json-comments": {
+      "version": "3.1.1",
+      "resolved": "https://registry.npmjs.org/strip-json-comments/-/strip-json-comments-3.1.1.tgz",
+      "integrity": "sha512-6fPc+R4ihwqP6N/aIv2f1gMH8lOVtWQHoqC4yK6oSDVVocumAsfCqjkXnqiYMhmMwS/mEHLp7Vehlt3ql6lEig==",
+      "dev": true,
+      "license": "MIT",
+      "engines": {
+        "node": ">=8"
+      },
+      "funding": {
+        "url": "https://github.com/sponsors/sindresorhus"
+      }
+    },
+    "node_modules/supports-color": {
+      "version": "7.2.0",
+      "resolved": "https://registry.npmjs.org/supports-color/-/supports-color-7.2.0.tgz",
+      "integrity": "sha512-qpCAvRl9stuOHveKsn7HncJRvv501qIacKzQlO/+Lwxc9+0q2wLyv4Dfvt80/DPn2pqOBsJdDiogXGR9+OvwRw==",
+      "dev": true,
+      "license": "MIT",
+      "dependencies": {
+        "has-flag": "^4.0.0"
+      },
+      "engines": {
+        "node": ">=8"
+      }
+    },
+    "node_modules/supports-preserve-symlinks-flag": {
+      "version": "1.0.0",
+      "resolved": "https://registry.npmjs.org/supports-preserve-symlinks-flag/-/supports-preserve-symlinks-flag-1.0.0.tgz",
+      "integrity": "sha512-ot0WnXS9fgdkgIcePe6RHNk1WA8+muPa6cSjeR3V8K27q9BB1rTE3R1p7Hv0z1ZyAc8s6Vvv8DIyWf681MAt0w==",
+      "dev": true,
+      "license": "MIT",
+      "engines": {
+        "node": ">= 0.4"
+      },
+      "funding": {
+        "url": "https://github.com/sponsors/ljharb"
+      }
+    },
+    "node_modules/three": {
+      "version": "0.168.0",
+      "resolved": "https://registry.npmjs.org/three/-/three-0.168.0.tgz",
+      "integrity": "sha512-6m6jXtDwMJEK/GGMbAOTSAmxNdzKvvBzgd7q8bE/7Tr6m7PaBh5kKLrN7faWtlglXbzj7sVba48Idwx+NRsZXw==",
+      "dev": true,
+      "license": "MIT"
+    },
+    "node_modules/three-184": {
+      "name": "three",
+      "version": "0.184.0",
+      "resolved": "https://registry.npmjs.org/three/-/three-0.184.0.tgz",
+      "integrity": "sha512-wtTRjG92pM5eUg/KuUnHsqSAlPM296brTOcLgMRqEeylYTh/CdtvKUvCyyCQTzFuStieWxvZb8mVTMvdPyUpxg==",
+      "dev": true,
+      "license": "MIT"
+    },
+    "node_modules/to-regex-range": {
+      "version": "5.0.1",
+      "resolved": "https://registry.npmjs.org/to-regex-range/-/to-regex-range-5.0.1.tgz",
+      "integrity": "sha512-65P7iz6X5yEr1cwcgvQxbbIw7Uk3gOy5dIdtZ4rDveLqhrdJP+Li/Hx6tyK0NEb+2GCyneCMJiGqrADCSNk8sQ==",
+      "dev": true,
+      "license": "MIT",
+      "dependencies": {
+        "is-number": "^7.0.0"
+      },
+      "engines": {
+        "node": ">=8.0"
+      }
+    },
+    "node_modules/ts-api-utils": {
+      "version": "2.5.0",
+      "resolved": "https://registry.npmjs.org/ts-api-utils/-/ts-api-utils-2.5.0.tgz",
+      "integrity": "sha512-OJ/ibxhPlqrMM0UiNHJ/0CKQkoKF243/AEmplt3qpRgkW8VG7IfOS41h7V8TjITqdByHzrjcS/2si+y4lIh8NA==",
+      "dev": true,
+      "license": "MIT",
+      "engines": {
+        "node": ">=18.12"
+      },
+      "peerDependencies": {
+        "typescript": ">=4.8.4"
+      }
+    },
+    "node_modules/tslib": {
+      "version": "2.7.0",
+      "resolved": "https://registry.npmjs.org/tslib/-/tslib-2.7.0.tgz",
+      "integrity": "sha512-gLXCKdN1/j47AiHiOkJN69hJmcbGTHI0ImLmbYLHykhgeN0jVGola9yVjFgzCUklsZQMW55o+dW7IXv3RCXDzA==",
+      "dev": true,
+      "license": "0BSD"
+    },
+    "node_modules/type-check": {
+      "version": "0.4.0",
+      "resolved": "https://registry.npmjs.org/type-check/-/type-check-0.4.0.tgz",
+      "integrity": "sha512-XleUoc9uwGXqjWwXaUTZAmzMcFZ5858QA2vvx1Ur5xIcixXIP+8LnFDgRplU30us6teqdlskFfu+ae4K79Ooew==",
+      "dev": true,
+      "license": "MIT",
+      "dependencies": {
+        "prelude-ls": "^1.2.1"
+      },
+      "engines": {
+        "node": ">= 0.8.0"
+      }
+    },
+    "node_modules/typescript": {
+      "version": "5.6.2",
+      "resolved": "https://registry.npmjs.org/typescript/-/typescript-5.6.2.tgz",
+      "integrity": "sha512-NW8ByodCSNCwZeghjN3o+JX5OFH0Ojg6sadjEKY4huZ52TqbJTJnDo5+Tw98lSy63NZvi4n+ez5m2u5d4PkZyw==",
+      "dev": true,
+      "license": "Apache-2.0",
+      "bin": {
+        "tsc": "bin/tsc",
+        "tsserver": "bin/tsserver"
+      },
+      "engines": {
+        "node": ">=14.17"
+      }
+    },
+    "node_modules/uri-js": {
+      "version": "4.4.1",
+      "resolved": "https://registry.npmjs.org/uri-js/-/uri-js-4.4.1.tgz",
+      "integrity": "sha512-7rKUyy33Q1yc98pQ1DAmLtwX109F7TIfWlW1Ydo8Wl1ii1SeHieeh0HHfPeL2fMXK6z0s8ecKs9frCuLJvndBg==",
+      "dev": true,
+      "license": "BSD-2-Clause",
+      "dependencies": {
+        "punycode": "^2.1.0"
+      }
+    },
+    "node_modules/vite": {
+      "version": "6.2.2",
+      "resolved": "https://registry.npmjs.org/vite/-/vite-6.2.2.tgz",
+      "integrity": "sha512-yW7PeMM+LkDzc7CgJuRLMW2Jz0FxMOsVJ8Lv3gpgW9WLcb9cTW+121UEr1hvmfR7w3SegR5ItvYyzVz1vxNJgQ==",
+      "dev": true,
+      "license": "MIT",
+      "dependencies": {
+        "esbuild": "^0.25.0",
+        "postcss": "^8.5.3",
+        "rollup": "^4.30.1"
+      },
+      "bin": {
+        "vite": "bin/vite.js"
+      },
+      "engines": {
+        "node": "^18.0.0 || ^20.0.0 || >=22.0.0"
+      },
+      "funding": {
+        "url": "https://github.com/vitejs/vite?sponsor=1"
+      },
+      "optionalDependencies": {
+        "fsevents": "~2.3.3"
+      },
+      "peerDependencies": {
+        "@types/node": "^18.0.0 || ^20.0.0 || >=22.0.0",
+        "jiti": ">=1.21.0",
+        "less": "*",
+        "lightningcss": "^1.21.0",
+        "sass": "*",
+        "sass-embedded": "*",
+        "stylus": "*",
+        "sugarss": "*",
+        "terser": "^5.16.0",
+        "tsx": "^4.8.1",
+        "yaml": "^2.4.2"
+      },
+      "peerDependenciesMeta": {
+        "@types/node": {
+          "optional": true
+        },
+        "jiti": {
+          "optional": true
+        },
+        "less": {
+          "optional": true
+        },
+        "lightningcss": {
+          "optional": true
+        },
+        "sass": {
+          "optional": true
+        },
+        "sass-embedded": {
+          "optional": true
+        },
+        "stylus": {
+          "optional": true
+        },
+        "sugarss": {
+          "optional": true
+        },
+        "terser": {
+          "optional": true
+        },
+        "tsx": {
+          "optional": true
+        },
+        "yaml": {
+          "optional": true
+        }
+      }
+    },
+    "node_modules/which": {
+      "version": "2.0.2",
+      "resolved": "https://registry.npmjs.org/which/-/which-2.0.2.tgz",
+      "integrity": "sha512-BLI3Tl1TW3Pvl70l3yq3Y64i+awpwXqsGBYWkkqMtnbXgrMD+yj7rhW0kuEDxzJaYXGjEW5ogapKNMEKNMjibA==",
+      "dev": true,
+      "license": "ISC",
+      "dependencies": {
+        "isexe": "^2.0.0"
+      },
+      "bin": {
+        "node-which": "bin/node-which"
+      },
+      "engines": {
+        "node": ">= 8"
+      }
+    },
+    "node_modules/word-wrap": {
+      "version": "1.2.5",
+      "resolved": "https://registry.npmjs.org/word-wrap/-/word-wrap-1.2.5.tgz",
+      "integrity": "sha512-BN22B5eaMMI9UMtjrGd5g5eCYPpCPDUy0FJXbYsaT5zYxjFOckS53SQDE3pWkVoWpHXVb3BrYcEN4Twa55B5cA==",
+      "dev": true,
+      "license": "MIT",
+      "engines": {
+        "node": ">=0.10.0"
+      }
+    },
+    "node_modules/yocto-queue": {
+      "version": "0.1.0",
+      "resolved": "https://registry.npmjs.org/yocto-queue/-/yocto-queue-0.1.0.tgz",
+      "integrity": "sha512-rVksvsnNCdJ/ohGc6xgPwyN8eheCxsiLM8mxuE/t/mOVqJewPuO1miLpTHQiRgTKCLexL4MeAFVagts7HmNZ2Q==",
+      "dev": true,
+      "license": "MIT",
+      "engines": {
+        "node": ">=10"
+      },
+      "funding": {
+        "url": "https://github.com/sponsors/sindresorhus"
+      }
+    }
+  }
+}
diff --git a/main/package.json b/main/package.json
new file mode 100644
index 0000000..867b580
--- /dev/null
+++ b/main/package.json
@@ -0,0 +1,83 @@
+{
+  "name": "opengeometry",
+  "version": "2.5.0",
+  "private": true,
+  "type": "module",
+  "license": "MPL-2.0",
+  "description": "Open-source CAD kernel for the browser: B-rep solids, boolean operations, extrude and sweep, and STEP export, written in Rust, compiled to WebAssembly, with a TypeScript SDK for Three.js.",
+  "keywords": [
+    "cad",
+    "cad-kernel",
+    "brep",
+    "geometry",
+    "geometry-kernel",
+    "solid-modeling",
+    "boolean",
+    "csg",
+    "extrude",
+    "sweep",
+    "step",
+    "step-export",
+    "threejs",
+    "three",
+    "webassembly",
+    "wasm",
+    "rust",
+    "typescript",
+    "browser",
+    "parametric",
+    "3d"
+  ],
+  "homepage": "https://opengeometry.io?utm_source=npm",
+  "repository": {
+    "type": "git",
+    "url": "git+https://github.com/OpenGeometry-io/OpenGeometry.git",
+    "directory": "main"
+  },
+  "bugs": {
+    "url": "https://github.com/OpenGeometry-io/OpenGeometry/issues"
+  },
+  "peerDependencies": {
+    "three": ">=0.168.0 <0.185.0"
+  },
+  "scripts": {
+    "build-core": "cd opengeometry && wasm-pack build --target web --out-dir pkg",
+    "build": "npm run build-core && rollup -c && node scripts/build/prepare-dist.mjs",
+    "lint:check": "eslint .",
+    "lint:fix": "eslint --fix .",
+    "typecheck": "tsc --noEmit -p tsconfig.json && tsc --noEmit -p tsconfig.worker.json && tsc --noEmit -p tsconfig.examples.json && tsc --noEmit -p tsconfig.tests.json && tsc --noEmit -p tsconfig.scripts.json",
+    "test": "cargo test --manifest-path opengeometry/Cargo.toml",
+    "test:wasm": "cd opengeometry && wasm-pack test --node",
+    "test:bindings": "node scripts/test/bindings.test.mjs",
+    "test:node": "node --test 'opengeometry-three/tests/node/*.test.mjs' 'scripts/check/*.test.mjs' 'scripts/bench/*.test.mjs' 'scripts/build/*.test.mjs'",
+    "test:performance": "node --max-old-space-size=512 scripts/bench/performance.mjs --check",
+    "test:browser": "playwright test",
+    "snapshot:kernel": "node scripts/snapshot/kernel-snapshot.mjs",
+    "snapshot:sdk": "node scripts/snapshot/sdk-snapshot.mjs",
+    "check:api": "node scripts/check/api-surface.mjs",
+    "check:duplicates": "node scripts/check/duplicates.mjs",
+    "check:source": "node scripts/check/source-rules.mjs && node scripts/check/lint-exceptions.mjs",
+    "check:cycles": "node scripts/check/import-cycles.mjs",
+    "check": "node scripts/check/verify.mjs",
+    "check:full": "node scripts/check/verify.mjs --full",
+    "dev-example": "vite --config opengeometry-three/examples-vite/vite.config.ts",
+    "build-example": "vite build --config opengeometry-three/examples-vite/vite.config.ts",
+    "dev-test-pages": "vite --config opengeometry-three/tests/browser/vite.config.ts"
+  },
+  "devDependencies": {
+    "@eslint/js": "9.35.0",
+    "@playwright/test": "1.59.1",
+    "@rollup/plugin-node-resolve": "15.2.3",
+    "@rollup/plugin-typescript": "11.1.6",
+    "@types/three": "0.168.0",
+    "@typescript-eslint/eslint-plugin": "8.43.0",
+    "@typescript-eslint/parser": "8.43.0",
+    "eslint": "9.35.0",
+    "rollup": "4.36.0",
+    "three": "0.168.0",
+    "three-184": "npm:three@0.184.0",
+    "tslib": "2.7.0",
+    "typescript": "5.6.2",
+    "vite": "6.2.2"
+  }
+}
diff --git a/main/playwright.config.ts b/main/playwright.config.ts
new file mode 100644
index 0000000..97ea4ae
--- /dev/null
+++ b/main/playwright.config.ts
@@ -0,0 +1,26 @@
+import { defineConfig } from '@playwright/test';
+import { EXAMPLES_URL, PAGES_URL, PORT_BASE } from './opengeometry-three/tests/browser/support/servers';
+
+export default defineConfig({
+  testDir: './opengeometry-three/tests/browser/specs',
+  workers: 1,
+  fullyParallel: false,
+  retries: 0,
+  outputDir: `test-results/${String(PORT_BASE)}`,
+  timeout: 30_000,
+  use: { browserName: 'chromium', headless: true, baseURL: PAGES_URL },
+  webServer: [
+    {
+      command: `npm run dev-example -- --host 127.0.0.1 --port ${new URL(EXAMPLES_URL).port} --strictPort`,
+      url: EXAMPLES_URL,
+      reuseExistingServer: false,
+      timeout: 30_000,
+    },
+    {
+      command: `npm run dev-test-pages -- --host 127.0.0.1 --port ${new URL(PAGES_URL).port} --strictPort`,
+      url: `${PAGES_URL}/smoke.html`,
+      reuseExistingServer: false,
+      timeout: 30_000,
+    },
+  ],
+});
diff --git a/main/rollup.config.js b/main/rollup.config.js
new file mode 100644
index 0000000..927e001
--- /dev/null
+++ b/main/rollup.config.js
@@ -0,0 +1,16 @@
+import { nodeResolve } from '@rollup/plugin-node-resolve';
+import typescript from '@rollup/plugin-typescript';
+
+export default [
+  {
+    input: { index: 'opengeometry-three/index.ts', testing: 'opengeometry-three/src/testing/internals.ts' },
+    external: ['three', /^three\//],
+    output: { dir: 'dist', format: 'esm', sourcemap: true, entryFileNames: '[name].js' },
+    plugins: [nodeResolve(), typescript({ tsconfig: './tsconfig.json' })],
+  },
+  {
+    input: 'opengeometry-three/src/rendering/tessellation-worker.ts',
+    output: { file: 'dist/tessellation-worker.js', format: 'esm', sourcemap: true },
+    plugins: [nodeResolve(), typescript({ tsconfig: './tsconfig.worker.json' })],
+  },
+];
diff --git a/main/rust-toolchain.toml b/main/rust-toolchain.toml
new file mode 100644
index 0000000..e8346a8
--- /dev/null
+++ b/main/rust-toolchain.toml
@@ -0,0 +1,3 @@
+[toolchain]
+channel = "1.88.0"
+targets = ["wasm32-unknown-unknown"]
diff --git a/main/scripts/bench/budgets.mjs b/main/scripts/bench/budgets.mjs
new file mode 100644
index 0000000..4178a9b
--- /dev/null
+++ b/main/scripts/bench/budgets.mjs
@@ -0,0 +1,33 @@
+const MARGIN = 1.25;
+
+export function median(values) {
+  const sorted = [...values].sort((a, b) => a - b);
+  const middle = Math.floor(sorted.length / 2);
+  return sorted.length % 2 === 1 ? sorted[middle] : (sorted[middle - 1] + sorted[middle]) / 2;
+}
+
+function sizeFindings(sizes, baseline) {
+  return Object.entries(sizes).flatMap(([name, value]) => {
+    const budget = baseline[name];
+    if (budget === undefined) return [`missing size baseline for ${name}`];
+    if (value > budget * MARGIN) return [`${name} regressed: ${String(value)} exceeds ${String(budget * MARGIN)}`];
+    return [];
+  });
+}
+
+function timingReport(timings, block, key) {
+  if (block === undefined) return { findings: [], missing: [`missing timing baseline for ${key}`] };
+  const entries = Object.entries(timings);
+  const missing = entries.filter(([name]) => block[name] === undefined)
+    .map(([name]) => `missing timing baseline for ${name} on ${key}`);
+  const findings = entries.filter(([name, value]) => block[name] !== undefined && value > block[name] * MARGIN)
+    .map(([name, value]) => `${name} regressed: ${String(value)} ms exceeds ${String(block[name] * MARGIN)} ms`);
+  return { findings, missing };
+}
+
+export function budgetFindings(result, baseline, key, ci) {
+  const sizes = sizeFindings(result.sizes, baseline.sizes);
+  if (ci) return { findings: sizes, notes: ['timings are not checked on CI'] };
+  const timing = timingReport(result.timings, baseline.timings[key], key);
+  return { findings: [...sizes, ...timing.findings], notes: timing.missing };
+}
diff --git a/main/scripts/bench/budgets.test.mjs b/main/scripts/bench/budgets.test.mjs
new file mode 100644
index 0000000..d970226
--- /dev/null
+++ b/main/scripts/bench/budgets.test.mjs
@@ -0,0 +1,67 @@
+import assert from 'node:assert/strict';
+import { test } from 'node:test';
+import { budgetFindings, median } from './budgets.mjs';
+
+const BASELINE = {
+  sizes: { wall50Triangles: 1000 },
+  timings: { 'darwin-arm64': { measuredOn: '2026-10-01', wall50BooleanMs: 100 } },
+};
+const KEYS = [['darwin-arm64', false], ['linux-x64', false], ['darwin-arm64', true], ['linux-x64', true]];
+
+function sized(sizes) {
+  return { sizes, timings: {} };
+}
+
+function timed(timings) {
+  return { sizes: { wall50Triangles: 1000 }, timings };
+}
+
+test('a size more than 25 percent over its baseline fails on every platform', () => {
+  for (const [key, ci] of KEYS) {
+    assert.deepEqual(budgetFindings(sized({ wall50Triangles: 1250 }), BASELINE, key, ci).findings, []);
+    assert.deepEqual(budgetFindings(sized({ wall50Triangles: 1251 }), BASELINE, key, ci).findings, [
+      'wall50Triangles regressed: 1251 exceeds 1250',
+    ]);
+  }
+});
+
+test('a measured size with no baseline key fails on every platform', () => {
+  for (const [key, ci] of KEYS) {
+    assert.deepEqual(budgetFindings(sized({ mitred20Triangles: 10 }), BASELINE, key, ci).findings, [
+      'missing size baseline for mitred20Triangles',
+    ]);
+  }
+});
+
+test('a timing more than 25 percent over its baseline fails on the baseline platform', () => {
+  assert.deepEqual(budgetFindings(timed({ wall50BooleanMs: 125 }), BASELINE, 'darwin-arm64', false), {
+    findings: [], notes: [],
+  });
+  assert.deepEqual(budgetFindings(timed({ wall50BooleanMs: 126 }), BASELINE, 'darwin-arm64', false).findings, [
+    'wall50BooleanMs regressed: 126 ms exceeds 125 ms',
+  ]);
+});
+
+test('no timing is checked when CI is true', () => {
+  for (const key of ['darwin-arm64', 'linux-x64']) {
+    assert.deepEqual(budgetFindings(timed({ wall50BooleanMs: 1000 }), BASELINE, key, true), {
+      findings: [], notes: ['timings are not checked on CI'],
+    });
+  }
+});
+
+test('a missing timing block is only noted when CI is unset', () => {
+  assert.deepEqual(budgetFindings(timed({ wall50BooleanMs: 1 }), BASELINE, 'linux-x64', false), {
+    findings: [], notes: ['missing timing baseline for linux-x64'],
+  });
+});
+
+test('a timing key missing from an existing block is only noted when CI is unset', () => {
+  assert.deepEqual(budgetFindings(timed({ mitred20BooleanMs: 1 }), BASELINE, 'darwin-arm64', false), {
+    findings: [], notes: ['missing timing baseline for mitred20BooleanMs on darwin-arm64'],
+  });
+});
+
+test('the median of five ignores one slow run', () => {
+  assert.equal(median([10, 11, 500, 12, 9]), 11);
+});
diff --git a/main/scripts/bench/performance-baseline.json b/main/scripts/bench/performance-baseline.json
new file mode 100644
index 0000000..47b7dfb
--- /dev/null
+++ b/main/scripts/bench/performance-baseline.json
@@ -0,0 +1,25 @@
+{
+  "sizes": {
+    "wall50Triangles": 1220,
+    "sliderTriangles": 92,
+    "mitred20Triangles": 332,
+    "storeyStepBytes": 48476818,
+    "storeyStepEntities": 830410,
+    "nonparallelCylinderStepBytes": 4924611
+  },
+  "timings": {
+    "darwin-arm64": {
+      "measuredOn": "2026-10-01",
+      "wall50BooleanMs": 627.670167,
+      "wall50TessellationMs": 19.105958,
+      "rotated20BooleanMs": 119.950083,
+      "mitred20BooleanMs": 637.486417,
+      "sliderRebuildMs": 1.542709,
+      "sliderBooleanMs": 9.603958,
+      "sliderTessellationMs": 1.4455,
+      "storeyFirstRenderMs": 341.2,
+      "storeyTransformFlushMs": 13.1,
+      "storeyStepMs": 1615.8
+    }
+  }
+}
diff --git a/main/scripts/bench/performance.mjs b/main/scripts/bench/performance.mjs
new file mode 100644
index 0000000..80ca007
--- /dev/null
+++ b/main/scripts/bench/performance.mjs
@@ -0,0 +1,112 @@
+import { readFileSync } from 'node:fs';
+import { performance } from 'node:perf_hooks';
+import { OpenGeometry, OG_OPERATION_EXTRUDE, OG_OPERATION_SUBTRACT } from '../../dist/index.js';
+import { createInlineKernel } from '../lib/kernel.mjs';
+import { budgetFindings, median } from './budgets.mjs';
+import { cutters, mesh, mitredWall, wall } from './scenes.mjs';
+
+const RUNS = 5;
+const MITRED_CUTS = 20;
+const MITRED_PRISM_FACES = 6;
+const FACES_PER_OPENING = 4;
+const SERIAL_HANDLER = 'subtract_planar_polyhedra';
+
+await createInlineKernel();
+const MEDIANS = measured();
+console.log(JSON.stringify(MEDIANS));
+if (process.argv.includes('--check')) checkBudgets(MEDIANS);
+
+function measured() {
+  const sizes = {};
+  const timings = {};
+  for (const scene of [wall50, rotated20, mitred20, slider]) {
+    const runs = repeated(scene);
+    Object.assign(sizes, medians(runs.map((run) => run.sizes)));
+    Object.assign(timings, medians(runs.map((run) => run.timings)));
+  }
+  return { sizes, timings };
+}
+
+function checkBudgets(medianResult) {
+  const baseline = JSON.parse(readFileSync(new URL('./performance-baseline.json', import.meta.url), 'utf8'));
+  const ci = process.env.CI === 'true';
+  const key = `${process.platform}-${process.arch}`;
+  const { findings, notes } = budgetFindings(medianResult, baseline, key, ci);
+  for (const note of notes) console.log(note);
+  if (findings.length > 0) throw new Error(findings.join('\n'));
+}
+
+function repeated(scene) {
+  const runs = [];
+  for (let run = 0; run < RUNS; run += 1) {
+    try {
+      runs.push(scene());
+    } finally {
+      OpenGeometry.reset();
+    }
+  }
+  return runs;
+}
+
+function medians(records) {
+  const names = Object.keys(records[0] ?? {});
+  return Object.fromEntries(names.map((name) => [name, median(records.map((record) => record[name]))]));
+}
+
+function timed(action) {
+  const start = performance.now();
+  const value = action();
+  return { value, ms: performance.now() - start };
+}
+
+function wall50() {
+  const host = wall('straight', 60);
+  const tools = cutters(50, 'straight', 60, 1.1);
+  const boolean = timed(() => host.body.operate(OG_OPERATION_SUBTRACT, { tools }));
+  const tessellation = timed(() => mesh(host.body).triangles);
+  return {
+    sizes: { wall50Triangles: tessellation.value },
+    timings: { wall50BooleanMs: boolean.ms, wall50TessellationMs: tessellation.ms },
+  };
+}
+
+function rotated20() {
+  const host = wall('angled', 30);
+  host.body.transform('Rotate', { axis: [0, 1, 0], degrees: 30, pivot: [0, 0, 0] });
+  const tools = cutters(20, 'angled', 30, 1.35, 30);
+  const boolean = timed(() => host.body.operate(OG_OPERATION_SUBTRACT, { tools }));
+  return { sizes: {}, timings: { rotated20BooleanMs: boolean.ms } };
+}
+
+function mitred20() {
+  const host = mitredWall('mitred', 30);
+  const tools = cutters(MITRED_CUTS, 'mitred', 30, 1.35);
+  const boolean = timed(() => host.operate(OG_OPERATION_SUBTRACT, { tools }));
+  checkMitredOpenings(host);
+  return { sizes: { mitred20Triangles: mesh(host).triangles }, timings: { mitred20BooleanMs: boolean.ms } };
+}
+
+function checkMitredOpenings(host) {
+  const handlers = host.getReport()?.handlers ?? [];
+  const faces = host.getBrep().topology.faces.length;
+  const expectedFaces = MITRED_PRISM_FACES + FACES_PER_OPENING * MITRED_CUTS;
+  if (faces === expectedFaces && handlers.length === MITRED_CUTS && handlers.every((name) => name === SERIAL_HANDLER)) {
+    return;
+  }
+  throw new Error(
+    `mitred wall openings changed: expected ${String(MITRED_CUTS)} ${SERIAL_HANDLER} cuts and `
+    + `${String(expectedFaces)} faces, got ${String(faces)} faces and handlers ${JSON.stringify(handlers)}`,
+  );
+}
+
+function slider() {
+  const host = wall('slider', 6);
+  const tools = cutters(4, 'slider', 6, 1.2);
+  const rebuild = timed(() => host.body.rebuild(OG_OPERATION_EXTRUDE, { profile: host.profile, distance: 4 }));
+  const boolean = timed(() => host.body.operate(OG_OPERATION_SUBTRACT, { tools }));
+  const tessellation = timed(() => mesh(host.body).triangles);
+  return {
+    sizes: { sliderTriangles: tessellation.value },
+    timings: { sliderRebuildMs: rebuild.ms, sliderBooleanMs: boolean.ms, sliderTessellationMs: tessellation.ms },
+  };
+}
diff --git a/main/scripts/bench/scenes.mjs b/main/scripts/bench/scenes.mjs
new file mode 100644
index 0000000..6aeda6e
--- /dev/null
+++ b/main/scripts/bench/scenes.mjs
@@ -0,0 +1,32 @@
+import {
+  Wire, Solid, OG_PRIMITIVE_RECTANGLE, OG_PRIMITIVE_POLYLINE, OG_PRIMITIVE_CUBOID, OG_OPERATION_EXTRUDE,
+} from '../../dist/index.js';
+import { graph } from '../../dist/testing.js';
+
+export function mesh(body) {
+  const info = JSON.parse(graph().node(body.ogId));
+  return graph().buffers(info.shapeId, 0.01, 2_000_000);
+}
+
+export function cutters(count, prefix, width, step, rotation = 0) {
+  const tools = [];
+  for (let i = 0; i < count; i++) {
+    const tool = new Solid(OG_PRIMITIVE_CUBOID, { width: 0.5, height: 2, depth: 0.4 }, { ogId: `${prefix}-cut-${i}` });
+    tool.transform('Translate', { offset: [-width / 2 + 3 + i * step, 0, 0] });
+    if (rotation) tool.transform('Rotate', { axis: [0, 1, 0], degrees: rotation, pivot: [0, 0, 0] });
+    tools.push(tool);
+  }
+  return tools;
+}
+
+export function wall(prefix, width, height = 3) {
+  const profile = new Wire(OG_PRIMITIVE_RECTANGLE, { width, breadth: 0.2 }, { ogId: `${prefix}-profile` });
+  return { profile, body: new Solid(OG_OPERATION_EXTRUDE, { profile, distance: height }, { ogId: `${prefix}-wall` }) };
+}
+
+export function mitredWall(prefix, length) {
+  const end = length / 2;
+  const points = [[-end, 0, -0.1], [end, 0, -0.1], [end - 0.2, 0, 0.1], [-end + 0.2, 0, 0.1]];
+  const profile = new Wire(OG_PRIMITIVE_POLYLINE, { points, closed: true }, { ogId: `${prefix}-profile` });
+  return new Solid(OG_OPERATION_EXTRUDE, { profile, distance: 3 }, { ogId: `${prefix}-wall` });
+}
diff --git a/main/scripts/build/declaration-specifiers.mjs b/main/scripts/build/declaration-specifiers.mjs
new file mode 100644
index 0000000..68231b2
--- /dev/null
+++ b/main/scripts/build/declaration-specifiers.mjs
@@ -0,0 +1,9 @@
+const RELATIVE_FROM = /(\bfrom\s*)(['"])(\.{1,2}\/[^'"]*)\2/g;
+const EXTENSION = /\.[A-Za-z0-9]+$/;
+
+export function withJsSpecifiers(source) {
+  return source.replace(RELATIVE_FROM, (clause, from, quote, specifier) => {
+    if (EXTENSION.test(specifier.split('/').at(-1) ?? '')) return clause;
+    return `${from}${quote}${specifier}.js${quote}`;
+  });
+}
diff --git a/main/scripts/build/declaration-specifiers.test.mjs b/main/scripts/build/declaration-specifiers.test.mjs
new file mode 100644
index 0000000..2c7e425
--- /dev/null
+++ b/main/scripts/build/declaration-specifiers.test.mjs
@@ -0,0 +1,28 @@
+import assert from 'node:assert/strict';
+import { test } from 'node:test';
+import { withJsSpecifiers } from './declaration-specifiers.mjs';
+
+test('a relative specifier gains .js', () => {
+  const source = [
+    "export { OpenGeometry } from './src/opengeometry';",
+    "export * from './src/constants/index';",
+    "import type { Body } from '../bodies/body';",
+    'import { Vector } from "./vector";',
+  ].join('\n');
+  assert.equal(withJsSpecifiers(source), [
+    "export { OpenGeometry } from './src/opengeometry.js';",
+    "export * from './src/constants/index.js';",
+    "import type { Body } from '../bodies/body.js';",
+    'import { Vector } from "./vector.js";',
+  ].join('\n'));
+});
+
+test('a specifier with an extension or a package name is left alone', () => {
+  const source = [
+    "export * from './src/testing/internals.js';",
+    "import type { InitInput } from '../../opengeometry/pkg/opengeometry.js';",
+    "import * as THREE from 'three';",
+    "import type { Line2 } from 'three/examples/jsm/lines/Line2';",
+  ].join('\n');
+  assert.equal(withJsSpecifiers(source), source);
+});
diff --git a/main/scripts/build/dist-declarations.test.mjs b/main/scripts/build/dist-declarations.test.mjs
new file mode 100644
index 0000000..d1aa7a5
--- /dev/null
+++ b/main/scripts/build/dist-declarations.test.mjs
@@ -0,0 +1,31 @@
+import assert from 'node:assert/strict';
+import { test } from 'node:test';
+import path from 'node:path';
+import ts from 'typescript';
+import { REPOSITORY_ROOT, relative } from '../lib/paths.mjs';
+
+const ENTRY = path.join(REPOSITORY_ROOT, 'dist', 'index.d.ts');
+const OPTIONS = {
+  noEmit: true,
+  skipLibCheck: false,
+  target: ts.ScriptTarget.ES2022,
+  lib: ['lib.es2022.d.ts', 'lib.dom.d.ts'],
+  types: [],
+  module: ts.ModuleKind.Node16,
+  moduleResolution: ts.ModuleResolutionKind.Node16,
+};
+
+function describe(diagnostic) {
+  const file = diagnostic.file === undefined ? '' : `${relative(diagnostic.file.fileName)} `;
+  return `${file}TS${String(diagnostic.code)}: ${ts.flattenDiagnosticMessageText(diagnostic.messageText, '\n')}`;
+}
+
+test('the built declarations resolve under node16', () => {
+  const program = ts.createProgram([ENTRY], OPTIONS);
+  assert.deepEqual(program.getOptionsDiagnostics().map(describe), []);
+  const distFiles = program.getSourceFiles().filter((file) => relative(file.fileName).startsWith('dist/'));
+  const diagnostics = distFiles
+    .flatMap((file) => [...program.getSyntacticDiagnostics(file), ...program.getSemanticDiagnostics(file)]);
+  assert.deepEqual(diagnostics.map(describe), []);
+  assert(distFiles.length > 1);
+});
diff --git a/main/scripts/build/dist-files.test.mjs b/main/scripts/build/dist-files.test.mjs
new file mode 100644
index 0000000..1c36d9b
--- /dev/null
+++ b/main/scripts/build/dist-files.test.mjs
@@ -0,0 +1,25 @@
+import assert from 'node:assert/strict';
+import { existsSync, readFileSync } from 'node:fs';
+import { test } from 'node:test';
+import path from 'node:path';
+import { REPOSITORY_ROOT } from '../lib/paths.mjs';
+
+const DIST = path.join(REPOSITORY_ROOT, 'dist');
+const LICENCE = path.join(REPOSITORY_ROOT, '..', 'LICENSE.md');
+const FENCE = /^```[^\n]*\n[\s\S]*?^```$/gm;
+const TARGET = /\]\(([^()\s]+)|^\s{0,3}\[[^\]]+\]:\s*(\S+)|\b(?:href|src)="([^"]*)"/gm;
+const ABSOLUTE = /^(?:[a-z][a-z0-9+.-]*:|#|\/\/)/i;
+
+test('the built package ships its readme and licence', () => {
+  const readmeFile = path.join(DIST, 'README.md');
+  const licenceFile = path.join(DIST, 'LICENSE.md');
+  assert(existsSync(readmeFile), `${readmeFile} is missing`);
+  assert(existsSync(licenceFile), `${licenceFile} is missing`);
+  const readme = readFileSync(readmeFile, 'utf8');
+  assert.equal(readme.includes('utm_source=github'), false);
+  const targets = [...readme.replace(FENCE, '').matchAll(TARGET)]
+    .map((match) => match[1] ?? match[2] ?? match[3] ?? '');
+  assert(targets.length > 0, 'the readme has no link');
+  assert.deepEqual(targets.filter((target) => !ABSOLUTE.test(target)), []);
+  assert.equal(readFileSync(licenceFile, 'utf8'), readFileSync(LICENCE, 'utf8'));
+});
diff --git a/main/scripts/build/dist-package.mjs b/main/scripts/build/dist-package.mjs
new file mode 100644
index 0000000..f24077b
--- /dev/null
+++ b/main/scripts/build/dist-package.mjs
@@ -0,0 +1,63 @@
+const GITHUB = 'https://github.com/OpenGeometry-io/OpenGeometry';
+const RAW = 'https://raw.githubusercontent.com/OpenGeometry-io/OpenGeometry/main';
+const ABSOLUTE = /^(?:[a-z][a-z0-9+.-]*:|#|\/\/)/i;
+const FENCE = /^ {0,3}(`{3,}|~{3,})[^\n]*\n[\s\S]*?^ {0,3}\1[ \t]*$/gm;
+const INLINE_CODE = /(`+)(?!`)[\s\S]*?(?<!`)\1(?!`)/g;
+const HELD = /\uE000(\d+)\uE000/g;
+const LINK = /(!?)\[((?:[^[\]]|!\[[^[\]]*\]\([^()\s]*\))*)\]\(([^()\s]+)((?:\s+"[^"]*")?)\)/g;
+const REFERENCE = /^( {0,3}\[(?!\^)[^\]]+\]:[ \t]*)(\S+)/gm;
+const ATTRIBUTE = /(?<=\s)(href|src)="([^"]*)"/g;
+
+export function distManifest(manifest) {
+  return {
+    name: manifest.name,
+    version: manifest.version,
+    description: manifest.description,
+    keywords: manifest.keywords,
+    homepage: manifest.homepage,
+    repository: manifest.repository,
+    bugs: manifest.bugs,
+    license: manifest.license,
+    type: 'module',
+    main: './index.js',
+    types: './index.d.ts',
+    exports: {
+      '.': { types: './index.d.ts', import: './index.js' },
+      './tessellation-worker.js': './tessellation-worker.js',
+      './opengeometry_bg.wasm': './opengeometry_bg.wasm',
+      './package.json': './package.json',
+    },
+    peerDependencies: manifest.peerDependencies,
+  };
+}
+
+export function packageReadme(text) {
+  const held = [];
+  const hold = (code) => `\uE000${String(held.push(code) - 1)}\uE000`;
+  const prose = text.replace(FENCE, hold).replace(INLINE_CODE, hold);
+  const rewritten = markdownLinks(prose)
+    .replace(REFERENCE, (_whole, label, target) => `${label}${absolute(target, false)}`)
+    .replace(ATTRIBUTE, (_whole, name, target) => `${name}="${absolute(target, name === 'src')}"`);
+  return restore(rewritten, held).replaceAll('utm_source=github', 'utm_source=npm');
+}
+
+function restore(text, held) {
+  const restored = text.replace(HELD, (_whole, index) => held[Number(index)] ?? '');
+  return restored === text ? restored : restore(restored, held);
+}
+
+function markdownLinks(text) {
+  return text.replace(LINK, (_whole, bang, label, target, title) => {
+    const image = bang === '!';
+    return `${bang}[${image ? label : markdownLinks(label)}](${absolute(target, image)}${title})`;
+  });
+}
+
+function absolute(target, image) {
+  if (ABSOLUTE.test(target)) return target;
+  if (target.startsWith('../')) throw new Error(`${target} points outside the repository`);
+  const relative = target.replace(/^\.?\//, '');
+  if (image) return `${RAW}/${relative}`;
+  const pathPart = relative.split(/[?#]/)[0] ?? '';
+  return `${GITHUB}/${pathPart.endsWith('/') ? 'tree' : 'blob'}/main/${relative}`;
+}
diff --git a/main/scripts/build/dist-package.test.mjs b/main/scripts/build/dist-package.test.mjs
new file mode 100644
index 0000000..ffe3886
--- /dev/null
+++ b/main/scripts/build/dist-package.test.mjs
@@ -0,0 +1,102 @@
+import assert from 'node:assert/strict';
+import { test } from 'node:test';
+import { distManifest, packageReadme } from './dist-package.mjs';
+
+const REPOSITORY = {
+  type: 'git', url: 'git+https://github.com/OpenGeometry-io/OpenGeometry.git', directory: 'main',
+};
+const BUGS = { url: 'https://github.com/OpenGeometry-io/OpenGeometry/issues' };
+const SOURCE_MANIFEST = {
+  name: 'opengeometry',
+  version: '2.5.0',
+  private: true,
+  type: 'module',
+  license: 'MPL-2.0',
+  description: 'A CAD kernel.',
+  keywords: ['cad', 'brep'],
+  homepage: 'https://opengeometry.io?utm_source=npm',
+  repository: REPOSITORY,
+  bugs: BUGS,
+  peerDependencies: { three: '>=0.168.0 <0.185.0' },
+  scripts: { build: 'rollup -c' },
+  devDependencies: { rollup: '4.36.0' },
+};
+const BLOB = 'https://github.com/OpenGeometry-io/OpenGeometry/blob/main';
+const TREE = 'https://github.com/OpenGeometry-io/OpenGeometry/tree/main';
+const RAW = 'https://raw.githubusercontent.com/OpenGeometry-io/OpenGeometry/main';
+
+test('the dist manifest carries the package details and the entry points', () => {
+  const manifest = distManifest(SOURCE_MANIFEST);
+  assert.deepEqual(manifest, {
+    name: 'opengeometry',
+    version: '2.5.0',
+    description: 'A CAD kernel.',
+    keywords: ['cad', 'brep'],
+    homepage: 'https://opengeometry.io?utm_source=npm',
+    repository: REPOSITORY,
+    bugs: BUGS,
+    license: 'MPL-2.0',
+    type: 'module',
+    main: './index.js',
+    types: './index.d.ts',
+    exports: {
+      '.': { types: './index.d.ts', import: './index.js' },
+      './tessellation-worker.js': './tessellation-worker.js',
+      './opengeometry_bg.wasm': './opengeometry_bg.wasm',
+      './package.json': './package.json',
+    },
+    peerDependencies: { three: '>=0.168.0 <0.185.0' },
+  });
+  assert.deepEqual(Object.keys(manifest), [
+    'name', 'version', 'description', 'keywords', 'homepage', 'repository', 'bugs', 'license', 'type', 'main',
+    'types', 'exports', 'peerDependencies',
+  ]);
+});
+
+test('the package readme tags its links for npm', () => {
+  const source = [
+    '[Website](https://opengeometry.io?utm_source=github)',
+    '<a href="https://demos.opengeometry.io?utm_source=github">Demos</a>',
+    '[Guide](https://docs.opengeometry.io/OpenGeometry?utm_source=github#start)',
+  ].join('\n');
+  assert.equal(packageReadme(source), [
+    '[Website](https://opengeometry.io?utm_source=npm)',
+    '<a href="https://demos.opengeometry.io?utm_source=npm">Demos</a>',
+    '[Guide](https://docs.opengeometry.io/OpenGeometry?utm_source=npm#start)',
+  ].join('\n'));
+});
+
+test('the package readme makes relative links absolute and leaves absolute links and anchors alone', () => {
+  const source = [
+    'See the [licence](./LICENSE.md) and the [examples](./main/opengeometry-three/examples-vite/).',
+    'Read [verification](./developer.md#verification-and-ci) or jump to [features](#features).',
+    'Write to [us](mailto:someone@example.com) or open <a href="./LICENSE.md">the licence</a>.',
+    '![x](./docs/x.png) and [`release.md`](release.md "Releases")',
+    '```md',
+    '[inside](./LICENSE.md)',
+    '```',
+    'Inline `[code](./LICENSE.md)` stays.',
+  ].join('\n');
+  assert.equal(packageReadme(source), [
+    `See the [licence](${BLOB}/LICENSE.md) and the [examples](${TREE}/main/opengeometry-three/examples-vite/).`,
+    `Read [verification](${BLOB}/developer.md#verification-and-ci) or jump to [features](#features).`,
+    `Write to [us](mailto:someone@example.com) or open <a href="${BLOB}/LICENSE.md">the licence</a>.`,
+    `![x](${RAW}/docs/x.png) and [\`release.md\`](${BLOB}/release.md "Releases")`,
+    '```md',
+    '[inside](./LICENSE.md)',
+    '```',
+    'Inline `[code](./LICENSE.md)` stays.',
+  ].join('\n'));
+  assert.throws(() => packageReadme('[up](../README.md)'));
+});
+
+test('a footnote definition is left alone', () => {
+  assert.equal(packageReadme('[^1]: A note.'), '[^1]: A note.');
+});
+
+test('a data-src attribute is left alone', () => {
+  assert.equal(
+    packageReadme('<img data-src="./docs/x.png" src="./docs/x.png">'),
+    `<img data-src="./docs/x.png" src="${RAW}/docs/x.png">`,
+  );
+});
diff --git a/main/scripts/build/prepare-dist.mjs b/main/scripts/build/prepare-dist.mjs
new file mode 100644
index 0000000..15b22d1
--- /dev/null
+++ b/main/scripts/build/prepare-dist.mjs
@@ -0,0 +1,47 @@
+import { cp, mkdir, readFile, readdir, stat, writeFile } from 'node:fs/promises';
+import path from 'node:path';
+import { REPOSITORY_ROOT } from '../lib/paths.mjs';
+import { withJsSpecifiers } from './declaration-specifiers.mjs';
+import { distManifest, packageReadme } from './dist-package.mjs';
+
+const DIST = path.join(REPOSITORY_ROOT, 'dist');
+const PKG = path.join(REPOSITORY_ROOT, 'opengeometry', 'pkg');
+const DIST_PKG = path.join(DIST, 'opengeometry', 'pkg');
+const PUBLIC_ROOT = path.join(REPOSITORY_ROOT, '..');
+
+async function declarationFiles(directory) {
+  const files = [];
+  for (const entry of await readdir(directory)) {
+    const candidate = path.join(directory, entry);
+    if ((await stat(candidate)).isDirectory()) {
+      files.push(...await declarationFiles(candidate));
+    } else if (candidate.endsWith('.d.ts')) {
+      files.push(candidate);
+    }
+  }
+  return files;
+}
+
+await mkdir(DIST_PKG, { recursive: true });
+for (const file of ['opengeometry_bg.wasm', 'opengeometry_bg.wasm.d.ts']) {
+  await cp(path.join(PKG, file), path.join(DIST, file));
+}
+for (const file of ['opengeometry.js', 'opengeometry.d.ts', 'opengeometry_bg.wasm', 'opengeometry_bg.wasm.d.ts']) {
+  await cp(path.join(PKG, file), path.join(DIST_PKG, file));
+}
+
+await writeFile(path.join(DIST, 'testing.d.ts'), "export * from './src/testing/internals.js';\n");
+
+for (const file of await declarationFiles(DIST)) {
+  const source = await readFile(file, 'utf8');
+  const target = path.relative(path.dirname(file), path.join(DIST_PKG, 'opengeometry.js')).split(path.sep).join('/');
+  const specifier = target.startsWith('.') ? target : `./${target}`;
+  const rewritten = withJsSpecifiers(source.replace(/(?:\.\.\/)+opengeometry\/pkg\/opengeometry(?:\.js)?/g, specifier));
+  if (rewritten !== source) await writeFile(file, rewritten);
+}
+
+const MANIFEST = JSON.parse(await readFile(path.join(REPOSITORY_ROOT, 'package.json'), 'utf8'));
+await writeFile(path.join(DIST, 'package.json'), `${JSON.stringify(distManifest(MANIFEST), null, 2)}\n`);
+const README = await readFile(path.join(PUBLIC_ROOT, 'README.md'), 'utf8');
+await writeFile(path.join(DIST, 'README.md'), packageReadme(README));
+await cp(path.join(PUBLIC_ROOT, 'LICENSE.md'), path.join(DIST, 'LICENSE.md'));
diff --git a/main/scripts/build/readme-code.test.mjs b/main/scripts/build/readme-code.test.mjs
new file mode 100644
index 0000000..363e40e
--- /dev/null
+++ b/main/scripts/build/readme-code.test.mjs
@@ -0,0 +1,100 @@
+import assert from 'node:assert/strict';
+import { existsSync, readFileSync } from 'node:fs';
+import { test } from 'node:test';
+import path from 'node:path';
+import ts from 'typescript';
+import { REPOSITORY_ROOT } from '../lib/paths.mjs';
+
+const README = {
+  label: 'the README', file: path.join(REPOSITORY_ROOT, '..', 'README.md'), prefix: 'readme-block',
+};
+const MIGRATION = {
+  label: 'MIGRATION.md', file: path.join(REPOSITORY_ROOT, '..', 'MIGRATION.md'), prefix: 'migration-block',
+};
+const TS_BLOCK = /^```ts\n([\s\S]*?)^```$/gm;
+const TS_OPENER = /^[ \t]*(?:`{3,}|~{3,})[ \t]*(?:typescript|tsx|ts)(?![\w-])/gim;
+const QUICK_START_PAGE = path.join(
+  REPOSITORY_ROOT, 'opengeometry-three', 'tests', 'browser', 'pages', 'quick-start.ts',
+);
+const OPTIONS = {
+  noEmit: true,
+  strict: true,
+  skipLibCheck: true,
+  types: [],
+  target: ts.ScriptTarget.ES2022,
+  module: ts.ModuleKind.ESNext,
+  moduleResolution: ts.ModuleResolutionKind.Bundler,
+  lib: ['lib.es2022.d.ts', 'lib.dom.d.ts'],
+  paths: { opengeometry: [path.join(REPOSITORY_ROOT, 'dist', 'index.d.ts')] },
+};
+
+function documentText(source) {
+  assert(existsSync(source.file), `${source.label} does not exist at ${source.file}`);
+  return readFileSync(source.file, 'utf8');
+}
+
+function tsBlocks(source) {
+  const blocks = new Map();
+  for (const match of documentText(source).matchAll(TS_BLOCK)) {
+    blocks.set(path.join(REPOSITORY_ROOT, `${source.prefix}-${String(blocks.size + 1)}.ts`), match[1]);
+  }
+  return blocks;
+}
+
+function blockHost(blocks) {
+  const host = ts.createCompilerHost(OPTIONS);
+  return {
+    ...host,
+    fileExists: (name) => blocks.has(name) || host.fileExists(name),
+    readFile: (name) => blocks.get(name) ?? host.readFile(name),
+    getSourceFile: (name, language, onError, shouldCreate) => {
+      const text = blocks.get(name);
+      if (text === undefined) return host.getSourceFile(name, language, onError, shouldCreate);
+      return ts.createSourceFile(name, text, language, true);
+    },
+  };
+}
+
+function diagnosticText(diagnostic) {
+  const { file, start } = diagnostic;
+  const where = file === undefined || start === undefined
+    ? ''
+    : `${path.basename(file.fileName)} line ${String(file.getLineAndCharacterOfPosition(start).line + 1)} `;
+  return `${where}TS${String(diagnostic.code)}: ${ts.flattenDiagnosticMessageText(diagnostic.messageText, '\n')}`;
+}
+
+function blockDiagnostics(program, names) {
+  return names.flatMap((name) => {
+    const file = program.getSourceFile(name);
+    assert(file !== undefined, `${name} was not loaded`);
+    return [...program.getSyntacticDiagnostics(file), ...program.getSemanticDiagnostics(file)];
+  });
+}
+
+for (const source of [README, MIGRATION]) {
+  test(`every ts block in ${source.label} type-checks against the built package`, () => {
+    const blocks = tsBlocks(source);
+    assert(blocks.size > 0, `${source.label} has no ts block`);
+    const program = ts.createProgram([...blocks.keys()], OPTIONS, blockHost(blocks));
+    const diagnostics = [
+      ...program.getOptionsDiagnostics(),
+      ...program.getGlobalDiagnostics(),
+      ...blockDiagnostics(program, [...blocks.keys()]),
+    ];
+    assert.deepEqual(diagnostics.map(diagnosticText), []);
+  });
+
+  test(`every ts fence in ${source.label} is one the type check reads`, () => {
+    const openers = [...documentText(source).matchAll(TS_OPENER)].length;
+    assert.equal(openers, tsBlocks(source).size);
+  });
+}
+
+test('the browser quick-start page boots with the README\'s create call', () => {
+  const [first] = tsBlocks(README).values();
+  assert(first !== undefined, 'the README has no ts block');
+  const create = first.split('\n').find((line) => line.includes('OpenGeometry.create('));
+  assert(create !== undefined, 'the first ts block of the README has no OpenGeometry.create call');
+  const page = readFileSync(QUICK_START_PAGE, 'utf8').split('\n').map((line) => line.trim());
+  assert(page.includes(create.trim()), `quick-start.ts does not contain: ${create.trim()}`);
+});
diff --git a/main/scripts/check/api-surface.mjs b/main/scripts/check/api-surface.mjs
new file mode 100644
index 0000000..394326d
--- /dev/null
+++ b/main/scripts/check/api-surface.mjs
@@ -0,0 +1,110 @@
+import path from 'node:path';
+import ts from 'typescript';
+import { REPOSITORY_ROOT } from '../lib/paths.mjs';
+
+const ENTRY = path.join(REPOSITORY_ROOT, 'dist', 'index.d.ts');
+const DIST_ROOT = `${path.join(REPOSITORY_ROOT, 'dist')}${path.sep}`;
+const PRINTER = ts.createPrinter({ removeComments: true });
+
+const PROGRAM = ts.createProgram([ENTRY], {
+  noEmit: true,
+  skipLibCheck: true,
+  target: ts.ScriptTarget.ES2022,
+  module: ts.ModuleKind.ESNext,
+  moduleResolution: ts.ModuleResolutionKind.Bundler,
+});
+const CHECKER = PROGRAM.getTypeChecker();
+
+function normalise(text) {
+  return text.replace(/\s+/g, ' ').replace(/ ;/g, ';').trim();
+}
+
+function print(node) {
+  return normalise(PRINTER.printNode(ts.EmitHint.Unspecified, node, node.getSourceFile()));
+}
+
+function resolved(symbol) {
+  return symbol.flags & ts.SymbolFlags.Alias ? CHECKER.getAliasedSymbol(symbol) : symbol;
+}
+
+function isPrivate(member) {
+  const modifiers = ts.canHaveModifiers(member) ? ts.getModifiers(member) ?? [] : [];
+  const privateModifier = modifiers.some((modifier) => modifier.kind === ts.SyntaxKind.PrivateKeyword);
+  return privateModifier || (member.name !== undefined && ts.isPrivateIdentifier(member.name));
+}
+
+function header(node, keyword) {
+  const typeParameters = node.typeParameters ? `<${node.typeParameters.map(print).join(', ')}>` : '';
+  const heritage = (node.heritageClauses ?? []).map(print).join(' ');
+  return normalise(`${keyword} ${node.name?.text ?? 'default'}${typeParameters} ${heritage}`);
+}
+
+function describeMembers(node, keyword) {
+  const members = node.members.filter((member) => !isPrivate(member)).map(print).sort();
+  return [header(node, keyword), ...members.map((member) => `  ${member}`)];
+}
+
+function withoutExport(text) {
+  return text.replace(/^(export\s+)?(default\s+)?(declare\s+)?/, '');
+}
+
+function describeDeclaration(node) {
+  if (ts.isClassDeclaration(node)) return describeMembers(node, 'class');
+  if (ts.isInterfaceDeclaration(node)) return describeMembers(node, 'interface');
+  if (ts.isVariableDeclaration(node)) {
+    const list = node.parent;
+    const keyword = list.flags & ts.NodeFlags.Const ? 'const' : list.flags & ts.NodeFlags.Let ? 'let' : 'var';
+    return [`${keyword} ${print(node)}`];
+  }
+  return [withoutExport(print(node))];
+}
+
+function localDeclarations(symbol) {
+  return (symbol.declarations ?? [])
+    .filter((declaration) => declaration.getSourceFile().fileName.startsWith(DIST_ROOT));
+}
+
+function referencedSymbols(node, found) {
+  const visit = (child) => {
+    let name;
+    if (ts.isTypeReferenceNode(child)) name = child.typeName;
+    else if (ts.isExpressionWithTypeArguments(child)) name = child.expression;
+    else if (ts.isTypeQueryNode(child)) name = child.exprName;
+    if (name && ts.isIdentifier(name)) {
+      const symbol = CHECKER.getSymbolAtLocation(name);
+      if (symbol) found.add(resolved(symbol));
+    }
+    ts.forEachChild(child, visit);
+  };
+  visit(node);
+}
+
+function describeSymbol(label, symbol, pending) {
+  const declarations = localDeclarations(symbol);
+  const blocks = declarations.map((declaration) => {
+    referencedSymbols(declaration, pending);
+    return describeDeclaration(declaration).map((line) => `  ${line}`).join('\n');
+  });
+  return `${label}\n${blocks.sort().join('\n')}`;
+}
+
+function surface() {
+  const entryFile = PROGRAM.getSourceFile(ENTRY);
+  if (!entryFile) throw new Error(`${ENTRY} is missing; build the SDK first`);
+  const moduleSymbol = CHECKER.getSymbolAtLocation(entryFile);
+  if (!moduleSymbol) throw new Error(`${ENTRY} is not a module`);
+  const exported = CHECKER.getExportsOfModule(moduleSymbol);
+  const emitted = new Set(exported.map(resolved));
+  const pending = new Set();
+  const sections = exported
+    .map((symbol) => describeSymbol(`export ${symbol.getName()}`, resolved(symbol), pending));
+  const referenced = [];
+  for (const symbol of pending) {
+    if (emitted.has(symbol) || localDeclarations(symbol).length === 0) continue;
+    emitted.add(symbol);
+    referenced.push(describeSymbol(`referenced ${symbol.getName()}`, symbol, pending));
+  }
+  return [...sections.sort(), ...referenced.sort()].join('\n');
+}
+
+process.stdout.write(`${surface()}\n`);
diff --git a/main/scripts/check/duplicates-allowed.json b/main/scripts/check/duplicates-allowed.json
new file mode 100644
index 0000000..8114e6a
--- /dev/null
+++ b/main/scripts/check/duplicates-allowed.json
@@ -0,0 +1,40 @@
+{
+  "groups": [
+    {
+      "sha256": "4b3909d13af4ba99e95196ca70bd183ca7c861dfc9e7bc431257081a525ce2d7",
+      "count": 2,
+      "members": [
+        "opengeometry/src/operations/creating/sweep/circle.rs:253",
+        "opengeometry/src/operations/creating/sweep/mod.rs:267"
+      ],
+      "reason": "sweep line_edge pair: messages differ; the merge is deferred to the debt note (B5 extended)"
+    },
+    {
+      "sha256": "6b542763acdc5252b13bb34053775241ed7e9c9d4ce8ac1f445c3a59bf1bfa3a",
+      "count": 2,
+      "members": [
+        "opengeometry/src/brep/geometry/store.rs:107",
+        "opengeometry/src/brep/geometry/store.rs:117"
+      ],
+      "reason": "CurveView point_at and tangent_at: equal shape, but they return different fields of the evaluation and call different elementary fns"
+    },
+    {
+      "sha256": "1bd7edf464269be4c44d32dadbdd40d9504bd136deac717907af75e5e201e14d",
+      "count": 2,
+      "members": [
+        "opengeometry/src/brep/topology/fixtures.rs:93",
+        "opengeometry/src/intersection/universal_ssi/tests.rs:7"
+      ],
+      "reason": "universal_ssi's unit-test budget (geometric 1e-5, intersection 2.5e-6) differs from the shared cfg(test) fine_accuracy (1e-9, 1e-10); the bodies match only in shape"
+    },
+    {
+      "sha256": "d889b94bfc6ee9cbf42f9550c21a1128fe9b3815e2813251f49dad3c61b9ada7",
+      "count": 2,
+      "members": [
+        "opengeometry/src/brep/topology/fixtures.rs:102",
+        "opengeometry/test-support/src/accuracy.rs:3"
+      ],
+      "reason": "the same exchange-parameterised budget in both homes: src unit tests cannot call test-support's accuracy(), which links a separate kernel crate instance, and test-support cannot see the kernel's cfg(test) coarse_accuracy"
+    }
+  ]
+}
diff --git a/main/scripts/check/duplicates.mjs b/main/scripts/check/duplicates.mjs
new file mode 100644
index 0000000..e170712
--- /dev/null
+++ b/main/scripts/check/duplicates.mjs
@@ -0,0 +1,102 @@
+import { createHash } from 'node:crypto';
+import { readFileSync } from 'node:fs';
+import path from 'node:path';
+import { REPOSITORY_ROOT, listFiles, relative } from '../lib/paths.mjs';
+import { matchingClose, rustFunctionOpens, typeScriptFunctionOpens } from './function-bodies.mjs';
+import { lexRust } from './lexers/rust-lexer.mjs';
+import { lexTypeScript } from './lexers/typescript-lexer.mjs';
+
+const ALLOWED_FILE = path.join(REPOSITORY_ROOT, 'scripts', 'check', 'duplicates-allowed.json');
+const MINIMUM_LINES = 8;
+const RUST_ROOTS = ['opengeometry/src', 'opengeometry/examples', 'opengeometry/tests', 'opengeometry/test-support/src',
+  'opengeometry/test-support/tests']
+  .map((directory) => ({ path: directory, recursive: true }));
+const SCRIPT_ROOTS = [
+  { path: '.', recursive: false },
+  ...['scripts', 'opengeometry-three/src', 'opengeometry-three/tests', 'opengeometry-three/examples-vite']
+    .map((directory) => ({ path: directory, recursive: true })),
+];
+const SCRIPT_EXTENSIONS = ['.ts', '.mjs', '.js'];
+const RUST_WORDS = {
+  literals: new Set(['true', 'false']),
+  keywords: new Set(['as', 'async', 'await', 'break', 'const', 'continue', 'crate', 'dyn', 'else', 'enum', 'extern',
+    'fn', 'for', 'if', 'impl', 'in', 'let', 'loop', 'match', 'mod', 'move', 'mut', 'pub', 'ref', 'return', 'self',
+    'Self', 'static', 'struct', 'super', 'trait', 'type', 'union', 'unsafe', 'use', 'where', 'while']),
+};
+const SCRIPT_WORDS = {
+  literals: new Set(['true', 'false', 'null', 'undefined']),
+  keywords: new Set(['abstract', 'any', 'as', 'async', 'await', 'bigint', 'boolean', 'break', 'case', 'catch', 'class',
+    'const', 'continue', 'debugger', 'declare', 'default', 'delete', 'do', 'else', 'enum', 'export', 'extends',
+    'finally', 'for', 'from', 'function', 'get', 'if', 'implements', 'import', 'in', 'infer', 'instanceof', 'interface',
+    'is', 'keyof', 'let', 'never', 'new', 'number', 'object', 'of', 'override', 'private', 'protected', 'public',
+    'readonly', 'return', 'satisfies', 'set', 'static', 'string', 'super', 'switch', 'symbol', 'this', 'throw', 'try',
+    'type', 'typeof', 'unknown', 'var', 'void', 'while', 'yield']),
+};
+
+function files(roots, extensions) {
+  return listFiles(roots, extensions, []).filter((file) => !file.endsWith('.d.ts')).sort();
+}
+
+function normalisedBody(tokens, words) {
+  const names = new Map();
+  return tokens.map((token) => {
+    if (token.kind === 'literal' || (token.kind === 'identifier' && words.literals.has(token.text))) return '<literal>';
+    if (token.kind !== 'identifier' || words.keywords.has(token.text)) return token.text;
+    if (!names.has(token.text)) names.set(token.text, `<name-${names.size}>`);
+    return names.get(token.text);
+  }).join(' ');
+}
+
+function bodies(file, tokens, opens, words) {
+  return opens.flatMap((open) => {
+    const close = matchingClose(tokens, open);
+    if (tokens[close].line - tokens[open].line + 1 < MINIMUM_LINES) return [];
+    const normalised = normalisedBody(tokens.slice(open, close + 1), words);
+    const sha256 = createHash('sha256').update(normalised).digest('hex');
+    return [{ sha256, location: `${relative(file)}:${tokens[open].line}` }];
+  });
+}
+
+function rustBodies() {
+  return files(RUST_ROOTS, ['.rs']).flatMap((file) => {
+    const tokens = lexRust(readFileSync(file, 'utf8'));
+    return bodies(file, tokens, rustFunctionOpens(tokens), RUST_WORDS);
+  });
+}
+
+function scriptBodies() {
+  return files(SCRIPT_ROOTS, SCRIPT_EXTENSIONS).flatMap((file) => {
+    const tokens = lexTypeScript(readFileSync(file, 'utf8'));
+    return bodies(file, tokens, typeScriptFunctionOpens(tokens), SCRIPT_WORDS);
+  });
+}
+
+function duplicateGroups() {
+  const byHash = new Map();
+  for (const body of [...rustBodies(), ...scriptBodies()]) {
+    byHash.set(body.sha256, [...(byHash.get(body.sha256) ?? []), body.location]);
+  }
+  return [...byHash.entries()]
+    .filter(([, members]) => members.length > 1)
+    .map(([sha256, members]) => ({ sha256, count: members.length, members }))
+    .sort((a, b) => a.members[0].localeCompare(b.members[0]) || a.sha256.localeCompare(b.sha256));
+}
+
+function allowedCounts() {
+  const allowed = JSON.parse(readFileSync(ALLOWED_FILE, 'utf8'));
+  return new Map(allowed.groups.map((group) => [group.sha256, group.count]));
+}
+
+function report(groups, allowed) {
+  let unexpected = 0;
+  for (const group of groups) {
+    const permitted = (allowed.get(group.sha256) ?? 0) >= group.count;
+    if (!permitted) unexpected += 1;
+    process.stdout.write(`${permitted ? 'allowed' : 'NEW'} ${group.sha256} x${group.count}\n`);
+    for (const member of group.members) process.stdout.write(`  ${member}\n`);
+  }
+  process.stdout.write(`${groups.length} duplicate groups, ${unexpected} not in duplicates-allowed.json\n`);
+  return unexpected;
+}
+
+process.exitCode = report(duplicateGroups(), allowedCounts()) > 0 ? 1 : 0;
diff --git a/main/scripts/check/function-bodies.mjs b/main/scripts/check/function-bodies.mjs
new file mode 100644
index 0000000..a37ef42
--- /dev/null
+++ b/main/scripts/check/function-bodies.mjs
@@ -0,0 +1,92 @@
+const CONTROL_KEYWORDS = new Set(['if', 'for', 'while', 'switch', 'catch', 'with', 'return', 'typeof', 'await',
+  'yield']);
+const ANNOTATION_STOPS = new Set(['=', 'class', 'extends', 'implements', 'interface', 'return', 'const', 'let', 'var',
+  'new', 'import', 'export']);
+
+export function matchingClose(tokens, open) {
+  const pairs = { '{': '}', '(': ')', '[': ']' };
+  const opener = tokens[open].text;
+  const closer = pairs[opener];
+  let depth = 0;
+  for (let index = open; index < tokens.length; index += 1) {
+    if (tokens[index].text === opener) depth += 1;
+    else if (tokens[index].text === closer) {
+      depth -= 1;
+      if (depth === 0) return index;
+    }
+  }
+  return tokens.length - 1;
+}
+
+export function matchingOpen(tokens, close) {
+  const pairs = { '}': '{', ')': '(', ']': '[' };
+  const closer = tokens[close].text;
+  const opener = pairs[closer];
+  let depth = 0;
+  for (let index = close; index >= 0; index -= 1) {
+    if (tokens[index].text === closer) depth += 1;
+    else if (tokens[index].text === opener) {
+      depth -= 1;
+      if (depth === 0) return index;
+    }
+  }
+  return 0;
+}
+
+export function topLevelDelimiter(tokens, start) {
+  let depth = 0;
+  for (let index = start; index < tokens.length; index += 1) {
+    const text = tokens[index].text;
+    if (text === '(' || text === '[') depth += 1;
+    else if (text === ')' || text === ']') depth -= 1;
+    else if (depth === 0 && (text === ';' || text === '{')) return index;
+  }
+  return -1;
+}
+
+function rustBodyOpen(tokens, fnIndex) {
+  const delimiter = topLevelDelimiter(tokens, fnIndex + 1);
+  return delimiter !== -1 && tokens[delimiter].text === '{' ? delimiter : -1;
+}
+
+export function rustFunctionOpens(tokens) {
+  const opens = [];
+  tokens.forEach((token, index) => {
+    if (token.text !== 'fn') return;
+    if (tokens[index + 1]?.kind !== 'identifier') return;
+    const open = rustBodyOpen(tokens, index);
+    if (open !== -1) opens.push(open);
+  });
+  return opens;
+}
+
+function annotatedParen(tokens, open) {
+  if (tokens[open - 1]?.text === ')') return open - 1;
+  let depth = 0;
+  for (let index = open - 1; index > 0 && index > open - 200; index -= 1) {
+    const text = tokens[index].text;
+    if ([')', ']', '}', '>'].includes(text)) depth += 1;
+    else if (['(', '[', '{', '<'].includes(text)) depth -= 1;
+    if (depth < 0 || (depth === 0 && (text === ';' || ANNOTATION_STOPS.has(text)))) return -1;
+    if (depth === 0 && text === ':' && tokens[index - 1].text === ')') return index - 1;
+  }
+  return -1;
+}
+
+function isTypeScriptFunctionOpen(tokens, open) {
+  if (tokens[open - 1]?.text === '=>') return true;
+  const close = annotatedParen(tokens, open);
+  if (close === -1) return false;
+  const before = tokens[matchingOpen(tokens, close) - 1];
+  if (!before) return false;
+  if (before.text === 'function' || before.text === '>' || before.text === '?') return true;
+  return before.kind === 'identifier' && !CONTROL_KEYWORDS.has(before.text);
+}
+
+export function typeScriptFunctionOpens(tokens) {
+  const opens = [];
+  tokens.forEach((token, index) => {
+    if (token.text === '{' && isTypeScriptFunctionOpen(tokens, index)) opens.push(index);
+  });
+  return opens;
+}
diff --git a/main/scripts/check/import-cycles.mjs b/main/scripts/check/import-cycles.mjs
new file mode 100644
index 0000000..2023e06
--- /dev/null
+++ b/main/scripts/check/import-cycles.mjs
@@ -0,0 +1,93 @@
+import path from 'node:path';
+import ts from 'typescript';
+import { REPOSITORY_ROOT, relative } from '../lib/paths.mjs';
+
+const CONFIGS = [
+  'tsconfig.json', 'tsconfig.worker.json', 'tsconfig.examples.json', 'tsconfig.tests.json', 'tsconfig.scripts.json',
+];
+const FIRST_PARTY = ['opengeometry-three', 'scripts'].map((root) => `${path.join(REPOSITORY_ROOT, root)}${path.sep}`);
+
+function isFirstParty(file) {
+  return FIRST_PARTY.some((root) => path.resolve(file).startsWith(root)) && !file.endsWith('.d.ts');
+}
+
+function parsedConfig(name) {
+  const file = path.join(REPOSITORY_ROOT, name);
+  const read = ts.readConfigFile(file, ts.sys.readFile);
+  if (read.error) throw new Error(ts.flattenDiagnosticMessageText(read.error.messageText, '\n'));
+  return ts.parseJsonConfigFileContent(read.config, ts.sys, path.dirname(file));
+}
+
+function isValueImport(statement) {
+  if (ts.isImportDeclaration(statement)) return !statement.importClause?.isTypeOnly;
+  if (ts.isExportDeclaration(statement)) return Boolean(statement.moduleSpecifier) && !statement.isTypeOnly;
+  return false;
+}
+
+function valueTargets(source, options) {
+  return source.statements
+    .filter(isValueImport)
+    .map((statement) => statement.moduleSpecifier)
+    .filter((specifier) => specifier && ts.isStringLiteral(specifier))
+    .map((specifier) => ts.resolveModuleName(specifier.text, source.fileName, options, ts.sys).resolvedModule)
+    .filter((resolved) => resolved && isFirstParty(resolved.resolvedFileName))
+    .map((resolved) => path.resolve(resolved.resolvedFileName));
+}
+
+function importGraph() {
+  const graph = new Map();
+  for (const name of CONFIGS) {
+    const config = parsedConfig(name);
+    const program = ts.createProgram(config.fileNames, config.options);
+    for (const source of program.getSourceFiles()) {
+      if (!isFirstParty(source.fileName)) continue;
+      const file = path.resolve(source.fileName);
+      graph.set(file, new Set([...(graph.get(file) ?? []), ...valueTargets(source, config.options)]));
+    }
+  }
+  return graph;
+}
+
+function stronglyConnected(graph) {
+  const index = new Map();
+  const low = new Map();
+  const stack = [];
+  const onStack = new Set();
+  const components = [];
+  const connect = (node) => {
+    index.set(node, index.size);
+    low.set(node, index.get(node));
+    stack.push(node);
+    onStack.add(node);
+    for (const next of graph.get(node) ?? []) {
+      if (!index.has(next)) {
+        connect(next);
+        low.set(node, Math.min(low.get(node), low.get(next)));
+      } else if (onStack.has(next)) low.set(node, Math.min(low.get(node), index.get(next)));
+    }
+    if (low.get(node) !== index.get(node)) return;
+    const component = [];
+    let member;
+    do {
+      member = stack.pop();
+      onStack.delete(member);
+      component.push(member);
+    } while (member !== node);
+    components.push(component);
+  };
+  for (const node of [...graph.keys()].sort()) if (!index.has(node)) connect(node);
+  return components;
+}
+
+function cycles(graph) {
+  return stronglyConnected(graph)
+    .filter((component) => component.length > 1 || graph.get(component[0])?.has(component[0]))
+    .map((component) => component.map(relative).sort());
+}
+
+const GRAPH = importGraph();
+const CYCLES = cycles(GRAPH);
+for (const cycle of CYCLES) process.stdout.write(`value-import cycle: ${cycle.join(' -> ')}\n`);
+const EDGES = [...GRAPH.values()].reduce((sum, targets) => sum + targets.size, 0);
+process.stdout.write(`${GRAPH.size} files, ${EDGES} value imports, ${CYCLES.length} value-import cycles\n`);
+process.exitCode = CYCLES.length > 0 ? 1 : 0;
diff --git a/main/scripts/check/lexers/rust-lexer.mjs b/main/scripts/check/lexers/rust-lexer.mjs
new file mode 100644
index 0000000..b0029db
--- /dev/null
+++ b/main/scripts/check/lexers/rust-lexer.mjs
@@ -0,0 +1,79 @@
+import { punctuatorEnd, skipLineComment, tokenize } from './tokenize.mjs';
+
+const IDENTIFIER_START = /[A-Za-z_]/;
+const IDENTIFIER_PART = /[A-Za-z0-9_]/;
+const NUMBER = /^(?:0[xob][0-9a-fA-F_]+|[0-9][0-9_]*(?:\.[0-9][0-9_]*)?(?:[eE][+-]?[0-9_]+)?)(?:[a-z][a-z0-9]*)?/;
+const PUNCTUATORS = ['<<=', '>>=', '...', '..=', '::', '->', '=>', '==', '!=', '<=', '>=', '&&', '||', '+=', '-=', '*=',
+  '/=', '%=', '^=', '&=', '|=', '<<', '>>', '..'];
+
+function skipBlockComment(source, index) {
+  let depth = 0;
+  let cursor = index;
+  while (cursor < source.length) {
+    if (source.startsWith('/*', cursor)) {
+      depth += 1;
+      cursor += 2;
+    } else if (source.startsWith('*/', cursor)) {
+      depth -= 1;
+      cursor += 2;
+      if (depth === 0) return cursor;
+    } else cursor += 1;
+  }
+  return cursor;
+}
+
+function quotedEnd(source, index) {
+  let cursor = index + 1;
+  while (cursor < source.length && source[cursor] !== '"') cursor += source[cursor] === '\\' ? 2 : 1;
+  return cursor + 1;
+}
+
+function rawStringEnd(source, index) {
+  const match = /^[bc]?r(#*)"/.exec(source.slice(index, index + 260));
+  if (!match) return -1;
+  const closing = `"${match[1]}`;
+  const end = source.indexOf(closing, index + match[0].length);
+  return end === -1 ? source.length : end + closing.length;
+}
+
+function quoteEnd(source, index) {
+  if (source[index + 1] === '\\') {
+    const end = source.indexOf("'", index + 2 + (source[index + 2] === "'" ? 1 : 0));
+    return { end: end + 1, kind: 'literal' };
+  }
+  const width = source.codePointAt(index + 1) > 0xffff ? 2 : 1;
+  if (source[index + 1 + width] === "'") return { end: index + 2 + width, kind: 'literal' };
+  let cursor = index + 1;
+  while (cursor < source.length && IDENTIFIER_PART.test(source[cursor])) cursor += 1;
+  return { end: cursor, kind: 'lifetime' };
+}
+
+function literalEnd(source, index) {
+  const raw = rawStringEnd(source, index);
+  if (raw !== -1) return raw;
+  if (/^[bc]"/.test(source.slice(index, index + 2))) return quotedEnd(source, index + 1);
+  if (source.startsWith("b'", index)) return quoteEnd(source, index + 1).end;
+  return -1;
+}
+
+function nextToken(source, index) {
+  const char = source[index];
+  if (source.startsWith('//', index)) return { skip: skipLineComment(source, index) };
+  if (source.startsWith('/*', index)) return { skip: skipBlockComment(source, index) };
+  const literal = literalEnd(source, index);
+  if (literal !== -1) return { end: literal, kind: 'literal' };
+  if (char === '"') return { end: quotedEnd(source, index), kind: 'literal' };
+  if (char === "'") return quoteEnd(source, index);
+  if (IDENTIFIER_START.test(char)) {
+    let cursor = index + (source.startsWith('r#', index) && IDENTIFIER_START.test(source[index + 2] ?? '') ? 2 : 0);
+    while (cursor < source.length && IDENTIFIER_PART.test(source[cursor])) cursor += 1;
+    return { end: cursor, kind: 'identifier' };
+  }
+  const number = NUMBER.exec(source.slice(index, index + 64));
+  if (number) return { end: index + number[0].length, kind: 'literal' };
+  return { end: punctuatorEnd(source, index, PUNCTUATORS), kind: 'punctuator' };
+}
+
+export function lexRust(source) {
+  return tokenize(source, nextToken);
+}
diff --git a/main/scripts/check/lexers/tokenize.mjs b/main/scripts/check/lexers/tokenize.mjs
new file mode 100644
index 0000000..458e7ab
--- /dev/null
+++ b/main/scripts/check/lexers/tokenize.mjs
@@ -0,0 +1,40 @@
+export function skipLineComment(source, index) {
+  const end = source.indexOf('\n', index);
+  return end === -1 ? source.length : end;
+}
+
+export function skipBlockComment(source, index) {
+  const end = source.indexOf('*/', index + 2);
+  return end === -1 ? source.length : end + 2;
+}
+
+export function quotedEnd(source, index) {
+  const quote = source[index];
+  let cursor = index + 1;
+  while (cursor < source.length && source[cursor] !== quote) cursor += source[cursor] === '\\' ? 2 : 1;
+  return cursor + 1;
+}
+
+export function punctuatorEnd(source, index, punctuators) {
+  const match = punctuators.find((candidate) => source.startsWith(candidate, index));
+  return index + (match ? match.length : 1);
+}
+
+export function tokenize(source, nextToken) {
+  const tokens = [];
+  let index = 0;
+  let line = 1;
+  while (index < source.length) {
+    if (/\s/.test(source[index])) {
+      if (source[index] === '\n') line += 1;
+      index += 1;
+      continue;
+    }
+    const token = nextToken(source, index, tokens[tokens.length - 1]);
+    const end = token.skip ?? token.end;
+    if (token.kind) tokens.push({ text: source.slice(index, end), kind: token.kind, line });
+    for (let cursor = index; cursor < end; cursor += 1) if (source[cursor] === '\n') line += 1;
+    index = end;
+  }
+  return tokens;
+}
diff --git a/main/scripts/check/lexers/typescript-lexer.mjs b/main/scripts/check/lexers/typescript-lexer.mjs
new file mode 100644
index 0000000..f7ff2e1
--- /dev/null
+++ b/main/scripts/check/lexers/typescript-lexer.mjs
@@ -0,0 +1,77 @@
+import { punctuatorEnd, quotedEnd, skipBlockComment, skipLineComment, tokenize } from './tokenize.mjs';
+
+const IDENTIFIER_START = /[A-Za-z_$#]/;
+const IDENTIFIER_PART = /[A-Za-z0-9_$]/;
+const NUMBER = /^(?:0[xob][0-9a-fA-F_]+n?|(?:[0-9][0-9_]*)?\.?[0-9][0-9_]*(?:[eE][+-]?[0-9_]+)?n?)/;
+const PUNCTUATORS = ['>>>=', '...', '===', '!==', '**=', '<<=', '>>=', '>>>', '&&=', '||=', '??=', '=>', '==', '!=',
+  '<=', '>=', '&&', '||', '??', '?.', '**', '++', '--', '+=', '-=', '*=', '/=', '%=', '&=', '|=', '^=', '<<', '>>'];
+const REGEX_PREFIX = new Set(['(', ',', '=', ':', '[', '!', '&', '|', '?', '{', '}', ';', '+', '-', '*', '%', '<', '>',
+  '~', '^', '=>', '==', '===', '!=', '!==', '&&', '||', '??', 'return', 'typeof', 'case', 'in', 'of', 'new', 'void',
+  'throw', 'delete', 'else', 'do', 'yield', 'await']);
+
+function codeEnd(source, index) {
+  let depth = 1;
+  let cursor = index;
+  while (cursor < source.length && depth > 0) {
+    const char = source[cursor];
+    if (char === "'" || char === '"') cursor = quotedEnd(source, cursor);
+    else if (char === '`') cursor = templateEnd(source, cursor);
+    else if (source.startsWith('//', cursor)) cursor = skipLineComment(source, cursor);
+    else if (source.startsWith('/*', cursor)) cursor = skipBlockComment(source, cursor);
+    else {
+      if (char === '{') depth += 1;
+      if (char === '}') depth -= 1;
+      cursor += 1;
+    }
+  }
+  return cursor;
+}
+
+function templateEnd(source, index) {
+  let cursor = index + 1;
+  while (cursor < source.length && source[cursor] !== '`') {
+    if (source[cursor] === '\\') cursor += 2;
+    else if (source.startsWith('${', cursor)) cursor = codeEnd(source, cursor + 2);
+    else cursor += 1;
+  }
+  return cursor + 1;
+}
+
+function regexEnd(source, index) {
+  let cursor = index + 1;
+  let inClass = false;
+  while (cursor < source.length && source[cursor] !== '\n') {
+    const char = source[cursor];
+    if (char === '\\') cursor += 1;
+    else if (char === '[') inClass = true;
+    else if (char === ']') inClass = false;
+    else if (char === '/' && !inClass) break;
+    cursor += 1;
+  }
+  cursor += 1;
+  while (cursor < source.length && /[a-z]/.test(source[cursor])) cursor += 1;
+  return cursor;
+}
+
+function nextToken(source, index, previous) {
+  const char = source[index];
+  if (source.startsWith('//', index)) return { skip: skipLineComment(source, index) };
+  if (source.startsWith('/*', index)) return { skip: skipBlockComment(source, index) };
+  if (char === "'" || char === '"') return { end: quotedEnd(source, index), kind: 'literal' };
+  if (char === '`') return { end: templateEnd(source, index), kind: 'literal' };
+  if (char === '/' && (previous === undefined || REGEX_PREFIX.has(previous.text))) {
+    return { end: regexEnd(source, index), kind: 'literal' };
+  }
+  if (IDENTIFIER_START.test(char)) {
+    let cursor = index + 1;
+    while (cursor < source.length && IDENTIFIER_PART.test(source[cursor])) cursor += 1;
+    return { end: cursor, kind: 'identifier' };
+  }
+  const number = /[0-9.]/.test(char) ? NUMBER.exec(source.slice(index, index + 64)) : null;
+  if (number && number[0] !== '.') return { end: index + number[0].length, kind: 'literal' };
+  return { end: punctuatorEnd(source, index, PUNCTUATORS), kind: 'punctuator' };
+}
+
+export function lexTypeScript(source) {
+  return tokenize(source, nextToken);
+}
diff --git a/main/scripts/check/lint-exceptions.json b/main/scripts/check/lint-exceptions.json
new file mode 100644
index 0000000..5a882d4
--- /dev/null
+++ b/main/scripts/check/lint-exceptions.json
@@ -0,0 +1,31 @@
+{
+  "returnTypeNames": {
+    "owner": "permanent",
+    "reason": "No public member needs an implicit return type now that kernel payloads have DTO types; the list stays so a later exemption is declared here.",
+    "names": []
+  },
+  "exceptions": [
+    {
+      "owner": "permanent",
+      "files": ["opengeometry-three/src/bodies/body.ts"],
+      "rules": ["@typescript-eslint/no-unsafe-type-assertion"],
+      "reason": "clone() returns a DisplayClone, which cannot be typed as this; a display copy is a plain Group, not a Body."
+    },
+    {
+      "owner": "permanent",
+      "files": ["opengeometry-three/src/rendering/inline-backend.ts"],
+      "rules": ["@typescript-eslint/no-empty-function"],
+      "reason": "The no-op members satisfy TessellationProvider, whose shape C5 owns."
+    },
+    {
+      "owner": "permanent",
+      "files": [
+        "opengeometry-three/tests/browser/pages/acceptance.ts",
+        "opengeometry-three/tests/browser/pages/acceptance-probes.ts",
+        "opengeometry-three/tests/browser/pages/smoke.ts"
+      ],
+      "rules": ["@typescript-eslint/no-unsafe-return", "@typescript-eslint/no-unsafe-type-assertion"],
+      "reason": "The pages read graph() payloads through dist/testing.js, whose glue methods return any or JSON text, and assert them."
+    }
+  ]
+}
diff --git a/main/scripts/check/lint-exceptions.mjs b/main/scripts/check/lint-exceptions.mjs
new file mode 100644
index 0000000..0d6298f
--- /dev/null
+++ b/main/scripts/check/lint-exceptions.mjs
@@ -0,0 +1,69 @@
+import { readFileSync } from 'node:fs';
+import path from 'node:path';
+import { ESLint } from 'eslint';
+import { RESTRICTED_SYNTAX, lintConfig } from '../../eslint.config.js';
+import { REPOSITORY_ROOT, relative } from '../lib/paths.mjs';
+import EXCEPTIONS from './lint-exceptions.json' with { type: 'json' };
+
+const RETURN_TYPE_RULES = new Set([
+  '@typescript-eslint/explicit-function-return-type',
+  '@typescript-eslint/explicit-module-boundary-types',
+]);
+const SYNTAX_GROUP_BY_MESSAGE = new Map(Object.entries(RESTRICTED_SYNTAX)
+  .flatMap(([group, options]) => options.map((option) => [option.message, group])));
+
+async function unsuppressedMessages() {
+  const eslint = new ESLint({ cwd: REPOSITORY_ROOT, overrideConfigFile: true, overrideConfig: lintConfig([], []) });
+  const results = await eslint.lintFiles(['.']);
+  return results.flatMap((result) => result.messages
+    .map((message) => ({ ...message, file: relative(result.filePath) })));
+}
+
+function suppressionKey(message) {
+  const group = message.ruleId === 'no-restricted-syntax' ? SYNTAX_GROUP_BY_MESSAGE.get(message.message) : undefined;
+  return group ? `syntax:${group}` : message.ruleId;
+}
+
+function staleEntryParts(entry, index, found) {
+  const keys = [...(entry.rules ?? []), ...(entry.syntax ?? []).map((group) => `syntax:${group}`)];
+  const label = `lint exception ${String(index + 1)} (${entry.owner})`;
+  const staleFiles = entry.files
+    .filter((file) => !keys.some((key) => found.has(`${file} ${key}`)))
+    .map((file) => `${label}: ${file} no longer needs ${keys.join(', ')}`);
+  const staleKeys = keys
+    .filter((key) => !entry.files.some((file) => found.has(`${file} ${key}`)))
+    .map((key) => `${label}: ${key} no longer suppresses anything in its files`);
+  return [...staleFiles, ...staleKeys];
+}
+
+function offsetOf(text, line, column) {
+  const before = text.split('\n').slice(0, line - 1).join('\n');
+  return (line > 1 ? before.length + 1 : 0) + column - 1;
+}
+
+function reportedText(message) {
+  const text = readFileSync(path.join(REPOSITORY_ROOT, message.file), 'utf8');
+  const end = offsetOf(text, message.endLine ?? message.line, message.endColumn ?? message.column);
+  return text.slice(offsetOf(text, message.line, message.column), end);
+}
+
+function staleReturnTypeNames(messages) {
+  const heads = messages
+    .filter((message) => RETURN_TYPE_RULES.has(message.ruleId ?? '') && message.messageId === 'missingReturnType')
+    .map(reportedText);
+  return EXCEPTIONS.returnTypeNames.names
+    .filter((name) => !heads.some((head) => new RegExp(`\\b${name}\\b`).test(head)))
+    .map((name) => `returnTypeNames: ${name} no longer needs an exemption`);
+}
+
+const MESSAGES = await unsuppressedMessages();
+const FOUND = new Set(MESSAGES.map((message) => `${message.file} ${suppressionKey(message)}`));
+const STALE = [
+  ...EXCEPTIONS.exceptions.flatMap((entry, index) => staleEntryParts(entry, index, FOUND)),
+  ...staleReturnTypeNames(MESSAGES),
+];
+for (const stale of STALE) process.stdout.write(`${stale}\n`);
+const CHECKED = `${String(EXCEPTIONS.exceptions.length)} lint exceptions and `
+  + `${String(EXCEPTIONS.returnTypeNames.names.length)} return-type names checked`;
+process.stdout.write(`${CHECKED}, ${String(STALE.length)} stale\n`);
+process.exitCode = STALE.length > 0 ? 1 : 0;
diff --git a/main/scripts/check/source-rules.json b/main/scripts/check/source-rules.json
new file mode 100644
index 0000000..e3bc87c
--- /dev/null
+++ b/main/scripts/check/source-rules.json
@@ -0,0 +1,24 @@
+{
+  "roots": [
+    { "path": ".", "recursive": true }
+  ],
+  "skipDirectories": ["node_modules", "target", "pkg", "dist", "examples-dist", "test-results"],
+  "fileTypes": {
+    "script": [".ts", ".mts", ".cts", ".js", ".mjs", ".cjs"],
+    "markup": [".html"],
+    "style": [".css"],
+    "json": [".json", ".jsonc"]
+  },
+  "kebabCase": "^[a-z0-9]+(-[a-z0-9]+)*$",
+  "rustRoots": [
+    { "path": "opengeometry/tests", "recursive": true },
+    { "path": "opengeometry/test-support", "recursive": true },
+    { "path": "opengeometry/examples", "recursive": true }
+  ],
+  "exceptionListRoots": [
+    { "path": "opengeometry/tests/source_rules", "recursive": false }
+  ],
+  "vendoredDirectories": [],
+  "maxFileLines": 600,
+  "forbiddenMentions": ["[c]laude", "[a]nthropic", "[o]pencascade", "[p]ythonocc", "\\b[o]cc\\b", "\\b[o]cp\\b"]
+}
diff --git a/main/scripts/check/source-rules.mjs b/main/scripts/check/source-rules.mjs
new file mode 100644
index 0000000..a9bff13
--- /dev/null
+++ b/main/scripts/check/source-rules.mjs
@@ -0,0 +1,193 @@
+import { readdirSync, readFileSync } from 'node:fs';
+import path from 'node:path';
+import ts from 'typescript';
+import { REPOSITORY_ROOT, listFiles, relative } from '../lib/paths.mjs';
+import { lexRust } from './lexers/rust-lexer.mjs';
+import { quotedEnd, skipBlockComment } from './lexers/tokenize.mjs';
+import CONFIG from './source-rules.json' with { type: 'json' };
+
+const KEBAB_CASE = new RegExp(CONFIG.kebabCase);
+const KIND_BY_EXTENSION = new Map(Object.entries(CONFIG.fileTypes)
+  .flatMap(([kind, extensions]) => extensions.map((extension) => [extension, kind])));
+const COMMENT_START = /\/\/|\/\*/g;
+const TOML_STRING_OR_COMMENT = /"""[\s\S]*?"""|'''[\s\S]*?'''|"(?:\\.|[^"\\\n])*"|'[^'\n]*'|#/g;
+const LIST_COMMENT = /^\s*(?:#|\/\/)/;
+const FORBIDDEN_MENTION = new RegExp(CONFIG.forbiddenMentions.join('|'), 'gi');
+const COMMENT_SKIPPED_DIRECTORIES = [...CONFIG.skipDirectories, ...CONFIG.vendoredDirectories];
+
+function kindOf(file) {
+  return KIND_BY_EXTENSION.get(path.extname(file));
+}
+
+function lineAt(text, index) {
+  return text.slice(0, index).split('\n').length;
+}
+
+function syntaxComments(source) {
+  const lines = new Set();
+  const visit = (node) => {
+    if (ts.isJSDoc(node)) return;
+    const children = node.getChildren(source);
+    if (children.length === 0) {
+      const trivia = source.text.slice(node.pos, node.getStart(source));
+      for (const match of trivia.matchAll(COMMENT_START)) lines.add(lineAt(source.text, node.pos + match.index));
+    }
+    for (const child of children) visit(child);
+  };
+  visit(source);
+  return [...lines];
+}
+
+function scriptComments(text, file) {
+  return syntaxComments(ts.createSourceFile(file, text, ts.ScriptTarget.Latest, true));
+}
+
+function jsonComments(text, file) {
+  return syntaxComments(ts.parseJsonText(file, text));
+}
+
+function styleComments(text) {
+  const lines = [];
+  let index = 0;
+  while (index < text.length) {
+    if (text[index] === '"' || text[index] === "'") index = quotedEnd(text, index);
+    else if (text.startsWith('/*', index)) {
+      lines.push(lineAt(text, index));
+      index = skipBlockComment(text, index);
+    } else index += 1;
+  }
+  return lines;
+}
+
+function tagEnd(text, index) {
+  let cursor = index + 1;
+  while (cursor < text.length && text[cursor] !== '>') {
+    cursor = text[cursor] === '"' || text[cursor] === "'" ? quotedEnd(text, cursor) : cursor + 1;
+  }
+  return cursor + 1;
+}
+
+function embeddedComments(text, index, element) {
+  const open = tagEnd(text, index);
+  const close = text.toLowerCase().indexOf(`</${element}`, open);
+  const end = close === -1 ? text.length : close;
+  const body = text.slice(open, end);
+  const inner = element === 'script' ? scriptComments(body, 'inline.js') : styleComments(body);
+  const offset = lineAt(text, open) - 1;
+  return { lines: inner.map((line) => line + offset), end };
+}
+
+function markupComments(text) {
+  const lines = [];
+  let index = 0;
+  while (index < text.length) {
+    const element = /^<(script|style)\b/i.exec(text.slice(index, index + 8))?.[1]?.toLowerCase();
+    if (text.startsWith('<!--', index)) {
+      lines.push(lineAt(text, index));
+      const end = text.indexOf('-->', index + 4);
+      index = end === -1 ? text.length : end + 3;
+    } else if (element) {
+      const embedded = embeddedComments(text, index, element);
+      lines.push(...embedded.lines);
+      index = embedded.end;
+    } else index = text[index] === '<' ? tagEnd(text, index) : index + 1;
+  }
+  return lines;
+}
+
+function opensComment(text, index) {
+  return text.startsWith('//', index) || text.startsWith('/*', index);
+}
+
+function closesGap(text, from, index) {
+  const gap = text.slice(from, index);
+  return !opensComment(text, index) && (/^\s*$/.test(gap) || lexRust(`${gap} x`).length === 1);
+}
+
+function tokenStart(text, from, token) {
+  let index = text.indexOf(token, from);
+  while (!closesGap(text, from, index)) index = text.indexOf(token, index + 1);
+  return index;
+}
+
+function gapComments(text, from, to) {
+  return [...text.slice(from, to).matchAll(COMMENT_START)].map((match) => lineAt(text, from + match.index));
+}
+
+function rustComments(text) {
+  const lines = new Set();
+  let from = 0;
+  for (const token of lexRust(text)) {
+    const start = tokenStart(text, from, token.text);
+    for (const line of gapComments(text, from, start)) lines.add(line);
+    from = start + token.text.length;
+  }
+  for (const line of gapComments(text, from, text.length)) lines.add(line);
+  return [...lines];
+}
+
+function tomlComments(text) {
+  return [...text.matchAll(TOML_STRING_OR_COMMENT)]
+    .filter((match) => match[0] === '#')
+    .map((match) => lineAt(text, match.index));
+}
+
+function listComments(text) {
+  return text.split('\n').flatMap((line, index) => (LIST_COMMENT.test(line) ? [index + 1] : []));
+}
+
+const COMMENT_FINDERS = {
+  script: scriptComments, json: jsonComments, style: styleComments, markup: markupComments,
+  rust: rustComments, toml: tomlComments, list: listComments,
+};
+
+function commentViolations(file, kind = kindOf(file)) {
+  const text = readFileSync(file, 'utf8');
+  const finder = COMMENT_FINDERS[kind];
+  return finder(text, file).map((line) => `${relative(file)}:${line} has a comment`);
+}
+
+function lengthViolations(file) {
+  const text = readFileSync(file, 'utf8');
+  const lines = text.split('\n').length - (text.endsWith('\n') ? 1 : 0);
+  return lines > CONFIG.maxFileLines ? [`${relative(file)} has ${lines} lines, above ${CONFIG.maxFileLines}`] : [];
+}
+
+function mentionViolations(file) {
+  const text = readFileSync(file, 'utf8');
+  const lines = new Set([...text.matchAll(FORBIDDEN_MENTION)].map((match) => lineAt(text, match.index)));
+  return [...lines].map((line) => `${relative(file)}:${line} has a forbidden mention`);
+}
+
+function namingViolations(file) {
+  const segments = relative(file).split('/');
+  const badDirectory = segments.slice(0, -1).find((segment) => !KEBAB_CASE.test(segment));
+  if (badDirectory) return [`${relative(file)} has a directory name that is not kebab-case: ${badDirectory}`];
+  const name = path.basename(file);
+  return name.split('.').every((part) => KEBAB_CASE.test(part)) ? [] : [`${relative(file)} is not kebab-case`];
+}
+
+function textFiles() {
+  return readdirSync(REPOSITORY_ROOT, { withFileTypes: true, recursive: true })
+    .filter((entry) => entry.isFile())
+    .map((entry) => path.join(entry.parentPath, entry.name))
+    .filter((file) => !relative(file).split('/').some((segment) => CONFIG.skipDirectories.includes(segment)))
+    .filter((file) => !readFileSync(file).includes(0));
+}
+
+const FILES = listFiles(CONFIG.roots, [...KIND_BY_EXTENSION.keys()], CONFIG.skipDirectories).sort();
+const RUST_FILES = listFiles(CONFIG.rustRoots, ['.rs'], COMMENT_SKIPPED_DIRECTORIES).sort();
+const TOML_FILES = listFiles(CONFIG.roots, ['.toml'], COMMENT_SKIPPED_DIRECTORIES).sort();
+const LIST_FILES = listFiles(CONFIG.exceptionListRoots, ['.txt'], CONFIG.skipDirectories).sort();
+const TEXT_FILES = textFiles().sort();
+const VIOLATIONS = [
+  ...FILES.flatMap((file) => [...namingViolations(file), ...commentViolations(file)]),
+  ...RUST_FILES.flatMap((file) => [...commentViolations(file, 'rust'), ...lengthViolations(file)]),
+  ...TOML_FILES.flatMap((file) => commentViolations(file, 'toml')),
+  ...LIST_FILES.flatMap((file) => commentViolations(file, 'list')),
+  ...TEXT_FILES.flatMap(mentionViolations),
+];
+const CHECKED = new Set([...FILES, ...RUST_FILES, ...TOML_FILES, ...LIST_FILES, ...TEXT_FILES]);
+for (const violation of VIOLATIONS) process.stdout.write(`${violation}\n`);
+process.stdout.write(`${CHECKED.size} files checked, ${VIOLATIONS.length} source rule violations\n`);
+process.exitCode = VIOLATIONS.length > 0 ? 1 : 0;
diff --git a/main/scripts/check/verify.mjs b/main/scripts/check/verify.mjs
new file mode 100644
index 0000000..3a2032c
--- /dev/null
+++ b/main/scripts/check/verify.mjs
@@ -0,0 +1,228 @@
+import { spawn } from 'node:child_process';
+import { closeSync, existsSync, mkdirSync, openSync, readFileSync, writeSync } from 'node:fs';
+import path from 'node:path';
+import { performance } from 'node:perf_hooks';
+import { pathToFileURL } from 'node:url';
+import { REPOSITORY_ROOT } from '../lib/paths.mjs';
+
+const LOG_DIRECTORY = path.join(REPOSITORY_ROOT, '.check');
+const WORKER_BUNDLE = path.join(REPOSITORY_ROOT, 'dist/tessellation-worker.js');
+const THREE_IMPORT = /(?:\bfrom\s*|\bimport\s*\(?\s*)['"]three(?:\/[^'"]*)?['"]/;
+const WASM_CORE = 'tests/wasm_core.rs';
+const WASM_RUNNING = /^\s*Running (?:unittests )?(\S+)/;
+const WASM_PASSED = /^\s*test result: ok\. (\d+) passed/;
+
+function crateSteps(name, directory, lintTargets, withTests) {
+  const steps = [
+    { name: `rust:${name}:fmt`, cwd: directory, commands: [['cargo', 'fmt', '--all', '--', '--check']] },
+    {
+      name: `rust:${name}:clippy`,
+      cwd: directory,
+      commands: [[
+        'cargo', 'clippy', '--offline', '--target-dir', 'target/clippy', lintTargets, '--', '-D', 'warnings',
+      ]],
+    },
+  ];
+  if (!withTests) return steps;
+  return [
+    ...steps,
+    {
+      name: `rust:${name}:test`,
+      cwd: directory,
+      commands: [['cargo', 'test', '--offline', '--all-targets', '--no-fail-fast']],
+    },
+  ];
+}
+
+function npmStep(script) {
+  return { name: script, cwd: '.', commands: [['npm', 'run', script]] };
+}
+
+function browserStep(threeVersion, portBase) {
+  return {
+    name: `browser:three-${threeVersion}`,
+    cwd: '.',
+    threeVersion,
+    portBase,
+    concurrent: true,
+    commands: [['npm', 'run', 'test:browser']],
+  };
+}
+
+const CHECK_STEPS = [
+  ...crateSteps('opengeometry', 'opengeometry', '--all-targets', true),
+  ...crateSteps('test-support', 'opengeometry/test-support', '--all-targets', true),
+  { name: 'test:wasm', cwd: 'opengeometry', commands: [['wasm-pack', 'test', '--node']], logCheck: wasmFloorFindings },
+  npmStep('build'),
+  { name: 'worker-bundle', check: workerBundleFindings },
+  ...['lint:check', 'typecheck', 'check:source', 'check:cycles', 'check:duplicates', 'build-example']
+    .map(npmStep),
+  ...['test:bindings', 'test:node', 'test:performance'].map(npmStep),
+];
+
+const FULL_STEPS = [
+  ...CHECK_STEPS,
+  browserStep('168', '4175'),
+  browserStep('184', '4185'),
+];
+
+function workerBundleFindings() {
+  if (!existsSync(WORKER_BUNDLE)) return [`missing ${WORKER_BUNDLE}`];
+  return readFileSync(WORKER_BUNDLE, 'utf8')
+    .split('\n')
+    .map((line, index) => ({ line, number: index + 1 }))
+    .filter((entry) => THREE_IMPORT.test(entry.line))
+    .map((entry) => `dist/tessellation-worker.js:${String(entry.number)} imports three: ${entry.line.trim()}`);
+}
+
+export function wasmFloorFindings(log) {
+  let binary = '';
+  let passed = 0;
+  let coreRanNone = false;
+  for (const line of log.split(/\r\n|\r|\n/)) {
+    binary = WASM_RUNNING.exec(line)?.[1] ?? binary;
+    passed += Number(WASM_PASSED.exec(line)?.[1] ?? 0);
+    if (binary === WASM_CORE && line.trim() === 'no tests to run!') coreRanNone = true;
+  }
+  return [
+    ...(passed === 0 ? ['no wasm test binary reported a passing test'] : []),
+    ...(coreRanNone ? [`${WASM_CORE} ran no tests`] : []),
+  ];
+}
+
+function errorText(error) {
+  return error instanceof Error ? error.message : String(error);
+}
+
+function optionValue(argv, flag) {
+  const index = argv.indexOf(flag);
+  if (index < 0) return undefined;
+  const value = argv[index + 1];
+  if (value === undefined || value.startsWith('--')) throw new Error(`${flag} needs a value`);
+  return value;
+}
+
+function listOption(argv, flag) {
+  return optionValue(argv, flag)?.split(',').filter(Boolean);
+}
+
+function checkKnown(names, steps) {
+  const known = new Set(steps.map((step) => step.name));
+  const unknown = names.filter((name) => !known.has(name));
+  if (unknown.length === 0) return;
+  throw new Error(`unknown step ${unknown.join(', ')}; steps are ${[...known].join(', ')}`);
+}
+
+export function selectSteps(argv) {
+  const steps = argv.includes('--full') ? FULL_STEPS : CHECK_STEPS;
+  const only = listOption(argv, '--only');
+  const skip = listOption(argv, '--skip') ?? [];
+  const from = optionValue(argv, '--from');
+  checkKnown([...(only ?? []), ...skip, ...(from === undefined ? [] : [from])], steps);
+  const start = from === undefined ? 0 : steps.findIndex((step) => step.name === from);
+  const selected = steps.slice(start)
+    .filter((step) => (only === undefined || only.includes(step.name)) && !skip.includes(step.name));
+  if (selected.length === 0) throw new Error('nothing selected');
+  return selected;
+}
+
+function commandEnvironment(step) {
+  const env = { ...process.env };
+  if (step.threeVersion !== undefined) env.OG_THREE_VERSION = step.threeVersion;
+  if (step.portBase !== undefined) env.OG_PW_PORT_BASE = step.portBase;
+  return env;
+}
+
+function commandStatus(command, step, log) {
+  writeSync(log, `$ ${command.join(' ')}\n`);
+  return new Promise((resolve) => {
+    const child = spawn(command[0], command.slice(1), {
+      cwd: path.join(REPOSITORY_ROOT, step.cwd),
+      env: commandEnvironment(step),
+      stdio: ['ignore', log, log],
+    });
+    child.on('error', (error) => {
+      writeSync(log, `${error.message}\n`);
+      resolve(127);
+    });
+    child.on('close', (code) => resolve(code ?? 127));
+  });
+}
+
+function checkFindings(check) {
+  try {
+    return check();
+  } catch (error) {
+    return [`check threw: ${errorText(error)}`];
+  }
+}
+
+function writeFindings(findings, log) {
+  writeSync(log, findings.length === 0 ? 'no findings\n' : `${findings.join('\n')}\n`);
+  return findings.length === 0 ? 0 : 1;
+}
+
+async function stepStatus(step, log) {
+  if (step.check) return writeFindings(checkFindings(step.check), log);
+  for (const command of step.commands) {
+    const status = await commandStatus(command, step, log);
+    if (status !== 0) return status;
+  }
+  return 0;
+}
+
+async function attempt(step) {
+  const file = path.join(LOG_DIRECTORY, `${step.name}.log`);
+  const log = openSync(file, 'w');
+  const status = await stepStatus(step, log);
+  const checked = status === 0 && step.logCheck
+    ? writeFindings(checkFindings(() => step.logCheck(readFileSync(file, 'utf8'))), log)
+    : status;
+  closeSync(log);
+  return checked;
+}
+
+async function runStep(step) {
+  const started = performance.now();
+  const status = await attempt(step);
+  const seconds = ((performance.now() - started) / 1000).toFixed(1);
+  const verdict = status === 0 ? 'ok  ' : 'FAIL';
+  process.stdout.write(`${verdict} ${step.name.padEnd(28)} exit ${String(status)} ${seconds}s\n`);
+  return { name: step.name, status };
+}
+
+function stepBatches(steps) {
+  const batches = [];
+  for (const step of steps) {
+    const last = batches.at(-1);
+    if (step.concurrent && last?.[0]?.concurrent) last.push(step);
+    else batches.push([step]);
+  }
+  return batches;
+}
+
+async function runSteps(steps) {
+  const results = [];
+  for (const batch of stepBatches(steps)) results.push(...await Promise.all(batch.map(runStep)));
+  return results;
+}
+
+async function main(argv) {
+  let steps;
+  try {
+    steps = selectSteps(argv);
+  } catch (error) {
+    process.stderr.write(`verify: ${errorText(error)}\n`);
+    process.exitCode = 1;
+    return;
+  }
+  mkdirSync(LOG_DIRECTORY, { recursive: true });
+  const results = await runSteps(steps);
+  const failed = results.filter((result) => result.status !== 0).map((result) => result.name);
+  process.stdout.write(failed.length === 0
+    ? `${String(steps.length)} steps passed; logs in .check/\n`
+    : `failed: ${failed.join(', ')}; logs in .check/\n`);
+  process.exitCode = failed.length === 0 ? 0 : 1;
+}
+
+if (import.meta.url === pathToFileURL(process.argv[1] ?? '').href) await main(process.argv.slice(2));
diff --git a/main/scripts/check/verify.test.mjs b/main/scripts/check/verify.test.mjs
new file mode 100644
index 0000000..ba213f3
--- /dev/null
+++ b/main/scripts/check/verify.test.mjs
@@ -0,0 +1,115 @@
+import assert from 'node:assert/strict';
+import { test } from 'node:test';
+import { selectSteps, wasmFloorFindings } from './verify.mjs';
+import { existsSync } from 'node:fs';
+import path from 'node:path';
+import { REPOSITORY_ROOT } from '../lib/paths.mjs';
+
+const PADDING = ' '.repeat(50);
+const NO_TESTS = 'no tests to run!';
+const WASM_CORE = 'tests/wasm_core.rs';
+const PASSED = [
+  `Executing bindgen...${PADDING}\r${PADDING}\rrunning 4 tests`,
+  'test embedded_brep_round_trip_and_snapshot_buffers ... ok',
+  '',
+  'test result: ok. 4 passed; 0 failed; 0 ignored; 0 filtered out; finished in 1.22s',
+  '',
+];
+const BINARIES = [
+  'unittests src/lib.rs', 'tests/booleans/main.rs', 'tests/errors.rs', WASM_CORE, 'tests/world_graph/main.rs',
+];
+
+function wasmLog(outputs) {
+  const entries = BINARIES.map((binary, index) => [
+    `${index === 0 ? '' : `${PADDING}\r`}     Running ${binary} (target/wasm32-unknown-unknown/debug/deps/x.wasm)`,
+    ...(outputs.get(binary) ?? [NO_TESTS]),
+  ]);
+  return [
+    '$ wasm-pack test --node',
+    '    Finished `test` profile [unoptimized + debuginfo] target(s) in 0.03s',
+    ...entries.flat(),
+    `${PADDING}\r[WARN]: There's a newer version of wasm-pack available`,
+  ].join('\n');
+}
+
+function names(argv) {
+  return selectSteps(argv).map((step) => step.name);
+}
+
+function failsWith(message) {
+  return (error) => error instanceof Error && error.message === message;
+}
+
+test('--only keeps the named steps in check order', () => {
+  assert.deepEqual(names(['--only', 'typecheck,build']), ['build', 'typecheck']);
+});
+
+test('the wasm test step is named test:wasm like its npm script', () => {
+  assert.deepEqual(names(['--only', 'test:wasm']), ['test:wasm']);
+});
+
+test('every cargo gate step runs in a directory that holds a Cargo.toml', () => {
+  const cargoSteps = selectSteps(['--full']).filter((step) => step.commands?.some((command) => command[0] === 'cargo'));
+  assert(cargoSteps.length > 0);
+  const missing = cargoSteps
+    .filter((step) => !existsSync(path.join(REPOSITORY_ROOT, step.cwd ?? '', 'Cargo.toml')))
+    .map((step) => step.name);
+  assert.deepEqual(missing, []);
+});
+
+test('--from starts at the named step', () => {
+  assert.deepEqual(names(['--from', 'test:node']), ['test:node', 'test:performance']);
+});
+
+test('--skip drops the named steps', () => {
+  assert.deepEqual(names(['--from', 'test:bindings', '--skip', 'test:node']), ['test:bindings', 'test:performance']);
+});
+
+test('--full adds both browser steps', () => {
+  assert.deepEqual(names(['--full', '--from', 'test:performance']), [
+    'test:performance', 'browser:three-168', 'browser:three-184',
+  ]);
+});
+
+test('--only names before --from select nothing and fail', () => {
+  assert.throws(() => selectSteps(['--from', 'test:node', '--only', 'build']), failsWith('nothing selected'));
+});
+
+test('--skip of every selected step selects nothing and fails', () => {
+  assert.throws(() => selectSteps(['--only', 'build', '--skip', 'build']), failsWith('nothing selected'));
+});
+
+test('an unknown step name fails with one line naming it', () => {
+  assert.throws(
+    () => selectSteps(['--skip', 'nope']),
+    (error) => error instanceof Error && error.message.startsWith('unknown step nope;')
+      && !error.message.includes('\n'),
+  );
+});
+
+test('an option without a value fails naming the option', () => {
+  assert.throws(() => selectSteps(['--only']), failsWith('--only needs a value'));
+  assert.throws(() => selectSteps(['--from', '--full']), failsWith('--from needs a value'));
+});
+
+test('a wasm log where every binary runs no tests fails the wasm floor', () => {
+  assert.deepEqual(wasmFloorFindings(wasmLog(new Map())), [
+    'no wasm test binary reported a passing test',
+    `${WASM_CORE} ran no tests`,
+  ]);
+});
+
+test('a wasm log whose wasm_core binary runs no tests fails the wasm floor', () => {
+  const log = wasmLog(new Map([['tests/errors.rs', PASSED]]));
+  assert.deepEqual(wasmFloorFindings(log), [`${WASM_CORE} ran no tests`]);
+});
+
+test('the recorded wasm log shape passes the wasm floor', () => {
+  assert.deepEqual(wasmFloorFindings(wasmLog(new Map([[WASM_CORE, PASSED]]))), []);
+});
+
+test('the wasm test step carries both its command and the floor', () => {
+  const [step] = selectSteps(['--only', 'test:wasm']);
+  assert.deepEqual(step?.commands, [['wasm-pack', 'test', '--node']]);
+  assert.equal(step?.logCheck, wasmFloorFindings);
+});
diff --git a/main/scripts/lib/kernel.mjs b/main/scripts/lib/kernel.mjs
new file mode 100644
index 0000000..4514e6d
--- /dev/null
+++ b/main/scripts/lib/kernel.mjs
@@ -0,0 +1,7 @@
+import { readFileSync } from 'node:fs';
+import { OpenGeometry } from '../../dist/index.js';
+
+export async function createInlineKernel() {
+  const bytes = readFileSync(new URL('../../dist/opengeometry_bg.wasm', import.meta.url));
+  await OpenGeometry.create({ wasmModule: new WebAssembly.Module(bytes) }, { tessellation: 'inline' });
+}
diff --git a/main/scripts/lib/node-builtins.d.ts b/main/scripts/lib/node-builtins.d.ts
new file mode 100644
index 0000000..cc6979f
--- /dev/null
+++ b/main/scripts/lib/node-builtins.d.ts
@@ -0,0 +1,101 @@
+declare module 'node:fs' {
+  export interface Dirent {
+    name: string;
+    parentPath: string;
+    isFile(): boolean;
+    isDirectory(): boolean;
+  }
+  export function readFileSync(path: string | URL, encoding: 'utf8'): string;
+  export function readFileSync(path: string | URL): Uint8Array;
+  export function readdirSync(path: string, options: { withFileTypes: true; recursive?: boolean }): Dirent[];
+  export function existsSync(path: string): boolean;
+  export function mkdirSync(path: string, options?: { recursive?: boolean }): string | undefined;
+  export function openSync(path: string, flags: string): number;
+  export function writeSync(fd: number, text: string): number;
+  export function closeSync(fd: number): void;
+}
+
+declare module 'node:child_process' {
+  export interface ChildProcess {
+    on(event: 'close', listener: (code: number | null) => void): ChildProcess;
+    on(event: 'error', listener: (error: Error) => void): ChildProcess;
+  }
+  export function spawn(
+    command: string,
+    args: string[],
+    options: { cwd: string; env: Record<string, string | undefined>; stdio: ['ignore', number, number] },
+  ): ChildProcess;
+}
+
+declare module 'node:test' {
+  export function test(name: string, body: () => void | Promise<void>): Promise<void>;
+}
+
+declare module 'node:fs/promises' {
+  export interface Stats {
+    isDirectory(): boolean;
+  }
+  export function cp(source: string, destination: string): Promise<void>;
+  export function mkdir(path: string, options?: { recursive?: boolean }): Promise<string | undefined>;
+  export function readFile(path: string, encoding: 'utf8'): Promise<string>;
+  export function readdir(path: string): Promise<string[]>;
+  export function stat(path: string): Promise<Stats>;
+  export function writeFile(path: string, data: string | Uint8Array): Promise<void>;
+}
+
+declare module 'node:path' {
+  interface Path {
+    sep: string;
+    resolve(...segments: string[]): string;
+    dirname(path: string): string;
+    join(...segments: string[]): string;
+    relative(from: string, to: string): string;
+    basename(path: string, suffix?: string): string;
+    extname(path: string): string;
+  }
+  const path: Path;
+  export default path;
+}
+
+declare module 'node:url' {
+  export function fileURLToPath(url: string | URL): string;
+  export function pathToFileURL(path: string): URL;
+}
+
+declare module 'node:crypto' {
+  export interface Hash {
+    update(data: string | Uint8Array): Hash;
+    digest(encoding: 'hex'): string;
+  }
+  export function createHash(algorithm: string): Hash;
+}
+
+declare module 'node:assert/strict' {
+  interface Assert {
+    (value: unknown, message?: string): asserts value;
+    equal(actual: unknown, expected: unknown, message?: string): void;
+    notEqual(actual: unknown, expected: unknown, message?: string): void;
+    deepEqual(actual: unknown, expected: unknown, message?: string): void;
+    throws(block: () => unknown, error?: (error: unknown) => boolean, message?: string): void;
+  }
+  const assert: Assert;
+  export default assert;
+}
+
+declare module 'node:perf_hooks' {
+  export const performance: { now(): number };
+}
+
+declare const process: {
+  argv: string[];
+  arch: string;
+  platform: string;
+  env: { OG_THREE_VERSION?: string; OG_PW_PORT_BASE?: string; CI?: string };
+  exitCode: number | undefined;
+  stdout: { write(text: string): boolean };
+  stderr: { write(text: string): boolean };
+};
+
+interface ImportMeta {
+  readonly dirname: string;
+}
diff --git a/main/scripts/lib/paths.mjs b/main/scripts/lib/paths.mjs
new file mode 100644
index 0000000..919e43b
--- /dev/null
+++ b/main/scripts/lib/paths.mjs
@@ -0,0 +1,19 @@
+import { readdirSync } from 'node:fs';
+import path from 'node:path';
+import { fileURLToPath } from 'node:url';
+
+export const REPOSITORY_ROOT = path.resolve(path.dirname(fileURLToPath(import.meta.url)), '../..');
+
+export function relative(file) {
+  return path.relative(REPOSITORY_ROOT, file).split(path.sep).join('/');
+}
+
+export function listFiles(roots, extensions, skippedDirectories) {
+  return roots
+    .flatMap((root) => readdirSync(path.join(REPOSITORY_ROOT, root.path), {
+      withFileTypes: true, recursive: root.recursive,
+    }))
+    .filter((entry) => entry.isFile() && extensions.includes(path.extname(entry.name)))
+    .map((entry) => path.join(entry.parentPath, entry.name))
+    .filter((file) => !relative(file).split('/').some((segment) => skippedDirectories.includes(segment)));
+}
diff --git a/main/scripts/snapshot/kernel-snapshot.mjs b/main/scripts/snapshot/kernel-snapshot.mjs
new file mode 100644
index 0000000..fa38ddc
--- /dev/null
+++ b/main/scripts/snapshot/kernel-snapshot.mjs
@@ -0,0 +1,29 @@
+import { spawn } from 'node:child_process';
+import path from 'node:path';
+import { REPOSITORY_ROOT } from '../lib/paths.mjs';
+
+const DUMP_VARIABLE = 'OG_GOLDEN_DUMP';
+const COMPARING_TEST = 'every_golden_scene_matches_the_recorded_golden_for_this_target';
+const CARGO_ARGUMENTS = [
+  'test', '--locked', '--offline', '--manifest-path', 'opengeometry/Cargo.toml', '--test', 'golden',
+  '--', COMPARING_TEST, '--exact', '--nocapture',
+];
+
+function main() {
+  const directory = process.argv[2];
+  if (!directory) throw new Error('usage: npm run snapshot:kernel -- <out-dir>');
+  const child = spawn('cargo', CARGO_ARGUMENTS, {
+    cwd: REPOSITORY_ROOT,
+    env: { ...process.env, [DUMP_VARIABLE]: path.resolve(directory) },
+    stdio: ['ignore', 1, 2],
+  });
+  child.on('error', (error) => {
+    process.stderr.write(`${error.message}\n`);
+    process.exitCode = 127;
+  });
+  child.on('close', (code) => {
+    process.exitCode = code ?? 127;
+  });
+}
+
+main();
diff --git a/main/scripts/snapshot/sdk-dump.mjs b/main/scripts/snapshot/sdk-dump.mjs
new file mode 100644
index 0000000..e7d0c5e
--- /dev/null
+++ b/main/scripts/snapshot/sdk-dump.mjs
@@ -0,0 +1,64 @@
+import { OpenGeometry } from '../../dist/index.js';
+import { digest, outcome, outcomeAsync } from './stable-output.mjs';
+
+export function getters(item) {
+  const result = {
+    ogId: item.ogId,
+    handle: item.handle,
+    generation: item.generation,
+    placement: outcome(() => item.getPlacement()),
+    worldPlacement: outcome(() => item.getWorldPlacement()),
+    children: outcome(() => item.getChildren()),
+    parent: outcome(() => item.getParent()),
+    bounds: outcome(() => item.getBounds()),
+  };
+  if (typeof item.getInstanceCount === 'function') {
+    result.bodyType = item.bodyType;
+    result.appearance = item.appearance;
+    result.instanceCount = outcome(() => item.getInstanceCount());
+  }
+  if (typeof item.getReport === 'function') result.report = outcome(() => item.getReport());
+  return result;
+}
+
+export function allGetters(items) {
+  return Object.fromEntries(items.map((item) => [item.ogId, getters(item)]));
+}
+
+function attributeDigest(attribute) {
+  return {
+    itemSize: attribute.itemSize,
+    count: attribute.count,
+    type: attribute.array.constructor.name,
+    sha256: digest(attribute.array),
+  };
+}
+
+function geometryDigest(geometry) {
+  const names = Object.keys(geometry.attributes).sort();
+  return {
+    attributes: Object.fromEntries(names.map((name) => [name, attributeDigest(geometry.attributes[name])])),
+    index: geometry.index ? attributeDigest(geometry.index) : null,
+  };
+}
+
+function objectDigest(object) {
+  return {
+    visible: object.visible,
+    position: object.position.toArray(),
+    geometry: geometryDigest(object.geometry),
+  };
+}
+
+export function geometry(bodies) {
+  return Object.fromEntries(bodies.map((body) => [body.ogId, {
+    visible: body.visible,
+    matrixWorld: [...body.matrixWorld.elements],
+    surface: objectDigest(body.surface),
+    outline: objectDigest(body.outline),
+  }]));
+}
+
+export async function exportStep(options) {
+  return outcomeAsync(() => OpenGeometry.exportStep(options));
+}
diff --git a/main/scripts/snapshot/sdk-scene.mjs b/main/scripts/snapshot/sdk-scene.mjs
new file mode 100644
index 0000000..170ed24
--- /dev/null
+++ b/main/scripts/snapshot/sdk-scene.mjs
@@ -0,0 +1,101 @@
+import * as THREE from 'three';
+import {
+  OpenGeometry, SystemAssembly, Wire, Solid,
+  OG_PRIMITIVE_RECTANGLE, OG_PRIMITIVE_PARAMS_RECTANGLE,
+  OG_PRIMITIVE_CIRCLE, OG_PRIMITIVE_PARAMS_CIRCLE,
+  OG_PRIMITIVE_POLYLINE, OG_PRIMITIVE_PARAMS_POLYLINE,
+  OG_PRIMITIVE_CUBOID, OG_PRIMITIVE_PARAMS_CUBOID,
+  OG_OPERATION_EXTRUDE, OG_OPERATION_PARAMS_EXTRUDE,
+  OG_OPERATION_SWEEP, OG_OPERATION_PARAMS_SWEEP,
+  OG_OPERATION_SUBTRACT,
+  OG_TRANSFORM_TRANSLATE, OG_TRANSFORM_ROTATE, OG_TRANSFORM_PLACE,
+} from '../../dist/index.js';
+import { outcome } from './stable-output.mjs';
+
+const PICK_ORIGIN = [-1.5, 5, 5];
+const PICK_DIRECTION = [0, 0, -1];
+
+export function stepLog() {
+  const entries = [];
+  return {
+    entries,
+    run(step, fn) {
+      const result = outcome(fn);
+      entries.push({ step, ...result, ok: !('error' in result) });
+      return result.value;
+    },
+  };
+}
+
+function wallParams(profile, distance) {
+  return OG_OPERATION_PARAMS_EXTRUDE({ profile, distance });
+}
+
+export function buildScene(log) {
+  const scene = new THREE.Scene();
+  const level = new SystemAssembly({ ogId: 'level-1' });
+  const profile = new Wire(OG_PRIMITIVE_RECTANGLE, OG_PRIMITIVE_PARAMS_RECTANGLE({ width: 6, breadth: 0.2 }));
+  const wall = new Solid(OG_OPERATION_EXTRUDE, wallParams(profile, 3), { ogId: 'wall-1' });
+  const cutterParams = OG_PRIMITIVE_PARAMS_CUBOID({ width: 0.9, height: 2.1, depth: 0.4 });
+  const cutter = new Solid(OG_PRIMITIVE_CUBOID, cutterParams, { ogId: 'door-cutter' });
+  log.run('translate cutter', () => cutter.transform(OG_TRANSFORM_TRANSLATE, { offset: [2, 0, 0] }));
+  log.run('door cut', () => wall.operate(OG_OPERATION_SUBTRACT, { tools: [cutter] }));
+  const path = new Wire(OG_PRIMITIVE_POLYLINE, OG_PRIMITIVE_PARAMS_POLYLINE({
+    points: [[0, 1, 1], [4, 1, 1], [4, 1, 4]], closed: false,
+  }));
+  const disc = new Wire(OG_PRIMITIVE_CIRCLE, OG_PRIMITIVE_PARAMS_CIRCLE({ radius: 0.05 }), {
+    plane: { origin: [0, 1, 1], normal: [1, 0, 0], xDirection: [0, 0, 1] },
+  });
+  const rail = new Solid(OG_OPERATION_SWEEP, OG_OPERATION_PARAMS_SWEEP({ profile: disc, path }), { ogId: 'rail-1' });
+  log.run('add members', () => level.addChild([profile, wall, cutter, path, disc, rail]));
+  scene.add(wall, rail);
+  return { scene, level, profile, wall, cutter, path, disc, rail };
+}
+
+export function editScene(log, parts) {
+  const { level, profile, wall, cutter, rail } = parts;
+  log.run('place level', () => level.transform(OG_TRANSFORM_PLACE, { origin: [0, 3, 0] }));
+  log.run('rotate rail', () => rail.transform(OG_TRANSFORM_ROTATE, { axis: [0, 1, 0], degrees: 90 }));
+  log.run('rebuild wall', () => wall.rebuild(OG_OPERATION_EXTRUDE, wallParams(profile, 4)));
+  log.run('re-cut', () => wall.operate(OG_OPERATION_SUBTRACT, { tools: [cutter] }));
+  log.run('rail minus wall', () => rail.operate(OG_OPERATION_SUBTRACT, { tools: [wall] }));
+}
+
+export function trialEdit(log, parts) {
+  const { profile, wall } = parts;
+  const mark = OpenGeometry.mark();
+  log.run('mark stats with mark', () => OpenGeometry.markStats());
+  log.run('trial rebuild', () => wall.rebuild(OG_OPERATION_EXTRUDE, wallParams(profile, 5)));
+  log.run('rollback', () => mark.rollback());
+  log.run('release', () => mark.release());
+  log.run('release again', () => mark.release());
+  const dryRun = () => wall.rebuild(OG_OPERATION_EXTRUDE, wallParams(profile, 6));
+  log.run('dry-run transaction', () => OpenGeometry.transaction(dryRun, { dryRun: true }));
+  log.run('mark stats after release', () => OpenGeometry.markStats());
+}
+
+export function copyAndDispose(log, parts) {
+  const copy = parts.rail.instance({ ogId: 'rail-2' });
+  log.run('translate copy', () => copy.transform(OG_TRANSFORM_TRANSLATE, { offset: [0, 0, 2] }));
+  parts.scene.add(copy);
+  log.run('dispose cutter', () => parts.cutter.dispose());
+  return copy;
+}
+
+export function pickWall(parts) {
+  parts.scene.updateMatrixWorld(true);
+  const raycaster = new THREE.Raycaster(new THREE.Vector3(...PICK_ORIGIN), new THREE.Vector3(...PICK_DIRECTION));
+  const hits = raycaster.intersectObjects(parts.scene.children, true);
+  return outcome(() => {
+    const hit = hits[0];
+    if (!hit) throw new Error('the pick ray hit nothing');
+    return {
+      origin: PICK_ORIGIN,
+      direction: PICK_DIRECTION,
+      distance: hit.distance,
+      point: hit.point.toArray(),
+      faceIndex: hit.faceIndex,
+      resolved: OpenGeometry.resolveHit(hit),
+    };
+  });
+}
diff --git a/main/scripts/snapshot/sdk-snapshot.mjs b/main/scripts/snapshot/sdk-snapshot.mjs
new file mode 100644
index 0000000..b57a1ba
--- /dev/null
+++ b/main/scripts/snapshot/sdk-snapshot.mjs
@@ -0,0 +1,66 @@
+import { OpenGeometry } from '../../dist/index.js';
+import { createInlineKernel } from '../lib/kernel.mjs';
+import { allGetters, exportStep, geometry } from './sdk-dump.mjs';
+import { buildScene, copyAndDispose, editScene, pickWall, stepLog, trialEdit } from './sdk-scene.mjs';
+import { outcome, outcomeAsync, prepareDirectory, writer } from './stable-output.mjs';
+
+const EXPORTS = [
+  { name: 'level-default', options: (parts) => ({ nodes: [parts.level] }) },
+  { name: 'level-metre-y', options: (parts) => ({ nodes: [parts.level], unit: 'metre', upAxis: 'Y' }) },
+  {
+    name: 'bodies-millimetre-z',
+    options: (parts) => ({ nodes: [parts.wall, 'rail-2'], unit: 'millimetre', upAxis: 'Z' }),
+  },
+  { name: 'wire-rejected', options: (parts) => ({ nodes: [parts.profile] }) },
+  { name: 'invalid-unit', options: (parts) => ({ nodes: [parts.level], unit: 'inch' }) },
+];
+
+function members(parts, copy) {
+  const { level, profile, wall, cutter, path, disc, rail } = parts;
+  return [level, profile, wall, cutter, path, disc, rail, copy].filter(Boolean);
+}
+
+async function writeExports(out, parts) {
+  for (const { name, options } of EXPORTS) {
+    const result = await exportStep(options(parts));
+    if (result.value) {
+      await out.text(`export.${name}.step`, result.value.text);
+      await out.json(`export.${name}.report`, result.value.report);
+    } else {
+      await out.json(`export.${name}.error`, result.error);
+    }
+  }
+}
+
+async function writeBodies(out, bodies) {
+  for (const body of bodies) {
+    await out.json(`brep.${body.ogId}`, outcome(() => body.getBrep()));
+  }
+}
+
+async function main() {
+  const directory = process.argv[2];
+  if (!directory) throw new Error('usage: node scripts/snapshot/sdk-snapshot.mjs <out-dir>');
+  await prepareDirectory(directory);
+  const out = writer(directory);
+  await createInlineKernel();
+  const log = stepLog();
+  const parts = buildScene(log);
+  await out.json('nodes.after-build', allGetters(members(parts)));
+  editScene(log, parts);
+  trialEdit(log, parts);
+  await out.json('nodes.after-edit', allGetters(members(parts)));
+  const copy = copyAndDispose(log, parts);
+  parts.scene.updateMatrixWorld(true);
+  log.run('flush sync', () => OpenGeometry.flush({ geometry: 'sync' }));
+  await out.json('geometry', geometry([parts.wall, parts.rail, copy]));
+  await out.json('settled', await outcomeAsync(() => OpenGeometry.settled()));
+  await out.json('pick', pickWall(parts));
+  await writeExports(out, parts);
+  await out.json('nodes.final', allGetters(members(parts, copy)));
+  await writeBodies(out, [parts.profile, parts.wall, parts.path, parts.disc, parts.rail, copy]);
+  await out.json('mark-stats', outcome(() => OpenGeometry.markStats()));
+  await out.json('steps', log.entries);
+}
+
+await main();
diff --git a/main/scripts/snapshot/stable-output.mjs b/main/scripts/snapshot/stable-output.mjs
new file mode 100644
index 0000000..e87aba0
--- /dev/null
+++ b/main/scripts/snapshot/stable-output.mjs
@@ -0,0 +1,63 @@
+import { createHash } from 'node:crypto';
+import { mkdir, readdir, writeFile } from 'node:fs/promises';
+import path from 'node:path';
+
+function exactNumber(value) {
+  if (Number.isInteger(value) && !Object.is(value, -0)) return value;
+  const view = new DataView(new ArrayBuffer(8));
+  view.setFloat64(0, value);
+  return `f64:${view.getBigUint64(0).toString(16).padStart(16, '0')}`;
+}
+
+export function canonical(value) {
+  if (typeof value === 'number') return exactNumber(value);
+  if (Array.isArray(value)) return value.map(canonical);
+  if (value && typeof value === 'object') {
+    return Object.fromEntries(Object.keys(value).sort().map((key) => [key, canonical(value[key])]));
+  }
+  return value;
+}
+
+export function stableJson(value) {
+  return `${JSON.stringify(canonical(value), null, 1)}\n`;
+}
+
+export function digest(view) {
+  const bytes = new Uint8Array(view.buffer, view.byteOffset, view.byteLength);
+  return createHash('sha256').update(bytes).digest('hex');
+}
+
+export function outcome(fn) {
+  try {
+    return { value: fn() };
+  } catch (error) {
+    return { error: describeError(error) };
+  }
+}
+
+export async function outcomeAsync(fn) {
+  try {
+    return { value: await fn() };
+  } catch (error) {
+    return { error: describeError(error) };
+  }
+}
+
+export function describeError(error) {
+  if (error && typeof error.toJSON === 'function') return error.toJSON();
+  return { name: error?.name ?? 'Error', message: String(error?.message ?? error) };
+}
+
+export async function prepareDirectory(directory) {
+  await mkdir(directory, { recursive: true });
+  if ((await readdir(directory)).length > 0) {
+    throw new Error(`output directory ${directory} must be empty`);
+  }
+}
+
+export function writer(directory) {
+  return {
+    json: (name, value) => writeFile(path.join(directory, `${name}.json`), stableJson(value)),
+    text: (name, value) => writeFile(path.join(directory, name), value),
+  };
+}
diff --git a/main/scripts/test/bindings.test.mjs b/main/scripts/test/bindings.test.mjs
new file mode 100644
index 0000000..7621d02
--- /dev/null
+++ b/main/scripts/test/bindings.test.mjs
@@ -0,0 +1,117 @@
+import assert from 'node:assert/strict';
+import { readFileSync } from 'node:fs';
+import { initSync, OGWorldGraph, OGTessellator } from '../../opengeometry/pkg/opengeometry.js';
+
+initSync({ module: readFileSync(new URL('../../opengeometry/pkg/opengeometry_bg.wasm', import.meta.url)) });
+const ACCURACY = { geometric: 1e-8, intersection: 1e-9, tessellation: 0.01, exchange: 1e-6 };
+const GRAPH = new OGWorldGraph(JSON.stringify(ACCURACY));
+const ENCODE = JSON.stringify;
+const CAMEL_CASE_KEY = /^[a-z][A-Za-z0-9]*$/;
+const CAMEL_CASE_KEYS = (value) => {
+  if (Array.isArray(value)) {
+    value.forEach(CAMEL_CASE_KEYS);
+  } else if (value !== null && typeof value === 'object') {
+    for (const [key, inner] of Object.entries(value)) {
+      assert(CAMEL_CASE_KEY.test(key), key);
+      CAMEL_CASE_KEYS(inner);
+    }
+  }
+};
+const UNIT_CUBE = { kind: 'Cuboid', width: 1, height: 1, depth: 1 };
+const CUBE = JSON.parse(GRAPH.createPrimitive(ENCODE(UNIT_CUBE), ENCODE({ ogId: 'cube' })));
+assert.equal(CUBE.ogId, 'cube');
+CAMEL_CASE_KEYS(CUBE);
+const INFO = JSON.parse(GRAPH.node('cube'));
+CAMEL_CASE_KEYS(INFO);
+assert.equal(INFO.bodyType, 'Solid');
+assert.equal(JSON.parse(GRAPH.nodeByHandle(INFO.handle, INFO.generation)).ogId, 'cube');
+GRAPH.transform('cube', ENCODE({ kind: 'Place', origin: [0, 0, 0], xDirection: [1, 0, 0] }));
+assert.throws(
+  () => GRAPH.transform('cube', '{"kind":"Place","x_direction":[1,0,0]}'),
+  (error) => JSON.parse(String(error)).code === 'InvalidParameter',
+);
+const PLACEMENT = JSON.parse(GRAPH.placement('cube'));
+CAMEL_CASE_KEYS(PLACEMENT);
+assert.deepEqual(Object.keys(PLACEMENT), ['origin', 'xDirection', 'normal', 'scale']);
+assert.throws(
+  () => GRAPH.createPrimitive(ENCODE({ kind: 'Cuboid', width: 1, height: 1, depth: 1, extra: 1 }), '{}'),
+  (error) => {
+    const parsed = JSON.parse(String(error));
+    CAMEL_CASE_KEYS(parsed);
+    return parsed.code === 'InvalidParameter';
+  },
+);
+assert.throws(
+  () => GRAPH.createPrimitive(ENCODE({ kind: 'Polyline', points: [[0, 0, 0], [1, 0, 0]], closed: false }), '{}'),
+  (error) => JSON.parse(String(error)).code === 'InvalidParameter',
+);
+assert.throws(
+  () => new OGWorldGraph(JSON.stringify({ ...ACCURACY, tessellation: 0.1 })),
+  (error) => JSON.parse(String(error)).code === 'InvalidParameter',
+);
+
+const SNAPSHOT = GRAPH.snapshot(INFO.shapeId);
+assert(SNAPSHOT instanceof Uint8Array);
+const TESSELLATOR = new OGTessellator();
+const SLOT = TESSELLATOR.load(SNAPSHOT);
+const DIRECT = GRAPH.buffers(INFO.shapeId, 0.01, 1000);
+const LOADED = TESSELLATOR.buffers(SLOT, 0.01, 1000);
+assert.deepEqual(DIRECT.positions, LOADED.positions);
+assert.deepEqual(DIRECT.faceRanges, LOADED.faceRanges);
+assert.equal(DIRECT.triangles, 12);
+assert.equal(TESSELLATOR.drop(SLOT), true);
+
+const MARK = GRAPH.mark();
+GRAPH.transform('cube', ENCODE({ kind: 'Translate', offset: [2, 0, 0] }));
+assert(Math.abs(JSON.parse(GRAPH.bounds('cube'))[0] - 1.5) < 1e-6);
+GRAPH.rollback(MARK);
+GRAPH.release(MARK);
+const M1 = GRAPH.mark();
+const M2 = GRAPH.mark();
+GRAPH.rollback(M1);
+assert.throws(
+  () => GRAPH.release(M2),
+  (error) => {
+    const parsed = JSON.parse(String(error));
+    return parsed.code === 'InvalidMark' && parsed.message === 'mark handle is stale';
+  },
+);
+const NEAR = (actual, expected) => actual.every((value, index) => Math.abs(value - expected[index]) < 1e-9);
+const LOCAL = JSON.parse(GRAPH.localBounds('cube'));
+const WORLD = JSON.parse(GRAPH.bounds('cube'));
+assert(NEAR(LOCAL, WORLD));
+GRAPH.transform('cube', ENCODE({ kind: 'Translate', offset: [2, 0, 0] }));
+assert(NEAR(JSON.parse(GRAPH.localBounds('cube')), LOCAL));
+assert(Math.abs(JSON.parse(GRAPH.bounds('cube'))[0] - WORLD[0] - 2) < 1e-9);
+const BUCKETS = JSON.parse(GRAPH.displayBuckets('cube'));
+assert.deepEqual(Object.keys(BUCKETS).sort(), ['floor', 'static']);
+CAMEL_CASE_KEYS(BUCKETS);
+assert.equal(BUCKETS.floor, 2 ** -21);
+assert(BUCKETS.static >= BUCKETS.floor);
+GRAPH.rollback(M1);
+GRAPH.release(M1);
+assert(Math.abs(JSON.parse(GRAPH.bounds('cube'))[0] + 0.5) < 1e-6);
+const CHANGES = GRAPH.changesSince(0n);
+assert(CHANGES.matrices instanceof Float64Array);
+assert.equal(CHANGES.matrices.length, 16);
+const CHANGES_JSON = JSON.parse(CHANGES.changesJson);
+CAMEL_CASE_KEYS(CHANGES_JSON);
+assert([...CHANGES_JSON.added, ...CHANGES_JSON.changed].some((entry) => entry.ogId === 'cube'));
+CAMEL_CASE_KEYS(JSON.parse(GRAPH.markStats()));
+
+const COPY = JSON.parse(GRAPH.instance('cube', '{}'));
+assert.equal(GRAPH.instanceCount('cube'), 2);
+GRAPH.makeUnique(COPY.ogId);
+assert.equal(GRAPH.instanceCount('cube'), 1);
+const EXPORTED = GRAPH.exportStep(ENCODE(['cube']), '{}');
+assert(EXPORTED.text.includes('MANIFOLD_SOLID_BREP'));
+assert.equal(JSON.parse(EXPORTED.reportJson).products, 1);
+CAMEL_CASE_KEYS(JSON.parse(EXPORTED.reportJson));
+GRAPH.dispose('cube');
+assert.throws(
+  () => GRAPH.nodeByHandle(INFO.handle, INFO.generation),
+  (error) => JSON.parse(String(error)).code === 'Disposed',
+);
+TESSELLATOR.free();
+GRAPH.free();
+console.log('WASM bindings passed');
diff --git a/main/scripts/tsconfig.json b/main/scripts/tsconfig.json
new file mode 100644
index 0000000..887874a
--- /dev/null
+++ b/main/scripts/tsconfig.json
@@ -0,0 +1,3 @@
+{
+  "extends": "../tsconfig.scripts.json"
+}
diff --git a/main/tsconfig.base.json b/main/tsconfig.base.json
new file mode 100644
index 0000000..c00d231
--- /dev/null
+++ b/main/tsconfig.base.json
@@ -0,0 +1,20 @@
+{
+  "compilerOptions": {
+    "target": "ES2022",
+    "module": "ESNext",
+    "moduleResolution": "Bundler",
+    "strict": true,
+    "noUncheckedIndexedAccess": true,
+    "exactOptionalPropertyTypes": true,
+    "noImplicitOverride": true,
+    "noUnusedLocals": true,
+    "noUnusedParameters": true,
+    "noImplicitReturns": true,
+    "noFallthroughCasesInSwitch": true,
+    "noPropertyAccessFromIndexSignature": true,
+    "verbatimModuleSyntax": true,
+    "isolatedModules": true,
+    "forceConsistentCasingInFileNames": true,
+    "skipLibCheck": true
+  }
+}
diff --git a/main/tsconfig.examples.json b/main/tsconfig.examples.json
new file mode 100644
index 0000000..dd19756
--- /dev/null
+++ b/main/tsconfig.examples.json
@@ -0,0 +1,8 @@
+{
+  "extends": "./tsconfig.base.json",
+  "compilerOptions": {
+    "noEmit": true,
+    "lib": ["ES2022", "DOM"]
+  },
+  "include": ["opengeometry-three/examples-vite/**/*.ts", "scripts/lib/node-builtins.d.ts"]
+}
diff --git a/main/tsconfig.json b/main/tsconfig.json
new file mode 100644
index 0000000..19fa183
--- /dev/null
+++ b/main/tsconfig.json
@@ -0,0 +1,9 @@
+{
+  "extends": "./tsconfig.base.json",
+  "compilerOptions": {
+    "declaration": true,
+    "declarationDir": "dist",
+    "lib": ["ES2022", "DOM", "WebWorker"]
+  },
+  "include": ["opengeometry-three/index.ts", "opengeometry-three/src/**/*.ts"]
+}
diff --git a/main/tsconfig.scripts.json b/main/tsconfig.scripts.json
new file mode 100644
index 0000000..2935973
--- /dev/null
+++ b/main/tsconfig.scripts.json
@@ -0,0 +1,18 @@
+{
+  "extends": "./tsconfig.base.json",
+  "compilerOptions": {
+    "noEmit": true,
+    "allowJs": true,
+    "checkJs": true,
+    "noImplicitAny": false,
+    "resolveJsonModule": true,
+    "lib": ["ES2022", "DOM"]
+  },
+  "include": [
+    "opengeometry-three/tests/**/*.mjs",
+    "scripts/**/*.mjs",
+    "scripts/**/*.d.ts",
+    "eslint.config.js",
+    "rollup.config.js"
+  ]
+}
diff --git a/main/tsconfig.tests.json b/main/tsconfig.tests.json
new file mode 100644
index 0000000..3e6aada
--- /dev/null
+++ b/main/tsconfig.tests.json
@@ -0,0 +1,9 @@
+{
+  "extends": "./tsconfig.base.json",
+  "compilerOptions": {
+    "noEmit": true,
+    "resolveJsonModule": true,
+    "lib": ["ES2022", "DOM"]
+  },
+  "include": ["opengeometry-three/tests/**/*.ts", "scripts/lib/node-builtins.d.ts", "playwright.config.ts"]
+}
diff --git a/main/tsconfig.worker.json b/main/tsconfig.worker.json
new file mode 100644
index 0000000..2117f69
--- /dev/null
+++ b/main/tsconfig.worker.json
@@ -0,0 +1,7 @@
+{
+  "extends": "./tsconfig.base.json",
+  "compilerOptions": {
+    "lib": ["ES2022", "WebWorker"]
+  },
+  "files": ["opengeometry-three/src/rendering/tessellation-worker.ts"]
+}
diff --git a/package-lock.json b/package-lock.json
deleted file mode 100644
index 504ea41..0000000
--- a/package-lock.json
+++ /dev/null
@@ -1,3905 +0,0 @@
-{
-  "name": "opengeometry",
-  "version": "2.0.13",
-  "lockfileVersion": 3,
-  "requires": true,
-  "packages": {
-    "": {
-      "name": "opengeometry",
-      "version": "2.0.13",
-      "license": "MPL-2.0",
-      "dependencies": {
-        "uuid": "^10.0.0"
-      },
-      "devDependencies": {
-        "@eslint/js": "^9.35.0",
-        "@rollup/plugin-babel": "^6.0.4",
-        "@rollup/plugin-commonjs": "^26.0.1",
-        "@rollup/plugin-node-resolve": "^15.2.3",
-        "@rollup/plugin-typescript": "^11.1.6",
-        "@types/three": "^0.168.0",
-        "@types/uuid": "^10.0.0",
-        "@typescript-eslint/eslint-plugin": "^8.43.0",
-        "@typescript-eslint/parser": "^8.43.0",
-        "eslint": "^9.35.0",
-        "rollup": "^4.21.3",
-        "tslib": "^2.7.0",
-        "vite": "^6.2.2"
-      },
-      "peerDependencies": {
-        "three": ">=0.168.0"
-      }
-    },
-    "node_modules/@ampproject/remapping": {
-      "version": "2.3.0",
-      "resolved": "https://registry.npmjs.org/@ampproject/remapping/-/remapping-2.3.0.tgz",
-      "integrity": "sha512-30iZtAPgz+LTIYoeivqYo853f02jBYSd5uGnGpkFV0M3xOt9aN73erkgYAmZU43x4VfqcnLxW9Kpg3R5LC4YYw==",
-      "dev": true,
-      "peer": true,
-      "dependencies": {
-        "@jridgewell/gen-mapping": "^0.3.5",
-        "@jridgewell/trace-mapping": "^0.3.24"
-      },
-      "engines": {
-        "node": ">=6.0.0"
-      }
-    },
-    "node_modules/@babel/code-frame": {
-      "version": "7.24.7",
-      "resolved": "https://registry.npmjs.org/@babel/code-frame/-/code-frame-7.24.7.tgz",
-      "integrity": "sha512-BcYH1CVJBO9tvyIZ2jVeXgSIMvGZ2FDRvDdOIVQyuklNKSsx+eppDEBq/g47Ayw+RqNFE+URvOShmf+f/qwAlA==",
-      "dev": true,
-      "dependencies": {
-        "@babel/highlight": "^7.24.7",
-        "picocolors": "^1.0.0"
-      },
-      "engines": {
-        "node": ">=6.9.0"
-      }
-    },
-    "node_modules/@babel/compat-data": {
-      "version": "7.25.4",
-      "resolved": "https://registry.npmjs.org/@babel/compat-data/-/compat-data-7.25.4.tgz",
-      "integrity": "sha512-+LGRog6RAsCJrrrg/IO6LGmpphNe5DiK30dGjCoxxeGv49B10/3XYGxPsAwrDlMFcFEvdAUavDT8r9k/hSyQqQ==",
-      "dev": true,
-      "peer": true,
-      "engines": {
-        "node": ">=6.9.0"
-      }
-    },
-    "node_modules/@babel/core": {
-      "version": "7.25.2",
-      "resolved": "https://registry.npmjs.org/@babel/core/-/core-7.25.2.tgz",
-      "integrity": "sha512-BBt3opiCOxUr9euZ5/ro/Xv8/V7yJ5bjYMqG/C1YAo8MIKAnumZalCN+msbci3Pigy4lIQfPUpfMM27HMGaYEA==",
-      "dev": true,
-      "peer": true,
-      "dependencies": {
-        "@ampproject/remapping": "^2.2.0",
-        "@babel/code-frame": "^7.24.7",
-        "@babel/generator": "^7.25.0",
-        "@babel/helper-compilation-targets": "^7.25.2",
-        "@babel/helper-module-transforms": "^7.25.2",
-        "@babel/helpers": "^7.25.0",
-        "@babel/parser": "^7.25.0",
-        "@babel/template": "^7.25.0",
-        "@babel/traverse": "^7.25.2",
-        "@babel/types": "^7.25.2",
-        "convert-source-map": "^2.0.0",
-        "debug": "^4.1.0",
-        "gensync": "^1.0.0-beta.2",
-        "json5": "^2.2.3",
-        "semver": "^6.3.1"
-      },
-      "engines": {
-        "node": ">=6.9.0"
-      },
-      "funding": {
-        "type": "opencollective",
-        "url": "https://opencollective.com/babel"
-      }
-    },
-    "node_modules/@babel/generator": {
-      "version": "7.25.6",
-      "resolved": "https://registry.npmjs.org/@babel/generator/-/generator-7.25.6.tgz",
-      "integrity": "sha512-VPC82gr1seXOpkjAAKoLhP50vx4vGNlF4msF64dSFq1P8RfB+QAuJWGHPXXPc8QyfVWwwB/TNNU4+ayZmHNbZw==",
-      "dev": true,
-      "dependencies": {
-        "@babel/types": "^7.25.6",
-        "@jridgewell/gen-mapping": "^0.3.5",
-        "@jridgewell/trace-mapping": "^0.3.25",
-        "jsesc": "^2.5.1"
-      },
-      "engines": {
-        "node": ">=6.9.0"
-      }
-    },
-    "node_modules/@babel/helper-compilation-targets": {
-      "version": "7.25.2",
-      "resolved": "https://registry.npmjs.org/@babel/helper-compilation-targets/-/helper-compilation-targets-7.25.2.tgz",
-      "integrity": "sha512-U2U5LsSaZ7TAt3cfaymQ8WHh0pxvdHoEk6HVpaexxixjyEquMh0L0YNJNM6CTGKMXV1iksi0iZkGw4AcFkPaaw==",
-      "dev": true,
-      "peer": true,
-      "dependencies": {
-        "@babel/compat-data": "^7.25.2",
-        "@babel/helper-validator-option": "^7.24.8",
-        "browserslist": "^4.23.1",
-        "lru-cache": "^5.1.1",
-        "semver": "^6.3.1"
-      },
-      "engines": {
-        "node": ">=6.9.0"
-      }
-    },
-    "node_modules/@babel/helper-compilation-targets/node_modules/lru-cache": {
-      "version": "5.1.1",
-      "resolved": "https://registry.npmjs.org/lru-cache/-/lru-cache-5.1.1.tgz",
-      "integrity": "sha512-KpNARQA3Iwv+jTA0utUVVbrh+Jlrr1Fv0e56GGzAFOXN7dk/FviaDW8LHmK52DlcH4WP2n6gI8vN1aesBFgo9w==",
-      "dev": true,
-      "peer": true,
-      "dependencies": {
-        "yallist": "^3.0.2"
-      }
-    },
-    "node_modules/@babel/helper-module-imports": {
-      "version": "7.24.7",
-      "resolved": "https://registry.npmjs.org/@babel/helper-module-imports/-/helper-module-imports-7.24.7.tgz",
-      "integrity": "sha512-8AyH3C+74cgCVVXow/myrynrAGv+nTVg5vKu2nZph9x7RcRwzmh0VFallJuFTZ9mx6u4eSdXZfcOzSqTUm0HCA==",
-      "dev": true,
-      "dependencies": {
-        "@babel/traverse": "^7.24.7",
-        "@babel/types": "^7.24.7"
-      },
-      "engines": {
-        "node": ">=6.9.0"
-      }
-    },
-    "node_modules/@babel/helper-module-transforms": {
-      "version": "7.25.2",
-      "resolved": "https://registry.npmjs.org/@babel/helper-module-transforms/-/helper-module-transforms-7.25.2.tgz",
-      "integrity": "sha512-BjyRAbix6j/wv83ftcVJmBt72QtHI56C7JXZoG2xATiLpmoC7dpd8WnkikExHDVPpi/3qCmO6WY1EaXOluiecQ==",
-      "dev": true,
-      "peer": true,
-      "dependencies": {
-        "@babel/helper-module-imports": "^7.24.7",
-        "@babel/helper-simple-access": "^7.24.7",
-        "@babel/helper-validator-identifier": "^7.24.7",
-        "@babel/traverse": "^7.25.2"
-      },
-      "engines": {
-        "node": ">=6.9.0"
-      },
-      "peerDependencies": {
-        "@babel/core": "^7.0.0"
-      }
-    },
-    "node_modules/@babel/helper-simple-access": {
-      "version": "7.24.7",
-      "resolved": "https://registry.npmjs.org/@babel/helper-simple-access/-/helper-simple-access-7.24.7.tgz",
-      "integrity": "sha512-zBAIvbCMh5Ts+b86r/CjU+4XGYIs+R1j951gxI3KmmxBMhCg4oQMsv6ZXQ64XOm/cvzfU1FmoCyt6+owc5QMYg==",
-      "dev": true,
-      "peer": true,
-      "dependencies": {
-        "@babel/traverse": "^7.24.7",
-        "@babel/types": "^7.24.7"
-      },
-      "engines": {
-        "node": ">=6.9.0"
-      }
-    },
-    "node_modules/@babel/helper-string-parser": {
-      "version": "7.24.8",
-      "resolved": "https://registry.npmjs.org/@babel/helper-string-parser/-/helper-string-parser-7.24.8.tgz",
-      "integrity": "sha512-pO9KhhRcuUyGnJWwyEgnRJTSIZHiT+vMD0kPeD+so0l7mxkMT19g3pjY9GTnHySck/hDzq+dtW/4VgnMkippsQ==",
-      "dev": true,
-      "engines": {
-        "node": ">=6.9.0"
-      }
-    },
-    "node_modules/@babel/helper-validator-identifier": {
-      "version": "7.24.7",
-      "resolved": "https://registry.npmjs.org/@babel/helper-validator-identifier/-/helper-validator-identifier-7.24.7.tgz",
-      "integrity": "sha512-rR+PBcQ1SMQDDyF6X0wxtG8QyLCgUB0eRAGguqRLfkCA87l7yAP7ehq8SNj96OOGTO8OBV70KhuFYcIkHXOg0w==",
-      "dev": true,
-      "engines": {
-        "node": ">=6.9.0"
-      }
-    },
-    "node_modules/@babel/helper-validator-option": {
-      "version": "7.24.8",
-      "resolved": "https://registry.npmjs.org/@babel/helper-validator-option/-/helper-validator-option-7.24.8.tgz",
-      "integrity": "sha512-xb8t9tD1MHLungh/AIoWYN+gVHaB9kwlu8gffXGSt3FFEIT7RjS+xWbc2vUD1UTZdIpKj/ab3rdqJ7ufngyi2Q==",
-      "dev": true,
-      "peer": true,
-      "engines": {
-        "node": ">=6.9.0"
-      }
-    },
-    "node_modules/@babel/helpers": {
-      "version": "7.25.6",
-      "resolved": "https://registry.npmjs.org/@babel/helpers/-/helpers-7.25.6.tgz",
-      "integrity": "sha512-Xg0tn4HcfTijTwfDwYlvVCl43V6h4KyVVX2aEm4qdO/PC6L2YvzLHFdmxhoeSA3eslcE6+ZVXHgWwopXYLNq4Q==",
-      "dev": true,
-      "peer": true,
-      "dependencies": {
-        "@babel/template": "^7.25.0",
-        "@babel/types": "^7.25.6"
-      },
-      "engines": {
-        "node": ">=6.9.0"
-      }
-    },
-    "node_modules/@babel/highlight": {
-      "version": "7.24.7",
-      "resolved": "https://registry.npmjs.org/@babel/highlight/-/highlight-7.24.7.tgz",
-      "integrity": "sha512-EStJpq4OuY8xYfhGVXngigBJRWxftKX9ksiGDnmlY3o7B/V7KIAc9X4oiK87uPJSc/vs5L869bem5fhZa8caZw==",
-      "dev": true,
-      "dependencies": {
-        "@babel/helper-validator-identifier": "^7.24.7",
-        "chalk": "^2.4.2",
-        "js-tokens": "^4.0.0",
-        "picocolors": "^1.0.0"
-      },
-      "engines": {
-        "node": ">=6.9.0"
-      }
-    },
-    "node_modules/@babel/parser": {
-      "version": "7.25.6",
-      "resolved": "https://registry.npmjs.org/@babel/parser/-/parser-7.25.6.tgz",
-      "integrity": "sha512-trGdfBdbD0l1ZPmcJ83eNxB9rbEax4ALFTF7fN386TMYbeCQbyme5cOEXQhbGXKebwGaB/J52w1mrklMcbgy6Q==",
-      "dev": true,
-      "dependencies": {
-        "@babel/types": "^7.25.6"
-      },
-      "bin": {
-        "parser": "bin/babel-parser.js"
-      },
-      "engines": {
-        "node": ">=6.0.0"
-      }
-    },
-    "node_modules/@babel/template": {
-      "version": "7.25.0",
-      "resolved": "https://registry.npmjs.org/@babel/template/-/template-7.25.0.tgz",
-      "integrity": "sha512-aOOgh1/5XzKvg1jvVz7AVrx2piJ2XBi227DHmbY6y+bM9H2FlN+IfecYu4Xl0cNiiVejlsCri89LUsbj8vJD9Q==",
-      "dev": true,
-      "dependencies": {
-        "@babel/code-frame": "^7.24.7",
-        "@babel/parser": "^7.25.0",
-        "@babel/types": "^7.25.0"
-      },
-      "engines": {
-        "node": ">=6.9.0"
-      }
-    },
-    "node_modules/@babel/traverse": {
-      "version": "7.25.6",
-      "resolved": "https://registry.npmjs.org/@babel/traverse/-/traverse-7.25.6.tgz",
-      "integrity": "sha512-9Vrcx5ZW6UwK5tvqsj0nGpp/XzqthkT0dqIc9g1AdtygFToNtTF67XzYS//dm+SAK9cp3B9R4ZO/46p63SCjlQ==",
-      "dev": true,
-      "dependencies": {
-        "@babel/code-frame": "^7.24.7",
-        "@babel/generator": "^7.25.6",
-        "@babel/parser": "^7.25.6",
-        "@babel/template": "^7.25.0",
-        "@babel/types": "^7.25.6",
-        "debug": "^4.3.1",
-        "globals": "^11.1.0"
-      },
-      "engines": {
-        "node": ">=6.9.0"
-      }
-    },
-    "node_modules/@babel/types": {
-      "version": "7.25.6",
-      "resolved": "https://registry.npmjs.org/@babel/types/-/types-7.25.6.tgz",
-      "integrity": "sha512-/l42B1qxpG6RdfYf343Uw1vmDjeNhneUXtzhojE7pDgfpEypmRhI6j1kr17XCVv4Cgl9HdAiQY2x0GwKm7rWCw==",
-      "dev": true,
-      "dependencies": {
-        "@babel/helper-string-parser": "^7.24.8",
-        "@babel/helper-validator-identifier": "^7.24.7",
-        "to-fast-properties": "^2.0.0"
-      },
-      "engines": {
-        "node": ">=6.9.0"
-      }
-    },
-    "node_modules/@esbuild/aix-ppc64": {
-      "version": "0.25.1",
-      "resolved": "https://registry.npmjs.org/@esbuild/aix-ppc64/-/aix-ppc64-0.25.1.tgz",
-      "integrity": "sha512-kfYGy8IdzTGy+z0vFGvExZtxkFlA4zAxgKEahG9KE1ScBjpQnFsNOX8KTU5ojNru5ed5CVoJYXFtoxaq5nFbjQ==",
-      "cpu": [
-        "ppc64"
-      ],
-      "dev": true,
-      "license": "MIT",
-      "optional": true,
-      "os": [
-        "aix"
-      ],
-      "engines": {
-        "node": ">=18"
-      }
-    },
-    "node_modules/@esbuild/android-arm": {
-      "version": "0.25.1",
-      "resolved": "https://registry.npmjs.org/@esbuild/android-arm/-/android-arm-0.25.1.tgz",
-      "integrity": "sha512-dp+MshLYux6j/JjdqVLnMglQlFu+MuVeNrmT5nk6q07wNhCdSnB7QZj+7G8VMUGh1q+vj2Bq8kRsuyA00I/k+Q==",
-      "cpu": [
-        "arm"
-      ],
-      "dev": true,
-      "license": "MIT",
-      "optional": true,
-      "os": [
-        "android"
-      ],
-      "engines": {
-        "node": ">=18"
-      }
-    },
-    "node_modules/@esbuild/android-arm64": {
-      "version": "0.25.1",
-      "resolved": "https://registry.npmjs.org/@esbuild/android-arm64/-/android-arm64-0.25.1.tgz",
-      "integrity": "sha512-50tM0zCJW5kGqgG7fQ7IHvQOcAn9TKiVRuQ/lN0xR+T2lzEFvAi1ZcS8DiksFcEpf1t/GYOeOfCAgDHFpkiSmA==",
-      "cpu": [
-        "arm64"
-      ],
-      "dev": true,
-      "license": "MIT",
-      "optional": true,
-      "os": [
-        "android"
-      ],
-      "engines": {
-        "node": ">=18"
-      }
-    },
-    "node_modules/@esbuild/android-x64": {
-      "version": "0.25.1",
-      "resolved": "https://registry.npmjs.org/@esbuild/android-x64/-/android-x64-0.25.1.tgz",
-      "integrity": "sha512-GCj6WfUtNldqUzYkN/ITtlhwQqGWu9S45vUXs7EIYf+7rCiiqH9bCloatO9VhxsL0Pji+PF4Lz2XXCES+Q8hDw==",
-      "cpu": [
-        "x64"
-      ],
-      "dev": true,
-      "license": "MIT",
-      "optional": true,
-      "os": [
-        "android"
-      ],
-      "engines": {
-        "node": ">=18"
-      }
-    },
-    "node_modules/@esbuild/darwin-arm64": {
-      "version": "0.25.1",
-      "resolved": "https://registry.npmjs.org/@esbuild/darwin-arm64/-/darwin-arm64-0.25.1.tgz",
-      "integrity": "sha512-5hEZKPf+nQjYoSr/elb62U19/l1mZDdqidGfmFutVUjjUZrOazAtwK+Kr+3y0C/oeJfLlxo9fXb1w7L+P7E4FQ==",
-      "cpu": [
-        "arm64"
-      ],
-      "dev": true,
-      "license": "MIT",
-      "optional": true,
-      "os": [
-        "darwin"
-      ],
-      "engines": {
-        "node": ">=18"
-      }
-    },
-    "node_modules/@esbuild/darwin-x64": {
-      "version": "0.25.1",
-      "resolved": "https://registry.npmjs.org/@esbuild/darwin-x64/-/darwin-x64-0.25.1.tgz",
-      "integrity": "sha512-hxVnwL2Dqs3fM1IWq8Iezh0cX7ZGdVhbTfnOy5uURtao5OIVCEyj9xIzemDi7sRvKsuSdtCAhMKarxqtlyVyfA==",
-      "cpu": [
-        "x64"
-      ],
-      "dev": true,
-      "license": "MIT",
-      "optional": true,
-      "os": [
-        "darwin"
-      ],
-      "engines": {
-        "node": ">=18"
-      }
-    },
-    "node_modules/@esbuild/freebsd-arm64": {
-      "version": "0.25.1",
-      "resolved": "https://registry.npmjs.org/@esbuild/freebsd-arm64/-/freebsd-arm64-0.25.1.tgz",
-      "integrity": "sha512-1MrCZs0fZa2g8E+FUo2ipw6jw5qqQiH+tERoS5fAfKnRx6NXH31tXBKI3VpmLijLH6yriMZsxJtaXUyFt/8Y4A==",
-      "cpu": [
-        "arm64"
-      ],
-      "dev": true,
-      "license": "MIT",
-      "optional": true,
-      "os": [
-        "freebsd"
-      ],
-      "engines": {
-        "node": ">=18"
-      }
-    },
-    "node_modules/@esbuild/freebsd-x64": {
-      "version": "0.25.1",
-      "resolved": "https://registry.npmjs.org/@esbuild/freebsd-x64/-/freebsd-x64-0.25.1.tgz",
-      "integrity": "sha512-0IZWLiTyz7nm0xuIs0q1Y3QWJC52R8aSXxe40VUxm6BB1RNmkODtW6LHvWRrGiICulcX7ZvyH6h5fqdLu4gkww==",
-      "cpu": [
-        "x64"
-      ],
-      "dev": true,
-      "license": "MIT",
-      "optional": true,
-      "os": [
-        "freebsd"
-      ],
-      "engines": {
-        "node": ">=18"
-      }
-    },
-    "node_modules/@esbuild/linux-arm": {
-      "version": "0.25.1",
-      "resolved": "https://registry.npmjs.org/@esbuild/linux-arm/-/linux-arm-0.25.1.tgz",
-      "integrity": "sha512-NdKOhS4u7JhDKw9G3cY6sWqFcnLITn6SqivVArbzIaf3cemShqfLGHYMx8Xlm/lBit3/5d7kXvriTUGa5YViuQ==",
-      "cpu": [
-        "arm"
-      ],
-      "dev": true,
-      "license": "MIT",
-      "optional": true,
-      "os": [
-        "linux"
-      ],
-      "engines": {
-        "node": ">=18"
-      }
-    },
-    "node_modules/@esbuild/linux-arm64": {
-      "version": "0.25.1",
-      "resolved": "https://registry.npmjs.org/@esbuild/linux-arm64/-/linux-arm64-0.25.1.tgz",
-      "integrity": "sha512-jaN3dHi0/DDPelk0nLcXRm1q7DNJpjXy7yWaWvbfkPvI+7XNSc/lDOnCLN7gzsyzgu6qSAmgSvP9oXAhP973uQ==",
-      "cpu": [
-        "arm64"
-      ],
-      "dev": true,
-      "license": "MIT",
-      "optional": true,
-      "os": [
-        "linux"
-      ],
-      "engines": {
-        "node": ">=18"
-      }
-    },
-    "node_modules/@esbuild/linux-ia32": {
-      "version": "0.25.1",
-      "resolved": "https://registry.npmjs.org/@esbuild/linux-ia32/-/linux-ia32-0.25.1.tgz",
-      "integrity": "sha512-OJykPaF4v8JidKNGz8c/q1lBO44sQNUQtq1KktJXdBLn1hPod5rE/Hko5ugKKZd+D2+o1a9MFGUEIUwO2YfgkQ==",
-      "cpu": [
-        "ia32"
-      ],
-      "dev": true,
-      "license": "MIT",
-      "optional": true,
-      "os": [
-        "linux"
-      ],
-      "engines": {
-        "node": ">=18"
-      }
-    },
-    "node_modules/@esbuild/linux-loong64": {
-      "version": "0.25.1",
-      "resolved": "https://registry.npmjs.org/@esbuild/linux-loong64/-/linux-loong64-0.25.1.tgz",
-      "integrity": "sha512-nGfornQj4dzcq5Vp835oM/o21UMlXzn79KobKlcs3Wz9smwiifknLy4xDCLUU0BWp7b/houtdrgUz7nOGnfIYg==",
-      "cpu": [
-        "loong64"
-      ],
-      "dev": true,
-      "license": "MIT",
-      "optional": true,
-      "os": [
-        "linux"
-      ],
-      "engines": {
-        "node": ">=18"
-      }
-    },
-    "node_modules/@esbuild/linux-mips64el": {
-      "version": "0.25.1",
-      "resolved": "https://registry.npmjs.org/@esbuild/linux-mips64el/-/linux-mips64el-0.25.1.tgz",
-      "integrity": "sha512-1osBbPEFYwIE5IVB/0g2X6i1qInZa1aIoj1TdL4AaAb55xIIgbg8Doq6a5BzYWgr+tEcDzYH67XVnTmUzL+nXg==",
-      "cpu": [
-        "mips64el"
-      ],
-      "dev": true,
-      "license": "MIT",
-      "optional": true,
-      "os": [
-        "linux"
-      ],
-      "engines": {
-        "node": ">=18"
-      }
-    },
-    "node_modules/@esbuild/linux-ppc64": {
-      "version": "0.25.1",
-      "resolved": "https://registry.npmjs.org/@esbuild/linux-ppc64/-/linux-ppc64-0.25.1.tgz",
-      "integrity": "sha512-/6VBJOwUf3TdTvJZ82qF3tbLuWsscd7/1w+D9LH0W/SqUgM5/JJD0lrJ1fVIfZsqB6RFmLCe0Xz3fmZc3WtyVg==",
-      "cpu": [
-        "ppc64"
-      ],
-      "dev": true,
-      "license": "MIT",
-      "optional": true,
-      "os": [
-        "linux"
-      ],
-      "engines": {
-        "node": ">=18"
-      }
-    },
-    "node_modules/@esbuild/linux-riscv64": {
-      "version": "0.25.1",
-      "resolved": "https://registry.npmjs.org/@esbuild/linux-riscv64/-/linux-riscv64-0.25.1.tgz",
-      "integrity": "sha512-nSut/Mx5gnilhcq2yIMLMe3Wl4FK5wx/o0QuuCLMtmJn+WeWYoEGDN1ipcN72g1WHsnIbxGXd4i/MF0gTcuAjQ==",
-      "cpu": [
-        "riscv64"
-      ],
-      "dev": true,
-      "license": "MIT",
-      "optional": true,
-      "os": [
-        "linux"
-      ],
-      "engines": {
-        "node": ">=18"
-      }
-    },
-    "node_modules/@esbuild/linux-s390x": {
-      "version": "0.25.1",
-      "resolved": "https://registry.npmjs.org/@esbuild/linux-s390x/-/linux-s390x-0.25.1.tgz",
-      "integrity": "sha512-cEECeLlJNfT8kZHqLarDBQso9a27o2Zd2AQ8USAEoGtejOrCYHNtKP8XQhMDJMtthdF4GBmjR2au3x1udADQQQ==",
-      "cpu": [
-        "s390x"
-      ],
-      "dev": true,
-      "license": "MIT",
-      "optional": true,
-      "os": [
-        "linux"
-      ],
-      "engines": {
-        "node": ">=18"
-      }
-    },
-    "node_modules/@esbuild/linux-x64": {
-      "version": "0.25.1",
-      "resolved": "https://registry.npmjs.org/@esbuild/linux-x64/-/linux-x64-0.25.1.tgz",
-      "integrity": "sha512-xbfUhu/gnvSEg+EGovRc+kjBAkrvtk38RlerAzQxvMzlB4fXpCFCeUAYzJvrnhFtdeyVCDANSjJvOvGYoeKzFA==",
-      "cpu": [
-        "x64"
-      ],
-      "dev": true,
-      "license": "MIT",
-      "optional": true,
-      "os": [
-        "linux"
-      ],
-      "engines": {
-        "node": ">=18"
-      }
-    },
-    "node_modules/@esbuild/netbsd-arm64": {
-      "version": "0.25.1",
-      "resolved": "https://registry.npmjs.org/@esbuild/netbsd-arm64/-/netbsd-arm64-0.25.1.tgz",
-      "integrity": "sha512-O96poM2XGhLtpTh+s4+nP7YCCAfb4tJNRVZHfIE7dgmax+yMP2WgMd2OecBuaATHKTHsLWHQeuaxMRnCsH8+5g==",
-      "cpu": [
-        "arm64"
-      ],
-      "dev": true,
-      "license": "MIT",
-      "optional": true,
-      "os": [
-        "netbsd"
-      ],
-      "engines": {
-        "node": ">=18"
-      }
-    },
-    "node_modules/@esbuild/netbsd-x64": {
-      "version": "0.25.1",
-      "resolved": "https://registry.npmjs.org/@esbuild/netbsd-x64/-/netbsd-x64-0.25.1.tgz",
-      "integrity": "sha512-X53z6uXip6KFXBQ+Krbx25XHV/NCbzryM6ehOAeAil7X7oa4XIq+394PWGnwaSQ2WRA0KI6PUO6hTO5zeF5ijA==",
-      "cpu": [
-        "x64"
-      ],
-      "dev": true,
-      "license": "MIT",
-      "optional": true,
-      "os": [
-        "netbsd"
-      ],
-      "engines": {
-        "node": ">=18"
-      }
-    },
-    "node_modules/@esbuild/openbsd-arm64": {
-      "version": "0.25.1",
-      "resolved": "https://registry.npmjs.org/@esbuild/openbsd-arm64/-/openbsd-arm64-0.25.1.tgz",
-      "integrity": "sha512-Na9T3szbXezdzM/Kfs3GcRQNjHzM6GzFBeU1/6IV/npKP5ORtp9zbQjvkDJ47s6BCgaAZnnnu/cY1x342+MvZg==",
-      "cpu": [
-        "arm64"
-      ],
-      "dev": true,
-      "license": "MIT",
-      "optional": true,
-      "os": [
-        "openbsd"
-      ],
-      "engines": {
-        "node": ">=18"
-      }
-    },
-    "node_modules/@esbuild/openbsd-x64": {
-      "version": "0.25.1",
-      "resolved": "https://registry.npmjs.org/@esbuild/openbsd-x64/-/openbsd-x64-0.25.1.tgz",
-      "integrity": "sha512-T3H78X2h1tszfRSf+txbt5aOp/e7TAz3ptVKu9Oyir3IAOFPGV6O9c2naym5TOriy1l0nNf6a4X5UXRZSGX/dw==",
-      "cpu": [
-        "x64"
-      ],
-      "dev": true,
-      "license": "MIT",
-      "optional": true,
-      "os": [
-        "openbsd"
-      ],
-      "engines": {
-        "node": ">=18"
-      }
-    },
-    "node_modules/@esbuild/sunos-x64": {
-      "version": "0.25.1",
-      "resolved": "https://registry.npmjs.org/@esbuild/sunos-x64/-/sunos-x64-0.25.1.tgz",
-      "integrity": "sha512-2H3RUvcmULO7dIE5EWJH8eubZAI4xw54H1ilJnRNZdeo8dTADEZ21w6J22XBkXqGJbe0+wnNJtw3UXRoLJnFEg==",
-      "cpu": [
-        "x64"
-      ],
-      "dev": true,
-      "license": "MIT",
-      "optional": true,
-      "os": [
-        "sunos"
-      ],
-      "engines": {
-        "node": ">=18"
-      }
-    },
-    "node_modules/@esbuild/win32-arm64": {
-      "version": "0.25.1",
-      "resolved": "https://registry.npmjs.org/@esbuild/win32-arm64/-/win32-arm64-0.25.1.tgz",
-      "integrity": "sha512-GE7XvrdOzrb+yVKB9KsRMq+7a2U/K5Cf/8grVFRAGJmfADr/e/ODQ134RK2/eeHqYV5eQRFxb1hY7Nr15fv1NQ==",
-      "cpu": [
-        "arm64"
-      ],
-      "dev": true,
-      "license": "MIT",
-      "optional": true,
-      "os": [
-        "win32"
-      ],
-      "engines": {
-        "node": ">=18"
-      }
-    },
-    "node_modules/@esbuild/win32-ia32": {
-      "version": "0.25.1",
-      "resolved": "https://registry.npmjs.org/@esbuild/win32-ia32/-/win32-ia32-0.25.1.tgz",
-      "integrity": "sha512-uOxSJCIcavSiT6UnBhBzE8wy3n0hOkJsBOzy7HDAuTDE++1DJMRRVCPGisULScHL+a/ZwdXPpXD3IyFKjA7K8A==",
-      "cpu": [
-        "ia32"
-      ],
-      "dev": true,
-      "license": "MIT",
-      "optional": true,
-      "os": [
-        "win32"
-      ],
-      "engines": {
-        "node": ">=18"
-      }
-    },
-    "node_modules/@esbuild/win32-x64": {
-      "version": "0.25.1",
-      "resolved": "https://registry.npmjs.org/@esbuild/win32-x64/-/win32-x64-0.25.1.tgz",
-      "integrity": "sha512-Y1EQdcfwMSeQN/ujR5VayLOJ1BHaK+ssyk0AEzPjC+t1lITgsnccPqFjb6V+LsTp/9Iov4ysfjxLaGJ9RPtkVg==",
-      "cpu": [
-        "x64"
-      ],
-      "dev": true,
-      "license": "MIT",
-      "optional": true,
-      "os": [
-        "win32"
-      ],
-      "engines": {
-        "node": ">=18"
-      }
-    },
-    "node_modules/@eslint-community/eslint-utils": {
-      "version": "4.9.0",
-      "resolved": "https://registry.npmjs.org/@eslint-community/eslint-utils/-/eslint-utils-4.9.0.tgz",
-      "integrity": "sha512-ayVFHdtZ+hsq1t2Dy24wCmGXGe4q9Gu3smhLYALJrr473ZH27MsnSL+LKUlimp4BWJqMDMLmPpx/Q9R3OAlL4g==",
-      "dev": true,
-      "license": "MIT",
-      "dependencies": {
-        "eslint-visitor-keys": "^3.4.3"
-      },
-      "engines": {
-        "node": "^12.22.0 || ^14.17.0 || >=16.0.0"
-      },
-      "funding": {
-        "url": "https://opencollective.com/eslint"
-      },
-      "peerDependencies": {
-        "eslint": "^6.0.0 || ^7.0.0 || >=8.0.0"
-      }
-    },
-    "node_modules/@eslint-community/regexpp": {
-      "version": "4.12.1",
-      "resolved": "https://registry.npmjs.org/@eslint-community/regexpp/-/regexpp-4.12.1.tgz",
-      "integrity": "sha512-CCZCDJuduB9OUkFkY2IgppNZMi2lBQgD2qzwXkEia16cge2pijY/aXi96CJMquDMn3nJdlPV1A5KrJEXwfLNzQ==",
-      "dev": true,
-      "license": "MIT",
-      "engines": {
-        "node": "^12.0.0 || ^14.0.0 || >=16.0.0"
-      }
-    },
-    "node_modules/@eslint/config-array": {
-      "version": "0.21.0",
-      "resolved": "https://registry.npmjs.org/@eslint/config-array/-/config-array-0.21.0.tgz",
-      "integrity": "sha512-ENIdc4iLu0d93HeYirvKmrzshzofPw6VkZRKQGe9Nv46ZnWUzcF1xV01dcvEg/1wXUR61OmmlSfyeyO7EvjLxQ==",
-      "dev": true,
-      "license": "Apache-2.0",
-      "dependencies": {
-        "@eslint/object-schema": "^2.1.6",
-        "debug": "^4.3.1",
-        "minimatch": "^3.1.2"
-      },
-      "engines": {
-        "node": "^18.18.0 || ^20.9.0 || >=21.1.0"
-      }
-    },
-    "node_modules/@eslint/config-array/node_modules/brace-expansion": {
-      "version": "1.1.12",
-      "resolved": "https://registry.npmjs.org/brace-expansion/-/brace-expansion-1.1.12.tgz",
-      "integrity": "sha512-9T9UjW3r0UW5c1Q7GTwllptXwhvYmEzFhzMfZ9H7FQWt+uZePjZPjBP/W1ZEyZ1twGWom5/56TF4lPcqjnDHcg==",
-      "dev": true,
-      "license": "MIT",
-      "dependencies": {
-        "balanced-match": "^1.0.0",
-        "concat-map": "0.0.1"
-      }
-    },
-    "node_modules/@eslint/config-array/node_modules/minimatch": {
-      "version": "3.1.2",
-      "resolved": "https://registry.npmjs.org/minimatch/-/minimatch-3.1.2.tgz",
-      "integrity": "sha512-J7p63hRiAjw1NDEww1W7i37+ByIrOWO5XQQAzZ3VOcL0PNybwpfmV/N05zFAzwQ9USyEcX6t3UO+K5aqBQOIHw==",
-      "dev": true,
-      "license": "ISC",
-      "dependencies": {
-        "brace-expansion": "^1.1.7"
-      },
-      "engines": {
-        "node": "*"
-      }
-    },
-    "node_modules/@eslint/config-helpers": {
-      "version": "0.3.1",
-      "resolved": "https://registry.npmjs.org/@eslint/config-helpers/-/config-helpers-0.3.1.tgz",
-      "integrity": "sha512-xR93k9WhrDYpXHORXpxVL5oHj3Era7wo6k/Wd8/IsQNnZUTzkGS29lyn3nAT05v6ltUuTFVCCYDEGfy2Or/sPA==",
-      "dev": true,
-      "license": "Apache-2.0",
-      "engines": {
-        "node": "^18.18.0 || ^20.9.0 || >=21.1.0"
-      }
-    },
-    "node_modules/@eslint/core": {
-      "version": "0.15.2",
-      "resolved": "https://registry.npmjs.org/@eslint/core/-/core-0.15.2.tgz",
-      "integrity": "sha512-78Md3/Rrxh83gCxoUc0EiciuOHsIITzLy53m3d9UyiW8y9Dj2D29FeETqyKA+BRK76tnTp6RXWb3pCay8Oyomg==",
-      "dev": true,
-      "license": "Apache-2.0",
-      "dependencies": {
-        "@types/json-schema": "^7.0.15"
-      },
-      "engines": {
-        "node": "^18.18.0 || ^20.9.0 || >=21.1.0"
-      }
-    },
-    "node_modules/@eslint/eslintrc": {
-      "version": "3.3.1",
-      "resolved": "https://registry.npmjs.org/@eslint/eslintrc/-/eslintrc-3.3.1.tgz",
-      "integrity": "sha512-gtF186CXhIl1p4pJNGZw8Yc6RlshoePRvE0X91oPGb3vZ8pM3qOS9W9NGPat9LziaBV7XrJWGylNQXkGcnM3IQ==",
-      "dev": true,
-      "license": "MIT",
-      "dependencies": {
-        "ajv": "^6.12.4",
-        "debug": "^4.3.2",
-        "espree": "^10.0.1",
-        "globals": "^14.0.0",
-        "ignore": "^5.2.0",
-        "import-fresh": "^3.2.1",
-        "js-yaml": "^4.1.0",
-        "minimatch": "^3.1.2",
-        "strip-json-comments": "^3.1.1"
-      },
-      "engines": {
-        "node": "^18.18.0 || ^20.9.0 || >=21.1.0"
-      },
-      "funding": {
-        "url": "https://opencollective.com/eslint"
-      }
-    },
-    "node_modules/@eslint/eslintrc/node_modules/brace-expansion": {
-      "version": "1.1.12",
-      "resolved": "https://registry.npmjs.org/brace-expansion/-/brace-expansion-1.1.12.tgz",
-      "integrity": "sha512-9T9UjW3r0UW5c1Q7GTwllptXwhvYmEzFhzMfZ9H7FQWt+uZePjZPjBP/W1ZEyZ1twGWom5/56TF4lPcqjnDHcg==",
-      "dev": true,
-      "license": "MIT",
-      "dependencies": {
-        "balanced-match": "^1.0.0",
-        "concat-map": "0.0.1"
-      }
-    },
-    "node_modules/@eslint/eslintrc/node_modules/globals": {
-      "version": "14.0.0",
-      "resolved": "https://registry.npmjs.org/globals/-/globals-14.0.0.tgz",
-      "integrity": "sha512-oahGvuMGQlPw/ivIYBjVSrWAfWLBeku5tpPE2fOPLi+WHffIWbuh2tCjhyQhTBPMf5E9jDEH4FOmTYgYwbKwtQ==",
-      "dev": true,
-      "license": "MIT",
-      "engines": {
-        "node": ">=18"
-      },
-      "funding": {
-        "url": "https://github.com/sponsors/sindresorhus"
-      }
-    },
-    "node_modules/@eslint/eslintrc/node_modules/ignore": {
-      "version": "5.3.2",
-      "resolved": "https://registry.npmjs.org/ignore/-/ignore-5.3.2.tgz",
-      "integrity": "sha512-hsBTNUqQTDwkWtcdYI2i06Y/nUBEsNEDJKjWdigLvegy8kDuJAS8uRlpkkcQpyEXL0Z/pjDy5HBmMjRCJ2gq+g==",
-      "dev": true,
-      "license": "MIT",
-      "engines": {
-        "node": ">= 4"
-      }
-    },
-    "node_modules/@eslint/eslintrc/node_modules/minimatch": {
-      "version": "3.1.2",
-      "resolved": "https://registry.npmjs.org/minimatch/-/minimatch-3.1.2.tgz",
-      "integrity": "sha512-J7p63hRiAjw1NDEww1W7i37+ByIrOWO5XQQAzZ3VOcL0PNybwpfmV/N05zFAzwQ9USyEcX6t3UO+K5aqBQOIHw==",
-      "dev": true,
-      "license": "ISC",
-      "dependencies": {
-        "brace-expansion": "^1.1.7"
-      },
-      "engines": {
-        "node": "*"
-      }
-    },
-    "node_modules/@eslint/js": {
-      "version": "9.35.0",
-      "resolved": "https://registry.npmjs.org/@eslint/js/-/js-9.35.0.tgz",
-      "integrity": "sha512-30iXE9whjlILfWobBkNerJo+TXYsgVM5ERQwMcMKCHckHflCmf7wXDAHlARoWnh0s1U72WqlbeyE7iAcCzuCPw==",
-      "dev": true,
-      "license": "MIT",
-      "engines": {
-        "node": "^18.18.0 || ^20.9.0 || >=21.1.0"
-      },
-      "funding": {
-        "url": "https://eslint.org/donate"
-      }
-    },
-    "node_modules/@eslint/object-schema": {
-      "version": "2.1.6",
-      "resolved": "https://registry.npmjs.org/@eslint/object-schema/-/object-schema-2.1.6.tgz",
-      "integrity": "sha512-RBMg5FRL0I0gs51M/guSAj5/e14VQ4tpZnQNWwuDT66P14I43ItmPfIZRhO9fUVIPOAQXU47atlywZ/czoqFPA==",
-      "dev": true,
-      "license": "Apache-2.0",
-      "engines": {
-        "node": "^18.18.0 || ^20.9.0 || >=21.1.0"
-      }
-    },
-    "node_modules/@eslint/plugin-kit": {
-      "version": "0.3.5",
-      "resolved": "https://registry.npmjs.org/@eslint/plugin-kit/-/plugin-kit-0.3.5.tgz",
-      "integrity": "sha512-Z5kJ+wU3oA7MMIqVR9tyZRtjYPr4OC004Q4Rw7pgOKUOKkJfZ3O24nz3WYfGRpMDNmcOi3TwQOmgm7B7Tpii0w==",
-      "dev": true,
-      "license": "Apache-2.0",
-      "dependencies": {
-        "@eslint/core": "^0.15.2",
-        "levn": "^0.4.1"
-      },
-      "engines": {
-        "node": "^18.18.0 || ^20.9.0 || >=21.1.0"
-      }
-    },
-    "node_modules/@humanfs/core": {
-      "version": "0.19.1",
-      "resolved": "https://registry.npmjs.org/@humanfs/core/-/core-0.19.1.tgz",
-      "integrity": "sha512-5DyQ4+1JEUzejeK1JGICcideyfUbGixgS9jNgex5nqkW+cY7WZhxBigmieN5Qnw9ZosSNVC9KQKyb+GUaGyKUA==",
-      "dev": true,
-      "license": "Apache-2.0",
-      "engines": {
-        "node": ">=18.18.0"
-      }
-    },
-    "node_modules/@humanfs/node": {
-      "version": "0.16.7",
-      "resolved": "https://registry.npmjs.org/@humanfs/node/-/node-0.16.7.tgz",
-      "integrity": "sha512-/zUx+yOsIrG4Y43Eh2peDeKCxlRt/gET6aHfaKpuq267qXdYDFViVHfMaLyygZOnl0kGWxFIgsBy8QFuTLUXEQ==",
-      "dev": true,
-      "license": "Apache-2.0",
-      "dependencies": {
-        "@humanfs/core": "^0.19.1",
-        "@humanwhocodes/retry": "^0.4.0"
-      },
-      "engines": {
-        "node": ">=18.18.0"
-      }
-    },
-    "node_modules/@humanwhocodes/module-importer": {
-      "version": "1.0.1",
-      "resolved": "https://registry.npmjs.org/@humanwhocodes/module-importer/-/module-importer-1.0.1.tgz",
-      "integrity": "sha512-bxveV4V8v5Yb4ncFTT3rPSgZBOpCkjfK0y4oVVVJwIuDVBRMDXrPyXRL988i5ap9m9bnyEEjWfm5WkBmtffLfA==",
-      "dev": true,
-      "license": "Apache-2.0",
-      "engines": {
-        "node": ">=12.22"
-      },
-      "funding": {
-        "type": "github",
-        "url": "https://github.com/sponsors/nzakas"
-      }
-    },
-    "node_modules/@humanwhocodes/retry": {
-      "version": "0.4.3",
-      "resolved": "https://registry.npmjs.org/@humanwhocodes/retry/-/retry-0.4.3.tgz",
-      "integrity": "sha512-bV0Tgo9K4hfPCek+aMAn81RppFKv2ySDQeMoSZuvTASywNTnVJCArCZE2FWqpvIatKu7VMRLWlR1EazvVhDyhQ==",
-      "dev": true,
-      "license": "Apache-2.0",
-      "engines": {
-        "node": ">=18.18"
-      },
-      "funding": {
-        "type": "github",
-        "url": "https://github.com/sponsors/nzakas"
-      }
-    },
-    "node_modules/@isaacs/cliui": {
-      "version": "8.0.2",
-      "resolved": "https://registry.npmjs.org/@isaacs/cliui/-/cliui-8.0.2.tgz",
-      "integrity": "sha512-O8jcjabXaleOG9DQ0+ARXWZBTfnP4WNAqzuiJK7ll44AmxGKv/J2M4TPjxjY3znBCfvBXFzucm1twdyFybFqEA==",
-      "dev": true,
-      "dependencies": {
-        "string-width": "^5.1.2",
-        "string-width-cjs": "npm:string-width@^4.2.0",
-        "strip-ansi": "^7.0.1",
-        "strip-ansi-cjs": "npm:strip-ansi@^6.0.1",
-        "wrap-ansi": "^8.1.0",
-        "wrap-ansi-cjs": "npm:wrap-ansi@^7.0.0"
-      },
-      "engines": {
-        "node": ">=12"
-      }
-    },
-    "node_modules/@jridgewell/gen-mapping": {
-      "version": "0.3.5",
-      "resolved": "https://registry.npmjs.org/@jridgewell/gen-mapping/-/gen-mapping-0.3.5.tgz",
-      "integrity": "sha512-IzL8ZoEDIBRWEzlCcRhOaCupYyN5gdIK+Q6fbFdPDg6HqX6jpkItn7DFIpW9LQzXG6Df9sA7+OKnq0qlz/GaQg==",
-      "dev": true,
-      "dependencies": {
-        "@jridgewell/set-array": "^1.2.1",
-        "@jridgewell/sourcemap-codec": "^1.4.10",
-        "@jridgewell/trace-mapping": "^0.3.24"
-      },
-      "engines": {
-        "node": ">=6.0.0"
-      }
-    },
-    "node_modules/@jridgewell/resolve-uri": {
-      "version": "3.1.2",
-      "resolved": "https://registry.npmjs.org/@jridgewell/resolve-uri/-/resolve-uri-3.1.2.tgz",
-      "integrity": "sha512-bRISgCIjP20/tbWSPWMEi54QVPRZExkuD9lJL+UIxUKtwVJA8wW1Trb1jMs1RFXo1CBTNZ/5hpC9QvmKWdopKw==",
-      "dev": true,
-      "engines": {
-        "node": ">=6.0.0"
-      }
-    },
-    "node_modules/@jridgewell/set-array": {
-      "version": "1.2.1",
-      "resolved": "https://registry.npmjs.org/@jridgewell/set-array/-/set-array-1.2.1.tgz",
-      "integrity": "sha512-R8gLRTZeyp03ymzP/6Lil/28tGeGEzhx1q2k703KGWRAI1VdvPIXdG70VJc2pAMw3NA6JKL5hhFu1sJX0Mnn/A==",
-      "dev": true,
-      "engines": {
-        "node": ">=6.0.0"
-      }
-    },
-    "node_modules/@jridgewell/sourcemap-codec": {
-      "version": "1.5.0",
-      "resolved": "https://registry.npmjs.org/@jridgewell/sourcemap-codec/-/sourcemap-codec-1.5.0.tgz",
-      "integrity": "sha512-gv3ZRaISU3fjPAgNsriBRqGWQL6quFx04YMPW/zD8XMLsU32mhCCbfbO6KZFLjvYpCZ8zyDEgqsgf+PwPaM7GQ==",
-      "dev": true
-    },
-    "node_modules/@jridgewell/trace-mapping": {
-      "version": "0.3.25",
-      "resolved": "https://registry.npmjs.org/@jridgewell/trace-mapping/-/trace-mapping-0.3.25.tgz",
-      "integrity": "sha512-vNk6aEwybGtawWmy/PzwnGDOjCkLWSD2wqvjGGAgOAwCGWySYXfYoxt00IJkTF+8Lb57DwOb3Aa0o9CApepiYQ==",
-      "dev": true,
-      "dependencies": {
-        "@jridgewell/resolve-uri": "^3.1.0",
-        "@jridgewell/sourcemap-codec": "^1.4.14"
-      }
-    },
-    "node_modules/@nodelib/fs.scandir": {
-      "version": "2.1.5",
-      "resolved": "https://registry.npmjs.org/@nodelib/fs.scandir/-/fs.scandir-2.1.5.tgz",
-      "integrity": "sha512-vq24Bq3ym5HEQm2NKCr3yXDwjc7vTsEThRDnkp2DK9p1uqLR+DHurm/NOTo0KG7HYHU7eppKZj3MyqYuMBf62g==",
-      "dev": true,
-      "license": "MIT",
-      "dependencies": {
-        "@nodelib/fs.stat": "2.0.5",
-        "run-parallel": "^1.1.9"
-      },
-      "engines": {
-        "node": ">= 8"
-      }
-    },
-    "node_modules/@nodelib/fs.stat": {
-      "version": "2.0.5",
-      "resolved": "https://registry.npmjs.org/@nodelib/fs.stat/-/fs.stat-2.0.5.tgz",
-      "integrity": "sha512-RkhPPp2zrqDAQA/2jNhnztcPAlv64XdhIp7a7454A5ovI7Bukxgt7MX7udwAu3zg1DcpPU0rz3VV1SeaqvY4+A==",
-      "dev": true,
-      "license": "MIT",
-      "engines": {
-        "node": ">= 8"
-      }
-    },
-    "node_modules/@nodelib/fs.walk": {
-      "version": "1.2.8",
-      "resolved": "https://registry.npmjs.org/@nodelib/fs.walk/-/fs.walk-1.2.8.tgz",
-      "integrity": "sha512-oGB+UxlgWcgQkgwo8GcEGwemoTFt3FIO9ababBmaGwXIoBKZ+GTy0pP185beGg7Llih/NSHSV2XAs1lnznocSg==",
-      "dev": true,
-      "license": "MIT",
-      "dependencies": {
-        "@nodelib/fs.scandir": "2.1.5",
-        "fastq": "^1.6.0"
-      },
-      "engines": {
-        "node": ">= 8"
-      }
-    },
-    "node_modules/@pkgjs/parseargs": {
-      "version": "0.11.0",
-      "resolved": "https://registry.npmjs.org/@pkgjs/parseargs/-/parseargs-0.11.0.tgz",
-      "integrity": "sha512-+1VkjdD0QBLPodGrJUeqarH8VAIvQODIbwh9XpP5Syisf7YoQgsJKPNFoqqLQlu+VQ/tVSshMR6loPMn8U+dPg==",
-      "dev": true,
-      "optional": true,
-      "engines": {
-        "node": ">=14"
-      }
-    },
-    "node_modules/@rollup/plugin-babel": {
-      "version": "6.0.4",
-      "resolved": "https://registry.npmjs.org/@rollup/plugin-babel/-/plugin-babel-6.0.4.tgz",
-      "integrity": "sha512-YF7Y52kFdFT/xVSuVdjkV5ZdX/3YtmX0QulG+x0taQOtJdHYzVU61aSSkAgVJ7NOv6qPkIYiJSgSWWN/DM5sGw==",
-      "dev": true,
-      "dependencies": {
-        "@babel/helper-module-imports": "^7.18.6",
-        "@rollup/pluginutils": "^5.0.1"
-      },
-      "engines": {
-        "node": ">=14.0.0"
-      },
-      "peerDependencies": {
-        "@babel/core": "^7.0.0",
-        "@types/babel__core": "^7.1.9",
-        "rollup": "^1.20.0||^2.0.0||^3.0.0||^4.0.0"
-      },
-      "peerDependenciesMeta": {
-        "@types/babel__core": {
-          "optional": true
-        },
-        "rollup": {
-          "optional": true
-        }
-      }
-    },
-    "node_modules/@rollup/plugin-commonjs": {
-      "version": "26.0.1",
-      "resolved": "https://registry.npmjs.org/@rollup/plugin-commonjs/-/plugin-commonjs-26.0.1.tgz",
-      "integrity": "sha512-UnsKoZK6/aGIH6AdkptXhNvhaqftcjq3zZdT+LY5Ftms6JR06nADcDsYp5hTU9E2lbJUEOhdlY5J4DNTneM+jQ==",
-      "dev": true,
-      "dependencies": {
-        "@rollup/pluginutils": "^5.0.1",
-        "commondir": "^1.0.1",
-        "estree-walker": "^2.0.2",
-        "glob": "^10.4.1",
-        "is-reference": "1.2.1",
-        "magic-string": "^0.30.3"
-      },
-      "engines": {
-        "node": ">=16.0.0 || 14 >= 14.17"
-      },
-      "peerDependencies": {
-        "rollup": "^2.68.0||^3.0.0||^4.0.0"
-      },
-      "peerDependenciesMeta": {
-        "rollup": {
-          "optional": true
-        }
-      }
-    },
-    "node_modules/@rollup/plugin-node-resolve": {
-      "version": "15.2.3",
-      "resolved": "https://registry.npmjs.org/@rollup/plugin-node-resolve/-/plugin-node-resolve-15.2.3.tgz",
-      "integrity": "sha512-j/lym8nf5E21LwBT4Df1VD6hRO2L2iwUeUmP7litikRsVp1H6NWx20NEp0Y7su+7XGc476GnXXc4kFeZNGmaSQ==",
-      "dev": true,
-      "dependencies": {
-        "@rollup/pluginutils": "^5.0.1",
-        "@types/resolve": "1.20.2",
-        "deepmerge": "^4.2.2",
-        "is-builtin-module": "^3.2.1",
-        "is-module": "^1.0.0",
-        "resolve": "^1.22.1"
-      },
-      "engines": {
-        "node": ">=14.0.0"
-      },
-      "peerDependencies": {
-        "rollup": "^2.78.0||^3.0.0||^4.0.0"
-      },
-      "peerDependenciesMeta": {
-        "rollup": {
-          "optional": true
-        }
-      }
-    },
-    "node_modules/@rollup/plugin-typescript": {
-      "version": "11.1.6",
-      "resolved": "https://registry.npmjs.org/@rollup/plugin-typescript/-/plugin-typescript-11.1.6.tgz",
-      "integrity": "sha512-R92yOmIACgYdJ7dJ97p4K69I8gg6IEHt8M7dUBxN3W6nrO8uUxX5ixl0yU/N3aZTi8WhPuICvOHXQvF6FaykAA==",
-      "dev": true,
-      "dependencies": {
-        "@rollup/pluginutils": "^5.1.0",
-        "resolve": "^1.22.1"
-      },
-      "engines": {
-        "node": ">=14.0.0"
-      },
-      "peerDependencies": {
-        "rollup": "^2.14.0||^3.0.0||^4.0.0",
-        "tslib": "*",
-        "typescript": ">=3.7.0"
-      },
-      "peerDependenciesMeta": {
-        "rollup": {
-          "optional": true
-        },
-        "tslib": {
-          "optional": true
-        }
-      }
-    },
-    "node_modules/@rollup/pluginutils": {
-      "version": "5.1.0",
-      "resolved": "https://registry.npmjs.org/@rollup/pluginutils/-/pluginutils-5.1.0.tgz",
-      "integrity": "sha512-XTIWOPPcpvyKI6L1NHo0lFlCyznUEyPmPY1mc3KpPVDYulHSTvyeLNVW00QTLIAFNhR3kYnJTQHeGqU4M3n09g==",
-      "dev": true,
-      "dependencies": {
-        "@types/estree": "^1.0.0",
-        "estree-walker": "^2.0.2",
-        "picomatch": "^2.3.1"
-      },
-      "engines": {
-        "node": ">=14.0.0"
-      },
-      "peerDependencies": {
-        "rollup": "^1.20.0||^2.0.0||^3.0.0||^4.0.0"
-      },
-      "peerDependenciesMeta": {
-        "rollup": {
-          "optional": true
-        }
-      }
-    },
-    "node_modules/@rollup/rollup-android-arm-eabi": {
-      "version": "4.36.0",
-      "resolved": "https://registry.npmjs.org/@rollup/rollup-android-arm-eabi/-/rollup-android-arm-eabi-4.36.0.tgz",
-      "integrity": "sha512-jgrXjjcEwN6XpZXL0HUeOVGfjXhPyxAbbhD0BlXUB+abTOpbPiN5Wb3kOT7yb+uEtATNYF5x5gIfwutmuBA26w==",
-      "cpu": [
-        "arm"
-      ],
-      "dev": true,
-      "license": "MIT",
-      "optional": true,
-      "os": [
-        "android"
-      ]
-    },
-    "node_modules/@rollup/rollup-android-arm64": {
-      "version": "4.36.0",
-      "resolved": "https://registry.npmjs.org/@rollup/rollup-android-arm64/-/rollup-android-arm64-4.36.0.tgz",
-      "integrity": "sha512-NyfuLvdPdNUfUNeYKUwPwKsE5SXa2J6bCt2LdB/N+AxShnkpiczi3tcLJrm5mA+eqpy0HmaIY9F6XCa32N5yzg==",
-      "cpu": [
-        "arm64"
-      ],
-      "dev": true,
-      "license": "MIT",
-      "optional": true,
-      "os": [
-        "android"
-      ]
-    },
-    "node_modules/@rollup/rollup-darwin-arm64": {
-      "version": "4.36.0",
-      "resolved": "https://registry.npmjs.org/@rollup/rollup-darwin-arm64/-/rollup-darwin-arm64-4.36.0.tgz",
-      "integrity": "sha512-JQ1Jk5G4bGrD4pWJQzWsD8I1n1mgPXq33+/vP4sk8j/z/C2siRuxZtaUA7yMTf71TCZTZl/4e1bfzwUmFb3+rw==",
-      "cpu": [
-        "arm64"
-      ],
-      "dev": true,
-      "license": "MIT",
-      "optional": true,
-      "os": [
-        "darwin"
-      ]
-    },
-    "node_modules/@rollup/rollup-darwin-x64": {
-      "version": "4.36.0",
-      "resolved": "https://registry.npmjs.org/@rollup/rollup-darwin-x64/-/rollup-darwin-x64-4.36.0.tgz",
-      "integrity": "sha512-6c6wMZa1lrtiRsbDziCmjE53YbTkxMYhhnWnSW8R/yqsM7a6mSJ3uAVT0t8Y/DGt7gxUWYuFM4bwWk9XCJrFKA==",
-      "cpu": [
-        "x64"
-      ],
-      "dev": true,
-      "license": "MIT",
-      "optional": true,
-      "os": [
-        "darwin"
-      ]
-    },
-    "node_modules/@rollup/rollup-freebsd-arm64": {
-      "version": "4.36.0",
-      "resolved": "https://registry.npmjs.org/@rollup/rollup-freebsd-arm64/-/rollup-freebsd-arm64-4.36.0.tgz",
-      "integrity": "sha512-KXVsijKeJXOl8QzXTsA+sHVDsFOmMCdBRgFmBb+mfEb/7geR7+C8ypAml4fquUt14ZyVXaw2o1FWhqAfOvA4sg==",
-      "cpu": [
-        "arm64"
-      ],
-      "dev": true,
-      "license": "MIT",
-      "optional": true,
-      "os": [
-        "freebsd"
-      ]
-    },
-    "node_modules/@rollup/rollup-freebsd-x64": {
-      "version": "4.36.0",
-      "resolved": "https://registry.npmjs.org/@rollup/rollup-freebsd-x64/-/rollup-freebsd-x64-4.36.0.tgz",
-      "integrity": "sha512-dVeWq1ebbvByI+ndz4IJcD4a09RJgRYmLccwlQ8bPd4olz3Y213uf1iwvc7ZaxNn2ab7bjc08PrtBgMu6nb4pQ==",
-      "cpu": [
-        "x64"
-      ],
-      "dev": true,
-      "license": "MIT",
-      "optional": true,
-      "os": [
-        "freebsd"
-      ]
-    },
-    "node_modules/@rollup/rollup-linux-arm-gnueabihf": {
-      "version": "4.36.0",
-      "resolved": "https://registry.npmjs.org/@rollup/rollup-linux-arm-gnueabihf/-/rollup-linux-arm-gnueabihf-4.36.0.tgz",
-      "integrity": "sha512-bvXVU42mOVcF4le6XSjscdXjqx8okv4n5vmwgzcmtvFdifQ5U4dXFYaCB87namDRKlUL9ybVtLQ9ztnawaSzvg==",
-      "cpu": [
-        "arm"
-      ],
-      "dev": true,
-      "license": "MIT",
-      "optional": true,
-      "os": [
-        "linux"
-      ]
-    },
-    "node_modules/@rollup/rollup-linux-arm-musleabihf": {
-      "version": "4.36.0",
-      "resolved": "https://registry.npmjs.org/@rollup/rollup-linux-arm-musleabihf/-/rollup-linux-arm-musleabihf-4.36.0.tgz",
-      "integrity": "sha512-JFIQrDJYrxOnyDQGYkqnNBtjDwTgbasdbUiQvcU8JmGDfValfH1lNpng+4FWlhaVIR4KPkeddYjsVVbmJYvDcg==",
-      "cpu": [
-        "arm"
-      ],
-      "dev": true,
-      "license": "MIT",
-      "optional": true,
-      "os": [
-        "linux"
-      ]
-    },
-    "node_modules/@rollup/rollup-linux-arm64-gnu": {
-      "version": "4.36.0",
-      "resolved": "https://registry.npmjs.org/@rollup/rollup-linux-arm64-gnu/-/rollup-linux-arm64-gnu-4.36.0.tgz",
-      "integrity": "sha512-KqjYVh3oM1bj//5X7k79PSCZ6CvaVzb7Qs7VMWS+SlWB5M8p3FqufLP9VNp4CazJ0CsPDLwVD9r3vX7Ci4J56A==",
-      "cpu": [
-        "arm64"
-      ],
-      "dev": true,
-      "license": "MIT",
-      "optional": true,
-      "os": [
-        "linux"
-      ]
-    },
-    "node_modules/@rollup/rollup-linux-arm64-musl": {
-      "version": "4.36.0",
-      "resolved": "https://registry.npmjs.org/@rollup/rollup-linux-arm64-musl/-/rollup-linux-arm64-musl-4.36.0.tgz",
-      "integrity": "sha512-QiGnhScND+mAAtfHqeT+cB1S9yFnNQ/EwCg5yE3MzoaZZnIV0RV9O5alJAoJKX/sBONVKeZdMfO8QSaWEygMhw==",
-      "cpu": [
-        "arm64"
-      ],
-      "dev": true,
-      "license": "MIT",
-      "optional": true,
-      "os": [
-        "linux"
-      ]
-    },
-    "node_modules/@rollup/rollup-linux-loongarch64-gnu": {
-      "version": "4.36.0",
-      "resolved": "https://registry.npmjs.org/@rollup/rollup-linux-loongarch64-gnu/-/rollup-linux-loongarch64-gnu-4.36.0.tgz",
-      "integrity": "sha512-1ZPyEDWF8phd4FQtTzMh8FQwqzvIjLsl6/84gzUxnMNFBtExBtpL51H67mV9xipuxl1AEAerRBgBwFNpkw8+Lg==",
-      "cpu": [
-        "loong64"
-      ],
-      "dev": true,
-      "license": "MIT",
-      "optional": true,
-      "os": [
-        "linux"
-      ]
-    },
-    "node_modules/@rollup/rollup-linux-powerpc64le-gnu": {
-      "version": "4.36.0",
-      "resolved": "https://registry.npmjs.org/@rollup/rollup-linux-powerpc64le-gnu/-/rollup-linux-powerpc64le-gnu-4.36.0.tgz",
-      "integrity": "sha512-VMPMEIUpPFKpPI9GZMhJrtu8rxnp6mJR3ZzQPykq4xc2GmdHj3Q4cA+7avMyegXy4n1v+Qynr9fR88BmyO74tg==",
-      "cpu": [
-        "ppc64"
-      ],
-      "dev": true,
-      "license": "MIT",
-      "optional": true,
-      "os": [
-        "linux"
-      ]
-    },
-    "node_modules/@rollup/rollup-linux-riscv64-gnu": {
-      "version": "4.36.0",
-      "resolved": "https://registry.npmjs.org/@rollup/rollup-linux-riscv64-gnu/-/rollup-linux-riscv64-gnu-4.36.0.tgz",
-      "integrity": "sha512-ttE6ayb/kHwNRJGYLpuAvB7SMtOeQnVXEIpMtAvx3kepFQeowVED0n1K9nAdraHUPJ5hydEMxBpIR7o4nrm8uA==",
-      "cpu": [
-        "riscv64"
-      ],
-      "dev": true,
-      "license": "MIT",
-      "optional": true,
-      "os": [
-        "linux"
-      ]
-    },
-    "node_modules/@rollup/rollup-linux-s390x-gnu": {
-      "version": "4.36.0",
-      "resolved": "https://registry.npmjs.org/@rollup/rollup-linux-s390x-gnu/-/rollup-linux-s390x-gnu-4.36.0.tgz",
-      "integrity": "sha512-4a5gf2jpS0AIe7uBjxDeUMNcFmaRTbNv7NxI5xOCs4lhzsVyGR/0qBXduPnoWf6dGC365saTiwag8hP1imTgag==",
-      "cpu": [
-        "s390x"
-      ],
-      "dev": true,
-      "license": "MIT",
-      "optional": true,
-      "os": [
-        "linux"
-      ]
-    },
-    "node_modules/@rollup/rollup-linux-x64-gnu": {
-      "version": "4.36.0",
-      "resolved": "https://registry.npmjs.org/@rollup/rollup-linux-x64-gnu/-/rollup-linux-x64-gnu-4.36.0.tgz",
-      "integrity": "sha512-5KtoW8UWmwFKQ96aQL3LlRXX16IMwyzMq/jSSVIIyAANiE1doaQsx/KRyhAvpHlPjPiSU/AYX/8m+lQ9VToxFQ==",
-      "cpu": [
-        "x64"
-      ],
-      "dev": true,
-      "license": "MIT",
-      "optional": true,
-      "os": [
-        "linux"
-      ]
-    },
-    "node_modules/@rollup/rollup-linux-x64-musl": {
-      "version": "4.36.0",
-      "resolved": "https://registry.npmjs.org/@rollup/rollup-linux-x64-musl/-/rollup-linux-x64-musl-4.36.0.tgz",
-      "integrity": "sha512-sycrYZPrv2ag4OCvaN5js+f01eoZ2U+RmT5as8vhxiFz+kxwlHrsxOwKPSA8WyS+Wc6Epid9QeI/IkQ9NkgYyQ==",
-      "cpu": [
-        "x64"
-      ],
-      "dev": true,
-      "license": "MIT",
-      "optional": true,
-      "os": [
-        "linux"
-      ]
-    },
-    "node_modules/@rollup/rollup-win32-arm64-msvc": {
-      "version": "4.36.0",
-      "resolved": "https://registry.npmjs.org/@rollup/rollup-win32-arm64-msvc/-/rollup-win32-arm64-msvc-4.36.0.tgz",
-      "integrity": "sha512-qbqt4N7tokFwwSVlWDsjfoHgviS3n/vZ8LK0h1uLG9TYIRuUTJC88E1xb3LM2iqZ/WTqNQjYrtmtGmrmmawB6A==",
-      "cpu": [
-        "arm64"
-      ],
-      "dev": true,
-      "license": "MIT",
-      "optional": true,
-      "os": [
-        "win32"
-      ]
-    },
-    "node_modules/@rollup/rollup-win32-ia32-msvc": {
-      "version": "4.36.0",
-      "resolved": "https://registry.npmjs.org/@rollup/rollup-win32-ia32-msvc/-/rollup-win32-ia32-msvc-4.36.0.tgz",
-      "integrity": "sha512-t+RY0JuRamIocMuQcfwYSOkmdX9dtkr1PbhKW42AMvaDQa+jOdpUYysroTF/nuPpAaQMWp7ye+ndlmmthieJrQ==",
-      "cpu": [
-        "ia32"
-      ],
-      "dev": true,
-      "license": "MIT",
-      "optional": true,
-      "os": [
-        "win32"
-      ]
-    },
-    "node_modules/@rollup/rollup-win32-x64-msvc": {
-      "version": "4.36.0",
-      "resolved": "https://registry.npmjs.org/@rollup/rollup-win32-x64-msvc/-/rollup-win32-x64-msvc-4.36.0.tgz",
-      "integrity": "sha512-aRXd7tRZkWLqGbChgcMMDEHjOKudo1kChb1Jt1IfR8cY/KIpgNviLeJy5FUb9IpSuQj8dU2fAYNMPW/hLKOSTw==",
-      "cpu": [
-        "x64"
-      ],
-      "dev": true,
-      "license": "MIT",
-      "optional": true,
-      "os": [
-        "win32"
-      ]
-    },
-    "node_modules/@tweenjs/tween.js": {
-      "version": "23.1.3",
-      "resolved": "https://registry.npmjs.org/@tweenjs/tween.js/-/tween.js-23.1.3.tgz",
-      "integrity": "sha512-vJmvvwFxYuGnF2axRtPYocag6Clbb5YS7kLL+SO/TeVFzHqDIWrNKYtcsPMibjDx9O+bu+psAy9NKfWklassUA==",
-      "dev": true
-    },
-    "node_modules/@types/estree": {
-      "version": "1.0.6",
-      "resolved": "https://registry.npmjs.org/@types/estree/-/estree-1.0.6.tgz",
-      "integrity": "sha512-AYnb1nQyY49te+VRAVgmzfcgjYS91mY5P0TKUDCLEM+gNnA+3T6rWITXRLYCpahpqSQbN5cE+gHpnPyXjHWxcw==",
-      "dev": true
-    },
-    "node_modules/@types/json-schema": {
-      "version": "7.0.15",
-      "resolved": "https://registry.npmjs.org/@types/json-schema/-/json-schema-7.0.15.tgz",
-      "integrity": "sha512-5+fP8P8MFNC+AyZCDxrB2pkZFPGzqQWUzpSeuuVLvm8VMcorNYavBqoFcxK8bQz4Qsbn4oUEEem4wDLfcysGHA==",
-      "dev": true,
-      "license": "MIT"
-    },
-    "node_modules/@types/resolve": {
-      "version": "1.20.2",
-      "resolved": "https://registry.npmjs.org/@types/resolve/-/resolve-1.20.2.tgz",
-      "integrity": "sha512-60BCwRFOZCQhDncwQdxxeOEEkbc5dIMccYLwbxsS4TUNeVECQ/pBJ0j09mrHOl/JJvpRPGwO9SvE4nR2Nb/a4Q==",
-      "dev": true
-    },
-    "node_modules/@types/stats.js": {
-      "version": "0.17.3",
-      "resolved": "https://registry.npmjs.org/@types/stats.js/-/stats.js-0.17.3.tgz",
-      "integrity": "sha512-pXNfAD3KHOdif9EQXZ9deK82HVNaXP5ZIF5RP2QG6OQFNTaY2YIetfrE9t528vEreGQvEPRDDc8muaoYeK0SxQ==",
-      "dev": true
-    },
-    "node_modules/@types/three": {
-      "version": "0.168.0",
-      "resolved": "https://registry.npmjs.org/@types/three/-/three-0.168.0.tgz",
-      "integrity": "sha512-qAGLGzbaYgkkonOBfwOr+TZpOskPfFjrDAj801WQSVkUz0/D9zwir4vhruJ/CC/GteywzR9pqeVVfs5th/2oKw==",
-      "dev": true,
-      "dependencies": {
-        "@tweenjs/tween.js": "~23.1.3",
-        "@types/stats.js": "*",
-        "@types/webxr": "*",
-        "@webgpu/types": "*",
-        "fflate": "~0.8.2",
-        "meshoptimizer": "~0.18.1"
-      }
-    },
-    "node_modules/@types/uuid": {
-      "version": "10.0.0",
-      "resolved": "https://registry.npmjs.org/@types/uuid/-/uuid-10.0.0.tgz",
-      "integrity": "sha512-7gqG38EyHgyP1S+7+xomFtL+ZNHcKv6DwNaCZmJmo1vgMugyF3TCnXVg4t1uk89mLNwnLtnY3TpOpCOyp1/xHQ==",
-      "dev": true
-    },
-    "node_modules/@types/webxr": {
-      "version": "0.5.20",
-      "resolved": "https://registry.npmjs.org/@types/webxr/-/webxr-0.5.20.tgz",
-      "integrity": "sha512-JGpU6qiIJQKUuVSKx1GtQnHJGxRjtfGIhzO2ilq43VZZS//f1h1Sgexbdk+Lq+7569a6EYhOWrUpIruR/1Enmg==",
-      "dev": true
-    },
-    "node_modules/@typescript-eslint/eslint-plugin": {
-      "version": "8.43.0",
-      "resolved": "https://registry.npmjs.org/@typescript-eslint/eslint-plugin/-/eslint-plugin-8.43.0.tgz",
-      "integrity": "sha512-8tg+gt7ENL7KewsKMKDHXR1vm8tt9eMxjJBYINf6swonlWgkYn5NwyIgXpbbDxTNU5DgpDFfj95prcTq2clIQQ==",
-      "dev": true,
-      "license": "MIT",
-      "dependencies": {
-        "@eslint-community/regexpp": "^4.10.0",
-        "@typescript-eslint/scope-manager": "8.43.0",
-        "@typescript-eslint/type-utils": "8.43.0",
-        "@typescript-eslint/utils": "8.43.0",
-        "@typescript-eslint/visitor-keys": "8.43.0",
-        "graphemer": "^1.4.0",
-        "ignore": "^7.0.0",
-        "natural-compare": "^1.4.0",
-        "ts-api-utils": "^2.1.0"
-      },
-      "engines": {
-        "node": "^18.18.0 || ^20.9.0 || >=21.1.0"
-      },
-      "funding": {
-        "type": "opencollective",
-        "url": "https://opencollective.com/typescript-eslint"
-      },
-      "peerDependencies": {
-        "@typescript-eslint/parser": "^8.43.0",
-        "eslint": "^8.57.0 || ^9.0.0",
-        "typescript": ">=4.8.4 <6.0.0"
-      }
-    },
-    "node_modules/@typescript-eslint/parser": {
-      "version": "8.43.0",
-      "resolved": "https://registry.npmjs.org/@typescript-eslint/parser/-/parser-8.43.0.tgz",
-      "integrity": "sha512-B7RIQiTsCBBmY+yW4+ILd6mF5h1FUwJsVvpqkrgpszYifetQ2Ke+Z4u6aZh0CblkUGIdR59iYVyXqqZGkZ3aBw==",
-      "dev": true,
-      "license": "MIT",
-      "dependencies": {
-        "@typescript-eslint/scope-manager": "8.43.0",
-        "@typescript-eslint/types": "8.43.0",
-        "@typescript-eslint/typescript-estree": "8.43.0",
-        "@typescript-eslint/visitor-keys": "8.43.0",
-        "debug": "^4.3.4"
-      },
-      "engines": {
-        "node": "^18.18.0 || ^20.9.0 || >=21.1.0"
-      },
-      "funding": {
-        "type": "opencollective",
-        "url": "https://opencollective.com/typescript-eslint"
-      },
-      "peerDependencies": {
-        "eslint": "^8.57.0 || ^9.0.0",
-        "typescript": ">=4.8.4 <6.0.0"
-      }
-    },
-    "node_modules/@typescript-eslint/project-service": {
-      "version": "8.43.0",
-      "resolved": "https://registry.npmjs.org/@typescript-eslint/project-service/-/project-service-8.43.0.tgz",
-      "integrity": "sha512-htB/+D/BIGoNTQYffZw4uM4NzzuolCoaA/BusuSIcC8YjmBYQioew5VUZAYdAETPjeed0hqCaW7EHg+Robq8uw==",
-      "dev": true,
-      "license": "MIT",
-      "dependencies": {
-        "@typescript-eslint/tsconfig-utils": "^8.43.0",
-        "@typescript-eslint/types": "^8.43.0",
-        "debug": "^4.3.4"
-      },
-      "engines": {
-        "node": "^18.18.0 || ^20.9.0 || >=21.1.0"
-      },
-      "funding": {
-        "type": "opencollective",
-        "url": "https://opencollective.com/typescript-eslint"
-      },
-      "peerDependencies": {
-        "typescript": ">=4.8.4 <6.0.0"
-      }
-    },
-    "node_modules/@typescript-eslint/scope-manager": {
-      "version": "8.43.0",
-      "resolved": "https://registry.npmjs.org/@typescript-eslint/scope-manager/-/scope-manager-8.43.0.tgz",
-      "integrity": "sha512-daSWlQ87ZhsjrbMLvpuuMAt3y4ba57AuvadcR7f3nl8eS3BjRc8L9VLxFLk92RL5xdXOg6IQ+qKjjqNEimGuAg==",
-      "dev": true,
-      "license": "MIT",
-      "dependencies": {
-        "@typescript-eslint/types": "8.43.0",
-        "@typescript-eslint/visitor-keys": "8.43.0"
-      },
-      "engines": {
-        "node": "^18.18.0 || ^20.9.0 || >=21.1.0"
-      },
-      "funding": {
-        "type": "opencollective",
-        "url": "https://opencollective.com/typescript-eslint"
-      }
-    },
-    "node_modules/@typescript-eslint/tsconfig-utils": {
-      "version": "8.43.0",
-      "resolved": "https://registry.npmjs.org/@typescript-eslint/tsconfig-utils/-/tsconfig-utils-8.43.0.tgz",
-      "integrity": "sha512-ALC2prjZcj2YqqL5X/bwWQmHA2em6/94GcbB/KKu5SX3EBDOsqztmmX1kMkvAJHzxk7TazKzJfFiEIagNV3qEA==",
-      "dev": true,
-      "license": "MIT",
-      "engines": {
-        "node": "^18.18.0 || ^20.9.0 || >=21.1.0"
-      },
-      "funding": {
-        "type": "opencollective",
-        "url": "https://opencollective.com/typescript-eslint"
-      },
-      "peerDependencies": {
-        "typescript": ">=4.8.4 <6.0.0"
-      }
-    },
-    "node_modules/@typescript-eslint/type-utils": {
-      "version": "8.43.0",
-      "resolved": "https://registry.npmjs.org/@typescript-eslint/type-utils/-/type-utils-8.43.0.tgz",
-      "integrity": "sha512-qaH1uLBpBuBBuRf8c1mLJ6swOfzCXryhKND04Igr4pckzSEW9JX5Aw9AgW00kwfjWJF0kk0ps9ExKTfvXfw4Qg==",
-      "dev": true,
-      "license": "MIT",
-      "dependencies": {
-        "@typescript-eslint/types": "8.43.0",
-        "@typescript-eslint/typescript-estree": "8.43.0",
-        "@typescript-eslint/utils": "8.43.0",
-        "debug": "^4.3.4",
-        "ts-api-utils": "^2.1.0"
-      },
-      "engines": {
-        "node": "^18.18.0 || ^20.9.0 || >=21.1.0"
-      },
-      "funding": {
-        "type": "opencollective",
-        "url": "https://opencollective.com/typescript-eslint"
-      },
-      "peerDependencies": {
-        "eslint": "^8.57.0 || ^9.0.0",
-        "typescript": ">=4.8.4 <6.0.0"
-      }
-    },
-    "node_modules/@typescript-eslint/types": {
-      "version": "8.43.0",
-      "resolved": "https://registry.npmjs.org/@typescript-eslint/types/-/types-8.43.0.tgz",
-      "integrity": "sha512-vQ2FZaxJpydjSZJKiSW/LJsabFFvV7KgLC5DiLhkBcykhQj8iK9BOaDmQt74nnKdLvceM5xmhaTF+pLekrxEkw==",
-      "dev": true,
-      "license": "MIT",
-      "engines": {
-        "node": "^18.18.0 || ^20.9.0 || >=21.1.0"
-      },
-      "funding": {
-        "type": "opencollective",
-        "url": "https://opencollective.com/typescript-eslint"
-      }
-    },
-    "node_modules/@typescript-eslint/typescript-estree": {
-      "version": "8.43.0",
-      "resolved": "https://registry.npmjs.org/@typescript-eslint/typescript-estree/-/typescript-estree-8.43.0.tgz",
-      "integrity": "sha512-7Vv6zlAhPb+cvEpP06WXXy/ZByph9iL6BQRBDj4kmBsW98AqEeQHlj/13X+sZOrKSo9/rNKH4Ul4f6EICREFdw==",
-      "dev": true,
-      "license": "MIT",
-      "dependencies": {
-        "@typescript-eslint/project-service": "8.43.0",
-        "@typescript-eslint/tsconfig-utils": "8.43.0",
-        "@typescript-eslint/types": "8.43.0",
-        "@typescript-eslint/visitor-keys": "8.43.0",
-        "debug": "^4.3.4",
-        "fast-glob": "^3.3.2",
-        "is-glob": "^4.0.3",
-        "minimatch": "^9.0.4",
-        "semver": "^7.6.0",
-        "ts-api-utils": "^2.1.0"
-      },
-      "engines": {
-        "node": "^18.18.0 || ^20.9.0 || >=21.1.0"
-      },
-      "funding": {
-        "type": "opencollective",
-        "url": "https://opencollective.com/typescript-eslint"
-      },
-      "peerDependencies": {
-        "typescript": ">=4.8.4 <6.0.0"
-      }
-    },
-    "node_modules/@typescript-eslint/typescript-estree/node_modules/semver": {
-      "version": "7.7.2",
-      "resolved": "https://registry.npmjs.org/semver/-/semver-7.7.2.tgz",
-      "integrity": "sha512-RF0Fw+rO5AMf9MAyaRXI4AV0Ulj5lMHqVxxdSgiVbixSCXoEmmX/jk0CuJw4+3SqroYO9VoUh+HcuJivvtJemA==",
-      "dev": true,
-      "license": "ISC",
-      "bin": {
-        "semver": "bin/semver.js"
-      },
-      "engines": {
-        "node": ">=10"
-      }
-    },
-    "node_modules/@typescript-eslint/utils": {
-      "version": "8.43.0",
-      "resolved": "https://registry.npmjs.org/@typescript-eslint/utils/-/utils-8.43.0.tgz",
-      "integrity": "sha512-S1/tEmkUeeswxd0GGcnwuVQPFWo8NzZTOMxCvw8BX7OMxnNae+i8Tm7REQen/SwUIPoPqfKn7EaZ+YLpiB3k9g==",
-      "dev": true,
-      "license": "MIT",
-      "dependencies": {
-        "@eslint-community/eslint-utils": "^4.7.0",
-        "@typescript-eslint/scope-manager": "8.43.0",
-        "@typescript-eslint/types": "8.43.0",
-        "@typescript-eslint/typescript-estree": "8.43.0"
-      },
-      "engines": {
-        "node": "^18.18.0 || ^20.9.0 || >=21.1.0"
-      },
-      "funding": {
-        "type": "opencollective",
-        "url": "https://opencollective.com/typescript-eslint"
-      },
-      "peerDependencies": {
-        "eslint": "^8.57.0 || ^9.0.0",
-        "typescript": ">=4.8.4 <6.0.0"
-      }
-    },
-    "node_modules/@typescript-eslint/visitor-keys": {
-      "version": "8.43.0",
-      "resolved": "https://registry.npmjs.org/@typescript-eslint/visitor-keys/-/visitor-keys-8.43.0.tgz",
-      "integrity": "sha512-T+S1KqRD4sg/bHfLwrpF/K3gQLBM1n7Rp7OjjikjTEssI2YJzQpi5WXoynOaQ93ERIuq3O8RBTOUYDKszUCEHw==",
-      "dev": true,
-      "license": "MIT",
-      "dependencies": {
-        "@typescript-eslint/types": "8.43.0",
-        "eslint-visitor-keys": "^4.2.1"
-      },
-      "engines": {
-        "node": "^18.18.0 || ^20.9.0 || >=21.1.0"
-      },
-      "funding": {
-        "type": "opencollective",
-        "url": "https://opencollective.com/typescript-eslint"
-      }
-    },
-    "node_modules/@typescript-eslint/visitor-keys/node_modules/eslint-visitor-keys": {
-      "version": "4.2.1",
-      "resolved": "https://registry.npmjs.org/eslint-visitor-keys/-/eslint-visitor-keys-4.2.1.tgz",
-      "integrity": "sha512-Uhdk5sfqcee/9H/rCOJikYz67o0a2Tw2hGRPOG2Y1R2dg7brRe1uG0yaNQDHu+TO/uQPF/5eCapvYSmHUjt7JQ==",
-      "dev": true,
-      "license": "Apache-2.0",
-      "engines": {
-        "node": "^18.18.0 || ^20.9.0 || >=21.1.0"
-      },
-      "funding": {
-        "url": "https://opencollective.com/eslint"
-      }
-    },
-    "node_modules/@webgpu/types": {
-      "version": "0.1.45",
-      "resolved": "https://registry.npmjs.org/@webgpu/types/-/types-0.1.45.tgz",
-      "integrity": "sha512-0TBBF/mhakJoK0qUWCZugBnh23x+VwmYA5RLmtNQwvZt1pQ4P2fzIvQUiSe6jxzkBi4GF8R4BejJjro0ZSoSXQ==",
-      "dev": true
-    },
-    "node_modules/acorn": {
-      "version": "8.15.0",
-      "resolved": "https://registry.npmjs.org/acorn/-/acorn-8.15.0.tgz",
-      "integrity": "sha512-NZyJarBfL7nWwIq+FDL6Zp/yHEhePMNnnJ0y3qfieCrmNvYct8uvtiV41UvlSe6apAfk0fY1FbWx+NwfmpvtTg==",
-      "dev": true,
-      "license": "MIT",
-      "bin": {
-        "acorn": "bin/acorn"
-      },
-      "engines": {
-        "node": ">=0.4.0"
-      }
-    },
-    "node_modules/acorn-jsx": {
-      "version": "5.3.2",
-      "resolved": "https://registry.npmjs.org/acorn-jsx/-/acorn-jsx-5.3.2.tgz",
-      "integrity": "sha512-rq9s+JNhf0IChjtDXxllJ7g41oZk5SlXtp0LHwyA5cejwn7vKmKp4pPri6YEePv2PU65sAsegbXtIinmDFDXgQ==",
-      "dev": true,
-      "license": "MIT",
-      "peerDependencies": {
-        "acorn": "^6.0.0 || ^7.0.0 || ^8.0.0"
-      }
-    },
-    "node_modules/ajv": {
-      "version": "6.12.6",
-      "resolved": "https://registry.npmjs.org/ajv/-/ajv-6.12.6.tgz",
-      "integrity": "sha512-j3fVLgvTo527anyYyJOGTYJbG+vnnQYvE0m5mmkc1TK+nxAppkCLMIL0aZ4dblVCNoGShhm+kzE4ZUykBoMg4g==",
-      "dev": true,
-      "license": "MIT",
-      "dependencies": {
-        "fast-deep-equal": "^3.1.1",
-        "fast-json-stable-stringify": "^2.0.0",
-        "json-schema-traverse": "^0.4.1",
-        "uri-js": "^4.2.2"
-      },
-      "funding": {
-        "type": "github",
-        "url": "https://github.com/sponsors/epoberezkin"
-      }
-    },
-    "node_modules/ansi-regex": {
-      "version": "6.1.0",
-      "resolved": "https://registry.npmjs.org/ansi-regex/-/ansi-regex-6.1.0.tgz",
-      "integrity": "sha512-7HSX4QQb4CspciLpVFwyRe79O3xsIZDDLER21kERQ71oaPodF8jL725AgJMFAYbooIqolJoRLuM81SpeUkpkvA==",
-      "dev": true,
-      "engines": {
-        "node": ">=12"
-      },
-      "funding": {
-        "url": "https://github.com/chalk/ansi-regex?sponsor=1"
-      }
-    },
-    "node_modules/ansi-styles": {
-      "version": "6.2.1",
-      "resolved": "https://registry.npmjs.org/ansi-styles/-/ansi-styles-6.2.1.tgz",
-      "integrity": "sha512-bN798gFfQX+viw3R7yrGWRqnrN2oRkEkUjjl4JNn4E8GxxbjtG3FbrEIIY3l8/hrwUwIeCZvi4QuOTP4MErVug==",
-      "dev": true,
-      "engines": {
-        "node": ">=12"
-      },
-      "funding": {
-        "url": "https://github.com/chalk/ansi-styles?sponsor=1"
-      }
-    },
-    "node_modules/argparse": {
-      "version": "2.0.1",
-      "resolved": "https://registry.npmjs.org/argparse/-/argparse-2.0.1.tgz",
-      "integrity": "sha512-8+9WqebbFzpX9OR+Wa6O29asIogeRMzcGtAINdpMHHyAg10f05aSFVBbcEqGf/PXw1EjAZ+q2/bEBg3DvurK3Q==",
-      "dev": true,
-      "license": "Python-2.0"
-    },
-    "node_modules/balanced-match": {
-      "version": "1.0.2",
-      "resolved": "https://registry.npmjs.org/balanced-match/-/balanced-match-1.0.2.tgz",
-      "integrity": "sha512-3oSeUO0TMV67hN1AmbXsK4yaqU7tjiHlbxRDZOpH0KW9+CeX4bRAaX0Anxt0tx2MrpRpWwQaPwIlISEJhYU5Pw==",
-      "dev": true
-    },
-    "node_modules/brace-expansion": {
-      "version": "2.0.1",
-      "resolved": "https://registry.npmjs.org/brace-expansion/-/brace-expansion-2.0.1.tgz",
-      "integrity": "sha512-XnAIvQ8eM+kC6aULx6wuQiwVsnzsi9d3WxzV3FpWTGA19F621kwdbsAcFKXgKUHZWsy+mY6iL1sHTxWEFCytDA==",
-      "dev": true,
-      "dependencies": {
-        "balanced-match": "^1.0.0"
-      }
-    },
-    "node_modules/braces": {
-      "version": "3.0.3",
-      "resolved": "https://registry.npmjs.org/braces/-/braces-3.0.3.tgz",
-      "integrity": "sha512-yQbXgO/OSZVD2IsiLlro+7Hf6Q18EJrKSEsdoMzKePKXct3gvD8oLcOQdIzGupr5Fj+EDe8gO/lxc1BzfMpxvA==",
-      "dev": true,
-      "license": "MIT",
-      "dependencies": {
-        "fill-range": "^7.1.1"
-      },
-      "engines": {
-        "node": ">=8"
-      }
-    },
-    "node_modules/browserslist": {
-      "version": "4.23.3",
-      "resolved": "https://registry.npmjs.org/browserslist/-/browserslist-4.23.3.tgz",
-      "integrity": "sha512-btwCFJVjI4YWDNfau8RhZ+B1Q/VLoUITrm3RlP6y1tYGWIOa+InuYiRGXUBXo8nA1qKmHMyLB/iVQg5TT4eFoA==",
-      "dev": true,
-      "funding": [
-        {
-          "type": "opencollective",
-          "url": "https://opencollective.com/browserslist"
-        },
-        {
-          "type": "tidelift",
-          "url": "https://tidelift.com/funding/github/npm/browserslist"
-        },
-        {
-          "type": "github",
-          "url": "https://github.com/sponsors/ai"
-        }
-      ],
-      "peer": true,
-      "dependencies": {
-        "caniuse-lite": "^1.0.30001646",
-        "electron-to-chromium": "^1.5.4",
-        "node-releases": "^2.0.18",
-        "update-browserslist-db": "^1.1.0"
-      },
-      "bin": {
-        "browserslist": "cli.js"
-      },
-      "engines": {
-        "node": "^6 || ^7 || ^8 || ^9 || ^10 || ^11 || ^12 || >=13.7"
-      }
-    },
-    "node_modules/builtin-modules": {
-      "version": "3.3.0",
-      "resolved": "https://registry.npmjs.org/builtin-modules/-/builtin-modules-3.3.0.tgz",
-      "integrity": "sha512-zhaCDicdLuWN5UbN5IMnFqNMhNfo919sH85y2/ea+5Yg9TsTkeZxpL+JLbp6cgYFS4sRLp3YV4S6yDuqVWHYOw==",
-      "dev": true,
-      "engines": {
-        "node": ">=6"
-      },
-      "funding": {
-        "url": "https://github.com/sponsors/sindresorhus"
-      }
-    },
-    "node_modules/callsites": {
-      "version": "3.1.0",
-      "resolved": "https://registry.npmjs.org/callsites/-/callsites-3.1.0.tgz",
-      "integrity": "sha512-P8BjAsXvZS+VIDUI11hHCQEv74YT67YUi5JJFNWIqL235sBmjX4+qx9Muvls5ivyNENctx46xQLQ3aTuE7ssaQ==",
-      "dev": true,
-      "license": "MIT",
-      "engines": {
-        "node": ">=6"
-      }
-    },
-    "node_modules/caniuse-lite": {
-      "version": "1.0.30001660",
-      "resolved": "https://registry.npmjs.org/caniuse-lite/-/caniuse-lite-1.0.30001660.tgz",
-      "integrity": "sha512-GacvNTTuATm26qC74pt+ad1fW15mlQ/zuTzzY1ZoIzECTP8HURDfF43kNxPgf7H1jmelCBQTTbBNxdSXOA7Bqg==",
-      "dev": true,
-      "funding": [
-        {
-          "type": "opencollective",
-          "url": "https://opencollective.com/browserslist"
-        },
-        {
-          "type": "tidelift",
-          "url": "https://tidelift.com/funding/github/npm/caniuse-lite"
-        },
-        {
-          "type": "github",
-          "url": "https://github.com/sponsors/ai"
-        }
-      ],
-      "peer": true
-    },
-    "node_modules/chalk": {
-      "version": "2.4.2",
-      "resolved": "https://registry.npmjs.org/chalk/-/chalk-2.4.2.tgz",
-      "integrity": "sha512-Mti+f9lpJNcwF4tWV8/OrTTtF1gZi+f8FqlyAdouralcFWFQWF2+NgCHShjkCb+IFBLq9buZwE1xckQU4peSuQ==",
-      "dev": true,
-      "dependencies": {
-        "ansi-styles": "^3.2.1",
-        "escape-string-regexp": "^1.0.5",
-        "supports-color": "^5.3.0"
-      },
-      "engines": {
-        "node": ">=4"
-      }
-    },
-    "node_modules/chalk/node_modules/ansi-styles": {
-      "version": "3.2.1",
-      "resolved": "https://registry.npmjs.org/ansi-styles/-/ansi-styles-3.2.1.tgz",
-      "integrity": "sha512-VT0ZI6kZRdTh8YyJw3SMbYm/u+NqfsAxEpWO0Pf9sq8/e94WxxOpPKx9FR1FlyCtOVDNOQ+8ntlqFxiRc+r5qA==",
-      "dev": true,
-      "dependencies": {
-        "color-convert": "^1.9.0"
-      },
-      "engines": {
-        "node": ">=4"
-      }
-    },
-    "node_modules/chalk/node_modules/color-convert": {
-      "version": "1.9.3",
-      "resolved": "https://registry.npmjs.org/color-convert/-/color-convert-1.9.3.tgz",
-      "integrity": "sha512-QfAUtd+vFdAtFQcC8CCyYt1fYWxSqAiK2cSD6zDB8N3cpsEBAvRxp9zOGg6G/SHHJYAT88/az/IuDGALsNVbGg==",
-      "dev": true,
-      "dependencies": {
-        "color-name": "1.1.3"
-      }
-    },
-    "node_modules/chalk/node_modules/color-name": {
-      "version": "1.1.3",
-      "resolved": "https://registry.npmjs.org/color-name/-/color-name-1.1.3.tgz",
-      "integrity": "sha512-72fSenhMw2HZMTVHeCA9KCmpEIbzWiQsjN+BHcBbS9vr1mtt+vJjPdksIBNUmKAW8TFUDPJK5SUU3QhE9NEXDw==",
-      "dev": true
-    },
-    "node_modules/color-convert": {
-      "version": "2.0.1",
-      "resolved": "https://registry.npmjs.org/color-convert/-/color-convert-2.0.1.tgz",
-      "integrity": "sha512-RRECPsj7iu/xb5oKYcsFHSppFNnsj/52OVTRKb4zP5onXwVF3zVmmToNcOfGC+CRDpfK/U584fMg38ZHCaElKQ==",
-      "dev": true,
-      "dependencies": {
-        "color-name": "~1.1.4"
-      },
-      "engines": {
-        "node": ">=7.0.0"
-      }
-    },
-    "node_modules/color-name": {
-      "version": "1.1.4",
-      "resolved": "https://registry.npmjs.org/color-name/-/color-name-1.1.4.tgz",
-      "integrity": "sha512-dOy+3AuW3a2wNbZHIuMZpTcgjGuLU/uBL/ubcZF9OXbDo8ff4O8yVp5Bf0efS8uEoYo5q4Fx7dY9OgQGXgAsQA==",
-      "dev": true
-    },
-    "node_modules/commondir": {
-      "version": "1.0.1",
-      "resolved": "https://registry.npmjs.org/commondir/-/commondir-1.0.1.tgz",
-      "integrity": "sha512-W9pAhw0ja1Edb5GVdIF1mjZw/ASI0AlShXM83UUGe2DVr5TdAPEA1OA8m/g8zWp9x6On7gqufY+FatDbC3MDQg==",
-      "dev": true
-    },
-    "node_modules/concat-map": {
-      "version": "0.0.1",
-      "resolved": "https://registry.npmjs.org/concat-map/-/concat-map-0.0.1.tgz",
-      "integrity": "sha512-/Srv4dswyQNBfohGpz9o6Yb3Gz3SrUDqBH5rTuhGR7ahtlbYKnVxw2bCFMRljaA7EXHaXZ8wsHdodFvbkhKmqg==",
-      "dev": true,
-      "license": "MIT"
-    },
-    "node_modules/convert-source-map": {
-      "version": "2.0.0",
-      "resolved": "https://registry.npmjs.org/convert-source-map/-/convert-source-map-2.0.0.tgz",
-      "integrity": "sha512-Kvp459HrV2FEJ1CAsi1Ku+MY3kasH19TFykTz2xWmMeq6bk2NU3XXvfJ+Q61m0xktWwt+1HSYf3JZsTms3aRJg==",
-      "dev": true,
-      "peer": true
-    },
-    "node_modules/cross-spawn": {
-      "version": "7.0.6",
-      "resolved": "https://registry.npmjs.org/cross-spawn/-/cross-spawn-7.0.6.tgz",
-      "integrity": "sha512-uV2QOWP2nWzsy2aMp8aRibhi9dlzF5Hgh5SHaB9OiTGEyDTiJJyx0uy51QXdyWbtAHNua4XJzUKca3OzKUd3vA==",
-      "dev": true,
-      "license": "MIT",
-      "dependencies": {
-        "path-key": "^3.1.0",
-        "shebang-command": "^2.0.0",
-        "which": "^2.0.1"
-      },
-      "engines": {
-        "node": ">= 8"
-      }
-    },
-    "node_modules/debug": {
-      "version": "4.3.7",
-      "resolved": "https://registry.npmjs.org/debug/-/debug-4.3.7.tgz",
-      "integrity": "sha512-Er2nc/H7RrMXZBFCEim6TCmMk02Z8vLC2Rbi1KEBggpo0fS6l0S1nnapwmIi3yW/+GOJap1Krg4w0Hg80oCqgQ==",
-      "dev": true,
-      "dependencies": {
-        "ms": "^2.1.3"
-      },
-      "engines": {
-        "node": ">=6.0"
-      },
-      "peerDependenciesMeta": {
-        "supports-color": {
-          "optional": true
-        }
-      }
-    },
-    "node_modules/deep-is": {
-      "version": "0.1.4",
-      "resolved": "https://registry.npmjs.org/deep-is/-/deep-is-0.1.4.tgz",
-      "integrity": "sha512-oIPzksmTg4/MriiaYGO+okXDT7ztn/w3Eptv/+gSIdMdKsJo0u4CfYNFJPy+4SKMuCqGw2wxnA+URMg3t8a/bQ==",
-      "dev": true,
-      "license": "MIT"
-    },
-    "node_modules/deepmerge": {
-      "version": "4.3.1",
-      "resolved": "https://registry.npmjs.org/deepmerge/-/deepmerge-4.3.1.tgz",
-      "integrity": "sha512-3sUqbMEc77XqpdNO7FRyRog+eW3ph+GYCbj+rK+uYyRMuwsVy0rMiVtPn+QJlKFvWP/1PYpapqYn0Me2knFn+A==",
-      "dev": true,
-      "engines": {
-        "node": ">=0.10.0"
-      }
-    },
-    "node_modules/eastasianwidth": {
-      "version": "0.2.0",
-      "resolved": "https://registry.npmjs.org/eastasianwidth/-/eastasianwidth-0.2.0.tgz",
-      "integrity": "sha512-I88TYZWc9XiYHRQ4/3c5rjjfgkjhLyW2luGIheGERbNQ6OY7yTybanSpDXZa8y7VUP9YmDcYa+eyq4ca7iLqWA==",
-      "dev": true
-    },
-    "node_modules/electron-to-chromium": {
-      "version": "1.5.20",
-      "resolved": "https://registry.npmjs.org/electron-to-chromium/-/electron-to-chromium-1.5.20.tgz",
-      "integrity": "sha512-74mdl6Fs1HHzK9SUX4CKFxAtAe3nUns48y79TskHNAG6fGOlLfyKA4j855x+0b5u8rWJIrlaG9tcTPstMlwjIw==",
-      "dev": true,
-      "peer": true
-    },
-    "node_modules/emoji-regex": {
-      "version": "9.2.2",
-      "resolved": "https://registry.npmjs.org/emoji-regex/-/emoji-regex-9.2.2.tgz",
-      "integrity": "sha512-L18DaJsXSUk2+42pv8mLs5jJT2hqFkFE4j21wOmgbUqsZ2hL72NsUU785g9RXgo3s0ZNgVl42TiHp3ZtOv/Vyg==",
-      "dev": true
-    },
-    "node_modules/esbuild": {
-      "version": "0.25.1",
-      "resolved": "https://registry.npmjs.org/esbuild/-/esbuild-0.25.1.tgz",
-      "integrity": "sha512-BGO5LtrGC7vxnqucAe/rmvKdJllfGaYWdyABvyMoXQlfYMb2bbRuReWR5tEGE//4LcNJj9XrkovTqNYRFZHAMQ==",
-      "dev": true,
-      "hasInstallScript": true,
-      "license": "MIT",
-      "bin": {
-        "esbuild": "bin/esbuild"
-      },
-      "engines": {
-        "node": ">=18"
-      },
-      "optionalDependencies": {
-        "@esbuild/aix-ppc64": "0.25.1",
-        "@esbuild/android-arm": "0.25.1",
-        "@esbuild/android-arm64": "0.25.1",
-        "@esbuild/android-x64": "0.25.1",
-        "@esbuild/darwin-arm64": "0.25.1",
-        "@esbuild/darwin-x64": "0.25.1",
-        "@esbuild/freebsd-arm64": "0.25.1",
-        "@esbuild/freebsd-x64": "0.25.1",
-        "@esbuild/linux-arm": "0.25.1",
-        "@esbuild/linux-arm64": "0.25.1",
-        "@esbuild/linux-ia32": "0.25.1",
-        "@esbuild/linux-loong64": "0.25.1",
-        "@esbuild/linux-mips64el": "0.25.1",
-        "@esbuild/linux-ppc64": "0.25.1",
-        "@esbuild/linux-riscv64": "0.25.1",
-        "@esbuild/linux-s390x": "0.25.1",
-        "@esbuild/linux-x64": "0.25.1",
-        "@esbuild/netbsd-arm64": "0.25.1",
-        "@esbuild/netbsd-x64": "0.25.1",
-        "@esbuild/openbsd-arm64": "0.25.1",
-        "@esbuild/openbsd-x64": "0.25.1",
-        "@esbuild/sunos-x64": "0.25.1",
-        "@esbuild/win32-arm64": "0.25.1",
-        "@esbuild/win32-ia32": "0.25.1",
-        "@esbuild/win32-x64": "0.25.1"
-      }
-    },
-    "node_modules/escalade": {
-      "version": "3.2.0",
-      "resolved": "https://registry.npmjs.org/escalade/-/escalade-3.2.0.tgz",
-      "integrity": "sha512-WUj2qlxaQtO4g6Pq5c29GTcWGDyd8itL8zTlipgECz3JesAiiOKotd8JU6otB3PACgG6xkJUyVhboMS+bje/jA==",
-      "dev": true,
-      "peer": true,
-      "engines": {
-        "node": ">=6"
-      }
-    },
-    "node_modules/escape-string-regexp": {
-      "version": "1.0.5",
-      "resolved": "https://registry.npmjs.org/escape-string-regexp/-/escape-string-regexp-1.0.5.tgz",
-      "integrity": "sha512-vbRorB5FUQWvla16U8R/qgaFIya2qGzwDrNmCZuYKrbdSUMG6I1ZCGQRefkRVhuOkIGVne7BQ35DSfo1qvJqFg==",
-      "dev": true,
-      "engines": {
-        "node": ">=0.8.0"
-      }
-    },
-    "node_modules/eslint": {
-      "version": "9.35.0",
-      "resolved": "https://registry.npmjs.org/eslint/-/eslint-9.35.0.tgz",
-      "integrity": "sha512-QePbBFMJFjgmlE+cXAlbHZbHpdFVS2E/6vzCy7aKlebddvl1vadiC4JFV5u/wqTkNUwEV8WrQi257jf5f06hrg==",
-      "dev": true,
-      "license": "MIT",
-      "dependencies": {
-        "@eslint-community/eslint-utils": "^4.8.0",
-        "@eslint-community/regexpp": "^4.12.1",
-        "@eslint/config-array": "^0.21.0",
-        "@eslint/config-helpers": "^0.3.1",
-        "@eslint/core": "^0.15.2",
-        "@eslint/eslintrc": "^3.3.1",
-        "@eslint/js": "9.35.0",
-        "@eslint/plugin-kit": "^0.3.5",
-        "@humanfs/node": "^0.16.6",
-        "@humanwhocodes/module-importer": "^1.0.1",
-        "@humanwhocodes/retry": "^0.4.2",
-        "@types/estree": "^1.0.6",
-        "@types/json-schema": "^7.0.15",
-        "ajv": "^6.12.4",
-        "chalk": "^4.0.0",
-        "cross-spawn": "^7.0.6",
-        "debug": "^4.3.2",
-        "escape-string-regexp": "^4.0.0",
-        "eslint-scope": "^8.4.0",
-        "eslint-visitor-keys": "^4.2.1",
-        "espree": "^10.4.0",
-        "esquery": "^1.5.0",
-        "esutils": "^2.0.2",
-        "fast-deep-equal": "^3.1.3",
-        "file-entry-cache": "^8.0.0",
-        "find-up": "^5.0.0",
-        "glob-parent": "^6.0.2",
-        "ignore": "^5.2.0",
-        "imurmurhash": "^0.1.4",
-        "is-glob": "^4.0.0",
-        "json-stable-stringify-without-jsonify": "^1.0.1",
-        "lodash.merge": "^4.6.2",
-        "minimatch": "^3.1.2",
-        "natural-compare": "^1.4.0",
-        "optionator": "^0.9.3"
-      },
-      "bin": {
-        "eslint": "bin/eslint.js"
-      },
-      "engines": {
-        "node": "^18.18.0 || ^20.9.0 || >=21.1.0"
-      },
-      "funding": {
-        "url": "https://eslint.org/donate"
-      },
-      "peerDependencies": {
-        "jiti": "*"
-      },
-      "peerDependenciesMeta": {
-        "jiti": {
-          "optional": true
-        }
-      }
-    },
-    "node_modules/eslint-scope": {
-      "version": "8.4.0",
-      "resolved": "https://registry.npmjs.org/eslint-scope/-/eslint-scope-8.4.0.tgz",
-      "integrity": "sha512-sNXOfKCn74rt8RICKMvJS7XKV/Xk9kA7DyJr8mJik3S7Cwgy3qlkkmyS2uQB3jiJg6VNdZd/pDBJu0nvG2NlTg==",
-      "dev": true,
-      "license": "BSD-2-Clause",
-      "dependencies": {
-        "esrecurse": "^4.3.0",
-        "estraverse": "^5.2.0"
-      },
-      "engines": {
-        "node": "^18.18.0 || ^20.9.0 || >=21.1.0"
-      },
-      "funding": {
-        "url": "https://opencollective.com/eslint"
-      }
-    },
-    "node_modules/eslint-visitor-keys": {
-      "version": "3.4.3",
-      "resolved": "https://registry.npmjs.org/eslint-visitor-keys/-/eslint-visitor-keys-3.4.3.tgz",
-      "integrity": "sha512-wpc+LXeiyiisxPlEkUzU6svyS1frIO3Mgxj1fdy7Pm8Ygzguax2N3Fa/D/ag1WqbOprdI+uY6wMUl8/a2G+iag==",
-      "dev": true,
-      "license": "Apache-2.0",
-      "engines": {
-        "node": "^12.22.0 || ^14.17.0 || >=16.0.0"
-      },
-      "funding": {
-        "url": "https://opencollective.com/eslint"
-      }
-    },
-    "node_modules/eslint/node_modules/ansi-styles": {
-      "version": "4.3.0",
-      "resolved": "https://registry.npmjs.org/ansi-styles/-/ansi-styles-4.3.0.tgz",
-      "integrity": "sha512-zbB9rCJAT1rbjiVDb2hqKFHNYLxgtk8NURxZ3IZwD3F6NtxbXZQCnnSi1Lkx+IDohdPlFp222wVALIheZJQSEg==",
-      "dev": true,
-      "license": "MIT",
-      "dependencies": {
-        "color-convert": "^2.0.1"
-      },
-      "engines": {
-        "node": ">=8"
-      },
-      "funding": {
-        "url": "https://github.com/chalk/ansi-styles?sponsor=1"
-      }
-    },
-    "node_modules/eslint/node_modules/brace-expansion": {
-      "version": "1.1.12",
-      "resolved": "https://registry.npmjs.org/brace-expansion/-/brace-expansion-1.1.12.tgz",
-      "integrity": "sha512-9T9UjW3r0UW5c1Q7GTwllptXwhvYmEzFhzMfZ9H7FQWt+uZePjZPjBP/W1ZEyZ1twGWom5/56TF4lPcqjnDHcg==",
-      "dev": true,
-      "license": "MIT",
-      "dependencies": {
-        "balanced-match": "^1.0.0",
-        "concat-map": "0.0.1"
-      }
-    },
-    "node_modules/eslint/node_modules/chalk": {
-      "version": "4.1.2",
-      "resolved": "https://registry.npmjs.org/chalk/-/chalk-4.1.2.tgz",
-      "integrity": "sha512-oKnbhFyRIXpUuez8iBMmyEa4nbj4IOQyuhc/wy9kY7/WVPcwIO9VA668Pu8RkO7+0G76SLROeyw9CpQ061i4mA==",
-      "dev": true,
-      "license": "MIT",
-      "dependencies": {
-        "ansi-styles": "^4.1.0",
-        "supports-color": "^7.1.0"
-      },
-      "engines": {
-        "node": ">=10"
-      },
-      "funding": {
-        "url": "https://github.com/chalk/chalk?sponsor=1"
-      }
-    },
-    "node_modules/eslint/node_modules/escape-string-regexp": {
-      "version": "4.0.0",
-      "resolved": "https://registry.npmjs.org/escape-string-regexp/-/escape-string-regexp-4.0.0.tgz",
-      "integrity": "sha512-TtpcNJ3XAzx3Gq8sWRzJaVajRs0uVxA2YAkdb1jm2YkPz4G6egUFAyA3n5vtEIZefPk5Wa4UXbKuS5fKkJWdgA==",
-      "dev": true,
-      "license": "MIT",
-      "engines": {
-        "node": ">=10"
-      },
-      "funding": {
-        "url": "https://github.com/sponsors/sindresorhus"
-      }
-    },
-    "node_modules/eslint/node_modules/eslint-visitor-keys": {
-      "version": "4.2.1",
-      "resolved": "https://registry.npmjs.org/eslint-visitor-keys/-/eslint-visitor-keys-4.2.1.tgz",
-      "integrity": "sha512-Uhdk5sfqcee/9H/rCOJikYz67o0a2Tw2hGRPOG2Y1R2dg7brRe1uG0yaNQDHu+TO/uQPF/5eCapvYSmHUjt7JQ==",
-      "dev": true,
-      "license": "Apache-2.0",
-      "engines": {
-        "node": "^18.18.0 || ^20.9.0 || >=21.1.0"
-      },
-      "funding": {
-        "url": "https://opencollective.com/eslint"
-      }
-    },
-    "node_modules/eslint/node_modules/has-flag": {
-      "version": "4.0.0",
-      "resolved": "https://registry.npmjs.org/has-flag/-/has-flag-4.0.0.tgz",
-      "integrity": "sha512-EykJT/Q1KjTWctppgIAgfSO0tKVuZUjhgMr17kqTumMl6Afv3EISleU7qZUzoXDFTAHTDC4NOoG/ZxU3EvlMPQ==",
-      "dev": true,
-      "license": "MIT",
-      "engines": {
-        "node": ">=8"
-      }
-    },
-    "node_modules/eslint/node_modules/ignore": {
-      "version": "5.3.2",
-      "resolved": "https://registry.npmjs.org/ignore/-/ignore-5.3.2.tgz",
-      "integrity": "sha512-hsBTNUqQTDwkWtcdYI2i06Y/nUBEsNEDJKjWdigLvegy8kDuJAS8uRlpkkcQpyEXL0Z/pjDy5HBmMjRCJ2gq+g==",
-      "dev": true,
-      "license": "MIT",
-      "engines": {
-        "node": ">= 4"
-      }
-    },
-    "node_modules/eslint/node_modules/minimatch": {
-      "version": "3.1.2",
-      "resolved": "https://registry.npmjs.org/minimatch/-/minimatch-3.1.2.tgz",
-      "integrity": "sha512-J7p63hRiAjw1NDEww1W7i37+ByIrOWO5XQQAzZ3VOcL0PNybwpfmV/N05zFAzwQ9USyEcX6t3UO+K5aqBQOIHw==",
-      "dev": true,
-      "license": "ISC",
-      "dependencies": {
-        "brace-expansion": "^1.1.7"
-      },
-      "engines": {
-        "node": "*"
-      }
-    },
-    "node_modules/eslint/node_modules/supports-color": {
-      "version": "7.2.0",
-      "resolved": "https://registry.npmjs.org/supports-color/-/supports-color-7.2.0.tgz",
-      "integrity": "sha512-qpCAvRl9stuOHveKsn7HncJRvv501qIacKzQlO/+Lwxc9+0q2wLyv4Dfvt80/DPn2pqOBsJdDiogXGR9+OvwRw==",
-      "dev": true,
-      "license": "MIT",
-      "dependencies": {
-        "has-flag": "^4.0.0"
-      },
-      "engines": {
-        "node": ">=8"
-      }
-    },
-    "node_modules/espree": {
-      "version": "10.4.0",
-      "resolved": "https://registry.npmjs.org/espree/-/espree-10.4.0.tgz",
-      "integrity": "sha512-j6PAQ2uUr79PZhBjP5C5fhl8e39FmRnOjsD5lGnWrFU8i2G776tBK7+nP8KuQUTTyAZUwfQqXAgrVH5MbH9CYQ==",
-      "dev": true,
-      "license": "BSD-2-Clause",
-      "dependencies": {
-        "acorn": "^8.15.0",
-        "acorn-jsx": "^5.3.2",
-        "eslint-visitor-keys": "^4.2.1"
-      },
-      "engines": {
-        "node": "^18.18.0 || ^20.9.0 || >=21.1.0"
-      },
-      "funding": {
-        "url": "https://opencollective.com/eslint"
-      }
-    },
-    "node_modules/espree/node_modules/eslint-visitor-keys": {
-      "version": "4.2.1",
-      "resolved": "https://registry.npmjs.org/eslint-visitor-keys/-/eslint-visitor-keys-4.2.1.tgz",
-      "integrity": "sha512-Uhdk5sfqcee/9H/rCOJikYz67o0a2Tw2hGRPOG2Y1R2dg7brRe1uG0yaNQDHu+TO/uQPF/5eCapvYSmHUjt7JQ==",
-      "dev": true,
-      "license": "Apache-2.0",
-      "engines": {
-        "node": "^18.18.0 || ^20.9.0 || >=21.1.0"
-      },
-      "funding": {
-        "url": "https://opencollective.com/eslint"
-      }
-    },
-    "node_modules/esquery": {
-      "version": "1.6.0",
-      "resolved": "https://registry.npmjs.org/esquery/-/esquery-1.6.0.tgz",
-      "integrity": "sha512-ca9pw9fomFcKPvFLXhBKUK90ZvGibiGOvRJNbjljY7s7uq/5YO4BOzcYtJqExdx99rF6aAcnRxHmcUHcz6sQsg==",
-      "dev": true,
-      "license": "BSD-3-Clause",
-      "dependencies": {
-        "estraverse": "^5.1.0"
-      },
-      "engines": {
-        "node": ">=0.10"
-      }
-    },
-    "node_modules/esrecurse": {
-      "version": "4.3.0",
-      "resolved": "https://registry.npmjs.org/esrecurse/-/esrecurse-4.3.0.tgz",
-      "integrity": "sha512-KmfKL3b6G+RXvP8N1vr3Tq1kL/oCFgn2NYXEtqP8/L3pKapUA4G8cFVaoF3SU323CD4XypR/ffioHmkti6/Tag==",
-      "dev": true,
-      "license": "BSD-2-Clause",
-      "dependencies": {
-        "estraverse": "^5.2.0"
-      },
-      "engines": {
-        "node": ">=4.0"
-      }
-    },
-    "node_modules/estraverse": {
-      "version": "5.3.0",
-      "resolved": "https://registry.npmjs.org/estraverse/-/estraverse-5.3.0.tgz",
-      "integrity": "sha512-MMdARuVEQziNTeJD8DgMqmhwR11BRQ/cBP+pLtYdSTnf3MIO8fFeiINEbX36ZdNlfU/7A9f3gUw49B3oQsvwBA==",
-      "dev": true,
-      "license": "BSD-2-Clause",
-      "engines": {
-        "node": ">=4.0"
-      }
-    },
-    "node_modules/estree-walker": {
-      "version": "2.0.2",
-      "resolved": "https://registry.npmjs.org/estree-walker/-/estree-walker-2.0.2.tgz",
-      "integrity": "sha512-Rfkk/Mp/DL7JVje3u18FxFujQlTNR2q6QfMSMB7AvCBx91NGj/ba3kCfza0f6dVDbw7YlRf/nDrn7pQrCCyQ/w==",
-      "dev": true
-    },
-    "node_modules/esutils": {
-      "version": "2.0.3",
-      "resolved": "https://registry.npmjs.org/esutils/-/esutils-2.0.3.tgz",
-      "integrity": "sha512-kVscqXk4OCp68SZ0dkgEKVi6/8ij300KBWTJq32P/dYeWTSwK41WyTxalN1eRmA5Z9UU/LX9D7FWSmV9SAYx6g==",
-      "dev": true,
-      "license": "BSD-2-Clause",
-      "engines": {
-        "node": ">=0.10.0"
-      }
-    },
-    "node_modules/fast-deep-equal": {
-      "version": "3.1.3",
-      "resolved": "https://registry.npmjs.org/fast-deep-equal/-/fast-deep-equal-3.1.3.tgz",
-      "integrity": "sha512-f3qQ9oQy9j2AhBe/H9VC91wLmKBCCU/gDOnKNAYG5hswO7BLKj09Hc5HYNz9cGI++xlpDCIgDaitVs03ATR84Q==",
-      "dev": true,
-      "license": "MIT"
-    },
-    "node_modules/fast-glob": {
-      "version": "3.3.3",
-      "resolved": "https://registry.npmjs.org/fast-glob/-/fast-glob-3.3.3.tgz",
-      "integrity": "sha512-7MptL8U0cqcFdzIzwOTHoilX9x5BrNqye7Z/LuC7kCMRio1EMSyqRK3BEAUD7sXRq4iT4AzTVuZdhgQ2TCvYLg==",
-      "dev": true,
-      "license": "MIT",
-      "dependencies": {
-        "@nodelib/fs.stat": "^2.0.2",
-        "@nodelib/fs.walk": "^1.2.3",
-        "glob-parent": "^5.1.2",
-        "merge2": "^1.3.0",
-        "micromatch": "^4.0.8"
-      },
-      "engines": {
-        "node": ">=8.6.0"
-      }
-    },
-    "node_modules/fast-glob/node_modules/glob-parent": {
-      "version": "5.1.2",
-      "resolved": "https://registry.npmjs.org/glob-parent/-/glob-parent-5.1.2.tgz",
-      "integrity": "sha512-AOIgSQCepiJYwP3ARnGx+5VnTu2HBYdzbGP45eLw1vr3zB3vZLeyed1sC9hnbcOc9/SrMyM5RPQrkGz4aS9Zow==",
-      "dev": true,
-      "license": "ISC",
-      "dependencies": {
-        "is-glob": "^4.0.1"
-      },
-      "engines": {
-        "node": ">= 6"
-      }
-    },
-    "node_modules/fast-json-stable-stringify": {
-      "version": "2.1.0",
-      "resolved": "https://registry.npmjs.org/fast-json-stable-stringify/-/fast-json-stable-stringify-2.1.0.tgz",
-      "integrity": "sha512-lhd/wF+Lk98HZoTCtlVraHtfh5XYijIjalXck7saUtuanSDyLMxnHhSXEDJqHxD7msR8D0uCmqlkwjCV8xvwHw==",
-      "dev": true,
-      "license": "MIT"
-    },
-    "node_modules/fast-levenshtein": {
-      "version": "2.0.6",
-      "resolved": "https://registry.npmjs.org/fast-levenshtein/-/fast-levenshtein-2.0.6.tgz",
-      "integrity": "sha512-DCXu6Ifhqcks7TZKY3Hxp3y6qphY5SJZmrWMDrKcERSOXWQdMhU9Ig/PYrzyw/ul9jOIyh0N4M0tbC5hodg8dw==",
-      "dev": true,
-      "license": "MIT"
-    },
-    "node_modules/fastq": {
-      "version": "1.19.1",
-      "resolved": "https://registry.npmjs.org/fastq/-/fastq-1.19.1.tgz",
-      "integrity": "sha512-GwLTyxkCXjXbxqIhTsMI2Nui8huMPtnxg7krajPJAjnEG/iiOS7i+zCtWGZR9G0NBKbXKh6X9m9UIsYX/N6vvQ==",
-      "dev": true,
-      "license": "ISC",
-      "dependencies": {
-        "reusify": "^1.0.4"
-      }
-    },
-    "node_modules/fflate": {
-      "version": "0.8.2",
-      "resolved": "https://registry.npmjs.org/fflate/-/fflate-0.8.2.tgz",
-      "integrity": "sha512-cPJU47OaAoCbg0pBvzsgpTPhmhqI5eJjh/JIu8tPj5q+T7iLvW/JAYUqmE7KOB4R1ZyEhzBaIQpQpardBF5z8A==",
-      "dev": true
-    },
-    "node_modules/file-entry-cache": {
-      "version": "8.0.0",
-      "resolved": "https://registry.npmjs.org/file-entry-cache/-/file-entry-cache-8.0.0.tgz",
-      "integrity": "sha512-XXTUwCvisa5oacNGRP9SfNtYBNAMi+RPwBFmblZEF7N7swHYQS6/Zfk7SRwx4D5j3CH211YNRco1DEMNVfZCnQ==",
-      "dev": true,
-      "license": "MIT",
-      "dependencies": {
-        "flat-cache": "^4.0.0"
-      },
-      "engines": {
-        "node": ">=16.0.0"
-      }
-    },
-    "node_modules/fill-range": {
-      "version": "7.1.1",
-      "resolved": "https://registry.npmjs.org/fill-range/-/fill-range-7.1.1.tgz",
-      "integrity": "sha512-YsGpe3WHLK8ZYi4tWDg2Jy3ebRz2rXowDxnld4bkQB00cc/1Zw9AWnC0i9ztDJitivtQvaI9KaLyKrc+hBW0yg==",
-      "dev": true,
-      "license": "MIT",
-      "dependencies": {
-        "to-regex-range": "^5.0.1"
-      },
-      "engines": {
-        "node": ">=8"
-      }
-    },
-    "node_modules/find-up": {
-      "version": "5.0.0",
-      "resolved": "https://registry.npmjs.org/find-up/-/find-up-5.0.0.tgz",
-      "integrity": "sha512-78/PXT1wlLLDgTzDs7sjq9hzz0vXD+zn+7wypEe4fXQxCmdmqfGsEPQxmiCSQI3ajFV91bVSsvNtrJRiW6nGng==",
-      "dev": true,
-      "license": "MIT",
-      "dependencies": {
-        "locate-path": "^6.0.0",
-        "path-exists": "^4.0.0"
-      },
-      "engines": {
-        "node": ">=10"
-      },
-      "funding": {
-        "url": "https://github.com/sponsors/sindresorhus"
-      }
-    },
-    "node_modules/flat-cache": {
-      "version": "4.0.1",
-      "resolved": "https://registry.npmjs.org/flat-cache/-/flat-cache-4.0.1.tgz",
-      "integrity": "sha512-f7ccFPK3SXFHpx15UIGyRJ/FJQctuKZ0zVuN3frBo4HnK3cay9VEW0R6yPYFHC0AgqhukPzKjq22t5DmAyqGyw==",
-      "dev": true,
-      "license": "MIT",
-      "dependencies": {
-        "flatted": "^3.2.9",
-        "keyv": "^4.5.4"
-      },
-      "engines": {
-        "node": ">=16"
-      }
-    },
-    "node_modules/flatted": {
-      "version": "3.3.3",
-      "resolved": "https://registry.npmjs.org/flatted/-/flatted-3.3.3.tgz",
-      "integrity": "sha512-GX+ysw4PBCz0PzosHDepZGANEuFCMLrnRTiEy9McGjmkCQYwRq4A/X786G/fjM/+OjsWSU1ZrY5qyARZmO/uwg==",
-      "dev": true,
-      "license": "ISC"
-    },
-    "node_modules/foreground-child": {
-      "version": "3.3.0",
-      "resolved": "https://registry.npmjs.org/foreground-child/-/foreground-child-3.3.0.tgz",
-      "integrity": "sha512-Ld2g8rrAyMYFXBhEqMz8ZAHBi4J4uS1i/CxGMDnjyFWddMXLVcDp051DZfu+t7+ab7Wv6SMqpWmyFIj5UbfFvg==",
-      "dev": true,
-      "dependencies": {
-        "cross-spawn": "^7.0.0",
-        "signal-exit": "^4.0.1"
-      },
-      "engines": {
-        "node": ">=14"
-      },
-      "funding": {
-        "url": "https://github.com/sponsors/isaacs"
-      }
-    },
-    "node_modules/fsevents": {
-      "version": "2.3.3",
-      "resolved": "https://registry.npmjs.org/fsevents/-/fsevents-2.3.3.tgz",
-      "integrity": "sha512-5xoDfX+fL7faATnagmWPpbFtwh/R77WmMMqqHGS65C3vvB0YHrgF+B1YmZ3441tMj5n63k0212XNoJwzlhffQw==",
-      "dev": true,
-      "hasInstallScript": true,
-      "optional": true,
-      "os": [
-        "darwin"
-      ],
-      "engines": {
-        "node": "^8.16.0 || ^10.6.0 || >=11.0.0"
-      }
-    },
-    "node_modules/function-bind": {
-      "version": "1.1.2",
-      "resolved": "https://registry.npmjs.org/function-bind/-/function-bind-1.1.2.tgz",
-      "integrity": "sha512-7XHNxH7qX9xG5mIwxkhumTox/MIRNcOgDrxWsMt2pAr23WHp6MrRlN7FBSFpCpr+oVO0F744iUgR82nJMfG2SA==",
-      "dev": true,
-      "funding": {
-        "url": "https://github.com/sponsors/ljharb"
-      }
-    },
-    "node_modules/gensync": {
-      "version": "1.0.0-beta.2",
-      "resolved": "https://registry.npmjs.org/gensync/-/gensync-1.0.0-beta.2.tgz",
-      "integrity": "sha512-3hN7NaskYvMDLQY55gnW3NQ+mesEAepTqlg+VEbj7zzqEMBVNhzcGYYeqFo/TlYz6eQiFcp1HcsCZO+nGgS8zg==",
-      "dev": true,
-      "peer": true,
-      "engines": {
-        "node": ">=6.9.0"
-      }
-    },
-    "node_modules/glob": {
-      "version": "10.4.5",
-      "resolved": "https://registry.npmjs.org/glob/-/glob-10.4.5.tgz",
-      "integrity": "sha512-7Bv8RF0k6xjo7d4A/PxYLbUCfb6c+Vpd2/mB2yRDlew7Jb5hEXiCD9ibfO7wpk8i4sevK6DFny9h7EYbM3/sHg==",
-      "dev": true,
-      "dependencies": {
-        "foreground-child": "^3.1.0",
-        "jackspeak": "^3.1.2",
-        "minimatch": "^9.0.4",
-        "minipass": "^7.1.2",
-        "package-json-from-dist": "^1.0.0",
-        "path-scurry": "^1.11.1"
-      },
-      "bin": {
-        "glob": "dist/esm/bin.mjs"
-      },
-      "funding": {
-        "url": "https://github.com/sponsors/isaacs"
-      }
-    },
-    "node_modules/glob-parent": {
-      "version": "6.0.2",
-      "resolved": "https://registry.npmjs.org/glob-parent/-/glob-parent-6.0.2.tgz",
-      "integrity": "sha512-XxwI8EOhVQgWp6iDL+3b0r86f4d6AX6zSU55HfB4ydCEuXLXc5FcYeOu+nnGftS4TEju/11rt4KJPTMgbfmv4A==",
-      "dev": true,
-      "license": "ISC",
-      "dependencies": {
-        "is-glob": "^4.0.3"
-      },
-      "engines": {
-        "node": ">=10.13.0"
-      }
-    },
-    "node_modules/globals": {
-      "version": "11.12.0",
-      "resolved": "https://registry.npmjs.org/globals/-/globals-11.12.0.tgz",
-      "integrity": "sha512-WOBp/EEGUiIsJSp7wcv/y6MO+lV9UoncWqxuFfm8eBwzWNgyfBd6Gz+IeKQ9jCmyhoH99g15M3T+QaVHFjizVA==",
-      "dev": true,
-      "engines": {
-        "node": ">=4"
-      }
-    },
-    "node_modules/graphemer": {
-      "version": "1.4.0",
-      "resolved": "https://registry.npmjs.org/graphemer/-/graphemer-1.4.0.tgz",
-      "integrity": "sha512-EtKwoO6kxCL9WO5xipiHTZlSzBm7WLT627TqC/uVRd0HKmq8NXyebnNYxDoBi7wt8eTWrUrKXCOVaFq9x1kgag==",
-      "dev": true,
-      "license": "MIT"
-    },
-    "node_modules/has-flag": {
-      "version": "3.0.0",
-      "resolved": "https://registry.npmjs.org/has-flag/-/has-flag-3.0.0.tgz",
-      "integrity": "sha512-sKJf1+ceQBr4SMkvQnBDNDtf4TXpVhVGateu0t918bl30FnbE2m4vNLX+VWe/dpjlb+HugGYzW7uQXH98HPEYw==",
-      "dev": true,
-      "engines": {
-        "node": ">=4"
-      }
-    },
-    "node_modules/hasown": {
-      "version": "2.0.2",
-      "resolved": "https://registry.npmjs.org/hasown/-/hasown-2.0.2.tgz",
-      "integrity": "sha512-0hJU9SCPvmMzIBdZFqNPXWa6dqh7WdH0cII9y+CyS8rG3nL48Bclra9HmKhVVUHyPWNH5Y7xDwAB7bfgSjkUMQ==",
-      "dev": true,
-      "dependencies": {
-        "function-bind": "^1.1.2"
-      },
-      "engines": {
-        "node": ">= 0.4"
-      }
-    },
-    "node_modules/ignore": {
-      "version": "7.0.5",
-      "resolved": "https://registry.npmjs.org/ignore/-/ignore-7.0.5.tgz",
-      "integrity": "sha512-Hs59xBNfUIunMFgWAbGX5cq6893IbWg4KnrjbYwX3tx0ztorVgTDA6B2sxf8ejHJ4wz8BqGUMYlnzNBer5NvGg==",
-      "dev": true,
-      "license": "MIT",
-      "engines": {
-        "node": ">= 4"
-      }
-    },
-    "node_modules/import-fresh": {
-      "version": "3.3.1",
-      "resolved": "https://registry.npmjs.org/import-fresh/-/import-fresh-3.3.1.tgz",
-      "integrity": "sha512-TR3KfrTZTYLPB6jUjfx6MF9WcWrHL9su5TObK4ZkYgBdWKPOFoSoQIdEuTuR82pmtxH2spWG9h6etwfr1pLBqQ==",
-      "dev": true,
-      "license": "MIT",
-      "dependencies": {
-        "parent-module": "^1.0.0",
-        "resolve-from": "^4.0.0"
-      },
-      "engines": {
-        "node": ">=6"
-      },
-      "funding": {
-        "url": "https://github.com/sponsors/sindresorhus"
-      }
-    },
-    "node_modules/imurmurhash": {
-      "version": "0.1.4",
-      "resolved": "https://registry.npmjs.org/imurmurhash/-/imurmurhash-0.1.4.tgz",
-      "integrity": "sha512-JmXMZ6wuvDmLiHEml9ykzqO6lwFbof0GG4IkcGaENdCRDDmMVnny7s5HsIgHCbaq0w2MyPhDqkhTUgS2LU2PHA==",
-      "dev": true,
-      "license": "MIT",
-      "engines": {
-        "node": ">=0.8.19"
-      }
-    },
-    "node_modules/is-builtin-module": {
-      "version": "3.2.1",
-      "resolved": "https://registry.npmjs.org/is-builtin-module/-/is-builtin-module-3.2.1.tgz",
-      "integrity": "sha512-BSLE3HnV2syZ0FK0iMA/yUGplUeMmNz4AW5fnTunbCIqZi4vG3WjJT9FHMy5D69xmAYBHXQhJdALdpwVxV501A==",
-      "dev": true,
-      "dependencies": {
-        "builtin-modules": "^3.3.0"
-      },
-      "engines": {
-        "node": ">=6"
-      },
-      "funding": {
-        "url": "https://github.com/sponsors/sindresorhus"
-      }
-    },
-    "node_modules/is-core-module": {
-      "version": "2.15.1",
-      "resolved": "https://registry.npmjs.org/is-core-module/-/is-core-module-2.15.1.tgz",
-      "integrity": "sha512-z0vtXSwucUJtANQWldhbtbt7BnL0vxiFjIdDLAatwhDYty2bad6s+rijD6Ri4YuYJubLzIJLUidCh09e1djEVQ==",
-      "dev": true,
-      "dependencies": {
-        "hasown": "^2.0.2"
-      },
-      "engines": {
-        "node": ">= 0.4"
-      },
-      "funding": {
-        "url": "https://github.com/sponsors/ljharb"
-      }
-    },
-    "node_modules/is-extglob": {
-      "version": "2.1.1",
-      "resolved": "https://registry.npmjs.org/is-extglob/-/is-extglob-2.1.1.tgz",
-      "integrity": "sha512-SbKbANkN603Vi4jEZv49LeVJMn4yGwsbzZworEoyEiutsN3nJYdbO36zfhGJ6QEDpOZIFkDtnq5JRxmvl3jsoQ==",
-      "dev": true,
-      "license": "MIT",
-      "engines": {
-        "node": ">=0.10.0"
-      }
-    },
-    "node_modules/is-fullwidth-code-point": {
-      "version": "3.0.0",
-      "resolved": "https://registry.npmjs.org/is-fullwidth-code-point/-/is-fullwidth-code-point-3.0.0.tgz",
-      "integrity": "sha512-zymm5+u+sCsSWyD9qNaejV3DFvhCKclKdizYaJUuHA83RLjb7nSuGnddCHGv0hk+KY7BMAlsWeK4Ueg6EV6XQg==",
-      "dev": true,
-      "engines": {
-        "node": ">=8"
-      }
-    },
-    "node_modules/is-glob": {
-      "version": "4.0.3",
-      "resolved": "https://registry.npmjs.org/is-glob/-/is-glob-4.0.3.tgz",
-      "integrity": "sha512-xelSayHH36ZgE7ZWhli7pW34hNbNl8Ojv5KVmkJD4hBdD3th8Tfk9vYasLM+mXWOZhFkgZfxhLSnrwRr4elSSg==",
-      "dev": true,
-      "license": "MIT",
-      "dependencies": {
-        "is-extglob": "^2.1.1"
-      },
-      "engines": {
-        "node": ">=0.10.0"
-      }
-    },
-    "node_modules/is-module": {
-      "version": "1.0.0",
-      "resolved": "https://registry.npmjs.org/is-module/-/is-module-1.0.0.tgz",
-      "integrity": "sha512-51ypPSPCoTEIN9dy5Oy+h4pShgJmPCygKfyRCISBI+JoWT/2oJvK8QPxmwv7b/p239jXrm9M1mlQbyKJ5A152g==",
-      "dev": true
-    },
-    "node_modules/is-number": {
-      "version": "7.0.0",
-      "resolved": "https://registry.npmjs.org/is-number/-/is-number-7.0.0.tgz",
-      "integrity": "sha512-41Cifkg6e8TylSpdtTpeLVMqvSBEVzTttHvERD741+pnZ8ANv0004MRL43QKPDlK9cGvNp6NZWZUBlbGXYxxng==",
-      "dev": true,
-      "license": "MIT",
-      "engines": {
-        "node": ">=0.12.0"
-      }
-    },
-    "node_modules/is-reference": {
-      "version": "1.2.1",
-      "resolved": "https://registry.npmjs.org/is-reference/-/is-reference-1.2.1.tgz",
-      "integrity": "sha512-U82MsXXiFIrjCK4otLT+o2NA2Cd2g5MLoOVXUZjIOhLurrRxpEXzI8O0KZHr3IjLvlAH1kTPYSuqer5T9ZVBKQ==",
-      "dev": true,
-      "dependencies": {
-        "@types/estree": "*"
-      }
-    },
-    "node_modules/isexe": {
-      "version": "2.0.0",
-      "resolved": "https://registry.npmjs.org/isexe/-/isexe-2.0.0.tgz",
-      "integrity": "sha512-RHxMLp9lnKHGHRng9QFhRCMbYAcVpn69smSGcq3f36xjgVVWThj4qqLbTLlq7Ssj8B+fIQ1EuCEGI2lKsyQeIw==",
-      "dev": true
-    },
-    "node_modules/jackspeak": {
-      "version": "3.4.3",
-      "resolved": "https://registry.npmjs.org/jackspeak/-/jackspeak-3.4.3.tgz",
-      "integrity": "sha512-OGlZQpz2yfahA/Rd1Y8Cd9SIEsqvXkLVoSw/cgwhnhFMDbsQFeZYoJJ7bIZBS9BcamUW96asq/npPWugM+RQBw==",
-      "dev": true,
-      "dependencies": {
-        "@isaacs/cliui": "^8.0.2"
-      },
-      "funding": {
-        "url": "https://github.com/sponsors/isaacs"
-      },
-      "optionalDependencies": {
-        "@pkgjs/parseargs": "^0.11.0"
-      }
-    },
-    "node_modules/js-tokens": {
-      "version": "4.0.0",
-      "resolved": "https://registry.npmjs.org/js-tokens/-/js-tokens-4.0.0.tgz",
-      "integrity": "sha512-RdJUflcE3cUzKiMqQgsCu06FPu9UdIJO0beYbPhHN4k6apgJtifcoCtT9bcxOpYBtpD2kCM6Sbzg4CausW/PKQ==",
-      "dev": true
-    },
-    "node_modules/js-yaml": {
-      "version": "4.1.0",
-      "resolved": "https://registry.npmjs.org/js-yaml/-/js-yaml-4.1.0.tgz",
-      "integrity": "sha512-wpxZs9NoxZaJESJGIZTyDEaYpl0FKSA+FB9aJiyemKhMwkxQg63h4T1KJgUGHpTqPDNRcmmYLugrRjJlBtWvRA==",
-      "dev": true,
-      "license": "MIT",
-      "dependencies": {
-        "argparse": "^2.0.1"
-      },
-      "bin": {
-        "js-yaml": "bin/js-yaml.js"
-      }
-    },
-    "node_modules/jsesc": {
-      "version": "2.5.2",
-      "resolved": "https://registry.npmjs.org/jsesc/-/jsesc-2.5.2.tgz",
-      "integrity": "sha512-OYu7XEzjkCQ3C5Ps3QIZsQfNpqoJyZZA99wd9aWd05NCtC5pWOkShK2mkL6HXQR6/Cy2lbNdPlZBpuQHXE63gA==",
-      "dev": true,
-      "bin": {
-        "jsesc": "bin/jsesc"
-      },
-      "engines": {
-        "node": ">=4"
-      }
-    },
-    "node_modules/json-buffer": {
-      "version": "3.0.1",
-      "resolved": "https://registry.npmjs.org/json-buffer/-/json-buffer-3.0.1.tgz",
-      "integrity": "sha512-4bV5BfR2mqfQTJm+V5tPPdf+ZpuhiIvTuAB5g8kcrXOZpTT/QwwVRWBywX1ozr6lEuPdbHxwaJlm9G6mI2sfSQ==",
-      "dev": true,
-      "license": "MIT"
-    },
-    "node_modules/json-schema-traverse": {
-      "version": "0.4.1",
-      "resolved": "https://registry.npmjs.org/json-schema-traverse/-/json-schema-traverse-0.4.1.tgz",
-      "integrity": "sha512-xbbCH5dCYU5T8LcEhhuh7HJ88HXuW3qsI3Y0zOZFKfZEHcpWiHU/Jxzk629Brsab/mMiHQti9wMP+845RPe3Vg==",
-      "dev": true,
-      "license": "MIT"
-    },
-    "node_modules/json-stable-stringify-without-jsonify": {
-      "version": "1.0.1",
-      "resolved": "https://registry.npmjs.org/json-stable-stringify-without-jsonify/-/json-stable-stringify-without-jsonify-1.0.1.tgz",
-      "integrity": "sha512-Bdboy+l7tA3OGW6FjyFHWkP5LuByj1Tk33Ljyq0axyzdk9//JSi2u3fP1QSmd1KNwq6VOKYGlAu87CisVir6Pw==",
-      "dev": true,
-      "license": "MIT"
-    },
-    "node_modules/json5": {
-      "version": "2.2.3",
-      "resolved": "https://registry.npmjs.org/json5/-/json5-2.2.3.tgz",
-      "integrity": "sha512-XmOWe7eyHYH14cLdVPoyg+GOH3rYX++KpzrylJwSW98t3Nk+U8XOl8FWKOgwtzdb8lXGf6zYwDUzeHMWfxasyg==",
-      "dev": true,
-      "peer": true,
-      "bin": {
-        "json5": "lib/cli.js"
-      },
-      "engines": {
-        "node": ">=6"
-      }
-    },
-    "node_modules/keyv": {
-      "version": "4.5.4",
-      "resolved": "https://registry.npmjs.org/keyv/-/keyv-4.5.4.tgz",
-      "integrity": "sha512-oxVHkHR/EJf2CNXnWxRLW6mg7JyCCUcG0DtEGmL2ctUo1PNTin1PUil+r/+4r5MpVgC/fn1kjsx7mjSujKqIpw==",
-      "dev": true,
-      "license": "MIT",
-      "dependencies": {
-        "json-buffer": "3.0.1"
-      }
-    },
-    "node_modules/levn": {
-      "version": "0.4.1",
-      "resolved": "https://registry.npmjs.org/levn/-/levn-0.4.1.tgz",
-      "integrity": "sha512-+bT2uH4E5LGE7h/n3evcS/sQlJXCpIp6ym8OWJ5eV6+67Dsql/LaaT7qJBAt2rzfoa/5QBGBhxDix1dMt2kQKQ==",
-      "dev": true,
-      "license": "MIT",
-      "dependencies": {
-        "prelude-ls": "^1.2.1",
-        "type-check": "~0.4.0"
-      },
-      "engines": {
-        "node": ">= 0.8.0"
-      }
-    },
-    "node_modules/locate-path": {
-      "version": "6.0.0",
-      "resolved": "https://registry.npmjs.org/locate-path/-/locate-path-6.0.0.tgz",
-      "integrity": "sha512-iPZK6eYjbxRu3uB4/WZ3EsEIMJFMqAoopl3R+zuq0UjcAm/MO6KCweDgPfP3elTztoKP3KtnVHxTn2NHBSDVUw==",
-      "dev": true,
-      "license": "MIT",
-      "dependencies": {
-        "p-locate": "^5.0.0"
-      },
-      "engines": {
-        "node": ">=10"
-      },
-      "funding": {
-        "url": "https://github.com/sponsors/sindresorhus"
-      }
-    },
-    "node_modules/lodash.merge": {
-      "version": "4.6.2",
-      "resolved": "https://registry.npmjs.org/lodash.merge/-/lodash.merge-4.6.2.tgz",
-      "integrity": "sha512-0KpjqXRVvrYyCsX1swR/XTK0va6VQkQM6MNo7PqW77ByjAhoARA8EfrP1N4+KlKj8YS0ZUCtRT/YUuhyYDujIQ==",
-      "dev": true,
-      "license": "MIT"
-    },
-    "node_modules/lru-cache": {
-      "version": "10.4.3",
-      "resolved": "https://registry.npmjs.org/lru-cache/-/lru-cache-10.4.3.tgz",
-      "integrity": "sha512-JNAzZcXrCt42VGLuYz0zfAzDfAvJWW6AfYlDBQyDV5DClI2m5sAmK+OIO7s59XfsRsWHp02jAJrRadPRGTt6SQ==",
-      "dev": true
-    },
-    "node_modules/magic-string": {
-      "version": "0.30.11",
-      "resolved": "https://registry.npmjs.org/magic-string/-/magic-string-0.30.11.tgz",
-      "integrity": "sha512-+Wri9p0QHMy+545hKww7YAu5NyzF8iomPL/RQazugQ9+Ez4Ic3mERMd8ZTX5rfK944j+560ZJi8iAwgak1Ac7A==",
-      "dev": true,
-      "dependencies": {
-        "@jridgewell/sourcemap-codec": "^1.5.0"
-      }
-    },
-    "node_modules/merge2": {
-      "version": "1.4.1",
-      "resolved": "https://registry.npmjs.org/merge2/-/merge2-1.4.1.tgz",
-      "integrity": "sha512-8q7VEgMJW4J8tcfVPy8g09NcQwZdbwFEqhe/WZkoIzjn/3TGDwtOCYtXGxA3O8tPzpczCCDgv+P2P5y00ZJOOg==",
-      "dev": true,
-      "license": "MIT",
-      "engines": {
-        "node": ">= 8"
-      }
-    },
-    "node_modules/meshoptimizer": {
-      "version": "0.18.1",
-      "resolved": "https://registry.npmjs.org/meshoptimizer/-/meshoptimizer-0.18.1.tgz",
-      "integrity": "sha512-ZhoIoL7TNV4s5B6+rx5mC//fw8/POGyNxS/DZyCJeiZ12ScLfVwRE/GfsxwiTkMYYD5DmK2/JXnEVXqL4rF+Sw==",
-      "dev": true
-    },
-    "node_modules/micromatch": {
-      "version": "4.0.8",
-      "resolved": "https://registry.npmjs.org/micromatch/-/micromatch-4.0.8.tgz",
-      "integrity": "sha512-PXwfBhYu0hBCPw8Dn0E+WDYb7af3dSLVWKi3HGv84IdF4TyFoC0ysxFd0Goxw7nSv4T/PzEJQxsYsEiFCKo2BA==",
-      "dev": true,
-      "license": "MIT",
-      "dependencies": {
-        "braces": "^3.0.3",
-        "picomatch": "^2.3.1"
-      },
-      "engines": {
-        "node": ">=8.6"
-      }
-    },
-    "node_modules/minimatch": {
-      "version": "9.0.5",
-      "resolved": "https://registry.npmjs.org/minimatch/-/minimatch-9.0.5.tgz",
-      "integrity": "sha512-G6T0ZX48xgozx7587koeX9Ys2NYy6Gmv//P89sEte9V9whIapMNF4idKxnW2QtCcLiTWlb/wfCabAtAFWhhBow==",
-      "dev": true,
-      "dependencies": {
-        "brace-expansion": "^2.0.1"
-      },
-      "engines": {
-        "node": ">=16 || 14 >=14.17"
-      },
-      "funding": {
-        "url": "https://github.com/sponsors/isaacs"
-      }
-    },
-    "node_modules/minipass": {
-      "version": "7.1.2",
-      "resolved": "https://registry.npmjs.org/minipass/-/minipass-7.1.2.tgz",
-      "integrity": "sha512-qOOzS1cBTWYF4BH8fVePDBOO9iptMnGUEZwNc/cMWnTV2nVLZ7VoNWEPHkYczZA0pdoA7dl6e7FL659nX9S2aw==",
-      "dev": true,
-      "engines": {
-        "node": ">=16 || 14 >=14.17"
-      }
-    },
-    "node_modules/ms": {
-      "version": "2.1.3",
-      "resolved": "https://registry.npmjs.org/ms/-/ms-2.1.3.tgz",
-      "integrity": "sha512-6FlzubTLZG3J2a/NVCAleEhjzq5oxgHyaCU9yYXvcLsvoVaHJq/s5xXI6/XXP6tz7R9xAOtHnSO/tXtF3WRTlA==",
-      "dev": true
-    },
-    "node_modules/nanoid": {
-      "version": "3.3.11",
-      "resolved": "https://registry.npmjs.org/nanoid/-/nanoid-3.3.11.tgz",
-      "integrity": "sha512-N8SpfPUnUp1bK+PMYW8qSWdl9U+wwNWI4QKxOYDy9JAro3WMX7p2OeVRF9v+347pnakNevPmiHhNmZ2HbFA76w==",
-      "dev": true,
-      "funding": [
-        {
-          "type": "github",
-          "url": "https://github.com/sponsors/ai"
-        }
-      ],
-      "license": "MIT",
-      "bin": {
-        "nanoid": "bin/nanoid.cjs"
-      },
-      "engines": {
-        "node": "^10 || ^12 || ^13.7 || ^14 || >=15.0.1"
-      }
-    },
-    "node_modules/natural-compare": {
-      "version": "1.4.0",
-      "resolved": "https://registry.npmjs.org/natural-compare/-/natural-compare-1.4.0.tgz",
-      "integrity": "sha512-OWND8ei3VtNC9h7V60qff3SVobHr996CTwgxubgyQYEpg290h9J0buyECNNJexkFm5sOajh5G116RYA1c8ZMSw==",
-      "dev": true,
-      "license": "MIT"
-    },
-    "node_modules/node-releases": {
-      "version": "2.0.18",
-      "resolved": "https://registry.npmjs.org/node-releases/-/node-releases-2.0.18.tgz",
-      "integrity": "sha512-d9VeXT4SJ7ZeOqGX6R5EM022wpL+eWPooLI+5UpWn2jCT1aosUQEhQP214x33Wkwx3JQMvIm+tIoVOdodFS40g==",
-      "dev": true,
-      "peer": true
-    },
-    "node_modules/optionator": {
-      "version": "0.9.4",
-      "resolved": "https://registry.npmjs.org/optionator/-/optionator-0.9.4.tgz",
-      "integrity": "sha512-6IpQ7mKUxRcZNLIObR0hz7lxsapSSIYNZJwXPGeF0mTVqGKFIXj1DQcMoT22S3ROcLyY/rz0PWaWZ9ayWmad9g==",
-      "dev": true,
-      "license": "MIT",
-      "dependencies": {
-        "deep-is": "^0.1.3",
-        "fast-levenshtein": "^2.0.6",
-        "levn": "^0.4.1",
-        "prelude-ls": "^1.2.1",
-        "type-check": "^0.4.0",
-        "word-wrap": "^1.2.5"
-      },
-      "engines": {
-        "node": ">= 0.8.0"
-      }
-    },
-    "node_modules/p-limit": {
-      "version": "3.1.0",
-      "resolved": "https://registry.npmjs.org/p-limit/-/p-limit-3.1.0.tgz",
-      "integrity": "sha512-TYOanM3wGwNGsZN2cVTYPArw454xnXj5qmWF1bEoAc4+cU/ol7GVh7odevjp1FNHduHc3KZMcFduxU5Xc6uJRQ==",
-      "dev": true,
-      "license": "MIT",
-      "dependencies": {
-        "yocto-queue": "^0.1.0"
-      },
-      "engines": {
-        "node": ">=10"
-      },
-      "funding": {
-        "url": "https://github.com/sponsors/sindresorhus"
-      }
-    },
-    "node_modules/p-locate": {
-      "version": "5.0.0",
-      "resolved": "https://registry.npmjs.org/p-locate/-/p-locate-5.0.0.tgz",
-      "integrity": "sha512-LaNjtRWUBY++zB5nE/NwcaoMylSPk+S+ZHNB1TzdbMJMny6dynpAGt7X/tl/QYq3TIeE6nxHppbo2LGymrG5Pw==",
-      "dev": true,
-      "license": "MIT",
-      "dependencies": {
-        "p-limit": "^3.0.2"
-      },
-      "engines": {
-        "node": ">=10"
-      },
-      "funding": {
-        "url": "https://github.com/sponsors/sindresorhus"
-      }
-    },
-    "node_modules/package-json-from-dist": {
-      "version": "1.0.0",
-      "resolved": "https://registry.npmjs.org/package-json-from-dist/-/package-json-from-dist-1.0.0.tgz",
-      "integrity": "sha512-dATvCeZN/8wQsGywez1mzHtTlP22H8OEfPrVMLNr4/eGa+ijtLn/6M5f0dY8UKNrC2O9UCU6SSoG3qRKnt7STw==",
-      "dev": true
-    },
-    "node_modules/parent-module": {
-      "version": "1.0.1",
-      "resolved": "https://registry.npmjs.org/parent-module/-/parent-module-1.0.1.tgz",
-      "integrity": "sha512-GQ2EWRpQV8/o+Aw8YqtfZZPfNRWZYkbidE9k5rpl/hC3vtHHBfGm2Ifi6qWV+coDGkrUKZAxE3Lot5kcsRlh+g==",
-      "dev": true,
-      "license": "MIT",
-      "dependencies": {
-        "callsites": "^3.0.0"
-      },
-      "engines": {
-        "node": ">=6"
-      }
-    },
-    "node_modules/path-exists": {
-      "version": "4.0.0",
-      "resolved": "https://registry.npmjs.org/path-exists/-/path-exists-4.0.0.tgz",
-      "integrity": "sha512-ak9Qy5Q7jYb2Wwcey5Fpvg2KoAc/ZIhLSLOSBmRmygPsGwkVVt0fZa0qrtMz+m6tJTAHfZQ8FnmB4MG4LWy7/w==",
-      "dev": true,
-      "license": "MIT",
-      "engines": {
-        "node": ">=8"
-      }
-    },
-    "node_modules/path-key": {
-      "version": "3.1.1",
-      "resolved": "https://registry.npmjs.org/path-key/-/path-key-3.1.1.tgz",
-      "integrity": "sha512-ojmeN0qd+y0jszEtoY48r0Peq5dwMEkIlCOu6Q5f41lfkswXuKtYrhgoTpLnyIcHm24Uhqx+5Tqm2InSwLhE6Q==",
-      "dev": true,
-      "engines": {
-        "node": ">=8"
-      }
-    },
-    "node_modules/path-parse": {
-      "version": "1.0.7",
-      "resolved": "https://registry.npmjs.org/path-parse/-/path-parse-1.0.7.tgz",
-      "integrity": "sha512-LDJzPVEEEPR+y48z93A0Ed0yXb8pAByGWo/k5YYdYgpY2/2EsOsksJrq7lOHxryrVOn1ejG6oAp8ahvOIQD8sw==",
-      "dev": true
-    },
-    "node_modules/path-scurry": {
-      "version": "1.11.1",
-      "resolved": "https://registry.npmjs.org/path-scurry/-/path-scurry-1.11.1.tgz",
-      "integrity": "sha512-Xa4Nw17FS9ApQFJ9umLiJS4orGjm7ZzwUrwamcGQuHSzDyth9boKDaycYdDcZDuqYATXw4HFXgaqWTctW/v1HA==",
-      "dev": true,
-      "dependencies": {
-        "lru-cache": "^10.2.0",
-        "minipass": "^5.0.0 || ^6.0.2 || ^7.0.0"
-      },
-      "engines": {
-        "node": ">=16 || 14 >=14.18"
-      },
-      "funding": {
-        "url": "https://github.com/sponsors/isaacs"
-      }
-    },
-    "node_modules/picocolors": {
-      "version": "1.1.1",
-      "resolved": "https://registry.npmjs.org/picocolors/-/picocolors-1.1.1.tgz",
-      "integrity": "sha512-xceH2snhtb5M9liqDsmEw56le376mTZkEX/jEb/RxNFyegNul7eNslCXP9FDj/Lcu0X8KEyMceP2ntpaHrDEVA==",
-      "dev": true,
-      "license": "ISC"
-    },
-    "node_modules/picomatch": {
-      "version": "2.3.1",
-      "resolved": "https://registry.npmjs.org/picomatch/-/picomatch-2.3.1.tgz",
-      "integrity": "sha512-JU3teHTNjmE2VCGFzuY8EXzCDVwEqB2a8fsIvwaStHhAWJEeVd1o1QD80CU6+ZdEXXSLbSsuLwJjkCBWqRQUVA==",
-      "dev": true,
-      "engines": {
-        "node": ">=8.6"
-      },
-      "funding": {
-        "url": "https://github.com/sponsors/jonschlinkert"
-      }
-    },
-    "node_modules/postcss": {
-      "version": "8.5.3",
-      "resolved": "https://registry.npmjs.org/postcss/-/postcss-8.5.3.tgz",
-      "integrity": "sha512-dle9A3yYxlBSrt8Fu+IpjGT8SY8hN0mlaA6GY8t0P5PjIOZemULz/E2Bnm/2dcUOena75OTNkHI76uZBNUUq3A==",
-      "dev": true,
-      "funding": [
-        {
-          "type": "opencollective",
-          "url": "https://opencollective.com/postcss/"
-        },
-        {
-          "type": "tidelift",
-          "url": "https://tidelift.com/funding/github/npm/postcss"
-        },
-        {
-          "type": "github",
-          "url": "https://github.com/sponsors/ai"
-        }
-      ],
-      "license": "MIT",
-      "dependencies": {
-        "nanoid": "^3.3.8",
-        "picocolors": "^1.1.1",
-        "source-map-js": "^1.2.1"
-      },
-      "engines": {
-        "node": "^10 || ^12 || >=14"
-      }
-    },
-    "node_modules/prelude-ls": {
-      "version": "1.2.1",
-      "resolved": "https://registry.npmjs.org/prelude-ls/-/prelude-ls-1.2.1.tgz",
-      "integrity": "sha512-vkcDPrRZo1QZLbn5RLGPpg/WmIQ65qoWWhcGKf/b5eplkkarX0m9z8ppCat4mlOqUsWpyNuYgO3VRyrYHSzX5g==",
-      "dev": true,
-      "license": "MIT",
-      "engines": {
-        "node": ">= 0.8.0"
-      }
-    },
-    "node_modules/punycode": {
-      "version": "2.3.1",
-      "resolved": "https://registry.npmjs.org/punycode/-/punycode-2.3.1.tgz",
-      "integrity": "sha512-vYt7UD1U9Wg6138shLtLOvdAu+8DsC/ilFtEVHcH+wydcSpNE20AfSOduf6MkRFahL5FY7X1oU7nKVZFtfq8Fg==",
-      "dev": true,
-      "license": "MIT",
-      "engines": {
-        "node": ">=6"
-      }
-    },
-    "node_modules/queue-microtask": {
-      "version": "1.2.3",
-      "resolved": "https://registry.npmjs.org/queue-microtask/-/queue-microtask-1.2.3.tgz",
-      "integrity": "sha512-NuaNSa6flKT5JaSYQzJok04JzTL1CA6aGhv5rfLW3PgqA+M2ChpZQnAC8h8i4ZFkBS8X5RqkDBHA7r4hej3K9A==",
-      "dev": true,
-      "funding": [
-        {
-          "type": "github",
-          "url": "https://github.com/sponsors/feross"
-        },
-        {
-          "type": "patreon",
-          "url": "https://www.patreon.com/feross"
-        },
-        {
-          "type": "consulting",
-          "url": "https://feross.org/support"
-        }
-      ],
-      "license": "MIT"
-    },
-    "node_modules/resolve": {
-      "version": "1.22.8",
-      "resolved": "https://registry.npmjs.org/resolve/-/resolve-1.22.8.tgz",
-      "integrity": "sha512-oKWePCxqpd6FlLvGV1VU0x7bkPmmCNolxzjMf4NczoDnQcIWrAF+cPtZn5i6n+RfD2d9i0tzpKnG6Yk168yIyw==",
-      "dev": true,
-      "dependencies": {
-        "is-core-module": "^2.13.0",
-        "path-parse": "^1.0.7",
-        "supports-preserve-symlinks-flag": "^1.0.0"
-      },
-      "bin": {
-        "resolve": "bin/resolve"
-      },
-      "funding": {
-        "url": "https://github.com/sponsors/ljharb"
-      }
-    },
-    "node_modules/resolve-from": {
-      "version": "4.0.0",
-      "resolved": "https://registry.npmjs.org/resolve-from/-/resolve-from-4.0.0.tgz",
-      "integrity": "sha512-pb/MYmXstAkysRFx8piNI1tGFNQIFA3vkE3Gq4EuA1dF6gHp/+vgZqsCGJapvy8N3Q+4o7FwvquPJcnZ7RYy4g==",
-      "dev": true,
-      "license": "MIT",
-      "engines": {
-        "node": ">=4"
-      }
-    },
-    "node_modules/reusify": {
-      "version": "1.1.0",
-      "resolved": "https://registry.npmjs.org/reusify/-/reusify-1.1.0.tgz",
-      "integrity": "sha512-g6QUff04oZpHs0eG5p83rFLhHeV00ug/Yf9nZM6fLeUrPguBTkTQOdpAWWspMh55TZfVQDPaN3NQJfbVRAxdIw==",
-      "dev": true,
-      "license": "MIT",
-      "engines": {
-        "iojs": ">=1.0.0",
-        "node": ">=0.10.0"
-      }
-    },
-    "node_modules/rollup": {
-      "version": "4.36.0",
-      "resolved": "https://registry.npmjs.org/rollup/-/rollup-4.36.0.tgz",
-      "integrity": "sha512-zwATAXNQxUcd40zgtQG0ZafcRK4g004WtEl7kbuhTWPvf07PsfohXl39jVUvPF7jvNAIkKPQ2XrsDlWuxBd++Q==",
-      "dev": true,
-      "license": "MIT",
-      "dependencies": {
-        "@types/estree": "1.0.6"
-      },
-      "bin": {
-        "rollup": "dist/bin/rollup"
-      },
-      "engines": {
-        "node": ">=18.0.0",
-        "npm": ">=8.0.0"
-      },
-      "optionalDependencies": {
-        "@rollup/rollup-android-arm-eabi": "4.36.0",
-        "@rollup/rollup-android-arm64": "4.36.0",
-        "@rollup/rollup-darwin-arm64": "4.36.0",
-        "@rollup/rollup-darwin-x64": "4.36.0",
-        "@rollup/rollup-freebsd-arm64": "4.36.0",
-        "@rollup/rollup-freebsd-x64": "4.36.0",
-        "@rollup/rollup-linux-arm-gnueabihf": "4.36.0",
-        "@rollup/rollup-linux-arm-musleabihf": "4.36.0",
-        "@rollup/rollup-linux-arm64-gnu": "4.36.0",
-        "@rollup/rollup-linux-arm64-musl": "4.36.0",
-        "@rollup/rollup-linux-loongarch64-gnu": "4.36.0",
-        "@rollup/rollup-linux-powerpc64le-gnu": "4.36.0",
-        "@rollup/rollup-linux-riscv64-gnu": "4.36.0",
-        "@rollup/rollup-linux-s390x-gnu": "4.36.0",
-        "@rollup/rollup-linux-x64-gnu": "4.36.0",
-        "@rollup/rollup-linux-x64-musl": "4.36.0",
-        "@rollup/rollup-win32-arm64-msvc": "4.36.0",
-        "@rollup/rollup-win32-ia32-msvc": "4.36.0",
-        "@rollup/rollup-win32-x64-msvc": "4.36.0",
-        "fsevents": "~2.3.2"
-      }
-    },
-    "node_modules/run-parallel": {
-      "version": "1.2.0",
-      "resolved": "https://registry.npmjs.org/run-parallel/-/run-parallel-1.2.0.tgz",
-      "integrity": "sha512-5l4VyZR86LZ/lDxZTR6jqL8AFE2S0IFLMP26AbjsLVADxHdhB/c0GUsH+y39UfCi3dzz8OlQuPmnaJOMoDHQBA==",
-      "dev": true,
-      "funding": [
-        {
-          "type": "github",
-          "url": "https://github.com/sponsors/feross"
-        },
-        {
-          "type": "patreon",
-          "url": "https://www.patreon.com/feross"
-        },
-        {
-          "type": "consulting",
-          "url": "https://feross.org/support"
-        }
-      ],
-      "license": "MIT",
-      "dependencies": {
-        "queue-microtask": "^1.2.2"
-      }
-    },
-    "node_modules/semver": {
-      "version": "6.3.1",
-      "resolved": "https://registry.npmjs.org/semver/-/semver-6.3.1.tgz",
-      "integrity": "sha512-BR7VvDCVHO+q2xBEWskxS6DJE1qRnb7DxzUrogb71CWoSficBxYsiAGd+Kl0mmq/MprG9yArRkyrQxTO6XjMzA==",
-      "dev": true,
-      "peer": true,
-      "bin": {
-        "semver": "bin/semver.js"
-      }
-    },
-    "node_modules/shebang-command": {
-      "version": "2.0.0",
-      "resolved": "https://registry.npmjs.org/shebang-command/-/shebang-command-2.0.0.tgz",
-      "integrity": "sha512-kHxr2zZpYtdmrN1qDjrrX/Z1rR1kG8Dx+gkpK1G4eXmvXswmcE1hTWBWYUzlraYw1/yZp6YuDY77YtvbN0dmDA==",
-      "dev": true,
-      "dependencies": {
-        "shebang-regex": "^3.0.0"
-      },
-      "engines": {
-        "node": ">=8"
-      }
-    },
-    "node_modules/shebang-regex": {
-      "version": "3.0.0",
-      "resolved": "https://registry.npmjs.org/shebang-regex/-/shebang-regex-3.0.0.tgz",
-      "integrity": "sha512-7++dFhtcx3353uBaq8DDR4NuxBetBzC7ZQOhmTQInHEd6bSrXdiEyzCvG07Z44UYdLShWUyXt5M/yhz8ekcb1A==",
-      "dev": true,
-      "engines": {
-        "node": ">=8"
-      }
-    },
-    "node_modules/signal-exit": {
-      "version": "4.1.0",
-      "resolved": "https://registry.npmjs.org/signal-exit/-/signal-exit-4.1.0.tgz",
-      "integrity": "sha512-bzyZ1e88w9O1iNJbKnOlvYTrWPDl46O1bG0D3XInv+9tkPrxrN8jUUTiFlDkkmKWgn1M6CfIA13SuGqOa9Korw==",
-      "dev": true,
-      "engines": {
-        "node": ">=14"
-      },
-      "funding": {
-        "url": "https://github.com/sponsors/isaacs"
-      }
-    },
-    "node_modules/source-map-js": {
-      "version": "1.2.1",
-      "resolved": "https://registry.npmjs.org/source-map-js/-/source-map-js-1.2.1.tgz",
-      "integrity": "sha512-UXWMKhLOwVKb728IUtQPXxfYU+usdybtUrK/8uGE8CQMvrhOpwvzDBwj0QhSL7MQc7vIsISBG8VQ8+IDQxpfQA==",
-      "dev": true,
-      "license": "BSD-3-Clause",
-      "engines": {
-        "node": ">=0.10.0"
-      }
-    },
-    "node_modules/string-width": {
-      "version": "5.1.2",
-      "resolved": "https://registry.npmjs.org/string-width/-/string-width-5.1.2.tgz",
-      "integrity": "sha512-HnLOCR3vjcY8beoNLtcjZ5/nxn2afmME6lhrDrebokqMap+XbeW8n9TXpPDOqdGK5qcI3oT0GKTW6wC7EMiVqA==",
-      "dev": true,
-      "dependencies": {
-        "eastasianwidth": "^0.2.0",
-        "emoji-regex": "^9.2.2",
-        "strip-ansi": "^7.0.1"
-      },
-      "engines": {
-        "node": ">=12"
-      },
-      "funding": {
-        "url": "https://github.com/sponsors/sindresorhus"
-      }
-    },
-    "node_modules/string-width-cjs": {
-      "name": "string-width",
-      "version": "4.2.3",
-      "resolved": "https://registry.npmjs.org/string-width/-/string-width-4.2.3.tgz",
-      "integrity": "sha512-wKyQRQpjJ0sIp62ErSZdGsjMJWsap5oRNihHhu6G7JVO/9jIB6UyevL+tXuOqrng8j/cxKTWyWUwvSTriiZz/g==",
-      "dev": true,
-      "dependencies": {
-        "emoji-regex": "^8.0.0",
-        "is-fullwidth-code-point": "^3.0.0",
-        "strip-ansi": "^6.0.1"
-      },
-      "engines": {
-        "node": ">=8"
-      }
-    },
-    "node_modules/string-width-cjs/node_modules/ansi-regex": {
-      "version": "5.0.1",
-      "resolved": "https://registry.npmjs.org/ansi-regex/-/ansi-regex-5.0.1.tgz",
-      "integrity": "sha512-quJQXlTSUGL2LH9SUXo8VwsY4soanhgo6LNSm84E1LBcE8s3O0wpdiRzyR9z/ZZJMlMWv37qOOb9pdJlMUEKFQ==",
-      "dev": true,
-      "engines": {
-        "node": ">=8"
-      }
-    },
-    "node_modules/string-width-cjs/node_modules/emoji-regex": {
-      "version": "8.0.0",
-      "resolved": "https://registry.npmjs.org/emoji-regex/-/emoji-regex-8.0.0.tgz",
-      "integrity": "sha512-MSjYzcWNOA0ewAHpz0MxpYFvwg6yjy1NG3xteoqz644VCo/RPgnr1/GGt+ic3iJTzQ8Eu3TdM14SawnVUmGE6A==",
-      "dev": true
-    },
-    "node_modules/string-width-cjs/node_modules/strip-ansi": {
-      "version": "6.0.1",
-      "resolved": "https://registry.npmjs.org/strip-ansi/-/strip-ansi-6.0.1.tgz",
-      "integrity": "sha512-Y38VPSHcqkFrCpFnQ9vuSXmquuv5oXOKpGeT6aGrr3o3Gc9AlVa6JBfUSOCnbxGGZF+/0ooI7KrPuUSztUdU5A==",
-      "dev": true,
-      "dependencies": {
-        "ansi-regex": "^5.0.1"
-      },
-      "engines": {
-        "node": ">=8"
-      }
-    },
-    "node_modules/strip-ansi": {
-      "version": "7.1.0",
-      "resolved": "https://registry.npmjs.org/strip-ansi/-/strip-ansi-7.1.0.tgz",
-      "integrity": "sha512-iq6eVVI64nQQTRYq2KtEg2d2uU7LElhTJwsH4YzIHZshxlgZms/wIc4VoDQTlG/IvVIrBKG06CrZnp0qv7hkcQ==",
-      "dev": true,
-      "dependencies": {
-        "ansi-regex": "^6.0.1"
-      },
-      "engines": {
-        "node": ">=12"
-      },
-      "funding": {
-        "url": "https://github.com/chalk/strip-ansi?sponsor=1"
-      }
-    },
-    "node_modules/strip-ansi-cjs": {
-      "name": "strip-ansi",
-      "version": "6.0.1",
-      "resolved": "https://registry.npmjs.org/strip-ansi/-/strip-ansi-6.0.1.tgz",
-      "integrity": "sha512-Y38VPSHcqkFrCpFnQ9vuSXmquuv5oXOKpGeT6aGrr3o3Gc9AlVa6JBfUSOCnbxGGZF+/0ooI7KrPuUSztUdU5A==",
-      "dev": true,
-      "dependencies": {
-        "ansi-regex": "^5.0.1"
-      },
-      "engines": {
-        "node": ">=8"
-      }
-    },
-    "node_modules/strip-ansi-cjs/node_modules/ansi-regex": {
-      "version": "5.0.1",
-      "resolved": "https://registry.npmjs.org/ansi-regex/-/ansi-regex-5.0.1.tgz",
-      "integrity": "sha512-quJQXlTSUGL2LH9SUXo8VwsY4soanhgo6LNSm84E1LBcE8s3O0wpdiRzyR9z/ZZJMlMWv37qOOb9pdJlMUEKFQ==",
-      "dev": true,
-      "engines": {
-        "node": ">=8"
-      }
-    },
-    "node_modules/strip-json-comments": {
-      "version": "3.1.1",
-      "resolved": "https://registry.npmjs.org/strip-json-comments/-/strip-json-comments-3.1.1.tgz",
-      "integrity": "sha512-6fPc+R4ihwqP6N/aIv2f1gMH8lOVtWQHoqC4yK6oSDVVocumAsfCqjkXnqiYMhmMwS/mEHLp7Vehlt3ql6lEig==",
-      "dev": true,
-      "license": "MIT",
-      "engines": {
-        "node": ">=8"
-      },
-      "funding": {
-        "url": "https://github.com/sponsors/sindresorhus"
-      }
-    },
-    "node_modules/supports-color": {
-      "version": "5.5.0",
-      "resolved": "https://registry.npmjs.org/supports-color/-/supports-color-5.5.0.tgz",
-      "integrity": "sha512-QjVjwdXIt408MIiAqCX4oUKsgU2EqAGzs2Ppkm4aQYbjm+ZEWEcW4SfFNTr4uMNZma0ey4f5lgLrkB0aX0QMow==",
-      "dev": true,
-      "dependencies": {
-        "has-flag": "^3.0.0"
-      },
-      "engines": {
-        "node": ">=4"
-      }
-    },
-    "node_modules/supports-preserve-symlinks-flag": {
-      "version": "1.0.0",
-      "resolved": "https://registry.npmjs.org/supports-preserve-symlinks-flag/-/supports-preserve-symlinks-flag-1.0.0.tgz",
-      "integrity": "sha512-ot0WnXS9fgdkgIcePe6RHNk1WA8+muPa6cSjeR3V8K27q9BB1rTE3R1p7Hv0z1ZyAc8s6Vvv8DIyWf681MAt0w==",
-      "dev": true,
-      "engines": {
-        "node": ">= 0.4"
-      },
-      "funding": {
-        "url": "https://github.com/sponsors/ljharb"
-      }
-    },
-    "node_modules/three": {
-      "version": "0.168.0",
-      "resolved": "https://registry.npmjs.org/three/-/three-0.168.0.tgz",
-      "integrity": "sha512-6m6jXtDwMJEK/GGMbAOTSAmxNdzKvvBzgd7q8bE/7Tr6m7PaBh5kKLrN7faWtlglXbzj7sVba48Idwx+NRsZXw==",
-      "peer": true
-    },
-    "node_modules/to-fast-properties": {
-      "version": "2.0.0",
-      "resolved": "https://registry.npmjs.org/to-fast-properties/-/to-fast-properties-2.0.0.tgz",
-      "integrity": "sha512-/OaKK0xYrs3DmxRYqL/yDc+FxFUVYhDlXMhRmv3z915w2HF1tnN1omB354j8VUGO/hbRzyD6Y3sA7v7GS/ceog==",
-      "dev": true,
-      "engines": {
-        "node": ">=4"
-      }
-    },
-    "node_modules/to-regex-range": {
-      "version": "5.0.1",
-      "resolved": "https://registry.npmjs.org/to-regex-range/-/to-regex-range-5.0.1.tgz",
-      "integrity": "sha512-65P7iz6X5yEr1cwcgvQxbbIw7Uk3gOy5dIdtZ4rDveLqhrdJP+Li/Hx6tyK0NEb+2GCyneCMJiGqrADCSNk8sQ==",
-      "dev": true,
-      "license": "MIT",
-      "dependencies": {
-        "is-number": "^7.0.0"
-      },
-      "engines": {
-        "node": ">=8.0"
-      }
-    },
-    "node_modules/ts-api-utils": {
-      "version": "2.1.0",
-      "resolved": "https://registry.npmjs.org/ts-api-utils/-/ts-api-utils-2.1.0.tgz",
-      "integrity": "sha512-CUgTZL1irw8u29bzrOD/nH85jqyc74D6SshFgujOIA7osm2Rz7dYH77agkx7H4FBNxDq7Cjf+IjaX/8zwFW+ZQ==",
-      "dev": true,
-      "license": "MIT",
-      "engines": {
-        "node": ">=18.12"
-      },
-      "peerDependencies": {
-        "typescript": ">=4.8.4"
-      }
-    },
-    "node_modules/tslib": {
-      "version": "2.7.0",
-      "resolved": "https://registry.npmjs.org/tslib/-/tslib-2.7.0.tgz",
-      "integrity": "sha512-gLXCKdN1/j47AiHiOkJN69hJmcbGTHI0ImLmbYLHykhgeN0jVGola9yVjFgzCUklsZQMW55o+dW7IXv3RCXDzA==",
-      "dev": true
-    },
-    "node_modules/type-check": {
-      "version": "0.4.0",
-      "resolved": "https://registry.npmjs.org/type-check/-/type-check-0.4.0.tgz",
-      "integrity": "sha512-XleUoc9uwGXqjWwXaUTZAmzMcFZ5858QA2vvx1Ur5xIcixXIP+8LnFDgRplU30us6teqdlskFfu+ae4K79Ooew==",
-      "dev": true,
-      "license": "MIT",
-      "dependencies": {
-        "prelude-ls": "^1.2.1"
-      },
-      "engines": {
-        "node": ">= 0.8.0"
-      }
-    },
-    "node_modules/typescript": {
-      "version": "5.6.2",
-      "resolved": "https://registry.npmjs.org/typescript/-/typescript-5.6.2.tgz",
-      "integrity": "sha512-NW8ByodCSNCwZeghjN3o+JX5OFH0Ojg6sadjEKY4huZ52TqbJTJnDo5+Tw98lSy63NZvi4n+ez5m2u5d4PkZyw==",
-      "dev": true,
-      "peer": true,
-      "bin": {
-        "tsc": "bin/tsc",
-        "tsserver": "bin/tsserver"
-      },
-      "engines": {
-        "node": ">=14.17"
-      }
-    },
-    "node_modules/update-browserslist-db": {
-      "version": "1.1.0",
-      "resolved": "https://registry.npmjs.org/update-browserslist-db/-/update-browserslist-db-1.1.0.tgz",
-      "integrity": "sha512-EdRAaAyk2cUE1wOf2DkEhzxqOQvFOoRJFNS6NeyJ01Gp2beMRpBAINjM2iDXE3KCuKhwnvHIQCJm6ThL2Z+HzQ==",
-      "dev": true,
-      "funding": [
-        {
-          "type": "opencollective",
-          "url": "https://opencollective.com/browserslist"
-        },
-        {
-          "type": "tidelift",
-          "url": "https://tidelift.com/funding/github/npm/browserslist"
-        },
-        {
-          "type": "github",
-          "url": "https://github.com/sponsors/ai"
-        }
-      ],
-      "peer": true,
-      "dependencies": {
-        "escalade": "^3.1.2",
-        "picocolors": "^1.0.1"
-      },
-      "bin": {
-        "update-browserslist-db": "cli.js"
-      },
-      "peerDependencies": {
-        "browserslist": ">= 4.21.0"
-      }
-    },
-    "node_modules/uri-js": {
-      "version": "4.4.1",
-      "resolved": "https://registry.npmjs.org/uri-js/-/uri-js-4.4.1.tgz",
-      "integrity": "sha512-7rKUyy33Q1yc98pQ1DAmLtwX109F7TIfWlW1Ydo8Wl1ii1SeHieeh0HHfPeL2fMXK6z0s8ecKs9frCuLJvndBg==",
-      "dev": true,
-      "license": "BSD-2-Clause",
-      "dependencies": {
-        "punycode": "^2.1.0"
-      }
-    },
-    "node_modules/uuid": {
-      "version": "10.0.0",
-      "resolved": "https://registry.npmjs.org/uuid/-/uuid-10.0.0.tgz",
-      "integrity": "sha512-8XkAphELsDnEGrDxUOHB3RGvXz6TeuYSGEZBOjtTtPm2lwhGBjLgOzLHB63IUWfBpNucQjND6d3AOudO+H3RWQ==",
-      "funding": [
-        "https://github.com/sponsors/broofa",
-        "https://github.com/sponsors/ctavan"
-      ],
-      "bin": {
-        "uuid": "dist/bin/uuid"
-      }
-    },
-    "node_modules/vite": {
-      "version": "6.2.2",
-      "resolved": "https://registry.npmjs.org/vite/-/vite-6.2.2.tgz",
-      "integrity": "sha512-yW7PeMM+LkDzc7CgJuRLMW2Jz0FxMOsVJ8Lv3gpgW9WLcb9cTW+121UEr1hvmfR7w3SegR5ItvYyzVz1vxNJgQ==",
-      "dev": true,
-      "license": "MIT",
-      "dependencies": {
-        "esbuild": "^0.25.0",
-        "postcss": "^8.5.3",
-        "rollup": "^4.30.1"
-      },
-      "bin": {
-        "vite": "bin/vite.js"
-      },
-      "engines": {
-        "node": "^18.0.0 || ^20.0.0 || >=22.0.0"
-      },
-      "funding": {
-        "url": "https://github.com/vitejs/vite?sponsor=1"
-      },
-      "optionalDependencies": {
-        "fsevents": "~2.3.3"
-      },
-      "peerDependencies": {
-        "@types/node": "^18.0.0 || ^20.0.0 || >=22.0.0",
-        "jiti": ">=1.21.0",
-        "less": "*",
-        "lightningcss": "^1.21.0",
-        "sass": "*",
-        "sass-embedded": "*",
-        "stylus": "*",
-        "sugarss": "*",
-        "terser": "^5.16.0",
-        "tsx": "^4.8.1",
-        "yaml": "^2.4.2"
-      },
-      "peerDependenciesMeta": {
-        "@types/node": {
-          "optional": true
-        },
-        "jiti": {
-          "optional": true
-        },
-        "less": {
-          "optional": true
-        },
-        "lightningcss": {
-          "optional": true
-        },
-        "sass": {
-          "optional": true
-        },
-        "sass-embedded": {
-          "optional": true
-        },
-        "stylus": {
-          "optional": true
-        },
-        "sugarss": {
-          "optional": true
-        },
-        "terser": {
-          "optional": true
-        },
-        "tsx": {
-          "optional": true
-        },
-        "yaml": {
-          "optional": true
-        }
-      }
-    },
-    "node_modules/which": {
-      "version": "2.0.2",
-      "resolved": "https://registry.npmjs.org/which/-/which-2.0.2.tgz",
-      "integrity": "sha512-BLI3Tl1TW3Pvl70l3yq3Y64i+awpwXqsGBYWkkqMtnbXgrMD+yj7rhW0kuEDxzJaYXGjEW5ogapKNMEKNMjibA==",
-      "dev": true,
-      "dependencies": {
-        "isexe": "^2.0.0"
-      },
-      "bin": {
-        "node-which": "bin/node-which"
-      },
-      "engines": {
-        "node": ">= 8"
-      }
-    },
-    "node_modules/word-wrap": {
-      "version": "1.2.5",
-      "resolved": "https://registry.npmjs.org/word-wrap/-/word-wrap-1.2.5.tgz",
-      "integrity": "sha512-BN22B5eaMMI9UMtjrGd5g5eCYPpCPDUy0FJXbYsaT5zYxjFOckS53SQDE3pWkVoWpHXVb3BrYcEN4Twa55B5cA==",
-      "dev": true,
-      "license": "MIT",
-      "engines": {
-        "node": ">=0.10.0"
-      }
-    },
-    "node_modules/wrap-ansi": {
-      "version": "8.1.0",
-      "resolved": "https://registry.npmjs.org/wrap-ansi/-/wrap-ansi-8.1.0.tgz",
-      "integrity": "sha512-si7QWI6zUMq56bESFvagtmzMdGOtoxfR+Sez11Mobfc7tm+VkUckk9bW2UeffTGVUbOksxmSw0AA2gs8g71NCQ==",
-      "dev": true,
-      "dependencies": {
-        "ansi-styles": "^6.1.0",
-        "string-width": "^5.0.1",
-        "strip-ansi": "^7.0.1"
-      },
-      "engines": {
-        "node": ">=12"
-      },
-      "funding": {
-        "url": "https://github.com/chalk/wrap-ansi?sponsor=1"
-      }
-    },
-    "node_modules/wrap-ansi-cjs": {
-      "name": "wrap-ansi",
-      "version": "7.0.0",
-      "resolved": "https://registry.npmjs.org/wrap-ansi/-/wrap-ansi-7.0.0.tgz",
-      "integrity": "sha512-YVGIj2kamLSTxw6NsZjoBxfSwsn0ycdesmc4p+Q21c5zPuZ1pl+NfxVdxPtdHvmNVOQ6XSYG4AUtyt/Fi7D16Q==",
-      "dev": true,
-      "dependencies": {
-        "ansi-styles": "^4.0.0",
-        "string-width": "^4.1.0",
-        "strip-ansi": "^6.0.0"
-      },
-      "engines": {
-        "node": ">=10"
-      },
-      "funding": {
-        "url": "https://github.com/chalk/wrap-ansi?sponsor=1"
-      }
-    },
-    "node_modules/wrap-ansi-cjs/node_modules/ansi-regex": {
-      "version": "5.0.1",
-      "resolved": "https://registry.npmjs.org/ansi-regex/-/ansi-regex-5.0.1.tgz",
-      "integrity": "sha512-quJQXlTSUGL2LH9SUXo8VwsY4soanhgo6LNSm84E1LBcE8s3O0wpdiRzyR9z/ZZJMlMWv37qOOb9pdJlMUEKFQ==",
-      "dev": true,
-      "engines": {
-        "node": ">=8"
-      }
-    },
-    "node_modules/wrap-ansi-cjs/node_modules/ansi-styles": {
-      "version": "4.3.0",
-      "resolved": "https://registry.npmjs.org/ansi-styles/-/ansi-styles-4.3.0.tgz",
-      "integrity": "sha512-zbB9rCJAT1rbjiVDb2hqKFHNYLxgtk8NURxZ3IZwD3F6NtxbXZQCnnSi1Lkx+IDohdPlFp222wVALIheZJQSEg==",
-      "dev": true,
-      "dependencies": {
-        "color-convert": "^2.0.1"
-      },
-      "engines": {
-        "node": ">=8"
-      },
-      "funding": {
-        "url": "https://github.com/chalk/ansi-styles?sponsor=1"
-      }
-    },
-    "node_modules/wrap-ansi-cjs/node_modules/emoji-regex": {
-      "version": "8.0.0",
-      "resolved": "https://registry.npmjs.org/emoji-regex/-/emoji-regex-8.0.0.tgz",
-      "integrity": "sha512-MSjYzcWNOA0ewAHpz0MxpYFvwg6yjy1NG3xteoqz644VCo/RPgnr1/GGt+ic3iJTzQ8Eu3TdM14SawnVUmGE6A==",
-      "dev": true
-    },
-    "node_modules/wrap-ansi-cjs/node_modules/string-width": {
-      "version": "4.2.3",
-      "resolved": "https://registry.npmjs.org/string-width/-/string-width-4.2.3.tgz",
-      "integrity": "sha512-wKyQRQpjJ0sIp62ErSZdGsjMJWsap5oRNihHhu6G7JVO/9jIB6UyevL+tXuOqrng8j/cxKTWyWUwvSTriiZz/g==",
-      "dev": true,
-      "dependencies": {
-        "emoji-regex": "^8.0.0",
-        "is-fullwidth-code-point": "^3.0.0",
-        "strip-ansi": "^6.0.1"
-      },
-      "engines": {
-        "node": ">=8"
-      }
-    },
-    "node_modules/wrap-ansi-cjs/node_modules/strip-ansi": {
-      "version": "6.0.1",
-      "resolved": "https://registry.npmjs.org/strip-ansi/-/strip-ansi-6.0.1.tgz",
-      "integrity": "sha512-Y38VPSHcqkFrCpFnQ9vuSXmquuv5oXOKpGeT6aGrr3o3Gc9AlVa6JBfUSOCnbxGGZF+/0ooI7KrPuUSztUdU5A==",
-      "dev": true,
-      "dependencies": {
-        "ansi-regex": "^5.0.1"
-      },
-      "engines": {
-        "node": ">=8"
-      }
-    },
-    "node_modules/yallist": {
-      "version": "3.1.1",
-      "resolved": "https://registry.npmjs.org/yallist/-/yallist-3.1.1.tgz",
-      "integrity": "sha512-a4UGQaWPH59mOXUYnAG2ewncQS4i4F43Tv3JoAM+s2VDAmS9NsK8GpDMLrCHPksFT7h3K6TOoUNn2pb7RoXx4g==",
-      "dev": true,
-      "peer": true
-    },
-    "node_modules/yocto-queue": {
-      "version": "0.1.0",
-      "resolved": "https://registry.npmjs.org/yocto-queue/-/yocto-queue-0.1.0.tgz",
-      "integrity": "sha512-rVksvsnNCdJ/ohGc6xgPwyN8eheCxsiLM8mxuE/t/mOVqJewPuO1miLpTHQiRgTKCLexL4MeAFVagts7HmNZ2Q==",
-      "dev": true,
-      "license": "MIT",
-      "engines": {
-        "node": ">=10"
-      },
-      "funding": {
-        "url": "https://github.com/sponsors/sindresorhus"
-      }
-    }
-  }
-}
diff --git a/package.json b/package.json
index 727e687..393402b 100644
--- a/package.json
+++ b/package.json
@@ -1,67 +1,13 @@
 {
-  "name": "opengeometry",
-  "author": "Vishwajeet Vinayak Mane",
-  "license": "MPL-2.0",
-  "version": "2.0.16",
-  "description": "CAD geometry kernel for the web built with Rust, WebAssembly, and Three.js.",
-  "type": "module",
-  "main": "index.js",
+  "name": "opengeometry-repository",
+  "private": true,
   "scripts": {
-    "dev": "vite",
-    "test": "cargo test --manifest-path main/opengeometry/Cargo.toml && cargo test --examples --manifest-path main/opengeometry/Cargo.toml",
-    "lint": "eslint main/opengeometry-three/src/**/*.ts --fix",
-    "lint:check": "eslint main/opengeometry-three/src/**/*.ts",
-    "clean-dist": "node ./scripts/clean-dist.mjs",
-    "build-three": "npm run clean-dist && rollup -c rollup.config.js",
-    "build-example-three": "npm --prefix main/opengeometry-three run build-example-three",
-    "build-core": "cd main/opengeometry && wasm-pack build --target web && cargo build --release",
-    "prepare-dist": "node ./scripts/prepare-dist.mjs",
-    "copy-wasm": "npm run prepare-dist",
-    "build": "npm run build-core && npm run build-three && npm run prepare-dist"
-  },
-  "repository": {
-    "type": "git",
-    "url": "git+https://github.com/OpenGeometry-io/OpenGeometry.git"
-  },
-  "keywords": [
-    "opengeometry",
-    "cad",
-    "cad-kernel",
-    "browser-cad",
-    "threejs",
-    "three.js",
-    "geometry",
-    "webassembly",
-    "wasm",
-    "ifc",
-    "step",
-    "stl",
-    "parametric-modeling"
-  ],
-  "bugs": {
-    "url": "https://github.com/OpenGeometry-io/OpenGeometry/issues"
-  },
-  "homepage": "https://docs.opengeometry.io",
-  "peerDependencies": {
-    "three": ">=0.168.0"
-  },
-  "dependencies": {
-    "uuid": "^10.0.0"
-  },
-  "devDependencies": {
-    "@eslint/js": "^9.35.0",
-    "@rollup/plugin-babel": "^6.0.4",
-    "@rollup/plugin-commonjs": "^26.0.1",
-    "@rollup/plugin-node-resolve": "^15.2.3",
-    "@rollup/plugin-typescript": "^11.1.6",
-    "@types/three": "^0.168.0",
-    "@types/uuid": "^10.0.0",
-    "@typescript-eslint/eslint-plugin": "^8.43.0",
-    "@typescript-eslint/parser": "^8.43.0",
-    "eslint": "^9.35.0",
-    "rollup": "^4.21.3",
-    "tslib": "^2.7.0",
-    "vite": "^6.2.2"
-  },
-  "packageManager": "yarn@4.15.0+sha512.07ec708ac11e2eaa4ea2b04cfbb272812f7e74a753f1595eaef4486c663a98306a30cca3e6fc40f7a0b168dcfb3a2490b6a5e0501e20fb69cc36f563dd161c53"
+    "build": "npm --prefix main run build --",
+    "build-core": "npm --prefix main run build-core --",
+    "check": "npm --prefix main run check --",
+    "check:full": "npm --prefix main run check:full --",
+    "test": "npm --prefix main run test --",
+    "lint:check": "npm --prefix main run lint:check --",
+    "dev-example": "npm --prefix main run dev-example --"
+  }
 }
diff --git a/release.md b/release.md
index 8b13789..a81f755 100644
--- a/release.md
+++ b/release.md
@@ -1 +1,5 @@
+# Releases
 
+The `opengeometry` package is published only by starting `.github/workflows/release.yml`
+by hand on the `main` branch; a push never publishes. See the release process in
+[developer.md](./developer.md#release-process).
diff --git a/rollup.config.js b/rollup.config.js
deleted file mode 100644
index db75e1f..0000000
--- a/rollup.config.js
+++ /dev/null
@@ -1,28 +0,0 @@
-import { nodeResolve } from '@rollup/plugin-node-resolve';
-import commonjs from '@rollup/plugin-commonjs';
-import babel from '@rollup/plugin-babel';
-import typescript from '@rollup/plugin-typescript';
-
-export default {
-  input: 'main/opengeometry-three/index.ts',
-  external: ['three', /^three\//],
-  output: {
-    file: 'dist/index.js',
-    format: 'esm',
-    name: 'opengeometry',
-    sourcemap: true,
-  },
-  plugins: [
-    nodeResolve(),
-    commonjs(),
-    typescript({
-      tsconfig: './tsconfig.json', // Use your project's tsconfig
-      declaration: true,
-      declarationDir: 'dist/', // Outputs declarations in a specific folder
-    }),
-    babel({
-      babelHelpers: 'bundled',
-      exclude: 'node_modules/**',
-    }),
-  ],
-};
diff --git a/scripts/clean-dist.mjs b/scripts/clean-dist.mjs
deleted file mode 100644
index 222354a..0000000
--- a/scripts/clean-dist.mjs
+++ /dev/null
@@ -1,4 +0,0 @@
-import { rm } from "node:fs/promises";
-import { fileURLToPath } from "node:url";
-
-await rm(fileURLToPath(new URL("../dist", import.meta.url)), { recursive: true, force: true });
diff --git a/scripts/prepare-dist.mjs b/scripts/prepare-dist.mjs
deleted file mode 100644
index 3a542c4..0000000
--- a/scripts/prepare-dist.mjs
+++ /dev/null
@@ -1,170 +0,0 @@
-/* eslint-env node */
-import { cp, mkdir, readdir, readFile, rm, stat, writeFile } from "node:fs/promises";
-import path from "node:path";
-import { fileURLToPath } from "node:url";
-
-const scriptDir = path.dirname(fileURLToPath(import.meta.url));
-const rootDir = path.resolve(scriptDir, "..");
-const distDir = path.join(rootDir, "dist");
-const kernelPkgDir = path.join(rootDir, "main", "opengeometry", "pkg");
-const distKernelPkgDir = path.join(distDir, "opengeometry", "pkg");
-
-const distRootKernelFiles = [
-  "opengeometry_bg.wasm",
-  "opengeometry_bg.wasm.d.ts",
-];
-
-const distKernelSubpathFiles = [
-  "opengeometry.js",
-  "opengeometry.d.ts",
-  "opengeometry_bg.wasm.d.ts",
-  "opengeometry_bg.wasm",
-];
-
-async function listFilesRecursively(dirPath) {
-  const entries = await readdir(dirPath);
-  const files = [];
-
-  for (const entry of entries) {
-    const entryPath = path.join(dirPath, entry);
-    const entryStats = await stat(entryPath);
-    if (entryStats.isDirectory()) {
-      files.push(...(await listFilesRecursively(entryPath)));
-      continue;
-    }
-    files.push(entryPath);
-  }
-
-  return files;
-}
-
-function toPosixSpecifier(relativePath) {
-  const specifier = relativePath.split(path.sep).join("/");
-  return specifier.startsWith(".") ? specifier : `./${specifier}`;
-}
-
-function ensureExplicitJsExtension(specifier) {
-  if (!specifier.startsWith(".")) {
-    return specifier;
-  }
-
-  const extension = path.extname(specifier);
-  if (extension.length > 0) {
-    return specifier;
-  }
-
-  if (specifier.endsWith("/")) {
-    return `${specifier}index.js`;
-  }
-
-  return `${specifier}.js`;
-}
-
-async function rewriteKernelImportSpecifiers() {
-  const declarationFiles = (await listFilesRecursively(distDir)).filter((filePath) =>
-    filePath.endsWith(".d.ts")
-  );
-  const kernelTypeTarget = path.join(distDir, "opengeometry", "pkg", "opengeometry");
-  const importPattern = /(["'])(?:\.\/)?(?:\.\.\/)+opengeometry\/pkg\/opengeometry\1/g;
-  const fromPattern = /(from\s+["'])(\.{1,2}\/[^"']+)(["'])/g;
-  const dynamicImportPattern = /(import\(\s*["'])(\.{1,2}\/[^"')]+)(["']\s*\))/g;
-
-  for (const filePath of declarationFiles) {
-    const contents = await readFile(filePath, "utf8");
-    const withKernelSpecifierRewrite = contents.replace(importPattern, (_fullMatch, quote) => {
-      const relative = path.relative(path.dirname(filePath), kernelTypeTarget);
-      return `${quote}${toPosixSpecifier(relative)}${quote}`;
-    });
-    const withFromExtensions = withKernelSpecifierRewrite.replace(
-      fromPattern,
-      (_fullMatch, prefix, specifier, suffix) =>
-        `${prefix}${ensureExplicitJsExtension(specifier)}${suffix}`
-    );
-    const replacement = withFromExtensions.replace(
-      dynamicImportPattern,
-      (_fullMatch, prefix, specifier, suffix) =>
-        `${prefix}${ensureExplicitJsExtension(specifier)}${suffix}`
-    );
-
-    if (replacement !== contents) {
-      await writeFile(filePath, replacement, "utf8");
-    }
-  }
-}
-
-function buildDistPackageJson(rootPackageJson) {
-  return {
-    name: rootPackageJson.name,
-    version: rootPackageJson.version,
-    description: rootPackageJson.description,
-    author: rootPackageJson.author,
-    license: rootPackageJson.license,
-    type: "module",
-    main: "./index.js",
-    types: "./index.d.ts",
-    exports: {
-      ".": {
-        types: "./index.d.ts",
-        import: "./index.js",
-        default: "./index.js",
-      },
-      "./opengeometry/pkg/opengeometry": {
-        types: "./opengeometry/pkg/opengeometry.d.ts",
-        import: "./opengeometry/pkg/opengeometry.js",
-        default: "./opengeometry/pkg/opengeometry.js",
-      },
-      "./opengeometry_bg.wasm": "./opengeometry_bg.wasm",
-      "./analytic-worker.js": "./analytic-worker.js",
-      "./package.json": "./package.json",
-    },
-    keywords: rootPackageJson.keywords ?? [],
-    repository: rootPackageJson.repository,
-    bugs: rootPackageJson.bugs,
-    homepage: rootPackageJson.homepage,
-    peerDependencies: rootPackageJson.peerDependencies ?? {},
-    dependencies: rootPackageJson.dependencies ?? {},
-  };
-}
-
-async function main() {
-  await mkdir(distDir, { recursive: true });
-  await mkdir(distKernelPkgDir, { recursive: true });
-
-  const distEntries = await readdir(distDir);
-  for (const entry of distEntries) {
-    if (!entry.endsWith(".tgz")) {
-      continue;
-    }
-    await rm(path.join(distDir, entry), { force: true });
-  }
-
-  for (const fileName of distRootKernelFiles) {
-    await cp(path.join(kernelPkgDir, fileName), path.join(distDir, fileName), { force: true });
-  }
-
-  for (const fileName of distKernelSubpathFiles) {
-    await cp(path.join(kernelPkgDir, fileName), path.join(distKernelPkgDir, fileName), {
-      force: true,
-    });
-  }
-
-  await cp(path.join(rootDir, "README.md"), path.join(distDir, "README.md"), { force: true });
-  await cp(path.join(rootDir, "main/opengeometry-three/src/rendering/analytic-worker.js"), path.join(distDir, "analytic-worker.js"), { force: true });
-
-  await rewriteKernelImportSpecifiers();
-
-  const rootPackageJson = JSON.parse(
-    await readFile(path.join(rootDir, "package.json"), "utf8")
-  );
-  const distPackageJson = buildDistPackageJson(rootPackageJson);
-  await writeFile(
-    path.join(distDir, "package.json"),
-    `${JSON.stringify(distPackageJson, null, 2)}\n`,
-    "utf8"
-  );
-}
-
-main().catch((error) => {
-  console.error("Failed to prepare dist package:", error);
-  process.exit(1);
-});
diff --git a/tsconfig.json b/tsconfig.json
deleted file mode 100644
index e7578e9..0000000
--- a/tsconfig.json
+++ /dev/null
@@ -1,24 +0,0 @@
-{
-  "compilerOptions": {
-    "target": "es6",
-    "module": "es2020", // Use "es2020" for ESM
-    "outDir": "dist",
-    "strict": true,
-    "esModuleInterop": true,
-    "allowSyntheticDefaultImports": true, // Add this line for ESM
-    "moduleResolution": "node", // Change module resolution to "node" for ESM
-    "experimentalDecorators": true, // Enable decorators
-    "emitDecoratorMetadata": true, // Enable metadata for decorators
-    "baseUrl": ".", // Add this line for ESM
-    "paths": {
-      "*": ["main/*"] // Add this line for ESM
-    }
-  },
-  "include": [
-    "main/**/*.ts"
-  ],
-  "exclude": [
-    "node_modules",
-    "main/opengeometry-three/examples-vite"
-  ]
-}
diff --git a/vite.config.js b/vite.config.js
deleted file mode 100644
index 5719d12..0000000
--- a/vite.config.js
+++ /dev/null
@@ -1,17 +0,0 @@
-import { defineConfig } from 'vite';
-
-export default defineConfig({
-  root: 'test',
-  server: {
-    port: 7070,
-    fs: {
-      // Allow serving files from one level up to the project root
-      allow: ['..']
-    }
-  },
-  resolve: {
-    alias: {
-      three: '../node_modules/three/build/three.module.js'
-    }
-  }
-});
\ No newline at end of file